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L/0YtADr3/UL/11j/8AQ1qM/wDIZT/r3b/0IVJe/wCoX/rrH/6GtRn/AJDKf9e7f+hCgDmtc/497r/sF6r/AOjI6km/5GCf/sJp/wCibeo9c/497r/sGar/AOjI6jnvrb/hJ54FlDy/2ogKxguV/dW4+bGdvIPXHSgDtaKKKACiiigAooooAKKKKACqeq/8gu4/3KuVT1X/AJBdx/uUAXKzNU/5COif9frf+k81aMjiONnYMQoydqlj+AHJrDm1XT9QTRtQiuGEGz+0IyYm+eIwsoPTj/WA8/TqRQBZ16D7TbWsIlliLXKASRNhlPOCP/r5HqCK5vUbS9svE0U8wcs1hKx1HTkxOdrxDMsPIkAB7bidxAQYBrS1vVtIvrAq2oSRfZryJZPJ3JIkm9FC54wd0kec8YbngmoH1C60/wAS2X2xLi8hFrcbZ4bdjIqkwt86quG5AGU7sPlGCaAMCK4gfT9Hub6ETxR6NLHHfaduLKCIBhwhLqATg4LL3OBnDdUtbmKKS6hme4jdATqFiR5zlUiwXixsl+UYyBnsF9JbBRq1ho11ZwG2mi0aVTcJcRhn2rCpzs3qwGT8r9DzgEA1nawb611N/tN5bWFw0WDc28ZeJ3Kxf6xC/HY5K9BjzBnFAHYfbrW9Ed1qkMNxDE+yDU7EurQ7gNwkAO+HsDyRgZYr0Gfq1jeWd9pF/bTi6V7jcb63AE7hYZCu9B8k4K5BI2sBwuScgvprW8i8/UpNSiuAq+RfWEnkpMpzws21AAf7rnbyMEnkZuo2c+mXWjzTWNjpkz3DYvchoXby5DmeEdGJJJYMe+XHFACXGqWX2WCGE2jxzMyjTstNZXYORtA2s0LncAYyvViAr4zWhBP9puhb2en391aLGRLpN6qxSW4BQgwlyrEZ2kZJUEYVlKkVBqEn9rG2N/K0OpmXy7eeztg9tcqyHG0tlZV+bGxyOQSAOGrONtJYzQW+q2Jhk8otELy4VzG2Uy9qAWwByTDuzgbRlcBgCK0uJbrw9prTta3NrDYu0Babde2b7FBGDsII5GAS2Dj5802Z5mC3/wBonaCctGNVtbVUF2RIAftSMoAUYwHBUc4BTjLredx4e0+V7i5eWPTnhjvNPiWJANi/JMGACgZ5yx5GRtJAEkqxm5UW62trqKPIJQ3mXi3g81SMORnI5G85YbcFSMZAAQIrw6dJp0TpGEEemRzzXixLtZTJbSAAL12lGIAXHKA4erdQlEsZRestr5qFZXZbby28pkYzW8Kh1fGAWBXqVYKo+bWngjks3DWUiQIuJNKv51SS2bgCWKGIhWA5IAbkjKFWzuZdx7pbSWK5edDKVXU4YxbRAhT+7uAoU7c56EjGQdp5YAw7JZNPmtLS902G4jW12rBe2h2SghlICmMuIx/eRAqg5eJchj0SaPbXeoTS6EhilV4rmayuCcsTuzLG+7DnDDDq3UBQ64YF1rBG87wQWGnqhnJbQY9mx9kbDzIZOhyApAwoBPzbWJNNlsMXcslrK8luPJaQlWhngcFzmZkG9W4/1gHI4cOp3UAZdteyS2xWVpTdG2SEmSQxzQjLgIkm0BucERzAFslgzgAm1ZtF5c16JZSWkkEt/YxbLmIi64M8XO5gDkAocZI2AdZFvYdR0totYjYkWMTQ3ywbDCpJwsmcjBBxvXMT7W6ZCmlFBdadNCksjq8U0q2t1GWbB+1MCFUDMozz5LknHKsxA2gG9f6ZbppLCQrLpchDG4ssG2mDEhhPBuC7STkumBySSgBNQ2kE+l6vaSaTp1pZ3dzBIoa4uB9lvFDLtCOpd1fbghegBbG/bkaEV8ZpRJa3P2PU5CCywR5g1FV6uvyuVIyQf4lIwwYBScwrY/bzcWWjajfI8LnUtMuZBIYSSrFlidztfJz8gw45GeCQDabVZbq+trW8vU0y8jLebGYgrLlDzG7kq6/7QBHYgEECLVpdPgv9Lu5Hur+WxZpVulnz8zK0eAiDDE7+QoAHBPFZv2ZIjpdq6WqWM0xOnXy3LJNG4XCRyPjLPnIBJO4AqwJyX20m1C8lMN5dW9vqNjA63Qt5pAhV0G2ZU7jKtjPKlWUMeSQDmbSHSvt19vtZ1vrfS1ia1V1cPxdsXMxG5mfdLlsY3cnJNd5GJRFpomt0t5PNOYkfeF/dvxnAz+Vc/dWNxpuoX18uqCJ0t4xHC87EQk+aqZZuHDOw+8MJtOOuaq6T4h0e88U21t/wlNpqOoyzSCO3t5g4VVSX+6MZA78ZxnFAHeUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcx41kvVsbNLIjL3K+YCJOUH3gNgPO3cQGyMgEg4oA6WXPlPtUsdpwA2Cfx7Vz2j2Os29xA167uu5ndnumbYp3/ALvbjDYJXDE52jB5HOro0Zi0azBkMhMSsW81pASRk4ZyWIyeMnpir1AGXpyXhsgUngC73wDASQN5776r+IkvR4Z1YtcW5X7HNkCBh/Af9utDS/8AjwT/AH3/APQzUHiT/kVtX/68pv8A0A0AOvkvv7Puc3Fvjym/5YN6H/bqGdL3+z4M3FvjzIf+WDf31/26v3//ACDrn/rk/wDI1Dcf8g6D/rpB/wChrQBkRJefaNX/AH9v/wAhKDP7huvl2/8At0+NLzzp/wB/B/rI/wDlif8An4f/AG6li/4+NY/7Clv/AOi7enx/6+4/66Rf+lD0AS6Wl9/Zlvi4t8bP+eDf/F06+S++zpm4tyPOi/5YN/z0X/bqfSv+QXb/AO5Tr/8A490/67xf+jFoAqaol9/Zdxm4t8bP+eDf/F0XSX32+x/0i3++/wDywb+6f9urOq/8gu4/3KLr/j/sf99//QDQBjSpefaNI/f2/wDyEp8fuW6+Xcf7dZOy7+1r+/gz5Fp/yxP9+4/2q3pf+PjR/wDsKXH/AKLuKyf+Xxf+vez/APQ7igDorGO+/s+2xcW/+qX/AJYN6D/bqprqXo0+LdcW5H2y16QN/wA94/8AbrUsP+Qdbf8AXJP5Cqmv/wDIOi/6/bT/ANKI6AG6ml99gbNxb/fT/lg394f7dE6X39p2n+kW+dkn/LBv9n/bqzqn/Hg/++n/AKGKJ/8AkKWf+5J/7LQBjaYl59nt8T2//ITu/wDlg3XzJ/8AbrGawv8ATLOS500xNE7kzWUcIVWZrfLSrlhh+SSMgNyevJ6HS/8Aj3t/+wpef+jJ6iX/AJBrfX/21FAF/T5bi8063uLe9tZIZI1ZWEDcjH+/RfJffZ1zcW5/fRf8sG/56L/t1Tfy9DuodQBjh0+6AS8G3ASQ42SkjgZ+6xI5yhyApzq3/wDx7p/13i/9GLQBBeJfeQubi3/1sf8Aywb++v8At1S1C7m029+03N1AFW3bAS1dmc7hhVUMSzHsByav6xdJZaa1xIrsqSRnbGu5mO9cADuSeAPes7TtPm/t1NQ1Jllv5Ldtq4G22TcMIn4H5m6sfQBVUA5jVoNYvIp5bu4S0iSx1ORLeFTudQ6cSMG45OcIe3JYEir0FkbDV/ststpDbQ6kirFDb7FUeVbnAAbA61Y1z/j3uv8AsF6r/wCjI6km/wCRgn/7Caf+ibegDraKKKACiiigAooooAKKK4zXBeXHjCCDey2IjjVijyoys0gAIYfKAQXGRg5CDOARQB0OuwXdzpM0FiZFuJPlWSOXy2jz1YHuQOQDwTjPFU5oL+Oz1Vp3G18+STIXH3mIOOw2lBgd1P1O8OBVPVf+QXcf7lAEl2gfT5klEbgxkMHUFTxzkE4x7E1xmladdwwWsr6bpaTtoscMkcUduoicKdwG0HKZLAAMEGT65HZ37BNPuGNx9nAjY+duA8vj72WBAx15BHtXLxQQGzgOy6lto7CXaHl3MPmwXbcm4u/XcxzgNkctkAzorW6EWq/ZNGsLVlvrZRdukYDIv2UrIN2VyqZxtG0NEMZPFbOoC8Gu2OdXt7dHspgk5hBcfNBnkttJJ5HygD0rnl/sxptYLi8vJDq1uzQqBtRy9pxkAll3bJM7QCrsAM5rp5PNHi61eDTYo5PsU4MkjBBIN0HQgE4HT5gKAOMh08XEGmNZXVybptHaSaaCNtkoUQ/KxZhG4wdpxyOOhAw+S51WwQWVxaaZpUJLeXLHEWic4i42hgEJBBwWPJIG7BNaNjLINP0hbjU1Mo0SUCO0iGVGIPlKnexPqeOnQUXUEYMqQaY7qvIubx8l/ki4BbdJx7gDHSgC3Jp01tdSvo+ph5rh2lNpaWrC2ZzySxRxsY5JyXGTzhulYTxX+ka3YfYbKw0248xd0F8xO7EMo/ctvOUA4xvABC5RM5PRrZz2PnLY6tHIrzEyafbbwiLjGEI8x4yDj7oC8cKpJaqdxNZahLp1t/ZKWTrcMJE1THmkCCXLkZJdQf4i3JHXvQBl3NkdUDrpUrXAM5a40mS2Nval23HJ+bIJIY70LKSS2G4pQ/2KSaG/mtLKKQyG5PlFru3PmIUkdy+X5GVcBtu0HLAFhb1m3aKOwM93dazb28i7JrNR58LhWyAwGGU4Awz5x9/eCTSrMZrvTYpZLHT5REZra/tlWRpssoChUOFfAUMPmVtxC552gHNx2F4NO02d44H+0acghvbyM7LlVjGI7hTuC7c/I+FySAMZw887slnFYzSm4t7eWQS6ba2pP2IrJEVMTA5MYPIYNkE4HK7FXTzLaaPBv0ua4UaU3mwXrhYWUiMNNbIeMAEl0ODzxkn55rmCJdLs1muJ9SsYnkNpc2atHHat5qqSzFjujAz95mAHDBsUAXvOe1uIDPqdrC5RGttXjj865u+QNkgjfDbiBgcq3YKVGGSQ6obuNdQ+zR6gWZ7mPUX/AHN2NjBCsasI24UDccMuFB3DBNlHvLW8uIHezMssYW60/T4i0d78p3PGWDKjnpsIGdvzNjDAW1ia3sA5aHS3ui0d7LM0l5aMEYiORzkqQ2fmZmwBtYc5oAckLLo9rJbzyz6XFcsWtVtZEubArGwCxKrhgqgHCjJKt8pKkKb0I1F9ZQT6papcNFGLHUYoGKXSfMdkq7gu45bgHkZZdvIWe6ivJb+zSVoLbxBExWK9W3bybpAjHaRnp1ym4lTyMjksCrJcXlzb6SWBSP8AtLSXiX94dz5kUEAMwIyCOHA9QMAHNyadKdNmMFvFaXltZRzm3SAl4y+/fJbHeVwSSWXGGOAygk5r6ZcyQwC0u3tm0qV5WO9cRxRi6ADxDdu8sEZYMQ0R/wBnBGyBHJpawXdy11bvawNp+oxp80DAkBHcZ+bOQCQAw+RgT9+hHDIZpJpU+zSw3UrX3kw5ZmF38tzDjOSOQQQSQNp+6AQC7qdnc6XNJH9qRra6P2mCeG3eSQlV5eM7mzOi4IzuMqLjDENm6L29utSivbae3m1Gzt2Z/s9tkXtqzKVKHedwIyy4Iw6lc4JyWN7bxWcukard+XaTRmRL2ICKGJ/vh435Cq3+sQ5YAq67vlArzTXfidc6dqiW3hi5Gr6jGs375Ih5KMSfNYHo6MEEuAQEYH5mX5QAei6pLaWktpe3Or2qaFqwcs0kZWKKQxs29SW+TeM5ycblXADMc+WeIvja8VwH0oQX12qyW8lyYGjhliOQCFJ3ZbEbkcbSMZIrG1rw/rGp6iP7VvBq2rXP7xfnLW0DsGZkRE4yMo2/iPBYnI+arPg3wpaS3rXN1Zy3TxRNb2yyqFU3gJ3Erk8RoHbnG7Z2Y7QASzaX4p8ZCW98Y6pcx7mtytjtEcQVmfaHUEbSq7m6EgE5O47T2/gPwzZ6V4wsJoLCCOYNcnYsWx7ePdKq7yWJ3HbtC5PyjkkjNFh9iiujbMySR2zWiiVV62UN22GY45MjNG5P8fJyQK6vwpHP9qtLm7iMV5dXF1PPHu3eW5klGzP+yAF/CgDu6KKKACiiigAooooAKKKKACiiigAooooAKKKKACsbxQkEmiSpc2y3MRBJjeYRISFLDcTxt45yDgc44rZrF8UWZv8ARmt1lkicurKyQyycjn/lkyuPqGHOM5GQQDTstv2KFkDhWQMA8nmEZGfvZOfzNT1TtZxDo8FxdnyAlurymbavl4XLbsYAxznoKrWOv2eoSxpbpOVdmTe0ZUK4ydhzyGwCenTrjIyAWdL/AOPBP99//QzUHiT/AJFbV/8Arym/9ANVbDX9GgtfKm1awjkSSRWR7lAVIc8EE8VX8Q+IdEk8M6qiaxp7M1nMABdISTsPvQBu3/8AyDrn/rk/8jUNx/yDoP8ArpB/6GtUr7xHoZsLkDWdOJ8puPtSeh96in8Q6IdPhA1jTyQ8OR9qTj5196AHxf8AHxrH/YUt/wD0Xb0+P/X3H/XSL/0oesuLX9G+0auf7XsPm1KBh/pKcjy4Oevsakj1/RvOnP8Aa1hgyR/8vKf8/D+9AG9pX/ILt/8Acp1//wAe6f8AXeL/ANGLWVpfiLQ10y3DazpwITobpP8AGn33iLQ2gQLrOnE+dEcC6T/novvQBoar/wAgu4/3KLr/AI/7H/ff/wBANZmqeItDbTLgDWdOJ29BdJ/jS3PiLRDf2RGs6fgO+f8ASk4+U+9ACy/8fGj/APYUuP8A0XcVk/8AL4v/AF72f/odxUsuv6MbjSD/AGvYfLqU7H/SU4Hlz89fcVlf25pH2tT/AGrY48i0H/HwnZ7jPf3FAHd2H/IOtv8Arkn8hVTX/wDkHRf9ftp/6UR1XsfEehrp9sDrOnAiJeDdJ6D3qrrniHRH0+IJrGnsftlqcC6ToJ4ye9AGzqn/AB4P/vp/6GKJ/wDkKWf+5J/7LWZqfiLQ2sWC6zpxO9OBdJ/eHvSz+ItEOp2jDWdPwFkyftSf7PvQAul/8e9v/wBhS8/9GT1Ev/INb6/+2oqnpmv6Mtvb51ewGNSu2P8ApKdDJPg9fcVGuvaP/Zrf8Tax6/8APyn/AD7Y9aAOqNvDd6d9muIklgmh8uSN1yrqRggjuCKyNPvGudIa2mBF1YXkdpOCcklZEKtn/aQo/wDwPFWIPEehC3jB1rTgdo/5ek9PrWVceINEGszKurWH75LZwVuUwxSYhj16gMn6elAFy/jTUtcTdKWh0x4j5Sn5fPdgQW91TBA6fvc9QpGof+Qyn/Xu3/oQrnNK1fRLfREdtZsTPd3Iu5d1ym4GSUPg8/wghR7KK0T4i0T+10b+2dPx9nYZ+1J/eHvQBma5/wAe91/2C9V/9GR1JN/yME//AGE0/wDRNvWZrWuaQ1vdBdVsSf7N1NeLhOpkTA696mbWNLm8RyJFqVm7yaomxVnUlv3VuOOeeeKAO6ooooAKKKKACiiigArm9ejtJNb0tp7NZZlmRYpnuhF5W7cCVB53fL0XBYZ5wDXSVzmt2L3GvabdRyTBrd0BRIZiCC4ydysExjOQ4bHBGD1AOjAwMVT1X/kF3H+5RqWp2uk2hubuTamcAAZZjgnAHfgE+wBPQGqV9qltPpupjJjW2U73kwq4BILA+gKsOcfdPbBIBp3bmO0mcGMFUJzJIUUfVh0HvXJx39zKsSG9CH7LPIZUa4ZWIJ4BKYwucbs7unHSul1BzLpUr28UVyXQFA670OcYYgfeA64HJxxXNh9WS5eBdGtzaNayIxWB1zITIxYAtwhIHy/fJYdByADL8zUIYdXuZ9at7S1kv7dwYTmUAtagqwVBKW4eL5/mOVBCgCtq7azk8SWEbyXV6ZrKceSu47QTB8rgYCgjJPmdc4z0FY1ukjvrCWGipJqKanbLLJMJGi3j7GfMEeQU+TbJjcSDHkk1ralqsNt4pskvtb02xWGymEx8xQ+4tAf4zhM9gQ2R3oAo6cLsWGjRw29vaW6aDLsLfMW4gz8i4CjoQdx78CoNR+yTpLbyPc6o0gJcAZiK7YflOMR98bTkkdc9aoWeraF9j0jbc211K2jSeY91cKFjbbBjG7oODgIOvPvVnVdc00rIt1r9khkPyQW0yliuyLPPLHoeQFx+GaAOyMt3FAVmkstKth8kIDB22498KpHp8446npWHq9nDqTaKqWt3dN9tJSe8keH51hlO8DqpBGQVQD04NT22u6VtlXTbnS7N/urc3dyjs/8AtFQ+5h/vMrZ6++bqmu6DcahozjWYdTeO8ZSPtKLAMwygk4IQgHHXcRjjnNAEt9qNzZX9nb6tqL3kKzLGstkFjXdgj99g5RyejblQ5xgHGW6tZNp9xNIlrBa2F0kjXEBlMs03KbpEX7qyjrxuLnB+8KuXuq6bdC3jn13S4bbzVQW9tcRkBdrA5c9QfYLj3qpbajoHhrV7VbTU7KTTZkaLIuY2a1JKnLMTuZCcDkkqT/dzsAOetR9q0LR4bqKOeB7Hdp2p3k7K0cm1eFXBxIvQfd3jIPT5r1wlzBc3X23z7lg0r3lqu5bdoTMB5kCc7slfnjJJyx65XfFLq2i6V4esblL6xlgutK8q+tftigklIwXRc8uBnKjBYDjJABr3euWd9Yx2TapaQfZ2eex1S5nWSSUeeMEKrAh8dQfvA8qcsoAOtnh0qxs4LS4eFvDtyyfYZlOVs5Bjywr8hVyAUbgK2FB5QDIvdRnt72JinnzB2FxJNGYre/h8sq0ioeGlUYGBgOMDIBXbQh1/ToJpLme50+1gu5/s92100c3lSHq0artxHIpxkgYYgsnL043mnSyxaSmtxCWGdJrPV7+ffLsRMY4ZTlSNpyRuBywfc+4A6BYI5U0+wuLg3mmXM3mWN/FOd0b7JDs3biwxjKtk55U4wN0qRalNfzSCKFdesIFVWdsRXkRaTGSvKhsZ6fI46Mv3sgavpF5MkWoXWlpY3ty0N7aNdIRFcBGxIjDGVcbSDwQSpwGLAQ3/AIx0+xYzy3lpNrGneWqBZkP2yHJ3sGyAFZSCckKsigEnAJALB+zrpT3tjBG+m6jaQLfqpKPHIdy+YMdGDAK44IxnIKkHkNW8d6doM8Vi0cupeI7G6nS1jtG3GcG63YcqTjeF5QgncA20/ITh3viCXxFPITfw6b4fu1iglgt5AjahKqkDc7YYIcEM+0DCgYbhqb4fg0a0l+0TPbCO0ndJ8OPntTMoURL1y+f4eQEcE5c5AHXtvrXiazN3rF29rakLNDpFtETbmNpSf3zHaCI3bAUnk/Ku3lhc1CCx0Swtb1bBmvSjQXMTWyvD5yhH+y7Qo3Roiy7yuMklASCUXVVrP7feXvm6VJNbz7EsXlVowt1FsMW7ONqSFMsmFA83jJJrLfVTbW99Yrq1rcXHh+3lXT52nO6a5Z4t0z5JDb2d8DJxh/wANO+SbR9DsJIdTD21vdSaYrQ7SzQbzHI7DpukmaEHGdqAFe+Z5dHvdLsdUP2QQz6VDb3SBG3BDONsyRk84RBIoJ7MM1hPJo+m3TaXLf2d1DptvEYRuG1pmQ2ZJ5weI4ZBjocmug8U6tZT6x4rtBqtsIr8afHCRcLj93mSQDnnK8UAa17b2trrHiewhQwQ7dGtIlUcIrSmNAB6Amt/S/8AkM2//Xzef+j564S812wu/H7M9/bC3vbm2d285RzaXsirnnpwh9wa7DRNU0651+2hgv7WWVri8ISOZWJ/fTnoD6c0AdxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVh+Kw7aOBHc/Z28wHeWTGAD1VyFbsMZ9+orcrnPGu5NBNzGsBktnMymdGeMAI+7cqspPy7h14zk8A0AbUCC402JLiJGEkSiSMkOpyOR6EfpTLbSdOs3V7WxtoWXO0xxKuMkk9B/tH8z61JY5/s+2zEsR8pcxqoUJwOAASBj2JqxQBT0v/jwT/ff/ANDNQeJP+RX1f/rym/8AQDU+l/8AHgn++/8A6Gag8Sf8itq//XlN/wCgGgC3f/8AIOuf+uT/AMjUNx/yDoP+ukH/AKGtTX//ACDrn/rk/wDI1Dcf8g6D/rpB/wChrQBQi/4+NY/7Cdv/AOi7enx/664/66Rf+lD0yL/j41j/ALClv/6Lt6fH/r7j/rpF/wClD0AXtK/5Bdv/ALlOv/8Aj3T/AK7Rf+jFpulf8gu3/wBynX//AB7p/wBd4v8A0YtADdV/5Bdx/uUXX/H/AGP++/8A6AaNV/5Bdx/uUXX/AB/2P++//oBoAzpf+PjR/wDsJ3H/AKLuKyf+Xxf+vez/APQ7itaX/j40f/sKXH/ou4rJ/wCXxf8Ar3s//Q7igDq7D/kHW3/XJP5Cqmvf8g6L/r9tP/SiOrdh/wAg62/65J/IVU1//kHRf9ftp/6UR0AT6p/x4P8A76f+hiif/kKWf+5J/wCy0ap/x4P/AL6f+hiif/kKWf8AuSf+y0AZ2l/8e9v/ANhO8/8ARk9RL/yDW+v/ALaipdL/AOPe3/7Cl5/6MnqJf+Qa31/9tRQBvQf8e8X+4P5Vx3xCv/7CisdbVS0kK3EIA548sz/ztlrsYP8Aj3i/3B/Kuf8AHFml7oUEb9Df2qd/+WkyxH9JDQBrG3FppdrbL92Iwxj8GUU5v+Qyn/Xu3/oQqS9/1C/9dY//AENajP8AyGU/692/9CFAHN64f9Huuf8AmGar/wCjI6fN/wAjBP8A9hNP/RNvUeuf8e91/wBgvVf/AEZHUk3/ACME/wD2E0/9E29AHW0UUUAFFFFABRRRQAVzWs+b/wAJNprJdBACi+SWjPmZbnhjlSBzkA7uBwQK6WuQ8RSSWvi3RpY4bZo7mWK3maaJnI5kZCpDgKQQeoPLDAODQB095Y2moQ+Te2sNzF/cmjDj06Gqt/a29vpt40MMcbSLlyigbjnv+Z/M1pVT1X/kF3H+5QBna2qfbEZhLuFpIcRxB96h4yR94Z528YwQW5rDlfTBdkte3asSy4jUACQxyny+G4ULuO0/LuUZORiuh1a2vpr+2ktYkaKOOQvuCZkJUhUyykqMkEkZ6AYIJrNFrr0TW6yXVjEZQ0SxmNc48tz5YwvUEKd3TCnK5oAwnmsj/a8V3q17JFHqkCi1ijkAiPmWn7oZOzG84wpOFlPJOa6C5BbxNYtZ6aHmW0mCtcnYq/NB0PJ4B7DGT16ms5LHXo5NUSJbCxkk1CAQ3LQqTKgFsc4xhiEWVP4eUXG0jNdNNo8d3cRTXlxNK0S7Qqt5akHaSDtwSCVGVJIPQjFAHHJKkNnoxu7+aT/iROotrVG3AkQYJCZfvyc7QBnAwTVi7iuR5wt7S3s4zj53+eRjtizlV4987iTk8CtJ7S4s7qa1sbS2isbe08q2ItJPk3Eb0OD8wO1TkA9OeozVD69cQ3BudKghYZ2ZiaTB/eAcK/zZEcB4IxvIzkEgA6ZNLt9mLkyXbY+ZrhtwJ9dv3R+AFQapxqGiAcD7a3H/AG7zVWttT1TUHtDDZLBCzZmZyxwOcgcDngeo561R1kt/aukw6nerIZL13is7VCreWIZOuCWfkgEjauCAR6gGpquo28N1ZQBjLcG4XEMQ3N91uT/dHucCqmpSPNcRpqLra20kUq+REPNlmTdHlcAHrnBCgnHRsnhuofaIobB3MWl2YmGYokDy7mBwBj5QcnGAGyTwfVABa3MTQINPthG6tdXR3TSjenPzZOSTgFyTk/d6ZAOZ0hp9N0q0t5mt7G3n0h2tbmX553G2MtGckjK5+Tk5Xjb8hJrX9tFa7FV47O3maWTTJ7uIiaCVZF/doMhsEbm2MM8yLtKnAtmy+0+ELRkhW0MenCQX9/yxZREwKAHKgN8ozgD+6y8Ft1N/aXh+GcCPT57qSUCS+QS3BmEytsVR0ZHB6ZwYzhcYNAE1xcNPp8esi1MDGI2t+L47rt1ztl2JgAFMll4wQzYQBgTPcN9g04LcXEq6rp10HjlmIe4uE8t2RSAW3bwGj+XqQxUA8Crpuq2xuJpd8sB1KJlewaYS3T3SOY3jZ+dueQFU4URFhtAOMjUbYaZfabpj3ErauJxpkl2jkx29rMhEUYL55yQAcFm8uQ5UsMAB4i1WPxNfpdwXMumaGWS3vtQiCSBty7ogCCR5oZsAqCU3DJJO1amk6ZBr2qWsmoRNbacrJFeL5gxM6vJskmdmLO7OuFJHAc46xudybQ7V75fBttdRW2j287KLYEvMVkhZ5GLNyBhnUNnrKTwVXOW72Uvh+5gkuWnudehhkcRgIXljdohEoIIXa620J4756kmgDMsobjVLa/ga2imb7KTpzXiDyrSyR3JXkYw0qrGV4OwZBKqCb01ve39hbT2kNxKur/aJ79bdg0qhrk/ZkQlhsAZsblGPlLHAya3YtF1S/wBOaW422Nt/Z0FnLp8mJVltRkHO1sByQ2CCfkbBGemvo2nW1lNPLArh572YvukZgMXpwFBOFXqcDAySe5oA5vVb+6s7Pwzc3M+2SSwn1TUIQv8ArprcLPsGOmJHc4/2a5u/aXWNZ1e3jummi1q6FrAFHMUKiO7Qgj1e5Ndp4kjii02+1R03rpvnyqv++13Ew/HeB+H41zfheBD4v8HSmJYxcaeGjQdionJP4KkS9u3uKAB4rXWdd0ieCRWk1i6u7iXaRwn2ffGPwaNSP85uCZtdurPUFyGZ9UmCjPICzxD9Cv6U/wCHfhrUNN8S+bfW00NtbItvaeZ/GRGyuR9No9jmux0vw9ZeHtGuNNtg0iWNj5UMsoBfBDE8gDr3xQByWm2cmpS6DryBI8pbXUqHIJF1dvJx/wACwf5V1el/8hm3/wCvm8/9Hz1LqwC6tcqoAAGlgAdv9LeotK/5DNv/ANfN5/6PnoA62iiigAooooAKKKKACiiigAooooAKKKKACiiigArJ8Q2Ul/YRwpC0v7wMyqoORgju6EdezZ7dCa1qKAI7eNYbaKJUCKiBQoGAoA6dTUlVtQjuZtNuorKcQXbwusMxXcI3IO1sd8HBxWHo2h6nY3dvLdXcsoi3IC2oTSfuzu2qyt8rtkgmQ89hgCgDZ0v/AI8E/wB9/wD0M1B4k/5FbV/+vKb/ANANVbCHWTa5hv7BIzJJtV7J2IG89SJRn8hVfxDBrY8NaqX1DTyn2ObIFi4JGw9/OoA3b/8A5B1z/wBcn/kahuP+QdB/10g/9DWqV9Brn2C5zqOnY8puPsD+h/6bVFPBrf2CDOoafjfDj/QX/vr/ANNqAHxf8fGsf9hS3/8ARdvT4/8AX3H/AF0i/wDSh6y4odZ+0av/AKfYZ/tKDP8AoT8ny4Of9b9Kkjh1nzp/9PsM+ZHn/Qn/AOfh/wDprQBvaV/yC7f/AHKdf/8AHun/AF3i/wDRi1laXBrn9mW+3UdPA2dDYOf/AGtT76DXPITdqOnkedF0sHH/AC0X/ptQBoar/wAgu4/3KLr/AI/7H/ff/wBANZmqQa5/Zlxu1HTyNnQWDj/2tS3MGt/b7LOoafne+P8AQX/un/ptQAsv/Hxo/wD2FLj/ANF3FZP/AC+L/wBe9n/6HcVLLDrP2jSM39h/yEp8f6E/B8ufn/W/WsrydX+1L/p1jnyLT/lzf+/cY/5a/WgDu7D/AJB1t/1yT+Qqpr//ACDov+v20/8ASiOq9jBrn9n22NR04Dyl62D+g/6bVV1yDWxYRb9Q08j7Za9LFxz58eP+W1AGzqn/AB4P/vp/6GKJ/wDkKWf+5J/7LWZqcGufYW3ajpxG9Olg4/iH/Talng1z+07TOo6fnbJg/YX/ANn/AKbUALpf/Hvb/wDYUvP/AEZPUS/8g1vr/wC2oqnpkOs/Z4MX9gP+Jld4zZP18ybP/LX61GsOsf2a3+nWPX/nyf8A59v+utAHXQf8e8X+4P5VDf8A/Hun/XaL/wBGLVKCDXfs8eNR07G0f8uD+n/Xaor6DW/s67tR08/vouli4/5aL/02oA1L3/UL/wBdY/8A0NajP/IZT/r3b/0IVQu4Nc8lc6jpx/ex9LB/76/9NqYYNc/tdP8AiYafnyG5+wv/AHh/02oAzNc/497r/sF6r/6MjqSb/kYJ/wDsJp/6Jt6zdai1b7Pdbr6xI/s3U+lm448xM/8ALWpWi1QeI5DLeWbINUTeFtGUn91b9D5hxx9aAO6ooooAKKKKACiiigArC1HTWuvEFndG1aSOHaQ+0YQgk5z5inv3Vsdupzu0UAFU9V/5Bdx/uVT8SafqOpafHBpt4baQS73IlaPeoVsLuUbgN+wnGMhSucE1WlsL61sNYkluNzT5aMvK8qqcnB2sRtGCo2qcfLnqTQB0NZmqf8hHRP8Ar9b/ANJ5qPI13/oI6d/4AP8A/HqzdTg1saho27UNPJ+2NtxYuMHyJuv76gDV1X/ly/6+4/61oVzupwa3/oe7UNPP+lJjFi49f+m1aGsXMtnoc0v2qOGdUAWYlUXeeB97IAJ7cn8aAOT1JtI/tjV2nu9Wle58mKW3WDdlYpGZvKwu4rhyrEdAc56Go7eXRpxevbz3rCQyNtdUKgb7ncRk4OD5gUtwAkeAQCTs3D6idQld7y1+xh2SWPYAzN1QKShGVAO7lvX5cc0or3Uhb3Jude0mbyzudomQBeZtrfcOAAqZJz/qpOmCKAHWVxYPcab5txqF/IZB5Q8mUgcuA7bjnHBBPT5R9Tc1RHS+00xRR6XCbti9ywTezeRN82OV6dC2eTyvqlqmrQvYBpbWyR5cyRx2+5peuQAPugjbyTxznIxWZerqE2t6ZLa39lqdwt88Yme1YRwFYZsruEmMg5B2gtkDd0GADUuCGksbm0twI1n+bUL8tuACtyqnnB57oOcjINGQ2o280DCfy0l8zUL8/IuCuWjXgHnA+XapHO4kYOdeLqk+o2nl6hY6pdRXQjb/AERhBbOAxOSJSA3bozjIzxk06f8Atb+04riXVdLma3hlaW6uLFktrbaybiv73kgg9zjaQWHQgFSzdV8OaZPu2qNLfF5efPk7E4hT8wCAMgA/PnNUE+2Q6vfWX+kMZCbmA/KJnQyorpI+MRjepchRn96NuDkBLGPVItFtJftiR+dpjLG72jvPMBHF8sS+bhE7E4XkE4Gd5k1GTVNBTTZp7uzSCSS5gZFtGcRfOJNzMZNzEmLGSeSwHJ5oAsvBJD4g1GRHiWTRZre92RxmOMJKNtwc7jvPlq55/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Product Search Data Sheet
DSS1ZB32A221Q91A “#” indicates a package specification code.
Note: This datasheet may be out of date.
Please download the latest datasheet of DSS1ZB32A221Q91# from the official website of Murata
Manufacturing Co., Ltd.
http://www.murata.com/en-us/products/productdetail?partno=DSS1ZB32A221Q91%23
Attention
1.This datasheet is downloaded from the website of Murata Manufacturing Co., Ltd. Therefore, it’s specifications are subject to change or our products in it may be discontinued
without advance notice. Please check with our sales representatives or product engineers before ordering.
2.This datasheet has only typical specifications because there is no space for detailed specifications.
Therefore, please review our product specifications or consult the approval sheet for product specifications before ordering.
URL : https://www.murata.com/ Last updated01/26/2021
Product Data
Insertion Loss Characteristics Insertion Loss Characteristics (Main Items)
Equivalent Circuit
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