Билет 1 3.Порог раздражения позволяет оценить
г) возбудимость; 4.Гиперполяризация клетки возникает при в) увеличении выхода калия из клетки;
5.Иннервация скелетных мышц осуществляется
в) нейронами передних рогов спинного мозга; 6. Нет пкп, нет пд
7.Пространственной суммацией в ЦНС называют
г) суммацию ВПСП и ТПСП, возникающих в одном нейроне;
8. Сужение зрачка на свет вызывает медиатор и рецептор
г) ацетилхолин и М-холинорецептор;
9.Щелочные соли слабых кислот, содержащиеся в крови, образуют
б) щелочной резерв крови;
10. Скорость велика, разница уменьшается 11. неполноценным питанием, у людей возникают отеки.
Из-за уменьшенного количества белков пищи онкотическое давление, оказывается пониженным.
12. ПС- Из синусного узла приходит импульс возбуждения, вызывающий сокращение сердечной мышцы. Инсулин, действуя на клеточную мембрану, повышает ее проницаемость для глюкозы.
ОС - При повышении АД рецепторы каротидного синуса посылают частые импульсы в сосудодвигательный центр.
РП - При увеличении количества тироксина в крови уменьшается выработка тиротропного гормона в гипофизе.
ФП - Испаряется пот с поверхности кожи.
14. б)водолаз да. в) Дых центр да г)да
18. В извитых канальцах происходит обратное всасывание в кровь первичной мочи и образование вторичной (конечной) мочи. Вновь всасываются в кровь вода, аминокислоты, углеводы, витамины, некоторые соли. Вторичная моча поступает из канальцев в почечную лоханку, а затем по мочеточникам стекает в мочевой пузырь и по мочеиспускательному каналу выводится наружу.
19. Условные раздражители различались не только по цвету, но и по силе. Вполне возможно, что дифференцировка выработалась именно на интенсивность света, а не на цвет. Опыт поставлен некорректно. Его нужно повторить таким образом, чтобы уравнять все параметры раздражения, кроме цвета.
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c6q+WkVNO5VW1wwOY6HQ2W+Kvoul4Egx2mplfo1Rzn0hOdCnEfHvtVOobBa4l0/EtkG3NPCNSukdHqMl4N7HL+K6T7wDdZMoVX9qq6Y5KuznDvxIO9rq34VToMO++NBzVrdGhGqIc7Jnkmufu1J2U08q4CSf20VNrWgjowueS6MrpDX1g5rhOypcVSqNt7MZ4Lo9tMigIa7kStk1lz2kx3JgAbUcTaTCdUJcHNwWlVelW+s/ZCoXuLxvOHNDo9Qy6mWlp5tQ76f9/xIIcA3iESdGgkft/ZOHcjAMimZHNUyGbPfloOtviqe1aJD9beXenP2YIc65pAmeQKe5r6Za/3hA7Pgn0x7ssx396bSGd7QKs5vbQb0dzW0qQy880ytWJvcIMcEd/dqux/uqfRnudUDyRccEKhbrp9FUI0ZTA/FVabtS3Hn1PfTFzHZgcCpPltIhN6MekhlNhkP8V6tjj0dkzUbx70NowRwE5dOi2jLXOduEN4J7zTJa3dmZI5p1Zu9Rc3hzT2PfdL5DAFTtYajBiOCf0etF2Gho0A1QpuufQAuEuTiGDanh38kS8zUebnehcdFc4EA9nmUN7XOiO9pqu1xjRRcrWuz+AFSm6ysNCrdnSq/zLeba75gAFfV6TFMZdB4KHU7ZcbXA5+vNb4bbtLHNbgq6aNCJpyFtiLRF1s6LbdHqltY6zkFVWMFle3epnmhQpth7RDzGibjLcNbzVSXeuLt935RxVavEMDm02+CovMRaT9fRtQLKkQd2eCc0P3C2CnlriL8lXF4uJnRW37pi7HJAyIExj8BvmEDeIJhCkXbx7kw2hzC6HBOaKQY2nvAkytq+9lQfExF+p1LqpmE+rfs6cSJ1f4qkX6ro7WVNm/O+Fc2Xu1+YpgqMuru3xUdp4KpXDqYcBJ3VRLtS/PmqZ/yz6IsntCY5Jvb7OPGVkPOToPJNdv8I/ujJqXwZ5KnBf2JPihcXXXGRwj27nxMBFlemWDZgxqFUyYZWLAujhrtd1+VUGN0SqLSIpdIpxCh9F9jexUp58wrqjGVGHV4EINkubwbfKmpusHwql0ttKKVM2xzCo9IYJ3hEp9KvSBFOLnt0CqU3bzCyWlOAEBtbHmqfyH0pQmnlwBGeade0i2ZT2taSWap7QOzGfwNamfgfA8F00R2a8ro75tgrYdE9ZUqCNMNXRaLDIoNzC3NB34KNbo8EntMPFS3obwfoFtK7p5MGgTaZ7IIJQawYv3Y8V/DUG7bbM0eqVF1MMA/xFR8QfuqPyu9MC3QQnNjDtUd3XVbojEfgek+I/Zf+I/+4uinDnDn4IMohtOkfjAhFlMzUfg1FxzwRTCeXU2jWO66J+66O2n+ZoCfW6TU/wDNU4IH5gujU6Y3qjDM8AtnVFpY7+6ofK78JpS8ytKX3WlLzK0o/daUvutKX3WlLzKr4pcF06m8tkvlM2pFoI7GqNCmGMtaLSFuto/ddml5lGW0vMqnDaWnMouc2lAzqqm0DbZyJ4qmyoIax3wa4TumH1jWttaKg1VLFL3WBKMspR4lUBay613Fdil+pdin+pdin+pdin+pdin+pe7p/qXu6f6l7qn+te6p/rXuWfrXuWfrXuW/r9v0jxH7LpXSXQ5rXncI/umtoQ+3P8wCDXAh9Pdd1lU/lVvFx+3FGuOkmntDdYApuFQ3ELGCxpafFUa4O7SgHwKP0VL5D+L6T839l0iONQ/um1eill1RmY4qXtFruIGP9lk2+K943zRtud4BU/VcAMvCexop1XxFRx0HcFvsuoj6wqezMsdULlUo2FzKwmAp2W6SBJ5oA64TR/ldcK3gi+CfBMZwc267knGceCG9qJU3oG/VWXCfZZWGrT0K20kSZGNcLfYRc4mHcleKFO7nCyppl1L5dPJZru+jQjcHPP8AM6VSr0W5gS3VVXbOKNTlwXBzSqMD1V7m+CoVG9twtBVBs+rNQS3vVIc6gX/xf369cqT2lae5dortZ8EQXTcy1Q6oJEAbvJQ2qMgg7quulszn2Oql2igezKpfKjG4/wDMFWoVK5pvYYIaOC2ZcYpMcQe9VK9V5cym22ndwQ6T/hU1QtIIv4eCrT/yxHVKi3q3dUNeKzdryQhzuEJzXVKt+Z5KjD6klpJ8UJL7r+zGLfTkruXMoyFu4VjvZFUx/L1bY4Y8Wk8lUY0gl8twe9V+jOba+7in0gS2/iOcKns2Wmm6KjR+66TnRoW4Z71AVxcp1C7ljK7JWcFRDpAkq1rTpKzHp2hQOog9QPWEUOodUopny9QJZcyd5qa9huaMgRoqwoa0wCT3o0SWhx3gAsaOp5TukWk1X4AnUqHnM9UKyZTANEPBEQj3qULBECPTJRd196iJW1fMScFdkf8A28E2WBs80D/DmMf7poNKM5Qvpa8kLqJATYYY6uCKp/L1Ep9R1MRVbLRyW0eZqVN8lNDd0Uybnc00zixdFyIulZ6rePUA4SpaJPXn2B9JzbNJ1OMFdjEK63GcFAAeXFZ5XLNPyUAK60wrvouyIXZACHJWNTiDonXjd2ZP7JjS4N6PSd5p1mIm7xUA/BK6GT+Yj7KWqfSGDC3D9PYEIj0YhaBGUBwC0UAaoTqrWhR1QgruacnMoSd7TuVHowaRDslbX8xJU/yLovz/ANvQ0UkqAnKPZTwUj0LR1WNQcFKasrA6iepoUIptQc1u9oprOQhA8bCujO/zeuQFKwiQoHs4KxkLIWi5Bd6taF3qFaV3qHBWjErwCJ6h1gEKo5rcqCE2cCFQPAVR1bolRCwVEZWmqx7XRaeluwHXOM+KaXO0nEoetRdjswFG1gwpbUjmJQbcZ5r3zvIL3zvsvfO8gvfOTjcXE8+qifEJh5VG/v1zy6tdP+B0T/N/ZPd4Iehj8JLjAUgyFgzHtYOMyCnUa2WtIdj8SLdWmcqZaJ5cEAH2jTHFHe+pPchL9Lvug25b9eAJhEirEprHEkgawvi/SV8X6StT5LU+S1Pktfstfsqjxpj8dAJ+LN2nJbxuDXbslH1kpod2oz/xenTDrbpyEaLXXbwFyFINufJBudyQfYNM5QZs9dMoQ3WEwin2nW6ouFI2CcygdzP8/V0vZ1mtbR4W6oMIzoT3q91NzRbcJ4oYjJCuyMTBQbxkiPBHdyI481cOcLee0eJWKrPP0cJlJhtkEkrYjeqXRMdyADHPNtxTRaYdEFOvYWhrrSZUU23mStOElT6O9UaPqt17T4Hr3grY4zMphki2ePNRbiI1QdnBkZRadS66RhNHIzkqc84lAWDqrnPru0rmucO5BlR7nG23XRAmSQ67KsjCiOJPmnF5NsCZPJYmlTJmBqVim1ZY3yU0iaZ7tPJbOqLX/Y+gDJBGhCGXXTN05Uh7mtttwpEjIMI97rvqpBLTMyELSW4jHH0Objo0cVNZ2PyN0UCm3yWabfJTRd/odouThq09W83G9MqjNO4AG5o5o03Uy5+zHHRHWA9rhnXRQw3bpTpBe0kICDdYRlD0KrG32ufdPLuUesFQv7XC1ODpeIaMKHgzcdVLhuU9O8qoG3WuMg8kceYR3c+CANPln91D8HgRwRa7ttwepwZM9y9YyoadxwmlrHiLe9PhtTbQ7KiHYBzEcFBY8tkc1xG4RlOG+AC0zzUuLu2eHDqLjoFtHkXnQch6O0p+8bp39yDxx6iVSNhBqfZBzqZALbgjaJgxMprxofYudyCYOMZTmhuJ1jRRjGNFvs+yNlKQFLk0/wDMEH2jKf53QqlRjhLuaNz97h5qH1Lv/wAR34lHfg/mnuRL3B0/ZVqegm8fVdoLUKccOKBB0ECTortDM4KDG6D0J6O+kKfJwW9U6P5FZfR8iu3S8l26Xkq5qvbsswDqmEcSAhugTxKB2OqaTROeSINMg8E42gQR+6oBhAddxXbp/pXvKf6V7yn+le8p/pXvKf6V26f6V7yl+ldun+ldun+ldun+lOFN7buFoVD+Iewuk5A7llx0/NxUh/iJWDm0CC5ZfOOehXlm5D1k909y32h0U+K90zyXu2+S903yXumoUyxtx0EL3TU82AbqZn4R6ZB4rZu1pm0pxs7Li1GGGe9XbM2xKMAmEWgaAHKPKmI+p6nO5CUaZabh9/8AuUN0955J1WCA3VWw5BwBgqTTdx+ybgwVDQXeHVLe003BXUYk6I2i3HNA8J4IfEm44ZXre1JVWrwcYHgOs0s3Du6gQY0BHPqf8pVP5R7DbMHzjmg4BrgVBaFFohZY3yVlJo2jtAFGp1J5lRJ1I8k4E40RhhJ001/7hO9XwuV2GwNEdJCIa3Le5SRx5Ls4QsZ4ABbwcN61Fg1CtPunaHl6Oxpa/EfyhBo0HU6nZpxT9f7LY2unnGFSB06n+BVP5R7Evom0nUcCvWUXeLcr3dQ/6Vut2Y5u1RjLjq48eo7gzqm03AS9WwZu4LQB0wg8wjNsrdGXifogIM8BxROp7kMHuUxIlbrYUHIXqiHN/K5b9Ko36St2nUP+lZ9U37q1ggdb3An/AKo41wgc92qYb4AIUQ76BO8FT+UfgA9wyFDoEJ029+V8OV8MqA6ZEfRAjXmEQzX/AKK2CY7+a3Z8PZOaRheB1TNY0THsaIxMppucLYlO8FT+UfgS9wJKixDEEcQjAOdcrduE8AVxH91mUY5AezAh0mcxqtASfsm6qnvOHdwK+g1Kd4Knj4R7aXGAvVte/wCUL/09T7K0m13Jwj2slbgc/wCULPR6v2VpNp5OEdTt905wn6ZCaeWvig4ls4tlXPzyR8FT+UdWzqVYd4IOaZB09kOLjoOavrbzuXAdcOEhSJdS5cWqR7K4q+tnkzgOuHAEd6lsupcW8R4IPbVJan6Eu07ltHAF3BNxjH16neCp/KOrp/qyQaeDCbc2rt93Z8oVKpTDnBgMtHFD+I2hbLtOaYbpktkcQvWXcbtVT2geW5u1TTcc2yOIyhqcO/2RIuvJb4BU2C8bTWTkQjXPgzw9J1Hh2m9bnM7XCVQsiHduVcWG0iQeadaJgxqm1G6HrL3kBrDa2eakmApHobP/AA6mW9xW0t3ufUBsrhjPU7wVP5R1XPcGjvQqU3XNPH2NR/xBpymt5BOdO619sQjNM45ZROxdaOK7J+qY2wi5UahxDoJTqbKoJaMngveN81a6o2PFE3s7V3aQO2BDdAXaK7atBmcOQY2q2Bzcves8047RmBzTXw11zMzzW8ZHKdV7w40AKEGP9Zwt1x7U9pEtqGfFCq5+8HAkcOsmMnqd4Kn8oQK9+WVAMDgU0VKtUP4htTC99X/qFe9rf1CveVv6hXvKv9Qr3lX+oV7yr/UK95V/qFe8q/1CqjRVeX29m8oEcQptmSj6uGLsaicKyPsja2LTCos1l6NWxjLsHkh7vOi2YpgnjhaMRjZ41V3q7eaHu5OiI9XI1T7Aw4jCpH+XqGzMZXazbGqiqZdPVb+YgKn2NjPw/wB1jZfdaUvuuzS8yiIpeZTGl2ghNjknbK4+r4La3VZDmicx3otqGp2TdrqgN68tzJzKN98WjWdfqq7W3w84P5VnabSRbyhWh0i3UeKwX23HgeS39pfYLPFC4G0VCPmCNB3ap/twWRKmxvkp2bZ8F2G+S3WgeCLvhp7v1VN7W3W/CU71bN9lvyotgdsOv4q5xkta4QOSDgxrDYBHNXfzl0T3KhIG5Mo0rGaHf5qpcQbjP2T6J53M8EYVmZgZjzTahnEw0c06WmZ3beSbd2oymNHZpbzvH02kGcKZcrSzxHU5uzcQ1waShaxxJEwmjszOvcrGMc8yRhRdBic+gKlMxUb9+5Qd141afQ2dH/U/kg1ug9lg2vHZdyWzqCyqOHPw9DZUN6pz4NVoyeJ5+nT5QhBm7CLuWOp+u+4OP0VZ5NpecWnRdp05z4pmyeWBsqJMRB7/AEd4eB4hbleR/O1dul5FeurOcPyjAVrRA9pD2yvV15HJ4ldqj5FetrkjkzCtY0Aew//EACoQAQACAgECBAYDAQEAAAAAAAEAESExQVFhEHGRoSCBscHR8DDh8UBQ/9oACAEBAAE/IfFlQxVI0VFlH9Zg8MnHetWqjn41i+aZn7MN9ot0eqN/2TL2W1VcMqeiGrjuOkuTc5ZvrXSZAVLmp6Q6HmZ4flCyTApZgiXanmYlY0yfBMmGOcvk6Rx7BddZxLzTdV16Rihf30QhY5O2b1ddLnmppP5QJXPLphuAHWr33VwL5m3ncf8AMvQXWXCcmQ9iUGKqGNJSnmyVYzCUShR5NZi8t0uHqJkQ27r384K29lIBkF8Sqg69Ms/G6xAtlEd0BPbFmkFEgy9ZcKpll20hycPlvN+cM/Owr4I/d9eB5zKvDrS/eOaRDTPzdIJ9MZ5vpfSH8hU4Dp3h5svoP0ZQ3AvQ0Q0VZNeXMq9mWllUpuvtXHDbCrgPui02HumQOhcVRRbe+mb3V9LjK2gWXWUAlOQ90Kc9Tqws4XYtQlFpOp1iFAaWb5qAbThpXeAXUJHDeYYAYYyM3cu4IXwAxmPR6xMl4uHDg+csQ3/blTIUFBWPgdS2lgOA0J1imAVLYbJYHtA5f6hhYGhga+0u14jkVqom4jIqdILZEO75XFVovHNFrBY21NDpglLDa9pl6vYLlgdDwatRLcRITLyn9PDFzfU6nxU0C9+LNS9Y13n5HWYkm8NVoUuuYbDtfVgwQzJx1aqFAEW4aqIUaUPOYerodVXNwzD2sM/KKRo+zhOF+Q3aiKAUUjqpgMXNBXOZxNbLGs1LxS3g7XBVy2vYVMdmFQHqX9JjrZkbqYjywL3AVHeu1bMFss0Y7X9IrCtDHF14k4oCsQYNz6kDfXZW7bhRgNN8ppPO363MRoCoLCdJzHkQqUibVby3KqAPUNwCyLFqmQXgE3zKdKEK0ucMtjJ6FEyfZcHzxAyWFsuYAjknCphLTF9Bq4wgdb4x6aRA/HDVvSUErYE69xbmZWH5IxXh2nEEC2C28sGRQV5Bq4eFpHm3AWMgWe0C0srL8k77bbiE4QrsDVENqipoabI874kfrMFYNN8SiX5wOK+kGzW7LUOIEbgOWIAWjYbHZAuUXguNKdG/AP8AgcuYSorMLL/A3Q3MpIVRqur3OSLX9cuaXjhBzd5lKhdox5MxdPJhFoR9ui4UvpvM5AWjNkwQsOzCvG8S1EM3kriuIGgUlK74u4Upbg9QuXYCpXdNkCUNZDUK6UlTp/1ByDTBRTf0/ZFAvORHz4c0SAPog6ZfTV7muZSvJECXiwliDiuOkDXGhwIjLoBZJT/h9hd5hY10c9ZzKDXS4cFF9NXuH2FQOItQb/6UefFdWZwpdjBvUV1tO4pJogUXdj2lGbFAMdyC8eFfBALnl9821XzZ5PUzyepnl9bDqPUzcopzlgs6xeCjzmyv15ntUuoF0YVmce1EUYw/ep2NVv06RboPBg5gIgGjuf5tRgd1sIrNtaM1dRLpDm8ONY7xdzOBGmQtmM5KG7vNQqyHViCLm7XKIHAGgcRh2rw7sojxaEwU+5ZfiXigGj8SshdyC8EfQg0lf12rPwAZJUe2NzAoeFEYw17ww17FcZv7S0beoerpiEWYAFuuX/Ag7me88JCpTZiXlbKvzioJeQmOhi/pNL5iaPy6S0GdmfuOrwUzJi+aVfA9hDLw6Uc47H6JfM50Q5zC4itc/NzMTOeCOjOM65NXshWLHmg9fHonHYdZkHfh0ZlPMh24xMICm2gck4xDMpu8/wDI55IC15oYF4rsv1gvBSt6jFjpxs9KywR5wFV2L5iLfBgkK+7AMlKHM57xV3q4U+0QJcdI7DHilvZpF6Q3DuYcHibgde0Y1DQV5WgoRkenrDzwLRp8olqXO+2vb4qzf/GVzUsnUK27DvK0273Hn7JZUOO+HMVzTYqq8d3iOW3IcTn6Q3YKMefQSiIcT8CLBph83fcliWxy5UmtVHewQESc3x2PvEXGFTuLiuhaWYRrKc6iFJS2Kwe0TRUA/Svt/wBOFP2jXM1CfgHd2xbCoVTPlGMVOvWj3ZZanEFys45WUGp6O5wEu8u42zVwse83QkUtUHKEV1tmxe5ERrR9VFctCb1vdzNlJ1JjvEYiLiqmKqsU7yoJ90WOVELUq7mi43TcPZ5f2/6VHiV1JfQuO9yQDaiIGgQdDmNxttyWG+yAoVCNt4sFNeW69FFq6Q/N46owoGP7ayPKYOeD1DRBUN23qwBbq5u86YQBTZjrEYgHRG7ur/W4de6f3Eabc70jhlv0IaC7F3Vf+osDqd1J+j4K1tPd1zqMvFVWA9EOordgsuGcm2MOuEpq+6WXgWuPyBghTcQWJPtiIyMgfIHnLg7hOh+ZZqrEAlRIuDjTfvH5BWGzavSBbINpRjHmyju6LXacC5nJM9+ny+BDqIPzamQsYVYdaiexAWFg79Ikmt38lRItXQtd1caNOa8s6jG5n8/+C1DrkFTQm6nvXsRYFGh2VDjErfehSDxvV32qjHRhPE9xdF8zg/Vfj8+Vz8oY9C7MvMHlY4fcQvDRW1fWVvUahtMJKOi2fwhYDP7EgmFU4zT4TuKFj6Ny3G0gWB2eUcoB4Mrav1mQAaLzxEVS64arUSpfbZPZCSndGe//AAWIRB9HBvmIg4IBGyo1YnWVvTpq2ssH4pybzjPMsNo2ZllDrMB7S9TF7NLBel4gb2bnQrUy0soplY/FAwnU0jN+VbvrHwAKeWXz8GH5nwhbLuGWYKSilYLe58q3Gsrr3BVQmnDXjzQ1y9pDxUDzwLG7vEVHIjy69v58/M6iK1Zqky5v5zqMSVxR7hN+cN1doOJUhe0YHa7bsr6kyLzIzP24h7HqyD3IdjtqHpEK4TAaA7w6zC0W5I5BRR5uYWLIKtH3Ila4R9GKf17vCUcTpe/8z4lb0FyiigSbWqVpUdizNe8JXt9uLI0Td0N/5/wJcCwG7qizU+Wo65IJmyrrrEY2W2lQ7VlLTziE37xMGh7LBzD16TjvO8qKn29y4o3F/u1h7VD0Fr6XB6tU4EbbSVOc7g9LENmCkxcCgjdw7z0f6HxAQdMXA4D2DUBydmfMVD1SnOKid6zDoa/4SUeVguZzbPpFCol0sjZ3YjT7y0NRuyxz6znbZKbB7TDyIjy1Nvgq+9s4pnzgtGVicnXzHQIbw6LIC+8B4aGbsj9p2/426xuXGX1Lzi5y/wC1F05fOF4etGj50KHLLvl6QyYSLb4MX5TJj3mxjcsYouFnnMpabcvJt9/ARdOeIaEK70SkwbZSwLzs069petTi7HzR7/QiLnlFurGwclzp8fWnMWNqqf7z8Q5PXfif778T/bfiHMXzfiWGq+M/xDBffz/E/wBt+J/rPxP1X4mHY/rpDk/R5fz2BWvpIdDb6PBjYlGTR1qfWKamWHj7KezQVc2Dsz7IdyKITSJ2G7vdauYVoT0BNFzh3Bv0lj8P3EWHo/ueNIeJmPi1/wAN7B4fTKzapkLKhRhXQ1KE9K1m9+r2gRufL66iBbX5YkStdr11Cyl5ACU5sY8b0oRwKsPoP5gjGxOxn6xAKXcN8zJ4M2UZVxuWGck/OyL5x9fEVXMWw5YhKlEK2yylKsXEROTRxlfpB0F8Ch19oK9RXDzqa0rSYuVwH8V+Ue5+cy+HwI/sOGpeBIxZs8wyMMlMRQBHhlssdjy+iF/sm+tR1kttCZkNzu4My1kU5v25fAvzElZ0cnBrMLZV2jv6x3vGTo3M/wBIzCx1PEKmKDUX0VAlVCvRuOBgb9KqptUqA6KiNQLxrf5l1YElAFfWPBF28FXGe8oaANQ3dedfwXU6w8oeU7Y7QdmHwV8XsJ7BFvJKMb/cpdyKXwZas2qzluBngBsVZYtKhlefEyOptebQNnD5K3wvTzXvDb3IttxFtsjXnHhJyp+UoDBt2V+Zxyhvu82SgK2oMDipnAUN3rRrzj6QqL4G/jQpiXRMTdPBzKNHPMKvJPRBfg1rHIrmG1jiBWswbvtLZekwxlZWDzajDWaStXLctgtLj6THtuBiCjNDURq/3vLEoc2kL94l2I1i6m94ZN46xtQtwyTOdHEeqB3mczqEzYeaZfFK1aFlneGKJTdb2hAXHG64zOweXxseoggGJxOKT4Gi3DU5PaAlqjrHc2w1FyKq8R0TKtbja4ahodOSIvfDMsaNMz5QORJaX7hFGM9Zg6sZjs846abj1xBK8l5h/uMRgGXYxE4lJxx2jlm8V3fOUQUxVkEM05TiQY3BhV8rglw6YeIgtJ54+PsQS30vExZgQFoesyEDCYxqa4wOGnnBrVtYXtiFPVbd8/ZKgVVEbC3PtL9qsuswfmB3Wfl/EKZMbErC16ztQu1djvDxtQGzdJ2oG6XGIi3QGBsyNgX3YQJ4hddejNUZmPOVU0HrdSweDP8ACDBhpmsg3ERdsNwAWF7fwezn1vhuVXBeY0VA2vnWOdH5i/L2M4ahcxHJkC+s2LjM4K6e0uVqm9jdfeNjGaKd/tTgKwWtdPzK9btjOrGZYUD2lAGfUjLyzk1MhlA1yEM8EFrNXXeVAorOtn7TapNnnK0DFTrlKsPyll/CyA1Uti/LGIZFJ1alqzv4+5RPIrfwqiCOxIG2XeUw884KPkTFVKlSY7CESgs6h9b7QRIHLU1DeoBie9lCW4Fg9JYY7gtuZ+ka+0dbNymC8oec0WqpXzlL+/6vBVQubg9jl4Io1KGTIArKfoP4r1DKASYfgMUs6+D8JzF02GI0z5SEiLmqDwPbG/BXBU9EVeTDnJp1/bglAU1jbDC0UXmyAPmS8+j6PhuNNRDZKocznKOYECs1Oo+v8dbJkpA/DHiccIIdRdUUVdJkHbcJlzGSpL6yrrTJAuLAFHnbmcjbDI+WvDE+PCgHVg1RO8eNblbxUzJpBz8VKbD+l8LLYgyxLOZS8HE5VEiS+hBNCj+VbYYDoHy8QmwL8XO1S/MqFM2k+Tj3jiPPa9CKL1boy8ssm7tozF8g2Pc/1DuIhezAdt+nSf4/4TFSkDkX5H4guxNrNOkFW0z7EYo1YINeFGTPgNnDsmldH/wi5eq+6IYBrC/Mitup4pXVPaEtlvrM/u3/AMa8nUZT91CWNehrxv8AiJIoAOGWUhFWr84FFf8AQtoqk0ZfTKXlzvHW4cc6VnDNvnmDtF6GN6fWYrHBTqmPSUU4t3zj+5TNqL63AwCmSDl4oTc7X7u0z1+j5T/UwUXAd8y172YzP1Tv/XAvNwCldf8AuMjwmxksM1MMospz6vtBmC6ValRMbAF3/wDXU/NzsxxFTOoqsEX7R5lqclO3eamshuZrVRmhC45NFwzOxCuBbw+ktD2ZVp/EVYQUyx2gUIpdI8FonEdtIhl0CcL1uGfZnjD9YElWsWJguWUYAwLbUBRt9aMvxDOqwUB7M8alTqy2vTU+k6RqnPYwRLG/gC9KtuGFwFtorB6ykACp2MtfOKFO1wVTTAGZxac6xCuKhA2/7C1lIAnHMt1nWsEPvAIac/Ct6kJivnp4hjQ2I0j2YC9DZsvrcAIeJ2vdDipoiLPvCobUCqHrUzEp4h7TP1xGxuChTa8AXmofKwox4Jpxhlryi7lGeFqrg4YbfMxN52i21U2ty3ne7jnCuRza/rMeENClgifIh5rOenlOanVLX5xFSCHsnOS848nIns/A1z3eYEQQ7slW6ELLm25hoQAOLNTLhwvPD/JstVjruPeEW0hrxHYcTcjdVuavmeZTkIHphDfTXUv5HiEJT38PC93VFBWXHnDjz2Bz3gA9VJa1tf7MhYaea+WGUBIpFxSowh5xw1jpfWWGBldN4rO5bIN1n4BULI2zR088e8cWQXnT6I4DJherbXpK2KKK8XiZ2QYvqfKNwwgdCsHnG4FhaUHkMtmINFun9yunbxah0IvtO3DN6L/b4ZcGvdCgB4w9CsbrcTcpS7Vc81ACwsK09PtLMqFRWezzh07cYrGcXc5+nC821z0mAQSHOBZ9ZUUbGlTwzddPBEaC2Weo/YpcuXLlJgz9jqmoUenh2sLlb7Rjt6zIEy3dh9NxW5HWQ1c0Ntn8PdMZfnArvzMUnTLhjPfbAaGy3lbr7esqCu0pv1PzLM/Kp6OPUmP93wVDX6XzDJ9/5PJivLb9J5G/axxLUbYdsZM2FJlzvDEEpfsnnKZoDRZaYQnhUo4FxKEQWPze5P8AViEWHDmYe49nUu44m0HaZQtyU8VHXx4tuU6ninAzau5i+gl+sXvP9n+Zm4PP+YG8lh3Tt0i4bmugsyQ2ZZRvfpEqyg2uDuy0DXC7uYuwUdd/iALRl54Uy2wA2LxU/wBJ+Ycvq/zP9f8Amf7f8z/V/mf678z/AFH5mH778z/bfmf678xPB1mDd+cqdaDSbVcq0Q4C4bj8i12clmPZgL3K4N3+JhdAA+e7wGMulO5/JLtZNWKVp9ZWlQ2i82+CQ1AELbmX/HBzuY5mX7EOTBZPKO1s8ny+MdCFMwDdQe2n6QapsBctbmaIWcBpqUHQLDnV1UtZarpwv2m9ONNftRWD949vDvDQ4DaWaTX4RqMfUOSfaPRhQ2y2hqctd6lHzXfQuvrFkCsizWzN5HSp3qB1masY3V+FArF8iFkwlOpkkHkEGE0LHIUmf6gL6Vkxuj73KDG0WwUub+03KHoC8TZb9jn1vxJGFbw9fBU1FIll+WvD9h0n7Bx4cnxBLBVDsdfMmYKA1LcB0Se2CpV2qbIrtFA13e0pL2/VjE1kFCvmnOrIrevzF7KkWlbHTevzHoMksrfb5RdbuuTdPEH+5L7cQY1yx7o6mSbbO/5jTejyHnDlOODnctWrtudSa+t6Pb4bjZ6/0uEzQUHgxaFsb/Ew0LFxdvPG5ol5jB5szgq1rl+fgbD9qif1tfwsQ5ywMS15L8xLSug44YP3PRAFbqI+BZT5ZuABFQVvX9QI6wxfaNfeMr1AKz+k6kdWdriIsFr3/O4EsNGNd3aAwsN0IooDAilvM+sKGq7cHjZ/UoMXe2dMcuzex73HJiYRnrM+vJg9k+R7Stk+mP1lOqJ0b/rPzcHieaYbTl5z5NjX9/aWvF7oaJW+kxQ3ix9NRk3raqEdo5f0jf3teGb/AJrfOtuWGUXnoQAV820/bmWiMCs9vvECqRkHrX9S2u0wddHtLKg4IifuISAWzsdPpF0gNnByz9ZqUZ2xbz/Cyw3ZF3vnEtYvKinZWtSoIzY9u33ixgbKdZZXFlXi/Oe8TiP9Xhz/ADsyGKvGqil3VzuLUPUTJMOKQXKpb2G10Bu/zErrFTTpjfpExGCuHrG7WidA/jI1tfCeZ5hiiJW94ef2jZ03SdH3+0OVLgPrZlYRCkKK30qe6RNL+rwyPWGT+NOQOWV/muH1Yhw9T+0KITX8oKkAOWffH++ocaOtflDKV0j6vBJssLffMBNLNaOJqRoeZrj7wLQuMdc8SiRQKZP9nvUtt/y8GtZLSzUAcO11P4ixrtHylIvMfQkqvBiduEiuzlrPcO0AksdP8TzyQNr0ilby/QtgAoKPBm9cCXz+cO7+ENvNkwZ+dRnPIEzhq6g7YFrpM4UtCmsut0V4e6T+jdoaiSkPWNcQsJbHded8dZeeF5CVC97nLaq1xuWRWzOiAh2oY0emb+kQ9sVFN8QG8Ws6D8Nz5Js3cXzKoL1bJZ8KnOVvrKq72cdXz+FyR9h/J5PF8QxKMXcEskdQ7epKyajphCIwdtA1e5fBTefGrCBW+T9opEG1gAgjpPgz+s94Ji0VyeAm1wN4z6eHvk/d2plhGB7tVQ4WkP4aABguUATQEZwcVyqrmUri1dDpFpdEF4zx8oEUV3Wg65+c7qh9fxFKBbOiSyhCz6oLr082Mg4MK8lv7oMBCGVaNrFnDdV9JxxRQz/Mw2tY6zBXOnHZfeFVRt5ed/KLauHUMaghduwU4f3G1pXpYxXXznNd9GPw+sX4j3Rul9PEFQbGt+Hvkb+9qGc4SCRySwAXWyILo+DrKJP1T7wNv9TzmD9T1lP6nvKKumzaL1B0YEhlX6Dyg2HkyBmt4llSuXQtxcQKlbw4UbjMOo+X9w0gAVE2AsN9BQ0Q23o9rM2lVKlExmt1gzKqvNhWJ/XFRMF8ozCoW0sYgRYKwJ5ADwokW19InkZDpdb9ZtqWe148F5x/zYVVT9nVMEQ8vVjJwQx52VcL4qaa6EAOlU1KAEh20S0r9FgNvnMwNw92xn8TnBtpwTNN9/I2lap4HHnOAtdZpjd8dYXbKpZnH3q4wlsxwnzXua481bjlf9x7Ck7l+0VZko780eEqaslaynce76kVKou4PQl3SowVsUd1uCcvbSrs3AqYLBxvr1lYPYb4dSKCGXAhqu8B3Ob3GG1sqeLTdR7vDb3LVxAWyo3hqEK4EXD1d5bPkwKCRrDMMufaKN5StZHCIql7blFyG1OqvtEmNIU7xORZj2HxtUV5THY1WJhIZbDfecSvyQ1VtfmWlMUmSmsxcOUWir7p2YkOK/MP1MAOuUr2+Bbiv0HVMdPfM/PwOcnAa/NgtV/EVzc76id8Afu6jwrwoCNh9y/ibaGX2uvxqwdryhI6oqsxMyz1HwUa8gc0/Ea8dvA/M0NxOHm4lW5aU25A+0ANE0aN/WBR8ATeaGvIZjHZrvcl/D3u+8tnYTd6ZhgZ6D+SvqmupDA6JhvnLeDvZHA5oVX7zt4IP4P/2gAMAwEAAgADAAAAEPLCDFDOBMBPMNFPOBNDPPHBIJJHNFEDKKLMMJDFLOPPPPPPOOEIBCLHLFPPOPPPPNPPPJPNLHMGBLLGMJPLPLPPPLPENBABELLOIJLPPDFNKPPKDHPNOBELPPPPPPPPPPPPOECICGIINNPNPNLPPPPPPPJKFDJJOLPPOMGHPPPLPPPOHKJPIJFPPJKJPPPPPMPNPNOBKJANNNMPPMPPPPPPKHLNHDMNFHp1MCNPPOKjTvGODJFICMHIFk0PPPA/15pGsIdNbsHFJ4rUfPOOrADuwG0myDaztffGFPPPA0cI7P0xz4e1iy1kJfPPPFdskIU+X2KdNzF+C3PPPPPOPPMIEMPPLPNLCIXLNPFOPPKHPMKKMEAHPPNPPPPLOMMPMNLMNNOPONPIPDGADDPPFGELPCJMPLPCHPDMDMPMJHLEOLFIKCMGHOGJIAKBHGJAEIPLFEDMOJOLKKMPPPPPNLKONPOPHEBKPLNPNPPPPPPPCHLLPPHMLNAMPHGMINPGHLPOPNOEONALHDPKDBFAJNLBIAFGJJGKFHDJAONOAALEEPIPHOJOPPOPHIPAHPPIIPPPPPHPHPPPPP/EACERAQADAAIDAAIDAAAAAAAAAAEAESExQRAgUTBwQGFx/9oACAEDAQE/EP3AVMlLYNL9+UYKiiWrfxaiNnSKW2Fl61c5g1emW8aRor6iwLiLct4h9xd5ETfAmyajbfyGL/xCNSHt9NA+eCWjTCORV0qoRxHvYQAUxlOeE5NAlCyaqcQNxQvp7jNkXqaPrlkR08DwjKXBzH1ipRomQhCpAV/1FSHNbIKFy3Zj2CWJzAr1QSnyLC6KIL4ShJyY04jYPyU6lhCGd2WEMyXSo5o8wuf4gLQgV+7P/8QAHxEBAAMAAgIDAQAAAAAAAAAAAQARITFBECAwUXBA/9oACAECAQE/EP2DlsqYJ9xcIg6XHnPic5CrYAMirfW9FcYJYDuAwdzJRKlEolEpBUFbMYKKjMYK3CnXphPhAp3wl5URVcOi7FVJ9L2fayw1DC8dp4BFMEuFj10Q+FHM7DWHvAm3M2OO7MvWFKnCVsVxXqpeqIV17DTko8JVwhu9RS3GyDmdlbDY+5YuKm4MhQ0b4dgECWivH8lxV/tv/8QAKRABAAICAgEDAwUBAQEAAAAAAREhADFBUWFxgZEQIKEwscHR8OFA8f/aAAgBAQABPxD6iRHCJniR5QS1eAjclsSi2sdOTudeTVo02s4vsoU7GQxW2OMLjiPtAUkJqNY8i/SeQngVWaKGEnMMU5CcdgMag0o3hwhI8gEQsLGPACKQvgglvjHzBBcAn3evGIIURuyTJrd+MWuEEIwlKOsR109TratiMRZiZY+XhRJyYkInFDU4hBkC78RDlFYfFBBWswHHOTcIhql+yN5LlE2IvRHRrxkHO7IBISMvT+YJw4NS4rqiLVIFVpxHibjPI06MHPSOFCewJJvG4EyKQRI3ZGcZ5CmxdyY25AWKBDcTF4oUZLqAbmHAIUDz0ENQsySbIMymJPExiAIF4OPWaxXxsAoGJY1p++UuXGL65wFMEXZgjMIFS6mysjEKRxKLYwUbbyBCR53DzjFoyrQnzHIeGqrMFBoAyJJKKilobtk+z1cErMy7wPc1orIpVaPTIuE9rCiVJOs2EmA3hU/LBiHcokhHSMDOJlVuE6jCcEQhEmhN1gxqXPKFZpoyxNRKVZfD7Tk8cTCYk3isOoKkuQ08Y8EXeANIZ9cgLRhZL90aw0PFMCaPZORMHE5JLVPpiIcxgFSkeuNvGa4IQzdOS0DscglulwbKQlqgpoYyYdV1RSpuGH2wsd84CUNvK5zD97RiZ7MhO4sWAhLd4G0CEakuqOsaRL1SMlCHriccslEvK7vjJ2ADMkrZO7+xAl0YwW4FE5Fs845jIkhDZy3kcjLGxCETek+uSxYGJMXPayV4JHAgu0W8R27LJQp3ZkQS2OBJ1vQZJeQYZACagMFsA0ZDITUhOJc1Y0iOo/1ZISUEAWi49Bucb7wQ8Yb3WslCCORKEXET++IERiSvISdR+cOtaMYAiHuvxhqFAxkIBEkb34wjMhsitQXKKwbtTNvAXvWdpJwpMd4GhHcCIEoughtjE+o5s1fVOLxVlhQk9bjJsxEAvm70Q/GQ7mmmlT0LrGQhJGhKWe0etYh4RRyzB8Lg2EYkpoCfR9HDg6GgOIe8gwK4JRU5goV6jBGxAGwKd7mcBCOg0u/0DK1wJipIY7dd5OOdU+Qw6g+mKGphIiS+dMV64HwBXBcFe+F0FAKSxF0JvG4iWbn8eG0lJRSz5+qKhtcIPTjWqOs/YDqcmcqFJIYRqY3iPJkOIE94KJ6yXCDKVbcd2vzix3XCIEQ40YKAqoltml84LlSt0Qy8kEYUIFhSOo6HrBbEkogIPcHHc20ok7ZuZZ7wKE2piQhjojAm3XKsv4CX3vH5AhSEUq7JNY4iSSWkzdlFZFQ9lIGoOP8AuSS3ezNqu0LkrvO8bmMQ8RCwNRfePMyii2kld6wjHpBJeA8F6w0AIIcjoxIQS1mSy1gaUIKwaL+XFayiaKkS2DgtsgOCc09cI2DILIFX6RiANsOvT6G8AjSRZ22X3nnAOuZd0dAphZBQnEcR5nCgIoyTID5aMXLgVHDOb7ZZnJcRJCCO19UZQiiUeSSeJ3j0nA17mY74wTBDzeKMcpjDTSdCBfdBla+LShSK84EATPr+uP8ALGokISWf2yW3ZxWShJmMlEPCYCBoNzrCdythQJi8+JiNZGHxVhCSySwOcnFZSjZx8VzkIhvGWIPR3gyXHVCWUYdhg5S2wX03q8s5Qu8dUQ83j/CW6BpLSN85AIK6AuK5GojFvXCqGcTviJxeY9TZAziWx7AqUDWiVcMaxlkSSmRkfoR/4CE7ASh1imGzHhHorANBOkQIHxGRQnLQt36+cXiSpvLt9fOVwJw+k6m8i5gEiGwdThsQYcY3B0Ze/wDJae5dZK7Nh6Hp4xgHATGIgeK1g6N4OAJHqneQFOKNT+TzhBmMCJ0U6nI/8BUkke/OFJ8LADQGAJUDtwAIiPJ9J+snf/hPqQ4TY5ATx64EJ4M6SikVDjCCDmyJJOL9cixEuK5JLafOIjZrcolr3x34q6PohD0NAnljJ/6MrPFjmT9sWDE3E/04M2fB/wDHFnUPn+nFeB0H9OL7hn46zYaSkbEnaWMACkRCyyIeoX4rDlU2+IPExg6dMKYygnDiAhboEkyab56yXWquPE79MPkYWeQvqQ/bH15+5g4SnYEr5wNX8rKiGNPPti9jBxQHZs0rEOEaaQMxxB84STBDUkNUiec8r9YMBsIgUesayYhKd4K/oJXoyHSOWkwX7GXLBPOA7PKv+vOwS/kzH5Y4USKDEzYqZwRla3p3svf0p/aiUOXoOXDktgWkGJ+Z+w8JcsQZQp6YrG/pgkSbPTEx2SJtJhey2HRWEkxKE6KpiaroLDGZYKGDU5B+jP3CQBubMnn8iE/63FB0glh7/GEE702rtmwCwBcEqQmO8H2CBlUzig9cbTxya+ikZOnOTf2woK3iTgoAKdcE+gT75J3O2xdaQtTOpyQ8B2ghI9M4R+NYBghALER75v8AXRl2t/DnE5KHbqnUhWQCqIBxKURXOATagSj+B84I39ET1vda6dZDMUsgUbd1eCiJTbEjJuwOMZWK3RgiJUpcZpESRJAQ9QfP0P8AwuBOApgUJGXfGV7kbVJJMSWK8uILphWOIHndriZcMDIRsVPOvORdxg0MGy/PLimAHTlZU7N3jo5FKFSLCwlYw1CJDtSVo5ELS08UriOsAwwYdZg0BB7uDRNlELA1tNdY3C1EoBZlyjJ4aU8lBEnZSTldW6rZQ5a/nAklxKCxgQ+IkxyEecqWS+UfSMjIyMhoJOf06+tZX0r6KwYbgnF4GDAIWyWjOu8GHOLrQfioeCecUrAc4tHmOuZ8YqpUeVaxcGhRGDFfCN4jzFXzvFyxLDbQeOjEbuduNULExM4fSMEyAuGu+sULZGMnC5nZkKRoGtweRGsZ+IoJJRENYPzhe8JA9TxwGA2Ziqw1HnKhhyxFSJBVnWjDVysWb3kB84jqNeVS/b9KzjD7K+2svD9JzTg87RvwHJeaNAmWQzHkCDuMMnCocDCKVMEWAtq5vzi9GEwbXYisxUYKtRMDU5A/Ey6+yE1hLgcehmvg2jSv2g3vCyvYIHAaz+DBU2YOEwmw4dZOb1ZMuIOb0ZFkdANHmFJhIznQmBY4DZJ1eMWgY4AS5+ffItBQJhscpBYNZtcytRDslHCkkFB6F+7/AMM/oI3IsVPi4E7w3RFzSu80n3zUgz1TAaIXkVfsYH5yZcHihiuA/nBnjTglD2Zb7iXGjN3ordwG2QwsuhrgiYXGFKsqWkiYwqcgNuOjukNXc6kjFDjXJQIGK/GHhUezEIK2d+camSgaWh2N9uJCVYONQUBIkUowIhF0nQ6O95QrSEPFukJ8uGYhE8oPiP0p/XdYts8b6B9Rc4yAuBpYQgvAk/GTmKRwNMDYTx4wAhZxExS0LhUUBZSNfBYxU1Zal1UQTzziXgtsKpd0k+QwcJXVkWGzsXkgISZgGk6p6Q5oz1Ii2r1p6wU6uRvW5IAEv4yDsxaDKgFdu3B4CTJZgpoEjxGQyBBxs+BynWCCcOySNJ4FfYbaohwBL2mchmvCYRwWd+mTklEQRgVHKS8XrUALZDPv85AwbHA0EiSrwUvQxBR3uieMBgQghCDDC7jx9HI+6PucfddGQU1MXXfWcbwItPMJ+2CHPp8YQCPdwxRTSmRKS0m+cfvGoGO12MI4p6gJaGGQXI4ZsZuYzaWgcMZJLgg4eEFNRDIlXTn9gjq4swtJF0JED9Pw4dkksrWuLWB04XpuA9Ql9sdDUHEIWJTx9HEIUB4UfSZH3wTdjuot6sftcPT0DghfpGNYFKwjbeidZOf7WnT4/thVzOgJRfiI98AkF98MhKeZ3iV4gZq0SmpAMrjA9ubl+wf+Ac1anIYpGRnrfOCXtWUPo5vdHCSzgyF41ZRQEyCJld6MEgt0TQgSW04XONG8IJ/1k0ifAGugbgypwb4lH4ZDPwZC/uvD1gE5dompPKmTnWGRCR2Fj0xDoE8Dc2ifMYkTZCHtPmcShxR0d32hm2hp6BesqgCxZQib/mZF2WwSNI85G8kUOXEetjvCHEgJFdz+I98AEmCKDI1GpLrJ3aepJu0eW9/ov3MSxucxikkuSNAQ8eGMEPmEOsqOBiP2VrMi5++sPKGpJX+MCcjUGVv1MpllcuTZuMG0mb+Gr/rrGulL7jUTvIPNOk6Rt/GKdQUbiTDxziWxF1sFHjCjlgzaUfkNYmRJdobbnsepnNjRGb8G9plU5B9pjDaJEhkQoHLoBYreLOCMZIED2kjISRcghGx2sx7YdehFG1ruFGR+uARJGkckW84IYMur/GEm7k6S/wA5NcEULqlQbrIGsNCGEiCCcm4tU7+C+jAg0qS25FI0M5C5ZTTIk4/BxpLZsy+cDpOLCsFLPya8ZLmSKgkS/wCLyPKllQiiO6clQRwiblHETlJTocNibWXiTM3QKC+m8q+yE/8A19wpyCJ2ZGQQlZRIPRByJpSCVbtXICQCEiGQn0MTAnC0shHu/wDhEBa75f8AjJIMol8ckgq5CdkfTFleOgIxz6o98fOmeKpDYASOUwXEdyy36Fl98SsYRo+2PMVptY+iZWQC+Q0CmRKACYJBi/UwNEUFnyaOBj5ydnhSoFW9D3xSYlCCUaxrBoLXj/xrFKVOE77X/wAM4nw79sa4887PjCufU/5ZHKbp/wAsllGLnd8YyQjjb8FY02VyOfblxbkgWSCwxKjhGyTt0vjJcIYLjoRxL8ZJS0jSoNas++QrEP8ArjHFsfYemI4byRQ8bwmlqmsJ6xjDDa4UEEwGI7nO38tOBoThTMgDZWOB55woALUB4FVowrqK2EdOIxSK0SVAIWPM4Ry6dcuKPLuMxfPhzF08+vbw8lzobApJLYJPOJVBOmjO7srDaa+XLCSI9TvKZSAsFThjVssl64J5++fv5BW+zJQkKVQq8hUkZSsccSASBpqd+MmHVuChUL439fzf7Y1d3/HkgwQvrD4gnvgQBnDR1Ku4jWDRDiIkgCX8hjliiaUJn5nLFbtivYOmACytvDlOMEWeSj6qow2F66cM6LzH1EdfVQK6ws/XcSITAJw8sYlvkSi1svxkKgdGEBHvVe+GbvM+Wgv1pXjFKeKaL03ezhYlEi2fnJygwrx7/wAs0xU05tvBGBMPCBby684QQsFVbUEgHHywPSs8gwjhkfGaP/A3SAGYZ9nxjBhrIeUpC2kAj1w+gyc5lUDA5Xj8/XQOPjAM7Y6eMTMq3ID+cBswsBiSfUF9sKihwsDyQl0uS/5M4HNqECncayA0vSSyhBEotCZTXlYCsDCpwDV5z+rG2JidTHH6VK3Ry5Ksg7cSE0WIfrxkDxJjYQQjbIkZQWDFLSHvihWgTD46x8VoQkcehGSBPKlfGLtDv4ExPphl1rpYPbEZKSiITmBNGxcd8oBJTMEUjoxl5PJ4WPziYCuzI9QMnpjQnWMYLcVIfGKFqLwkCE80hlY8GJon+GTMGvqP+vqavkyafXFkhVxonTiiDVdpD9sUjMV6UA8BgO8I6k0k3vAAcFISt/D2zuBTkILKwaTH9UyQ75ES2uCOdCREN+CZif0ECWjziKW9GcltZQ6wkfjAjABQB4+s4h2D6mVk/ScnPy/7ZK4vX7ZOGvRvr08OBpmDEKXzgWO/hBGUeJPfGh71LUJ6YxewaOklPW5eoMRI4qIBRXOK2wvU/oxYJxwDIkxG2zJ5ZaFaxGTa4TkHkRCfxOPBeOSTPhOu8hqhcOPZwgCggnJQAIeN4xs4uTrqIKjW7wlfM6W0hexjELXcHkVHmZ3X3wNB+cWpTfY/vJeEEyucLmwaTGMfQeHLtyMLh4+k0pSJgJyCEoOskYg5RgiidSbwQjlDOQJ7dP2xKF2IMoVYjvAFCZzBqsUIg8Ppk6koMerkUyqVATX1ZPnERNgUmVvaa7nIDZxsECf6wmLmIXYHux3tuicSC8iPo40YAlqhlvjPJT0g9cUli6cHvkhe2jWChlkfClar4wXREvfxhCHpLGiHdbxUorMpVTvzhZSCAKGUrOSAyRiCQJJlpwNmF1J+9q74Xzy5DQGIKHTmhbRL+HJ5MLbYLHrlh6ZDQqGAsmJkMaDKij7YLBQXVx1Eih5yEHRbkyIkIjDDeh3kwbQR8Y6pOny5uUSh2RgJ9pkJqIs2nvkvg+LqFbRPPjDtRoVCsA3p8ZSoJRsr0hJjpyQ0CIVXFe4h7Yr9GgeheG7vE6XR02HCkYi9GSEc3wGEuyyaLxpWNBjmIjGEaA8Xhw1IEqmF57Mls57lajeBTJhKKwiG+sdAhutVTbbK39znnQcKRasH84fQMkKnv1y/YUV+4zfzGABvAkP3xSvpWCnogu5yzOqspQwbZX2xTBTBFDcEca94gcJWCEvQfODmDwg7AIduntgQkyrso/YN94UT2dhbJkmFMTn+DiQW2BYwrdnONImz6xjgLwKAN7P+4EZ8yIHq0qTKD2BFhBXj98gcDgBkgQdBiMCwnMqYnKA1BNgkj8ZIuXrg+gExm9VufpeuyyzrIwKU+MROUlcsSQstw27IYMPvaQ4BHuU/Y4YYm0KQNLYh94w5xEWYtaj/AEwWGGqXYdNjgxCttMUWgr5yoBNKVE7RzL84U6uE4GM5ijbBnkRSAzticRUBtmBdr4/hjiaOuZhTLHklJocFdRGC8lUGk9Mme+Rj2DBDjnGOSBBiCR7rF+BuBnBThWSfp3mFAfXT2MC6CgW64AqcCNKH98S9Tk8emG492HH2wsAlYwoVMN+Qxicl7V/WUYhCwa++MLUw12/tE+OkBHIMEAkGusHAIFEaccMCqHHRk5aQiE4y6zWQUf4wMblFlw26VVsmNBFYEW4l7oEP965xjF+XAS8yzaNqfGCQpdYMskbicDxHG5jdrlRx74jGWQ3KifaMv4a3b3nCWtAlfQMC2rJDIUsWvBlUDzWMxgMLwxIXa6DFRshGANwE/pGfN9cnJhwEKT6rBK4RcdczGBHkNu3FcUU+v/cYeicmM9v3wFcCrwZPSc85NFjfCjOMgXd4R2gGC70ZcYFZggIk9ooOzBfpDVSYn+cbOZZ3BE4wUAY3h3YII3Jf39EKJJiQBSFPqYGmCTCkj8tOsiJHZuv84bALizQH/wAwsn9A+iKQPPWKEu1gkfUwRDj5YQvPlza19j/uKOTeCyFZPLg70rdeM0Dj4xnKSDl4/rJt5hzgFi0OHHnkATFWXbMl7YyLyA9P/v0EZRhmPfDEF0M5N0CUHvjcBMUp4CWslIpTMfOJ6khdhEx3i3VcVkHh8/QJZL8ZJf3A/bG0oUOGTqKCOb/GDaLDpPNxvCpA4P1Iz8nBOIy92DI+iEJbQt+vxbzjo3ZjITwSXEeSzzvERCQl0tidWPzkXmZglnUcCyZKxwhpVi++Tk0iGEaBSqfhh0ApRGLtLxxZIi8ESRH5yTzZMy/1ZAqPB4VAMsTRAUGKsoX0waSRgpHn8GS1HwJP85YZGI5OwOvozV0bYQe04Pv/AOWDIMgyDIMg/QIIAqnmQyaXaFyxRjNEQqe302YskbmuAiCtwEIrKp84Zz/4SQilOcLLEknW8XM0kUw+uSZJkI3kmSfob2sghp84KqaWYrEl64wABAUfSM4+kYfoH6VyiASnDHrgtyXRWZ7BTOFtGbkA+BQ+MRUm2BiBOrOEAvvqwA9V42yqsnUDx0vfEQTFYIkEr1JXjCWtZWYZlHdSYCnhQClkMTWaN4OUl05BWEHpP+MHsBK/8ct3gl6/jBUTnQz/ALYjPHdf04VjXjJLRJ5P/EfppJGNmAEECrzBx4xMsZ+XYjkh9BjQdrcIWHct4VgoGZBbkfSsgyDoyDrIOv8Awz+sI6cnJ/XXlEGqRhOpnfjJtpTEfFiFOUc5rptMAtlhhxWKIjtzE2AWobYMXGq+EEkQTEbnF7goQ1QOj8sKyGSgrZJdJnISjMLZz6FEyizbgSTDWOsA5+1yk3xkhwHdWCdOJ1hXFM7GHdab7wMUvAE3CN0xXOXU8KDWpPCXjsl8pIEqTr+WJQUXtZJBjZM5UjFkLMrKbM/Gy/uzppx/aw0AOkfsOASFHbi013iIIGpXbxj2OFVInJAYBvEPyFcICTuRoyFwQKUzsmOJwmlPmKo51TBzYAwkZl1YYWMMumJIhbU0YxlAPT7FDEgybDP74jJ+h/Zk/ROzdzsgswH1DlM6UpnEelOBCSs5msma5RwmQQeSvvhQZyE8hCdw/nOW2dTtUagrIeGzjYtX1cJ0CBxEI4O/nIA/SSYPOOTEwI4CPRgz54Wrqp6qcEKRVDIivYb6xlEh2XeFaDFiGAbB4Hi8IqBN2gFvdj1i20mRHn5nDuXZRJUrjLpfnCdhb70K3ONwQh/jHW+llXkY+IyiPJJE5f8AGz6yc4pFzSAdlljVYiIsFrIVXdVGRxw4PK0Scy/OIRByYEFqdGpjL7j0mAfwxNf0aSJCGoowwEwOQgrana2d4AAcHf1N1HyF48dvGa7lth6Fv4PGBhbQH+sSs3Z/rFFW85PCX+Z4x1tI2H+TpKcdZeeggRLqz7ysNyHhOiGLGieJwJeB0vadJVOsGXQBrIT6BRzODLhokKTd1PxlwNgQBixtpgodqYSerYIT0YKcjs8x9k2DQcfGQXph2ZhzIDpnggG5yJmFE1IBleQJhESBgeoK1D3glki6Uds5NDzOOnQAQV6Cr5yAEVZCWOVUM5YUizysMbhpesVNVJxgpY9Jw0AshDQwQ5HBVzS8DwkP0J1VAKpCaE4nHMKAqzJtAMd7vEC0ykT3YCqdziXd8qlrceAYmGHPWfJ4gHrm0qJucm4SHMS+MQhdCorpTRpd49YywKPgROCWRRUVgui9CZPpMYBHgMkUSpb2Ee4RfXIVeQ5yHeQam8DjAU45vA/hvNViYdrkfI19JlJmh6YOUIXEgKvY4O5wYrdioUyRaA84USxyms5XzEYdaHJ2ffGRkHbNnsMZssoXLJXyuLeRCQSXejR1kMCQDl6njTjCTiNAUy6mKXxhwyKqxqFboesjjxFJECyOoVMKQAdw3nwj6xkGRkZGR9Iye8SE2c7P8CyFIqQyGEeFl45GGBRFoa4YzSQF2hRhOrH2yOhewzuU7qskBMlEICOCZcfv94RLeVkNGAzpYKlA9x98/wDlcGYTAdZAqVRVxTl5fXFftJiewOtB7Y0kZ5pbHsZGFgGUE9vrl8fmyT6P0cggeTIZLUTk/tYCJPcYCifJm5XoJ8QWRulrppHa4/JoyQA/avfCkaSQPiu2MeuUEA1ApZ4nnE2GQEaa+chsfoKEw/zJ3gxAkpWlLhQkwqKCUAOaE8ZYa7mMnO3pjvqDjHo7L6s21DjpM9YaOcxtTzmrNnOK3XnpWdG4LlgYwu2WLTFp+MYNlk5rv5bjDWGLqKl1XyYpaz6NNsrgTzF5EVopSCN4pusNA2qGUJmIqT4MM1v35KFL0cYwHgWf1OK7+JnjJgMhZPtwSGDKSP7B4YjN67vDk6SURFCQ4qilFLdL+sn2DJLC8OBFNhE/ziWGphGJKILkreQRgIczQYZ1xOMnbcGCj2E4pCJ7SmZTfMxhC1MkrAjclvcwJQwTxufgHz9DaBFB8E4u3qjiIr8nnA3rJACoMt28aVlsURZDZY4OP0ANQtPUcb2O3BQsTO0ZM+O8iRsu0reF57BkeS6vD3UYzBFk2XkYuYEjauUPUk98SmPfAos+04aKKMBD+ZMKcqkFP2HTGGgjid2clRGC2iF0gCzVzxGIlEESRCTojHHQRO5Jeil9dCpMoH4c44xDeBEIKUTdn0UKRPJ6sRu97w+iGhwAVDf2p0jG0dA8j6ntmpwXs/6XPADymARn0GM0sKhSaxNuMIAd5oT/AFgITCghS0xtEz4USvTzk3EK66mOyuFLpwqQeV/KNGCEmUhqUAHdOtuJjbAARMjenxkRaThFJPlY5JnGYAy09E09YPmAEZmBUTezFBFuKysnxs5dco+lMAdax4cJJsEkvUXiKwAAhJiTHWtPDdvqTp9sESTT9KyKxJNo1uS++g98HWeTgMcFEuyitTIL8Lhiq8A4MGkCH+cQoeMmETsrInbXoRRcF+HnDAS0l+Wf6Tr+hGJYKEl+04fJmjM2o/5PwwyP9YlgwE2sYM8Cj3cpg1TK8vXjRnGIIpROhmZ+X5yJgTTBSPx8MfffTQXjovTCQhIGoJIOK/HIw69yElKPSbx3YxLULa1/ZkleLwbKNWfzhqjAVg1zEJWoyYazhlQI8oYwAyTzShs9Bwpskbp3d1WLpAGUPR6TNYIkYCRPOBwI6ZPhxnhnDEObiZ6LcehdBflAxR1gk2euvywKWSV2p2q7fP0dY7Qu60IsE8VRkLkQe7Jn8W+mGFhMwWbtz4jA3AoUQsWpLPfOI1/36Hvg6ook/Zmgn/P9GjUc/fGR90G7xMqx16g4bMs3gFS3cC46RHtidzVflhtIAEpiYAXyMk+IZ0oKGpTDi1+ozUhNEv4yPMVECBvioZTBqDK8m6GF2HMkBTdzOJ8lzVNJLbn9HSm8E+cJQLXQX64do3pqQTlW54xYkqNFJTgWX0ziO8bHlep1zGCYChQCgbE+w5Y+/wBrAHNP2/0lYiRFn6nP1JkMk6WV6YGkEplWSL7qjFnWsYizMvnHGIecmET8fvipJhdAr9JRh0Ihw5p2KYJtw7KxfyGI0zZduL5tfsfudYbky7JSCMQmCMcrpDQORq4cguzCEsFvrVrcLq4RAs2SEoaA+cMjIsXzZKPZM4X+DLQL0+ODJOTeqvBrFAwnh/THDkqgHzhLAzEj9gZbW7j/ABfN7zWT6TT7YM/qEDaVIDGcPjDKPlH5ZImDzY/BPNhkyV8QJyZJNZBBzXAT5PIUaw8oKx+AxB3vJzyNSgwa86n3GQCXER7lkvUOAjJAYEZuGPhlb/8A4ZzV8vj9D9FBAHtDDgnJyc/SfrJ3k5P1HB8t/wDAduMSzyz2+R8t4AAABwZGbONThzsWufJNvhsw6AhDSfpNEpJZK0Dlck6OT84fI+2GABoDX0CiFgTA49q7B7OQ/wCMbodvyxJyRSrUTYUM+vGAvBEJQgkmFreSYtXWrKjsLL+n+x1iX/Cjmi585JxGp+Qed4P2DCYZHg7DjU1/1NkcTanphAjoytitoUMZzEEgUNjERC++S342CR5IemG6kW57sMxA/jJyp6WITcxcPY4AhTfpdRZvxmthDtqR0RL3GEwmCVZG+iknjJwGaXDdPZPpH2gQSRpHARWVnhseyvw/Ua1bIkAH5yBbWTaIDzJ8Yz0/oeZRZV3jdYwTrznrDYEYbH0dYjCAk4zOdw98OJEpgMHC0okTJMkxhIyRLUE4b9NmT3xZjIomlIXr6D8C9tk7RhrnDP8AO6zYT/nxAsoSScP80jA+ck8BEYYYd5WQfSPrWQYC7KcpJofWMMeBoeDEC0c1dqdzjJcCzIEKFLP4yZTMylolhP8A1jYiJXKKlPE9st6ACZivDzMmmACAcMvUg5AO1AC4gW30xSEvj+zEdiEKxE/bBKTNHUg5o3XnGfAJHtB+LwWCkRjbDWFX5rJbO584gwm+f7sdKQJZB64hXZey6ly39DHl/bI1vYVXWB96rDaWThiHKSfYii08ylHH7rhWSgRwi0Y+AMQLgFdkS9GOpsRIjklXxg19IwdRQYan6cj/AAZsP/z4mZCis5D4c2QluJ8xOFQBBpdIGToPX+zAL/3euBAVef7Mvn/b64DqXMMkvnEsilZrMaGOIdlyl5B9MSyWLwmTMigyVkyz4HLbCpAo2HUnrm3ztQK0OY7wSlHAOwnWstNAgUwZI8YFvO5ECT2MWcwgm5kGh9MYxj2Yfb3jAqwppzu3jQ5GlKumDfriHh6DPU4M4LIpcecIsAQkw6jvEXESBM+esPvsLQp2euBEgzjpCE+R+hSLkxJR49YyOSigyjocbGsgNKuyMn7I+hLMRX2j/wBw5Q5rJKGN6elYgIJ6UZLiF2f1YjsyuqfxkmzKy34jC6Dw4UBT4w8RWFWu8Q3o2HMEeQrEjC4EABcOG8YfkFBhLkxNV0xbIfcL2WZnB1bPEF6iWdWVgamk5Emb1sVzkTGlvUeM1MbxfTnRsM3w6Zc4gFqFafLnAMQmUAG4YGYXplvbxsdl4MgGc6xXN/BXqYkGlsRJDHtgYc4hf+g+MB4vG1ER+1ZvriQr64zGJASdXGKeUJqEr2K93KMH0AggpEn8uDb2AhUbSLNq5MAKnWgRREzSejjFyEUiAcpRXJ+g2gUhapAYmbcGESALKboCJ1zjzbqzIsQpcLgUodL5kdV2zM5VKAeiJAqxxq+ocIkPc9kxvbcGxyJTLuTWReCNZdXAATQA8kXgcjLOAMORPM2PTzk6/XVCz5xGbXAWR7RL8ffsNiiFYujHMpZTCM+TzidVY1FuVReEMgjNTFHFapnhgszI1Yi1W/jFJIoQoSQYd8Y4phBgqlldUyN54iZ2DsUYRkGRhcJE31Xhfw3knXCo3Z08n1WBVrGu3mPXh/BxkK9Qdryryv2ROR9Y+muksS/yDpMNxUGV5HJvxpyDrIBAUZBjaqDsu3v5YZRQ7h7T9k/UG1jQ9mRoXI2LFcFfjHOKJoRDt7PnIArEd/HlCPFcEIUuR5FkSpU1i5VQBeBpQ1xjMZBSMAEiJHLIDMKlISapIqVSN4ABoo+wImvWR2FmDwxdRx1IPzkAHhoYehjyTfuMWe7gqJgcB+oCJqU0vYlj6ZbrtH4RR+ZzQg6gj4nBj+TVyT+RgwB1C+e374z/2Q==)
19.
| Билет 2.
2. Верно
3.Минимальная сила раздражителя, необходимая для вызова ответной реакции, называется
в) пороговой;
4. ПП увеличится
5. Обязательным условием мышечного сокращения является
в) повышение концентрации Са в межфибриллярном пространстве;
7. реципкорного торможения
8. норадреналин 9. Гематокритом
10. акт глотания
12.ПСИмпульсы из дыхательного центра вызывают сокращение дыхательных мышц.
ОС - При растягивании кишки газами возникает ощущение боли.
РП - При действии яркого света зрачок суживается.
ФП - В гипотоническом растворе происходит гемолиз эритроцитов.
РП - У жителей гор увеличивается количество эритроцитов в крови.
14. белки да, жир да, желчь да,
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Wx5HpI16Ve4n0kdY9wzAW8N3L3qeH/H6oHjEwsOpc7kJXpMDMYIjEnkE7PdzRE5KbhlKwcFAcjLgIRxyXaCz6n7TvzWawcFaHNAHeu0E052mRrdaIuMnr8uqtdkuzxlYNCJtzUx3rs8IQNuSwRwzXH8VljzW71N3HmpuIyURwhSDGMrNytH/gj/AP/EAC0QAQACAQMCBgMBAQEAAgMAAAEAESExQVEQYSBxgZGh8LHB0TDh8UBQYHCA/9oACAEBAAE/If8A9VJAXVaP8QFoDlhqGVOSuigVaJnbAJY//QWnhohuEiOCl4zA8Kr958oRJXbdW/zDEFZkNd4z/T+zovoVthTVhqPmWXIcfMyzNJmuXgiw1/LNmUb5WkZ9YNtEa1OexMK5m15DvMa8kUuDllTcaknfiPx+kNHImseCXMaWq01ZiTQ6gMj3hhoMj3hSqUnRpO8hHGcJQuZAEpzDRpVWMpF7eKrmrupbHtEva4OeFoK/7mw6adSXUYSYWMWaLhY2oM1y8EsIGHlOTmblzRUcKmXX6bAZWBqYytdtu8eGRdBuqYdmG4z/AOx8MkzQpeZjcbwY3mFfLEgnFrLZg0asNfr/AGC3s25eaWBtorV8Lh7B8V3g+2YdQTStxQQEGJi2XVRBLzYa87VFXn9IjDe3RDggXnrAw6EIFquVcBMiXZvPmfkQ0GjOBarjfGub4C4yQMULe/ebTlnDJ6YiAgiWFKC5U6MtwSTHTr1bFfqgi0APIVfB0qxD98ZT6PiDatyjem2XkvNdxVVFrhVov/wl27iXXzPxaIM/FxX46n2Wn5Yac5h2HJcFMWhqXS/mA5YBg0LXu9o4yjatV2Uwde5pNpgjcl30btbSEpS4pydokoBO6Afma+59sVGYIMJ3Ren+6wRbNE2dvmVS9yK1Kt5lXEjsMW/XPQbIOlsC4ww5AnWmOychREvQWl5PaeQs0hUB7H4TzMOCeYn0TyvmkCAGglJ56NRO3YgEcFQ0RpOyWsMVOzs0MrelmlPC2aBJoFRCAI4RhcrwBQTse2PlMjndpW0YSew2gZtt01O8vv8AIHwnb+aSIEvUge0bGlKsPhNbGwLp5iY0mlFJ+PB8Je4NiyLGm2Z8kUQ1wyeUSKzdCswQN6BQf/m7Lly5cvpcLaS5cuXLl+DN9uly5fS5cuXL6X47/wDgPjw2oUXtB064Yu9fm5UqV0rw14sXCwJHRRo8xKkRrR/37hcFWAjStr5fEeJ6302BfEslksJcuU6PiuX1XMS5cv8AxvpfRyZNRJVk8CvEeJ8OatCoGEvOl7zKNU2OeppjgfeXnMZQVZ+ZjjSFlXBXnvCmqm5U84MWcN+qv7B1ps8/8tSaCQ2wDs5xxFi9z/M9toXljE3Pu7RqoqDpVY6xvBWercV7/iEQ0BbnnR/yYWcm6BRpPiXVUUVHWYBNQWtbvreOgy04MDbz+JkhxQTGL5/7LLJ/AeSXHYuruup4npv1qioicu/pGgBTRR2OdH3i52QasZa+5LfR1FWmd9d6gbSi7sXpVekXokBTW7hb7GWE2EvAcX/hXS6zVMQnBKbHRvJxGtbYQewq/mawukGgNKz3LiUR5Fkqv7HfNNecHpio4o83fPbbpo/xHwAi6gq8/iZCgiFwwc+9RwBellJxXrGuVA269PvMRVmgEyv0lG7DudbF/iNsqZ6GviZfaX26XLPBj/K+mJRxKJiVlmJjpY2bbkNOt5llQcsD6PnM4rZ9xzE0EVLy/eYIKxaIErLS0lF6E7BBsI0uVKvK9msLg1izO0HBxrRmWoRrrEaQ1B8TKJnzZU6RCraYDTb3SbA8xFRxgdvDHlrK4NE5pVUK9JUejAAxu2aLdua94eFOuR10lwC0rMYGv+xttmDp7r09pgqtaZdNcPfERdJLp28FWaVrCKrDY28EbOy7zcaWHyEBleguucVt6wIyzVDu/kS1Kr1O4fuCWNyNNf5HImo23peukQhiGHmp+pVktKozq/qK1a9w2x/emYyzaZXLKoc+pdGkBp1SJTN/9iIszLVpz5S2wGY7rj5KoZzVGOoYmqk2UdTGT6JrpZW3p/8APiEF7pxuO0ti8TkK/wCwNKtbu7b42iPrg6RXQp7NqaTfo9alRqJt38q/sqVdur1oRXY7x48o9iBc4t3lmoYtsTEoWb1LhEKde8pAjioRARqoQCsAPkaHThMJSVRUREbt6qqLiNCga15+hG95FOdYrWNcbQjVvVvqzNhLr11iy0TfD7qxNZDdtLjvFblwxpPE6Jm5h9jE1HP58AWSdsxcqNhrE1AMGUdplkZTK2amBdBvWJoIvj3/AIzWr6lQyQUWMWLpFy+t9Pm5fJzQ8vD8uGk7pVfiZEiInlM3eHQJibbYehBMMPlZjF0EcYdH4tg95ydPYx7weLRBDOTquoG5N+VbfEGO5PcueDAaWgmr+RUjk56FMjAL3Cl6G7/RD1YtVuG8e8LcQhp0YD9QyCFUtTX+sSqTOs97/MoJKsyz8VVyNRNulSvCtyHS3ZP30QPCb+njHji6Wdk/KdL6HmdGXy/cnx0OoCVs0LrkfsmXULm3Q1uz8oeK9FRGoYKgo7QWnP5cSEwmme/D3mv30anm02Vipo9uSXL6Vhvm+CVfSTq9/wDEkiHYepMe9WX4X7ZDjxj7f3pU0lHSy59ZxMPLdM/sZ6c6lT2Y+Q6gPkYadMuzMNfE9LljzPzR0i1KapwPkIKPqf8AJyQohsfJB9r8WV90jW5d+x+ogP8A48cE3j878P8AEWHNHyQ/wkrGak3lRWu6fCOn2fPUfawqYzHTT+MdHQYg9h/LHJKzDAff7+jtLmpF40OT+Rc6Wv1nfzld8aq5Vyu/TeVq/wAQbbR+lCLl9Ll3LwOpRHSeUzLjfv3goeXQZ+OoajpvtdyHTLxu6Iy8T6feXiF2XQLLHTdi6LfxNT8Ie52dveaKk2cOxox2b7MvbpcPZ/Il9L8OkE81DbPOnBZGRiFfhe4fuGJZLjWwJXQLvMP3ccOTwV9Bj55lCWrp8JcupYTNa8+heJfa6Q+xCfY7Om0Xp/lg8TNI/amo5LHZFEeSI9Gs1PWKUDU+NRPwesAFBHERSMpoV+ajbQQujvD6mFV/ySVxoLy0QK9N/rCJx1D43x2hKnaaxacPgay1Nbil8o9UrNxOm816bdKImkuijHsZ9SPypDhs+1QcFtLMmA1i1Ho9D5IICaTRsnKX2/SAAdxua3z6KhIaL2PevaX+xdkPtw0YBlXYjjEZpnevO/k8bT0C0XcvUgLIUB7U/qKHgVm0MO/vIY/MIu7AmzSWTHAbNNEWzIyxc5B/2RPCxu+0JIEJeaXZ87fjw20Fsyn4tD5MvPZJ7xWX5kP3OQJHgL8wu9FZyeUdZvb9yHAD3iqhPJRLYU2J4RzQHo+95cpeN08yXnuVwmy90YPWOOqFTQbxtI3uBgFfabgKSinHfMrxiHI9N4mvoGcuq/fMocYG+q558GZiqg00VwwdxO8UGG3CXKYvCLB30m98L9JlQ08hfo3iMZ7HDRreFTdZXv4nSKVL3B2EvX67Qy9r2Da+5A1aJta2mrHCzJSuDPx8xp2HsdJhlOQwcvtr8TDAGvdVQMyFirux4Raa+X8+ZkKxLK8niVrIp1KbPdn1jr4NixfCRwGmIAqMVLmUwxAGkE7wWICGtCY6ZO7/AJOjkFKG2iGBA2CPgOi0YbrowIGosys5QgmnlxHWjwPdB6i25cbxuC8lqPedzeMeSYS04yvPESIdsXF+cOvj3Xy9owCFV8TiPMi3zG3vCOiAHiFzzwOim9E5hK1bp0czzwE1OJutRsBGRe2f7CiOmqsXAUwWaLM2NV/cNK/qsfw9Le61NHylm1/lnJ5ypE7u65fAxSnmRhJRNQPwF+ZWIPpbYEwQppxKIrPcOSNHiM2hQIOjkm5DnksLR+Y4jBh2JjgNxX7lkuaypcfP48GedpnFgNg3D6ziGkAU+6hL4G/pYQe6/EHsIM3b8GHiegu4sv8AiAUUfoj4F+AMTPhTpKmmsUArXvvKsMKm939W/QfS2xQUCiB33fgligGb1b5gIBy+cA+aJhUV/fyjxhCrMFdpbXk7Qvy2Uq7r7t4cz2ZsrWLEXiqtaAQhmfOKkXy7zhz1aw6e4+eBFVYPELcrKeWAWhqjaX9wUnEfuQPE9Cs2l9NxHL3QgffSXCRxnc3mp5jZtZrt6TV0bcNLp/dTDLRMjcwYrCwfMLp07aSyquXyv99Pp+/iCOJLqeTEii1P+sx4OkweMwRlprJtY1iKJ4IPm6lUIVpX11WCNYlY8gYghUOxzPzFk7s+Yu/iaTGqHN7wsrq/rt25/ib5ORf9fMPAKgbdKidMomos1UMv2WnXrx6k3uC4/wBUUQa0wZPvlDcgN8nWW71Ve2vMOi1Brc/iWS5IZOIQMqNeLH8TWmKNT3iYGL4fMaZhs0AVj7vDxPQPMttVjf4gmllbadpUprKlSpUqOkxdkKdn9OleFlTTcwBEalQm8FOJXg16MuKzLelK1UVl0O7tFUbMNA9tN49uWqabI9VLbwZ8lEuXMW1r7+8TgDLZUL9e0bKMlLk0ZPNMTjXVLmr3qJQKaCtpswcAQG1ua3vVemhFmaFNmmyHi0REuKFebUaIDSX0h2R2qYbpJtP77SuUA3veR2np/wAQWf8A4kOAReM42GKK5nCQgfd5fhSoTUeYXL6b7xmYeX8E6Qrv0vzjsumV9ipOZSIDZFml1TvHXwZ3ysbvrAH0DCxwGxD8A0ZWdmoF/sdoayWmyx4rB5zZJw6PycR4mXujTLGnkMDqnQDTCvzD73/0DviHFDIaWVqvZB6ErrQIbrDtT9Q3X0277eRZaanqjmidrYFhuJQb94ZlEgi3y2OHiEqsuKjzzKx4qmJNgu01jcp6BRCtXYgXmHTpk9K6OkzxKeOjRVUVPDXQu4Nh8Mrsz0ZozKh+ps+AY8WiPIFo2qN9bHcxx/D2jlLuXaNuxKtkq9/WWiOTfIu8+sTbcLAANvu8C/tiunvGmZamqNmMr7bjSQEq9urd0j+iP07JY0/kbaMrGDBnGmdYrOoteLr308NZ6VFHt+2fr5610HWSUUBq2Pb9dWbQvfpkcxJBbg9r/XzNorHKQgaPqujOCUCOkEzA7M9LWWmhzz7XCWqWateXJv8AiHi0Sk266+pS+agracwM50+kKw1Ytq/r4TQOVlsmn9j0vQGff+eI6irvQR0ExK+P7MIQUUd/+QBzaUqVa3qKv0+SCLCLPKI0hz8awoZUsnd2L+9og29qC/T7oxIAKlnl0WpfVppTSaS5WK0tNfrMXUgfOAtk85c3FVsdZt5POJKCtOHTqyvcM+MWdFSulXSVdopqRRGtmmIEm/SpUrwMxt6nMtMeDv8AQmljN6b6wMstcyrLW2d9Yo2+oimAVZXnf6jllMVr6S5te1tvn/WOXl8ufiLItxu13/rGcX1fL+f43YaQBtAAo1GKab/ctvSYOx9INpWbfaos50KM6ZH9EKX0K55c/wD8I//aAAwDAQACAAMAAAAQ8888888888888888888888888888888888888w808888888888888888AgoI0Ao4M0E84YcIAc4c8888888scMMss8M8MMM8sc8sMc88888886+6666yy42y62y+yy66288848888I6R604ko4UwUwSyy40626AW8884K0hdbqA8EShVR0IywEtrlI2888o9FoMAZC8kaEFk4AMGa1QCIK888Bx5QCW6AsCSs8E004OGdqMSa8880J9ow4H4sENoETIckLofv0GK8884OBhVgWIo6mJoHkQtHkHomu8888kavIlEO64Iu0JTxcQNvnNRgw888V9AAGESQ65aGXikgFIp/sBrx888YjYAAVxe/iMPpg1dwxK1096C888o18YMclu8KghkFziQEc0KNfj888Uot5vXxYo0FwUAuctRJhk9wD8888ww00kra8SxA65qy80kFppHA888OsMcOMOc8O+Nu+uue888OsOs88888888888888888888888888888888888888888888888888888888/8QAJxEBAAIBAgUDBQEAAAAAAAAAAQARIRAgMDFBUbFAUGFwgZGhwfD/2gAIAQMBAT8Q+k2PU1K2Vwb4hpz45tv0DuNh7GpUx3llFuPlEd9NoquBVOgtpHgqQhV1HmIrS2vVxWLHlE1oCscZg7RXegSqt+YunZylnOH4itFwqAtQXyuBllieIXlecVY/j+yxmyv9iO29hHQQbmcj40CEWS+DQmjNRNoo0Ixkxf6iWvR8SyzMPV6HiWThe7ptdty9ozqWJciwwLJmHlcpYT9/iO3GuNxuuXLly9X0FTMrgvHvhX73/8QAIREAAwADAQEAAQUAAAAAAAAAAAERECAhMTBBQFBgYXH/2gAIAQIBAT8Q/ltKUpSlLilKUpSlKUubq9eHDmObcObrR7UX6Be6PdPFL9Vo90P7r3R78xz68F7o90P7rR4X6F0X6E73CH91o8NenhPoXGIM/o9UiXguiQ/zSBKeIuCej3Q/BCvxipwRF3HhBX85ngWE1KKfhFgtHvGPfme1FCJBaEWi0e/d58Vo917ma+fBLRrQTCZhMIQhCaBrCfvX/8QALBABAAICAgEEAQUBAAIDAQAAAQARITFBUWEQcYGRoSCxwdHw8TDhUGBwgP/aAAgBAQABPxD/APKlbsUpW0WuNof+FOVbSgl6GCV3TWnXoRQC1XAQ8UU8HYmH/wCAZQ3oRQZEzFAMYb2neLaiZs/AvKwe0JWLELgaA6QbzKv32xaydNfcDryEsNqzo5lxQXx3Jlp8S0M8DrIPY/sgu7QixtFDyMcFoDGVUq6M7uKr8cQsB+ZB9YpIm0qHkZeDuIOqkoLxDP1KBd2JV0RcF+ii1ClC8rKPKSedRKf7mM7GYwNNF2beJWt4dbQV4Bt+Zue/6AEuveC+h8V2FZuVM53/ACSN/cKOuCDtZSu5SBGIjWkW3K/EWusqmJoeJpmGWgoHgwZbwFdxnPEYTKWLVOGHCUaWdLbu0OoBiUZvra4tH6jHlhEHmUPIwCfjRxUGheLllYekpw0XV2jvUs7JGNpl4C5SsuiWc5BfgRFoMpDhEuEWKUNUXEBtqKJppYV7dPFzPRJhQIXvaDiXYyLI5aq05qEMxDAWK6U2v/MOedtlXS9y+00gnKx5K1x8wJoJxgDvKnwIlGcJSKLlxVR3Y9boh2FHxCAyHCwCpt+EA8N0Zhnk4r+5/l9oNcSfE/tLCXmyASwNfuQReNKU1Gj8ekO2PqMgLsGM/MwZ0mGxSwubgV6bFVhvkdXABtDLm1dlG63Cen0Faxhb48y4KFPCKHevzBU64lAmC+E78QmKtUUdEZ9qqXUSnVAeFo9qPpP8zvGy+r2gQ+hiiBmUoucpeuIDKO/KhvB/lRyHSZBmxq+oDytp3jfaHKRUGfhy1Yi2COxLA8/Xcu0nquE4mj8GWt5tG6mTOmjcwP8ARAoEPwLuUh8cJ6Cl34eolPNxHEQHBqO4xGk4VLY/idhYsr3ixfi4mcIW3OuhoOpot5LeCMdDlufjf+YFlqkkOhSZtNdQ/RDCEtLY2q2vcYP/AI0AWApVN9T/AH38Rj58FnCihDH7TW2gA+9EPA6oexytERQkSEYdBafDgmfZXSs9kjRRKQCPhU0nnEwaw4xiNEzKL6mZXldOzugnw39TKUsjtv2RvhxFie3mjugm/wDiJ7LMT689oqq1Xif95A8EorkVKBgBbUZ2A7Z8WDQUQsDIFiPCcwjg0gHQGpnTt19u8LiPUwSKqYVmbwOlPdRmDCGMCzbTa9sRWwALEGwwqBzhvLXskAtSKkdiCm5jmCxUMhhXEMIhgNLQvSdxBduQ9lmJk5wrhOsKjwOAlUNYcdS+NIxQcNuLOpbg6pbcNtlxCqEcK2ocsuR/R2G8B/8Ad1QT5T3Z9Gen0Csw9oKtCXVjKcs8JaW36CLzXotS+Q8Jfot1LRX9QLloNxZcuLLjTEFf136H6tZT3K+5TKZTCWmlhdE4t7rfxDpQiMIFIrnNvmUZhxLSmWlSm/RLJaUypTAay2ymYFddAUFM2T8RW2F7RrmUys/EStymUymUymZjfMplMpmdXMHWkDyhdfiWJQeZUqwDnv3JT6ZYGWmZ1f62st/MtnulsztPeWYNZeYpQvtEF3AoN4ieWCYH0WMOZb3Bb36NhiWzDbC2v2l0XK1fEq8RE5PzAZrEwLSVWjfqtcwWLLxLYvZc6XLSA7L8TzB5SlsJ7MdL7aEL3iWy8XBl1BvM2/VpKhupRKIrGyCDol5BgQaqLgaqCcpZF9jXKBFniJggQuwlvgPcUaSFeVscLXsqWAcViC0LLs351eLhyzQtK1gt3YWvvHtHVu1bVKTHFFHpRKIBv0cyiUSiAEviWiUicNaQhg1BZqWcq4eoGDzZ5EzrodtizemtDu/OFvgolLAOFoHO5ZO9JmkOqq0njaPExCBMgy2AOJUWo2zPMM7lEqONSipo1H8TVVW8BjbLKlZELBtJd1jK84iDSLing1xh35auyERcqU6snN3GojyiObCuK06mIsyBgs2VAbszr7gOh0Rk8m5RKP1tYSsnuc36NSUQyAVt0X5h3jQbQta3lkzjL5SiIjBAxBY8nBWN2lXADALZRTSxTRe6oH1hSksUKhQm2avEopajbtNEzVA914mP9BkWggv/ANw16mvWs79RJW3cLz8zZ0C943QoCubhUu2RDVw4LffL7g2noDrREua64QroqGpSqG7sOCq+ZnwNKm9q2cC5xnxCUq2DujBisgUvPogyheMY9eK/Q6YQDFgi5yzx7mKiYABNumLavaFVWBh9RW2QcfktEZG4zDW2wv2OmcO/qRLxSw5beotYOGku3HCvJ8QQEKZHiX2nvFp+q4YLjUG1XNb07i05lOGWaZhRr5r0oHUoGQgCaKmPQqWSy6PW5SWRaNn4i+w/EeALgUCiAbg1KpgPqNEA/EKNw/IY0nszAC67mItRDm4rZC6miFxDSVoSjVaq29VEbalUC23XDljF1FxgBQ0AuPAPuWiiB5RqvvELbIBVqYc7wEHt7GJRVFWsahF2IEbeCVyQIGqwo/Tcpg1iwsbfioFaklcq0B8ie8CMgBRp0/hg90aBSt4/VesTMBoB8qps5rkhFmrqmjdLa5e+4xARaTPCqx2vjUKAtpHhUw7uW/ML7NEBYBc4LKdRJVdyhlAXxLLsK2lCjLIF3m3xqs/GzCiYsMvGSsZmdXAUURt2l/CKScgO0U5P+I0kEBYMHox0+YMIaLNuH0xLJY0FIAar3lyIQZOHkCm3qA1k2FdWx2vuGKuoYVu5D8B38ksxKds4ThMdO35jrnlmsK3ecjVxorwC17V7+eodtHQUQlrWoVMYw1AiLxW05hNlQEFJgtDS5hRGgCi0IfZB+emF0WEvgFe8tTZ+YWJaBFnFQl1FhEU5c4fn3jlkkpFBjrP5zJTIsVcK1kY83OagDBaDdUW2+TsqI0jvpctYR+YHXpb0a6Hkv+4pDgQUYLFlrrbuF5IlytuqPP2iwE7VClgaE21jRjEv8RtVQsNlLTa3klHOBeGQsK3Z8fq0ljFqYGHAcFl/zF9QAG8Pb8XM1zd9w2az6C6zpiLgahqZt3EXXcfiExoEEfrGxQxUKGmzGn/LCzHpp6O7jWrNFLtSp9DA1KKGAOiH40CwbP8AMTUR0n+8ykt01Z8/uD8RctchRYPTF3WkmPdKUEBQVhs/K/cU1ggVpdfuwD4hHko8Fv2wbBpzE0jcCMmeZdZmneYEAUETDAVOVj9MADoxRsOBn+iJTOyxUMGS8tAXKI1M5tnOzTtmnrzr7XwTI51xDmaQuLyzi1ozyy48Rc3F8n+GZeJ3Wpu61vMUbRFK0WgWl3QFyx+mgW/1ICGb6lqy4iweR/GEgXShqJ2wnKBfxM2I7o5DyCNeSY85GOKJgJnKFGcxNTAASqKis5HUEDcrSrYHDpaTBnMYByQ7WoCt7D4hYusUsTTThL3iDtEB2OoLzBrjZ+gWpSWelBBdr+Oa/hN4mmX6ZX6qP894qEtN4O+yOLOuz0uWSyLcTEkFIjpHiNQKrK8tQYJYBZBhZ4uWBUq8CdbH74ItRz6KzXyy5ZHei6BjEuB2fSx4Dom9Lv2IKx+r96W/HKQFVVTZVEtiovxSKDlfhG5dJVaaNbj24uSTdjqqrfnhmStKuqhydcawS+rVZmFh4b+iNjy6CkfhmD41RyVxPODcIFmkXQop9/sgL0oCrTnZelwgBF1oMAdxwKvlpdrijfcplmCPRLJWNZlMNZZhAzMeMviDZq0YH1qV3LAPH/j3iQ1isWXIVpfMPDKbT5gjpiWFO8fETeNxC8V1+cLUP/OWrMvtwXfc3iwlEwzxwVHOQ+ZVB1/694XVS/8As1AwqN8wKA1+STzX6vkEch07qBXIMdDRCdHk3qLpoaONC+A+1kGFTWPTSjRZhpHOauUKmse7FpNiRWLeZsV3FzcCFeBrPg4M5WgjoBUm7q/bt8VDRhgm28S2W+jLbxLZT6Sut4v4iBv/AEEKGvS8y30Rb/Z/5hqB9iCvwJzKXdsUOWdGICNXHAvMbQnH+UAE0fsemC4G/wAe8cGvqNfiWsA3tE7bwejmPY/iJpXWYrzGg/6v6mDb9WsWi4l2O5QgtsuaWiUzkjsWxRyfZxM/E0Xjv5e/OalXpZCyhC8dhBGg3Ww2fL/gTUP5rv5/iZfzAb2Bi0NBwcB83BqtbNzPNk/P/VCJiGvRLgVGGZdOvyi/mCzDGUdRlXDiHGaSTGLZSmNtEQmTi4BgZT9tymcZjMN4oaH/AFXo7LqXvMdLCs59NLL7TWJiM/yf+cCv1apxkv5iOJxqJ15ZBwbijLMbPl7910nKwxISroxdu64vYvncbso3lN8hxwOLgjJKoqbRlPbADRATJZe98BPv/wBZTKlPo2mJT60dsFrz/wC+EmG8xJmF5bL0WRiOjK7B/hmGV3Gy2EHQ14iYEOtQwvMLZN1zNQ3THsIhODKCIxOl+R/RG0xAxTC2OR+x/HobLsEMTPLF6mYrQX5t/mH6tWfxGAV3FXLzUsK82+1EWsqf1oDAGYIaiyIeCaY1iDGmEdcq7+kDcFL+OMg1WCa5PG2ChD7syx1FdRX0fA/5QTLZvVejH0UFsW/lEVAPgEdt9R5oMq2MldCnoZYjGscTmr5iDNr4IgvAIXQvBl+Ii3moACVtNvDXEErct9Ghll23DbLbuMuxEBZKqvKhUpQXiOVu8aiGzUt4OPgiExuUFbBU1VeEL+JRjAb2n7gImGGbS7Ppe3/WL9RsIhBWIbTKtVt7sVcDGpGuPMGTAURN0UveYwGrAZQE5TBJIwFGDiX0tYOYHirIsZJJFwF34lwrwFZ14PEohfAU/wC/EQNECUejF9EzYg/ONNe8WCFNWfgCHNUZ3GDsWVcO+HPxzKLHDG5Tdt+WPpZNRaMWmPBlzKD4wNFoWNPW5XH+ixOUw+luFYiAzM8s1CczLdvaXVb8nuhkmMN0C/lVvNzNUjnQFv7QB8ESw8J0N+5FAFAickvYfFEl8Ba8KNREB5eByMvJBxAACccH7Er2Xcr4dG+V8JQ8JD0qrYDnxKO2hppdCyE4ghum/wBSoOd8RDt/ETIsqMDtHdYA5U4jAai5OM+V5PMYH2/ZHnxB+8CN/CCNKxKMbPgj2c9QLXoAZe8ZOXt5vnMWBnAnPw4HuPlVvvjC7uCBzmIkPi5eMHcW69A9GVVRgXmVndbm9mmK2B40Xy8Q+1EAtdL38BCIcBVvBD5LfBAgqUpcGkOz6ldesG/a4ezNKGL29u4+QeV+McsZwA9WD36Xdx8gaCwFV/A+IUkGriPB+59Q+xl1FS3Em0a+9Iga9HCFQ84rVoiB9CpFxmLqlefGQNokFFst5cPd9mPjOZMLlnXXfzE9bboRyBzdr5qKtmwhcBsoLqKTOF7G9lOGXfHDLb5eWmyMpQ1r2WWx0siK3bx8xmlzpBj1IRk/NxD0MXVCnsDQnBCRx0QG1RZyAqXTzVazTHSgs7BJQ/jWFOTj2f1EcoZZd1GvfhlNiwxyoXtwxEYOZeNR4AO8QYgTZSFvMrqciW2pajWUDywqG5RWcVa1j4iCv+0gBQ0oYu6ai+H3ZsKcFyavN5VjSqrKaW0FXSGKh1XIbC0Mj7n5RBoTqXDbwXEDkgARuhu26rNLkJ8eZDEf4lks9GqzLLR5jmHRFVASjl0RF3UwUDGr5sFjB2YkFg4DolaGvMKsKPiJ6EF5SkoSmVfhPCGCmnbuY4FFAIBNSjqIitRS6xAEnDrUxc2V8k0ftBqZprB48cxm1pye5y8koDiXabfLKe8pNzAyXFXL5gHwow6HYcTMZUSMG8twZS2AdKqxXN8w3LQawhAG6D3cr+gMPDvDtTXvKUNZADOSrWcQEiatL8fIuHvCqT5e3z+qgFy7Y7bgdLg9conCc9wcYS1qbPk5+JdLHfmcZN9wC2cU+cxRIR2bbjVVdAFvUOaNCki0cCi9zFYKYkGFpdUDjU0xpitqLWi8p87nFQiVm1950Y2Yojn/AIiveAMAv3g5fQPTU9ai32zROzs+4uIBYAIU4Y7ItF7h2ljDwJY0g8rLqVXTbbo5PEbHF3w5BYcO6d79Ikrtb+R/Ee5rQBaupS7YSWW4/BBAPLZ0fsjmljZcV5VEOGc5OieX+I9BSlfmG050/LAqoYzNP9MKPwxAyes4hVGWcSdSLDH4YAkvgjXXxT9oQYFfxExo47/x3+vesSm9sqJIaPOUoltQeyLpgpb6xLJYRgfRLMNeZXQxV7L/AKHpdkHj02RLAm7BFg2L+Eaba9pVA4m7nSziGQSI1uZGBrTD5osKpezRY3GK62ya0467B4iAXwLuL4R7l9RuVZvBFWaY2nIwoBKSfbClukDlqD3cqStjQYvFu8o2XTuCVaz29BY8n8K/xCuGtbTt/qAb9ukeyxiLV2JmooUBzKd6hcDY4h8Teg0qg+G4Bkhhfe5S59SxmMBW/eZVs0vpe0Yl3jDcbfq13Mdyp2xq9mBASuI9kppU0Q0AVwOV9nc8nMpkWporiLWEM9iV02bX5mPCYUHDNvk04lNfUosw2ZQw85hSYG7NgqatjeZgrWlGfFefia5hqIvvNdfH94yyXn1N7tZKXwZPiDUGkoTpJJV1hPrQDjN1jMfT0wrGORuuqiox4uPu/Ewsky4LvITQWqoIv92hVSlABrmrg/rEKl7Q10eEhVSsKf5Qqe0Pl5xaCEiZvPUSFK5N4PGOBYb6oZwVWidXw8YSq37aBE4l+yJYnEdK4gYUAeix8514eo+gNLSgN6ByeYKQkuR7dZAXXtKSbJAYTqxQe2TasagCFGs4JdK7Xyhvq7GiWiAQnG/YywcSuRQK/fqLa5RSxV3gGe5jojHB18j7g88C4FzZeCs1ClLcGEp7Gn2E3/VqQA0RSdJcqIjHdiKFZyCHJ8Cj4lOpQ4ZlXieyUSk+JSqrEA+8LYGUPOQRyFLeWr5IE9kBv1blLx8wRsxKoXRrvB/iKWmc6iML+5Y5b6uWwJfiU0OGGIbHPDTDMgS0i4ti2xBpLYrur8MGTILKAAdAEHU/mbtleXaeMdEfdO9Dkyg44aW7h7pEsFub357zAJtBoFi1upZhwVBu0zLqrOsIHSDiMtq2BdRBM4D+gUmvYqBmnfiOk6sUY1yWSwGY1KpCnFS8Z94kZFiBlQswKR221qV8sreFofNnkJz/AFKsJRVRo6Plu46ptYtGTcOAwwBWHzE8x70PupUa0LVp+JRSGkvOEOGeGhBMg97+8KUJ7N/xKs2d1N8e6r/ceipRAqb9z8xMArSIIOl6QVS3HotEu4Aa3FZmMvnuvK/xBBke5Y2MseGWmJSB2RW24FeIvoy9sovEKWNOuojwiWWKsVEuwdPEuyUssDiBTgXOEEJeWHhuIyKQbZQAsoyjQQvaHmDQMZH+2DT9SxGXkD2pyXQiHDjNxr/pf2FiOHZfEC+Cgv3yuVzuBQEO3ujH++Zv+q+KgSuZFCwlCHNcV3DId+hIp1tqEPKBIFE05YtpiZo6qKsDyWiWPk0VjdA3hbgvbiEvQKlg5HAwnMQWg0oDBYOgmtI6m+F5T+YeZtybwA26jeLctMMIhvJ9ymbuy3qkPyT7iFTlXI8rwd/UHlRkBRsCeD7h2QOfRLlZqJfM98rY3U1Fi+2ZSLNQU4+5i47itrnwxOYHqAMrFodPdZJdeG5XmaVcSG1SxFr8odi/eU1lPzBeUWdxE23Rjhhe0QS7Pyj+ZYbweICXoeyEGDchsBDqc3s8P/HqrpbzI7/qaYNZjwAy27Fmx60wI9utRwpHFXFQozLRFU3V33mKFZ0zuSK2Mtg+BRLwUeVK8V5uFO0RDhwrr5Mpju24YVWFxLaqm1yzzWHyLFP4lodj8xkEKu2laq5tq9iLdyuwL0cGaOd3bcoBZXJjgadCy+N5tWGIpYAy1eAmYX6OpY2leiw7KuAFb+aQXR34iXBFWyrIF1iXhKjTagM7p+BB9LJjZ3AbYD2hF4XHAoZl4DEDJjdFh/bIFpRCLiN7R6tSzC8WCA0XuUxDjKTYwtvoV4Ma90X3WZlzouurcvp+YGvaDRuANanfE/Ir8QU/q1e84Ne0s5MAO/mWOooJj9ZRJf4jIqViaC5xk18LDxYwL4jcCxuwEYssX4S8Qxcxaivj90s7mLblHiFRrjc09VdKUvwXFek2kultDoRuF6JW1Fe+T7U8xAgaC7TpDnqLksdFi2FA2iFeYT6FdhFzUGsGFO7B9FCU1CBdJQ77pGumM5ADKVd1v3fUHKMByq8FDWW0KMygxKDS05vh+jwyjXKHfb2yfcQrU0AzMtEt5PzL8XAgCrDWpeFEQmSJ2AsRgzXvWXguaAhhF5wfdMUBQ2hQrcf2BAcl0c4crM7hqsri8H7n3HpKE6x+2U9EshUUlPKAv4Ib/VgGVQazKSoLbUfNh4iWRh3cTI2OkhWFz1FKuwjHH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19. нают, что при умственном утомлении, например, при решении математических задач, работе на компьютере и т. п. лучше не просто отдыхать, ничего не делая, а переключиться на другой вид умственной деятельности – сыграть легкую партию в шахматы, решить кроссворд и т.д. По этой же причине некоторые педагоги считают, что более эффективным для студентов будет прослушать две часовых лекции по разным предметам, чем двухчасовую по одному и тому же предмету.
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)
| ПП –Потенциал покоя
ПД –Потенциал Действия
ПКП – Потенциал концевой пластинки
ВПСП – Возбуждающий постпинаптический потенциал
ЛО – Локальный ответ
РП – Рецепторный потенциал
АДГ - Антидиуретический гормон
АКТГ - адренокортикотропный гормон
ТТГ – Тиреотропный гормон
АД -Артериальное давление
ФСГ - Фолликулостимулирующий гормон
СТГ – Соматропный гормон.
МОК – Минутный объем крови
ЖЕЛ- Жизненная ёмкость лёгких
ДО – Дыхательный объем
ЧСС – частота сердечный сокращений
ПСС - Периферическое сосудистое сопротивление.
АТФ –Аденозинтрифосфат
ЭКГ - электрокардиограмма
ОЦК - Объём циркулирующей крови.
САД – Систолическое артериальное давление
ЧДД –частоты дыхательных движений
ТПСП - тормозный постсинапти́ческий потенциа́л
13. Начинается малый круг с правого желудочка, по легочной артерии кровь идет в легкие, в капиллярах происходит газообмен и по венам кровь возвращается в левое предсердие.
Большой Из левого желудочка кровь попадает в аорту, проходит по артериям, в капиллярах происходит обмен газами, и возвращается по венам в правое предсердие. Путь большого круга кровообращения. Как изменится величина кровяного давления при воздействии’ холода или тепла?
Ответ• Последовательность рассуждений такова. Под действием холода сосуды сузятся, линейная скорость кровотока возрастет, трени увеличится. Это приедет к увеличению сопротивления и давленм увеличится. При действии тепла — обратная картина — сосуды расширятся, линейная скорость кровотока уменьшится, трение снизит и величина давления упадет. В результате снизится приток крови к сердцу. Если сердце не в состоянии усилить свою работу так, чтобы компенсировать эти сдвиги и поднять давление, то человек может почувствовать себя плохо, вплоть до обморока, что и происходит иногда в сауне или в горячей ванне.
Пример 3.3. Почему больным гипертонической болезнью назначают мочегонные средства или ставят пиявки? Ответ. И то, и другое приводит к уменьшению количества крови и к снижению давления (проследите по схеме).
Пример 3.4. Почему большая кровопотеря опасна для жизни? Ответ. Здесь ситуация обратная. Количество крови значительно уменьшается, давление соответственно падает вплоть до критического уровня. Опять-таки резко снижается приток крови к сердцу, нарушается кровоснабжение тканей и может наступить смерть. >
Пример 3.5. Почему во время сна величина кровяного давления снижается? Ответ. Ночью сердце работает реже и слабее и (проследите по схеме) в результате этого давление снижается. Понятно, что, например, при физической нагрузке сдвиги будут обратными.
Пример 3.6. В чем состоит причина гистаминного шока? Ответ. Один из главных признаков шока — резкое снижение кровяного давления. Большая доза гистамина вызывает сильное расширение множества капилляров. Суммарный просвет их значительно увеличивается. Происходит так называемое «кровоизлияние в собственные капилляры, давление падает
| Билет 3.
2. избыточное кол-во со2
3.калия
4. б)если мембранный потенциал увел, то возрастает пороговый
5.неполная суммация сокращений
6. при более низкой частоте
7. торможение выключение синаптических выходов
8. ацетилхолина и н-холинорецепторов
9. увеличивается выработка АДГ
10.колбочки возбудимость больше, быстрее
11.б
12. 1- ФП, 2-ПС, 3- ОС,4 – РП, 5 – ФП
14. интенсификация-да, да, в)нет, г)нет, д)да
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)
19.При физической работе всегда имеется угроза повреждения сосудов, необходима готовность прекратить кровотечение.
Билет 4.
2. а)насос
3. а
4.одиночное сокращение
5. б
6.снижается
7. а) защите
8.г)адренокортикотропный
9. б)карбоксигемоглобин
10. б)желудочная
11. б
13. альфа Вызывает сокращение экстрафузальн
Гамма ызывает сокращение интрафуза
14.да,нет, да
19. Правило АСФ. Если деятельность каких-либо центров «притормаживается» под влиянием других нервных образований, то регуляторным влиянием будет изменение степени этого торможения. Так, например, при поступлении в мозжечок афферентных импульсов от определенной группы мышц, возбуждаются звездчатые и корзинчатые клетки. Они тормозят клетки Пуркинье, а это приводит к уменьшению тормозящего влияния клеток Пуркинье на вестибулярные ядра. В результате усиливается возбуждающее влияние этих ядер, например, на тонус разгибателей.
20. Дыхательный объем (ДО) определяют по спирограмме спокойного дыхания путем измерения в милиметрах амплитуды одного спокойного вдоха и умножения этой величины на коэффициент 20 (1 мм пересечения писчика связанного с воздушным колоколом спирографа ,соответствует поглощению из-под колокола 20 мл воздуха или кислорода )ДО составляет около 10% ОЕЛ или 15-18% ЖЕЛ.Большие величины ДО при малой частоте дыхания отмечаются у тренированных спортсменов ,снижение -у больных фиброзом легких
| Билет 5
2.ПП- б
3.б
4. б
5. уменьшается снижается
7. гамма
10. г
13. локтевой в, подошвенный а, лифтный а, выпрям , глотание б Билет6.
2. -+
3. одинаковая.
4.ионы кальция
5. а) ее распад
6.градиен о2 и со2
7. сокращение интрафузальных мышечных
8. увеличивается
9. естественные антитромбины
10. базальных ганглиев
12.рп, рп, рп, фп, пс
13.аебдв
14.да, да,нет,нет, да
18. буферные системы крови.
19. то для спасения жизни решающую роль играют мышцы и сердце, а не печень, почки или желудок. Поэтому системы регуляции и обеспечивают в первую очередь. Билет 7.
2. деполяризация.
3. суммируется и градуально
4.актин вдоль миозина
5. замедляется расслабление
6. а) дых объем
7. б)
8. м-холинорецепторв
9. кальций и протромбин
10. а
11. б
13.а)белки,б)аминокистлота,в)кровь, г)синтез д)мочевина
19. 1. Симптомы, появившиеся у пострадавшего при легком отравлении углекислым газом, вызваны нарастающей гипоксией, так как гемоглобин стал соединяться с угарным газом и перестал транспортировать кислород.
2. Сродство гемоглобина к угарному газу в 200 раз больше, чем к кислороду, поэтому кислородная емкость крови падает.
3. При легком отравлении достаточно вынести пострадавшего на свежий воздух.
20. 1. На нервно-мышечном препарате лягушки сначала раздражали нерв и затем мышцу одиночными электрическими импульсами. Силу раздражения постепенно увеличивали до появления первого мышечного сокращения. Таким образом, определяли порог раздражения нерва и мышцы.
2. Нервная ткань имела большую возбудимость, так как ее порог раздражения был ниже по сравнению с мышечной тканью.
3. Возбудимость понизится вследствие уменьшения соотношения ионов на клеточной мембране при длительном раздражении нерва и мышцы.
4. Величина возбудимости ткани характеризуется порогом раздражения, реобазой, хронаксией, скоростью аккомодации.
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