SMA(M)-GPO(SMP)(F) Adapter, DC-18GHz
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb4AAAD0CAYAAADkOUNXAAAgAElEQVR4Ae2dB3wUZf7/vXvd/4SIHJbzf8qpSG8JCQk1dEKvkQ4CegYFUVBAOEBBakJoAQwgvR0KSm8qWCjSotSAlBAw1CDNkEBCEr+/1/NsZrKbbbObmZ15dj77ek12duap7+/s887MTnmM8AIBEAABEAABExF4zER9RVdBAARAAARAgCA+bAQgAAIgAAKmIgDxmSrc6CwIgAAIgADEh20ABEAABEDAVAQgPlOFG50FARAAARCA+LANgAAIgAAImIoAxGeqcKOzIAACIAACEB+2ARAAARAAAVMRgPhMFW50FgRAAARAAOLDNgACIAACIGAqAhCfqcKNzoIACIAACEB82AZAAARAAARMRQDiM1W40VkQAAEQAAGID9sACIAACICAqQhAfKYKNzoLAiAAAiAA8WEbAAEQAAEQMBUBiM9U4UZnQQAEQAAEID5sAyAAAiAAAqYiAPGZKtzoLAiAAAiAAMSHbQAEQAAEQMBUBCA+U4UbnQUBEAABEID4sA2AAAiAAAiYigDEZ6pwo7MgAAIgAAIQH7YBEAABEAABUxGA+EwV7sJ3tkGztvRKxWCqHFybgmrUw2TFgHFhE14gAALGJgDxGTs+hmpdWtp9PrBLAzzeLaIryOHztesMFTc0BgRAwJYAxGfLA59cEHjrnfe5+EpXCqH5C5fSwsXLMVkxqNuwBedTsVotys7OdkESq0AABPQkAPHpSV+gun9LuSzv7cXPXyhQy33X1NSbv8uMps+K913FqAkEQMAjAhCfR7jMm7hJqw58UC9XNYwePXpkXhBuet5vwGBZfnfv3nOTGqtBAAT0IADx6UFdsDr3HzwsD+Yfj5ssWOt929xzSUkyqw9HjfVt5agNBEBAEQGITxEm8yZiv1WFN24pD+a3bt82LwyFPW/dsavM6+y5JIW5kAwEQMBXBCA+X5EWtJ7lq76QB/Fer78laC982+wNm7fJzF7t3of+/PNP3zYAtYEACLgkAPG5xGPulew3qgpBNeVBfN3GLeYGorD3Dx48kJmxSx12fveDwpxIBgIg4AsCEJ8vKCuoo2/UAD5YVgmpQ6F1GhliKnh9Wnp6hoKeIAkj0LlHX1l+YeFNKDMrC2BAAAQMQgDiM0AgZs9dIA+SBWVjlM/N23YyAClxmrBwyXIe05BaDfl7/PxF4jQeLQUBPycA8ekc4IKHxebMW0h37tw1xNS4RXtZyGMnxOhMSqzqE0/9ytlJh4rLVK5Oqak3xeoEWgsCfkoA4tM5sBkZtr8HLV62SucW5Vcf0bqjLL616zbmr8CcWwLsWkdpb/29D0bw+Xc/GO42HxKAAAhoTwDi056xyxok8bELw9lAaVTxnf71jMt+YKU9gbC6TXhM2d4f2+Nj8T124qR9QiwBARDwKQGIz6e47SsTRXxp9+/bNx5LXBJoE9mNy+5wwi8U/9liPt+4RTtc3uCSGlaCgPYEID7tGbuswcjia9oq/1Cny05gpUMCkV17c9nFfTqPn9VZtkoo/zzy43EO02MhCICAbwhAfL7h7LQWEcTHDsPi5TmBQUP/y0W3eesOnrlLz9f5Z/ZkC7xAAAT0IwDx6cee1wzx6RwADasvKL6RH4/n4sOJQhpCR9EgoIAAxKcAkpZJRBAfOykDL88JdOn5Bhdd/DzLY5wgPs8ZIgcIaEEA4tOCqgdlGll81pczsOsN8fKMQLtXe3Dx7fzuR54R4vOMH1KDgFYEID6tyCosVxTxnTuPpwwoDKmcrHaDZlx8l69c5csgPhkNZkBAVwIQn674iUQR345vv9OZlFjV5+bmcumxw8Ts0U7s1TayO1/GruljJwwpmVjaOg2bU6Pm7Uw/MZZsqt+0Nc39bBEeiCzWV8JQrYX4dA6HKOKbMHmqzqTEqv58UjIfpMtVDZUbLl3QLg3geLeIzFsOpSuF0E/7D8l8MQMCSglAfEpJaZROFPF17PqaRgT8s9j/ffElF98HH46SOzhi9Cd82bjJsfT9j3sUTeyRRkkXkjFdSCYmOibJKdPj+LskTCPd7UgONmYMTQDi0zk8ooiPDTJZWY90piVO9a/3G8gH501btsuNxm98MgqvZiTxsczsXqjSo7zYtsmeHYkXCCglAPEpJaVROhHEFxRWjw/iX+/E73xKNgM2KEt3abl583c5C8Qno/Bqxlp8rAD2ZPuGzdrybbNH3yivykQmcxKA+HSOuwjiGzB4KB9c3n0fTxdQsrns+n435xVcs4FNcojPBofHHwqKjxXww+69nDXb68MLBJQSgPiUktIonQji23/gEB9c2BmGeAq7+w2hb9Q7nNfK/62xSQzx2eDw+IMj8bG9Pum3voyMDI/LRAZzEoD4dI67COI7c/Y8SfeZnLtgic7EjF39tes35IG44O9OEF/hYudIfKxESXxnzp0vXAXIbRoCEJ/OoRZFfHFz5vEBpkZ4UzxWx8U2My3uU86JXbxe8AXxFSTi2Wdn4gur25gzv5Ga6lmBSG1aAhCfzqEXRXzsImzpOjT2GxZe9gTYYeBK1WrxQfjocfsHzkJ89sw8WeJMfDXrNYX4PAGJtATx6bwRiCI+hkm6No3dOSPpwkW6kHwJkxWDcZOm8AE4sltvh1sVxOcQi+KFEJ9iVEjohgDE5waQ1qtFEl9mVhYf2KXfVPDu+M4jBw4lONxsID6HWBQvhPgUo0JCNwQgPjeAtF4tkvgYC+n3lOp1GvFrqNh1VJgsDKR/BNiZho5eRhPfoqUrqGX7zjR+cqwQk8S3INtqNSzXmeI3voJk8NkZAYjPGRkfLRdNfFEDBvO9vm93fe8jQuJUwy73YIOzs5fRxFe2iqW9klBEed+zb78NYqndiadO2yzHBxBwRgDic0bGR8shPh+B9kE1oomvQUQbLuppM+fQytVrDD+1zXu+YZXqdenm77fkiEqHQE9CfDITzLgmAPG55qP5WohPc8Q+q0A08UW0juTi+/XsOZ8xKkxF7BByjz5RvM016uVfVgPxFYaqOfNCfDrHXTTxderRhw88Q4aPpvkLl2KyYiAdcnO2SRntUKdo4mNcr1vdIGDdhs0cNcTnbIvDcmcEID5nZHy0XDTxSYOMNMjj3f7MzszMTIdbD8TnEIvHC9mjmqTt7vSv5+THFeFQp8coTZsB4tM59CKJjx1qqph3gfbk2Jk0Z95CTFYMKofU5gPyocM/O9yqID6HWLxaGNm1N2fd7533IT6vCJo7E8Snc/xFEt+F5It8sGF3ysDLnkD01Jmcz+z4z+xXEhHE5xCLVwtTU2/Kj36S9v482eOrGFSTx0rKW/D9t99SvGoXMolBAOLTOU4iie/ztev4YPHekBE6UzNm9T/u2cf5vCrInVtE/I3POvLzFi6xkZcn4pNExw7ds2cnSpO0/OBhxzchsK4f8+ISgPh0jp1I4hswyPJcvi/Xb9KZmjGrT7t/nw/EbBDNycmxayT2+OyQFGrBw4cPqVKw5fAyE5Yn4pMernw/Pd2mDaL/M2DTGXxwSgDic4rGNytEEh+7WwsbYH5LuewbOALW0rC55YngJxPtL6aG+NQP6JZtX8t7fcdPJiquwJn4ylUNlf95qRBUkyoE1ZDLt3xmyywT+y4E1ainuE4kNA4BiE/nWIgiPuk5c+yL7uyWXDqjNET1o8dO5APlkuWr7NoD8dkhKfSC3NxcWUw/HzmquDxn4pMOdXryrrjSAglXrPqCho8aSyv+94XNFDMtjj6ZEFMgNT6qSQDiU5OmF2WJIj72ZWSDQfvOPb3opXmyrN+4hXNydAIQxKfNdiBJSo1DneUDLXt427/+lphU2cQOW0vz0jt7yDCrt1rN+l53Smq3s3dPRO51I0yaEeLTOfCiiO+TiTH8iz7LyRmLOmM0TPUpKZc5pyrV69i1CeKzQ6LKAunaUlXF980ul23744+0QouP/RbMpDdu4hSaGD1Nnti2w5azx37hpQ0BiE8bropLFUV8Hbr04l/GffsPKu6bGROyw8DsNyA2cP2RlmaDAOKzwaHaBz3Fx65r3bB5m8Mpdvps2rL9a6f9lLaTrKxHNmnY004gPhskqn+A+FRH6lmBIoiP3cuxcojlv9Dbd+541kETpm7dsSsfuA4l/GLTe4jPBodqH/QQX8ply549E5S7yVlHpXwPHjy0SQLx2eDQ5APEpwlW5YWKIL6fDhziX+7C/J6hnIj4KUeNncB5LVv5uU1nID4bHKp9kMQ3YvRYmhb3qaKpXNUwHqOClzPIv/G5OdR5+cpVWXjsvrWOJklsztokrb+fnmHDAuKzwaHJB4hPE6zKCxVBfOysM/Yl7dLzDeUdM3HKNV9t4LwGD/2vDQWIzwaHah8kgXjzfvfePZt2eCM+mwKsPihtD8RnBc1HsxCfj0A7q0YE8Y2dEM0H8inTZjnrBpZbETiReIrzatyivdVS3LLMBoaKH6Q9vgnRU2nhkhWKpgp5Z2+qscfnrCtMfOxRVc7aJIkR4nNGULvlEJ92bBWVLIL4wsKb8IGc7cng5Z4AezqDNKix09+lF/b4JBLqvkvi8+VZndaHOp31hm0DbA/S2UvaRiA+Z4S0Ww7xacdWUckiiK9GeFM+kJ/69YyiPiERUcVqljM7r99IlXFAfDIKVWcgPlVxmqIwiE/nMIsgvkp5jyIqeFhIZ3SGrr5dpx78n4XDPx+R2wnxyShUnYH4VMVpisIgPp3DLIL42CGZysG1dSYlVvXsxBbGbf2mrXLDIT4ZhaozEJ+qOE1RGMSnc5hFEV/j5u10JiVW9Z/OW8jFN+vT+XLDIT4ZhaozEJ+qOE1RGMSnc5hFEV+fN/vrTEqs6jdt2c7FN/D9D+WGQ3wyClVnID5VcZqiMIhP5zCLIr4Jk6fqTEqs6o8cPc7F16ZjN7nhEJ+MQtUZiE9VnKYoDOLTOcyiiG/GrLk6kxKr+tTUm1x87Dou6QXxSSTUfYf41OVphtIgPp2jLIr4tm7/RmdSYlXPHmUjXacltRzik0io+w7xqcvTDKVBfDpHWRTx7f3pgM6kxKteuv0VkyB7QXzaxBDi04arP5cK8ekcXVHEx27DhZdnBEJqN+R7feyhpewF8XnGT2lqiE8pKaSTCEB8Egmd3kUR328pl3UiJG619Zu25uK79FsK7wTEp00sIT5tuPpzqRCfztEVRXzSXovOuISqnp3RyX7nk/aWIT5twgfxacPVn0uF+HSOrijik36n0hmXUNX3fP0tLj7p91GIT5vwQXzacPXnUiE+naNrZPE1bdWRD9xsrwUvzwm82q0P5xc3x3L3FojPc4ZKckB8SighjTUBiM+ahg7zIoiPDSx4eU7g3feHc/Ft3rqDZ4b4PGeoJIeRxcf+aYybM8/hJF3uEjt9ts36oLB6fLu5kHxJSfeRxgsCEJ8X0NTMIoL4ylUNU7PLpilrUN6NqiE+bUNudPFJgvP0PeHno9qCM3HpEJ8vgn/uHNGkSQ6nrLGf0NRnn6e2pcrz//I+btbKYTpn+bVcHlQpmLeJfWG1rMewZcfEEGVmer2FNGzWlvObOnMO0e3b1K1GOP88o23HwvOMi/O6XVLGCkGWZwYe2LKNaPLkwrfJyTaudXwloZwcMkxxH6Q898aMsckjLV/Sq6/N8oJ9ODd0mNvvhlTWwl59ydH0VkRreqNJC7t1pStavncnPhjisg0UHU2UliaFE+8eEID4PIDlddITJ4hGjnQ4PRo2jOKffo6iSpai0hWqUVzdBg7TOcuv5fKmZSrTKxWqUbWyVQzTJi37a1f2uHFE6eleh71ek5Z8cJw0ZQZRaioNrFqdx3h5o4jC85wyhcjq6e7eNLJ8YBhv3541XxKNGlX4NjnZxu24qpyubJ4oUt4bpLgPkpTuMblYtUdaHt+xs81y6zRsPmngwHzxWeW3TieVtbhLd3I0jW/Tgca0am+3ThLfz/3edtkGYtK+e9eb0Js+D8Sn8yZg7EOdHfiXm92BBC/PCeBQp+fMvMlRs15Tvp3eSM1/2r27cqTf0Qo+XFm62872b3a5LOLylav54nOSUhKft+8//3LMSclYXFgCEF9hCRYyvwjiK1sltJC9NGf2dz/AyS2+iLyRxcd+f4ydPsvhxG5gzqQYHTvTZn3VUMshcZzcot3WA/Fpx1ZRyUYWX5OW7d3+V6uokyZNFNmtN+c3Y1Y8J4CzOrXZEIwsPldHSyoF1+bbR1bWIxsw0m/DEJ8NFlU/QHyq4vS8MCOLL6J1/nV8uYX8PclzMuLnkC5g37NvP+8MxKdNTCE+bbj6c6kQn87RFUV89+79oTMp8apvE9md/0d//GQibzzEp00MIT5tuPpzqRCfztEVRXy4SbXnG0r9CMtNqi9e+o1nhvg8Z6gkB8SnhBLSWBOA+Kxp6DAvivikGy3rgEjYKqvnPZbozh3LKecQnzahhPi04erPpUJ8OkdXFPHt239QZ1LiVV8hqAY/1Jmdnc0bD/FpE0OITxuu/lwqxKdzdEUR39Yd3+hMSqzq2dMspOu3pJZDfBIJdd8hPnV5mqE0iE/nKIsiPnajXbyUE7iRepOLj12rJb0gPomEuu8Qn7o8zVAaxKdzlEUR38SYaTqTEqv6o8dOcPG17thVbjjEJ6NQdQbiUxWnKQqD+HQOsyjie73fOzqTEqt69kQGdqhzwKChcsMhPhmFqjMQn6o4TVEYxKdzmEURH7uLC17KCcz9bDEX38zZc+VMEJ+MQtUZiE9VnKYoDOLTOcyiiK9KSB2dSYlV/QfDR3PxrduwWW44xCejUHUG4lMVpykKg/h0DrMI4qtYrRYfxNPTM3SmJU71Hbr04swOJfwiNxrik1GoOgPxqYrTFIVBfDqHWQTx1ch77MuZs+d1piVO9ZVD6nDxXbt+Q240xCejUHUG4lMVpykKg/h0DrMI4gut04gP4mvXbdSZlhjVZ2ZlcV7s5Bbrm3tDfNrED+LThqs/lwrx6RxdEcT38bjJfCCfOmOOzrTEqD7x1K+cV8PmbW0aDPHZ4FDtQ0itBpz37Lmf0bKVqxVNFYJq8jxaP4iWXcfprE3sOZfsnyM8lki1TUFxQRCfYlTaJBRBfMtXfcG/oN1e+482EPys1C/Xb+K83hsywqZnEJ8NDtU+sIe9SnfJ8fT97r17Nu3Q4wnsEJ9NCHzyAeLzCWbnlYggvr0/HeQDS0iths47gjUyAWkPeemK/8nL2AzEZ4NDtQ+BYZYnlo/+ZCJNjp2haCpfNYxv02rs8Y0aM4EcTZKEnbVJegI7xKfapqC4IIhPMSptEoogvl/PnCPpadF379r+h6wNFbFLbfuq5Tl8Bw8l2HQE4rPBodoHPX7ju3gpRfFeprOOSt8piM8ZIe2WQ3zasVVUsgjiY2dztuvUg3/R9x88rKhfZk30559/UqW8yz8KPrwX4tNmq9BDfH/8kca/D+zQ6Bdfrnc4jZkQTWu+2uC00xCfUzSar4D4NEfsugJRxDd2QjT/osfPX+y6QyZfe+XqNc6pSnX7C/4hPm02Dj3FV61mfa87JR3qjI6dSbHTZ8lTYKjl0O2F5Etel42MrglAfK75aL5WFPFFT43jAzq7MBsv5wQ2bNrKOYXWbWyXCOKzQ6LKghrhTTjzG6mpissLCqvH83j7G5+0x1cY8Um/ATp7P3rspOL+IKFnBCA+z3ipnloU8Ul7MuyLzg7n4eWYwJjxlks/Fi1daZcA4rNDUugFbFuUzuq8lJKiuDxn4nMmIVfLFVdaIOGCxcvo/WGjaMnyVTbT+MlTadjIjwukxkc1CUB8atL0oixRxMe6FlK7If8v+fKVq1701BxZGrdozxkdP5lo12GIzw5JoRds/2Yn583EdPXaNcXlORNf2SrVeXnsMCS7zk46HMnKZ5+lSZJt1ep1FdepNOGu73fT8FFjlSZHOi8IQHxeQFMzi0jie3vgB3xQWL9xi5oI/KYsdtiMDZBssMzOzrbrF8Rnh6RQC7KyskgSGOOuxqHOiNaRPIa/nj1XqLYVJvO2Hd/SO4OGFaYI5HVDAOJzA0jr1SKJb/War/igMHjYSK2xCFn+nr37OZ+OXV9z2H6IzyEWrxcuXLKC82bS81R8Uh52A/ZKwfmTtPznI8e8bldhM0J8hSXoPj/E556RpilEEl/ShWQ+wNRq0ExTJqIWPmX6LM4nbs48h12A+Bxi8Wrhzd9vUflAy0Xo0l6fJ3t80h1aJNEVfL94Ub8zKiE+rzYJjzJBfB7hUj+xSOJjJxJIAwYb5NnDVjHlM5BOQz9Q4MJ1aauB+CQShX/v3KMv/yfjjbcGkjeXM7AWsEOljx49sptycnIK38BClADxFQKewqwQn0JQWiUTSXyMgfSjfsH/kPHZcriNcXj48KHDzQXic4jF44Xf/bCHS4+xPnP2nNfi87hiH2WA+LQHDfFpz9hlDaKJL7Jrbz7oDBoygubMW4jJioEkf2cBh/ickVG+PDX1d1l67I4p7OXtHp/yWn2bEuLTnjfEpz1jlzWIJr6oAYP5wPPtru9d9suMK6VT3531HeJzRkbZcnaovfd/+vPtLyy8iXw9KcSnjB9S5ROA+PJZ6DIH8emCXZNKRRNfg4g2XCIz58yjz9euM/zUqXsf3l52j0vrE1kgPk02Z78uFOLTObwQn84BULF60cQntVc6RCvK+w+799pEDeKzwYEPCghAfAogaZlENPGF1bXcF7FGvabUtFUHTFYMJHE4216MdqhzztwFFNEmksZOiKFPJhp/csYX4nO2xWG5MwIQnzMyPloukvjYc8OkwQfv+WdxFmRxKOEXh1uP0cTnsJEGXiidUVywiRBfQSL47I4AxOeOkMbrRRLfmi/Xc/HVadSC2DP6zp5LwmTFYOSYCZxPl56vO9xqID6HWBQvhPgUo0JCNwQgPjeAtF4tivjYRb0160fwgR1ndDreKti9OisG1eSMTiSesksE8dkh8WgBxOcRLiR2QQDicwHHF6tEEd+sT+fxAT20bhPKzc31BRoh64idMZtzYnvFBV8QX0Einn12Jr6wuo05c+szPT0r2VipcR2f9vGA+LRn7LIGUcTXrfebfHD5dN5Cl/0x+0rpuYXsdz/2sFLrF8RnTcPzeWfik35jPX/+gueFGjAHxKd9UCA+7Rm7rEEE8bF7T7LBhQ08affvu+wPVhK99sbbnBd7moX1C+KzpuH5vCPxsYvaJfGlp6d7XqgBc0B82gcF4tOescsaRBDfoKH/5YNL/3eHuOwLVloIsN9A2WDMDsFZvyA+axqezzsS3+68R0Ex3v7ygvi0jyTEpz1jlzWIIL6gGvX4QL79650u+4KVFgLsjv/SxeG/37otY4H4ZBRezRQUH9vba9zS8sT7V3v09apMI2aC+LSPCsSnPWOXNYggPulQUmZWlsu+YGU+gT5vDuD/LGzd/o28EOKTUXg1Yy0+dpZxVP/3OGO2fd69e8+rMo2YCeLTPioQn/aMXdYgivjad+7psh9YaUtg5eo1fFAeMuIjeYUkvphpcXTo8M+KpoRfjlDK5SuYLl+RH4nF7jgjPReSSe+zRctkxv4wA/FpH0WIT3vGLmsQRXzjJse67AdW2hI4n3SBi69c1TB5BbvNm7T3jHfnd77xhM3X334n8/WXGYhP+0hCfNozdlmDKOLb/vW3LvuBlbYE2KE4aQCXnujdqkMXvowdsmO/ASqZWFp2f9S6jVuYfpJ4sluUxU6fTQ8zM22h+8kniE/7QEJ82jN2WYMo4mO3J8PLMwK18u50c+XKVZ5ROtS5dt1GzwpCalMRgPi0DzfEpz1jlzWIIj7WTrw8I9D21e58D+/HPft4RojPM35mTQ3xaR95iE97xi5rMLL4muSdKs4OMeHlOYHOPfpy8c2O/4xnhvg8Z2jGHBCf9lGH+LRn7LIGI4uPPW+PSY+dQYeX5wSkC/83b93BM0N8njM0Yw6IT/uoQ3zaM3ZZA8TnEo/QKwuKr0fvKP6PxPxFS4XuFxqvLQGIT1u+rHSIT3vGLmswsvhwqNNl6NyujOzam4subs58YndzYZc2sD3oEaM+cZsXCcxLAOLTPvYQn/aMXdZgZPFFtO7IB2o2WOPm1C7D6HBlm8hunN9PBw7SgsXL+XzDZm3wWCeHtLBQIgDxSSS0e4f4tGOrqGRRxHf61zOK+oNE+QTCwptw2Z0+c5bKVgnl80eOHs9PgDkQcEAA4nMAReVFEJ/KQD0tThIf26ti0+JlqzwtQrP01nt86zZu0awefyyYHdqUYjpk+Gg+P2DQUH/sKvqkMgGIT2WgDoqD+BxA8eWijIwMeYBkA2X8/EX8AabsIaZ6T41btJPbNm7iFF9iEb4utofM4lk+73c9Nn/9Rqrw/UIHtCcA8WnPGOLTnrHbGiZET5MFI+0lGO29VfsubvuBBPkEFi1byWNavU4j/h43Z17+SsyBgAsCEJ8LOCqtgvhUAlmYYsZPjqWmLS3XzFWsVouq1axviKmgfB88wN1blMa562v/kf+ZCandkB4+fKg0K9KZnADEp/0GAPFpz9htDWMnRNOylavdpvN1gtt37sin4DMJbty8zddNELI+Jjnrfxq2f4MH+AoZSJ0aDfFpDx7i056x2xqMKj7W8EVLLYfs2EDe583+bvuCBETsTi2S+Np36knsSeF4gYBSAhCfUlLep4P4vGenWk4ji4+dnVinYXN5IL9z565q/fbXgtp36iHzwmUg/hpl7foF8WnHVioZ4pNI6PhuZPExLHv27ZcH8k8mxuhIyvhVJ11IllkNHjrS+A1GCw1HAOLTPiQQn/aM3dZgdPGxDjRqbrm0gd2wOjs7222fzJqg/3tDZfHdun3brBjQ70IQgPgKAU9hVohPISgtk4kgvuSLl+QBff6iZVriELbsW7duy4xips4Uth9ouL4EID7t+UN82jN2W4MI4mOdeOOtd/nAXqZyCC1ZvoqWrliNyYpBg6atOZ8KQTX5TandBh4JQMABAYjPARSVF0F8KgP1pjhRxHf33j15jxt//gYAABDKSURBVEY6axHvllvNWXNYvupzbzYD5AEBTgDi035DgPi0Z+y2BlHExzpSp2EzLr9KwbWoavW6mKwYSPJzG3AkAAEXBCA+F3BUWgXxqQSyMMWIJL7C9BN5QQAE3BOA+NwzKmwKiK+wBFXID/GpABFFgICfEID4tA8kxKc9Y7c1QHxuESEBCJiGAMSnfaghPu0Zu60B4nOLCAlAwDQEID7tQw3xac/YbQ0Qn1tESAACpiEA8WkfaohPe8Zua4D43CJCAhAwDQGIT/tQQ3zaM3ZbA8TnFpGfJcih3w5upfWHrlCOdc9yb9OxbzbR2nUbHU5f7jhGqbnWGTDvjwQgPu2jCvFpz9htDRCfW0R+lSA7dRcNaxpKVQd/TTaP9s06RtHtalP5wDC7qVzlYCrTaCLtzfIrFOiMAwIQnwMoKi+C+FQG6k1xEJ831MTLk3PpKxr8ansKqxbCbwJgJz5nXco6RTMia1D5TvPoNO4P7oyS3yyH+LQPJcSnPWO3NUB8bhH5R4K0ZNq/6zv6ekc89QoLsd/jc9jLXLq5eSiFVmlIb61PJRzpdAjJrxZCfNqHE+LTnrHbGiA+t4j8K0Hm9zSkTnVl4ss6SVPbh1G5tjPpFxzm9K/twElvID4nYFRcDPGpCNPboiA+b8kJmk+x+HIpdf0HVL1yA+q3Dnt7gkbb42ZDfB4j8zgDxOcxMvUzQHzqMzV0iUrFl3WcYtqGUbnWM+jnTEP3CI1TkQDEpyJMJ0VBfE7A+HIxxOdL2gaoS5H4cun6V4MpuHJ9ivoKe3sGiJrPmgDxaY8a4tOesdsaID63iPwrgRLxZR6hSa3CqFyr6ZSAvT3/ir+b3kB8bgBZrc7NzaWC059//mmVwvEsxOeYi0+XQnw+xa1/ZW7Fl0tX1rxLQZXr0Ztrr+NMTv0j5tMWQHzKcReUHvsM8Snnp2tKiE9X/L6v3J34HiTQuJZhVK7lNDqEvT3fx0fnGiE+5QGA+JSzMlxKiM9wIdGkQbl/nKcft22nTRvjqHtYCFXsPpXWbdlOW/aco3vyBXo5dHn1AL6398aaa9jb0yQSxi4U4lMeH4hPOSvDpYT4DBcSTRqU/etcalM1mN+15ZWK+e/lOsTTKemOLBmHaGzzUCrXMpYO2dzPTJMmoVADEoD4lAcF4lPOynApC4rv91u36cChBFq+6gv6cOQY6tEnih48wChouMChQSDgJYG+Ue/Q+x+OoiXLV9Henw7QjdRU+bcpiE85VIhPOSvDpRw8bCSVqVzdMlUKofKBNSgwLJwqVqsp7x1MmT6LPp2/EBMYYBvwg21A2uOvEFSTgsLqUcWgmlS6UggfA0pXCqZWHboYbpwyYoMgPiNGRWGbBg4eJguOfSEqVatFgWH1uAClL8gnE6dQ7IzZmMAA24AfbAPS97pc1VD+T27lkNo2Y0Dztp0Ujh7mTgbxCRx/60Od7FTcK1ev0Y979tHCJctp0JAR1KFLL8rMxOl9AocYTQcBGwLde79J/d8bSvMXLqVd3++m31Iu8+vRWCIc6rRB5fIDxOcSj7FXWovP2C1F60AABLQmAPEpJwzxKWdluJTjJsXyE1kM1zA0CARAwOcEdnyziwa+/6HP6xWxwpycHGKTtQBxAbsgkbx583f6Iy1NkNaimSAAAloSyMzKostXrmpZhd+UXVB8SqTHOo9blvnNJoCOgAAIgIC5CEB85oo3egsCIAACpicA8Zl+EwAAEAABEDAXAYjPXPFGb0EABEDA9AQgPtNvAgAAAiAAAuYiAPGZK97oLQiAAAiYngDEZ/pNAABAAARAwFwEID5zxRu9BQEQAAHTE4D4TL8JAAAIgAAImIsAxGeueKO3IAACIAACXhLAnVu8BIdsIAACIAACYhKA+MSMG1oNAiAAAiDgJQGIz0twyAYCIAACICAmAYhPzLih1SAAAiAAAl4SgPi8BIdsIAACIAACYhKA+MSMG1oNAiAAAiDgJQGIz0twyAYCIAACICAmAYhPzLih1SAAAiAAAl4SgPi8BIdsIAACIAACYhKA+MSMG1oNAiAAAiDgJQGIz0twyAYCIAACICAmAYhPzLih1SAAAiAAAl4SgPi8BIdsIAACIAACYhKA+MSMG1oNAiAAAiDgJQGIz0twyAYCIAACICAmAYhPzLih1SAAAiAAAl4SgPi8BIdsIAACIAACYhKA+MSMG1oNAiAAAiDgJQGIz0twyAYCIAACICAmAUOJLzM1iS7ezhGTJFoNAiAAAiAgBAFDiC87K5uIcuhsTCOKXHyPg8vOZsuI0rd+SI3q1qXw8HrUoHEzatd9AI1dvIdSMiW+2XQqvic16jJTWqDfe/Ypiu/ZiLrMPKpfG1SqOftUPPVs1IVmHrXEQaViUQwIgAAI6E5Af/HlXKLF3WpS29Ff0XeTIqjz3IO08v0IqvPWerqVS3RvSVsqUqIJjV69hj5f8RnFDu1Cof8qQk/XGk47buRyYaZsn06jYzfrDpNyUmj79NEUuzlZ/7YUsgU5Kdtp+uhY2pyMPfBCokR2EAABgxHQX3wMSM4N+mlePwp/PoCeKNWMhq48SneY08givqLP9aVNDy2f2d/c69toQOWi9ELPtXQzlyjjwj7atvc8T3D//F7ati+J7lz8npZMi6HZaxIoNYco+8Yh+jwuhqYt/YEuyXuLRJSRTD+snEXRk6bSgi0n5XqlctJuJNDaOTE0JX4Dnbib1yhWU2YK7Vs9m2ImT6O5K7fR0RtZrDC6sG8b7T1/P6+xuXQncSstmj6ZometpB+TM/KW36fze7fRvqQ0upGwlubETKH4DSfItvh9tHp2DE2eNpdWbjtKvPi83PJb7i1K/PYLWjBrCk2cOJXmfXmQrrJmsNf987R32z66kJFLGVeP0Z6fU8iyKoOSf1hJs6In0dQFW+ikBDovm/yWcYH2bdtLvCt5ZSWl3aCEtXMoZko8bThxl6xoyNksVSuPgcRZcbxsasIHEAABEPCcgCHEd+/E5zQqsj7VDXqRSldvQI16TKQt5y2SYHt8BcVHlEupyzpQiWKtaMH1R5QUG04BoeOJKJsSx4fS4/+qRNUC61Bkj/YU/GwxCnntHWoVWJ1a9+hMdUsGUOl+Wzmp3KsbaUDgM/TvWpHU+7VIqvXvElQ+agNdz80r54UgCgsMpojO3alVlaeoRHg0HWdH/rJO0PQmz9FTFSOoa49Iahpckv7ROI5SHiVRbHgAhY5P5HuiScu7U5l//JtqR75GPVoF0rMlQmjI1zcpNzuRxoc+Ti8EhVFgcAR17t6KqjxVgsKjj5Ol+OnU5LmnqGJEV+oR2ZSCS/6DGsel2Ivm1gJq/fTLVLtdT+rb+1WqX+pJ+leb+XSWiT5xPIUWrUjt+zag5//fX6lIs7l0PfsqbRwQSM/8uxZF9n6NImv9m0qUj6IN1+0VlpMUS+EBoTQ+MdtS1uMvUFBYIAVHdKburarQUyXCKZrDKLjReRIDT9IWrAefQQAEQMA7AvqLL+cSrfpwIM356Rqdn9qUOi2/Qyk7p1D/MVvkQ5324iPKSRxPYUXK0KDdD+zEV+SVPvRlCjtEl0OnJ9agvz/TnOISLSK9vbQ9FX/hTbZLRNv7laJX+qwjfsSUpT4bS/WK16SJpzK5QIuUj6LN1yyH+nh9RavRx0eyKTthNAUG1KOpF6TDgBl04VQSpedYie/uV9Tr+Weo1fyLZEmVQQdHBlNA1ZF0+CETXxEqH7WZLMXnUOL4MCpa7WM6kp1NCaMDKaDeVMov/gKdSkq3j3DOPbpzT2oDUfbhkVS1aH2alpxjkdXfS1D1qAW071Iab8P97f2o1Ct9aF1+hym2XnGqOfFUXhvzq7ATX5HyFLX5miVdTiKNDytK1T4+wkWdn4vNWWSmLAaepLWtBZ9AAARAwFsC+otPbnkOJc/tRv3WWE5ukRY73uNjkoqm2kVepnd2ZdiJLyA8lpLyfHBnYSsKKDuYducdAny47U164R+dibJ20+Cyj1OZ5lH09ttvW6Z+Hahq8Weo17r7XHzW5dD9ZdQ+4CXqvzOTci/OpibFnqTAHhNpxc7jdC0jb4/JSnyZ3w+kV55oSQtuSj2xEtO54zQ+NIDCY5Nk4dxf1p4CXupPOzNz6eLsJlTsyUDqMXEF7Tx+jaTi80vKn0s7s53mjX2P+nZuSxF1ylKJv4fQmGN5e2kB4RQrgaAs2j24LD1epjlFSf19ux91qFqcnum1jqyOJPPC7cRnU9Z9WtY+gF7qv5OsjxpbWmWRmTU7pzHIk6SytPl9xhwIgAAIFIaAgcTnuBvOxJex7U0qWbQhzbhof6jTeiBl+QPKDJLFl7mjH5Us3ono4Qbq/WwRCuz2EY0ZMyZ/GjuJ1iY+tBdfxiqKLPYiFx/RQzq9eii1q/4iFf/bX+ivxcpQhxmHbfb4Hm7oTc/+oyt9If2sx/coY6hOQDCNSThmJ76MVZFU7EUmPiJ6eJpWD21H1V8sTn/7y1+pWJkONOOw/R5f+u4RVO3JJ6l8y7fo49h4Wvzpm1S1iDPxPaQNvZ+lIoHd6CPr/o4ZS5PWJtrtubkWXwatiixGLyoUn9MYOBCf87SOtw8sBQEQAAFPCYgpvpxkWtjuOSoRMYeSc3Jc7vE5HUizDtLwSkWpTsxZea8rH579XgvZiC8/Zc7dM7RpUAgVeboXrUvPP9SZdXA4VSpajx92lFJn/vAulX6iGc1NOeFafFIGyqG7ZzbRoJAi9LTdXlkm7ehXkgIaz6Lf8nY4cy/OoAYBzsSXRQeHV6KidWL4b4ByFU5mID4nYLAYBEBAeAJiiO+fr9FXt9Mp7VYKJf6wgj5qV4aK/f9mNPM42z3yUnyURYc+CqYnSnWlxYl5Z2Fm36SjaxfT1guW3/is9xytxZd1cC59FP8jpfDjgzl0aW4LKvHS2/RtRr74KHM/jahSjKoM3EE32GHXzLO0+NWSVKLZp5ScyX7jsz3Umb/Hl0UH535E8T+mWA4/5lyiuS1K0Etvf1vgsGIW7Xm/HAXUmkAnWTuyr9P3nzSm55we6iTKOvQRBT9RirouTiRLj7Pp5tG1tHjrBTv5Q3zCf7fRARAAAScEhBDf4489Ro899hf6y9+KUImSVajx65NoS5L0q5S34mNXH5ykJf8JpX8WLU4vlC5NJUsEUIny3WlxkmvxZZ+YRW1ffoL+Xvx5KvXyP+nJZ4Kp3+fJlGP1Gx/jnXZoBnUs8yQ9+a9X6OVnnqCnQ6Lof+ez2SmXLsSXTSdmtaWXn/g7FX++FL38zyfpmeB+9LmD6+lyzi+jnuWLUcCzL9HLJUtRnW6tqILTQ52sRRl0csl/KPSfRan4C6WpdMkSFFCiPHVfnP9bo7SdQHwSCbyDAAj4GwHDi88XwLNuJdHRgwfoyNmbBfaqXNSem05XTyfQwYRTdDXd/nIAOWfOXbp4/DAlnLpGVj/3yaudzeSmX6XTCQcp4dRVclU8Zd6ks0cO08mrHpSedYuSjh6kA0fO0k37s1OcNQnLQQAEQMAvCEB8fhFGdAIEQAAEQEApAYhPKSmkAwEQAAEQ8AsCEJ9fhBGdAAEQAAEQUEoA4lNKCulAAARAAAT8ggDE5xdhRCdAAARAAASUEoD4lJJCOhAAARAAAb8gAPH5RRjRCRAAARAAAaUEID6lpJAOBEAABEDALwhAfH4RRnQCBEAABEBAKQGITykppAMBEAABEPALAhCfX4QRnQABEAABEFBKAOJTSgrpQAAEQAAE/ILA/wEeJ2wOr+6d7QAAAABJRU5ErkJggg==)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Brass Gold Plated |
Connector 2 Series |
GPO(SMP) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Gold Plated |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-18G |
Environmental Specifications
Temperature Range |
-55~+165℃ |