1. Tuyển Mod quản lý diễn đàn. Các thành viên xem chi tiết tại đây

bài chuyển động hay

Chủ đề trong 'Vật lý học' bởi startagain, 06/09/2011.

  1. 1 người đang xem box này (Thành viên: 0, Khách: 1)
  1. startagain

    startagain Thành viên mới

    Tham gia ngày:
    08/03/2011
    Bài viết:
    4
    Đã được thích:
    0
    dọc theo con sông hai bờ sông là song song nhau. một người chạy bộ với vận tốc v= 15km/h. ở bờ bên kia một người chạy xe đạp với vận tốc 21km/h ngược chiều. một người bơi ở giữa sông dọc theo bờ . biết khi chuyển động ba người luôn chuyển động thành một đường thẳng . xác định hướng và vận tốc của người bơi giữa sông đễ học luôn thẳng hàng
  2. dangiaothong

    dangiaothong Thành viên rất tích cực

    Tham gia ngày:
    10/09/2005
    Bài viết:
    4.854
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    7
    Bài này của lớp mấy vậy :D
  3. congchi1

    congchi1 Thành viên quen thuộc

    Tham gia ngày:
    25/12/2006
    Bài viết:
    902
    Đã được thích:
    0
    Lấy người chạy bộ làm hệ quy chiếu.
    Người đi xe đạp có vận tốc 15+21=36km/h so với người chạy bộ.
    Ngưòi bơi dưới sông nằm giữa người chạy bộ và người đi xe đạp, nên để 03 người luôn thẳng hàng, thì vận tốc của người bơi dưới sông là 36/2=18km/h so với người chạy bộ.
    So với bờ sông, người bơi dưới sông có vận tốc 18-15=3km/h, theo phương người chạy xe đạp.
  4. FromtheStars

    FromtheStars Thành viên gắn bó với ttvnol.com

    Tham gia ngày:
    08/06/2007
    Bài viết:
    3.034
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    195
    Các bạn giải bài này đi:
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***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****TXkasqHaWMqKgyV2gMBkkgjvxQB5vRXuGrfBrQk8LazqOnHxHBLp9m13Hc6jFEkNwFXeVWPAlU4BHzAYPrXmHgbw7D4s8Z6bodxdG1hunYPKACQFUsQM9ztwPc9D0oA56ivSPHngnwv4cubC3tb/WdPuJLrybmHVrXcVh/wCe6PGu11H90EtyOhBFdxrvw2tJvh3fW9peeJobPRLaW/tTfwwxW87bS74jAWXcRkAyAFc8ccEA+f6K9P8AjGuiqPBw0lb0D+wICv2kJ/x7nPlZ2/8ALT/Wbu33cd6zfCPhPw3ceD77xT4r1C/gsIrxbGGKwCeY8pAYn5gQQFOcdcA/SgDgqupo2qS2SXsem3j2j7wk6wMY22KWfDYwdqqxPoASelevt4M03w1rOuW/h/Wb9rO48Dz6iZj5TGcM2NnKcRsFU8Yb0aprS0vrH4pv8JrbXtSj8LSQvA0YEJlKNbtOw3GPGS7MM4zjjPAoA8Nor1PRfh54bv8AWbbT7qbXlvF0iK6uNMghV7k3JZg65C7IlACECQg/vFyQeKz/AIo/D6y8ELotzYPfrDqUchNtqHlmaFkK5y0fynIccDpg8nPAB55RXq3wXsLmzPiDxdBp817PpVmYrKCO3aRpLiTgbdoJ4AIOBwHycCs340aMNO8dtqUNvJDbazbpfIjwmMo7DDqQcHduBYggEb+RQB53RXYXHhOzufhzpviTR2vJ7w3rWOoWxG8JIeYymFBAIx1zywGc12dr8OPDNp44bQ11PXpdT02yiuJo9Oj3SyXJG4+U2zbEq/Jy7dXAyCDQB45RXqHxo8KHRdS0zW3ub+SbWUdpor9IhNG8YQHcYgE5DL0HUE5Oab4MvLfwd8NNR8ZwWcFzrUmqLptlJcRCRbb935jOB2JUsM+w7ZyAeY0V3mv/ABKm8W+D303xHp8V9rMU6vaaoqrE8afxKwVQDkcYGByCeVGZPCX/ACSH4i/9wz/0oagDz+ivobw78MdO1TwnLoum6p4kex1KBLlr2S2ijsWmAyrLHIolHIHK43Lj5sV4z4E/5KH4a/7Ctr/6NWgDn6K9T+I/hCx8PXeu6vr8t0NU1bUrmXSrO2ICiLzWPmysQRggghRg8jPU7em8JeP7zX7y8N3plhpnw7sLAxXdpJGronyYUB9oLyM2AFHY9C2CQDwaiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqa2tLm8kMdrbyzuBuKxIWIHrgfWri2VhbK/wBvvWaUDKwWarLk5HDSZCrkdCu/HcCgDNq9HpcvlrLdSxWcbgFGuCwLg9CFUFiD/ext465p39qtBxp8EdmenmoS0pHb5yflPXOzaDk8Y4FGSR5ZGkkdndyWZmOSSepJoAvfaNPtf+Pa2kuJR0lusBfqIx3HuzA85HOBXur66vdguJ5JFTOxCflQHsq9FHA4GBwKr0UAFFFFABRRRQAVuXX/ACImk/8AYTvf/RVrWHW5df8AIiaT/wBhO9/9FWtYVvjp+v8A7bIa2ZZ8GXkkepS6dGqu9+gjgjlG6NpwwMaleAd/zQkkjCzvk4yDkaxZx2GrXFvAzNbbt9u7n5nhYBo2PTkoVPQdeg6VRrs/F3/E40611xeZZw13Ih6oksjBgAP4FuFuME5O2WIEknApe7Ua6S1+a/zX/pPmYVPdnGfyf6fjp/28cZXoHgPWbPwToepeL0exuddEqWOm2UxDmPd80szpkMF2DYrqerMCMGvP6K1Nj3Cy+Kb/ABL0fWvCfiqXStIW8tN9leK7QRieNg6pIXLgKSo544UgZLDHh9FFABRRRQAUUUUAFFbGs2NvaaV4emgj2SXenvNOdxO9xdTxg89PlRRx6euax6ACiiigAooooAKKKKALFhZyahfQ2kTKrSNgu5wqDqWY9lAySewBNbmq3kdlpKWNsrIt1ChWNhgpDkEl15+eV0STvtVYwGZTgPsbWHTNDkubpNwnjBuEJOWVstbw4GCu9ojIx4/dqu1gWw3PXV1Ne3k93cPvnnkaSRsAbmY5JwOOprX4I+b/AK/r/gHCv9oq3+zH8/6/DupNENFFFZHcFFFFABWt4p/5G/Wv+v8An/8ARjVk1reKf+Rv1r/r/n/9GNVL4X/Xcwl/Hj6S/OJk0UUVJuFFFFABRRRQAUUUUAFdR8O/Eln4R8d6brl/HPJa2vm70gUFzuidBgEgdWHeuXooA1PDWpQ6N4q0jVLhZGgsr2G4kWMAsVRwxAyQM4HqK9j0Px9Y+JoNUtjD4ogh0y5vdYV9Hvkt2a0eUyMswMig4LjhSW/unrnwiigDY8VaxDr/AInvtTt4riKCdx5aXNy88gUKFG53JYnAHUnHQcAV6J4O+I/g/wAJaPFLbaVrUeqi0aG5tI7kPY3kuABI4diQTgfdXjJGDXkdFAHpGg+MvCE/g/SNC8XaXqU50a6ee0ksfLIkV23tHJvI+Uk845OByK5Xxr4kPi7xhqOumHyBdOCsZOSqqoRc++FFYNFAHqGn/EfR7Tx34M1yS2vja6Joken3KKib3kWKVCUG7BXLjkkHrxWLonjWz0bwVp2l/ZZpr6y8SRazg4ETxpGF2bs5DEj+7jH5VxNFAHt2o/FbwdJa+JntIfE0t7rVlPAv22VJIrdpFwFRd/ypk5PUjAAGOB5H4futKs9etJ9b09tQ0xX/ANItklMbOpBGQQQcjIOMjOMZ5rNooA9Y8RfFDRJNP8O2OiWmr3cWk6omo+ZrEqtJhCSIVYFjs5xk8gKOta2o/FbwdJa+JntIfE0t7rVlPAv22VJIrdpFwFRd/wAqZOT1IwABjgeI0UAdf418SaT4j07wx9iivY77TdKi06784J5TeWBtMeCTyS+c4/h4611XgC2/tb4ZarpWqeG9Y1LRf7RWeO50by5LmG4CKCBGxzjbgbgpGGb8PJqv6ZreraK0jaVql7YNIAHNrcPEWx0ztIz1P50Ae0/EHxHpvhnxXPby2NxbrdeCTpUVpFsY2skjMVR/mxhQACQT2xmqtv8AFbwKnje38ZS6DrH9szRCO7w8bRwkRFN0QLAsxwq87RtycZ4Pi1zdXF7cvc3U8s88hy8srlmY+pJ5NRUAd38O/Gel+GbPXdN1dNUW11WKJftWlShLiFoySNpJHB3HPPbGCCam+I/jXQ/FOk+HtP0S21GGPSxcK5vmDM+8oQ24MSSdpJzjk8Zrz6igDuLfx8+jfDmy8PeHptQ0/UXvJLrUbuKXy9/8KKjK2cbQufu8r3yaj8ReNo/FHgTR9O1T7Zca/ptzIBeyvvWW3cZwzE5LBgo5B4XrziuLooA734ZeO7HwfdX0Os2ct7pdyscogjUMVuInDRtgsAADnPfgelWvCHxFtLK68UnxINUx4g2ySXelShJ4XVmbCFiMKdx79FAwQTXnFFAHoPxH8a6H4p0nw9p+iW2owx6WLhXN8wZn3lCG3BiSTtJOccnjNU/BvjPT9J0XUfDfiLTZdQ0HUJFmdIJNksEi/wAaHuThQQSOn1B4qigDute8R+D7fwo2heEdHvFe5kDXeo6osZuCoIYIpTgDIHTH3ehJzWbofiSz0zwJ4r0OaOdrrV/sf2d0UFF8qUu24k5GQeMA/hXL0UAe+Wnxo8HjxHD4iurPxL9uMKxyWizo9rA2zaTEhcZJ6cgdzgEnPi/hrUodG8VaRqlwsjQWV7DcSLGAWKo4YgZIGcD1FZdFAHpmu/EXS/FGg+INL1mHUJt2ozX2h3GFL24dmIiky3C4OOC2M8fdFaOteLPhfrWlafpJh8X2Wm2K/urSzS2SNn7yvliWc+pPrjGTnyKigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKsWMdvLfQJdzeTbFx5smCSF74wDz6cda6a/8CXRUXGi3EWoWrk7Ssihhye+dpxgDIPXtQByNFaT6ULNgNTuVtXwGMCoZJsEZB28KOvRmBA7dMt/tCG2/5B1r5D/89pnEsi/7pwAvYghdwP8AF2oAjg0y4mhWdvLgt26SzuEVgOpXPL47hQT7cipN+mWvCxSX0o/jdjHET0I2j5mHcHcp6ZXjBpzzzXMzTXEsksrfeeRizHtyTUdAFq51G6u4xFI6rEDu8qJFjTd/e2qAM44zjOKq0UUAFFFFABRRRQAUUUUAFFFFABW5df8AIiaT/wBhO9/9FWtYdbl1/wAiJpP/AGE73/0Va1hW+On6/wDtshrZmHXW+FLqG60y/wBLvH2wxRvcRnBbCuFjm+QcvtHlz98fZeMZLDkqvaNqP9k6zaX5i86OGUNJAW2iaPo8ZOD8rLlTkEEE5Bq6qk43jutV6rp89n5MicFOLi9mV7q1msrye0uE2TwSNHIuQdrKcEZHHUVDXSeLNO8iaG5jl8+NI47dpAu3cojUwSbckoJIfLYBjncJBgbcVzdaJxklKOz1XoTSm5RvLfr69QooooNAooooAKKKKAOg8Q/8gPwn/wBgqT/0tuq5+ug8Q/8AID8J/wDYKk/9LbqufoAKKKKACiiigArW0PTPtsslxLD5tvBwU3bQ8hViik5GE+RmZiVARG+YHGc+1tZr28gtLdN888ixxrkDczHAGTx1NdDq11Dpulx2Vm/zHckUmCrmA5JlI/hM24ejCONFJZWydIJfE9kcmJqS0pU/il+C7/18tVYzvEGp/wBoX7LHN50EUkhE23Z9odnLPMVwACxxxjhVRTnbmsmiiok3J3ZvSpxpwUI7IKKKKRoFFFFABWt4p/5G/Wv+v+f/ANGNWTWt4p/5G/Wv+v8An/8ARjVS+F/13MJfx4+kvziZNFFFSbhRRRQAUUUUAFFFFABVixsLzU7yOzsLSe7upM7IYIzI7YBJwo5OACfwqvXoHwS/5K9oX/bx/wCk8lAHBwQTXVxFb28Uk08rhI441LM7E4AAHJJPGKvWvh3XL64ure00bULie0bbcxw2ru0JyRhwBlTkEc+hr0bwn4Y8CW/jLQ5rP4i/a7qPULd4bf8AsSePzXEilU3E4XJwMnpmvQbHwvdQnU9Tt9J1fWzqPiK+leKz1k2KWaJO0e8DzFDyEqSPYYJGBkA+ZqK6f4i6GfDnxB1nTDcy3Plz+YJZWLOwkUSDcSSScPye55r0vS/BHguf4fWeoQ6Jda47WIfULzTdQ3XVnOy7iv2csFIUnHrwODyaAPLPC3hp/Edxdqft6wWsDSs9lp8l2xb+FNq4ClueWIHB5rAr2Dwzd6D4M+Hnh/U9XGq3Ta3fSuIrbUprZLZIm8tpQsZAZxhevJz1GK4n4k6Inh34h6zpkc806pMJBLO5d28xVk+ZjyT8/U9aAOVor3XS/BfgK61Dwt4euNJuv7U1/QI7o3Md04W3l8pn8wKTgliH45UbF+Xkmud1rRPBeq+CtN1zw/o2oWgGvrpM6xStPLcx7C25FY43kbcLgckjnrQB5ZRX0Prnwu8ML4V16VPDv9k3Nlp8l3bSHVmmuWKJuIkiyUUZ4OC3XjFeM+BrDRtU8Z6bZ+IbpbXSpHY3ErSiMYCkgFj0BYAZ9+ooA56rL6dfR6dHqL2VwtjI5jS5MTCNnHVQ2ME8HivUviJ4Q0DSJ9HitfC2qaa1xerGZLG4+2wXcDf88mZt3m9MKQByeowa7PxD8O9Cl8GavE+jTaadJ06a708Say886FV3uGgy0cYJAB2k5z2OKAPni5srqzEJuraaATxCaLzYyvmRnOGXPVTg8jjioK9Q+Mt3p1z/AMIb9h0v7Fnw/byr/pDSbYWz5cXPXZhvm6tu56CqnhHSfCth8Pr7xb4m0ybVP+JkunW1olw0I3bA7NuXnO0k88fLjvmgDgrWwvL7z/sdpPceRE083kxl/LjX7ztjooyMk8Ctm28DeJbzw6Nft9Jlk0orK32kMu0LGrM5IzkAbGGSOTwMkgV6neeGPDdlrOqnQILq10+48BTanGEu5lZ3ZuC/zcgqFyh+U45FRRaLaQfH9vAsUl9H4YaMxNpqX04jKG1MxU/PnHmMzYz1J9aAPEKK9h8K+E/C+tawlqnh+TUriz0eE3cdpqP+hi63PveW43cbl8viPcAS4AO0ms74v+DdG8MQ+H73SLRLM6hHMs9tDdtcxI8ZTlZG5P3yD/u9BzQBwem+Gte1m3a40vRNSvoFco0lravKobAOCVBGcEHHuKh1LRtV0aRI9U0y8sXcEot1A0RYD0DAZ6ivVvBUsEPwTma48XXfhdD4jYC9tYpZGc/Zl/dkRkHB656fKPao/iHdib4SaLHaa9P4otP7UkMmsXGUkikCHEGx8vghi2WJ+76FQADx+nwwy3E8cEEbyzSMESNFLMzE4AAHUk13K+GLHXvhjYarolgw1m11EWF+qyEiYSEeU+GYgclV4xyTxxXb2ngfwlL461DQLTw3eamdHsIkmkF2YoJbgjLvNKXyg+6AqL13/KQOADxK7tLmwupLW8t5be4iO2SKZCjofQg8ir2m+Gte1m3a40vRNSvoFco0lravKobAOCVBGcEHHuK9C+NXhmw0iTQtXtVdLnU45Vuk+3veIHi2AYlf5m4bbz/dHAqrpuralo3wCa40vULuxnbxQUaS1maJiv2UHBKkHGQDj2FAHAalo+p6PKsWqabeWMjjKpdQNEWHsGAqKGwvLizubyG0nktbXb9omSMlItxwu5hwuTwM9a9Ph17U/F3wR8S/2/JJey6Pc2j2V5cfM+ZHCMm7GSQOSSSfn57VkeEv+SQ/EX/uGf8ApQ1AHEJp19Jp0mopZXDWMbiN7kRMY1c9FLYwDyOKiggmuriK3t4pJp5XCRxxqWZ2JwAAOSSeMV9KaD8NPD15pKaWdCvtNtdRtFLz3ertHdyyAFlLWqExnH3huPHdRivB/An/ACUPw1/2FbX/ANGrQBhzwTWtxLb3EUkM8TlJI5FKsjA4IIPIIPGKuy+H9ag0tdTm0i/j09gCt09s4iIPQhyMc5HevT/ij4W07wmuq6jqFi+o6rr2o3MtrcB2WCyj8wnHykb5SCODwPfB3XPBfirWPGOh+JNPvfEB1DXb/T5LOx0WVBDCyhMmRCq7PMALYUYzt5OMFQDxOiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK3vDsPh+5Wa31maWGWUqIZV4WPn15HOe4wAOvNaFz8P79AJrS7trm1YbllG7JXbnO0A59BtyTkfgAcjU1taT3khjt4mcgbmI6KvdmPQAdyeBVyQafYSNE1vLd3EZKt5pMUYYcEbB8574O5T0yowQa9zqN3dxiKadvJB3LCgCRqfUIMKOp6DufWgC9b22k2OH1OaS5mGSLW0ZSuRgjfLnGDz93JHqDxUn/CUXVsnk6VBBpsO/diBdzuA2VDu2S2PwHJGMcVh0UAd1feK7S9kjTW9KiubGeMSwSRZEkYOdw5OTh12kgrnaTjBArha0E/0rRZFPMtm4dfURMcNk+gfZgDu7HnnGfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVuXX/ACImk/8AYTvf/RVrWHW5df8AIiaT/wBhO9/9FWtYVvjp+v8A7bIa2Zh0UUVuI7PS/wDioPCqaYOZ7bFsqD1Lu8EmOpzJLNCzEhV8+E8kVxlbnhS8FvrkdtJci2t7/FrNOX2eTuZSku7jHlyLHJ1GdmCQCai8RWZttRWc2xtftaGZrYpsMDh2SRNv8IEiOAOoXbnnNZUtHKHbVej/AODf70Y/BV8pfmv81b7mZFFFFamwUUUUAFFFFAHUanY3Gp2ngmws4/MurrTzDCm4Dc7X1yFGTwMkjrXUan4Z+GfhTytM13Wtc1LW4spfLowi8mCQYJUGRRnGccEnKnIU/LVPQdfXwv4h+HWsStGsEFk6zu6swSJ7y6SRsLySFZiMZ5A4PSu7l8Bfa9W1bVY/BFj4ztdT1C4vbbUrLxD5CJG8hxERkAspBJIyPmxnigDzDxR4W0vw34h02aO+n1HwrqO24t722XEjwb8SJlgF85MEEdiVyFztFjxv4b8N6Z4c8N654ak1VrXV/tWU1Joy6+U6p0QYGSW7nt0rQ+Ktn4R0j+ytN0DR4LLUzF52piO+e6+zSfd+z7vMK7lYPu+UHhMHkiq/i3/kkPw6/wC4n/6ULQB5/RRWt4f0z+0L9Wkh86CKSMGHds+0OzhUhDZABY55zwquwztxTinJ2RnVqRpwc5bI0dHtYdL06a/vU3FowZYSSreSxXaisOQ8w3DqCIlkbawYVz11dTXlw8877pGxk4AAAGAABwAAAABwAABxWhrup/bZY7eKbzbeDkPt2h5Cqh2AwMJ8iqqgKAiL8oOc5NXNr4VsjDDU5a1anxS/Bdv6+equFFFFZnWFFFFABRRRQAVreKf+Rv1r/r/n/wDRjVk1reKf+Rv1r/r/AJ//AEY1Uvhf9dzCX8ePpL84mTRRRUm4UUUUAFFFFABRRRQAV0HgnxP/AMId4vsdf+x/bPsvmfuPN8vdujZPvYOMbs9O1c/RQBoaFqf9ieIdM1byfO+w3cVz5W7bv2OG25wcZxjODXpelePtM8RpqcPiHw7pF3BZT3es2S32otbsheTzGgQhD5rEtwhADY5HArySigDQ1zU01nW7vUI7G1sI533Ja2kYSOJcYAAHHQcnucnvXeeHfitY+G9OtXtPBunprtraNaJqUMxiDg4w0kSrh24Ukk5JB5Ga8zooA9A8OfEmz0vw3YaJrfhmDWYNNujd2LtdNCYXJLc4B3DJJweD3BxXK+J/EF14q8SX2t3iok92+4onRQAFUD6AAVk0UAegWXxN+x+L/C2v/wBkb/7B0pNN8j7Tjz9scib92z5f9ZnGD0681laV44m0fwpZaPbWSGez12PWo7l5MqWRAoQpjpkZzu9sd65SigD1a6+L2kPa+IRYeCLeyu9dtpobu6W+LMXkUjfgpgDJJKjGTzmvO/D+qx6Jr1pqM2nWmoxQPl7S7QPHKpBBBByM4PBwcHBwcVm0UAeia18Uo7ix0ax8P+HbfR7PTNSGppC1w1wGmBJHULtXLN8o9eMYrSuvi9pD2viEWHgi3srvXbaaG7ulvizF5FI34KYAySSoxk85rymigDp/FfiyDxPp3h+H+yxa3Wk2CWElwJy/2hEA2fLgBcfOe+d3XgV3PwttdS1bwLrOlx6JpviPTnu0kfSn1E2lykmFxKGxjYcAfeB+Vh9fH6KAPbviV40h0XxpdRJaW1xNceFDo1zFbXH7u1lkZmO07fmCgjjAzntWfb/G+1h8QW/iBvBlkdaMQivbxbpgZ1CFflG0hDnbz8xwu3PQjyGigDrfBnjO38MWmsadqOiQ6xpWqxxpcWzzGE5QkoQ4Bxjce2c4IIxVjx148t/GGm6JYWmhRaTbaSsyRRxT+YpVymBjaMY2cnnJOeK4qigDuPDfjfRtM8GyeGtc8Lf21atqBv1P9oPbbX8sRj7i5OAD379OKj8VeOrPW/Dtp4e0Xw7b6HpVvcG6aKOczNJLt2hmcgE8EjnJ6c8VxdFAHY/D3x/P4C1K8uFsUvre6hCPbu4Qb1YMj52nlTnj3p3hfx6NHOvw63pEWuWWu7WvYZJjCzSKxYMGUHHLMeB1wQRiuMooA7Xx148t/GGm6JYWmhRaTbaSsyRRxT+YpVymBjaMY2cnnJOeKf4b8b6Npng2Tw1rnhb+2rVtQN+p/tB7ba/liMfcXJwAe/fpxXD0UAdv4n+IEOreG4fDmh6Bb6Do6SieWGGdpXncDALuQN3brnkDngVkaR4n/svwh4j0D7H5v9s/Zv3/AJu3yfJkL/dwd2c46jHvXP0UAexWnxv0+DXU8QS+B7STXXhWK5vUvWUygLtyqlCE7epwMZry3QtT/sTxDpmreT532G7iufK3bd+xw23ODjOMZwaz6KAO7vPiONT0bxHpWo6QLm11O/l1Cy3XGG0+Z2LfKdp3DnoNufm/vVsn4yQtcprTeFLRvFSWn2ZdXN0+B8pXd5WMbsE85zg4zjivK6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA0P7TW3+XT7aO3H/PRwJZc9jvI+UjnBQKenUjNWvD+s3djrG5bxohdkxzSyMCAWyBI27g7Sd3PoRnk1i0UAb2t+IZ9WsktdQsYlv4JAGuQm1yqggowxxySTyBntWDWhqf+kLb6gvSdNknr5qABsnuTlXJ9XxyQaz6ACiiigC1p1ylpqEM0oZoc7ZlXq0bDa4H1Ukfj2qO7tns7qS3kKsUONy8qw7Mp7gjBB7gioa0Lr/S9OgvR/rItttP+A/dt+KqVwP8Annk8tQBn0UUUAFFatn4fu7i1S9uZIdP0987Lu8YokmDg7FALyYPB2K23I3YHNZVRGpGTai72CwUUUVYBRRRQAUUUUAFFFFABW5df8iJpP/YTvf8A0Va1h1uXX/IiaT/2E73/ANFWtYVvjp+v/tshrZlzwP4Tt/F2o6jDear/AGXa2Gny381x9nM+EjKhvlBB6MTxnp05qx4n8G6dpfh611/QNf8A7c0yS7eymn+xtbeTMEDqu12LNlSxyBgbevNdB8DpfJ8Q+Ipf7O/tLZ4fuW+w7d32nDx/u8YOd33cYPXoa6Tx3Hd6/wDCG5vYvCEnhC30vU0mlsWiSNLreoj8xR5avvUuo5AXBPLEYXcR4XXZ6p/xO/CsF8PnumBmkPTM0eEuMD7zO0f2SZmORnzWyPmFcZXT+Dr7bLPpvl+Y0skd1DFux9okiD/uD1yJI5JkCgEs7IOhOcqj5Gqnbf0e/wB2/wAjOrFyh7u61Xqv89vRnMUVb1Ox/s7UZbYSebGMPFLt2+ZGwDI+O25SpweRnB5qpWzVnZlRkpxUo7MKKKKRQVYsLr7DqNtefZ4LjyJUl8m4TfHJtIO117qcYI7iq9FAH1P8WIvCei/C+a/s9G0N5LiJbTTJVskdQJSWJiZR8vymWRSCBu55JwfmSz1bUtPt7q3stQu7aC7TZcxwzMizLgjDgHDDDEYPqfWus8YeOn8R+C/COhg7f7LtGW5WNmCM4JjjBU8FhGincCf9awGORXD0AFWJr+8uLO2s5rueS1td32eF5CUi3HLbVPC5PJx1qvRQA+KKSeZIYY2klkYKiIMsxPAAA6mun1GWPQtESwtJFeW5WRHmjPyyBXKtMrDqGw8S88IrnaPOOIdGs47HTZNSu2aMTQuEdT0hYSIwHYPIymNeGwPMcrhQ1Yd/eSahfTXcqqrSNkIgwqDoFUdlAwAOwAFar3I36s4Zf7RW5fsx3832+X/DrYr0UUVkdwUUUUAFWLCxuNT1G2sLOPzLq6lSGFNwG52ICjJ4GSR1qvXafCbVbHRfifot/qVzHa2iPIjzScKpeJ0XJ7Dcw5PA6nA5oA6DUfhZ4X0LVLfR9c+I1pZas6RmWBdOeRImfs0m8BR3y23ghiADXH+M/Bl94N1RIJ5I7qwuU86w1CDmK6iOCGUgkZwRkZOMjkggnU8UfDPxrpniG8il0fVdU3yvIt9DA0/2hS7YkYoWwzY3FWO4Z561j+K/CN54OvLex1K8sZL+SISzWltKZHtcgELIdu0Mc9FJ6Z6FSQDn61vFP/I361/1/wA//oxqya1vFP8AyN+tf9f8/wD6MaqXwv8AruYS/jx9JfnEyaKKKk3CiiigAooooAKKKKACtDRNE1HxHrEGk6Tb/aL6fd5cW9U3bVLHliAOATyaz69A+CX/ACV7Qv8At4/9J5KAOHsLG41PUbaws4/MurqVIYU3AbnYgKMngZJHWt/T/h74q1W5vrez0pnexuTaTlpo0UTAkGNWZgHbjopPb1Fdj4T/AOFWf8Jlof8AZ3/CZfbv7Qt/s/2j7L5fmeYu3fjnbnGcc4ruZdD0nTku9VeDwdJd6pruovcP4nnCfuo7l08uD5Tg8ZLc4LdDkYAPnKeCW2uJLe4ieKaJikkcilWRgcEEHkEHtUddJ4+sNI03xzqttoNzDc6WJQ9vJBKsiYZQxVWXghSxX8K9Z8NW3hXWfA9naeH9B0DW7+HT/wDiZWFwDBqDylfneKYgnAY8YGORhhjFAHmPgjwXc+Jjd3L6XqF1ZQoY4zaTwwb7gjKJvlOOnJChmHHHNcpPBLbXElvcRPFNExSSORSrIwOCCDyCD2r1jSJ9G8IfDjwtqb+FbDWrvW72YXMl5bCcrFHJs2R5+65GCv0PBrkfiholl4e+I+s6Zp0YitIpEaOMHITfGrkD2BYigDkaK+hdIs/C8uueC/C0/hXTJW13w1FLd3hhCyKfJdldCOjkq+5sbjleflxXM6kdG8WeAtI1TT/CNhbXA8TppaW9kBA11CULKjP2Y5VSxJ5BPfFAHkFFfSusaD4XvfDXiuyaw8Jreafps06W+kwZuLSSJSf3k/G7DjGNq55BB5rwvwNNoNv4z02bxOobR0dmuAUZhwp25VeSN23I7igDnq0J9E1C10S01ieFUsbx3S3cypukKnDEJndgHjOMZ4zXrXxA0e0u4/D1xpvhfQryzu9TSGC+0KYW6XSsf+Pd0x8jnGN+442ngZIHV6xoPhe98NeK7JrDwmt5p+mzTpb6TBm4tJIlJ/eT8bsOMY2rnkEHmgD551PRtQ0YWR1C2MH221S8t8sDvhfO1uCcZweDzVCvUPjLqv8AaP8Awhv+gWNru8P291/osOzHmZ/djn/Vrt+Ve25vWm+DzpXh34Waj4ruPD9lrN82qpYIl9D5sUSbFcsQemckZ9Sv0oA4HStE1HW/tv8AZ1v532G0kvbj51XZCmNzckZxkcDJ9q6Cx+G2t6h4PPieGewFisM07o8+JUjj3jcVx0Zoyi4zkkZwMkena1o+gz69qM1t4esrOCT4fSahHbG1QGGYsSHxjiQDjd1461SXw9pT/tRvpK6PZtpSDc1mLZTAo+xg5KY2j5yD06n1oA8Oor2nwemganeTXCaR4cntdH0e3trrVr2Mw2aTl3xIYWG6Z3yi7m2ElG6bgKz/AIz6Tolrp3hbVdHg01Gv4rhZptMg8iCbyymGVMnHLNzk545PFAHnWg+G9Z8T3/2LRdPmvJ8ZYRj5UHqzHAUcdyKveJPAnibwhFDLruky2kUzbUk3pIhbGcbkJAOM8Hrg+hrq9DuL3TfgHrV5pBMVzNrUcF7PE22RbcRqV+YEHG9sd/vH1NcxZ6t4pbwFqWl24nk8OLLHJcs0W6OJtwwocj5SWKnAOTj03ZAOZor0Dwrp9n4m+HPiLSEsLY65pu3UrSdUAmkiHEseQNzADkDJ5YdMV29poekad4r0Twr/AMI7o17Jo+kNeaxc3cqxJHMwDM8z7CzogPCnj94M4C5AB4xq+iahoVxDBqMKxvPCtxEUlSRZI2+6yshIIOD3rQ8MeCfEXjH7V/YGn/bPsuzzv30ce3dnb99hnO1unpXpfxU0nw+/w307W9Ni0J7xdT+yPdaJa/Z4HUxuxXbk7iCq85PfGOa5Twl/ySH4i/8AcM/9KGoAx/EPw78WeFbIXus6NLb2xYL5qyJIoJ6ZKMcfjWPpWiajrf23+zrfzvsNpJe3HzquyFMbm5IzjI4GT7V3/wAMbvUJ/CXjqwnd5NGj0OaXa7ErFccmPaCeCfnPA/hFUPhZ/wAzr/2Kl9/7JQBx+m6JqGr299PYwrKljCbi4HmorLGOrBSQWA77QccZ61n19F+BtH0CLRfDNpq2j+FLSa/gSQ299H9svrxX+7Ip48oMckD5gB3GDjwvxXY2+l+MNb0+0QpbWt/PBEpJO1FkZVGTyeAKAINb0TUfDmsT6Tq1v9nvoNvmRb1fbuUMOVJB4IPBp+k+H9V1yG/m02zeeLT7drq6cEKsUajJJJI5wDgDk4OAcV7v8VtHsdEfxL4tt7Kz1jUrmWG0l+0KsiaWphjAbyzkM7YUgnpuXjrna0bwLrHhrwbqfhaw0xZUvNDumur3zk/0i/kVVSNMsCEA3DJAHQ8HOQD5boqxf2Nxpmo3NheR+XdWsrwzJuB2upIYZHBwQelV6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA0NP/wBItLyx6F0+0If9qJWJB9thf8dvQZrPqSCeS2uIriFtssTh0bGcEHIPNWNTgjhvN0C7beZFmiAOQoYZ2g99pyufVT06UAU6KKKACtDSf39wdOblLzES/wCzJn5G9vm4J5O1mx1rPooAK6PR7n7N4bvrnToIY9Ws5VlkumTfILdsJmPd8sbJJ5fzKPMzKCCoVs5mrfv5o79eVu0Du3/TUcSZ7AlstgdnXpnFRWGoS6e85jVHSeCSCSOQEqysMZIzyVO119GVT2rGvT54WX/D+XzGnYjvL271G6e6vrqa5uZMb5p5C7tgYGSeTwAPwqCugm8I3to4a+vNPs7RlWSO5nnwJY2AKSJEAZWVsjkIcHIbBVsQarcaKdNtrTTo7maeFmJvZoktyyHny2jUvuIOSJC+cMVIwq4mFem7Rpary2X6fLfyCz6mNRRRXQIKKKKACiiigAooooAK3Lr/AJETSf8AsJ3v/oq1rDrcuv8AkRNJ/wCwne/+irWsK3x0/X/22Q1syPw34p1nwjqMl/od59kupIjCz+UkmUJBIw4I6qPyo8Q+Ktd8V3gutc1Oe9kX7gcgJHkAHagwq52jOAM4yeax6K3EFT2V5Pp1/b31rJ5dzbSrNE+AdrqQQcHg8gdagopNJqzA6zxPZwS2cFzYR7LeCJHiiUllW3mJkUBjkv5crywu5wMhBgMSK5Oum0zUr4eFrs2N7c295prKwe3laNjaSMBIrMDyizeSVQd5XbB5K5//AAlPiH/oPap/4GSf41FCSceWT1jp69n91jDlqU21BJp66u2+/R9TJorW/wCEp8Q/9B7VP/AyT/Gj/hKfEP8A0HtU/wDAyT/GtrR7/h/wQ5q/8q/8Cf8A8iZNFa3/AAlPiH/oPap/4GSf40f8JT4h/wCg9qn/AIGSf40Wj3/D/ghzV/5V/wCBP/5EyaK1v+Ep8Q/9B7VP/AyT/Gj/AISnxD/0HtU/8DJP8aLR7/h/wQ5q/wDKv/An/wDImTWjoum/2lfhHWVreLa84hGZChdVwgwcuzMqqMdWGcDJEv8AwlPiH/oPap/4GSf41em1rVYtFWW/1O8ubi8VvsyTztIqQkPHI+CcBj8yDrgbzgfIaqKje5lWnX5eVJJvTd/5L+u+xX8R6l59x9ihaIxQYSR4D+7mdAUUqcklFTCKSTkAtwXasOiiplJyd2dFGkqUFCIUUUVJoFFFFABRRRQB0mi+P/Ffh7S5tM0rXLu3s5UKeUCGEYO7Pl7gTGSWJymDnnqBXPzzzXVxLcXEsk08rl5JJGLM7E5JJPJJPOajooAK1vFP/I361/1/z/8Aoxqya1vFP/I361/1/wA//oxqpfC/67mEv48fSX5xMmiiipNwooooAKKKKACiiigArY8LeJLzwj4jtNcsI4JLq137EnUlDuRkOQCD0Y96x6KALmk6lNo2s2OqW6xtPZXEdxGsgJUsjBgDgg4yPUV6J4d+KV4f7WXWG0UxeZcarZRX2mvdKLxm3COLDAx5LNhiTt/GvL6KANDXNavvEWt3er6lIJLu6ffIwGB0wAB6AAAfSux074xeI9M0W00+G10p57O1Npa6hJa5uYYyMAK2ccAAdOcDOa8+ooA7Xw18TtZ8NaNDpSWOlahaW8/2m2XULYym3l67oyGGDkk57ZNczrWsXviDWbrVdRl827un3yNjA9AAOwAAA+lUKKAOwtfiPrFp4j0DXI7axN1omnrp9sjI+x41R0BcbslsOeQQOnFZ1l4w1TTvDltotp5MUVtqq6tFOEJlWdUCL1O3aMA4x179qwKKAPSb7416/fWOqWn9kaDbjVLeSC7kt7Rkkl3rtLlt/LAdCcj2riPD+u33hnXrTWdNdUu7V9yF13Kcgggj0IJHrzxis2igDtte+KOu64mnxx2+m6XFY3n26KPTrby1NwDkSMGLZYEn65Oc1p33xr1++sdUtP7I0G3GqW8kF3Jb2jJJLvXaXLb+WA6E5HtXm1FAG/4h8W3viTTtFs7y1sk/sm1FpDPDEVlkjAAUSMSc4xxjH3m9a7f4X35i8LatZL4g8MRGadC+keJIf9GkAAIlD7h82Rjbg/dB4yK8pooA9c+I3xD2eMLh9HurHUjN4e/sW9uUjbynLsWkaIBuOoxywHPWs+H45+KYbq0u/sejPewoI5bprQiW5QKQFkYMDjJ3YXbyPTIrzOigDpfCPjfUvBxv0tLaxvLW/jEdzaX8HmxSAE4JAIPGW745OR0qbxl8QNV8bwabDqVtYQR6cJBALSIxjD7eCCxGBsAGMfjXKUUAdD4U8aax4NuZ5dLkhaK5ULc21xEJIpgM4DDrxk9CKu+JfiJq3iTRoNG+x6ZpelxSGX7Hpdv5Ebv6sMnPc+mTn0rkaKANnwt4n1Dwh4gt9Z0wxm4hDDZLko4YEEMAQSOc9eoFaOlfEHXNI8Y3vieJoJr298wXMVwheKRHOShGc7QQuADxtA6cVytFAHZ+KPiXqvirw7BoVxp2k2Vhb3C3EMdhbmIIQrLtA3EbfmJ6Zz3qp4T8cXnhGz1Ozh0vStRtdS8r7RDqVuZkPllivyhgOrZ5z0FcvRQB2mv/ABN1fXfDzaDHp+kaVpbuHkttMtPJWQg5GeT3APGOaw9A8SXnhz+1PsccD/2lp8unzecpO2OTG4rgjDcDBOR7Vj0UAeiaR8ZfEOj6fptsmn6Lcy6bEILa8ubQtOkQx8gYMMDAA4AOB1zzXD6tqU2s6zfapcLGs97cSXEixghQzsWIGSTjJ9TVOigDuD8VNcfxDrmry2mmyjW4EgvbN4nMDqqBFIG/cCAD/F3Nc/oHiS88Of2p9jjgf+0tPl0+bzlJ2xyY3FcEYbgYJyPaseigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArQH+l6KVHMtk5fnkmJyB17BXxx3MpPY1n1a065S0vkklDGIho5dv3tjqVbb74Y4zxnFAFWipru2ezvZ7WQqXhkaNivQkHBx+VQ0AFFFFAGhZ/6Vp11ZdZF/0mLPP3Qd6j0yvzE9/LA5OMZ9TWly9ndR3EYVihztblWHdWHcEZBHcE1JqNslpfPHEWMRCyRbvvbHUMu73wwzjjOaAGT3k9zDawzSbo7WIwwjAG1C7Pjjr8zsefWoKKKSSWwBRRRTAKKKKACiiigAooqSCCa5mWG3ikllb7qRqWY9+AKAI63Lr/kRNJ/7Cd7/AOirWqMmnpaxsby5WKbB228Y8xwe2/kBOcggncD/AA1euv8AkRNJ/wCwne/+irWsK3x0/X/22Q1szDooqxb2NxdwXc0Ee+O0iE053AbELrGDz1+Z1HHr6ZrcRXooooA0tB1CLTNYinuFdrV1kguBGAX8mVGjkKZON2x2254zjORUGp6fLpWpT2UzI7xNgSRklJF6q6EgZVgQynuCD3qpW5qX/E00Gz1Ycz22zT7z3wp8h+w5jRkwBx5G4nL1hL3Kqn0ej/T9V6tD6GHRRRW4gooqxNYXlvZ215NaTx2t1u+zzPGQku04bax4bB4OOlAFeiinxRSTzJDDG0ksjBURBlmJ4AAHU0A3bVlvSrOO7uWe5ZlsrdRNdOh+YR7lU7fViWVR2ywzgZIhvryS/u2uJVVTtVFRB8qIqhVUZycBQBySeOSTzVzUpY7a2j0q2kWSONhLPKhyJZioBGRwVT5lU85JdgcPgZdVLT3TCmud+1fy9P8Ag/5dbhRRRUm4UUUUAFFFFABRVi3sbi7gu5oI98dpEJpzuA2IXWMHnr8zqOPX0zVegAooooAK1vFP/I361/1/z/8Aoxqya1vFP/I361/1/wA//oxqpfC/67mEv48fSX5xMmiiipNwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANC8/0rTrW96yL/AKNLjn7oGxj6ZX5QO/lk8nOM+tDSf380lg3K3aFEX/pqOY8dgS2Fyezt0zms+gAooq3p+mXuqTtDZW7zOi75COFjQEAu7HhFGRlmIA7kUpSUVeTsgKlaB/0vRQx5lsnCcckxOSenYK+ee5lA7CotQslsJ1hF5bXT7cyG2YssbZIKbiAGIx1UspzwxpdMnjhvNs7bbeZGhlJGQoYY3Ed9pw2PVR060RkpK6Ap0VJPBJbXEtvMu2WJyjrnOCDgjio6YBRRRQAUUVof2TJB81/LHZqOqOcy/Tyx8wJHI3bR05GRQBn1attOuruMyxoqxA7fNldY03f3dzEDOOcZzipvtlna/wDHlab5Bx513iT8RHjaM88Nvxxg5GTVubue8kElxKzkDaoPRV7Ko6ADsBwKALWzTLXlpZL6UfwIpjiJ6g7j8zDsRtU9cNxkxz6ncTQtAvlwW7dYoECKwHQNjl8dixJ9+TVOigArcuv+RE0n/sJ3v/oq1rHggmuriK3t4pJp5XCRxxqWZ2JwAAOSSeMV0GsWF5pnhDTLO/tJ7S6j1O83wzxmN1zDaEZU8jIIP41hW+On6/8AtshrZnN10Hh7/kB+LP8AsFR/+ltrWHHBNMkzxRSOkKb5WVSQi7guW9BuZRk9yB3rc8Pf8gPxZ/2Co/8A0tta3Ec/RRRQAVueGf8ATLqfRH+aPU4jFEn/AE8gEwFc8KxkxHuPRZHGRkkYdFZ1Yc8HH+r9H8hp2CivUI9U8CafHb+KdV0jUtd1bUFWc20hSKzW5VkE28gsSxcPJtI27JkBQAg1X8Y/FdfEf9nf2Z4Y0rS/scRg/fWtveboxjYi+ZD8ir82AOPm9qdOfPFS/q/VfIGeb1oaZrmqaN5o06/nt45sCeFX/dzgZwsiH5ZF5I2sCCCQRgmjU9ZutX8r7TFYx+Vnb9ksILbOcZz5SLu6d845x1NZ9WI9Y8MeOvA954XuvDvi7w95El9KjTanp8ES/OCVWXYqr5XlqQAEDbsuSpLMG5rxBpOk+FZhqOh6xFqlrfqzaVMAUmt1V9rPIjAFXBDIp24PLgqVArl9Osft1wyvJ5UEUbSzS7c7EUc+gyThVBIyzKMjNGp339o6jLciPyozhIot27y41AVEz32qFGTycZPNUtFcwn+8l7Pp1/RfPr5b7lSiiipNwooooAKKKKACiiigDoPD3/ID8Wf9gqP/ANLbWufroPD3/ID8Wf8AYKj/APS21rn6ACiiigArW8U/8jfrX/X/AD/+jGrJrW8U/wDI361/1/z/APoxqpfC/wCu5hL+PH0l+cTJoooqTcKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArQ1b9/cDUV5S8zK3+zJn519vm5A5O1lz1rPrQtv9K0u5tTy8H+kw46nosigd/lw2ecCM+pNADtAk06PXLQ6tCktgzFJfML7UDAgOQh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