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jbJGQCpAZTjsQCO9Zx8T6FqyGCw1a0nmjmgZ4klG9R5qcleoHNAGt/aUH/PO6/8BZf/AImql5qMH2qw+S6/15/5dZf+eb/7NVJfHvhCGV4pfE+kJIjFWVryMFSOCDzU+ta3pOltpk+oapZWcMkxKSXE6xqw8t+QWIz1H5igC/8A2lB/zzuv/AWX/wCJqv8A2lB/aP8Aq7r/AFX/AD6S+v8Au02y8TaBqSytY65pt0sOPMMF3G4TPTODxnB/KqEfjXwpLqQEfibRnJjwAt/EcnPT71AGz/aUH/PO6/8AAWX/AOJqpZ6jB9qv/kuv9eP+XWX/AJ5p/s1MmvaPIFKatYsGzt23KHOOuOaNNube5nvngnilVplYNG4YEeWnPHagCX+0oP8Anndf+Asv/wATVTTtRg+yv8l1/r5v+XWX/no3+zWtVTTf+PV/+vib/wBGtQAf2lB/zzuv/AWX/wCJqppeowf2RZfJdf6hP+XWX+6P9mtaqelHOj2JHT7PH/6CKAIbzVbeKxuJDHdEJGzEfZZOw/3an/tKD/nndf8AgLL/APE1U1rVNPgs9QtJb62juUsJLl4XmUOsIBBkK5yFzxu6VqI6SRrJGysjAFWU5BB7igDmfFt7FNpFqipcAnVdO5e3kUf8fkPcjFdBdX9nY+R9su4Lfz5Vgh86QJ5kjfdRc9WODgDk1j+Mv+QHbf8AYV03/wBLYa6CgDitQ8e3Gnxbn0GYtH9rnukNygMFrbBS78Z3Od6BUHBLcsAM10bXccGtXCusxJt4j8kLuPvSd1Bqj4g8F6H4lt44b+2YGOVpRLBIYpPnG2RNy87ZFyjDuD6gEasf/IYuf+veL/0KSgA/tKD/AJ53X/gLL/8AE1U07UYPsr/Jdf6+b/l1l/56N/s1rVU03/j1f/r4m/8ARrUAH9pQf887r/wFl/8AiaqaXqMH9kWXyXX+oT/l1l/uj/ZrWqppX/IHsv8Ar3j/APQRQBU1TUYP7Ivfkuv9Q/8Ay6y/3T/s1b/tKD/nndf+Asv/AMTRqv8AyCL3/r3k/wDQTVugDJ1HUYPsqfJdf6+H/l1l/wCei/7NW/7Sg/553X/gLL/8TTNWljhslkldUQTw5ZjgD96ver1AGZNqUH2y2/d3X8X/AC6S+n+7Vj+0oP8Anndf+Asv/wATVabVtNGqC3OoWnn27qk8fnLuiaTAjDDOQWJAUHrnjNW73UbHTUie/vbe1WaQQxtPKqB3OcKMnljg8deKAKUeowf2vc/Jdf6iL/l1l/vSf7NW/wC0oP8Anndf+Asv/wATVeyvbW81nUFtriOYwJHDLsbOxwXJU+hGRxS/23bsNyW98wF19lYmzkXaw6t8yjMf+2Mr70AR2eowfar/AOS6/wBeP+XWX/nmn+zVv+0oP+ed1/4Cy/8AxNZE3iPT9Mv50klicS3qxuwuIkEI8pDube4OPpk+1QW/xD8LPG7XWu6VZyLIyeVJqMDNgHAb5HIAPX19cGgDT07UYPsr/Jdf6+b/AJdZf+ejf7NW/wC0oP8Anndf+Asv/wATXIaR8QNLdLdHvNMQPcXX2gfbGZ4wJH2FAI8SZ78rgdN1XL34iaJaXtohuo1tpd/myTxzxuuB8uxPKIfJ65ZcdeelAGxpeowf2RZfJdf6hP8Al1l/uj/ZqS71CF7ZlCXOWIAzbSAdR3K8VyHhf4k6Vqnh6FLY3F5e28IScWGn3M0UTAcAsUUdB7Z5xWdL8Rr+RrWFdB8RXxK7ZmttG8uGRi3BDNKfLA46k/UUAepV5vpPjjUdV8WaromowW0cNvIZ7QxRuJHjivmgJwGcOPkXJPltuJARh8w9GjZmjVmQoxAJUkEg+nFc1NL4csLXUb/TLe0837ZCb9tOtvMlkkEw++sSlnbJbsTyfegDc/tKD/nndf8AgLL/APE1UvNRg+1WHyXX+vP/AC6y/wDPN/8AZq9DexT3lzaok4kt9u8vA6IdwyNrkBX99pOOhwazNU1m1trpPMivj9juF8zy7CeTdvifGzah8z32btvfFAGh/aUH/PO6/wDAWX/4mqkmowf2vbfJdf6iX/l1l/vR/wCzV6+vYtPs5LqZJ3jTGRBA8znJA4RAWPXsOOvSqi3sU/iP7KiTiS3t33l4HRDuMZG1yAr++0nHQ4NAFj+0oP8Anndf+Asv/wATVSPUYP7Xufkuv9RF/wAusv8Aek/2alfWrWJ51eK9HkSpCx+xTEMzdCpC/MvqwyB3IpJryCy1SZ7hyivFCgO0nktJjp0+tAE/9pQf887r/wABZf8A4mqmnajB9lf5Lr/Xzf8ALrL/AM9G/wBmr1rf2d95/wBju4LjyJWgm8mQP5ci/eRsdGGRkHkVn6Zq+mNBKi6jaFlv5rZgJ1yJvMY+Wefv8j5evNAF3+0oP+ed1/4Cy/8AxNVNL1GD+yLL5Lr/AFCf8usv90f7Na1VNK/5A9l/17x/+gigCpqmowf2Re/Jdf6h/wDl1l/un/Zq3/aUH/PO6/8AAWX/AOJo1X/kD3v/AF7yf+gmrdAGTqOowfZU+S6/18P/AC6y/wDPRf8AZq3/AGlB/wA87r/wFl/+Jo1L/j1T/r4h/wDRq1boAzJtSg+2W37u6/i/5dJfT/dqx/aUH/PO6/8AAWX/AOJp83/H5bf8C/lVigDM/tKD+0f9Xdf6r/n0l9f92rH9pQf887r/AMBZf/iaf/zEf+2X9asUAUNNmWefUHQSAfaAPnjZD/qo+xANX6qWf/H1qH/XwP8A0UlW6ACiiigAooooAKKKKACiiigAooooAyvEVveXGjuLG4uYZ1kRx9nwGcBhlSSDwe+MH3rM0UamvivUDOLp7STzWJnWRBCQ6iNUzIyOrLubKgEbfmwWwNrVtUj0ixN1LDNKu9U2wpuPzHGT2AHUk/zwKq2niSzvvFGo6BbRzvcabFFJdzbQI42kGUTk7ixUbuAVA6nPFAHE3XgYeKde8YFtVurVTfxRxiOWbEbC1t2LbRIEbIbHzKeB9ANWX4W+HpNMaxGl6RGrY3TLYZmOCDzIXLHJHrWz4e/5Dniz/sKx/wDpFa10FAHD6L4A0aGxE40zR3a7hjMqzWHmL9wDCqzkKPUAAGorr4VeGWN3cjRdISWYBm8u1dApVSBtVZAE9woG7vmuy0r/AJA9l/17x/8AoIqef/j3l/3D/KgDlZfh3oE8nmS6H4fd85LHSxkn3+fmoL/wFoUdshXQPDQJniGRo6dDIoP8XvXa1U1L/j1T/r4h/wDRq0Ac83w+8PsMHw/4a/DR0H/s1Urv4e6CJrGMaJoCobkkoumAKxEUnUB+fxruaqXn/H1p/wD18H/0U9AGBB4D0O1ZWg0Lw6jrnDDSF3DPvuzSHwfphvVjOk6BsWLIX+ylwDuz/erq6r/8xH/tl/WgDltb+HWkeIJElvrSyE0edstvFJAwzx1SUZ/HNZelfDHSrRNTgig015POxDPNpymSDMa/dZWVsZJOCf516LVSz/4+tQ/6+B/6KSgDzW3+Fur6Td2L6TqlnAltIVR4RNG1vG5JkMayvMgJJyVAUNjkio7zwd44u7lZYNY0rVbeM3EaHVLaFXTe7LIAFt24ZevzDOSCMCvWaqab/wAer/8AXxN/6NagDioPDXjY+GpbO41jTFcQmCPT4rWNrZo9u0IWMQwuOMbCAPWsrw74f8fRT6ddGTQLaNbRLYXKxLJLHbgZVFAiQ7c4+XfivVaqaV/yB7L/AK94/wD0EUAcLr9v8Q0t7+GK7027svJYGRrcIXUr83y7jjuOtW5NL8ZSeHHS6uNOndl8s6clkNu3dgYfzVHTnH4V1+q/8ge9/wCveT/0E1boA8ivrbxnDc2c+qQwpZSalpscwRCAqrdxbNq/aXVTnGSEye/qPVZnvFvLZYYIHtW3faJHmKvHx8u1QpD5PXLLjrz0rH8Zf8gO2/7Cum/+lsNbE1/Z295bWc13BHdXW77PC8gDy7RltqnlsDk46UAeY61baokcl1cWfieytZbwo9vpMskk5iWC62SK0bsS7SNETuAQERg5CkmTWLnx7bvpYs9Em1S9l0aGPU0W+S2VJiGDHcrA7slsFCAuMg9Mb+teOL3SLm6sU0FrrUjNFFp1pHOc3m9nBJbZtjwsbuTkgLjcVJwNzRdSh1kRapbrIsF7YW1xGsgAYK+9gDgkZwfU0AcvZS+P73w/LBcaLYWASEwi3nvZJJ3GzGRKkhOT03Fg2efesvRbL4iwy2slva6LAqlrWR7m4uZgkQkYsdnnYdwc/MfmPQtXqdVNN/49X/6+Jv8A0a1AHEap4f8AHV1q7zIfBtzFLbfZ5Lqawljn2E58vG58puwcFsH0p+l6H4ym8HW9tcaxozl7by/sZ0/dAYiMBCxPI2YBGz1HPWu/qppX/IHsv+veP/0EUAcLdeF/F0bahqEmv6bFJPAwuJIdNj8x1Cnau4gEge5pNQ8BeJL+bUEfxDpZgvhH9oeTRIHknKY2+YGBDbccZzjjGK7vVf8AkD3v/XvJ/wCgmrdAHnWr+EPF1zofkXXjt7iV5owVl0i1aI5lXGV25OOO/UfhSaf4C8YQancX1x4+AluQouJLTRbaKWbaMJufBzgcDIPHpXd6l/x6p/18Q/8Ao1at0Aec3ng7xw1+gg+JVwkbbtgk0iBmUY5yQRn8hVuXwR4mk02GD/hPb03Csplna1Uh8HPChht5x3PH512c3/H5bf8AAv5VYoA84svh1ef25cvqXizV9QT7NGPJe5niTJZucRyg8YPGcfMeM80XXwc0LUJmk1AtebnLhZnmwvsCJQcAcda7yP8A5DFz/wBe8X/oUlW6AOIs/AGjAXFsmmaTHFbzgII7Nk/5ZJ1IkBb3znJ5ra0vw1DorO2mwabau4Cs0dmwYj0J35x7VpWf/H1qH/XwP/RSVboA5PTfCeni2kK6ZoQLXExP/ErXk+Yw/vVtzWFxc7fPawl2/d32ZbH0y9Tab/x6v/18Tf8Ao1qt0AY2jW15DotikU1nGgt48KtqQB8o/wBup7uO/Fsxe5tiuRkC3YEjI776n0r/AJA9l/17x/8AoIp99/x5yfh/MUAWK5Ox0O90iG5L3EaxSSWyQwI8kkaMsxLSYdiQW3qCoP8AAOTnjrK4m81zTPGV54k8KrEskOmyWcNxORHKrSSSEkBWDKShQfeB+bIK/LyAdX5eo/8AP1a/+Azf/F1UvI9Q+1WH+lWv+vP/AC7N/wA83/265mD4T6DDcRSuY50RwzRSaTpwVwD907bYHB6cEH0Io1v4Z+HbvULF7aztNPRn8torXTLIqcI7bj5kDHPQYzjgcZ5oA7Hy9R/5+rX/AMBm/wDi6qSR6h/a9t/pVr/qJf8Al2b+9H/t1i/8Kz8M/wBj/Yv7NsftH/P/AP2XZ+d97PTyfL6fL9zp781nWXwv0PTvEdtceZNL+4lzGtvbW6HBUAnyIoySNx5zmgDtvL1H/n6tf/AZv/i6qRx6h/a9z/pVr/qIv+XZv70n+3XNah8LrS8uZJbXxN4l05HIIgs7/ai4GO6lj3PLHrTU+H6x+ZaW/iXxEl1HBEReSapM7Md0nVdwUjjpjH50Adl5eo/8/Vr/AOAzf/F1n2VlczWp8ySxfbdSyLutCcMJWww+fr71j2HgvWLe4L3HjLVJYSuCiZBz2OXZ8flWRF4M8bSrcCz+JVzb2puJhHHJpcUjqPMbq+Rk++B9BQB29xps93LBLcPZSPbv5kTNatlG9R+8qroGn3VlodpHBcwBGjVyGikfkgE8mQ/l0rEl8FeIxZwC28f6r9sUDznubeOSJ+OdqLsZeeRl2wOOetReHfCXiJba3l1Hxrdz2rW67Iba3ELISBj5mZwQBkYwO3PYgGtfaPqsGmuy69KY4IbgvE8IcTh1OA5Ylvl/h2ke+a057LVpbu3mTWEhji3b4I7VSk2RgbixLDb1G0rz1yOK4/V/CHi0W1/JF47kFqEkZYpLEs2zBwpYSgE44zgfQdK0Lzwh4ke3tVsvG13DOqYuXmthKsjYHKKHUoM54JbqOeOQDVey1a00mCC41dL2VZ4t1xPaBXfMqkZCMq8dOAOnrzU9rY67ax20Ta3b3apu86W5sf3sufu4Mboi46fcOQB35POx+E9dgtmOreMb28zPAIxbQiDb+8Gc7mfPUY6Yx3zwxfB3jHy2STx0kobudPlUj6FbgUAdHdQa22owmPUbBIzE4UGxcsJMfeJ83BHT5cfjVlYNZFnsOoWJufLx5v2J9m/HXb5ucZ7Z/Gua1jwfqMlzZjSvEt9bH5/MN3LNPngYxtlTHf1zkdMczaZ4N1KLzf7W8T311nHl/ZJZ7fb1zndM+e3TGMHrngA1ooNbGqIZdQ090FqA4SxdSZN3LA+ccL/s8n3qaeLXt0n2e803Hl/IJLV+H9yJOlcjB4K8RLqsX2jxhJJEADIscVyjMm7kBjcnBx3wcehq9qXgvWJbhW0vxVd20GwBkumnnYtk8hlnQAYxxjseeeADo9JW5Vr4XckTzeeu4xIUX/VR9AST+taNc/4U0290q1v7bUNQF/OLrd54V1yDFHgYeRz+uPaugoAKKKKACiiigAooooAKKKKACiiigCC7tIr61e3nBMb4yAcdDn+lUrPw3oun6zdaxZ6XaW+oXSbJ7iKIK0g3FjnHcsck9WwM52jE+sJcyaNeJZzyQXBhby5Y1DMpx2BBGfTg1ztrc6gnivTUH9pypLBtu1lR1hiHlBg6nbsPzgg879z/AN0YoAsaJZWlzr/ix57aGVhqkYDPGGOPsVtxzW5/ZWnf8+Fr/wB+V/wrCs5/7M8Qa6hudOd72+jnSNroo6fuLeIKw2EbiyqcZ6OvrWy11eJIkbw2SvIcIpuiCxxngbOeAaAINL0vTzpFl/oFr/qE/wCWK/3R7VPcaVp32eX/AEC1+4f+WK+n0qtp1xdpAtiqWMk9pGkcypdMdp2jr+7/ABqI66lwI4IrjSmluUPkqL/Jk4Y5Hyc8I/8A3yfQ0AaX9lad/wA+Fr/35X/Cqmo6Xp/2VP8AQLX/AF8P/LFf+ei+1TwXl3cxLLBFZSxuoZWS6JBBGQfuUy7XU54VRba0BEsb83LdFcMf+WftQBP/AGVp3/Pha/8Aflf8KqXml6f9qsP9Atf9ef8Aliv/ADzf2q35mo/8+tr/AOBLf/EVBOupyzWzi2tAIpS5zctyNjL/AM8/9oUAT/2Vp3/Pha/9+V/wqv8A2Vp39o/8eFr/AKr/AJ4r6/SrHmaj/wA+tr/4Et/8RUX/ABMvtfm/ZbTbs2/8fLZzn/rnQBL/AGVp3/Pha/8Aflf8KqWel6f9qv8A/QLX/Xj/AJYr/wA809qt+ZqP/Pra/wDgS3/xFQQLqcU1y5trQiWUOMXLcDYq/wDPP/ZNAE/9lad/z4Wv/flf8Kqadpen/ZX/ANAtf9fN/wAsV/56N7Vb8zUf+fW1/wDAlv8A4ioLRdTghZGtrQkyyPxct0Zyw/5Z+9AE/wDZWnf8+Fr/AN+V/wAKqaXpennSLL/QLX/UJ/yxX+6PakttaN5OYLZtOlmALbFvCWIBAJA2cjJHPTmpLX+0bPToIpbezHkxKrN9qbHA5P8Aq+nFADNU0vTxpF7/AKBa/wCof/liv90+1W/7K07/AJ8LX/vyv+FYV94nsZ7SW0/tPQkmntpXRX1MAlAG3PjbnaNr5PbafQ1fXXUcKUn0tg8cUqlb/IZJG2xsPk5DHgHuelAFDxbp9lBpFrJFaW8bjVdOwyRgEf6ZD3xXUVzmqpda9Y21vA2ngfa7O73i6LZjjnjlyBs5yqHHatuZ7xby2WGCB7Vt32iR5irx8fLtUKQ+T1yy4689KAMDWfAmk6wjt5+pWV2ZfOivLO9kSWBzu3eXklUDB3DADB3dMgEXbLRdMtbkWUVlCbe0sbeCBXXeUjUyBVy2ScAdzXA6q/jka1qjajaaqNEudQtkEmnYZrezjmlz5SwzecWkBh3uF3BWkG3CKD1Wk6zd2ul6Zc6xLbR31xpVs90LuQwOkoR2feoTCc7uOPusMcUAdH/ZWnf8+Fr/AN+V/wAKqadpen/ZX/0C1/183/LFf+eje1TTXl1bqrTRWUYZlRS12RkkgAD5OpJA/GoLOa9hkkszFZNcBnmKLdNkI7sVJ/d/UfgaALn9lad/z4Wv/flf8KqaXpennSLL/QLX/UJ/yxX+6PaozryiVYjJp3mNK0Kr9sOS4YKVxs6gso/EetS6fJfR2UFuIrJ3hjEbbbpuq/Kf+WfqKAE1TS9PGkXv+gWv+of/AJYr/dPtVv8AsrTv+fC1/wC/K/4VBerqdzY3EC21oGkiZATctgEjH/POp/M1H/n1tf8AwJb/AOIoAqajpen/AGVP9Atf9fD/AMsV/wCei+1W/wCytO/58LX/AL8r/hUF2upzwqi21oCJY35uW6K4Y/8ALP2qfzNR/wCfW1/8CW/+IoArzaVp32y2/wBAtf4v+WK+n0qx/ZWnf8+Fr/35X/CopP7Sa4hkFraYTOf9JbuP+udS+ZqP/Pra/wDgS3/xFAFSPS9P/te5/wBAtf8AURf8sV/vSe1W/wCytO/58LX/AL8r/hUCLqa30s/2a02vEiAfaWzlSxP/ACz/ANoVP5mo/wDPra/+BLf/ABFAFSz0vT/tV/8A6Ba/68f8sV/55p7Vb/srTv8Anwtf+/K/4VBAupxTXLm2tCJZQ4xctwNir/zz/wBk1EmtGS6+zIbAzbzGE+1tlmGcgfJyRtbOOmD6UALp2l6f9lf/AEC1/wBfN/yxX/no3tVv+ytO/wCfC1/78r/hUFoupwQsjW1oSZZH4uW6M5Yf8s/es248YabZjN3qeh2wLtGPP1MR5ZQCQNyjOAyn6MPWgC9pel6edIsv9Atf9Qn/ACxX+6PapLvTbBLZnSytlZSCGESgg5HPSsyx8Q28OjWji90eSAWjyiePUN0bRw4WRwwTBCkjPpWg93cXSmFVshuIyRcsSBuweNnPIP5UAatYU+gaTYSXd5aadbwT6hPbi7aNAonxNnLAcFsyNk4yc8k4GN2uS0ew1MXGpg280Nsz28kCXUxJ3q5MgzufOcKd/fdjA28gHRf2Vp3/AD4Wv/flf8KqXml6f9qsP9Atf9ef+WK/8839qW11Zr13S0fTLhkZlZYr7eVK4yDhOCNwz9R60sx1Ca6twsNlvgfzXT7U2dpV1HGz1J/I0AWf7K07/nwtf+/K/wCFVJNL0/8Ate2/0C1/1Ev/ACxX+9H7UkGtC6sWvrebS5rRSVM8d/ujBBwRuCY4PFRm/kfVAyyaYWt1MMsf247kaRk2gjZxkjAz1JFAGh/ZWnf8+Fr/AN+V/wAKqR6Xp/8Aa9z/AKBa/wCoi/5Yr/ek9qt+ZqP/AD62v/gS3/xFQIuprfSz/ZrTa8SIB9pbOVLE/wDLP/aFAE/9lad/z4Wv/flf8Kqadpen/ZX/ANAtf9fN/wAsV/56N7Vb8zUf+fW1/wDAlv8A4ioLRdTghZGtrQkyyPxct0Zyw/5Z+9AE/wDZWnf8+Fr/AN+V/wAKqaXpennSLL/QLX/UJ/yxX+6Parfmaj/z62v/AIEt/wDEVBZLqdtY28DW1oWjiVCRctgkDH/POgCPVNL08aRe/wCgWv8AqH/5Yr/dPtVv+ytO/wCfC1/78r/hUF6up3NjcQLbWgaSJkBNy2ASMf8APOp/M1H/AJ9bX/wJb/4igCpqOl6f9lT/AEC1/wBfD/yxX/novtVv+ytO/wCfC1/78r/hUF2upzwqi21oCJY35uW6K4Y/8s/am3GqSWk8MFydNhlnJEMcl7taQjGdoKc9R09RQAs2lad9stv9Atf4v+WK+n0qx/ZWnf8APha/9+V/wqBm1GWWCZLezZACci6bkEcY/d1Hc6wbOV4rqTS4JEha4dJb7aViX7zkFOFHc9BQA/8AsrTv7R/48LX/AFX/ADxX1+lWP7K07/nwtf8Avyv+FZUGuR3VzNPb3ejTJBDG0pj1EN5ayDcjNhOAy8gnqOlXf7TlLyJnTt8brG6/bTlWYgBT8nBJIAHuKAJNNght59QSCKOJPtAO1FCjPlR+lX6qWUVwj3UlwkSNLKHURuXGNirySBzlTVugAooooAKKKKACiiigAooooAKKKKACiiigDnNS8H2+o39xe/b7q3mmaNw0KRZRkMZUjKHdgxAjduxk+2MPwD8MI/BMK+bq8uozxzb4naAII02uNgBLEDdI7cEcnp1z39FAGfa6RDaareagkjGS62712ooGO+QoLH3YnHbFYFn8ONEs57SUNcS/ZZDIiSFWU5iaMqQV+7mSR8DHzuT3xXX0UAY+geHbfw9FNHBPLN5m0b5VTcAq7VGVAyAAB+Z6kk7FFFABRRRQAUUUUAFFFFABRRRQBxOrfDi11CGXyr3ErshCXVsk0BUTxzMrRrs3bjGAx3AkHnNL4D8BzeDft7XGrJqE94iLJcC18qSRhJM5kkYu3mOTNjJxwijmu1ooA8+1H4Ytd6xaXsGteWlvPDebJbQOz3ET3EiMSrIoQvcEsoUE7eGUkmtC1+Henxf2TJPd3Es+n2NpZZXCpKtuWZSV56uwbGeCi++exooA5238G6daXWmzQM6rYIqpGY4yrlV2hz8ud2M8jHXpwMdFRRQAVh634Ws9dnaW4nuIy1u1swi2cowYEZKkj72cA4OBkEDFblFAHnugfCqz0fxJrus3GoG6k1O9S7iUWyobfbP523cS2cnaCQF4B9Rjsm0e3bXl1jcwuBD5GAiAFck8tt3nqeN23vjPNaFFAHMy+BdInvXuZTPIXm85o3KlCxlMjcFejfIp9VjQdsm9pnhux0rVLm/ti2+dBGEKIFiQHIVMKCBknqT27AY2KKACiiigAooooAKKKKACiiigArk9Z8BWWrW2poLyeKW9SbDFEZY3kikjLEBQWwJT1bPAAIFdZRQBwfhD4aw+EvEt1q0F1aMlwk2YYbEQlWlMLMoYOf3StEdiY+UORubqWeKPhhH4kS6T+2JYVvI51uC9ujsS5gZCpXaBta2jzkMWXIyDhh39FAHIx+A7a40+1h1W7e4uIZruYyW6eSjG4mMrjYSx287cFjkdfa5J4L0l7hJkQxMJ1uJPLSMec6s7qXypzhnz9QPfPRUUAFFFFAHn3iH4Wwa5od1py6rJC80QhSR4BIIl8yKQkLkYJ8oAhSq85wO+74V8IxeGbcZvJLy8e3SK5u5UHmTuHdzIScnJMh6k8AeldJRQBh23hi1h8PPos0jTWkm0MhAVQg2jYqjhVIXoO5OMdKy4Ph9ZQm6ka9uZbi5MLySyYO50YMWK/dbcwyQRjk4rsKKAKGi6XHo2j22nRsGWBdu4Lt3ckk49TnJq/RRQAUUUUAFFFFABRRRQAVj614fi1q5tZZLiSIQHlUA+cblYqfY7MEHIIPTOCNiigDx+7+Ct687yW3iQIZbuOYuYHUxeWk4hdcSbi8fmxqgVo0CpyrYwe28Y+DB4sWDdepF5EkUqRT2yzQuUfcVdcqWVhwRuHQYx8wbqqKAPPNI+FcGn3kj3V9BdQSaclhIq2flySKsdtGdz7zlf9FyFxx5rcmteHwHZw286te3Ms00iTPNJg7pFKszFfutuZMkEY5OK6yigChoulpo2j22nRsHSBdoYJt3c5JI9STk1foooAKKKKACiiigAooooAKKKKACiiigAJwMnpUVvcwXcKzW08c0TZw8bhlP4isXVtBubzWY9UivXdYrG4t/7Pk2iGdpChAY7SQvyYPU8jGOQeTufAXiHVG0Se61GythYatDqdxaRxl1uJVZcssnHlqqblRAp6fMxJyAD0uiqwWeQsyz7BuIC7AcYOKXybj/n6/8AIYoAsUVQsjd3NhbzvcgPJErsBGMZIBovTd21hcTpcgvHEzqDGMZAJoAv0VX8m4/5+v8AyGKguzdwQq6XIJMsacxjozhT+hoAv0VX8m4/5+v/ACGKgnN3FNaotyMSylGzGOmxm4/FRQBfoqv5Nx/z9f8AkMVFi6+1+V9qG3y93+rGc5oAu0VX8m4/5+v/ACGKjSO7aSQG6G1SAMRjPTP9aALlFV/JuP8An6/8hioLQ3c8LO9yARLInEY6K5UfoKAL9FV/JuP+fr/yGKgsjd3NhbzvcgPJErsBGMZIBoAv0VQvTd21hcTpcgvHEzqDGMZAJqfybj/n6/8AIYoAsUVRuTc20aSC4DZljQgoOQzhT+hqp4q1FNL8PT3b3U9sFZAHt1RpGJYAKu8FRnpuPABJyMZABs0V5j4s8V6xpfh7Tbm08RadbyWtlLc3txJGkyXVzHHE6WmcqFMqyMw2gMQuVAGa9Bkku5L+SCCWCNEiR/niLkliw7MP7tAF2iqnl6j/AM/Vr/4DN/8AF1BA2pyzXKG5tAIpQgxbNyNit/z0/wBo0AaVFVPL1H/n6tf/AAGb/wCLqK2/tKa3WRrq0yc9LZvX/rpQBoUVm3ranbWNxOtzaFo4mcA2zYJAz/z0qfy9R/5+rX/wGb/4ugC3RWbdtqcEKutzaEmWNObZujOFP/LT3qfy9R/5+rX/AMBm/wDi6ALdFZs7anFNbILm0IllKHNs3A2M3/PT/ZFT+XqP/P1a/wDgM3/xdAFuis121Nb6KD7TabXidyfszZypUD/lp/tGp/L1H/n6tf8AwGb/AOLoAt0Vmo2ptfSwfabTakSOD9mbOWLA/wDLT/ZFT+XqP/P1a/8AgM3/AMXQBborNtG1OeFna5tARLInFs3RXKj/AJae1T+XqP8Az9Wv/gM3/wAXQBborNsm1O5sbedrm0DSRK5AtmwCRn/npS3balbWU84ubRjFGzgG3bnAz/foA0aKwtT1W9t/EFjYWj2riba0kBjZpNmSHcsGCoAMYyDuOQMYzWRB4r1JfiLcaNdnTRpb3BsrNI932tpltY7lnYE7TEFYrkDIZkGOc0AdpRWdavqNzZwXH2i1XzY1fb9nY4yM4+/TpzqMMLSfabU47fZ2/wDi6AL9FVPL1H/n6tf/AAGb/wCLprLqKsg+02vzHH/Hs3oT/f8AagC7RVTy9R/5+rX/AMBm/wDi6hZ9RW8jt/tFr88bvu+ztxtKjH3/APa/SgDRoqp5eo/8/Vr/AOAzf/F1Cr6i15Jb/aLX5I0fd9nbncWGPv8A+z+tAGjRVTy9R/5+rX/wGb/4uo4jqMu//SbUbXK/8e7c4/4HQBfoqp5eo/8AP1a/+Azf/F1DavqNzZwXH2i1XzY1fb9nY4yM4+/QBo0VnXT6jbWc9x9otW8qNn2/Z2GcDOPv1N5eo/8AP1a/+Azf/F0AW6Kzrl9Rt4lf7RatmREx9nYfeYLn7/vU3l6j/wA/Vr/4DN/8XQBborOmfUYpbdPtFqfOkKZ+ztx8rNn7/wDs/rU3l6j/AM/Vr/4DN/8AF0AW6KpxS3Md4kE7xSCSNnBjjKY2lR3Y5+9+lXKACiiigAooooAKKKKACiiigAooooAzLzXbW01SLSxukv5reW4ihUgbwhQFck4BJcYz7+lY3/CX3iR20s2kJ5L34sZporreilnVFZDsG8bm5yFA2MAScBuju9Ptb5XFxCrM0LweYCVdY3xvVXGGXO1ehHKg9hWVaeDdFsobWGGK7MVqwaFJL+eRVwVIXDOcqCikKcgHOAMnIBpDULKAtHLd28bh2yryAEcntmmT67pFrC01xqtjFEvLPJcIoH1JNcnrHiDXrq4udP0eKLRrOGdoZ9c1VQqBi2MQRkjzDk4DHC5BHNSXngfTDNYXOr2N/wCKrwSiHzL6ZHjgVsb5PKJWML8oztUseOtAFnS/H/hBdJtg3ibSUMUKBg92inIUZxk8/hWXd/F3wTfWVxb2mrSTSSxvGpSyn25werFMAe9dL4XsvJ0W3E2mWFmVRViFq28NGFG1m+RdrdflGQPU1NqkmpfYJlNpaeQ0VwJ3+0tuRQD5ZVfLwxYY3AldvYv3AMW5+J/hm3lWNJby4LDOYLKVse33RVK++KHhyTT2fbqodJo2ETaXOGfDqcA7NuT0GSOa7W4e+W7tltoLd7Zt32h5JmV04+XYoUhsnrkrj36VSaa9m0aCXULSO1uzPFvgin81V/fLjDlVzkYPQdaAOeh+K/hiR41na/tN5UZuLKRQpOOGODjr16CodT+K/ge21K0gk8QQb4pDI+yORwq+W46hSM5I46811dpqF/cCzMujXFqJt/nCWaItb4zt3bWIbd/sk4zzUOrm9bUNOihs7Wa3LuxeacqRIIn2rt2HIPc549DQAtl4q8P6hZ/a7XWbGSD+/wCeox9cninjVtNOoZGoWh/c/wDPZfX61mz+CtD1Sy8zUvDWiDUXj+dkgDhX9n2qxGfpXPad8MYNH1u2k0bUZNHi8pmu47BpgJnOQCoklZFAyOCrdO3YA7z+1dO/5/7X/v8AL/jVS01XT/tN/m/tf9eMfvl/55p71yM8PxI0bWJVt7xdZ0tkPkvJawSTKc/xjzLYDjjILZweBni153je3t57mFrK5nknTzLWLSh5kZMSE5LXypxwDhm56ZHQA6/+1dO/5/7X/v8AL/jVTTtU0/7K/wDp9r/r5v8Alsv/AD0b3rE02Tx1qBc3E1lpnlkEC60lW83IPA8u+fpwecdsZ5rEtJviv5cn2SHwyyNcSn/SY5U2/O2fuSN3zxz160Aeg/2rp3/P/a/9/l/xqppeqaeNIsv9Ptf9Qn/LZf7o96w9WsPiJNFBHp2veH4yWzNJ/ZsiMg/2Q0sgb8cdOtUtC8I+IrnSx/bXjTUZopYI/IiskjtvKGOcuqhm/h6bcc9c5oA2PEnjHw7pun3Nvcatbm4kgfbDCTLIRtPOxMnHvjFZN58W9Cs7xLYafrM7PH5oMNnkhc4yUJDjJ9V9agX4V6Jpej37SXep3UjKZyWumiUyKCQxWPaHOe77j71311aQXsIiuYhJGGV9p6ZU5B/AgUAcjF8QfD+rrb2wmubK6luYVjgv7Z7dnPmrgKWAVicdASa7Ssq502xs4ZZLa0ghe5vIZp2jjAMj+YnzN6ngc1q0AV7qws77yPtlpBceRKs8PnRh/LkX7rrnowycEcioVljTWbhXkVSbeI4Jx/FJV6uW1nSLLVvEhWO9FnrcFmklpNGQXCb3DbkP348lcqeORyDg0AdL58P/AD1j/wC+hVSzuIftWofvY/8Aj4H8Q/55JVa3ulstPsv+EgOm2l9PJ5GI5P3cknOAhYA5YDO3qOnPU2bO3h+1ah+6j/4+B/CP+eSUAW/Ph/56x/8AfQqvY3EJs48TR9/4h6mrHkQ/88o/++RVext4RZx4hj7/AMI9TQAzVbiH+x7397H/AMe8n8Q/umrfnw/89Y/++hVTVbeH+x7391H/AMe8n8I/umrfkQ/88o/++RQBU1K4h+yp+9j/AOPiH+If89Vq358P/PWP/voVkeIL/R9Ls0bULuxtF86Fs3EiRjHmLzzj0NPtda0TUNKuNS02aHULWAsHayTzyWABKqEBLHBHAz1oAs3lxD9q0/8Aex/8fB/iH/PJ6t+fD/z1j/76FcxHrY1HVNLij8NarDE8u83FzbxxImYn4IZg+evAX+lXNQn1yO/eHTfDthcW6hStxc3/AJIYkcjasTnigDQkuIf7Ytv3sf8Ax7y/xD+9HVvz4f8AnrH/AN9Cubu5L6OO1eddFsNUMUgIkkaWBR5seeSEYkoDjgc+oFZtp4lsLS+H9s+NfCkq4x9mtYlickjjlpnPp2oA6uO4h/ti5/ex/wDHvF/EP70lW/Ph/wCesf8A30K84urrSL/xJczwa54iuUeGPZbaZZkxgEtxvSHIHHUv3bn007lLzVNIFhF4TuGtk/5a6tqSwbgM8lojI5+hAoA6nTbiH7K/72P/AI+Jv4h/z1aqV34z8NWNw1tPrtgLlTg26Tq8ufTYuWz+FcR4Y0uVpbe60pvD1m96JxHcWujT3O6ISt8vnl1UDgYDDkgcHpW5N4b1C2mkRdT1aQtG87Lp1pZW8cj8nblk3bmPq3cZI60Aaya21poGlyWWnXOovNBHhIHiTYNoOWMjrgfmfaoJ9Sv7nQtVGrR2elCS3dLfyb0SyglWBJygUHpgDdWXpXg2xvfDVteT2mrPeG2BS0vdXlRCwHygiJ2QKcA5AOARkZ4qZvBWk2trPcyeGdBhYWLM0iQiWVZ8HO12UEqB0PBPoKAOtl02xnvI7yayt5LqIARzPEpdMHIwxGR1P51UsvDei6bqkmp2Ol2lteSW8dq0sMQU+Un3UGOAAMDjsqg8KuNSg9OOtAFTSv8AkD2X/XvH/wCgin33/HnJ+H8xXmun+LTpdraW+v8Aw/vbaPYqC7s4FuYNoAAdmAG0Hrjk1uXninwA8DRjVdAywBBMkQHXoT0B9jzQB21Ryffh/wB//wBlNY1re+FL3TrjULSfR7iyts+dcRNG8ceBk7mHAwCDWYPE/gG4u7SCDVdBmmlmEcccckTMzMCAMD1JAoA7Cqkn/IYtv+veX/0KOsTUdb8FaRdta6je6LaXAj83y52jQleeRnr0PSns3h52t9UVdOOnizmmNxsTYEBjJYnsMUAdHVSP/kMXP/XvF/6FJUFtBol4iPaw6fOrxrKhjVGDIwyrDHUEdD3qOPS9P/te5/0C1/1EX/LFf70ntQBrVXtf+W//AF1amf2Vp3/Pha/9+V/wqvaaVp37/wD0C1/1rf8ALFf8KANOqmlf8gey/wCveP8A9BFH9lad/wA+Fr/35X/Cqml6Xp50iy/0C1/1Cf8ALFf7o9qALeq/8ge9/wCveT/0E1brJ1TS9PGkXv8AoFr/AKh/+WK/3T7Vb/srTv8Anwtf+/K/4UAGpf8AHqn/AF8Q/wDo1at1k6jpen/ZU/0C1/18P/LFf+ei+1W/7K07/nwtf+/K/wCFABef8fWn/wDXwf8A0U9W6ybzS9P+1WH+gWv+vP8AyxX/AJ5v7Vb/ALK07/nwtf8Avyv+FABJ/wAhi2/695f/AEKOrdZyWttbavB9ngii3QS7vLQLnDR9cVo0AFFFFABRRRQAUUUUAFFFFABRRRQBh6surjVEkhlYaStjceekCZmMuY9hTuWwJMY4z1ByMcpZHUpTpAKa/A0t35riRrl0s0DRnynJ+aUtjbuf5FzIR0APaXev6bZ6mmmSXKNqEsDzxWqsPMkVNuQMnGTuGASM8+hxStPFcNxNawSWN3FPPeSWZG0Okbohc5cHbjjHBzuBGPlOACxHpoiu7u4h0+1ke4lDvJNO2WKkheCpC45xj69Sau+ZqP8Az62v/gS3/wARU8P3D/vt/wChGpKAMnS5NQ/siy/0W1/1Cf8ALy390f7FGqSah/ZF7/otr/qH/wCXlv7p/wBirelf8gey/wCveP8A9BFGq/8AIHvf+veT/wBBNAB5mo/8+tr/AOBLf/EVU1GTUPsqf6La/wCvh/5eW/56L/sVrVU1L/j1T/r4h/8ARq0AHmaj/wA+tr/4Et/8RVS8k1D7VYf6La/68/8ALy3/ADzf/YrWqpef8fWn/wDXwf8A0U9AB5mo/wDPra/+BLf/ABFV/M1H+0f+PW1/1X/Py3r/ANc606r/APMR/wC2X9aAGeZqP/Pra/8AgS3/AMRVSzk1D7Vf/wCi2v8Arx/y8t/zzT/YrWqpZ/8AH1qH/XwP/RSUAHmaj/z62v8A4Et/8RVTTpNQ+yv/AKLa/wCvm/5eW/56N/sVrVU03/j1f/r4m/8ARrUAHmaj/wA+tr/4Et/8RVTS5NQ/siy/0W1/1Cf8vLf3R/sVrVU0r/kD2X/XvH/6CKAKmqSah/ZF7/otr/qH/wCXlv7p/wBirfmaj/z62v8A4Et/8RRqv/IHvf8Ar3k/9BNW6AMu+e9MMQkt7dU+0Q5KzsxH7xe2wfzpfEV1d2PhvUruwaJbqC2eWMzKWUFQTyARnpVjUv8Aj1T/AK+If/Rq1bIyMHpQBxPiLxRPY6XYXNvfwKUXfexpKgmciNH8pFZWBkIcEJwTlcEZzVnxNpV3qOpGfS2todVsYop7SeaQqFOZAUYAHMbjKsOOxHIBHWFVOMgHHI46VmyWFneavefabSCffZpC3mxht0bNJuQ5HKnuOhoAxLq48Sapp8tnqXgzTJ4JhtkhfVQ6MPfMNZOhReI/D7362fhua6DzKpjn8QNL5ahAQF8xcAAHGRzjAOcV3f8AZ9mNN/s5baJLLyvJECKFQJjG0AdBjjArO0jRrCx1TUbm2hMcrOkX+sYgIsUQACk4HCjoO1AHIppGqowLeGdekwQQH8XTEce3m4P41YmudcvrKK4vvCpt0tlkxI3iA264LDJPl8H7o5bpzjqa7OfSNPupbiS4s4ZWuIvJm8xd2+P+6QeopLO0tm0iK0a3ia2C7REUBTAPAx0wMCgDh45NVisdZsLDTNBEggJvYv8AhIp7iWNWQlSQYSVyCSORmqN1p2o2jzXRsPD0V5YGJpXS1vrxlcn5SoUAt+Gcd69H1ONE0i+Koqk275IGM/Kau0Aeda3pfi0JHfX1zo004mhiV7LTW81QZVwAXL8A8+lXotH8VXc1xHN4g1WFY22hkNrGj8dU/wBGZsfWus1L/j1T/r4h/wDRq1boA84u/D2sT3tqbj+2ZAL0xAPr7RB08tv3g8lRjGOBwTk561pzeCoQIxHpcF0DIPNGoavdT/J3xvB59O3WupvP+PrT/wDr4P8A6KerdAHCad4NtbDVh5vhrwuWcTNEba1EW2PdHtVsq25hz83A56Ctm10bULbyv35by52mAW4WMMD0jISEAqO3f1JrXk/5DFt/17y/+hR1boAwHtbi58Q/apbG2aa2gQxN9rcbcmQHjZg8etW7Czk0uzjs9P0rTrS1jzshglKIuTk4AjxyST+NWY/+Qxc/9e8X/oUlW6AMnTpNQ+yv/otr/r5v+Xlv+ejf7FW/M1H/AJ9bX/wJb/4ijTf+PV/+vib/ANGtVugDJ0uTUP7Isv8ARbX/AFCf8vLf3R/sUanJqH9k3m62tgPIfJFwx/hP+xVvSv8AkD2X/XvH/wCgijVf+QPe/wDXvJ/6CaAKmo3d7b67o0MUkQs7mWSOZShLsREzLg5wANvPHPHI74ukeI5b7xteWY1G1urGWPfZx2syOUQRxNucBd2G35VgxBDDgcE9hgHHHSkwMk4GT1NAHP6JpSxaVo0jy6nLJaw7lL3jYfeozvUMFcDsGB29sU3xH4b0XXIvP1PRIruWMYRpFUkZIB79fftWxpX/ACB7L/r3j/8AQRT77/jzk/D+YoAwP+EF8J+THE3hTT3SMYTzLaNyPxOTTD4G8IxvGF8H6T8zYObGE9j611VRyffh/wB//wBlNAHOv4G8JsOPCWmRn+9FaRRsPxXBrLuPAGi/ao7K2j1a0t5IZWaKHUZNmd0Z+4zlevPTqBXdVUk/5DFt/wBe8v8A6FHQBwWnfDS88P6kuoaH4m1fz1QRhNTK3UewZ+XarJxzxzwcVnalovxLTW9Um0nUNMM15FCZpS0qeWAWA8qNmdFOFOc5698mvWaqR/8AIYuf+veL/wBCkoA4288WeMLHQo9/gu8fVF2iR0eOWBufmKhJC/PYEcZ68c0dG+LFm1/cW2uaJqWhI87eTNfoI0I25JbdjbyMd+3Tt6XVe1/5b/8AXVqAOD/4Xd4HW9ltHv5xIkhjBSBpVk91KbgRWxZ+OPD1n4f0m4uNShjiuIo0jLOM7tmdpGcqeOhwc8da6iSCGYESxI4Iwdyg5FYtn4d0O80qya60bT52+zoMy2qMfu+49z+dAEI8U6Prul6nHpV9BeSQ27+akMqMycEfMM5HQ9al/wCE18N5UDW9NZmlEAC3sTEyE4C4DdeelU9S8DeEo9Nupo/DGjxyJC7K8dlGpU7TyCBUs3w+8KzqFfR4guc4R3QE++CM9KALPiHXtN0q3t11G8trMyzRtGLi4jj3hZELEbmGQByfSqB+JPhZoZXg1OKdkB8tI3XM554iycSHjHy5x3xVbVvh14bmNrczQX08sE8YjM+p3MoUM6BgA0hABwPyHpXTabomlaMhTTNNtLNW+99nh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wZJ/tCXk+Ywz970ouK+p9qUV8y/EbxT4hsbSVrTXtUtyNUaMGK8kT5fIiO3g9MknHqTXni+O/F+G/4qvXOn/QRl9R/tVTVnb0/FXKas7H27RXyz458WeI7R9Q+zeINVh2Xduq+XeSLgGAkgYPQnmuDbxt4sY5bxPrRPqb+X/wCKrlx2I+qx5rX28t1cpRu7H//Z)
2707 Black Lake Place, Philadelphia, PA 19154
TEL 215-464-4000 · · · · FAX 215-464-4001
CHARACTERISTIC TYPICAL MIN/MAX
Ta= 25 ºC Ta = -55 ºC to +85 ºC
Frequency
Typical Intermodulation Performance at 25 º C
Second Order Harmonic Intercept Point .......... + (T yp.)
Second Order Two Tone Intercept Point .......... + (T yp.)
Third Order Two Tone Intercept Point .............. + (Typ.)
Legend + 25 ºC + 85 ºC - - - - - - -55 ºC
Power Vdc
mA
RF AMPLIFIER
MODEL
A vailable as: TM5155, 4 Pin TO-8 (T4)
TN5155, 4 Pin Surface Mount (SM3)
FP5155, 4 Pin Flatpack (FP4)
BX5155, Connectorized Housing (H1)
Features
■ ■
■ ■
■ High 3rd Order Intercept: +37 dBm Typical
■■
■■
■Medium Gain: 15 dB Typical
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■ Operating Temp. - 55 ºC to +85 ºC
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■Environmental Screening Available
Note: Care should always be taken to effectively ground the case of each unit.
Noise figure (dB)
VSWR In
Out
Reverse
Isolation (dB)
Power @ 1 dB
Comp. (dBm)
Gain (dB)
Specifications
Typical Performance Data
Maximum Ratings
Ambient Operating Temperature.............-55ºC to + 100 ºC
Storage Temperature .............................-62ºC to + 125 ºC
Case Temperature .............................................. + 125 ºC
DC Voltage .........................................................+ 17Volts
Continuous RF Input Power ............................... + 1 3 dB m
Short Term RF Input Power ............................ 50 Mi lli watts
.................................................................(1 Minute Max.)
Maximum Peak Power ...................................0.5 Watt
(3 µsec Max.)
Gain (dB) Reverse Isolation (dB) Noise Figure (dB)
1 dB Comp. (dBm) Input VSWR Output VSWR
3/13/03