SMA(F)-GPO(SMP)(F) Adapter,4 Hole Adapter,Hole Spacing 8.6mm,DC-6GHz
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAm0AAAEKCAYAAABAEmLBAAAgAElEQVR4AexdhXvUSvf+/pXfdZzSAi3uLsVarFiLFSlOcXd3d3d3hwtc5OLuDsXd7v2+83veKZPN7ia7WUk2u3vmebLJTiYj7ySZN2fOnPMf4sAIMAKMACPACDACjAAjYHsE/mP7GnIFGQFGgBFgBBgBRoARYASISRvfBIwAI8AIMAKMACPACIQBAkzawqCTuIqMACPACDACjAAjwAgwaeN7gBFgBBgBRoARYAQYgTBAgElbGHQSV5ERYAQYAUaAEWAEGAEmbXwPMAKMACPACDACjAAjEAYIMGkLg07iKjICjAAjwAgwAowAI8Ckje8BRoARYAQYAUaAEWAEwgABJm1h0ElcRUaAEWAEGAFGgBFgBJi08T3ACDACjAAjwAgwAoxAGCDApC0MOomryAgwAowAI8AIMAKMAJM2vgcYAUaAEWAEGAFGgBEIAwSYtIVBJ3EVGQFGgBFgBBgBRoARYNLG9wAjwAgwAowAI8AIMAJhgACTtjDoJK4iI8AIMAKMACPACDACTNr4HmAEGAFGgBFgBBgBRiAMEGDSFgadxFVkBBgBRoARYAQYAUaASRvfA4wAI8AIMAKMACPACIQBAkzawqCTuIqMACPACDACjAAjwAgwaeN7gBFgBBgBRoARYAQYgTBAgElbGHQSV5ERYAQYAUaAEWAEGAEmbXwPmILAlm07qXb9Jrp537x1mzL7DqKylRMpb8FiVKRURfr333910+NEZr9BlNS4hduW0bWXx+v4JCMQSQg8ePiI1m/aKrZVazfQxi3b6fCfx+jz58+R1MyA2vL+wwdav3ELjRw7kf46cSqgvOx+8T///ENr1m+ia9dvhqSqR44ep6kz59DCJSsCKh/39boNm2n6rHmUktqGvn79GlB+kXoxk7ZI7dkQtWvt+k3Uf/BwylUggX7OWUCzFtt27Kbf8sRRp+696eDhP+nCpcu0Y9de+t///qeZXkZWq12fSlWoTqvXbXTacC0HRiBaEHj56hVNnDKTKlWvQxs2baVDR45S7/5DKE9sUcIAyoHoy5cvtO/AYfq/P/LTzt37whqSU3+f9Vh/kDW0s33nHh7TmXXy6vUbVKJcVRo+enxAReC+Pnn6DE2ZPlu059Mn/gjRApRJmxYqHOc3ApAAzJ63kOrUb6pJ2h4/eUo58sfT4OGjfS4DpA35cmAEoh0BSDUwUL97/16BokylGlS3AT8fEhBIasKdtH399o3yFy7h9YP2xctXXmcqJC5m7KvWSg6YtMl67dl/kEmbBENjz6RNAxSOChyBfoOGa5K2CVNmiPhXr1/TvfsP6MzZ8/To0WNDBYK0Ycr1zdu3PBVkCDFOFKkIuJI2SKnLVKpJjZq1cmryl69f6c9jf9HuvfsJH0xa4cnTZ0LSfeDQEXrz5q1bEhAH5LF91x66cfOWcv716zdCmgVJ1ukzZ+nPo3/Rt2/fxHTkiVN/CxIBKcyGzdvo4uUrtHf/IXE9rsPxQ5fn/vv37+JaSM7vP3iolCPLR5shjTl34aKoy+07d5U08uC///0vXbx0hY6fOCXS+kLakN/mrTvozLnztP/gYbp67TphmhUSu9t37skixB5T0YePHBO4qc+hrpB2zpq7kJ5lZYm0d+/dF9K+lWvWi/9Pn2WJGYalK1YTpEmQlKI84CLD27fvBEbpHbsJAnPsr5OEzbXNkMJhtgLTk3iXqsOdu/doz74Dok3oVxxjGl1LgoW64hzywHQrppShwmI0SNKGtuF+QF2BhWtAnTDTAoz0pvO9kbZPnz6JNqM9z5+/cC0i4v8zaYv4Lg5NA/VIW9+BwyitbUdKbd2BKtWoJ8TqeLHWa9iMMHh4CiBtSIstvkQFaty8NU2bNU+8ZDxdx+cYgUhDQJI2DNrHT54mPG8Fi5Wls+cvKk0FcapYvQ6tXruB9h88InRBR4yZoJwHwRkwZKSQXmMghQ5Y+aq1BOmRiTCIQ4I3beZcMdAOHDpSPL8YcLOynlNySqp4hmfOmU/QLU1p0YbmzF9MSQ2b07KVa+jEydPiee3Ssw8tWLycGjZtSekZ3WjGnPlUsnw1RVJ46fJVqlwziZYuXy1ITNO0dMK7AmQUU50z5ywQ+XTN7Eejxk2i5avWUp36TQQhkXXFR2CVxCRq3b4zzV+8jIaNGieuMTo9ev7iJfo9T0Fq06ELLVmxiho0TaNW7TvTvIVLqHjZKsr7CeSmdMUaop047tF7AHXo3INAOlHXKTPmiHJBWBEuX7lGtZJTKLVNB/EfJK5dRneRZ1qbjjR3wRKaPH2WqLskes9fvCToBQ8aNlrkhWNsqKM67NqzX+g24p24ccs29SkCppC8NmiSRmltM2jxspU0ZMQY8a5V64sBW3wMo/+hT9awWSsaMHgETZg83Sk/T39A2tCvrdp1omUr1lD3zH6EPpTh27fv1Ll7b2qS2pZQ5zXrN1K9Rs0EWZVp5N4TaQOBrlS9rmgz0iXWayTuDXltNOyZtEVDL4egjXqkDcQrvkR5p69s6LRBHwfEzVPAVya+Rr98+SoGDKn7gLI4MALRhIAkbfMXLRUkqltmPycJCsgDSByIkwyQaGNwlxIZEB+oKkgJD4gYnk85+ON/oeLlaMbs+TILQaLKV61Nw0aOE3Hde/UXSuP4A7LUoUtPEV8/JVXotoIYokyQQkh7cAzJEAgWjkFCsAAJuqogOzJ8/PhJnMcgjQDig/SQoMkAKRTIjwwgJ1ioJAMwwDVGSRuugy4uyA3CTzliBCmEtA35gKChDXhXQfFfBpC1hJIVFJykjpkkbUiH/pGkDf8nTplBhYqVI7QTARj8nreQkEqKiB8/IGoo25u+L9LIflNf37FrJiU3bqFMnUKCibSS/IFMgahKnHEt+hwqLr4EkDYsLJMBklSU8+HjRxEFSSAWm6mlb1hEkzeuGL1755jiR2I90ob7FP0Dia8MGDtQDu6naAlM2qKlpy1upx5pS2rUXHxhu1YHL3s8fHjR+hLwZV24eHlfLuG0jEDYIyBJG3TaMPhh0Y966gyDclKjFtS1Zz/qM2Co2LBYIWdMPK1YvU60HxKlmnUb6WJx9PgJ8UxiYFQHSJZAshBA2lq0bi+OQdo6dcteye1K2iBdkaQN5EeSNkx1QvKE9wKulXXFHgM6BnsESdpu3b4j/uMHkhtIdhBAan7NHedE/PzRaQMpAJlFAGkD2VSTNhAGvKcePX4i0sgf1ANSHwSjpA0STHXIXaCIExnEuWCQNkjZZIAkD/X/+8w5GUXV6zQQ0ktEYLbjj3yFxdSvksDAgZwelUkxPYpy0OcIuM9cF0rgfkUa3BvqoEfa9h84TMmNU6lHnwHKfQIyjA+PaFqMxqRNfbfwcdAQ0CNtA4eOol9yxRIUZ9UBLz08fN6+KNXX4BiDR4VqtV2j+T8jENEIqEkbpDTQZ1MPipDyYECE3pU6qM3qgPRg+tQ1SPKH6TXk4WoyAx9Y0pxPMEgbdO1QDhYxqYO6rt5IG64D6YHOrAxmkDbon6GuEiNZFlQ1JHm9fuOWSONN0maEtG3dvkvkJd+Lakxk2dijTnqSNm+kDe9k3DuDh40WU8ObtmxXZ23o2Btpw7R4y/Rsgi0zhO4h6o0Vo+qgR9rkRwSuUwc9TNRpIumYSVsk9aYN2oLpEDxE0EfB1z+O1Q8VlHZBzkDS8AWLlxGmS/CVrNa3wcOMTQYoOkP3Ai9LXINrx06YItIsWLxMJuM9IxAVCKhJGxosB3c1UYAeVbOW7RSFbzwzkIDJ6VCQMXxAQSoiA54zSMxkABkBuZOkAbpW+QoVV6aogkHaUBbqCf0r1BEBhAu2uuRiBSOkDfpumN6V0nosgMgTV0xIy2R7vO29SdqgpA+pkZweRn5Qrsc7TZpbwSICvPvQJwiQXtWo25C69x6g4IjpUSOkTeoESoX75q3au00nooxASBvuk8o16omp7WGjxgtzSnqLVkSDNH68kTa844EtbLHJMGDICKFPKe8tGa9H2jANDcww5YtpXQQsTMGUuOxzmUck75m0RXLvhqBteAHABpvrptY5wCABvRgQtYRSFalyzXpCqRcPpQyupA0K1rAFhHi8EPMWLC6uw1SG60Mv8+A9IxCJCJw9d0Eol0NnDUQFAc8AFgXg+ZPTTSBnmGbMVs7vQr36DXaTmkH3CGQJCwgyumbSqLGTCKRDBuhcQXqFa7v07Cv0srBqDwHTgCBJkHRjZSQUxFHWqjXrhdFskJuxE6cK3Too3ENnDXXGoAubXjhG/RCg+wQleSxGwAddzz4Daf+hI+IcdJ7adugq0mMPYodpQ5RVrkotgm1IBMRDeb5VeidRT+jioW69+g92W/0pLnD5gaQPqhZYgYuFDNDtgjI98kFd23XK1p/DlN/ocZNFvp179BFK/mrii2yXrVxLIFg16jQUEjgs+ICEEsZjQZaBedHSlcQCD6THByvKhkQKBFUG9OvIMROobceuoo/UunRIA/KI6WrUDwQbU+ByhS9II8gYMIJtSxAdLBZBWkjfQARRFmYrML24Z99Boc/Xo89AKhBfyvCqfiw8waIS9DckuyB8yB/loDz5fkZ/ZvYdSP0GDRMSPWCiNlmD+xr1B264Fh8L+K/WecPqVNyHmNIFJn0GDqVzqsU3ErdI3kctacMXE4fQIoCXBiRvakmctxphQMGXrfwC95aez/uPAD8j/mPHVzIC4YAAFrLEFSmt6J6hztB3w8exWn8wHNoSLXWMWtKGrz3MkXNgBBgBdwQwpQMpCgdGgBGIXAQgBYMUDlIvmHOB1A5jIySwHOyJQNSSNohg1cuc7dk9XCtGIDQIQAIKW1QcGAFGgBFgBOyDAJM2+/QF14QRsA0CTNps0xVcEUaAEWAEFASYtClQZB9AWRM6U1jaDSOLWA4NxVTM8cMSNwdGIBwRgJsc3MOwhwXlb6y4xRQIlJa13MkwaQvHXuY6MwKMQKQjELWkrXZyE2GbZsyEKWJfNTGZYgqXFCsTsTQZhh1z5CssBjq5YrH3j9VXWP3DG2MQTvfA9FlzxWpd3MvYfs9bUJhDyB1bJHs1blwxqlCtjjD3gI8T2NmDBXMOjAAjwAgwAvZBIGpJW4GEUgohkwPZb3kKusXJc7BnBJMTsAnDG2MQbvcACNkf+Qrp3t9a9z5sT3FgBBgBRoARsA8CUUva5EIEmJuATz6sJIV7lxGjxwtDj6UrVKcc+QsL6QR8zYG8zVu41D49xzVhBHxAQPoCzBNXVEjZQNLgBBtT/3BKvWT5KmFjCS6FoCLA06M+gMtJGQFGgBGwCIGoJ23ecIZdMLjNgA86WF/mwAiEIwKfPn2mbTt3EwxY4j6WBi/12sKkTQ8ZjmcEGAFGIHQIMGkLHfZcMiNgWwSYtNm2a7hijAAjEMUIMGmL4s7npjMCeggwadNDhuMZAUaAEQgdAkzaQoc9l8wI2BYBJm227RquGCPACEQxAkzaorjzuemMgB4CTNr0kOF4RoARYARChwCTttBhzyUzArZFgEmbbbuGK8YIMAJRjACTtijufG46I6CHAJM2PWQ43s4IPMvKog8fPzpV8Z9//qEr164LLzdXrl5zOuf65/GTp3T/wUO3DauvOTACdkCASZsdeoHrwAjYDAEmbTbrEK6ORwTevXtPf585R3FFStOmLdud0sIoev2UVOrWqz+16dCV0tIz6P2HD05p5J/0jt0oMamx0/ZbnjhhLkem4T0jEEoEmLSFEn0uO+wQwBf7rLkLacr02cJ353//+1/dNsC235ZtO502GHIOh8CkLRx6iesoEYDh84yuvej3vIXcSFtW1nOZjCAxy12giDCkrkR6ODhw6AjlK1Scnj9/4SEVn2IErEOASZt1WHNJYY7AyjXrhcP1Ldt30s7d+6hWcgp17Jqp2yq4PmvRuj31Hzxc2c5duKib3k4nmLTZqTe4LkYRKFi0jBtpU1+LqdM/8hWmjVu2qaM1j5G2aOlKhgmeZiYcyQgEGQEmbUEGlLOLXATq1G9KA4eOUhq4Z/9B+j1PQdKTtoG0IU04BiZt4dhrXGdvpK13/yFUoVpt+vrtm1ew+g0aTskpqV69h3jNiBMwAkFEgElbEMHkrCIbgWUr14ipldnzF9HLl6+oc/felNlvkG6jQdqGjBhD6zZuEb5t4ec2XAKTtnDpKa6nGgE90oYPqwFDRlKl6nVJPV2qvlZ9fPL0GSGRw3PAgRGwEwJM2uzUG1wXWyOAlz2mRLv16kfNW7WnJqlthV9avUpjWnTcpGk0bdZcSm3Tkeo1bKarAK2XR6jimbSFCnkuNxAEtEjbu/fvKa1NR2rdvrPbylKtsr5+/UplKtWgKTPmaJ3mOEYgpAgwaQsp/Fx4OCFQrXZ9mjoz+0UOMwJjJ0yhHPnjDX25f/z4SUylGtGlsQMmTNrs0AtcB6MIPH/xUpjpKBBfiuYvWiqOIV3DqlKsHm2Z3olOnDytbGfPZ+uW/t8f+QmbOowaN0lI5L5//66O5mNGwBYIMGmzRTdwJeyOAKY2f80dR1u371Kq+ujxE/HCP33mrBKnd4BVa7geK0rDITBpC4deIjp77gLNXbDEY2UhObp0+SrhQyNSw5z5i6l95x5OGz6UXrx85RQn0wwYMkJA4UraYAoEag/hsmAoGP157/4Dgn06Pd1cWQYWXXlLI9Py3jwEmLSZhy3nHGEI9B04TEyb7N1/iM6cOy+mSZMatVAGQ/UAgNWl3TL70Zr1m2jbjl3iGLaiMICGQ2DSFg69RLR+4xbq1K0XvXz1is6cPS9WRU6aOpPSM7pR5Zr1KF/B4vRzzgLi4wISJA6MgCsC8r0FHdz4EuWpboOm1KvfYIIZlT37DtD1G7fo8+fP4j6KZOLviotd/zNps2vPREG9du/dL0iNp6a+ffuOoBRsByX+//3vf7Rrz36xgrTPgKGi7uopFPnyQ3tevX5NWLiA1aYge6vWbjC0Ys0TFsE6d/7iJYK9OE+Ynjt/kfLEFQ1WkZyPSQgMHjZKEDJ57+ntf8tTUBA4DMq8MQbqewD3ht594xqvft+ZdEtztl4QYNLmBSA+bR4CM2bPp2GjxhHE84f/PCZIztARYymlRRsqWb6aWL2FKUW8ODZs9m5XybyaRlbO8kX8S64CVLBYWaqVlL24Yva8hbRj1166fOUa7di9T0znRlbLI681a9dvopQWrWnfgcO0cMly8YEAiW6R0pVE//2RtxDliSsmniHoej15+ow3xsDpHqhYvQ7hXZA7tihB2gbjw+WqJIrFG6PHT6bV6zbSsb9O0k85YpRZhch7ksKnRUzawqevIq6msJkkCYSnPWyh5YyJp7wFi/EWBAx+zhFjCHf0CQd7I4DpUehgaQVIhqGgD/dO+OjBKkoOjIArAtB3xKzH1es3CHqAegHT7Dw9qoeOdfFM2qzDmktyQWD6rHnUs+9AOnL0uJCywaZZ4+atxWovuKOB2B5TdCAPu/ceIEyV8hY4Bnj5wio8iDCO44qWocR6jalrZj+S0rbFy1bSr7ljXXqM/9oNAU+kzW515fqENwJM2uzRf0za7NEPUVkLTI+OGDNBs+2QErx+/YawNB8rLlmXQhMmvyJP/X2W/jz2Fz189Fj3y/ng4aM8PeoXutZexKTNWryjuTQmbfbofSZt9uiHqKyFJ9IWlYDYqNFM2mzUGR6qwqTNAzh8KqgIMGkLKpx+Z8akzW/o+MJAEWDSFiiC5l3PpM08bIOZM5O2YKLJeXlCgEmbJ3SsO8ekzTqsuSQXBJi0uQBio79M2mzUGR6qwqRNHxwozcO0zYePH/UTuZyBEWws3mAjsi7AELGdNndIQhLDpC0ksHOhQIBJm33vAyZt9u0bdc2YtKnRcBwvXLpCuK7K6JpJ5arUEseeyNv+g4epfacewrdw2cqJtG1neHgucbTY/COWtJmPsZESmLQZQYnTmIIAkzZTYA1KpkzaggKj6ZkwaXOHGCYssOIc9h8RIDUrVaG6+Eh0T020Z/9BiokvKTxKaJ3nuGwEmLTZ405g0maPfojKWjBps2+3M2mzb9+oa8akTY1G9vGdu/eEIdhFS1eKCEyTFitTmTZt2e6emEg4h4fvUvgdxXQqr1TXhImnR7VhsTyWSZvlkHOBEgEmbRIJ++2ZtNmvT7RqxKRNCxWiLdt2CpM1yY1bCFuQM+cs0Ez46fNnSmnemrr27EtN09qK6dGCRcuwBxYNtFjSpgFKCKKYtIUAdC4yGwEmbfa9E5i02bdv1DVj0qZGI/v4/oOHwr/q8ROnCMewBZmrQIKw+u+aOivruZhKhe1CGeAz+Lc8cexBQgLyY8+kzQWQEP1l0hYi4ENRLNzYwKCqp/Dlyxe6feee2+bJubin/DydCzVpw7QJ/GxCCfnEqb89OnT/+u2bGybAKVKnUpi0ebpz7XOOSZt7X0yeNktMearPwNtHvYbN1FHi+Nu374Kg4R0gw7XrNwWRw/PNwYEAkzYHFqE8YtIWSvQtKvvr1690/cYtSmubQa3adfJY6l8nTokXVp36TUm9wX1UsEOoSVtaegZ1791fONnGCz2uSGm6cu26ZjMvXroicElMauyEy9NnWZrpwz2SSVt49CCTNvd+2rl7H8Ff8ZWr18RJfHBVr9OA4CYPQfo5llfCd2tySqridxOSOaw4NeNDVZYZjnsmbfboNSZt9ugHU2tx4dJl6tKzL2Epu1HSZsULK9SkDfaY1KFqrWQaOXaiOko5lqTt3bvocLrNpE3pelsfWEHaoJwvCZCtwVBVbsHiZVSmUk2qXb8JtWjdnuDnGOQNwZW0wRRIr/6DxWKFKjWTqPeAofTw0RNVbvY/hKTQbGfuTNrscR8wabNHP1hSiwFDRhombRcuXaHrN24SpkvNCqEmbbJdWDWGl16h4uWEr1MZr95L0oZpVEyffP78WX064o6ZtIVHl1pB2uYtXEqDho1WAMGU4t179+nQkaO0ZPkqGjh0JDVs2lKQob37Dynp+CBwBEA8QTJbt+9C4ydNI/Q39O+eP39B8M8sA2YJXD9C5blg7Zm0BQvJwPJh0hYYfmF1tRHSdv7iJUpq3EKQu4xuvahRs1a0fNU6U9ppB9IGHb8S5apS3rhiNGX6bN2v1Zu3blNSo+bUql1nkrjMX7TMFFzskCmTNjv0gvc6WEHaJkyeoUinpJQqV0wC5YkrRjnyFVbOYVBv06GLUPzHFCNvgWMAUyUS859yxFCuAkUE7r/lKajE4/zPOWLo0WNzpYNM2rw/j1akYNJmBco2KcMIaXOt6up1G8XSeUijgh3sQNpkm+C+pmbdRmKgkXGe9pu37hAvTbO/bj3VwcxzTNrMRDd4eVtF2nLHFhEfNrkLFKE/8haiX3PHUp7YomLDsSAOOWOoW2Z/YcQWzzZvgWMgJW3A9498hUUfgDCDQOXMH0+5Y4tS3oLFRX9kPX8RvBtLIycmbRqghCCKSVsIQA9Vkf6QtpOnz4gXMpbGBzvYibShbZl9BwnJopF2yunSBw8fGUkedmlCRdqwGteMD4Sw6wCDFbaCtLlOj6JqWImOldc7du2lWXMXUrde/ahmvUYUqc+Dwe4IerKlK1ZTvYbNafDw0YTjw0eOialpTFGrA0+PqtGI7GMmbZHdv6J1ULS9cfMWdfox3Ylj9WpQKX5HYuiowDAlrIpjAUP9lFRKSW1jCkqhJG3QCRk2chyBlN5/+Ih27t5LCSUr0PJVa5W2qnGBxHHjlm3C7Mely1eocfPWYsWZkjjCDkJF2oBxj94DIgxN85oTKtJmXos4Z38QYNLmD2rheQ2TtvDsN59qDT01EDb19uexv5Q81ORk34HD1L5ztuNkELZpM+fSl69flbRGD4zYL+s7cCilZ3QzmqVuuqvXb1K7jO665+UJLKqAH0IELCQYN2maIKSJ9RpRWpuOtH3XHplU7NW4HP7zGHXsmilWo8E8wMQpM5wWI0Ap2MjqLQyyIMR2D6EibSDH3TL72R0e29SPSZttuiKkFWHSFlL4LS2cSZulcEdHYZg2AeGBcn+FanWodfvOYuXTug2bhWTrWVaWIE9N09IJhCnQsHDxcsoTV1Rkg4UFGzdvo6EjxxLyxyKDnDHxwhch6gTH0GaEvgOHiTbHJpQSNqFAkGFmYOv2XQTS/ObNW7HaC+Rwz74DZlQhqHkyaQsqnKZlxqTNNGjDKmMmbWHVXQFVlklbQPDZ92LooEEihBWPVm+wd/Z7XufVTVj55LriCSTqt9xxAdevaKmKgjBJyZin/S+5CgiCB5Knt+UrWFxI1HzBrWT5amLBhrrsX3LFusXh/PRZc+174/yoGZM223eRqCCTtvDoJ7NryaTNbITtkz+TNvv0RVBrgum6v8+coxMnT1u+rVy9TpAorG6CWQDssfIIjpjhUQBKyxOmzBBSsJLlqwZcvwGDRxAIUoMmaVSpRj3KV6i4+K8mUPK4VIXqBMmcp23R0pUEzxC+YDdo6CjR5uwl+UV/rLCLo6KlKwm9wH6DhtOkqTOpbOWatG3H7qD2tRmZMWkzA9Xg58mkLfiYhmOOTNrCsdf8qzOTNv9w46s8IIDVf/D/t2LVOjp6/ITwd6ql72XG9Ki6WtBfu37zFoFEYvoSksftu/aqkwTtGHpqEyZP1zV+KQvi6VGJhPaeddq0cdGLZdKmh0x0xTNpi57+ZtIWPX1tu5aaTdps12AiseAhEnXaQMrht/XchYv0+vUbTehhDgK6fp6MgDJp04RON5JJmy40UXWCSVv0dDeTtujpa9u1lEmb7bpEqZAv06NHjh6ngsXKKnqF0F+ESZSz5y4o+eEACzIwTe3JjyWTNifIvP5h0uYVoqhIwKQtKrpZNJJJW/T0te1ayqTNdl2iVMgoaYPpFFhtr9ewmZCywbk4JImpbTqIFbujxk1STKEwaVPgDdoBk7agQRnWGTFpC+vu86nyTNp8gosTBxMBJm3BRDO4eRklbZcuXxXSs9N/n3WrAJyHY/EJdDyLsY0AACAASURBVAlfvX7NkjY3hAKPYNIWOIaRkAOTtkjoRWNtYNJmDCdOZQICTNpMADVIWRolbTAtgylPvRWxL1+9oiapbal42SoEO308PRqkDvqRDZO24OIZrrkxaQvXnvO93kzafMeMrwgSAkzaggSkCdkYJW0oukadhsKgsNYKYZzHKt6RYycKsy9M2oLbWUzagotnuObGpC1ce873ejNp8x0zviJICDBpCxKQJmTjC2mDNO3W7Tv01Yu7s2N/nRT+W9+9e69bY16IoAuN5gkmbZqwRF0kk7bo6XImbdHT17Zq6am/z4ipMkhesNowkA15YOs9YIit2qhVGbbTpoWKI45JmwMLI0fBJG1Hj/9FP+eMcXsu5fMVyDNqt2uD8d6xU5tc+0j+L1K6otAn3bVnP8HfdCAb2nvoyNGA8gik/FBdu3vvAdp/6IhoNz5OQx2YtIW6B6K0/O69BzgNDvBo4NeWs4CST/7CJWyPZjSTNjmQYK8XmLTpIaMdHwzS9vbtO+rSs6/w4qHuI/k8yjj5P9z38M6CNoV7O9T1d+0j+R/73AWKUKFiZYXHmIZNW5K/G/KC1xl/rw/X637LE0e5Y4uKdg8cOkr7QbQwlkmbhWBzUQ4EoJQO/6T4emuZnkGz5i70a4OuFPyJ4oUC22B2D0zasqWiev3EpE0PGe34QEnbgCEjxTP4e95C4hmCf+DCxcvR+EnTlecxrW1HYdLF32fUbtcNGzmO4oqUUdpnt/r5U59cBRJo/KRpSpsy+w6iP/IVphz5C4t+zRmTQAUSStGp0+6rvLXvLPdYkF09vVX31JETg7EFz4ddApM2u/RElNUDgw1eNBgkFixe5nfr791/QH/kyx5wmrVs53c+Vl0YzaTNCMZM2oyg5EjjL2l79/49tcvoJggbBqXfcsdR2cqJdOHSZUfmP47mLVxKg4aNdosP14gbN29RuSq1wrX6mvXW0mnDAqDFy1YSCBv6WJKPVWs2EHxT+xqikbR9+fJF4Ia2//vvv75CZkp6Jm2mwMqZekOASZs3hEJ73peFCJ5qisHhxctXhr/QmbR5QtP9nD+k7a8Tpyg2obSQHsipwrS2GbqDEpM2d9ztFqNF2mQdnz9/IWY1pL5izph4SmnRhrCAyJcQjaTt7zPnKE9sUcoVk0Ag+3YITNrs0AtRWAcmbfbudF9IG6SdLdM7UULJClQrOYW279ojGjdp6kyhT4MvfOjftGrXie7df+ix4UzaPMLjdtIX0oaprc49+ihSFwzelWvUo7v37rvlq45g0qZGw57HnkibrPGWbTvF7AaeRTyTUE05/OcxedrrPhpJG2aBMDUK0rZ2/SavGFmRgEmbFShzGW4IMGlzg8RWEUZJG4gA3FjFlyhPU2bMobETp1JMfEkaMmKM8Ee6cs16OnHyNK1Zv4lKVahO5aokEpv8CF5XGyVtkLbAnl6O/PEKaZs4ZYYhCSiTtuD1l1k5GSFtKPvpsyyh2yanS6H3Nmb8ZF0pq7q+0UjaWrXrrDwvPXoPUMMRsmMmbSGDProLZtJm7/43StquXr8hXmp79h9UGoRjDAorVq9T4nBw/cYtocO4act2p3j1H5a0qdHwfmyEtM1ftEwopUPC8mvuOMIqa0yRagVMZx//6xQtXLyMMrpmUmLdRlSoeDnKW7CYWIzQolV7WrhkOe0/cEQYTdbKw+5x4a7T9vHjJ1q8bBUtWLycKtdMyvbz+0d+sbqxQrXaNH3WPHEOruO0Aj60sGgBhA3Pac788eLD69r1m1rJlbhoJG1YlCMJbumKNRQsQnnApC2U6Edx2Uza7N35RkkbBkBMs6hXpWGwqJKYRGfPXXBqJAYLpF2xypnMqRMxaVOj4f3YG2lbumK1MuhgsUGd+k3ddJmgYI3+Tm7cQkkrBypv+wrV6tD2nXvo27dv3itrkxThSNoePXpKi5auENObsk/wLMlj9V4dD5I+edosunrtuhv6MHadr2BxJQ+YBsGHlV6INtIGUzhqXHH81Qb3OZM2vTuU401FgEmbqfAGnLlR0oYVarWTU6hnn4Fey4QDebz4zpw9r5uWSZsuNJon9EgbiFjfgcOcpkOrJCY7TYNBqjZ+8nRh4kM9OGGgV//HsdSDkvEYwOUx9tCPGz56vFP+mhW2QWQ4kbbLV65RekY3J6zVuOMYUlDsY4uU9pgOJpH27Dvg1AOYNse1sj+x0hQGdLVCtJG29x8+UGK9xpSY1Fh80EycOtOvVbdaWAYSx6QtEPT4Wr8RYNLmN3SWXGiUtKEyew8cotHjJxPMSOgFEIT2nXuQN7MsTNr0ENSO1yJtnz59ogLxpcRUKAZk2OqCEro6HDt+gqrWSnYb5DFoT5s5l27euq1Mf6p12tCP12/eIvQTbJ0hf/VWqnw12r5zt7oo2x2HA2kDzsNGjnUjy+ifspVq0p9Hj9Pr128UbNU6bZ+/fBHW++s1bCaM6qr7B8d4DtUu5759+04duvQUxFumRRrXEG2kTbYftkAx5WyXwKTNLj0RZfVg0mbvDveFtAWzJUzafEPTlbSBOFetVZ9+ypFNpmAL8ez5i06Zbty8TZGsyKm0oSPH0tOnz5zSyT9q0ibj5B5mI2bMnieIm8wLA/+8BUtkEtvt7U7a3n/4SK1VCvDAE5JOSMlA5rSCmrS5nj9+4hTlK+SYBkV+5avWotu37ypJke/UmXMUAo6+nDRtllN5TNoUuEJ6wKQtpPBHb+FM2uzd90za7N0/snZq0gZ7eFCWhsFq6K9hcD595pxMKvabt+5QBmach1eSrKznTmlc/3gibTItyCIWOCBPuU2zkXRC1hN7O5M2GHMtUa6qgiGwnDpjjhN5UrdFHnsibTINyJvsG+xBBJ+4EHV4yJBpMOU9YMgIpWwmbRLJ0O6ZtIUW/6gtnUmbvbueSZu9+0fWTpK2O/fui8EWAyvsSlWsXofevHkrk4n91h27lAEZA3PT1LbKgOyU0OWPEdImL4Femxz0sR81fpI8ZZu9XUkb9EPVqxWBnzcbehJUI6QNaV2V63/PU5A+ffossxF7kDu1FwWY6oGOJJM2J5hC9odJW8igj+6CmbTZu/8DIW2Yajl6/ITwg7hq7QZ6lpVluLE8PWoYKpFwzvzFVLt+E4ovWUGZEq1UvS7BLIQ6SNMsklDBQbzR4AtpQ56LlqxwIm4HDh42WpQl6exK2lLbdHTCzZsEVA2WUdKGa0DS5H2AfdnKNdVZiWO4M5NpQNY6dO4p/n///t0tbaRHsE6bTXq4eav2tO+AvV4mNoHGkmowabMEZr8L8Ze0YUBISW1DSY1bUNfMfoTnDIZ3d+zaa6guTNoMwaQkOn/xkjCWiqku2N2CVwqtBSFy0MVAXKNuQ+V6Iwe+kjbk2UXleaF6nQZGirEsjR1JG6YpJUnC/oqGiQ5PAPlC2pAPzPKoy4MBbNewfdde+iNvtl9n2HLDx4GeTp3rtZH0n0mbTXqTSVtoO4JJW2jx91a6v6QNq6xc7bNhpdrg4aMJ+jreApM2bwg5zkOCKQde6LHB9IoWxg8ePlTSIf3bt87Tpo4ctY/8IW3oc1k37A8e+VM78xDE2pG0wa6hxMsfy/u+kjbAvnzVWqXM3LFFNHvi4qUrlKtAESVd8bJVNNNFciSTNpv0LpO20HYEk7bQ4u+tdKOkDQZzT54+o2xjJkxRjtXxazdsIljmxwo4TJ/pBSZtesi4x8+cs0AZTPPEFaXPn511k+QVrdI7Kem8mVyR16j3/pA2XD9s1Dil3Cq1ktVZhvTYbqTtjYsRV18duQNMf0gbpGZqm3yHj2r7IcVHmCSU2EdbYNJmkx5n0hbajmDSFlr8vZVulLThxY+vb6wyw8ozGHTF3nXr0WcAtWjdXkyZzpg9X7d4Jm260LidOHL0uOKKqO/A4W7nZURc0TLCEwUGXCxY8DX4S9pgPV4O9tCLssvUmt1IG4zZSpwgMfUn+EPaUE7TtHSl7LETJusWDYfpqCN810ZbYNJmkx5n0hbajmDSFlr8vZVulLQhH/VCg/mLlhIsibuGZSvX0O0790T0o0ePXU8r/5m0KVB4Pfjz2F+UNy7bGj6kWloB7qUkIcDen+AvaUNZ6rJv3LztT/FBv8ZupC2lRRsFpxFjJvrVXn9J27nzF5WyCxcvr1t2TOGSIh1cXUVbYNJmkx5n0hbajmDSFlr8vZXuC2lT5wWFavi3nD1vIe0/eFgsQIAUrmPXTHUy3WMmbbrQuJ0AacO0KIhRq/QM2r13v9u2et0GZVAGwdNK4y0OOlapbTpoXqu2yu9aQfixLFWhmlL+1BmznfLAIgq9AN08TKV7q5s/5+HwHgs2/LnWyDWe3LRB+ujarlpJjRWM4FbM1QSHGiOs6tSqA/p27fpNmue00su4DZu2KmXnL1Rc93qQNdxnWJggrzV7v2bdRuFdA+Xcun1HDYOlx0zaLIVbvzAmbfrYWHGGSZsVKPtfhr+kDSU+fPSYevUfTIn1GlFySqow/QHdNyOBSZsRlLLTgLRBgRyDaYly1SitbYbbVj8lVRmUkU4rjbc4OIWHwVetdKiDXliyfJVSP5RdtXZ9pzyGjBijdyk9fvKUWrfv7JReq3x/4uo3SRPK9f5ca+QaqAjoBUilXduVJzabeAOjmvUaEfyN6gU4f9eqA6ZVU1Lbap7TSi/joOOIcrFhClvGu+6l7punNK7XBPofdcLKc+Qze/4iPUhMj2fSZjrExgpg0mYMJ7NSMWkzC9ng5BsIaQukBkzajKNnZHr0w4ePyqCMQdCfEKzp0VOnz/hTfNCvsdv0aJNUx/QovB/4E/ydHr12/YZyf8Cwr16wenoU+o+4X6vXDr25GCZteneFxfFM2iwG3KU4Jm0ugNjsL5M2m3WIRnWMkDZchsFPbnorTDWyV6KCRdq+fv2m5BnKA7uRtsXLHMaIsTDAn+AvacOiIHlvdOnZR7doq0kb9F5Rr7giZXTrZNUJJm1WIe2lHCZtXgAy+TSTNpMBDjB7Jm0BAmjB5UZJG1b3yoF5+849PtfMX9J26fJVpVw9O2A+VyYIF9iNtN1/+EjBCf3kzypbf0kbDC3LewMmZPSC1aRt287dlDu2qPCh60lvUq++wYxn0hZMNAPIi0lbAOAF4VImbUEA0cQsmLSZCG6QsjZK2uBSTA7M/pACf0lb4RLllXKXLFsVpFYHno3dSBtaVKK8w0n8jt3GvIeokfCHtElpFu6JX3PHkie9U6tJ29ARY4WZGiywgEmUUAYmbaFEX1U2kzYVGCE4ZNIWAtB9KJJJmw9ghSipUdIGZ9858hdWCBRW8/oSHj1+Qjdv+WauAz5n1UTxxYsXvhRpalp4a/jrxClTy1BnvnjZSho9Xt8GGtLOmOOYpgRuqKMv4fCRYz5J6KTOmOyjth27eSzOatJWrXZ9cf+ATE6aOtNj3cw+yaTNBWFXx8Yup037y6TNNGgNZcykzRBMIUvEpC1k0Bsu2ChpQ4abtmx3IlEwx2JWuHbjplNZejbkzCrfTvnC/EdsQmm6/+Ch12pJYgQiVbR0JZ9ImNfMXRI0aOJYVQxiBFMknoKsmxV22v773//S7z98ngILrPYNZYh60oYOgVuMKdNnU1Kj5vR7noL0/ft3y/uESZvlkDsVyKTNCQ7b/WHSZrsucauQL6QNF2f2G+xEpg4cOuKWZ6ARV69ddyoD73h/dLQCrYcdrodTdpAv2GUzErKynjthV6NOQ1Ow69Clp1M5nuzlyXpbSdrg71RKAH/6sYhG1iMU+6gkbQ8ePiJYRG/boSvlK1RczFW369Sdtu/aQ2/e+Oa8OFidxqQtWEj6lw+TNv9ws+oqJm1WIe1/Ob6SNqwcLVelljIgYmAcNW6S/xVwuXLhkhUkB1nsYULi2bMsl1TR8RfCiSapbWn46PE+NXjdxs1O/VOqQnXKeh6cqWV4x6hep4FT/iPGTDBUPytJ2/PnL4Qx5yqJydS6fRfCVHsoQ1SRtpWr11GFqrUJ7jE69+gjLDbDYnqDJml08PCfoewHChZpe/3mjXgxvXv3nqzccGM/f/kypBgGUjiTtkDQM/9aJm3mYxxoCb6SNpSHaTB4A5CSDOxBrvBh7W+Ag/NCxcspef6cI4Ywjfby5St/swz76+RMkj+zSMtXrVOwlP3UqXtvjwsFPAEGSefMuQvc8uya2dfTZU7nrCRtsuAuPfvSmvWb5N+Q7aOKtMEyNJwVd+7eWyFsQL5jl57CxY26F+CvcPPWHWKbu2Cxcizjgr2vmphMI0ZPCKicVu06KQ8CLEXDKrUVG8qSD3Odhk3VMIbNMZM2e3cVkzZ79w9q5w9pw3UYxNPSM5R3iHyX5MwfTzAJAomMOrx9+87JvyzOYXEDyoe3BHm93Nes1zAkKi/qOns6RvuxgtSsAFxAYtU+eX0tC8KNnDHxbthiVSVcWbkGtMd1Gvrx06e0YnU2AfwpR4zIS44dvgpNmLTNc4U8ZP//Y3bJsLGybcduyuw3iIqVqUxlKtWgAvGlxIoQtf0VKGpirr1Nhy7i5oIkrH3nHqZteKjqNWrud/6uLys8FDljEizZpEsR+ZLs3X+IrV+SWvcYkzYtVOwTx6TNPn2hVxN/SZvM787de0JdRb5HXPddevShRs1aUbO0dGGZvkPnHgS1Ftd0+A/pGvxSnrtwUWZv2z38WGKa2Izw9FkWFSxWVhDaQPPHFCvGTS28f8kVSzHxJalx89Y0efos+iNfYZo+e75wg5Wo8mXqem2d+k3IHwPLTNqiiLS53rh3790n+KSD/zXot1WumeQk9j1x8rS4Sbds2+l6aVD/+zs9+uHjR4LVavVXEF5YkCZClGvFNmj4aFITtxz54wlKqy/CaDqCSVtQb+egZ8akLeiQBj3DQEmbrNDhI0eFb1HXAd7o/6JlKtPS5avdJD0yf7vtg22n7fSZs9S99wD6+PEj1WvYTCyyC2abQbLaduhCBRJKibFRSs1k/0jpGVaByjjsZbpcBRKodv0mAY0PTNqimLSpb+YvX74IJUOI2mWAY1jccAOGjJRRpuz9IW34MoW0EMuR8aUDsvRHvkLiKwe2eKwKe/cfojxxxQRO0B3BlCxIHCSYWqJzq+rlSzlM2nxBy/q0TNqsx9zXEoNF2mS5mPmA79fGzVtR7A+CoCYB8hiGXKHQvnrtRsJHeLiFYJO2SjXqincxpF1lKyfSp0+fTIMEfb5wyXIqWLSM2GSfqPeQwEEgAufyO/fsCwqZZtIWJaQt68ULIYEqUa4qVapel4aMGENY1iyDXOL87ZvD5AfIFG5ApDczNG/VTqzs2b5ztyA6IDuettHjJgmChrrhywZfL+WqJIrjn3PGCN2OFq3bkxUbXI+ANKIuJctXo/yFSoh64D9eHHZQ3vTWd0zavCEU2vNM2kKLv5HSg03atMrEB/XUGXOFuRBPFvO1rrVrXDBJG6aD8fGOdy+233LHib1aEGEmDtBjw+KSmMIl6MGjx0EhaFr1ZdIWJaQNJj5AjiA+xgumz4ChYh4eiwoQtEgbvuLkzW/WS+LmrTvKQ4ayoIuWJ66o7qaeivwlVwFKbtyCduzaS4OGjhJSN5xH2yABs2IbN2kaQWkYde/YNZN27z1Ardp1FjbvECc3KxZF+FuGJJ2o69gJU7TeE4bi7t1/oJDpZi3bGbomlInS2nQ0bLcplPVk0hZK9I2VbQVpQ038dWNlrBXWpwomaauf4jBSi3dZjnyFBV5Wt8ofN1a+1JFJW5SQNhgWPO7iLuTK1WtUoVptGjRsNGGFDG50KWmDeP63PNlfKpj2Q1ozgpqEofxcMQkEH2d6m5pgQGdBrtLBVAIIH6RboZoenThlhgIRFnygPeG2QR/Q38CkzV/kPF9nNWlbuWa9uG/xzsD0DuxTYeUbB30EmLTpY+PpTLBI29nzkLI53INhHNi4eZunok07x6TNNGgpqkx+YKpTy28YdNkwUEM5Uk3asAwZxAlxkCSZ9dJWi7OTU1rQydNnPG4wXYIpUVynXiBhN9KG2xYvDuAHvTvoNNh1wyphKM4C13kLl/j9xDFp8xs6jxdaTdrgFFr9sQEl6kAksB4bFyEnrSJt6BuoM4RjePDokVjRumvPfuqW2Z9mzJ5PA4eOooQS5WnKjDnCJ+jwUeOFU/Kz5y/Q5y9fDDcT3h7kPYuxYd8B81yDeasUVpliXDUrsKQtSiRtV6/fIHxBS8mU6w21dMVqAiGS8/8tWncQDwGmIPEwwJ6bGQGrneTDpiZhemXNmrtQ6JDlji1ie9KWO7aoaBsUUe0cgqnThila9CecDMNljF23XXv2CR1EEGm7B6tJ27v3751WRENdwQw3S3bH3Zf6WUXafKlTKNNiHIFeMozGFitTifIXLqG853E/yXe+3MvVlfgvhQU4xmKzoqUqCaEBZoO0Alwxyo//XAWKiI9+rXSREsekLUpIm6837O69+2nYyHFiinTqzDkEZ7tmBCZtZqDqW57BIm2XrlxVXsaYxvakmxjqc+pp9tN/n/UNMItTW03a0Lz4EuWVvgQRh+9GDvoIMGnLNhQMAtWzz0Bx72CGQZrAkOQMexAr9X8cq01k5PnxsasmclJvGBYC4OHgocprBNRkkEe+gsVNU+PR73nrzzBpi2LSJh8cT7cdVmbCHppZgUmbWcgazzdYpO36jZvKy1is6o1JEDqK0FO026YeTI4cPW4crBCkDAVpg59B+X6ATSoOnhGIZtIG22Ww9wmDvrhnsIJf3jtS8p6e0Y2mzZxLi5auIBjUhdcd11kfSOdevHxJly5fpTETptDEqTPFanzkhXFI5vl73mxpftVaybRw6QoRD0leOJo88XxXaZ9l0sakTfvO+BHLpM0jPGKFqrTTpl6IgKuicXpUGjpOTkkVPhThR9GOGwxKYxCAxO/8xUueOznEZ0NB2hYsXiZ0MYERDFhz8IxANJI2mLeAm0PcI7/+MHuEY0ixK1avQ/0GDSf4ZQ40wBsBFsJB77pomUoKeUNZctu8LdsKQqBlhcP1TNqYtHm8T5m0eYSHSZsKHixEkF/Edjf5AbdAeOFDf4ZJm6oTfxxCHQLTVLB1NXPOfPcEHOOEQLSRtjnzsg2vq1dsxiaUpu69+tNTHd0zJ8AC+AOfrOkduyqEDc8xJOewkfnw0eMAcg6PS5m0RQlpgz9RGHqFw2EZbt+5J8x9dO7Rh7AQ4ft3h2FdmYZJm0RCe6/2iMCSNiZt2ndJYLGhkLR9/fpVSEygf/SXi6mgwFoTmVdbRdq2bt9FWIwVqnDvwUNqktpGsccIwgSPALCT6Y8tT9gHhb1EX8PlK9fE4oYGTdIU01SoC3Tfxoyf4jb16mv+gaRv1KwVYTGPWYFJW5SQNpj1aJfRXbmP3rx5K2wwNUltS/MXLRWiZ3wluQYmba6IOP9n0ubAgyVtDiyCeRQK0ob6Y+UeBkIzdVqDiVMo87KKtIXSuC5sqsFmJ+4JbFgokFivkWLb0x/8/bHTBkIE24GbtmwXRUIgASKjlvrBP6iZZjc8tZXttHlCJ7BzUWWnDX7Y9h902K6BAVp8IUnpGh6EuKJl6PGTp06oMmlzgsPtD5M2ByRM2hxY+HIEg9a1k7PtJIoFHD+UrqEf+ODBI2FzCkao8axauUHRG4OzVpnQM+LgQCDSSdu4iVMVsiZJGxYUBBp8JW1YvAC7kjBPpQ6IX7ZyjVJHPC9YsGD2VK26DvKYSZtEIvj7qCJtNeo0VCxE4wav26Cp040P0TaMwd6+c9cJaSZtTnC4/WHS5oAkHEkb9LZO/X2GMB1o9fb8+XOaPmsu5S2YbcRaDoZ6eyh4W7lJkwtaZU5Qef9w3AHRexTJpA2uDuUqUNybMOkhPecE2uO+kjZIGjGWYRGEVsA7SC4AQ10LFy/nJojQui6YcUzagommc15RRdrw4NVKShErelJatBEK4zdv3VYQgagZg4eUvMkTTNokEtp7Jm0OXMKJtKn9FEK6ZfWmR8wQj7pona9eu4EDbAuO4GWkW2Y/C0oK/yIilbStWbdRuRdh0gNSrmAGX0gb/GaDEGE1uqfwLCuLipetohBNSN2stDPIpM1T7wR2LqpIG6C6cPEyjZ88nWAsFwOsDJAwDB4+WixUkHFyz6RNIqG9Z9LmwCWcSBtMEkhiBCOg0IexcnO1ZSX1xyDRqFi9rqgbJFw16zZU6olzVgYmbcbRjkTSBgm0tImGZwUmPIIdjJI2kK4ipSrSnv0HDVUBtuPk8w2JcaUademjifZG1ZVi0qZGI7jHUUXasBT6yrXrXjdXg4dM2jzfdEzaHPiEE2nL6JopXuqQHowaN0now0AnxqqtfafuQqIGS/AgRzXrNhL1UZM2SAiwuk5OU1asVscBtgVHTNqMgxxppA3Gb6XEF/sx4ycbB8OHlEZIG4zupqS2oRFjJviQM9HHj5+oVIVqCnlLbtzCp+v9TcykzV/kvF8XVaRt6MixYqUPVvu4bph2KVm+mlhNytOj3m8cdQombQ40wom0hdpO28Ily4UUA54i1m3Y7JG0QeIGqUGVmkkOsC04YtJmHORII23NW7UXxpXxwfBzjhjTTGgYIW2Tps6kpMYt/DIpAi8JUuIGqeGW7buMd6qfKZm0+QmcgcuiirRp4XHuwkXq0XuAWEWK1ThwKu8aWNLmiojzfyZtDjyYtDmw8HbEpM0bQuF1PpJI2/6DRxSig8Vp796ZZ3PMG2mDi7lCxcsJibO/d8SefQeU9kAtAepAZgYmbeahG5Wk7dOnz7Ri1TqqXqcBVa5RTxjV9WSHiUmb5xuQSZsDHyZtDiy8HTFp84ZQeJ2PFNKGqciEkhUVkjN8tG9Tkr72mifS9vRZFhUsVpaOHj/ha7Zu6bGKFFLDHPnjCQO/mYFJm3F0of4xbOQ4wqrg16/feL0wqkgbVopCkRQ3FAztYiWOkcCkzTNKTNoc+DBpc2Dh7YhJmzeEwut8pJC2hYuXKYQNiv+uk867FgAAIABJREFUOs7B7hU90gY1nXoNm9GUGXOCUiQM8MppUuyxUMGswKTNOLLwKftbnjjq3X+IUM/q1K0Xnfpbn5tEFWnDUu26DZtRt179hX02TIdqbfjSUgcmbWo03I+ZtDkwYdLmwMLbkS+kTSqEs06bN1RDdz5SSBv0myW5WbFqremA6pG2YaPGE/wXB9OIc5XEJNE26JGuXLPetLaFM2kD3lqYd+nZV9O6RKAggrRhCh4Bi1/wXixXpRZVql6X4ADAdRYwqkgbdAOgWOxtc+0wJm2eb0smbQ58mLQ5sPB25AtpwypSDKRM2ryhGrrzkUDart+4qRA2rKo2W8qG3tIibbv37qeipSsZmi7zpcdBECQhzfGDKPhyvdG04UDazpw97zTbBu8WSY2aC+PdmEaG+tThP48pTbaCtCmFEYkp8bYdugrbsZn9BilG/6OKtD1/8ZIgInbdYArEk3NbJm3qW8n9mEmbAxMmbQ4svB0xafOGUHidjwTStmDxMuEIHpLd9p17WNIBrqQN41NsQmkCqTAjQKoD4oYV2S9fvTKjCKGChPHWrBAMh/HtOnWn6bMcjtchhRwwZKRY8IGFJ7CH1zQtnaQBfqtJm8QOeo2wLTt7/iIRFVWkDXps+AJw3fCAYE65cs0kzblkJm3y9tHeM2lz4MKkzYGFtyMmbd4QCq/zkUDa8hUsrkiirl5ztyRgRo+oSRtWdcLfLcijWaFZy3Sljf0HjzClmHCQtMEN3aBho5X2w53f06dZyn8ctEzPoFVrN4g4s0jbmzdvfZp2jSrS5tQbLn/gR272vIVCFPnlyxens0zanOBw+8OkzQEJkzYHFt6OmLR5Qyi8zkcCaYNnEDl96KomY1ZvqEkblNHbZXQ3dVp2yfJVShtdnc4Hq43hQNrevn1HjZq2EosSj/11krr07CNUp2CQ+M7dezRtZrZPZEg+Ecwibb5izqTNBTH4Hr146YpTLJM2Jzjc/jBpc0ASaaStz8ChFFuktJgmwGASzK1qYjLBZtQvuQoIw7r5C5UQgwn0SfLEZTuQx3Fqmw7KIFO2Uk0H2BYcsXFd4yCHO2l79Pixcp/lLVjceMMDTClJ24bN26h0xRpCGT3ALD1eDr+lkpgWiC/lMa2/J8OBtKFtWEE7f9FSatAkjWrUaShMouCdk1CyAnXo0pOuXb+pQBBK0ib7C5Vh0qZ0CREUEctVSSQ421UHJm1qNNyPI4W05YxJEA6WA5maEKQtJkG8FLHyy85BekTIE1eUzl+85FbVZ8+ylJe7fGmEes++R926yTYR4U7art+4pdzvsI1mVQBpK1GuKoFAwc2i2QHWEeRznL9wCVOKCxfSptV4vcUnTNq00CL6j3Z0cGLXrN8kfLfBf5t6g2E72EbJV6g4zZ6XreynLtFK0ta5ex+aM3+xxy21dQfxRQCXJOr0UJz9LXcc/Zorltq07+IxD29l+HK+R++BhJVWeBE0SW3rVK6cbgC2WgHuizyVdfbcBa3LRBxecJ6u9eVcreTGyousWu36fuc7ZMRYJZ/csUV08/FkIxCKr57qDt+grq7WJEh44WCZuKfr5Tnc1/Ll3aNXf7drJk2bpZyHYjb6MJgb8EG+2CBZg7N6fOWCmKmPUSakcajr6PGTZFMt2bOkzTjMIG3QC0I/1U9Jdbuf5H0X6B56Rljlp5UPPpr0AqbAtK6RceMmTVXu9/pNUp2ygWL63AVLPF4v8/F1D72qX34sfPD1WiPpN23Z7tQW/JHPPRYjeGvX8+cv3K6XEfC0oFUHvFugM6Z1LhhxMBCMNuQuUERWJeh7iZHM2GzShnc31LS0AsZB+WEdVZK2jVu2iVUYWImh3uDXbdHSlZourACglaQN/u6GjBjjccMLSwxuueOoeat2StqUFm0IzrfxAmjYtKUS7y2/QM/jJYqBFjd57eQUp3KxwAPxeqRt5pwFTuld67L/4GGte1jEgfi4pvf3P6Yl5EOKr15/82nTsYuSD0i1Xj542ekFPJx61yEeHxz//POP5uUgc7i3PV0vz6F+ss3NWzruI3m+z4Ch4j5DGpjcwJRBMDdYaMfLN2dMPMWXKC8WCIHkQ0UBX+o4zlewmCgTpA73GD68rAxM2oyjDdKW+wdpq1a7gaF7UN5rvuyTU1KFsr7WNa6qLerab9+1x2OdevYZqDwPFarVVl9KL16+IthN0yozkLjBw0dT8bJVxL0dSD6erp01d6FTW/BHPvcYR7y1yxMRhpK+Vtn46Ordf7DmOa30vsZJIUGkkDYIizBGol9g0HnilBkEz00yDBgyQnhNwP+oIm0SAF/3VpK2Ldt2eq0eHkJ8IUFSoU6PAQZTfFjSDWmLVSFSpkfxogE5CXR6FCQEDx+Wi9s5YDU16okXn/yKU9cXagLy5W6XPU+PqnvIXsfhPj2KaUp5n4N0WhGWrlgt9NjKWKiriQUWsp1xRcqY0sxwnh7VA8QsSRu8HzRu3lpYrsAiCPyHIwAIEuR0OZM2Va/Im1cV5XbIpM0NEqeISCFt6GeQgkBJG/LBfRUuOm1544ppkjZ0clKjFoLIlixflWDHKJgbpGvACV/7RUpXFB8b8nmU0+r4X6FaHWWQKV6uqtO9Z/YflrQZRzjcSdvDh0+U+wz3ndkBH0rQY8NsAizgWxUeP3mqtBPPvhkhHEgbpiPhFaJ1+87Uf/BwgkQRxB0zVoWLlydIdI+fOKXAYxZpw/R17fpNlHLkASTDmNmAYIZJm0RFJSZWRbkdMmlzg8QpgkmbAw6xECGCSJujZcE/YpMfwcc0lDmGO2nDIP77DzUPs0kbzE1gWnTbzt2aHhHM7EeQAXwooY29BwwxpahwIG34OIdtVuhVwwxK245dqXyVWmK6+MKlywQylda2ozD/AZDMIm0wKYL77tGjx259gTjUEVOm0L1HiPrpUdy43h5QJm1u95JTBJM2BxxM2hxYeDti0uYNofA6H+6kDWhLKTnGhLv37pvSASCHaW0zaODQUSJ/afLDlMI0Mm2V3kmRtPXqN1gjReBR4UDa0Af7DhxSGjt24lSCXqM6DBo2ShA6xJlF2pD3ydNndO83TJlC5x5pEKKatEFpG4sTho8eLxT/Tpw8LUBx/WHS5oqI838mbQ48mLQ5sPB2xKTNG0LhdT4SSBvcGmGBDhZQYXA0I0AnOTGpsbJS0GrShilRkFKogjx5+syMJoqFRHZ3YzV6/GQaPGw0wW4dpiCh2wtfn69fvxGYwMAuJFxHj58Q/80kbd46AY7k4TkBIapIW1LjFgRHvAj42mnUrBWVrZyorJ4pVaE6jZs4TZxX/zBpU6PhfsykzYEJkzYHFt6OmLR5Qyi8zkcCaVM7VPc2A+NP70AwULBoGXr0+IlyuZWkDe8ntAsb9EbNCuEgaYPLMPgahRtLjP2bt+4QU6VYxRkTX1IQ97ETpigQhZK0wSxLVE6PVqpelw4cOiI64fade4JZwyKyDFhiW7ZSolBIlHHYM2lTo+F+zKTNgQmTNgcW3o6YtHlDKLzORwJpA+LxJSoIUgP7gXK8CEZPQPKExTeueVpJ2uB3FJYHIGWDHTWzQjiQNr22w1Ya3uMgdepgFmm7feeuWPSAhQ96W8ny1aKTtMEmWIOmaQRjgTCWiBU7aiOlEIfCbpSryJhJm/rWdT9m0ubAhEmbAwtvR0zavCEUXucjhbTNnL1AkUbBW0gwArwQwHamWnIj87WKtIE0Sikb9hgDzQrhTNr0MDGLtOHegN1O9MnBw38SjEC7bv0GDY9O0gb7NDCki2XWKaltqGPXTGqZ3okASIvW7YU1b/ghcw1M2lwRcf7PpM2BB5M2Bxbejpi0eUMovM5HCmn7+PGjkERJgrN81dqAOwJK7iBtGKBdg1WkrWL1OsJ8Dwyww2OOmYFJm+/oZvYdpOg5ul6978BhMXWL+KjSaZNAYBoUjHb1uk0ExdPZ8xfR1u276OWrVzKJ055JmxMcbn+YtDkgYdLmwMLbEZM2bwiF1/lIIW1AHfpNkrRh7zpV5kvPYKzBtKieYr4VpA3eY2R7YO7DTCkbsGHS5ssd4lvaqCNtWCly+M9jCkHDigwY2MOS2kuXr2qix6RNExYlkkmbAoXQhcD9ghdkJBjXdbQs+EdM2oKPaShzjCTShoVq0COCVAq6bWUq1/QLWhiyxcIDPcsEyNRs0gZ1H0nY0JYJU6b71RZfLmLS5gtavqWNKtIGP2lYMYPl1gWLlaU9+w9SsTKVhUXkDl16EpZCT5w60w1BJm1ukDhFMGlzwBFOkjbpxipHvsI0b9FSYZkd1tmt2mDYE35yoRQNA5c16zYSgwv+V6xeVxzDrVhW1nMxcGLgqVyjngNsC47YI4JxkCOJtKHVuO8k2cF++Urfpkmh0F4rOYWgS+0pmEnaoLONOsh2VKmZJCwneKpPMM4xaQsGitp5RBVpw8IDvIQRnj7LEjpsWEorw63bdwi+2PB1pA5M2tRouB8zaXNgEk6krWpisvIyxz2OjxYrt19zxSrlF4gvKXztYXBRkzasdGvdrrOSDo6irQxM2oyjHWmkDS1fsWqt0AOTpGfqzDmGARk0bDSltelI0KX2FMwibf/88w/l/+GE/OecMeL48WPnsc1TvQI5x6QtEPQ8XxtVpA1OeTE1KsPg4aMJ7ipkwMMFZ9/SSauMZ9ImkdDeM2lz4BJOpK1O/SYKGcKqaRiXtHL7LXecUr4cFOVe7U5IxmEfX7K8A2wLjpi0GQc5EkkbWj91xlzlPoXhXRjH9RbgngqzOHBX5S2YQdo+ff5MdRo0JfUzBndJVgUmbeYhHVWkbfzk6WKVqB6cMLybv3AJtxUcTNr0EMuOZ9LmwCecSFuXHn3EYJQrJoF27N4rfOzB7I2V27Yde6hjl55CbUFNzlyPodYAI5gYCK3cQGahuK1V5ux53gdvx50R+UeRStrQc9NmznVaUTp5+izdaUY8P7BQAIfwRkKwSdur16+pTKUaCtHMW7AYXdTR1zZSP3/SMGnzBzVj10QVaYO4GKtmoGSqFS5euqK5GIFJmxZajjgmbQ4swpG0YUrU6ADjaGlwj+A6JqFURWWgkaTtpz/y0869+4SrGSwisnqDmQTURavcDx8/BheEMM8tkkkbuqZn34Fu96fritAvX74IvUs4IDcagknadu/NtvcFtYKfc8SID46bt24brUrQ0jFpCxqUbhlFFWlzaz2R8hBqnZNxTNokEtp7Jm0OXJi0ObCIhCO4twFpw2DMwTMCkU7a0HqsApVTjpDAQscSTtelIKBH7wHC/qf87xmx7LPBIG3PX7ygcpUT6Y98hZQxrXZyE8WPppF6BDMNk7ZgoumcF5O2H37YnGFx/sekzRkP139M2hyIMGlzYBHuR1j9h9WrOWMS6O8z58K9OabX3yrSBmO34ya5+4g2vYE/Cvjr5GnhqxJT9lIijFXNvfsPFr6sP3785FNV8M6oU7+pT9fIxB8+fiIY7s1VoIhSlz/yFRbmhtTefmR6q/bQHzfTFlxM4ZKivdDBtSqY5RHB1/ozaWPS5us945aeSZsDEiZtDizC/QjqErljiwh9uwWLl4V7c0yvv1WkDVIsqLqEMmDR2qBhowRxUJM32HZbvGwlffv2zafq+dqeu/cfCLKmlqxB8oeV16FWdUDDfW2PT2AREZO2eb5CZlr6/5iWs07G+BrxNvXBkjYd8H5EM2lz4KMmbU1S2wrftrjH7Lh16tZLDDp20GlzIGifo2Ur11DO/PECo1btOtunYjatiVWkzU7Nh3H2th27intESt3kPr1jd5q/aJnbwjZ/648FBnB1lNS4hVt5v+QqQGvWb9J0k+VveXa8DmN1nwFDhWki4MySttD3kqmkLev5C7p7777TtnDxMmreqr1TnCsMTNpcEXH+z6TNgQeUfvHFK1/cOLbrJuuIPRwUc3BGIKNrptKPhYtba2rEuSbh8S8aSRsMUcvnaMDQkcqxjMMe0i/sR4+fTFu376QTp/6mz58/63YqJIkgaHivgogl/yBpMh913lhRvWrN+oDcbOlWxGYnMN2a1Ki50BnMX6iEwJRJW+g7yVTS1rlHb6rbsBmVKFdV2SANyZG/sPIf56QuANxa4aGB+HvT1u308NFjUxAqWqay8rBv2bbTaxmwE4TVQZi6UaeHTSno30CnASJ6qwKTNgfSmJqQL1WQNSgq23WT9cQe/hE5OCMAMx8SI+i2vXv/3jkB/3NCINpI28Yt28XYAddQcMmG8PLlK1q7YRNJG4h4F8t7COlcjxEXE5+tn1W4RHnlg08SNLw75DV45+MY75Vumf3o0JFjES9ZkzcYvFNUql6XBg4dJYwV8/RolEyPQpTdLqO72HCMMH7SNGrToYu8N5z2YPV4SGBQEXu9dE4X+fGHSZsfoAX5kvUbtxAkqnhZBqK/hOlRqWdSvmpt4dMWfm3tuM1buJSq12lIbG/M/WaCJEQOknj288QVpaPHT7gn5BgFgWgibQsWLye4f8O9AdueXzV02GBYd+fufUI6hLTyfvoph0P6huu1NtgHlPF4J0GwMHbCVDpz9rwiVFCAj/AD2L0rXrYKwRuFXJXLpC1KSJu8tzFAl62cKKQLnkgbjO3miS0qHh4MxIuWrpBZBHUvB3k8pP0GDxcSPUj19LZR4yYJX4wgGXaXtEHyh3bhJbR+01bbbn36D6Hf8sQJXOcvWup3/6p12uzuMN7vRkbBhTDtAOmaHDgx4E6ZMTsKWu5/E60ibSAueDeHIoA0YMyQpAoedIyOC1iNvGf/Adq6YxfhHVOzbkPq3qu/UM+Buyn4Am6V3olatO5AK1atE/54r167oRCVULTX3zInTZ3pVVfcSN7wWAQ/4StWr3NKzqQtykgbev/R4yfUoEmaIG9QJNUKEMnKlUEgb2fPX9RKFnCcHBjkHiJ1kB29TS1mz+jWSynfbtOjp8+cVQY9tA0k066b7GfUE7aW/A1M2vxFzl7XzZm/WNy70JmR98b0WfZ5UdoLrezaWEXaICGGX0+rA1aMQgkeRE2+q/WkbL7ULRh22nwpz4q0gdhpAwkGvnAFBs8SkFa6BiZt9nkXmabTBvG1qwVzPISHjhz1uEQ63w+Hu/jq1hKBu95M/vyHP1T5EsAeX3GYjtHbpJgdaXHcvfcAgnmCiVNmCn02iNNHj5tMl69cs2TDdCLIGOqDlxrKHTN+ijLYybZh8LPrppaqDBs1zp9uFNcwafMbOlteyL5HjXdLJJM2mLBIz+jmRNjwUR0M3WEmbY57DAsFMf7BwT1096bqSLeZtEUBaXv85CmVrliDEus1ohFjJtCBQ0fo/YcPjrtF56hh05aCjMCXm5kBS5lHj5tEEyZPF6J/iP89bc1apivTN7i5YVxRKrLif3yJClS5ZpIlG/QNpPQvrkgZyleohKJQC12OfoOG0YuXL8WKKKyKsuOGly/0RkCCA9VpkwSWp0fNfGKsyZtJm3GcI5m0jZ0wxenDGh+iwZCyAV0mbdn3GPRIYecO4xfwlXstYQmTtiggbfLVg2lR6LT17DOQYLW5Zt1GNGzUeNp34LDm6rAp02eLGwjp7Rag24GlzyAaWCyBY5CkUK4eLVi0jCA/eODwJbpn3wG7waZZn2AuRGDSpglxWEYyaTPebcEmbf/++y9dunyFevYdJPx5YpUllPil5B4filhBX612fWrTvgud+vusz0ZtjbeOaM++g8KFFXSQ8X4LhpQN5YczacMHOIQLVRKTxFiKGQs5E/RLzgIE+3HwFlGuSi1avW4DPXysbYEBuoLtO/cQYxf6F/YRE+s1pvsPHmp2EZO2KCJtrnfA02dZtHHLNurVfzBhtV+NOg1p2MhxtGf/QWEUUU5drtuw2fVSW/yH3h0eCkiJ5MsMD82Q4WOEnzwoVJu9QddHLqbAywwEEs6/b92+YwuMjFSCSZsRlKIvDZM2430eLNJ269ZtaprWVlm1D8fn8t1mZN+4RRs6dfqM8YobSAkCCR1ouM/Cx/KY8ZODpi4TbqQNakWjx0+hxKTGPvWLJHMVq9cR/lrVEjQYsoawAUQcOoNLV6z2uACDSVsUkzbX5xUkCCsy4WdswJARNHj4aHFjdu8zkLBq047b8NHjqUK1OvSTavk4HhBYurdik4raeKFCF6Fx89aaUktXrO30n0mbnXrDPnVh0ma8LwIlbS9fvRLTY3rErGqtZGFPs1KNugQberCpWTUxSZc4FCpejqBjGoyA6dFGzVqZYhctnEgbZp6kCSzXfsKiHeiAd+iSKchXt179xX9JsFzTg6C169Sdzl/Itm2JD/7klFR68vSZ1y6TebJxXa9QmZ7AtIUIRmsO57v4qnrx8hVBgjRt5lzxsOJmxbGdNxA3+WDgwdJbyBDseCllQ9kwgIgvsXALTNrCrcesqS+TNuM4B0La+g4cpry75Dvs19yxwovA3bv3nSrx6NFjMaWojnz9+g2NnzRdTMfJ6+W+ZdsMj1IbdT5ax9B/ji9Rnp6/eKl1OuC4r1+/0vETpwLOx8wM4I0AK0IlpiBYOE5LzxA2KKVBelkHLPCTNtUQhzFh247dir9Web3MD/t1G7c4XSPz0tozaYsSSRumQl3dWLn+B/uHPZ1wDYePHKNVazcQvDlYuW3fuVe4aAlX3Ji0hWvPmVtvJm3G8fWHtGEwr1arvooMZOusHfnzuPGCXVJeu35TWaQFMgCCULxcFb/shkEHGnq6cD0VrQEmN37PU1BZGABMocPmr4cQjK9de/ZV+lwSN1g/MBqYtEUJaYNtH9wgEOGqXVmpj3E+nEmb0Zue0zkjwKTNGQ/+l40Akzbjd4KvpA2ErWV6htPg3TQtPSiSekh5evcf4pR3zXqN3Mw+eWodxgHobcFtYLSGM+cuCMImiRX2f585FzAcsOaAhYBqXWzkvW6jMd1xK0kbVrXC4kTdBk0ps+8ggp57KMPIsRPFLGAo66Au2/TpUTQYU6B6IdwlbXrt4njPCDBp84xPtJ5l0ma8530lbdAPVpMBo54FjNeI6NhfJ53KaNGmg+HL4ecyLcCpVcOF2TAhJGlq+5XQXQ6GQAML1IqWriTc54Fc105Oceqj23fueUXDStImjcTDDywkjrhnQxmijrRByRFTonoB04vquXi9dBwfWQgwaYus/gxWazCAHDnq/1RdsOoRDvn4Qtr27D3gNFAvX7XWtCaeu3DRqazJ0727I4P+FexPwn9otAYQKzWphq53oAFehTDdvHb9JqesylSsoZQF6Zu3sqwkbTCs/JvKpV3t+k2c6m71n6gjbVYDzOWFBwJM2sKjn7iW9kXAKGnDR3F8yQrKIN1J5YrPSOvevHlL0E/2JcD1lSQgkB5hyksvgKjDfRL8XloRgAf08OwUduzeq+AF3HzVX0N7XIUfEIgAV5jTcg0gabJ/sIeheU/BStKGesBMCeoF6wgwdxLKwKQtlOhz2bZBgEmbbbqCKxKmCBglbX+fPacM0CBQvq42h7N1f3yPwg6YJAZr1m/URBmeaWD3csnyVZrnzYi8eeu2MD5rRt7+5lm6QnUFK3+koJCmqVfbwowWVp+e9GA/D6ZPZP9g5bCn+8Jq0tZ3UPbqZlhe0CKd/uLsz3VM2vxBja+JOASYtEVcl3KDLEbAKGkrWzlRGZznL17mcy39dRi//+ARpVxIfLRCj94DqGPXTDcpkVbaYMXZzU7b/YePFJxg2NgTedLDQO0wftHSlcJkypVr1/WSK/EJKgnswiXLlXjXA6tJGwzww1UkTGk9f/7CtTqW/mfSZincXJhdEWDSZtee4XqFCwJGSRsUuqVE5e3btz43z1/Shuk6WS720FVSByw6gbuljx8/qaNNP7Ybadu0ZbuCE2x/+hNA2rKev6Dxk6dTqQrV6cHDR4ayGTpynFI2fFbrBatJ252790S94Coy1IFJW6h7gMu3BQJM2mzRDVyJMEbACGn79OmTMiiDOPkT/CVtKEtN2i5euqIUDykQpG8gUFYHu5G2Rs1aKjiBdPkTYhNKUdfMfgQvFuppUm95AQvZR5hi1QtWkzZJ+KsmJutVybJ4Jm2WQc0F2RkBJm127h2uWzggANIGB+4YdOFeqv/g4W5bRteeyqCMVYJaabzF1WvYjCrXrKd5rafFA5Ag5StYTCk/JbWNyCOz3yDKW7AYZXhYEAH3hnBr6K1u/pzv2LWnsB3qz7VGroFnH70A12Gu7YpVeT5o3qqdR1dg0P1zrUOfAUOEG6tCxcoSsHU97+k/0kvS9lueON1rpetEuGv0lF8wz6Fe8IyBPDds3qYHqenxTNpMh5gLCAcEmLSFQy9xHe2MAEgbFLUxuDVs2pIWLlnhtk2YPEMZlHPkK+x2Xusa17g27btQ/ZRUzWs9+Ro99fdZJ9+m/QcNpwWLlwtpUJ0GTQmW//XC+w8fxOIE17oE4/+Y8VOoYNGymu0JRv5bt+/Sa5aYCoZzdnU5ap3DAUNGetThwopQ9bUwRAyjuSBT8HCgPmfkeOacBcr9Ab+ietfkzB8v0sFuml6aYMf36j+ExkyYKsoLpdsxJm26tzOfiCYEmLRFU29zW81AwMj06JevX5VBGeTOnxDI9Kja3tb5S5cJyu6YwoP/z1AF+02PtlL6aMz4yYZhgdSuRp2GQrqG6VFfpkVlIefOO2zqQS9OL1g9PapXj1DEM2kLBepcpu0QYNJmuy7hCoUZAiBtOWMSxIA/aNgo3doXSHA4HvdnYPeXtLnaAjtz9jzFJpT2OP2n24ggnrAbaTt0+KhC2oqUqmiopY8ePaYylWrQ2AlTxMpb9epRQxn8SNQuo7tS9jgPnovyxmVPc0PiFm2BSVu09Ti3VxMBJm2asHAkI2AYgXGTpikDbq6YBF2r9kmNWijp+g8eYTh/mdBf0rZgyXKl3CKlKglXSrv27JfZhmxvN9L2+vVrBSdIQz9+1DdEDNCu37hFIHewnyeDv6QN06ooE5ue3hg8Gsk02EdbYNIW7cavAAAWIElEQVQWbT3O7dVEgEmbJiwcyQgYRgArMOVgCl2j9I7dNIkbPA7IdNh//frNcBlI6A9pw+q/uKJllHKxCnDYyHE+lWtWYruRNrSzQrXaClaz5y3UbTqcx4OguRIsf0jbiZOnlTKxSEUrPHz0mAoklFLS5YktqpUsouOYtEV093LjjCLApM0oUpyOEdBH4Padu5SvYHExqGLqqnX7zm720HB1ckqqMvD66svRH9I2YvQEpTzY2qrboCl9//5dvyEWnrEjabuqIuAg1o8eP3FD5MChI8JMCvauwVfS9unTZ6V/UB48KLgGeI4oEF9SrEzFIpYGTdKC4sDetRy7/2fSZvce4vpZggCTNktg5kKiAAEMrnIVKQbgmvUauRGkc+ccCudIM3LMBMPI+Eratmzf6UQIULcnT58ZLs/shHYkbWhzYr3GTrh9+PhRgQKSNdhRg6RNK/hC2qBrmOPHalDcC1jE4Oq3FMZ5f85ZQNQHU6h1GzQL6eIRrTZbFcekzSqkuRxbI8Ckzdbdw5ULMwQuXLyiDPgYkBs1a0Xw66kOy1auUdJgsO4zcKj6tO6xL6Rt/qJlTmVg2u3wn8d08w7FCbuSNkgiYXYDfSO3V69fC901uJuCLpteMEravn37LlxDyfxBzLAKVR3gfB7S0Z9yxIh65C9cgj5/9qxnp74+0o6ZtEVaj3J7/EKASZtfsPFFjIAuAtBdw+rMX3IWIDhrL1GuKt27/9Ap/fTZ8xRCgIEbg71aouOU+McfI6Tt67dvVCvJWVJUsFhZmjBlhlaWIY2zK2kDKCBQ6ENJqrCH0VysFvUUjJC26zduinwlGcP+6rUbTtmC2P+aO06kw3R7apuOhL6N5sCkLZp7n9uuIMCkTYGCDxiBoCGAaUis1JSDPqa27j9wJm4w4CrPy/2ipSvcplRlpTyRNjg3h5Fc5COn03BctlJNaty8tebCCJlvqPZ2Jm3A5NbtO8J/qOwb7NGPmAbXC55IG8y8JNZr5NTnkKTt3nvAKTvotckyf80VS9179bdl/zlV2oI/TNosAJmLsD8CTNrs30dcw/BEAFNqf+QrJCQmkKZAp+zk6TNOjVm+cq1wJSUHablPTGpM23fucZpadSVtmMaDjbiK1es6ETXkAef07Tv3IEznuU67OVUghH/sTNqgW+Y6jS37BvviZatQi9btha07tR6aK2l7/vwF9e4/hCrVqCuImJSuIQ/Yd3v8xLHQAflMmjqTMJUty4LHCnX+IeyukBfNpC3kXcAVsAMCTNrs0Atch0hFADpIzVu1p5wx2e6HMBi36dDFqbnQb0rv2JV+y1NQGayRTkrMchXINtwLx+6YMpOGfNVp5CAPUgBXWtC7AoGACyu7BruSNij/10pOoV9zZ9tOg0mOAwcPU6Xq2cRLYq3eo69A5BBXuUY9sZf9p06H4+JlK9PUmXOcugWrSGEuRk6JYpXomvWbnNJE6x9IkSFtTGnRhlqmZ9D6TVsJcaEO/wl1Bbj86ESASVt09ju32joEMMCMGOMwvYGBG07aXRcofPr0iWCot1iZ7GlVtVTGdeB3/Q/3RqPGTqT7Dx8K3Se4VZozf7F1jfSjJLuRNvTT3AVLhKQLhAsLSVydzu/Ze4D6DBgqpkld+0Dv/y+5sld/dujcg5asWOUmOcN0a7EfhA95QA8SRJFDNgKYVgYu+Kj5LU+2np8dFmQwaeM7NCQIMGkLCexcaBQigGkyObBjYC5VoTrduXtPE4mPHz/RilXrKLPvIKqV3JjiS5QX0jpIY4qWqUwVqtWhAYOH05Tps+nt23dOefQfPFzYibP7tJqdSBuIU5XEJEUi+nveQtQ0Ld2NYEmggS36rmefgTR4+GiKK1JG9An6t3TF6hQTX1L0XeduvenS5au6kqGNm7cJcgiCjql0SGT3Hjgki+H9DwTUi0KKlalsC1yYtNmiG6KvEkzaoq/PucWhQ0C6PgIpkAQOz6ARguWq06bVCiixlyxfjd69e6912lZxdiJtsi/kPr5kBXr/4YPPeLnqtOllAFJep34T5R7AClH4H8U0KQd3BJq1bKdgldE10z1BCGKYtIUAdC6SiEkb3wWMgLUIYMCGVXtJECBdgd4bFi54Ct5IG1Y7Qu8Nkp1wCHYibVh5C30yucFGmj/BCGnDYhSYYfk9r0OHcfmqtYaIuz91ioRrZs5dIKZHMWUNrOwQmLTZoReisA5M2qKw07nJIUcAkrWVa9aL6TDoT0FfB1NkcCSvJ3XzRNogoYHfTLsMaEYAtgtpA2HD9BtW4i5dsZoOHv7TSPU103gibeijoqUrkdRxg3StXJVaBLttHDwj8NeJU2L1NYweX75yzXNii84yabMIaC7GGQEmbc548D9GwEoE4NsS5j1g/0tK3rD6U8uIqx5pA8nr0rMvde7RR5fwWdkmo2XZgbStWL1OSL0uXLpstNoe0+mRtr37Dwk3VbKPMT0+ZsIUXZt8HguJwpMwPA3s8IFjF9+5TNqi8Ea0Q5NB2vACwcPQtWdf2rx1h1/b/EVLFZMFTVLb2qFpXAdGICwQwKrFlumdlEEJzyKeySap6UJ9QT6TXXr0oWZp6W7PZ69+g4U9tjXrNrmdk9facT977kKxwCIUddu0ZTthNSf8fWLFaLDqAFt8kNbJ/GbOni8WnEgfozDlAYnqpq3bw+LetFMlQdrwXNglMGmzS09EWT1gM0p+/WE5NcTP/mxqO1QFEkpFGYrcXEYgcAQePnpMySmpTsZVYRFfPo/Sjpf8j70kA5hqU8eHwzHqDAJjdV1zxSQI3TWUHWzc8C5F/rJN8t2KPVYMY3q0U/fe1DWzH28+YoD+guFhYDdr7sLAH7gAc2DSFiCAfLl/CKxdv0khbRgU8CXoz4YXknxBpbbp4F9l+CpGIMoRwFTn2g2blWcJpE0+j/BygE39/yfYr8odp8TJc+GwR1sCeef400aUCUkmCIAaS3/y0rrGtT3ynZgntgjdvnOXZs1bJIzmwnAub75hMHHKDJo4dabADfqHoQ5M2kLdA1Fc/tu3b4XNIbhcCWR7+uwZ3b3/IIqR5KYzAsFBAIZ3b96+o/s8ZmU9J5hB6Nqzn26aQJ7lSLz2/v0HwlsEfLE+ePDQEtzQT9Dd4xB5CDBpi7w+5RYxAowAI2AKAtDDgteDr9++mZJ/pGX65s1bql2/iZhas4sie6RhHG3tYdIWbT3O7WUEGAFGwA8ETp85K/yKwkcmB+8IPHn6jMpXrU3DRo0Pq9W13lvGKUKJAJO2UKLPZTMCjAAjEEQEMCV24tTfBFMFwQwvX72iIqUq0p79B4OZbcTmBT0yuP2yg+J6xIIcpQ1j0halHc/NZgQYgchB4FlWFiU1bqHYXYOJgmAZvP33338pJbWNcD4fOYiZ15JzFy4KG2yr1200rxDOOWoRYNIWtV3PDWcEGIFIQOCff/6hitXrCCfi8P0JPaqRYyeK1YowoosAm2z+hklTZ1JSo+aEcjh4RuDwn8eES689+w54TshnGQE/EWDS5idwfBkjwAgwAnZA4MjR48K7wUeXKdFumf2o78ChYloTpibgugjGV30JyLtQ8XIESR4Hzwhs3b5LuKU6cfK054R8lhEIAAEmbQGAx5cyAowAIxBqBI4eP0F5YovSlm07RVU+f/5M8BRSK6kxVa5ZjxYuWU4bNm+jtDYdhR22bTt2G6ry02dZYpoP+Ud6+PjxE3Xq1oti4ktSiXJV6e69+z41efGylVS4eHm6ctUe/il9qjwnDisEmLSFVXdxZRkBRoARcEYAhnFbtct2RwXS8WvuOEHO4DPUdVoU/kX7DRrunIHGP5inqNewGU2ZPlvjbORFwYBq34HD6Nu373T7zj26dfsOnTx9huBs3VMA9hOmzKCS5avR/QcPPSXlc4xAUBBg0hYUGDkTRoARYARCiwCmMkHU4CQ8vWM3GjN+iluFBg0fLRy8u51wiYCZiqZp6W6kzyVZxPydO38xtWjdXrRnyIgxlJ7RjSrXTBISzEVLV2q2Ews0QICrJCbR8xcvNdNwJCMQbASYtAUbUc6PEWAEGIEQI7B+4xYhbRs+erywjA+bYdNnzRO+KS9f8TyFt3vvfqEH9+r16xC3wrriX79+I/xzjp0whZIbt1AWXew7cJjyFiwmppvVtYFx4XadulP9lFR69/69+hQfMwKmIsCkzVR4OXNGgBFgBEKDAGyE5SqQoPgTLVOpJv114pTHymCKLzahNJ05e95jukg8ibaXrZwoVt3C1p0My1auocR6jeRfYQMPLqlat+9MX79+VeL5gBGwAgEmbVagzGUwAowAIxACBKCbBskadLSgf+UpgIBUq13fTark6ZpIOwejxAOGjKQ/8hUmrL5dtHQFNWiSRgsWLxNNhZHhmnUbUWa/QYTpUQ6MgNUIMGmzGnEujxFgBBgBPxGA9OzwkWOGrsbqT198hPYZMJTadujqldwZKtymibbt3C1Mn+SNKybaChKmFR4+eiz0A6EjKKVujx49JkgrMYXqjQBr5clxjEAwEGDSFgwUOQ9GgBFgBExG4N79B/Rr7liKLVJa2GWDvpVegJ4VVjTCDAV01LwFmAQpVaF6ROtnwbUUnLdfu36TgCX00Wolp2hCAxMg6nD9xi1KKFkhqqWQajz4OHQIMGkLHfZcMiPACDACPiGAqTlIxNLaZghdNUxn7ty9j1at3UDtMrorEiBMdWLVI1ZAQmrkKcBfaYH/b+/Mf6OqwjD8t5gYoyJSQbBSILQNtgVplaUoqGyBoEJCNRYEBXFBghWQTXBhl73Fll0JooAIoiItEveFRVbLljRIyGfeozPOTDu3HaP1Ls9JSO/ce+7MOc/hhzfnfN/7ZXcPvcfYl7V1zg4lZs0hEXfDzVlOwCXy2fPxJ5ZbUByPV/vs80N2Z+dc53WX2I9rCPwfBBBt/wd1fhMCEIDAPyCwam2ly+xUPJWMXCXU8otKTLVGnxj3TMYWHdpRUqUEib4oNMWi6V+stevU1Yne2Oe6I0ed8L1w4aK79cGHu52g1V8aBPxAANHmh1VgDBCAAARaQEAi67b2ne39nbtc70uXL1tuQW/LKyx2WY8SYDrqbEmQvOKyVAVAAfdhbxK4sdi0RDbKClWcoNqbi5bZPff2sVicW1X1JrfDpp02GgT8QgDR5peVYBwQgAAEEghIXMhfLbU9Pel5ZwQr0SUT2B69+jjn/h9+/MkJsBvbdLDyCZNTX2v0WVYWhb37mcpehbVJ5K6rqraVa9bbW4uXmYSYEgpiTaJ1dFm5vfzKTBffVl9/wT1SAkLn7gWmWDYaBPxEANHmp9VgLBCAAAT+IvDFl7WW3a1HoyPPw3VHTAXgJTRuvSPbvv3u+yRmvxw7bmfOnE26l/pB36E4NsV1hbmtqdzgdh0lfre//2dChmqxNjQ0uGlLxCmuTdUfJF4lhKfPmO2yRI+fOBlmNMwtoAQQbQFdOIYNAQiEm8CxY8ddpmhZ+USbt+Att1t04uSvbtIqUyWxUb1xS8YQFK/VNb+nbdqyPeN3g/bCilVr3ZB15Llx8zZ3fehwrdXWfeWuJdJqNm01+dldu3bNxj8zxfmwRakaRNDWNOrjRbRF/X8A84cABHxFQEXKJR5kSaHdMAksXcvwVTtsKg6vouY6Ds20SaSMeGysM5DN9N0g9n9j0VInxmSBotJeaus31MQzQ2NzUratKhw8PGyUpdp9xPrwFwJ+IIBo88MqMAYIQAACZu4oVMKhqKS/HfzskJ06fdodgV68eMkd6a2tfNfVyLwlK9u2bt+RMbM33l7iSjJdvfp7xu8G7YXr16/b0a+/sdXrqqzy3RqrmDnXJWnIoy2xSdANeHi4i23LxIw48Tu4hkBrEUC0tRZpfgcCEIBAMwQkypRIkBinNmTE47Z85Zr4m8oYlbC7qe2dSf3iHdJcKHtSfmOJgfhpugb+tkTpmCfG2ex5C91ctJNWuaGm0bzOnD1nPe8rtUnPT21Rxm2jL+AGBFqZAKKtlYHzcxCAAATSERg+aowNHDwi6fHmre+5OKvEm4pLa9shxxntJt5Pd3323HmX1OBVRSHdu0G7r+NlCV0lHHg1meyqasSsOa/HTYm9+vMMAn4ggGjzwyowBghAAAJmrjh56UPDkljoyC7rrm6N7Cd0pDd05Oikvk19kHXIoCEjXVZkU8+Dem/jlm2Nym799lu9lQ4a2myChnzbVOJr2Turgzp9xh1RAoi2iC4804YABPxHYMGbi12ywYGDnycNTsd3L017NX5PmY6yA5lWMSt+L93FjNnzXSKD3glLkx1HmzvutvzCEtu3/9P4tF6cVmG7PtoT/9zUxf4DB63D3bmRyJ5tav7cCzYBRFuw14/RQwACISKg2CvVF9XRZyzbUdOTr5ri0WLC67W5C0zJCM3Fp324e6/bUWrOty2ICLUjKRNhedVNnT7DFMem7Fiv9t6OnS4jd/fefV7deAYB3xJAtPl2aRgYBCAQRQLKFJX9hHzYior7uyM8FTtX5YOKWXOdHYhEXayUVTpG8nTrmJOXtBOVrm8Q7yuxQMJNSRu97h9gJf0HOTsU1Wdtqqm+ascu+SafNhoEgkoA0RbUlWPcEIBAqAno2O/RMU+6Xbec3EK7NSvbebVNmTq92UoGMovt88AjzpQ3rJBUweD2jl3sx59+tvP19Vbcd6ATuouWrkiasnbfdOyck1fULLekF/kAAR8SQLT5cFEYEgQgAIFEAtp9k5mujgJb4tb/wsuvuCQFeZWFuU2c/KLbeZRth2L3FAvYJa/IFX/XvDV/xQKqEPyvp06HGQVziwgBRFtEFpppQgACwSdQMXOO1R056jkRme5qVylW/Nyzc8Afyjy3XaeutnTF31mgqmigjFntNj45/lm34xgFFgFfSobfQgKIthaCohsEIAABvxPQUaEyI1VsPipNx6SpTffkeSdLlKaep/bnMwSCQgDRFpSVYpwQgAAEPAg0NDRYUUmpLVm+yqNX+B/JeLjfg4Ot7KkJbrct/DNmhlEigGiL0mozVwhAILQEVGT+8bFPNWt7EVoAZq5Wa0HvvqaYvrDH84V5HZlbegKItvRseAIBCEAgEARkf5FXWGyXr1wJxHj/i0EqUUNJCPMXvh1p4fpfsOU7/UMA0eaftWAkEIAABDImoGD89tndTX+j3OTPtq6qOsoImHsECCDaIrDITBECEAgnAe2s5RWW2HrESjgXmFlBIIUAoi0FCB8hAAEIBIGATGNHl5XbuInPBWG4jBECEPgXCCDa/gWIfAUEIACB1iYgbzJliyprlAYBCESDAKItGuvMLCEAgZARGPHYWFclIWTTYjoQgIAHAUSbBxweQQACEIAABCAAAb8QQLT5ZSUYBwQgAAEIQAACEPAggGjzgMMjCEAAAhCAAAQg4BcCiDa/rATjgAAEIAABCEAAAh4EEG0ecHgEAQhAAAIQgAAE/EIA0eaXlWAcEIAABCAAAQhAwIMAos0DDo8gAAEIQAACEICAXwgg2vyyEowDAhCAAAQgAAEIeBBAtHnA4REEIAABCEAAAhDwCwFEm19WgnFAAAIQgAAEIAABDwJ/ACL63jEoTPeaAAAAAElFTkSuQmCC)
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 |
GPO(SMP) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Gold Plated |
Mount Method |
4 Hole Flange |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-6G |
Environmental Specifications
Temperature Range |
-45~+125℃ |