2.92mm(M)-2.92mm(F) Precision Adapter,DC-40GHz
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbsAAADRCAYAAABVcRyWAAAgAElEQVR4Ae2dh1cUSdfGv3/lDftu0jWBIkGCRJWgIIo5LWYFIwbMKChiDivmHBZW1yxrzhFdc06gawbTgjD7fOcWzDjTTOie6YHpmVvn9Jmu7qrqqqea/lHp1v+BHSvACrACrAAr4OYK/J+bl4+LxwqwAqwAK8AKgGHHLwErwAqwAqyA2yvAsHP7KuYCsgKsACvACjDs+B1gBVgBVoAVcHsFGHZuX8VcQFaAFWAFWAGGHb8DrAArwAqwAm6vAMPO7auYC8gKsAKsACvAsON3gBVgBVgBVsDtFWDYuX0VcwFZAVaAFWAFGHb8DrACrAArwAq4vQIMO7evYi7gVwUqUXQ6H+sK7uITXaz8iOd3ruJ84T28LPsais4+/3UbFy7dQvEnnekNg68SH/66h8KLV3BHEln3+SVuX76C2/rrunco3LkJO66UwFJqhmT5hBVgBZyiAMPOKbJyoq6oQMXdtUhqmYxlt8qA8gvIiItEZLch6NM1Bt6RY5D/tJIIiEd5IxDSsjN69e2CFuGp2PSgQlKcLziblQi/6D7o0683QvxikLKjCBS75OxiJIbGIDE5GRGBsUjZ/hSV0OHdmdmIjhyDXS8YdxIx2csK1IoCDLtakZkfUucK6F4hf3AUEpfdhUCX7g2Knn2uypbuNbb1D0L0gtuoKD+LCeHtkHGJmnpfcDknEf7pJ2Da8NPhdfHzqtYhdHiZPxSN45fgRtk9LOwQhn47XosW3OdLOYgMnoSDohn5Geez2iN02nlUP7XOJeEMsAKepADDzpNq24PLqivagE6Bo7CzxJwIn7B7eDCi5l5H2f1cxPmNwd5qupUdmgCf+MW4IW3cGSXzcV8avGIX4s+PBRjqm4Q5t6oDl59AWkgisq9V+SufrkNS0Bjs+WgUmU9ZAVagVhRg2NWKzPyQulbg056RaNovH2/NZKTyyRZ090tAVuEXlJ+fiZCQqThWXhWw/FwWQlpm4Hi1v0b0yqdY1ycEkbOvoLziGmbFBKPXlmLRpYmPJzE2LBoTz1RHrriDuQntMO3ilxrJ8AVWgBVwrgIMO+fqy6m7hAI6FK35GcGTz0i6IwF8uoZFXcMRnX0epaChvFkICZ2OE3rYnc1CcMsMg9+0OJ9xZWlvNI+fizPv6Y4OL48tQFJIS/i3aY/WHTsh0Ptryw74hLyBoRiy37RT1DRN9rECrIAzFGDYOUNVTtPFFNDh+bpkBE44ZQq7isf4NSUGoaP3QsxNoekpD1Yi3n8s9um7MQ+mwyd+CW7W6MaswMP8kQhpNR6/F9HUFGP3BR8/lqHixWZ0bZGG3YZuy/fY2i8MqQcYdsZq8TkrUBsKMOxqQ2V+Rp0rUFYwDj69N8MwGbLiCX4b1R6t0vbgkXEXZflFTIlqi8lnaRrJZ5zPbIcWE0+jDBW4lpeDjG3XAVTg0e/jEBWXjh2PLXRJ6t7hxPQOCJ10Eh/0pS//E5kxHZB9tQY59SH4lxVgBZykAMPOScJysq6lgO7VdvQJHISNf1VN/dcVr0eH+j7wComCf/UR2HkxLpVXomjXRESEtENi53bwixqD/CfUcvuMXSn+qDd4D6B7hhVdvfGD79e4/mE9kVP4BWVnFqNnj75IjIlG1JD1KDS06oCKm4sRHZ6B49ywc62Xg3PjEQow7DyimrmQwEccnRiLVtmXZU39rygtxp27xShR2ggre4X7t+7i4SvJAgPdO+xLi0HcoltVSx+4SlgBVqBWFWDY1arc/LC6VED3Yj9SIxMx8WjVOrjay0sFHv02EiHtcnDWqKVXe8/nJ7ECrADDjt8Bj1Lgw+MrOPVnsazWnWrC6N7j/qVzuPaXhfE91R7ECbECrIAlBRh2lpTh66wAK8AKsAJuowDDzm2qkgvCCrACrAArYEkBhp0lZfg6K8AKsAKsgNsowLBzm6rkgrACrAArwApYUoBhZ0kZvs4KsAKsACvgNgpoAnZl5eV489acCV+3qQcuCCvACrACshV4+eo1KiqULgKVnbxbBtQE7I6fPI1O3X92ywrgQrECrAAroFSB4IgY3H/wUGk0jw6vWdgVFRVj+849GDdxGmITOmPF6vUeXZFceFaAFXAfBQanjhb/4M+asxBHj5/EixcvTQrHsDORQ5ZHE7A7ePgoGjQNQNOAUPH7nx8a49/fN8K/vmsoDjoPCo/G+k1b+WAN+B3gd0Dz78B/f2xi8n0j///qe8HLN0TYcq3XxJdbdrIQ9zWQJmB34I/DhoonwH3f0EdUePOgCNRr7AuCX0DLVqKVRy09PlgDfgf4HdDyO/C/+t74pp4XfIMiENoqTvwz/029rwCkb96t23e+fsn5zKYCmoCd8ZidTqfDw0ePUXDwMBYtXY6UEWPQLCAUaeMn2ywsB2AFWAFWQAsKdOjSCy2j4jAiLR3LVqzG4aPHQUM3//zzj8g+d2Mqr0XNwU55ETkGK8AKsALupQDDTnl9MuyUa8YxWAFWgBWoUwUYdsrlZ9gp14xjsAKsACtQpwow7JTLz7BTrhnHYAVYAVagThVg2CmXn2GnXDOOwQqwAqxAnSrAsFMuP8NOuWYcgxVgBViBOlWAYadcfoadcs04BivACrACdaoAw065/Aw75ZpxDFaAFWAF6lQBhp1y+Rl2yjXjGKyAphXYd+AgMrJyNF0GT888w075G8CwU64Zx2AFXFYBXel9HNu5AzvPFeEzdHh58VdkT81E1qqjuP+5Ktu/5u9A6qhxLlsGzphtBRh2tjWShmDYSRVhPyugVQU+XcTMtiFo0bE/Ordri6T0SUjwj0H39EyM7hMH/+QtuF8JMOy0WsFf882w+6qF3DOGnVylOJw2FKh8hQu/b8CylWux6tdDOHn2Joq/vMD5XXnYlH8aN64fxuYtv+HQ7WJc2pOPLYfv4ZOuFNcK8rFpS97X49djuFumjSLrc1l2MgNh/fLwUgegshgrugWg7dK7EFt8Vt7Dgo49sOh+JcNOL5iGfxl2yiuPYadcM47hsgp8xOn5GVhxq6q/7sPtbegfm459ZV/wdHV/JMy/iQ9vCjCi/SQUlH7Bi7wFmHfpPXTlJzA2rguGzpiP7DkLkJ0zCd0GrcYtjW0EXXZqOsKrYVd+dzU6+vRG7tPKqtqquIWchO5YcI9h57Kvr4KMMewUiFUdlGGnXDOO4aoKlB3F2CHr8KT6+w7o8Hz/Hpz4BJSfm4Uu08+jrPIhFvUYifz3Fbifl4djZYDuxS6s3vkK1CAiV3p8NZafqx7gqr6miZ/Pl5HTPhwhnZMR3SIYscNHITEhBemzZmNU91bw6rQSNyu4G1MTdWkjkww7GwKZuc2wMyMKX9KoAuVXkNllCFbd/lSjALqXm9FnYB7elp3GuNCOmH3jPQq27IC+4WOIUHEPa+b/VvO6IYCLn3x8iOM78rDt0F2U6irx4vxWzJo0FZMX/Y7CN1U45zE7F69DGdlj2MkQSRKEYScRhL1aVkCHV2dy0adNHJImrMeRx0ats/LTmNh7Ls7f34yx7TshdddVbNp8BtJhudKDOcjYV6plEWzmnWFnUyKXD8CwU15FDDvlmnEMV1egrBgn1mUgKbItkldfxQfKr+4ZViSPxIYd65G7ZCQ6zV2N1fnPDV2XokiVxVgzfAr2fnT1AsrL36dPn/Ho8RNUVhr6dUVEhp08/Vw5FMNOee0w7JRrxjE0ooDuzXnM6NgVs658AVCGgxOS0W/SWhy+MB+JHYZh+dlyk5JUPliJpH5bq2YzmtzRnod2t/7J2x/+IVHwC47E2fMXDYVg2Bmk0OwJw0551THslGvGMVxVgY9nsfvQa6PWmg7P1w1A8lbqlqzEw9xeaNT3V7x8+xt6eydjzQv9lBQqkA4vNw+E/5gjNbo2XbW45vJ1/mIhWsUlopFPIK7duCWCHDl2Ak0DQlFWXgV3hp055bR1jWGnvL4Ydso14xiuqkD5WUwbtAAXDN2Qn3FieipyrlatISgrSEfi7D9RXn4R03rNxGmThl05Tk9tgyYjDmoadgS0gSkjERmdgAZNA5DUrQ/WbdyCiOgEXP7zqqg5hp2rvsDy88Wwk6+VPiTDTq8E/2pfAd0LbJkwCKNnLcMvK1dj6aI5mLnlWtWYHbXtHu3E5hOfAd0b7M07iNfGDTt8QeG8JIRMOKFp2FElEtwIeAS+A38cwqCUkfj3942Q2LknKioqeFG59t90MOyUVyLDTrlmHIMVcGkF3n/4gNBWbTFs9HisWb8ZsQmdMXr8JJw9d0Hkm1t2Ll19sjLHsJMlk0kghp2JHOzRogLv3pXgwcNHTjloRqMWXen791iauwrjJ2Vgx849+OeffwzFYNgZpNDsCcNOedUx7JRrJjvGhYuFWLR0OR8KNNhfcEi2vvqAq9ZuEN069AFQ8wgKjxZdf2/evtU/yi1+GXbar0aGnfI6ZNgp10xWjL37/8B3DZqhYdMWfCjQ4MfGvsjInC1L49oIRHlJHTm2Nh5Va89g2NWa1E57EMNOubSagB0tiv3777+Vl66OYlCXUePmQUgemFJHOdDuYxcuycU39bzgKt2Hnz9/RkDLVjh2/JR2RZXknGEnEUSDXoad8krTBOyUF6tuYyxfvQ7//bEJaNyEnTIF6B8FWgw9eNhoZRGdGJpA1yK0NQh87uAYdtqvRYad8jpk2CnXzGoMapH82Lg5hg5PsxqOb1pWIHflWtG6e/K0yHKgWr5DXZkZWTm1/FTnPI5h5xxdazNVhp1ytRl2yjWzGiNz1hz8r743ioqfWQ3HNy0rQOvDfmjUHF1797McqJbv0CQVb78QXL12o5afrP7jGHbqa1rbKTLslCvOsFOumcUYT4uKRauOrFawc0yByRkz8ZOXP06dOedYQirGzvvtd7Rp17GGYWUVH1ErSTHsakVmpz6EYadcXoadcs0sxhgwZAQCw9pg974DFsPwDXkK3Ll7Dw2btRBmr6RW++Wl4JxQXXv1AxlZ1rJj2Gm59qryzrBTXocMO+WamY1x5ux5NA+KQH0vP7eZyGC2oLV4MbxNO7Rp21GYv1L7sSUl78Via1pwreRYsXo96jX2xco16xXFU/IMZ4TN374TE6bMEAf1PETFJMrK/737D9SWntNTQQGGnXIRNQU7nU4nZjjSLEdXOkpKShAV2x4Tp2ai76BU5bXAMcwqMHveIowYM0GMlZWUqLehKo270T8l0fFJYtYnzfxUctCuAt7+LRXFUZK+M8IOGDpCbPVD2/18+5M3/vVdQ5v57/HzQAF2agmycy0FGHbK60MzsHv56rWw3P5DQx8xlkPjOa5y0OzLTt1+xqixE4UtQuXVwDHMKUB7sBGQ0sZPVk1XAh1NNOmZPAir120091ib16hbtXXbDqDWkhYdWYYh2NlypBXZ2GweGC6MR9sKz/drTwGGnXKtNQE7+rhExiQgIjoeO3fvU15KJ8c4fPQ4uvXuL0xV3bp918lP85zkv3z5Iib8bNqah6HDxzhccD3oCg4exoQp0+2GHWVEpOXfElo0JeblFyJgV1ZWZlVTKiO1Yu8/eMTAs6pU7d9k2CnXXBOwoxl5iV16iW1LXBV2nXsk4/uGPpqfqaf8FXJujJj4TsiZv8hh2F27flO06GjLG3KOwo7SEKbERo1zrgBOSJ0MHtC44/XqzV0tPUIPO7rPwLOkUt1cZ9gp110TsDt+8jQ6df/ZpWHXtkNXMS1deRVwDGsKUNcwHY607EpKS9GsRRiMjUyrATstmhJ7/tcLsbedf0gUtu/cbU160Xqllp3e6YFH3cvs6lYBhp1y/Rl2yjWrEYO6MWmCCi09YKeuAvMX/YI+/YfCp0W46FKjj6/SgyZl9Oo72CRjasCOEjx6/KSwnakVU2K79+4XXZg+LcKQPWeBiSZSj3HLTn9v+ap1GJGWrvfybx0pwLBTLjzDTrlmNWIQ7EIiYzF1xqwa9/iCYwpszduO9p17ClhRt5s9x7yFS5Ei2blALdhR6VJGjNGMKbH0ydMF7L77qanNmcPmYLfl198Ydo690qrEZtgpl5Fhp1yzGjEIdrSYnD6q7NRVYM/+AjEj05FuTJo6T7t2Gzs1Yff6zRvNmBJL6NQD39b3Rr0mvvixUXNjSWqcM+xqSOIyFxh2yquCYadcsxoxCHY0BqJ1yxo1CuYCF0jbyJj2Do3ZORt2JJNWTInRcom2iV3RMioWmdlzrdYww86qPHV6k2GnXH6GnXLNasSgDzJtAbNgSW6Ne3zBMQVomUDruA4uDzsqpVZMick1F8awc+zddWZshp1ydRl2yjWrEYNgFxwRjazZ82rc4wuOKUCms2imqyt3Y+pL+PjJUzT2CYIrbU2kz5vxL8POWA1tnjPslNcbw065ZjViEOzC28TzwH0NZRy/QLP/qMWkBdhRaZfmrnKprYnM1QDDzpwq2rpGM2KfPf9LW5mu49wy7FSoAIIdmbWiheXs1FWAZrgOGTZaM7CrqKgQSyPyd+xSVwgVU9M67GhCEO2KoZXj7dt3FmuP9m589fqNxx4vXr4ylF1N+7fmBGfYmVNF4TWCXYcuvdAsIExhTA5uS4HufQZg6oxszcCOyvPntetidqarmhLTMuzWb9oKL98QhLVu59JHy6g4kT+yLUr5pe54c47GpL18gz32IButjX0CRfl79R1kTiLVrjHsVJCSYEe2Mckwtat+4FQoZp0k0TQgFLStjla6MfUiTcvMRqqLmhLTKuw2bvkVvkER+M8PjfUyu/wvGRv49qem4h9hS8Bz+UI4KYPFz56LNZ9kIas2HMNOBZX1sKOxJfpPjZ06CtBED4IddQlqDXafPn0WllWOHT+ljhgqpqJF2BHoyBLO/QcPNQe77xo0E12u1PPDwPv6Iu/aU2XNh/aGrA3HsFNBZT3saOkBW1FRQdDqJPS7HWgRdlQEVzUlpjXY6UFHs11pJwyttewIduRojJGBV/3HDSB9coZo2aWlT/560YlnDDsVxNXDjsZqaEowO3UU6NNviGjVaRV2pIIrmhLTEuyMQUd6ahl2lH8G3tdvQ3zHbgJ2ZOSgNhzDTgWV9bCjpMiSys3bd1RI1bOT+PDxI+o38cP7Dx802Y2prz29KTHaYshVnFZgl7tyDZoFhILGdKj7ko7bd+6Klp3e7+q/ZMuVxuyM83nw8FE0aR6MjZt/dZVXok7yQZso0wQV2vy6NhzDTgWVjWE3M2e+ZowCq1B0pyVBBod/HpAi0tdyy44KQHBp066jy+x1qAXYUYuugXeAGPcMiYyB/iDjDfSB1Ptd/TcovI3YUkmaT/qnuL6Xv0eP4f33h8aiLus18QNtPeVsx7BTQWFj2D189FhMoy0v/6JCyp6bREJSd8NkH63DjmqxS8++WLZyjUtUqKvDTtp1aSya1rsxjcviyV2atCCe/mkRSw+aB6E2JnIx7IzfPjvPjWFHSdCHjT7Q7OxT4MbNW6D91miBNjl3gN2jx09cxpSYo7CjWZFkws0ZBxn9DgqPBk1GMefcCXZUPgJeYFhrYYhAiZ60i4dW9lA0V48005pAR5N36JdhV62SFnYqp3V2enfoyDHetVwvhh2/ZApp0dLlhpjuADsqjKuYEnMUdjRx6OKly045pmflIG285dl57gY7ei8GpozE3AVLFOmpX4Zh+CPR6Ekjn8BaW5vMLTsVXhJpy+6ff/5BeJt2Yuq5Csl7VBJPi4pBfwDv3pUYyu0usHMVU2KOws6ZO5Wv27gFYydMNdS99MQdYTdkeBq279wtLapVv7sYgmbYSapZay07yv7O3ftE18TufQfAh3wNkgekYPa8RSZvgLvAjgrlCqbEGHYmr5dTPdTVqF9nZ+lBDLu3lqRR9Tq37FSQU9qyoyR1Oh38gqNAH+8BQ0bwIVODgNBWoEk+xs6dYEflqmtTYgw747fLuecMO+v6cstOoo8WW3ZUhHqNfVH6/r2kNOy1pgCZB5NOQ3Y32JEpMZp6fuxE3ZgSY9hZewPVvecs2MW274z7Dx6pm9k6SI1hJxGdYScRxI29ngA7qr4jx06I3e3rYkYdw672/oCcBTses1Neh9yNqVyzGjHMdWNSIG7Z1ZDK5gVPgR0JQcatp8/MsamJ2gEYdmorajk9hp1lbegOt+wk+nDLTiKIG3s9CXZ1ZUqMYVd7f0AMu2qtK97h9rE8LPj1ion4DDsTOSBs43Xq/rNYj0KzHF3NWWrZ/dDIB2s2bMbWvO18yNSAXn53H7Mzfn8JPLVtSoxhZ1wDzj33aNhVAy5n3ABE+fngp5bdMWjNVRPBGXYmcmgTdqWl78V2HsNHjwetS+JDngZhrdviwqXLJm+Au01QMSlcHZgSY9hJa8B5fo+DnQngfNEwshe6J0QgOucqPpmRmWEnEUWL3Zi0iStt5spOmQKTM2aaWE+h2O4Ou9o2JcawU/ZOOhLas2BXifu/dMX/GrZBr5nbcPDWG5SjEveW9kCHZY9RaUZIhp1EFC3CjjZxXbg0V1IS9tpSgP5JINuixs7dYUdlXbJsJYxNzhmXX+1zhp3ailpOz7NgB5Re2oLx/ZLQ3Ccc0X0nI2fLEeyb2RWJDDvLL4nxHS3CrnXbDrhwqdC4GHwuQwFal0izWI13jXAG7MZPysCEKTNw5ux5lzhOnjojDCBnz1ng9PxkZc8TvQ62yr5h0zZERMeb1BptvcTmwkwkserxNNjpxagsfYST+bkYP6ATfBo1QcO2o5C17hCuvCjTBxG/3LIzkUN7Y3a04ShNTiE7fuyUKxAdn2Tyj4LasHv79p2YFEKbatLkkMQuvVzioH+QvqnnhXYduzk1PyGRsfDyDbH6DLLAT/uM0e4TZA1I7xh2eiXk/Xoq7IzV0b1/gtPblyN9YGcEDTe1AcqwM1YK2oMdWcZI7NxTUgr2ylVgwpTpyF251hBcbdhty9+B/oOHC/ultGM0pe8qjrq/afsWZzpb3ZiX/7wKsqpPrcyI6AScu3DJkB2GnUEKWSceCbuKUjy9+wBFJeUmGlUWHcay/Osm1xh2JnJoD3a0XUdm9lxJKdgrV4Hfft8tbInqw6sNO9qihp5B7vade2LX64lTZ7hES7w2TIlZgx1tnOrlG2zYOJfeZQKw3jHs9ErI+/U02FU+3oEh4T74tqEPvqkfjOi0rbhcWtUzUH5hFiIH7zQRjmFnIof2YEcTDWiiBTv7FKCNO6n7TO/UhB19fIRlm9KvNkup2zl5YAriO3bHXy9e6B9bZ7/ONiVmDnZlZWUYNXaiGKN78PCrzcVbt+8KO556MRh2eiXk/XoW7L7gQmY8Wk8/h7c64FPRGSwfHg+fdpko+KsSDDsZ74zWJqg0aBqAV6/fyCgZB7GkQGOfILx48VLcVhN2tLFux669azyW9iCkDWObBYTh7LkLNe7X9gVnmhKTwq6oqBg0Tjp42GhQy1LqqEvz3v0H4jLDTqqOdb9nwa4MB8e1Q+p+43foPQpXDkZI22nYvW8mt+ysvy7aatnRdvPNA8NtFYnv21CA1igePHxMhFITdpOmZWHxLyssPp3GW739W2L5qnUWw9TGDTIlRt2J167fVP1xxrA7dryqvCvXrLf4nLT0ydDfZ9hZlMnsDc+CnQ5Fa5IRNuWMZAF5Ge5uG4lQ/0A0HMjdmGZfFP1FLbXsaKPWPv2H6rPOv3YqMGPWHCxYvEzEVhN2NBPRFkCKip8hJr4TBqWOMtvSsbNIiqPRRBpqcVVWmluOqzg5QwSCXcrIsViwJLeqJXv+ouGeuZM9+wvQ4+eB4hbDzpxClq95FuwAXckDnD17T3RjmqpSjodHtmDFgXsml3nMzkQObbXsZubMBw3qs3NMgd937UW/wcNEImrBjmxuUvcodVnacmXl5UgbPxnhbdrV6b5hnXskm8xMtZVvOffXbdyC5kERSEjqbugqthaPTN/ROGdFRQUYdtaUqnnP02AnVaDi9h6sKHgivWzwM+wMUlSdaKll16vvIBz445CkBOxVqgCNEQWFR4toasFu1579ilvdm7bmie7EuqpTvSmxp0XFSiU0G55mn3r7haBlVJyi2aeR0Qm4cvUaw86sqpYvejrsPu8ZjYjJZywKxLCTSKMl2LUIbQ3j2WySorBXpgLUiqBF3zRLUC3Y0Xjd0txVMnPwNRh95P1CokCtduMF1l9DOPdMLVNi1FqmdYVjJ0xB6qhxijI9buI0rFi9nmGnSDWAYcewU/TKaAV29GH+rkEz1cdYFInlRoGpC/H6jVuqwY7G4c5ftM+E25u3b4XNTpo4QxZYatMR+FvFJRrWBip9NsUnA9uBYW1w49ZtGE9QkZvW9p1Vax+5G1OuYlXhPB12Fbd2Y9mBxxZF45adRBqtwO7GzVtijEeSffbaqcDAoSNBH1k1WnY0IYP+Efn777/tzA3EPzFZs+eJdWfU2qtNR88LbdVWccvy5ctXwppP736DQWNv5OyB3f0HjxDQshW37BRWuqfDzpZcDDuJQlqBHY0JkRkqduookDN/MWbPW6QK7OhjT7BQw+0vOCTG8TZvy1cjOdlpKAU1GSKnZTDzF/1iMinHHthR9+2PjZtjzfpNbAhado15Xjdm5YMDmJeTj8vVm9fpXp/D4mE90bpdT/TN3IVbkk3tGHaSl0krsKP1W9Nn5khyz157FRAf5ZFjVYFdfFJ3DBmeZm9WasSjlg51s9KMTZq56Wpu9bpNYiIKWWOROntgR2mQcWgyg8e7HkgVtez3rJZdJe4s7oqQSafxQUjyGUcnRKFRx0xs2LkDc/rFIGqW6TACw07y7mgFdmMmTAFN62anjgJkyYSmx6vRjUk7oNNEDzUdWRsZmDISsQmdQWvzXMHRxzV15FjQDgpk4MCcsxd2YydMFevzGHbmVDV/zbNgV4aCsW0x7ED1Nj7lZ5Ae2grjTlT5K5+sRlIH02VZDDvJe6MV2NHkBXP/SUuKw16ZChQ/ey5sZKoBO5/AcFD3ozMc7dBAVlfoPa1LR8sUomLaY3hautWxSXthR+MVNzEAAB1hSURBVOWkdX8MO/m17Fmw+4Kz0xPQdd0zkOnnsks5CPNLw+6PVXrpitYiqf1iE/EYdiZyaGdReUhkjMGGoKQI7LVDARon+ra+N7bl7QDZirTX0ced9ma7c9fUeoO96ZmLRxuhkl1Na6bIzMVT6xqZViPzYnJ6FuyF3R+HjgpD0Qw7+bXmWbADyq/lol2LWHRNHY6EYF8ETjpZ3aVZicdrf4bvsP0m4jHsTOTQDuyENf33X63pS4rBXjsUoN0PyC6jI7Dbsi0f//mhscnu53ZkxWYUstBCG6/2HZQK2kmhNhz9Q0ATeXyDInCp8IqsR9oLOxqnbNI8iFt2slSuCuRpsKNSl94+iBXz52PuxtN4oh/OLn+A37IzsPxcdTOvWkOGneRl0kI3ZpeefUUrRJJ19jqoAO0kPm/RUodgl7tyDb5v6ONgTuRFp93pafNZssHpzJYk5aakpFTYrKRdHJTssmEv7Khs9E/DcCduLkstUxobtOT0ebB039WuexbsdHh1egNmZM5GhoUjK483b7X6jmoBdh269BK7O1stCN9UrAAZIJ6WOdsh2M2eu1DYxFT8cAci5G/fKayV0HIUZzhabE/WejKychQbMbAXdlQO6r0YlDLKGUUSaTLs5EkbHBGD+w8eygtca6F0eHshD/PmLxa9DdTjUHXkILVjGL793ht+E6p2MtFniVt2eiWqf7UAO5qWTbPy2KmrwMgxEzB6/GSHYDdxygzRzaduzmynRkYGyGrJtMxsYUTZdgx5IfJ++12AdPfeA/IiSEI5AjvqLqWd3p3lGHbylHVN2EnyrnuPO/uXYWh8GHwT07Hk0COYdmICDDuJZlqAHW3F0rV3P0nO2euoAlNnzBLr4xwZsxs2apzoVnQ0L/bEp67GnsmD0KFrb7x89dqeJAxxysu/YPykDGHE+e69+4brSk8cgV1EdIKYkan0mXLDM+zkKeXasHuPOweWISU+DM0TxmHhHw+qJ6nULBvDTqKJFmAXFZuIAUNGSHLOXkcVmLNgCZIHpjrUsus7MBWRMQmOZsXu+LSlEJWDrJlcvHTZrnRo8gv1HtC2Rx8+Sv8/VpakI7Br16Er2nfqoeyBCkIz7OSJ5aqwKy3ciNT4MPjEj8H8/fdQaqM4DDuJQFqAXXjrdhg9bpIk5+x1VAHaMbxb7/4OwY7iU8u7rt2hI8eEVZM16zcrysrps+fRNCDUrh0bzD3IEdh16v4z4to7r7ueYWeuxmpec03YVeLe0i74pn4wgmMSQQ0A6RGbcdSkMAw7Ezm0sfSAZt9Rlxs7dRUgK/uJnXs6BDtqidCSAFdwj588FR8A2mJHjq3LZSvXCNCdOGV5TzCl5XIEdr37DRE7MCh9ptzwDDt5Srkm7ICyF/dQWHhFLIOhpTDSo/CB6Y4hDDtJfWuhZUcbjc7KWSDJOXsdVYB2PaDuO0fG7GLik0CzZV3FEeQIdvRfL8HPnPv48ZPBFBlZklHTOQI7Mo9GNkGd5Rh28pR1Tdjp8PbcNuTMWYBsw7EQ2fOWYOHqHThy772wrGJcQoadsRrQRsuOZt3NXWBq901SDPbaocDufQcQm9DJIdi1ik1EUrc+djzduVGoO5N2DafuTWNHU8rDWrdDWrpzjEw7Ajsyph3aKs44u6qeM+zkyemqsHt5JBdjx00SQzo0rFN1TETqgO7w92mL8YfemBSQYWcihzZgFxDaGguX5kpyzl5HFTjwxyG0juvgEOwiouOdOoPQkTLShBWauEITWGgiy74DB4XZL+q+dZZzBHZkZJq67J3lGHbylHVN2FnPe8nhSQjptckkkEvCjozx0r5YdXEMTxsvFtCGt4kHbehZF3mw9szUUWPxk7e/mEhhLRzd25a/w6Sy1fAsW7FaVU1u3r6jRrYMaVBLxZYulu6Ttl6+IYiMaW93GmTiilrelp5R19dnzJojNoRt4huC+l5+GDdxmlPzSubMqAuVNnZV6sh6SnBEtNloZ89fdDjftO8g7ShPdbJxy681nuOoBRXa+qg263v2vIX4749NrD6TZgr3HzLcahhpnhs1C8SkaVmK4kjTcMRfcOhIjbqxdUH3agt6xC80CeaSsKOPdPbchXVypIwYI3ZJpq4dmnpdV/mw9Nwhw0ajgXcAOvX42WbeNm3NM6lsNTzUorSUN3uuk3UONd29+w/szt/gYaMF7Kh1Zk9ZKE5jnyDxz5K98Z0djxad+4dEoXHzIPFP05j0yXaXVU5e+/QfAlov99eLF4qrmYxAU6vCnCNj2HKeby0MWcyJbtdRpLN2Q81ZqxUVFfhffS9zj5d1jWb3Wnu+2veysufim3peVp9J/8TTPyBKnk2QoDWXSuKoGZZ6IJS5z7i7YTACB5n+s++SsFNWMHVDa2GCCndjqlvn+tTcvRvz8p9X4RcSJSY3kVHnnbv3Ceso1JPiLMfdmM5Stma6nmUbsxJFeemIi08SS31ouU/V0RGRoYGoHzwIK65/NhGJYWcihzbG7HiCiqTSVPLSBJUYN52gsmlLnhifI6AbOzIgTdtFkUFp6rZT2zkCO56goqw2PAt2wMcH53HgwEEx9kytPzr2/3EER8/fxcvqPV2NFWTYGauhkdmYvPRAUmkqed1x6UFZeTnSxk8WU/hp2xxzjrYISh6YgviO3e3qbjSXpv6aI7AjI9BkQMFZjieoyFNWGxNUKlB8ZjMy08chdVwOVhx5DNN2HdvGrFHbWujGpBlqNPbCTl0F1FhUnpDkOovKi4qfiQkYg1JH4dMn6Z++qXY0O5PGY2lTWJr8oZZzBHY03kdLOZzlGHbylHVN2JXj2NQkDNtbZc6u7NI8RPm1w89TFyAnewq6R0ah5ybTf+64ZSepby3Ajs2FSSpNJa8q5sJ69UN0fCeVcmR/MvQee/u3BJVJiTt24pSIt2L1eiXRLIZ1BHadeyQjls2FWdRWesOzujHLcWxiAobs+QSgAtfndUL7pQ9RWS1K5b1cJCSZLs9i2EneGC3ALiq2vVgWIck6ex1UgBbqU3eeIxZUKD4tXahLt/iXFaKFRjMW7XFFRcVisJ9mp9pqEdpK3xHYkdk1NgRtS+Gv9z0LdkDpoUmI7LoUF0sqUbxuILosf2KAXemp6YjstvarOOBuTBMxyKMF2EW3SxLr7Gpkni84pAB1DdOkCEdg5+yF0NYKSGNvNK2cIEE7FzjiysrKMGrsRNAyjIePHtudlCOwozVh1LpzluNuTHnKumY3JgDdG5ycn4yAwAR07tsZfpH9MXbadIwa1A1+fomYeJgtqFitYS3Arm1iF6dag7cqkBvfpI87mRxyBHYTaPPW4MhaV6lqVmWs6rMqabG1l28w7FnYSyI4AjvavJUWfjvLMezkKeuysKvO/qeiS9i1YTmys2Zi0vQ5mLNqN84V1xyj5m5MSX1rAXZkmZ8WBrNTV4FefQdh6oxsh2BHi2lpwXZtOtpFvEnzYORv3+mUxxZeuQq/4EixqJjW5ylxjsCuXhNfYaBayfOUhGXYyVPLlWFX8fYRrlx7ghIxWPcJj87uxdb8ApwvYtjZrF0twK5Lz774rkEzm2XhAMoUINNRcxcudQh2ZE7th0Y+yh5sZ+jKykpkZM4WFlvUtkQjzdLrN29A+8vRfn3v3pVIb1v02ws7sl7ynx8ag0yGOcsx7OQp66qwK7u+Cok+TVG/mT+adc3FjmXJ8AtNQvsOcfBq1gEZJ0zfU27ZSepbC7CjD86PjZs7vIu0pOge76VuM5qF6Eg35pZt+eIj7YwF2sYV9Or1G3Ts2htk8qqkxNYezcYx7T8nuJJtzYCWrXDt+k1ZCdkLOxonbOwTCDIZ5izHsJOnrGvC7gvOTGuL+EW3UYbPuLaoD7xjZ+IMTc6EDi/3j9eGIWh5VeCcUFqBHS0st7RI2DnKuHeqtM7s2/re2Jq33SHY0ce9XmNfkI1OZ7nCy3+CwJwzfzGUdiuqkac9+wtEt6kcQ+P2wo62IqK97Bh28mvMs2ZjluHguHZIPVBlKqXi5ir0GbcH+u1aNWMIWn71qh9SK7CjWWrHjp9SXwAPTZFmL9K6NLIT6UjLjj7uPi3CUHDwsFOUXL9pq5gw8seho05JX26id+/dR8uoOLFrQnm5ZTNj9sKOWtjUbcqwk1sjgGfBToeitX0RNvkMRGNOIlNpQTpCBm43ucrdmCZyaGPpAXVjkgmoDZu3SXLPXnsVOHfhkpiyrwbsQlu1xS/LV9ubFbPxaCkAffijYtrj0eMnZsPU9sUPHz+i/+DhYnd3S0sd7IUdWdkfOmIMw05BpXoW7ABdyT2cPn0Hb2vMmfqCO3tXYP1ZXnpg9fXRSsuOTDtlZs+1Wha+KV8BmslILTo1YEfr3Gi9nVruaVExWrftANp+ij5oruaW5q5C04BQnDaziN1e2CUkdRfjg9yyk1/bngY7qTIVt/dgRYHlfwS5ZSdRTCuw27FzD1tRkdSdI16ynpI9Z4EqsOvVd7AYb3IkP/q4R4+fhLdfCFav26i/5JK/J0+fFcBbtnKNSf7sgR2Nn9Zv4gfa/JRhZyKnVY+nw+7zntGImHzGokYMO4k0WoHd1Ws3RJeWJPvstVMBMpZMrTo1WnYpI8eKpSHU9Wivow8+7e5M43/nLxbam0ytxit+9hyxCZ3F2riPH6tGUuyBHXXT0ro+MszNsJNfhQw7hp38t0Uj5sJozE7/YtfFbDxFgmokcGR0AugfCDVgN2z0eNHteKnwil2lL33/Hn36DQEZD3j58pVdadRVJLGlUPpkhLVuh/sPHtplQYU2lSWzZww7ZbWo/yZYi0Xm8GgrKyXONZce1CxBxa3dWHbAsmk7btlJNNNKy46yTbtOu8pkBYmMmvLS+jFapP/333+rBjvaDFXapSdHlJu374CWlUzOmAlaWK1VR6AiM2MTp2YiddQ4RcXQa8ewUySb4R9ga7HcGXYov4CF49bjSrl5BRh2El20BDtaUGyvzUJJsT3aS+sVaaE0ObVadjSmSq0TJY7ikNkvpf95K3lGbYb989p1NPYJQnibeNA/FHJdVGwiqFXMsJOrWFU4z2rZVaIofyIS2ncWdoLj6DchBk0atkRoQtW1xJnHTARk2JnIoZ2lB5Rtmo1J4zrsHFNg1579YmsfSkUt2NHGqTSxRI6jFtykaVmiRUctO3dya9ZvEhNXyMTdm7dvbRaNdm4gc2tkgYZhZ1MukwCeBTvgQ+EqdAkMQ1L2DvFPf8H+hejUcjAWHjgi/If+NN35g2Fn8rpoC3bGH2lJMdirQIGs2fMwb+FSEUMt2FFigWFtYAteNCZHY3Nk3Z/G6tzN0QQVmrAzM2e+6Ha/cvWa1SLuLziErr36iTAMO6tS1bjpabAjAcoe7EFaYhKGbLmDT58PICV6Ko5yN2aNd8PsBS11Y5L9QJq1xs4xBWjCj747WE3Y0cJoMgxtyV24VIjmgeGidU6zL93RGc/GJJDRON6mrXkWiyo0q16+wLCzKJPZG54IOxJC964QS/slouP06ejammFn9uUwd1FLsKMP5E9e/nj7Vm8RzlyJ+JotBegD/Oz5XyKYmrA78MchUPedOUfr5qib88ixE+Zuu801Y9hRoWh8lGxekgUgmrkpdS1CW+PW7bviMsNOqo51v6fCTqhSXoS9mQMRl5yLSzVfKxGEuzEl74+WYEdZp4/pwcOmA7GSIrHXigJFRcViTEkfRE3YkTktMgpNv3pHHySyhEIWUZ48LdJfdttfKeyooJ8+fRZr8WhNHq3N0ztaqkAtXb1j2OmVkPfrUbCrfIz1owcgdeY67LpYhI81TIbV1IxhJ9FEa7CbPW+RsPwhKQZ7ZSrw+669JrMm1YQdZaF7nwGgsVVytEyEbFsOT0sXyxxkZlHTwczBTl+g3JVrhfHtE6eqrF6QCbyJU2fob/MEFYMS8k48CnbQ4cOTi/h9ZQ5SesTDr2VH9Bi7AGsLruK5BYt6DDvJe6Q12FE3WFK3PpJSsFeuAjQL0thos9qw27QlD2SdhVrf1G1Je6h5krMGO9LhzNnzaBYQhiXLVqJNu44m9jW5ZafsTfEs2JlqU1nyECe3r8TklN4IDYlB3ICpmLf1GG68+tqnybAz1Qxag11p6XvRVablBciSKqhVL63POXv+ouGZasOONlmNiE7Atz81BRk3plmXnnS0ik2ET2C41TJ36ZmM+l5+8PILMVmPx7AzvJayTjwZdiYClb/BreO/YcHkVMRHRmPo71W7HzDsTFTS1tIDfdapa6zwylW9l39lKkD2G2nHd2MblmrDjrIyftI0jBo7EbQHnacdU6bPFD0Ptsq9bMWaGsazGXYyX+TqYAw7I73KS/D8Fdln/YKy8qoBPYadkT50qrWWHeWZTDLRNivslClAu2F37NrbJJIzYEfmr1x91wITEVT02OrG1D+K7JK2ikvUe8Uvw85EDpseht1XicovzELk4J1fLwBg2JnIoU3Y7d3/B8h0GDtlCmRk5dSwQMOwU6ahrdAMO1sKqXffs2Cnw/M9s9Dn54Hi20ffP+Oje8c2aDSQYWf17dJiy47W2ZENwmmZ2Xwo0IAs8xuP19GLwbCz+ueh+CbDTrFkdkfwLNgBZS8uYG63MCRMy8PWvO0mx6Z5A+E/iGFn9WXSIuyoQN839MGCJbmg6dx8yNOgYbMWhsXk+peCYadXQp1fhp06OspJxdNgB+hQvH0mck5/nXGp16ni5loMYkPQejnM/2oVdrR42R1tK5qvJXWuNg0IxfO/TI3FMuzU0VafCsNOr4Tzfz0Pdso05TE7iV4MO4kgbuxl2Dm/chl2ztdY/wSGnV4J878MO4kuDDuJIG7sZdg5v3IZds7XWP8Ehp1eCfO/DDuJLgw7iSBu7GXYOb9yGXbO11j/BGfBjragIrulWncMO0kNahF2tPtBs4BQpI4cKxYv0wJmPmxr4BsUgUePn5q8ATxmZyKHwx6GncMSyk7AWbALjohh2MmuhaqA/6cwfJ0E1yLsaJ1dRJt4YTiXFuLyIU8DMtJMM1iNHcPOWA3Hzxl2jmsoNwWGnXWluGUn0UeLsCNzYWSOiZ0yBR48fCTWJ77/8MEQkWFnkEKVE4adKjLKSoRhZ10mhp1EH63B7tjxU2LbGEkx2CtTgSHD08S6RH1whp1eCXV+HYVdv0HDcPvOPaccs+cuwpj0KRYL+uXLF/znh8YW77vaDTmwG5QySpgWVKJpQMtW3I2psLK5G1OhYOaCHz56HN169zfc6pk8SFgOMFzgE0UKXP7zKvxCogzW9hl2iuSzGdhR2NH2P7SzuTMO2hWd0pWutdQXyt1gR/sptoyKQ1B4tCI9BwwdATKarlVXVPxM7Jv4XYOmYnPgS4VXnF4Uhp0KEhvD7mlRseiGM7bar8IjPC4J2uaHdCXHsFO3+h2F3Yi0dHUzJElt2co14uNvDnjuBDsCnV9wJDZtzZMo4P7ex0+e4l/fNRQH7XJSG0M+DDsV3itj2GXPXYjJGTNVSNWzk9iweRsGDBkhRGDYqfsuuDrsqLQEvMbNgxAZ0x7R8UmGgzaTpY+k8TVXPm/dtgP+/X2jGvmNiI4HmcbzRNBR/dJsdeqOprqkcbsnT4vUfcnNpMawMyOK0kvGsAsMa4Nr128qTYLDSxSgDXDrN/ETXTUMO4k4Dnq1ADsqYva8hWgeGIFDR47jytVr4rhYeBn/+aGRwa+/7qq/5y5cxLc/eZvkd3/BQXj7tcQvK1Y7WJPaju7t31LA7vsGzQT8nF0ahp0KCuthd+PmLdDAMTt1FKDtQX7ftZe7MdWR05CKVmBHGZZ2aWq9G9OTuy4NL2D1SftOPUTrjlrmteEYdiqorIfdkmUrMWlalgopchKkwPpNWzFs9HiGncqvg5ZgR0U3Bp6WYcegM32RJ03LFLAb7uQxYP1TGXZ6JRz41cOOFkTvO3DQgZQ4qrECtObOp0UYw85YFBXOtQY7KrIeeDQBTItLDxh0NV/cvfsLRDfmL8trpzuXYVezDhRf0cOuQdMAvHr9RnF8jmBZAW+/EKxcuwHJA1JAM7jsOX5ZvgopI8eaPGTClOlYvW6jyTVP8WgRdlQ3BDwaE9ca7L79qanHzrq09jeln5F56Mgxa8FUu8ewU0FKgl2HLr1AH2Z26irQtXc/TMucDS+/EDEeSmOiSg+a1dd/yHCTjDHsxpnoYc5z9doNtIpLNLlFZu+cvfTA5IESz9Llq9CoWSDiEru49BGb0FnkLyahk8ivpVmXu/cecOlyOFPn2PadRcsuKi5RaJCWPllS2+p6GXYq6Emwo0HWpG59VEiNkzBWYMr0mSCLKkOHjzG+rOicWjI09mfsGHbahB3VYfGz5yi8/KdLHzRrVJ/Hv16YbkZs/B6+fPXaEE4f3pN+T50+ayj/nbv3jKVR/Zxhp4KkBLvwNvGorYFWFbKsmSRyV64V1mkYdupVmVa7MdVTgFPyRAUYdirUOsGOttzImj1PhdQ4CWMFtu/cjbYdunLLzlgUB88Zdg4KyNE1qQDDToVqI9iRTT/p1jQqJO3xSRz44xBax3Vg2Kn4JjDsVBSTk9KMAgw7FaqKYOcfEoVlHm4RQQUpayRB2pLJKO7GrCGNXRdWrd0o9llsHhiOeYuWWk3DFSeoWM0w32QFrCjAsLMijtxb+pbdvIXWPx5y0+NwXxWgTXBp8g/D7qsmjpwldOohZsCRTUKaEm/NMeysqcP3tKYAw06FGiPYhUTGIiNztgqpcRLGCmzL3wH6QDPsjFWx/3x6Vo6AXZPmQejTf6jVhBh2VuXhmxpTgGGnQoUR7Ghn8oEpI1VIjZMwVmDB4mXio+wo7AaljjJOFp669OCPg0cE7GhC1cyc+SaaSD3mYLdq3cY6XWcnzSP7WQG5CjDs5CplJRzBrm1iF8TEd7ISim/Zo8DocZMwauxEh1p2b968QbMWYTh6/KQhC54KO1qj9t8fm4gNQ/N37DLoYe5ECjsy1UWb6p44dcZccL7GCri0ApqBXXzH7qLltHP3PpcTlGDXuUcyfmjkA51O53L503KGaBPX2fMWOQQ7Kv/FS5fh5RtsAJ6nwo60+ObHJmjYtAUIZtacMexovzGahLVu4xZrUfgeK+CyCmgCdpWVlQhr3VZMQXdV2HXr3V8sP7h3/4HLVrbWMkYW7mkX441bfnUYdlR2Y+B5MuzIuDZNUPn777+tvhJ62BHoqEVHu1CwYwW0qoAmYEfiUvdLUHi0+O/cNygCrnR4+YagS8++wiQV7bDNTh0FLlwqBO30PGlqJlau2aBKonrg9ek/xGMNQYe2aitgZ0tQgh39k8mgs6UU39eCApqBHYlZUVEhoEfgc6XjydOnoA/I5IwsDBzKk1TUevFpKcfIMRPQpHkw3rx9q1ayooVHLca2iV3FeCCNCbr7MXz0eGHlhyamUHc7texslbnvwFT82Kg5+B841V49TqgOFdAU7OpQJ5uPPnb8lLDG/5O3P8rKy22G5wC2FSCL+2QZffmqdbYDKwzx+s0bkAV/Tzk2bP4VI8ZMEEfKiDHIyp4rq+w3bt5WqCwHZwVcUwGGnYr10rvfYLHfFpm4YueYArRxK+0PSOsXaeyOHSvACrACjijAsHNEPUlc+kBTtw9NVmHnmAIzZs0RsDty7IRjCXFsVoAVYAUAMOxUfg0mTcvC/+p7w9oeVio/0u2So5ZcfS8/JHbu5XZl4wKxAqxA3SjAsFNZ9/cfPuD7hj5i8F/lpD0mubUbt+Cbel64/+CRx5SZC8oKsALOVYBh5wR9Fy7NxTf1muDTp89OSN39k2zkE4jkgSnuX1AuISvACtSaAgw7J0hNVlQaeAdgyPA0J6Tu3knSzEsyZ1VSWureBeXSsQKsQK0qwLBzktx523fi25+8QdYqfFqE8yFTg3qNfTF+YoaTaoWTZQVYAU9VgGHnxJqnmYTTZmTzoUAD2tKH7Ys68aXkpFkBD1WAYeehFc/FZgVYAVbAkxRg2HlSbXNZWQFWgBXwUAUYdh5a8VxsVoAVYAU8SQGGnSfVNpeVFWAFWAEPVYBh56EVz8VmBVgBVsCTFGDYeVJtc1lZAVaAFfBQBf4f76IrdyIu9wAAAAAASUVORK5CYII=)
Description
Connector 1 Series |
2.92mm |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
2.92mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |