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DuaVvGemjLfv5pBkq0sYwxBDAsM87pCZGH+wi9Kn2lbblHy0+5Z/wCEg+I0aODejEYYNmKAn5Qu4fd5ILKv+8cdaxNV0/xbrd8J9Qd7meMlEIkQBSHCYULxy5wMdSD6GtP/AITHSwfl+1AqfkYoCVw2EbryRl5T6uV7LmhfGGknaNt3EnACxqP3a5KgA56rHnB7vIzdhWcVOLvGCXyKfK9HL8Sa3134iKqQRX3mDIRSVhcnLlB8xHOSrc+ik9OajtNY+IEczPDqLMbgq3ztE6/MGII3DCjahbjAxg9xTV8Y6WygSJcKhADRxIAFBBDKpzwAgWIHsGdupo/4TLTXU+bFK4YEvGsYVZMqCy9eAzBE9o0x/EaXJL/n2vuHdfzP7yvqE/jPVZ7W5vrgStbMJolbywqEJ5m4qBjhcE5HG4DvitKTxF8RYg2+8UFQxZfKgyNqqTxt7blH+8cdeKrHxlp2WO2djydzRj943DfNz0aT5mHpGi9KUeMdMViIftSYPyuyBm4b5WPPJyXlPq5UdBQ4ydk6a+4Lr+Z/eRazdeONWtDZalMJoRISYgsQ3MrhMfKOfnYKB3IPpTtRvPHOr2B067uFktpSq+WgiTd+82L90A4LKcdiFJ6DNPHjDSlYCL7VCvADBAWQZKrg56qhYj1eQt2pB4w0s7QYp1Ugbgqj5QQQVXnjagEan0d26mmlNWtBaeQe7/MNtr3xvHo0em29xHHYvEIkRRCvyOGx82M8hWbOc4+bvmrfhrSm0vTRI6olzLtleSX7qYG9AR6KoMzfSMd6rN4x0xgTJDLKzDMgKAK5K5YYzwCQkftGp/vVm6z4qW+tJbW2WX97gSXEmAWBw0nyjpufHf7qKKOSpL3eW1wvFa3uX01bWLp5rvSrWM2UbsIZbg/OFiUkMckAkFt54++468CmSN4qEZjSCGHyd3+rIJGxQmOSeRvIHfe7dW6SQeKNIs7WOC2W4KQLtiDxDHykFSwzzly0jDuVRegqUeMNMBwpulCkbDsBK4bCt15KgvJ7yP7UWknpALrrIwLfw3rltdZghHmDcnySqdwLeURweQxJX3w3oa3DN4ouXEbWdnIJW2kAja/mSYPRujBNvH/LNeMDkuXxfpRwpjuIo+AFiUfIOVwDnqsfyqf70jNSDxfpj4Ekc6IQNyRKB1XDgHPGFCxL6KWPU05OrLVxBcq2Z0O/eQ3mKxb5lLDCvuO8M3oGKmVh2jjQd643Tb/Tbr4hWl1cvs09bgYebvjoz+7N8x9yarav4ouNQj8mAGCJ0PmkdXZsb/oOFUDsqgeueg8Ja94O0bRhFqentd3rsXkd7VJAvoqlj0x+pNL2cqcG7Nt6aBzKUkrnq9xLa65bPbWGs+W4IYyWUqM4H64Fed+L7XxLp2s2Ok2Gu3t1HqSsirKwDA9GyQOmDnP1rRt/iN4M04vLY6VLBKVwTDaRoWHpkGuU/wCFhTT+OLfXbm3JtYVaJLdTkohBBIPduc/pXJh6FWMm1HRLrbc1qVINb6+R3+t3tv4B8FwWVgM3TL5NsMZLyH7zkfjn6kCr0V9c+GPBP23XLlrm7ijLybiMl2PCDHuQKxJvid4UuWjeezuZXiO6MvboxQ+oy3Fc1q/j3T/EHiKxN5DcR6JaP5ph2hnmcdNwzjHtnpn14iOHqT0lHzb7+SKdSK2fodr4K0ldH0mbWdS2x3+pyedOzDGze3yqPTlunqcdq37/AEa21HUtPvLgbjYszxqem4gAH8Mfnj0ry/xb8Q7fWJdPg05Z0s4Z1nnMigM5VgQAAeg6/XHpWxrfxW02TR7mLSkuheum2NpEChM8bs5PIHT3pTw1eUlO2r/DoCqU0uXsX5T/AMJl42WJTu0fRX3Sektx2HuBj9D60uuk+K/FkPhyPJ06xxcagw/ib+GPP4/z9K5/R/HeheHPChsdOiunv/LLF3iAV5iPvE56f0FZfgbxzb6BLfjVI5pftbiUzRgM+/nOckZzn/Oa19hUV5RXw6L/ADJ9pHRN77/5HSfEjxhPpElvpGk3BguFAeZ4wMouPlX2z1/L1ry7UtX1DWJUl1C7luHRdqlz0Fdt418a6NrWmtDplji6mYedcTQKHCDsG5Oeg+lYWt2WiwaJbyWTL9qLHJWQneO3H06+hBHtXVhYqnCKcbMyqtyk7PQ5miloruMBMUuKWloEJiilxRQA1lVhhgCPQiqV88jPDHFbyOI3EhIHAA7D1NX6uadardNdBs/urZ5Rj1AqKkbx7FwlZmejCVVkKEHHAYYIp5UFSCAQeoNLRVpaEt6lDUiwtDbQQM5fGAq/KuDnmrMUguYwzxMpB+7IvINSMMjFKo4rNQtJyuaOT5EhajuJ/s9rLNjPloWx64FSEgDJ6VkXmoLdWVyltHJJGo2u4HH0H9T6fhSrVY04tt6hSpucrI2ll/db1BJIyAO9U7M3kdzK88Cqk7bvlcHbgY/HpUMepJCsKXCSQ+YvyMw4PsfSuk1S3EOmaLKAAZrRy2B1Imk5P4Y/Ks4zjV5ZJ/1Y0nGVJyizPL5qNsMcEAj3ozQOtdBz3K9287T24htZJBDIJGYYAxjGBnqea2oZFdVk2EHHG4YIo0yEXEV+SAfJtjIM9sOo/rUAl4rJR95u5pKbcUi4ZuKqvJk1GXJpK0SMyxHJVuN81noatxGkwLO+kK7qYadG+DUgRvb+1RBClaaKHFDWwPalzAZjZpNuRV6W3CiqTLg1SdwEEfFMZcVLuIFMfmmAsajGadnFMU4pHbFAE6S4NTBgxFZ285qxC5NJoRpIMCnh8GoFkwtIXBNRYZoQybmFaURIArJtOWFbCAbRWcwJt3y1VlfnFSs4Aqs5qEhs77wJ/wAgSf8A6+W/9BWik8B/8gOf/r5b/wBBWivHxH8WR6NL4EfOdLSUtfUHlBRRS4oAKKMUtABS0lLQAUCjFLQAYoopaBhS0UUhhRS0UAFFFLQAlLijFKKADFGKKWgAoFFFIBRRRRQAtFFFABRS0goGKKMUUtAhKWilFACYpaKKACiiigYV0XhC2F1cawm0Mw0q4Kg+uBj+dc7XZ/DaFrjV9ThXA8zTZVz35Kjg9utY4h8tNsqmryOMooPBorYkfCnmXCJxye9MIxxVrTVDalAD0LVDONs7gnOGIz681N/esbuP7lS83+SI+vBFVL9n+yPbwwM7SKVAUYC57k1boonHmVjKMuV3ILd2lt1EsRRl4KsO/t7V1viODZ4Z8Ly/3rWVfykz/wCzVy0UqTJvQ5XJH4g4ruPFsRXwV4SbKkeRJ6552msZO0oL+tmXq+a5xVA60Uo610GR0vhKAzR6/wDLnbpMx5+qn+lc8K6/wGim28RuWAC6XKCuM5yP/rVx5NYwf7yS9C2vdQ7NG6mU0mtSCzGcmrcfSqUHWr8YqWA4k4qIPhsVM33arD79JAa1s4wKujBFY0Um01pRPletRJAEyZFZsy4atF5O1VZE3GiIFbbkUnlZq0EAoKgCquBSK4qF+atSjmqzGqQEQHNWYiBUQXJqZUwKGA8yGm+bg01uKhdwKLAbNjN8wya1/tAC9a5W2uMGr6XBJ5NZygBsrLvPWnvgjiqEL5xzVvPy81m0B6D4C/5Ac/8A18t/6CtFHgLnQ5/+vlv/AEFaK8TEfxZHpUvgR86UUUV9QeULRRRQAUtJS4oAKWkpaQCiiilpgJS0UtIoMUUUd6AFoopaAAUUUUALRQKKAFoopaQBRiigUAFLRRQAUUUUDDFLRRQAYpaSloEFLQKKACg0UUDCiiigArvPhSEHiK8dwpK2bHk443LmuDr0L4RrEdc1DcG877LhPTG4Z/Hp+tc2Lf7mRpS+NHn8h3SM2AMnOAMU2nyj964znk85zTMV0GZf0QKdatAxwPMHNQ6gu3ULhcdJWHb1PpVjQv8AkN2menmDNQ6krDVLsNjcJnzjpncazX8R+h0yX+zR9X+SKlMkmjgAaR1XPCgnlj6CorSZp4nZsZErr+AYgUn2K1W4e7lG59pBZ24Ud6JSk43h+JjGKUrSKmk3UItFRpFDPI5GehOc4B/GvS/F6MvgvwluTn7O/OfUIcdPpXmenxWN5ZSxFEYGRiccHGTtPHsa9Q8WWIsfh/4ThiDtEsJO6TkgsqtjPp1wPQD0rjpuf7tSs/8AhmdNVQ95xOENKOtU71iLqxUcfvST9NpH9at13Rmm2uxzSg1FS7noHw4WVbHxHcRbd62ZCk4JBwx6dccVwBPFeh/DCIvaeId4kEDWwV3jbDA4bp74zzXnhFY0n++n8vyHL4EIKXFAozXSZk0R5q6j1nK2KnjkqWgLpfioWPNNMnFR+Zk0rAWUbmrsUhUVQi5NWi2BSYE5bdSioI3yalJqQJKa1IDmlNAEEq5qq0WKvEA0CHdTuBSjWptvFTeRtNNk+UUXAqycCqcnJq1K2aqMTmrQEkJxV1GzVBOtWkbFJgaMEu08mrguOMVkq+anV8ioaA9Y+HzBtAnI/wCfpv8A0FaKj+G//Iuz/wDX03/oCUV4GJ/iyPSpfAj57paSlr6c8oKKWigApaQUtIAxS4opaBiUtFLQAlLRRQMWiiigBaKMUtAAKUUlLQAUUUtIBKXFFAoAKWkpaACiiigYUUUtACUooxS0AFLSUtABRRRQAUUUtACUtHeloAbXoPwk2/8ACQXuV5FqSH9BuGf6flXn9ekfCGJjqepSbAVECqWz0JPT9P0rlxjtQka0fjR57dFGupmj+4XYrznjPFQ1a1FVTUrpUVVQTOFVTkAZPAqtXStjN7ml4eXOu2gwD8461lazfzTa9dw2tq2PNctIR8o5PA9T/jWx4aB/4SC0243b/lB7mqmuGRNTvvKhHmCZwIycAHce+P6VzzTdRpO2h2RaVCLeur/JHM2ct9bWTOLXzFSQgqrZPU5xj0P51rJsuYQWjO1udsi/zBqvYR3cIaO4WPBJfcjdyckYxV2jD03CFm3bszGvNSlcaIow24RqGxjIXmvRfiJHK3gTw21oFBESoHckhR5Y9Bg9P88157XpnxDTb4P8PC2YNZqAASMMTsG04+m6prr95TXm/wAhU37smeNz6e6yWZkumaUyHe5HfBPHtxgD6+tXLe2ntp3AuPMtjyqPyy+2fSkuNOW6nErzzAr9wKQAnuOOtW0UqoBYsQOSe9OlQjGbla3zKqVnKCien/C6BJdF1xfPkDSrsZEGCo2nDA+vJ/IV5lXp3wwVl0LXHSUo+OChBZcKeQPxrzHFKj/GqfL8iJ/BETFGKXFFdZkJ3p4bFMpaAHl80inBptLSAvQkYzUxbis9JCtTiXNJoCwJNtPEuapM9KsuBSsBeWXBqwCCuazomyatb8L1qWgJcgGp48YqgHy1Wom4pNAWSoxVS4SrG+oZXB4pIDOdTmmCIGrTLk5pu2tLgV/L54pdpFWFA3U6ZRt4ouBAhq3EM1RDYqxDcAHmkwPXvhwMeHp/+vpv/QEopvw2kEnhy4I/5+2H/jiUV89if40j0qXwI+faKBS19OeUdJ4R8MR+I3v2nuJoIbOHzWMMXmMxz0C9zwaua14AvrLUI4NOdruF7YXLSSqIPJUkj59xwvTufX0qhoPiiXw/o+p21ojpeXjRFLhXx5YRskY75yR1roE+I8I1fVrk6fMtvqKxblSYb42QY4JUjB9MVx1HiFUbjt/w3/B+43j7NxSe5zsPgzxBPfXFmmmuJrbaJd7qqru+78xODntg1qWvw91O70A3caP/AGj9sa2Fo21eFBJO4kdweKsL8QYbqLUbbVNNluLS5mSaNEuSrqUxhS+MkfKOeO/4O074gwWC6Qo0xylg88hXz872kzjkgngMRzk0pSxNtFr/AMD17jUaXc5+y8I65f27TW1lvUbhtMqKzbfvYUnJx7Cn2/gzxBd2lvdQac7w3G3ym3p8+enGfY/hzXR2HxGtbDTooYdJaOdbZ4pHjlCq8jY/eEbck8E8nvS6R4q06817SJbrFlb6Vp5hgWWQ4eUDAO4D5cjuQelDq4hXfL/X3goU9NTDk8E6kkFmse2a8ujIVhiZWRUQ4ZjKDs4PBGeMiqn/AAiusi+FmbVRIYfPDGZPLMf94PnaR+NdlfeMrHSdZguLS4lvkls5Le4iSUbYNzAgxtsAzxk8elZ6+P4DdXckunSyBrdYbV2mBlhxnJ3FcDdkZwBjHFKNTENX5RuNNdSlpvgG/uJdUh1DdaS2dqJ0XKsJCc7RuzgA7TzmmQ+B75LDWJL9ZLe6sDEscCqH815DgAEH3XpnrWrdfES0vrjURc6VKba+WKORVnAZUQHABx3Yn8DSXHxLmmE8i6eqzSX0dzy+VCIF2p0/2c596XNim9u36f8ABC1LucvqXhrVtIthcXtr5cXmeWWWRH2PjO1tpO047Guh0fwHBfeGYtYutQmjWYttFvbGYRhSRl9vOOOw4qt4p8ZjX7Q21vBPDHJMZpRLMHyewAAAwPU81Z8P+OLPQLFBb6RIt4iFSyXbiKU/3nQ5Gf8APFVN4h000rS8rfqJKmpeRhx+FtXnsTew2vmW+1pEbeoaRF6sqEhiPfFJF4X1ibTG1CO0DW6xGY4lTd5Y/i2Z3Y98V0J+Ich0KK0+yypeQ2/2ZJIpQseOm4rjOcds4p0/j+1Oj3NhaaU1qs9mLbakoCIeQxA285B6k0/aYj+Xr+H3hy0+5m33gq8i+xrZnz3ksY7u5MjLGkG/OAWYgdjVO38H65Pd3Nv9hZGtnVJjI6qFLdBknBJyMYznI9a6NfiPG19fl7CVLS5jiRFilAePyx0yVIIPPaoYfH8UiXK6hp8s4e+ju4wtxgjZtAViQcjCipU8Sl8I3Gl3M658KRxePE8Nw3bSKZERptgyMqGPGe1UJPD1zNr9/pmmg3ItHkDSMQgCocFmJOAPxq9ZeKkt/HMniOa0aUNJI6wh8EbgVAzjsDV+y8aadp2p3k1lpU8FvexFZwLjdJv3E7lJBHfpiqbrR2V9F236itB/f+BhjwrrJv5LI2gWaNBI2+VFXaejbidpB9jUqeDdee8ubX7AyyW23zd8iqq7vu8k4OewGa3IfiBCLq8uJ9NkeRxGlvIJgZIkU527ip4JJ6Y6/QiVviJb3FzfPdaZJJHPdw3MaLPtKmMKNpOOR8gNS6mJ/l/rTzHy0u5zviHw/wD2R4nfRbSV7qQFFU7cFmYAgY/EVpeIfAs+k3OmW1hM1/Pe712omMOmNwHPQZPJ9KrR+KUHjK58Qy2ZkkYu8ETPwj4wpPHOBWxB8SpUbTJp9Pje4tHlMjIQiur5zgAcHpz3/GiTxC5bK9lr5u3+YJU9bmXZeC75b2eHVbeeGOK0e53wNG4IXjruxj170Wfgm+OnX19qQa0igszcxjKszn+EFc5XPPUVPF4usbK21SDT9MliW7thbxmS5MhX724nPrkcDA4qxrHjy31Ky1RItNkhudRiijkkM25V2HoBjpgn86HLEN7dv63/AKsFqdip4X8Hx69pd1fz3FzHHDKsSrb25lZievA54yKgu/Bd+ut3en6c8V6lu6x+d5iRgswyF+ZvvdsDNXfD/jK00XQU02SxuXYXP2gyQXPlFjxgHAzjAHFXLT4h2sE8t02jBLiS7NwzwSBd64wFYlcn8MZPPqCpSxCnJpXXTYaVNpXZlWvgXUrjSLi8YrFPHci2S3cqC7ZwfmLDGPTvS6n4G1Ky1iextSt0kCI73DMkSDdwASzYBzxgnJ9Km/4TOCS02T2DvMurf2kpEuFJ3Z2sMemRV+P4hW6XmpN9guBb3sqz/LMBIrgAEZKkbTgfSjmxKd7f1oFqVjnIvCOuzG52ae/+iuY5tzqNhA3c5PpznpUN74c1bTkne7tPKWBUaRjIpAD524wec4PTPStXUvFbazpT6a0Zge6vxcSzvKWG3aEVTxkgALz7VN4z8QR39npml21zHcJaQIJ5ogQssgGBjIBIAz/30a0U63Mk0tSXGFnZnIUUUV0mQuKKBS0AHakBpaKACvSfhFt+3alktuESkYHGMnP9K82r0z4QRj7Tqku1shI13buOpPT8K5cb/Aka0fjR55qD+ZqNy+7dulY5455PpVap7tzJdzOWLFnZiT1OTUNdC2M2avhtQdbg+bbzwcc/hVfWMnWr4nvcP/6Eas+GmI1y3woY56nt703xEYDr959nxs8znHTd37Dvmsk/3z9Dqn/u0fV/oZRoFLSVucgqrudVHc45OK9V+J8GPDWjuqFRG+zGPu5T247V5ZCqPPGshZULAMVGSBnnA716j8T4pbHw5o1jAW+xI21t5BYsqgJn8N1cdf8AjU/mbU/gkeWUUUV1mJ6h8McDw3rhV1V+eScbfkOCeOn+FeXnrXqvw3hjbwbrBDLvkZ1bI6DYMZ49zXlRrkofxqnyNZ/BESilpK7DIKKKKAClFJTlFIBQKkApAtSYwKAGEU0Ak09jT0UEUgJIVxUjE9KavFSAikAkanNWVbbUSmhmpASmTAqIyZNQM5pu+iwE5am5NMBJqRaAFHHJpryZGKbI1NC96YDCOaY3y9KmKHrUTCmB678KCT4Wus/8/r/+gJRS/CgY8L3X/X6//oCUV87i/wCNI9Kl8CPBqWkpRX0x5R1nhPTbKfR9a1K80w6gbUQpBAHddzuxH8Jz0rev/h3px1O8aPURZWnnpBFEcOUkMYcgksMgZ7ZP5Vwmn61qelxulhf3Nqshy4hkK7j74p1trmrWi3C2+pXUYuCWm2ykbyepPv71yzpVXJyjK39L+vmbRnCyTR09p4DS502zu4b/AO0SyTRJNHGilIg8mz5vmDe+duD+tX9R8I6PYC+1O6njWNTOILMZjUlG2KOWLncQSMZHHJrjk8Ra0ltDbrql4sMJBjQTHC46Y+nb0rUPjzWDozaZ+52NEYml+fcQTkkjdt3HJ+bbn3qJU69/i/4YpSp22Nh/hshnS1g1bdcfbFtZN8G1VJi81sHcckAe1QHwHas8k8WrmSxjgWVmSNXkDM21VADbTk853Vy7a5qruHbUbouJvPDeaciTGN/1xxmpf+Ej1sXcl0NVvBPIgRpPObJUdB9Kr2df+YXNT7HWL4c0WT4nyaR5RTTrWPc6KWO8rGGbJJyBnNRXng60vrS41GzuhCXtHv4LdYCsYhUgAElyQx64571x41O+F3Ldi7mFzMCsku87nB6gnvmpF1rU0sFsFv7kWinIhEh2jnPT680eyqqzUu3/AAQ54dUbd54Ws7LxdZaCNRM8kk6RXDeXsEe7bwOTk8n9K277w1pmqX/9nWWl3GlTC4nhtpyS6XIjUnB3NkMSOo4571wU13c3F213NPI9wzbzKzEsW9c+ta1v4r1aG+F9NP8Aa7pIykMtyWcw5/iTnAP1zROnVsmpapfiClDqjVufBNvY6bJdXOqPvzIkaw2xkXfGPn3EHgBsrnHbNbt14JsppJbG0ihgmaS2tBI+5isnlmWRh82M7e2PpivP49Y1KGyls4764W2lYtJEJDtYnrkU99c1WRw76jdFhMJwxlOfMAxv+uBjNJ0qz+0NSguhPrGkRWTrJYPdXFoY1dpZbVotmSQM54wccHPNdTpWgabc+DDINNEupiCW4l+0vLC2wH5XiONrAD865K617U721mt7q7lmWd1eRpHLFioIUc9hk0xdb1RNOOnLqFyLMjBgEp249MentVyp1JRSvqmSpRTvY7K58D6bNqcdtbz3MMVvawC5kMa/NNJjbjc45Oeg6YxzmoYfh9AZ5YZtWZWE1xHEVgyGESglj83HJxjmuZXxJraMWXVrwMUWMkTNnapJUfhk/majOt6oTk6hc5xJ/wAtD/y0OX/76PX1qFTr7cxXNT7Ha6b4HsYbOcXrtcXhS1XbtKpE0zgDDBvmIHXIxRqXgCyutRf+y7toRK1ykFs0fWSE42gluQSDyenpXGnxDrJhjhOqXflx7di+c2F2/dx9Ks2vivVra4+0tcG4uViMUM1wzO0AIIJTnAOD3zUulXT5lIfPT2sVdR0mSz1L7LD5k6NJ5UUvllVlYHDbfUbuK6xvhzHvs411NhJLdG2mDRKdjCMyMRtc9AMYOK4+41S7uYrOJ5WCWa7YApPy87ifrn+QqeXxHrUzq8uq3bspJUmU8EjacenHFaTjVaXK7EpwW6Oh/wCEGtfLS6Gpym0NrDPuFv8AvN0rlEAXd0JGc5p40fRU+I13ZS2c50m1HzpCrybSEGS2Mtt3Zz/hXMQ69q1u4eHUrqNhEsIKykYRfur9BUcOq6hb3730N7PHduSWmWQhmz1ye9L2VV3vLoPmh0R3Go+B7eS+aZxHp9ptgVBZlp/OaViqsA5BUeoJPtmoX8E28enW1tIcTi5uWuLyPkLDEdp4Zgo+auVTxFrUdzLcpql4s8wAkcTHLAdM/Tt6UyDXNVttnk6jdR7FZF2ykYVjlgPqefrUqlXS+L+rD5odjo9Q8E2umJqM9zqrrb2oi2EQZZ2dSdpAbAI45561P4O8J2+p6JfXt9bGQyo8dn85XayqSXxkZ5wO/euSudW1C8jkjub2eZJHDuryEhmAwCfcAYpItV1CB7dorydGtlZYSrkeWD1A9M5NU6dVwtza/wBfqSpQ5r2Ong8BifSopxfuLqS1iuREYflAkfaBu3dT9K1LHwBp9vq9u1xeNeWcdzNDcI8ZizsjLZBDE4zgHpXMSeMtYluLRzMFitfK8u2XIiJj+6Sueeg/Kqt54l1i9unuJdQuN7bwAJCAqucsoGeB7e1R7PEPRysVzU10Onn8I2U1pazySG0iW1gkl+zwNLIzzMdq7d3OAO2PpVWDwKr6LcXs99JDJHA9yiGEYeMHg43bhuxxkCuei1/V4Jnlh1K6SR0EbMspBKjoPw7UNrurNZizbUro2wTy/KMp27fTHpVezrLRSFzQ7HdXXgnThc6lZ2QUSQpa24adW4mkPLAhvQg9D6CsuXwFbqPPTVX+yLFcvJI9vhh5J2sQu7kE9Oa5qfXtXuP9dqV0+WVuZT1X7p+opJ9c1a6d3n1G5kZ4zExaQnKHkr9PalGlXX2/6sNzg+h1Q8AW7X97aJqjvNCqGKIRKJHLJv6M4HHHQk81w9aS+IdZQzldUuwZ+ZSJT85xjJ/AAVm1rSjUV+d3Ik4v4UFFFJWpAV6d8I4VC6vcOpYbY0wBnI+Yn+leZV6d8I3PmamgzghD14HXtXLjf4Ev66mtD40ee6sFGr3gSJokE77Y3XaVG44BHYj0qnWhrdtLaa1ewTyJJMszb3Q5BbOTWfXTD4UZvc2fC6s2uQ7SMjnaf4uRwKp6vIJtXu5Vh8oNKx2enP161b8LsE1+2cpuw2fp71Dr+P7fv9u3b9ofG3p1NZL+M/Q6p3+rR9X+hm5ooorY5B8JAlUsMjPTOK9P+Kczf2No0JB+Ys5JGTwoHX8a8whjMsqRgMSzAAKMnn0HevXfiktunhexD4acTKsbNndjadx/Qda48Q0q1P5m1Ne5I8fIopTRXYZHqnw7tJX8F6uZJ4/s84kQI/AQ7MEk+nI/KvKzxXrXw7tpB4H1JntvPSd5AsRIXzBsAIyeMdRk15KRg4PauPDu9Wp6o1n8ERKKDRXaYnQ+BhC3jLTkuIklidmQpIoYHKMBwffFd3LpGi6foZmMMD/2JcO1wWQHzpSmQme43Oo5/u15PBPNazpPBI8UsZ3I6HBU+oNSvqV9JBNA93M0U8nmyoXOHf8AvEdz71y1qEqk+ZOy/r/M1hUUVax3GueDNL03Srt3uZ21CGBZ2lUExs7E/LtC4UHsd3WotL0mw8X2NxcgCzmsjCj7SqoIAPmcjHLcOfyFchPrOp3NkllPf3MlqmNsTyEqMdOPamWt7c2sc0cE8kaTLslVGIDj0PqKSo1OXWWoOcb7aHoMfg7Qn0+Ofz7pftUTzxPy3lID8uVVTnr83IxWf4HsoJLPWdRNulzd2cI+zxOm8Bju+bb3xgfrXLjWtSSwNgl9cLaEEGESHbj0x6e1QWep3umTmayupbeQjBaNiMj0NHsajjKLluPnjdNI9C1Xw5Hd373OqiDFpp/2mRbCMxPPyQuQRweDnin2/h3RtGm1iWa2nuYo7COVYn2s0JkyNvT7425B7CvP117VlvheDUbr7SF2eb5p3bc5xn0yc4pY9Z1NJbmVb+4ElyNs7eYcyD39aj6vVtbm0H7SF72Oq+H8iNf3/nW8EtvHatO/mxhiNvTBPTqfyrf02wste0fTU1K3Ec+pTyzb7VFj2rGu306cDj1Oa81tL65tFlW3nkiEyFJAjEb1PY+oq/BrF9EsSx3s6iFWSMByNinqB6Zp1aEpScou3/DExqJKzR1tp4S0v+yIJbi5m864heZZEyRGo+78oU59+RiqvgqK1W31m+u/JWOC3CrJNF5iozE4O3vyK53+179LA2SXs62p6xCQ7fpiqP2+5itpraOeRIJseZGGwr45GR3p+xm4tOW/+Yc8U00jvrjTfD2utJqsEcskMRhtClpGIfNlZsF8EHAww/I0kHgHSpJ54zeTFbbUBbyvvAyjICoHH3tzqv58V59ZavqGmNIbG9ntvM4fynK7vrilt9VvoVZY7ydA0omYCQ8uDkMffPel9XqrSM9B+0j1R3kXg7SoZL0SzSyfYQqSoJMbpHPAyFOAF29jk56YpknhjR7SLUbiaW9lhhuUgt1jXDsxUHaQQOeR6dK5K01jUba6luYL64jnmOZHWQgv9fWnHVL0RhDdzFRL5+C5/wBZ/e+vvR7KrfWQc8Oxetb2PRTJa32jxTyhjuW4UBlyAAOVyO5696ybi4W6vZ50hWFJJGdYk6ICcgD2FNubqW7meaeRpJXOWdjkk0kYGK3jBLXqZOXQVulQMOanaoWq0I9b+FQx4Xuf+v1v/QEopfhX/wAixc/9fjf+gJRXz2K/jSPSpfAjov8AhFvD3/QB0v8A8A4/8KP+EW8Pf9AHS/8AwDj/AMK1qKy9pPuyuVdjJ/4Rbw9/0AdL/wDAOP8Awo/4Rbw9/wBAHS//AADj/wAK1qKPaT7sOWPYyf8AhF/D3/QC0z/wEj/wo/4Rfw9/0AtM/wDASP8AwrWoo9pPux8q7GT/AMIv4e/6AWmf+Akf+FH/AAi/h7/oBaZ/4CR/4VrUUe0n3Ycq7GT/AMIv4f8A+gFpn/gJH/hR/wAIv4f/AOgFpn/gJH/hWtRR7SfdhyrsZX/CL+H/APoBaZ/4CR/4Uf8ACL+H/wDoBaZ/4CR/4Vq0Ue0n3Ycq7GV/wi/h/wD6AWmf+Akf+FH/AAjHh/8A6AWmf+Akf+FatFHtJ92HKuxlf8Ix4f8A+gFpn/gJH/hR/wAIx4f/AOgFpn/gJH/hWrRR7SfdhyrsZX/CMeH/APoB6Z/4CR/4Uf8ACMaB/wBAPTP/AAEj/wAK1aKPaT7sOVdjK/4Rjw//ANAPTP8AwEj/AMKP+EY8P/8AQD0z/wABI/8ACtWij2k+4cq7GV/wjGgf9APTP/ASP/Cj/hGNA/6Aemf+Akf+FatFHtJ9w5V2Mr/hGNA/6Aemf+Akf+FH/CMaB/0A9M/8BI/8K1aKPaT7hyrsZX/CM6B/0A9N/wDASP8Awo/4RnQP+gHpv/gJH/hWrRR7SfcOVdjK/wCEZ0D/AKAem/8AgJH/AIUf8IzoH/QD03/wEj/wrVoo9pPuHKuxlf8ACM6B/wBAPTf/AAEj/wAKP+EZ0D/oB6b/AOAkf+FatFHtJ9w5V2Mr/hGdA/6Aem/+Akf+FH/CM6B/0A9N/wDASP8AwrVoo9pPuHKuxl/8IzoH/QD03/wEj/wo/wCEZ0H/AKAmm/8AgJH/AIVqUUe0n3DlXYy/+EZ0H/oCab/4CR/4Uf8ACM6D/wBATTf/AAEj/wAK8m+MP/I22n/Xgn/oySvPq9Glg51IKfPv/Xc86rjVTm4cm39dj6a/4RrQf+gJpv8A4CR/4Uf8I1oP/QE03/wEj/wr5lorT6hP/n5/X3mf9or+T8f+AfTX/CM6D/0BNN/8BI/8KsWek6bp7s9lp9rbOwwzQwqhI9DgV8u0Unl8no5/h/wR/wBor+T8f+AfTbeHNCYktounEnkk2qc/pSf8IzoP/QE03/wEj/wr5lop/UJ/8/P6+8X9or+T8f8AgH09DoWj25Jh0qxjJ6lLdBn8hTH8OaHIxZ9G05mJySbVCSfyr5kopf2fL+f+vvH/AGlpbk/H/gH01/wjWg/9ATTf/ASP/Cj/AIRnQf8AoCab/wCAkf8AhXzLRT+oT/5+f194v7RX8n4/8A+m18OaEjBl0XTlYHIItUBB/KrV3p1jfoqXlnb3KIcqs0SuFPtkV8tUUv7Pk9ef8P8Agj/tFfyfj/wD6a/4RrQf+gJpv/gIn+FH/CNaD/0BNN/8BE/wr5lop/UJ/wDPz+vvF/aK/k/H/gH1Pa2drYw+TaW0NvFnOyJAi5+gqkfDWgk5OiaaT/16p/hXzLRSWXSWqn+H/BH/AGiv5Px/4B9Nf8I1oP8A0BNN/wDASP8Awo/4RnQf+gJpv/gJH/hXzLRT+oT/AOfn9feL+0V/J+P/AAD6a/4RnQf+gJpv/gJH/hR/wjOg/wDQE03/AMBI/wDCvmWij6hP/n5/X3h/aK/k/H/gH01/wjOg/wDQE03/AMBI/wDCj/hGtB/6Amm/+Aif4V8y0UfUJ/8APz+vvD+0V/J+P/APpr/hGtB/6Amm/wDgKn+FH/CNaD/0BNN/8BI/8K+ZaKPqE/8An5/X3h/aK/k/H/gH01/wjWg/9ATTf/ASP/Cj/hGtB/6Amm/+Aqf4V8y0UfUJ/wDPz+vvD+0V/J+P/APpv/hG9C/6Aunf+Aqf4UDw5oY6aNp3/gKn+FfMlFH1Cf8Az8/r7w/tFfyfj/wD6c/4R3RD/wAwfT//AAFT/Ck/4RvQj/zBdO/8BU/wr5koo+oT/wCfn9feH9or+T8f+AfTX/CNaD/0BNN/8BI/8KP+Ea0H/oCab/4Cp/hXzLRR9Qn/AM/P6+8P7RX8n4/8A+mx4c0MdNG07/wFT/Cl/wCEd0T/AKA+n/8AgKn+FfMdFL6hP/n5/X3h/aK/k/H/AIB9N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Sealed Long Life
Rechargeable Battery
PG-12V140-FR
@ 20-hr. rate to 10.8V
12 Volt 154 A.H.
@ 10-hr. rate to 10.8V
144 A.H.
(UL94 V-O flame retardant)
Power-Sonic Corporation
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Pb
NONSPILLABLE
www.power-sonic.com
MH20845
®
L
HT
W
H
Tolerances are +/- 0.04 in. (+/- 1mm) and +/- 0.08 in. (+/- 2mm) for
height dimensions. All data subject to change without notice.
Physical Dimensions: in (mm)
Features
Long Service Life - Thick plate design and ef cient gas
recombination yield a service life expectancy of up to 10 years in
standby mode.
Low Internal Resistance - Superb high-rate discharge
characteristics ensure reliable performance in UPS and Telecom
applications.
Maintenance-Free, Non-Spillable - Proven VRLA technology
guarantees safe operation without maintenance and ‘non-
restricted article’ status for transportation.
Handles - Integral carrying handles.
Low Self-Discharge - Lead-calcium alloy grids and use of high
purity lead account for superior shelf-life characteristics permitting
storage for extended periods of time.
Designed-In Reliability - Cutting-edge manufacturing and
process control combined with meticulous quality assurance
procedures guarantee consistent and dependable performance.
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Performance Specifi cations
Nominal Voltage ........................................................................ 12 volts (6 cells)
Nominal Capacity
20-hr. (7.70A to 10.80 volts) ........................................................ 154.0 AH
10-hr. (14.4A to 10.80 volts) ........................................................ 144.0 AH
8-hr. (17A to 10.50 volts) ............................................................. 136.0 AH
5-hr. (24.10A to 10.50 volts) ...................................................... 120.5 AH
3-hr. (36.40A to 10.50 volts) ....................................................... 109.2 AH
1-hr. (84.0A to 9.60 volts) ............................................................ 84.0 AH
Approximate Weight .............................................................. 99 lbs. (44.9 kg)
Energy Density (10-hr. rate) ................................ 1.76 W-h/in3 (107.57 W-h/l)
Specifi c Energy (10-hr. rate) .............................. 17.45 W-h/lb (38.48 W-h/kg)
Internal Resistance (approx.) ..................................................... 4.0 milliohms
Max Short-Duration Discharge Current (10 Sec.) ................... 840 amperes
Shelf Life (% of nominal capacity at 68°F (20°C))
1 Month ...................................................................................................... 97%
3 Months ..................................................................................................... 91%
6 Months .................................................................................................... 83%
Operating Temperature Range
Charge .. ........................................................... -4°F (-20°C) to 122°F (50°C)
Discharge ....................................................... -40°F (-40°C) to 140°F (60°C)
Case ........................................................ ABS Plastic (UL94 V-O ame retardant)
Power-Sonic Chargers ...................................................................................n/a
www.power-sonic.com
To ensure safe and effi cient operation always refer to the latest edition of our Technical Manual, as published on our website.
All data subject to change without notice.
Terminals (mm)
T11 - THREADED
INSERT - 8mm STUD
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L: 13.50 (343) W: 6.73 (171) H: 10.79 (274) HT: 11.02 (280)
PG-12V140 FR 12 Volt 154 AH @ 20-hr. rate
144 AH @ 10-hr. rate