SMA(F)-SMA(F)-SMA(F) Tee Adapter,DC-3GHz
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcAAAAFnCAYAAAAxPJklAAAgAElEQVR4nOzdd3xc9Z3/+9c5Z6pm1JstybJlyXLHBYwLBhtjiukdQiAJJBBSNtn8NrvZ3+797b2bu7/N/W0hhRBCSKGEAIFguo17772q995mNKPp5dw/ZAs7NmDZkmek+TzzMI9oypnPHB2d9znf8z3fr6Lruo4QQgiRYNRYFyCEEELEggSgEEKIhCQBKIQQIiFJAAohhEhIEoBCCCESkgSgEEKIhCQBKIQQIiFJAAohhEhIEoBCCCESkgSgEEKIhCQBKIQQIiFJAAohhEhIEoBCCCESkgSgEEKIhCQBKIQQIiFJAAohhEhIEoBCCCESkgSgEEKIhCQBKEQMRb1eXP/+7wSPH491KUIkHAlAIWJI9/uJ7D9I1OGMdSlCJBwJQCFiTA+FQNdjXYYQCUcCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQFF3X9VgXIcRw0nWdHbt2U1VdS97YsdhsSYN6f3d3N4cOHyUcjmAwaENam9Hr5fp33uHQ4sV0TJgwpMsG8AeCzJw+lfy8sWgGwwW/LxqNUlNTS17eWOZdOZfU1JQhr02IWIt5AHq9Xsorq/H7/QB4PF4sZjOapoESy8rEaOD1enn9zb9wsqycQCCA2WzBaDKgKBe4ceng9/vxeL2gM+TbpD0c5keNDbyRlc3x5OShXTigR3UsFgv2ZBsG7cLDOxgM4fF6MRgM5I8dw7/884+4Yub0C19vQowAF35IOEwaGpv46KNV9DicABw+epy0tFTyxuRiNBpjXJ0Y6U6WV1Jf30AwGDz1SC/9+/AL35EP5zGiEgkTiUTx+f141aE9uzzN5/PhdDoH9Z4zv3NPdw/PPvcCP/r7v2VSSfFQlydEzMQ8ACeMH8+T33icSCRCNBrlG09/j4L8PL7x+GNkZmbGujwxwv3ND/7hjPDr179vT6yW/0sJ8Wg0ys7de+ns7JYAFKNKzAPQYjFjsWQD0N7eAYDT2UtaWhp5Y8fEsjQxCpjOaEUwmowYtEE0fw4zXdfRvB4ANFXFfLrpP06EQiFCoRAAqqaiqPGx3oQYKjEPwDM1NjcTCoWoq28YuCYoxKWwWi2oqoqqqjx0/z1cMXMGJpMp1mUNiPZ0M/FnP+fp++/HP3Nm3IQzQGVlFe99uJrm5mby8/JIslpjXZIQQyq+ArCxiUAgQHdPD4FAAF3X42qHIEYeTdNQFAVN05g+bSrXL7kWi9US67IGRHp68L3+OuOuuhLT4kWxLucsdruNzVu309KiYDQaUFW5a0qMLnEVgFVVNXi8XhQUOru6CYVCcXW0Lkai/gMoRVEwGo2YLWasljgKQIuFoKZhNpuwxFFdACaTSUJPjGpxtXXX1jcQ8AdQNZXm5hYCgeAXv0kIIYS4CHF1Btja1k4kEiEcDtPa1j5wAV4IIYQYanEVgP/yT//Az559nuKJRdy24iaSk+2xLkkIIcQoFVdNoDNnTCM3N4fp06ZQkJ+PYRBDNwkhhBCDEVcBaDAY0FQVo9GIpqnSA1QIIcSwiasAFEIIIS4XCUAhhBAJSQJQCCFEQpIAFEIIkZAkAIUQQiQkuc9AjGq6HgUgHAlz8mQZFosFcxwNrxfs7KSgrY2uvfsIhyOoSvwck5aVV+DsdfVPpZRYs0eJBCEBKEYtn89HX5+HSCQCEXjvg1Ws3bAZNU5ur9EBrc/N92obWfnq69SsXo8WR2Nverz9E+nquk5dfQMul1sGqBejigSgGJV8Ph8/e/bXVFRVDzzW3dNDd09PDKs6ly0cIhgK093joCkQX0P/nTmJrs/n49U/vUFOThYlxRMlBMWoIAEoRp3T4ffBR6vpc/cBYDabKRxXgDXO5rQLdXdhcjrIzxuLnp+PpsbPhLi6HqW+oRGXyw3Arj37+MVzL/C973xTQlCMChKAYlTx+Xz89BfP8+HHn9DV1YWmady0fBmPPHw/BQX5cTe9T7i7G+Pf/T0zn34Kdf78+AoVXcfn9/PKH99gzbqNOBwOtm3fBSAhKEYFCUAxavSf+Z0dfsuXLeXJb3yVqZNLMRqNsS7xHBGrhV6rhaScHCwF+bEu5xy6rvPdbz+FwaCx6pN19PT0h6AC/I2EoBjhJADFqOD19off+x+uoqenh2g0it1up7mlhedf+F3cDqxu8vm4+/hJtj/7PM3vvB/rcj5TV3c3KAqKotDX18eW7TvRkTNBMbLF515BiEE4HX4ffvwJPT096LrOgquvYsUtN5KdnRXXO2fF5SL78CEWLZxP4IqZsS7nc+gEgyE+Xr2W7Tt24+nrk+ZQMeJJAIoRrbW1jf/z3z9ny9Yd9PX1oes6ycnJTJgwnkAgQGtre6xL/Fy+9jaSe100NbcQyMiMu2uUZ9MpLSmmrLzy1C0mfWzavI2Gxib+5Z9/xJxZM+O8fiHOJgEoRrT/+umzrNuwCb/PP/CYx9PH6jXrMRjjfPPWdcx+P3kdHaxevYbyXftQ1Dg/i9LB5XL131tJ/3XXkyfL+bef/Cc//r//iZnTp8W4QCEuXJzvIYT4fK1t7WeFH0AkEsXpdMaoosGxRcKEw1Fc7j66IyNzuJVoNEpDQyMejzfWpQgxKBKAYkTLysrEZDIRCoWYNnUyJpOJXpeLognjsdtssS7vCwU6OklZv565c2czYeJENC1+7gP8LIePHic9LZVwOExVTS0+r4/SSSWkpqTEujQhBkUCUIxoFosZVVMxKSZuWLaUlORkKquruefO2ykcVxDr8r5QqLsbpbWBqV97FMPCBSjEeRMo8N8/+yVTp5TiDwTo+fM7NHubsSUlYTDEf3gLcSYJQDGiKYqCgoKiKiTbbaSkJJNktZKRmU5OTnasy/tCEYNGr9lCUkYGlpycWJdzQZKsVpKTUzCa/BhOn7EqCoyA8BbiTNJlSwghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREIyxLoAIS6F1+sjEokQCoV47Y23MRqNeDwejh47gdVqjXV5X0h3Onj04BE2/O//Q3P+a6hq/B+TVlbVsHvvfsKRCO3tHQB4PB7C4VCMKxNicCQAxYjmcDgJhULouk5DQyMAuq7T3t6Boigxru6LJYWCuNweysorOd7cikL81xyJROjo6A++aDQKQFV1LS6XO5ZlCTFoEoBiREtKsqJpGuFweGBnrKoqBoNhRASgHgoO/H+DNkJq1nUikchZjxUU5GGz2WJUkRAXRwJQjGj//I8/JC31RdZv3ILL5QLAYrHwjSceo3jixLgPFN3Rw4Sf/ozv3H8/gStmQpyfAXo8Hn7/8h+pqqpB13VUVeXaxYt44muPUlxcFOvyhBgUCUAxohWOK+AH3/8OGRnpvP/BKjq7uggE/KzbsJlwOEJmRnpch6DqdpMfDOFyuXF3dce6nM8VCATZsWsPLS1t6LqOwWDgjttu4cuPPMTUKaWYTaZYlyjEoEgAihFNURTG5Obw9a89hqqqrHzvQ7q6uqmsrMbr9TL/6qvISIvfEDR4PASDIXp7XfR09cS6nM8UDAbYs/8glZXV+Hw+NIPGHbffwtce+zKlk4oxGo2xLlGIQZMAFCOeoihkZWXy+Fe+DMC7739EZ2cXra3tlFdU8f3vfJOSkuK4DEHd4YCtGylYfj3qgvmxLue83G43v/zVb6ipqcPv9/ef+d2+gq899oiEnxjRJADFqHBmCCoKrHz/I7o6+88EX/z9K/zoh99n6pTJcXebQcRooNdkJikjHUtuTqzLOcfxE2W8+tob7NqzD6/Xi6ZpEn5i1JAAFKPG6RD82mP9Z4LvvPsh3d3d7N13gL/94f/EZrPF3VmgJeDniQOHWfUvP6Y2Kyeu+sDouo7H46G9vbO/2VPCT4wyEoBiVDkzBHt7XXz48Rr6+vqora2PdWnnZYuEcfd5qamp41hbZ6zL+Vy333qzhJ8YVSQAxahzOgTvuH0F+w4coqqqD+i/PzDezgCVU/fTKUr81XfmvX7jCgu4845bJfzEqCIBKEYlRVFIT0sj2W5HVVWSk+383Q/+hpLiibEu7Wy9TjJ//P8y4dFHCc+ZTTy1gb72+p/ZuGkrgWCApYuvoXhikYSfGFUkAMWopir9nV6MRiNTSicx64oZMa7obJGeHtwpKYwtnYR5zuxYl3OW9es3YTBohCMaKakpmCT8xCgjASgSg6KgqiqapsW6krNpGkqc1qaoCqCc+p8Qo0989QkXQgghLhMJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJQCGEEAlJAlCIWFKU/n9CiMtOAlCIGFKTk7H+7fcxlE6KdSlCJBwZDFuIGFIMBiwLF6DITAtCXHYSgELEmGKxxLoEIRKSNIEKIYRISBKAQgghEtIlN4H29vbicPZitVrJzEjHYDj/IsPhMK2t7fQ4nRg0jdzcbNLT0uJuElAxsrhcbl574y3cLjdjxuRiNpsGnmtv76Cjqwtd1/H7/KzbsInyisoYVjuynCyrIBgMEo6EOXbiJO998DHJyfazXtPU1EIoHOL+e++meOIEFOnRKkaQSw7ADZu28Obb7zL7ihl84/GvkJWVec5r1m/czF9Wvk9DYxPBQBAUBbPZxPSpU7j/3ruYOWMaZrP5UksRCejnz/2aj1etIRAIYjKbUJVPGzXC4TAutwtd1/F6vbz51kqM0tnkgrn73AQCAXRdZ8++Axw7fhJVPfuANRDwE9V1Gpua+cH3vk1J8cQYVSvE4F1yADocvVTX1JKbnUU4HD7n+TXrNvL8C7+jvKKSYDB41nN19Q0cPHyE73/naZYuWUxSUtKlliMSTHV1Ld3dPUSj0c99XTQaxeFwXKaqRh+vx4vX4/3M58vKKnC53JexIiEu3bD2Au3o6GTr9h3U1NWRkpLCXXfcSumkYnQdampr+Xj1WurrG/nZL39NfkEeM6ZNHc5yxCiUlpaKwWggHAozdcpkxo0rwHTGWZ6zt5fu7h6ysjJJTrafdYYoPl8kGqG1rQ09qpOTnX1OK01TczNl5ZV4vV7GjMklKckao0qFuDjDGoC79+6npqYOi9nCj374fRYtnE+y3YYO+Lw+li65lv965hccO36SzZu3UVhQMJzliFHIbDKhqipGo5Hrlyzm5puXk5KcPPB8OBwmGAxhMhkxaAaQS1QXTNd1AoEgoGM6tZ7PtG7DJto7OvF6vVitFrmeL0acYQ3A5uYWGptbWLTgaq6eN5ec7KyBi+S2pCTS0lK5/dZbqG9oZO/+g9x91+3DWY4YjRRQUFBUhdTUFMaOySUtNTXWVSWE9LS0Mzq9KcjRhRhphrU9yOfz4+nzMLm0GLvNfk4PMYPBQOmkEqxWK+0dnYRCoeEsRwghhBgwrAEYiUaI6lE0g+Ezx/uNRCPoui7HjkIIIS6rIWsCPVlWwa9+8zvsNtvAY3v2HSDgD+D3+T+zl15dXQP+QIAxY3I+8x5CIYQQYqgNWeI0NDbR0dV1Vi+7QCBAKBSio7OLYOjcWySi0Sh79u2nz91H0YTxWCxyL6AQQojL45IDMD8/jwXzrsLl7vvM12RmZqCq5zZyHjl2nLJTo01cOWc2dpv9PO8WQgghht4lB+DC+VcxdUopkchn34hstVpITTm3Z144FOauO28lHI6wcP48rFYZFV8IIcTlcckBmJKSQkpKykW9d8qUUoqKJqAokJKcfM59RkIIIcRwiWmvE7vNdlanGSESjR4OE9i1G+PkUrTs7FiXI0RCkVMuIWJI93jwvfwyodraWJciRMKJ6Rng3//j/6K2rmHg5//4yb/GsBohLj89EkFv74BA8ItfLIQYUjENwLKKSk6eLB/42evzxbAaIYQQiUSaQIUQQiSkmJ4B/se///iss76JE8bHsBohhBCJJKYBOHVKaSw/XgghRAKTJlAhhBAJ6ZLPAHt6HHT19GBLSiInOwvjGbNxnykYDFLf0EhPjxNNUxk7JpecnByMRhkAW1y6aDSKx+vF4XASiURiXc7nOj3RrM/nh14nFp8PZ2sbkapqzGYzFosFTVXjfnq9Po8n7te1EJ/nktNn89btvPn2SmZfMYNvPP4VsrIyz3pe13XWrt/IO+9+SGNTM8FgEEUBs9nMlNJJ3HfvXcyeNROLWQbCFoPX1dVDMBgkGo3y57ffZcPGrTGdVURHJxqNnjX7ia7roPc/d1o0GiUSiZIUDPLkiXI+evZ5qjIyUFUVTdXOCj8FBUXpn/T3NFVV+x+LYUp29/TQ0dEJQFNzMx6vJ2a1CHExLnlP4XA4qa6pJTc7i3D43BkfPlm7gV+/+HvKKyoJBc+e8La2rp7DR4/zve98k+uXXostKelSyxEJZO36jdTXNwychbS0tNLa2hbjqvrpuv7FLwJskTAej4+GhkYqunouePl/Pbl0LJz5HRsamjhw4DATxheSlnruuL9CxKNhPVRua+tg245d1NbVk5WZyV23r6CkpBhd16mrb+CjVWtoaGjk2edeoCA/jxnTpw1nOWIUWbdhE394+TVazgg8o9GIpmnD1nSo6zqRcIRIJHLBATdcPu/zFUXpP5M0aP3Tkw3T+ohGooRCIXRdJxgM8sprb2CxWLh1xY0SgmJEGNYA3LNvP7W1dVgtVv7+f3yPhfPnYbfb0AGfz8fiaxby3z99liNHj7Nx81YKCwuGsxwxCui6zroNm/j9y69x9OhxIpEIY8bm8q0nn2Dy5En9AThkHwbNLS0cP36SXXv2UVNXTygYOm/4qKqKwWggEo5gMptISbZTPHEiBQV5ZGdlkZqSQnp6Gna7jaSkJEwmI4qiovT2kvGvP2biY48SnjMHdJ1QOITPF8Dr9eJwOOh1uenpcdDW3k5FZRXd3Q58Ph+qphIOhc+ZbFrXdSKRCIqikJc/hnlXzWXO7JkUFhZiNpuGbvXo4HA4eOHFP3Dk6HGam1t48XcvATq33nITaWkSgiK+DWsAtrS00tjUzMIF87hy7myysjIHmm6SrFZSU1K4/dabqa1rYP+BQ9x3z53DWY4YBV5+9U/85d0PqKmpIxwOk5Obzfe/+zQ33nA9KcnJQ9I06HA62bf/EBs2bqa8oopeVy/dPQ58Xt9A2JhMJqLRKPZkO3ljxzBn1hVMmTKJ/Lw87HY7JqOBpKQkrBYLJrMJg8GAyWhEMxjQVHXgGl6kp4felGTGlk7CMnc2uq6fCrAokUiEUChEKBwmFAoRCATo83gIBUN4fT46OjopK6vg2MmT1NTW4XA4UVAIhUJEo1HC4TBt7f2tMEeOHWd8YSHXLV7E4msWMCY3Z0iulYZCIVJTUvjPZ57l8JGjNDW38KsXfsfRYyd56smvUTS+8JI/Q4jhMqwB6PP58Hi8lJYUY7PZztk5GQwGSkqKsVottHd0nnONUIgz7d6zn/c++JiKiqqBM7+hCr9QOMzGTVtZt34jDU3N9PQ4aG/vwOv1ous6RqMRVVVJS0ulaMJ4Fi2cz/RpU8jMzCApKYnUlGRsNhtWiwVN0y66FkVRBpowjUYDFsv5O4dFo1ECgQCLFlyNu68Pr9eHw9lLfX09W7fv4sTJMhwOJ+FImLa2dlpb26itredEWTl//stKMjPSuWn5Mm64fgnp6WkXXa/RaGTWFTP4+7/7G/7rmWc5eOgIbW3tfLx6DQvmX8WYnGysVutFLVuI4TasARiN9h/NGowGzjMhPACRcP/1FFVV4r7bt4itzq4uHM7egea9bz359UsOP5fbzfYdu1m9Zh3HT5TR3t5BIBAY2G4VBTIyM7lh6XUsmD+Pgvw8UlKSSU9LIznZjtFojEmHFFVVsVqtWK1WsrOzAAiHw8y6YjrXLl6Eu6+P9vYOjh4/wZq1G6ipqSMSidDS3EJzUzOaplFRWc0HH63mhuuXsPyGpYzJzbmoJmSj0cismTP44f/4Hv/6b/8fJ0+W4/F46OzsIhgMSQCKuDVkAXi8rJxfPv8iNtunPTn37T+E3+/H5/MTiZ5/xvi6+nr8gQBjx4yJafd1Ef+ysjKw25JQFIWcnGymT5ty0eHX2dnFS6/8if0HD9HZ3U17Wwd+v3/g+byxY1ly3TUsXDCPvLyx5GRnk56WhtlsituJmw0GAynJyaQkJwNQWlLM7FkzueXG5bS1d3Do8BHWb9hMVXUNoVCI5uYW2traqatv4J33PqCkeCJf+fJDTJs65TPv5/0s/SE4nfS0tDMeM5x164YQ8WbIEqepsZkPO7vP2uAD/gDBYJCOjk5CoXNvkYhGo+zeu58+dx8Ti8ZjsViGqhwxCplMJkwmE4qiYLFYTp2hDW4H297Rycer1rB563aOHT+By+UeaOK0WC3MmXUFt9x0A9OmTmHMmFzS09Mwn/rMkcZkMpGZkUFmRgbFxUXMnD6VFTcvp7yiki3bdrJt+056e120t7fT0tJKdU0t5eUVXHvNIu6841ZKiosGFYSnm4lPUzV1RK43kTguOQALCvK5ZuF83G73Z74mNye7f2SLv3LoyDHKyisJBgPMnTObZLvMDi++SP8OdbA71l6Xixd/9zK79+ynuaWVHkcP4VMHZenp6ay4eTnXXXsNE8YXkpuTjc2WFLdnehfDaDCQmZlBZmYGheMKmDtnNg/dfw979u3n7Xfep6mpGb/PT3lFFe2dXWzZvpPJpSV8/fHHmFI6xL1rhYgTlxyA86++kimTJ33ukEhWq4WUlJRzHtd1nfvuvoNwJMKC+VfJGaAYcsFgkC3bdrLy3Q/YvW8/rl4X0WgUg8FAft5Ybrv1ZhZfs5CiCYVkZmRc/mt6itL/7zKyWq0U5FsZOyaX4uIirl28iIMHj/DOex9QU1tHr7MXR4+D+voGauvquf+eO7nlpuVkZKTLGZ0YVS45AFNTUkg9T7hdiCmlJRSNL0RRFJKTk0fVEffl4HA4WfXJWrKyMsnIyDjvWXa86Olx0NzSwvIbrmfsmNxh35Hqus6adRtZtXoN5ZXVNDY2DVzjy83N5d67bufaxQspKppAelpqzK4/q8nJWL71NIaS4sv+2ZqmkZGeTnpaGhPGFzL/6qvYf+AQr73xZ6qqavD7/Rw/fhKHw8n6jVu4fsm1rLh5+TnDHQoxUsW014nNZsNmk2bPi+Fyufm3n/wnu/bsw2Tqv/FajdNmKj2q0+fp76r/7gcf82//zz8zdcrkYQtBp7OXN99+h/c/XEVdXQOhUAhN08jMyuDeO29nyZJrKZlYRFpaGgZDbNeZYjBgue5aFNPQ3aA+6BoUhZTkZJJL7eTnjWHO7Jns2bufN99eSX1DI62trbS1t1NWXklVVTWPfvkhJhZNGLZmUV3X+cUvf83ufQeIhMMD90zGI13n1L2hOpkZGXznW99g+rSpsS5LXKCYd7v0+frvX7JaLQO918Tnc7lc/PQXz7N+0xb63H0AcX/2fPoG8s7OLl548SV+8P1vM75w3JDu2KLRKHv2HeBPb7zFvv2H6O7uJhKJYDQauW3FTdx+2y1MmzqZjPT0uOpxrMbJGLinW2KmTplMQX4ec+fMZs26Dfxl5Qd0dnbS0dHBR6vXcrK8gkcevp9lS68776WNS6HrOp+sXc+qNeuorq6N+ZBzg2E0GimaMJ7MzEzG5ObEuhxxAWK+Fzhy7AS/+e1LzJ83lwfuuyfW5cS9XpeLn/3iV3y0ag2evk9H38/NzcEap9dQ/YEAnZ1dA+NGbt2xE4PRwHe/9SQTTjWBXyq3282zz/2GrTt20tjYjN/vx2AwMGVKKV/+0gMsXDCfvDG5MbtvbyRRFIWUlBRmTJ/K2LFjmD1rJn96420OHj6Cy+Xi8JGjtLV3sGbtBr799JNMmzp5SA7AToffy6++TmNj80D4nR4cIB5/b9FodKDOUCjEux98hNli5sH775EQHAFiHoBut5uKyioKC/IJR869VUJ8ytnr4ufP/oqPVq/F4XCedXT8/e8+fapZMYYFfobKqmqe/80fqK6uQdd13C43m7ZsA13nu99+6pJDsKq6ht/+/hXWbdiM0+lEVVVsdhsPP3AvN924jNJJJdhsNtR4XDlxTFVVsrMyufaahUwsmsDW7Tv545/+TH19Ay0trfT0OHA4e3n6qSe4et6Vl3QAdjr8Xnn1dY4eP0EgEBio4emnnmDO7CvisidqZ2cXL//xdcrKyolGdTo6Ovnz2ytRUHjg/rslBONczANQXBins5efPfs8H636BKez95ymoT+9+XZ/Z6Q43Me73X20trUN1KzrOq5eFxs3b0XXdb777W8yYXxh/2hAgxAOhfjw49W88+4H7D94eOCMuLR0Ek989REWLZxPVmZmXDV3jkRms7m/aS8jg6mTS/nN715i5+69+P1+Dh46wk/+46c8cO9d3HnHiota/unwe+nV1zl27NPwO/1cXX0DmqbFZScvZ68Lt9vD6T9HXddpb+/gzbfeAXQekDPBuHbJe4Z33/+Q1WvW09d3cZNh9jgcdHdf+DxoicjhdPKzXzzPqk/W4nT2AnDbrTeze88+urq6+3++5SYmlRTHZQDW1dXz6mtvUufxkvHIoD4AACAASURBVJqWyvjCcVRX1+J2u9m0dTs68DeDDMFINMJPf/Ermpr75wAMh8NYLBYeeuAeVtxyE1Mnl5KUZI3LZrORSFEUUlNTmDtnFv/0o79jw8YtvP7nt2loaKK6uobf/uEVysorqK2rH9RyB878/vg6x46fwO/3k5aehs/rGwhCi9mMLSkJTYu/AAwGQxgM/XWdHqjB7/fT3tHBm2+vBEXhwfvuJldCMC5dcgC2tXew/8BhnE7nRb1/JF3kjgWHw8nPnv0VH69eh9PpRFEU8vPG8sB9d1NbWz8QgDOmT2XunFlxucNPttux2+0DI7g8+cRX+M3vXubkyXL63H1s3rodGFwIdnZ00dnRNTAb/LiCAp742pdZdv0ScnOy5axvmBgMBoomjOf+e++iuHgiL/z2Dxw+fJTOzi7Wb9yCz+e74GWdGX5Hjp0gFAxisVj47tPf4OPVazlw8DCqqnLVlXO5bvFCtDj8nTY3t7L/4CEaGhoxm81866knWLt+E0eOHqOjo/PUmSASgnHqkreou26/lbyxY/n1i7+nurqWkuKJXLNoPvYLvL2hpra+/3rQKOP3+3n51depratn5oxppF7EBKHO3l42bd7G/oOH6HP3oWkaV86dTUpKcv90NsZPf32apmEwDH5osMvhzNkRFEUhPz+P9PQ0pk6dQmNjE729vWzctIXmllZuuXEZ2dnZ5/0edfUN9Dgc6Lo+cE+fpmnMnn0FT339q8y/+iqS7fa47xE70imKQlpaKosWzCM3J5tfPv8bdu7aQ19f31lzEx47dhKrJekzZ7Q4dvwE23fspqauf2qr9PR0cnNzuGLmDLbt2DVwPTslJZmsrPhsyvb5fBhNRqB/Bo/JkydRWV1DU3MzbnffQAj6vF7uuvN2cnOyLupz+vo8pKam9F/Llu17yFzyFjV27BiW37AUp9PJc7/+LUUTCrn37jsHRqj/Ilu37WDv/gOXWkZcaWlt5b+eeZbtO/fg9XrZun0nZrN50J0wfIEAPd09hEIhVFXl3nvuYPKkEiqqqlFG8B+BgoKmajxw350cP17G6jXrcTqdHDp0hMbGJqxW63nXlc/vp6fHMdBqYDAYuP/eu7jn7juYNnUyFrM5Lg8ARiuz2cyUyZP4h7/7Pu9/uIq/rHyPlpZPr/Wu37iFPfsOnPfaXSQSodflxuPxoOs6eXl53HjDEnocDoymkdtTV1M1zGYz991zJ0eOHufgoSN0dHTw1jvvsWXbTmynBnMfjEgkSjAUxGAwMKlkIk987VFKS0qG6RskliE5pEqyWrl63pW8/Mc3MJlNpKWlkpmRfkHvtdtH3xHNs8/9hrUbNuHz9jcHDaZZ6LMsX7aURx5+gI6OTqpr6y55efEgNyeHhVfPo6W1jZ279hAKhejs7Lrg93/jia9w3z13UlCQjzEOzw4SgaqqjC8cxyMPP0BB/lie+/XvqK9vAMDpdF7QpRG73c6TTzxGQUE+69ZvjMfL2IOiABPGF7LkusX84tlfs2fffhwOZ/+ExRcR7GdeJqqorMJqtfLEVx9lXEH+EFadmIZsr5Gbm8OiBVczvnAcZvOFj2qRlZXJwgXzmDSpGJMxdqNhDKWKquqB8ANISUmhdFLxoOdFO3zkGC6XC1VVWX7DUiZOGE9Pj2Ooy40ZBYW8vLGsuHk5VdU1tLS0YrfbKC2dhO08N4e7XG4qq6vxerxkZmaw+JqFFI4riMvu8YlEURSyMjO4cfkyVr7/8UAATp48iezMzPO2Vhw/WUbPqc5v9959B0uXXEt7R8dlHxd1uKiqyuRJJdx7zx20tLUNrBNVUwd9wB8OhQdC0Of18dGqNdxw/RIJwCEwZAGYkpzMN598HLPJRLLdfsHvKy0p5rvfegpbUhK20TIbxF/165lYNJ7vfOtJ8vPGDmoxP/zH/8XRo8fRNI3U1NiNVzncsrIyB5qGxo0r4OknH2fC+MJzXnfiZDm/euF3VFVVY7PZsNtsEn5xJNlux2rpb4bWNI377r6DRQsXYDKdO6XST/7jp2zdtgNFVSiaMJ6U5GQ6OjtjUPXw0TSVwsJxZGZm0NjYRHZ2Ft966gmmTC4d1HJe+O0f2L5jN8FgEABPn4dQMDQcJSecIdujappGQX7eoN+XlJREYZwMBTVUTl/DOH3UZrVaGVeQf96d+uexWiynJgsYHUfFn6d/pA+wmi2MK8hnYtGEc17j7O3FYu7vUKGqalze8pHozhy1JScnm6IJhZjN53aCSU7u76ykqP1hOVp/l5qmDnQCs1gsTC6dxFVXzhnUMt5594OzzhqzsjKxJsXnqE8jzei6+BYn4nnwXiHEyGY2m6XlY4hIAAohxEiiDPxHXCIJQCGEEAlJAlAIIURCkgAUIob0cBj/rl1Eui78/kchxNCQABQihnSPB/9LLxOqrY11KUIkHAlAIWJIj0SItrSCP/DFLxZCDCkJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJwGEQDodlpnshxLCIRqOyfxkiEoDDQAJQCDFc2ts68Hi8sS5jVJAAHAYSfkKI4eLz+QiHw7EuY1SQABRCiBFGJpsZGhKAQggxgshUa0NHAlAIIURCkgAUQgiRkCQAhRBCJCQJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJQCGEEAlJAlAIIURCkgAUQgiRkAyxLiARhEIhdF0f9Pui0Qi6DpFIBBj8++NJOBxG13XCoTBRPXrWc9FolHA4TDSqEwyHiEajn7EUMVrouo6OfmqzPnfb1vXT//SL+tu5nPSoPlCnfr7vEo2e8fxFLP8zlisunQTgRQi3teF99VWirW3nff7+w4e4vrt74OeUHdtQfvxjnGlpg/qcO/ftZWFnF6CQ8eyzuN5did7WQVpLC8GGOu4/dJClpz4n+ZlncObmoFz0txo+Xe0deOvrIRIh0N2F65mfMuZEGVpPJ6533yG5qpqHjh3H4/Fi3+vG8L//HWdmxjnL6XM4CTfUQzRKpKMD9zPP4ExJGdpiFQXLQw9injULxWy+pEUFDh4ksGoV0a7uz36R349eVoHvl8/hX7nyc5dnXrEC88IFqHb7JdUVqq7Gt3Il0ZbWS1rO+QSPHhvY4XtefZXeNZ9gUs9taHIcPEo4FAag88236Nm+DUdfH71NrTgb6ghU1gD9B0ful17CueojDOdZTqy193lwl5UTjUbxeDz0vvACntYO3MeP4dywjgaXG0dVNdFolJ6ODrp/+UucGemD+ozuwycIBYMDP+u6juf3v8f54QfnvljTsH75EcwzZ4KmXerXG/UkAC+CmpSENqkUNSu7/zD1rzRu20mTu2/g5wxrEtdMKsWQmzOoz2ncvouGXjcA8yYUoU0pJWRLxhmKECktpfHoMRpPfc71JSUYxhfGZQCSVI9e00hU8RIGlIkT6W7pIDBxIlrReNyBILXVtThDEVItFhaWlGDIzztnMVpLG0pdM7j6UMwmtOJJGHKzh7ZWTUPLzUUxXPqfhpqRgTZ5CuqY3s98je71EN21B7V4IlpJyWcvTFHQxhWgmEyXXldKCoZJpUQzMi95Wecsu6IWunr66y0oRCstxnCeHXGkrGrgzM6XloJeOgm6HIR6XChFE1FaO6GzBwA9Lx9lyqTzLifWgs2thCr6wzoSicC4QnRvgOjYsahTJ+OprCag9D/vCwbRC8ZhmDhhUJ8RqaglGj17P6MVTsBQUnTui81mtMxMiMODhXgkAXgRVLsd67Lr0SOR8z5/5P1VHHe6B36ePW06hltXYC0cN6jPOfnJBg46+9A0jXuXLsG64GoM+w8S1RXMN93IkZ17Oebo/5zHr1+K9YqZKEr8RWDqsRPYjp5A7XVhy8jAtmwZwbom1EWLsF59JWTncKy6nrpoA1NKS1FX3IK1eOI5yzEfO4528Ah0dKLak7FcvxTr5ElDWquiKCg225DsQAx5eWjL09A/p0k36nAQ+ng1xsWLMS9c8LnLU202FKPxkuvSMjKwXL/0M7ffS1r2zn0otXUomob56qtIum4xpvOEdsr+w2iNzaBD1vwFpN56M/a6OlJ9fmzLrsdQUw+19SiKgm3hAuxLFmMYgoOSoZZd34j9ZAVKRxcWiwX74sVYIzq2GdOwLb2OwopK0uobae51kZmZSerSJVivnDOoz0g9ehJjQxOhUAjo30bNC67Geu0157xWUVWUpCSIw/1APIq/LWokUFXUz2l685lMeLRPV23UbkdJS0NLH1zTR9BiwWvQMBiM6MkpqGlpqMnJqFYLamrqWZ+jJ6egpafHZQAa09IwmM0oioLBZMKQmopiMqHa7f3fKT2doNWKRzMQtfU/dr51pSYnw+n1qmmoKcmDXqeXk2I0oqSmfv6LdB0MBtTky/hdNO1zt99LoZiMcKodQrHZ+n+X52lKNiUloaoqqqKSlJaKISMdo8OB0ZaEITUF1dQf9Kqqop1aN1ocBqClz4MpyYqqKhiNRrSUZDSLBYPdjpaehi0rE0tSEqqqYLVaMV7EfsBss6H+1QGZYrfH9bY/Ush5sogbcZjdYpgoioKCciorz/3FK4oysD3E40HdmfrrUz79Tp/xPMr5nr2w5cf7OhipJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghREKSABRCCJGQJACFEEIkJAlAIYQQCUkCUAghRhBd19H1WFcxOkgACiGESEgSgMPAbDShKEqsyxBCjEJZWZlYrZZYlzEqSAAOA1XTJACFEMPCnmzHZDLFuoxRQQJwOEj2CSGGiaqqcoA9RCQAhRBCJCQJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJQCGEEAlJAlAIIURCkgAUQgiRkCQAhRBCJCQJwGGgR3V0Ga5dCCHimiHWBYxGwVDwrAAMhUL09rro6XEMajmhUBhdh2g0OtQlxp3TU7yEwmGcn7GuXK4+QuFQDKoTgxWNRunr89DjcGI+z7iVwUCg/29Eh1P/EReot9dFIBCIdRmjggTgMPjrwKqoquYn//EMVqt1UMupqq5B13UikQg+n2/UBmF7Rwd9Hg+6rlNbV89//vcvsNmSznldb28vDQ1NRKNROjo68fv7d6IyLmJ8CIVCBALBge301dfeZNUn61DVcxuaTpZVEA6HAejo7P9djkaRSJRgIEA0GqWrq5sXf/8K7324alDL2Lv/IMFgcOBnl8t11s/i4kkADoOZ06dSXVOL1+MFwNXrYv+BQ4PeUZ/ekei6zutvvs3EoglEo5EhrzeWWtvaWb9xC91dPQD09fVx8NDh866r/rPE/rMFr9fLG3/+Cxnp6UwYP+68O1lx+bhcbv70xp+pqKwaeKyisorKqurzvv7Mg7lNm7exbOl1o26S13Akypat22hoakbXdbxeL9t37ELVBretBs84qAAYP24cKcnJQ11uQpIAHAaPf/VROru62bJtBwF/AM2gYdAMg54lIhQMDWz4h48c5We/+BULFswbNWeC7R0drF6zjn37Pj3C1TQNzXD+6aSikSih0KdNoJs2b8XtdvP0U08wY9pUjEbjZatdfKq5pZWXXnmN1WvW0dXVPfC4pmlomnbe7f7Mbbu6ppa3//I+V101Z9S0hkajUd57/yPWrtuEq7cX6D+Ai0ajgz4QPvNyiqZpPPTAvZROKhnSehOVBOAwKJownoXz52E2mbl28UKysjIv6gwlEomyc+du3v94Nd1d3ezcs5e2jg7GjslFj47sPUUkEuFPb7xNY1Mzbrcbg8HAww/ex4L580hKsp53J1FVXcNrr79FfX0Duq7T2+ti6/addHR28tTXH+e6xYvO23Qqhoeu6xw+fIyXX3udLVt34HK5ztpZP/zgvSxaOP+8Tf/BYJDX3/wLe/cfwOf1sXbDRjq6OlEUdcRnoI7O+o1baGpqpr6hEYDc3ByWL1tKQX7eoAMwEolQWVVNIBjE6exl+rQpJCfbh6P0hCMBOExSUlLIzxvLwvnzyMsbe9HLmTJ5EtYkK39++126urqorKqmq6ub7p4eIpGReSbY0tqGw+GkrLyCaDSKwWDgkS89wJcffoDxheMwGM6/WdpsSXzw4WoURcFmt+H3+QkGghw9eoJnf/UCNTW13HfPneTm5sh1wWHmDwT46ONP+PCj1Rw4dASPx4PBYCASiQyEYHFxEQsXXE2y/dyddTQaJW/sWF747R/Yum0HPT097Nl7gLS0VHw+/4jtRR2ORHC7+ti77wBer5doNMqUKZN57JGHWDh/Hkm2pEFPF6rr0OtyUVVdy6bNWzGZTLJ9DxEJwDg3JjeHhx+8D0VRePPtlXR2dNLV1c0zP3+OhsbGgdetWbeR8orKGFb62ZpbWunq7kHXddxuN8/9+kXq6hoGwu/LX3qQRx6+/3PD76+lpaYy69pr2LN3P93d3VRVVfPmWyspr6jikS89wOwrZmCxWIb5myWmqppa3np7JZu2bKepqZlIJIKmaTz84H3s2LWHmpraL1yGqqpMLi3h29/8BqqqsnnrdtwuNz6fj9fffJvaunp0vf8ss6WllYrKqv7m1DjT1taOx+Md6Kz25lt/4WRZBb29vWiaxtQpk/n644+x5NprsNttFx1c6elpOHt7MRjibx2MZBKAI8CY3BwefuBeFBTeeOsdOjs7OXToCJHIpx1ivF4vLrcbJQ6no/d6vUROdd7xerycOFGGrusYDAYe/dKDfOnhBxhfWHDB4QdgMBi4+87buPP2W3n1T29w6PBR2jva2bDJQU1dHQ/edze3rbiZjIx0OVoeIsFgiE1btvH2O++y/8Ah3O6+/iCbPIn77r6D65deR1V1zQUFIPSHYElxEU8/+QQKsHHLNtwuNxs3bcUf8AP9Z4obNm+hvKISVY2/32Nfn4fm5hZ0Xcfn87F9x24CgQCqqjBlSumQhJ8YPhKAI0Rubg4PPXgPqqrw+p//QkdH51nP5+ePpXhiEYPuaXMZGAzawL1gpzs+GAwGHn3kIR55+H4Kxw0u/E7Lzs5i8qQS8saO4YOPVvH2yvfp6e6hrKyCl159nYOHj/LlLz3AzOnTMJvNQ/qdEk19QyNvvvUO23bsorqmlsCp2xZW3Lyc++69izmzZmK32wf9ezwdgt988gkANm3Zfta1RFVVuWbBfK66ai6GeDwDbO+gubWNrq5uIpEIXq8XzaAxbcpUCb8RQAJwBMnNyeHB++8BGAjB0zuKVavXxe2Fcbe7j66u7oFajUYjjz7yEF966L6LDr/TjEYjUyZPIi0tlZTkZN5e+T4tra00NzfT0dFJdXUtNyxbwr1330F+3li5XWKQ+vo8vP/hx6xdv4kjx47jdrnRNI2MjHRuWr6MB++/h8mlkzCbz73Z/UKdHYIKm7Zuw9XrGug1uXbDJg4fPYaqxN/vzuvz0dTUMnBgp2ka06dO4euPP8Z1116D3SbhF88kAEeYnJxsHrz/HhRV4ZU/vkF3d//9c2XlFXH7h3Z6R3bal7/0AF96+H4KC/IvKfxOUxSFsWNyuf++u5g9+wpWfbKWT9asp7u7hxMny+ju6eHQ4SPcdcdtXL/kWlJSkuN2XcWLcDjMnn0HeP/DVezes4/W1jbC4TAGg4GlSxZz24qbmXXFDMbk5gzJ7ScDzaFPPY6iwLoNm+nr6wPg6NHjcf37OnPbnjp1Ml9//Ctcd+0iCb8RQAJwBMrJyeaBe+/myJHjbN2+E1VVSUtLRYvjC+Q93Q78fj8L5s/jrjtuG7LwO1NWZiYZ6ekU5I1lzqwreP43v6e2to6OUx2HWlvbWb1mHffefQeLFlyNTXZQ54hEIhw4dIT3P/iY4ydOUl1Th9fb38nDZrfx1Ue/xM033UBx0QTMZvOQrj9VVSmeWMRTTz5OQ2MTBw4eHng8Xs/cdfSBARpMJhMP3HuXhN8IIgE4QuXkZPO33/82j3zpQRSFId8ZDbVAIEA4HGZMbi5FEwqHPPxOU1WVgoJ8MjLSKSjIZ+fO3ax8/yNaW9uoqa2jtr6exqZm1qzdyK0rbuTqq67EZkuK63V3OUQiEU6UlfPhR59w4OBhKiqr8Pl8aJpGSmoKK25azuJrFjJ3ziwyMzLQBjmayYVSVZWSiUX8X//z7zl2/ASapsX1tn26dcPt7iMnJ5ur582V8BtBJABHsKmTS5k6uTTWZcSlpKQkrpwzi6LxhcydO5s1azfw0eo1OB1OKiqqqK9vpLyyioL8sdy24iauvWZRQjaNhkIh9u4/yKrVa6msqqayuga3yz3QrLds6XXcuuIm5syayZgxuZdltB1VVbli5nSKJxahqErcnv0N0PvXo8ViltGIRpi4CsBnfvZLdu7ey7ETJ9F1neXLlmCz2WJdlhihFEUhMzODBVdfxfjCAq48FYQ79+zF7XJTXl5BRWUldfUNfPTxGhZfs4ClS65lTG5OXN5zNpR6XS527d7Hxs1bKCuvpKa2Dr/Pj6IoqJrK3DmzWL5sKYsWXk1R0QQsMTgLG0mj+lgs0st4JIqrANx34BCtrW20tkFTczOhUDjWJYlRQNM0CvLzyczMZPq0KdxaUckna9azedsO+tx9VFXVUFtbT3llFR+tWkNpaQnLllzHnNn9XftHy1lhKBSiorKates2cuzECZqbW2lqbsHv/3TklXlXzWXFzTcya9YMJhQWkpxsj/8zMCEuUlwFYE521sC1oeysbIzGuCpPxFgoFCYQ7J9axuPxEAkPbmYMq8VC8cQiCvLzmFJayuLFC9mzZz/bduyit9dFc3MLDQ2NHD9ZxqFDR8nNzWbm9GnMmXMFM2dMJ3kEhmE4HOZkWQUHDx/h8OGjtJy6FupwOIlGoxiNRqxWK3NmX8HiRQu46so5lBQXYbPZBh18I3X4MpG44iphSoonsnXHLjx9HvLzx2KSm5fFGZqamnG7+7vGO5xOjhw9RlHR+EFPDWM2m5k4cQK5udnMu3Iud9y+goMHD/POex/S0tLaP1rNyTJOlpVz6PBRVq9dz5jcXKZOnsScObOYMX3qqY4g8dlM6u7ro7KqhgMHDnL8RDkNjY10dHbR3d1DOBxGURSi0SgpqSncvHwZ1yxawMSiCeTljSHZbr+o76XrOlu376K9vWPgMa/HOzDnnxDxKK4CsKhoAjabjXA4TFpqSlyO/CBiZ+rUyQM3+4dDYf74+lskJVm5cfmyi5ofzWazYbPZGFeQz9QppSxYcDVVVTXs2befXXv24XL1z0zf3d1DRUUVhw4fYcPmraSnpZGbk01paQlTp0ymdFIJWZkZw9az9fOcnhWjtq6eEyfLKSuvoKW1lV6Xm9a2dnq6ewamkDIYDVitVmZdMYNFC66mtLSE4olFjMnNxWQyXvTZra7rbNm2k1f++CeamlsGHs/Pz8OWNHKu44nEE1cBOL5wHCajkTG5OVgslhHX3CSGV8nEIn7wve/w82efp6KyipqaWl783SvoOty0fBkpKRc3SaimaWRnZZGVmcmMaVNYuGAeD7S0UV5RwbsfrKKurp5INILL5aa31wX0j0CzY/dexuRkY7fbSbJaycsby8Si8Ywbl096ejpjcnJIT0/HaDRc8rYciUTo6+ujrb2D7h4HLS2t1NU1UNfQgOvUINKdXd10d/fg9/tRFFAUFUVVMJvNpKQkc/uKm7nqqrmMK8hn7JhcUlKSL/ksVtd1tmzdwct/fJ19Bw4SDAXJzsnisUceZv68q6RXpIhrcRWABfl5mExGCscVyEj+4hwmk4lrr1mA0WDgmV88R1l5BdU1tbzw25eoqqpmxozpWK1Ds93ouk56ejpLr7sG1+yZOJy9NDW3UFVdg9fjJRKJ0NXZRXdX98Akp0lJSaSkJGO327FYzNhtNkwmEyaTCU1TSbJaSUqyYjKZMBoM6IAtFGRhfQMnVr5Hy579KIpCJBIlGAzi8/nw+ryEQxGCoRDhUIg+jwd/IEBfnweX202fu49IJIKqKug6A9ftVFVj/PhxTBhfSGZGBjZbEuMLxwE6rW1ttLa1Dck6Ki+vZPPW7ZSVVxIIBsjJzuYbjz/GbbfeQqYMRC7iXMwD0OVyc6KsHL/fTyQSxefz4/F42bN3P+npabEu76KdLCunpbmNXXv2kZGRHutyRpVgMMjC+fNwOJy0trZRW1vH2w4HG7dsH7aOU4FAEI/XQzQSRdP6Z6w/fS0N+sPA4/Hg8XjOea+qqigKaAYDBoMBTdX6AwtIiUYZ39LO2rUbOWazAUr/1DrRCJFwhHA4TDQaPWu4rfOJRvWBsOn/PAWHw0k4HKaxqRlVVdm5e++QrhNd1+nu7sHp7CUSiZCbm8uTT3xFZuEQI0bMA7DH4eDQoSM4e3uB/nt/DAYDR48dx2S6+AF2Y62quhaHw8mBg4ex2+VexqEWDkeYOrkUd18fbpcbp7N3oHnycrnQXo+nwysSCRIMBM96LhIJEwyF6XW56B1kr9bz1ROJRAaC2eFw4nA4L2mZF/KZAEm2JB7/yiPcduvNZKRL+ImRIeYBmJ2VyY3Lrx+452/5DUsxGU0YjRd/UT4ebNy8hfr6Rm6+8Qays7NiXc6oFI1GOXL0KK+98TYul5vs7Kz4OmjSdcKRCMFgcGBgZ13vv57n9wcIBoOkomNyOkhPSyPZbMFkNmE2mzFoGpqmEYlESEqyYrVYMBgNKPE0I4Iepa29k0AgyCMP3cftt0n4iZEl5gFos9n+//buNTbKK7/j+Hdm7JnxeMYeX8fYGN9tDJiLDeQCgYQNSbMKu0tum013N1LadFtFXVWVqkp9Va3UfdN3VVWtqkabhk222XBxwiabLAlJ8BLMJQl3MBhjwIAvY2OPFbEVqAAACq5JREFUZ8ZjZp7n6QsILQt2bIzXiZ/f5+05enSOpZmfz5nz/M/1e+xml5Ntp4gOx6iqLKe4eM5MD2fWKi0toa6ulqtXk2RkeL92L21b5rXtzC9PYmKBeX2lZhgGadEohf/yc1567jlGGhbhcrpwuZw4rm9jfnlxcFqa62s3N4B4fATDMKipqtS2p3zjzHgAikxFwO9n2ZLFMz2MO2YMDDAUzKZkYT3eVffN9HBEbOXr9y+liIjIn4ACUEREbEkBKCIitqQAFBERW1IAioiILSkARUTElhSAIiJiSwpAERGxJQWgiIjYkgJQRERsSQEoIiK2pAAUERFbUgCKiIgtKQBFRMSWFIAiImJLCkAREbElBaCIiNiSAlBERGxJASgiIrakABQREVtSAIqIiC0pAEVExJYUgCIiYksKQBERsSUFoMgMcni9uJoaceYEZ3ooIraTNtMDEPkmMgyD0+0djF4dpaqyAn9m5ph9Lcui6+IlTrad4vLlbgzTJDcnh/r5tZSVzsX34x/hKiiY8pgGB4foC4cBKCkuxufLmPIzRWYzBaDIHeju6eXlX75KuH+Af/yHv2N+bc1t+42MJPikZTef7PoDbafbCfcPYBoGXq+X/Lxc1qy+nyc2fofQOAE6EYODQ7z8yiYOHjpC6dwSXvyL56koL5vSM0VmOwWgyCSF+wfYvKWZXX/YAw6Ix0du2880TbY2v82bW98iHO5n5fJGvv3oelwuF0eOHWdXy6ecO38BgKef2khBft4djWdkZIRfv7GZbW+9g8vlZCgSIRIZvuP5idiFAlBkgt77/Ye07t3HhQsXOXHqNFeuXCEnN2fM/mc6OnnnvR2cPHmK5559mie+t4HS0hKcDidr16wmNydI89vvsnnb26xY0URebg5O5+R+lk+lUmxt3s6W5u14vW5i8RGi0SiGaU51uiKzng7BiEzQuXPn+fzgYdraz5BIJHA4xu9//EQbly5dxufzsXbNKubX1ZCdlUUg4Keyooz1D6+joCCPrq6LdHVdZHT06qTGY1kWv3v/A954cytpaS6WLVmMy+kklUpNYZYi9qEVoMgEPbJ+HUuXNJAyDD7ds5ct297GGqf/8HCEVCpFMpnE43bjcrluai8sLMDj8WCaJoaRwrLGe9qtWna38tqvf8NQZJgXX3gewzA48NkXGKZxB7MTsR+tAEUmqKK8jHtWLmfVffdQW1ON1+sdt38oFMLr9ZJIJGjdd4D+gYGb2ru7e0gkEvgDfgoKCnC70yc8lkOHj/Lqr16n89x5vv/URh5Zv46srABfuSwVkRu0AhSZJkuXNFA/v5bL3d1sbd7O6OgoGx5/jOrKCgzD4KOPd9HbF+ZbD62lvGzeLSvEsXSc7eSVV1/j4KGjPPm9DWx4/DHy83JxKPxEJkUBKDJN8vNyeeH5H+JwOGjZvYcdH35Md08vDQvr6Qv3s/OjXaxoWsazzzxJUSg0oQDr6e3llU2v07K7lYfXreXJJ77LnKLQpA/PiIgCUGTaOBwO6ufX0rBwAd09vcRiMfa07mP/gc8ZSSRwp6dz78rlVFdV4PG4v/J5kUiETa/9D+/v2MmK5deCs7x8Hmlp+hiL3Al9ckSmybVXFH7L+zt2kpeXww9/8AzJZJK9+w6wa/ceotEYzdvfxefz8ej6bxEMZo/7vGPH2/ik5VNM0yQ3N5cTJ9voONt5o/1Mx1ny8/LAAW1tp4jFYixaWE9OUGXWRG5HASgyTfZ/9gVbm7dz/sIFnn3mCdY9uIa0NBdNjUtZu2Y1v3r9Nxw6coT/fPm/CYUKue/elXjcY68ErwwOEovFicfi7GrZTeve/Te1J5MpEokEOOCVTa/jcXv42T//kwJQZAwKQJFpsvOjXZzpOEvDogUsblhIZqYPh8NBedk85hSFyM0J8rOf/yunT7ez+9O9zK+rpShUOObziooKWbv6fnqv1/v8Y5cud9Pe3oFlWdRUVZKTk/OVJ1VF7EwBKDINUimDM2c6iMVilM2biz8z86ZDLh6Ph6bGpZSXlXL2bCdnOjqIRqMwTgDWVFfx/I+e42ry9i/Mf/RxC5v6whiGwTNPbWRBfR0lxXPu+txEZgsFoMg0cDggmUphmiaJ0au3LU3mdrtxu904nc7r4Tj+KdCA30/A7x+z/fiJNtLT03E6HZSWzqWmumqq0xCZ1RSAItPA6XRSOreEg74Mjhw7Tv/AFUqK59z0ukJfuJ9wuJ9kMkl52TwyM3032v7t33/ByVPtAPz0pZ8wv+72t02IyJ1TAIpM0PBwlJHECJZpEYlEMAwD0zAZGLhCT08vAMFgNm63G4fDwZoHVrF3/2ecO3eezVuaCQT8lM8rxeVycWVwkDe3NNNxtpNgMJvlTY3k/L9ToPs/+4I9rfsA+PMfPD0j8xWZ7RSAIhP023ffo2X3HmLxOH19YQYGrmCaJv/xi/8ikHVta/Lvf/oSixbW43K5uPee5Tz26MO8sXkbv/v9B5zv6qK+rpasQIBYLMaJttMUFRXx8Lo1LFu6GI/HM8MzFLEXBaDIBI2MJBgaihCLxXCnp1NTXQmAaRoMDQ4BkEwlb/QPZmffqPLy/gcfcuzYSY4eO0F6WjqZfh+L6uvZ+N3HWbmikYL8vCmXMgsGg9TVVGNaJpm6DV7kKykA/4Ti8RF6+/q4fLmboUiElcubyMkJqobjN8Qj6x+isXEphjH2dUPVlZU3/c43t6SYDY//GUuXNNDb10ckMoxpmmRlBQgVFlJWVoo/M/OWUmZ/+9JPbmx9jnXb/B9bvGgB+Xl/BViUlBRPfoIy49pOt3Pp0mUCgQBzikLk5+fhTk/Xd8Q0cViTvYNFJmTLtrf4YOcnVFdVYlkWfeF+otEoiUSCyHCUaDTGiy/8mIryMhyq42gbqVQKLAtXWpq+1OQW25q3c+jwUbwZXgL+TLweD8FgkIL8PAaHhujsPM/f/PVfsqJp2UwPdVbQCnCaxGJx2k618/nBw6SSKUZHRzFMA9M0sUwL0zTZ8eHHFIUK9UUoIgC07jtAZ+c5LMvC6XTidDpxuVx4M7xggcfjZnR0dKaHOWsoAKeJ1+ulYeECVq5owuNx0xcO093dy/kLXVzoukhfX5gHVt1HbU2VVoAiAkA8HicajV47MVw+j9KSEkKhQvJyc+nu6eGLg4fHLZcnk6MAnCZut5u5JcU8uHY1Bfl5xOJxotEYkcgwkeFh4vE4jcuWEMzO1gpQRADIzsri2489gsfjJjs7m0DATyDTj8+XwdFjJ+jp6SU9feIXJ8v4FIDT5MtMc/B/FT9UlFhExlNdVUF1VcXtGydQLUgmJ81Cf9LpUF8/n8LCQgKBwEwPRURmgbklc3jowQcIjVMvVibHcbRn2Kor8JOmFLyrrl5NYhgpPB6PbusWkSkzTfP6Rcpu0tO1eXc3OH/5zknC0RR6F+LucrvTycjIUPiJyF3hdDrJ9PkUfneRc+c7rXQPxhSAIiJiK87+jjP0xUdJKQFFRMRGnOZInFHD4NbbykRERGYvp2VZ2v4UERHbcerwp4iI2JGOKIqIiC0pAEVExJYUgCIiYksKQBERsSXHW+/ut5bfv5BQVgYunYgRERGb0I3wIiJiS9oCFRERW1IAioiILSkARUTElhSAIiJiSwpAERGxJQWgiIjY0v8CS0ypaS8yr18AAAAASUVORK5CYII=)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Brass Gold Plated |
Connector 2 Series |
SMA |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Gold Plated |
Connector 3 Series |
SMA |
Connector 3 Gender |
Female |
Connector 3 Impedance |
50 Ohms |
Connector 3 Polarity |
Standard |
Connector 3 Body Material |
Brass Gold Plated |
Mount Method |
None |
Body Style |
Tee |
Electrical Specifications
Frequency Range |
DC-3G |
Environmental Specifications
Temperature Range |
-55~+165℃ |