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7mvKNYIP7Ktng5/dQf+lArrrNo4/wBoLUxfECaXRovsBfugb5wvvkE8e9AHT+HPGmkeJ57m1tGuLe/tgDPZXkDQzxg9CVbt7j1FY0vxa8NL5q2yalfSwu6zxWdm8rQhWKlnxwoyDjJ7VR1lo5Pj34aWyINzFp1yb/Z1EJB8sN/wP19RS/BqGNPD2tyKgDya5dF2xycEAUAdtoWu6d4k0eDVdKuBcWc4OxwCDkHBBB5BBqr4j8W6P4US0k1i5NvFdSGNJNpIBCljnHsK5b4NqE8MasigBE1q7VQOgG4cUz4nQxz+IfAccqB0OuISpGQcDNAGxpHxJ0LV9bh0gR6hZXdwpa2W+tHhFwAMkoT149cVPrvj7RtC1UaUyX1/qWzzGs9OtWnkRP7zBen481h/ElR/wk/gF8DeNaVQe+CvI/QVH8OGjTxn4+huSBqh1Yuwb75tyP3X4Yz+dAG/D470fUfCt/remSXFwtoCksCW7GeKTptaPGcgn8gfSsT4b+Ok1P4eDVNeubhJbNGkvL26hMcb7nfGxsYbAAGF6cCqWlGOX4ueOnsMG1XToUujH903AU4z7gZB981xd+Jn/Zl8OmNwtut6humK7lWPz5OWHcbtvFAHp9j8U/Dt7d2sTx6lZwXjhLW8vLJ4oJ2PQK5GOffFdtXkHjfSfEFz4JnXxH4z0OLRZvL/AHsemMf4gUKbWJznHQdM9q9XsEkj062SWUyyLEoeQqQXOBk4PIzQBzGo/EnQdP1m70YJf3eqWrqrWdnaNNK2VDZUDqACMn3rQ0nxloutaJearZzyGGyD/aopIyksBUZZWQ8g4Fcr4NezHxi8foxT7cTaFAfvGPyvmx7Z25/CswlJfHXxNlsSDaLpCR3LJ903Aib9QMg0AdXonxN8OeIdWh0/TXu5TLF5onNuwhXCbyrP0DAdR2PHWqsnxc8MI0kqLqc2nRv5cmpw2MjWqnOD+8A9e4FYml20sf7NRi09Csr6NK+EHJLBi/4nJrpvCtxog+E2mSs0H9krpSifONoUR4kDe+d2ffNAGtL4q0mLVtI043BaTV43kspUG6OUKu44YcZwQffNS6j4h0/S9Y0vSbh5De6mzrbRom7OwZYn0AHevHtN0zUG/Z+0DW4kY6loUx1O1DdTEsrEqf8AZMZJ+gFdZ4Qu4vGvxF1XxbCfM03T7aPTtPY9CzASSt9RkL9DQBreFta0TTvC+r6mdbvJ9Ptr6c3FzqBJMTAjKL32g4AA9eK434ifEyx1HwRPFpjavpt3NJC9pNPbyW32hPMXcY37jB9elc7KP+LWXUkwzYR+Mi99xkeR5gzn2yVrvfjfLYN8M2MrxNJJdW5tDkHLbwSV/wCAb/woA67xJ4u0jwrHb/2jLK09yxS2tbeIyzTEdQqDk/XpUXh3xrpPiS6uLK2F1a6hbqHlsr6BoJlU9G2t1HuPb1rgvEsOsSfHu0Ww1G0sLh9FxZS3lv5qMfMO9UGRh8ZOfTPrVyDS9Sj+LOh3Gu+KdOuNVgtZ9lnaWDxvLAVYHcwJAAbkZ7g4oA27v4reHbWa52Q6rdWdq5juL+2sJJLaJh97LgdvbNdjZ3lvqFlBe2kyzW06CSKRDkMpGQRXkOj6Trmn+H7m98A+I9L1bwwzzONN1W2KhBk+Ym7Ab1+9gc575PoPgHWrfxD4G0rVLXT49PhmjIFrGoCRlWKkKABxlSR7GgCbxJ4w0nwt9mjvnnlurpittaWsJlmmI67UHp61S0X4iaBrusxaPbNdxak6O72tzbNFJFtwSHB6HBBHrWGXS3/aCzflV8/Qgmns/QkSZdV/2up9cVDfT2Mv7Q2kpbtG13HpEq3OzqOSVDe+Mn6EUAdxoPiGw8SWU13pzu0UNw9u5dNp3ocH8K5rxD4n0LXPh1rGof2nqNjp8E32ea7tFKTxusqg7fqSB9CapfB+aKLwxrSySIhg1m783ccbOQefTiuCWaO5/Zx8VzxNujk1R3U+oNxERQB7FrvjHSPC9vYpeSXE9zdjba2tvC0s8+ByQo/nXH6b4vi8RfGXT4rC4vYrePSZRc2NwrxNHKHz88Z/iwRz6HrUtoUi+O1ub0gGXw4q2BfoSJMuF/2sZPrin3b2jftCWK25jN2uhyCfb2O/5d3vj9MUAbOp/EvQtP1S50+KLUtRmtDi7bT7N50tz6Ow4GO/XFZXxJ8SQ3/wX1PXPD+pOY5FhaG5tnZGH79ARkYIPUEdeork/hRZeL5/CUw0rX9MtHjvZheQXFiZJkm3cl23DJIx29u1UtUsobP4F+Njb61b6rHNqiyO9tbtFFHKZ4t6oG6jOMEcelAHqUlxY/8ACw9Jhk1PUFv2012SyUn7PImeXb/aHaqUvxa8NL5q2yalfSwu6zxWdm8rQhWKlnxwoyDjJ7VRu/8AkuXh3/sBS/8AoVL8GoY08Pa3IqAPJrl0XbHJwQBQB1+n+KtF1Pw0PEVtfxHSvLaRrh/lCBfvbgeQQR0rAtPit4bup7cOmpWtpdOI7e/urJ4raZj0AkIxz74ryu+jmHwL8QxwZW3j8RyCYKMhYhKvYds7a63xdpfiC58CXP8AbvjLQY/D80SZlj0xsbSQUKbWPfGMCgDvPEXjTSvDd3b2Nwl5d6hcIZIrKxt2nmZBwW2r0Ge5/pUvhvxbpXiqO5OnvMs9q4juba4iaKWFj0DKemcH8jXEahokl34m0ltA8Wix8X22ixxyrPaFo7u3yPmIYcZbJ7kegxmtLwTrepv401nQfEOl6VHrcNvFPLqGmrhblOFUPn5sgEYz2zwO4B3V9fWumWE99fTpb2sCF5ZZDgKB3rj7b4r+G557cSpqVnaXThLe/u7J4raYnptcjHPqcVT+NYY/D4swY2a31u14B/zx3jOfbO2rnxRn0z/hU+svM8DWsloBbkEFWc48vb684IxQBqeIPHeheGdSj0/U55UuZYPPijjiZzIN20KoHJYnt+NN8N+PNH8TahcadbLeWuo26eZJZ31u0MuzpuAPUcj8xXE6dbyn4peBxqCE3kPhndJvHKy4wx+vLVsakoX4+6IwADNokwY+oDnFAHY+JJHh8L6vLE7JIllMyspwVIQ4IPY15v4R+K2jab4H0kak+q3jw26Le3sdrJNHC57SSevI9a9G8Uf8ilrP/XjP/wCi2rjfCVtCnwAgiWNQj6PMzLjgllcn8yTQB1uq+LdD0XQItcvb+NbCYKYJEBYzbhlQgHLEj0rN0b4h6LrGrR6U0WoadfzKXgg1K0a3adR1KZ4P86810t0SP4OTagR/ZypOpZ/uicoBFn33Yx9DXXfFxo2HhKGAg6q2u27WgX74AzvP+793PbpQB2Ok+JdN1mLUpLaV1Gm3MlrdCVdpjdOW/DnrVXRvGuia94YuPEVlcMdOtxIZXdCpTYMtkfTmvMvHF5N4T8S+LdOtRhvFWnwmzUcA3BcQOB7lX3n6Vmarat4YuNd+G1gzINcuLAWOB0SQBJ2x6fuiD9aAPddJ1O31rSLTU7QSfZ7qJZYvMXaxUjIOPcc1wGn+PZ7j4w6jokqakbCOBIIIRZsFSXfhpGOPuHHDHjHSvRra3itLWG2gQJDCixoo7KBgD8q4HSCB8ePEQzydJtyB/wACoA09U+JWhabqlzp0UOpalcWn/H0NOs3nW3/32HA/pW/omuab4j0qHU9JukubSXO11yMEdQQeQR6GuI+CjRr4Mu4ZCBqcepXA1AH74m39W79MflR8LWjk1rxxNY4OlvrLfZyn3C+P3hXtjO3p7UAdrr/iHTPDGlPqWrXIgtlIUHBZnY9FUDkk+grzXxN4/g1jW/CNlYNqum3Ta5bma1u4JLZ5YDkZweGQn6+9a/xHZIvGHgGe8IGmpqbiVn+4JSg8on8QaZ8UXs/+Eh8BI5T7d/b0JjH8Xl5+f8M7P0oA6PxB460fw9qMWmSreXupSJ5i2Wn27TyhP7xVeg+tWdE8YaLr+mXV/aXRSOzLC7S4QxSWxAyRIrcrwDz04NeaaPbeI5/iz43j0vV7CwvjLCxW8tDM8kG35Ch3DCgEZ+oqzY6ZaxeJPGk3iTxPaXbSaUIdXhsbKSPyU24DkjcCwTd0yfyoA6WP4teG2aKSSLVbfT5nCRalPYSJauScDDkdD6kVo3c9gPiXpsD6nfpfNp8jR2SE/Z5E3cu3+0O1efXUfijwn4FS+i1LRPFng6G3jdbfULby5DANuwDqCR8uN2Tx0zxW6btL/wCM3he8ijaKO48PySrGwwVDHIB+maAN3U/iXoGm6pc6eE1C9kszi8ksbN5o7X/royjAx3xnFSR/Efw3N4X1LxHDdSS6Xp1x9mmlSInLZQZUdx8681hfBmaGHwXewXLompW2oXP9pBiAyy7ySzf8BxyfT2rz8yWcvwL+Ismn7fsL+IZGt9nTyzLb7ce2MUAeot8WPC6XsUTvfJaSy+THqTWji0d84wJMYPPfp3zjmu4rzj4s28MXwQ1GGONVjigthGoHCgSxgY/CvQbQk2cBJyTGufyoA8pvtHm8VfGfXNKuNd1qys7WwgmjjsL1ohuOAeOR39Kj8Q6fqPw01Pw/qGl+JtZ1C3vdSjsrjT9SuvPEivn5k4G0jH5kfQx3fhv/AIST46a/B/bOsaX5WmwP5ml3XkO/3Rhjg5HtXXaT8L9H07WbfV7zUNY1q9tTm3k1a8M/kn1UYAz9aAMvW73VvGfxBufB+m6nc6VpWlwJNqV1aNtmldwCsaN/CMHOfY0zU/AOteGY4tU8Eaxqk99DIpl0+/vfMhukJAYHdgKcc5z645pulXEPhn44+IbXUHWCPxBb29xZSSHCyNGNrID/AHsknHsPUV1njXxjZ+C9CbULhPtFw7rHbWavte4ckDavB6A56dqAON8b2t1rnxS8L6I+qapp1rdWM8kyWN2Ym3KCw5HB5GOlVPEmlX3w6vNEvtF8U63fTXWoRWr6XqN39oW4Ric7VwCCPX3/ADXxroth4q+LHg+w1yyJt7jTp3mtzKylWClsblIPB9PSqHj7wZ4a+HWiL4l8LyPpeuWs0f2VBcNL9oywVkKuTkbSTx6UAemeIvGmleG7u3sbhLy71C4QyRWVjbtPMyDgttXoM9z/AEqXw34t0rxVHcnT3mWe1cR3NtcRNFLCx6BlPTOD+Rrkdf0yXVvHFnd6D4iGjeME0pfOtJrcyRy25fODkY4cnkZPHQYzVnwTrepv401nQfEOl6VHrcNvFPLqGmrhblOFUPn5sgEYz2zwO4B6FRRRQB5/4t/5K98Ov+4n/wCk616BXn/i3/kr3w6/7if/AKTrXoFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTH60+o360ANooooAkT7tOpB0paACiiigAoopjP6UAOJAFRk5pCc0UAFFFKBmgBKKkCU0p6UANqRRgUwDmpaACiiigAooooAKKKKACiiigAooooAKKKKACvP/jb/AMkh13/t3/8ASiOvQK8/+Nv/ACSHXf8At3/9KI6APQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQkKpZiAAMkntQBnXWgaZe65p+tXFtv1DT1kW1m8xh5YddrfKDg5B7g0uuaFpviTSpdL1a2+0WcpUvHvZMlSGHKkHqB3rL8OePNC8V389po8txP5KljObd1icAhTtcjB5NdLQBna5oWm+JNJl0vVrb7RZTFS8W9kztIYcqQeoHehtC01/EKa81tnU0tjaLPvbiLdu27c7evOcZrRooA42++Ffg/UL+4u5dMkRrly9xHDdSxRysepZFYD9K6y0tLews4bS0gjgt4UCRxRrhUUdABXJ638UvCfh7WrjSNRvpo7232+bGlrI+3coYcqpHQir3hvx74Z8WzSwaNqiT3ES7nhZGjcD12sASOnI9aAHa/4H0DxLfQ32o2b/bYV2JcwTvDIF/u7kIJHJ6+po0rwL4a0TULfUNN0tLe7gjeNZkkfcysctvyfnJ9Wyat+IfFGi+FbJbvWtQitImO1A2WZz6KoyT+ArAsPix4Svr+Gze8ns5pzth+22zwrIfZmGPzIoA5nwZ8MdL1LTNSm8RaRcw3j6nc4PmyQNLCWBAbaRuU84zW18TvDbN8J7rQ/D+llgjQCG0tY8/KJVJwB+JP4mum8UeLtF8HWMN7rdy1vBNL5SMsTPlsE4woPYGte2uYby1hurdxJDMiyRuOjKRkH8jQBy9l8NPCWn6rFqNvpQ82FzJBG8zvFCxOcpGSVU59Bx2xW4dC01vES6+bb/iaLa/YxPvb/AFW7dt2529ec4z71StPGWh33iu78M214ZNVtE8yaIRthQNufmxg/eHGaoav8TPCeialNp95qbNc2/wDr1gt5JhD/AL5RSB9OtAGtZeF9F0/S7zTLewj+xXkkktxBIzSLIz/eJ3E9fTpWRpfwy8JaPqUF/a6YxmtjutxNcSSpAfVFZiAfw47Vuw6/pNxoY1uLULdtL8sy/at4CBR1JPbH865/T/in4O1PUILK31UrJcNsgaa3kiSU+iuygH8+aAJ9U+HPhjWNWl1S5sZEu5wBO9vcyw+cB/fCMAav6T4P8P6Dc3U+l6ZFatdxJFOsZYI6oMKCmdvQnnGTk5p/iHxRo3ha1iuNYvBAsz7IkCM7yN6Kqgk/lSeHvFei+KreaXR70T+Q2yaNkZJIj6MjAEdD27GgDKt/hj4QtdI1DSodKK2F+6PcQfaZdrFDuXHzZXBPbFafiHwloniqOFdXshM8DboZVdo5Ij/supBH0zjis3XviT4Y8Pak2m3V5LNfoMyW9pA8zRj/AGtowPoTmtLw34u0PxbbST6LfLceSdssZUo8Z9GVgCOh9uDQAnh7whofhYTHSbIRSznM07u0ksn+87Ek/TOKt6NoWm6BbTW+mW3kRTTvcSLvZsyN94/MT19OlaNFAGdo+haboFtNb6ZbeRFNO9xIu9mzI33j8xPX06UaloWm6vc2FxfW3my6fOLi2bey+XIO/BGfocitGigDO1LQtN1i5sLi/tvOl0+cXFs29l8uQd+CM/Q5FZuv+BPDviS9jvtQsW+2ouwXMEzwyFf7pZCMj610dFAGXofh3SPDenfYNIsY7W2JLMq5Jdj1LMclj7kms7SPAHhjQodRg0/Skjt9SAW6gd3kjcDPG1iQB8x6DvWnomvad4is5brTJjLDFO8DsUK4dThhgitKgDjbH4V+D9Pv4LuHS3ZrZ98Ec1zLJHE3qqMxA/KuyrNk17TofEUGgvMRqM9u1zHFsODGDgndjHXtWlQB5ZZ+AbXXfiL4zu9d0u4ELy2jWF2rvCxxEQ+x1IJHQEdOld3pnhXRNH0KXRbCwjgsJlZZY1ZsybhhizZ3Ekd85rYooAp6Xpdno2l2+m2EPk2dugjij3Ftq+mSST+Jrl5fhR4Mlu3nbSMJJJ5r2yXEiwM3qYw238MY9q7SigCL7NB9k+yeTGLfZ5flBQF2Yxtx6Y4xVHQPD2leGNKTTNGtBa2aMziMOzck5JJYkn8TWnRQBkWXhbRLDSrzS7fT4/sN5JJLcQSM0iyM/wB4ncT19Olc+nwj8ErE8T6Q0sbAKqS3czCIBg2Ey3ycgdMenTiu3rNk17TovEUOgvMRqM1ublIthwYwcE7sY69qAIPEPhXRfFVtFBrFitwIW3xOGZHib1VlII6DoewqDw94K0DwvNPcaXZFbq4GJbmaV5ZXHpuck46cD0rau7qKys57udtsMEbSSMBnCqMk4+gqDSdVtNb0m21OwkMlpcoJInKlcqfY8igDmr74V+D9Qv7i7l0yRGuXL3EcN1LFHKx6lkVgP0rrLS0t7CzhtLSCOC3hQJHFGuFRR0AFTUUAee/EKE3OpWUWr+EJNe8PeUSZLGNnu7afPUBWB2EY+73HPYVk+B/DCP48XXtO8NXOgaJZ2LW0Md6hS4uZnbLOyklsAcZY56fh6xRQByN/8MfCOp6xNqlzpWbidt86pNIkczdcugYK3PqOe+avHwR4cPh280D+zVGl3kxmnt1lcBnLBiQQ2Ryo4BA4roKqx6jZS6jNp0d1E95CiySwq2WRW6EjtnHFAGfr3hLRPEtnBbarZCZbc7oHV2SSI+qupDDoO/OBVXRfAXhrw/qEeoabp3lXqI8f2hppHdgxBbcWY7icDk9O1dJRQByWr/DTwrrepTahdac6XNwMXD21xJD5w/2wjAH69a0p/B+gXHhY+GX02MaMVVTaxsyDhgw5Uhs7gDnPPetG91Gy01IXvbqKATTJBF5jY3yMcKo9ST2q1QBmvoGmPrlvrTW2dQtoDbxTeY3yxk5I25wfqRml0bQtN0C2mt9MtvIimne4kXezZkb7x+Ynr6dK0aKAMnT/AAzo2mabd6da2KCzvJZJbiGRmkWRn+/ncTwfTpWDafCnwbZ3sNzHpTMIH8yGCW5lkhjb1EbMV/Su0ooAwfEXgzQvFT28uq2Rknt8+TPFK0UkeeoDKQce3SpPD3hPRfC0UyaRZCFp2DTSs7SSSkdNzsST37962qqrqNk+pvpq3UTXqRCZ4A2XVCcBiOwJoAlubaC9tZbW6hSaCVSkkcihldT1BB6iuTsfhZ4P0++huodKLGB98EU1xJLFE3qqMxUflW/omvad4htZrnTZjLFDO9u5KFcSJww5H61pUAZ0uhabNr8GuSW2dSgga3jm3t8sZOSNudp574zRLoWmza/BrkltnUoIWt45t7fLGTkjbnaee+M1o0UARXVtDe2k1rcJvhmjaORckblIwRkc9DVO00PTbHQV0O2ttmmrCbcQ72OIyCCNxOehPOc1o0UAYcvg/QJ/DEXhybTY5dJiULHbyMzbAOhDE7geeuc1U0P4f+G/D2oDULGwZr1V2JcXE7zOi+ilydv4V09FAGTqvhnR9c1HTb/UrJZ7rTJfOtJC7DynyDnAIB5VeuelF14Z0e98RWXiC4slk1SyQx29wXYbFOcjAOD949QcZrWrNk17TovEUOgvMRqM1ublIthwYwcE7sY69qANKsDUfBfh/VfEVnr93YbtUsypiuEldD8pyuQpAbB9QfyrfrO13XNP8N6Lcavqkxhsrfb5jhCxG5go4AJ6sKAMXWPhv4W1zUpdRvNPdbqYbZ5Le4kh84ejhGAb6nmt/S9KsNF06HT9NtYrW0hGEiiXAH+J9+9W1YOgZehGRS0AUdX0fTte0yXTtVtI7q0lHzxSDj2IPUH3HNc9Y/DDwjYXNvcx6Y8lzbTpPDPNdSyOjJnbglvujJ+Xoe4OK6m7uYrKznu522wwRtJI2M4VRknH0FQaTqtnrmk22p2EhktLlBJE5UrlfoeRQBl+IPA/h/xPcw3ep2RN5Cu2O5hleGVV9NyEEjk8H1qxoXhPQ/DenTWGl6fHDBOSZwxMjTE8HezElvxrZqquo2T6m+mrdRNepEJngDZdUJwGI7AmgDk4vhL4LiuFkGksYlfzFtnuZWgDZznyy238MYrpZNB02XXrfW3ts6jbwNbxTb2G2MnJG3O39M1o0UAeN6taafca5fTeLfhrqN9qizMIbrR7eR4LuIfcLlXAzgch8/0rf8E+A0/4QHUNK8S6bHGmsX0l9PYRyFRCGZSqbkIxjYvQ+1ei0UAZ2r6FpuvaLNo+pW3n2EwVXi3suQpBHKkHqB3q+iLGioowqgAD2p1FAGbDoGmW/iC512K226ldRLDNN5jHci9BtztHQdBWlVW11GyvZ7qG1uoppLWTyp1jbPlvjO0+hx2q1QBk+IPDGi+KrAWWt6fFeQKdyh8hkPqrAgj8DWNovww8JaDqUeo2mmF7yL/VTXMzzGP027iQD79a6+s3Vte07RJdPiv5jG+oXK2luAhbdK3QcDjp1PFAGb4l8BeGfGFxBPrum/a5YEKRt58ke0E5I+RhmqWk/CrwRod9He2GgQLcRMGR5ZZJdpHQgOxAPvXY0UAYPiLwZoXip7eXVbIyT2+fJnilaKSPPUBlIOPbpUnh7wnovhaKZNIshC07BppWdpJJSOm52JJ79+9bVFABRRRQB5/4t/5K98Ov+4n/AOk616BXn/i3/kr3w6/7if8A6TrXoFABRRXkMXxI1fUPE914Utp4be+bXJ7Rb6aD91BbpyqDs8rbXAB/woA9eoryXU/F+ur4213Sk1y6tLawkhjhW30Jr0sGiViWZPunJPFaWv8AifxVoniGXw5DEl3d6uUOi3flAJFj/XCUDrsHzj1BFAHpFFcR8Rde1Pwz4e0iSzv/ACZrjUYLSe5Nr5zbGVtzCMdTxnA+grnNY8Xa5p2iaJLB4gmnOoai8L3R0J0kSMR52i3PzMdwJz7+1AHrVFec3Pi3UdL+HtxqB1J73VLm7WzsHu9ONliR9qqDG3UD5mz3AI7VHF4n17WPhjda1Z6rb2eraOlyuoKLZZlllhU5UcgKGwGyM/eoA9Korziz13xJZxeDHvtVhvP7duFMu20WLZG0BfYME5w3fiszxN471zT7vVYIb6O1ig1+109JhaecY4ZIS7HYOXOecDntQB61RXjT/EDxEvgzxFqltqEd7a2lxaxWGrf2c0PnF5Asq+U3XbnH1NbEPiDxQ3hfWrzTL271e/gWIQxTaE9oyAt87IrEeaQuTtB6geuKAPTaib71cb8PvEl3rj6nb3erw37WrR7Veze0uotwORLERgcjgqTnnNdk3WgBKB1opV60AS9qKKKACkJAprP6UwnNADixNNoooAKKAM1IF9aAGquaeBilooAKKKQkCgBaKjLE0qHtQA+iiigAooooAKKKKACiiigAooooAKKKKACvP/jb/wAkh13/ALd//SiOvQK8/wDjb/ySHXf+3f8A9KI6APQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxvFcWoTeGL9NNu4rW58lj5ksXmDaB8wxkckZGe1bNVNVRpNHvURSztbyBVUZJO08CgDx/wAHeINV8GfBiw1OSS3vxdbLbSbFYfLKyvI4w75+YHr0HTHfNb2s6j4/8GaSPEWqajpurWUJVr+wgtDEYkJAJifOWxn+IdKy4vCetX3wM8PW1tZSR6zpM8d/HZ3CmNmeORzsIbGCQxxn2q34p8Tal448MTeGtG8Ma1b6jqAWGd7+0MMNouQXLOeDwDjHX9CAW/EPirxPd+PrHw54Wmso4b/SFvVubmMsIcyN8+O/ygAD1bNd9pEeow6TbR6tcQ3GoKmJ5YE2ozeoHauItNDurD4x6a8drcPp9r4YWzF15R8ves3Clum7AzjOa9EoA8YTxQvhn42eNXbRdZ1Pz4rIbdLtPPKYhXluRgHPH0NSWOv2vi/406JdmwutBl0+0mxFqcPk3F9vUgKF5BVeW6568VM2rX3hP4veLdRl8LeItRtL+O0WCbTrBpVJSFQ3zZA68cZ5BqS9l1j4ieMfDM8HhnVNH07R7v7ZNd6pEIZGxj92q5JwcYP9McgFnw/BF4l+NXijUdQRZv7BSC0sI3GREXDFnA9cqef9r2rR8e+JfAN1a33hXxRq0UEjIN6eUxeIkBldTtIDDIIqprmma54P8dXXi/QtMk1bT9TiSPU7CA/vlZBhZIx/Fx29z65FLXPG0/ijSrzS9E8Ba9NqF7A9uZb6zW3jh3KVyzknkZ6cdOtAFf4iQ6ZrXh34fW1vcvfaXc6zaQLNIctNGVK5OQOSOvFbXw813+yPh5f2urSfvvC8k9pcnoSkWSpHsUwB64rK1fwtqum+GvhtpYtZLqfTNYtGu2tY2kWNVzuYkDhR6nAqDxp4Y1mbx/Np+nWc76L4pW2/tOeNG2wGB8vkgYXcgA5xkmgDM+HWnT2fxXsby9GL/VfDsmpXX+/NclgPwXaPwr0eC08O/DHwxf3U1y6WjTPczzXDBpJpH5xwBuJ6AVmy6fdx/HWHUVsbj+z08OGH7QsLeWHE5OzcBjdjnHXFcLb67fav4sl17xd4J8YXi2sp/srT4NKZre3Xs7BiN0h9SMD8sAHR+CfAo1r4a3dhrsNxY2mq6k+ox2UTBDDEWUpGcg4Hy5xjuOhqf4tz2uqaNa+BtMgjuNb1CWL7PDGP+PSNGBMpx9xQAR9CfQ1d13x5rEngO71TQfCmvx6oZ/ssFteaewlUlc+bsXOUAzz03DFcz4P8QWvhW3lnfwN47vtYu/nvtRn0nMkzdxnfwvoKAOgtozffHp0umMw0nQl+z7+0juNzj3IJFOvQNN+PmlvbgJ/amkSx3IXo5jbcrH34Az6UniBb7w58QbPxpBpV7e6bead9hv4bWIvNAQ29JCg5PocdMH2p2gR3viz4kHxbLpt5YaVYWJs7Jb2IxSzuzZeTYeQuOOevHuAAY9jca58Mte8QNdeF73WNM1PUJL5dR05RJKob+B064X6gcn143PB2p+DvFHjC+8RaJcXEWstai3vLKVfKbaGB3shHLDAG4E44FZ+n+KPEnge5vdL8T6NrWs2ouHks9VsYftG+InIVxkbSP8jHJfoMF/4s+J8Pi8aFd6NptnZNbK17GIp7x2PdOoUA8E+34AHdeJb+fS/CusahbFRPa2U08e4ZG5ULDI+orzGXxR8Qh8P4PHJvNKjto7eOZtM+zEmaPIDOZM/KTywAGACBnNekeMIJrnwTr1vbxPLNLp1wkccalmdjGwAAHJJPauOvtL1B/wBnlNMWwum1D+x4o/sohYy7wFyuzGc+2KAKOueKPHGieH7XxrcXOmjSpHheXSFgJaOGQgD97nJfDDPAGfWt/X/EWvah40Xwj4YktbSaK1F3fahcxeaIVJwqomQCx4PPGDWb8Q9L1C9+CC6faWF1cXvkWY+zxQs8mVaPcNoGeMHPpipNaTUPCHxMm8Uppd5qOkalZJbXX2KLzZbeRD8rFByVI9Pf2yAXNF8Q6/pHjaLwp4ontb03lu1xYajbxeT5mz76OmSAQOeO314z9G1rxv42trjxBoV/pun6Us0iWFrcWplN2qErukfcCgJB+70/UusI7/xt8SdP8RHSr3T9F0i1miga+iMUlzLKNrEIeQoXuf8A9VHwlq2ofDrRX8Jaj4d1i9ks5pf7PnsbUyx3UbuXX5xwjZY5z0oAwfD3iXVPDXwS1bWbSOODUF1mQMki7wheVQw98ZIr0j4l+Ir/AMLeCbnVdNMYuo5YkUyJuGGkCnj6GvPbfwv4i1T4H6/p8umTQ6zLqcl0LWRCpfEqudueoIDYI69qsfEDxJqnjfwPJp2keEtfWYSQyXYuLJk8sB1+VR1dt2Og4AJOKAOl1H/kvuj/APYDm/8ARhrM07xX4k8aG71TSPEOj6FpUczxWcVzCJpbkKcb3yw2Anpjn+Z2tQ068l+Nml3ws52sV0aWJ7gRt5auXPylugOO1cFofh7RfBtvdaL4q8B3WqXEE7m01C0077SLuInKgsOjdsH2oA6Wb4p3y/Da91gWlqmsWN//AGZdcl7eKTcAZeOSmCCPfjmtTQ7zxiNT0+eLXNI8UaNcuVu5bSNIWtRjhlIchxnt19qztPttd0r4c3V3ZeCdJgmuLvzZNESE5ktOmGGcGXb+H+zniudXSNO1DxZod34F8L63od/HepJqFxNbvbQJbj76MpO0k9ML15oA9zrzu4m8e6i19fSavpnhezimdLW3urdZmlQdHkcvhc+3SvQznBx17Zrwfw9p1jbi5/4TLwVrWueLjcSbpJbVp4Zufk2OT5apjHJ4HP0oA3pPiZrDfBm68ULHaLqlndi1kMQ3RSESqpZeehVqn8Ra54+8IaZD4o1S90uewE0Yu9KitiDCjsB8sucswyByMZ7Vyq+H9dX4E+INIk0O8j1IaxuFpFbMdy+bGcxgD5k4OCuRgV6H8YtPvdT+GepWmn2k93cvJAVht4zI7YlUnCgE8AE0AO8SeINcuvGVr4Q8NS21rdG0N7eX1xF5ogi3bVCpkAsT69q5zTE1+H47WFt4gmtrmaLRpRDd28ZjE8ZfqyZO1gcggHHStfxFFf8Ahf4kw+L4dMu9R0y70/7BepZx+ZLAwfcsmwclexx059qp6Xe6p4i+MVjrQ0HU7LR4tLlghnu7doy7bwSSP4c9geTjPegDvPFH/Ipaz/14z/8Aotq8o8KP4/h+FNjrGmajpdpaWNkZILGS2MjXCJkku+flJwcADpjmvWfEcUk/hjVoYY2klksplREGSxKEAADqa5jwzYXkHwVt7Ca0njvBpMkZt3jIkDlG+XaRnPtQBTv/AIhajd+HvCi6HaW/9ueJV/crOSYrcKoMrnHJC54Hf8MFLnW/FngnV9J/4SLUbLWNH1K6Wze4itfs8lrK/wB3gEhk4OT1/rgW+g65pXhb4feI7bSbq4vNAjkS704IVnMUq7W2ocEsB/D1Oa0tdvrz4lX+iaVpuiapaada38V9fXuoWxgVVjziNA3LMc9unHbNAGnpvje9tdH8atrLRG98PXE23am0SRFN0JI9W6VmaP8AEfU/+FTa3rmrJEmt6XJJbPGEwDMceV8vpl1+uDVP4g+GNWu/H1vDp1jPNpPiNLeDVZYo2ZYvImVtzkDAynyjOM80zXfCurXHxeWxhsZm8O6nc2uqXk6xkxI8CuPLLYwCxCkjr0oA9X0j7b/Y1l/aTK1+YENwUXC+ZtG7A7DOa8w8N2mur8cPFDPq1qUjjtnuR9lx5sRU7FB3fKQMZPOfQV63XmkJu9H+NGsvc6PqU1lrdtbRQXdvbl4kKLtbzGH3aAG6PrHjXx7bXGt6Fqen6PpHnPHYRzWnnvchCRuckjaCQenTB+p6TwJ4pufE+lXa6jbR2uraddvZX0UZJTzE/iXP8Jz/ADrj/COsX3w40RvCur+H9ZujZTS/YrnT7Mzx3UbOXGCPutljwenFdF8NtE1PT7HV9V1i3+y32tahJfNa7smBG+6hPrjP5jvQBh/GS31SSbwi1nfQwwnXrWONHg3lZyX2yE5GVAzle/rW6mvazafEfR/DV1cQTxS6Q1zcyJDsLzK23cOTtHtVb4sWt9LpGg31lYXV9/ZmuW19PDax75DEm7JVe55H51ma/fXlp428OeOY9C1afS5NOktbiGO2JuLYsdyl4+o64P0PtkA6S78RX8PxW0/w6hj+wT6XJdOCnzbw+Bz6Yrl/Dus/EDxra6lLYanpmlwWV9NbJK9r5rzsrcAjOFUAqM8knNP0y41XxB8ZLHXjoOpWOkrpUtvDLdwFGY785YfwZzwDyQue9bHwp0+907w/qsV9aT2sj6xdSIs8ZQshYYYAjkHsaAM2z+J9xb/Cu78SapZxHVLO4exeCIkJLOGCjHoOQT9DVTUfEnjLwzo//CQ3+v6DqkcW17vSLeIIUQkBvKk3Eswz3HY9ay4fBOr618J/EGlixlh1Aa5PeW0F1GYxMA4I+9jhhkA9KiuI9CvdPitNF+E8g8QSlUMN9phS2gORuZ5OAV64IPPFAHtdndRX1lBdwNuhnjWWNvVWGQfyNeVaTaa9/wAL71sjVbXatrDJKPsn37ct8sY+bhgMfN39K9UsbcWlhbWypFGIYljCRLhFwAMKOw9K89eS80P423N5No+pXFjq1jBbQ3VrbmSONw2D5hH3QOpPpQBzfw8tvGeoaXrceg6lp+l2cOr3WJZ7YzyTyFgSMZAVQMc8nOa6Gz+J9xb/AAru/EmqWcR1SzuHsXgiJCSzhgox6DkE/Q1o/CnT73TvD+qxX1pPayPrF1IizxlCyFhhgCOQexrjovBOr638KPEOmCxlh1D+3J7y2guozGJgHBH3scMMgHpQBqaj4k8ZeGdH/wCEhv8AX9B1SOLa93pFvEEKISA3lSbiWYZ7jsetepWd1FfWUF3A26GeNZY29VYZB/I14pcR6Fe6fFaaL8J5B4glKoYb7TCltAcjczycAr1wQeeK9qsbcWlhbWypFGIYljCRLhFwAMKOw9KAPPJ9f8Yax8RvEPhfRrqxsrWxjt5ReTW/mtEGjBKhcgMWY9TwAp9ap6DrnxA8SXWr6Cl9pdjdaLcmG41P7MZPtGfuBY8gLwCSfcYHWtvw5p97B8XPG17NaTx2lxFZCCd4yElKxYbaxGGweDjpR4F0+9tPF3jie5tJ4YrnUUeCSWMqsq7Oqkj5h7igDJsfiZf2nw31PVtVtIZ9Z07UX0ryoMqlxOCApHoPmyfocYqTVr74ieE9FbxJqOoaXqcEAEl7pkVoYvLjz83ly7iSRnuO3esGPwdreqeBPFltBZywakniifUbGO5QxicKUII3YyGG7B6E961/Eni3U/F/ha58O6V4V1uDVtQj+zzC8tTFDbBuHZpDwRjOMdf0oA1NX8WatrfiLTfDvhGe2t3utPGp3GoXMXmCGBiAgVMgFiSOvY1h6Ymvw/HawtvEE1tczRaNKIbu3jMYnjL9WTJ2sDkEA46VaudJvfAHi3Stdt9Pu9U0oaNHpN4LOLzJYTHjbJsHJUgAHHTn2pdLvdU8RfGKx1oaDqdlo8WlywQz3du0Zdt4JJH8OewPJxnvQB0fgDxFf+I7PW5b8xlrPWLizi2Jt/dpt259Tyea4DxZ4iv/ABH8FfG8t+Yy1nq5s4tibf3aTw7c+p5PNafhvV77wFqPiPR7/wAN61dvd6tPfWU1jamWOdJMYG7OFIxznpn2rBbQvEEnwQ8aWVzo14uq3WtPMtpHCzs4M0JJQAZdeGww4IBNAHbeJvFupx+I9N8JaDc2NleS2f2u6v70bkt4s7QFXI3OT2P9chNB8Vatp/jW28La7qWn6st/A8tlqFmgjJZBl45EBIHAyCP17Y/jXwylt450/wAT3/huTXtGl08Wd5bxQedLbuDlZQnUjscdOfarPhKx0+98aw3mg+BYdJ0i0hYtqF7YmCd5SCAIhnpgnJI9RxxkA9D1y5kstA1K6i2mSC1lkTcMjKqSMjv0rze98d6/afD7wXqlhDaS6jrF3DbyQsm2Ny4bAGPu8gc16L4iikn8M6tFFG0kj2cyoiDJYlCAAO5ry06Lqv8Awgvwwt/7MvfPstXtJLqPyG3QIC2WcYyoHcnFAGzd6z408I+ItAGu6lp2p6drF6ti8cFqYWt5H+7tOTuH19Kz9JtNe/4X3rZGq2u1bWGSUfZPv25b5Yx83DAY+bv6V0HxJ0+9vrrwcbO0nuBb+IbWaYwxl/LjGcu2Bwo7k8VReS80P423N5No+pXFjq1jBbQ3VrbmSONw2D5hH3QOpPpQBUs/FfiLxleahd6N4g0jQtJtbh7e2FzCs0t0V6u2WG1SemOamh+Kc8PgTVdQvLOCTXdNvP7Oa3t3zFPOSAjIeuw5z17GuW0nw7ovg2bUdJ8U+BrnVdty8ljqNrp5uRPExyqkj7rD0P8A9c658G6nrfw3vjZ+HLDQNQN+l9p9jEnlsyxnKCbJxvILDsBxnHYAn8Wap8SfBnhO41641PSb/Cr59ulmU+ylmABRt3zgEgHIHXNX/EvifxV/wmmkeG/D72Ub6lphnae4j3CBg3L8deAQB6kVzvxM8a6prHw01K0XwnrOnMVj+2zX0IjihHmLwjZ/eEtgDA6HPFdU2nXp+L3h++FncGzi0N4nuBEfLVy3ClsYB9qALF4/xAC6XpEE2npMYXk1DXGg3RIQx2qkW4fNjGc8VQ8PeJ9eg8fS+EtU1jTdXEti11b31rEI2jcHGyRAxHv+Xrxn+P7Fp/iFZT+JNK1TVPCa2OIobGN5Ejud33pEQ5Py9D9PeqvhvS2i+Lemalpng+60XQm0+a3idrTyy7j5i8oH3M9BvwTj8KAGeALnVNBvPHer6pqkEthYahcyXscdrtaaRVB3qd3yjj7vP1q5aeIvG+q6APE0OveH7QyR/aLfRHiDbo8ZVXl3Bg5HoOp7dotP0u9n1Px/4Su9L1GA65c3Fxa6h9nJtdrJ8uZPXOOPw61i6da6JpXhyLTNV+Ft3ceJraLyMR6b5kVzIBgSeaONp4JPbmgDsr74kXOoeE/Ddz4dtof7W8RS+RbJcEmOArkSs2OWCkH69fauf8X23iyx8R+CbfXdQs9Us3123dLqG28h45AcbCuSCCCSD1+U5rS1bw1rGm6B4P1qz0S1GoaDO89zpWmrtXy5f9YsYJOWHHGeTnFQeJdd1HxjrnhFdL8N61Hp9nrVvcXVxdWTR7CMgcddoBbc3Qcc80AeuV59dTePNSudQuTquneF9PgnaK0S5t1nedB/y0di+FB9ByP1PoNeE6Np1lBe6i3jfwdrWt+J2u5CkhtHuIZUz8gjJPlqn16foADcHxJ1qX4Oa34iH2Iavpd39jaWEb4ZSJI1LqM9Cr+vvUniHXviB4a8Pjxhd3elvYo0b3GjpbnMcTsFAEuclxuGeAM56jiuZh0DXU+CfjbSZdAu7fUZdXMsVlDbswZTJCf3W0YdRtbleMCvQfilYXmofCTVLKytJ7m7eKALBDGXdiJYycKBk4AJ/CgDszfWqhS9xEm5QwDuAcGp0dZEDowZSMgg5BrlNV+HfhbxNLb32t6OtzdrbpFvaWRCFHQYVgOpNdHp2n2uladb6fYxCG1t4xHFGCTtUcAZPNAHEeLf+SvfDr/uJ/8ApOtegV5/4t/5K98Ov+4n/wCk616BQAV5peWnw5n0vVdMn8XWCG91NtTaUapAs1vcEg5jP8ONuBkE8mvS6wX8D+EZHZ38LaIzMcljp8RJPr92gDjZYvBh1i+1S1+KL2VxfGNrgW2rWaq7IgQHBQ84H5k1s3Ws+BrzWtG1WbxlpZudJWUQ/wDEzgw/mIEYvzycDPGOa1/+EE8H/wDQqaH/AOC6H/4mj/hBPB//AEKmh/8Aguh/+JoAytb1zwLr39nfavF+kp9gvor6LytSgGZI84DZJ+XnnGD71W8S6j4H8THT3l8dWNjNYTGeCay1S3VwxUr/ABbh0J7Vvf8ACCeD/wDoVND/APBdD/8AE0f8IJ4P/wChU0P/AMF0P/xNAHIvB4AvXsTrXj201uKzmkmSDUtStJI3ZkCfMoUAheSPQk9e01unw2srfX7Wx8U6RZ2etw+TPa2+oW6RRfuyhaNR91iDz1GQOK6j/hBPB/8A0Kmh/wDguh/+Jo/4QTwf/wBCpof/AILof/iaAOc1KfwBqOg6Xpf/AAmun250ryzZ3cGqwLNGyLtBznByMgjGDnpVO3tfh3DBAsvjizuLiPVY9WkuptVtzJNOgwofttxxgAfWuv8A+EE8H/8AQqaH/wCC6H/4mj/hBPB//QqaH/4Lof8A4mgDj9SsvhzqK61GPG1laQ6vLFPcRW2qWwRZo2DCRAQcMSo3dj6Z5p8g8FXem3VjqPxLN/HNsZGuNYtg8Do25XjKKuGyB1yPaut/4QTwf/0Kmh/+C6H/AOJo/wCEE8H/APQqaH/4Lof/AImgDn/D994I0G+vdQbx1Y6jqF4qJLdXuqQM2xM7VAXaAOT2rb/4Tnwj/wBDVon/AIMIv/iqkbwL4QA/5FTQ/wDwXQ//ABNR/wDCDeEf+hV0T/wXxf8AxNAB/wAJz4R/6GrRP/BhF/8AFU5PHXhAHnxVof8A4MIv/iqb/wAIN4R/6FXRP/BfF/8AE0v/AAg/hDH/ACKuh/8Agvi/+JoAk/4Tvwh/0NWh/wDgwi/+Kph8d+ET/wAzVon/AIMIv/iqb/wg3hH/AKFXQ/8AwXxf/E0f8IN4R/6FXRP/AAXxf/E0AH/Cc+Ef+hq0T/wYRf8AxVH/AAnPhH/oatE/8GEX/wAVR/wg3hH/AKFXRP8AwXxf/E0f8IL4R/6FXRP/AAXxf/E0AH/Cc+Ef+hq0T/wYRf8AxVKPHPhA/wDM1aH/AODGL/4qnL4D8I9/Cuh/+C+L/wCJp3/CCeD/APoVND/8F0X/AMTQAg8deDx/zNeh/wDgxh/+Kpf+E78H/wDQ16H/AODGH/4qj/hBPB//AEKmh/8Aguh/+Jo/4QTwf/0Kmh/+C6H/AOJoAP8AhO/B/wD0Neh/+DGH/wCKo/4Tvwf/ANDXof8A4MYf/iqQ+BvB4/5lTQ//AAXQ/wDxNMPgbwj/ANCrof8A4L4v/iaAHHx54R7eKtE/8GEX/wAVTD468In/AJmrRP8AwYRf/FUf8IN4R/6FX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AN1394: BGM220S Antenna Tuning Guide
This application note provides guidelines on how to design PCBs
for BGM220S modules and how to tune the module integrated an-
tenna.
The information provided is supplemental to the design guidelines and recommenda-
tions included in the BGM220S data sheet.
The main purpose of this document is to provide additional design considerations and
best practices for use-cases when exact implementation of the reference design is not
feasible.
KEY FEATURES
• Layout guidelines
•
Antenna tuning guidelines
• Antenna efficiency reference values
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