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ASwOGXoexB9COx9q3hVhP4WK1izRSUtaAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFQXVyttFvILMSFVF6sT2FRY1B/mE1tED/AAmNnx+O4fyoAuUVT8vUP+fq2/8AAdv/AIujy9Q/5+rb/wAB2/8Ai6ALlFU9mof8/Vt/4Dt/8XSFNQ7XVr/4Dt/8XQBdqC8t1vLK4tnAKTRtGwPoRiqkSaxv/e3NiFx/BA+c/wDfdQ6p/b8em3D6XNp8t4qEwxzwuqO2OASH4yaAMn4XXZvPhl4fdgQ0dqIGBHIMZMZB/wC+a66vHPg9q3inU7HU7NbWysNP0+6ljCTwuXEzyNI6cMMbNwGMd69PRdb3JvudPC/xbYXJ/D56ANSiqezUP+fq1/8AAdv/AIuoZU1gMPJubEr33wOP5PQBpUVRjTU9g8y6tA3fbA2P/Q6ds1D/AJ+rX/wHb/4ugC5RVPZqH/P3a/8AgO3/AMXSbNQ/5+7X/wAB2/8Ai6ALtFU9l/8A8/Vt/wCA7f8AxdV5bySCQxy6rp8bjqrx4P6yUAalFZH9oj/oM6Z/3z/9so/tEf8AQZ0z/vn/AO2UAa9FYN1rcVpAZpNZ07aCBhIixJJwMAPnqapf8Jda/wDQTg/8ApP/AIqmot7IDq6K5dPFMMgPl6hG2Ou2wkP/ALNT/wDhJE73yD/uHTf/ABVPkl2C6OlorAj1tJP+YraJ/wBdbV4//QmFWlvZG6atpxHtH/8AbKTi1uBq0Vl/a5v+gpp//fs//HKPtc3/AEFNP/79n/45SA1KKy/tc3/QU0//AL9n/wCOUfa5v+gpp/8A37P/AMcoA1KK51dbuGUMs9sVPIO2MZH4zUv9tXP/AD2tvyj/APj1AHQ0Vz39tXP/AD1tvyj/APj1H9tXP/Pa2/KP/wCPUWA6Gmu6RoXdgqgZJJwAKwP7auf+ett+Uf8A8ergPip4luhpNppbSReXeOXdkZRwmPlIDtnJYHt93v2LAemnxFooODrGngjt9pT/ABo/4SPRP+gxp/8A4Ep/jXyx5if31/OjzE/vr+dFgPqf/hI9E/6DGn/+BKf40f8ACR6J/wBBjT//AAJT/GvljzE/vr+dHmJ/fX86dmB9X2mp2F+zLZ3ttcFRlhDKr4+uDVuvFvgmytrOq4YH/R06H/aNe00gCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOD+Iv+v0r6t/6NhrOg/4/LP/AK+of/Ri1pfERWMumPj5VYqee5khP9DWbB/x+Wf/AF9Q/wDoxaYHbab/AMfOp/8AX2f/AEWlYPxL/wCRJuf+u0P/AKMWt7Tf+PnU/wDr7P8A6LSue+Jssa+DJUZ1DPPDtBPLfvFPFPoB41psMQlmZY1BVsKcdBgHj8Sa0qoaf9+f/f8A/ZVq/W0dhMK3PCutXmkS6gLdERLgRxidyMKy7iRzwOHBycjjoTxWHW94YgjvpIre4DND9scFQ2M/uQQDjt1rmxk3CndDjuXbeK51S5ZbSP7T8/7y4uAdhI7ndksRnAB4/wBgDFdp4OtE0+XUrd5TNd+YkkkzD5nUoAM/irikmubTTII0YiJMbIo0UknHZVHp+lcRf69HZ+L57i6N/bl7WNEW0kDEYZiC4DLyc9jXlYepJ1L2Lkj2MHIpc15vpni66kkKW2pJdrnCLLHtbPPBRtrHgdQz554rqNL8VWt6qx3IFrcF/LILZTf/AHQ2AQfZgp9q9CNeEnbqTY6CikDA9DS1sIKKKKACiiigBrdK5GytYp7vVLtDsee9kJA7FAsXI9/Lz+NdeRXGai0+galqN1LaynTJ3WYTxLvER2qHDKOQMruzgj5jnFVF2ZlWTcdCt5c+nIsNyv7tRgTDlW/HsfrUykMpxg56g1H/AGzcatFFHpsTJFLy91cR4UJjOVUnLH0yAPWlvtPa008yafKfOG1ESXlSxwo5HI5P0+lbX6nNbWzJtPs5dTmkUyMunwOAYwOJnHOM/wB0HGR3P0Od14famaVBHpunw2kbM4jGC7/eYk5Zj7kkn8av4Vx15rJvU7Ix5VYyJLfk1SntQ4KsAQRggjgit+SGqkkANK5RiWk97o2RaP59vnP2aZjhfZG/h+nI+lb+k6xY3saxRAW0/LNavhXU5yTjuMnqOKoyQVnXVlHIA75VkO9ZFbaVI7g9qGB2oPFLmvIb74wx6HLLZxr/AGw6AhZQRHtbI4ZsYbvyo7D14zrH483AuANR0SMwk8tbzEMo+jDB/MVIHt9FY/h7xNpXiew+16XdrMg4dcYdD6Mp5Fa4IPegBa4TV5JPHevS+HLR2GgWEgGsXCHH2iQci1VvToXx2+XjJqTxR4se41keC/D9wI/EFyB5szKdtlAVy0vozY+6oPUgnArptC0Sy8O6NbaVp8ZS3gXA3HLOTyWY92JySfU0AX440hiSKJFSNFCqijAUDoAPSnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFa/tIr+xntJhmOZCjD6146sFxp0k1vE5hkico6OMoSD1x2z14xXtRFYWu+FrTWT5297e7AwJo+/sw/iH6+9NAY+luJPC+kXcczR/ZXMMzKBuUElG6574P0rV1GKCxi+zWkKve3YKmSRiWC/xMzHJ7/maydH0zWNKF/pk9klzbz/NHMsgWPkYbIPI4AOADXOa14wSw1mYWt2btkijhMkUYZTtHzYYnH3ieADWNdz5HybjXmcP4hiaHxBqEbRLEVuR8iHKqPlIAP0NT96ytQupbi/uLmaJv38wkZ927n5c59Oh9q01dWXcrAj1Brow6agkyXvoKTzQiTTbxbwtIUGXIHCD3P9OtX9P0yO4iW6vXcQkZjgjHzyD1OOQP85pniC8mTThDZyCzi3hRHbrwB1O5h9Og/Oueri7vkp7lKPUsTa3pmgAWzNJdvHbgFYidjkkt82OMfWsXUPEWp6pFidlFq4B8mEYCj0/2qoRCVYPmtXiTGN5U7W9waUBQoCjAA4pU8PGOstWFyKSOO5iKhzsJ/hP6Guq8CXGmWOrH+05I7eEIFiCr+7ds5BY9sY7965h41c5+6394cGml3Q4cbl/vqOfxH+FaVaftIOD6gnY9M8a+LNOhv7eCxYXl7CWEoiwVCkfdZjx+HNP8O69Nd25ubMrBej908ZO5d/8ACr9yjdA3UdK81gZWB2bcZ5HT9K0NIuWs9ZgkTdmVWiIUdcjj8jgiuJ4RUafuPVFXuz3/AEfVIdX0+O7hDJn5Xjb70bjqp9xWhXG6BOlv4ovIEO2O6iW4C/wk4AJB+ua7DNdVGp7SCkSx1FJS1qIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDL1FZHvrQRymMje2QoPOAO/1NQPJepdxQi9fa6OxPlr2K47e9Wr3/kI2v8AuSf+y1Wm/wCQnb/9cZP5rXjY3EVadfljKysaRSaC7N9FY3Esd65kSNmUGNMEgZHavMD8RPEt7G4h8mKFwdsnAYD249O+K6Tx7q8kUcOlQuU81DJOQeSnQL9Cc/8AfOO5rgsgDngV3YF1JU+ao73JluTrfXwLFrknJz93OPx71W1DxA2l2jXN5eiKMcZKjJPoB3Naf9i3SaLPq9zJDaWUUTSl5sklQM52gfl3PpXN6D4M1nxPDD4n1C3jkhfmxs2faVTs5U8Enryff0xs8RSX2hWZUj1vxXroD2Ug0uxYZWaaMNK49QvQf55pknhNbwE6pquo35PUSzHb+A7V1E9ld2pIubSeHHUuhC/99dD+BqAEMMggj2NaxlGSumI5z/hB9FUhooZYnHR0mYEfrUi6Xr+mZfSPEVy3/TC+Pmofx7fgK6CiqsBi2XjS/iuVsdcU2F033HwDFL9G7fSuh+33n/Pwf++RWdqGn2uqWj2t3EJI2/MH1B7GsTQ7q40vUm8P38hk2rvs52P+sj/un3H9D7UgOs+33n/Pwf8AvkUfb7z/AJ+D/wB8ip9N0e+1Z8WsX7sdZZMhB7Z7n6fjirGq+Gb7StOku5by1JVlVY1ViWywHUkdASenaspYikpcjeo7Mofb70lQLg5LAfdHc4rs/wDhGZf+gpL/AN+lrgY1nM8IaSPBlTOFP94e9ewV1QinucmIqSjblOcbwvKyFf7VmGRjIiWq8ngiF5C63nlZ6iK3RQa6uir5InN7ep3OS/4QdP8AoJTf9+lo/wCEIX/oJzf9+lrraKOSIe3qdzlIfBYhuI5RqLsEYMFMQ5I+hrY/suX/AJ+E/wC/R/8Aiq06KuLcVaIe2qdzEk0Kdpmlj1Dy2YAECEEcZ9T700aHfdf7WGe3+jD/ABrdoqvaS7h7afc559G1Rf8AV30cn1UR/wDsrVG2mawoyTG3PRJQT+sYrpaKPaSGsRM5o2OpAfdnJ9jFSfYtT/55XP5w10tLT9pIf1iZzP2LU/8Anlc/nDR9i1P/AJ5XP5w101FHtJB9Ymcz9i1P/nnc/nDR9i1P/nnc/nD/AI101FHtJB9Ymcz9i1P/AJ53P5w/40fYtT/553P5w/4101FHtJB9Ymcz9i1P/nnc/nD/AI0R2N8swle2nkYKVALRAAEjPQ+wrpqKPaSD6xMwfJvf+fCX/vtP/iqPJvf+fCX/AL7T/wCKreoo9rIPrEzB8m9/58Jf++0/+Ko8m9/58Jf++0/+Kreoo9rIPrEyp4aSZNck86BoibY4DEHPzL6E12Fc7pv/ACHR/wBez/8AoS10VcdR3k2dtKTlBNhRRRUGgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHJfECwF3oH2j5g1pMkuVPIGcH+YP/AAGuN029uBqFjBdL5hN3EFnTAB/eDG4dj7jj6V61cQRXVvLbzxrJFKpR0cZDKRggjuK8y1/wtfaQrG2EtxaYO2ZBl4fQsOpx6j8aaA69Ir6TU763t5oreIzLNJJt3yFWQDCjoDlTyc9OlcZ8RY9OFlKqLJJc25RWnfc+WMiEruPAIA6f7VdTa69BeyWOpWYWcS2r/aRCdwhwNw3EdMEMoHX5q4HxP4kt5fCcmmqY/OLx+a3no5Zg4ZuFJPJB6+tc2InJOMYrdjRyWnj5rj/roP8A0EVdqjprBxOykMC4wQc5+UVexI52QxPLIRwiDJP+c9a7+ZRjdkCEgDJIA962dCMlvbJeLOtuslyGjkcZGAhVmwcds4z+veJbCLTFae8VLu6VcraqQEj92Y8fice1cxPff2xOZLkhV3M8dqfuID1wD1z1z061wVav1n3IbFpWOn1LxpB5pXTZH3MxR7+cbiMfwrnp9cY46VhXv2yRGkglD3D/AHppTuY/0/pVUQJCu2MYUknGabH5tu26BsAdYm+6f8PwrWlRjTWgN3Om8BWA1PxBNC24wGIG8Er4L4I2gD3PcdBn1rq/Fj6R4ev7eRlhgjuo2WRI+GbaRghcENjJ4PBx64rzm2u43nRwzW92hyuGKtn1Uj+lMkiYztNNPLcztw00zl3PsSf5Vy1cHKrW576DUtLHsGieI2tfKE86y2UnlqGGSYi/CtknJjYkDnlTkGu4U5ArwjwlefaLiTRbgboGXhickJIdhXHpuKGvWfCF1NcaHHHcSCSe3doXcEnJH/1iKujKUZOnLoD7m/RRRXUSFFFFABTWUHrTqKAOa1HwrGQ02jyLYXJOdu3MLn/aTt9VwfrWHLc3aX9pY3trLDKJQ5brG4Cscq3Q8gcHB9q9BrB8WROdKS4QZNtMsp9l5Un8AxP4U03sQ4Ju5FHcHHWrkc/Tmuatr1JFBDgg9CD1rQiuB60yzfSUMMGnNGG6CsqKfpzVyOf3oAJYlVSzEAAZJPavCPiB43l1a/l0zTJ2j02L5JGTgzsDyc/3e2O+MnqK7n4ueJv7P0OHSLeQrc35/eFTgpECM/mePpmvDB0pARFePYUwr3xU+Kaw60gH6fqN9pF4t3p93La3C9HibB/H1HseK9g8IfGqNlWz8TpslLBVvIU+Qj/bXPB9xx7CvGcU0rQB9bWGj6INTm16zs7V729AZ71QHdxtCjDc4XCgYHHFa9fJ3hnxfrPhO8E+n3JMOfntZCTFIPcdj7jmvd/B3xO0bxPGkEzrYaiTt+zSvw5/2G6H6daAO6opAaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGS8RP9DXzTpWnXWpXogt7hUyu9zKCw64wMd/QZ56da+l3XcpX1GK8U8NaPJpnifVNKvghlhgRSUbIIJyGB7dj7VjXqezpuSGldnKaha3ujambS+8topButrmL7ky+3v7VVlUjcbd/KcjBIGQfqK9L8QWmnzWSWOqvGsU7HZLnbiTrvB/5Zt6n7p74zXI33ha9sbcPAzXgxkKFxIw9QOjf8BJrHD4xSj743GxZ0rVLC4IGryyW8cUSRrGmSkm3IyT2698fWtrXEt5rOziIhjtEnWQ28IDgcHBdxxz6fqa4DzArlCSjjqjDBH1B5Famk6xfaQrRW5jezkOZbSZA0T/h2PuKc6Fpc9ML9DsP3U6FTtIxjFYV/wCGUYmSzPlP/c6ofw7fhWc+szLcs9nAsCEnMDcon+6c5P0IFaNp4oQEJexGL/povzJ/iK64u6JOent7i0bFzC0f+0eVP41F3zXfKbPU7bchjmicf7wNc9q3h37PDJcWkyQooLMsgJUfTuKoDAkiEmOSrj7rr1FPWdkYbwVZPmEiHpjvxyPrXV6F4MmliS51tWhLLlbRWI/FiP5Vq6j4c0r7AIU0+KJycRyRfIyt67hz275zVclzF14p2MDSPEr+eltdAzh5B++jBJViepA7+4wfrXo+n+I7uyyLlvtNuh2sSw3x/wDAjj8mCn615dp2l3lra2swCTRwygSCMYddr4PHfp259q9PQ2Wqxie3mBYcebGcMvsf8CMe1eXi5PDTThszog1M6uy1S0viywTAyKMtGwKuv1U8j61dBrzuaymg2OoOEOQ8GVK+4AOV/wCA5H+ya1LDxPcW8ardr9qj3bVmjwGb27Bj7cH/AGaujjIzWugONjsc0VUsdQtdSt/PtJlkTJU46qw6gjsR6GrddidyQooopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ17/yEbX/ck/8AZarzf8hO3/65SfzWrF7/AMhG1/3JP/ZarTf8hO3/AOuMn81rwMw/3j5GsNjz7x7/AMjMn/XnH/6HJWJpNtHd61ZW8oBjeUbgR1ABbH47a2fHn/I0L/16R/8AoT1k6JKkOv6fJIwVBNgk+6lR+pFenSv9U07EP4ij8X76e+1LTPDquywXEyGRA2Nyjlifp8uPxq7Y6vqOnIsdreSpEo2iJsOoA6ABs4H0xVD4mWk8HxC8OXzRsbeXfCrAZ+crgL9TU/2W5/59p/8Av2aMNGk6EVKwO9zoIfHN1HgXFrbSnuUcxkfzqwdX8Latl721EEzdWZCGP/A05/M0aClnHpIF1HCkiyMreaoBBJ4Bz7EVpsNMVSzLagAZJKrxW39n4d6xlyvyZvGldXuZKeGdHv8ALabrG7Jxt3LJt9uMH8zVK68IarbljEsVyg6bG2sfwbgfma6Iw6VLlDFaPt6jYpx9amEiIMRXkkf0fd+jZFS8PWh8FVP1B0V3OGbSNTVtv9n3Rb2iJH59Ky/Gvhe603wvb+JblVFzp1zFMbbqfLLBWUsD3yMgenU16f8AbroDAvLU+7RHP6MB+lcb8TLu1TwDqhuLoSzlEVAzDOWcAYHQcZ6c4BpRjiJu0nFLyd7keysrtnaR3LTW6LZKLe02jy2C4Yr2wOijH/6hUL6ZZSuHmto5nAwHmHmMB9WyRVHStS0610iyt5NStd8UCI375eoUA96t/wBs6X/0EbT/AL/L/jXo4fDUaKtFa9zpjypD/wCy9P8A+fC2/wC/K/4U77BZ/wDPpB/37FQ/21pf/QRtP+/y/wCNWvtMH/PVfzrpuug24dbEf2Cz/wCfSD/v2KPsFn/z6Qf9+xT/ALTD/wA9V/Oj7TD/AM9V/OndC5qfdDPsFn/z6Qf9+xR9gs/+fSD/AL9in/aYf+eq/nR9ph/56r+dF0HNT7oZ9gs/+fSD/v2KPsFn/wA+kH/fsf4U/wC0w/8APVfzo+0w/wDPVfzoug5qfdDDp9kRg2duR/1zH+FMGl2ABC2UC567Ywv8qmN1bqOZkH1am/bbXGftMWP+ugo0C9N9hosYh0kuh3wLmQD8t1L9nuAAqajdKAc/wN+rKTTlvLZzhZ4mPs4qYEHpRZCdGnL7KIgl1gf8TC4/74j/APiKNl1/0EZ/++I//iKmoosifq1L+VEOy6/6CM//AHxH/wDEUbLr/oIz/wDfEf8A8RU1FFkH1al/KiHZdf8AQRn/AO+I/wD4ijZdf9BGf/viP/4ipqKLIPq1L+VEOy6/6CM//fEf/wARRsuv+gjP/wB8R/8AxFTUUWQfVqX8qIdl1/0EZ/8AviP/AOIo2XX/AEEZ/wDviP8A+IqaiiyD6tS/lRDsuv8AoIz/APfEf/xFGy6/6CM//fEf/wARU1FFkH1al/KiHZdf9BGf/viP/wCIo2XX/QRn/wC+I/8A4ipqKLIPq1L+VFjQRKNdbzLiSb/RmxvVRj5l/ugV1dcvon/Icb/r2b/0Ja6iuGr8bOapFRlaIUUUVmQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhGeopaKAPO/i3eXNh4dsYbJvL+1XnlyhGKb12OxBx1BI//XXkzySW+nm8ltrlLZACZBEdoBJAORxjIPNeq/GNWOh6Q4HyrqA3H0zFIB+uKxtNs4x4XtFukWWxmtVEySn5QpAZgx7DnIP8JHYE458RX9ik7bjSbOBRDG5mtmCs/JXHyt7kf1Fael6g376NVEV7M8SIhfBcBiXCsOxGB2pl74fvdHuJgsbTacH3JLnLQg8hHAB554bO08EHnFUmCyptYBkI5B5FaNxr07JhazO6/sESW8kV3ma5CN5dlbYwhPdzng+7Hnpk1wi6fevpEl+LWVIrQgSSMuAjDgg/yP1962dH1+fTcW10ZbjTiWZ4oyFkLHvv4LfQnJ9a7aTxJ4UvdFe2kJGnxhRJH5Lr5PoGx/SuBzrYaVuW6ZSXMeakcA00qD2ruToGha9AX8OTRjyRte3fcmwdiARkDPrwe2Otcjf2Fxp121tcRMkqj7rDk+/0+mR713UsVCpps+xLVimY0ZcMqsPQjNTSXAERJRmPonWo6K6BEmm3q2WoR6hCiyunAUkqQevX1B7HjrXoug+LBE072TI8byedNbuNhGQNzDnKeueUJ/iXNeYTQgurRjbO5Chh3HfPrx610HhWyjXxNbfM4kKPmVXKtwOMEdPp0rlxFJRTrLRoa7Htum6zZakNsMpEwGWikG1wPXHce4yD61og5rzabTp7Uq0a5EcheN4lK7c9flTBU+6deMqcVsaZ4qmgEcV+pmhfJiuIxlmUdcgDD47lefVRzWNDGRqfENxsdlRVezvbe+tkuLadJoXHyuhyDViuxO5IUUUUwCkIB6gGlooA47V/CM0bSXWjMilm3taPwh9dh/h9cdMntWLFfSQTm3uY5IJx1ilUqceo9R7jivSiM1R1PR7LVoVjvId+w7kYEqyH1BHIp3A5iC7DY5H51ejuABkkcVkXvh/VNJd5Id17Zg5GwfvUHuv8X1HPt3rNl1qMaPdXKOGEcTnI9QD/AIUwPIfFWrnW/E+oXu/fG0pSLn+BeF/MDP41k5qBThQM8jvTgfekwJaDTQeKcDSAbimFc1LSYoAhK00r3qYrTSBTA7zwf8WNX8OLHZ6hu1HTwcfOx82Mf7LHqPY/nXuegeLNE8Swebpd/HMwUF4j8sifVTyP5V8nFamsb680u+ivbG4kt7mP7kkbYI/+tQB9jZorxnwh8aU8qOz8TIyyZwL6JMqR/tqOn1H5CvXrO9ttQto7q0njnt5BlJI2DK30NICxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhrg5YdvijWJiq5eVAD3wI1rvDXAy3PmeJdSjK7VZwY/9raArfqP5Vw4/wDhFw3K+rae146NIC1ts2uEQM6/MDkA9egz7VV0nSY4LiWCG7jms5E8yJV5UMOGBRs7Typ7fhXRJQIIRceeIkEpG3eFGcemfwrxFWaXKaWMa/8ADtvfBVurW3ukHZ+o+m4MR+BFYU3gTTiV2Rahac/8sTuX/wBCb+Vd5TT1rSnjKkBOKPN5PBMCAlNUvgoJxvhbOP8Av1VJfC8jwSSWmoeayIrFZgNoyM4LAAr9SpHvXqMv3G+lYehW8U9kxdfnVkKupwyny16GumOPnbmFyHmTPd6PeAPFNaXZ6JtyJB7Y+Vh7iuu8Mzy63eodShWOK2kVtqHIeQ5KhvQDBOOecV0d/o6zQvFJEs9uxyVVMFW/vbRgfiu0/Wse3sDpSFrA+ZE0yvIrychgMYVjjBx/C+D7mvRw+OhPSRjVhLl0Onuma6keMOViRtp28Fj9ewqpPaO6oquWVW3bW6456H8aoJqJjkd0ORu+eFxslQn2PWtSC8inHB5HUdCD7ivSUk1dHDy2M7SrIQ2qRScTGRncHrktmrT6W2oXvn2Ba3KHDXiY+bHVQP4vTngVbis/7Vv1sxjykUSTyA/MB2UHsTj8q6YWkcESxRIEjQYVR0ArOolPR7G9KFveZzUmiQtzO01wfWWQkH8BgVn3OisGdrW4eIOMPGeUYen+eldhJAPSqktv7Vn7Kna1jouVPD2pW9vqF1BcRJYtL5YijJ+RsDB2t0/Dg+1dcDxXH3FmkqlJEDKeCGGQabBd6jpoVbaXzoV/5YTnPHoG6j8cimoKKtEDs6KydO160v3EPzQXOOYZeGP0PRvwrVBzQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ17/yEbX/ck/8AZaq3LrHqELuwVFhlLMTwBleatXvGo2uf7sg/9BrJ1ph9ps1OSrsUIx1+ZDg+3H9O9eBj1fE/I1hscZ4xtb++1kX8FhMbX7Oqb2Kg5Bdj8uc9D6Vy/DLg8givXboAvbAjgzD+Rryu/tBY6hcWo+7FIyr/ALueP0xXo4CrzQ5H0FONih4svtU1fw1FbqUkudPmS7tJcHzN6Zxk554JHT0zW1pXxQudVs7CeKytj9plELqGIMb9wfx/nWZXK3+mXOjazHq2lW/2mOSdHnsB/wAtGBzlfc+mO/fpW1TC0pR+Ei7PZp31ExTFltUV5UmJLcDbt46/7P61DPeXk8EkRksAHUqT5nTP403wl4j8M+Kf9LtZ7dbmLLfY5FCSwY6kr3P+0Mgfnno21mMKZEsrqSPtIoUBvcZYV4E3NS5XHVGyVzDi1C7juZ5t9ifOIOPMHGB9asT6jqkFtJP9ntiEQt9484GfWtCPX7V50ilgngDnaHlC7c9gSCcZ96pa3Y2un6bdy+TALZo2ByqjyyQeQfT+X6CYyvJKSE0c1B49vp4VkFlbKGzgZJ71w/izXrrxj4jtNGEcS21s8dzeFAcAru2qTnvvPHuPQ1kv4gluVOl+HovtFwCVa4/5ZQjJ5z34/D69K2tE0eLR7Mxq5lnkbfPO33pHPUmvoqeFpQfNFamTbNNUllkWOCIyyN0UEDoMnr9Kkl07WIbH7a2jXJttofejI3ynocBs/pWp4YgeS6vbllASJViRvUnlv/ZfzrvdKRZNBskdQytbICCMgjaK58RjJU52jsaRgmrnl8FlqE0MdwdMvkjEg3FrdwFw2Dk4x2r1eodIie88IpEG+eRHG5vXcetUotUklv7u0MEavbMBnzSd3uPl/wA8V0YHGqs5Rlo0cWKoyk1ymnRVXz5j/wAs4v8Av4f/AImlE8v9yL/v4f8A4mvQ54nL9XqdizRVOS6liikkMcRCKWx5h5x/wGpkg1dkVvstlyM/8fTf/G6yqYqjStzysCw1V9Caiqd4+pWNv581ralAyqdlyxPzED+571X/ALVm/wCfaP8A7/H/AOJrShUjXXNS1QPD1FujUorKOqz9rWL/AL/Ef+y1E2utHIkcsEKu/Qeef/ia29nLsL2NTsa7xRyrtkRXHowzVZtJ01sE6faEjoTCpx+lVjrLKebCduP+WbIf5kVHD4jtpmYJb3R2nDYVTj8mNLlkugclRF06Vp7YzY23/fpf8KQaRp3/AD423/foVXm1+yt498ouFX/rixpV120dQyrclSMgiBuRRZhaoT/2Rp3/AD423/foUf2Rp3/Pjbf9+hVU+I9PWcQEziUjIXyWzUn9t2v9y5/78NRysLVPMm/sjTv+fG2/79Cj+yNO/wCfG2/79Cof7btf7lz/AN+Go/tu1/uXP/fhqOVitU8yb+yNO/58bb/v0KP7I07/AJ8bb/v0Kh/tu1/uXP8A34aj+27X+5c/9+Go5WFqnmTf2Rp3/Pjbf9+hR/ZGnH/lxtv+/QqH+27X+5c/9+Go/tu1/uXP/fhqOVhap5k39kad/wA+Nt/36FH9kad/z423/foVD/bdr/cuf+/DUf23a/3Ln/vw1HKwtU8yb+yNO/58bb/v0KP7I07/AJ8bb/v0Kh/tu1/uXP8A34aj+27X+5c/9+Go5WO1TzNDRbS3tddP2eCOLdbNnYoGfmX0rqK5XQbyO81tmiWQBLZgd6FerL6/Q11VctRWkzuo35FcKKKKg1CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMvxHBHP4c1JJUV1+yyHDKCPuk965TT7ePTtKhtiS8dvCEyRyyqPT6V2Gtru0PUFyButpBk9B8prmLZlZFZSCpGQfavKzN25S4HFwSahaeVcXDPLY3AARpl2BAcZ2uAcAHcArDaR2OcUap4Rt7mXCM+m3BBZpVQBJDnuMlM5xyGT6V19xppkhuUtpzCLhCskZAaNsgjO3seeoI981oLu2DcQWxyR61wRxTg1KJVjya58Ka1a8fuLhCMh9rrn8VDp/49VKXRdSRg0mnxyMBwY7mFsf8Aj2fzxXr0lhaSMWa3jDMMFlXBx9arNpcYfct3qC/Ltx9tlKgeyliK7FmWlmJwPJCdR02UXLWt9ZlOPtMfRc8jLKTgH34NdDY+LRLapaa9bf2nbdVmB/fJn0OefrwfrXRWtjLLq1/Gs7ObdlKGRyG+Yc/OOc8Ac7hjjBrD1TwhbXUsjW5ls7iUkyQpkDjqdgGRnu8Z+qitHiKVSXLUWvcVjK1TSkt9PfWbe/triweUKoXIkUsejLjAI78+9ZHmp5nl7hvK7gPUVJqNsdL8nda7ZVfbHsOQ685Kt0bp9fXFRpDZXKvsjTJ5ZcYIPbjtXp0laO9yWEPOor/1zbj8V/xrp/Cw/wCKntRn+CT/ANBrm7GDa0kpdnwTGhb+6P8A6+fyFdH4WYL4kt5G4RFcO/ZSRgZPbJ6fWlil/s8gj8R6XiqNzpscpMkOI3LbmG3KOf8AaXjn3GCOxq9x60ma+TUmtjcybK2u7Wee6ju3g+zSqZIUbeJgezMRyMEckbvfFegiuENzFAupxMTvZo8KqlsABck46Aep44rulYNyOlfQYCcpQ94xnuOoooruJCiiigAooooAQjNc54j8IWWt205jLWt06EGWEAb8gjDjo38/eukooA+MXV4pGilUrIhKsrdQQcEfmKUH3r274h/COTV7y51vQpVW8l+ea0fhZG7lT2J9D37ivEr2zvNLvHs7+1ltrlD80Uq7SP8AEe/SgBQ3HWnq3Sq4YZp4YUAT5paiDU7dmgB55pCBijNLQAwimEe1TUm2gCAj2rb8NeL9a8KXXm6bdERE5ktpPmik+q9j7jmsjBNNK0wPo3wj8VdG8SyRWc6nT9QYf6qVhsc+iN3+hwfrXeg56V8ZFO9d34S+K2teGoorK6A1DT4+iSHEiL6K3p7H9KAPpOisHw34u0bxRaedpl2ruBl4G4kj+qn+fSt0UgFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENcNrOmzme+W04v4ZPtdtnjzFb7yZ9CQR+VdzVHUtPF5HG6NsuITuif0PcH2PQ1z4mk6kLLccXZnHaNrVrq9sHi3RzLxLBINrxnuCDWqOtZ2raFBq04mTOn60BlcnBfHuPvD3HPrWfFqGt6URHrFkXQf8to/wD63B/Svn50tdNH2NrnR009azodf06Yf8fAQ+jgj/61W47u3mGY543H+ywNZOEluhjpfuNWT4b/AOPKT6p/6LWtdxuUj1rI05JdIikju0IjJUidOUACgc9x0+lXFe40I2SM1BLaRTMXIKyEYLqcEj0PqPY5FSxyJKgeN1dDyGU5Bp9ZptMZgXWlhGR5Y94jGEmjXlR7hcMv1Q4/2agsLddPhRrmBZIJ43kt3Dky8YyWOBnOc564610j/cb6VgX8zyabpsVoElkSxcTKHwY0Krub6gc4r08HXqcyiY1YJo6Lw/B9h05C7brif97K3ck9B+AwK3EmDDmsGK4HGDxVuO4HrXukI1ioccVC8PqKhjn96tJKrdaBlKSAHtVSS3z2rZMYYcVyHjrxVb+FNKJUq+ozgi3hPP8AwJvYfrQBm+KNc0nQbXdfuHm+9FAhzIx7Een1rze7+LHipvMisrwW0BPyAqJHUf7zDmuSu7q4v7uW7u5nmuJW3PI55Y1ARzSuB2On/FrxhYzK0uoJdxg/NHPCvI9MgA1674V+Keg+Io0huJV0+/IwYZ2wrH/Zbofp1r5uxzTSuRjFAH2aCCAQcg0tfMPhX4la94XMcCzG9sF4+zTnO0f7LdR/KvcPDXxH8PeJvLit7sW943/LtcfK2fY9G/CkB11FJmloAKKKKACiiigAooooAzdWKG3AGRcbv3BUc7/8MZz7ZqlrUVrJpUz3TmJI13rMv3o2A4K++fzrQvLIzTLPFLsmQFRuG5SDjII/AdMfjXAv4ph1jUrK3BUQNOmyIxscnIIJJx0x6frivKxtCpUqKaWiNINI3jOyWVlNessTCRd5b5QOD19K4zxglv8A20tzbzxSLcRgtscN8y8Hp7bf1q/481LcqaO0A2SqsplY9cE/Ko9RgEntketcGYblHDRPGduQC+ScGtsDRajz3HUl0L1R7xHfWLscKtwhJPHGar5vvW2/75b/ABpkkd7IUO+BWQ7lIU8H1r0Grqxkd/rHgXw54k8PW17dWKx3otkdLy2Ply52jBLD7345qM+BfGGlFRo3xBvDbrjbDqNqtwfoXJzj6AV0VgzSeCrN2+81hGT9dgropvufjXyrrVIpxvpfrr+ZvZHluq6L8SX0u5F54u05IPLJbyLEFmXByORxVTX/AIdf8Sl77xP4n1TWWiIIikkEMAJ4zsB4PPYivSNf/wCQNd/9cW/lWT47aVfCc/kMEkaSNQxGcZYA/pV0a9SU4pWV30SBpHmGn2sFpZiG3hSKMM3youB1NWSQASSABVJFvY12qbfGSeVbuc+tEiX0sTRsbfawKnAYHBGPWvpzA7fQ7mxg8Pwt9qgDTZlILgEg/dyP93FbhuJIvCmnvGzLC0UImmTrHEQNzj6Dv269q8rSzZiqybfKUYCKSc+xrs9K1pItFsoW1DSk226KY5bmRSMKBggHAPtXlYnDNPmTvdm0ZaWPRVhWDTPKsAqhY8QheR04+tcVqMHlatPJblozlXjZwSWUqAd3f7ynPuKXwx4oHk2Wlb1cvtjiYow2Z6A8nIH4V2Vz4dt7y0CSSMJ1JZZgOQT1GOmOOn49earAUKlGUudaMiTTODe9v0Rn8mAhRn/XN/8AE10X/COa3/esf+/z/wDxFPk8F3Dqy/2nFtYEf8ep/wDi66QR6jj/AI+bX/vw3/xdencg5aXwzrckLx77EblIz5z/APxFbKRa8qKv2XTjgY/4+n/+N1oeXqP/AD8Wv/fhv/i6PL1H/n4tf+/Df/F1hWoU61udXGnbYyrmz1i8gaGey05o2IJH2yQdDkciP1FQweHkmgjl+zxjeobH2qXjI+tbfl6j/wA/Fr/34b/4urFvF5NvHETu2KFz0zgVMMNCCtG6+bC5yOs+H1tNFvLlFcSKEKCKeQ7AGG48n0z+VPttJ8PjTYd0T5aFDM6SOVXK9W5x+ddfimrEiLtVFUegGK6IuUVZMRxuoeGtMhspZor8qyjIz5fH4hQabaaDaz28AmulRxECBNb4JGByMnpXYi0txj9xF/3wKe8McgAeNWA6bhmtFVmuoWORbw9ZQlSl3E0h4VYoAWP0wazdD0S3vYrt57qFWS5aMCSHkABexOR9K76OCFDujjjU9MqoFDW0LtueGNmPcqDT9tU7isjkToViuYvtcflZwzC3/dhvQnOM/wCfSotG0R7yGcC6URQy+WjrHncMAn+LsTj8K7URII9gRQmMbccUqoqqFVQFHQCj29TuFkeR3Fn8QEuZVh0O0khVyEfzEG5c8H/W1m2moeM7uZUGj20alS3mOjbcY46P3r24jIxXOw+D4Yjzq2quoGArTgAfkoNZ1K+It+7evmNJdTy7+1vGuedCiB9Nh/8Ai6mN941Fktz/AGNb8vt8vY28DsxG/pmvSP8AhD4yxA13VsjqBMnH/jtSf8IjEYQn9rapuznzPPGfp93H6Vm6+M6NfiO0Tzmzbx9fQmW30K1ZQxU5ZVIP0MnvVPWdX8YeH445NU0m1t45DtV8FlJ64yrnB/wr2bS9NXS7T7Os88+WLGSdgWJPuAKqeJ/Dlt4o0Z9OuXaPLB45VGSjDocd+pGPeuhYirbVisjwz/hYGrf88LL/AL9v/wDFUf8ACwNW/wCeFl/37f8A+KrsP+FIt/0MA/8AAL/7ZR/wpJv+hgH/AIBf/bKf1ip3CyOP/wCFgat/zwsv+/b/APxVL/wsDVv+eFl/37f/AOKrr/8AhSTf9DAP/AL/AO2Uf8KSb/oYB/4Bf/bKPrFTuFkW/hd4hu9d1i/F1HCvlW6lfKUjq3fJNepVxXgnwD/wh95d3B1L7WbiNY9vkeXtwc5+8c12tZSk5O7AKKKKQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGX4hGfD9/n7vkPuHquOf0zXIaVMkVxNpLZFxaAAA/xRknYw9eAPxrv54lmiaNxlWUqR6g1weraZe3kbLZv5OuaeMRySD5Z4znGT6Hn6EV5mYwbSfQ0gao6Uo6VgaV4ijmmFhfqLW/T5ZEJG0sMZwc8fj+GcGt8dK8WcJRdmaAajNSGozUgZGmf8h3VvrF/I1qTW0NzGElTIDBgQcFSOhBHIPuKytLP/ABPtXHHWL+RrbHStqranp5CjsYOo6MZ45I5U+1W0p3SBhlsjGGI4DEYHI2twPmNcPf8AhQtJDc2Dsw8wxNEJQGLY+6rnbk/7DAP9a9WrN1a3i+wXVyFxIkLMSP4gBnDA8MPr07Yrahi502KUUcLonh97i3lvb5Db6XbBoxEhxLLIvHl4/h54ORkfmR6V4T0WKws7mwktYVjkRDcQ/fXewbcpJ+8MFRk9QKyxpNlbeJpLnlLexijdLePgSTNuVWP95ucDPc5rsdKtpYLdpJwBcTuZZQGyATwBnvgAD8K9ShVnXqczehDVkZd3oVxaLv0khlH/AC7TuSv/AAFjkg+xyPpWLHFf6RZQT6kJf3zLGIAfNdDsLMxI91PAziu8dtqFiQABnJrAjkbVb/7buU2calLcd2Ofmf6HAA9snvWeNp0acHNrVhFtmBM0NyI7yNheabKMXESOSsiDPzYH3sdCp4I7ZAresLtNMeKB7jdYTBRbSs2dhPRM+h42k+49KgvNDUs81nJ9mnbklRlXP+0vQ/Xr71ifZmS0vba8iaOKIRtHFFKShkdiuVGOBlRgEYBPfrXBha7jNcr+RUloehg8UtIvQUtfRGQUUUUAFFFFABRRRQAYrC8R+ENE8VWoh1WySV1GI5hxJH/ut2+nT1rdooA+cPGHwj1jQJJLrSEk1LTQu4kY82PHXKjqPcflXnavz7V9pEVwfi/4V6H4kikmtoU0/UWO4XEKYVj/ALajg/Xr70AfNobNPDe1a3ibwhrPhC88jUrfMTf6u5iy0Tj69j7HmsQPxQBOGJNPBqAHNPBoAmzRTAaduoAXFMK0+igCIrxTSvNTEcU0qKAFs7y70y7ju7G5ltrmP7ssTFSPy7e1eu+EPjUxeO08UKoGMC+iQ9f9tR/MD8K8eIppUUAfZtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlLRQBXurOC8hMU6bh1BzgqfUEcg+9Zr2N/b5WORL2E9UnIVgP8AeAwfxH41tUmKxq0IVfiQ02jjtR0TS5nLXWmXMDHq8MZYfkm4fmKym8M6VcnFrrKKwGNkuCRj1BIx+VejYzUclvDN/rYkft8yg1zPAJfDJj5jzseDZwcrqds6bs/dx/KmnwjMGzJqNqqgc/Ln+dd6dG00nJ0+1z/1yWgaNpqnIsLUH18lf8KzeAne/N+A+dHFWekWunO7Qa6huH58pPmUn/cBJ/LBqyq6rdvGsdlPGMN+9VBtJ428PtOOvXFdrHbxQjEUaoPRRin4xVLL47zdw5zjBdKly1jcvGl4gG9ATg5APy569e1VbaxiKHTZ55IZMMtoyAKh4x0HVsdQeo6Vsa9oM11cPcwrHOjgeZA/XcBgFT64x+Vc8TN5b2uTIUIzDMdssZ7Yb1HbP51x1aE6M7x0RSaa1KcOoTadeLpmqJ5F4qjblsrMvTcjd/p1FbUF6rY5qpcpJqej2eqXii4CSFWgkAjVVJKEnGcHpznA9qpLbLkppM0sswYA2U3zMoPo47e5z9a76ONTSVTchxOnjuQR1q5HcD1rkYdReG4NtcxtBcKMmKQYOPUeo9xWrBeBh1rvTTV0Sb0l/Ha20lxM4WKJC7sewAya+afEuvT+JNeudSnJw7YiQn7kY+6Pyr074ma5JZeFxaRHDX0nlMQeiDk/n0rxgNTAkpCKAaWpAbjFMIqWkIoAgK0hBBGCQRyCD0qUrTSvNO4He+EvizrPh5kttRL6nYDA2u372Mf7LHr9D+de0+GvHWheKlI0+7C3A+9bzDZIPw7/AFGa+VyvNKjyQzLLE7RyIcq6MQVPqCKAPswUVzfgC8udQ8CaRdXkzz3DwnfI5yWwxHP4CukpAFFFFABWbq080ItlhkMZlm2FgASBtY8Z4/hFaVV7m0iuwglBIRt64YqQcEdR7E1E03FpbjW5gNd351EWwvpQnll8iNM5BA/u+9ctZeCrix1q3nW6je0gkDqXz5hwOAQAB17/AKV3/wDYln53nbZfMxt3ee/T8/akfRbVwQWuBn+7cyD+TVxexxNrc2hpzR7HB+ONShFtFpsbK85cSSAcmNRnGfQk4/DNcSTgetevnwF4eZ2drORnY5ZmuZSSfUndR/wgXh3/AJ8W/wDAiT/4quqhS9lDlIlLmdzgtK8LQ6tEpg1yEy+WryRC2OUyOn3/AFyK0v8AhXkmedXQj0Fqf/i67Oy8IaNp1wZ7S2kilKlCwuJOhIP972FXzpVuQRmbn/pu/wDjXNUpYvm9yegJx6mC8cNhpdtpcbFtsaQjcckIuAWP4D88VcuNUiVOGGanPhfTCzMY5izHLMbmQk/U7qYfCekt1hmP/bzJ/wDFVyf2ZO2rL50ZWo6klzp80IkUeZGUzgdxii6t4fFPh4w+b5Rk2livzGN1IOCO/I/I1pHwdox/5YS/+BMv/wAVT7bwlpNpMZbeKeN2GGK3Uo3fX5ufxoWWVI6xlqhc6OL/AOFeS4H/ABN0/wDAU/8AxdJ/wryb/oLx/wDgKf8A4uvRP7Lt/WX/AL/P/jR/Zdv6zf8Af5/8a6PZ47+dCvE87/4V5N/0F4//AAFP/wAXR/wryb/oLx/+Ap/+Lr0T+y7f1m/7/P8A40f2Xb+s3/f5/wDGj2eO/nX9fIPdOD0/wPPYalbXg1SNzBIsm37KR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)
(2.0 mm Cable O.D.)
Optimized for long harness lengths and low insertion loss
applications with mated height of 3.0 mm.
Best insertion loss possible with 2.0 mm O.D.
micro-coaxial.
2.0 mm O.D. (AWG #26) micro-coaxial cable plug,
mates to standard MHF I receptacle.
Solderless micro-coaxial termination with "i-Fit
®
"
technology.
Product name MHF I (2.0 mm Cable O.D.)
Maximum height (mm) 3.0
Outside dimension of
receptacle(mm)
3.0 x 3.0
Applicable
wire gauge
O.D. 2.0 mm / AWG 26
Frequency DC~6 GHz
VSWR
(L=100 mm)
DC~3 GHz 1.3 max.
3 GHz~6 GHz 1.5 max.
6 GHz~9 GHz -
9 GHz~12 GHz -
12 GHz~15 GHz -
Service temp. (Celsius) -40 degree ~ +90 degree
Characteristic impedance 50 ohm
Rated voltage AC60V
Contact resistance 20m ohm max.
Withstand voltage AC200V/min
Insulation resistance 500M ohm min./DC100V
Best Insertion Loss Possible with 2.0 mm O.D. Micro-Coaxial
Insertion Loss
L=100 mm (Mating)
VSWR
L=100 mm (Mating)
201809R0
www.i-pex.com
Contact your sales representative for more detailed information.
2.0 mm O.D. (AWG #26) Micro-Coaxial Cable Plug, Mates to Standard MHF I
Receptacle
Solderless Micro-Coaxial Termination with "i-Fit
®
" Technology
Coax O.D.
(Center Conductor AWG)
Mating Height
3.0 mm max.
2.5 mm max.
2.9 mm max. with MHF I LK
2.00 mm (26)
○
1.80 mm (30)
○
1.37 mm (30)
○
1.32 mm (32)
○
1.13 mm (32)
○
0.95 mm (33)
0.81 mm (33)
0.81 mm (36)
○
0.64 mm (36)
0.48 mm (38)
Receptacle MHF I/II receptacle
Jacket
Outer Conductor
Dielectric Core
Center Conductor
Center
Conductor
Contact
Crimping