产品详细介绍:
1.简介
KH30937F对数周期天线(以下简称KH30937F)是一款线极化宽带接收天线,工作频率30MHz~1GHz。KH30937F有优异的驻波比特性,馈电位置准确,基座上各阵子间都保持****的相位关系。本天线增益基本恒定,从而确保了天线因子随频率线性平滑变化,有助于在各频点之间进行准确的差值计算。
本天线保修期为2年,保修期内,一切非人为使用不当的故障,由我公司免费维修。用户需支付将产品退回至维修部门的运费和保险费,维修好的产品交付给用户的费用由我公司支付。
3.配置清单![](data:image/png;base64,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)
(图一)
编号
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名称
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数量
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1
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对数周期天线
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1副
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2
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低频阵子
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1对
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3
|
天线支撑架
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1个
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4
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测试线缆
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5米
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5
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天线箱
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1个
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4.指标特性 天线电特性指标
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频率范围
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30MHz-1GHz
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驻波比
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30MHz-50MHz优于10
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50MHz-200MHz优于4
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200MHz-1GHz优于1.8
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阻抗
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50Ω
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极化方式
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线极化
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极化隔离
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>10dB
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前后比
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>10dB
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天线增益
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****8.4dB
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天线输入功率
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200W
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接口类型
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N型母头
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天线物理尺寸
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宽
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1450mm
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高
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680mm
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深
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845mm
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重量
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3.65kg
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包装箱物理尺寸
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宽
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840mm
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高
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220mm
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深
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920mm
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重量
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17.3kg
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附录A:
天线增益
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天线因子
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附录B:
KH30937F对数周期天线增益
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mql8RgA95ZDeUnfSxZDB7alckQon92oNqJlGsZDVVxjcWAoqYAdciITM2A/wI1wkCbR0lOZBPTmAo/yqG20I0o0peRIS7jYXwmaaPZIHb+SAz4aArxyY7QEJIMU40MegsuGVN5twr6OKK/cALeoZ3C6ZwC1R4ZmZ6G2KILuZ6ux6NZSqHIgJHWCKcfx2e1xKbNwHumN5Kpdwqr5456ugtbCgB8Oqi1kJOpMKUCAUNXuqNyigxEaqfEoKjBZ6LUQJVeWaZaWXR2WZSmgJE/6alCGgzcAn6IWgvpJ4cVGnpEBwCoepJO2QqFKiedWiHr50jRUHB5SanztAT1Z19gmHBGSpS0sywFp5aRugttqX9x+lIYSBQO2Kf4p4qMymTVUH+YIWeh9pcDKJgCOv+g0ZlYu+mb2+k8z4mtj9mc0Xau65OuZeamgoeeMLqmyCmvygGv4sqpXkivviqGtBmwAjuwBFuwBnuwCJuwCruwDNuwDssI02mMwcmuvDlv+KoW7elW/kqt/GquFtuxP5Gx7Xqx/KGvPrax2key/iGy/OiurKqyH1iu0jmu5HqG5GmmLluRH0uxJcWyGYWyZ2mvN7t4QHuhMNsKObqgx0cNlMifpRouEhqu9rGfyQqAzQCKAfqkyOFCTRu0svIMvLqKshoMCaq0FkigNrgNFnok2MCLNSqI0QB1qVCiHFsMwkhoTWcKLDq20UC3WrsL0LgKa6sfT1R8mIqZvqizzdD/Oli6tD26gJPJC5Oajyj3lkcajqy3pMOKDU76rLUQpWfTjqrgApDKt29Kj/UKDaALprbQeBOautaZhswwkApZp6xbb533WFJLEbN2rfu6DbvbT9WgrGqKDCdCpxBaDGyElepKcK1wqGTnp6gQqFL6tL3xvH97C5b6ktkgG41rvcFgk/Y4fHmrq0L3qrE6vt+0ClwJvrTQvqdQrIQLqqkQM3vLpFKpCvLblKbKChjytsYqfqjQvoNbiwKsCszbrdCwv6YbDA7Yq2f7NQjQA3RZNcu6CwX4Kc4qkuuQNWFCvPhbDM0qV9kLtQZEl1qjoqELn557C3wJu5Zovnk4szsr/7Sxq54gy1Q+27M5G0MmuxU9DIxBTKY5rMND/KFH24Iyq5s0e1wP+8RQHMVSPMVUXMVWfMVYnMVajE/repvEmcRlUp0SW55gbJlHHLpF28D9esbJW7EzzMQ17MVDu8ZlbJxpzLZFfJ5sXLzhuccwPMZkzLOeWcdBGMdzzMN+/MceK7t5jLuGfMP3SshtMnK+K5FU1w3v6b6uoKxdy8HJkASPSJEgvLnBgLUoksDNyzxce4pkcnJhW8kni6AO2saBIqGonMo8uanNcL8tTAvpW8CN6qJ6S6qnkL5kqLbg+QuBqwrADHHeAHO8TMrV8KL/CgwyCgA0ysfIQI2lq75Hav8TDomjSVI3mvupzRBYmSuoFxwMnlfCu7C65swMLvm9qWoLtarIvwC6X6rJGBsNtqsKAMyZanMowWsYk3IatvvP9QwMlHdCxTuQKsy0BR3L4XDPoNbL/DuR3Wy0i6vO07vQs6C5GAC5TkMmRJrO1QvSsxCSXQe9aqy9xMcKIx3R2IC8tyu58ITPtrC9o4rRsKBzzSyfu0zMqGDMBtwM07e9noySwwyrIsrPtnDNKu0K6ce4MU3TSokK/4u+Ps0K2mjRQl0MVe05MpxwsBxj1NCJcylyNw0LAInCrByWLiHKVouAq7LBUN0V0RoWJyQ6KQzBL72Xv8WtzgB7GAiu2jz/so3cb4nc1vl6x7YqyZYD2Zfb2Hk9gpR90Ys9GpbttYdMw4wsyEZMJ1tc2qZ92qi9xRHrxjgs2jX7yICs2Jvdg5L9rpl91BNrwy3b2d4MyV8828yxxK/dxXKssbxd0rcNt6Gt2z+b3P/g3MF83CHcx7XtODscstIdvdWtuK3N3Ii83WED3c4MDfuctuAtxOdNxK59C69My/Fw1kAMDQY6yfH8ya0wyseMDKbcJrf8u6q8CvaZssWQoPQJ2NP9C2X7ldUcof1IDYbr1I6bDAcWuRzNvc1AzewQzRltlYdLDMt8ChuK1c2woUHNnJGMDB8+4Y7906eAt2mq0zDNCvW4/863cHBgPb/nvKjqDN/TlQ3t3NWtgI9BKuJv+qP0TOO1UKgzjsf36KruHCg8bsneMNE9vtzFIHvf++PSDA0N3d8U/Y81OFjkUM75DbwRDuaXJy7Hu9FM/o+tIL5IXgtRPt6SmtMprXwefeDAwNK79+SzsL12Xrd3atOXbQtw3ubsfNUF2eHNMDUlrsDV4OXxisz1zdSCS9SBrQvZ9+FT3QoMLOCz6tWMHgzjJ+lhlQyf3uk7Za3urR+y8cJAnhOyMJckTeTcqBMOiN8bDgwjPCOpjstOA5h0+VmgflUGvuUTiNe9zeC0bn9+jmvZXdnpXda5Xdy7Pe267N2DDNxrCP/brH3i6w3t2A6O0b7rdMztK1slqb3u7N7u7j6wq73I3W3t3/7b4c7Z5a7Z2n5mP+xN+Y7j437m947v6A6I4g2d3i7v4L7vo13wmP3viVntn93wDr8bB6+fFz/p8z7xH3HdFM/wehzwz87YIr/gsW04m2byPnOK4QCggl4MBa5JdS3L75DgmV4LXWshpm7QND9/KzXyr+DyqBDgy47T79DJcU4LD8MDxdzqCqzUN18LL/ayybChcpuNiV3vv/Cg5ft0gGrrJLoKRm3uzBDiEbz1is710Qf0bo1TjekNoKN+sX6Y0TDPbI7b27wKNx7xpP4K5Y3c1SDOy0LmZI8MQ37/9r/w6HoODAkSeUjm9InaFY6/4q9wcDpQ6bp353MuLMlp4FoO+Mxw+aowpjpK+emuiavw68CeDAFd4fQuz+Re5w9lAjak0GUO8rOwVj1d7Kfb58ksj13BUojPCxZF+6Ou308N4zvdClCZ9CFN9dAAv4rv36FulMe/C13X0/D78qh+CjvQ9KZfGRp9qXke/qzgYCk//BhMlqtD5en/32UZ+yu/AC1gwTPPDL1ulub/WvVEgBbM+4AAIDhIWGgIkEFoEhAwyHgIGVn4KFkJmThoQBiwYOm5+RkKsBjwIGiwwRiAIPpJ2QobK9ooW2t7+HqrW6u66yub+ytsGTxsjFt8/6wsmLx8TOscDdAsLQxd/XyNPdy7ne39Dc5NLQ6sXX57jm5Lvt6q7g7bHu/ZTc8Lf++ar0883w/pH0BD/AZGEmgQVMJQCBfaW+gP4j6J9RomtGiwIEVmqjp6/AgypMiRJEuaPIkypcqVLFu6fAkzpsyZNGvavIkzp86dPHVuJPZTEsaBD4NO0khxKMCiRh0hlfgUalSIUy9Wzai0X1Z9W+8xbTrtKlGwyMgSNLtJ7NKu9NjGc+vua1O469SuRasQL110co3uLfdXXN+ggcHZ1XqYK16Oi8Mmbvv4beS4hb1V3jaZcuNpjS9jG/zTczXR0kBvJB0tc13VZZ2KsGaMlP8pQgNKjcs2W1Bt29YKKxBEKu1rX4F35x4V+K9xggGG/zItarlu21P+Kmd0fNBvbrGxG9p+m7sgDYXIG2OdZNCJ0awBhLAceMWg94TM966Wfnx4aRWUQa9lHyEl3IeNfOcNkx8A6xFi4HntHVJEIRE+19mD8LF2BAAqFPKBhM9ZuCF7x4R4iAnjWIgZioeQSOEwARbC4ofGTDGIc6/Z2OIx/QkSoXcEzniIDg6qKAgrguC4S2EJKmLkj78sOcgIjziXZGBCCtLBIxMCQKOMxlw5WjZUOoOaIVsmqUx22Xk5jAlrxkicdYwIQAgGXA5yZjpEGmKnk9Us+CFrLK55JJv/v8BJSgB0wjbMbIAmuqifu3QJwIsvEnfMmAkCGqcxI1zoTG4/VOrgMS9SymmVxlw6CJRVqijBIDwMMqChZrFGqYkiClOEj7lYNyQrmgDQa3t/FbsKAMMiks2DnAAgZQA7hiXpLpgoK0i0pQ5zLbbQJnsit0ftKKcx3S67SCeMChPcKcA9u59eFVa4Z2r1knnvMv9Rla9/m5VJ5ryL7etQv+HoBbB/Bh8o8MANo0WwVQ/fmvDBEP+7MMMI0zsxWRUP2TFYGZ/YU8kmn4xyyiqvzHLLLr8Mc8wym/RvyHN9HC/FHA88co4bd2azXzhXe/POP8sbtF9Jhza0rR73HCfU/6o6vHRoVSfVdKc8Gw2x1Lp4/TXY6Vwtldj4kM2v2eYAjTZVbVu1JxL4vo2V2rFkjSbdeorHbjDtEm3L3+/yFugx4AFw+F6e7Ta3MIwbUhuh7OwlnXTlOu7jIIJj2ibAyeHZ3CCsfo2geq2aDngt9BWy+qiFD9OgICmIvu3R0Ywe9sK1ah1NgrgDU7ogqVooGqWE5Dl2Nb9PvkyHhsjd24Nw3smj08ZMb70uMRofrjhjMk+1MMvX/gv3SALwPS/LTMtR+uAb0yQh3L/qTA4a1oj/1LY7k6WxVhYipC3N733CABOTNNabMQ1Qf95AHjuO4aZCSC5sy+iT5prVtzkdQP8Vkaoe77qGjQnqSVAwstf1JGFBzglDhBbzhfloh8BfKPCCqZOFqKKksD2RaHzyIBIPCegLVsVKEK6Lmjh2x8BloIpvLqThIBZIQV69InOMcB/wTiSswbGwh9nojyaQFT/6dU5d6XJN9oRmLkIsixHsE+MvusUsQVSHNYE5V7Y+1znefDFzZ1Ta1nhmNy7+EWGBfEchZ4Gxmg2ya4dkSCMnAki9LSWRbNvf0x5ZEUkiBpMRCR8hZwbKUIpylKQspSlPicpUqnKVrGylK18Jy1jKcpY9UaQlRYa3KN7yZpysRC6Tt8iLBfOSmuRKL4XySyB6jJKe1Fkkh4lLrjkTadD/FFkxvZLMs1VTaMc8SDcDwkxqgvCZu0QjOccpTnSm82nSZOc2CZPNtTVzmhCkYuh85ovNkSKMukxgISLXvWFsZ59OqaEsAKq55LBGOmnh5wgxxxvZMMagrWDo4Bz6wDweZ3MfVGHrSBVDXfhuV8JYXX1yaIwG2aA85FMi6voojJVicBlDBMCsBIHEft4qeAo6nX5yhg0Hqq8aKKhNS4XhPHth6H7TaaNQ7/bN1gwDTkWVVkCdMQN93auqIdXFD2EaC+5R6nykiw1GU6XTX4SxfyCrxqjIqsxb9IhwHCkAUEVaiSK68RdgmiOxnkhRWBiwEGgFpj8PeNRdOEdX1Psr/z6FkUKtVhCwgshQ9E7UQTniCaywEGFh4+oMy77uUIRwFPryl8RdYM9fjRLeISKbWl1Q6lMn7aotlqhZnN71FoSq6VWN0cavOpKnhWXAbm3BqjaOVkeDAAGtAnsLSuW0rOVzIm6h+4liPQCMBV3XL7TlLY6mVRfR8qJTlPvQ86iLjd3t6C6K5a5vYRS0trAjcqx6WWHA0Vd0bI99xWvYfL5CE+A9rh/LCc+oMueakFHwUSqJYMIwWDIOTsuEKVPh9grznRLm8GniCdULrybDE13nJWmJ4hSreMUsbrGLXwzjGMt4xjSusY1bZkt1UozE1PIw1ngMYnmEc8M6JqaPpf/SzmjO051LLto56QllI0f4NEPe6ZHTJmK+ADnIhoRwkZd55YJtOcuA4fIsgFxlME9ZFtArjZmHG2a4kVkwaXYSsPJYCADT9xaHu29bBToIhPbYvRBt3C8epwhGzNccqmHoFPs7DIsCANGP1QVHjZpYYJoUpEzcxUhz21PsimJ2hNj0cn3RIEtl2pzSkOmfmSuImwJgunu2mjA29ZkHjalDlHrq3bAxHBNYMcTeSKoRT2iIXnP2FquNrfYOURv0Tq5eJugAXGs9Vdsi9xDD3tswuNekaw+1TfxkhF1F7Qn7TW/RjObfK8RN7DWX7UtResS5G+vsAx/2r3wktDEi62v/ISsDti20NAdf+9tbQOoFgxCtB/MNzyTbYnqfhbgsmq3tWhBqi9oUBqVuKFyGfPulhDAuuj8Roxueehg1HVXIM+mMl3fZRYeQdu6kASVad1waMgeKx52IawPLs8Bh6fY7PEWJYUmJ3fHuWyeUzt78Or3Eg7a4LuC46lrYNyw2b7d+CbF0DVsdFlvHet4yOJs9OovHnIlz3eZsmC2PuclOpnvEn8zkL/MS7pap81z4nqK5yxvLbh8LvW6M+MQrfvGMb7xLchxlXApe79wE/Gf8ru/I773wd8G7kk38edCzmpGWJynpOa8VzHd48GIuvZslPnoroz71s8fm5DVf+dq3/0X1tma9nHUvGdjfXfSxP0abWev7Wxz/2MknSr+Wv1fcr775rUjcPVUI6O9kHR/87HP0fbEdR19/vIfu98klIWlBeP/mvckNJfx6/khIOv0B3oVEaUNXf2d0EKTmtHd/ETuDEID6VwuuZgj9t3K6MIAwFH/G5A0IyHy74FuctgPPtWxuc2skZ2gN9H+kZQgY13Tl13UJaAsZgnEBd2bSAILYFgsrGIFeBQkouHMqmHGy0HMzOCmDoG6oZXQiB3yRUEQ7mHD0VihFSH5PYkI8RQhCKHWT8m6DcG9QFIK+MFiC4Cpnt29zxXEzV09z4iGVFjgHNziKInQlmFBe2ISvsv8oJKJsBMg01QApQygL1zUIHUAIPQhJwuCC2OcLpjUIWziFslVCP9VpeecLNreHjtQvN+hNt5OE4hMJibgPqjEtr2EfFahbFwiDNQgLueJTodaAEOIjZUR1WPgLZYQu8KKJn0AK5vUu6kKC6aAu+6UaomF2oXgIW0eKsRgL9zdol/N1mTAIt1h/BgcNaldwakZ5CeZ6j3h61Ed7PxgXzYgvt2eIUraMvQeN0ZiNH2aNobdj1KgvGON45WiO54iO6ZhikHeNkieOCiN8b2h3w0d88khI75iMm7eNXsF7VCaNWvaNdfeM3ZgU/ViQ/1hmAVl87oiQdIaPz/CQcriQAhn/jg1pGAYJFRGZhr4AfZJlkaDykZiBkb2oaHJ0Z71DfyzYCgR1hq/mCwnyN/DnhrCQBJJWRWUoCjVpfpi2kWGYDze5ipZAaYGWf9TVfkfBdIL0C71iCTp3RcYAgR65DRXndcMAgQtiHk6plNFgajMZRChlDIACDYzYiMqDfL8wga83coLAVUaIh/VwDHrljL7QlgwokbVQRC8Cb1tZDcY2dooFll9pCK/Rhl4JC9szjsqQVfg3goEYlo6Fb0bpC0w4l8IwPOP3farVXTLIl9GQlFzoDFp4l003QG/ZSdLQP4DoCvlIlfL0c4bwVqglmcZIhoQgiXkYDap5ZqoRhze0/5eg6YEIh4sfeAi6qYgrxG2NxZm46VKVVYjRpYHOiZO6UCtZ2YG+ACdkGRAoQmuM9YLYmWc/pZXAKZilBY80Fwmt2UMP4p12GZSWIERneYg1J5UfYgoxeZJTtyzEqJKiEBxJYACjomf40B5lhJ+1+CDXskb49Z6VcC0AOirwNZor+QoSWnTDKQkL2phH5yCmAKFct33aKH1Mo5D0WJH7uHsaeZ0UiY0j+mHx+KLzaI/1GKP3GJK5BqNY42Uu6o8oSmEqapiE56PTeHjqaKRHiqRJqqS1tKPg2KLtyKIMOaR1MZIOAaSZGaVZmntTyhdVehFXyn5cWmY5imQyWqM0qv+jnqelJvqkTmpNYDqbbqqPBFmmNiqmDnmjl5enblaiM3qidIqBN6qTT5SfH9IkOlmU3nZrPDk4LulpA/UKMvmXoYCouVGp0/kJl4p//sObr/A3QBmknzCUmgqGepIdgtagQuGeFsiHu2CAajmVExoLV1kI45mCe6pUx5Aq62GdqaoYLOdaq+qrkDBWhfCbHBppDLqBvpA+2rmd7VFEOHKscHanknCb/qAauOMCmzWskHCtT2kMixmZmAoLormcyAqo2ZWaDyarh3lHAWBX50qt6fp7TrOhrklktsJWIdqJfzgIsWmEceoLDsdU5PoJKgcACIulshCHhACwpzWpojD/Pd/qS+1BsVClGghrCoUZscwGka8JipRCsB37CcMxRKliq4g0DDuSskeoC4DiiT35bCVXq90afNjgrMyRGTE7As7Rq6H6CTm7misLHM5xsvxqSKZgoZJqinHiinFksJ4goQHqZ+3qn88SdiaJoMegoMOYj/WlRnJptZ7wqSV5oTaboV7LiVCVdqMSdRhKpNUKknKbImTKL00qp3+Hq9UIp/3ZenubmIAbuPT6doL7tcxouGubpmZapwPJo437p48bqJ+0pJVruZeLuZnLjnmLuHSLo2o6kZknuZM7uvVKuM5ntwWDt2s6faVbuJ5repELpaI7u7TLut7Ytzgopac7/0m5O268u0m+65hbCry/mriKe7egy6acS6LCK3A3imhMK7C3gKr16QtDKQg44KhhwwoyKb1+6wmkOh3GWbGL2m8DWpX256mPZpqneb3BIL5NWyWnmqiK6gtMCQk/K7+3gDtR6bLPGaa+8KqZqL/2G3PnGasyewupQh5Ca2GMKwpp6X9RawncQyLT6oPVBQliS7Iol5xjK6pWJa2yCb5zaL3LgMHH+Qu4w7H/e3EiqZiUhcDCkD4CtKK2sK46WLBoO2LLsAFfOK66eww5zMOVEC339p16slhGksIwh6atwLREXMSgNpgkvH9NJJ33VZtTXAntWxEWkiEjHLAl7AmImf/FQFvGc7sLE8RwD9fBL4y8n3BdIou0AHIILTu0wiDBgnCx22kqgUe0syYg4snFEwwAe+zCsPA7JseLtdCevHq4Nth3gVwIiJzISXsI33vFH/K0u4jGOUm1FtrIUNUf3qs4CSqMHHGv8+oLD0q1WavAJAkNBQaqbxwK+/mx4+ChVPu2hXyRxxvLflq7zQvMpRq6tnvMxAy7sOq4w9yjy1wazmtIfXqmssu8z8xImavN28zN3ezN3wzO4SzO43wTm3u7PybNt2qnxcuP6ayy0My3xfzJa0HNBynPrXrN6HzPlyyk7Jyi+zy9yzunrou6yivMbwrQxXjO85bQQky8BN3/uw39uxAdvBI9vJ3rz2/hpVcLDZo80e9Lv+SLTM6AvcEMVU2ivVoLt1Y4f/Xr0LEQv+iLsRlUCOBRy/wcwupgfgptqq2SkmQsCb1issHKqvu7bYbgwA+8zrk8yPOsyDP8JyD8CYCSapno1K1wtDdcC1nNzFg8wU3scxpcCFJowCMSz5hTiTx41aFA1kD91DNVns65IS1c1poJCeKKz76A18u6LfKawb+wr3WoUKkrV5EM2IP9uSZNnnx9wgH90hRcCR/3rxBL2Y7dr1lMxyudkMogWufjxX6MbDI8snXtsYagsAGsCzfEQW0MmbYsCnRo1CZM1HwM1crQnngMl8AK/4qHPNuu7QlJrbPlgNvlWw2W7Nav7URJLNujcAgFTNpHXQg7ImxaLQvS/dmdGTb3GamF6rTeAqKaLRgK1R9Le8pcm8rfzcXnIqAK1anaAA03/dy+sKAifRC4cQqjwp/HbbwZjWHuzJxtutCkS9HcOOC2599O3Mz5nJEHntvwrFX1DLkAnszYvGPkbOEXjuEZruEbzuEd7uEqY84Trs8OXtu7W+D/TOLy6cwjzt+rQdhYsboibs8tDpAMTtxLveILbtG/tuPTbOMjbdDVrIw03qU9vps/XpY4ruACnuM6TuThDeHJq+QBbqWWd6AATL35B9/xfVDJsH7p1RuscOVTHP+/W67fhRC/k8apNH1R7aPZo/rT4GqfPr3TXF6u54Cy1B0LyVXiyrCAqK0LAxxqzv3Yv9CVvh0KwM0RD1JYiv5meYyWcQckbknZ140LaznWyY3o3loIJri9WY5eYA3k2+CXOG0Lll6x2VoIXEXXZ74iMHwMe93Y32VukNnW73zYdHXEqL5gQb6Uhi0Mn6nOoRkW9P2sQHUCP2zFhT7jvixVYu2wlW7MYdVwh6Cei90smQXoA+uvlL7pxAkJBOfqgyhBgbnGkcDafj3qNBjHngDbfZzkzmByhP7RumDckF0Jin7swsCy0MJSgrzW+WvafQ7d1i7VZFuzjt4eo+PowCX/8MCOybDs0XLe3Wsk7KyMIFTLDJ8+Of2hCkYy8dh9defdy99OCK4coezN5lV7tgFfCbjc7vuwy/hN8Mgs0A/d5Krr6xGO0CnO1Cf+o0aO8Sae81+K5PUt9JN49M9uzVRu9ID04VEv9VNP9VVv9VeP9TMW4jeP0UCvGTsv5fnq9XH75HEX5To/5TLO5Eu+9mr/tz6P78Z09k8P91jO9cpc9vDx4gX9xDzf82Nf40mP4E3v9nSf95Nc96O8uIefa3OfERtdsRu73XSEIDaJmabuCUNZ0mBuqCwf8theC2Xu0vgqUpLGkoofCn8zqG4+xSVd5/W+bxAvyQBf1JbtC/SR/9SP/sVm2dQmXwmHjvnOx+iECFLDfePRwNV5PZ9d/QtyI8aVzdPKUOp2DsfkjvrRoaxq7fue0JHjbgl1ef2/bawyrO7xHpyGIOvRD53Awdj3C8R2T251/Pa2bSTlf/yA7wnXfuQEIpo1H/fgBAgAgoOEhYaHhSMBAQWIjo+Hi5CThyaDIpcAmIKblJMBnqGCKo4YopSSp6qroougrJBHhT+ambCEqbeHpIaWupGvv4S8jrTCgq7Hgg+DtMyCL4NFygC51IZTgyfXwdeF296D1sIjhBqCJYXpyt3hg8/g7O3H54b13OPX8Ory7obl4fKFy4YO3zxYBAH4kiBoW711x/8E6rpHqIIgE52EHfTGwF+1jayKuEIAYEoukyBZpYSVYZABcQEsUpOozIAxd8nwWVQUDOXMlaxaCnopchHJn96EDqVlgiasnMeaBisKM+Mvp8JeIgvwjJ3Hakf9Yf0akezXsWZvQU3rDS3bVW7fnlorNyLQunPx4tM7k69dvxrjAnYkeDAww2oLI8Z1d3EkxyobQy4kefJWy60UQ9bsmPNiupgfeUZcGbOr06hTq17NurXr17Bjy55Nu7bt27hz697Nu7fv38CDCx9OvLjx4qFDlZ482jDo5IehQ2o++Ll0xtdFZxe9nPl2RNQBW98e3m95vuOzn9fbfXP7zt+jx2f//J50fef3q6/Hu79ufv3zGfKfeQOi159cB76VIFvpXbdgWgUaGCBlE8JU4VYR8pehfxsi+KBZH5LVoYcXIlNiiGeFiIRHKLI4IoMtivUihCV+dI1UhAVglS4bDrBIVy564yNXhfgIZGAZShWWAtj1c82QQOK4FzVQCkjkTxn+KEiVNiJFpZaESHXkVd5ICeKI24jUCUVe0djWjObgFGIKg7AZmFlJ1DklWQwFtF6fkEB0J1l5NsTNNQnFY6KfeE3TpjfEpHjifij4CImjg0IKYYeRCmKnXRF+KqlZopI5qTsy1cKJLRqFU2ghCXnpjQ6FdNBfg7BskwMAxHSyY2Su/1YSlpPUvEqITwZRg+wgtGIa61Ud0mrlr2r52cixcpbZVUIJYdrqhQd2mpAsWPpzgCsClCQNsWmZIqtHiSZ7TLyjsEotXBt2uoyhfbmjaJDXWLVmQOF8+uxfZgEq77yDQERMqU91yCa97NJzSKr34hshxo4ICq1ZCfnyKEewZovlUWB2ObIySmlF1Z7UtAxTqqDemEtTC1hY8TEyA8DTm0kRopWYCwtDtCBKqYxwzEJfdKs3ioRF1IExinUquFUzivWkcIrY9Vk1Zk3w1lh/DXCFYhcdYNr9kg3u1WizvXN8ctfs9oRmn4023HjXnWnfXPO9dtjHFW744YgnrvjijP837vjjkEcuuWxhCz4frtD5/XHZltNNeOV3r605j3mbHHfpWu/dueehXz56YquT93rEJ35ee+t0zw4s7t9hnpzucNn+Nu+yow408eoBr4ryecVOnvMOMp8Z9NL5Hpr0ygkfFZgp79ehpWHe2mPKW14pT5JGbRXWev0NWYiZc9/ifpHkI0nN0R89432GXA4yf9vhgF/qhPGqbYSgGQCA2FNApg2YeUSBEZuRDQoBweV97VUVnB7nlAEoWgCKBw171+DcQbEBfqVbADzGrzaBERGSUEYZqtQrZCgIFC7tGvoyHTVyKKcOzcBThPBV/NzBw2r5g4UZIx2qBpEQIZaFGtP/qN8irjVEXUhrELbakPVO8S9aOHFzZjHBsG5IliueT1knkYSzXMg6GVHRhMfoignG5C1TUWNMelOGvp5BrjOSpY+CqCPs3uKuKuLQTxHaByH+xUZdFHFsyGNFJwCip7Zco4CH6EgjvdHBcikjIemgWQKPd42JNXCTsMig3Y7BsVSBIISGpIYqW2EWTeoQSQhgwUiqkkJhvEwrUSMl04YyM7X9QkrwY1+HevYzBwojaVoBQNL8KI9nHG1/QXPJIKb5RHcEM48jjFvgIlk94xkzd7cjZ/WolznsecKdqDCnJ8U5PHVmjp2/g+cn5BnLdvKTjJfTHt7weT19TueffxMd/0LBOFCuTe6hEI2oRCdK0Ypa9KIYVRzo6Hk6gppmoaQD6SBVZ8/fedQyW0SpSGm3QY42tKTXOylzDModmbpnpbsjqUtfCriW9nSnrsMpvtIJ1IDCVKVCtaBNO0PTHBH1pzoV3TiL2rukzqWp4LEqLZfqCGRaYxFJbN6TzAfOX/RvK3hMDPoCcBQj8RKgZq0fAJjkTF2cdSthvWqWriSlZcFVfvW7qx2VgT8ACJah1DAgBSEpIji644CIfOBi6+qOFTg2HKKkpjAUBoBUgbAg/TRpsU7pNbN8oBCCNCJVi3cNGj4itTk9JCFk8cjY6rGr50wlIkQmTLLUNnildMRvh/+K2UGE5YuD9WX+StZbZZiRiW9CEwCyaK+/6sJYoxrtPySRV+WsZ1k/o+LBRkqN5woCu938iVXQa11YzLEQhQxkL3+R1lseI4fvza0wXgAkGybUHVIJQLpQGQ5GhvSTpOUXqxArjOGuTBiKLG3A3oHAWWZPuwD413gZ7M0eKiuEnbRwPAsGI2+Uir0HVgbHEOExJaZFxKhA1CB4O8rLRpAkPEmV97zxy0CKLxwyKwpb9csKMy1CxxE6UM8UEoCcEXgV0BTEN+dpNDBNGZvXiDLSGLu9YGiFm+1VD1fto1Xvjhk/ZX5nmmN8Zue0WTxYlQ9UFfpm8wg0nHMOap0l5FP/qdZTnBkNtKCD85FBG/rQiE60ohfN6EY7+tGQjrSkJ025p7puqnlGZ58v/edMt9HTrD3qTDHt56iW2tSa7qio3UNqTqM61a+WXathfWo6rxo+e0ZPrjW05n3umkO9PqilXe2PFbHo1x4Kdk1v/Zk4W2nYtD5myuh6mfnqQkn0a+6XyErkVWC7f8oU0jiw/eRbFLbbp0hmMLCsjLv+78HSbse7Q+sJTAqCTkC0JLPJ/BYYC3vfk+hkZFVc4UHsAJZhXieGDWxjj8BWJd5wrYRVrQyJY0u+CWdFpyye8V/80MMMu4ghOhBEejdY37IUbsNvYZFd9WrBPPJHPKLIbQ5f/8O8VE4ss6r7368wnKUkfFBKIfEzTHRCvOVWBc5x4qfu2lwXzAjwgNcF73DU18X+cHAEv5LDhysV4JCIcHQLjFoZaYpB3rj6yldhlYdx+RegHIS9TY7UD4N2skk/hSnv3nFWrHjsl6wkAA7O96eb+O26CBneKXtjpzn5I05n8/1S4bIfewTMOY/3NimjI7p7omcC7PlP1K5Waky5S34V/S20bDWbXSma9jXqapOnbKeCHc61zyq0q7pRUNMe2QrKPTCE/+xO1xrPx88d8TkPfBgtv0mxLh6lp0/96lv/+tjPvva3z/3ue//74H9N75Nf1efrbPbRM3+1o5+88RPb1v/oL+eseW/89yPf/spv/qbmL+v6R1v2vpd++ncm/Nd+/kd/B2iAFBeA8rdp/9c7dwaA5Bdq8ddOBRg9u9d/hJUK5AZ51mZu6TNjlucOh7VKXUYS+BNuY8VtbpV3nnBuMMR47HYMgtWCVQeCZFWC5KVzExQnKAcvCaZ6v+cPIaZtCEhAQagmgMdKqNV5hNBiOyiBvzB32UWCMVF2NwgLHGd2DngLHPdxVCeEt6B1WGcxwdchNFZWEBhciECGZlZchOBFMKda3vAvU8R4zuUi0rUsyBWFSEgINEd6V/UmK7SE5DBFQrRGnkcJzxWIh0KIhYBihldkeORf38IWP2dbZxf/g+7AX4ZiiWXoEYJIXMogdnpIdjXEc2K4Cjk0isuTdgpWhSo0CKLkb9MhY4UnCLbUdx8VIXHHMbZoe2wod0E4iaegeIYQeWq2IdhlFVAIdB5BhZcYcgqxeC4YT0P2EUj2iJP3CsCUjdeoCpinWVW2buajglmmTQDwMuEICWYSTXKVYsdwetyzV9lETOv4NK6njuMYivf3gBTIgBbYhRrIUwJ5T7dHIOqnNBM4hBUoWglpZxHJHs7GfBPJawPYWA4VfhzZkR75kSAZkiI5kiRZkiZ5kkPnHRcJbBkpi3q2kggSgZ/WkAIIk8F3gQ3IfhiYgTu5gDSZk32zkBWJCzK5/4YPWVBCmZQ4OZA6CZQGiX/l15JqGJA/iZA2qSBSyYlH+VFLmU882ZNd9gw2uGMeAT6xF1dHYoMmWI4o0w3o2G4CQW2LGAowSI7X9lVXMoPCcFhymV5dRj8dsh6YxCbBSBi/9imFmSMzkiq0kJjFZxaWZYTHIHCG+AuMCQCQBQCfBQDPqIn+EJnceAzSyIUMhHF+OWEumXiHsGH2Qw0cZwmg6IcnN1u8IpnUAIaVeQvIWAh9KJveQFs/aIa7sHZ+N1250JsL5A6OeJa3QF2E4JyZdwzbUHSqUp3+CJDCkHroJgrUmYqKyIso1XT7B4u0CYgfCGETV4qCAEh8tJ2/8P8vXjeIZyJgeEhfseieXDRjrkiKt2Ul9HmerLCfq6gKnVCEwblwpMlBCCQIlNma1AgRGGSbujWeS7QqA4dhlOQDCDegEEmNNOaYcoZL6+eBWfgL7EicFmQR8HiF0YmDUgaODHmdv7Bk1fB44GlBApoZEXJlIaiXz9Q04mCj0xiW+NiPvvk8V7kpSpmk85mVTOekT7qVdcek6Ql/BxlTUIp4R2ilVemVBKmATxlUKDmmZFqmZoqS7oedNSmlo/alYPmPauogWYqfXEmlKbKkTcmUeVpQXcmndnqKf9p6gSqoV9qLc9qOTIWnYRqnCsemN3Woc9lsigqnW0qpYMqlUFn/kJjKqB1aqKYBqWuZqZf6ko6KaxcpJeDmhKe5lzWHoqeglobVqqU3VudHohwqCoLVl7fqCYIVj7MqDyyUCtopo7DAlwcab0Cig9Coc/agpc56pKyAmCDnDoQpodQAmoiqCpxllyxXCJn5hNmqCthaoqowmszpcADqlKSKruZ5o57QKcBZnxrXrBd6P4VwWue6ieSqCqXihmpWoQBwRcgJcVC0XBcnr6oAnYKgsKF6C44oRAP7dYFHocrAXsMqj4cICp1AEt+5q6GwdM8aMeuVr97WFV2XrqqQo9B6C4A0CC0LLRnSFdFwsPGpQV8hdQgLd8WIscrwL/FlncQKC/qC/7MoewqmmKCziAggSiEIerDhigjbCgBR66DX4BDW6LGesLS+NowVMYe/WrEUJgib2Zn8aamrsJv5Zq16dRTTRJZQRHk+pkWBeYUrmlk8a6K5gJdPiwhLhjM5KwpaVpdf+wtTlmMjirWTwHp+W7Si8I5b5qpYWqqSCqqIm6iUm1xd2qmiuqae2qY+ubmNKrmfcbl3y6l++rmm+6kbeaas27qu+7rTl6aVmn+DCrlTKrpuRroxV7u5mboq1ad1uqenK7y/66bq6rszNalSCLqhm7mGyrt/+7y4Wx1FiaTTi3u6u6zr6rzhmb3Jeb0K6b1lu73Mq7nlmxlRl0ZZEg6wSv+yq2CW5SO341OJb0lAd+Wr2nsLSVCD8tuNhUBtYLW3gIl2b6Ky46sLmXkDQUi2r8i10jC3wEsJbNINDxGpp/CtAizB08qsAACaWlurDheYnOQI+Ba9orAibBKxDYxgiMCaK0ugKkenkzBeX6SMwpgWxmbBomDDy0gNQgScsfnCqpBDLvy93oCbAHATJvx1HYu5v5BFBiyfyrCcd3oNDGuaGcxnX0HFDQsLPPFGh8DDupeAy+pytksJItMVcmihQ6qz68lcSzwJUawxdgcAfVTD7joJ+HXGenwIc8wdM4IuM7uOWTzDIasKFEO0hewzgwADM5ZvDCxWClpi/nK1VLv/WY9QwXkMCXZCSXHMyY+QiXRMMvT6yZmMlddgt/WitqEgZCiovqEpDyoKE3/8mFMsCUlgE4D6ExbBjhfrmTOqTa5syo6gFLlMCyfaxaxwetXwVpvsCStay0yLD8xwzEwmpJVrqp37qNC7yCzZzfuqp4uqqeSLvKxmvOK8vOa8GeJrQcq7zpMLzqsKz6Mrz5d8vsEblO0syUEJu/78zwAd0BUlu+RMu+Crxfpsz05Mz6Sxzzrq0G+IurNrlAetawpduhNd0FF50XS4zezM0VsH0sBMlfjcvSJNsBWNkSctsQmd0v5RvWK20noF0f+Kzl5KvMU7ekzWE277JUcSgjoM/wnzJsOU4FZm8ssHrL/KGtSEsL+BJT4RYibkFsBMTQhDTajVFInuywqD/C+RvFUpZwg9yMpI6cD3+dU1TRYiwceWS40GpsnPLAprfay60CeMVMLeLAgrArFei9LUaAg+osr5K1sb7MaOoMI2SxZFPNLh4K/7FCFCRENBPNiOtJqHDAtIjLTX8MWEfNmncMVbXdbUAMVdW7NJrdEkfQucvUgbENqqW1eOvbX2aghrDLQdbdgva8fEjGZ13EddgdgRvUOWTdahENuRMSJKDACDbNrBfUKeHQqJjC7ETQmePAi7yJmMGwp23bXYndc+qJWTSQgj8CtoPWKB+sEYEg7Xnf8OcJ3NjoDe2pHKF9F2bI0IwzxlSA1cOgEAdbvb+iG3FrFLJVG/PKOOBlvVhABNyU3UjzBlRqaq7k0J0RzLdvEMury43o3KLp1sNG3eEo3aMS3T/FzSydvhst3SHl3PIg7WKc5vK57WKM69Kvni72TiB/XOGe2QLZ67ZSPQPv7jQB7kxEHQo2rQOw4gNj28ZvumS57ORi7j5/zhRU7RR069NP7YNr5sUs7kMwnlH73hZ5jlN7ypOS6nYm6YV37jZx6i5Vzmzevl2gznLg7mlLzlx0vlcp5VmLAs+b3C3uDUshrhhzBvoQez4pa+PJ1kGQLo0nziU3hXhY7RRZYLTu3/zII+wFbS6OLgJz8No3FtCJBFEevQ3gsN4iTWohM6WaQuxMeA15+en6h+C29d3w19DVOr2cdwWnzNxqU+5b9g3DPNwofd1yz9FQt+6Rpcr7+w6+qCxcbIio6Qw/MsDEgc2NONxmNkmovN4nneuNlu6KN9M0fRxKyuC2bs394lxoppendonEQC3M2tzropEaJ82rpgCsyu7gLCdam50dTYsrWt79An3OGzCFP36oXQioWtD4Ow3BneC8/tCSXkstcedofgMeUtedTa7xNhCEcr6awAKF0NyQj+3Qlf8aCMW7EOC9dttSh/yv8QpQRnCIL97FdlEXze00DG8QSky820//L4shOwXPKbh4/XjO6FYMwXDtXsHhbsSNUI7whTA9TTnhjVrMtH9vIqXuXhm+ZaHuMk/uV0TsBj36ReP+ZtbupvHvZi3+3Ye/ZjbOdOjudiKuR2f/d4n/d6v/d83/dCTuRc7u9cj9BkrvZWWfYgsub+qfgWKfc3Pc6Gf/hu3/WIz/OcO/kWDffgwfj0wfkgnPa+HuKVDzaav/il3/hgz9BWfvrTPPgUieORL9qjj9WY78w4wEQ6XyxLXe68Gpe9a1fmQ219ntj2K0WBztjlCulMv4HB8D9Qj+z+IxDP38aBkZbHj/xOnPGf4KSufs8dTwjjmouUfQ2QVe9SDIT3Cf/u2bmzq877sBDqFP4L2y14Wv8I+Fqd8F7jNgmvtcngjvAsgHAEoAJQKFIIcIi4yNjoGBDgKDlJ6YhUidkImclZqZjYmQkZGeqJ+Ek4hVhUWrnZikko+QFLSVpbOYOoiov52uuI4MgKLHlbjAz7m8zcOdoM0AH50EgMvQydbXysjTgCWXCNDfwdEN6tyY0OYCJ8rY0trY48noxxim/IPN8si14PD5KAH82eMeMF4MiBUQNB6aPHD5i/RSYCZpvoiOA+gMU07lpVMGK3ewWhITzxsZAgcdCoLUK4qETJdTQBcOyloSYig8wkZJKZ7GazEd2EZmMgTiQupIVyNi0ENKj/UlhOGblEObNZhUImPvkEgDVkNkhbi/yaYrTUVGAZaKbtZcDjWrVvQ5HduauuqLml2hYyAMAsJHcbs/n9S/Ab4Y18MymeBOkTRJqAC93NGtJlXJsBtrLUua4xaLqji+ot7Uw06r2rk7YW+zpo7MKz6dUudvp2OtW6F+XuvZM3cM7Cgf8eXtx48t7Lbx9X3rz2c+bRZ/Mcbrd6bO3bR3n/Dj68+PHky5s/jz69+vXs27t/Dz++/Pn069u/jz+//v38+/v/D2CAAg5IYIEGHohgggouyGCC2CnzIGkRpsZda9PpdqFzGUpX4WodevghaiGOtqF1JXY3YWopcnLdipCN/wgajDHKqBONbtkY2omv6Wghjv/wCKKLvgjpi4//EGmLkQEpORaTnyH5CJAiOokZlIxIKaKVUWq5G5dXUkmbl5ZhSSKYsokZHJp4qUnmjGZOxuabuLVZo5zA2Hlnh5GxcxaPFSYxwDRfuhQmM4Fyc2iTHQZKjQmDFYIWdzwCKqhvARAq1TqOwtgiMJsi8umYks0JTaLpjIpbQJhytlimzYTgSFhQVcklnTV1CkxVjjgVFak6wWpRTbK6ls2wKOlaqJcdflVmN7Q08gmquCh5CWwXOYIRRNzBBAAKgebjkK+jVZssNMgu2Uy0AFRlBEjlIpMtIs/ug44uiwTqmbXMtP8zTEpnomnrjRXKwwhK1uirrIx7msZdOedwBu276LRqW5OSDAtnNiQBQKi6//bjSEUWx7ktIishQpDH4oLciMhParMquugQ+oK7ro628cfInOTIyRLjgilRi/BKKzLnCj2yubvK3BMiNc+6LtQZN3O0aTq5rKg2TIEaddLMnMtxUdnkuwjZL0u11SjuRPqOYYgAJlgAFOe5ThKb/ahnZ3zewvbPvRwGt9pnQxMqw0PJDeovC9/cTWWcmZ1qk9TYTdBlCCurJsQkZx5wjpx3/iPnmWvO5uef4zkt6rWAbnicopv+OsCqK8N6sLKfDjvAozfIe+++/w588MIPT3zxB+7/nruYuFpZu9cJz95K8227Hrvy0NN1fXbJP799rbtnb1f3Wi4PpfSXj2++30SCr2L1CeNO/e2bx6/898jTzz3+tbK/F/9Fuv8+AKIPfvIroPX85woE2sJ+AmSeAl/0wG2Iz4ER3FLpJtiLPRWub/RqBqUuNajBFcNUicvbokBIqbxI6k+HWlWl1Ee7mAEAB1nb1y8Kt7ipIYOEt1LVl6RFt5ogq1eRqwmwMBbE0SAxgzzSFdgAQEQmggZYzisGszTBtGLwbBHHkpoO0WEWeGTjK7IC1hOlqI15LUJlRQQNuRjHMkScMU8lWyMj2IjGcYkQGfa6Yw2Toa5PdMBmX4SX/yO4pbNm9HERaoRjMgjDr8CITX+hIxYz5PEAVgjqYDB0EZBARz5YOKwQDnvYHstnO1DNbWXNyBkAUgauNjIjXljrJDII5RFtNQMhgsBluIAYvQ/RMpVaRAQSgZm6EOUSAE+TpC13JsZdGtMRrixkLzB1FUZEMYOgQdopccIIhNRyThW6Ihm1+UxyWE0rXEEmY7TGCKQQLZ2cmONYxtZORGTzm6vTWzlUOL1mAC4wgjtfMzZTuHeKoyx9WqE2Bhq3VaZOcoghqAkPR5jHiMqgzHDcCxMJEc0M4XFV9B4lKYhBJKVPKhVMRwMdeD8D5k+m+yOg9V5avpZi8aQ51amlUv+6vpVaE5WnM55Rj4rUpCp1qUxt6lFjetP50XSAUo2q7oC6Pqx6UqisrGlVA3hVnhJ1qigVa1BtCtb6adWTa01RKM9qViG9Va4+XVNc5drWCc11q3mN0F5XxNU7MXAdb4wmWXva1wcFlol1HRNOVVqhhCrAUu5USzZaSJFPnhCElLWkoUiBWcfSMxOh5cqjOFqLTcXso7q03TJKxKPSuiUbqs0sZ1ELzkKkQI6GrRtvccsMyLG0NPakXWIpkYRpLoKKnuVmI2SCrOJqL0a9RUZyCxGW64KlpDXhpGC1ES9i1mScdGyNdycKXkZ4K29KK81fcTHIQnDyvMF8LFWmRFv/d+RgEOCqrDO0oV2KSBS92dABI/7pXwo1Q5O3NfBDwpVED05iiQTeiLQQSc5kIMQaqghkLPupDQeHs7pSkZZwI9zKhQgEABsu2jqqieJkhHe7IanQqvzRYkdSlRn7pIgMywtIcMXXmYSssIzdm40e61O8vdgif59yz2wgy8k6RkeAh6sNJEpXQu311zbzCE2uHLh1xXxu135bZW1gWJZlZocfmdyLf5p2AWlyMVveRkrNPhTPANBojaEhGEQcRrRp/hufE1poWBQucKdVKDAEQyjFHQO2HRp0ZQId0GQsmjgDBrF9+fpVrx4Wso0lnVrvylZUu3WxRhb1AY+LnMGG/9Wqr1a1Xkv93lt/GtQXHHVQcQ1stLoac0V1qrGPjexkK3vZzC4eVNM6U1pDe3/B7rWvs2prv7La09fearVnLW1idxuw2zZuthVb7vpaO9wmHfeqv83usrpbr7I+dbwRe27spBt7sDZOvcV9b1L3mzrC3rG9A65oSRPGT5fFBqKHigvZPjzDpeLsC3UEJB4W4lv8bMXDa/vnfMd64I3Qbk5swIgtW7YmJu94MvK1TCB3g1kEUXn75o0J7Q6LijFnLMmd8+9mrHcrOQapIeukE3E2t8ssLjKY4/hgl4fCnoWlOM4VG3RPUQyWUf/u1Tpt7gIfeBMJZpGOGEwNDuKx1cLaQLvUs3PhPyIcrz+XRM58RuSK4eztoZgxhftpY6cp1+lsh9k6eTwJ8lp97qkWuSR4Zjab/1fKI8Yu34tx5dYmQ+cAyNchJM8ayi+C88ANhdIX4c2QX13fWceFnBOaQzYjY6B91rPb/pJnsAeTvXuLtENvD4BL296GnGU04lTPeMC2fqzJf3fdTVRwmK572u1u/q3hTX15W9+vy1fp87uD/WFT+/s76j62V4+cfU8X/dAhv4W+1+z4y3/+9K+//esfCAA7)
KH30937F对数周期天线因子
![](data:image/png;base64,R0lGODlhkAJzAncAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAACPAnIChgAAAAAAAAAAHR0AAAAdHRwcHB0AHR0dAAAAMx0dNB0AMgAcSB0dSB00NAAyMgAzWgA0SB4zRx0zWh1IWx1JSR1GbDMAADQdHTIAHTIAMjMeRzQ0HTIyADQ0NDMzSDMzWzNdXTNGbjNbgEgcAEgdHUceM1ozAFozHUczHkgzM1szM0YzRklJHVtIHV1dM0ZGM1tINUZdXUZGRltISFtbW11dRkhbSEhIW1lZf0ZGbkhZf1l/WUhuW1tuSF1uXUhuf11/f1l/bllubkRublluf2xGHW5bNW5GM25GRn9uSH9/XW5uRG5/WX9uWW5uWWpqam5ugG6AbmaIiIBbM4BuboiIZgECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwf/gAGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjmgCmp6ipqqusra6vqYKws7S1tgABt7q7t4O8v8CsucHEwcPFyLq+ycy1x83QrbLR1KvT1dim19nVz9zRy9/U3uLM5OXI4ejm69Db7cXv8Mbn87z19sry+bv4/M7/6PkLCGsgQVf7Ds5KqPAVw4bSIPZ6KFGVwYqnLmLERXGjNo8FNWLsSEvAqgEIVBUJsCCdyIovJar7ZVIVSpUsk8WEuLPhTF4jaqJKctOiTpAOeyokCYtEAgAjChFglQKVhZT3lB7USvCnLqdQpVK1ivUeUoRnpTF9BTYqoams/zycuvqLa8C1MO1yFCQ0RyxFAHBkTSuMsDW8h/me8otqUeC6ho1GboxYlQlCAn4AkJFqyiIQkCdn1MuvcioVAAo8BWChEFYTNQc8ADAAwEpgppeKHs1VxQbVploTKht7dm1cFXDv/rjc663fq4UPeh3b1IDkXEnny71V7wYAT5cA+HDq+OiW0sv2026P/Tzntb6HH1/+L/rpxpbj0g+fFuoCpzRwClGzmeJWcNMNEdpu3HXFlXSEAHCZIAWWJwhW5OHmHjwbttPfKxAO8sCEAVRo3YWmZKhcc/w1GCKFJJpIG4odENPhOg3epd1q9M2US1UzAOBCAOrpw1+LpPFInv+PAAApJJH5sdhcjqaQcEqNMZ7iGQQAyMUZlAuKRmVpdl0mQAQ0ACBgljMaYhJdg0nJYINmBiihiCe6yVqRvRw5pV4BnGlKA0teM8Ahb/IJ0JQtAkPUBABscGiJANRongFkueTnnFwNAKmkFFZK2ymYzqWoWXKKmWNtVU0KAGo9yAaAEaUGd6oyjTIKDGesmVTjBQzQlpwqwDbW0nqbqsoVrxb42sEF1g2bSrEZHdtPspN9WEuzpjwbrHnTBlstqnPmSu4xngWqGVGMCDURtpFpGxFzAKSbGQDsLuJun6lmy51nItgWgLSK5anIvbjqWq6NqMgalbWoQKtpv/FS+Yz/wzkRK2488Bom7ysrSXtcVK1sHOXCKO8i3HmnwMaKyRrqhGI5pJnQGX7YfLzKytpkLCHCqcC8YjEk3uoO0TfP3I2LgiR3ICr7miIxx8gUTbNeNqOSLpg534jOmPtpA3E2ZQoC8QA1+QwO2O0hc5vY4gCqNtpwL+01zW4fo3bXwEx4dtpju3N33DUPbCvexFgQyylRBTwO2+8ddfg3pCneGOMBOL724JRLvifhiS9uYOZ8K3wUiREenbi13PJmiEucc3Oj4YeoHowFrLubCOwdB3Mb6jo7oxfuc+k+4iHSxmx6MBPOBcASss5ejOX4FiWwA8TX5pmMWcVOdjNNB9eS//aUshN6eWWthP349ZYvUO91Gc4a+9uDP/yA1q80m+LQz6Yd5BzqEJQskJzjuM9zwCCeddQTAOxFK2w2AqCHoLGSlFjuOrjg3skSaC3r4cKBwspgPCSIIwoO8IECHF4HGRicAmpDg0ZaXjpYUz3sgGN6VhHKSihAwFHVL4Ley1k0dthD8sEwTL+gXq9OQUQX/vB9FCtGE314wBGeLzg6NJziiGJDK8pwFyQzxRSNaDsOYu6MF8TOEW0RPJkgIyoEo+GoIIjAJFoLjqOTIwb/R8KvvfEZAeAhCteIrNvdUX5hK+ILvZiyXzSuem9C4Q0Tx8B7DUORT9RQELvhObTxAP+TVWQYJRuTthZSkZC0aCNPOimATzoxlPQYZUYs6Twu0lF5u4haMXSJEO24JVB3qh34mEeICuEMESNUCi+Dscx5FeOXJgGeKh0CRPfhR5pjmqZtmsmLInBTMs8cRNqEKbO+FZM3r0FmBMkFDaNZZJPjQNK1qOFOcIpJnrrwTPKSMYJ6Xu6LhDFNwYL5TqwMtBUWQOVo4HcWVQpHd89YCZgOyoqEspGhSJnmQJv3l5RI9JtKLIi5VKULiZKONedwWUZmcRnNJQWjIGnjSkDQmrkg0hSw0Qy9XNHSRTEInxM5Rmv2aQqh9FSkqRypv3Txy9EQFQBG1QgsDwNTj7Sxnyj/LZA8VHqnpPr0nn9iKp44sgquXiaVCr1lxZQ6iwEQ4FAp4WgqcrpSyoSDKIETBjwnyalbHKc1Br3pz3R6y0LgL6+FiWJAEUOUt05UsEVt2UkFRogOfnWpAHWFWxXAgVZiYAOQlSYqTIAVrDovlXsto79iMoCWZACqAMCAWvcyCM2R1kDqUeBCqroRVW62s7EFbVlf17LS5hax9sRsI9tKAAXsx7kp1V1ZgYZX1PJ2JIgxDwsCIKDt7pOuO23Zvlp72XgBlRaNBcB2uwtZ2OJ0slBLBbiomdmG7iQqKTnUA0K2iqjixCJp7SPi+moLrL5Wv2o1Kzne9k+v/jSst8Dv/4z8N13JWgPADiZpfVlRwbAELLqE9YY+U7ESl/byunmJyUxXyt/RAk3Egi1xeT12XmcYVGBPjaqJzyGS1NqPrbOo6W2RYxn/NqxAPZyf8FAsk8pYoLkSurEqdHzk4MwFuRdWbFqmKWQpz1W6DTutkjOsXA3jygizqm1HKfvi1AHAnwvVsn17YjYAtMRHUPqoXa8B57o+mMARzsmd3yHRwArll4II2JDJvNYNt4Kr5luynDOam2/O86KTjmluIJ03fi3XYz42R6jrWLFRzzDTVhVw3IC8WFK4+tWwjrWsZ03rWtv61rjOta53DRhHW7XG5kV1b1XdOV8Pm9VbBjaNhf+NXVNT7dOLRXZDlR1QJvOE2LKTNqW1HVNqJ5vZKba2T5y9TmOPxNvTBneTyb3BMru70X9Wlrh1A+F4vxvUj9NcogXXDMGYIgnO/Utad8sMf+Mr4A1jmzbVEjB2aQmAGzJ4ElphcFEmw+By/fehZLYhBPcsYOkaZsElew6ElxsaGSdoOaERAlNowOVLi7QpqoIKCai23TTvmntaDoCXq8LnJZC5xWee5VMbHRU+f5x7km6KYZ0AFUEn9dBQ8XRUrEDU5nCczQFQdVNsvesnjwZ5psBEfjNDc4RVRZCOXgy0twI1vIMGeUysORNPve2zsDsSiaF3VPQ9fuwhu9ZaBoD/uksdGIY3heaO8KqVI0PwPV8F0yeG8j7jMhpwp4zQm5F5uzXjtkXoQKiKEM9qdL701Fi0bUQ/VX24h/UFcksBAMRXaMi+dGt7J9arIVvIk/7HZw8mME0BebC3m+/Ct7QmoyHbCmkm8c9GhqLFuYq/JywZeies85OZDMgznuqFP4X1PS39VYSYL2mPHzMgv31TtD/syShQ1Se/e2qcvvbQuH/kOc4M+dvgFPNnClHHdpyXbdFQfKtgfIDHDFunCiYzgNFHDUJTf+U3WmXlePZDMPBFecQgUZLVEklQKqFCgL/gge8FgrViPxsSPibYPiuYDC14GcdiAJrRgkPnO9fw/zQ0SFn8J2oEgxUht3klmINQEoINBn/0MBtyhSkpF0vmBhPollHz1h3sdnfwZmZYmC1R2G3qdm1VuHf49oRNNoUO8oXspIX1BlbQtmW81oZu+IZwGIdyOId0WId2eId4mId6uId82Id++IeA6Anc9mtpiIb2VmpkqCODeGxdOG5meGlqKG+NuBSPGENrmG6AFomGKImHGIaXuG2TSIWJ+A+VGFSjSCaLiF2nuB3Y9j2hWIar2B6lyEazKGmd2GqxGDmFGGyfqGmEM36FdHGjsWOtd33IYHD7NloKB3Gk4yrEB3Hr0IRgWDXv4IzclwyTYkykE4SH9wsY9w7SGCcoB/+OkCNgOUd/GGhxQIcKPCeEC7KOCRh36ACBN4hzrYCOkFiP+6d02MB08EiCYKiAXMeBOKgKAimQ4tgMhOV7Zod99VJ2qoAE3cgLIAeR4neRQCR2p5B50KePiHcK6Yd6FfgK+tc91cCQHXl8wQB9moOP6td9p4COKfmSzeAXJQl86AB5EcgNt3eNzGB5HkkMNllWQIkW1aB6myMOtHdz/CQIS9kz6Yh8UIkKPclIyUAiJsGQOFl+Wkl47vgLFSlGrRCS63EjsqUKMzmNYJl8ruiQXwNAmYeSGLmTK2l+p/B+l0cM7AeSdmmVBQhzAECPfpkM/wgVTFkMhYkKE1iW/Zf/CugomFbIDPcnfwBZDJSJdKI2OP4ogF+ZDBOYNUj4eauwmMH4eT6TjBSIg3pDOiEIWkoTlCV1DfsWgpohYfLoEk/FjZUZm8cgg/iyg09Dl91EhLlAm0nJDK9FGSAHjXlzDBJmnOFYmhGkhNeAKbZJkFe4iauVixyyhYTYi6mWilC4i8t2i2xYi4zmiVmYnbzIiZrYntv5ior4J4FYn/Z5n/iZn/q5n7smnm5EntUmn6TYikIkhtfmn6sEoN9mnnPGnR6CngsBoSHhoDhCoJwkoGQiofQFnozIoeemoJj4nqCmoUbpoXmBoD7hnb1FoW9Jos60nup5bwGaidoJn4iI/6GsiKKwMCFlQUISNIIJd5jm5A3RuYBXOQ0Too0iRw0m917scTcpl423SQxSSlWdiYRA6oRk4zUWGpgNiQwNSJZCygsI+G8AqILJMHEwF6b7eKW2IGOmcHWq0I67eQtwCgB06nkF2qYTaaeTJS2Exaah+WyA+qXJgAIbJzsb4pIi+XnAmJHZsHaNmgyMd5MqopLNcKmC0yH615XCyQygyaeDGg2hGpXM8HS/95BbWQy6aRscMXDpGUFPeQpPtXygCoTXkJZnKJWvUJQvineooCg60INp2hlz+aixupajkwua06p5CZPLGn6ryp7IYHywimnfYALXGqFm+QKXaZGfKv8QvHSWsIkM5GoKN8mY65Cq4Vqt8TiY1YCQWgqtXgp1hkoM0qI5ajqQbvoLMIOspvh4Z5qvotquujB+eKmWFHmXfMmPzDB5kMeoCrsLJravTTeXzyqwQ/E4pLoNProhSWoKpWKDdQpGYCKCr+mT4bSaStqvwmNMM7istWqM0ymzAFAryTmlxJCzlKVVG4ipWRF7J+uk26pXQzQN1zmtMWqjI8qiA+aeNbq0UhttOCqLLppYDEppV1t0MEq1JvqfNMq0Mwq1YsuGOtodTks4W5tcZdugVfsea/sX/Dm3dFu3dnu3eGufZ9sVKvqhWatpcXuEMmq2BpqiICqFbxtAgev/Z11LuF+boGFbniKKi4n7oHs7n3+baosbXm2rtWlLOZtLVoVLb5E7tlFLuZnboY1rX5+rqKH7un07no87btTgcaKrtNRYjOW6CyFLcpsKqrIJSC9YDU3aM77KtYZapZCKDNbYu8wpOC2Lu8SQckVqid8AmfPaDIKKf8Swr123rxLresUKc/sUvvkIDHcqp6lwA0vagZOVpw4bDd5bsLu7C3lqvglpcYVqCvA7qqwbqXtKmC3KDaXKrvX7C/eHqO11vnKnc/kHMi7rNvcqmqqgqRnrO6/qqsQ3wY9HbLOzgUipskRTWk4ZMLrKwB9JC2JKfsB6CsJKrMhgsbQqrTR8/8C7AHknnL/BAHkHYmLHa7TQULQ6HH+mIK8GqwvfigrnKsLmCn6oYMBAe8NOOnyq8H02PAs6eQpLnK7imw2z4alXbAvaqhIcrKxnqgpLfMGOcsangL1qjK8Y276s6pWqyq8wvMNsDL7cW5euMLO7yscAIMQBK8B+F5N7TAwj4JgxR6+skLA0yQw2+LFdI8gEB7zDUCrBecfB8DRJ+7wjVCC+ebNO6sfY+sk2i7OZ2Qw8e0zDC8k4c7upib6hcp3WGT7YObULSraSe7rn2bpberkD6ssOXLkldLhcOLuUCMylEbtgO7m9TMxviSR5O83UXM3WfM3YnM3avM3c3M3e/P/NyrwdzAy5zuy2qauKo4u20Hw1sLvOaivMi4zM6nzO4ebOxVa6uTy4/yvPfGvM31nOnmvPihrOsgjP8QvQx6zLpkutXru6iIvPIcrL5ozQ4ZnOmuWxH9wMymshY/oLieq7aNoMCIfRcizSJ6G7M5a7c7WM7lGlcuXJxGRNnCNg8lCO8OTGjyzR42vHOhsM6jt5+MvCsqw56ouZEQwLd9q/+wtF8mvIQV3KwdCOmoGOd+q/17fU/Zu9kgm64gCwQs2rRv27lNp4YAzFkfkL3td4g1fSwJDFKaIldMzUydCp4BrGsyCRruDWb0yxc7UKFpzTQwTX0gvJGXzUs0B6Wcr/EV7NrdVgeDn81SncCqzXpwebCkXSw0wcDDI8ZI8N1Xp5rKmw2CdGr5gdrLGMywi8CpRcokSsCqutFu4hTi9Q12Y9sYC3L68tOtiQxjxtq9mAAbMtlpQtxqtQ27d8qqvA20OMmKuA08vdDPNr2LAQ3XVcqssLDUB9yGbMCtt71macsDLs28iQdAj41CkNRorMCqKtFuuXCjLsyM8dDDwLy6Yq36gwsj9qQpdMtCFtDsdC0tLdSzArsk5VsrQotIaDyVxz3cXAs8EJ00OoNNNQK4kN2MpDy2ER26/bzhD90BQ9bBzu0L5o0XcxzoZLz+tm0LlH4sEs0Fsa4joNuCpe/8Zz9s02fuM4nuM6vuM83uM+/uNATmsErYsdntAxrrkzPtigyM8l7s8r6uLDjOIHyuKoCOV6KuUnrtD5zNCOK+L/HJ9YTrpaHtFcvs9e/uRF/uWdK+NWzrFUnqNtfpxhvhXZgNdX/uHozOSs0Lv0fdzFsNEdzQu2eyK5bVfQULxxNty/gOioGcXFgOipjI3vMNI/693rEb1OWt/TS44LrtXdy8acqeRGfqPJoL53at7JGptEvQqkTLNDnQo5J0aVbpLY8NParQv3uwpZbeELstTsK+q7gOq8vuVN+5etYNwoTAyV+mgGDuIPjAqnh+yuTkF+7edVI18LLJ0yEzCpqv/Xns4MwxrAUlTYrlrhch0NLKnotTB+pe3olW0KQ4mWmqzZrdDZ502moG3a1p5PmMOsfWnVvJDEbm5/BtiYrn3QMU3FBW/JCu/Edk0LWBnl48gXwa3BzQ7xaaXc1tvCRfzLzQB5perc2r7Ln97xZmry8x58gMnWke0K4W3bt2Bi+rfeerWo93jrEZbeqQDfG4/HfUzjv5BxklwN843zu2CC+J1CIJsxQArhGgLKGaPgP8y2T/+Botwzhb5wrDDfoez0R//KE26z8DqclILhHNHqtnjmfjvmHn7kzh7nQD/ier7MTr72bt9sSX7aDa3PbU/qeC67bD/qqK21QV74hn//+Ihvt0PenXUP+Hdfz3PuIItvuXDf33/fzGB++VM+93Ae+ToC42uO5JWv913O94KPupqf5Zn/+GP45gU9+ilP7Atd7J7f4pz/+rWfoXmv7pCf+sns+n+hb7O+17pgjQtfDPkiI4Oe2Sr9jK2MDTwa6MHQpNHP/ILe9FDirO5eC3LVqtVLi6nH6VP/F9FQvvH8DbF+8cEg7IzdDOlvfCLv2epv6TRb1Ajfj6E+/7MA/5K3729KDoBwAjBIWGh4iIgYEJDY6Eg4RWgCEDlY9IipyJjJSaiC+NMpuilaOlhpmrlImgraKEII23rIOpsoC4AyUGtbyNuLewTwWaj727ra/4u5WwGAi6t8rOwcO524aH1aPYhrnA2A/T04slgALT4Yjn6YM4wuLd6x+CCenN1OTNi8ns6PWiioHj9MAaOpGwjgxAZ+8Frta2QCQbaD02SRC1AAUUGDCAWhulSvoTUTqwQIRJdP2yBh3+xNI7nI5CB63LZNEznrHENxuEoidGktJSFhzyaKo0mt5qFQHLP9I8TUUNReFPlpGFTiHc5SVxMJvbmuayEJDKsqIzYiUVajCA2tbdm20VuqZrM9BNB1brRsaRHpHbTRVt1sDPxO3GoqgERCi3Q2HWhAUoAFJ8VlIBQ5XYC7Nwe3Ikl51eIpnlMhFlVEHcx1px+lrsVoif+BUKutAZ122ddmSqUTH1Z8CluS2QAuHm4ZgB65xQAi17bdOm7i6NJHVR94+zpb7ZW5//beHfxj8ePJC6ZunlZ6g+jXM3YvGP6s7PI5tYffu74m/dP5l7rvHn3+NQLgegWmJ+CAiiho34Hm5ccghAo6SF6CDPpyISYUimdhhuB46IiEA65CYokmnohiiiquyGKLLr4IY4wyzkhjjTbeiGOOOu7IY48+/ghkkEIO6SOIBG4IHpLedZihktw5qR2TF0J5nYj+WckflvpRWZ2UERp5DZiacCkdmXFpWR+a8qmJn5i0sBmgm4aY2ZaXE8qpG56M0fkTn9jpqZmfOwEqKGv/cBoIKDiFapXooQg26uiDjUK6aHhuRlphpchNSiimHHKqp50jQkrqQKSRcuqm3+zyyy5I2SZOEqy+qihz0CGZhGSoevrhNzjsaSsAslJI5a+DwBRsZxQOmxwhrvKGJIXPpXqIAset81wh1l4L1yB5ucVtW2JZys8NZSmZgiFdfbsdWIOYW+agZ/KqrmHtWhMQu4SsoKpt5wTGb79O2QRLUZ2tI9RT3UrHTEh+GuxuNrg0XIhj8fHTzS6GUvkUxHthbJMwX823ISoQiyywOCARsnLKA8mjpKbfiZNPRJbIK90l88B6XWDKIgQzAC0vbJfQXUJ5UUZ9omNyNR6fJx0q/yzdG1QjU9+aDUwByDQIBqE8fbHEhlwNAFJTzTeQY2ezRzMkQyUF98fZIAVxSWubVrIrgQpwN97ryKIvVuFaMy4hZCVE7jr7/EWXkp+gkq/gVNuCyuKJ+IyMP25LjhyS4x6+EeNoW8W5oTwZUtjSIdFDLbQui5OZopzJ/U1uze05e+PigFacOq3zPM1ruA9CnPDAf2M8ANnOnI3tmjXze8TsjSZc7L0efJhywBH/3uCXyny8nKJeCSqe42dZaqjgYx8qpeWL7z6h6Zu/fnmXxt++/J3WT9X84hMJwAAKcIAELKABD4jABCpwgQxsoAMfCMEISnCCFKygBS+IwQb67/9++3sfB9XHv7DRb4NioteT8Gc+D5bQhFEiIZhYWKUQjg6EKnwhCuHXKRcaCYZduuEHU9hB/alPhyDiYbyCmL8k0k+GmcuhE4coxCXWcIc+LCERPWREQ0SPLrszy86INg1m0eqLzOPHtlwHxlU16xDGkl4Xt3esRSQLGZ6albDsuMX+jcR3FBmW9/ZYi+VxEXmsYEXgBokOzLGmOofTCrr2Za/w6REvBEqjCI/mp0NOMhuBER10spGaQ2BOkX4TR8cI9slvFO4QSEjcQGbgMHFEBWVKidsmK0KJR1jMNKcbhDeKoTGsVQdsM0QHxHZJx280rZartB8uVWI0aDoTkWf/qk4edXcPd1RJmYSAGa3ewU1RakSYcVmZwi45jWYMzRLeTKXYeoeROW2IXqesJTJHgSSzGWIS4ESJFglBSjpKqyQH8Anc7mmdb8BCaohAaCeQ5NDOta0Q+SBmE+eGyplAhX3TOGdU9MnR63iyP9gyRF/6GZfc/WyicrHkNBpZp7gwbqT4zGTpaNeLk4JLnCFFR+r2+Ue60CN510zmN54TmdfAUZK4wcyevonNrE2me2icXCuSt4hmDCcUycOpLZK3mq0qD1Pne4TzAGC7ol50esFhhFi7Sk2DaI85zvFUFuvERF4iEYhK/F9effPEEQYWhzSMImGlaNjvXbFJf/1P/xVtmNgVNjahUARhBi+L2cxqdrOc7axnPwva0Ip2tKQtrWlPO8DFTumxVIzsC+/6E9VGaLIPpa19WFvEKRYRtn8arGJ9a8W9Hna437OtKmQ7IeNqSLmPYG6IeIsz4kpWt1h07pGQOyrh/lC6r7VumID7WuyST7vB7WtxqctY8ZZiWnZFkiAVFdGHGmqMayxjGHVFvWiJo43PqpZVZ9FGZBXivQLNhhifWlWmfoaPgZSjO99oCFa97qsB+NdOe9oL0BkiBN5y5Sw0TAgOI06i4kgXIjSJzrA1cxArMLEbb+mIgNYUISC+KYyVETkA0DSuVLGw6sLZUJvwuBcrJsQHPP/cC1iyMpb8+OVB/9uKhVpNmy8GBiGc3GEStwWWFtXr32yC5SHPYpm2HBnJpKNO04UEETZDslHn5ThDCGKdClZG0GLalsCQ1YjYoHOVe5HmGD/4G0nDK9MMQTchQ+0bIDUEBtxcCsgB1ZFSjYlUnlznKOdyJfLcWt8cq1C9lW2jbPtGPiTdZcBi1J6iXrQ1PPrjdYzAMTuuLT/4SQiayFjVRVMeLnSq5Ww8jhBrQXExvwHT2K4DFW9BBa6jSrhC7MMEICC2S1MBbBTXWhUQRV29JnweeoimreBeMClil1VIT4ceSR13sF8yVfbq1xpY3U1zokIsUKomHMQhMN6QdNb/nanVy2x13XDiSKx5Nms5TlVzZfmKWPOWN+IQ/596t+TdBZEXshLvLnqnlPE3XTxNuMXix2cb8jmNfE2obbnLXw7zmMt8tCtv08Zb2/EdQneR4NV5zeN089y6Vucpx1DPd/tzRAXd5EPfbdGpKtiHW7zp1X16P6jOWKtfL+pcn3rOnX7yOy29SUlHkNZ3jlKKcxfnat/ub6UO4T3Fd7lv/GZ/oWzuV8EEqudR0hnvzisq3R1YmVYj3/uuRlI8pzHXxhtSKCJgDMObF4MXc9hETIginxnZpMazgQFKiFwBhsnZCBglC6H5Y1P4nvDC+1UrnHnswFDSqV9rLzCfZUO0/37Qk3xIVGpP0rYcuRB+LiU6lFxNcQDfvtMwM8savw5jqJTXfvXnITrwfNcrY2gUm2bWDG1KQzAn1fg0JUV0Vt/C09Ex0y8wP+6M6T/nxGhkXIr8lYEL+L9bGaLfUwHMoWgpRjkZdWnelwqoYBz5117S8WjEF1SzoGuIFl3TEIESSHrKoDUC8AJv01vocHicdn8DeAhks1J5toE3o32dYAIf6HDW4GMatWbhB4MAEArLV37f8BC40H+7BmoDcyyGMHe1RSXJZoOU5YLCAnrSpm6pgAvJtn9EhgiFUYTyZQ3ZhgjtZ3wd9QiN9Gn/gSSvoT32pijlRkc0kRlwFYKpUP8bmeFuzNcLvCM7e7KE3DZU6pAZMIGFVKgVjyeGbmgLzsNwmjGHjqBUzMFvwyN5qQCGvUNXz/OASId1IHd2YTciaDeIWXJ2mUiJV2KJ0Ed2Y7daR1ddZScpoPglkYhym4iJpJgpqohxk4iKyQWLcCdZM2eLt4iLuaiLu4gjrPgppih2X1d1rpgmmiiKn1hYwoiMbTdxXtd1b1dx5xWL2ZWM0bhCvpgks8iMHGeNHjeNnIiNS6KN1feN6AOM1PiM19gWrSR7xMhy4+h201WOGBeO/iWHj1iGEUYvSiJhhdCPT9gL22JHguiJsxBM+siCergOg7d35DR5fHiPKZgJDUn/kP6Yfq7GKBZ5kRgZPi42hdwmDlx4RNU4DaZ3CB95XPQGe46AkiGib7jQTJjXhUL4eaNXCFnRks2VDTJ5et+Gjz3oe7F2HcUXfNHWCM6nelVzCEjpftZASz30ZYdwTjemhY7AjqVmlIiAfSiofqZwlWXSbQMGfkCGDwRoea0wcAWZigihA2ZJlfOHfrSif2+paYMwl9IEbZ0BC+YUf17VC2SmgAkHZAloCG35k7OQgYZAlF7IDzyYhpLYOTIxMovZg0eRCAlZmZbJZgDZCoe3ldHUlSqICHRGgm/WmIbAlEX5aqgZezHYa7aUky6JDs0Um0diU2mHSztoCCLpl7bQ/4SdB2xYqQzOBi61+V3TYIWHwJtnaQpP0X/tSEiKN1WaEYTPVXfco2yQgVcxQxloJU+X+Fx1eG6I2Jv56Ijt5mAlOHmQoA6MJ5Gu0YaHWJEGSFKBeDveSYbpNY/FCI/NKI3KCHL1GCX96Y0AeookGY/hdYwBup/v6I42h6D+qY6WxYsVaqEXiqEZqqEbyqEd6qEfCqIoIqDbdI7jZaCy+KABYoy0yI3keKLo6KLd6HMLOlspaiCd+J4muo1s54w9Co1rB3YNCqE7KnQsOqNGWqREynQvyokEeqTpqKBMiolOmqQxCqSjSKPmZogrmYgYyGfoMJAIR2nicEZkFHgDUf95tRKarVB59Yd4lXZdatkgEDlgbrp56LA8/paFwLN7PXmYDtF5uKk5NumHs2B6RMhzwcOlidCn5WkKqQGTiIB76slJVGWcGjcNk9pMy8mRvdd5Qdml09B9XEmfL5GdLLWd1rdilGmE0iF9a1qJGwJ8rKqQ/EBnyMecGLiZvDecrkB+tsYPhDmB9/UmSlOow6kOv1qr+Ed/GxmoSemb3WQWU/lvIYELgJmjmICt5MarY0YIwgpPtnSnoSaV2Req0+CYthcX6dogAxUTJzhi5vqYnYAKLFiaBNer0EQ2K3ispnB4HyGnE8mCFViqpfCCAPGnolA5PpmwMJqVh/BTDin/Djnop9mqS0hIqIOQh5nJrIPghMVxgX8pCZtTsbD6CMlpCBRbsPQqjirzRek2nyuLbUuVqLXTcPbZr6bAOxQ5hgG7XOLZcHhoss1VX+mGnjRLMhtCkfUGnqMZn5uAbs66pxS2cHAUGTgrs5Voo2ZHpUuqpMvooxMKpTz6nzJapWV7pfqJpFgqpa+4taUYoS36o8UVonVrt3eLt3Y7olAZt2QroQVqtmw7tpDYtvz5thVScmA7t2IbtnIrj4W7JokbimurtoPrtVaaoH4LuGnLoJTbuYGbdYf7i317toy7uFEKupAppEBHupd7uk/auJpLdKKbJJJ7oJZbuQtZtAq3/4eHcJAW+wj/iHBz9KbfsC3Zcqb88LtiOrSiwJB7prRftHjz9pARiWDnOq4xm6uqVjiX+p2cNwgz2byG+w2mF5Teq3IqeU+T6qilAKmtuWEhawu6qZvoa3SZulGb+qymKTegCgD+u72m4BgA262zsGLVeVsIYwhhRqm9gDLE6YDAmwhklgjD176RRrIVLLFQmAguIK8X7JUs6ZpHKJaH8GwBrLDSSgrKCpLKdH6Kgpmtuq7yyxfYUDABCK1wCcOIQLz42rEAcJcA0MPTES2L+r99SZcHSIBpCayrOQ42/K1QjL3KQDa02sKJZIGC+rjKwjXxSqognAos2IBgHMaOMP/GedkL38SvETy+iXDCX5yxnSoOo9SwnIAKImm/2gtoNqGbPssJhcNsNPwN/ZfHVyc2fZxr++vDVuaxnddoxZuvymMThbx1OcWw+oDDqimyhfCcoZefwXcQ7jnFKvhFZ7iP62A7d7iP+0gZOJu80AG02HkRG5uSsDw8mTHLG2wL07s9r9wLhXiPqiy1mrxo9nm1SCvHqMu5awm5Q4q5fwu7r0u4qcvM1ByMXzu5uPu5sVu6m5u53Ty7q3ujlJK35WzO54zOMLe3I4nNt7vMKCrOZrfO80K74ti1irvF76y1WbrPzayi95zNz+y4yizNgqvPTVrPJ1Si5ui5NcrPOir/0LILzkHqz+P80KsYzw+Co23szGj7zQZd0L3wj0zcxICECJ3M0ScdpgfGmXQkEa1D0svaC/x1kX6U0mwUesurp15YxHy4UL78hgy2T3tWFqzDQrzyvo6wbVdsDTVWCC4mwfjhKY2qY1m21LUcMZSMqfNask35UvHrp1etIVh8eozDrtYpLjY2yixLUW6Zvcqg1ZW00MG7G0XBwliNS9SKwLL5TuK6MeuAqwBwZHc91iDDarWUzNbQSoTdIEPZgt2amtTn0dawEGzctJgwl0XQTlztvpstCUPM0yNsM1bMscoQaIdQaGutiGPpg0GG2IndmZ2XmH6cCSMT2US8DkTh/zSZvMjRylCF8Mg5XJejFr6tlrStHRiPxth8bQ2J9trFnbWigGvLTXcI0UxijdZ4igi3LcP5vMdVbW1lTduZ8LEIy9mtUBCS1sCMBhg8EN43/a3fxjgRC9uzoFPGhsK1BVUxzdTriZ1j1Z1R3QipTAhnpcvnAT1CPd5OSwowWzxkpW+kYDzEYRwHTjJ8mODUW3CpcnCMWMeZAMz8fYMNfc0RPdGu693QPM3cDNIqPowZjbhzTXIXTY80PuOti88DHc4VLc85lM4/DuRBLuRDTuRFbuRHzovz7HntXOIfHbowziErqs3uPNk6fuJPzuMareRC6eSqm+UxjuMBHdLbPP/mVJ7iVo7i3uziuVvmyZXQAwrQZq7maM7mpmvndO7l1uywZy7RLU7QR6XgBWxuhsDSAn4NFynKFu7ShNBGIl7YuksrO93d2bC8AFDpx40c+w3UuxzozKva+p1gn4wavNBJH84JZy3crVDe53Kq733eOpl7lwPfUEebgqzqiGBi+N3btlDqPBXdnMC+4D3CTlyx1L0fqqTQgI0IFqzoqdB9x2ToQLhpJ3bZt4DDe22byg7dSCyAzxR/2J4nA7HYvP3WMciXgs6/rc6roF2tZM3O3+DZ1pvEsxCXz2enXs0+ZUnak24L7Zfav17jQKZPxi5y7L3tg8Dd/I6WSehotm7/C1MD7bNeDb+dyAtu7TMI3A6PwaOXmASvHgbP7TT46Zww3eSe7iUl3uiOmCdZs9aQOzGM26+p1BbvCKv+g69uCnS83rMwbW2d8hIfnGpN3+WuDEGP3f3dGfQgb6JOyuM5CAaO8z97n3HY0nijTp0e9Qw+PGIl6TL9ehJePVwFvasjGZTh6LCuLPklLBSOzCf/y+N29kh/532O5XoO0VVO92Q+9yve5dV80AzN5Hv+54MfzWue53+/Jbbb5HtfdUju+I8P+ZEv+ZNP+ZUP+VvegYF/94bv933v5jbOcm8eQ3G++HOe9w5N4v1s91Mq+nyr+YDP4nVO+Fd++J4v+Du+//oBP+Wf/+VRTvq3T9G5X4yYXxatD5a/v/mmT/uov/tqiPX5PZFeZMRkjE+0gtI7TzISsfQ0j9OF7unUnwltZNO6krNeyIcvvemISRFtVAjsD/1Ea9S/4P7v/+gMr9Zuj2MpG8fgT977D9XNDggAgoOEhYI3hgAnghqCJYmQkYQBkpWJlJaCi5mWmJydlVODm5+RAaellhKFiIaPqZKesJGksoO2s5O4uYaNAK+3vJCowomigiKDycnIxbe7wr6FxwAmzoXQ1zPXncTcAAMBFYnMAOXO2bnn37Hs5srk8Oje7NuC4ePl68Lp1/vv3OhxQwKwYLNvAt2NOFUAQBF3gv8SzjO0MEBDdv1ySVQB8VRGZ+MeQgTwceS4ayVhPTz1gFDFi/NScpK4YSRJiCdtGpLoTKROXRCpEfpR8N8snrxaCiJqiFRAd9RImfAowJ3HkUcGKS2K0F05jpC2ovOqdRDTQmf5IYUVtVBWfV3ZiTUoD6VMS9YO0jWq8S6ndQwKAZs4Mq+hwBhxCjKxDizGtbBOPhpRyNfgsd+EQqKcOHMip4MQx/wpmdDlYn5LaRa0Wu03zowcTbOauhJLAAsRDJoCOVXvVFM9Gbil2+rI28MXB1hAu7YpcSRPFeftfNi3It4yEDJA1GNxzNewexIviDvuAN9HP956ahx14wGlCyL/nyQ5+fjcxKMH8L68w9+fAPgTatUNOJOBA16FoE4FLtiOg8cJCGEpDU64U4UWApUhQhhueJOHdnW4oYgZkmihgiCiliJhK/IiYYsXwuiijH2ZOKGNEOLoIIo0UtgjLC/+6NGQRBZp5JFIJqnkkkw26eSTUEYp5ZRUVmnllVhmqeWWXHbp5Zdghilmlz/6puOCZyLIY5mgsHmgm5msCad1c9qWpoFB9pgnjXcmuKeMff4UKIN/wjioTYW2mOiKi6Z4aISPdlSnbZPG0iiIkdJW6XObDpNpZ51ic6mHn8YVqi6lPnWqhqtGlKpdrQYTa3SvgtdqrQTiys+s0fE66oi6/844q5yhBquRr7+WiOyy7AT3jC58AUlicHM5C1+ztw0SXHohYrtfr8+C6k44AcwVHbfCjkTuXNmqx42195Tr6rV2mSsojvAqJ2KyowAgTWyasrPKUrv1K+41SRjsp44hVHbcdQFEC0ArpvYUcSUNP2YjaADTW0zGg2C3jsgcgprTWSfjZ5MLIRfiE4vu2IMnRP8OgkI4Hf16sy0fuHywO47ZjI+qsRLLS82QvGzrqvwWYhghTxNoUz7wwAUrO/2JChPRj/3Dca4jkfKd1SiRJUjCkqSVLjfr6GAMhySeksxK8pK9tDOa/SMxhSJSU1FBf+89k4kmzPUQNUq7JpcmkP98vas7SjnenIEY+Fwx3p9kVbZnhAStrb01Lk7IVi+0fHkxhRPSWmsukrjO15JLC1E5NSMN8zU5/SMa19dQYxg1p4HNDfAAzGX73cXQnkhOvDsjMWzxdeg7AGgr4u/D3EBfFyGCD471iXHLB+68JdOmVHK5SeqOtcnlG723glSUU7L7yguAdoO0317zam2FPwDD0Q+6QvcNas3HG/TLj3ee0ZLkRAd0slOgvNLnHwqqrGjGOgqyMggkX23Qg8PioJmYVbQPDguEGBShj0JIwlupMEAmLOEJQ/jCN2GwhUyrYZxieCsUulCHbbohDcdExCIa8YhITKISl8jEJjrxiVD/jCKScHgqINrJig+SYQp9mEMqFguLpuAh07hYxablyIudMuOOwEinLc5Qiz8k4xfRuCk1okmMVZRjGu2oJjpWio94YuMl8FgsPdYRkAny46QQeS9D/pGPBBGUIxfJSAYpsk7JMuAl6pczQ2zLY+uzo9Fy8UlBKIBV/LsGuTwpPuRBZF05E5EmV0m+0/FCk8+B4AgRhYtf/ap6iyBZx8r3jZTNzCZt4WWaUjCI46lIgRKjWCqLIcyFfQOYiXDm464BMqJUUxDdvBrRjAkAckrtJ9RAHDHXV4idqc8mzGCMMtnhTkkkbpu9K4Tn4sU8fH5PTb+yHUfUactiRJI/gTSb/7YSETXFKUYvdnNo9lDhNVDSZmuTg8gicgAAx0TUn867kU7aBina6G17z+QcSlmzTszFj6KDCNwFRReJe/bFJrH72RdxdACqWG6af1zQPt/3DV2aDqiwaChDjcq3AcGupf4ohPIC5o7qsVQ2OoXI7jKaT6x2tJnY+8ZUC9FPV0Y1kNJbaMe0ubZiaE8v8aNqVwdhVbo+pjnFaZfcoOrWbwFQX+8ciQVLWkBvTIU5tUSqmZTyv7+6qqzHipD/5llYWTQ2geFZoKsa6Cq/nlNlFhzOYG9XxklispKIMu2cRhlUFrpWiHDMoSB3olo4sXaRl1ztbEVVWzfdFpO9ZdNvV/+bW9tK8bjITa5yl8vc5jr3udCNrnSnS93qWve62M2udsn02h7SMLhl2i2qwCsk8YYLtt51Y2zz+N03urC4vjVvRAiZRvLqCbVhfW93u+he2dqXT/StI3yFK9/xpTeO/WWveg/MX/Q2mMFlLLCEA9zaCR2UtHOEXzX0erGZyjW1odzFKbl6jVK2ErOvbFe87GdWZ8ASWkR9l2GztdeC9oWpIxanM+AFSDMuIpxsPUqHvvkLbFhUGMkcxAoIOxJpXi+w1OzwjiAmMZDFmB2LwGaQNcgNK//nH8z08DUWYTsif/YnF3YIX+vroKEKjxv13Fk/bRpZm7g5qwbqWbe+Ubv/RNCZyw7mBsvm46epFQyiYk6emq96aBurBaOUdQdoiPLRtob0bJFwm2JTQVJDDJCAHCrHXitd5+FJtRAcvXME2UE1uNLlzO/ailL/vEsIdc+GGtWWTzVmIM2BGEKq7qBO7ly5PXNjLpErHaEdnVRdBicAVdHxjpn64bPixmHVVrRpZoNnZ2w10i4tcj+3LGyxgvWY5pYEtfmW1sUg1N3k9s1r4mGIYDc13U+md6LVgh4WaNbAGG6dUrwRQBWn9DXfcuBhSbxjYgRnfnFbjyAa68DGtlhak/XPeaBj7BJni8cRz+yJ5aXw5exbyN8i+GbXfMj/Agq/UFYwgteb4UDX/xzCO3W5oSiM2/2W1ueFbC/N2bzgMQJ9j9tNutKXzvSmO/3pUI+61KdO9apb/epFHHB4eQ7cBOfc63vUenl1riiYH1nAQsd52I/ecrAfcsJufyTcbb52uqO96DI3Ot6DbvdHil1PXCdu3Ck5d/32nZJkZ5TZu93zvRPd8JD3uP3o4ctDue/g2TZ462QpvnCwJ+QpxgUuMc+OFwP2yg23H8jPnlTNi+rTq079wHvpWVgXA5tejneAhixlW1RP95SCpmAKEU530QzbrE+FmQsxMACordRRrjLDhYHNtgAf1x8zy5dZke1ZaDkRTpa2TfR81ICzDd0zv4Y7WRdzdtxZZv+kXxD533yN45mgA+W/+CzS3E6cnXwk9fR/wpATY7NSN8UO5dAaJgB7gHZ+PrE6cBM2ANAB3kBqDWhtkJA1+sdphaBphcCAZhI+omYRXLFpqnFqkPB8QqYYlaaCKwgRc1Fs+SdRDiKDG7g+6xYnZvQCoENr8gYhkWOCuUBsqFcMEKRsiyaEmaBUkOBrtmeEP0UITviE2lY82nd93aBQmpFkN/gJ63AZb0V/xUA8zUcUWBhE5zdMg5A7m4NvYaF9xjeGahUa+cZ4pRCG6wBZNFiFtqOHe5gruiE/z3BrWcghs5c/G2eHfHOIGvdvYog6CMRxANeFOshY28FAStgNGef/WILYcakXU35VY5lYU/+GHKcnfpuXV8KxYZzEdhWWfnqndm+XeI4iYbZIi5iyeMzWdY53d5H3c4fHi7CYd8T4dUPXdimEdcq4jMzYjM74jFDydwCWdrFYjRGGi6Ryi67YeMPId7Iod9gILNL4cuFYIro4ioBHjcVYd794c9ZojN/Ijf41eKc1joZSePN4jK+Yj/FYj9voj/pIeOV4IoFnW/ZYdjmzFTmmgeaXCziAibqQg2h4DQ/pKutweZtHG7pBS/yBYtzwkElgeqdIiZlQkeAgEBgJavExgsnAkCQpCe5jkmfjf6gocB3pezRZk9+wZK7AchfYR6ZyPAOTU7sn/yLhRwiWoYgwxAlEiX3xBwlneCFnkpSDEDyW5gy10Avd5wxUqYY6aVAAkBUeZYAv6IYAwH9nuYscSFDnFoGlJ4lj6WogVYVQmXyw0BjWZGrupk4WWG7whII+mQsEQTaE6D0L4oNl2Y+dVIQ2gZg/mVDoiDogyG7s8BKGAGmRKQl+SDcSaSkjcU+cGZizYBhUQWlkGXvWplRMeJXC0JL5txUuGIJYoW+FmUVp+FWGAJtteJuVgAGxSZm5xpen6ZfXMBfroJsNmVR1UQ7ImZywEIY9KYC8EIbQOZf1VwmrKZvFhFX/0pW7GW4ZOIdPmQuaUTNcyG8/4Z1WCX1QYQhDKf+dnwA93vme8PkJAiQrN3lXEvQf8lEfG+CI46kSkZgM9TGSj0ggkOWSAap82bEdRJGSj5kL92EI5vE3jMkP6bFXCmqdKFcc9GEfo3Ip95k1BdeKwSh4vbiP6ziL9KhbB6l4A3kj5/idKwqOLWpcL1qLMZojM/qS6Zii8giM7ciO74h0Ozpl6uiNDyZb0NikTvqkUBql2JWjmFKQvnWkaNKjCwqQQ4qMimlc+FijAnmj8UWl2YilABWmSnqNZEpgZiqObRpeWsqhKgqPReqlSyqkd2qjASmM/LiniPePLhqn5aWmj/enYsqleToPLVFKG3qA32CSBieKPioJMslQIUr/P/sBL4/KnggjkqyolrnAkYSQY3E4D//QqRE6mpABoahJIC3BkKTqnKngZdi2nq+6TbYKABkTlbRlKtghCU2pg3cCGrhKnFuqMMm6lJXAkxeaC3PmCd5ZqcKKn01Rn5mwq8dKq/sHAAHYl/dmlmg5f8vqhY12LyQyNDUDritklobArjuEgPrkFrjpiUg2h9QAr06pUF5JhcIwmChlb+H6T/3ygKJ5r04zme06Enzhh9opaRYpSSoVCZZJowjLoyJSsYRgsKJaCjnRGpnano75laSUCKYpl5B6m6tpg+X6F+daCJ1pKTaSFcY5nD+IbwJLrZAgMbt2qmPWaPoar0UF/5iC0Jx/eEvL2UiVOQgwUJXDh62pEIYxO5EGUp0qCRKDMGjV8LSZaQna9G2eymdoNRJgO60tWwlW60lQi7aJcBm+uknscJ+cWnkQQwn3WR9DEB0Oe7MW4wm3UR/d0UoHqhbjMLeg17eD8D+Aex4Ku68SKhGLO1/PqhEZKi+qiqypeECUsLiuWmtRJh8kyktvqixJeqiJqluGiqd6urpraqena5Cl64uLSqSsa7qu27q2a6SEel8bJKW++7vAG7zCO7zEW7zGe7zI6yWjS5CxW6e5y6J9OqgniqO7yydzypqyy6bRS73TW6bV+3Kp67zQ+6Xe271u+r33GL5BervP6/93gsq95Etg6uun2hu/crq8MoqmY4u+imKlwoW/PJqQ1EOTlzuwFAmRz9C4QvuR2Jmp4aMbhmuXqSCpLGagdDoLJjmrIdkhw8U3IxirHgmJnoCRl3q0N5afUEO3OnE827p7SvnCCyxl12qvwkAxyWS2F3yz9DnDOvurGPsTGeMULcys3wAaoGGi7jCfjLO2nwCw3GOzLiyvhJBmQ9O1+tYaQSuz4wIdcJHFwWeW8JdfGFivKIueerm1U1yCFmsgtckp7uDEBfG2cNuYD5SE+rm9CEeCNDxRJDiyfLuVe0vEBlIEFFjBZszHkObHC8sN/RTIJiwMdKbCzVIWBOPFboz/b6s5hTnMgYyWgntcDFN4sq+GverwbtaTmx3rsuoGh4NbDFKRtFaMyqOjb9zKCYZBNkb7yLMAPTvsVbUctXc0UpEAtijHar6MGDhMygPobi4hwUdDC5PrDGE4xI67y4WQtkxMsUjpy+Lpr7NwnxNawFEscvy5HwWqt6lcCRP6t+hTe4ccH+NgQeIsyJAciecTuO4ctt/ME+YxoT6LoZq7H/NczdKSctLRAyDKwRgyoirXuZ47u9nLvhHdvmOKx+drvvfLv4o3vyjajRStqLWrurg7voBKvxItvu6bjMm70izd0i7tdACMpEBq0h+NuvpbaO9bvvZbqDctsTPd0RCd/9JditIVvdM/6tETLdK0646vG18cDbs/DdVDHagYLST+u3UaXYtPrdNBTdVGbb1b/b/Nu75LXdZKndR8+tWActVWndMXbYgn6QkDXYiRisBxPbVtxMArl8IKna6W6w1zTbVwbQimerak1DQdvHssicLpDJMzZgsOPc71wtgWrMuwsKvRSbI3i9ntly6cvcT/nAvdyc3UvMDg0XyG4KxrjDzDCpyMLAnJrM+8YMSfkc2QoK21bduWcFBxOcqJOcZoCcOZsA7B7ZZzhWiWHEZSPAhhLJaNba79Gs0nyMyD0DPJnddd3a2ECcWGiSAcq9kXa0k6wX7GfQ2F/ACKrMy8EP/YmHvc0dHGV1SZDEEIupHeBA2tAUywiaCxv2zLkXDdMbLcSpWz9FyFq4nXm9RuYckVAO7D53eePWvY0G2F4FbEhVA5DW5kNFW0iYDgAf4usIwWur0ZyPdkpW0nNoHNsUzi+z19woDa03riX+wOjrzahRFLZMvh5ybjtulW19zidyzNbZsIxPzbn5vP7H3JiHu35mFxPbyxqMDk+KzA8f0Y7gHYIVzPfisvkfshNs4LExrZBW0VlXvlhwuInYUACD3lIw7loKtyo+XNXl3SNp3VVTrWNH3WQp3dQF2/dC7ViDrSex7Sgy7oRf3nV4rnfc7UO/XSjv7okB7pyRXTwRz/1Ylu0XIa1hld1bxr59mo6W1t6WLN6dZL6UAp6liN6Tzt6XBK6uTI6uYI6kcd6DUNv3xu600tvz0t3qge6lMN0oxe629c3og+6khN1MBu1oc9eSwmyToh5u0te4lQ2O+sStmQ5TKGC6Cq3rekYtDeDZxnCzmG7cv+eeySz0be7YYsKh7OW9fUL2VYh22eNBfze2JczwSqrIMQZp9sMWMl3PZU7/re2ftcDvEOTi5OngrjrHI8SF2mfcU3MVuZCthEZBEv58VwPPbtKbte4bleCg1v2iMRxoJArhmpE87Nll/erZEQgP09dibB2Bl+XrOjLVS+yJe2hqhGxq2sEnWM/2hlvKqlHLGG4IFPDpgKevNa/BiYOfPW6t7s95uS/dooS9656gxzARobP8cIwrIrHgnVEuHVDoWWsPUOD4ORQOAiP7SnfOHSzW8CgIRm7+A75jSgo8kpW5zY2e7uvtxsGPKoRBbn+fUhXm/ETn0K8+/PLQmuSd2/dptsqOPO1++8ULb3Pp0/bgg1PvV0SRcq/tAxAcEcBt9cbz6JePk2qVklh1ihvc9b/nnOPDiNmi0VB/CWYu6cuD+UH7W1Z3Lvbft+tkD3qT8KDTeqeD7/KbgYL71qnb4dj/ok/fEw7+r3+Pw4DuvM2+uzTuhzzv15ntbFnurHTtZ6jniSfv7on//+6r/+7N/+7v/+YWLq6EfraE3+4C/9nU79CIn9Mirr06j9gAAgOEhYaHiImHgYoNjo+AjZGMAYWWl5STiJuckpSdkJGvoZSoo5OVqaComq2prI6hqbqSlbWwhr60qba7vLK+v7qytce0oMfByLm9xpzKy6/GwaLW0ZXM15jW26LardXUkNLjme/V3uKI6+qL5+2+4+eB6/+IyU6kz/CE/PH5+vj1zAdP5I3cNXsJEJWgtHTRKBUFbDQhPxSfymAGFCRQMCPBA06SPIja8uejQ0z1qvk7M0qqoIoCGCka1IshPZUKSgjiy9pYKZKGPEWCcAVBj0A4AGXTYLFQkAkVD/UUFTBk0l1ZTQ06hWD6VwKStEoaXDSm0FkKQroaPQUp0VJOGQWGgpK1UVdJUQ2Zqp5g7ymxRYVkNF3xb6OjSWi0EmnCY+1rjUYGwAhRVpG2svosiiamk29EFyXUyRUXR0bHGgJ9WrYx0doQkiV66gRleibfRdgdSpcLMdlAOACrCkLoccdBfAbN6luD4sBDtAAdybJg/iOkXbTNHWR+6Wqvw6c1LJqR7S8bjUb9zBh6cnZUInXgDJL4uuFZ9Xd4ryY54SwJ0q/eWHmmSqJCdSXuBhdSByahWCQYC/vDCIfQb+JB9nhLh3H4YOEtJQAAB2qAp1g3yG1X7LIcLAeKGs/3gIh95Yl9Z8I4ylTCsQJafhIDUyWOIg6w3S34yxtJhcCUrlWMqNhDiZi22Q4GaijD7RFcBMsG1H03vNnHTKdgYAsCVmon0UpiBjCrLQAhKapclTk3Ap5Sp0fQTTmmVeeCabx+k5yW+11enInv59Qmg6cM4JgJxZArAmABnQpdF2x0Hqp5skssYOpyV5ys5+zIiaDKnHVAYqSKmiZCoxia7zKjqtCoNqqrP+cqt+sZaTa5S9rrTqO8FmMqw8u47zazHFjpQsMsseC84p0k5LbbXWXottttpuy2233n4Lbrjijktuueaei2666q7LbrvuvgtvvPLOS2+99t6Lb7767v/Lb7/+/guwvcsCAG03zSpT8DYHl1VsraAuXBPElD4rsYu2JkzZwBW/OezGKWrs8ZUNgxxybRqTfDLFIK/8LMotv9wwxtWU/CXLMaccM83Z4NyxzNLoXB3Q09jcsT3EFQ3zMQelKPQlTVvzdDj7weSLzz6DeOlOWXcWS06HCMV0K6cd2pKZrQDlZ08mm1Qk2Eb+5MvYBO9nndcj9ddRkUHDrTarE5fy41KfoShyKGf9qCDDhkOF1oOEIBZ2WDgqDsrhjgMQlyCBrV0c43AhddjRoCSX+JKUdwIYAKkLQnjNpCDeqOd/MfXLZfV5mYuVnPfcnYmhaWV2KMm1PsgMfJL/d4jxxVxdCHYVBm/Qqa2WV8jvH5+93XIwDqpjIYI2Dj0ovhXSnuidGNcTl9vvTopzslMls4rIBVM+xynuhv5H6zfTCvXUdxA/UQ3JEFy6niswQCFBWEiBuCuF3vhSiwH9x36g0FuEgGcxUjwwQcdrBQfTJiIKCmgQCWxU+DjRIwIZ4gib0uAjLmhA5M1ncLQLkiBMRLzqdO+GidCdOWjUFZ0kJYc7CxKPvCcervVGSEkchA+DRqoWwY6IOmwSdA6ROQBsznXNaV4hhNjCUETHWLMw0d4QgiZGYUpSEOxTmtboH029bVGCiM5vrtad49gtUlvjHxqN9ZFItUmEnDCU/5zIeMJLOMpSjOKjdQL4qLmJZExjbCCnmFcql40sacFymKeiFglMSo9ondQk0jaZM551EpSrYOU+XKkoisFSIKjknSpXJUpXBWyXvOylL38JzGAKc5jEFJjKOInLXNLqlhebpSKc+QpoIkKZuJJmPWTJzIeZspTHvFk3T2lLZNpqm7gkZTLNOU5silOb6qzlKtH5MGuihJzpdGcy5XkLeH4Sn2WzZzOz+Ul6stObBEUIV3Awvzy2CqEjMSP7QsFQSRYiCXKbYynyNgiwZYdurYjocwwRUSWWIqJoE4TbBkU3xlH0OBttYyhggraVWtJpPQkp2WYq0kEoKYwdVFYG9f8Sse58ZgWQI8tOe+rH3AAgcXkMn4KIaj5eHBVIqlBQXqgINZ8eAqutlIX1YOTQrMoCN9ZL5CZwszQeYikV1GMhh/ZXxCUe0RBhVYkNTVcIt0Z1E3P1olqpKoy60tQVSxNs4VJRwOfVkBeJ/Wks8kfITQAQFgs0ayei8x2tIsxX3cGsISrr2E187zeQjeEvTNBYLrYChmDlaRcJAUPLXoIrPRIEGC06ukEc4QD/SQpcq7jEBfkVsO0jEuiYJYAt/pAoTmyiYe00QkL057bc+8lwDaFcc3iwENQTxFSra4sHIpUUUCpE5ko3je6cd6velS0oWtQLWfQVYQv77kMLecX/RKB3sFZsxAdNm6KjHBJ+Cn3sLgLFpM4xYpFoWdOAI4eQOybUpZU7MJcMkJQH5/R8u6gIhuWx12wUcFIEpvCXIhmmHjg4gIt61IMpaTV+ItKf8ZSxqta5TxsTTJ+X1DE19SPQgOK4xz7mMWt+7CuAElnJRw7yJY2sGiQDa8hHlrJmuZlKKkfZx8Xsspe/DOYwi3nMZC4mlAfC5SJrGc1WdlZB3/lNLIeTxkLOMp17fOaAtDnBcwannFep5jefM87lbKefC23nQ18sz/rY8+n+uWY9O7nJhF50pQfa5z8jOtObhrOgvQERmLQUp5bw6Pv4TApT90emkd0ERmVSYvcG/w03JY2rK9AGawiLxn0fGXVoKwHTYPCE1KHsG9YiCWBQ+EW47XUtcOeimaeYOKnLXolQH2HfpFL1e4bgaiyRul9dh+J7WTRdtm1dCqtOmRTV7pUoy+pcZ5+1etyddifQel1xd4J6pvnEb7lhRMZEaYd4JUS/Q3yJ+QLAeP922jOeOLRWFLYQByc2sFNroe5qVyKpfS505WuIyYoXat0RObMfTd5JZJYxqQXuZg8Rbql1VuVkBO14O8HtdZdC44SxuCVgqJOGS43ggogtfezNCdoegronZqtuDyH0cBB9qQO/68gRzomikC48f91wBb+YZOsSwqHZPWMq5FNec/u8Ev9X//Um0t5zfXciiyX87rldfiSwU524XTvE3Umed6Wyrtk3v0Ta4T74tSsC8Yj4u1jpcpQ3+jrZm3gwgpPw4T5qu8ILThPmMwzJiB1F1Hh0i4UF8Xkyxc/0n5hI6msNxZoUkKWl5w4js6Tish+WEwx+8U3lXWUmbznQiq6x8NnM6H4QH9DHl7ShNW3pT8ez+Y12NNKf/PxODzpnZe6+978P/vCLf/zkL7/5z4/+9Kt//bxM/j8mHWXqK3/52++Z+92RZvm/P/v1tP+l96l/+Gd9stZo8Idm9wcrXBaACUh//cd8kVZ9CCgrDWh8ENgPBuh80geA/4d9iQZ9mPaAdxb/fBw4a783ebsHCqaGG0lwUvfVCapGEaGnChjFavRRe6mggl/jdpVAUsGQa7gFasayIzf4Eh2GSTGmEzYFe2ZnC5/heEPndpDDd5uHRfMhd5yQQ0ZFgPvARIiwAlv4bScXVLbAFifAAzoFhpagIN5WbFcmhhvnCvD2Vx7XGsE1CPCme+j2IoWQVgV3hZhAPVTSRF53b0fHJnklHDsYCVxBOBX3hwkncEcUdaEkgYowcUAVMbHAJajFQIuliTGShigYe6kwWSZ0HDY3hSknHVUnGIgQc8U2c6uoetKxcqEYCb/BiZ5YTX+zWoXgW4OoWsUFW4wxQYWHCUpnCEy3XDv3/3RgNIkf91qX01upmHTGpTmHkIcyx1zg8YxcKAt6k40RVwo9ghvKCIcOJF1WiIbAxwniBXEA5wqMJ3CPeAnnZQNqoYWK+AjdBV9uuG8fEhMA+YSt1Cv9CAADSYnxqHevyF/kVW+boXgE8Rq7cILgtTiIEgBHgXmZoo+NcEgMtpG/B4SDImAUSYScJw8XtjmPxHrESAkftoQ0RTeztx0V6YIotR2VlIkK5mK7MCYx2ZD+J4LDt4CygoEFSIJbVonIcpQXaIH/MIAdKYBLGS0UmGNFyStNuX8aSGTs55VfCZZhKZZjSZZlaZZniZZpqZZUaTBaiX9YiSxRaYxKmZTI9/+UAmiVHchpDlh/niaUxXeVdwkrbjmYdalnCiiYE5iXlOaB2hd9f+mXHxiYQ3mA/AeCfYmZjymZS5aYWWmZdQaZmTkoXKFRMdZRQvgOLQePIwVIMfhIV4NRwxZrUllstLZ6JuGaqgl4ruBrvvZRN3kJwXYroqRHxLkf0CYIX3gihCeKz5Z4gnADKOecisCQr3RtjoCQ0KhEOfeGq+l11TmKi7OcB1kISsKGYZhukwNiEekIfnGP6siLqhAaejWH7GgJZFUIHcGd3rmHhNCH3fhMMqNxbwWMVCg+hhiQ8XVXjVhRKOV09ckVHaBYwFkLdFiHsdCHL/cSGAeQzflSujn/l/8IHTRHj5Zgcsv0oLM4HYewn3bFjGUEc61WeR0qCCvadXhHCrjYWDzHhP2DRLqYChjAW5OQXFxnpBYpjINgdILAQiF6G/OYCOFIkCnapMNloc80daXTdglph1s6knwVbxE6oQbaCeCYb8EodtYIpF+HnezpCHrDFtmJnqkgj4JgkE2XCuXmh8xJiLVQp/x5a34no5uQj2h4nrQkRq6oc3T6JIsaYOtpgwVGRyOhkZmXkbSJCB/peR9mKF9qDjlnk2SKCZa3Han3Rn2qSEbICK8ngynSayaJkVd6TUyTk5qQehqGpDw5E6can6IJmiEImHoJrJs5glxZrMFaZYsZ/3+fKay+imeGiZSNyZfTWoGUeZgko5bZqq3byq3dWi9sqTCEaZSdGZfKapfGSpfWWn3mmoF7eZma6azHSqxESa7RIq6eia7nGprUOpnIuqzS+q7TB63KB5dVya7R6q6/Gq/puq8B26/zWpkAq7DwSrGdQDXIZppd44Oap4fjqA0cm15iQwl2MzfXZ7HXAJRSxzaEwBNeShAHS7AD6wiBAwDRiYm9ynsqNZ7gs3fUmKoQQbOEsDoOKgtZNESoxmE7cjnVhqqWYBhGuzwwC5Xgmgj9dhS3Y5+pcKhzCmnRSAjKM6ZNawnJERUm4DtOCgkaB7b0VbAGg5gbil1GKqudcvdXuQijaDslLIcIPCqTbiFRvgagiJqkJFoIIKqydmiT6DGoEduwG3hAhFClnUh5QZqOJhsKS6pCnooJOvEC/yW5PmsLS4qjZwefiYh1/9q4z/qiVPc9W3uhxbV15nGIePsISlu6f9q3gNMVQ+K6gtufg3Cn5giohSgIA8S29eq2VDsIlQQUv+mhNPUROvmTVnMnszgIa8KreDqpEtUlmDpNJ2EogHKpoAs1OvEng0Bii9uukbmw+gqxhym1b8msjJm68tq+63tPbRuu84u67FuxjuuvbBa/hSmxzfq/qlu//Zu/yLu/BUy//ltj3irBE0zBFWzBkxAIADs=)
KH30937F对数周期天线驻波比
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