Наклонная колонна

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Наклонная колонна, Помогите советом
 
Добрый день. Подскажите, пожалуйста, возможно ли в САПФИРЕ построить наклонную колонну? Спасибо
 
 
если имеете ввиду менно колонну, то - нет. только как балку!
Everybody Lies
 
Мне необходимо построить вертикальные несущие конструкции с небольшим креном. Как это реализовать с помощью балки? Спасибо
 
Можете выбрать балку и указать необходимые точки (построить наклонную балку. В расчетной схеме получите все равно стержни. А вот при конструировании (подборе арматуры) будут трудности.
Everybody Lies
 
В чем проявляются такие трудности?
 
 
Цитата
vladimir_ написал:
В чем проявляются такие трудности?
в расчете армирования. Ведь колонна - внецентренно-сжатый элемент и по СНиП (СП) дан расчет только вертикального элемента. Как учтете в расчете то, что она у вас наклонная?
Everybody Lies
 
А правильно ли считать усилия в колоннах в лире, а армирование подбирать в скаде?
 
Цитата
vladimir_ написал:
А правильно ли считать усилия в колоннах в лире, а армирование подбирать в скаде?
А какая разница, где и как вы вычислили усилия? По сути, результат статического расчета (при одинаковом моделировании) должен быть одинаков, независимо от программного комплекса.
Everybody Lies
 
Не понятно в чем тогда суть проблемы подбора армирования?  Я полагаю что на наклоненную колонну будет сильнее влиять изгибающий момент, чем на вертикальную. Соответственно по бОльшим усилиям её и подбирать.
 
Здравствуйте!
на тему тойже наклонной колонны. Возможно замоделировать её в Сапфире как балку, а при расчете уже в Лире поменять ей тип элемента как колонна.
Хочу собрать в Сапфире такую вот конструкцию. Задав ветер в Сапфире
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3ui9nq+W/NYJ98tuWjO4kI5Gy/H0Xo6WA/XpNjbRzPUTvWPR6CIaBBj7nsMqrnimggQQOJoYjFhXOXkoN5KJlUuYjv8X4wtdhQXzxQJZiZmkNCHP/pHntkaOwmB+uP5g0Db2w1UHEh2kMpIEhxJQojD2h9cpruWyKYlCXvs+bak68nYsRF8ra495louldC7VqKOz0SgKqJFtLXi4MXdM2nlZpKy52M1aRGjffd82nnv1ogyGbKCLNbBN3VXW4v/qr3SX0egiGgdwycWRi9yj4RWSYQB7bJDe1EbEU6WbCK7GB/Fs2XL2rtUQz2lmj8cgSKiAYiZcCv7RDaxbLKeRR4Dy76Icv2XgZcdrAFzSGy8rJzilV2f2rCYWf8zx5aEsnHN+CqdPgJFRH2MnknYfaJnApMDq8mAhLXvmVCUBFTfkibnInnOa5slFZIbdbkuHq+0ICHdnF7FfSWW0n2BQBHR4pVgL+LRr8vp3trh+DXaiHAQC+LkOxvbLHFbMoK/LJFFsbES0j/lEsnW+HkIFBFtxlo3r7OmLQnx019btaVEoX2VYd9WKz156pFsbMv5o1ti4sW7SkZHx172xxEoIhrH7FGD+x5ICibNpKlTb6csMWnMSjo6vqNPvEZsWVw1dpL0iD1WQ9Sx9jle7fkIFBFNYm5vNzIXtSbSjFvoRza8yoE+9E/bcsxrZ5Lbs+ONWbw8GW9MccUa7fqz1VGRkIfu7YwVEW08F5o0ntkWWai8TTbOQd8mo8rCP9/UQcv9EB3TvtrAeDa51cZIv4eTtaXyHoaM1yNS/BmQ2py2iN7ecRHRhnPCRIApTZqeaUsAlPeSjXOZVuPJyFtyg86ojYwfyszY9ghW8fNsEkeQEcl45Pww3mqPR6CIaAHjmX0PdcdE0TH2mXhsOX5U68XiJfeK/1G84N++1b9HoDpf/dcHgSKihXOV3ffwkpxuSTS25fxou4M8bKWxwybWkcULslmfLTLSdRDHrF3KV3sOAkVEJ+DsJQTcgnx2vphk2c1p9a2xeMlN26oT9VvEG+msjI/6G1nLSlylm0egiCiPVVOSFzdbT9gSUkvW08+OcT8kK085S0YcZ7sj3tHbM/qOWo0ZMhZjjNEnNq3rdZsIFBFtPC+9RPU+uXs6q+HZRO3Zg7zV0eRmvGx79nbNMy7bwr7Gq9Uc+iAf3hLqH9I/O/5dOLypdoqIrnRmveS+Uiiu2yi5IWyTGAmPtya6a3Rgn8gjnMgmxqN4WzHZdbTs19yxCBQRHYtvaF0/uSGEpNidGJqcYSAvJ+hfW9Wx8ercrfRJXogH8eqLt2c6hv5uzK39Os4hUESUw+mZlCZ5dJE/U2p8clN2NDGQcN7mtMZH26utTW7aQ3WHd7QHowQBnRG86GOmZdWJlrdntKOxjmJOG9XuQ6CIaAOW9iLvmdTE9JJ7NDG8zWnY4LsXz8w8kzyje2QcPf8gHGBs48Utm5JRz07NH4tAEdFmfEcqESuryTJKRpuX8cyckicmNbk9Mn1mQAZGiVtUp7saL43o/tGt4c0Y76UtIpo807suXCUjmyysJHb5yiyVhGNb6kbxKhkpoc7+fSb629lqjDvtlq11BIqI1jF8tMB9jxnSiJI7Cu2IhCLxRD51XGU1Fq0wKB/9fSbiRbkzWvWpZHmG7/LRRqCIqI1PejZ7u6FVjvbVkSa3jnv9XsWhJOfp7xhjUrPNxJ/Fa0d8tKE+ESPjxXztFxGl67RFRNfBPe1Vk4VKOuZVHKxYziAhjckmN+dseytJr4TpVXM27jo+DoEiouOw3WK5ldx6q6HOZm4PVX+2z2+oIn1Wb9dM+ggzJfco/ho/DoEiogFs9RPUU4suck+2NcaKhjIRGemtBmXZXouM4J9JzZYxoXojGXHsmq1WjBHG14zvnnwXEW082y1i8NyQcGxLWY7jWElQ+5T1Wu5BeXNnjHnJ7d1KnhELfeg5smSdxZW2qt2HQBHRPixTlkguaLMvK6uVhq3CbqniwPo8Msqu+1pyiPmT7z/9ici1YrkXv0VEr+GZ1uTWT3gsRSuOW9wUzsJtq5VIj1WftpQFTiP7USR4tL/x1o/QTLUnIFBENAiyrThY4dCMrVA4vrNFoiDJei8kIZOrJ3vUfKua6/kkuUCOfdv2bNh54BFhksHU2qvjPQgUEQ3iaDdckRj6shWKzh3VjxIL/rR6Osp/z66S0Uw8FuOeP8xHmMB/EU4GwXNliogG8ObFrbc/UJ9JlAG3XdFect9C4q2SUQQCz4mdJyYjt6eRLWu7jvcjUES0H9PT/syFhs7E0zH07a2knT/6WG+l1NcoOUYkMWqHMXi30LO2aLPaeQSKiOaxu2jaT90zb880Qb1EstXbJejXrOOtjUvgPh1bjrfaM89RK46ae4FAEdHilYCK4xY2he0ylKDsnHecub3U6kblQRJ48xuqFmnA92hsXrwYGyEe2tBbRI5Ve30EiogWzwErDiTfrgSbCcneaszEY4nGHo/GFeHRIyr4IclY4tDqU8kwGxt1vvGV78qqlNwJCBQRbQQ5k2Ab3T0x5d1qZMlIk/uJ0eTBCuFkXCgZ2eqTZJmxozJvf+T39PDJH99/MlEHpyBQRDQJsybHpInD1FhNwEGGHHlL1QooIhv6wDwJTWUZyypequ+tiZVOaw06pzHqePWvg0AR0QLumhwLZrap8vZstkpAIFGCesnPwCMdzqMdJQrVZZ+kxmO0JD/0sz4Qb2s9ar/65yBQRLSIsyWj3tfl2WSZCcu7PRu1gwTV5FZ9EgFbnWv1d69ZMfdu1VqxWBJS8m7p1dyxCBQRbcaXm9cts73ExLx9qz39NNe+yrAfVSstPZvcsKXJT9uZtrfWjA1PRuPBWqJ1qq4lIZ2r/nURKCLagL8mRcucVhqWaPS4ZcObayVhRDhWB2vQddjkZnye/2uNaczROrn/pSSkejuqyGut/03yW0S06WxqEkcmvUojkvXGLXlQRpOQtxqcG201SdUu7cxWOBp7Biv6y7TWHglf49d+xmbJnItAEdFGvG1CeKYzCaFJqzaoq/PaV9nVvl0Lkxt2R8kIMTJ2a3c1TuqrXVZBnNNW5Ti+St60U+08AkVE89i5mt6F7gkiOSMSYdJ6er2xnbcauhZbzWXJ6AgS4m2ibXvYRPM7MYt81HgbgSKiNj6HzYJs8I7ICCSg78MC6RhWMmrFq2ZIpEpCOp/pW5LR455+9qlpXVvPZs0fi0AR0WZ8kTAjr2xyj9jcLUtChF2STM+HJaEzk16fmtZbSsQ8en5666z5PQgUEe3B8dFK5iJnUrOFopfcGVsbQ0+ZsmRik5x7Mx4JYT36TjmcFIqqTJrzsK19IqJznbaI6ADcv/rex9NWW8ntJUzGsCaitZ/Rb8moPe4bgUiVTLUPW7PraMURzSkJKg6Qt8SpNmqfSNE4v19EtAlzJhsu9g+98+Uhq15y0wDt8rjXaiJCdlS/Z9/OW9Kx8zuOgY/3trbt2u08KzaMExfF3srX8XkIFBFtwJoXNUhIL/YR05oQNrlpv2dPE3HHrQb8eu9eHDvmlXg8exYTXbsn741ZGzsw8/zUWB+BD/RFSqKFAC/mFRKifZIRbXK81ZK0bCKO3mqM+GzFk5nDOnf6s2vPxECZnXHQZrXjCFRFNI7ZRUMv4tlK6GJMOiQkDrX2NiCjiWh1aeOaLWLS92osijtskYxX7Y6S96q/0n+FQBHRKyyme7o5vYsI1A43haMANRFtkkY6u8ZBgr3Xzph6thQ3Ly6d7xG8p19jxyBQRDSJKxMCFzM3p/UinzT7RE3tKdlo/4mCOdi556Gx0I1WYhlCot5sS8wjfS9GT5ZyO6tYz0+N5REoIspj9UxS94V4cT8TuuLAzK0G1uG9LQl4JORVGPz7TFZ/FJae/i3iP7rGe5YvIpo8+0pCkyaeqCHRvPcToYeHh+zPF6xe75jk48lZElAS8uR1TP8+k7Wjcq1+T2+GhGZ0WjHW3BoCRUST+GlZP3JRe2TTSzQNUX++gHFWHCqj/Z23Z7CbIaGWz5G1wl9PfgR7xQV91fWqOStfx8chUEQ0ge0Rm9PZMOxeDCoOJSMklyZY1m4kZ4kgsz/VuyW0NrO+7dp3rJM28MFSZBSdiePHi4gGMEYS4mLl5jRUkVT2PWBySDSqRrzbHyZYjxRaAWQJo2Vjds76tmvn+mbtqx5taZWr89U/HoEiogGMd+8Lea6RFEwMnddE1MpA+5S3SczxkbZnw4tR7Ue3Z1q9qXyrr2tvydXc64tAEdHAudv5iUnCsS3CsSSwmogRKURLp/9oY7xHQpFdjGv11pLjnLf2Ff9Ym/emv2qvg0AR0cm4k3iybr1EbOmy4iCZtGS9OdWzG+OQz5AAYtZbwoyOF4u39llbnv1oLLMPFunW+BwCRURzuD3TIsGsJooSAZyMJoVXcSgpPAtcBqxvEIG+VtY2o2vX7tlAzPbNmKGfrWJ1rdqnrWqPRaCIaAFfJAbfC2YuqpYILhMndKxvW414JNALi7eEtD1jQ31YwqFdlen1I5KxpNezU/N7ESgimsBz9fbHczmTVJ6dHWM7SCiKY5WMIrt2vAjHInLbx0VEE+dHb392EEjPRjZ5s3KtJVsSasn25rK3hD07rfkW4WDOezYIOPGttj1Zna/+cQgUEW3AtkckLRc93VFysfKs3loxcM4jIWuPsqMt1sn3qG5ENrAzekul61Hsz3g0Y3Td9yRfRDR4trnvMajmimsieAKaNN58Zkyrt568Teod/ns+M/M2LquDOPVt571jxb5IyEPo3LEiokG87e0GKw69sDMmrbz91F8hgRVdxm5tIF77piyIAm9+Q9UjDrtWtcO+bZVobN/KjhyDhD780T8aUSnZAxAoIloEFRXHKBl5JKTJa0lgJsRVGxHpZGOJyAb6ula15+mQdFRutW/x15/srNou/TkEiojmcHuipbc/9iJ/InjAU9PWvh6vkpHaivoeeUA2IpvIjo6rzR6eqpfpq726Jcsgdo5MEdEAzkyQXftEsGcTdid5aNINLNMV5drtJOLHHN5IbLysrOKVWR9t0hfWsXMtsGtJKBMX46l2PwJFRBOY2n2iCRPu3/VZTQYmLNvZuDw9S5ieTDSmeGUJxZIRbGd1ozg4XiREJG6nLSJaPBeWPLhf1DNrE9va6ekfNW/jUj+IUd86d0Tfi2WVjEBCujl9K7gfgd/rZLOIaPPZ0v2irGmbDKxotFVbmqDaVxn07S2SnY+OlWy0H8kfMW4x0bWskhE3p62PI9ZRNnMIFBHlcHomxX0PJMXqBa2EM5NkmqQaaIukVI59kg6Pd7bEa8Sm4oq16DqJ2Yg9e0s2oluyxyJQRDSJr+57wIQmzaTJrpomogqPEo7qan8muVW/1bd4tWR1TnG1ZAS5LHFbElK76q/610GgiGgj7jsu7ohsECYJR2W0D//65tL0b2xzTFu1gfFscquNkf4oTlwTfBAD9UcCZatzeMiySEgRuc1+EdGG86KJm00ym/wMw0s0zo20jAlJyD2RSN/zSf1IZ2act2ezti22EYaMjeviE98YtzYoW+11ESgiWsCfiTVjgkni6bIC0NaTi8aY6LYSiOR1XJObdnT+rD58e2/1Dww1Xp2r/uuFQBHRwvma3fegSyUa7XN+piV5zJAQ/NnkJhnMxGJ1VvGy9rx4VcYjKeKjctW/PgJFRNc/B9si0CTT25GMAxAhX5aMMK62KRe1rWov0lkZpz+PeDy7I2vx9GtsPwJFRIuY8vaMFzdbz6xNlJasp58d621OR3ZYlWGeya2yO+IlXmp3tq/xMmaLMcbpE1VivW4TgSKixfOitxu9RD0quXUJdnNaKx2Va/WtjiY31sh3y8bOORKObelD4wXGjBd94MFzpFVi71zRdrXnIFBEdA7Oz7wwWTCxK7HtvpAm6LMAOgOqq8ntqWEeb010Tw5jJIVonuNKOhxrtZSHDGLhqxVTkRFRun5bRHSlc+Al90pirJIQyVBbhUaTW8e9fvb3dsTCh6UAACAASURBVJ7u6pgSKGwp4Xu2VzD37NXYHAJFRHO4PXkehXsQGVOaKF5yzyZG65M/E9eIjE1uHOMNMsTL+72drnsEr5G4rCxi8gjfys1ibu3U8TwCRUTz2F00s7cbVNDbCI5pco8kBhLN25yGDb7pY1ebSW7rS9c0ipe1NXIMcoziJXGO2CvZYxAoIprEVRNLTegnv457fZW1yZIlESRT78lpz/fIGIkzihex3/rLi1GryOh83vq63pT4ioiufCaj5GZYPULSZKLObKuEo321x3GMaXJrX6u7a+4Xadzo85ZQ47MydXwdBIqINuHOi3z1k1UTOgotIxPpRuNKiJGMjlt5JLdHit5+EewQL7V5Vh/4FRmdhXbOTxFRDqeuVHbfgxWOtpHx1WTR6iXysWMccWpyZ4gyi9eO+GhDfWq8nK/2eggUEV0P+67nKFksQdnbn7MISBdgyUjnbP9WNoktYd5KXBavezguIho4y/bCHVCdFo3ICAZ5e2Nvf1ZvD2eDRSJnMPJu4WZ9juoRM6sHIr1mXDaeezsuItp4xqOLfMQFqxm20I2SW281rI9rkRHiYMXGVmOz1ZvOndFXzIAxXy3Cp0y1xyFQRLQRW73Ie2ZJNLa1eposmOMtkJXzjrkP5c2dMeYlt63ezogj8mHJOiL8SL/G9yFQRLQPy5QlEk9K+KWQkpFNbluFXbvisOuy8dr5Wz3+5Pu3/2zUrWI3E1cR0QxqDR1LDA3R6SlNbluFoeIgGd3K5isrDe9WLQIhU81Rxra0Cb/ZfR8b22+89SM0U+0JCBQRLYJsKxxLDIvmXfXe7Rlvf5CENsFcgwcOtqq5jFtLMnqc0bcyER4kSytfx+cgUEQ0gTMrDqgyMSbMbFOJkgsObiHBZshopZq7dTy2nfg3yFAR0cDJ5AXOimNA9VBRkA1jO9TRgnGtHDPkmLmlitZM+5iPCM27hY7sLSy7VJMIFBElgYrEvAvdu8gj/dVxJg+Tz9rT6s3OnXHMipHtjE+u0epGa7ZymWP42Gkv47NkXiFQRPQKi6metw9zxj5RK1hN3Fur3lpxR3MtgmClpW1kB+O8TbTnqOWjZa/m9iBQRLQBR1zEmvwbTA6b0CpsJh5ULK0XKxptKQ9/ePN2Cv3o1cKppQd7tvokqUS+avz1QaCIaMO5wu1PL4k2uBkygXhaSe8ZU5KxfU++NRb5buGkOl6FY6tPxDj6mtEZ9VHy4wgUEY1j9kzjFm5/9FaDlUIr6XURSgA6nulHulnfGR9cD2StXRJmxg5lvvGV72L30qqPy2B1TkOgiGgS6lu/cEfis8ltIYnIBnLQxTzevHVSecTBt9pVGR2P+p4NlR2pdN7+yO+pavVvAIEiooWTMJLsC27SqtwnmqkS4CQihx5RZQJUooCfWZsWc5IfYlAfrZiidbZ0au5YBIqIFvG1idH7ujybLDNh6e2Zp99Lfs5rcqsdViVsda7Vt2umn5ZOa04xH903siSo5N3yWXPHIlBEtAFfTQzsF62QEZLWe2uYmsjaVxn07Se/PbbyPLbJzfGZ1pLQjA1PRzFvYaC6loR0rvrXRaCI6AD8o81rJQKPbGaSVm3apWQTFHq2yvF0Z+KzMe08tjHDtq3m+EiBkpDq9arInfGWrRiBIqIYm6EZ/YSOFL3kjmTteEQ41iZvNax+9liT1NPZQUYZrDzf0Zja02qO2FgSiuzU+PUQKCLaiL0mxKzZDOGojPYjnxkZq2vXopXGChlZu9Zv9hgx6Fv1SEAYw9r1WOXYXyVv2ql2HoEionnsXM1sokXk0Esa16kMercaszZ1LVppwF2WjHSdak9CbnaVbLTfVJLJzNo9zMREdU9AoIjoBJA9F0wQTVTKIWHtm3Nnt4wDfhlzLwbKZaqRyBZJJ5q346jYtGqz8zxWAp0hRtqpdi8CH9hrrqzphZ5Bg0mrsrBxa0mCeHRtSHpuBGvs7FsSsvqUG20t2TAGtqP2Sv42EKiKaON5YKLaZFEXSEh965zq0ZbOX7uPuPnSWzWSKcnAkhB0RtYDHPRNn2jhQ986Z/uIQzHlvBdL7RMRneu0VRFtwl0vbiZkxrRWCtDTJIZNTf6MPSuj9u3czLHaAwExXpIRj2dsU2cEP+qMtsSW66l9olEE98pXRbQXz4evvvfxYYtKNkxuGkHCKMlxPGpBBPoa0VU99ulfW86hJQFxzB5jXKsbr0KhbqYFVnxbebt2O2+PV7Gx9up4HoGqiOaxu2jygkaSfeid9y7jIx2SEWx5yZyxpdUIbjVGPuW5hoyfjAywYGXDNqNHGeLBY9vaeHXtVrZ1rHZGMWvZrbkxBKoiGsPrmTQvZE28Z0IDAzYBexUEScsm4ggJDYT3pLpp6c2QT8uezhFzjunaLX6Uqfa2EaiKaOH8MCF2kRBDQTLRNhJaE40y2uq86qrMaN8SIImFLezh7/pk/6SGJQiubzQuK2/XbudHjo8i75EY7lW2iGjyzGsiaXLuIgK1w6rHC1UTEfMaV/ZWQ0mHa2Hr+eQYSQgx4PX21792uR2jDFpLQjo32tf12bWP2ir520GgiGjxXGBz+kPvfPnRys6Eg0Ha0+TDOIlpVyJmSMeDKesf8XMtnp3sWIQD9LP2IWftZP2X3HEIFBEtYItKgpvT2URouRtNEBISbWplg7Hv/L65jXPa0zXZ2Fok5M1BX+3RR7a1/lVv1C7kW/bUdvXPQaCIaBJnJD0riZFEODIBGM/MklprsDF7RJPxCTstP5EN61/lZuxBH3otu+qj+scjUEQ0gbGS0IR6WkUrnFmSye4TRUHZZJ0lIdofJSPrn3bQzpKQ2qj+bSBQRDRxHiwptJKlZ17JBrJqW/uRHUuKTM6VmCJfSkJnVBStNXCdUayZ8TPWkImjZB4eiogGrgLsyejm9IDqo6iSDkmG7YgtJQSrj+RFgjHJVr6StkRg96RGYlZZa1fn2LcyuuYdJEQ/xInH1V4HgXqgcQB3EAm/IYvUIKOEo3IgDb51PNNHInovb9wmsafXG2vZ2EkEvTgwfwQJYX18Z2IomWMRqIpoAF+tPizZcI7tgNlnex2WBDQRs3bVxug+kepaf6MktFpx6No9361YUcHZ89SSt2ut4/MQKCKaxHqGcODKSyYNwSaKJqLKeX0knRfXyO2Z9a9+erGrrPZnyciuvRWb+tO+h4fOV/82ECgiuo3z4EZhE9EVkkEkXURGIhZ2W4k+S0J0NkpGo2unn0wL23zhafBvfOu3XR4S5Xi15yJQRLSIt5egrYRuuVM9TcSRJJ6tANQ3YrT+W3EfMbdjYzwinB22j1jzPdssIho8+ysVR8uVJYJrJstOErLramEwO2cJh2R8TQxn13KvekVEA2ceF/wnPvelJxpINK8qeiLUOWgl64jtkcopCmknCUU+ZsdJOPZ2apZwLLat8zAbc+nlECgiyuHUlFoho9bFbxOlGcTLSSWj0eqtRUKtOEkE8IcXjzPxejIzhAMdEJR9sTrCuMVj5bxZP3W8hkAR0Rp+F+2Zi7qV3DMkxGBIRiOb10pCsNOKjX5sq0lv5+yx9afzLSIj2an8Yz/YdFbyGYnvmf0aOBSBIqIFePUih5kRMmol+goJ2eVkkq9FCtbe6DFs86V/r6hFNtDxqhvYwTdceLX06Q9tb/0j50ztVn8vAkVEC3jiIrdklDFnSUiJYBcJsSrKxJNN6siWJRv9OnzGtt0Divz2xhVXyv6jv/fRh2/57r/Pw8e2yOgJHFc5KCJahN1+4lqSsebtvCbLKglZ29b36nFEOD2ygZ5X4VjsGF80zvmRlh8UJCBLQrR1NHb0U62PQBGRj0t3dKTiiIztJKHIx8z4LOFYXyCBx1ewf2PlR45bpO2RSkRAIz5L9jgEiogWsF0hoxYJeYmkYWoFon2VGemTMFiJtGxG1Q38UZ++7THHR9oW4YzYUVlWSTpW/esiUES0iL+SUfYCVxKC+x7xrITI6qZFLh5hhIRzQHXjre8IAqIfb72cq/Y6CBQRbcCdZIQLPENGLVKYDYeEA33d7M34YkX0xPcC4UQYKLkcSb5P1tE54N5RR6ymD0agiGgzwEd/2lrCob8M4URL1W+5IpnWOGMCASIeJeQ//J3vefjgx363pX6VORIQ944i8rxKcHfotIho8qQf/Ymuya1E0SIc6HjfTmGJJCxvuS2bnnxmjGT0wY+9+p9EgJlWRRk7u2VYvZKAaL+FD2WqPQ6BIqLjsO1aJtlAUG+ncNwiB+jZ+cfbq4XbqVawEXlEZMz4PvzRP3r46kdf/b9v8HELZNRaa81dB4EiogHcbfJT1atEvE9YyrHCiezRrrt3g8nOb6qoP9JGZDNiw8riz+rib3zbV0RgVu6I42v6PmI9b4rNIqKBM8n9jmcEkaxEPOIhOXlhgLDw8vQov/LH/GnjyBZkxP0X4neUvyKZo5A93m4R0QDG3HT1qp2MmWcEBqUkiWXsq4xWONdOUN0vWiWjkbW0CJxY4YNAX9Ch3vuffXh46/M6W/2jECgi2owsKxyPrHhLtuoSPpgsWnGs2j1SH/tFv/nwzoNuXrf8jRBOyw7nLOFwXFtgSjn0i4QUnWP7RUQD+NrboFaF45kleXhzrTF+0xPJsOJAy4oDiaxVUaR79Dhjv+wXvXusRxJJ1svsOcnaL7kcAkVEOZwepbT6eJHwr76aHjATis4QB6sjkpFWHLdCRlwwyQjtyqvIZgW929QtIho8L5rwrD4GTRxWqURfl4/Gt1Pe3mKNkNBRhBPZRXVUFdLOs5+3VUSUx+ry7Q8T/oMfG/9kn6l6siGy4sjKz8pZcrF2diRzRBbwlbXfsmFj1mPqZf2obvXnECgiGsCNBNRKeO6JDJjdKorY+HX5quEe4dB+JmGZ3FZHdbUPOXtMXW2tXZ2L+hm7kW6NH4NAEdEArkpA7KO9tRdvH3XzuhdjlnR6dkaIQWVBDjxG35IF53r+OW/1OV7tbSJQRDRwXpAMH3rnS49PC4OA8Gb1wf2iXQk9ENZFVKsxkpFuXl8EN3SOJoas/RbhwEZr3t4mX/PcbTglr7WJIqKJ06cEdHTCT4R3UdFbycvgYCdLCDTbSnzKRG1LtzUX2eP4P/ztP/Pwnd/3d3hY7Q0iUEQ0eVJIQGh3JPxkGE/U7Cd69rZxlGzgNEMMLbvQtza0grFzTxZqDlqVDSrW7/w+/zEL4GV1jek6PAmBIqIFoJWAvB93Lpi+qFpyuUy87Iwk7Khu1naLcKxPHKtdJR9PVseOII0iI0X4ev0iogXsUXGQgPR2bdRkj2ysPU1kO4djjxigo3rokwR03LPHMc8u57w2a9fT3U06rduzIiPvDJw7VkS0iLcSkN6uRWZHSSeyg/EsMZB0aMsec3zEpuqsEI7aObLf2yPaeV6OXMebaruIaPLM4hObF68SkPYnTT9Ry5KNKo0SQ8ZHzyZs8E/Faiy2z0qH2Nn5Or5PBIqIFs57REbYO3oY/HFnhgw01B4xUBZ2VZZ9tpRjG41z3mtHYgcBkYw8WzV2nwgUES2edyUj3bxWs5rcI0kLG6qrNm2/Z5d2SEyUxzjnrE3vWEkkqmroQ/X5vBXGIj2VP6Lf2ic6wl/ZzCNQRJTHqiupm9eRMJKeJKAyGTLw9NSG11e7qh/FARtKNp7NmTHcsnoENWNrVkf3ifQDZNZe6e1DoIhoA5Z6UevmtZomCYAAlBxUhn3K8rjX9ux5+tbHEeRj/c7EaW3sPNbzttNu2RpHoIhoHLNHjdbtBT799WWTnnPROOdte2uJbON7HY55e8a9qiKj2zhrRURXOA89AuoRDvR7MlgWq5wWaV5h+eWyEHiGQBHRM0jigSj5sRGrL1sRqZ6SkI6r/ki/RUr81B+xt1v21ioO3Scqgt59tuftFRENYkfSUbLRvmdOySJLPqxmaG8kadTfiB59VVsInI1AEdEg4j3SGTR3uX0a1WvJZ8muZWPn3ExV1KvmMgSbwUEr1MwDmTtxKVuvECgieoXFdG+kerGy005fM8VZMtq1TEs4/K+dMmS1K4ayEyNQRBRj88bM6MOE11xUloz01nI0Xks4rGCLcEaRPFe+iGgA7yhBercRAy4OEWUyHmL8AKM90rBkw+oGofR0Dwi3TG5AoIhoA4gwwT2La956ZSuOTUtOmSEuKWEjFBFOlmygH+378Hki47IOr4RAEdEk8NHtzkriTYbyRO0WyChLFE8ClwNWnqN2+CGQOQf6Nb64ru6VECgimgTe3u5ExDRpfkltNxn1EjtLGLbCsRhy0Z49khNl0JJ4dKzX97DxbPfs1PxeBIqINuGJpHqdL+ge2WRhsmSzsn9DokFsHjlhnDLZ+Ow6X+dzll3z6yBXRLTxLCFZbuXC9j75Ny71yV8QwD4MCccjjBm/SjB2LVp9zpAR49FzZX1QptpzECgimsRZL1xNjF2JOBnWRc1+8l8mBjtRhdNapyY43SleHBtpVd9WnzNk5MU4Ek/J7kWgiGgBTyYHEkPJaMHkkuoK+ZBwUN3gxf2bFuEwWNWlHueAEV6M7Rtf+a6Htz/ye5weaok3lGxctE9/LcNFQi10rjNXRLQJd5uAm8w+mmGSeTZtQnoymbFRO0oKPfsa/ywJ0QeJRm1yDm00ThlLQvwav6dH/WqPQaCIaBHXkYSEK17wTCh1zzkd8/o90mCFAl3dv8FxT9fzhzEv3khWx+2aLBGo7Ejf4p6tSGfXPxJbyY4jUEQ0jtkzDZsUzwScAZugjkh3yBIOq7JWskVEQKLRuDS5MU6ZbmCBQOQ7EO8OK+5Yu2efmFhj1K3niSwy1zkuItqEOy9smNMEtuZbc1aWxyScXdUN7XqtrsMmN0kKMqMvJQn1MWrHyqstS8D2mLoz8VO32mMQKCLaiCuTIvoUhqtojmQDmRHC0QSHLpOMpDGzPK4Dul4yj1ZHNsaZmFo63pojwqes2uM+kY5V/1wEiojOxXvL8zdRYjPJVkiIcHi2NLmzPmystEs/s23Pf0T4s/5K71gEiog244tEayWJV2G0QmDitmyqflZOdVp9XY+9VYv0dI3a51oiPW98ZT2WBK19rq32iSwy5x+/fb7LN9vjTOKg0tAXEoRvHe/1rW8k4o6XEgiIZcau2sjEhLXY9WT0KEMSstiu2KTtavcjUES0H9OmRRKMJiYrDSquJiHsMBFpc7Vl3LCjVY7ajW6HdK071qY+vb63dktIVg/7RPW6HgJFRBux56dt76Kny15y0x7ls60mopJAVr8lZ+1hrSCmiJxgi+Qzu55WPHZO144+X0qSZ8RBv9XmECgiyuHUleLFjcTUi76rKN90UVaJjHY512s1EXuys/NKRraam7WZ0SNxa6t6I2snrlxL7RMpkuf3i4g2YM6LeoaE6J4JgWOb3LRP2ai1iag2I53MOPzbt+qxGtIKROdn+ko27Fs7FhfGYeWiY6sfydX48QgUES1irBfzaCVkXStxIKkyia3Jp321Zf14x5Zo9NiTt2OWBO387mPFfcW22ql9ohUk13SLiNbwu2h/9b2PX/orHf30V2IZsTlKQiO2PdkeCXFN2np2smNKHlkdK6e3v5yr2zMicX5bRLSAORMCF/WH3vnyo6VdJGDteInjhU49xMa3J7drrEdCu/zQDjHHnxPxXly/N4cxzq9Wr5H9Gp9DoIhoDrfLMy66L8SLfNLkMzW1p/tGrUrpDPJhoEpC6OOltzd/+Dvf8zhG8qDebKt2vD8nonjN+ii96yBQRLSAu5LQgpmmqiZXi4CaRgYn4dN7qxmPhICH3t588GO/e1FRErkMDnSsPomPJhQnjkXtiGxko8b3IlBEtICnlvc7Lm4km/f2QrSJ6MmMjCnxeHqWCGZI0drw/HhjVk9JEPIz2M/oeLHV2B4EiogmcdTN6dGL2iMbm2ytsGwitmR3zI3EBn96e2b9j9qy8nbto9hrPCu6aqf66wjUj14nMMQtyIfeee9Rc/Ritok16t4motX34lnxuaJrYxs9tr57ax+1D3ngZf3M2CmdNQSqIhrAD7cjui/EixgXsr4HTA6J2kT0Ko+dSTVrS/eJdIErm9d27bDrka76q/7rg0AR0cC5UhKC2myiZlzaJNNERB+vKOEz9nsyvbXZ+Hr2MK+b1z1569/uSc34j3zutBX5qPE2AkVEbXyezOrm9JOJhQMkgffuJaLncqXiUHvWN4mPMpnE9ao16q+2Gf89H1ijvnvyNX8sAkVEx+L7zLolnWcCg5WWJrxWHJZMPD/emNXTSgzyGRKAjlZrGR0vFm9s1RbJx7NdY9dDoIhoI/YkmRWTlgjOtGV9z5BQFK8lEFZvkbw3bm1QhuTCluNoj6hi1X719yBQRDSIoyYQiYftoKln4iSC6OcLzxQS+0S06em2xiwJtWR7c4xBiUSrt54+5qFLorFtpG/3lVQO66vX7SBQRDR4LjSBmGCDJlxxteX9fMFV2jio/j0SUhLJutXbxqwO5DyS0Piytjw71G2RFGWqPQ+BIqJFrGcSxLq0NmwC9UggSnit3qzP1rFN0p7/yJbuE1EmY8v6p27UWrwoBzv4pjN62VhaspGNGt+DQBHRHhynrXgkpIlok2XEkVZvI3oqu+Jf7WCdfOv4SL9FOJ4dTx7r4Vuxt49mePZq7DgEiogWsGXFoRf0iDmrh8QZJSHoaOWxiziwjp22RnDxCAT6io21R3KZiRkk9OGP/pE1WccnIlBEtAC2VhyWVHpmrbwloZ5+NA+7M8lo7UU2YJ9v1QFJ8BuqFmFQJyIbzLf0lXC0T7vZ1uLPvyeV1S+5vQgUEW3E017cWdMeCUVEENm0+0Sj+moXuiQb26oc+y3iiAinpUO7aJVsVtakNvU81S2ZInO9fhHRZuz1Io9MWxmblDMJp7dn9DtjB7o2PtprtauEE9meiSWyhXG1VyTUQurcuSKiAbyZbLb6GDDxJBE8vVny8GwdMUYMrG2QKRIbLyujeM2sT8nD+p09tiQ0E9es79J7jkAR0XNMuiNe9QElbl53DQQCu5IBict34Ko5bIlEhW31hjnIt3RUf4RU1ObKetQ/+iAh3Zzehbv1U8d5BIqI8lh1JXXzuitsBG4pGTyy0XAR60i8EXGrTa+POJSMIDNCZJ5NjnFzemQd1K12PwL1h9EWMcWFvJocXjK0bCpRaD9aCpLZytljq+vFZGXOOPbiBDaz8dlbsjPWUD76CFRF1MfIleC+x2hS2E94GIcN+3addgY921DxkhmyVh7JzXfH1fA08coqenFovMBr9GVJaJbMRv2WfB+BIqI+Rq6Evd3IXNRIJI8UXAfBoCajFYHt0YRXGzPJrfqtvsWrJatziivWp+sneat81C8SipC5jfEioo3nQZPGMztCQppwassmYyQHnV48tKs2RpKb+qNtNi7aVXm7fsgogWofc3jIsjanieTttkVEVz43SgIayghpqZ5WHjYpVU77veRW2R39bFzqC2REQvKwgU1rV+Vqc1rRvL1+EdHCOeFtkCYAkyVrVpPF6jD5Rm1aO5ljLw5dV8ZGT4Z49eR0ngTDVufQj4hc5fjTEx2r/m0hUES0cD60+lgwc9kgVuJZIZ+ZhNf4Nbl3ktEIXhHxaJzog0A1Xp33xneuR31Vfw2BIqI1/Ka1lXSmjWxUVOKzyZ0lhY3hDJmy8XrK2Ceq1+0iUES06dzwk5atZ1Y/oY9IbpLJSOWhcVIfY15yt9amdqAbvVartchuz6fenmXXEfmq8f0IFBEtYqqJ1bvAV5I7E2bPf8YGKzXIesm9w0cmDivDuKJW5Un4jN8j5mutQ+Os/isEioheYTHV8y7yliEmh8ockRRKkOor29fqCDpMbvQRr8aMNeGtVUfkJ4uXJZzIHsc1XsSi8VLGtroGO1fH5yJQRHQu3k+8abLsTopswjMgkou2nEObTW7VObtfZHQ24vv8FRFtwHKk+mglC0lgQ0iHmIjICISKd7QhzOqGQY3gRZ1sa/GFnhI+7USxcr7acxEoIprEWy/40epDdb3k3l0dTS7RVUO8o69rESzJ0cNYbyNvGe9RrF9X+SKizWdOSaZlGnKU9ZI7mxyeLv3urjwYL+2z0ohiiP4+0yhx099K65GR2svirTrV34dAEdEklrsu3Ci5ERZ88D0T5mzCkyRtixg0Xk1uJSMS1MrfZ5pZb09HY+zJ1vy5CBQRbcKb1ccMQUXJHYV2REIp6UR+OW7j5bje7nCMLcmJx8SLx2e06tPGc4b/8hEjUEQUYzM0k60+WOHYVp2NEE10+0N7mnwc29EqGTGp2XrxY4zzO/zP2NBzZOOpzesZRPfpFBHtw/IQS17y6ph3+6MkcUhQjlHEZJPbiilBKSlYubOONd5WNXdWPPfsp4joxs++Jks2VFRbJKMzEx5VRSveXvWWXd+KnK0QlRxX7JbuGgJFRAP49S5ae5EPmH4mSiLBRCu5nym+HJjZq4psjY5HOHnV26jtnfKKMexqpbnTT9nqI1BE1McoLTFafSARojeccg59TW7ta/JEFcdOgsyAoTFpP6N7tIyeI0vWiuvRcZT9pwgUET3F4/Ajkgva7MvKRsmNiiMio6yv3XJI7ije3b7K3uuLQBHRa3juNLntp7h3+6NVwDWWq/Fm/dtqpaUHWX1TFn5nNqEtprRX7XEIFBENYmsrDlY4NHPGbRAqjGxyX/traVZzM8lNciG2PLYt57Ntr0LrzWf9lFwegSKiPFaPkrbiQFLo68zqI5PcMxWBrmdHn2REW6OJTuKhfraN/GRwy/oouT0IFBEN4Bhd2JaMBkwuizImtmrQVm86d3ZfyShbzWVj9NYOXfi5dkWYXcO9yxURvSFXgJfctnq7xlJZzViyHq1KIrLBmiJbLZ0zbqGvgffr6rOI6HU9c07cHhk5Yq/lUEQ2XAz36rTy4pzXnnkL7fmvsacIFBE9xWP4iLc/t3IL0EvYaIG2YvHktLqx8vDL/ahMuWR2hgAAIABJREFUDK1qxfPtjY2SD2xkicrzV2PHIVBEtIgtb3+QhDuSayUcm2Sj8ZBcLOHwOIqtRTxRDC0d+IlIRgmf8UZxeeMzOp6dGtuLQBHRRjx7ybXRVWhKyQjxRESgBlaTu+VjBya6Jkv4K8SicasPxab65yBQRDSJ8y1fuBpbhgh4S9WDQhNXZUl4JDQrh3g0JtXN9lWf/qjbq9gopy1izGCjOtU/DoEiogVsNTlghvtFCyaXVJmQK1UCArBEwqCixI3koUeMVmOiLdrzYsn6KBLiGb2dtoho8VwwMWAG+0U9Msomy2JYS+pektMg1ss3x3rt7jUr5vDNSgz9ni9LQvwav6fXW2PNryFQRLSG3zNtbl4/m5CBzEUPGX2L+pNbihZpQMdWKyqvfbWPviY3jkfJh/Yya6XsSKtkZPeNIjuWhCK5Gj8fgSKiDZhrUrTMaXIryXj9lh1vzhIOZSzZqJz2LdHY5N5BKOqP8a20irtdJ+3q/pfKULeeJyJS122LiDbhzwu7Zc4md0s2mouSWZMs0s2M6zqsTRJmxo6VQdy0pz6s3OgxbEX26M/ajOStXB2fh0AR0UasMxd4lBw2jBbh6Jz2mZSZOKw/PaYdHdP+aHV0FAlpTNk1e3LcJ1J71T8XgSKic/F+4k1J5MlE4/dTVs47HiUKzwbGbNLaW8tIT8eVhHR8pc/KzLZq8xtf+S49rP6NI1BEtPkE2eRtmUd1pMltZWGLbzsXHe8iIdrX9WRvLVn1WRJSW7Tfai3R8Lilw7m3P/J77IYt46l9ohCi0yaKiDZD7REBE9Nz5SX3KPnQruebcystExY2WmtRHztISO2N9lltWqI/CqPR+Er+KQJFRE/xOOSISQHjJJlWco988kcBq89IZmSccbd0et9QcV1Hk4ElQRuz57/2iSxK5x5/4Fx3b7Y3XuBffe/jDx9658vdxZKMqGcVME4ZO9c61kSEfmS/ZSOas/ZQcXzic1+KxB/Hd/pvOnr53BSrtkcy/vrXeiqP83V7loLpMKGqiDZBy2RDYmZISN1astHbCdpV+VbfklBLdnZO49UqaNZeRg8+7dvq6drtnD0mrroWK1PH5yFQRLQBa17Uj9XBu+9NWdSEsPtGtN8zPJKIPVuch2/vzfmj2h7pWL8za8/ian3V8X4EiogWMeXFvEJCDEHJiLcXnItaytlEVFuRro57ZMO1qdyO/mhsnk8bG3HwZFtjaqf2iVpIHTtXRLSAr17Eu25RWAloWHqrpuPa10Tckehqu9cHCbZeXBPblmxmTnHPyHsyHqa1T+Qhdc5YEdEGnLE5zdcuElA79laNvrwWekhUfXtyu8ZsJebZ3UEctNuzpbhRR1vO7/rgUNvVn0egiGgSOyYEPlm5Oc2LfNLkMzW1h4qHlYdWP1aJcdnxI46VhBib3t70/iTKaEy9tSleLdtZuZaNmtuLQBHRAp479oV67jVpSEBH/nwB/ry3jdMjIeChtzf695l6JGLt2+OevuJkdev49hEoIpo8R5aEVhMBiRa9bYiZny9Ynd4xyacnh3kloZ68/n2mHplEtqweqy/Kz2A/o0N/1e5HoIhoElPdYxi5qLNk0wpLE7F3+zMSW+TTEgErs0heb8+sjLVl5+2xlbckuLI+1cUHS72uh0AR0QT2R2xOZ8OwiagVB2wgufSdtRvJWSKI5HRcb890fLRvfdu1K5GM2qY8begHC+eqPQ+BIqIBrFEJ4JOTm9NQRbLY94DJIVGbiF7lYZN3yIER3mkLplm9ZexaGbt2E+rSIcloyUgpLyFQRDQAn90XGlAdEvUSQxMRfbyiysMm8ZDzl8I9G16MPT+2euvJc17XzrEZ/9St9vYQKCIaOCe7y3ckk/e2IXmJaGV2Hu8gIa9am4nRW/sqCWF99j0TW+nsQ6CIaB+WKUtKPJGCJYLW5rBN+JHbH8+/9c3qi7IZEoCOVmsZHdq3rV37ii3Ytuuz/nAMn9avJ1dj+xAoItqEZYZgMq4yidKyo7c/o7asvK1GVkhgRZfr9WwgZvumPMhkpIol6aJln7aqPRaBIqJBfFlxQG0X+TAESwQcb7VaeXhyWZtWbgcJsVqjbY9IvJijMdix70i2NR6RTFVBLdSOnSsiGsR3peJouWKytmTOmrMkdJbf3X6KcHYjepy9IqJFbHcQSM9Gr5Jg5WGXotWbnYuOPRLq+Y9sedXarK3IR0Q2kEeFEz2oiDhsLJFs5LvG9yFQRLQByx6RtFxYXZtYNlk8W5rwKo/qbZSM7O2J2vN8Z8ewTr6zOipnceGcjZfjaD0drIdrUuzPejRD46v+KwSKiF5hkepF1UdK2QhpImAKiaOJxYQxak8OvWRTAb2V1PFMP+M/Y6cn8/5nexLt/z2E5MK2b+3pt2cgoQ9/9I8yaiVzEAL1x/MHgdXqA6qoOJDsIJWRxN1BQl7ojMPa92RbY95aIptKnrBpj60fS7hvfd5K+MdeTL5kfvRSCb2b1ynJ/QhURbSIqVYcUaJaF1bOJqaVzxzbSm01aRGjfWfiUJmoWusRldrAOvjW8ZW+xX/FVunuQaCIaA+OFyujF7lHQjMkYis1BDRj57KQgc4OwoncjeIZ2eG42rtUQ5ys9moIFBENQM+Es9XHgInHKoPyu0iI9o5uuX7rBxUO5pDYeFk5xStLjmpDycP6nj22JJSNa9Zf6bURKCJq4+POetWHK9gZtLcoq8nAhEfi8t0J4dm0EoCdtPFyvqVDGbZZUiG5qV5WlzpRCxLSzelV3CM/NZ5HoIgoj5UraS/i0a/LadTa4fhImyHIiEzopzePOPmmTq/NxOXZsGQEmVUyYiXEP+WyA3cv9hobQ6CIaAyvrrRuXneFXwrYZGA1o63aUrLQvsqwb6sVe0w525JsbGvljjomJt76VsnoqJjL7jwCRUST2OltEJNm0tTlNorEM2MnIhgvkSP7SjqRzOw48RrRt7jqGmewYjXEGKx9jld7PgJFRJOY29uNMy5qTUQbNglnJuFpaya5qdtrLV49ec4rrlijxSBbHRUJEdHbbIuINp4XTZoVszbZaItko/PapxzbbDzWRja56We0zcZFuypPDDiHlvF6RIo/A1Kb04rWbfaLiDacFyYCTGnS9ExbAqC8l2yc67VaeWhcLT3PX1a3ZdfOsVqbsQ1cLbaKn2eT6wIZ1ea0PRu3dVxEtHA+mFizJpgonj4Tj60nc8RYL7mP8BnZBLnYt8oCP41X56r/eiFQRLRwvrT6aJkZIZwdxLNCkDa5SQSt9WXnsnjBnlfheH5svCrjkVTWrtqp/vEIFBEdj3H4qW1vNU4IJXShsXjJPZLALeINA1iYGPU3spaFsEp1AIEiogGwPFFWH7y42Xqy9hO6JevpZ8dGKg+1qdWYl9w74iVe6nelrwQKOxZjjNEnNq3rdZsIFBEtnhdN+l6iHpXci0t4pt5Kbq6R7TPlgwZIkraFO40XGJOM0Af58BzpH9I/O/6DYHljzBYRXelUMlng/oikYBUwu7woub14kfB4a6JHfkkK0TzHPcLhnNdG8bZiOgJ3L7Ya6yNQRNTH6BAJ/eSGAyTFzsTIJjwXR//acg6tjVfnbqVP8mK8GldEzDsxV3/VH0OgiGgMr4u0fgJHF/lFWDqq5yX3LScG4vVeqO7wjvZglCCgP4KX5y87xqoTbYuYbxnz7Fpfd7kiog1nsHWRe+Y1Mb3kHkkMT9/zuXuMSZ6xi/WMrCljMysDcvQIP6tfcucgUES0GWeteHqmrawm947E3Vl5KHliXZrco2Q4Stw9HDPzGq8nvwNvz26N5RAoIsrh9Exq14WrZGSTBT74fhZAYmAm4Uk4tqW7KF4lIyXU2b/PRH87W8ao8e20X7bmESgimsfuiSarjxmCipL7iQM5YELJ0HKXxJMxpLIai/cNVfT3mYhXxt8uGfpEzEVGu1DdY6eIaA+Ozc1QdcEKx7Yqo8mt416/V3Ew+TzdXWNMaraZ+GeqtdV41aclo2ijfdVn6ecQKCLK4XQ1KSa3BqBjXsWhFZbqHdlHTDa5I3+3kvRKmF41F8Vf4/sRKCLaj+lWi9nkVqeotkhGWgWozBF9fkMV2Wb1ds2kjypEJfco/ho/DoEiogFs9RPUU4suck+2NaZ7MJCbJaOWjyPnmNRs6QvVG8mIY9dsSdaIYQbja8b+pvkuItp4RkeqD5KN1zIkzuGYJMhbIMrYZOe4trsIUm1m+l5ye7eSGVu7ZPQc2S8WiPEuX2Unj0ARUR6rLZJKLlmD0OHLS27Oob2ligPx9OLV2G+lj5iLlM49G0VE5+K9xZsmt00YrTi4KaxVwJYABo3YGDPqtlqJdOy3j6oHvyP7Uawu0bIf+a3xvQgUEQ3iaSsOW+GccRuEJMkkN5Lw2gml1RygHomHJAM99m07ePqa/jOYjvor+RwCRUQ5nC5SdsNVP4EhdI3qo5Xct5BcSkaIpxXvBWjpWIxlKuxGPm4BjzDoO54oIho4+by49fYH6jOJMuC2KYqYZpK7afSAyVUyikLiObHzxIS3p3beO45sebI1theBIqK9eD5aO+P2zIbNxLPj9lbSzh99rLdS6mu0MolIYtQOY/DO0awt2qx2HoEionnsLpr2U/cat2cIxkskW71dgn7NOt7auATu07HluNeyMrvWOfJiqrGHhyKixasAFcctbArbZUQVhJXjce/2Uisb9qkLksCb31C1SAM6o7HRj20zxGN16vg2ESgiWjwvrDh6ybfoJqXOT3sII57RhCfBeG0qACMU+c9gRZLRNcG8Vp+Ic/RFnW985btGVUv+QASKiA4E9xqmNXGzZKTJPRpzRDawkyGcjD9dk60+SZoZOyrz9kd+Tw8vv817MlgHpyFQRDQJtSbHpInD1BAb48uQAW+pWgFFhEOywzwJTWUZC+OhD5XhWKulHch4a2Kl07Khc6P+Vbf6+xEoIlrA1CbXgqktqqwO2M4YjRLUS/4R+5YoZu1ZzEl+iMX6iOLDGmf9RzZrfA2BIqI1/C6VB830vi7PJgvtnd0iQTW51T+rErY61+rvXrOSkXer1orFkhC/xt8dYyuGmnuOQBHRc0yWRrh53TLSu+gxb99qTz/Nta8y6EfVDeZaeja5Ia/Jb/20jntrbem25jQerKW1VtqxJMTxaq+PQBHRhnOgSdEyp5WGJRo9btnw5qIkbJGN1cEadB02uRmf5/9aYxpztFbufykJqV49T3Sts/fUbxHRUzymjzSJIyNepRHJeuOWPCgTJSHnR1pNUs/ujgong9VozCpPwtf4ta+y1b8NBIqINp6HTIJlEqJHODqvfZJIJo7esq0NJjf0RsnIxtjz3Ztndaat6rAK0jH27bowzn0iylR7PgJFRJsx9y50z4Ump53PkJXV0eNRolBd7etabDWX9YF1cj1qT/1EfSUa7Ufys+N1ezaL3D69IqJ9WA5ZYnJGhISk1XfWeJYgsvaUPBBzFK/a07Wxr/OZ/ug6ULFp1UYfdkzt6tooX+11EPjAddy+uV71Qs+sksk9m7Dqg77x8wX75LDKjfaZsLCfjVMrIfpjfDwebS2pQJ+3YWytTW8ccXBNVr6Or4NAEdFG3DOJZhMgSu6VZNlJQgoPYtc1ghg00dn3SEjt9PoR4dB+T5/+2ULexmptYJ+obtEsKucdFxEdgPVX3/v4w4fe+XLKciu5Z8lIE9DaTwXVEFJ7IAb1RbVs1UR522YJx+rh2MZDArI2LbZFQh6a540VEW3CmpUCLvwPvfPekNVWctuE6RnWRITd1RfXFdnJkE5U4UQ2Z8d17RkbxLa3xoytkllDoIhoDb9HbV7I/PSdMalkZJOb9nt2RxNR7WV9qE6rr1jYaqSl5815hGrjnV272qnbMw/9c8aKiBZx5oWsiTdrkglHmxk7JC2biLSVsTEiY6ubiGSi8ayvkfh17dAbwS8bT8kdi0AR0QK+esGvJp6GYZOpR3KaiLSjsXFspLWEA12scXWdJJiV+FTXW/vIOlW29okUjXP7RUQb8NbNaUsis+bVDpK/lXCsimZ9WdIZIRzGhfbtr38tJCoS0GyM1FMSwpiufZcP+qr2PASKiCaxZkIgibk5vTsRlIw04bSfCb9XUc1WOUpCmThWZYi5ZyeLvWLq2amx6yBQRLSAuyZ4NhEid60ki3TsuK1sMD9S3Vh7PPaSlyREmV6L9a1g1MJnxW4v7po/B4EiokmclYRGTLQSasSOJztb2dBWlNA25h4JRfOzZGT9M160UcwqY/vQadm08nV8PAJFRJMYa9LPJEPGra1w1Cf0Z8nQ851dQ0Qynk1vbJSMWoSRjdmLo8jIQ+V6Y0VEE9jr5jTUW8nSM2/JBvIkHLZqQ4kA8xEZaZKuxGd1R/enNHb2rU2O29bK6dp1fVYve1xklEXqeLkiogGMkYRIfG5OD6g+ilrSAZF4ZBPZZSKyhZynvyNJYdsSgcY1msQRYapN7VvfuuZd64O/0XVojNXfh0AR0QCWmWQi2XgE4Y1l3Wsi9nSQxKvJaolAfc7Y3rX2Gd8aO/qttVnZOj4HgSKiAZyZTCQbVeUcW50b6Xuf0C0S4px3uzibtExU78+JjNr01jOCB9cHncg347V2WcHqeCSrMtU/H4EiognMd5BN1q0mYksHv/a3FRuSLkreyJYmqv1zIqO2Ih/Zcbt2jS1rY+RcWX9ZHyW3jkAR0TqGQxZ6yazJNpoYSDqPjLIBqm/oqP9e3C0f0LW2W/Kc27ExTlvaYl36whPh3/jWb9Oh6p+MQBHRAOA2yalqk3Qm6WDL6s0k4kgFwPg937tIiD5myYj6M22LcGawnYmhdHIIFBHlcHqU8iqOAfWmqCUhFT47iXeSUGtdusbZviUba6cIxyJym8dFRAPnBRf9Jz73pQGNnGgrWW211bKohGU3r1t6OreThNTuat8Sjt5OZcjGq2Yttq3zsBp/6bcRKCJq45OaxQVsL+qUonM7pnqzNmHD27xW216/R0JRopIIkOx48djzkRlT0hkhHPqnD71NZf8Pf+d7Hvjfgq+cN/qodg8CRUSTONqKY+aijhIbIc2SEPRod/RWUgmENkbgYbJndJT0rLzGYeegB3LyXtxwbumThDz9GrseAkVEk9h7FccIGdlE18ScJSEuxZIRx89utbIZ9R0SzstvuFpkE/n6R3/vow/f8t1//8n0yDl7olgHWxEoIlqA06s4LMF45q3MThKiPyUjjh3VWsIZuZ3yYnq8xVogHM8mxkBCRUYROtcdLyJaxH/kdgSujiQha3txac/UVwjH7t/AeIRdNP4soIEBEhArIsSjfo7GbiDUuxQtIpo87TsqjiMqocnlXNQs2WBitsJR8sH+zczt1CUwp+PdwnqE8r/85z/w8C3f/WuPFkhAJCHdvHZc1NBJCBQRLQCtZGQ3r3tmWyTkJZPa04TWvsqM9C359GxC3tswZnLTtz3m+GjrEU7WBmL903/51SMXNqbavM4ieaxcEdEiviQjb/O6ZVqTvUc8LTu9OZKM+rM60VxEOA8H7N/YmGbIx+LItVvbPObtGo+rvR4CRUQbscenLUv/jWZTpmzSjdxO6S3UE2eThEMMvNseEowljSd+DzjA7dmf/ssvbs9IQNHm9QHuy2QHgSKiDkCZaVZFkLWlf0Y/K2PJBnojhBP5Wdm/+bWf/s8efuDnfvmJaRLyBz/23oOSEUnoifCmgxFiUwKKNq83hVVmkggUESWBsmIjF77V7R17hEOd6DaK89DN7N9QHm3Ppspm+x/+6B89fPWjH3/44Me+fFEBZkeS0cWR02E1xClLQEd+gNBntTECRUQxNofPWMJZqW4ut1eTt1OtxXrkQSK21dA/+NVPPvypH/yNx5+YYAPfvq5BRrxVtLHguAjIQ+X8sSKiAcxblcOFCF7a8y5wEk+WcKLqBi6sfXs8sKyLqEc4l8mJDjbwR79NnHDz7NmsGRulc10Eiogm8LekAxOZfZaIyELCSVQ3uxJ9BwkBF1RD+tJvE7lfxGpK5ap/3wgUESXO//uffXh46/OvBGerjxXCeeU93yO5HJ343oa1Rgm8QFLYvN7xyq4nIn4bAytVjEMnq2ft1PE8AkVECeyUhBLi4Vf4vCXbeaF7FQdiJAll4h2VyRIB7IKAQETcvEa82deIn4xNJRxPnucFcux7cjW2H4EiogFMmVRUwbH34p+jsHOzlZS1Y4+14tDbnyPJyMYQHTM2/F9w3uZ1pDdLQj2ysf4s4YzqW3t1PIdAEVEDN5sMTCq0LxJ+z62GhuCRh42D8vyGCseoOH7z4entD/Q8e9SfaW0suC2zL40Lc//km77jUUSrN6szejxKGJZwRv2V/LEIFBEN4ksyWt3vWCEIJP8/9//8wZONYST5Y8Xx7tMFWeJ4OnvO0ad+8Zcut2jAb+R1FOF4dkFWHmEdQegjGNyDbBHRwFnmrdnMfgfdrBAQbXgtYuPtz8g+jGcrGsuSmv3mDPZ2E5BHGDZuj2ysjB5DHnZ/6+f/0mX4+3/qv7j0q3McAkVECWz/4H/6tx7++L/9Pz/ZcI32O0A02YRNuH5mi99Q2f0pJrre/nC/KOMnkumtRR9oZAyRLUsMtgKx5GKPs3YjOY5n7VK+2uMRKCJKYAwSwuty+zP5x+kTrqZElJxABniDqOxvvVrGe4TT0rVzlnDsPI5BBiqnx+h7ZKHynk075tmwMnV8GwgUEQ2eB604mPBoWX3sTGgbWrwx/OJHp4iDL94+6m+9OLerPZIYRmy3CAd28NiEYsP1623ykeeN/qqNESgiirEJZ5SAvG+rQsXBiZnk4D6WVm+Dbp+IjxACFVvEQBmv7en15j2b3hj/JAjwVTLyZGvsHASKiCZxJhlxg/jBfFs1aXZZTT/5QUatlyb2KOGobstHZBf61gY3ibFBbOdaPjBnCUVJHM91kaB7dmr+OggUEQ3g/vv/zfc//Jv/8W9dLmre/rD66CX+gKtnm9SRrvcNVSRrx/nTlYgsIJ8lhJYN65fHJB4cz347ZQmItlut/ZMgSlqMRWNr2aq5PQgUEQU42otTxf7ff/FfeTwkAeEAfX7qcr9IdXr9lj/q7vqG6pGAUJHQcJJwZsgmS2QSyqVrSSaD0UW5Oq8VAkVEE6frz3/hixfSUQLi7VrrYcedyZQlBpCByr4lx5izZKGyGXisfkbnVmR2no9bWdPrGEcRUees8RkiiOG2zHuRgNDq7ZonOzN2NDFk7fcIhxUhHyfgWndUNh5hWLv0l2m5Yd2TxS0abhvhf8Vfz8+9zxcRTV4BSj4wwW/PLpvXE3azhEDTPWKgnNeqLvrqW+c8XR3jIwV626jz1S8EMggUEWVQSshc9ovefbFf1FLRpG/JcS5DDC2b0Lc2dDN25FsqVgVehcJ4W21Gz1Yhng7jaPlqzdkNa8p+8S/+zMOn/9rP8rDakxAoIloAGlWRvkhGaPmNlM6jHxGGJQqrx+NIn/O2pV1LPFYuczya/PwV/ut0W/Mv/3//VwaKktmMQBHRIqDcF6EZbl6/9fn3LmREMgCJsE/5qJ0lnMheZpxEc0QFkvHvydxSLF58NbYHgSKiRRxtVQRzHONfdmyRSmvOCy1LZJ7u0WNcd+THI5VItsbvC4Eios755g9erRiqByaWrYqsrD3OkE+PcOiz9Q0V47P+W8eeDiullp43t/KwpWevxt5cBIqIEuf2b/74px/w7FD04gOO0bySipKQjke6Ot76hsrbj1GyVDvX6HsENxPHLClmfbGqwwa+7qtl9UtuDoG359TebK1s0jAp+IBjhMp//3N/6QFvvEA+fEfyHId9+uDYSNtah/eTCk9+xf9IrJHs3/7CD0dT4bi3jkj4r3/6x6OpGj8RgaqIBsHm781wsWuSRlURCWjEjdod0XvdZb0q5M/++N9wl5Ulm17V+Re++AXXfg2ei0BVRIt4kzR6VZG6gQ7fOr6zn03Ulk+urSXTm8Mt4+pLqyKsa3Rt2E/LvPAMUes16rdlq+aeIlBE9BSPJ0f4ecfs6w/+7seeqP77P/3ibx9rcnsXts4/MdA5eJM3hqOqyEICwrFvyHDfx8rb27LoGaLaK7LI7T+uW7NBTKPfm8GMXvB//N/5HdcyyGeWbFyDBw0eGePn/pOfe/jcf/XTQ5GjKgIhedUNcWebNVy3ZVmkjpcrIkpg3PrGDOpIWlY3SBQkBCqiiIygQ3l1vyv51XbvGz/6f+8LP/zwTrAfQ5mZ1qvU/tUP/O9pUyQeVkWjZANH+KYy+nOx6UBK8FAE6tZsM7yZRFGi2One24/pkSj9j5BQL/5dP4AlqRNT3Sti3Nk2+t93oY9f4tfruggUEW3CP1PN/I9f/POht4x+qJyY8L6ut2qoivQFwvHeKgPS2UU8ahd9EhDHWRXxGC1wi94qhz6rKzvOY+uP49Uej0ARUQPj6Knqhkpz6t/99N9szl97UquiXtWjsSLBNcntscqiz4TPkKPatXZGj+nX6kW/xLdydXwcArVHdBy2acsz1VCUVGmngWBrr8gjBcRhY7HH6go2WvMqi/6IrNWt49cHgaqIzLmylQA2ezMvq4eN6pmHGTO+IhlvYziSjca1KmJlQwICKdi3tUNZO75y/Ks/+aOhusU9FOxMeM8QZSq2jtmaTiJQRJQE6iixmWpoJJYsMagc94qUdCKf+P0b3tQ/ooL5wb/yVy/2GcfoxjWfsLbPDtGePkN09Dmhz2pfIVBE9AqLm+z1PvG9jeJsFacLVgLRqkhlrtnX+BCHblz3MNK4o2eH1P6IPbVd/XkEiogC7DJPVe+4YGkDrffW8FrfULEigXzm5ya9p4VZFcGe/VZKYxrp40FGTXir68Wk1YmuEbqjVZH1N3LM2Hi+RnRLto9AEVEfo2cS+OGrvmYuTv0qf0QfyWgTErHYBLfHGm+mr1VRLz5blfHPlVg/Iw8yWl0cY0269mxVFN2WKcl5/mrsPAQAgYECAAAgAElEQVSKiA7Emr8v81z0vson4WgLO0jGLMn0KhCNSxOc41oVcSzTkphmbhE9+0oY//Sbv/2JyEhVZG/LegT7xFEdHIpAfX3fgZdPJiMZvAvXG+uYvEyjKgIhWRLIkg30WqQ0UoH842/6jktc7NiqSAkBMl7lgzESEbGjvZWW+HPjmuu2VZGNMeOzh2PGRsmsIVAVURI/JZzWD19b5nDB65tVEYmHbWQDSa7JD3nY42ulAvmhX/ylJ7Zoc7QlCXl6JA9vbmTMrjurq1h5Ov/gV/Q/4fYkauwoBKoiCpCdfaoaF3uUcN44q6IgjO6w2lytQLyqSAMAGc9UHGpjpc+qCDbsLRrtrsT4pz716zRT7ckIVEW0ADirGzWhxKDjUZ9VEeeRbPbNudF2NJZdVVEUZ68iifR0nETIWzSdYx9kpBUsx6N2FKfITo3PI1BEJNhFFy8JxyYSLuCRi1j1mVBwr9+gSTiP3SgmK2eP1Zedax1nqqKWPuaiW8QRrHo+MG/ttTau9T8tUNs/8wM/r4cP9vasnq5+As9hB0VECWhJOPbCT6g+EVF9EAzJSKuiWeKBoyz54JmYKMF2VEUzt4itmJ6A+PK5Jo7pzz9045rzvfZP/LHffyJSt2dP4DjtoIhoI9QkFpr0fmsWkUWrKqI9tpENJTrKzrS9qsiz2fLNeL/yX/8Hj6o89uyMjtlbNFsVRT/poJ9W3JSp9ngEiogcjDNPVTtqqSG98LX62VUVpYIIhEikO6qiwMXjMDBYJSPGCoO6cW2rIj47hIcaFfsoPtzC6Vvl6ulqRWNvv7416+CJhMlcwDBDYun9mVi1iYSiXicUdxr7Md6tUDZm1+jDw8NMVeTZ+swnv/DwiXdf/N9hH/lz/91FZCS+Hj6oikZe0X4RbfBJbB5XezwCRUQNjJHkn/jCFx8/vXuJ0yIU+4Q1bJGMeknWCO9xyiMhTNC+7ffscR2sinrrVnseKf7r//z/piLD/VV84JDEg79bzT8ZW2QzfCoOVSgiasDLJFfioDj/o0UeZ1omOWT/yb/06klmHacdJCDGvVeGHDTmjLznZ7QqAl76ZLVnc+cYCUZten8kPyIdJWu1Uf3zESgiSmJuk9k+XZ395CbpfOoXXjzJDLtZXYRqn1yOEh8bw3orlFzmoxhjzFRFNh7rx+Jm5zPHlnBmKhva8IgKMZD0R85FJvaSySFQROTgFD1V/dX3Pv7woXe+/EyDiftsojOgVZEnOpMUuz/lW1VRj4S8NY2MkTygE1U1I/ZGZPE8UX2VP4LYmmx9a5bAj5+WICEkun2NEgbtsSqy9ryv8vU3ZpT3xjin1RAIdPTFGFkVZfV75ARy4btnE+TDd082mv9bv/AX3Ck8yMhqjWt1BWvwFASqIgpg9jZeIcqLN1AbHvaqIv0qf9igo+BVcY5YeIs4umatZOhn5naKumxbhGE/DFgZfu9P/PUHkNH3/sSXLpvWsGcfZFQfsKXVEB7+5Ff3lKt2LwJFRC/xtBeyhRlJ0JOxOq1j2mNVZJPd+zEsq42IJJl8Lb9HzHnEs+tWqkU+rbUoniAjvBCTV9G27NTcOQgUER2A8+j/4KFJw3BaVRG/zaNs1K5sWKtNSzSsbkg2bFXnzL5+QLz7459++KEvfPHRvRLzi6roBSGdGVv5yiFQe0QGp5Gnqmf2XtSdftp7n9S6V8RqSPXRj8Yxp/tEVk+PedvBvRu2iIkkBLLhG8RpyYfxc9+Kx+qHff7Ug8dey5iUZDw5O0YSwjjiZBysikj6bK2+HtsfwGJuNi61W/3nCBQRPcekOcILG0LR5nXTQDDpJUZUFWkMas6zofOZPskGLezxGLrvfubHXBP4k7L0DWJEfDx2FTYO9oiKP/8gocK1/uJePwxsWLpPZOfqeC8CRURJPHnB2wTDcUQMGdOaCJ4drYpojzG0qiHIsrLRJKQNr7VVjpWx36Bhrwov/ZOyVofHuk6OHdXCF/3xR7FcG27RfvbXfqrpmrpNoZrcikDtEQVwZvZh/s//9nsf/uR/+LemP/1JbgyBpEaiwXhUFVEHrSUau4ejspm+l4iMVZ8r0iepURX1CAl2YSd7y9iLlTH15BRX3qL1dGr+XASKiDp4M3kgNnLLgd+X2T8DkkkcJSEvNCUdEg7k+Inv6YyMeSQEfeKAqsh7KQnZNUQ2PTs7xxgzbPIWzdrHOWnFVw82WsSOOS4iGsDVJhiqIX2NEJXq2b6SDeaUZLRv9bzjXd+ceba5Mc25TFVE2dU2IvWIVOwv9OtbtNUzsFe/9ogMntHPO3T/RvuqbolK57w+CEffsEsSAuHwbXXpn0TAYyt39LHuUSEGrYroOyKGzDdntNFr8ZV970VcKae3aB6pMe7asCZix7ZVETn46gODvEiVZLTvqLtDmgijt1S/8pkfe/iUc0sEItC/9+M6bgyOPDFMHGBO8aF5YrJaFY3ERN/8yp7kwfFeq1UR1tfSn4mr57/mXyFQRCR/0OwVLOM9XMSarNbC6C2V6pOE/vYv/vDDn/3M39CpB+/v/TChEM+ujWF1yo18VEGf+LlfvkxFVdFFQDorcSnO+gCjmH/W9fBHVaRk9Ezp5UDtE0XI7BuvW7MElkff+oA49K0hoRrCC7dhJCFWHyp3ZF8TX/3oN2g6jqooepEko/nR8dlqiH56t2iUq/ZYBIqIBN/oqepdia9ko30J4VmX1dCziZcDNrbdiR75xbh9roix6F5RRGItu625HfbsE9OoivhS+8TS7hPV09VEa19bRNTBslcN4VkivPQCxrH96r7j5jKtdlgNcZKb0zzuxUa5nRvDtMl2piqi7q6WhDFrj7dos/qlt45AEVEHQ37Kq9jqha+2Wn1WQyAc/YYq0jkiLiVGPklN/yBG+1wRyfKIqkhjYQyjLb40sBUObNQt2iiSe+WLiBw8uRnrTD0bss8S4X/wmH1potlqyNrExrVHklYOxysbw2pvBBfotfaK1O5RfcUTPvSbS/pU8o5u0Shb7XEIFBE1sPVuffTCbahepvg/eIzqsRqCIRCOrYq4cU1Hnn07hq+gR142kT1dVkDeXFQVaVyjMVk/asvOtY65T4Q10oZWRdTlHI+rPQaBIqIGrtmKo2EiPaVJ71VD3l9yRFV07Ze9ZbTHu6oixSfzAKPKz2K0w8as73vTKyKSM65PVe+ohsT0UJfVkH4a8y85qiGtis5KGo1JY4n6UVUUyWfGV7+yx7m1+0S6Lr1Fy8RTMusIFBEZDLkha6shvVCNyvJhlkRYFSlJZqui0W/ONCZiYhdqqx87v+tYY8nYHJWnTZ5jvUWbtUWb1eYQuHsi8i40TfQIRl600fzquLWPvRhURXiRJDF2RlXETWrE5OHFtWbIrqVPO5nW4pPRsTK6T2TnvOPV/SzPZo29QODuicheCEg6Jjrndlz0tGXbXYlJu9YeY/e+OeODedRla21wPGpJ3PTB40i+NR7F1NLRudHYVRd94oV+3aJZdI47LiLagC0fatxg6tGEJoPabH1Dlb1FU3s7+l5MIPIWGYEsojXuiClrw+4TUY+x6S0a52y7SnzW3r0eFxG9PPP8eYdNIF6U2Qtk5H/wGL2I7Z6MHh99izaKQ/SHyLI4tuSiWDw8I9mW/czcauWW8XFPMkVE5mzb2zIz7R7ahxpdoeRglDhKOpGpHVWRJnO0SU3/XjXEOf6taB7bVv3YOe8485W9p9cbi/aJ9DzULVoPxfX5IqIGhnoxNsSmpkYTMeNkd1Wkm9Twn4lZN6xnSD1aZ+8rey+2Xecvc4sWxV3jOQSKiF7ipM8Q5aDbL7UjcXZURSsr44Y1bfzqT/4ouzfZRvtECFbPR1VFx56+IqKX+HKPiHDrRcixXa336Z2x3boVor5XFe1YSxRz75axd4vGuDNttA4vtkg240dlaKeqIkVlf7+I6CWmOysi/r5s5HTxglcdL8F0Hn27uW7nMzasjh57cel8pu9tXO/66UfGf1ZmFausn5J7jkAR0XNM0iMzSZq92K1cVA3N7sPgW5/oAT27SW1jAUBRPAoe8fGqIv3ph+qM9r3Y6Nfa8v5cLGS4YW3leRzZ43y16wjcNRF5F/EspCvPEs1e6NwY3l0V2U3qLCYtcvKeLbJVUYscZzHKxp6Vi8g7q19yPgJ3TUQWEiWTnSRFP1mbWTluDEdV0Y6N62wsXCNaEiR0lUDsLdpqVeTFpv40Ju1/41u/7cktbWvDmnoZu5StdhyBIqJxzFyN2WeJdl3gXlWkG9du0AcNkiBpnmv0btEo02qp78l467ZyLX0rW8fXQaCI6OHhgd+YWTLxPnFnT1PWVlbOxrG7KkLyzsZiY9PjKE6VyfQZm9pbIRzuE9FuJgY+XT2ik7F7jzJFRM5Zz3zKOmqXodk/nE8DLf/ZOSblSFVkN6kZz46W8cDWrmeLWljsiLlsnIdAEZGDtX7KHvlpp8mJMOhL/TvhhUOqR1sQzu4V9TapbbxhIMEE9Wdv0WiWa9P10jZlRtvePhF9jtot+RwCRUQBTmd/2s5e6NwY5jI0bibnSFVEO7PxUJ9xRXaURKgz0uo6R/RK9jYRKCIKzgsShRd7lExQZbKjP/I/eKheEEJq2G4Ma4K34k4ZF6Fd8aod4ituul2uSdepNrsGGgLRPhF9NlRrahGBIqKHh4edT1Xr+cg+Ye1d6CvJpQk+agfyXjy6rkzfEqSno2TizUdjur5IpsZfLwSKiMz50meJslWRMdE9HCUHGuz9rotymuA7SIV2d7Wz6+dadH2ztry1ePtE9OnJ19g+BIqIXmIZfWPEP1gPsSMuSs/mbHKpnlYNOt67dHbG0/I1EpPa0XXp+Bl9/k2kerp6P9p3S0RewgFe+yyR99/4rJwGLwF7yeX9dAJjHPc2hrVqiNaq6+AzMTp2S32uQdflYbkac7RPBLv4m0i9c7Xq/17175aIRk74UVXREcmlybkjadTeCGaQ9QhyxAbJkTiN6O6QVb+shpQId/goGy8QuHsi4lPV3gXBJNxVFdEefOlF7vkeGYs2hq+dNFFcI2uLZBXLSGZm3Nsngh1UQz/zAz//zOS1yfJZQK/pwN0TUfa8aVLvJBH1vyu51M5KVaR2NM43sZ9Z65/4Y7//Ji79Jtb0gZuI4oaDwAVK4kFSKyHZsFv/g4de6LSn+jqv46v9Vryrtlf0PQyy9iKsMjajv0mU9V1yxyBQFdFLXPnzhhbMmtSZi75la8dc6+t8TdaZqkj1d8S60waw9967fHDDepe9stNHoIjIwYjPEpFsNClXk5o21a3a1/GRfmtjWAl0xOZRsh4GLV8rf7ge58u+PV8aU7RPdGs4eut4Xcfu/tZs9KlqXIy4sNHi4t1BIjsuHm9jGLExwRiz9YVnYrjhyrmdawJBIrYVrHp/uB5rsy+SBls7P3oc4Tdqp+R9BO6eiDxY7LNEkNGk1q/zPf1ojKSg8zuTXu3a/q6EtHZ7x0qQ3vo9fY8cURWBkCzpYF2ja/v1z/3Iw9tf/1pXD1/Z8/9T8+KssX0I1K3Zw8ND9FS1hZmkoV/n2+TK/r7M2j7qmDEfZf8su6yKSDxsZ/3jz8X2Xi0Sqqere+iNzd8lEVnyGIPshfRoVeT5fFNIgvi1Ns8pc0YLXL239W2rKzuvx6NVl+pWv4/AXRJRH5ZYguShVVEs/WLmmiTk+c7ECz3vTV2QDoknk6RIer5pI9sqYejGtUc2PD9Z2xk5fZDxCPuZGN50mbveI8JT1aOb1XpBjFZFqntEf8fG8EpcShhKToxr1rba4i0abIEozyCG3oOM2OzHrdpZ8czieMt6d01EsycGFz8uOlZFmigZm0clj24MIw7EyNevfObHHj71i7/Ew6lWiYYGdO3a5/yu9r/8yR99+E//yl99Zu7I5MfzRNFX+c8CqYElBIqIluB76H7zsmh+Wl1JCEZIQt43UuoE/+kh/r8xJR0SDFuVz/QtQWZ0rAxICDExBn6LZuXq+PVEoPaIHh4evKeq7UON9vRGVU3vf/CI9Kz9nceohrIv/qeHSHi+PV39MyTe/MhY9hsoxEOCtLdoI/5asvyVPWRYDZH8Wno1t4ZAEZHgN0sSTA4xdXiXG8UZR6iGRmK0/xV0xsdZMv/sm7/ddWUrQFcoMWi/sq+N6gRoG0SKiAIQvYcaA9HL7UI0z/GI6JBE3pt6mW+oSDT8qQd12Y58qrMqoi7i5ptjUcs4ovnZcWKHWzTsF/Gl36JxbGf7s7/2UzvNla0AgbsmopVvzIgnEy/6Hzz0/xTzyGbkk5y+4Bt9PR4hGsbeamerot1xaIxKRlz7Ubdo6pf9kXNFnWpzCNw1EQGi7FPVFk5elFHi8Qnrmf9TjCSjLfzDFxMQfc+3tzFMHbsGHNvfmVFGqyKulXNRyz9dG83bcRKLHc8cKxZaFWVjzfjwZNR+dm/Ls1NjTxG4u2/N9EJ6CsVxR6iKPELyCCIiGEbnkQ/nonZGB7b4DVpkd3U8OhcROcIfyIt63C9CVXTEt2g4P7PYrWJzb/p3R0QzJ5gXvtXNXqhKQiSfHuGoL1YaIxvUqj/aZ7LbqmilghmNoSXP+PQrfXuLNhsrbbf819x+BO721sz7W9UR4USw9z4tSTqqP0JAqse+Z5NzXjsqb23oXtEoPtbWaizWHo6BJ+2O3qLx/OlX9t4aoy8ANB5WcZ6+ylXfR+BuiciH4+konyV6Ovp0o5hJYGVwzAvdm/PG8Gmsb09mdGw0BtpnRaFVEee0ba1f5dC3sYzoWluMT+3yFs3K9o75lb3aRGyM19t369ms+TEE7p6IvIcZLYS4KPnGHC5QXqRsrU7mWElHk6ClS3+8XWvJzs7ZT3WtimZtenpcizeXGVPM+JW+vUWL7PBvV2s1FMnW+PEI3C0R6Vf3JBltAT2fJULC8D1ySmDPvvTrfDu3+9jzP+KDid6rikZs7pZljNwvgn29RfP8kYQwx2rIk9OxzO2Zyld/DIG73azWX96PfjIjwa2O9z94/FPnKWDduEblwUQaO205aRtjTuuFlI3t6G/QRmKLZLFenBtbFWUxZiX46U988eET7346clPjByBw1xXRSMWgFzMTXMe8c/ODL3+oaefOrIqs796xxYRrfB2qIqyN50bXSYLRsVb/T/4L/+tlmuuvfaILJId07paIgCY/QUeQ1UTNXOCeD1sVjfjfKcu/o6M2//E3fcflMLO+i3Cjo5g1xB6nvJh6OpgnYaDP/aLeLRpkR2LLxFEycwjcNRHhqWrvE9SDkkmZlVcb3i3aUVXRamL9kPMDWU1yXVf2uaYZzNRPts84uV9kb9GsHfwRfft6cVv23mWY5/0yUJ1DELgrIlq9qGaT3LtFO6oq2pH0O6uiWcxWr/ZZHPS2LBND/cwjg1Jf5q6IqAXHV9/7eGs6Ncffl3nCvcRYJUnPp46xWtCxqJ+pimw1FD1O0Ft3FMPsuK4zukXjV/b49szGZ481DlRQ+r4WyWpMb0r/br81syfwQ+98+XG/wF6IeKhRv8a3er1jJAZJ5ld/8kcfUB3pK/odmsrs6DOGrC1bFWmCZ22cJRetDbdoeOktGo5bX9l7t2v4P9D43w/pV/+6vqqMFI3x/l0SkX51r5CBhPApZ8kIMtG46kd9khFv0dS+vUXLJrytSCLfs+OsijTWWVu79CLCmbHvEQ7tRGTDea/lTzxASIgzex49W/c4dpdE1DrRNvG8amiFlKx9xLKzKlqJzeJiqyLO4zbMI0JvjDra/h+/8e89/Buf/B90qNufISElG5DL+599eHjr8w+Pt1dwOEM43UBLYAqBuyYi/XkHqxYPRZvcHpl4ejqm9q09ryqaSTz4m4lN40SfsWaqosifXaP6GCUh1fX6Sjh2XskGJISXjmmc2oecrWpmz8kLr/VvC4G7JiICwwuOCYhxvSijZFN52sq0sKf2oZOpiqyO9dWbt/KZY62KVD6qiigTYcb50dYjm8zeTcvPo82vf+1RRLHj9RDprv4/bZHdex4vIgrO/kwiZf4HD36q2meLbFUUhNUcnok5MkiS7VVF/OmH3pYxqdlGPrLjJCGtZLK6ntxv/8JffPi+n/hr3lSNXQmBuyQi/cGrxZ0JaMftce9T08rzmPa9jWvK3FobVUWI0/vpBwmRrbcekgvmegTTm6d9e05I+pxnCxJ6QUZfeqxMOd5ree7q5x49pMbn75KIejDxguvJrc4jUW3VkLlF8/xaO5TZsTFsqyKtfujHa5VsOL96OwU7lnBoW9uIhCCD54u+7ydefLVPsmSbsa1+qr8HgbshInth4ucdulmtcFI2Sm7KUg7/gwd+fZ99KdG1btGsPSYLxu0ejc6p3sjGcOt3XpF99eURT7aaUTva15h2kQSfL6Kf3nmmnLa6T4Sv7Pn1vcpUP4/A3RBRHpJXkpp89mIlCb2SftXjE9atxCEZebdoo1WRjY22X0W0p2eJhtUNyYbtHm/zVqJz4+FS+0XzOO/ULCIyaPIitskNUrJjRnX6UAkPRnTjmkZbt0NWn2ug7mgbEQ7szJCNEvJqbKNr6cm/2i/KbV6TzGqfqIfs2Pzd/dbM+6P5HmQ2uSHjjXm62TFNUPz8Q1+oiqJX9LuuSH5mHITDN9bNPm15Mdg/KYv16Rqhq8fYv9r9iohO/cKnkq1+gxbpZ+PkLdqqnay/N0Xu7oiodeJ48aDyOevFBOEtGv1qVWSrIRzbMerZFgmnbzvvHbeqnnc/82PPVPifVHrfoD0TvpEBu0bcovHF64DHUVt/PjZCZny8bs0czHqVD36pjx/J7njpRd/z2/Knn/BWziadnY+OSZKcR6yXb9B+7pc5/GTTn88VXSYbnZGN9IaZy5RieRk0VZiOa3/0Fk11q7+OwN0SEb8xY7LxIo72gf7v33rn4V/7/hd/MCv6pX7rdNB+SyYzdwTheH6JizeXfa4Ia27Z8WyfNabnmd+A2Vu0KHaMY221T7TvbN0tEXkQ6sXpzesYqpee/Ar5kHC0mvHGNKbZ/ujXz6iK9GVxGKmK1I72R2OKsI7IhNUnMP3In/uSur70b5lIL0G+IZ27IyLvqeroItZzzGpIx3gxe/+Dh8q1+iQXyvArcRwrCdljm/zUt4nHtc082EibvZY4UE73irxkZkUB+SPjYjxsiQWPLfYc16/0vfgph5bVlI5VfxyBuyOiCCIvsTVhVC8aVxnbtxd9i3Csrndsk98SkKeze6z1UGi2KtqxT2QJhuscwUQJpfaLiOB57V0SkSYQL2Kb2L1T0CMjEs8q4fTiwHwm4XYkvI2F+2wYt09696oia+voY57nrJ/efhHPP/eJRm8ls3Hci9xdfH3fuwhRDdlXJrmtjh7jtgpvEBz7Om/78Bf55DM7/O9xvHitvVs4ts8VHRFTdG4jLL0YgCcJxZvHWOQnkq/xMQTugoh6kNhqSC9i7ffsZOZhz3tHukgSPjPEv72s8e6OL4qjN84YIceYbFXUs3HU/CiJMH7Ek3m+qJ4nWj9zd0VE3lPVI9UFvsLHy7uw+fsyPSUjhGPt/upPvHjSGqQzEqP6R1+T6ognma0/exxVRRqX1ckee+cBurO2SSiwSxvcL2rFZKuperq6hZY/d1dE5EGg1QXmeQF6skeO2aT6wV949b992F/o8xZtNh7sZ4y+ND4+SR3Z0ETOVkUzMUX+dVzj1vGRvt0vou61rhX6f5Pauyai0UrD+wr/iIuB1RBsY3/I/vyDt2iYH0m0XRvWukmt64/wjKoi1R3tR+teIQdb2US2It+jayj5VwjcJRExkV6HaoinysaqVdHRiZG1rzFCh4mcrYq41l2tFzdjyvpQ+cx+UdZuyT1F4C6JCBDYT2+94J5CdP0jfmvGSHCMqkjJiHPXbvm/qyIOjwh2xBfZ1XPoyeh8FIfuE1GGepn9IupUO4bAXRGRPlWtn95jkO2V9hLGetBvpDDH4+wtGhMJurs2rC050i7++qGSvPrmurhmb44yt9ra/aLXcQ23iO1dERFPgCYKxnoXU28eNnr/gwd97261KmKCt3x4+0T8lsfTU5utTWq1C5Inxqrv2Y/Gopgie3qOPBmdj3xi3O4TUVb16xaNqOxr75KItBrSCywDa+sr/Iy+yngJg3mNidWP6mn/zFs07q3ZakjjYV8x5pi20dpV5tb6PC/RLdpR3/zdGg5HxPPGE5G94PlJPQvm0d+c8WIfiS97izZiE7IWu1F93S/ydEftR/KKmSej814cdszbJ7Iyeotm5+p4HIE3nogsJPpJPXqBWls4xv/gMfPShNGv62GLcyRNrwLhHH3rLRrHrtUSV7tfdK14Ir/2rxtEcjrOtelY9dcRuDsiWoesbYFPWLcuWBINLfHhRaujpAlZkg82hu1cryqytul7Z8sNa10f4mTcO33Rlq5L/XrzHOu10T4R9dSn7hdxHi33uLyYVK76LxAoIrrylRBVQwzLq4Z0Y5hytl1NANVvbVKrX41Lk/WfffO3q9ghfY2XDjQGjo22nl3YoO1ov2jUz73LFxGdfAXYCzuqhjJheZXGEbdo3KTOxKQyTFbcovX2i1Qv26f9rHwk941v/bZnVRv3iSIdHa/9IkVjrn83ROT94HUEMr3o+c3ZiH5G1pJUT8fenkG+d4vWs3nUvLdftOunHx5uer7smlpzlO3dnkEuY4f2qm0jcDdEpA8ztiE5btZLGHjDBR3NaTQe8XhVker07GIvY/ZrZ/VtbyHpV5PVxq8//dCYM321m5E/SuZW4jhqfWfZvRsiUkCZQEwWncv0j/4KPxMDN4ZtclPXu0U7I2kYF+NAq37tLZpXFY2Qo3cO1Z/GMdrn7ZnnQ23t8qc2761/l0Skf1ajd5HtuiAiP7iIo7mWb90YJrFCnkmx4xYtu0mtcWpcOs647C3aTFVEW7Sv6+dYta8XAndHRNjfsX9WY+WUrfwPHrMkZOPVqigitWjc2tLj2U1qteH1Ea+Sh0yd8VAAABSXSURBVFcVWb1fcf6HWa5J129JytoZOc7sE1l7vM1la+fr2EfgjSYiXqi6dN5W6cXryanOal/t26/rPdszyaSJrfreLZrnszWm9lpyvTm1o/hnqqJPvfy/1GhDMaVfzvH4zNb65nNEZ8bwOvt6o4mod2J+9Sdf/DlWyHkXttW3F5udzxzr1/X/f3tXszJLUkRrxKUP4OriQsSdi0F8hCsyODALGdTdgOBGN6JLXYsbRRAEV+IwqwFBRN9AF84DzNJZjM8gyMi53z3dp+OLyJ+qrOquqiho8j8iMjLzdGRkVrfHcy4PXdhKd8QWzetX6R04+olUDtLQ/ll/Ees8UtjqJ3okmfcoy6mBaMkWrfUIXxejZw2pJdM6gXhCxQXPdkpLF/wSq0jpkM/SkDStv6hGl+1Up2zDMqa3Dj2ZaBV5ZVvL9+j8TgFEpTtEkSUxYuDsBPSsIeXfu5isY1hpgTfpwSrqAaOSk5ogqPqxeVYurWvjkFkB1JbfK03dzfET3UvmPfM9BRBxgKIFNmch0NcE2ny/jHy8UK0hC1Coz4nvte3Ji/qiW7QaPTqpR8nk8VPaPa+ArKk7T86WPE+mlnZZ56qBUwERF5jdVum38qhJZemoNXRV//hYZBWBU49VNF6y5xQJRtii9TwR2PbQ6KmbfqIebc2reyogKqloq7tFFqAgExdkSb6eMrtQSb93i9bD09al/8rrr63bmiYtBVv2rZXG6HqUaTTds9E7JRDptooTeYnjevSk6ZncXPAqgy5US6t1i0a9KN1SvHSKVmrXy6dEq6UM+rA6idpRtvQTRRoal38KIGp9z6xli8bJOWoIWulZK4f81TGstGx9LWNbLxx10qNyeXx68iiTbRP1iWDjhZYGfhwNHwVvWydKtwJa1D7zrxo4BRChu5GjGmU6obfaolm+1yEZE9OFxQWj/RzD5X5U0BcPaNjXHsn++IsfV6u3+Iks+FeJZoWLBg4LRL0Tkot0zhat9g8epL3FRCUvjPAW/C4zaeNI7/hSH9CJ/Xzu00+e6apG3ysn+OfrHf2T4fP9TY7fghMKPcWE08Xd2nsc1/OkjJNW6c6hGfGGnwhbISur8rNlEa2l+egX+xvJtZRHqT2sGwCL9+AH0PC0/lY1dYaw5icCuKm+Pf6ZF2vgtECEI3w4rTnZoCJdRHj9A9YRHq0Tq/K2hCB0m/uUGglCEX3IjOeeC8TzE1EuT+6evBBwPv1kAuC0go3lafXlyevlWTqZ7tPAYbdmVEPpVjXraEiQaNmiRf/goZcXlfZacW/Bk5d+S99zAYH3CP7cVsHqAeCgf/bTC0IANfqJqK9//+VbVOElpJ/okvE68tPv/TK0huhoH9F3y/dI6dNaRHqEHw0oJyXKMZEIUlF93rAebQ3haBwLsOdR685+y/fQ6a279oLTMemVjfU5jiVZX7z1V1a/hNH27Gtf+MelTkbmaeDwFhHVwlvVTJdCTlTU0Tf0S20euaxl8ZYcrKUFi3633iGC1UGLRsNId1am6K97ovYYR+8T1SfY/+dvL6Mqmb+SBk4DRHP1p1s0uyDxo2g9jwJcSzv7MinaeHnI58VGlVH5cZG18GUd0FJ6yAfoEHgigCPgqFzgH22nyK8WRv+W4YGN9r1G15Z/8Zt/n1rBqLQts3QzHWvgtFuzWCVPJZjIXIQj7hYtWRg1WVvKI9BoaVur8wzkXvtv0I7+q7X4r6VXgBEe9K0ku27LdM7UdJbltxo4PBDZW9U9k4V1aRWVJuStWusT2NZfmuaCVzoEUubVFhXr2fAZ0EgF6KRHL9J0dhRbNFpH6ONaYAQB2Tc4rz2/0exOZMMbDRweiG56axLeEb6pckliQtqFjFOzaHvGCQwCay6Ui4ASsQDEIpWJeVGo4BMdh2udiM4a+fx3VYLRGjwszQiEenRqaWb6qoFD+ojsQoxe72g5OVMQ0S0aVBiB0FW964AQfTTKZ3QcC4yf6Di8dxFCl/wslVdByI73Utq2feQvUiDWeYL21tFuaWb6VgOHBKLbLi5PcZJxi6YUa693aN2WeG1RlUCIDmvwwSKxnxb+tTpwlqvDPFqk1BnoUa5a32q8Ua50tf4I2kpPedFfxPLoPpG2Yd0M2zSQQNSmp0stWAH6TXgpcCLRokFVLBzvo2RqJ1Q8naI89BMhje2UvfAH2rxsOeIbG3zsIqX8CgyUyytTa7VVJtWrHukrT/JaI4zuE63B6yw0Dw1EvbeqS4Ouk99u0aJ2HtAwL2rj5fPWL8sAAPjocTjLEAIssZ3ytlSly5ZKQ+Pad80fEe+536X8KBP9RVq2RRz659aUskR883Z1pJlr/qmd1Vc1tMUw4QAk2KKt8QBw3Bc2X78dzonPsFcGfRG31hZ/etjyf2Ogg61aacuovNawWqy/qAYMKk8pXpJVxwD1RvEsyXPkslMCEQEFA9tzcuZNTLzW0esnwrep+1Re2NRvYbd9JbPHGlIQ8vpdYbVJsY6jMlwbGOAXs1vStXlq/44YPwUQ0fxv+dZqWXQtgBBaN9P0yneDyeRtnUqTjN/CpTst/OmNEp3WsppVRHmUnrdIUV6SKwIUpRvFte1W94ssCFG2BCNqoj88BRCV1KJH+C0gBFreAiQP/FMGfhea/ptesCEdhDydstsee6dFF6N1DCu9Upx+DK2jVpHml+JcpBasrVxwUvMLokSvpYz9p79It2ot7ZfW0S+G1jm0lOfR2h/aWW1vVWOS8NM7kHQYh9uq1wT54/QAqyUgZOUjX++4fM3JD6tozkOw9n5OA/QIQgCR6PHAMarLfAWhkl5KZaRlQ8jqyWu/GGy7TNc1cHqLyKqIC97mT69/9Y8L7Fm5ZNAqkiw36k1qVCwtElocLsEVMudYRSrGVosUuqTeals01qOc+MLgFw3zSqHyKtXLsnYNHNoiitSASWcBB2l87N0bAA8/tk1En1YRyzFxvQ/Le0Ju19CmVR6tBzl6nx6rSOl71pvy1rqaPzdOetyikY4FHuZr+P3Pfv0q+dnPNfcaJ23maDrqZ+u9KNI8c3g4i8hOOu7fdTHCugHg6NNi6bTUUZqMQyaduMxfGtbk4XF9rV4kB2SG7L1WEdvBeouc1xHPUfm6RYto/vP3352+8YP3p3/94d3po2mavvpimj6a3p2m6YNnTUpjSCsVc2yurp8xPFnG4S0ibg0wQfSj/hv7F9TeHLgBMqlQOrq/918847he5V4Chj1Wkajn2TG33qTWeqPiUR/tFxT5AYzefO+Dmw/LEP7uJz/S5E3c8iIIRX6xm8aZuNHA4YHo4w/fvulwawKTTCcaJ5nmRbRYR7do0UKIaLTmR9sCvspBuVvp2XrsC60ie4Jn6zPNdkwzpJOa6TVC5d36CggAx4KOTXuyKi+W88uPaYR0vK81D5TXHuOHBaKe1zv0CB8Ti5OLk0atiiWDTHpLaNi23BbY/J7Li7ZtlO61iqjHiN4a+iAv8rb+IpaPDMkLNKMvhpH8jkjrsEDEwfrKO3++2Z4wXycP86KQVgXacPFE/+BBGkp/6y0arSEFUJWHMraGbNtrFbXQpz5b6s6to/6iEr8f/uo3FxYt1tClsvwqAP1iWpbxugYOD0RQAYCEi5L799KERBuWs11NlfwHDy5a1Gd8rS0a6VvZaA0RQG25TWPbsNUJj2cxUNcq1wiZIv0onzXikZW6Bq+j0DwFEGGwCEbe/j0aTIAQF/PISe0tvEiGWn4klwJoVKdGG+WQda682o5Oai5Sla9Fjrl1tO/qL7L05lhD1A1DSzPT7Ro4LBDZW9VQyddf/m9qcV5zARGE2tX5vKYuhDW2aJTVclbZozq2zdy0OrAjXtZJrfLN5dvajmNg/UU4uu950Df99LTNumUNHBaIvG7DXxQ9PMLnQtJvbE7kqG0tn+2XbNF6F67KD/nYr5qsc8pxDwcfPlysTD9SqP4iT65e35BHA3k9N7UjGmfKP9yFRh0878VKOq9rC7tWrnzmxrFgCVJzaJTAhfLzQifoL+Gnl/9AC3dv+GiceV7IvlLuLS87gjf5qmzWKtItmtaL4jXAge+NR/cRjcyfpkMBkTfROMg6EbFIYTEg5ELVI3yWoS0XD+nMDZV/67toc3lpux6fmLbz4k+X/55vZ9SKaFnI1AX9RR6vpXmluQDa+j5aC68a4FgaemHWlmX6uQYOBUTPu3ebwwWAXPiL/jS9M71468PbSpWf+XhWeUaG3aIp2NUWkMeOr3KgTPvoWRxz6FueBJ4W0PGsUktvSXpuf7wtWi/YQO4EnCWjd217SCDCZUbPWY1uc6FiiwbH9ccv357Ud9RqDeGvhEqvd1xVfI2RN3LUKsJi0rJri7YYj+tBAw9p8U7LmpYH+AGQCE5WYjqpKRvLKSPTreFc4FH6BBwFEeZpPca1HvPmhLySwPGeQ+OobQ4JRK2DRTDS+vStaN7IOBcgrCIFo4iHnkihjk2rNeTRIAgpwHr15uQBfFqsoog2dRGVL80vgQtos5xAw7CXrwVZth8BmqR19PCUQKQLQJ3XulijyTVyQtgtGmnTMQzQ4WkUHcI2ba0h0tA+Io8AS58Y640I8erHOz+LrSKry9ELlIDS2hcPcLw8S8/2w5Zner4GDg1E3BZ46tGFykWqzus1zWflXbKKCDoqPwFJ86K48mGdkc5r0IRVBBAqPaOAZwTglOREWYJNTUPrlB8aiKiyaHLVFmoNjOb8g4fKBPrRFs2eUNEH422Fov6Bl/bRc15THi9k/xHimBsyRQ+tIpav7aQmnxZLhnU1LOlM62V8Gw2cAohaVQnntTqu0Y6LsZXGnHq6RbPtCUA2vydNMKK/qNaWTlVbz9650XK+EMu8kjWKOp51UwKVJ5mefkWRPFrCBJwWLd2/ziGBKDox89TNRYoyOq+3AiPlXdqiUW7PGmLZWiGA2D49cniAY+mNSCfgjNDi/WgcBojsgunZGiggqPN6DceuHWryLllFtg3SvSdW5OPRWppHsKFFw3SJLuuW6kRlewOdvF0djeQ1f9dAZMHn2q3bWMv2ShcqnNY4QcNlR4JRC41brvNTnj+GVkjtuF65tupH25TiLQCjdZaATUmOvZTpnNqLzPeSc7dAZBcZTpj0RMn6KFqARCfOqzf1X749vXjr+qKs5Tlq0JRvbYuG43rrN1pLLgWVUl8VcDReaoMy9JvPWn0g/QwfWwO7BSJVK4+5FYyYh3oEqBYwIl36i5heOyQYcYumjuE51tAa8vaAjPJXwNH8M8Z5ENAzF8+gp90DEY+5CTwKRhhAglDrYBIQUF/9RV773lc8PBo9eby8SGBqaRtZNS2g0lKHMiTYUBMZztHA7oEInSYYqQIIQNzG9CxeBSP6i/Syo/KZG69tRbhFa5U7Apwe+VqcqlsDTotMPX3Muo+pgUMAEVVL0GF6SeiBkfemfo1HDXCi9tyi2fJewOmxaiwvpLcGHk+GzDu+Bg4FRKOHS8GIzmts1/APHnj73nvmAo/SItgQRJjWOjbOujY/06mBPWgggahxlErOa/6DRyOpS7UWgEEdgAzDS+OOiLVqRoBlB/usGmgA42DHJqh6+OwEosoQq1UEMMITWUMRqRbA0bZq3TDOUOvZeE5qq5H7pVvBPsHoaYwSiBrmqoIRqkdbsyWA0yDGpUoCzkUVu43o6W6C0Y5/s5rg4N1CXmN2kl9EuwRCLdaMpZtgYzWyzzQBxzv9Yxl6dnYwOoRFpJf/vOnaegTutfXyvK3ZHLAB7XsCjrc4vP5umfeIMi3pP66REHC+89/fviL1ZfnrJZYt4XGEtrsGImuljAacaICjrVlUH/n3BJySXFm2rgZ4xw2A88blL5iuf8W0Lvf9UN81EEHNFow81W8JAlvy8vqaeffXAB3V+kNysIyie25bfYHeXzOxBLsHInRt68Uf/YPH1nLEw1ougZxcLOWa25U+okwjex+B0Egee6Z1qr+c3vNApeypgSNrIIHoyKPb2Te8GX6vJ7LQ7inTVrqgtRTpYCs57skngeie2k/erzRw5gWYU+BJAwlEM2fC3Nc6ZrI7RTOcLB3hoa+wdq3kCH0d1YdDOKtHKSPp3FcD/OkW3CXio3HeuYEFxcXOeo8aJhi1jUwCUZuestYGGsBxNxauWkYEJ7DX+AbiLGIRnQLmUb2v1gQiXy+Ze0cNKODQkUtx9rSQFYxqcu/FwuM4jA4TiEZrdAf0Hsk5TFn08p8Fnx2oNBRRwQiVzg44kaISiCLNHDSfC/+g3XvIbiX41IclT83qOjpkDfXDoIP8dwnb2UcDLlpLjyaX1Vum+zSQFlGfvi61t/4HjwvjQRH6YfRUCqSZ5gnVIHZJJjVQ1EBaREX1HLeQPhkADj/aWwKV5q0R57Ylj7nX0O5+aKZFtJ+xGi4pwOjN996/0OW255IxTRNOe7ANImBoWcZTA6M0kEDUqEn6JOxvER3hhrUHQI1qGVINIAf9lqyi2vH3EEGSyN00kEA0SPVpMSxTJMEIVFpAJ/W9TN+P1jqB6NFGJOVxNZDA46rlMJkJRIWh5HasUGVXRewPHdWPJnyCzaONyHby5KnZIF1zkQ8itwoZLvSSL2YVxkk0NVDRQFpEFQWxmBcAv/Ttpx8+Vyc179wAjLjY2e5RQ4DRo1pGj6qzlGs9Dbzx2V5Wzno6CCnTysGCxcIlGNkGeudmD+pkv9APe2IWOYr30C87LpnejwYSiApjxQVLIIqqcjFzEe9h0bJvUZ80fw/9UXkzvj8N5NasccwIRgSdxmYPWw3g4oFRgs7DDtmhBUsgOvTwljuXoFPWT5Zup4E8NdtO18kpNZAaCDSQQBQoJrNTA6mB7TSQQLSdrpNTaiA1EGgggShQTGanBlID22kggaigazpzW24i8+i+QC6LUgOpgUADeY8oUIxme8fcWm7jBDCbn+nUQGrA10Ae3/t66c5N8OlWWTZIDVw0kEB0UUUcIcjAMmI8rp0lqYHUQK8G0kfUobEEoQ5lZdXUQIcGEog6lJVVUwOpgXU0kEC0jl6TamogNdChgQSiDmVl1dRAamAdDfwfn7IrJ/c/F5AAAAAASUVORK5CYII=[/img]
 
 
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Nkhamkh написав:
собрать в Сапфире такую вот конструкцию. Задав ветер в Сапфире

Нагрузка от ветра в САПФИР генерируется в виде линейно-распределённых нагрузок, располагаемых в модели на уровне плит перекрытия. Нагрузка собирается с площади фасада. При этом предполагается, что это здание со сплошным фасадом, а не решётчатая конструкция.

Чтобы приложить ветер САПФИР к Вашему сооружению, можно создать в нём несколько этажей с плитами перекрытия на отметках, соответствующих горизонтальным ригелям. САПФИР подумает, что у Вас обычное здание, определит давление на каждой отметке по методике назначенного в свойствах ветра нормативного документа, грузовую площадь определит, исходя из габарита, и породит линейно-распределённые нагрузки, равнодействующая которых равна давлению ветра на площадь.

После перехода в расчётную модель и до поиска пересечений и триангуляции нужно удалить фиктивные перекрытия. Тогда при хостинге нагрузок они приложатся к стержням ригелей Вашей фермы в виде леса сосредоточенных сил.

То, что фасад решетчатый , а не сплошной, Вы можете учесть соответствующим аэродинамическим коэффициентом на Ваше усмотрение.

Если нагрузки местами пролетят мимо стержней, чтобы их "поймать" на ригель, задайте им в свойствах несколько большее значение параметра "R поиска".
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