Xe Trương Thanh Vân chạy đén thị ủy vào buổi trưa, lúc này bên ngoài có rất nhiều người, đám người cầm biểu ngữ hò hét vang trời, tất cả đều là những đoàn công nhân đến kêu gọi chính quyền.Trương Thanh Vân cau mày, trong đầu hắn xuất hiện bốn chữ "Bãi công phi pháp". Dựa theo quy của của đất nước thì bất kỳ hoạt động bãi công nào của công nhân trong nước đều phải được chính quyền chủ đạo, mà cục diện bây giờ rõ ràng đã mất kiểm soát, tâm tình của Trương Thanh Vân ngày càng trầm trọng.Hắn đã thấy rõ đám cảnh sát đứng khắp bốn phía cũng không nhiều, hơn nữa còn rất vô tình, không thèm quan tâm đến tình hình của đám người biểu tình. Trương Thanh Vân phán đoán sự việc lần này phát sinh không phải ngày một ngày hai, nếu càng lâu thì càng khó giải quyết thích đáng, xem ra không thể giải quyết theo hướng thông thường.Khi Trương Thanh Vân đi lên lầu thì thấy vẻ mặt đám cán bộ đều rất đờ đẫn, nhưng khi thấy Trương Thanh Vân thì mọi người cũng cố nặn ra nụ cười, chào một tiếng bí thư Trương. Sau đó lại sợ Trương Thanh Vân kéo lại hỏi tình huống, tất cả đều vội vàng bỏ đi.Trương Thanh Vân cũng không ngồi được lâu ở phòng làm việc, hắn nghỉ tạm một lúc rồi trực tiếp đi đến phòng họp. Khi hắn đi gần đến phòng làm việc của Hà Mậu Sâm, đúng lúc Hà Mậu Sâm cũng đi ra, Trương Thanh Vân lên tiếng:- Chào bí thư Hà!
Chương này chỉ có thể đọc trên ứng dụng di động
Để có trải nghiệm đọc truyện tốt nhất, vui lòng tải xuống ứng dụng của
chúng tôi để tiếp tục đọc chương này cùng với nhiều tính năng độc quyền khác.
Chương này chỉ có thể đọc trên ứng dụng di động
Để có trải nghiệm đọc truyện tốt nhất, vui lòng tải xuống ứng dụng của
chúng tôi để tiếp tục đọc chương này cùng với nhiều tính năng độc quyền khác.
Tải ứng dụng ngay
Tải xuống trên App Store
Tải xuống cho Android
* Ứng dụng miễn phí, nhiều tính năng hấp dẫn
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+5rbsEF/OOHpzPXgheavjaNdF7VXaua4PNsKXMa0hyMLQcUSxNEjkzqobXh6AmiFegDU5AdunPGUXcagqyHzqzZQuvajUHZ/pa9aZSyM3513l1CWK8O+XkD3GkLEy5jv4Xxemuhpvi9xp6MR++ryJgUymX5xC8palkPMezHt59A6CWosnRpPpk31fnPvCsAZL2311kG4Cy7etpT69Z+jzDSDl/SynyW/yC5hiZV4JxktEtrzKXdUmC2k2dZxVLGBTiQ2E4AnYaMJVMg6H+OSLWj2q1xDNGV5Bur2SWBFGwvuPcvVlbYWMXgFeU2TbU/oBW2hww6PqbuzRYtQ98PWy3anxjzSI6AXLIpxRQBHBcdZ5L+wcTPUujAuB16DIBdYJJjfu/ZfBuvFHwcAlMau1M1VrCYPfwO17ISMfKG9K72I11oPV7htxImyo45/kBa82WX1lKxjaCON+16W3cgLmTP3QXasGExyL6UqoB1v4AqJ1zjCpTqI7HOhgzpQimhlWnrzyvTdK/xYOLzouyAvFV9SuS4b2zWmSKlNXUKg427PNOYIsYuQlwOGFGTiDWR+QvmtdVQSY8T/WteJ5BopefC5sokx65Pa24qfrX4xKowDwDHkhiaQzAYAxCsgXTf221Mr7IouJsu5cs88Eadl880oTyKTDL2h8FQYBPnr2zGgvvNa7WdBmnW3h+YPFlHHdm5GUy9M8soLAh+2JVYwZ6okO8rivobItQi/oPFX2tUIcgLNJzrkcHZUqt1yulpEgFKYw5DrCwgDbQ7hm8nhGuGpXtqdQTz7mTjIWR8L9W+ttHk6vx3ZTPvYNsNXaIQMKQdRg6jYCX+vLspr6e6LoUh5+skcBdFqfsUyjj+zxloz60KhjpIPdVaVDUEXe+Db2JIpgJgLFighKPeQIH/FdZoci+lJd4JZwOwVq51mYoHBZVgO5c9vcQkRzfH7SDYVJKRutHNaUwEmEh6zmDFieGQF437ZS7nQKg4r9RcprvIzZjyaCLr8EEPyE7kO64bw/THKzvkX71cLYGmDkf1+k6WxCuXX4qdIrpHVE3Bn/yMl3u7tVfvvPKKZ6NqIr6KGf4wCFANNFWC/D6QvFstu/TQKRt/E7C2wT9sAuxJmDt4e9J7wNRG39Oz5CjKwRxYA8ZlJZZWgxQlHCBgEcuaW5gX0t7SwIoMn8PIzUfbfWCU2wq/XM7bODMeBrNLK/HbS3Z0BkjAlkvIfMPHptrixjj1EZSPN0xxOWKYhsqwSbMCUtC4iAyF09hbRZeCvJVeOcqARzE6FfiBY2PR6s7vcG6nIlwJfrrEkLU4U5R9HjlB1PyCeWvIYmUQJTWdHvxtPtlBKlo4q6ShloSKw7gEc3Gu9jvMnJhd4vLzFy49uvmdo4lCtTG4YgKoIl50r/slMuk5FYqJFKYCCmdqGhuE9XGHYB0HXr6YQkF0bp+Gl/9yxGiOFpsPHs4aHNEPNsTt18uSPx1iTyd007WOVImaCC9aOmFScVioYu9cj6vQowUh2fyWO2y1+nWJIwz/hai8yopx/lVN1H6R6gn99m5NewqVsen3nvoJH8gn7sisowNyK0Eq9hSCUvO27phbK1ux983N3TsvH+mQU7ewuKGKoLy6tw4aCfuKGHRvUb16w+kj+MozC+v8wR60NzeECw1n7YZcAuTJu3w5APadISItuaRGXNKE4zSPHkj7r/xJ0yb7ESoYMN+UkN7XYeUk0sJCdiKQDXj4SNoO6P5B7CPauuPtvkz77Ck1IVE7LJuvBRvHEqubuWKQq7e4yKYpVw1Y1/b9KNB3brAufd/d5YOhydfS9MWAm9xEORl4w84VwxzZy3O+BhH1fzBkUsjtG20dlICDtvOi69l3WH0ZgkB1UyhfuE6h14ON1914KLnHalrIICrM30Obb+SLGkY30Vv4ejhXo2EbN7WVy/79dHy/zXZnViPzBmWVoiO2sGkhwZOLDtmgIYbyB+s4yR4vkagDwFMIpd2EYgIiQaZst1hfx3V/Cqd91B1QIlprX9Ly5+9nW2rMQOm1sX/Su22IRjms37pVazkNdjRitBmIRVrz4hlHdqDIUXgnDBlb7yCbgK9UKYmpBQu4LmpjbRvWnDUKvK/MYwUKE0aWaNsFtjyh/b2YSryXJ7GqjQG+kSAcCgLAEd1LIa5dyy0nvamXy/2uoKGzK4a3Guh07VWsiBP2J/3J7CiwyOC32CWgoGc4MnCz7mGKjq9iRCGc+MrPW8dIu0Tb25DhKbXMLkjXdz9Pi2AVseofsnJF+y3gL6CF6EsUml0MeCvFBuY1OvQ6myDAXEwGxJ37R8Dc6Vst5uK3kjzqMHWhQvXsS5GJJC4icBfm1DUtqWdYXsK328MpaelBpSVz0u+oocfVtCUygPsO8Mlg26SG1N8YreQKFXX9tM4J0d/g73Y8++wLHPut9wO2Xf6N2S174r8BPKFeClAstm/JHiJx5BrXml3qFIQYXB0V/h1zP3lN6ua4St2OmZmgRMRsB1pPR9+dx2t85cQ3V1DDjzfGUC13g3uMyyH3TAbVKQPFTndgPVux0GoKSa4YVykHe2tmBfi1RjVDOYEcVzTmrcrMqFmZ1MpLKpvkC+J4oGs7tglYauYAOpAlvNRrp/w7qYZ7AnZECcHzOh8cjQjR74/tdqbQzbsQG4Ad1uRFUcER9ANqtWLLIqabVZeru/7TaRIKQ+u1g2whndEfRm/9S+4TIYJWC3xwFYWsyfBZZ5hfeQTAWdasLLkTiUiw9UmGmPCAVUJuO5+FMEhIFDlkb7XWzM/mYXLYoONyxJbsWfZcpkSrBvys0v7A0tpv0f+Us7rbo49haZfaJp3+JQKb/ybCT6jRSBwOf3Mlt0K8FsZ5zlk5qh5ojLYHPRwrzRkgpxfEEduuAaZcFO4+b+wNhW+iWIen35sjd28uElo8O5jl+urrr545Xjtp6RmOuUOJ2iVT+6UZMb/cPsDFka5MubXvX+fnFFSXlmQ4EO2nei7i6IySvIJLz3Dyoa0VAgcZxzBdOEw9KTLYo9BVggm9nSmef2wVPohMF9TjwTzBNbbnDZWFf9bDHRblvImTF7iTcAjroexac99UqC4kJosv/fqGop2S+5DgvKMriKsPYYU5fYNZskwC/39f/XoFWFfoTL7rLhkVvDK6YPKyL0fHpRvsWyAAfI9omgI4VMiuBCXNk2VvG7QRbvijxEU/R6nyK/KG/CFCQI9uHs6uDDBxhp7b/leIcD9TR9JL7OYj4SeCMTC3vwNs4DqopxtPxU8D1+2bu9rSAkNPYFwEfX60As4FHTK+iTjIH12nHOGai/zUvFfCTeA2WWQtWFNSbWgKyhRDG9nBDzMZYRpe7jvI2uKI2D6hwCjd9Osti/ToOdzI5+ZDgtI0tFWF4QeDEHbL6Quav6JsDbPxjCmz/eHjIDCHf8yE89niFv3nSxdUk2z632+sHd/kLNUKFrubXpr4/YZOcyaI+zVdx0rYCPoatWTWYn1y2h1Q88xxyP9gOes83/oLKezSuGGl1GJlgcMPkee3xoOnr0E/OegOPOL8ivYjehD5c9yaU1d2+VF9ANNkGiOjTvNeVZRim9ca5nBidyzL7p4YHIOhKp12aMuABLCq89UCpFpbQRFbODfoJvxCM564DyFfD0ja2i0nDFJQb7nW6ejGwoBvoE2xxk6YKdIjNAsdAKgmbyT+D9GHOfL5Q8dSyHIbZF1woSohEEN2BjLOvw8gF50AEULyYfOonujAtJmXHy0hH5csCg0ITjhD3t5NtRUHciATzr7201tXpuFwZTxPKteqvAwLC5Ej61tas3YwYB0++CeBHvv9E/PIcngJA+nbR5/MQYIt5eoX11cFmCfhbjXuIV/k86/0/yszJgW73NsLu+W3r+G70fXTQcsnJIVX3Te6Ezjymuv1JHbUvuI5ueANnBQAmI0rrDjpgosPvipPUFT2y7YBEglbyZqcMfe5uYNS/WSLq19uKl2nNvBmZU3NOaX3fIkhgK8+IkVS58/VfO6S2486D6iTJ/1MZvQqh2bcJcF9YBzYPlT20YEh4aXPAub3NnUYN0ZXMLI/PyW3Ay+P5obQ1CAx+zuTEjbzhd3nrWyXTdXA0PBdx9+k/031py3JPntbkS/mExvAJFKD1uAOHebyVU3k0Po/0a2oPyZytsEmmIu/2RlVw1MKMVc4uXcYdUzKC9lTCfutl4z47pK2Mv4qp5C8FoMY3BzwhMLuDH2hvsghaHOEiI0NN4peN3BPMvZEfVCNx+uVFta9ZlKzhiAAlZEOjIDsrJnZ0QiqLr1PsouRE/tgY6XSjbAq04kklhpM5ZB7pKfaGPHNCLf1i1YHmoeyB7rwBaYaErlTdPvcn5V8frMdCxfhu+U/WbsehEr7Vci2Q3ieiW1gtsO69DOVmk4Q1jG4dW/kGqUTOPItrr5am+e2qJPGEyJ26unYHkzr4nnBEkAI2COMSLswB4QgOWCGIBh6a8eRvz98QFjJ+OLl+8hgXr/wAN2Vdhtg3+TH07iD+PRd7HgKsPkl39u46Yy+eWUafrM3wuQd/wtNj4nWAjhuoCU0Y9UnfLBuLxp3qlFUUwiBTDeyjIpMmMYEshxtE3mg/q/Q6mpERz6lyj9SaTovqqipN9UaiS7x2LJVsiSOrp65ZBeY+Ohy3ZlIGhdhkb73ey5S33w577WiTpY74a57776ODYH/0MTpMtzO/dCc1oI8XsIZvgEdq0S2t6ToABLNxzwcNBwIMyjxkHPT5iXNuUX7BmewA5CMfQVdntyKPtZ4R3+PftcctshjvK8Li6abNUahzgp/rlBIPhPBJx50fxNRO33wJ+EtZq+ohGp097hJWlsgw3b2amb+OZ1iVkwMx+FqqTIej14z/DhugrDsTw1yfZ2Te11ldxBuISsh4/GHYGkYVEnacTohSYa9W5RJQJCm/OvZxJ7y7Q7O6XeVhpCjThHf/ot8KjX1pJjAfWlRCqbYrE3KgpH+8gwZn1uZOTmSb3kePg2qAfHmnBw8aml8uns9Llqu89DKTNL0/QEvz5uaMZaO6mR3Rfg06iINNWjTSYo2arqReOfxjT4tl8EgSQx5IDRfMPywbWdXJpxbmYMjexdPDTM+dbWLovcLEX9JUJt7kvGK1MlcGV7t1mBn0bggJqFDYeD028ZsnhmcBDQtpNbbxbcpr5yA4elBjQwe8bvYuEoYbE2HM4GjBScLYUlFi8OzVIGNW1+F00g7o3Fw5DJmMPtnZuQUJPOGbJcw2LfZp36ZBwfzccUulVeJLMlzQNvTmWVbFWcygj/UNP25LfHRVPZy9KZYdMGs5UWl9jV74IquAd6mwBRDFr1rFWC3YCwU56B2yQDoH3jmdKcf8fq5o605e6oRBMjzbwFtJ+K1jdp4wH5rap9vzw9goeAi1X4dqWa0d6FyNQyQQ59WO+u5X8iIGl40rqVOH2KgE2FyZO/MlNbHmCMqVU4EazwfM1ELiRIr1soYHKVxTlPyVWt2P89GGRrPi4qrmSXQ5JFQpXf7zHbYjUq2nsPSv/KJZv2OCV1l5FCJKbjtMSV37hmZ9TES2/KUduCqppCXaadnQXTcYSoQs1tbqwZr/PWO7sD+WzqOJOLY00w1TwUkc7sD7esl5mbM647mTIt/Uws0vDT4qobxEKi5DCBHuzoIg8afMhfs+NP8T/FcMtGcW7Upp9kL5urn5YH/loVWE4LDAnE0nBkuLnHWJTZJSaVXt96Vgey54YL76J12udjuxDV1QkcXwXkSFk2vDwf1ylQOaw0iTImUaBxbOHwipmNNyymZ4M3c05BHHSxGTF4t+CiGxhbWsDuhxapV3johXZ2k2oJwSZO+p/y5AQl2FupfZ6JvteY8mFXjZwBlISploiWA77MyuZEwvhPACwwLx7NZ0fx1rxSpw2Ay480AgW2ppBBacQTBM5ijDMpWALcE6Fu6Ru16nE8kh2SYqo+O+hu3XbB3yaxNUJ4KBNdW4Y54LKBoT4uKSiWqgUoR+Qi6kmfDfS0FvGy/3erA15bRlD4IBNpll7v91igmsbCJgcb/i570kmnO8lYTWsPhJD0EZ7tid2RQOhJcHobrKGa1rhyYaU83xbv1f00hvxlBWlimP8tOKZj4auu4N4k+akROvf7vclRnpxGNVB9OJm7daTI2mwdAbxIs4jBXsIwsItY2p8WIUu0nZgMguCJwBb9e3qJzz6b5SW2Xjy5ToshbFFtvaVJbkR/mejzxHR07ewNNaZQzIyblq0lc9BrP9b6RwWplKZCccd/7hOtMlfXQkd2xuBVHQaCzdwyz8E053r3Lfib2wUIfLkc4XX/p8PAfEnOhP11tM0V8hzwz6tpuFiuZMx5pvx14nuqq+xJfzbO70y9amOdPqYpi0u/VzdYlKgcmTmSDK2BOlAgpbi+drQNymUIbOZa0RWOjjd4e+0RibKkX6iJumUmJ5YxavP2/25KkKLab5EwIRJpGwRK7JjJelzr41d/1M5kvpGKT4RMP4BxUS02So6klKsFaC/WaaMmADIJ7Fh6VzktAkJqV8qKju761Du/hbeqCbFbyzrBZlNp8fsYrsB8HQ3/x6128KSOiqQv6IPuWRla8kFwrhXcpA2CtyHH3Dd/GExH5X55m1KBPux0OstK2aLztU2iCVE8C+1xLJLOfSBjP4U6exUrsEo9CkhndqoUbMQTO+BlDmEiQHemCMb4m/1zCM05LD3g9ndSclPeBTAgHiXDJwQsgX+ZJPWF3Y49NdCKw00MdR/VjYfDBf1dpx7/C/7+JQc7MKY6zQC3WeCB/PT7iBvXXJcc1VNLFy8yvFjZIVEZ1RCnggQ5lXFN9YGDcIaG1ykPrxy6mkqx9/Yp50fyS1YNlBcUhA2yyIFFkcTeplQ4T0iARJmcTMjNEOD5g2wJhg2MkBBXD+xVHi10xySyKhzNmK3M42WFPHVbxniEHwnhukPYr2DROxf/ghV76bHE1Y3ofBT/dDDnOx2NWGcFWLmMsqWPfRkK0kvOuiTt4JOXtOMZ4hf6tcXLHi+Maam/Ew8Br/jH+HNJ4uSM/76znkaUH1IYVD7pqWU6tqXUhxBdYo6Ly3oMsStG5x3W6YVe5/VFy5n5n/GI8/M1medYdy9FCHLa7hOVzlcEpxUdTZTWa8X4UBz9QRBZgKXKHc4w/3cQ8cqeDMF8YJa9IHadVBpeC5MIPfQj+4tdjvv4fZL5Ed1qBY9dVHfw7d7Dl0H1LVL5LcvriNCrSg9MbhP2HHsriJDD5fRidUfoMe178M6JV9fjP33+imZ/kT+q/4UfNvrcXrT4fi137lFy45OJTh72my7me8w+95HcrOUi9+RlcBpenXHAZyykORYSQh+rpUqBdse8G443dZHlZfv2yXBotACmc223IfU2Ic664ASCGZWZTYfpqw/HmMVxLJnNWfXqWQmW+CWwKzdrapybs5wVef/u+28Mh679PCLRuzYfjYAF0L5/bR2ZirEhMyyW4TS23JZwYxXAnuGmSSy1C5Knzj83696AR9KRbN9uy5hEDQJPWu+NMXZn0IQFS/gNSxGoT1WEfChIQltALY+dtZVIKjM0VvHnmAaRbaD2OAq/VJ/Q2EjXH6tTubX+dOLDbdKlPJAzQjAQFqJR5BiAr4ZDbZw/sAt6wT+rFMq8VrHBoPhKb+YItkwaX/B3EX59kmte+fkcFI2WKji4fJ9YQH2NCeCUoYGXkln6Te80oSiy45x4gUBZC/Oiiz8Igo1cKvbqHKUoturXjR4L7cTA6xr/XPplI2I2lJAz0CMxwBk7GbMnL9h5yBzXe63eLINy7gT1tlAtv06ZubczJ6DJxxj9BfjpMECLTgqLnJxnhG9aq93BU+E3LJNYPY3xd2MNHqwOpoK0fLjsUfEyxpL5Khi92AQHRrH0UujvP5clXVxBzElNwRp6dPKcgF0zdu5s6szpSKtX51DoyuviILtAoaWEqcQaNS+zkj4+O0E1zCY4GA/98jaHPpQqb5/5EHN5+8KQcNnnVlLcT69cbo7r2OL/icKJzNvCH54jFWcL1BN672r5oj7PZB9w0rhyh/XHQwxEFGRcdWsDodojpLdLqo/UHKgTZu6j/qWiVRrJV+T6yyYvX7Uwy4zkgEulphiv1TaMf1+Ea52P5nSfY0eAIzvB4MrNx2s5G+IfR7KQFDvP1p1xA8Fp5gjbef2xUp4nTrrEWZa1ySktWUerJC0H4ajfdxoNmy61T0/GZ9VQbLSXbdxX+1v2A7B2fG79zJp/TUqsAER6u18TadLwezVIsW1WAQPlGGRcXI1nC1acHdKawEJpa0Y7TY9iI4+w/OXla0JpRctUBPru65KZjmsKAcWF9Mf0Mj9o0tkI2uYf49Ah6xyzkrFw9zoVhBgURwhM8/nR1EYgJhKuYE9Ej1ALih4qUQOX26qH6H3tueZmH7vHFP4B5kXgGASlwKe2U13l5nYCkb5psnOReWVT88eOeCR8rhL3GKdg+r9tXybRmQ/lErKPTbxWnCt/AjSh5mlY8BEBf9y+Nv5EoTkXTAzZQ5SIRvBNgKyAxJphHc3SH0WlcbvvQYIq/T3WN/8M6i9TjkBQJbbkxMrtb3/lK3JqpJLpALOpuLvjZPLvnUzJ+Vd+NnQVk0XY0qAQk/TOrO+Sy332jIshRzGKDEK8XXjwDFS/q2qQZoyTZXJaf6v+H2kCnGnRLzbNFkl2sHexAIee1LztH32TWON/WYDbTPuTDm51oIaLh90PF5md9Ryn9mk/6kho1SEJxlWOW1dJy+hh4Co443eiXQqiuXNtSbAGWyDjimPejY/4l2XpakyTNHaMrKgkPWv5lVGIHFmSn1Zui6e22G+awmMVvaYuPFHI5m6wlJ2F/+MD81pKqsvStzVr9NQUUzXVDDrrj5/9RbfLTiKIb+ejxI7vFrnF1iRxgrgfh5mOl/xYcXuvadtpqc3oxKkY9LX+Vlo9TdvlDL5Bcy4zUV380WRKKjkFHFr80nhBCG/6rx0cpqTslLzDRNvp+cTwyoLTiIQ5FxBJDgm7EwCAYbFATlSWo7/Dk9hkFt9Oma8bvAstdKf5mIwirWK1ldRlfJPXeRfzwth/kILkrOSDZh1Z5kn//ecsO8RXHJaP0UL5DAHTO3oZ0Z46GDaOVpBQwtqA3Eb2gYPaU8yWW2JdKWfez5r1MPYMrWmby3angTE9nopaBKLILW9CPrQBmym19cIDWQSwE8svjVlEUysyXjDAO1JSGI27C5NKvUwlW4x1bpOK9eSDBrrPiRo8xJxtQjtyvJ0HSf1sm/pGEDVEgpQkxwSc7h3JXagZd3YoagYqpFTtK1vITNj+HmjAnDffBqbJXY0Uys6C22HaLrUPlUpF5lzvffzwkijVhQ6n/vyvd2gUipAVVIp9CDB0g+dehsct4YWyavWAmffTID7vJJaWCpDOmTp9Py4xa34DtC5SpTyYOqvwLKyX1K6PLJmWsOjxIDkxZgvv5TumZzxcfCZuBvceMNJALJm9N5ke+LNWIpqMsaOWg/jaHj4YUjq8Za/93m3IMURnIQ3Dj4TqT+Fe3zvMHnl9ieT+mGuC253jSqKGpDSiRbMUpSR+MSlGEdttsrXsvEdOz5gfjijkZcUCoMyaeOcGk75nExdm3XYFO90nVi10uo3M+GInXlMCm5Csknauxs2TvHA6VgMQE9L9Ax9FF5v9dWjEKvTbdUg1hpqSreKxFuCdmFFUvlQla1nM+PP5AJMU8ii7hmca2RDUuzU5KbKXB++dbmpJyVLBSffmIgN7Q6BxXDH+pc8aodKpcApAE5d06x6wbBipuns5m+Q73SoT/m4ouvWt+BCxn2Jzze2LidIlzvM2KP1ycioIqjqgMFhqxfhyJImmvzofChRK825H00Vqlm1FWRNu1IIOQsZt91B/bM60bk4NeywQG7LqOqTqsDsp5m5V6lgLpvv7aUub0O71gpvMJMOUPYdwW9t1yL5W3uwrWZejxqjb9k+xhrguOK5yUJJXhBpDv/R2PHDFumahsYXakLx1/XI5a50JP8pNiCyV5Rg66CpTk80qlS1aVo50dXbzkRghGzocNEM4PbYhBeDwvob0RzoewoigJU+BLm7ZZOqXJ1zkO4RxotLetnSE4UgHFN+mNtWyk3qpTMTJrLg6oUF0SwxOgwsU/Jruiwd/3zQlkLsNxOgabWenl6p6nXGBUGjmcogYu2yKJ5Mz2OH/IDttxcAdNWLfTFpFJO33OUP/sQuO9IOFWtBDAje/nLOv2Wfu7qUCyaISSDj3tZJNOsaqDUWPISo6Ocm+yl7vex5TJ3tfW3LOQ33V0ENuo4xzihWaxyTno6qzzePqzcAZMZSosoVkbJT6UQPcXJMzk1nXjTwjeSy4J0WACPgFynR7x9P4ZrWSwUoe79qZxDE1SrnmGjJqZloYNhLkcUyAOBP3FCnXX3Zek/9c0W/mzMyAgpz5L9UBGLcC1Us+Wz7OYVTazUl03Y0YT3uUFeQhJazTeqxfDBkJ3/EurgRdA+ZVC5kRe8ZhAGYx3Fk7vgH7kt7Cz/NRD+5voM3V6+31jKFvc3MwOxhkHZtL0/M5TFDYbHoAgqeXjT5i67D+DI4qpezZ7ybR3N2iHE2wPACqGje+Zn/5CQAkkiysAqZWQgPcaxcltd37rcqXYTioxXU1NoTwoPjmo52Rac2ocI3MFMQZvCODpi8YX4m83CC9j/WNx+Quht3bNYkD7vG/gUUPVnbAqGT9ysDOkHKBBr8Iulsmpz3CG1ukwlcEAB46HTtyIwiEix+m1oCoMBqfpMViq3jazMNtxFoeDWRKPjTnICifcdp6vr41yGbH5Y/ARpWOcFIr2dl6EJXIpNA8BbIIzdq10yehPapQblK+xrzEoHYWx456fju7MDNTUP6BPpFdi8pnuejuh4abvJYfXPawdEqY+qVA/aBI8S6VcDJrSpZHQhP4d/R/0Yc5RBsxBtMpYLqndVlvy9xE/28t2ncAmGKYjnE386Cz7KOVLo8S3GijEV8uhh94eqO/1lGlpspmlwhx8NP+kpS7TNRgyJwi1uPMKdXF8VQgg70lt60j5j+R3fmr0akt9+U6KyJJUQq9qtZgovYUAed56l0WnYLN7jXsm4M7Q3fcG0xh0vQTxMjodN0jl78UOGCGh3sVCKyqaj5UoQdybgZJtnzswRy0WoDnXeSAD4rZmPXEuBpbya0/R/vlsQd4J3kY3XGcJxiBNPvEKuJ+KD1bvTUY+QhZVIDpxEeBg5sYnATm7TTXHyqHTSs6ZjynRFYWc7OgdxAcEGmbdGrEzIr2o/Dyd55rmuWqSbXIsWejrCtGQe8q7GxRl6cbN4X/CwtgXtNA90o2aOZXw44feIvc5Vlc/ih4yeBsG+YY41F8/xVrkml6b98i7XEg7a6lvlBJL2H+Clrc+Sz5jG4WXV4QAXmY/x5fUcVm5aVrA4Y46Kue0NJUQo924iSUeqC5ZKEYWZlPBmc2k3OFyY6OK3D8U82oNmhyWn417sMtPknjVR2OJDXdrgsjGbZdJzMgtiLkcC64sK1jg/Hf56cZXSBo3JxiUWl17i2LnVn4FfWcI0hD1EFOppytwL8XlY0euAPAT8gLbGAUTRgG7qI2NJ0WkhIZ/dLPe8MTZGn48xh3NmHkMgbQtGu7jhWIN7PAyW8jZ5tMofTJ+xH4LpPgTQyQbknWQF4EfU18wdkh0DhCCR0kuOqOycIAqDw/0jQE3qL6x9GNcZIjd4emmI7Q3W4JIm238sKWt7vEGNvqRrDbKdbcBXvPlt2cAFBzcHq8Ni/N0jO1M0iwFRxe1toKX0spiHfDKuowQR31OT8chlQP8A7LS/91CBfaw0Lr/V7nmstXpOd+tPQ77pZNVq/hnfUIfh/FAriLB+aIloFJvAPyfo4pq1Ykg9q8e714Y+tewqBlN8oa+TWFLTr37yHyD3x6Gib1KeqjFsjCfbe8HsXV62yEvfRJEw4kEfFLogZk+9gEuDt/8qzHuSC4FtbPAHqvyg9eibk/sfXHz06ghLwxp4Z7is9+Kn4cZWyFvvfk0/x8+a9dr58QOWQDEpAU0qwOqlD2twAM6LJueTtp5A1PqhyD0ZkLzOJIdlzV8bwIVlxX0N5lgJJJAZ14u3WKgVcI7jz1nM5awWUWKls/4O07NDNQ466Q5Oe/k2xhXPcUerWcKaC0wRXZGYyoo2j+3LudwiRCErgJjYzLIiboeafRrvUO/42hl5/GZKAGLH/iEzefdwOZ9UI+64AdOwRNi9cePCEDmgrDxHTS4LN4EIN3ZsWUjeEMkhxJ8+mAdEU0PKrFqKbMYNfu72X7mq5irkX67fTf2axfid6hpZcFWAHlNIHp/45GPfKQuXxraabPaR2pSCdvEpv5XK3D6HvQcnSbxITvgpO82F5grfvjAHZyzzWxBsXqJ2WChTigT/8kTcFeqOupIEMpiGPKPxSr48b0iZD6j8n/hyThIgpkC/oYZeZJD4QyYRZh3uNs4O1kZkCs5vfHGUlV+K6pmQ33nnKtWFLuwJeDt4yaMAaKvjZuNPzjV1G9W05g3eGgWCkkWSSAzrTSrgW4Vgm4pwkkwXpikJ4pCDdvYLs49w9UTrU0pULr3OCAheZEhlEy3B858d21s4B2Sc0OOv/HHo4h0SCO2APhQQiDMmV2bfpiWIzM0DBuaJw+EmJRKRuz2Wak5HLBCYywbRUMHcaawWYGcQwscRG2BpJmGSLZj4426enYnuBtAlrhPthxtllavwfljlKeUA+FDgzxz8NSyiKbnCVuij9Ms5FlUnJKmXpUEpYakdtqGKCoq3chd/FaM6Ms9lVU8PyE794DqH5I+1+Brkuu010gFTe8ilvZscni6yrBbckVXNGIkQncoNh6txD1USFNfZypLT2EG0yVM5G/usY87scCBFbnYihW4RPVVfPRSRIWTBzIJCdYBZx9rZ3w8AL8CoxuuoHus9fgxSyx3fEEPN1H5Vhleq9o311tPOsLshD829o0NxELu0N5wiHE579qqavNk5qDMEbU9MLXyEQjFXO6gHDfYBnxESJedQTNdv96D75w1vBT6XQ/qgMH4r+wrnNxXvJqRWvCWga6v/MXbt37AcX4ZM2Tztv8gpj3QHNYST7Q7TAA9qbWET1ZKjyXoAE0AitHmOMqzIEBNWAFj1GuUCBAw+iOEYTCEfopP6s+TtcvTZ4I3RRwsdkoOAaHtp2nvXhNfBt8DwKaZ88s0WLddpI21E7EgJkINqqeKkipWX7IWiArCCtMBybiaZ3OOniRTdUNNIXDj/n6+BFCw702n/Rs/WMms0YtdncsOOX4TNRSkqdDp+IUoBuO4yJXvPXn/dHes1Hl0M3aPdsuF3KmjqHPvVyL/K6prA0lFof0gsGN5QZ+8LD4L0NagiuXyNFERgSleXEaEydkMaKlg5vLmzCQnXqunhpRV38FXJTlGSMJJ6UDqnztsnlBT+pVrumyK5znjPIFINaUaJmWWcav1dqWsOxxwI7jCIfIrREwRmtqE6QEh72pV2FssBh6XNKEnbT5rJErdsdveO8gPGlNyMTtCosUNZpDWCFXgQHgiY9wrZx3mvRRgi26li3mKqTEtX2vS30JmwnRC4QBq5NKuzDeJhUhfVITnmswcw0kDr5O0tXgt3cYzz0cVWkVIkaSkF3CWtP33BDGub9wutxKEweVC1oj8dywpJwrh1L8/u67bK4248SRgt8YjRxIrcefk3LFhywE07PBp42gi7ZpTASp7h+InRKMmhSGl4afo1hxtieuTKv2U1BqDekDigRLew+zHgKu1KY1EPfokW6eSBgyCMyN3akwLer4AdTwDvzq3pzPgTCWZu6/WVMNtZzeMGGOst0sqYFnL11+a5z0I+gx8K79NaIBGyz7i8GQWKHGP9C2yi/TM7ozpd31lB6kNT9k7zwCytrhhsH6loqIB3HTYZ+Xc8A0ALaaXCHaP3k5xlm0/IMT9JQ42muBnU+TN4bnR5z/QSB/slCyA/IzN9irBB0vpSaBrwkaZYb5z+xJNyU7BYxr1ComXB6IwiP5qKzV3Cooo3Go8uheGWzBuDfoGr6idNNHWb+ZZ3qkZeNEAa0rn/WBwVKnoTXuJY6SwSA2bjpiRLJ63mX42AyX0XmDMeo3selOZeJDE9FsSjdYaWYqpTt4KCqYtdjjhJ5hjl67cfRQH0Yxq3+BF0dIJVjdMb3Dk/xcqPkUmUZ8IhFQXlA66ldsIwo9WydRkbF0SQ6bo/y/o3jcaRhhSyZfADGq3+CeTFJhaPWOkvMCWpQhbo5eyvI8fTEvmLm3uBw+pJpM7PgoZUKezeD09szeaY4KvQ8J/fgaz1TLjcFNH2nOptSpM7YuXDEtv8dHNsD7QICyFGjYDzkY6fQljrS23LdxlwtPdPUOKMYK2+aKsA6lDny7Rv0IxOE+EzYaM0hSFN2SWL62zRdmfRFTiqcVVcjymuxV8CFg12uOAjbiKnURn7EOCunbKhJOwguDdGi45c2f9LUoxKzRP4jpIA/Wspz1BswnCQO1sORSE3m+MK6rivBskbQrR/DBmIGbl4aRbEQ++S0rVWKarhZEOQOCUSzaVdnl2nHQGDeYUd+x9S0Ndn/5xKRcuEtYupcpD9LJZMbtAfBj8ZV33CiM9sWlE3hKVlmjG2mw9d+g0rpZhngtDyini8HqWu8kf0y1UULbgZN4XxdDB2x7RWF4obTYP0iUs37KBbDevbstAM187HokLia8lDKU0EW/wSsWVGSicC2PqfdY3If50Q3XpjlWc6Wprl5aHR5ogxI92eN5byYG+uDtyZyKnGHO4rfIOWSTAiBfyGBIGj+s1w0zCQOcO2NXOc6rzJK/iRhB3ODtLEdPohBje2ryF/4WszbeSZT/2v4+4u6kWtckSY7gU6DYks7WzhIUmkBUdrAykdlLiTbmX+hBv+cwZEMxwDdnGFNRzXF13aMyl9w2nsgOWAuM0TwKgE1uOAcO6dCFEHUuBFrivLji56BUU5uQvBcs5TLH4nCDuGDhuR6gyLXxnyHcanZm1b30Yex6kZMfePkIivpEKTCmwAaA8K0QD37ZvUPQHCk4XJFjPmKmqt8wTyktMmZkXQDReuPbzL/7rdABVstc9Jy7EzsnHgIbGWeCEkND2G0JPiEEfV1M7/HFYldEGwFwbu2Zvvb6M5hpR/XxIb8mgn9LULvNC9ya5YvBVgBAkHjH9YT7se6HWKkWmCX/o94EPe4QJD21eX9XPxKFnTndi7gH/42jzbWHO9iGS6/gyErdXBUnFPeSapZAOJqSzc/x/TsuF0azDos+VhdzAy0pN3mc1OVGf8DSt+mzQ8pB23AGoRE4dOiznN3Oaogt1shVbyq8R2Jod2maXAYlgBU+KtmdEMg/nukdcdAasTXftZh/2+Hj9an+VNk9ez4W1k4BWL4McAfL/zBvIW9Q85OzfpynV2WI9GdVm1s1XGH1wb7f6829ssA26Y8IHVE0e6KAOoSFWnYke0cS6QXA8jILbaxKMJ5Leum7nrN6NRn68Cjvo3/mvi7+thdJIGcSiqtz3/jUIiZD8vrzdoylxBSJAPYIi47KiwCTXBykanG0bruNOt5BInMk3BfJFFdJAkU1bDEGPijevdNGQmokJOaGkIGlGZX8e5uWMXwnpMKtJagXa9DnPCS60gYdUecOvWQDzEPqQe7eF4A9XKZ6utrq10iV8SOCc/RrcQpwVcVkEszsOq26+1JM0QUPgrr4ETtyB9fqBy8jd5gciDwgJnh3ql+rhDlfdIm+J3LD+KJbbPNU27lJDE0equyxCjnFySX/OoImP/yVICPfwCRf/J6zkqjhwBnanni2DfnL7woTZkx0ZBIULlzr2nNZJyuNyQ7Ijxp1LBrbMu03iEvJBwEBqps5DPlwVOgDxrqopmWwER2nKe+BV6SwgoZUL9TkJWvflCMsDQWFKPCl5PwxTPvYZUGecIg2a/WRZW0Jv2kbTLPU3QfEIlGtTpDDP46Ew9mR534ssIPkm+DgGXEYEd8cqdZc9tiHJTL2alBzQy9A1Kl0HORJ30y8XaZdpX5bVCCMob/jT6dmCAWFqAJRFj7ctOfUAO+PioLgvgMXXSy71p4VdOZ0A8BZ6O5y9PvT70+aTCG71RATCEe+uUoAcnckN5aUAcMx8Sb6MD4KGCsFbQqJKQx36u10mqOunjPHEZQiliL8JJKC6yfijUfLLcj6BPZ24glBmUUBpzBgsDCrnjF5Oc6frxeBtZNvX+UE4ntjKXpEahmIxe5Q2Try7/NduHgAD0CQU23Y1Rn99YKNvBs89z8gu+lkIvBbSxnGtgp59aBS/QwTJ4JFh8qKeNXFkPv17EOEUwlxyb4SOGhK/57BGFJ05RMbXlFoO8z4d1tkgIwNJNuyieO5MIgvcgtFsckDfxkxdKkDLGaLKPpaPJO6RzWnLrDBB8ehnH2iNBDF0auleIkVSwn3nOnXsCO4H3EnD2Shsazln0rgW2xc/KFpbdhcB0M64DrMxYjHdkZ15cSC1wYXTAQX3nYj7HZlPAh/K1A4mWCqhjwUsx/kcTbwVHA47nGA/6iGlkUClexIITtiw2keVA1iSkAEp9QWGov8W8tpn8YFEyxrwGuuHcy0TLdR6jZ1/aGI2iiJASCWrCd6p1Q1Va0VnQflYtgmrMCT8PeUUGuyIWbYYg6KUN1mfMqvohyJ4eITdf7qtME1YYvMNA1IHvVJ+5gEHjJC83sbeMtI4+IkH/TbgNCXrYNxF1z2UqPJr7crWblGp+YCjO6Yfcsenk71xo5pra5bfAbyx/HhZSeT4NapHfZp2HN28FpZHoZ5MC/iZ6unh3BOZDjlgepEisNWay+DVfI0V414I2089VaASShTJIR6zu9pBW9jpMFX6clcuY6PmIcbZ/mhsNQKJfS8JTOQCuIVazybRe2TLsfDKeJqNRVImwNuL3BriV9+nyNsIMInR12n4FQROM7KonwXd4zPcBc9ZJtzo+EYkstJsqRxkX7t5NZD85H5wj9gkEyujWzEAFHlag4vSzPRxrNmNpMnPJGSnVlHnDJELEmPubmbrBej7CVhhXcVxF6LVz/FGfFBT62IkbpgSYG/Yvg3dQw/kVAdEOq00RIFagEVUH36xy6sFv/4IsNL79T+OZkXGOFgB8M8HGPsrLKHwZS1z0zmVMlJXgMdPJDHqnDNZPwmQxNsibwuVjkDRGGoShQV4hgmjhTpnr/EI9p2vOZfbFnnTzfCbVY1TKLcAywpV9ths3wdQwbsZ/xVK8OXsQ5kMHaCc2C1RNCVNbBwMABqzpskkYhMaQxJ+RXYAuoiYUa8drpJT+Ve1kQQjcBmIS2Xs0OqZaXD8fiFJUPvuOUtYkXaPEeNDEjhuji/bLa8+VLqm6wkkTKhggDMMpjtJqGjAC2GrUZYMohKeI4ZUsv2WeFH/tk+ly3Q38UuQ5VLIBmK3E80l9oDAkszVe7skPY68dBiqmgcxK0J/5TRUdFxz3un7MGeUeqNKl5QzuQ9QtwgTqncfOeCoKN9+Oa7sa4hW1S8EjibFxOqGGIu0T3Q8CbgUvwh4q3XG0w1WsM/Kpx2xvdjB9LcgbX5ujVNxQ6yz6Oo5r8QlKww7jshRGe7ZOiUOp0KDFB7wAJWDxMLlCTbc/TVrPmXOH5iKHSd05wyVeeVKYqTp5cpU0+uKvR2iBwr2YvdtWQwQNyNfKgF3+EmqpyMnvrI8AWKIC0841/vjBRVjXU+ExCnY3Gb8DDXKBUg2FTDeFBsV7pTu1Kqhfl7aUPEe80SGKnLiBSZ47hQ19dNq30E4IYR23u0oF+/XlhRjmIjfhudkV2FdoPdqa9RzeX9pauMqErVbEScQssUjDjPLB5cO8Xgbo4R5xspU8ugynPdToXrpSwoQu48rD+m+8I925NGe22zueH54WTYw5cNy5K3yu5TReURYIAxQOL4TROXJXfqQ7lGrqy9SaD5zFd4xrzzzHpvAa1XTEBzIVRudxnPhZxPOiN5UPqzOMTZJ2Kg0JKfNEgfZmQksSlYseVlinzf7OTniLLPcBSahA1M+Ftulh2p9dHuLkgkiYLguN8NOaE8mSKbb03i/tjINfXNrk9AZ3DdDFAwXQBGDiwx0dUbr6wzqPUOLFsMfRwbjnWqRmbke9xIAzBK+1OruICH+nE7lQsL6kVDTfi/cZDTBkDMcqYg5DlI2bQKmNBNRND46oQcOrklJdpQFkIWZ4pQCUj+qKGKaGj7w5tiXxV7xKNjVXQpM9xrOf4GaDVG5te0QwvXDrbM4WT2dcEvvGXX4ftglcXSOFoK4sbQlWBRPNriZxcMMIDTIJiit3mkULfg5HDQwsWyHVk5DtkU/1/gHfLbmHa5tujym5QTZQbPW/bOqLSOMw+tShF1CbpVuaYvkfvISqEu9makbVknGGrqqemHnc1UDIbJnvPsuGqSy7noCt8356FuEH16HfPsdevs2dBaZuXmJ5QSW+3M3cydsi53lvVkB6M4ZH5suUGIl0tpPTTHuVlC3GNfosNNcG6s06rsukuqWIKPayN5HRDDHWM5XzNRM8kcmhzfeXyMyDNt0HwX2/E+rsM0OtNPzThaQctSf6CeL9bI5pfxCh6s7wt3gVcplGArZEVnQy5Mw3cYqRfsvXtXj4G4cpgmJKRnOFLtlTcyorwyG+7LrNQIr+3ODonzLfzowyYnh1wedq88rnFc4HdMrXUkrlPvqtJXWbFF+SvOQIy3gL+e2gq9c1MiP82hUk5I1JkUWmjsJxuNXhb1vfya442JMtdXcoJEF6xq+jUv0FCuGmBVNsxLsbc5Kd2zMj39V0bmaQo7lzsKoopolYFzOaiYTEhMwu04ymWk3MmUUe4LpZslVCuDTHvC62fDHm2B++/sI4WGDUAspw/l1IL5rm67rKK74stIWg2h/9WQXSPD9TwkpWZJk+1ZJOEs/4qLdmAqMp1at1APEnJzuHh4BX8R523e0/CnZXMIVE2JFeDUVKHpP7O2kaG5U0Oz/L6dnMsu+y2EtXPg6t4VTf3iFu16AG83JYqzN0vPPWIBZlXnuXy9fGxycDSxhljmCpcns2SNfC60Ef9+ziEo7ZlNXurOXsFhPT4xxDipb2UqS0GwvmH1jDDoBCYks9YbE/wtwIIVP0v7P/QdoseQGhwWjDdlzRbeCrM1fnSMretvH/PEvSzpStYx5Bjo2QajDsXs9pbiLlieMZOZar0lFgxfCZPXZnhJHwRU046s9gN+MdsEiLxKof2bzhrb7S9lNfXw+uKsCJBpzvjtMsgdXoxN9MGka7fsXyTUucQjfLa3NQxyEOvOUzxE8D9Oz8Ab8O2Ch4zQlZLlwbl0fehQoyVfveZGJqdrK9FeKbsSAoyv22Oc4nzsCg+QJDEwAmaLBql8L2c5xQcxOZPjXlYoyum4m8y5vGZK0NhCguCJyFS/raeUOdqkpQPoX1XDjmXCmCzNpDpgD3DjvWNFp1Wtye/IofiTcrbfXl2iQxqxdGx1k3kceGpBneqkF81Evqzz27fMoVWRbXN+icLtXO9WByBZjFbpc48K+axIXI9lYKpS2KqqF6Ga7BnnD74qnh4LtW9uPUPgZzBiaXR/Eor9xFH52SlgkhR4KBeZKN1lDD+uh+JKglZre1HL25p5RU0+CCyHr2sEjDCHy2ygz26RySNEiUy5mbXoXv6TXMcNj1MMgsda0LfsT+DujY3nmlnjangyyqHBQeGlyiJdiFIciCoeqUhMS9HSAIKqKBCLK4Oi4j0TJAG8AE8ApSM7YcrL4Im0YrxBgkmyhAbWXoGi615nVzUv2QjxkcVu/P4La4bPPtnaOBWvjuZihuNK0TGvxWBT4o9f3a5ueWs0QiJTfFT717gMyI7RZcB8LaQCXNcqsQLXdQTAa2S3v2HMhpOocTepBgDZGhh8p2z5wOVePAYV23aXRATB8Yf16A2cOtWnrrX17StkewV6nFZdgDQPsyD7UkLNqQhYIvbr9IvoIxr5PeP2wVRM0JpNmEB6yqAgsU8AvAioaPQ8UrBMRrYRejZXerYaRvr3Jd1Fmul7IYdAjT55rrmAlsX3xW5cqm2jzSYmnoo1Akvzyl+SW0XbPcZOkrL6NjESy1aAPYAzqXvsurFeBNMb5Rmacb2zsgnuOjrfnut4JEsXYrtjc8T+lEeRVgw6oXd8Q3/wbKIo6DDxFANQ/fyL8XW1i2Gb9fzyMAq0cNUeLFt40zgXdy6+ojkKHlReIQ5I2yPpPHUimU0cItWEiQp9O02PN/QOU5fi1kwJViZjXyl5I2DtY9MAm9W8O6nWO9Q3CmEg+eKy13cJ3hcP73iJerGhjdWj6/0t+R+LRjHSHgBZYuf9vCQQyQE6SNKQMluezf2MgtWnQdhASEMqUu3w6J+kRCBAAC5BV60O4OpmIpdtx8Qhyhgk/xFqwBGHRPhzAJ79oJd3gnvv2DTy559LMLvN3r+f96R3KKXWqyfTzSXMgyHb+f+1Ja0fHIorv0n87OfmVSQoWFJSBNy9oJI4ljxPIRF2L2c688wTaLXhZewhd2PauYOYUDJbUQPOtebpIrOfqMRkkthqGxZQ2eRQtgFEl/7ZSaKLtz0qbOaaiFjwmY6sFNEEJTYHnnZj570XSQpJhShIvr6SThYIxzlM64sEmKfWKCsbrBxx9/ZGSldtONrW5VvEyrpUIEB0kIK6sfCS20taYuhBGo9fSem79apy1rP3ERaWUecYFxmZikpqt/qPQoP+okftUab6sGGjHit54W3N+37GD1cK3bJWXIdwzEv0z+saTzvz1MOIKUvu9pESKTbQH4TAFZeSgmYBaGuf+zxSQL0tOmpnSJ3b31RdvkfmN1L9kGS+b183dCwowfKWw7gyLfjIwe0Qy12t2JLvOkQiVU/9drTyNiFimweT3NOxG8WVOZH3jjxOpnMc5LJnMjBuTtDI2RiNpTAjRVcWj1ZiOZ00bkmGdO9rUgVmhJnipmD5pTqT9gy/Of2qY9piG0hEjn3i+oijaMZq0N9rqZ3HOM/xgOEgSLp/CUo1ZNRCiXztEnyjZ4tFtfnnJp6Bpr97eZOQfWGnPzvWo/7naJBH8DKKhbkDu3eY3uGCR55mIS6ZWSk0Pl5H8CyCs58inF/lglGyQAMflhQ2hz60iRHGBaAjMlP7kSx7/orvlFkEv0kI4JFexctDrJmxV7NEvuRmmRrkXa8cVs2/yWA13BBobaGyfcyQMWf+QEv8Y8tTLO1jN04WF2++hCCs/gyY1+qacdk1U1d+UmTn2D6IlncI+rycymytxyOQceZ90/M78/VO6WmGKzruVFHE8Hu7uy8GzWkebrWiwN60Yn6kSp/oRXZ07WHT8/nwoGtgXSVdnd+b7xeKb1iSr/Wy1JcFAHTJVPlnNLWFzgftBayKAyVCHHcxdMyu7kz+ZvTkls4UYa6R8Z4Njo1Ts6zFMb9nJ9M9mr5aYRFeQDCfmDo2U/8fClJR79eVl9Lnkdlr3eptcWGyaDL8aiLAd62naoSxNTqO8ioYxmEvjCw48a/KiBFT5Zo5HjiFMi8j1kupgaIoq+f0QhvyuEhgwG8zbbPHYUL93OR6DR+OUWXQGVTPKf4dUnfLPI6xd4joXEkCfKG10FS9AQBt/a2NIFXHj947MEGHI1BD6Fd5Lm7iQ7GkW0Edg2bm/ejlkZZEY7Z600m+YOOlmLllxETnB1QR9mC+/zH6O3LLjR0mYtRIT5nX0AatzlQy6MdUDpQ7uelVCxFz9K7xIwuq8HtCtnOjZD6vWxkpqV1uT/AuL7JFYgnYqO5wOsINgS5I/NsSWPwFuLIZJoGXAsRj5PLueDNssy4ILmR9GyHYSq6WnSX25C7TGs9u97KJDRUoxbSfg4c+zJAUjUqobLxhvKxe5Khw8GqtFB0+056G5DEOBhWLNosmzYepPyQDV8cjKNq5GbKgK7y7wzyyme0aaTGty1O4Ld/6SU7UgTzgdDW2Vej7R25uTZn3xzgxHU19IJIPY98+b0d3k4/dYKz18GHXfMaXsWcMvnCZuPKZZvRBZploiFZ9ar1nbnmEpfCO0VXYDchIT3daq2U0ITnL76HZYfDQmaJWRUWeJni6Marmp8mH/Icx/JtTFHGImSOgHLuhn/xMBiYWvWue9le/PEMgrEwZ2kDs2Y9ZKUZ7W6PWsQ1oaZW5+pUngrXAsAEl50tJ1bGn32YWF/2qoUxr/y58i0NQyXgx0MThbTaIX5ARvV30AtD9O98Uy7gmTXwqluRLfdg2UuwvReMTiiPJRh01yk44XI79OTC9OPZeP8XryeKnpK7FB/jpTSz5DdTocTF3istRPstMOYYs4AZtSDQ9kvLDwbvGBct0z4ML/c0hg8dlPFzR8NHDXAo7nR0Voh8rMPzXWKXFwbEXtd0HNvox4CwWWfbK/uF76nLpMjRpMZptrwc6iH5Fr0N4kc5FKE3uGC5a+5vrd7jFdQgtnYkfpd2UV7Ga9gRac7GyKBprR6C/6ia90M2ociE8YJ3MQzpqXfjEJGA0Ufv+HdAcfbdD9usLzpbnIULP7Bgj/iIvNjFrVcBKGxnbNgfx9bbBX6JhKWmJhplGPIm8H2mnp4anjpZlk9Y6ZhGd62PqwgVktKT70J3sfGx3Th7k426RP941dTPDLi+9mD6jnOOy3IkmQ9ObbWlabGK+EE2nKzofC8M0KR6GeTZ/F5xOWCFmIEKPFTO2U1pD00RLSZDmvpMgz1FohhY/22rC6XduHQQAScmRhbGYxEpYGFY2ekq+kairUqkr8BeAqC04oV0EcAIfy4nzYyiRiSEa1WGvgfNJ9oRijoNlKiSKwX+GM3Hz94M/eQDd8/AmoXEmi0/zAizKUYApY=
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