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产品型号:主要特点:
● 采用高效单晶硅电池片封装,转换效率>20%;
● 2年内衰减率<5%;
● 10年内衰减率<10%;
● 特有的技术避免框架内积水冻结和变形;
● 边框接地电阻<1Ω;
● 卓越的弱光环境发电性能;
● 采用高透光率低铁超白钢化玻璃;
● 高强度阳极氧化铝合金边框,坚固耐用;
● 可承载5400Pa雪载和2400Pa风压.
● 适应环境温度-40℃~85℃
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产品型号:主要特点:
● 采用高效单晶硅电池片封装,转换效率>20%;
● 2年内衰减率<5%;
● 10年内衰减率<10%;
● 特有的技术避免框架内积水冻结和变形;
● 边框接地电阻<1Ω;
● 卓越的弱光环境发电性能;
● 采用高透光率低铁超白钢化玻璃;
● 高强度阳极氧化铝合金边框,坚固耐用;
● 可承载5400Pa雪载和2400Pa风压.
● 适应环境温度-40℃~85℃
技术参数:
规格型号
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CSKJ-450W
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最大功率(Pmax
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450W
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最佳工作电压(Vmp
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34.00V
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最佳工作电流(Imp
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9.70A
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开路电压(Voc
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41.9V
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短路电流(Isc
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9.7A
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短路电流温度系数
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(0.065±0.015)%/℃
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开路电压温度系数
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-(80±10)mV/℃
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峰值功率温度系数
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-(0.5±0.05)%/℃
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NOCT
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47±2℃
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工作温度
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-40℃ 至 85℃
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最大系统电压
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1000V DC
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输出功率公差
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±3%
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电池片
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单晶硅电池晶片
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电池片数量
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60片
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外形尺寸
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1640×992×35mm
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重量
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18.5kg
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o9PKKW5wrpK6/dboPXy9Ms9dD0+fhqBA+3i5de+FNa8kmtD3zg3HWGwyPjcPnLdJlW8jFEzbvrKKrYIaN+/AG/Sk0aPJKZv9ipmSrsLrKTi4vvgkkMbT5BSS8Ya2PtRkLUlPY+OCXAJMdoClH9PPpxovdaQIns+hGE8/gQI21tWBgeQCDgA4+BWp6axGBtNezb26oR7R9GTp40jn9Krf8UoNvrhstjHGWqizt/wAefX99GR/J5dn4K0o12pi530e1vCiMNPwLg4V3xu2saapiI3++D26P3XCFvokcZXlEgch8IQ9sVUW4dTK1T92rrrZlJMKECpT3j6JK1/TX0L/Zhz7GH7pku9C30YedkByOLw+iZ7lFfLAkFQxhaGUbHRBcOnTbsHFvRNN4Ky+6SGnfYhxJx2kCJ2Y62NqHu1StMtjVj3boGu82GxqwcNL8pQVdppVLlpydG8O7nn9FfVYXeijL0qN979JSXGfflkWt53ldZruKpez5nmvL3kfgVRhrSkGfq2hRHaPE5r3srysM/41ro9VWUo62kGK3FReivrAjny/yZRzhvXkfxIDyq8IoyqPtw/gPVleivrkRvZTmG62swVHf333B9LVrfFqO/qgLDdbUmmtUYqa/FRHMjJlvi/021NmG0oRYjddWYaWvGdBy/qdYWzHZ1Yr67C3P89Zh+3V1Y6OnCZGszxpoasDYyiJWhfixf+g3AOjaCzYkJbI5Pqt/GxASs4+NYn57GxuwsNmaM3/r0DIzfNJaHh7E2Pon1qSlYp6ZhnZ2FdXYGa7Mz6qs5azMzWJmexurMDKxzM9haWsDWyhJ2NtZxsLuNY/uB+uRXKETtKuKo2QfkCzY+4zwkAgsXE+ibfzRiUxtimEzV5J5htCdxlZDXEpe+0KIv4Uwn9xImdOkLDYkj90xn/klc+pKPmSfJn77EleeSL8F0Y31dfWIpEAzgh+rv8LjuWxw4DrC8s4qcztdonazH9v4mmsca0TPVowT4TflXeFn3HCendjSP16O0txJZ7dnwhRI/l14LKEm1WmenUf3iBZpeZWFlfhaWuVkMVFXjxG5HY1ExThzHGB8ZwkhXF/Yta9hdXsbO8hJ2lpexu2L8eL23snJxz3DeM95FnHDcXYavGDSMZ0Y6iSs+87mgYcpLpYm+X1nG2vQUViYnsLsaps88VJ5R9KN4vsjPxPP+6gq2FhZgmZrCCjvf/Bw25zT85ucwOzgI6/QUtubnIzTn57ExN4v16amEfytjo1gcGsLqyAiWBwexPDR0w28Y8719mO3uxVxP34e/3j5MtLWjp7oG423tGDP9xtvaMNHagtHGRozWN2Ksvkn9RhuaMFzboAaE/spycJDgr5cAX/YefeXv0V5chO63Jeh5X4qut2/RVfoenW9L1a+1qBgdJaVoKypGe8lbdJUUo6ukCG1FhWgreoPWwiK0FBQYA8+bYnSUvkNzYTH6qmqwMjaOo/09HB/Z4Qv44PH74OLL2eEXtNlxCTb8cWrGjs1rhvOe9jhu+2AY92Zxx73El7j0GYdp6Eu4mbbQoc+fxI3OR56Lz7x4LTzRF/oMj+ZZeBOf9BlfgZLNhubpNvzS+gLFfXnqGNwzzynedOfDdrQHfyiA8r73WN5ZVN1/YHkAP9R/j4qRKrwbrMTm0SYKugpx5hEziKDEzb4eUFIHTIZwdu5EX20NKp+9wJZ1DWtz06h6+QythcXofl+huDk6PsbWzvbNnD1gDBcbX3j6posNjsn+oN7jNpynp8qSootH0vFpPhKE0yO3L5Ep4c2loQUpYUctyOuD+/QcDvshbNtbWF9ZhmV+Fuuzc1gZHsFITS2asnLRkpeHkZYm7KyvJZyNJKCmQiBIR7e7vQ3r5gbe977HZyV/wf/9+v9E/3o//lb2KZrHG3Bwdoyvq79HQXseDh122I5tOHDaUDpcgqz2PNSO1qG0txi5HdkIhnwJ15YeUAqbLA9t+2gqLMZUTw+2rBZY19Yw1tqC2ldZONjaU8zZbPtYX99I6briyKFzFzILSzWZI5FOp/sTS+SRZde9o1vnKQGUH3mULQGEp6tM3AxPxJ6hzOXBIJwHBxhpa0XbuxL0N9XDpYz/RiOPVzbpDEq0KW3vGidP2s/sGFubQM9iH75v+AZN400YXh7Bk8anqBmpwdTyDGY35tE1147czlxsHK1jbXcVr1tzMbe9oGxKlyfJN/cAbaD0ARxesbCRDsfhstHr3n0tc/ebqyT+GGKziLej3EQ5GR2J2oJOgGdZSTP+MpthK4YE+Fh+UY8pjxEOqr+8wMH2pnoavaIcleTilml1D0IXxJN8ofYphQ3d0Vnx6yX8WgldIBS8sR5YT4kMDKSrD5Siub/iPh1AiZ1I9+jOBkqw0+n49VnaAHQ5AqduMGaZdb9mwvqhQTbZjlhFtzE3idqnT2GdnTeNvfI0HCnKS4Yso7JI2q0CpbCmlHgm18slHnoZUIohJY7EugEkGZoSOydHZF2OHV336E56uvfrsG7uA5SM1Tijk+1Z11D+/BesTs8ocd+0NSftNaVbg9LdW2MGlGLIkJ1Ip6ZEFVZWQWJkd+sgfk9NJ4gQOHWDMenp/poJ6+c+QCm6Yg5te6jLzoFlbt54dA0yfbyaUrTUEr/PgFIMmbEj6V45SZamRLq6HEf3xOw1N+dMMNY9JSSPYui+mQM9MWg/oTva3UNdfj6ObbZrCWc0pWvFc+3DDCjFEE/m6JIYQrllEAFet02J9XPfoKTW8cLmkrnhEdTm5CLgD7/qEkNjIhjrnrbesgoSTnY3m1LC2X2QIANKH4jEWHLWObrL9E2nUZpsc4qpU1NKF5sS6+b+QcloKMZKUgj9NdUYqK83Nh1EgRLrm/Wic2odo5kmLSgDSkkT7e0J04DM0VinIyDpnhLqPg6XHUk3j9SUdJ/R/ZCgJLuigh4vGvPyYJ2bjtlMKEuWPR1dBpRSsNbY6HVrSskYOakp6dS+aAfR3ZGoLegGePL4UJqS0VyNedzuugU1v/wC1+nlAYyaUsamdPuOnZm+xZCdbk1Jpm+6OzxX33SCEoFTJxhTtCyz7tU33VshYjSBuIMG6msx3Nh4KT4hKxmyvJRJEm8ymlIShXtb0hzZ2fB1uo91+kaQ++eavl1uFV6XEw3Z2dizWMIPDC0qM327LKdE7jKaUgxpcXTXrTEQlHQbPtNh+kYblW6Af/jpm9Fo5PWJlekpNBUWwa/Oy4qAkm77XIymmpSgjKaUFLHejSiXcnXbQQhIqT59I3DqBuNkTd8eYvNkdKsy3uoKqY2cHWVl2N0UbQlqWp3ZEhAtsfjuM5pSDDmxY+runMmYvnFaRIOqLpcM4yzBWKemRPsc6+ZhDd0fSnx9bhZDddwiYDjKkpoS+U03l9GUUrDGqCXpfM2ERWTn1A10ur/7lgzjLDUl3ZsnCXKpoCmZm67X7UJLQRG4IkfHD0Xorm9zfsm8zoBSMqV7S9oc4XTbAzhyUlvS6djhCSS6HDu6bh5JT/c0hnWTUppSWBtaHB5DZ+l7BBGEzx/UbkPUVc830bk1KH2gFPLVnJuPN4nmR+/0zcQUL0MxTlpMh6NLPlZNiQCie3QnPW5d0OmoKemctt6ZtxBhKAifx4+6rBzsba2p42J1g/Gd+YyTAEFp74PzlCJHtUWu4iDIjzwkOIXVCkq2nT101NeisfgNDvYP4PW5MTnYj5a3JVgaH1El4J6VjY3UP3lSd+dMhqak++RJ8qh7hZBAp3vRIOU0JdWyjRF5cXgQfeWV6twlnu2djo6gdGA7wMnZMZpGW9E13Y394x20jrahebIV++cHqBmqQ+VQJXYON1VZe5d6kdP6GlObU1jZX0ZRWxEGVgbDB+iZtJWYAlEqTPi0Pc2HvHEevWtdQ+G3j+A+d8Pt9+P8zInZnnY05ebBeXaGqakpLC0tKZsAGxcbLX1ORdgheC0/Gbnpy3PxGYfx5Sc0ouNG30seks5Mj3FJhzYQm82mpkaSjzkew/gjcEXT5705XNJzdCeISL6Mw2vSFRqMG+ue4RLHTH9nZ0cZkaPTML75x3wkv2jeGE94Io8cNKLzE/pCw/zcnA+vGVd8Ti1FlgyT8tKXe4lrfkYavGd+fC4885o/8kgtxExH4givQkP4kbT0zc8kH8lf5Cz3jC/58JnciyyE1vm5UY9OxzGaX2Vja20NJ2en8JDn8DMzj0Jf8hPaZj4lDn2mlb1Pci9xeR99baYb4THSXhmfNCWdlId5WK1W9TUTr9+HyuFa/NL6GvYTfqWkFU+bn2DleBXf1jzC49pHWNpcwtH5IfK68tC11IvnnU/xru8tOua68KojC+5APK/aGNM8A8EISlHH1voDhnKmsCsBtUtWGeYHB9Fe+u4CD93n52h+U6xO7ePIMTs78wEoiVDp80eB0qeAKDSpMAmnLz+JHytOdFq5N6eRa8mPPsGDnUm0G3O+fC5pWNnRz4Rn8SUuK52dXu7pS5xoGlIWxpGfOY6UgydPSoOTNPTNcSU90zA/xheNKDoeeaSBn2nkmZlHoSH5C22zb37GtKRHWZrjMNx8z7wkLDo/PiPPDBeeqHmZ8yEtc10IDclD0tHnT9KKL2l5L3xIPNIwp2ccoSv5KN9ltFN/IICJ1gb0VVfBzU8gsQ7dBg3JT9JLvryXfM35SbxL+VzRHySu8Cpp5P4mX3hjOs5k9vf2VR+um2rAD42Psec8QMt8M35o/BET23N41PQI31V/g9X9Newf7eHtYAkOvcd43vwUOc2/YP3IisLeApxe+TWTsHYkShJhJ4w3n/DbVzww/fTQjuaiEtT+nIOJ5jYEg34jEhPF4QhKNJRWZeVic2EJ9oMDrC7NIf+Lr1D4zffY2TK+YMIGmurTN4IHfzqdNBKdNAU4ddEkWLGj6HTsLAR5nY5aUkoZuqMK53IeoibrFY5sB2pqE2cXiqLycLfG9M2O7X0rGkdq8GPtj+ie70bjeAteNDxBzUQDvq18hDfdRagdqMGqzYJfWrPxQ/2PKBsqR/14HZ7V/ITCngKEwGOLP5QAQ1iHHp8LTr8L5wE3zn0u+EJ+fKKSBINoLypB25sSbCwuoSknX32jK1Gx+L0+2Da34PZ4cXx8iO2tVayOjWFzcVlVEOmlg6E7GaDEzqm7wxOUCHa6XDKAkyOw7u0VBKVU2xIgdSDdb6ChEROdfSpYZhESJ9V9gpJt3wa7047RlRFYbavYPtnG0OokVvcW4fKfYnJjUv3WD62wO4+wZl9Hz8oATlxOHLoOMbA6gB3HvnGowhUfAqNCNLY6ib+9/RKfln2Op1XPUDlcgU8CoRCCfj8aC4uwZV1V8prq60N7aXlCsuPuVvnSw3XW+XQAJYKH7pUTUZ8TEuoNkdnZSVdXo5dp3Q3ZJvSYYKxT62RZWT+pqimxDxCY9jY3UZuVrT5fL9OShAT3gJFjr77FyZCg8kX0DwIunlCDCgZDGFjuxM/dz9E+347C3lx8wmV7JrNZrVgcH8P64hK2LOs42DG+JW6icOPlddlL4nQAJQKS7hUjgoduTeljPSUglTUlaecBvw8NhTnqY5cSli4+QWk3+sMB4c59cx+/OYbIIWKyDqBqrBrflX+Pqe1pGroNvWasrg4NWc8x1FgP+174/OH46Us+N/rpAko6NSWO7snSlHRO38SmpEvzYmPg9E03wBPcU3X6xjKL/MZ7ujDY0ARu1UknFxOUEi5AfIW2HlhR1JmH0t432HUaxvVPxAhV9ew5yh7/gLGebgVKItiEebkhQTqAEqcbuo2zBCWubul0ur/7Rh51gjHLSgDRvXkyHTQln9+Pk+Mj9Nc3wes2dvLH1011tpDb0dIDSjflbUijcbwVAysDqJmuRtVgtUr0CR/xSw0Lw0PKwN1bUQHb1vYF2t9EOtHn6QBKHN350+UI8NRo2Ol1OoIntRtdLhk2Jd1gTFmyblLVpsS6oFXJ7wvA6/Ojr6ER26tyekB6wNJ9gBIlwd/g/CBKu0rwsvVnDKwOqqasQMkbDDMgLpUAACAASURBVGBpehoDlXWoe/4CGwuL4XauX4jpAEo0IOteMaLBV7emRFnqBLpkaEosM1cJdTqCcSpP31hWytLj82JxdAJdlYYGAHAA0d+ndMqWtO4LlDitPQ06UDddixeNz7G4vaDWBD6hRckbCMC+s4OtxUUM1tTCOh/+2J7u0qbJlgB2JJ1GaY7uqpF6PFolyimmbpuSTg2RhU3G6hvrJ6U1JWrGXh/cAR9ODo7QVvQWJ3baS1IfkO4LlJQsQsDAYj++qfoW+T3ZsOwaq//G9C0YxOLwKLrfvUH59/+AZWZSa+cxE0sHTYmG2WRoSjqBjjKlTYmdXpf9Lx00JZaVNqVUBiXWDQeL0/Mz1fS7yiqwPGq8+2nuC6l6fV+aElffNo838FP9E/y24I+Ysk4pkXyi5ugBP/xeL462tjDZ3q7e20mWwNIBlAgeOqdalHEybEoET9LVBUqcEhHkdDpqXrr3KZGmrjLrLKuZltk+t744j67yipTnWfi/D1BS87QQ0DbTgc9rv0T1WBm27ZuKBfXuG6dwM+3dePPHz1Dy5Xc42NkV/rT76QBK7Oy6l7HZ2ZOhKVG70eVISycYky8CiG6bUlqsvpm+DOPznKPm1S84P3WmxQTuPkCJu7lDgRBOfQ40zzfg5/aXWNyaVbM6Y0tAKITOt6V4//VXePK//zcsF4ZuXc09QicdQImNXjcoscPrttck4zUT3cDJMuveXkHg1G3ojtfaE288arAiS67GDdfXYarXeO0k0htS8+peQCkMzz3Tnfiq9kt8XvsZBpf7lUA+CSIAX8CLjeU5jDTXorWgAKeHh0rVjLcCEhFtuoASgUmX41SDoKR7apQMQzc7ks6pEcusG+DJoy5Qol2D7Tzetq7OLAvHvy4NQck8CC1MTapTKXW1qWTSuQ9QMvgPYWJ5DHnd+fifkj+gZ7lbBStDtz8YwPzIMNreFKLyySOszMwkrczpAEq0gei0g1CYBCUZOXUJl5oS6epy7EjJmL7p1pR0Tt8Cl14WDcEf9MLpOsGMZRKd053omulE/2I/lvaXceo/U3v6RN6R1yQkJOKbZUnwOnU60VRQjBPNp3BGctR3dS+gpA6kDMK6b0HlSC2K+t5i+2RLFeJi9c1hs8O2uYGuNyVYmfy4QYkdU2fnpOZBjSFdNCV9zTs5WwIISndZfTNemY2U0uk+xfTGLBrHWtA00YSaoTI0jNehc7EbXUvd6FjoRNVoNepGatE03oju+S51KmOEwmWdifVt1pRE82x7VwbL9GwkWYpe3Qsohctu2V1D7Wgdnje+RNtMuwpVhm7uU5obHUN9Xg5a8wtwtLOrzli6LGo9EkwHTUn35kk2SqryOoGOtcEtAWz8upx5dNdFk9qhbkP37TZP8hQLHtRjuGAoiPWjddSN1OBtz1u87SlVR3E43E64PDxT6nLrDwT9cHtcOHIdoma8Aa9bc9C/2IeA2hB5eT7H+qYGG13fa9NT6H5fqXSzy9SFq9Tw4wOlu5WAqY9Pj7B+uA7r8SaG1sbQOtMNDhBqSwBHDuvEJPrfv0dzTg6qsrLhOrvbIWfRo5G8+JsOoEQAMdsDdDQVdnidUy3yRI2BdGUkviufydgSEKtz3oVPlpUaZzxlZsOPPkbnxHWM/pU+FHUXI6+nCN3LXdg7Mq82R6eIze2eYxdF/W9R3FN0oTXxvA1p99wSIPUt3ffs6Bi1v7yGL3B50hg7h4cLJSjt7ZllEoMXKZR6FLlRNrrIbYyERhCPlmwcbUBBVxFKByvRMNmIkoFC1IxX4RP15lQohO6KSoy3tGK2tw+j7W3w+LgX5EqaHzxgXB4F6uKRr2dnCKlRyTjV0hs+7pOJ0gGUaJjVvXmSDVS3TUk2T35QGbcMII86Dfxkg2XW/UIuNaXr3/mjwSICLh6/FzunNjRMtiC7uwhlI5VYta+p9nohqovGHkl38cx0wS4Rees/hN75Xvzc/BqrduP9NtVlQsbmSdGUpBsFAwH0lL2HdVZe4zIRfqDLWOBugNIeAsEgHO4TuHxu+II+nPqccHnPQa3R6T7DqceNUDCkBgiX/wyn5w54/V71/Mx1amimUvio8nH6vX94AIfHgf2zPbTNNuGr95+jfOQdlE1puK0ZDflZ6Kp4h+6y9yj/5QUWJ8ejyNx8a12cR9mzp7DML1w0imObDTl//hNWZo3dmgcHdnUwOalRIPIjk3JNn/exfvJM4ko68aPDzffmOLFoy3M2JmlQEiZ06Eva6DDzM0kncdnhZYSXdBLnunuJI3TMedCALKOxPJf4QlN8eS73Qsfsm3mMFd8cV+hIflKf0emoccqigcQ10zGHRYdH05LnBDpqdfKcB4UJPxfYAuDw3I6uuU4UdZWgfqwVg5ZR7J4YxzKr1qywK9zOeCx0uM1JPuZ7CbvwVXs1poOL+8so7CiCZc8AJqbz+owtIIqvcNtmnhNd3eo4E7O8VJxwu7qgH0ffuCmdmRZ5kvgSHl0+htMRlOz2Q+wdb6NhuBm5rQWoG69DbmseFq3LcJyfoHOiC6+asrB/Yhw38qanEOVd5Tg+PcaYZQQ/175E5Sjf+QsvbyrKkX8C/U2TdfhN4f+LJ83P0LXcA4fPAbVPaWFiBJ3v3mK8qQn2jXVsLi1g22qNmlVHCF51ZZ2dw7Pf/g7jHTRYBeH2eTBe14zyb7/C4vgozlxnGBoewsLCgmpUHJXZaNnIzNdyz07MBk2fz+nzGdMQNMSXMIkjtOjL6M+48pzxo9MzjPQZzq9l7O/vq7TR8Xgv+ZE30pc4Qp/hZt74nJoXQYRp+ZO4Zh4Zj/eSlvfyE/7N5dne3lbL7YwjMpL49JmP+JKf8Mx7eS75UUNk2c30zPkJDbMvdKRcpC/lY1pqc/wyjDyX+MIXfYZJ+aQcci++yJnxSTMi43A5eEQuAIfLCavdisqBSmS35+PtYCUW9pdw7j6H3+eH1+PFqTPSpkhfaEm5zOU388m46l61JYPG+ZkLzHhxcwEv615gddeCgC+EE6cDR4eHl2Th9njU2xIthYU4oZzDbc5cfnN+5vox11s0z7wX+YrsRY7iM46UT/KTvCQN41DO/JoJPxzA87UDcCGnMx8FvUX4S8kf0bs4oFYg+c7a36u/wN6pcRjk07pn+LryEVZsq6gbqsbo+iiyOnLh8l91XA9nUUGVvm68ES/bf8Gf3pJ+l2FTIsgsjk/g+f/1a9S+eImlgWG4HFS/roKfy+GMxgYR9Aext7iKxuwC8DPG8wP9KPrbP1D857+hu6pCqcvr6+uwWCwKtc2jnfmaCC739Ingci/oHsuXOOJLHLkXX8Jj+YwjjSHWc3MY45p5E/riS1zes8L5M4fxWuJG+xLvujgEOja669IKHXMcM8/ynD4bJMvOuOY45rSx+DHTMMclDdJjh5I48lzuo+ldla+EMz071YUtjUNuCOrl15n1GZT3lSOrJQets62wn9kvGmrA71fTkUDgapmTtuRj5i+ax+h7mcJMrI/hdUMWDs6OEfAH4Q4f28s8VZpgUH2Mo+71axxs734gk5tkE52v+Z7X8hM6N/kSP5rO5uam+hgl7WPNY7WoGqrGuf8Mc7Y5fFX/HZZ3VrFiW8Y3Dd9hdsOYAZ14TlAy+AY/Nb9S5yIt7iwhv6sIZ77YoMSFBuJG31oPvq3/Fk9an6FooFAtPnxCjU2wp+7Zzyj74ks8+X9+hdmBgYsKjeeCNI4PD9He0ISOd9XYXrFgdmQYI11dKP7ya/TVGcc30L5AYEplx06ke8MfwYMjk05HWbJz6nKkRRDR6QjE1L50urPTiBx3jjfQvzKI0v4yvO1/h/G1CfigTyaJ8j2w2IeC7iKlmbndfI9QeleEUm9tI9YXliIBKXbF6dux/Rijq6P4n7zfoWOqGRv766gfbkZORzam12fQNdWOwo58DM0PwbptwdzaNHLb89Ay246+pV48a3iF6vEGw/Bvsu9JUQNhsVAz+vTdX5HTnYfGmTZYj7bxiRz2P9Pdj4Lf/lGtwHlcTgR4dveH8hSaH/hEVX7N5MR+qEZGfuONqrI4GsHp0sHQzZGYP52OWgg7qE7Hzq4TlGg81s0j6ekGeE7FePZO9WA5Ctty0bM4APvZAbgJ2HBsuLQz6ZR2/LRapprxrq8Mbq8AfIQRKnb2zV3MDQ7HT/CeYxKUOH079Zxh37WP4/MjnLnOse84wIn7CF6fB7bTPTjcR+AJm6fuU7VVYuf0wPhWYsCN/dN9eLgyHKAt68ODCKmRru+uwQeXMqDvnG6hdb4F1WPVhqF7vH8QnW/LMdvTh4OtTYz39MI6l5wVgo8RlFgByQAlTt8upjEaGm4yQIka4m1XMi+6cvjCFXApI+rrlizkdRViZHkUXn+sUw0kJX251iCgOEn4Q37kduSif6FHpTCDI7k53N1Db5nxtSCB0ThJ30s0gtLubuIfDonNXGz5M7RtvBkvG14gq/01cjqz8KLxJZqmOgyb0mhbB9ryC9BTWoz24gJUPn2K5bHxW1WneToYi8mPEZQoh2R0ePPqWyxZJxqWDB6pKZHPuF24DUtT5t6fY5cDLbMdeN2di3eD5ZjZXITLJ2AkMePOIakR+fY73fbRBp7XPVcagzlDPuXZ3e2FJXAcHhl9LLWKcC8nT1IOHh6C5zrG4fkh7Od29b04t9/D6ZshRLPg5FqWWuVeh58uoES7kk5HjUb31CgZ774lw6Z0IyipTmkybvLIk5AP4+vjqB6rQe1QDVqnWsAvX9D53F4E/YQrPwQEdNbV3WhFytE11634N/NIgwY15/6qaswNGwe/8T6VnKEp3bB5UiPD6hiT8L5GrtpffM3ELJaL64sLfRykAygRkG7sSAmKJBmGbsqSdHU5TjF129Jo3Ddvnow0qciVWSV3ehwYXBlEYVch3vS9w+zmHPz+y4Zr1g9Xlh5iahavrKl1Os6dqO2rx6bdeNGU/IoKMN3ThdGWVkVOdoHHSzvZ8e4dlC52wrNNKFBKdhEv008HUKJGo1Nj4EhITYmdXqeTpXFdNGX6pnPkjgV0bHomSFLsb5/sonGmFdntWagYKseazTivWT002wRCxi5xA5R0lVw/HdY3d3DPWGfxvus9/IHLxt4Tuw0tb0rgcYsxXD8Pt6V436AUzecn0QHJvk8HUEqn10x0Ah07ku5tCwR385YATrpEW+CLr5YDK2qHKlHUno+m6Wbsnx9EmmCI4yZjC4wZUEYwTmVQMgYhL9xnLviCfrzvKcGEdcwolwmNa7New3l8GClvilxlQClFKsLMBjtSOmhKBE9qN7ocO7pOkCNfXq8Hp1HbK2yuQ7TMd6gVtIr+KiwdLKt3oCLlMPXcSODFFTVZbvhLVUdQMrROY2q9dbSOvJYcuLiR0FS00fo6LI6GwSqFCpMBpRSqDGGFNovbLmMLjWg/WTYlnSCSHE3pHM5jY9Fg68iK6pEa/NyWi/qpJmwcia3FkBZfa6BudKnnRguSB6aFd4jHeJQyQawX8imuarhKfU5I7ulbZqbQUfLGHJQS1xlQSolquMyEbpsSqXPkZKfX6djoSVOXDYg86jScs6znnlNMWcfxfrgcuR056J7rxIkr9pTFpERcKSaWlTymsqZE5qNluWJbREFnvnofVAq3vW5Fe2Gesj1JWCr4GVBKhVqI4oGdXfcuZHYk3VsCUuU1E0O3uTydsp/sYXCxX703lduRh4HVfpx5IzvajaNtogQf522q25RYDLPWaRzgE8SbvjeYXDPeFePZ+Jzadpe+xb68dhUPKscpo7tEy4DSXaSXpLQ09ppV77tmw9Gd6rxuUOK2BZ3aF0d32tIS0rzUyli4N4WAXce2OjY2tz0XjZN12D7ZVG/MKxlyC49s47lDBySPqawpUX4iS5Zb5Ll0sISC1gI1QZVTMPvKK7A0arxywhd7U8FlQCkVaiGKB47EujUlgpJO4zlZ5qqWbpvSTTyy20Tvq/HChemNMbwfeIes9iz0LPWoXdjk0etxw+lwREn4brccNFJ59Y2l42BxWZZBeIMelPSWYGF74UIAc/19mGxuuVhfvHjwgBcZUHpA4V+VNUEpGZqSbnuN7hdyP+xIEQmp0d5ApItAvqg5bBlRQFTSV4wJywRcgcgUjRF5hpDD6bxIo+Mi1UGJsvpQlsb0dmh1AuWDFQiEX1J1Hh6gLbcAXp9Pmfl1yOeuNDKgdFcJJiE9R7jLo9zdMpFGqlOrIUe6twREG2cvlzoytbDsW1A1XIHCngJ0L3TBsrcKOW1CpYlEVZqc7r1P6bIlIFZ9n/t9yGstwM6xsfIY8PvQkJuL0+OTi/1bl+V+/3f/fKBkapCxxJkumyd1T9+oJekEOso2Ga+ZXAUg/oAPU9szKOwpRFFXEXoW+uH0mI53ueL9LZbZvHkyVptINIxabKpP3whIV8lyYGkAk9bJcLFDGG1uwOJo4sdPJyq3eOMboGScEiBTdfpRinKEnLITSoybt3REEsa+0rajm9qAGY/4vQbu3hVnnDOXHucpsTHpBhCq87FGTpHPbXwCJ+nqctSUON0yu3P/uVpFK+4uQmFPERa25+EzvYsWaaiRujanp1bD6bAux3ZGmvRT2V2nde44N1EzXHnBPg3dvdUVF/cPfaFAae/y0SWhS5tVTSutPEwzYLo39XmWgxp0ZA9/fCXTBkpk6+zMgY35GdjWrarRMMxxZMfG3BxOHQ7Frv3gIOVPnkyWoVv36hu3BOi0UwX8AXWMqx8BLO+vom+lFzlt2agersLS7u1OSiS46365mfWTyqtv7Hof2pTCHTIEONzHKOnJx9ahceqBdXEOve9K4L/mxI74urOeWAQl274NLo8bc1uzOHYdIegLwmJbhcW+Bg5UiwcrmN6dgYdHyAQBm+MAk9tTOHGdwOl2YmpzGnundgVKopDEy502UOLAdWSzoaH4Dd49faEOHfd6XKh+/Qq1efk4th0hEAxhd2dXndFNBqmC88cGdtO1xIuOy3sJ4+gkdMSXZ3Jv9s1pGS73bPT8cTSOjm+OZ86P1/xdlR/Bgz/JQ+gKDXN4NA3zvVzTp6Zkpnld/pJO4vDeF6C8/MYmanW+jQdT1kkUdb1BYWcRJiyjOHYdIhCkNhaCPxBUJw3y5VKzHEhL6Eu5JEw0JfNzeUZf+JF09M0ykXBJz2cEOonD5/LMTI/XEh6LZvSz6Pjx3EfzJmnIG7Vilp3X/F3k5zeOdWufbUHzdKNqY26XE93FJdjfDtuZwv1C6It/QSMsI8mPz+WZhJnvzbISWuJLPLlnm+cZ3Yf2I+wc7eIvpX9G73I/LLYNfFf1PYbmhjG1NYVHNd8jrytb7bvyBr3Ia8/C15Xf4O3QOzTNtuJR5U/I7uD2B6pS8cKREU8bKJEcR4f+qkaU/fRMUd9amcfbzz5D1cuX2JhdwPHpKQYHB7EwP6/isuNLo+U1Gxt9Tp/kGe0HjCMdUKZWEk/umZZx2UklDePwnmmFNn3+JJ3kIz7DqYHs7u6qtAyXtJKGPn/m/Hgv+Un+4jM9zz6ibUVoyDP6bMD0hQbLK/fRYebysfHwdRjhXdIIv2afz3hP38P30ShXl1vVw/6JDW0zbchqeY0Cnru8PIRz/yk4qPg8xnEmbreRVupL+BD5kE8zrwxnufglE34Zhs/M/JjvY8lNeJU0ZpmwflinwovElbqmL3yJzzhCS8kg3E4krdCSfOQ+VrmknJKfpBFafM56IZ+8VrKWr6Z4+EUUlzJ057dlw3F2rD7H1FRQiJWxCXWELL9yQr5Jl+lJV9q/tGXSZDifm38Mk7TmckbzEZ1W0jBPfs1kb8/4dFLbUisGV4bQNNuOP5X8FRUjFehaacPr5heomahC10wPDhw2lPa9wa7LhmctL5HVmQvr0ToKevLh8ERetYkXmrSBkprru9xYGp9CXVYuzh0nsMzOoulVNsbqa1GTlaUA02ZL/ekbK4w/nY6AzUas07HR3WinUkZIY09xtB3G5jxCw2gjcjsLUDFSjkXbwqXXIKLj34Z3lpkdQqdjx+EIn8qO2slN9c1tFGs2Y1rMs5UWuvpSokicvu3t7YGHPPJ7b60zraibbEDpcClyB/LQONmEwble/FD1NfoWerHvtCG3Kw/D6+P4pS0bhb0lGFruR25nLlwBz8NqSpsWK1rq6jHU0ISN1SVsLC9hsKkF1Tk5mBvuVwK3H9hT3qbETsQRSacjKLEz6XRx7VOinYJ7YsIqtCfkweDKKJqmWlDe9x7ts22wOW2KLUZzn5PHBPXtawrFMuu2KbF+0gGUbhrYuMeresQ4q/vAuoHOIr6c+/BgS1BiP3WcOpDfVoA33cWY35lFVV85KvvKYNldxchcP+qHyrG4OYe1vVXUTTUguyEXk9YpzGzMIr8pD/0LvUa7StBWpk1TYu60wgd5lAZtREE/QvJ1CTWqGQ09HbYEsNHrHN2pcVCjuWnkvKZvx3zEKQJH5At3DZYcOPfROd+BnNYslPaXYHZrGl5c1txISzdwssy6AZ6dPZVBifUdzyBkc+4jv7cQhy4Hzh1O1ORkpwwoUVOi88EPL7zq/SBj0Z82MR/8IQ5ehgbO7SL88mMQbItshIxp2M7U10wS3BaqFZQudY4rlmzTAZQ4LeJPl2MjZefU3eGpKfkvbQm4vC2D/O8591A70YhfOl6hdrwBW4emz1arBsSR2UCzeDpSojIhgOjep5TqmpKA0nWaktRUyeA7jG1MIuDzY6SjGV7PGbhadc34kmgVJBxfpm+XEl7BkArmv/Bzdnvp+ipY3YQfXiJ49U1yQOnq/NLiu2+6NSWKIxk2pZNoTSksd379Y9m2jJrRGmS156gPBB6eHcWoFVNrinHcRowECQcRiHUCPBlIdU2JPMardQ6sDaB2olbJ1To9jpU5Y1PlQ07iCEpc6LnaXW43V8UTcLrq+VXhGVCKIZlkgBIb6Y1G6Ri8XBXECue0yOeNTN/OPCfonGlDXkch+H32xd1lONyi8XGJ/PoRi8vCBBGO9Loc6XFlR6dLF1C6frrOj2WG4PCeIKstCx74sTAwhIGmBkNU+qogYdHfDEoJk0woQQaUYoiLnUj3yZMEpOvU+Rhs3BjkOHbQfId1+4YabV83vUbLRCN2j81TNM78TTr1NVTJo05bGrNimbkdQqdj/RBAU9lRM75eloI6IVSP1mBubwHrc7PoreVOb3n2MCXMgNLDyP3aXNmRdANI4oZuNkz5kV21tn/Btz/owdTqJN50l6ivsXZMtePo3NT5b9Gu451yXDARx0UyDN3s7Kls6KZYEpmuT1jGUDlaBa/rBG2lRTjTfNRLHNV0KUoGlC6JIzVuOBLrXDGimn47TYkGT+o5EQuD/XQfo6vjaBhvREFDLibWhuHyh6dHYYXottOvm0f3xOuH4K7b0J3qmhLln4gsbcd7KOzLx7nXgebCAuxvXj67PHGp3y1FBpTuJr+kpKYdRKemJI2UwJSIE2WHXzFeP9pBxVA18toKUTvShC3HnvrYoU5Nn1Oi6+0giXBvxE3GlJA8prKmdJv6fttbjAXbIvpq6mGdnU1c0BpTZEBJozB1kaI9SeeGPzZSAt1VNgYBn1i2hPndZZT2lyG7LQu9S304Pouc4mi3HcDrSQzorpMRAYRaiE5HcOfrFjodtdhUtimxvgmciaw6Di4PoHG2GRszsxioDRu7dQotAVoZUEpAWPcVlR2JIKLTXbv6FrXadXJ+jKmdKeR25SO/twDjG6MIwMyPYWs6Ozv94JPWd+GZHT1Rbe6m/JKhKbFuUllTokyure8YQrOd2tR7h0d7W2jOK4gR4/6CMqB0f7KOOyfdmyeZMTun2315B3X0Frn1w3VUDFahcqhKvUE+vzcHr9+cJqJTkebh0aFWEGFH0jltJY+kp1PrJM1UtymRR9qU4h/YgvD43OhYaMXm3io6ikvgO9f77iV5itdlQCleSd1jvOumWrdhg+q81++D28MvhQSNfUBhfAkggLntRZT3laOwMx/9SwM4NZ3oGA1c5vw5zWTj1+WoKcXfkeLLNdFpTDxU00VTileWoZBRh33WfvTPd2OmsU2dqqFkcXkcikc8d46TAaU7i1A/Ad2rb7QVubyXj8N1+o7Rv9SPkh6eXZSHCesoPPyscwKO+390TrcIcMmwKencp0SApyabyjYlVmEiq2/yDbyhlRG0zrZgtrMbM3JiQNTUPoHmceuoGVC6teiSl5AG6bt0ThncxCenfDHRF/Bi+8CKccsQijoKUD1ci+XdZfUy40VpzIkuAmNf6NaU2JF0T9+SoSmRx1S3KVGW8WpKUruHp4d4P1qLgY5GTLa0KI06shlEYiXf/0hAKdLT0uGFXDamq1bKbm4SnHDxFYJITI/fgzHrBLI6slHUV4jBpX4cn364InXdVC1CLXKlG5SStXnyLgAfKa1xRU2JoJTKmhJ5vK0sS3rLML4whN6y93CdGkdIR8sg2ff/tKDEPhmrk6UDKHF6oGPzJMFoeGkI+Z15yOvKx9jKOM590QZMQ1K3aWhcatc9fdOtKRHgP1ZD923AeGChD12zXWgpLobj0H6bZnHnNP80oGQoBhH1gC9/hvwfKp/pAErsmIlqShwdxR2cHqBltg3ZLTmoGKzEut1inC8ViMRJ9DB1oW32RVMy521+nug1R3dOt3Q63dM3lpVAp6vMOstqpnVbTWn7aBOl3cXoqHiHg81NM8l7u1agtBd9SkCk7Zr306mvFgUjL4VHmDTHj4TGc6XthVw2klOHHV1VZdhaWVKfV+I7k1Pd/WgsLMT+hnHs5+HhETY2NuLh7cHixG1TMsndH/JjZG0UDWNNqBuuR+NYE3aOI5+p8Xv1H4dLDYS2C10uGaCUDE2J9ZPqNqXbgpLLe46KoXfobq3AVJdxWquu+o2XztbWNg5s+zhxHaBsqAItE23gWwVrh+uon2gwPgYAoGu2DRX9lbC57FjcWUBxexGW95eNA5XUM5OKEgAAEnlJREFUiafx5ng5njZQItlzpwM5f/8SIw2NKhfXqRvlj54i5y//H0ab68CvYKyurmJlZUU1KnYoVh796Gu55/SE9gPei8808pN4vGdcMz15Rj/WT+KKL/SpdvPHL33EoklaofBL6vYzuwKjvI48FPcUY8oyCY+fS/9A0M93oAztg52TP8lL+Immz+f8MTxWHHlGn6BEmown4eZ0DI91L+UU+pKeWg21RHMac1xzuOQnac20eM24TEs5qiNWTHXMtOZ0jCthkjaanjxnXNIkr8Kb8EKfPwm/igbDzXHM+Us+5rTmuBJuTiNh5rSsF8qSz8xxhRbjSriZZzYcfuWkojYH3e9rlUboC8tL0kbTZHpz3nwucc3hzE/Co3kWXgj2G+ubODk6xvByN75u+AI/VP2Ibfsmslpe4k/FfzQQJBTC30o/Re14DQ7P7eqNg5etL9W53F6/8ZbBbbVZbaAkDMwODWKq3zib1+/zo/r5c2T/5ldY6u+B8/wcw8PDmDd9zUQ6Akc/ViR9+VFQ0gDFN8eTiqfPH21BpMc4QlfCZUomcSWO+EKf8ex2O3Z2dhQNI9yYznkIAG4fPG4vto62UdZfjuzmLHXW9fL+ivreFc8ScamyhL80EZ4KEkC4NM78mQfpCm9STjOPfE7eJC7LwzCJy7RUs1lmcxnM6SQtnzNc7kmL6cz5kR6ngyw74/Ne6Mq90GBa4UOe0Zef5MM4nK7zaFWGmfMzp4uuN+FN8pO4ck9bmjkNeeUz4UlkJfkJX1Im3pvjMK08E1+eM67QkWcMExkIrWieCcSUpaQlPYkr+dG/FH5+BmrUvUv9yK56gfbiUrXhlvlKXHM+DCd9/oS36PwoEymDmWeJz2fyIy/8WazrsNsPMWubw59L/4QnDY9RP1mLwu4c5HTngHvr6PgBgR+bHqF5ug7VQ2U48hwiv7sAR+fGIo5ggoFi8f/XBkq0HhGV64vfoPV9KZyOEyxNj6LixVO0FRWjuahIcXV0fJzy0zdV2RevmUTmaH4EsXWwhaapVrxqyUbrdBt2T66be0cqQkamSMjdr9hQSVeX4yjKsut05I+NXqcjj+kwfSMgJOaMtnbodaKwrQBtxYWw70RMAInRun1sDnZHxw5UTjYhrycXTxse47v6H/BF+Rf4z+f/C4v7y3CeOXDmdiKvKxfFA2/U59xrx+vxpq8ULtlvZ7KzJsKNNlBipqdOJ9reVWGgoRmWlWWsrcxhsrMTg3Vt2FyyqAM4+JWEjfX1RHi897inp044nHJiI+DwnKFvoQtFncVoGK3DsHUIx+bvWUVwKyavHDHYQHV3eGpeOkGJtDjS6nQsMzUwnY5gTABNVcf65gB9G1lKU6oYrkB5wUusjU/fezEJSgc2OzaPt9E43oKO6VacuI9gP7Whd6EXO44drOysYGp1GO1jjbCfHWDUOorywTJYD9Yih3TfknNtoMSKMI9eFK4IWHjjfaqtvl2sD5pQ3e/xIeQNYPfchrqpZrxqeYWq0TJY9lekKAkd7k7ZsMMnPnJeZBfzQmw1MR/eIpAdSTdwyvThFuxcmYSd3dzWroz4QA901Pfo9jgeP/0UlsHRey+FWn275oxubvW56DcxuFP79GKExxukFZRYGXQRpiKwJFe2g1T6GKVxhJoZPflpqIXNORR2FSK3Jx/NU204ckX2i0g54hWwksetD3m7PhfaVmgD0OWSMdUigOg85I1tjJpSKoMS6+Oustx0bOKHrM8w3dyM0A1nq+uqf6FzCZTY4KMafdRtOEKMiEIwQV8bKN2YbxiwUkNT+lCAR64TDCwMoX26GT83/YzW2VY4zk9MxTJ2aQvwmh7EdclGqhNAmCmN5zq1r2RoSgQlHRtRRciUf6prSuSVsrxLffNo45LOPFS/fqE+vyTlvw//EijdR4ZRedwfKIUzTh1QMhiyOfbQPN2K7LZ81A83YPNwAy73GbyXjhn5EMSi5HjtLTtSMqZvtNWkOihxOqgTlChoGs7TQVO6y1SYs43a4Uo8+fvvEXIlajC/tjne+DADSjeK6K4RYiubS7YVvB8uQ15LNtom2nBwFpminZ/p/2w3weMujTSWFNLF0E2NTqdLdUM3y3rX6RtpdM6048mPf8DO8oIS32219ERlnwGlRCWWUPzLnxZye92Y211EQXcRCjuLMLA0hHN/9GpT6GLfRkJZ3RCZoHQXdT4W+WRM3zg10ukIxNwfo9Oly/TtroPQpnMDT3L+gqH2ZiU+ak/34TKglAQpG+br8Ps4oRD2+enq8TqUjZSjeaIdC7uL8ARMnS9kfBhQWOFIrLsjEZR0d3gakHVO33SM7iJD8dkxdW8JSIfp2223BIjcaF0OwI+nb77AyEC7EWxaIY7E03+VASWNMo0eR1Z3FlE6VIKs1iy0z3Vg8yS+d+7YkXQCSLJsSgRPNn5dToyzOqcJyQBj1k8q25QoP8ryLgMGTyily61+ioqKLHXN98/uw2VASbOUXT43prfnUdT9Tm12HFgZwFkgsqPY6HDR8HWZCY7sOkd35smOpHtnM19joHajyyVDUyK46/6aSarblFjfBKS71LcAUO9kC376+vcIeH0xjwLSVfdmOhlQMksjoevLwLJ+uInh1UGU9ZWjoOsNRrfG4Q2ffZzoVJyNKRmakm6bEle17jIaR4ubozvBU6ejHHVPhcmjMbjo5FQvLV1a5/7RFn7+9n+wv31/x5hkQCmBtmBsygxebOYKBAOw2NZQPlihgKhnvh/7DlsUBlHlvQxgN2XJTqR7GfuuI2csnqkp6QSlZGlKH+vqGzW6u7ozjxNffPp/YGV24q6k4k6fAaV4RWXCFm/Ijcm1cbzrfoP8tmyMrY7ApXGE50isW1O6q40hlpgInKSry/F9Mt3aHOnp6JxSRpkKp4NNSZcsv/3hv9FR+05EkHQ/A0pXiZir+VHPjs6OMLA4gLzWLFQMlGJmfRJB6OuUkh07u+7RnRqNTqAjr+miKen8mgnLTZBLZVAijzq1znd1WSh8+Y00z6T7GVCKIWLzuz48bnNhdwlN442oG6tF/WgDNo94yoCxEnHxHbUYdG4bxOmbbjsIG6mukVPKRWM86epypEXg1GmvodZJgNdFk3TIY6qDkk773MhCPx5/8d93fvs+3naSASWRVJRa5PZ5MLE6gbzOIhR2FWNoZQjn7qhNeFFphNRdfRq6dYISOxI1Jd2gxM6uE5R0diSpA5ZZt30u1UGJ9c160bVoYD87xPd/+w08F0fAJKnhhyvt4wYlyjZqQ5jT50Tfch/yu/Pwtv8dVmyr6tB9aeQqflSai2eaLnQbugWUdE/fkvGayV2WsWOJnx1T5/YK5pHq0zfd9e0O+lHw4jtY5qaUiJPc/NWJprvXHF0Sq551hj3wC7nGFIz/rftW9C1043VLFt6PV2HVvvZBOZM7PkSyY6NPhqaka+QUTrmjO9U1JQKxblAicKbyIW+sH5kKS13d2g9BHT7bVl2C3qZqRSbZ/eCj05S4kW5rc0sJ1+0/xdT6OEo6SlA70oDBlVHYTC/GGhWZ7Cr4sLlwuqG7IyVrS4BOUCKPOlfKKFkCSDIM3ekASjpkKa1/vL8NTW/yVGOVsA9brp6QjwaUKEgeqL88v4C5lVmMWMZQ0l2M8v5SWA8seqSpiQo7OjuoTsdOpHP5nrzptq3ItENnuVlm3bY03fR0lldo0RCvc8DYWFtAU1G29jYk/Jp9ghI/nPFQ7l6nbzwSZHB0AJ/++Bc8Kf0JLUNtWLWuYd26rj67xM8vra2uYnlpGUtLSw/yW1tbw8TEBMbHx8Fr8sFPQvF6eXlZ/eQ6ER7n5uYwOzur0ieSLjoueSA//PX392NxcfGCT8ZVMgzzauY7mk70PenyKzPT09Na5E4+LBaLkuXQ0JC6Zh7Mlz5lSP7M19E8XXU/NTWlyn3V83jDzfKJxQefsxykR1+u46FPWc7MzNxZlsvLS1hdW8Xs1ARyXzzGyMgIVi2WC7rmMpiv4+ExVhzKge3qowElIq/FasHC4rz6plrIF8Dh0TGOHSfweb1Kzaeqz5GQWsBD/Lj3h5+BGhsbU3Yl2oH4YyXRzsRrxqHPqUm8PDJuIvFj0TWnZ/5s9AQlGiUlPg/Rs9lsakQlv/v7+0rrk+c3+eY8bop73XPmSznxR6DjZ5bIM9Owfskzpze8Z9x482U8SXdd/vE8oymB8qJWTN7Ihzkd8+EKJ58zbqJtM94ymfOMvuZHLPb2duF2u7C6toS1NYsyLbhckc+Ksb7JI/Njee7af1juh9xycW+aEqcGjY2N+MMffo/GpjqlGdoPDvDV11/j+YsX2N3dw7Nnz/Dll1+qTvVQqiM7eUFBAX7729/CarWqyqmurkZeXp7qWE1NTfjjH/+oQOsheKTG9bvf/U4BJK+/+eYbDA4OKlbYKKuqqvD1119jdHQUlZWV+Nvf/qZA9j55ZcegvL777julcZKPH374QfFEPijPL774ApQltce///3vKCsru08WVV7Nzc346quvFA8dHR2qXsmTOGoMLAeB9aefflKy5vV9OovViucvnqOyqhKLS0t4/PhHPH78WIEogYj8/eMf/1DAz/71pz/9SZXnPnnUnde9gRJHgIqKCtVBsrKyFKq3tLSgrq4Ob968weMff0RPTw/evn2rfN0FjZcebT+bm5v4/vvv1YjEEf0Pf/gDysvL1ffqfvzxR9XRXr58GS9JbfE4elGO5I2jOqdFv/rVr7CwYJxMSBsG+ScIPH36VIErNb4XL15o4yEeQuwstCXl5uYq4CFPvb29CoyYvqioCJ9++qmSKUG0s7MT2dnZqkzx0NcRh4Mkp2PffvstWltbUV9fr+TJtkkZE+BZ14WFhXj37p1qkyUlJRgYGNCRfdw0yEtpaamSGaetBFEOOtTsOP0iv2wHz/nR1+xsNVi+evUqbvqpGPHeQIlTiba2NjXq5Ofnq4rniEn7DUenP//5z6qRdHV1ob09fKjVA0mMIw4BlI7zdOlABCJ2NKrxHDkfyhUXFys5Uk2nlkRtSIyqBFQ24snJScUrQfWXX365d1bZYTjAsFNRu2DnFjsFrwkG7EQckBiXZaKB9b4cQYnTnp9//lnxQNAkn6xfAiqBk1o7eSSo0wZG8Oru7r4vFo1Pdvt8SvslDwSfR48eKQ2U20Go1VN+rPMnT56oQYhl4Iwjnd29gRJHS3YWqpfs8ER9akbsUOzsHNGpAXAUoJAfyrETcaRhg6WhlgbvnJwc1YkaGhpUxX/22WcPps1RK/r3f/931eHZmdmJ2GA5DSJA/frXvwb5YzxqSxxZCfT36diB/+M//kNN2TjF/K//+i/FE4GS00qO6qxn0aT++te/Km2EGtZ9OebFQZHgyGkctSEOjAxj26ypqVFyZXvlNI7xyLMA633wSc2Y/YIDIGVFbY58cFpM7ZJ8clrMKTx5ZDv9/PPPL6bz98FjMvK4N1Ai80R3Gj1pSKPhk9oTrf2citCxk60/8Ndz2ViFH/LLH+9pVCaw8p7XD2EIZJ4ES+bPjk/bDTs691RxhCSYU55c+aGBls8JCtQK7tNxnxdBkSM565k8UONkh6YsySvBnnxT2yOgsi3cp2Ndsr2Z65Vtk9M28iyObZWOcR9isJQ6pkzZNglEtHVSW6fMqAlTvnQMoywfom0qBjT9u1dQuo7n++441/GSeZaRQEYCDyeBlAGlhxNBJueMBDISSCUJZEAplWojBXkRDZa+/FKQzQxL/0QSyIDSP1Fl3rUoXGbmkjftPLT7cBOp2XH1Z2NjQz03h193zdVVGo23t7dVNNKnkZbL8RmXkUAsCWRAKZZUPtIwLoVztYkGaS7ny3Izt2zQiMplcq4CcVma4ERDNg3rNKwSfLiKxbQ0yhLAaJjlCiBXj16/fq0M77///e/VRkmudmVcRgKxJJABpVhS+YjDqMVwdzOBh1sMuI+HWzkIItw8yM163L/DFSBu4fjNb36j9p8xHpequcOY19wSwF3a3B3PFTfSYzi1Jq5k0c+4jARiSSADSrGk8hGHcUn8X//1X5WWJHuduMxMzYkbCWtraxVIUXvi/hgCFPd1EbT4jBs1uZ+H2hH3oRHEuLGT4PQv//IvaqsCtyxwJ3fGZSQQSwIZUIollY84jPt3qNEQkOio0XCzI4FJvaG+uqo2GHJ3M4GGr99Q8yFgceMmd2ZzSsdd+9xDw53G3DPFMJmy9fX14f379x+xlDNFv04CGVC6Tjof+TNZeRMxXLX6xjfoqS3xRVHamcyO2hM3JYoj6PE1Iu7szriMBGJJIANKsaSSCUtYAtxdzNW7jMtI4K4S+P8BtojgcfovjiYAAAAASUVORK5CYII=) 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)
电性能曲线图: 安装尺寸图(mm):
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