SMA(F)-SMA(F) Precision Adapter,4 Hole Flange,Hole Spacing 8.6mm,with O-ring,DC-18GHz
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArYAAADrCAYAAACcjNXsAAAgAElEQVR4Aey9BbTcSJY2OD27/c/szL97dnpmeqb3zHRPd1WZ+fnZz37PzGVmhrKfmfmZmZmZmZmZGcp2mZmhzFxV3XfPF69CljJTKWWmpFRm3jgnU1IoFPBFSPp048a9f0ccGAFGgBFgBBgBRoARYAQYgShA4O+ioA3cBEaAEWAEGAFGgBFgBBgBRoCY2PIgYAQYAUaAEWAEGAFGgBGICgSY2EZFN3IjGAFGgBFgBBgBRoARYASY2PIYYAQYAUaAEWAEGAFGgBGICgSY2EZFN3IjGAFGgBFgBBgBRoARYASY2PIYYAQYAUaAEWAEGAFGgBGICgSY2EZFN3IjGAFGgBFgBBgBRoARYASY2PIYYAQYAUaAEWAEGAFGgBGICgSY2EZFN3IjzCJw+85dev/+g2Hyv/3tb3Thh0u0Y9ceuv/goWF6TsAIMAKMACPACDAC4UeAiW34+4Br4BACIKg5EgrS8ZOn/ZZ4/cZNatW+C1WoWptKla9KU2fM8ZueTzICjAAjwAgwAoyAOxBgYuuOfuBa2IzA6PGTKT6pCP05XTa/xPbnn3+mpMKlaOyEKfTLL7+IWv31r3+1uXacPSPACDACjAAjwAhYgQATWytQ5DwiAgGQViNiu2nrdipcsjxBFYEDI8AIMAKMACPACEQWAkxsI6u/uLYhIGCG2Hbu1pt69BlIHVN6CVWErj360uMnT0IolS9lBBgBRoARYAQYAacQYGLrFNJcTtgRMENsW7TtTN81aUV79x+kI8dOUO0GTahk2SrE6ghh7z6uACPACDACjAAjYIgAE1tDiDhBtCBghtjWrJdMI8dOVJp8//4Dob7ww8XLShzvMAKMACPACDACjIA7EWBi685+4VrZgIAZYpvSsx+16ZiilP769RtBbC9duarE8Q4jwAgwAowAI8AIuBMBJrbu7JeYqdXbd+9o5pwFIbf34qXLtH3nbr/56BFbLCjDD2HXnv2UOS6RXrx4KY6Xr1pLOfMWos+ff/KbN59kBBgBRoARYAQYgfAjwMQ2/H0Q0zWAw4T8RUuHjMGS5asIC730wojRE6hUuaqCwBYoVoYaNWutJFUTW0R26d5HkNl6jVpQg8Ytaf/Bw0pa3mEEGAFGgBFgBBgB9yLAxNa9fRMTNVMTW0z7w3nCoqUrqFNKL5o9b5EXBpDwtmzXmUaNm0QwzXXj5i1hb9aI2H78+JFev3mj/N69e++Vtzri5q3btP/AYUKdODACjAAjwAgwAoxAZCDAxDYy+ilqawkvX1JiKrdps+QScZni8lJy87aaX636TcS5rzJkp7SZ4zXXpskcT+Wq1NKk97w+lOOmrdrTy5evorYvuGGMACPACDACjECkI8DENtJ7MMLrD4lt9oQChEVbzVp3oKLfVqD02RIEYYXKAPRm1b9lK1eLc19njKOceQtTlZr1qVO33lS+Sm0q9m1FWrF6rSa9+tpQ92ECjB03RPiA4+ozAowAI8AIRDUCTGyjunvd3zi1KoK6tli89ebtW3WUsg8TXJ6LuYxUEZSLeYcRYAQYAUYgdhDQeY/EDgCx11ImtrHX565qsR6xDbSSTGwDRYzTMwKMACMQAwjky0d09mwMNJSbKBFgYiuR4G1YEGBiGxbYuVBGgBFgBGIDgYQEosNs2SY2Oju1lUxsY6m3XdhWJrYu7BSuEiPACDAC0YIAE9to6UnT7WBiaxoqTmgHAkxs7UCV82QEGAFGgBEQCDCxjbmBwMQ25rrcXQ1mYuuu/uDaMAKMACMQVQgwsY2q7jTTGCa2ZlDiNLYhwMTWNmg5Y0aAEWAEGAEmtjE3BpjYxlyXu6vBTGzd1R9cG0aAEdAiANvVf/3rX7WRfBQ5CDCxjZy+sqimTGwtApKzCQ6BZz8+F97CYLc2lN+KVeuo78BhwVWCr2IEGAFGwAcCz1+8oAaNW1LtBk3op59+8pGCo1yPABNb13eR1RVkYms1opxfQAgUL1NZ4xZXutUNdrt46YqAyufEjAAjwAj4QuDEqTOUVLgUdeneh8pWrukrCcdFAgJMbCOhlyytIxNbS+HkzAJFIFgCq3fdgkXLAq0Cp2cEGAFGQEEAqgeTp82i/EVL06nTZ6nPgCHipyTw2Pn5558J3hBl2HfgEM2YPV8e8jbcCDCxDXcPOF4+E1vHIecC1QhIgjpyzAR6++5d0D+Zz/GTp9XZ8z4jwAgwAqYRAEmF6kHjFu3o1avX4roSZSvT2g2bfOZx6cpVIc3NlCMv5c5XjBo2bU1Z4pMEIfa8AHq6yJ+DwwgwsXUY8PAXx8Q2/H0Q0zWQhHT8pGkh4SDzYWIbEox8MSMQ0wiAqP4lfXZq1qoDTZs5h3bt2UdfZchB91QSWQkQpLRZcibR8lVrRdQPly5TfGJhypA9D91/8FAmE9uDh49S2iy56OuMcVSybBXasWuP5jwf2IgAE1sbwXVn1kxs3dkvMVMrSUiZ2MZMl3NDGQFXI/DkyVPasm0nDRo6ioqUqiAksA2btqIPHz5S/eQWNGL0BNq5ex8tXraSWrbrLNoCaSzS9BkwlMZNnEqtO3TVtPHK1etCXQF5r1i9jgoWL0Pnzv+gSePag8+fiT59cm31DCsW6cT2derMgWE7OYGCABNbBQreCQcCTGzDgTqXyQgwAmYQGDx8NFWv24guX7lGHz58oJlzFlDLtp0pT4HiVL9Rc5o+a67IZtiocVSrfmOharBn3wGx7y//xEIlae6CJbpJPn/+iY6dOEXQ133w8JFuOkdO9OxJNHq0I0XZUkgkE9vr14myZrUFlmjOlIltNPduBLSNiW0EdBJXkRGIUQRAVsdMmOKz9dDFhfR1/cYtYqEZzBUiYPYJRFcvQE0Bz73DR4/7TAJ1qsIly1P7zt2pVoMmlC5rbgLRDVtISSEaNChsxYdccCQT28uXidKkCRmCWMuAiW2s9bjL2svE1mUdwtVhBGIQAU+dWAlB9oQCBP1YXwGS2byFSlJcnkIE3VyE9+8/UIWqtYUqg69rHj56LBabQaXBl9MHqCqgTLU0F3FhDUxswwc/E9ugsGdiGxRsfJFVCDCxtQpJzocRYASCQQBT/fmKfCsIZaNmrWnS1Jl09NgJ+vjxI717917XMQOcy2ChWNos8VSjbiNhEgwqBpC04lrPcPL0GbG4DKoNb96+9TwtjqHXW7dhM3r95g19gm6rwwFt6tq9DyXkLyYWzeH5PPl3v6cR//YHIWXGwroCxcrQ0BFj6PHjJw7XLsjiIkRii/6GmTmounyTKafAu/Cf09GN3/6Dgn36bAlUpmIN2rR1R5BgxMZlTGxjo59d20omtq7tGq4YIxBTCEAyunnbDhowZARVqFaHMmRPoPJValO/QcNp05bt9PiJlsjBccPo8ZOFWbD9Bw4LUgK9WM8Aj2XQzUV+E6fO8CmplddAkguTYaXKVaVsufPToGGj6ZdffpGnbduev3CRciQUFARKPpPlVk1sZZzc5sxbiI6fOKVL1G2rcCAZu5zYvnj1ilq16+ITezWxlZjLLT4yylWp5Xc8BQJTNKVlYhtNvRmBbZE36dCRY+nH58+D/sl82NxXBA4CrjIj4EIEPn36JBZwTZk+m5KbtxXEDxLZNh1ThKrAiZOnDUknJL6FSpQTUribt277beXde/cFubl2/YZIhy3UHKQ5Mb8XB3ny4pUrVLxMJZ+kSj5T/RFbmSZd1lw0beZcggti1wWXElt88HTt0ccv9v6IrcQeZuTYIYh21DGx1eLBRw4jIG9Oq7Z79h5wuAVcHCPACMQKAjdu3hYLxlJ69qNipSsRHDNggdnIsRMJOrevX7/RQAEyC5NhSFezXrIwFbZj914l3YUfLhH0bhGgywubuWrdW5gT69a7vyZPqw7mLVyqS6pA4Nt17k5LV6ymB/Ub0N3mLWj5yjWU0qsfFSxeVve6tp260dVr162qojX5uJDY3rp9l4qWrugTx8xxidSoWRtBVo8uXEwf//gn8XEDNYVKNepRml/VFDzfmTXrN6bde/dbg1mE58LENsI7MNKr73lzhnrMN3akjwiuPyMQOQjAOxmeOfCcCOIKAgsJKAjgytXrSEppYTEBtm+Hjx4vzIdJBw0gx0iLcOb784LoQFIsA4iMPwsLMl2g2w5de3qRKkxtjxg9Xuj3avLzsXgM7cEs29cZc3jlU7t+E83lYT9wGbHFeIGjDs93XdOW7ejK1WtauHwsHoNqytr1m4S6imceWePz0co16zUfR9oMY+OIiW1s9LNrWylvzFFjJ4oVxVhVHMxP5sOqCK7taq4YIxD1CMBl7rkLP9DcBYuFk4a8BUsQ9FDhonfqjDmE55NcFPa3v/1N6OhCPxcBhAVeyUAYnz17RnPmLxJ6ufBwZmWYv3iZF6lKbt6G1IRaU54PYivPYzq9RdvOXvmF6nBH5m/J1kXE9s7de8KznXxfYYvxoSvl9kFs1Zis3bDZK7+4vIXo5atX6mQxt8/ENua63F0Nljd4qA9CmQ8TW3f1L9eGEYh1BKBqsHHzNuo7cBiVq1xLkNWK1evSwKEjhVmwp0+fKRDdun2HcC5PwZLUom0n2rFrr3LOip0bN295kVDUzW/wQ2zldbDlK5/BcguC74rgEmILW8QgnRIfbGvUS/avp21AbIEvFjXCRJw6X4ydWA5MbGO5913QdnkzMrF1QWdwFRgBRsB2BODB7MixE8JCAtzwwvoBzI3BTNiCxcvo4qXLtkwlQ1KMhUbymYvt9p27jdtrgtgiE1iOUOcNM2hhdSwhW+YSYluxWh0NPrUbNCFI7f0GE8QW18N8XLZc+TT5r9+41W/W0XySiW00924EtE0+CJnYRkBncRUZAUbAcgRAbmABAQu1OnfrLbyOZcmZJOzZwuvZ/oOH6e27dyGX27RVBw3xwYI3U8EksUVeM2bP05RRtfZ3poqwNZELiC3UTeS7Dlt8yKgXCeq23ySxxfWYGUiTOV4pBwsRP4fBFrJuWxw8wcTWQbC5KG8E5M3OxNYbG45hBBiB2EQAi7NgPQELx6rVaUgZc+QRi4V69h1Eq9dtJOhqBhIg0ZPPWmzzFylt/vIAiC0yhRUIdVkwYxbW4AJiW7lGPQ0m98zqTQdAbIHxug2bNeXMXbhEX3c6rJ1ib+FMbO3Fl3M3QEA+AJnYGgDFpxkBRiBmEcAiLVhNmDV3obCJmztfMYpPKkLNWneg6bPn0anTZ8W0P6SAsLvrqd/avLVWWhsQ2QyQ2EJPWD7XsYV3NmmbNywdGGZiCx1qNR5Dho82D0OAxBYZ50oqoilv3MSp5suLkpRMbKOkIyO1GfKGt4rYwqbk5KkzCa4hOTACjAAjEK0IwFoCJHS9+w+m0hWri0VppcpXFaQGXs6Kla4opLueurVlKtcMDJIAiS0yL1WhmkKu0mfLHVh5VqcOM7Ht3E3rhEG9WNCwqUEQ2/mLtPaJYVsYet2xFJjYxlJvu7CtVhNbmV+p8tW87TG6sP1cJUaAEWAErEAAXs569x+SSmyzJXiZgZLPxgVLlgdWXBDEdtuOXQqxRblwbBG2EGZiW7hkeQWL/EUDUAEBYEEQW5BY2dfYtmjTkd69fx82+MNRMBPbcKDOZSoIyBvQKoltjjxfzKmkz5qbOqX0ClgfTakc7zACjAAjEEEIwC351u27aNnKNcJz1cgxE4VLX/mcxbZKrQbCUcSuPfvp5UsT9k6DILaw56suMy5PQYIzi7CEMBNbNQ4Tp8wIDIIgiC0KyFektII/FpHZ6ZY5sAY5k5qJrTM4cyk6CMib3ipiCzu2o8ZN0njEadW+s07pHM0IMAKMQHQj0Kl7b4XkwAQXVujD2kLdhs0I1hew2KtL9z7CKgN0Yb1MUAVBbIFoOpVpsf6Dh4cP5DAS27v37inY410HPemAQpDEtnvvAUq5WXPlC6jIaEjMxDYaejGC22AHsQUcDx4+pDwFSig3dwRDxFVnBBgBRiBoBNp0TFGegwWKl9Hkg8VmsJsL+7mwo4upchj7h33diVNnCHu7Hzp1Jho0SHOdmYP4pMJKucg7bCGMxPbM2XMKBnjXQaIeUAiS2GIBoXy3QmIba4GJbaz1uMvaK28+KyW2somQPsj8ZRxvGQFGgBGIegSyZSP6x38Uv89///f06Te/Sf39/d8r8fK85/bpP/0zbf3dv9GgP/w3VfqftJQhTRYq+z9pqc//90fa8Lt/p4f//L8N80CemnJ/8xv65be/9X/dv/wL0YsX1neN08R25EilnWizgv1vfqPEe2Kue/y//hdRENd5lvv57/8Pv2Vv+tff05I+/QlrU+DEw6qftKsr8xs5ZoL1/esjRya2PkDhKOcQkMTTDmKrNjvjXIu4JEaAEWAEwozATz8RYSX8hw/UpX1nSpcmi/iVK11RiZfnjbaf2rWnky1b0/SpM6hp8zYUn7cQ5clfjFq27kCzZ86hsydO0s9v3njlW7hgcaXcBnUa0rN797zSaMq2y5mA08QW3sR+xf7sseMKBuiD10+eKOdkGr/bs2eJvv46sGs+fKBFc+Zryj195Kj/PD5+FCooMCv38eNHy35r128SwqVXr16JPE05pbDg1mFiawGInEXwCDCxDR47vpIRYAQYASMEGjdvq8xcZcuV3yi593kfOra379yl1Ws3UI8+A4XjCDiQqF63kViUtnP3PrEoLXNcolJu0VLl6fyFi955OxHjNLFVtUktXMG77vvzF1RnTewGqYrQZ8BQBftvMsXRzDkLTBRmfZKpM+aIelz44ZL1mfvJkYmtH3D4lP0IMLG1H2MugRFgBGIXgemztG5uIZELKPggtp7Xw7MZXP/KRWmZcyYpxArP+HaduwsivGXbTtp34BBhke/79w7ZVg0jsQVO8h2HbcDOEoIktoVKlFPKzVOguGd3OXbcukNXUQ98BDkZmNg6iTaX5YWAvOlZFcELGo5gBBgBRiBkBB4+eqyQHDxvl61YHVieJoitZ4aedmzlcz5NppzCEgOOZ89b5HmZPcdhJraJBb8sYoYDjYBCEMT28+efNP09buK0gIq0MnGJspVFXZy2isHE1spe5LwCRkA+8JjYBgwdX8AIMAKMgCkE1Ka3qtVpaOoaJVEQxLZWvWSFXKXJnJPuP3gozDDCnm2mHHnFuQzZEgjOCzqm9BJWGTBdDfu3locwE9smLdspWOB99+p1APZ8gyC26zdu0ZR38NBRyyE1m6F8vwdM6M0WoJOOia0OMBztDAJy4DOxdQZvLoURYARiD4GmrdpryE5ALscDJLbIWz7Xse2c0ksBHDZyDxw6QgMGj6D379/TpStXacmyVdS1R18qXqYSVa5RX0lr2U6Yie3de/c1eIwZP9l804IgtvmKfquUly5reN0ZlyhTmb7JlFP0r/lGh56SiW3oGHIOISAgH4BMbEMAkS9lBBgBRsAPAp6LmIp+W9FPao9TARLbEmWrKMQKz3cQ2bCGMBNbtD2pcEkNJs/NmjULkNju2rNPU07zNp3CCv31GzeFVN7pSjCxdRpxl5Z3+OhxgrcSmOfAVIZTP0lsx06cGhIyMh8sSpBB/TB3qj3RXE7vfoPph4vOrm6VfclbRoARCA2B8lXraEjPjNnzzWUYALFdtXa9pozsufPTmvWbzJVjVyoXENuly1dpcClZzqSubQDE9vXrN5TxVzUP+T7s0r0vOWViy1f3RS2xhV20Fm06Ud1Gzahm/WTKU7C42Mcx/9yDgbwRwrVt3qajr/vCdJyst5rYnvbw+iLT8Dab5iEbKB71GjUn/jEGkTYGqtRqIDxryXpv3rbD9PMlGhK+fvPG674/cfKMcdNMEtvjJ0555d+ybXglhqJxLiC2qAe8uqmftW07phhjb5LYgmflLaiVCqfPlkCvXgWgz2tcm4BTRC2xBRJHj50QJj7GTpgiOnbPvgPiGGY/+OcODNQ3XDj2+w0aFvBNo75A1llNbG/cvKV5kMg0vA2N2PI96457lvshsH7AxzPufYmb6elg9YMmwvdPnTnr9Uw8YLS4yASxPXjoiFe+9Ru3CKu0UOkqlxDbt+/eEaxCqN8/MIcFvWPdYILYvnjx0os0V6v9HYHshjtENbGV4MJIMDoVytRG4cz352ndhs3iN2vOAmVfxjmx7dKjr2YQqgekk/uhTtMbYY3zsj1O25uT5bKOrZleCl8a6MnJvrKjFikuuNcwjffsxx/pyZOn/HMQg0ePHit4w1SRXaHPgCFiDH+AV6gYDr7ea6PGTtQnoX6ILUjZhMnTlWeDfEY0btmOLl6+4g6UXUJsAQZU/iRGclu+Sm16+vSZb6wMiO2JU2coQ/Y8mjwLlSxPb9++852fw7ExQWxbt0811rt3/0FDeCdOnUH4mpGrOfG1jWOnfrUaNKG/pM+uGTByIDq9/TpjDjp1+qwhZqEkkG1iYhsKitF7rZ3E9tjxk664z3APwLB8zsTCFJ9UhH8OYCAN+Uu8l69aa9tNVKNuIzHOAvb+ZFuNwpdx+aq1ve65zDkTadnKNd4E1wexhd7mwiXLKS5vIa98Spat4mjDnj77kTAb3KJtJypZrgplz12A0maOV+p1+h//iSr96RvlGO2EtYCK1erQ4OGjhUe0X375xbE6z563UKmLfO9iO2LMBPKaRdAhtt+fu0ANklt65ZMmczzduWssOHSqsTFBbAuXLEdfZchB6FizQX7hOOmO79iJUwQbe2pii2ltp39y0KMeGbPnsZXcyrKY2JodmbGVzi5iC1KLe02OP+g/Llq6wtHf/EVLlfK/zhgnPqadfNHF1kjStla6/tTG2nOUO19Rgk1VO8mzPTW3J9emrToo417ef9hiuhz34byFS+jqtev0rnUbetutO8GN7vKVa6lB45b0lY7Qp9i3FYWqhz01Ts0VUuLtO3dT204pgk+AzKnrj33wDGzhTtaT2HqnTRVg4d4fMmIM3bx1mwL2zhZggzdv3UGZ4lLt+XrWBzwJrmhBXh/vP0A//+UvgqweOXaC+g0aTtly5/dqL/LIkVCQxoyf4v1hEmDdrEwe9cQWg1EOwE7dvti1MwJxzvxFohOheuBEAKmVX3sY6HLQYbA5/ZNlQ2KLfXxl2iW5lWUxsXVilEVeGXYQW5Ba+UyQ469clVrUrXd/R39de35ROcILGx+SmClicmv/OG3UrLV4tj1+8sTWwmD4Xz7Pew8YYmtZkZT5wcNHKUeegsp7Tt6H6u3k3/2eRvzbH/ymwTtz4JCR+lPqFoACb2Y16zVSSKu6jujbEmUqUd+BQ2n85Oliyh/EENLcX+Lj6fXWbYKwnjrzPW3cvI0GDh1JLdt1Fl7QYGdVnRf2CxQrTT37DCToJNsV4FK4zndNvcpW16Xwn9PRjd/+g980SB/qGhW72hj1xBaK07LDGjZtZRpH+JjGdaPGTTJ9TbAJ1ZLa9Nly08ixE5U6Oy2tRXkSL3yFpc2Si/6SLpttkltZFhPbYEdPdF9nNbGVklqMabXkonGLto5KayEdVktspZcgvOyY3No/phMLlRJEZf+Bw7YWhtXh8hnXtGV7W8uKtMzxATd52iwhOJEYqbf+iG3GHHlo6IixtglcgOXCxcuoYPGySv9Jaex3TVoKj2UPHj7yD7mBji2ks2vWbaS+A4dR5rhEpRxggGM4j8CCQ7vClm07qGL1uppyJf5GxDZvwRJ089Zdu6oWcr5RT2yB0I1btympcCn/qwA9oIQhaXTyd03Mk2FkcfbsOXr0+DFBEmDmB4kw3A7ipslXpBTB7eDSFauVweZRLUcO5eAG2cTAz1uopJgCSp81t7Aza6ZdZtOoy3Kkcb8WIsvlxWNOoh54WWpia3ZM6aXDNBzUD3CvxeUpRCPHfPmAnDBlRuCVC/EKrB6W4/De/QdCYgtJMpPbEIE1uBy4Q9IG9YDps+cZpA799J69B6h2gyYBvX9CLzWycrh2/QZhRX3WXF+muz2JLe7ZWvUa06Ur12xt3NHjJ6lCtS+2dzFWoB+L92FAqgIGxNazEWfPnaeaKpfAeDaAwE+ZPpt+uHjZM7llx7BD26p9F/q2fFVFDdKT2AKDXElFaNK0WRExoxQTxPbO3XuUr8i3AQ0EDCpMDebMW8jUdR8/ffI5VSFfXEbbEmUr0/ade6hW/cauIrZVazWg3Xv3U5FSFZSXsFFbgjk/ZfosUzhblUjWkYmtVYjakw/uCdlXVm3hoWjQ0FGaVdVuILZ4eSxZvspLTSKQdnfu1ptOnj4T9b99Bw8pbYTZoUDClavXlTGV3LxtIJcGlRZS4boNmwV1baxe9OnTZ3retBndbd6c3r1/7wiZwgfPuIlTlbGB+w4E98zZc8F1Q4DEVhaChVzdevVXSCbqkSkukUD+nQhYoPfy2DH68N//TQ8eGEilnahQEGUwsdUBDWJ6DCgoTpsJ1eukrnwN5CWkTgsj1tA7ciOxhaqEekpNXW+r9qfNnGMGZsvSyHozsbUMUlsy2rlb66pR9lso2zdv39KI0RNcSWwBYvtf1aCCbWPZSjWpUo16EfdLLFSSCpYoq9Qbes+wFAGzQlnj84mPa7QrqUgp8WyWbdy0ZXtAY+/H58+pQtXalD2hgPiQCOjiIBIzsQ0CNFziwypCkDkZXnbuwg+KLjTuuzwFilPIViyCJLaysiC4DZJbaIh2lpxJztiJ1bGKIOvm9i0TW50ewlcLBrjZULGaVlcFdhGNfteu31QGLcpxM7FF/eSL9tCRY4ZtM2q7PC/zZB1bsyMtttKpVRHkmAlmu2DRcmX8AkE3E9v9Bw8rdQUpMvphRkXeR9iadlnqsqHUtmM3UkvOsZivVPlqNGvuQurZdxAV/baCkNJioQ7aGUpwkmw6WVYomLjuWoeIbcOmqQsJMaagprRqzXproAiR2MpKgKQVK11JucfxoYePc1sDE9ug4P27oK4K8qJgVBECJbbqBV9mH7owY4K0Mn2kEFtIcK0Ksv1MbK1CNLryURPbUFq2ZNkXn+nIJ1KIrQ5ZyYwAACAASURBVJk2q3V1cT/BeHokBjWxffT4idDvVy/QmbNgEbXv0kOYhEI7799/EHQznSSbTpYVNCBuvNBmYguLFc1afzE9VqVmA2HNwDIoLCK2sj7qxaZwk4uF3rYFJrZBQcvElkjY55PEDigysQ1qLAV1kcSdVRGCgs+xi5jYGkMdjcQWOtAJ+YtpGg+VA1iPyJ2vmFhgBzWVYIOTZNPJsoLFw5XX2Uhs4QUOC8rle2DQsFHWL+6zmNiij3bu2kvZcuVT6m1WVTLg/mViGzBkuICJLRNbMXDkg4UltkHdR1F/ERNb4y6OJmILvVeYWIKO4zcZ4zRG30eOmUAduvYUupBYaAdTUcEGJ8mmk2UFi4crr7OJ2N5/+FBj6g8mt2wJNhBb1BOLJbOprEdA0my51QQmtkENCSa2TGzFwGFiG9T9EzMXMbE17upoIbaXr1wj6Berf2ibDDBuD9er8pkBL1XBBifJppNlBYuHK6+zgdhCUlusdKopT4yjoyYXhweFj03EFnWBfX7on8t7Yev2XUFVUfcilxJbqJD16jdYqTZUluontxDOrTDDM2jYaIKKCS8eUyDS7rCObTZhtw/mvqROrbyJ5LEWseCOZJ4ssQ0Ov2i/iomtcQ9HC7E1bmnqC711h65iGnnPvgNmLvGZxkmy6WRZPhsbqZEHDhAdPWpZ7fFOj08sIsggPJbt2hO8KoupShUrRnTKuvUonmW+ffeeSparopBb2N5HGy0JHz4QTbLfOVWgdR06cix17z1AuQyLSmH7f8u2ncJpRuGS5cX6CSa2CkTaHSa2TGy1I8L3kSTmx0+eVhLcun1HedgokbwTFAJMbI1hiyZiu3zVWqpcoz5lypFXUTmAegK8Rm7etkOAAaIIl6ChBCfJppNlhYJJtF/bs98g5bkMD4S2h8+fbS8C1hFyJKS6JoZ6gnqxpe2Fh6EAT2IL04YPHz1WanL46HHhs4CJrQKJdoeJLRNb7YjwfcTE1jcuVsUysTVGMlqILUx9Zc2VT+jO7t1/UFFJ2LVnvzADBjejO3btFebPmNgajwtO8QWBrdt2KqR2pVXmvL5kH9Y9WAeBR0W8i8w6lAprhUMoHMQWllGgggBvjfGJhYXqgcwSAiaYRmNiKxHx2DKxZWLrMSR8HjKx9QmLZZFMbI2hjBZiW6Vmfb82RGFftHnrjkxsjYcEp1Ah8OTpM8qYPY8gfg0at1CdiZ7d1es2iPbBHff4ydPp5ctX0dM4VUtAbOU7V27v3ruvpID74UbNWjOxVRDx2GFiy8TWY0j4PJQ3F6si+IQn5EgmtsYQRguxbdyiHS1cskK3wVNnzBFe2VgVQRciPuEDgYT8xQUZypGnIH1yQD3ARxUciRowdKRC+mrWS3akTKcLgUUIqPqpf+o+ha1fvItZYqvTM4ESW+iASZKDrZnADhq+eDPjxWNmRkzspWFia9znnsTWNtuWxlUJKQXUD9JmySXI6/RZc8Xi1dXrNtK0mXOpZdvOwisUvKwxsQ0J5pi6eP3GLfRV+uzi3Qz9y2gOsAYQlydV3zYUiyGRghEktSCx+J2/cJHev/+gVJ2JrQKFdidQYgtf5kxstRiaOZKYMbE1g1bspWFia9znnsRWvWrY+Gp3pYDXtDYdU6hE2coUn1SECpUoJxaKoU2nz3wvKsvE1l195tbafPr0SXknd+7W263VtLReV65eV9q8au0GS/N2S2b40I3LU0hpp+QQ+ChO6dmPYNKNia1ObwVKbPMWLKEBWidbTTRLbFliqxkQfOCFABNbL0i8IjyJ7cCho7zSRFMEE9to6k372jJs1Fj6KkN2+kv67PTi5Uv7CnJZzu06dxNcJLFQSXr8+InLahdaddZu2CQ8D27cvE0sHoOUGr+nT5/RoSPHqHyV2tRv0DAmtnowM7FlHVu9saGOl1+LrGOrRsW6fSa2xljGCrGV9xoTW+MxEespXr9+owia/OltRyNOz1+8UNoOKwmvXr3220xYVcCiKyzeBG5uDl2696E58xfpVhE29tNkjqdr128QbNo6HaLO8xhLbIMbQvJlxaoIweEX7VcxsTXuYSa2xhh5pgA5rtuwmWe0LcdOlmVLAyIw07ETp9LXGXMIj1SQ6MVakFLbIqW05A6zxDXrJ9O8hcto3sKlwmY0pvV79BkodFXdjtPw0eOpW8/+utUE6S1QrAxLbPUQYoktS2z1xoY6XhJzltiqUbFun4mtMZaxQmwlEiyxlUjw1hcCv/zyiyKxHDlmoq8kUR/35MlTBYN0WXLRvXv3hSvadFlzC9WMrzLkEIs0sRgzkog/7NdCElu4ZDmhiw8JLn6dUnoJF8MZsifQvgOHmNjqjXAmtkxs9caGOp6JrRoN6/eZ2BpjGm3E9m9/+xtdvnJNuPLG1OLFy1cIbZSBia1Egre+EICu5dcZ4wSxgxH/WA016iYLDPIV+VYhuemzJVC6rLnEsdpMViRh9PnzT7Rpy3YaN3GqIOewSNW7/2Cau2AJQQ0DgReP6fQoE1smtjpDQxPNxFYDh+UHTGyNIY0WYotV7PD9Dne68r6SW3gdGzx8tJAuMbE1HhOxnALSPIybWg0axywMF364RM3bdFTuI+idjhgzgXbs2qNxQRutADGx1elZJrZMbHWGhiZavnhZFUEDi2UHTGyNoYwWYgs9v+JlKhH6/PGTJ4QpZUyTwhc8XsiYgoQOHRNb4zERqykwZkDi8FxeuWZdTMFw5+49mjB5OhX9tiJBSjt81DiF2MJEViwE+T5mYqvT20xsmdjqDA1NtLyRmNhqYLHsgImtMZTRQmyxKnvbjl26Dcb0Y3KzNkxsdRHiE8tWrFHInFp9JSzIPHtme7E/Pn8upuArVq9LsICAKflTp88q5TZs2lrggQVVUNGI9iDfx0xsdXqaiS0TW52hoYmWNxITWw0slh0wsTWGMlqILYzo9xs0XLfB/QcPp649+jKx1UWIT7Tr3F0QufzFyoQfjMREolOnLK/Hu3fvCR756ie3oCzxSULPdM++Az4XgU2eNlvggcVieJbGSmBiq9PTTGyZ2OoMDU00E1sNHJYfMLE1hjRaiO3VazcoV76iYiq1fefuBKKLH/YLFi9LWXPlo7PnzjOxNR4SMZsiT4HigshNnTEn/BgkJBAdPmxJPXCP79i9l1p36EpZciZRo2atad2GzcLLlr8CINGVC+n27D/oL2lEnYN60tbtu2jG7Pnih9kc6BVDFQWBia1OdzKxZWKrMzQ00UxsNXBYfsDE1hjSaCG2aOmbt29p0dIVQnIrSG2XHgR3ugsWL6MXL1K9R7GOrfGYiNUU8nm8d/+B8EMQIrGFdRBYBYHueY6EglS1VgNauGS5ch+YbWDmnImC7H9boZrrHTAYtQkLTBu3aCfIeu58xYROfqlyVQl+BOBSt0ipCgRTZ0xsdZBkYsvEVmdoaKLlg5RVETSwWHbAxNYYymgitsatJZbYmgEpBtPcf/CQ0mfLTd9kyukOAhcksb105SoNHTmWEguXohJlK9PkabMI3sGCDXW+ayps186etzDYLFxz3ay5C6lSjXr09NmPXnX6+PGjsGfbom0nJrZe6PwawcSWia3e2FDHM7FVo2H9PhNbY0yjkdjCGgLMNsmwYdNWgtchBJbYSlR4q0Zg8bIVQjL5l/TZ1NHh2w+A2IKUg8CCyCYWKimILQiuFSG5eVuBC6SZkR46dO1JS1es1m3G6bPnhKoGS2x1IGJiy8RWZ2hoopnYauCw/ICJrTGk0Uhs0SboBsqwZNkqSunZTxwysZWo8FaNwPJVawWBy1+0tDo6fPsGxBaqNVAtgIoBVA2gcgPVA6ggWBkmTJkucIHVkUgPU6bPpgbJLRRHDOr2wHEDFpdWq9OQJbZqYNT7TGyZ2KrHg94+E1s9ZKyJZ2JrjCMTW2OMPFOAHNdt2Mwz2pZjJ8uypQERkmmTVu0EgStRpoo7auyD2H748IHWb9wiFn9hERgWg2FRGO5hu8LqtRsELvhQnLtgsV3FOJLvx0+fCKoVsPKQVLgUFStdicpWrinUNtJkzil0bOG1kCW2Ot1hSGz/+lei27eVX8WE/JT4VQblpz6nt397/wFN+hOr1lCrStVpyYjRmni96+2Kz/51RkqbJgstGzOBmparTGfWbxTtlO07tXa90m6vOjx6pIOo72hJDHHz0ZMn+vmqsPYqE+cCfDDIcof1HhB8mbdvK/10dkMqRqjbrcNHxIMEZfisq1Fb3Hb+zp2A8VV6+/Xr4DF4+VKYqJF9peRptIOVsR4YTh85VtMnI/oOpAmDhytxo/sP9rrGMw+rj3+6fl0p/97RY/R1hhyiDvtXp0qezI4fdT64ZmCPPr7bcu+eEXJhPQ8/8DXqNhK/6nUbCWzkMZwzsMQ2rN3j+sLbdEwRY6Z2gybuqOuvxBZqNTDHBeseMM8FM11438FslxNh1979AheQwZOnzzhRpO1lXLt+g7bv3E3QG540daYwf/bDxctKuUxsFSi0O4bEdt06oj/+Ufk9+od/pPv/52+Vn/qc3v7H//gPTfpj//0navg/39CP//y/NfF619sVL4nE+P/6H6r557R07r9S2ynb9+5f/1Vpt1cdsmcn+tXkhhZR30eyrDXQm8mQQT9fFdZeZf7pT0TbtvkuQCdWlrvr17Z55emvPNU5icmn//xPpe63/vQ/CmEJNl9XXQd8t2/XQdIgunZtBZeA29SkSXDEdu1arzJrfZ1e0yetvk5PHb9Op8QV+yaT1zUB11c1Lsxc+9Mf/6iUf/aPf6K0abOKOoz78zdKfKD5CGL7l7S+25ImDdGP3osuDHrQsdNY/HH46HHxg6QeL2J5PGjoKNcRWxAT6EZKE0N6QEWExPbCBaK9eyP6N7NBI6r+x69pZMWq5tpx/Lhel/mPh6rAoUOGZZxKn5H6VKtFOeOTqGKp8jS3zwB6BgHImzf+89c7e/26YZm++vDGnHkCF2Bze8HCoPLwla8jcQeCs27BxFZnEBkSW4/rYG5CkiVszYTbd+4q1yD9wcNHqVb9xrR0+WpNvJm8rEwj24GvSuj/QO8HQcbLYyvKlHkKia0VGZrMQ5Y7dsIUk1f4TibzYasIvvEJNdYqVQS4mpR9hToNGzlOuJ+UcUNGjA21qgFfr1YhuHfvviByyGTv/oOauhplrM4H7Rk4dJTRJa4/jza5Xcd28bKVop+wKAc2RfHO8BUigthWq0aUP39E/y7+/j/p2P/1z+Jnqi0VKhDp9JmvflTi7t8nKljQJ1bX8ibSyBy5KH+G7FTkqww0IVM2upOY9CVtgQLB27Zt3fpLPgH01bu4nAouN//4p6DyMIVnAHUynV/x4kQvU838KfirduBxTVpI2HfgkJCG4zQTWxVI6t2wEtsVTGzVfWHHviQ04ydNCyl7mQ8T25Bg1L3YKmKLxUeyr1DYiNETNMR2wpQZunWw64SakILYSiK3/+BhTV2Nylfnw8TWCK3U81aQTRDbdp26ERa0ZMudX+j7bdy8zWvxjxVlmWtVbKcaNmpcQPeNVWhBhWb6rLkEO7EJ+YsRZhfgLIB86NhaVWYg+UD9IF2WXAR7ttEWKlSrQ0+fprouhkCgXqPmoolMbHV6moktLx7TGRqaaEmWmNhqYLHsgImtMZTRSGyxMnzl6nVK42/cvK3oB4IoYgFJKMEKsglim9Ir1VIDHEtg9gcLgkqWrUJbtu1UCK4VZYXS1li5Fqvh5fPY7ja/fv2GlixfJfTB8VGD1fhQm9FI7V1CbLFYDbjID2e7sXEyfya2Rb4NCG8mtkxszQwY+SBlYmsGrcDTMLE1xiwaia2/VruR2Mr6vnr1WtjbzZA9gUpXrE679+4XdnedssAg6xGL25lz5gtHBJVr1LOl+fB6tWnrdmrSsp34gGnRppNw6/rp82ff5bmE2IKAQ1+9RJnKvusZQbHAGo4r5A+WEOBGGcc58xaKDontspVrxJdIzXrJpCYWnv105+49ysfE1hMW3WNJ1mJBx5ZVEXSHgStOMLE17oZoIbYQJmBaHy5EMa2IAE9DMOdTuUZ92rsvNc7NxFb21o/Pn9OAISMI7j5ZYitRsXeLFfJ4d6XLmtuygrAwEKpBnVJ6UdZc+cRMwYrV64TrZ8NCXEJsO3TpKXDJkVBAjEXDers4AWZy7t1/oPyg/nH23HlxjBmeqFBFALEtX6U2jRo3iTLHJQq7hKfPfO/VLUxsvSDxG8HE1i88mpMSK/WH1a3bd8SDBOc4hIYAE1tj/KKF2A4ZMYYy5sgjbHvmyleUJk6dQTC2P3fBEho5ZgLBwDwWabmF2O7cvY+mz57nt4Nev3nDxNYvQtadPH32e+W5a2SpwqhUkKV+g4YTxmG5yrXEB5bU5TS6VjmfNy/RkSPKYbh2IGHGu6hmvcZ09979cFXDlnKjUhUBxBbSWoSXL1+JKSA8GBs0bknfn7+gAMnEVoHC1I4kayyxNYZLYsXE1hirYFIwsTVGLVqILaSbWOSHcO7CD+JlDPIoA7w04SXtFmIr62W0ZYmtEULWnMc0tXweX7p8JeBMb966TWMmTBGunAuVKCf2odsddLh4kejTp6Avt+pCtAW4YGFjtIWoJ7ayw56/eEH48oeOU3KzNgSjvUxsJTrmtvLhwMTWGC+JFRNbY6yCScHE1hi1aCG2mH3DtK8MpcpXo8dw2vJrgHoCFo25kdhi5TkcBDRs2kpI92CUXwYmthIJ+7fQucQzec26jaYKgxQW6i6QysYnFRFSWkhroyXItULA5MDB8EuPrcb1/IWLBFe6CBBuXvz1gyairSKoJbaegD378TkNHDqSipepxMTWExyDY0nWmNgaAKWy7cvE1hirYFIwsTVGLVqIbf/BI2jk2Im6DYY+fIeuPV1DbKFmAMky7I+XKFuZ1m7YRLv27Ke2HbtRcvO2SjuY2CpQ2L7TpGV7QWybt+moWxYsWEBPFh9J0JuF/iw+qEJVX9AtMIwnYNsV7/M0meO1FhvCWCeri75y9brw5HboyDGF5EY0sd20Zbt4iPgDCg8fltj6Q8j7HBNbb0z0YiRWTGz1EAotnomtMX7RQmyvXLtO02bOJbW0U7YeK9KxCh1SW7dIbDFNDbW3gsXLUr9Bw+jM2XOKiS84toH5JwQmtrIX7d927tZHEDnhnlpVHKR6W7fvEmMIJtmg0gL+gHEVzQF2luU7CnZ+Iz0sX7WWNmzaqjQDevhoX1yeQpQ+W4KwJQ094ogmtkrrDHaY2BoA5HFa3ggssfUAxsehxIqJrQ9wLIhiYmsMYrQQW+OWpqZwC7FFbfbsO0DZEwrQ1BlzhJfGxEIlqc+AodSuc3datHSFqDATW7M9G3o6qK6kzRIvzFvhvY+Pi5Se/YQDjRp1Gwnbs7BBGysBHlFh6gvWRqIhYDYEM/UIcMENlVPYjEbAcxD3XnLzNtFDbMHSR4+fTD37DhJiaZiFkIGJrUTC3FaSNSa2xnhJrJjYGmMVTAomtsaoxQqxlfeam4gt7NaCPJz5PlUvEypwsBv6XZOWhEU7S1esZomt8RC2JAUk/ZiW/iZTnJDigfTAHBS8gj189NiSMiIpE7RZ3jOYQdA4j4ikhqjqClWlKTNSSfrtO3cpV1JR1VmiR48fC8sqES2xRUfhCw0PFXj/wFczHiTwQAKCKwMTW4mEua28GZjYGuMlsWJia4xVMCmY2BqjxsTWGCPPFFZKUWG5AQbiQWh37N4rzJX1HzRckKlLV64ysfUE38LjbTt2i4+IxEKlFBInn8k5EgoqqiEWFhkxWU2ePks4rMgSn0QXL12OmHr7qyiMARQqWY6OHjsh1EgqVa9HHz58UC6ZPG2WMAEb0cQWjB3mHvBlDP0RuYIWejMw6C1t2jKxVfrd1I58MDCxNYZLYsXE1hirYFIwsTVGLVaIrUTCTRJbWScsIGvfpQc1b92RoAeolo5ZSaJlebwl8b4vVrqSQmjTZslFDRq3EKY+5XN5+649MQkVZqwz5cgrsClXpRa9ffcuanCA2TLoSZepVENYIqnbqBl1692fipSqINSCIOiMaGIrewoNHD5qnLA/V7F6XTH1MHrcJJo9d6FIwsRWImVuKx8KTGyN8ZJYMbE1xiqYFExsjVGLFmILb12e+o9YqX7//gNSuy11I7H110tMbP2hE9g5LAaHjmWt+o3FLG3d75oK8lb024oa76NJhVMluPUaNQusgChJvWPXHoXwAy9fCzIjual4VuADctzEqdSlex8aNHSUsIH94sVL0ayoILbQo4FuDQKmfmBkGaseC5csT/MWLnXEKgL8FUuSg62ZAImzvAbp8dWPGxbqFOp4M3lZmUaWzcTWGFWJFRNbY6yCScHE1hi1aCG2WBgyYcoMpcGwJwrborjHII0bNGy0OMfEVoHI0R18YKjXrjhVOD5qsECoWesOQlIHqTgsHCAekvFjJ0551QtT1vLZfP7CJaeq6opy0EcZsucR7Qfhi8UQFcR287Ydwo4gHnggtiNGTxB2BCGSRpwTEtus8fmUGwk3lJnAxJYUzECinQzyoQfbmKEEmQ8T21BQ1L+Wia0+NvKMJ7Ht0WegPBVRWzWxRZsgnOg7cJiYVoQECgtgIKVhYhuebu2Y0ouOHT/pSOEgrLBo0LVHXyGZrd2giZDUQmJrNsQnFhbvFwiLYingXvk6Y+oCugs/xBapl+/jqCC2GLQwjN20VXuxCrJXv8Gk9uvsBLHFA1iCiq2ZwMSWia2ZcRLLaZjYGve+J7Hds/+Q8UUuTKEmtjdu3hLeoKRXIVQX9ivhTZKJrbOdBwkgjN9jgXb33gNsLRxEDFLGhPzFhA7ljNnzlbUzgRb8/fkLyjt5/cYtgV4ekekhxcbsBjgIPkRiLUgOFjXE1l8HOkFsYYZCgsrE1l9vaM9JzFhiq8WFj1IRYGJrPBI8ie2JU2eML3JhChBb6MuBRMFzVI6EApparly9TggvmNhqYLHs4MmTp4TZT8+AjwusNofVB5BbjDcrA0x1Tpg8naAnm79oaeF9DsTEipBUJFXXNnf+YlGnZ+oLnxGjxys85NbtO76SxEQcE1udbsZUiFmCiiyY2OoAaRDNxNYAoBg/zcTWeABEC7Ft37m78lLGcwGG5dWeoeBOF27SmdgajwmzKZ6/eEELlywnOC/Ila+oMA8F27y+AhbyYXofJs1CDSgX618q1ahHOfMWoj4DhihWjELNW309ysE4wnjq3L2P+lTU7cOkl3yfwlFBtAYsEMPHu7SChQWn02fPI0j35QcRE1ud3mdim004uoBeG5TzEeRNI491oAsoWubJEtuAYIuZxExsjbs6WoitUUvXbdhMDx4+YmJrBFQA52EuC4uyYItXjiNIUPUCCGjrDl31TvuNf//+A61Zv4m+a9KKYFsVHzLw3Gb3iv1uvQaIdxcIrnothN/KWnGydWuiO85ITYFtQv7UBezwvBbq2hErmm9HHhibufMVI9go/iZTTtq4ZRtB/xoe//Bxli5rbjp99lx0mPsyApBVEYwQ0p5Xk00mtlpsPI8kVuoHJqaAZLxnej4ODAEmtsZ4SUIix1ykqiIYtzQ1BUtszSJlnM6TVKbJnJOuXb+he+HJ02cofbYEevfuvW4a9Qnkv3vvfoKaCchsw6atCB8oaqP66vR27Tdp0U4htzAV5UhISCA6fNiRovBxIu9/fx8mjlTGxkKEaa9ho4UVDHhWg+1oeP6TswxYa1WvUXMmtnp9wBJbltjqjQ11vHyYMLFVo2LdPhNbYyyjldjiGexpXgrH02fNEwuLYH4q2AByXLehMzZOnSzLCA8IeWDgfvfeAz5VCjLHJZK/lfTAH17WVq/b6LcoEODe/QcLNYMqNevT/EVLCWoB4QqYroYkE89r6N1Cwml7cIjYwgqKfA9NmjrT9maFswA4Yzh56qxSBfgtWLh4hXL89t17oQfOqggKJNodJrZMbLUjwveRfKAwsfWNT6ixTGyNEYw2Yvv02Y/CgxdMFuHXpmMKScPrZ86eU17ioRBTJ8mmk2X5Gy279+2nPfsOCunWmPGTadOW7V7J4/IUolOnvxAHrwRENGTEGKqf3MLrFCS9I8dMoHxFviWoOEycOoPuhfDx4VVAiBFQY5HP68o165Pa4kaIWfu+3AFiC+cLsk344Iv2AIsZI8dOEmN42sy5lDZzPC1etlJp9pJlqwhkl4mtAol2h4ktE1vtiPB9JB8qTGx94xNqLBNbYwSjhdju3X9QLAKB+lP/wcPFwjFMWcPEFGzaIkDyBt063HdDR441BkcnhZNk08mydJpL+w4cIrlKHi996NTi3rp4+YrmEkzrHjl2QhOHBXxqyTlMscGeMAIW8GDhTumK1QlOiuBEA84R3BpQbzl+ylauaa9+r83Eds36jeI+wMcf3Oaq+8it+IdaL5hxRb/h/ofONHS08ZFVuGQ5Klm2CkGVBs8RJrY6SDOxZWKrMzQ00UxsNXBYfsDE1hjSaCG2cK7TpFU78cIqX6WWIEzCne6nT8IDmdT9zJYrv7DVCbu2wQYnyaaTZenhMXteqnt5nIfpLhk87bsWKlFOEAN5Hh8W0I1Vk1U4SYB3zJr1ksW0b0rPfoIM450ZCWHths2KlBNtePv2rT3VtpHYzpq7QHHCgHcQCF6sBNjqPXfhB3r0+IloMo6x+HzugiWEjy4EJrY6oyFQYjt4+GjlZsFAMxPYQcMXSwtsFcHMiIm9NExsjfs8WogtWopp8ApVa9P+g4cppVc/wtQ4juMTiyiECyai8IyVbtSNEfJO4STZdLIs75amxhw9dkJIV6H7CjvBCFh8g4Vd6lCibGXatmO3Oorg6AC6i3pubTWJI+QAGEihBFbYAwvLgw3EFrxkwNCRSt0xkwEzbBy0CDCx1eKhHAVKbPMVTjUELW8WGLM2+kHRW6ZHwQcPHyW4/8PXsDpeqZRDO7JskE1fVhGgY2XUNrPn1WU51DxRjCw3VLMoMh9Wn9VLzQAAIABJREFURbCn99TE1uyY8pUOq2dlX6GmcLsNo/AybsKUGfY0wE+uakJ67959IYFBcpA6WS9MHxv9IMmU6bFdvnKNn1Ldferly1dCCgh36AhYVY+pbnhTAgFZsHgZ9eiTar7Jc0V/IC1zkmw6WZY/DKCDOXr8ZJEEzhgwle05fV2t9ndi/CER3oEggFiJDscMMKuEqfxA3Nr6q0+4z02bOUdz31juLthiYvvsx+cEibq810uVq8qkVmcQMbHVAaZKrQZiAOGmNhMGDBmhDDg58ALZQtfJzcT2/IWLIbXPCAssZnAyyPowsXUS9cDLwgIX2VdWbfEydzOxHTdpWkhthitNLOKJ1F+rdp0pfbbcVL5qbYJKAvbbdepGw0eNI3hWQhzGQuv2XUUbsaAskAA93baduolFTtDHszu4hdiuWLVWOGNYsXod7di1x4vUAgd8LFjp1jYkbOfMIVq1KqQsjC6G1F8+V6Cz2bhFW3r77p3RZebOW0hs8VGSPmtupa5YnGdrePyYKDnZ1iLszJyJrQ66f0mfXQyiAsXK6KTwjpY3SDDbTHGJ4qHjRontoqUrKGP2PMpNFUz7jK5ZtGS5N6A2xsj6MLG1EWQLsgbxkH1l1RYerIaPHu9KiS0klVjpG2xbsZAEkuhI/8FzEqwe1GvUjPoNGqZpD2aMylepTZ279Rbx/sxT+RqCSC/xhc1Lu4NbiC2k4XoBZsAwZqRb21HjJgk9Rb30jsSnpBANHmx7UbC40bZjijImoMMNW7shBwuI7ZVr16hW/WSlbhmy56Hde/bbLzW/fJkoTZqQIQhXBjFBbKEbBB2tQEyPwGQEHn4Y8GYD0m/dvstscpEO0zrFSlcUrgwhmShXuaarVBEw3QFvHiD62DdrmNssCPIFwzq2ZhGLrXRqVYRQW44xhhXRIH+45/BRI8efG1QRIDHCiwv3GlaZB2prs33nHlSkZPlQYYr667HKH2NAfARMmW57e2fPXURlK9UM6P1je6WICI4KsODGbre2QbfFIWIr69er3yDFYgKeC9XrNhSWI+T5gLchENubt+5Qf9Us8DeZ4ihfkVI0dcYcoSIScF0CvYCJbaCIifR/F9RVQVyErzH58qpRz7xove/AoeI6DCSzAeUESmyRN7xmFC5RTrzQ8FJr0LilUmdf+oJ2x0m84PoQ9cEPUx9vbFg9KstiYmt2lMVWOiuJLZCD3UeYhMGYLli8rHKf4SVipMtq9Xm1buyceYtEXb7KkF2YrQlmOpSJrfl7Iz6piBgHmJK3M8A8kXzGOSEdNmqLdGuLd4yTbm2N6oXzT589I0iK63zXVGA2+Xe/pwn//WdRz+JlKtHIMRPJn9TZTBlGafAuVj8X0Hd492HdC3SOAwpBEFtYn8B9LMcMPnbxq16nYeDlB1BZ6PvjWdugcQsqWKwMFf5zOrrx238Q9WjQpKUQ8GHmNlJCTEhs5TR67/5DTPcLlOQxuLbv1K4Q9ZcB0gdDbJEnblj4O0YeGMhyYMOUitM/WTZe/tjPX7S0sB/pr+3BnpNlMbENFsHovs5qYgu0Fi5ZTl/9Orbl+Mueu4B4oeGl5tQPak6yfLmFJDnYxTlMbM3fC1D5AuawTGNngD53mkypH1LDR423syi/eeNDCXrK4XRrq1dBqJrEJxb2uhdAbIf/+x+84oW93KGjbCV6UM2ATV95X2KbOWeiWEAHl9Wei+58ts0ksYUt4H6DhmsWhqE88ADYGzZVls8KGEeeOvO9+JBWtxP7amLrea5m/eSAZ5OMa2JtipggtqUrVBeDRO2hwgjGs+fOi0ENgMwGDIBgiS3KwNRQUpFvhTRJDiYscnH6J8uWUi07v5JlWUxszY6y2EpnB7EFgnPmLxYr7eX4g9UEWCNw8ge3prJ83GuYtZE+z4PpZSa25lHr1X+wwN5O0iBrA09cUIGBK9twBaiQYbYinG5tPdu+6lfVIHkPeG71iK1Mh3umRNkqtloGwOIyqAXJMrFNkzle/GBqa+bcBfT9ufO+vZjpEFt4QIMNZnzowNKHOm/sp8uSi9p27GYrcb956zbl8SDu6nr4I7YyHaT+gapLeY4Bu45jgthC4onOgC0/o4CFJbnzFaNcSUXFNRjEODbzQxlQPDeTVi8NdIG/zvhFYisHUTi2GbIn2P4glO1iYms0MmPzvF3EFmjOmD3f66Uix6PTW+jWNm/dUbzQ8FIL5gcClSkub1DXBlNeJF8jp5tlG+w0cC9Vy65eux6bN7FHq+H0AZ6y9O6xLDmTBJnclZBIG/MXEp6mIC3VS48PQghf7PxI+fjxI02fPZ8y5cirmVFV1wk628VLVxKS10bN2tDF//d31Ld0eapUvR6VKl9VSHyRXm3dQF6Pd21S4VLCnJ0HXJYfQsAny/XcwqxesW8rUt96jejp735HMP8mZ5I90+IY/OjUmbO2flwEA0BMEFvZkdB3MgrQI4VHC+lX+tr1m+IYcUY/dPTS5asN0xnlc/jwcd2B52tw2RGHldnnf7hkBFfI52XdYVMQX5FO/WS5dltFcKo90VoOTBPJvgp5sPnIAA9xmX84t6vXbaA16zeF9IOJwlz5ioaUR6h1iJTrYZ4RL2xZ3/sPHvoYHdZEDRySalA/FLu71tQk/LmA3IMAet5rBYqVJpgj06jheCwee/X6NeFdnpC/mNf1yK9Hn4GONBAkd9Wa9TRw6EjNYjPPNp3+x3+iSn/6xquukDRDzaBq7QY0Z+ESgklDeM+yO3z+/JPPDwrUBfrLFy6q3vcei8fgBAIzTA2btvJqD9qdNVc+WyXMgWITtcQWDxG4DsQ0fsu2nUVnNG7e1vS0PqYJ0GGBqAEgPaQugVwT62k9HwZOH7fv3D3Qe0aTXtZX7aDh/A/22vyVZcbadsjwMXxv+VFNKlGmMmXPnZ8x8oORfN626dBV2LGVx3ZuK1Sto3mXBGp3V/PAieADOIXw1G2HxZ0Fi3VMPXoQW3XT167fJJxGqJ+BIGh260yr6yD3wTVgpg8LEbEmp32X7gRPpNd//x+0ums3Gj1uEnXvM4A2b91BS5atpGsBqDfKMqzYQrKtxgv7Hbr0IFgJ8QoexFZ9/tbtu0KK7pnXnAWL1MnCuh+1xBaoYqoRZnxg8BzGvtt07CaOEWf0G/+rVyKjdOrz6GiYB1PH8b5/rDNkS/C62TxvGDuPoaYSSpB1UxPby1euhrVNsk7RtMWUF7wm8f2kfz99W76a0NljjPQxkth0SulFBYuXcWQ8DRk5luont1DKwsr3WAuQSHraZ66f3Jxev36tD4UfYouL4GgDuKqfc5CGtu7QVT9PJ8/o6Ng6WQVZVs1fF0tKrIQKwemz8rT31g+xlYmxTkHmJ7dYmOuGENXENhSAA3Wpi7LQuaEsHgulvpF6LQhh4xbtHK++vBHtVkVwvGFRWCBcecYiGQi0K3nxmHnE3OI0wXyNIztl6Yo1NCSoWesOxg0yILYyAxBZ+TzHFu5/LXGwIAsIdusSYjt24lQNPiD/T5/96L9VJogtMjh81FttEvaAfUqB/Zdo6VkmtjpwMrHVAcbiaOlG2OJsDbOTD0ImtoZQhT1BlZr1SS0RD3uFXFoBJrbmO4aJrXmsQk25cs16DbGCXVhTNmFNElssGoMnOvlMx7Z3f/s9lhni4gJi++rVKy894KvXbhhWnUwSW2QEG79q7GEmDXrI4QxMbHXQZ2KrA4zF0UxsLQY0CrNjYmuuU5nYmsMJqZjYmscqlJQgnWp1M5iygq6tqWCS2CIvWEVIr1JrwwI1O60kmKq/C4htq/ZdNKQTJNRUCIDYIr+2nb64JAbJPX7ylKli7ErExFaF7MNHj5UjJrYKFLbuMLG1Fd6oyJyJrbluZGJrDiekYmJrHqtQUg4aOkpDrKbPmmc+uwCILTKV1o+k9DB/0TIEghO2EGZiC3UAiQW2ZSrWMA9FgMQWFivUZeEjY+acBebLszjl3AWLKWdiYVMmXq0s2jGXukaVxirKiVNnUKny1YSHLZmeia1Ewt4tE1t78Y2G3JnYmutFJrbeOOHljnUP0MOEiS8ZmNhKJOzdwmulJDyw1WxKBUFWKUBii8vSZ8utlFekVPnAypPlWrUNM7FdtjLVe6rE/8DBI+ZbFiCxRcae0mGY0guH1Bxlos3QJYZJPydDWInt3Xv3acr02VSmUqpCe9lKNQm6lhdUdluZ2DozHJjYOoNzJJfCxNZc7zGxTcUJ9jphegkuZGFQHzY2W7brTHjWyMDEViJh3xb9IEkVtuMmTg2ssCCILSR16jLDqusZZmJbvEwlBYtsufIFhn0QxBYz3mrs4bFNY5c4sBqElFq6Q3baQobjxPb58xc0fdZcoWQO/Zua9ZJp3sKlgtGfOHnGC0Qmtl6Q2BLBxNYWWKMqUya25rozlontTz/9RLv27Cd4joTnqsxxicIDG7yxwbi8Z2Bi64mI9cer1moXjd26fSewQoIgti9evNSQq737DwZWppWpw0xs4cZZEs3e/QJcTBcEsQV0WeKTlDIrVa9rJZoB5VWrQRMhsYXLYyeD48R2+aq1BM88YyZM0biJbdS0NR07ftKr7UxsvSCxJYKJrS2wRlWmTGzNdWcsE9uBQ0cRpp7hjGfLtp3C3BAkhjXrJ/sEj4mtT1gsjZw9f5FCckCwAg5BEFuUgSloSeimTJ/liFcvn20LI7H11K9dt3GzzyrqRgZJbOs2bKZgD6npj8+f6xZh5wl4hcMY2H/wsJ3FeOXtOLGFEjn8gmNqqkTZyjRp6ky6f/+BkNwysfXqH8ciopHYHjn2xbafY0BGcUFMbM11biwT22kz5wppUY26jWjO/EUEF7kgtlA38xWY2PpCxdo43LeSYEKSF3AIkthi2l2WmylHHjpy7ETARVtyQRiJ7ffnzisYAIsHDx8F1qQgie2ocZM05fYdOCywci1KDUEm2m3aAodF5TpObGW98SWDL3ooOmfMkUd83fUfPJyuXL0uk4gtS2w1cNh2EG3EFj7E5UMVWw6hI8DE1hyGsUxsgZD62Z4hewJBxy9NppyENRWegYmtJyIWHY8ZQwRCmpJCm7PF0eTf/V78VqbLoMTL84ZbEMMCBQK+bvFfvlHKXZ0+k/H1PXoQ2WF31Wliu3+/0tZLlSorGKAP/tqli3LOEHf0X+PGRP/yL4Fdk5JCF8pX0JRrVNalFq3o9LoNNGvuQho2apxlPzgAwftX5umUSkrYiK369v3w4QNt2rKdmrfuSPBZXVGlE8LEVo2UffvRQmzhB7xitVSf8LihMudMpLt379kHXAzlzMTWXGfHOrFVo+T5bC9csjzho1MGJrYSCYu3M2YQDR4sfuuTCtDwf/+D+M3NkEWJl+cNtyC1xYsHfN30r9Mq5a7IlWB8/ejRRB8+WAwEETlNbI8eVdp6s0lTBQP0wc/9ByjnDHFH/7VvT/Sv/xrYNYMH04W69TTl/nXgQL95XE/pRhd376Uly1aJWXTMpFvxgzEAeKyUeR074YxdXVcQW/VIfvPmLe3ctVeJYmKrQGHrTrQQW7WUFl+L4dItsrWzwpQ5E1tzwDOx9Y3T+/cfaP3GLbRy9TolARNbBQrbdiqrVBGwmC/gYIEqAvRt9x04FHDRllzgNLFVVfrcuQuamcMbN2+pzprYDVIVAbru6ndh+87dTRQWPUnCQmzhljOlVz/q1rs/nTl7ToPmoSPHCCtoZWBiK5GwdxttxHbWvIX2AhaDuTOxNdfpsU5sYZN82co1tGffAYKVBHXYvnM3TZ42S4liYqtAYdvO7HkLNSQnYJumQRJbtTUAfNCELYSR2P78888a7OcvWhoYDEESW7Vr4xJlqwRWZhSkdpzYXr12neLyFhKLxWDqK22WXNSjz0DFFAwT2/CMqmghtnihcrAHASa25nCNZWJ78tQZ8UyHbi0kRjDM/v35Cwpw8EoFoYYMTGwlEvZt9+4/pCFX5y9cDKywIIjtvfsPNGU6NQXts2FhJLaoj7wXcD9gFjGgECSxVUtrk5u1CajIaEjsOLEdPHw0jRgzQcHuh4uXKbFwKQL40MdiYqtA4+hOtBBbzAZwsAcBJrbmcI1lYgt9uh59BglJ7dt37wirsbFuAtJbBCa25saQlankrKckO/0Hf/H8ZqqcIIjt6HGTNcQWksuwhTATW3hTldh/kzEuMBiCILYQHsrysM2RpyC9evU6sHIjPLXjxDalZz8aN2maBrbnL14ICW6t+o2FcW9WRdDA48gBE1tHYI7oQpjYmuu+WCa2MOF44JDWZei6DZuF1zG49mRia24MWZ2qep3vFLIDfVcIkUyHAIktSOxXGXIo5ZWpWCNsnq9EG8NMbHE/qInmStXiScM+CILYVlP1NcrdeyCMzjEMG2hPAseJLR5sdRs182oNbgYoOMOnNRNbL3hsj2BiazvEEV8AE1tzXRjLxBYuc+cuWOIFFMw4Qi0Blm9YFcELHtsjPPVs+wwYar7MAIktTDupiVy9Rs3p0eMn5suzOmWYiS087qmdVSQVKmm+hQESW9jJVWOfO19R2rp9l/nyoiSl48QWhnqnTJ9NWCHrGUBue/UbTJ279VZOyWkUJcLEDjrWjZ1589ZtguHkjim9aPO2HSZa4lwSJrbOYR2pJTGxNddzsUxsYadyyIgxPoGCri0cBPTu/8WtKOvY+oTKlsjsufNrSM9pj4XbuoUGQGyveEyD4108UqV6qFuGnSfCTGzRtD4Dh2qw7zfIpMOEAIktHKGoiW2eAsUJHCrWguPENlCAo4XY7ti1hyrVqEtDR46lsROmiCm5QLGwMz0TWzvRjY68mdia68dYJrbmEPqSiontFyzs3oPUXE16sucuQC9fvTIu1iSxffXqFeXMW0hTxsAhI43ztzuFC4gtmpg5Z5IGG9hcNwwBENvO3fto8i9Ushy9efvWsIhoTOAKYitvNl8ARwOxhckbTMNt2rrdVxNdERduYtuoWWtasHhZ0D85hnjxmH3DiYmtOWyZ2GpxkvemNjb1iImtL1Tsi+vYtaeG/BQvU4neG+nbmiC2yKNkuaqavIuVqUQXfrhkX2PM5uwSYotZWnkvyK2hm2GTxHbClOmavGGJYd3GLTEprcWwYGJr9uYIId22HbspR0JBgv1A6MAEpLgfQrmBXBpuYitv9FC3G7e49+MhkP5wY1omtuZ6hYmtFid5T2tjU4+Y2PpCxd64nHkLa0hQUuFSdPnKNf1CDYjt1avXKaFAcU2eGbIlCG9T+pk6eMYlxBYthm6zvB/kFvrPusGA2H7+/BM1adHOK88DBw/rZhkLJ5jYOtDLWEzRtFV7KlelljB9A/M3y1etdaBk80VEC7E9evyk+UZzyoAQYGJrDi4mtlqc5AtcG5t6xMTWFyr2xn38+JHSZ8vtRYZgsejTp0/ehesQW+QDXVHZv3KLvF+/eeOdT7hiXERsAUGd75p6YVakVAW6e+++N0J+iO2WbTsJHxASd7lFfKwHJrYOjAB4WIMnEDlwMfAwCGHE2i0h3MQWPqVDCfKmZlWEUFD0fy0TW//4yLNMbCUSqVt5b2pjU4+Y2PpCxf64Fy9ekudiMvRTuqy5qEPXnnT0+AmCNFAEFbGFWt2x4yepRdtOlDZzvBepgp3WUJ/llrfeZcQW7WvXuZsXdsC/co36NHfB4i8fBh7EFhwCizPjk4r4vL5kuSoxq36gHjeOE1tYPti9d7+YkpcVAcED+YMZGKyqVYdo0LHtM2CIkNiq25UlZxKt3bBJHRXWfSa2YYU/IgpnYmuum2KZ2OJ5DVUrbGV49uNzsVh2w6atXotZmNhKlMKzbd+lh0+CJD9GMLs48z//i4b/+x/8pkP6+snNNf0enhb5KNWFxBa1PHrshMber8Rcbr/OGEeF/5yObvz2Hwyxj8tTkJ4+feaj8bEZ5TixhbI0vjZev/4yVVG6YnVhuxZmsLInFCAY8pYhGogt2gP7vNJHN8g9vnbhZc0tgYmtW3rCvfVgYmuub2KZ2M6cs4AKlShHnz5/FmC9e/deeJZMkzkn5S1YgmrUS6bHT77YNGVia25M2ZkK3j/zFCihS54m/+73foltjjwFqGvPvu4ktQDOpcQWVYPZUzimkmTWc2tEbEF+R4+bZOfwiMi8HSe2YyZMoX6Dhitgnfn+PKFzHj56LOI2bt5GWKkpQzQQWzzcsXhs+ux5wlD1uIlTKT6x8JepHtnYMG6Z2IYR/AgpmomtuY6KZWL7XZNWhGe8DEuWrSLMTj199iPBUD3slPfsO0ieJia2ChRh3zlx6jQlt2jrRbJ8EVs4HOiU0ovOnjsf9nobVsDFxFbW/cPHj0LFIG2WXBr89YgtPhLnL1qqqDfKfHibioDjxLZHn4HCSYHsgMnTZhH8i8tw4+Yt8SCUx1YSW/X0mMzfqS10P2E8OWuufKK9167fcKpoU+UwsTUFU0wnYmJrrvtjmdhWqlFP41IXnsagsynD9h27NZ4nmdhKZNy1xcwqiBOcK+xLKkDL4nJRlx59aMLk6XTi5Bl3VdaoNhFAbNVNgG3hOfMX04jR42n18JH04P/+f6hdp260dv0mWrV2A928fUednPd9IOA4sV26YjW169ydoIQO5fSSZavQ1BlzlKqdPvO9mLKSEcES22kz59KK1euEx48KVevQN5lyUnxiEaH/BR2wWP29f/9efBHmyFOQqtdpKL4S4ct9yfJVVK32d0KqIrF3YiunXkJdcCDzcfPiMawiNgpQU3FrYGJrrmdimdg2aNySVq5ZL4DCTBU+5PEclmHewqUEF6syMLGVSLh4q1o85uJa6lctwoitpiEei8c05/hAFwHHiS08YSQ3byN0ajPlyEu58xXTiNO79x5ALdp0UiocLLGVREe9xfQJlOFj+ec51eGJDzyjORlk+dFKbH98/pw6detFmeMSxQfF+o1bfMJ7/8FD8cGXNT4f5cpXlPTS+bzYoUgmtuaAjmViC4sv5SrXFCoH1eo0JLj0VNvtbti0FQ0YMkIBkomtAoV7d5jYhq9vmNgGhb3jxBa1hMI0pjkmTJkhdK9kzV++fEWwIHDq9FkZJRTSQX4CCUi/eOlK2rVnP0HVoXGLtpQzsTCVKFslkGyiMi0WsH2TKY4KlyxHrdp3ISz2OHDoCG3csk0osTvd6GgmtpiVwIwEVh5fvnJVLJp59PjLwhmJNfqkQrU6BDuSkHKdPH2G4Dnm+/MXZBJXbJnYmuuGWCa2QGjLth1C3aB95+4EN64ynLvwA5UqV5Vu3Lwto1jHVkHCxTtMbMPXOUxsg8LecWKLqVYQW38/9ZRtsBLbrdt3BQVIrF4Ubh3bdp26iw8RfIwE85ME2U2qCJh2BRmU1jD0xha8/qD+sC0pQ5uOKZpFNjI+nFsmtubQj3Viaw6l1FQssQ0ErTClZWIbJuCJiIltUNg7TmyXrVyjWfUnCYl6m6/It0pjgiW2+2PcpZwCoMkdGH4ePX6yydTWJVP3uxX7WHXtllC3UTMaN2kqrVy9jkaOnSikU77qBnM7aDuktTJg0Ub1uo3koSu2TGzNdUMsE1uM83KVa/n9TZw6QwGSia0ChXt3mNiGr2+Y2AaFvePE9vmLF8JECMyEqH/bdu6mxi3aUYWqtTXmYoIhtl9lyKFRZwgKGb7IEQQGDh1p+KFjlvB+nTEHnTv/gyP1NlNIy7adhR/vbr36U9cefYW1D18fD3BjCfvN0C+H/U/MWEBNRG0txEx5dqdhYmsO4VgmtphtwcJdzx/ILNyK16yXTAuXLFeAZGKrQOHana31vqMl3yW7tn6GFYvgxWOfzp+n/GmzCNNqhu3kBAoCjhNbpeRfdyAp7NK9D2FRE3Sy1PpXSMLE1hOx6DpG/xcuWT7kRo2bNI0SC5WkHbv2hJyXVRnA1uDqdRuV7GCjGY451Itp5EnMMGCmAudh4B56ufDG56bAxNZcb8QysfVECCpn02fNFQsiW7brTJ5mDpnYeiLmvuPbPXrSg8FD3FcxszWKYGL70507dCguniD84GAegbARWyNCK5vAxFYiEZ3b23fuCq9sobau/+DhQtofaj5WXl+xel2NqaNLV64K6TRcjOoFqCNAJ7duw2Y0ZfpsvWRhiWdiaw52JrYk1GqwcDcuTyFKbt6WLl667BM8JrY+YXFV5PBR42jS1JmuqlNAlYlgYgtBnxWCn4DwioLEjhPbx0+f+pXQemLKxNYTkeg6torYdujaw3UPAKgWQL1GhlVr1gt30jiW6hXynHoLawiQ3N689WX1uPp8uPaZ2JpDPpaJ7es3bwim+7Llzi8sIxh5pmJia25MhTPVsFHjSK0XHc66BFV2RBPbW8KCUVDtjuGLHCe2y1etpdIVa1CXbn1o0NBRPn/qr8NYI7bQsdy2YzetXruBYANVL7x69Zqwml79u3f/gV5y18ZHM7FFf2SJTxIqNhOnzKB6yc1p5ZpUY/WexBaqCEgzZMRY4Thj05btruszJrbmuiSWiW3fAUOF2cDJ02fTzt37fP4wcyEDE1uJhHu3TGzD1zfwxArTnBwCQ8BxYgvPYr37D/b7U/sajyViiynqZq06UNtOKQRXlFhQpH4JqLsWHtzSZM5JxctUUn5YoBRpwS5iC52k8xcuCh1XSJHCFR4+eizsNQ8ZMYZgx1MvoK59BgwVU36eeoh619gVf//+A4I+MGyQqj2hMbE1h3gsE1uMc/Uzydf+2AlTFCCZ2CpQuHaHiW34uoaJbXDYO05sA61mLBFbGOhPbtZGgWjE6Akav+rKCSICsc1ftLQ6KiL3rSK2TVq2p68zxlHWXPmFly/sS29f8FU/d8ES/pnEAPq9kCjDM+A3GeOENYf4pCKULVd+Onr8ZESOMycrHcvENlCcmdgGipjz6SOe2CYmEh096jxwFpTIxDY4EB0ntoePHhfSSEgk1b92nbrRqHGTCDY91SGWiG2x0pVo0dIVSvMhrYXpMnhk8wwgtlhFj0V4kRysIrZSvsCqAAAV2ElEQVQNGrdQ9FZBytJkjqfMOZNEXJ3vmvqdITCaQYi182Ur1RS4AT+MP6k2gf19Bw5F8nBzpO6xTGxBVH19RMKWsy99Wya2jgzJkAqJeGJ78ybRzz+HhEG4LmZiGxzyjhNbPVUELLSpUbeRkLLt2XdAaU0sEVvYeMRDRAaQPpCK+w8eyihlC2KbPltuSipcSpiGOngkMr9IrSK2novHnj59RkePnSA4BIHtZA7mEUCfrFi9TtiCVn9UsSqCOQxjmdjqqSIULF5WzKjApa7aKggTW3NjKpypIp7YhhO8EMtmYhscgI4TW6Nqwg1ptdrfKcliidhi1TykYpBcY/HQoGGjqFjpivTo0WMFD7kD6QcMnW/euoMmTZsp9G1nzJ4vT0fM1ipi27FrT9dZRYiYTjBZ0aq1GtCJU2dMpo7dZLFMbP31+uvXb4Q3PThlkYGJrUTCvVsmtuHrGya2wWHvOmIL4/UwdSRDLBFbtBmEFjqhUM1YsHgZfZMpjj5//knCobvFNQ0at9Q979YTVhHbmXPmU9NWHdzazKio15nvzxMM7nPwjwATW318sCixfnILJQETWwUK1+44SWwv/HCJevYdJGYhZ89baOiYYPO2HcKRDbw8mlXLg9UhCIHg4VEvoB6ww6yeLYWVG3yUyR8s2dgdmNgGh7DriC3MVxUpVUFpTawRW6XhROLGqlW/sTpKdx8r6t3mglW3sqoTVhHbJctXCbe1qqx5lxEICwJMbPVh37V7n2ZBLBNbfazccsYpYnvx8hUqUaYyLV+5lrAWp2TZKmJthC8cfvrpJ+o/eAQlN28j3pNwZnPr9h1fSTVxm7buoNYdugqX5Vjj4yvcuXuPGjVrTYOHjxYLtCUBxvqX75q0oumz54mfPys3vvINJo6JbTCoETlObGF/FYuifP22bNtJZSrVoAFDvkxVxRqxhdcpBBjpz5m3EMH3ugxyEQ+OoWMLUogAPUhYSIhEI9pMbGXv2r9ds36Tl8T1yLETBPNLEyZPFzaR/dUCEgvYmMbvwcNH/pLG9Dkmtr67H8QDVl+Gjx6vJGBiq0Dh2h2niC2eQVB3kmHdhs3C0Yc8Vm/xXsxbsKTwcKeON9ovUbayMAMJM4YFipUhePbyDBASSbW+jim9aOv2XSIJiK3axr7ndXYcM7ENDlXHiS0W80iC5rmFeSYMpHfv3imtiSVi+8svv1DWXPmoXJVaVK9Rc8KNrQ4SL8ThqxPHWJRRplJNGjJ8DOErNtICE1v7e+zFi5fCni/GC+zqynDoyDGx+BALNwcMGUGVatQT9mvlefX25KkzhMWNI8ZMoB59BlKOhIJ09dp1dRLe/xWBWCa23Xr3F2QEnsc8fxh/mIFSq7MwsXX/beMUsQVxxPsPklsEqOJVqFbHJ0Dtu/SgoSPHCnUCqCDg3ekZ8P5Uq/FhETHMFsoAu+8QEHkGCNdAKBFWr9soJLfYZ2LriZR7jx0ntvCshRetr5/aGLyELFhie+LkaTE1AX0aSKTwUm7bMUVm69otjOLjK9IXFp6VfvLkqSAXkSI9a9G2k1CXgMtN9AtILaQ4VtjjZVUEz9Hx5Rj615BUeBJbOK5QjzMQXHxQ+QoVqtYmteOUXv0Gi+k8X2ljPS6WiS0WtULv0fOH2ThJFtTjg4mtGg137jtFbEFCoR7wTaaclNKzP0FvVm+6v2nLdsKjY5mKNcQHFAgr3p3qULF6XcI7Uga8VxEnA3R5oUfrGWBGEw5+EGDeEPblEbC4O3e+YlS2ck2h1/v4yRMRb+cfS2yDQ9dxYhtoNYMhtniBq39/SZ9dHGNbumJ1/oUJA9knsj/kcdosXxYLBjo+ZHomthIJ31sQWOCtlth6psSiiPJVantGE9Rj4OXuwKEjyrnde/dTuqy5lWPe+YJALBPbLyiY22Niaw6ncKZyitjC42KhEuWEpZ8xE6aK54vaS50aAxBZqS6AmcpW7buI9zrSYIEi3vMZsicIPV18sCOAJMJkoQzTZ83zqVoAj59S0gti2ymll7gE5cBDJH5zFyymbytUE89GmZ8dWya2waEatcS2e58BNG7iVGrSsp24WfBSzxKfpAxMOUB5m3qjOoFDxhx5BLkqXLI8NW3VnsZPni5MleUpUDy40au6iomtCgwfu0bEFtJbqLXgnvEVoHowdcYc5RRILj5QOHgjwMTWGxO9GCa2esi4J94pYgty2nfgMKXhGzZtFc+Yp89+VOLkDsgnZv1kgGQX7/h3794LtQSsOylXuRaBLMvFX/ioz5WvqLyEBg0dRXPmL1KO5Q5sLUvd2x279pAkxvK83GJxm57Le5km1C0T2+AQjEpiC1uwp06f9UJEPe3qdZIjbEdAfgWrC2IdWzUa9u37I7aYFWnYtJWwRgJze74C9N3SZ0ugPgOG0NQZs6ldp+66agu+ro+lOCa25nubia15rMKV0iliW71uI4KDDxkw1Q+y+uix95Q/rBOgXjLgQxtrdPAskwHrBkB0ZcA5SHqlegLs5R87cUqeVrbQ3wWhRYBNeUhnfQUQYCa2vpAJf1xUEts0mXIKyWz44eUaGCGAr3G9BQJG16rPs8RWjYb3vj9iO3LMBCHJMDKXs3f/QaFnC/uS+MEFNAdvBJjYemOiF8PEVg8Z98Q7RWwnTJkhLAHBOyk+sPERnVi4lLIOACQXPwTobMcnFqbjJ0+LdSbV6jQU6XEOixOxAE3+JJHFuf6Dhwvd3bUbNgl9W2mFCNJfWGxC2L5zt3gnHTh8hIp9W5GkLi2eoTJPfOhj3YK8Xlxowx9LbIMDNezEFoMFX0Qt2nQSv52792laEoyObUL+YhrDypoM+cB1CFjxcGBi679b9YjtkmWrxOI9PEADCW06pmimDQO5NtrTMrH90sNYrQ5D9pjyXb5qrSAsX84SMbFVo+HOfT1ii2eKlQH5YWFx8TKVxDOpc7fedP/BA6UINbFFJJ75sGCQt2AJGj1ukrLgC9JWmJWTP1hPkOHtu3dCBQEOkG7e+mLqC6YQ1SoPyBtqjGpzm1icJvJs3lbY1/UlSZblBLNVS5vl9UxsJRKBbR0ntpgeUE83QK8Gei9Q0MYqSJiI2bR5u9KKYIgtdDbVHkOUzHgnahFgYqvftZBgQOcMLwbonElzSzCHkyVnkrDTePHSZZI/eV79IoGeGvRwIdWAHi4+HtWSEP3SY+9MLBNbjA31IkM837HwEIuCsMYB+vXqBYxMbN1/f4AY9hs0THjFhLk/OAKKTywiniewgoHnAv9CxyBd1lziXoHVhR59BwpTZFgIl7/ot8piNvePFnfU0HFiCxuY0mzQm7dvCfqwMPwuA3Rji5WuKA+FzoycflAiDXaY2BoAFIWnmdjqdypMeEH/TP4at2gnEsMguoxTbzEViKAmtvDGg3s1V1IR8QF6+26qcxD9UmP3TCwTW0wJHzp8VHQ+FvRguhhjBwHSW6xyl+aTEMfEVkDj6r9mrTsozwL5TJDbDNkSfD5D1M8T3v/y7PWHhcTU1xb2/TmYR8BxYrt42UrqmNJT1BDEFiux1eHH58+FNEjGscRWIsFbfwiA2Hbq1ltIHWFUG6arYNoFK/d9LRDwlxef840ApvGsnn70XVJkxGLqMk3meIItzW69+hPUOvBR0Lp9VypSsnxkNMLiWsLo/aKlK0Wu8GpXt2EzTQnQZazb6EscE1sNPK48gCrC2IlTxEKpTVu3C3UBWLUpWqoC3VcJpVxZ+QiqFNz4wvPaoGGjhNrOydNn6PTZ76lwyXIR1Ap3VNVxYospzdrfNRFSH/iDbt+lO535/rz4modiNqRL7Tt3V9BhYqtAwTt+EOjWq59PqQKIbfpsucU0KKZC+ccYWDUGMsXl9TnmIHGBpDIWAxbzxOUpSDt276XHT56K57n8GIIaC4iu2nwSE1v3jxI9HVv31zzya8g6tsH1oePEFtWEpAP26mBAGR7B4Gnk64xxlDZzvNC1hXcyGZjYSiR46w8BSGwbt2hLcBwwa+5CwsID6CqB2GIxAV6q/GMMrBwDMFWH8VW8dCVq2a4zTZ4+S9jWbNSsDRUuEbtSltVrN4jV7dDfhtoLpFDw+ARzcTDpBH1vGZjYSiTcu4UXOc9F3e6tbXTV7PXrN8KSQ3S1yv7WhIXYymaBwMLEELx74AGHqU7PwMTWExE+9oUA69j6QoXjwoFALOvYSrzhkhQrylesXkuDh48mmHKSutsyDbZMbNVo8D4jwAhYgUBYiC2MJmPlrFxUACnKytXrxCpA6fFDNo6JrUSCt/4QgEmhSVNn+kvC5xgBRxDoP2g4la9Sy5Gy3FoI3I/KAFUELBD2pY/JxFai9P+3d97PWRRhHP9fLKMCwiSAlMAgMDAgKMooItKUIjUJBEJoAiJSpElRUHoTFGRAusCIIgOCIkVEsNAhdAIywA88zrPM7dzBvUlI7r28997nZm5ur2Tf3c/u3PvNvk/hCAEIBEUgdGF79tx5yWrYzHhYa655/S9ecy5rLDqNZlAls64nXAzCNqihph4IQCAMAupE5vb8D+MzU+UzNMyivs81xJfGCr1y9apo6lHH0zt34BDPL3MI21QZOdoBgfQhELqw1XAvmspO06vu/WW/iW84bOQYS1Tj5LVu29GeI2wtCgoQgEAECMRZ2KrjrzoA796zV/KHjDB27hopQWPXaszTHn36e1KhImwjMKFpIgQiRiB0YasvuxmzvrCYWr3+tqxavdaeHzt2XKq9UN+eI2wtCgoQgEAECMRZ2GoiBidbk8atVYdgd0IGTb7TuVtvO4oIW4uCAgQgEBCB0IWtOhJMmjrTNl+dx9TG1tk0uLc7VA7C1iHDEQIQiAKBOAvb9u+858kcqU6dTiY7HbtNW7YhbKMwiWkjBCJMIHRhq/mWO3Xt5XnZufnlDhhiQjU51xC2DgmOEIBAFAjEWdjOW7hUcvIGJxwmtbudMHmavc+KrUVBAQIQCIhA6MK2pHYfO/6XiXPrPIewdUhwhAAEokAgzsK2qOimaKIdv02T88xbuMSEeHTuI2wdEhwhAIGgCKSEsHU8Zv06hbD1o8K1IAho3OTVa9ebOJtTpn9mHF786tVwRZrk4aorsLzfc1yDgBKIs7D1mwHFvd8Rtn7EuAYBCJSHAMK2PPT420gTUPu/F5u+bLLgjR77sSnrF+3DW8HwUdK2QxfRdKFsECiJAMLWSwhh6+XBGQQgkFwCCNvk8qX2FCZw8eIlUc9tZ8vOK5DeOQOdU3P8dPZcyR820sThRNh60HCSgADC1gsGYevlwRkEIJBcAgjb5PKl9ggR0HibPfvm2RavXbfRODqqbaB+OSNsLRoKxRBA2HrhIGy9PDiDAASSSyAlhK2mWjz8+x++PcXG1hcLFwMmUHTzptSo21DWb9xiat6z9xfRGMt6XW1sEbYBA0/j6hC23sG9c+eO6O63YWPrR4VrEIBAeQiELmyvXrsmhw4f8eyz5yyQrj1z7DUNCeZsCFuHBMdkEuiXP9TY0aqI1TmXWftFGTNuoujcnPXFfHm1TXuZv2iZaEpoNggURwBh66Wj4b3cSXncdxG2bhqUIQCBIAiELmy/WrnaCAjNLubs7Tp1M7nFnfMWr71p+4awtSgoJInA+EmfiM45XZ3VTedc99650qVn9oO9R1+zYtum/buy5+d9SWoF1aYLgTgL27ETJkuTFq2lSmZdu7fr3M1kIHOujfxwvB1qhK1FQQECEAiIQOjC9vbt20Y05BUMl3v37plufDxluvTPH+rbJYStLxYuBkRAV2Obtmwtly5fSVgjpggJ0XDDh0Cche3W7TukRlYjWfLlVyae7ZE/jkp23iAZMXrcg/Ojf8r5C4WWGsLWoqAAAQgERCB0YavtVrE6aswEeatjV7lxo0gQtgGNJtU8FoHP5y6QjNoNZMePP1kzGDWTcf7hcipD2DokOJaGQJyFrfLZ/9tBqVW/iSxbsVLu378vuQOHYIpQmonDMxCAQCAEKkTYOi3XLDS6WjZg8PtJX7HVn5kLCy86H80RAjJx6gxjgqBmCO794dVbDQmm938/chRqEPAQUJvru3cf/PLk3Ii7sFUOJ0+dlkbNWpnkJ5pGFxtbZ3ZwhAAEkk2gQoWtdm7L1u3ybLVaMnDw+759LYspQo26jWTap5+LBt1//a1OklGrgbGRrJRR27My97ATG+depz54wIM5kHgOfLfte/NeeapydanToKl07tZbPpkxS7L7F0ifXG88ZN+XW5pfvH79hqhdeuWMOgjbNB9rugeBVCIQurA9+udxY4rghqBxQhOFgymLsH26SnXzhePET3yyUqY5f+K5DGnZui07DJgDzIFyzwF1knLeMSpunbIeGzRp6X7FxaKsZgfuhCfaaV3NVrvbf/494csAG1tfLFyEAATKQSB0YduxS0+pWa+xWaHduHmr3Lx1q9jml0XY6urJ6TNn5cTJU2ZFeNrM2fJ25+6Sk1dQ7GdxEwIQgEBpCah5U/NWb5j3ippV7dy12zghxtUUQUVszaxG5t2+acs2uXXrvxJRImxLRMQDEIDAYxIIXdhq+86dvyCLl60QFbmVM+tIhy49ZMHiZXLq9JlHml9WYXvm7LlH6uICBCAAgWQTiKuwVa7qx6BOY2qW8Xz1LJO5b9HS5QnjPyNskz0bqR8C8SNQIcLWjVlXPdZt2Cw5eYOlas16xpls3MSpJn2p/qxVFmE7Z/5i0bBibBCAAATCJqDmVuo7EPfNebdn5xVI1Rr1pHmrNsZhc/+BQ9YcDWEb91lC/yEQPIEKF7buLmmYJf05T2MeZjVsJs1feaNMwtZdJ2UIQAACEKhYAmqm8MPOXTJ81EcmFJiaoy1d/rUgbCt2XPh0CKQjgZQStm7A6oigDgdlWbF110MZAhCAAARSh4C+0387eMjEj0bYps640BIIpAuBlBO2an/bqWsvyxdha1FQgAAEIBBpAvt+3S9rvt1g+4CwtSgoQAACAREIXdheKCyUA4cOJ9zVNq1+45ds9xC2FgUFCEAAApEmoI5lBcNH2T4gbC0KChCAQEAEQhe2Gg1B48m6Yz4+XEbYBjS6VAMBCEAgRAKaaEcT4STan3m+JsI2xPHgoyAQRwKhC1uF/PU3a6Rf/lAT51BjHbp39ShG2MZxKtJnCEAg6gRuFBWZbGP9Bw0ziRk0OYN7HzF6LMI26oNM+yGQ4gQqRNhqjFmNbei3Xbp8xXjOOvcwRXBIcIQABCCQ+gQWLlkucxcs8W3oqtVr5cNxE+09TBEsCgoQgEBABCpE2D5O2xG2j0OLZyEAAQhEhwDCNjpjRUshEBUCKS9sFeTMWXOiwpN2QgACEIBAKQkc/+tv+eCjCaV8mscgAAEIlEwgEsK25G7wBAQgAAEIQAACEIBA3AkgbOM+A+g/BCAAAQhAAAIQSBMCCNs0GUi6AQEIQAACEIAABOJOAGEb9xlA/yEAAQhAAAIQgECaEEDYpslA0g0IQAACEIAABCAQdwL/AxQ0aeVJxQ7XAAAAAElFTkSuQmCC)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
SMA |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
4 Hole Flange |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-18G |
Environmental Specifications
Temperature Range |
-55~+165℃ |