Summary:
① El devanado no es razonable y el extremo del cable provocará la línea inferior de la tarjeta y provocará la desconexi...
① El devanado no es razonable y el extremo del cable provocará la línea inferior de la tarjeta y provocará la desconexión.
②El bobinado no es razonable y la cantidad de bobinado es demasiado.
③Utilice un estuche de bobina de alta calidad.
④Utilice una bobina de alta calidad.
⑤ La caja de la bobina del gancho doble debe estar equipada con una hoja de resorte.
⑥ Utilice un resultado final de alta calidad.
⑦1,6, 2 veces el garfio giratorio para instalar el hilo de la bobina en sentido antihorario.
⑧ Rotura del hilo por hilo de lana.
⑨ Lubrique con aceite de motor cada 5-6 horas.
⑩Utilice una caja de bobina con resorte de alambre.
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JisRSlCbte3+RyVKUMBQjUk37j6b+X5nv3gKzMc13DFbo1tdGQug+ZAd5+X079uK8jDyjTx8qCd7L8tLnoYBWowc789uu9jjfGXg/UPg/DqviHwvp9nb6Pqtwst+VjAeMZwEPHCZP4Zr1dabb6M9C9z5z+MHxP8H63rukeGrqacz6iM2kSKSVkb5efbIon70Lo1jaLVz1b4M/C/T/DVp/aj20RuZsPI6qBvkx198Dgf/XpUVZak15XfKj0zUbXSgsU2ousS+YAWLY3jPIrRyMOVPc7e80Twzrtpbw28MRjjj+8o6cUlNluKasY/hnwx4d+HF3d68IQXuECh8ZIwSRRKXciEFTbaNV7hL8mSRvmuG3nB6LTUkymmYt94n1CPWV0OwkzE8bFgP4cA1MrJk+0d7GpYS3Wn+DGF7IxnuXb7xzx+Vaqz1HN6HISwo2SB1NbR2ONtlf7OoPTNOxFjkviR4en8U6bY+DrKQR3Gt3kdojHnYCfmb8FBP4U2+VXMa0XUtTXVnYeIv2NvhJceGLHRrbT5rO9iXa16kh82Ru7N65+n0rKniJwldGuIynDYiCjJHrPw38J6T8O/Bll4e0+5Z7axj8n962WOBgfyrGc3OTkzvw9KNCkqUdloO+x6Rb6pba1LZB7iMvsI6jcMGl0NFuWE1iG7la4cCKKLKopPOaUXZ6hJFHV7oaTpcmoW0ghlCtIGwPTj9cVoyJaI5jTrzVfEV7pN3MqObh2W4d85VNucr6HNTzBB8yuXvENwmo3l0cBkjbyQCTyuMdfrWk489NryJU+WaaPjSTQbPVfAbaPrNzaWS6H4q1ARTXNqqXIj+zGRY7aKIjG4IDl+ViA6gCvHzqtKjg41Iau6/H/IVOEG5KTstWe1fC+d38EaZOogRZELosSuu1ckAMGZiHGMN8x5zXXlP+6x1/NeXU53TdPSW/y6+mm1jxL9szSNS1XwrBqsYb7LZzBOnU969VbnBi4txv2PJv2IPhyfGvx90P7VBvtNEL6vc5GRiIfLn/gbJ+VOs+WlfucWBh9YxkU9lqfq9qGn+EfH+g3Wjazp+n63pF4GhurS7iSaGT1VkYEcH2rzb2Pr7pnzX4r/AGF/CXh5LvUvg78V/F3w7tZGEr6TFdm90kvnIJt5jnr2347YFD1E7Fe38CeJdG8Nafqer3VlfSyBtupWFq8MMg3kKxjZmKBwAdu4jng9K7aEYVVyvR9DzsRKeH99K8epLp7GXKSoUlTG9Dzj3HqD2Pt6g1E4OnLle5UZRmlKGx1GlWayOOM8VDNoov8Ag7xJ4X8Z2t9d+GL4XsWl6lcaPdOEdVS8gIEseWAztLDkZHPBqZXRqkjrILGIgHH4CpuVyItpbRJ/DRzCcbHP+PPAnhP4ieFdQ8GeLrBLvTNRj2SLnayH+F0Yco6nBVhyCPwoU7MVrn5J/tBfBTxV+z/4/fw/cWa3OnXoaTSNYjgDPeRd/mOdkqnAYAbgSCGIIJ35rmaikcFa3C2NukVpJHFfP/rcBN6uWwAWILA+pYjFfT4XLcDicA6lKo3WSu+y7K2/qzjm6iq6xuunVkusTTaXFFdaz4hF25cr5EJab5l6gsSF4zz1x0xXzMnU5VOKuu70T9Fu/wAj24YDDUtMZU5Xb4YWlKz7v4Y+l212TPtX/gn5+0Z4K07S7n4cCe10bxbqd60q3VxDEP7RiwBFCkm0KpT5sR4GSzMuSTgxGJr4iK57adlZHBChgcLNrDpxT/mknJ+r0PtzU77VZdseqa8V81gqq023cfQAED9K4veb3OxcsUTWfhzUJ2Fvb6XqExfDc27RqfcO+FP50exbdxe1NNNBGmxp/ay2FgLlvLgS4ugZJ3BB2okYbccA8DmtY07mU56povjQo1s0uES+v/MbCx2FiIpYhg8ubhlCjj+IA8jg5pezW5Sm0aGmaVDq+kC60PT0muIpfLke8vW8uPHLZEOFkI44GB/tcc2opEtvZlrw/E3ijSbqPTrm20qaGZYXvrCxjSRhwTtWUyYBHGWyec8daEuwJ8rudPZaObFX/wCJjezs5yzS3DMScds8L9FwKq3cm5yXiF2XUZog7FUICgnParSSJbOE8RXlpb36QXFzFHJckJEjuFaRtmSFHc4BOB6VNtTORzl8iuSCo/GqRm2eVeOdLuG1aWNlPy8DiuaMdNDWpvqWvh18PtT8RXsjQfu47Zcs2PvH0qloZRi5ao6C7+ER0yPTfFdxK32i31eIBVYqFUsF/pn8a02vdXHOlDkftNUec/FfWPHHwl+Kl/4l8LyTQ6fM8crIGLW7sVAZWUnjuc+9cidD2yuvft+HqXCcayVTS51t9+2h8KpfCMz+J9UjtL/7PmTT5oi4L9ML2YZrepJ8miuzaO+pwvg/wn4c+JWuWnj+K0gliXdJZShAMKwOXX0GCQPxrkoucviOqrJJaHu9pbQ2cKW8ChY4xtUDsBXXtsce+pZ0/Sry4uzr9zLoz2emvvitrli0kj7SPuEYPXjnt0pruA7+37pL17sBV81ssiDC49hUN3dykR+JtSl8SxxaZYxskbMDM5/gXuT+tRJ30Jld6I6Tw94Z1O+s5iHZI3+WInrjFVq1oaNIj0n4a6lYanJJLunlnOGmb+FfQVMU76kKnbUf44dLWWLSoT8sIAOPWuqGxnUZx8mAetbR2OVjVwaolHhP7Q3xK1fwN4h8O3XhyZVv9PuPtUYIyCQCMEehBpuN0cOIryp1IuG6Pcfg3+0TF8TNOjbVbOWPWkTdLAkZ2gf3gfSuWUHDVnp4fFwxHu/aO38UeIItB0h9SaRWeLMpTd1PZaym1GNzq5rFDT/iBY3WnxapeylZpY9yw7TlB349qmM09xtq1zkbbWtaudevNbtIC+mW8fypKTgsOcgep/x9OVu7omEnJnUzQ+J/EtnB9ttxbW0wV5ATghfQ0OT67DnFs7XRNLjtNPk1BIsQWcRSJiMbm7mtI6glyrQ56OBiJEYDMqsTn1610xOd7nzvpVhJo/xI8d6YQ9pbyajaX6SpZJhhJFKzb5Sd23dJuLEYJDopJyB4PEq5cut2a/XY3w9vaa9dP+H8j0bTY1ttFt3WGKIeWX2RY2DJJ4x25rtya/1CjzO75Vqc048radlbtt8jh/jdpUGs/Cm70xgHlMbT8DJz1r1luc9ePNTZX/4Jt/Dw2GjeLPHd3Bte8nTS7dyMHZGC0mD9WUf8BrLEy1UTLJaFueq/T7j7NsNF0+wZ5beJfMkxuYLjOBgcDjtXI0e7YyvHHhNPGehSaE+o3NjFNJE8ktuwDlEcMyA44DAFfoTSAnv4tO07QJLSayRrCC38trdU3AxgY2gd+1NNxaaYSimmnseC+IdLttNvLGCWW2sb/UI5bqxs5LhWuPKRgG3J95l5XJHqOQRXqRqRxUOWTtJHkuE8HPmj8L6F3Qr2GZfnXy5IztkjJ+ZT/Ueh7j8hwTvF2Z3w1V1sWA+geCdG1fVNF0IRqDc6vd2+nWy+bd3BXdIwQY3yvtA9Scc1m5N6M1Ssa+leJhfaXZamkDxC8torkRSEFkDoG2ttJG4ZwQCcEEUmraFEsmsXDHCjFIWxUlkvrliC7Y+tAnI1tN+AXgT40adPo3xN0mPVdNiZZkt3A4kHG4N1U4JGRzW8YtakSd2SaV/wTp/Y80e8N7bfB+1kk4JW5vrmaI+xieQpj/gNdNLF1cOn7OVr72IcFLc+cPiN4W/Y20D9oaP4M3/wx0O217ULgw2Yg0yOG1hZnPkwblIwzDGAqkDcuSM1E6tVtO9/Uzq4ajXh7Oa08m1+TR7L4a/ZX8A+HHs/GVtG4sLBRfvYTCKWGaMLuAKhV4zg4J7YNdU8wrOm6dktD5ynwjgqeKjiueT5Xezaa/zPUJ72wu/CUeurqn9hQqJpI7Oykjha4CEqFLBSwHGfkwR6157V1dn1e2hnx6/4G8RfD+01TUbq11u7jgnntY5FNxHHIrvGGYSFgT8p5cknk96SV1cezKOg/FfSH+HourW1mE7wXHm3NyRCYgWcLjA54AIxgYxz1ALq1gtd3KHg34h+Io/AUf8AxInsoLj7TP5qR72njJYqy5GBlBuyck57dalOxUlcl+Gs3j678HeZdTTQ22o3Et5ZRBhHK0DhfL8wryBgDj/a5zRzdBcrepY/Zdm1t9O8Xy63BJAZde3wxNJv2R+TGAAfTOTTg3b3hyiuh7mTEB80gH41ZkefeJCh1a4KEMAw5/AVSEzzvxfoum6jrVlqF3CHn0yTz7diAdjNFsPUejHkc0tmZyRj3J3SfnTRDRx2uxvf6pPO65+c44ojFWFUk2zofBHiZvDMU1mbf5bhslhxik49UEKijobPi7XrSbw1fgTZESi5RAc/Op3Y+uRU+TOhyXK2c5r99Z6lZ6w2s2Vs9rcafHcoLk8So4xtGe4P6kV52JrKGMpKS1cWl6HJgsRTrOpRj8UGr/M+GdQ/ZolvtQPinU2vHstSuXW3sFORgnjLHouMd67Oa7sj0FFH2b4L0ODwzolpp0MEMPlQxoUiUKigKAFUdgMU1CyM5Tcmb+l6o+pajqGnrYzxCw8r9864SbzFJ+Q98YwaTVtQNT7IxGSOaVykVri2KDkcUhshsr1tOvI7jarKjDcp6MPQ0bgnY9n0jxFaapoyXOhRqXixvgH3h7YrSOgN3NRvENkICWmiWYIWKZ54pkuSTtc8Q13U2v8AVJ7hiSC5x+dbwSsc9R3ZmPJk9a0Mn2FRwOc9KCHofJXxb1O38TfEa78xgyWuI1z29a1toeHWqKVZnsnw/srrQfhJqmv+G7KeTVb/AG2FqbeIu+R1IAB7k/8AfNcuLbUbIrE16mFwc6tCLc3ZK2+56p4H8C69qvge21rx4ZFu48u0UzbSVB4LA9D0NcFOMuW89z3MsdavhYzxKtLsdv4Z0LwnJHHrWpXMDO6bIYUXIjUdvrWyhzbnc9NCTULOzivIJNG09rhEkDGOQBItvr6ZrRU2thcyR2ug6lZ6sPs95pYhdf4R8ykD3HFNwS3Hdk3jK5ih0uKxgCoJmHC9NopJWE2cRLtRlfHAIJ+laxMJKx80fF3T4tE/aGsZolhRtU023laT7NMXwkrgfvVOCeEKpgqNrMcbvm8TiaUYYCXN/Wn4FwpSqxko+T+V1956GBFB4csLS1jjhjeGOONY2yqgjoDXblP+40bP7K/Ixqb2NG08AXfjp5fDliYl3wEyyy52InTJ9eTwO9ejKShqxcnOuU9d+H3gq2+HXw9sPBVhd2EU1nD5bzxKAryE5Z9vXJz3rL2dSpK/KzWnOnQpKDaR0VteWFhax2q38TCNdu5pNxP9atYKvLaL+4Tx9COjmvvHPqdmF3/aRj2Q1UcvxDduRkSzPDr7aOb8ZXcyW2mana6lcR2qX8cc0cG1TLv+RVbIJ2hmUkDBI71y4ijPDvlmrM6aGIjXjzQd0fKf7ZfwRn8XeMNA+JHw78Y3OhePdC05YLaQbWhnWOR3jRieUGXlBxlWDYZSBRTk09C6jT0Z514A/abvNembTvFOkf2P4w0Nhb6xpjkqJMHBePOSUJII5O0kckEFs6rcZahSVlY+n/CWsaP4p0a31zSLwSwS/KQPvRuOqN6MD/Q9CDTjZmjjy6Mg8bz+NNMTRH8FaDbambjW7S21bz32m105ywmnQBl3Ovy8Z6Fjg4ppJvUTutUdWkKeUXAQY7UrJibuNlmtIUWbz0DDGRVJCPVvhLd2FxJc/Y3DHyQWI9c1v9kyb1PSAcswx0/wqHsUfB3j79mfQviJ+1fF8Z7nxJPZSeHdaS6nslgD/aZrWTMLK5bCD5VVhtbIXjBOa1ctbAeqeLLbxeNEuGt762aOy0omK3EzGKNY49o3Y4dmIJz1HSspS5nZFpLqZFt4M8PW3gq+0/wp4smvPsllcb5ISHfzNwx8pztBZ3IU98kYrON27D2Zo/8ACGeHtQ+H99beE9I1GztRp88MAuA9vvlOFVt74UnO47l4PGckUO6Wgk7s6Sz8PXeo+EbqbU/CNhpUTWE1vbKrCQKrjaCFQH5cfU/hRFPqW7dGa/hnwf4oi8MsmtarDdJ9kaK2hht9jJF5ZVAWY8kKeBtHXvTSb1FoafgTwBHoWkRNcale3JlPnRJM4IgVlwEXAHGOvuafI3qDl0R0Nl4d0bQ7Wf8AszT4rZSDI4jGNzAdT6ninyMVzkDczM7OJW5PrVpXIZDMxfJZsk+tUtBHK+IXAvJAwxwv/oIqGRI5uRgWJ7d6pES2Mo2qsS2OT1NWYS3uWG0S7QRs1rIBJjb8vXPSqukLlZdt/AeqW2tifVVMtjcwiIxljhAc5P6isZtTNqVNwd2LceErmxvLAXGnW0tmS1sEc5yqxj+E/Qfr+Pm16NsVTqp3Tute5Ma1KFX2fL771btuXL/wHD4nEdjcmO2toWDRhW2lfYY7V6CpxR1ubZxuv6beeB9SNndSPd6YMbbvGTDn+F8Hj2JrN3g9diWrnSaRtmh3RupEgyrDmpbuNaGzZ2pitIIJpDLKkYWSQ/xt3b8fSkaRZS1AKikUDZzF7IAxwaCG7Bo/iDUdGuxc2M7I/Qjsw9xTTsJu5H4OttXtdW8Q+Jdc1WS6e7IFqhY4jQ8kY6Dkj/vmnBe9c8DAZZVwmNrYmpNyU9l0Xkiy8gdi3rXXE9R7jSwFU9yGZviLU10vRLy9YgeXExyfXFUld2MK0+SLkfFOpXE9/wCIbm73EvNMz/XJrokuVHzVOXtJNrqz9EvhV8P9d8OfDzQdIivUYm3WeeIp8yu/zEZ+pPavPnO8j7LCUfZUVE7y18D3c8eLucEN/Cxz/LFJW3N9TYtPBGmWyruY/J0CgAfpVqSQrXNGLRtFs2QNCgkc7VL8kn0qXMaRekghW3kji2Q7lIDAAY96lO47HmPiXxLpC6mNPj1BHWyTy8ls5bvQpR7iaZhSa3p00pjS9jJHUbqtSREk7HIfFayt/O0TxpEkRkTTr3T/ALTvdpI2JiYKiD5SDtJYnn5VABzx83xY39Thb+bb5Dpvlbv2/U8d+L3xi/4U94N8Hzat5Op6ndxwRssL/LI/lgkgkLke5Ar1spqRqYCjOC0cVvp0OX4tEz2X9kL4geI/iLPrutal4ZbSrGO0WKJpJF3SyblPCgkldp69M8V2zldr1NoR0Z68SG4PevrkrLQ+Le54D49/aXPg7xZrPhe18JxXMmkzyQI9zqRhN00cCTuI1WJ8YSReWIHPWvMxOZSo1HBR28z18Jk6xNONRztc9z0q7OoaPZX5jEZureOcqDkAsobGe/WvSpS9rTU9ro8urH2c3HsyTX7d5fC0CqMldVsiP/AhK+dzhXrN+h9LkulD5s+Y/wBpHxreafptydA1O2l1eLSJhCiyKXSXdJt49c4rz4e7qelOzdj5E/Zn+CPxG/aXv5/EFxNrV14h0i6CWt05WDfEBiRbu4bO2MM6kAI7MFdFAyGVybbsXSUFZyeh7XrV94t/ZI+MV34MuNXh12zWC0lv0hQxJOskYYsqsTsdWZgDk5GM4zgYXipuCeqOz6tVjQjiZRfs5NpPpdWv+Z9N6D4stPF2j2+v6BqCXNneLvjccEHurDqrDoQelap31OSSaepcaK9cD945z2FVYQkejXtxIm2CRyx+6eKBNXO40Hxvo/we0HVtf8RROfJtvMSCIjdIcjABPA+p6VsnzaGbutUefftCftr+K/BPgr4aeJfhZ4X0ye68d3F2XttYLNJi0ZFktokRlJkYs2HztAToSwFP2as7ji7o9v1XwFZWi6v4ksw66hdNLeSJPJmNHOSwG0AkdaUo31Hp1Hal4G0PQPCl4tpaxiRYAJXKb/OJwCCGyAGOOPXnk1Dj1Hc19a0LStK8Jz2NlaLbw28YWNIvk+bgD7uO+M1VtBNknjCGGy8I6kYYExDauIlI4B24X8uKTVkOO5c8TH7J4a1SaPCmOzlK+x2HFNbDSvIfqINloN0YzgwWb7T7qhx/KoQyxZxJDYWsIP3IUX8lFNgN1Haun3TA8+S/8qUewHnOSAapEt3K0zkZxVWJZymvzF76ZDnjaD7jYtQSfI/7Rf7UPiT4WePLjwL4U0PT5ntreGWe6vTI+XkUNtVFKjAUr3PJPpVWshclz6VsTCt3Cbj/AFYkXf8ATNaSWhzLdHqQvdIuxDJD5TLCBgdcmsG2dujWhHf6zAZMSFVYjai1KfKBzser2b6wYr20juJIYyQ245jJ4346dMD15rxMbXdLHUovZii9Xz6LS3mzn/G2qXF5dWWm6JcOkzSgu8bEYXvnHtmvclK6SREkzW/seOHRbpL6MXB1IneJADkdKcYqSKbsjgza6h4DufNthJeaJI3KDl7XPp6r/Ks503B36CU7na2mpQ3tql1azLJG4yrA5qDZaGdqs2UJ7CgGzlbuUs5xQQQQIZHBGcg1okJHW6Ppjyx7XUFWGKY2k9xmseHLzTk+0pGXhPUj+H61vGSMJwa1Risyou52CgdSTV2MWeJ/HT41eDNE0qXw1DrUM2oTNteKNwSo/wA5rvy/BVMfV9lRV3/kefmCn7FqJxPwL+GOtfEvxTp+vWNrFJ4ftr+M3lw8gUbVIZlA6t2H41ji5eyk6b3R52W4CtUak1omfozFqGk6YztDdqzkKoGcgACvLcktWfaKNkSy+M7RRttreWbHcLxU+07E8pAfFOrXBC2unBfdjmk5SY1FE9sviO8kEkm7jkLs6fnR7w2okHiG7u4Y0tNW3BGX5tjc4x7Vom7GcvI8g1ez8MfaJQ2lSqC5O4BgT+INZpd0DZhNpfhYuzxy3cLE9pW/wqkkQ2Ra/qtnpPhZbGzmlvRBfC62O2W2FNrAemMK2eCAG9ePmuK3zYSEFJrX5bdu5LqckZaLXQ+Jvid8bdH/AOE31/wR8Q/BEusw2NyBpSiLlInUOjqOgyrA/KcehPWvWyCfPltG7vpb7tDnkmnfY90/4JpeKfE+ofFTxdolwmpQ6ANAa5sbe8RswuLiFcBm5PDHua9WfxI1hZp2Z9vCIlSWOMV9d0PiranzB8Xfgb8S/FnjzxFqnh3w8z2WpRzIrte2ccU7y2qw+aS8nmoUwBt2AEx55BrxcTga9Wq5rZ/5H0uDzLD0aEKcpao+kdE0+403w7pljdqq3FrZwwyhTkB1QBsHuMjrXsUYOFNRfRHz9eSnUlJdzWuI1k8NEsAdt9bt+ImSvn850rP0R9Fk38D5n5LfFtkk+LHivaGL/wBpyDOTntWNGMXC7OLMJVFX5YPex+h//BN6eO7/AGb7GVIlQ/23qgY4xuKzYGT7Dj8KyTTbse/GHJCKufBfx/8AHPi1fi/4yj+IPh6a08U3GoutwLmIlbaMOPLEDH5SnlKio3IKEHrzXz0MHivrU69RrW9tfuP0LOONOGaOU0cnw6qWi4uVorX+bVtat6p6r1R2H7P3xjm8GXBv1t5pdJuGCajprevaWInjeB0I6jg9sewlLdn55h8XSxUW6aaj0vv5fgff3hmTw94o0Sx1/QLmK9sb6PzIZUPUdCCOoYHIIPIIIPSribNWOptNJhjfPkplR1x0rSKJbPC/2mbC41HQNWsLaMyBrUK0eCSy7hkcVUVZks4Dxv8AAnx74k8H/s3WEmjao9rpmpag+q3VlYPM9nHczxSRbgvzRo0aupY4UDqelaX3JjufcviFkOj3IHSQCM/RmAP86TLIvFRQaOUI4e6tUb6GeMf1qGNasj8aSqPD8wXjM9sp+hnjBovYI7kPjmZP+EWv8n5dq7vpvWk3dFRVmL43mI8JawfSzlP4bTST0GviLPiOTdompqpyTazAY/3DSixFi2mD2sTg8NGpH4gUA92RajJusbhPWJ/5VN7MLHn7EbTmtiCpNIQG4q91YDz/AMcXut2niDS4dLsYprW6udt/M+8mCIQEhlCg8lgBzxz9Ky0JZ+YX7SniK98V/G/xjqDmRYbC4ktoSfu4txsDA987Mbfc+1OTGj9JxJitjiLmnXV19ojhtS5JJbavoBn/AOt+NRKKsOM3F6FeWz8Sa1MdVvT9lW0lMaIzfe54OPQH864pJtu6NcLVlW96SsXdSt/7LuLWFbxpru7jLlx8vBGMdPy/+tXgZpTqyxFJ2Vr79TsnGMYe87pvZ9+jR6F4a8GaNd2UMkR/eKAHycn6Zr6L2diLpkHifyRfC1gHyQDH41vBWMpvU5q7hR1ZXUMp4II61q1czOXmtZtAkafS4y0DHMkA5/FahUYT02YnVlDzRFc6pDdRb42OD1BGCPauacHCVmjpjUjUV4nMD7ZHfX011dK1tJsNuoGDEAPmye/NTpYDY0lPNZJMHbIodTjGQeQaq/KB32kzR28QJGeO9HMVY1pNYiaEwmDeGGCD3o5gaueafEP9m/xz8a9Nk0zwh40/4RaEOGecQ+Y30AyP51vCTaMHTinc+bPiF/wTQ8QeB5rTUrv4wW99dXzMJJLuz2Bn7D/WEnrXq5XmlTJ68a8VddUTVoLEQcHoX/gx8Df2q/hR8QNO8P2QsL3wNeXS/bLwS7QkbcllQn73YDnr2rjx9enjK0q8Y2cnc6KfuRUUtj7yi0PRtOWY3Mi5t4wXJYda4FTtuaSncnOreG7KVYB5Lt5fmEAbs+g+tOyRLbaJ9O8SW13q2naQLd4WvA7btmMbRnFCl0FqlqdJrkH9n6bNPayOshI+bNXZEnnXiK/MGny3t08kgiyxxyce1NoTObluIrm3jn8vAkUMAw5GaVjOVyjJbWknL28bfVRVJIhs4Px/pthcPaWioYRN5uWikEZG1d3OQQV+XBGOQcd8jwM+i5qFOG7U322XfoQpR5kp7Hx1+1B4Q1FfGGl/EnQNJnNrfW0lpOzxgssttK0YzjqCuzBPOFHA4rXhfmp4GNGo7td3cxzmMqk41YKyat9x7f8A8E5PGuoa98Stb0m9jVfK8PSyBggB4ngGD/31Xv4i1l6nLl05ObUux9ma9p41jRr3Rk1S/wBOe9iMIvLCYRXMGf4o3IO1vfBr6WdP20OW9jx6dX6vVVSyduj2fqV9Q0KDUtQ0nUZdQ1KJ9Hlkmijhuykc5eIxkTqOJQASQDwGwaJUlJxbbuv61COIcVOCS97TVba9PyFtfCtpYaxqPimKO7NzqkUFvOzzu0O2DeE2ITtQ/vGyQBu4z0pRjTjUcr6v7tCpVas6EaTXuxba01101dtUbcoA8Mzj+7dQn/yIhrwc4V6r9Ee9kv8AB+bPzt+Jfhb9nzwj4yuvEHxk8f6vpt54k1C5ks7PTrcnZHHJ5ZZmCP8AxDOeOvQ4zXDGrJXjE65YOlOp7ae59u/sX2fw30z4QW2nfCjV7vUtAh1K623F0zGQzEqzj5kQkcjt+dVR3dzrlZI+Wv8Ago34bubv4222qaeWSceHrRmCDBkAlnHX1AAqpJMycIt8zSbPkOy1bUbC7S6SaRnT5WDsTkdwazcUaKx9Kfs3fH+/+HutKpE134ev5B/aNkvzPA/Tzoh/eAxkdGAxwQCI2Y076H6CaH4h0zW7GDWNHvo7uyu4hLDNGcq6nofr6g8gg1alch6PU5DRB4A+DMmr+JtZvTY6FYS6jr+o3V0WnaLz5Xnmb5VLMA7kKoBIXaozitYq6diZHvsOpaddafDqEFzG1vexo9u54EgdcrjPqMVCTY7nP69L/wASW6djgIolP0Vg39KpspFPxldCLw/c3LH5bd4pz9ElVv6GpbHFajPGUv8AxTGoOw/1EYnJ9PLYP/Sk2NLUh8fCSXwZrixDMi2MzqB6qpYfypPYFuW/EyfbvDuqWyHPn2UyL75Q4pJlWtIksLhdX0O2mJyL2zR/wdAf60k2lYT0ZH4dujP4f06Vz87WkW7/AHgoB/XNO7BrUszsXDRf3lI/SpaGcNIvJXHQkVstUZvcpXMbbT7VaVrMRynjKSdBdvbD98sIKZHG7yxiourk9T8a/Gs/iSTxvrlvrEczXyT382oTyEYZm38YAA6+2c557U3a40fY3iv9ri48PXSRvo8jRycqxwO3ua9vHZXPCUoVE78yOGgniG0tLHtf7LXxDvvjlBf69BbSWdvYzC3jZgMOwAL9PTco/OvFq+6+U640fZvU+mbLwUWULdzEg8sFAUE/hUc1y0lHY5bxdo+i6H4rtp7pCQbTCOwJRCGHJ/AY/wD15HynEzr040a1LaMldd1sdmGw9PEKUal9rpro/M9D+06dZaKupWzxxqY9+QQAeK+pUuZXOVqxzmlWGl6tp41y8uXZbqVgpT0BxW1CE675YHLiK1Oguaoa8Pg7w7cRCQ3EgzxgsRXQ8JXTsYRxtCSuVJfCXhaK7WJhIzIwIOTjNEsFWUOd7CjjqEp8iOG8T+DtL1CLUry1u4LS9sZmVlLYEy4yDj1rhVfmi4VNbHe8PaSqU9O54/HfW1zcy2gmR2Q7XTdyPqKw0exbOitF1NPsRsrUTp5qQyEtjyosH5vft+daWvuI7q3eKGMBjnFQUiT+1LSHHAppDPUvhXqK3ltdBAVClev0rqpLQynozx39uX4Y6l8V9E8K+HtN8RT6M8Go/amniJBIUrxwRSq7IUdWdLp9rcR6RBaz6rPJBAEjjZARlxjrWLbSN1G25bOlvcSXpazuJ3hVfMWRjiX35/z1qE22KS0NSz8O3Szww21gqoIfMicjnf6H2p2YdDVOnXekNp+q6nHH5tuzb9o6lhjimk7jeqLWseKYNRsWtI4CpYjJNaGZx2rsDZkHoWGfypyEzmbiRcYAxipV2Q9dyLeAvSrMzz/x1E76lHcx5P2WwuWC8AHdgYJ7Dp2PQV4eau9aMGvsT/LsZuPvKXRHC+CbLRfGfwruLIxCQW2pXMyh3aVk3yNuUsw4YFkyvbK+orHIF7KhTi7aprTy/U6q0VKjf0Oi/ZG8E6N4S+NOrG0jWO6m0O4DKq4+TzoT/QV9HVasrnBhaPLUc+lj6F1TV7fSJojfM8KShyJym6NcY+Xg8sc8AkZwec8H6zmfKuVHzCgnN87NHQGkEC3WqpdyNHdvbh4BGojQAYmlR+COTwOPlPvjzK+IqVJOnTdrbv8A4J7GFwlOnBVay16L/gFa68T6zMIlezZ5L91Y2iFP3K7iG3suNgVcH587jwpyDVYNqUrLW39aCzCDhBNq1+n+ZP4ilFt4A8QXUixMsUTSbZU3IQqqfmU9RxyK8/N9K1/Jfmd2S60bLv8A5H5i6t+074b8G2J0G68EeE/F1zY6jNdWEk9s6iyhc7twLp8nzHA246cdq44wTh7atOy6aav0X6s+nhgales6cIpWV3Z3t5ye0fv12SPuL/gnv8bdW+N3w31bX9Z0ex02ex1T7KsNmzGMR7AV+8c7uuadPRu2x5kndHPfts6EupfEa1u2QHGh26A46Ymn/wAaJbiWx8SeN/Bcsdw97ZRYlXmSMD749R70mlYDltF1O70S8S9tW5U/Op6OO4NS0B9Q/AT9o9fA19Bb3pmuPDl++28t87ns5jj96g/9CA+8PcDMqLWxXNpqfc3hnTfD3jefy7y30/W9C1eyeOWKVEuLa7t5FwyspBV0YHBB4NbQdloZz3PVv7K02SCKzazhEFoU8iMKAsWwYTaB0wOBSu1sBy+uRNcaZf2C5DS28sI9mKkCkyzM1kDX/Cd7bxnP2/TpFX6vHx/OpLW46e4h8U+FZXhOItX09in+7LGcf+hCo3H1F0q7XXfDFrLMQft9ihkHXl4xkfUEmkmFkmReE9QfUPCumTXUgeU2iRXGDn94q7JB/wB9BqEN6MreBNatbzQIbSG7ikl0x30+VUcEp5LtGufTKoD9DQndhK6KHgrxr4d1O51PwvZapCb7RryeN7cttcxFy6uoPVQG2kjIBUjikpXdi5waV2WvGVtcalaRHT9WazubeQSIyz7MHsTzzj0NKauKDsVbma2MrmGeOXLZLIwIPvW0HpqZSWpTuSrZArVO6IOd8QIDeykgH5U/H5BWbJ6n5IfGJc+OfGowP+QpqOO3/LSSqtqNH08/7Jvh7xVexS+LtVuDCnJSOfafzH1r0cRmeIrUFRm9EctJKE7o+rfgN4I8GfCfwVH4a8E2TNaJI8m4FpCzk5Ylj1Oa8V1PebfU7kj1aLVtcnUCG12DpubAqedvY05Ulc89+ItvqE+pyT6vKFt/sR4UHcWDg4GeDwT/AI814edRnKCcXqrfdfU68JVowjNVtraW3v0+RLDqi3vh6K1bfJA8ICgnnjtX0Gysebe+p2nhK28vwdYpHAy4eTCgZx81ellWlRnlZr/DR458fPG3i7w9r2jWGgavNbW85zJHGinedwHcE9+1dGZ1J0nHke5hldGnVjP2nTY9j04PLBb+YSXdYyxPUnAr0qn8B37Hl09MQl5nz18aNAs9S+Mel2t54q1KxWe9gxY27ssdxzyGx7V8Y4Kcm2fbxlZI7H4q/AzTJY7PxH4b1GHQb2wtZJWmZQY59oztlGeQfrxVcqpxcuiLhTdaooRV2zlvgl490T4iac8VlOkeo2x2T2+e443L6g06VaNWPNFixWEq4Oq6NZWkj1F/DNzL0zg1pYxJofA1zNk9MEUcrZNyHUfHF78MdZ0rQdOhjkk1e/gtXLnG0OcZrandaETPR9E0ibxj4f07UvFQSe6E0jrhcBVLnaB+GBTlruOKsbyeHtMhhlhS3Xa0gIGOBip5UVdstNZWsbTlYVBKBTx7UmktguTJHGkkahQAsfFAbnPePGAtLdexfNAeRw7yYqkIy9ZuG+yHB53ikyb3PEfjl8bNL+DWh2+rajYyXkl5KYookYA8Akk57URJaucT4B/an0TxZpMV7qz2WnT3H+rtlm8yTb2yAOtVZk8ti/qvxK8O6zo+p+Kbe7uZrKC3msjPbRFtsi8tjOBkFlB/Cvn8VJVMydN9Kbu189wUNG2Zv7MXjPSvFem6z4UutNkkuLDU71I5I5RGHFxskOAqjbHviJXt1wOgp5fTdHCxbd7P7k/zOinGPLyW0sfUXwp8Cx6D4pl16Twzp1jcS2UsLXCXMk05UlTty3GOOfpXsyd9zOMYxukdX52lpfRQ6od1vI4EiiJpAVJONwAOAcY5619XVqctG63sfI0KftMQova5tXGnW+o3MZ0/SLUxwHyopzCoWGNSMoAR8p3ZJBGc9q4KPsOTmm7+XmetXeIVRqlH5+RX8VapZx2sM0NvLIil2nniRSrMAASRncx4PQHocZxVYFrnkZ5nFypw+f5GV4itk1b4ba9b25WUXNhNsIPDAx8c+lcebO9den6s6MmX+ztef6I/IX9j7SLPxLf69b3Wm2l3cQT6cILd4FZTu8/f97/dU5PYV5j5Kbc5LVnvVMRXxFNUVZRXRaJ+tt/mfoJpP7Q3g34BfELR/hfe+EJyNft4XN5YpHBbWqK837yQYAJwQTg8AHrwK0pSTTkjCcXFqJ1X7SCW2v8AiSwvLb97HNpMLIw7qZJCP50TlqOKsfLni7w35hdRGAUBwaaZMnbY8A8deFtVivHuNPYQtz5iBQd3+0M9/wCdOW1zirRxEtKckvUwfBa6o/iRIZNVFmkUbTXL3e7y/KXGflUE9x/j6zCFSbdjlcKuHnCpWrXjfVKPT5tH2d+yn+0P/wAKx8VHQ9dvzfeDb9iFlHzPYOx/1yDvE3VlHIzuGSCGadtD137x94eNfjJ8L/hzoNl4n8a+NNN0vStVmjhsbqSQuly7KWGzYCWG0FicYAGSQOae5OxxN54s8Kaf4y1PWB4mtYxIhjkt3n5Z8qyNjpjbyGHUNWcrRdzZXkjitB+Nkei2s2j+KdOkt1t0Y2d/bAz28ke7Co+zJUqCoz0I9KxVVx+I1lTTs0zL8M/FvXPDGm/2bq1iuqaWsH+g31hjdGP7jIcZAyMY54wQeoSm4+aKcE+upk+HviL4t8KWs6aTcRa7osgYiKd/KuLWRjk7Tg4BJPytgA9MUOVleLuiE05WlvdGN4f8WeJdCnu7vwVrDJBOxa60u/BlG89XUqRtbOclc57isHNq7gbpxmkpEWm3t/LqMuseH7m80HWEBWdYDuhnUknneCG5JPIGO1NT5n7u4PRWexSXTdR1fVbrUL+1nt9ZtUWSHUbQGBtx35yEORnPqQaL82+5onZJdDSttK8byX32O8nvrqE/8tXkDMDgnrtAPTuM+9F5dSG002b9l4F8dzTIunmcRsM7ipUr+RrWKkZSmkel+F/A/iLToZLjW9XnuAkbHyyPlGB6nmuiKcTKTUjn/F101mLu4RDI0UQcLn7xCDiqZhY/Grx14tv9Y8Y67Jer5N5fXt/NcWyJ8sKlnIBPUHJPtV6XGfqj8O9Uj8Y6/wCItN1nwrdWVvpt5Jb20siBUnUY+Zcdskjn0rLmfNYXLF9D1vRrmx0Kzj0/TdOURxDagI7VDZajY27XWNQlVXUKo3LkDjjdzSTHZnOfGWXDWRt0R2mtp0KZ5JAXH9f8muLMqaq4eS62ZdKcacueauupymgXq3um3VlAfLmsp1l2njMci5P/AI9muvDz9pRhPul+RlUUeZ8u1z2Xwfj/AIRmx/frGMuTnv8ANXp4BWlJ2PNx3wq7sitqGnQPqQvBb20rrJwzRg4Xk8e+a9qMOeCjI8WclTqtwY2OO4S9VrkDMkuUwMADPSqqv9zJGdJN14NrdjrjQdKvTd311YQyzx3alJGUFlwRjBr4+K1bPtY6q5d8Q+GNH8VmHw3rtqlzY31vJDPC3RkIwQauynFxlsy41Z0ZqdN2a6n5ZeJTrHwB+MWtQ+F57qOy07U5YrWQuSfKD8KT3445qYUY01ywWhjUq18RWdavUcm+590fAP8AaC8MfFbSYrS5nhtNajQeZCWwJf8AaX/Oa1TsSz2iSSRLZjaKhlz8obpVoRyF34E0fxj49tLrV3y+lyR3sMYbGZEPB9wDWkdyJs9Wt4LfTbeCztxtiiOFpt2Y47DGuQEkOektZt3KEkuNzXAB6qD+lK9ikhyz/vIznqnFK6Gc747kLWUDDosmCaXUTOGeQYxmqJMDxMZ5NInjtZvKmc7UfrtJHWk3YTPzl/bo8Z/2l4tsfCTar5raPYZmC953PJP4D9aa1Ej52+G2sReHPElrqk921vGH+aRF3FRVJWegSVz6bs/Gthp/gfS9JttYQya3fzyboz5hmjabl/LBO3G3aBjkhj3r5qanUzDEzS2hbt07hFWTXmdj+zr8T9R8K/FjWvAsBgbS9e12O+Pnzr5/mRh1URgnOG3DgEg7VPpn0cDHmwvvdvlsjSmpJ+SP0Y8PW+qQa3crPAwgiV0VyRznlffpXZG86cZCkveaWxyfi3wtquuTb9L142MbFWnjMCSCRlyFPzAgYyeMH2xzn7KMbxUn2PipTcZP1Ol0G913R7H7Pc6zJe3DsGmuHjVWchVUdBxhVUevGc5rL6nRerRt9fxCVlI5XUPh/Z6teLNcTROAyiJpYA80SjoqOTgAdiVJHrWqp06cW16mTq1KzXM32Kvxn+K/w7+BvwxvG8Z65Hp9tORpUC2v7+RJWTCIVByvyjvjgV87mNWOJnzUz6fL8NPC0+Wo1ufDnwvl+DnwIsNH03VPH1jd3Pi54bmxn0mzubdrVEEyN57K8bgeY6vjJO6BcggivPlFzW2x6KShq2faPiDSvA/xHbTvEvi2LSb+Kxt1kS7Np8xVQWWUFGwTg5xg5HYVEfedrmjVlpqeS/Fz9qH4dad4vXw54livrGXTYhp1u6WkrrcwxyMBOMIFVMEZJbAwcE4NdCX2exh5lS30f/hYltc33w/jPiOGCU2802lD7XHFKBkxs8eVDDI4JzVWsS9Tktf/AGb/AItatIVtvAOo7iON4RP/AEJhirSJcU0eeeKP2LPj3NpOpXV14GuNPskt2aaf7da7lTI7CXcfpVO6Whk6a7XPMvhf8Ofiv4GsbjS9R0671C2jm/0ELEcqpzwGPy4PYZ45xWLswdVx+yehfGuXx3rvwo8C+HBpmpPf2XijU7W1tTEZG8t7axkMcXYbmZ+cjB38inG9mjWMuZXPpez+Fer+KPDnhy6vbO4t7iXQNIMiTMTLFJ9hh3KxPJYNkHPcVNSLuaqdlY2tD+CnjbStdisrbWQ2k3sgiFrcuZEX5N+4d1PynkEdah0r2Q1Uadz0/RPgRFYiRrjUQBKCrIpJTBz2PXqaPYW0exXtfIntPg54Y0qWZjeKrzHDYKrxxx19qpUkjFzd7+aNK3+G3g2zZ3WNpWLDlctnP+6KzdKKKjKSur9TWsfCXha2DmDRC5Jycwtz/wB9YqlCN9iuaRfXRrCMyfZvDyJ5qfMdkYzjj1J/ipWi9C1Jmp9iKSx7bO1iwSfmbHp7e9Uktibu1i5HHOw/dzW2BwdqFsH86sTdxLi1LwSxy3ed0bZVVUcY/E0NCPHvEVtHJJKTg8Kp9xtFBDep+PP7aWnHwb+0Vr+heHZXtbS9it7xo0OBvmj3uM9cFiTj3ppXsB+3+mfDK0sWkYMB5zFmwO55NS46jRqQeCNLh+8C3ep5C+ZlTxdYWem6dELWIIxIGRRZITbZ5L4odr+I+dLIZFW4SE5OAcc1w4lSckumv5BJx9nK5yFrJLo1zpuoFZEW+sVikVupaPnOceh9aWAq8+Gh5GFGMowXP11PbtJa4l8H6ZPZgMcO2M8Hk19HlNuaVzyc4vyxsbmlPfiJLq8sGDucIh7e5rprzlzOMWLC0koqc1q9guJL6e+jS8tljETgqRxnmnH+BJmddWxUE+jPkr9q/wDa01f4C+P7TwnBaOYdVj+0RS7Nyh1YAqcfUfrXxePWMVpYS2m6fY+qw8qafLUPTf2Q/jZ4q+OdnP4l8T2cFs1teS2tusSkAxKBhjnua9KlzOC5lZmM0k7I8U+P/wAM49T8U65eLAHE13K5GOp3Gt4tbGdrHzM0PiP4Z67HqmlXM0PkSB0ZWIKnNDgibn3B+z/+05pnjzT7bRfEV5HDqy4QOSAJSB+hqdmF0fQPhzTbafxa+tkZmW2MSsDxtLAmtoMiZ1l/MsR27sFSDipqPUqOxQeYnz09w4qLo0SJRMDIOeJI8VN7gMS8jEUMrSKMHZye/pRoMzPFLm4tfswjJBHmBh2IPSp5tQscHMcHFbJpkGTrGDYkE/xrSkJn5o/t4+HNO0/4ljV7WLZNdWCNKR/E24jJqlsJHzBdXFzaWdutoG3S/eIXOOaHsUfef7E1zpEnhHWLTXbXRAIPD4WxaZUMzTtfRvKDu5J2uh4HGXGe1eHQglj67ld37rTa2hrb3Lm9rdhfaFbx66/w906x1d0spLu90W5CKlzIxWdhwCyRbUOW5YNgdDnuSUPdjomUo3Wxpfs0/tZ3vxD/AGqzJ488VT6ZHeaZdW0tpdTG2svOghUKwjZiisVjZj053EAZrWFNwRlKzZ9ea18YvAlh4t0rToNS0C80e9Fy1/qKatAo08JEWRmTdmTe+EAUccseBW/1munbm0Ob6rRergvuPK/2kP2m9M+HsHhjU/hz4g8NzWcurxw61NeRuY47ckcAkDGfmyy7iAOhqlWqN6yYfV6S2ivuKPxY/bt/Z6sfA+qf8Kz+K+kT+JAiGzB0y7ZCwddwyYQudm7BJxnFPmk9LlKEFsj5r/aN/bZ/Z6+JWlTWLfCy61ifUpY7yd7fV5YpYZVUhATLaGPcu5hhd65PfANTO/2XqbRkupw37Oh+Dn7QOot8LLn4eeKNGvoY5r+LxB/a0V1IuSA8T4gRUDA8HaT1GRnNYSdRa3NYuD0aPs24utD+Fnh3VfDD6xqD2sGjjTdJ01YkSCW3jjXzpfNJLCcEP0IBXbgBsBYuo6ltaHn/AMQf2Hr34xalZeNtK8fanpszpFNBaajbCeO1VwrSRkBwXUMWwpxwxUn+Iaxk7XOdtHsX7O37NXi74EeDfEPhWPx/Jqk3iK7NxcahHbvaSqvzbNgWQhXBYncOD8oIwtaqo3uiD2mTxfNokyWmvXTzyRKGaRMbuAOoPXNCrK9rFcrtc8u+Lv7Q3wt+CHw5vf7bi8U32n6xcGBJoLdboRzykMIyHlV1XEbYCqVHPrTc1LYNmeEeLvjl4K8ffDLzPAKajYxJNE5eTS3gMYTqcyrtYj8RWdkht3I/h/4rm8V+DNH1Dxvavq2oWepPqkFxaqlo8dyrFCU8raqKUCgqoA4BwOMTGootoOVtaHqGqftSx2GtwWWpfDrXZpJYEYy21zDN90BSSCR12k960U+YLW3MrWf27/gvpt1ZNNYa3PNGqXWyGWPI2g7kYBsoxXIwwB5PFTCpzvXoDj2MrV/+Ck3hewmthpHwrm1KC83LG7XTRmJ1xlZN0XB+dRxke5oU22+YbjZHI+IP+ClfieFba48M/C/TpFu43bbcyPuidBkgKNhYc9cjPtRBybd0Z1OWK08isP26f2m/EAtW8GfCqznM0beft0a7nZXBBXb5crgDnAyB+NZLnTd1c6IqDWpT1746ft2agkF3pnhzVPDblSZ/tVnAkT55+X7RFHsHtvPpVwpzTbaE+RqyOY8SeN/2std0+3XVfihoOhXQLyS3Vv4ntLWaQY5Vwt0w/wC+YxR7Np3NIJNWSOVv7D4hatYpZeKf2ntHaQP5rbdZu7mQH/ehgfd+daxi5LchtRdrHSp4qsfCnw+0DwgnxmvLu6i1i+m1DU4kvYWjtbmOIZjkkMb7kMMjAH5S0mepILu4e7uS482p2/7Psvwpn+KOiXGj/FzxH4g11pWWFLu9lZZFVGYry5JAwTg5HHSlD2jlrsTJxS0Z9f6vbmeXHJyq/wDoIquVdDPqfkb/AMFA9PNn+1VcgdG07Tm568R4/pVRVpRHe5+6LXAB61m2ikM80H6VLYzm/HRL2MLL0Dc1JXQ8f1RZGltSuCguJw4Ppg1z1dlfu/yIa5tDy74heLH02y0W5u2/0ezvTHI237sRRlPbPX0rgyiMVTSRtiJTbUZq1vyPefh5rIvvhFoGtWYNxHJCzjbySNx5FfU5V8Ujws2Said9pGt2mq6fHdz+bHJGgxEy7ckV1OnO7stzBVKMlFuWqKKatPrWrhorOZI0xuZ1wARVOLpUZKRLkq+IjOOyPgT9tn4VfEH40/H/AEnw54d05jZabYteNO0TbQdwyA2CM45x7euK+aUrX5dz6ZL3bM9W/Zh8NfF3wT4zj0yzu9Ffw9Z28b30LMVuFf7pCrjrnrn0qYVrWhLdlOk3qtjuvGdul9qt80ygF5nYjHvXQzF2seD/ABI+H1vqFvKyIMsOmOtaRkjKcOZWPm+80HWPBWtrfadPNGsUgYoGIyB6EUOnfVHNGjGlK+7Psv8AZh/atsIbiHwp48nmeW4KQ2t2fmIJOAj/AJjmrp2jua8ymtD2zVPjz4V1fTptZ01LjbDdXGnBtucyRsVJHtkVNdpao2pLuYVt8bmvp4mhHzCExSIeNx7GuSVSx0ez6kK/EPxHKlsIIpma1kLI+0nI9DU+1YnFIjfX/F9/bTQw2dzsnmEm3aflbPb0pqTYuZWLvnfFDUIiqLPtXjDADdVSUm9ClKJpad4Q8fXJQylI0IyxcZIpx509WTLl6B4y0qXR7dLaV98nyOx962vdGMkfl1+3LrGt3XxTey1CyMFpFZqLd8cSJnk5+tXzISR4FomqWNtDLLfTBI5ITbxsRlS3mIxB/BTSuM6pPgd8T/GFtqHifwv4Slv9MtLdL6S5hniUeSzlQfmYEnI+7jIHOMc1PPGbfK79PuDc4PTvFvjLw+0lvYeJdTswMxtFDeOATnkYBwadkx3Z7b+wzbWfi39q3wla+KLSHUYrk380sdwu8NItjMVc/wC0CAc9c1SXQR+uPiD4V+AofDl7Ja+DNKRvIOGFspI/MVegWPl3/gol4E8NXXgLwra21jDpUf8AbMzsbG2jjMuITgMQOQMn8aLJgfCUfwz8KceZc6s689J41/nGaOVCuidPhv4HbG631V2xn5ryPn8oh/kU+VBc+uf+CeXhrw1ofinxpbabaTwfa9Kt45mebeSvmnpwMdR+VLlQ73O7+JnxD8ZeCfjxB4Ck8HXuseENTiiRbiWBmW5eRQX3eXGIjGuSrI5JIXJ6io5FBjcm0fZ2jXcEmn29wiRxo0atgAADIqrGMdy82uaXGwjbU7VXY4CmZck/TNZu6ZaTZ5H8Q7xG8YuuDl2iO7t90CsX8RvF+6eZ/ErQ9J8W3OiaPqlul1p8d5JeXKfZ5XwUTYh+SRQf9ae4Fa07JkS1PM/iHbaVptxHo3hhdllHLbx7fs7xiINIBINhdyOp53d+2Kt8rZJ5IPHXib4e+IrnR7WVpLO6nmukhuIsxqqpAAIyDuwSzZxgAqeuSawqaWsXB2Z348a2fjzw/p3ibwvpTw6k1td2k0LzM0YuIZ3jJyACFO0EdSAeuaqjrqOTTPIdauLrwTqeq2epfB+xD6TMr380EN1exQySgY3maQRgkuBx3IHtXS7InqVbbxn4t1OHOi/DzSvMtbvZhfC9layqxU5yWiZgQUxz/hSUriZqR+LP2gdJsnazvNW01N4XZ/aggj+YY58ry+4AFUnpoZSV56rdfkVrrQvjt4rtvtOp635rySBlM+p3MwC4IPWRu5FZvV6mqk7aGfJ8JviZK0cGpanZw+Y2PMFrHIByByWTPOfWrT0IVR81jtLL9k7xO9mt5p/xCbzcKSIY3g2EsBxsb69qiWrubQm9V3O58O/sN6lqlnK3inx7qM8YGUC+ZIpXGcDeetW011MlJvc7Dw3+wH8PFdJby91CZyitINgUgnnaSpzkY7UpQb6lRnZbHUfDv9nzRPgZ421DxXLp+g3Gj/aElsLphLJqkTFTGsMYPAGZDnlsgA8dnFqIPXY+h5CXZZAhAZFbDDkAqKE+bVGUtGfkR/wUYk1C4/atvIbG0eeddN0+G3jjQs7logQAB1OWIxj0ok2rNDiftfJqVuhJeZV46E1hJq5rYhk16xjHzXKdcdfaobK5bmF4s8T6PHoFxf3V9EltaxtLKxb7qqMk0XKtofLfjj9qf4L2/hHWF8P+PtKudYSYSW0CygyHOTjHXFHLf1ITaPkn4hftR6x4u0ufw9pHh3fDKMeZN3PU7V5zz7YqKVBUn7qsVKpKUeV9D79/ZN8Y2F9+zV4Ie6mj+0w2YgniLbWRw5DAg4NdVDEzwzbj1OOvho4hJS6HqeqeN9F8N+I/DdjczQSQateGCSTz0CwAIW3MCQccAcdyK6ZZhUnG1jmjl1KEkzwX9oj4p+N/D/xUSw8KftPeCvDmieIVjsktLi1heSxcjHmhix3MWI64UccV5VWpK+t2epShFbWPSo9U+IPwj+DmsL8S/Gdp4l8UQQs1nqa2cVsm6Q4iG0DB2kKT65PauSLtLmjszq6WZ8y/EfQP2ndQ1i18V/C6JUuZkM19N5iqJyTuXYowOmQQeK9JxT6HG21oeh/Bl/jRpmm3DfHnwha3VzcXIliuLabO2MgZVh3Oc9BVXitxK7PdNGufhHq0DR3vguEzRjlZ14J+pp8sXsFzgfjr8LvglqGuadbwWmlWRuLQO0cMyxkjPBwPxod4pIVk9zxTxZ8CPhZ4FtF8b/8ACSXsdvp11DcmO2nDNsVwSACCT0Hbp0oSe5k6UE7o734QDwOfBLrNrVvLFcatdXkW9gCqO5Iz74obUkjaHuo9Hsovhrp0qXlzd6YGRhlnlXIFYtw3Ztd2Ny++K3wV0QOk/i7QoHQZ2ecmfwGafNBGTuzDn/ah+Aenxhm8e6XtzgFGByfTil7WK6Ao3Mu6/bQ+Aunxsq+JLi8lUEiK0s5JS3sNoIq1NMbVi/fftlfBvSLiaxu11p54kVikVk75yu4dB6GquluTck1X4ieHfiNpVjr2hRXMEF3HuSO5jKSYB7g1DBu58Kf8FILa3svB3h7VYrNBcNqBhMuPm2bCcZ9KFcR806l8PLTUf2ZfBXibT4V/tPWvFd1ZMfVQkgA/8dFaxj7t2Tc9C8Z6z4v8JeCofhd4PlujqF7pC2+tNbwupOnYhcRxDOH/AHm8SSYzgqgON1Y06Xs3Jvq/zKiro+d5vCPjKfzBY+Gb+OGPIaaSEoAB6lsVqgseqfss+MPDvwP+Mmj/ABM8YagxtdES5/0ayMc9xNJLBJFjBdQoG/JJJ6dKV2noNH2B4k/4KX6r4hNxa+BPh7G+kNbgs17IwnPQMQx2xgEnA6muijSniJ+zpK8vVGFac6CdWo0oL77/ACPEPip+0J8XPi34ds7rxmunT6da6hJ9liVooJ0laIMCwTcSuxgAcckVhTqqrNwg727f59Tur4WrhqcKtZWUlda627tdPLyPNIrHx1eKs1tC1rC/CPOVEbH2d41B/OuiNKrKfs4xbl2Sd18jJUZOHtHZR7t2X3sgv4fEelktqHiHTYHxjbvDEf8AfLVtLCYiHxQa9bL82mDhTtf2kfk7/kegfs/+JPHEXiW9g8H/ABftvDF5cwJEJhDbOLk+YAsZF1cxjrz8u5uOlZRo1W7JX9Gn+TZD9ml8a+5/5H05448C/tteBdB1XxrrPxUstdsdHs5bu5h+xWtuWjiXLYUWzknaOm4e5rw8TnFLDYj6vOEm9rqwJJq6Zf8Ah/8AtofE7Sra+ufiR+zXZ6jpWj3h06+1LQNHaD7HJGBvDhvNDtgg5JiX5hyMivXhUhUuo9NNjevhKuFjCVS1prmVnfTz7eh6H4n/AGoPhJ8dPh74n8EfDv8AtG1vW0KHV1uFt44GjMd/AjRRlXzI4B3FoyyAZyx5WraOCrPlVv63Ojgl05zaWxdg8UMapnnaoUbRmuKNnZnW3poeiWGofCe112M3UUxiawc5kx9/zF6fhXVBJrQyk2j5h8X+EbzV/jXrvifQ5LQaS1hLbw28lzGszq10zo8cRO4rhxlsEcdaXKy9LHzj8fddj8L/AA+0DXtb0S8tNW8WxpqOjX4uf3cNriHzUMeCHJ3EZK8YpNRSd1dkWfNfoezfsz/Cjx74U8I2Gp+PJLeWHxHCNb0Z4ZAwaynRGViMZRmYs5Q9N2MntKXKtDRan0/4os/hRodjfadffBrV/FA8ZpZ22uslxHGksvlr5KxGSZCmXIO5SmCM7jgY0b01M9b6Hleu/AXxpZT3x8B/C7TdJsnUfYrK719QYsupPmSqsrM2N+Wy5JPU5pOST1KV+pg3v7Nfxw8TabPpmr2PgXTo5lUK/wDbd3csrB1IJUWaA8A/xUKaRE4SbTXRm/oP7KvxUsNGlsLz4jeE4HCpHbmDQbidY1DDO7NzGX6DGNvTkmspSu1Y2UbXua9t+yR4svLf7Pr3xtcRsQzLpXhuG2PXPWeWf+VV7RdCVTsb9t+ylHaW22T44/EKVUBby1XR41Y/8BsA3/j1J1H2NKcbSR2Fr+zz4X8oRaj41+IN+BkHd4svLUflaPEPyApKtISiTL+zP8HDIJbrQNX1Bu/9oeJdUvAfqJrlwaPazfUOU6Lw58HvhX4Rka58NfDzw/p074DzQ2EYkbHTL43Hr60nOUt2HLYiu2KyEfgK3jojCW58LfE39n/TvjF+2LrevavdXcNt4ctNHnYQyooc+WxCsCpJB2Y4Iqmr2Yr2PqOX/hO9QunaO9wrNkAZ445rkcW2bXsbem+BPEN/CJb3VnQsOQD/AI1E6cmaxmrFq4+Eun6vZ3GlavqcsttdxNFNH5uNysMEcGmoPuNzPlb9qb9iT4J+BPhve+OfCtk1jriXNvDbv9sYq5ZtpQAtjJyMe47VpsRo2fLHws1Tw/8ADb4mweIvFPhS61C2t7d7SWxuI9yoxxmSMnjI2ng+pqk1Ylppn2FZ/Gn9nrUPDuoS297Z6e01jJ5MHMciSbW/hHfOOavlRN2fBV2bfULh5JvGGvXR3lv+Ppzgn0yaXKhEej6H4fk8R6XdXdnq2otFewt5crhjJiQfJyec9PxocE0PzP0x+K/7SXiXU4dL8Iv8GPEdzol6kQ1SV9PMk0Sqyn5VTduGByRXLLDQUrs29o7bHvXg7x/8M9ZghtdM1iyhnEan7LcZgmUY/wCebgMPyrocuxz3ZV+Kk8bWNqNOZGUscmNh/Sues9jWmeTve3cbbHZ8Hg5NZwV9xysj5/8AEngHTPEXi/VviJ4it5YpLY+RY7mIR0Tvwcdz2rrikkZdS9pukWPjHztKvtPM1iLRZY5S5KO2Tx19qd+gHjfhnxVrfhrxHF4CutHjEM8zRqxOOC2AP5VlNJFR10NPxX4N1Tw1rEV7qfhzUr+O+t2u023DMnkgjtnjqv505U472K50o8vU46TxbpNlftYwfDGATRnOLkbiM9+RVKK6oyuaFt8RvEVgS+n+BdAs1JCqTbAn8watb7CTsbI8e/GO5iBsJtOtVxkeXAv9Qapt3sNyZZtfhz8T/F7XGvap4ziimnCmUR7fMIAxx05xS5Rpn1v8J9LsbLwLYabBqM1+bFfKaacDzc56NjvUSaegmfOX/BSP+z7T4deGftln50H9sK0gBwSBG3FVGyFc+WdH8Zy33wq8AeB4fC2oW1pa+KrjUre+ljIt5VJcbFbuRu5x6VpdWsu4bbnoHivwD4z07Sj4l8e/Yru51Gaa5X/R5JorZECqv723KvF8irhQrLgZJViwrOpoXCUTxLxLaaVBfF/7Dsr6Q/M7b7zjnH/LXBP4jHSs+ZLqU79ibQ/D/iLxEwl8OfDmF0LBfOEA2ZIB+8xx0YH6EVfMrkHpvhz4H+NZIlvvEENtY2sal2jtLYSOFwT1ZQB+v601daAbHx2+HnhD4aeC9G1Lw1q2qLf3OofZ7hrldjeX5TNwB8o+YDpzxVXT2GpOL5lozwq51YX7Pc6lrdzcXD8vJNMXZvqWOTRG0VZbDqTlVlzTd356/mZ0j2LkBL0L6lpMfyqWlfQlNn0R+xL4aHiPxx4j0+0k029H9jb5ILob0YCePHBBBOSMUO7Gm0faXxM8SftS61ZXWhpJ4ZutC1a3mtbyNbJmnjjcsrAMWAYFSMHCkY/i61x1stjiavtajbfr6f5GNTmWkXY9k1n9o/4QfDDXtJ+GPjHxYLLW10SK9eN0dkiiEfy7mAIDNtOFGSfTkZ9HyKSPCfHHw4+An7Zngu7+IPwMW30Tx1DP5tveBDZSSSJMiu95CoJcbGJEmPMHADdVLctB2T3OG+E/xc8fxeN7/wCEHxbtrOw8WaPC0UF0y4jvVjztkHQSB1BYMgGdrZUEMByyjZc0TaKtpI9U8bPrOnzeH7m0j00jUZJbV3udRjgWNiocHn/cYYOK0he10TK19TlvEt3Z+CvEFn4p1A2l3q8FomlCO1uY54pEluAVclCeQXORnOPpTd4uzJPl39s/4kX3iWLwhpPhrT7fSItFt763xYNgmMrB97vwGIHfBqnqgPY/2fP2stA8X+HNJ0X4iT6L4Zm8J6dBotrFDFKs15CkahZ5vvbnbbkkYGSamWiHF9D67uvE2heMPC+ga74c1GO+sJL6wCTpkZKOqtkEAjBB4IzUyeqBaHpmoyjziDzxSY0VDIGQ7etK5Uth7SEoQD9KljWpYjnDKCehp2QycMHUr2IxSYbajrWUvCjNw3RvZhwf1BqUU7JltHGKrYCRWFIT2OE1KeOOVy5xz2rqjsczWp8n6v4j8R6d+1T4zsdBh097e90zRWuGuWYFfklA249s/pVSukmiXY5LSP2nviHf2s9zp0cEkUJJMgB+Uds5NcsU5Pctin9qP4h3BljfX47eNOT5ceSB+tKpGV0rmsGrGS37SWsidLqTxjqUpQgkRx4B9ugFbKnGKE2rGHrvxl8e/EvWpfDd3e3d34d1D5PKuYI2VH52uAQSCDjvXNiW403KPT+mTfsJd/s63nxg8Q6Lb+HNcSx1JrFptTjeVtsvlnynwAeG34P4+1KnP20Vbr1NaU4RneauaM3/AATz+IWi6TNrsfinT2urG3mkdH3ETRhScZ7E9K65TqWUXa5q44TeEWn63Pl9tN0GFdslnf2smcEJLuj/AA71tTjTn/Ely/K6MpToxXwN/M7H4PR+Cx8VvCMWuSSyWD61ZrP50jbAnmrkt7etVLD0YLm9tfysyPbU7WVJr5n7F+FJNDk+IVp/wjU1lLMulziYCTJ8nzocdO/pXy+EnWljp89+Wz39SY2trua3x08FeHfFfw411NZ0G0vTbadcTRStHi4gdY2KvC4+ZHBAIIINe36Et2Vz4Z+EXi/x/wCHNNsfAXxFttQi+2Rm60XUL2NkN3EAN0ZLdXXI9yPoawdqi5kaQukrrc9RtriWGYzSKJcA/Ke9XBWFLc5XxJfw+NPh8+i6ZYwpd2sEpfb95mHX8eK6G01YlaanEeFLLVvDvwz0uTwvA9w/norpcriRYi/z+/FJRBnhHxGvLux+N3hSzVgqXOpxuQcZPzDIpVYq1xw3TP0R0XS4L3QtH26bZNIbfymkljDHYSPlrRVOWKRE43kzifF/7JvgvxX4gl1zUNRuYJZ8BktwqKAOgHFRKbY4xH2n7HPwkKLHepqF1hgfmunGSP8AdIqFJp3GoJHVad+y78GLMBD4YMwXoJbiRv5tUym2y1FHU6b8DvhVpg/0XwbYL/vJnP50uZjshviLQdG0GJbTR9Nt7KEkMUhQKCfwpxJkrI+VP2w/h9b/ABPi8E+Eru6FvBdauTK/qojbI/GtVsZHDfGn4XeGfCXws0Xw7ott5dl4av4ZrMZJYO74cls8g7m4PrWlNLcmcnsWfinpdrqnwrmnmiR5dOgjvImYkY2gLIOOeY3kXuORU1tY3FDc+fP2gri+k0bR72CcXMjaDN4fFy90s0t0IZoJ7afI5ZpYCjgdcSHrg5yhrqbtux0f7LGv3H9j6bq2ixb77SrcKYLgQsPNhOxykf3mGySJiW/ic8DGThWnKnJTSuuptBRnHlvqfU2n6r8cfiR4emufB2iaBqttcxywMLe60tJYzgKxKM4ddpcAnsSO9dMajnaxlKPKePfG34BftRfGzQYfCl34L0eK/sbxLlUk8Q6YAkgRgwKxuGBKsSAe3OO9VZ3J6XPDtR/4J6/tGaJJZweIH8EaTLqMnk2cV54lt0e4kxnbGoyXOOoGafKwVmXdR/4Js/tTWWlSanZaR4d1R1ClLSw1ZXnlBI5TeqpgA7jlhwCeafs2K6Nb4Vfslfto/C/xJPrGlfDK5iea2a0mWPxJYW5Kllblln7FRxS5GHMj3Ww8If8ABQ620+Ow07Q5NMt4y2AfE+kzO245OXkDue/fFVFSWwnys9+17wJbeN73w74w8c/AVrjxfounWttLqn/CRWsEkjJHh1byZMSJvLkZXo3GBxT16gnYy/D99ov7PlxfyeFPgbYaNFqoM9ykPiHzcgZwFDKQij0HA7CpcmtLD31Pnf8Aanu9U8X+BfD3xK0zwVLFrqyXt759lN9pfTogzfunZUUshK7wxVSrRfKMlqxi0pNM2lrFNC+HfHHxQ/aG+HEOl6Tcadoet6ewvjc/2hMijyX8tlZI1YxuwkzjJHJ6DFaxi1sZbs5zUvDXxy0KGRPElpa6mRKHhu7PVQXUjHB87YeoB/Ok3djs0fPnxU0LxHe2obUdEuxMt9cSsSu4hWit0UZUlf8Alk/T1ouTLY8x0a4uvC2v2l5aRMJDgSxPkAgseD+G0/Wi3UwlUtJI+6fgH8YtX8C+Kj8KfE8nkwzavBG8TOG+zXscyggeobBU++3pUtHUtT9CtX1e207T7rWNSm8q2s4JLmeQj7saKWY/gAaulTlXqRpQWsnZfMc5KnFzlsjzvWfjDq+iaI3iW8+Hl3ZaOEWRbzVNYsbJCrY25DSllJz90jdnjGa92hkdKvW+rwrc1Ta0YSlqt9UraHnzx8oR9o4Wj3ckhnhH4s+MfHenNqfg3wRod9ZxP5TzHxKvyvgNtYJA2Dhgfoa3xmSYTLqipYyrNN629n0+ckZYbH1sTDmpQTW3xdvkebfFH9szUvhf4svfBU/w+tbm906ODz5Bqh2eZJCkjKv7oEgF9ueM4zxnFe/kfAVPOMJHGKu1GTdvd1sm1/N1scmLzqpharpcivp101V+xxbft/eOLgA2HgLQYcnpLcTSY+uCte9HwywK+KvN+iS/zOGXEdf7MEvvGf8ADcvxUkRhBonhiLnIxbTHqM/89a6KXhvlevPOb+aX5RMavEOMVuVR18m+vqdh8E/2tfiL40+Jmj+FfE1rpL2Gqym3P2e2aN42IJVgSxzyOh9a87iLgXLcBllXFYVyU4K+rvfy2NsuzzE18TGlVtaWmit/mfYx+UEV+QPR2Psb3PNtadmdh15roXwnO9z87/2p/wBovxF+z9+0nrLaH4e0vU49Z0fTGmW9ViUMaygFSCMfeNOUmoqw0kzsv2N7PTvGeqeLYprKP7MbjbDE6g7VG38PfHvWcZe9cGro+hrv9lzw5rK/alYWvmDDiJVXv9KKjTdyoaaBpf7Fnw8gAW4uLqUHkgyn+mKhy0sVyHaaL+yr8L9JZHj04uUIYF3ZuR+NZvVWY+VI858a6f4C/Z5+LLfEddOmSLXImsvKgclUc7c4QdPmjzXm5XP2FWphJ7wenoyHVpyqOEX73VHZT/Ebxz4w8H3F54U+GWtXdlrNlNDZ3J8tFZiGUEB2BxmvY50ytj865v2Nv22mlOfhHqI3Mdpa8tFB57ZlqXUJtc57Wv2cv2r/AIf+JdLt9e+D+vSXUkkdzDDbxJcLKFcfLuiZgCcYwTVJ3V0GzP1T/Z18TeL9d07WtL174Ya/8PtTl0/Fnql3ppYI5ABABGCykBtp4OKiWr0Gdn4d8OfGLSG1N/FnxdPi6xuLF4ksz4fW0ZZOgYFCc5HUdMnjFSrjW9zxL9uqy2fDbwT4jbxTLpE/h3VrKZbH7MPMm3t5TkHqCFZuO4zWFLSbRrU+E5fRPid4e1G1kayFzJ9nC+Zut2G3PAJ/I1vHU52eKp8TI/h78VNTgbw9qc2lalP5y3scDskO/qMY6A1s7WBaO5seIvi1Foup3eq2l8JLGW2Cpb7SoVxyT071KB6nyr8QviFqGpeLtB8d20UbXmnlbqOJj8odWBwaqXvbiWjPuT9lb9qy0+JiReGvFf2aw1SKQfZlRvlkXPI57ispN7FRd2fUura5YWMwlurtIg3I3HrWkKU6nwK4Sko7ld/G3hq1ge+uNat47eJdzyM2FA+vSt1gMRN8kY3b6GSr077mafj18I7b/XePtHHHa5U/1rrhw9mc9qMvuJ+vYdbyNbwj8Yvhv441VtD8LeLLLUL2OMzNDC4J2AgE/mRU43Icwy6kq2JpOMfMqjjKFeXLTkmyXx8+1oz/ALteXE3mfHX7ZF5YrZ+C5tS8SDQraHW1d70kjYBG2RketaprZmPoch8VfiX8PvF/gyDw94a8W2eo3LtGYxDLueQoNxI/LNawa1sQ0xNPvp9V+B/2ueYzSHTDvdurHIFJ7MIr3jzP9oLwclrpYut80BBhihuFtMllk/eQOZEHypBskUlgMCKMZO6uWi1GXKa3tocp+zX4O+Injfxtqlj8K7e0Op3Wm3dvrukz3S2wSYgw+ajE5ADPvyCMFSMgYNa1PdSaRUNWfpV8JW+Lc3iWxfxx8JYPCmm2GhyWUM8GrW1y8kwkgJ8yOIAJu2MQRu6HcQeDNNvmUpFStayZ458Lv2N/iv8AC/403/jW1+INrqGjXuoS3ks7Fzd3KM7MElVwQGy3JViMbuctWnMrkI6r9qH9kXXvjf4r8NePPDHi6Ow1Xw/a/Yxa3iMISnmGQSRuuTHJkkE7TkY9MGnJMNj3nwbovjDw34Z02z1i+i1vVLOC2tpp5pTEsqqFjkkyFOG2bnC4wSApIB3C4zVrGdiO/wDFqHUbyLSdCvdVkhuTHOls8CiJzjgtI6rwDk4546Z4ojNSbSHayNQaiwAAstnrmQcfXirsLmRXuVuJziNVHOf9Yev/AHzRyi5kcT8Q/CFjqWn3Osa/qEdpZadbSTXEzlmCRKpZ2PHQBSe9Dp3GpJnzD4S+JPw78YabrC+FviFqdtaaNLDaGxfwpaXM00c84i8xC0+WVZJV3K5VwHHHauWWH5nzJ2OiFblXLY8x+AElx4A+L3iHwPq0ccd/c6cWtVBZIpCQjHHXqmGwQeY2rezWhn1Poa7t5rtke806GVFyNsc24n3+ZVH61lyNFnmnxW8H2+saYgs9CkiYM25sRjjHHRiTQtzOR8U+PfB2r6frt3eWmmTvZ2Qj8+ZVysLs2Bux93JIAz6itLdDhqRblzI/Rb4D29u+i3l9qVigvn8QXzTM0YLiT7Q2ct160kd8X3Poz4mp/wAW68Urjrot9/6IeuvKXbMKL/vx/wDSkZYtXw9T0f5M+fviZ8KfFf7Q3ji28Nf8JGNI8MeFNKtHd/JM3mX06FzhNygsI9mSTwMY+/ivtsrznC8M4Sdfk56tSctL292L9Hu2/nc8evh6mOqRhe0Ypfic9o3geH4M+P8AwL4d1j4v2FlJpd1JPeWMcd3m582XbGVVIyhMkaxIwdht29SOa/PeNM6hnOcUcXGXJFJLlf4pfM/XuBMsrUOF8fh44T2spttVFyJLTrzPm93fRbnG/tEeEL/xr+07q/hzTWiW8vxbRRLM20SOtlGwQHB+ZsBV7biM4r9p4Sx1PLcgWIqX5YtvTonK1/lufiGaUvrGNcYdVb8P+Docb8X5De+LrfWotHOm6fqml2VxpluxUyC0WIQxmTbx5h8liQM819Hw+lSwrouXNOEpKT1tzN82l91qrHl47363OlaLSt6W/M63Svhdp1p8UPCngq7h1JLqWy0+61SO0tvtbJdynzBGVLKEXy2i35Py/Nwa86edTlgMTi4OLSc1C75fdWl9L3fNe3c6lgeWrSpu99L2V9dz0GTwZP4L/a20KQ6NaaVZ6trTXdjaRXCSMsJYrvKqf3YchmC9gcdq8ilmMcw4VrRU3OUIWk7Na72Xe3V9zaWGlh8zhdWTldLyPuDzI1dY3dQzHABPJ+lfiVtT7i90ef6hETdSKezH+ddUdjnnufk3/wAFKYIx+0eAx/5gFmcf8CkFOWthoq/Cf4weKfgF44a7WBltbif/AEy3kHJXPJHv0/KsZXSEmfqR4K+K+jeJvAdj4xt2Is7qITZPGAfX35Aq6FGWIfLEHNR1J9a+OXhTwxYQ6hqUrC3n+46gn+Qr1cHkOIxs3Tp7oyrYuOHipT2ZN4C/aI8FePPEEPh3RJJXnmRnQmJgp24yMkY7iurMeFcbluHeIrKyRlhszoYmp7KJqeOPhdrniLxZoHizTZrENod1JP8AZ7uMskyvE8TA46cOSPcCvjXhajxHtIysrI740MJCX1mz9ts3fRr07lDx98Dtc8d+E/DGnL8Rdd8Mal4dMrFdEn8q0uS7hv3idW2gYHIxk+tdaptKwSlzO5pfFH4Rat8RofDN9Z/FLxToep+HY1RzaXWyC9wVLNLGB8zfLwe2TxVxptkc1j06HStUv73TrqdgyWUSI0sxy8rDq3HrVJ8qsD11Or/tSzFytk00P2hkMgiLjeVBALAemSPzFRfoBzHxQ+K3hP4ReELnxt4xnlh022eOJjFEZHZ3YKqhRyckiqS7AfBH7dPxe0b4jSWngnQdRuTFe6rpgO6EqoR0EivG+Qc4YZBGRSjSblzF8yceVl/w/dnQvA2neEbbTrcz2EKwvfiQmW6AckGTPU4PXNb06bpybYSj/KPt7qeTH2qyR/XgEfqK0lZoizJNW0nR9VsXt7jRbd94wf3K/wCFcsk7jPEvi78DNBbwpPq2jaaY54gS2F4Aqo6szmeMfsseGdTm+NGnTXUMyWtrOJEdTgb1cY/Sk1cIbn6YfEuHV72FdM0IxrqF/bi3hllXcsWf48e1ezlTpQ9+t8Kd35mGL5npDdnkOs6Z4h8OfCnxn4C8Q+IrHU7i005XQBQJULluW9ien0NehgM0hjuJac6K5YXWn5npYvLI4XIadZxfM3JOXR7W+48H1L4Txt4m0jw3YabNakaMLm7kALFpFX5mA9yV/Ov1jD55yYeeIm7rnsvQ+FnheeapxXTU+gP2e/hZ/wAK7+K/hS/SGZRq/huaS4MgK5nzGThTyO/H0r5DibOnmuVV4TfwVI2t21PSy7CLC4mDj1j+J9KePP3pRo2DDC8g5r8oWh9HM+Ev+Ck9nEnwp0IySCMNq6qSe2UbmtVsZI+MfBPgXVtF8O+Ffihb6pCLK6119JjVMh9wUlie2CAw/GtIx05kKXY+6Nb0yHT/AIXX9vaRrHGNPGxV6dQeKJ7Ew3Jvib4Ys9Z8GR6pMI4ktLQwX8zSPGRYPtaQBk6Yljgc5BGxHH8Rrmfct7nrn7BXwmsvAnh7xh4tbTYE1LXtQt4EuhKJJvskMC4gkI4DxyvIjEcOY1cgE4FOp7TVFrQ+opIyeSvemr9RDChHJp2AIgeaaTuSzmPibe+JrfwbqsXgyQRa3PbSQ2M/k+b9nlYYEuzI37M7gvcgDvTk2l7qGknuee/CvUta8FfBrw7dfGLU9M0jVrLToY9XuZ7mKKFbg9S8mdhdjjcQfmcsR1rqgrRTMpauyOpOr2HjLQL6Twb4rsmeeCWCDUbF47pbaYodr7QdpKnDbSR054qnZrQS0ep57+zl8OfHnwq0nXdD8ZeKF1i3m1Sa4sZGUG4lDMS1xK+SxZxs+ViSpVwCV21MYtalSknsetapZ2OsaZdaRqlqJ7O/he3uInHyyRupV1PflSR+NX5EXseC3n7Nnwt+FWja54g8H2F8t5qUlurG7uTMsEf2lJNkYxxyqDJLHCLz1zLVjWMryR8x/tD2V14R13wr8ZdFizcaRdLaXm0cyJksgPsVMye+9aiaNGe+6XrMGrWVtf2QEttdRJPDIB9+N1DKfyIqXYbM7xWR/Z8h2nNQtyJbHyd46iA8PfEF8qMw2ZK554uUzj8vSnNmEI7n2f4ElvbS18UR6ZBHJcx6/qTwRk7VZy5ZRk9ASRz70Q2OhI7rwh4h8feKvgt4vuviPpF1p+qRW+pWxiuLXyCAIDwowN6gkgPgbsE4A4HTlztjaT/vw/8ASkZ4lfuJryf5M6mx1Hw34H8OReJdWuprS21GG2uLu48l5Io3W3jQM5RTsXbGgyeMgetLNcWoVZRqaRg5K/8A282/xZvleX1sc1Tw6vJpWV0r2VtLtanzzZ6bP+0h+0PB400OzuV8I+HZbdfts0LRrcrD8+F3DO5pARt6heTivj5R/tTGxqR+CL3tuftKxEeBuGp4HESX1mspe6mm4t2WttrR19Sr8TJ9P8NftXt8QfFMkkHh/SdS09rm7Rd4jnFiHjUqORuZF5xzg46V+9ZRCpi+G3g8NrVnGdl3XNrb0TZ/NmKlGnmHtaukYuLv52/Wy/A434zafc+L/FF7440Syj0TT9C8MaRqUGnyrsaG3kdVRFHTcGk3Y7jP4+7w7Vhl9CODry55VKk4uXRtLW/W1tLnBjoutN1oWSSTt6ndeAtc+IWofGfw1pkXinW5jrmmaXqfidtPjRnkZ08xBJgDaux4FLLjCHHIGK8nNMNgKWVVq0qUVyTnGnzXt0WnR63du51YSdWeJjBzeqi5W7/1ZMyYLfxTY/tfWD+LklS/uNdinRJbhJmS2ckwruT5QAmBtGMenr6sZ4WpwnNYTWKptaKyurX/AB69Tk5asM0Sq7834dD6z8T+EPG198QtO8RaPqtodHkt47K+t5CUmgCzeb5kRwQ2cKCDgjsRX4TGSPvmlqXdTOLuXjqxz+Zroi7o5nufk9/wUphX/hodJMZLeHrNg3/A5h/Sq6oaOr/bE8DaUfiHHFaosHnEfcXA61NRaGS+Kx9b/Amy068+D2g+HIi+y1XyZiRjO3GT+orowVX2Lc10HUhz2iir4y8MWlzpraPboUtbaN2i3DgkyMeP5173DmYTdedZ9XY6OIMPFUacPJfkavwb0zQNG1fRbyxgJuS9wDgergEcemK9nP69eth6intoeBgKVOnOLjvqfXrgY6V+cnuEbEdD6VSE2RLbLeM1s0jRh1YFl6jjqKp6IkxdR+JOkeEr+DwsqTXJtVjgklZ+c44GT1b/AArJXNEtLlyLwT4PuPHUfxadWfWG002ME0smVitzh2VB2zgE/wC7TsIs2Wt/Dj4u6BeQWN3pHifSobprW5T5LiFZ4yCUYHI3A4P5U9gPz5/a70i1b9obSbW3jCJLrySlEXgLHbrjj0GP1rqivcSA6OHH8DDIODVyTuWppLU0IGXaAcZJrJpoHKLL4t5yN0TDFYyZBl+NbW9uvB9/ZxJveSNlCjucUQepMlc8a+CPwy8aaHrn2u50+WxjuJTHHOw+67H5TipUrsai4n2dbJcaJDp7eIryO6vLOxy0x+UO4J59q7qMakqLVPe5DcFUXO9Dy7VLPSvENl491DU9TtI9U1aGKPyPMyIIEzsyffLfnW+S5bisFmMMbWju7Kx6+eZzhsTl0MqwsrqF22+7seb+P/HXhuDxbpviGXxClpewacLMwWD+YmzZ/ER335/IV+mZVl+Inh50FTvFyvd/5HwuJr0+dTvbS1kei/CjxVpHi748eF5dK8VDVhH4VmhmRc/uJN0ec+5/pXk5zgqmDyOvGrS5G6qd+61OrCVY1cZBxd/dPdbvw0PC2lrpa6jc3g86SbzJ23N87s2PoM4HtX5jHzPoJHxX/wAFM4xN8JdCQnpq6/8AoDVqtjJHy9oqbf2Z/A8LfKieO5ef+2T1rF+58xS3PsXXQknw+uYiTtbTj/Jamewo7nf6ULf+x4IJYvNR7fY6kcMrAcH2xWKtYt7nqP7KVnd6V4R8QaDePcyNp2riJJrhVDXCm3jKzZXrvGMk4O8Pkd6yjHlbQ76Htb4xgVqBCc55qwELds00Szn9fdiyLjOc+1b0viIqfCfOPxHtZNe+OFppesatLFZaTpllLYwBvJ8t7n7eXljl/hllezitw+AyAMEIMtFRsulZI2PhFqF62p6KL3Qr7SNU1DT3l1DTZ76S7+zfN+7XfLiQbhlip43RHbxkso2T0HNaanp3iu88W6dp2pT+GNDt72e30u5ns/NmIMl4i/uYimOVc8EhuMe/GzZieAfsofEP9orxV428V6B8X9Pv2060t2mhubvTfsvkXAmVBCjbFDAqZDtG7Hl5yB96VqVKNtT3P4oRsngy8ZuPnhJBP/TVaq19xQ3Pm3xL4QXxr4S1TwtdZ2X8U2yRwQyTB90RXPG0OB+C47ms5NXN2ZH7OOuy6l8N7TQLyMR6h4cmm0y/jYkPEyPmMYx02HB6YKEVmLc77xDAr2+1ljKFgOepP0x/WktxSLnhjwF4LuPtaal4O0K8W6VA5ubCKXzAGB53KR19fSolvqOOwz4ZTs2reMoQGxb+LdQQM3GRvDAD2AYD8KuOwH0X4osbjV/DGr6VaqpmvLCe3jBOBveNlX6DJFXhKqo4mFSWykn9zuTVhz05RW7TPCPEmveINS0yPSdKu9d0sLZaYksLadqkc0E1uxE8YMMDJtcEAsjHO0cEc19xh6WGoVHVmoyvKpZqVOzUrWesk9Ldup4VSVWceWF1pHpLS2/S1jB8RWniPxLr8+rt4k8V6dbvNI8dpp2hauIgNirGdroADlQWA4ySRg9OvB18Ng6CpxhTk9rynTv3eiObEU61er7RykvK0v1Ob+Nll8atS+I2u638M/DPiMaV4hs9NleVdMZWLwINow4yjA7geh55r0MhrZPQwFOlmNSPPTlPrdWk9dt09/InG08VUxEpUIvlkl07ep5fr3wt/aT8Z376r4l8G+KtUvZI0gae5j+Zo0+4pyRkDPGa+ow2ecOZfH2eGqwirt2V+u/3nm1MHj675qkW2Mh/Z++PcRF2nw71qJ4iriTciMuMdDuyOB+lOtxXkbjb20Wu1n/kVRyrG83wNXTV7nqHwS/Z8+M0PxT0PxP4u8P3Nja2N4t7dXd5cpI77eQOHLMTwK8bPeLcn/surhsNNNyjyqMU0tfVJI6sBlGMWKjUrKyTu3c+615YcdxX4cj7d6o4jV3xdSqoyQxwPxNdUdtDnkrM/KD/AIKJXMmpftCXqeR5a6Vo9has5fPmbg8uQMcY80D8M1XYEfaHj/4eeHfE/iya+1aySdo+EJGcHn1rKs2rFU0m7s9F8B+HpIfh/aW2jRJHIny+mRx/hXRg6lOL/ebEVVL7G5m638MPHms6etrp9/BE245aTcTyc8nPT2r6DBZnl+Dndx0OTE08TilrIv8Awg+Cnjbwn4ktdT1/xBFd21tv2xLEFIL49+nX863zjiHB47DujQpuLfUxwmArUailOV0j6ZI7V8aeo9GQsO45q1uZkYuFsmNxIG2KpztGT/ninLYOpxfij4WReN9STWYbuP7FdvFcPG8fzB1wVYZ6EEZB4IJNRbQuLsjesvFngG48VSfCdNXt5df0ywW7awkyJBbkBPMHr94A4PG4eooB6h8P/hx4E+D+g3WkeENPi0qyu7x72ffMW3TPgZJYk9FUAdgAKNxbHyh8VvBMvjb9pDVNTiR2i8PQeY5UnAlmKqAR/uqfzrZ8yUbbGkYx9m29xmpeH4tC1VtKv0EcxVZMjkMGHBqpVHF3M+VMUaRa70lz8ydKylWuUo2LcscKwFXcgcdOKy5ru4WIlu7W5tmtxKrE5HXmrWhLLyCKOKwU3JjWK8hyScA/NWUX7xq1pqetaz4dsPEIQzXTxlF2/KeGXriu3D4yeF+FGFWiqq1MSf4ReGNQtL3Sr25me31CHyZlVtpZfTIOa7o55iKc41I7xd0YfUqdmn1OctP2OvgbGmW0W4fvzdyf416r45zi1vafgjCOT4X+U7n4b/Ab4W/DXWW8Q+FtGFtfGNofOeZmO0kEgZPsK8zMuJsxzWl7DFVLx7Wt+R04fL6GGlz042Z0fjaWMBZNw2gDkmvCjq7HXPY/PP8A4Ka6lcHwv4Shs3Mlu19K0yqcrkIdua35WlqZJ6nz4ZXH7J3hKRSEZPHEzZA6fuHq18Apbn1gl+t18JnuUm81l0sZYHOThetTU2Jjuep6c5h0GK/m+WCCBDI56KNorFGtj1j9l3xv4S8a6Dr8/hPWbXUfsN9HDdNAwYxt5ZIVv1/Wl1A9mc4qgIyOM4p3AY1UiWc34ullstLm1SG2882yF2Tfsyvc5wcAdTx0Bq+d01zJXDl59DyDSbLwd+0v8O9A+JGmrqejPqNtMttMI4XkEQmaOWCVHRop4jJDkZXjaHQoa3TVSN7Ec3K7HQ+HvBWg/CXw/qWuCa61GSxtZryZ0gjjdkRCzBEjABYquAWLN0AIHFPlUdQ5+bQ5L9nj9qDwZ+0Ve+ItG0TT7/TNV8OOjT21xJvEtvIcJMjgD+IFSpAI4PIbhRmpilBo9vMShMy8RoCzM2MAepJq9havQ82h+JHwv+LMGqeF/BfjTT9SvLOaGO5jjVl2gzKu9dwAkUEqNyEgEjJ5GZeqKS5Xc0vEfwi0vwx4N1rxbf6vJbro8Zn+dUETxjb8zHjGck/gKzlFF89z5j8K3vhK0+I3ijWfDctrc2+sWtvdyT2kqyo8qna/Kkr1OSP7273rDllq1sv+H/I7WorDp9W3b0sv1ua3iLxrpwVIlEmd3cDFVE45K56J4IvYLraxIw1vhRkeopTa2HFaHk1v8evBXw78aeNfDWs6bq0twviS4uHe2hjZMSpE45Zwc89hVRFezPtCLUIpEWSOKZkcbgQh5FR1LTFku1K4EM//AHxUbbFWXUY1yvlki3m45Hy+nNNSfcmS0LAuA8ZC28pJHHy1LvYqLV0TpOWUN9nk55HFG6uNqw8XB5Q2shDDBBA5qbXDRC2V3IYlzaycfLz7HH9KTRb3Ly3T8H7M/wClCHY878Y6/Y6BdvNqIkSMvyVGcc9666MefRHNVfLqfld+3Voq678ZG+I+gX0GpaP4mt4orWWBixWS2jSGRG7Z3DPBPX1BrWpTcEmzOE+bQ+mvD/xS1G/IutZ/dSXbfu9xABriqty0NaZ7j8Atfku/A7vf3SebHPKFVm5wGbA/LFENQe56vY6vZrGkn2yL5mwfnHA7Gk4lRdkbFtrGnpfJbi+hw65H7wdf84qbFKXQyPiB8aLbwFp09+2mNqCQDJEMgBarjdkSWp4n4i/4KI+AvDz28N14P1mSadcsiFMKc46k81M6vJNQaM1q7ENt/wAFC/BV7cx2Z8FavDJMrlRI8Y5UE7evU7SB74rrdCtZXiCtLY7vS/2v3iXTri5+GWu3umaggaKbT4hLJCD2dOBjjqD+FcznZ6otIt67+0r8BvC2rv8AELxJo6aXr0Vn9llmuY0S+S2LA7GGd2MgHFLnu9gscB+0H+0n8BPir8Fnk1fXdctdElv4THcWEY3yyIBJtAPUEevce1VGqr7CcTjfgf8AHPwn4+8XeNL3wpNeCK/a2SxNwQJmRExhg3U/IT+Ndc9acLbWKv7llvdnO/Hv4eXfxP8AibbeNNO8XalbGxs7a3NlZP5byPEMlTg9f6VyVJ3YoqxtWXim+WFUuNFvEMYCkOwLHFQtQcrdDL8R/EaKytJFk0u6QkYB4NUk0K99TifBnibWNX1uSeDT74wgHLIM4H0obsCZ0niDxjDrng25utJ1K6eOHU7eFjLEUKus67hn25zUR3uaXvE+ubK8tv7Milt5rZ5TbAopkGGYLwK1auiLl3TbyGW1tri8e2hndMSJ5gIVvSpsF7l/QL43FiX1U21vOkrqVEgI2g4B/Ec0WQJlnSNTkl1G/gvTaRRRyL9ldZQTKhXJJ9MHNJpFJswPihcobQxpKoHkO2Fxn2qYu00FR6H55/F6a81XwT4ttPEM1lIlvJ9r04vJvIZT93Hb8K9JNyhKMzlaSacTxa5vNNuv2YdBaVhHaQeOHMhUdFMDZ/maxWkNe5dnc+iPCFxb654d1a30a5jXQ7jSvNtpT6hQCMepx0p8ksS+SkrsaairyOy8VfGGx0vwZc6TYaBqN6bm18ozRqAsZ24JIJyfyr0v9XMfKDairrpfUj6xBPU8R/Y3+P8AdfszeMPEEmuA6r4Y8SmH7ZbQcXEEsRbZNHuwpIV3VlJG4beQVFeLVjOlL2c1Zo2Vnqj7UH/BRL9nYvtln8SwZXKtJpikOScBV2SMS3HTFZKonfyHbS49f+Cgv7PsjTIlx4hZ4kEmz+z0DMhz8wBk5AwQfQ8V1rD1ZU3V5XypX+XclNN2Kd3/AMFEv2erS5FrI3iYv5nlEjTo9objuZRkc9elYRkpRuhyi4uzKdr/AMFFfgVrGpvoWm+H/G91eDzAYo9LgzlQSeTcDHTqfUVpG8nZLcFG+x3Hg3x3qtvZQXXhPwUdY8GXMavYDTTGk+mj/lpbumduVOTs7AgBiMAW3OhJwqImUVJXRr3vx9+F+mxTTard3lp5DFJY7iFFZGHUEb+3etPbQI5Ged+Bfjx+yd4Y1fUIvhvbx20+tXJlvDptspV5sZIP7zC9ztGB14pRqQvoNqTRd8aftpfs36UNU8JeJdb1RWktpba7jhsS5VXQqyhlYjdtJ78HGap1YoSi9z5U8AfFT9kb4HeMLjxzoPj/AMQ6jNe4W0sLrSTbLFGZo5HMksYfzHAUqOMfN14FR7RGjifZ/wAW/j98Pb34C+JhZ+Ir+OTxTpG/R0ktx5jiXagCKW4UMNvzAZJ4B6FtuTUYK7YYZRqxVZu0OrPjz4W6BbfDzS5zqH2tZLyzgjhiWBjDFEAGwrAc8k84+YlmwNwFXXSwtFYa95Xbl62St8kjSpWWKqOpFWitIry/4LLepX1vqt/DHYX1q0qyB9kkcxHXuPLx+FcilbYVjv8Awd4r8MWnjBdAvoZTr9pardtHbQsqrCzBQw4A2g8YHTI471Ld2UtEcWY/2dovH/xCvfi54nsrPU7vXVmtorm4aJvI+x24GAOo3Buabk72FZPc+99F2XOm201qweF4UMbdiuBj9Kog4/46n4pWvws1m6+C8KXHi1BD9hjaJJMgyqJMK/yk7C2M/lStoCZ2+lw3s+mW0mowxxXjQRtcxo25Uk2jeoPcA5ANTGNxtnJ/GSX4i23wk8SXPwjiMvi+CyY6YipHI5kBGdiyfIX27tobgnGavlFF9Tpfh4fFN74G0GfxtbwweIn0y2OrQwkbI7zy185VwcYD7unHpxWaLk9S74lg1s+GtX/4RloRrQsLg6cJcbDdeW3lbu2N+3OeMVSV2Tc4r9m6T4s3Xwl0VvjfbiDxn+++3oVjWQr5rGIuI/kDlCuQvGam1maykrI9PZCmQ64qZDTueFfHyWS30jUJ7YwiYSlk85d0e7bxuHdfUV04a97IxqpdT89fjHpGv/8ACoYbjxVd2iajoGppHBHC8brFAv7rAKcdShHLHCDntXTK7pXZlde00PQPFDwaQNIj1q4kXS45TIJolJIGOpwDxXlbo6IOzXMdfp/xS+F9lpkq6F4mv/MiYO/khsFgRknC4zg+1Zc3Kt2b3pvoVdc+OvgCSxe6svHN8b7j/RxJJ37DKAZ9s8VLqO2jHH2a3R4/rvxR8Rzyaj4l0rx1qC+UV8uAXrDHIORzznGOlVCberIlGC2Pf7PXNc1b4GXGp69LcXFzPIxbzTuLDPQHA+UdvoK3o3b1MZ26Hrfw1/Yj+DHiLw5o/jLxIdS1aXULGO5ImuTFGgkUMQAhHSiScpqd9UOMUtWeqJ4E/Zq+FkKyS6T4T0p4xnzbgx7+B13Mc9BXRVxNSr/ElclQtscr4q/a0/Z28HxvFb60l6yAELp9uXXB6fMBtrndVFJXep8m/EX4lfs//FP4h6l42t/AyXGotaeTJFrV3stp8DCsqqSFYYFZqvK9raGjpRM3wh+0H4Uk8Eaj8L9b+FujWdheSiJ2sZzuhjBA3QllwH29D6172Ey6jjKXO6iUn0OWUpQ2R9efB39m34Bab4ef4lfDXxJePb6hbRust0pne2ddwIPIK/fIZT0xXnT58NKVOe5o4t6oraT8CfGFj8TIdZK2c2hrcm5adJMO/wC6IDbMe479K5b31Hrsz4t+MvxV8Z+G/F+rWPhu3tbm3trq4WQythhtkYcVrTq4am7V21fsNU5zV4dDyKx+Ol/rOsQ2XidBBbTHDMjcrnv9K9iGAo4ii6mFneSOdylGVpH0R4Mm13wzEt5o7RyW86blkdwQymvE5pXcXujQxvC3iKPU/Dt7oeu+INL0WEaxcXBluZQqSFmJ256VlNtM6IW6nUI+nOuIPjZoccaABQdV24P58Vk5tP4i+Wn2J9H1H7XFqWhP8UfDTSIyn7Vc6uUcKRkNE2cEUe1/vIXLHojF1vS9U0uC2nPxi029FxMsJFprhlKg9GKg5xx1pOqtlJFKEeqOC1aTxldaf4k8V22p6lPY6Vbxxw6gmqyRpC5GFK7Tycj07irhNzfkRKMT3T9n3xF4h1TRDLreuz6k02gI/mTai9yzsCRnD8pg8H1Nawdp2sZSVoo8B+IXg+78RC+t9FuLm5ur7zPNjlbbGJOen5V1uDSbMeZaI3PBfiX9mI/B/Qfhjr3gbWLzVbI+bq9usTFf7RClGkBzznnkcVhzSfuxNUorVnQxnTV1F7TSdIOkaTaRRQWmnqm3btH3nHOWORz7CvvuHsCqGH9vNe9L8EedXqKU+VbIm07UoNVlmtLCGZpIbg2zRlPmeTI4UDk5yK932kHKUf5dyHGSjGXfY5O9+Aeq+OvG6WHhKxge9uJWhubH7THHPHOoyd0bMGXI9QORXxPFuMwqgqtNc9VaNLqvy0O3BYadSTi3yx8zO+KPwC8RfD7xDpvhi9Vv+EpRUuE0uO2a5m2t0YCEPn5Q/BHUqcYOa+AweZ1Y4mM54STivNf5np1MFCELqsvuf+Rck/YS+Onie1abwr4dCcLEZNStzp5e3k6gLcbWyrHcQBmvpHnk8fSVJ4eVNJtJtx+HdR0bej20OeeChQfMqqk36/5Ha+G/+CW3xN1W1t08efEvwzpnlAoz2FvPfTMg+6uHESqR7E/jXPGPYzk7rU+hfh3+wd8Lfh3aXDT6nqut396qLeXkzJAZQoAAAQZUcZwG68muqlUlSjyx73M21fU9N8OfB7w/4Ss7nTPC1vcWNrcuJZo4rqVhK4GAzZY7iBx+VVUqTrtOq7slabI+LPin+yZ8Y/Ffxw1i6g8TBfB2oSlFura8QraQFPmga2Dby4HB+XBzu3ZrJqKe41sc58Nfgv8ADr4F+JdZh8e/E+NLvSzbtcyHS7tLaOA5ZTvaL53YN/DkDGM5qG4bXKV3sjzT9oHSfg/ffFi8ufDfiWx1h9QSG4TzhfQ7iY1AC4VUxxwec+tTddCrNLU3dP8Agv4P0e70S28S+CrjVrTWYmcanp1vd6jaWIAH+tMaSOM9AFRjx04rSMXKNyYvU+iktPhlrGm6PZ6vqJl1jwn4TuLa3spdCux9kmNy7JdiWSEQjMWFUMdw3H5R82NlOVNXg7O1vvOTL5R9kqc1s3oeeeNNa1Caxl8SyW95Jp6z/ZHuBykUpG5UPORlSMHocY68VxvQ7jm/CvieLT9WjvyhmUf8s+5P41SdyDsPDfj7T9H+NmqeM9ZtmtY7nw5b2cacEZaY8nAGP9WelKUWmNSvsTt4F8NeLrz4i/FDUNObVLjTtVtYrSwlcLbzJJbQD5+M8byRzjIFRJ2NIq+4w/EvWbCVdN00T2cUBMC7NUuEiQLxwM8Djjj2rPnma8sexUvPil4tnOyfVriTaNq7tbuNuMeu/gUc0uwcsew5vin4iDrFNrd1KE+VS3iC5wB7HzelJzkugcsTUtviwZtMdL/Udbl1TzjHbKfEc0doYztxu8x95P3ycMuOAQO752HJHccfi/qsZCJrdzLsB2D+3Lsqv0BlBoUpMORXOfHxl+NV1q76X4evIdSckJClrLqUrMSOAMXGSc4HAwT0zkVSbXUyej0Q3xd8UPHb6No2mXnxN1TR2mnvDd/2JcT+bKUijZUXzzImYyJS4yhOcbiVIA5LlbsXGLcuVnJfB79pL4r6hr19p3if4y6wdLsrVxj+z7SeWVE8wL8vlh3yURWwd/7zdztrSa91SCCbm0fUEniXUdR/Z/fxAl091cRS3DRSXsA3EKTsEqNkEgYDA5B57VtQV5XMavmfEfxmtPF1h4d1TQ/EepxXX2SBFh+zTpJDHEk3yqpT5QOOAOgwOKufNy2kTLlbvE6fTNauNd0D+zdT1kPDaSmL95wWTGMg/n+VciVloaIxPE+nWHhGBb3RNSMtpeMDNkbguRgn25xQvMJaaos+FdM0mC5a5aOC7ynnL5hwCy/Ng8Hg9D+FaRiQpHYvfeEHYxtpVskyTMo3MCShAKnp1JBB9BT0QczOg8R/FjV4/DdjpGnNDJD5So8K8kEL0z6A8Zxz1pJKLugbudTrXx21jw98AriCbULi+1MTx2tlFDevF9miwduQpyV7Y9utZTp+0lyrrsWvdhc+Z/Hv7RUfirUI761+EaaUyxLFLtvpJw8n8TjcgIDY6Zzz1NJ4OUVqV7WPY4e8+Lc8keZ/CZjidQgznBUdgah0pLRManHeSEPxG8K3RVrvSriAsQ7Mp6Gskq70lY1lKha8Wz2v4d/C7RviJ4Q17xh8MfE326+8KW7XlzZSx4YYwy9eOecf7pFNTlSmm9GONJVItxZ9j/sN6h8Svj38M9c1rxfcafpdlHetpqW1rZvbSOViQl2IbByHx0/h7124iFKpZ0279bs541HHdH1P4N0GXwJ4bi8Kz6tcagLBHSKe5cvJ5ZJKqWPJ2ghRnsBWMYcujIk7u5+MXx7tNVvvidrkdgzs0upXWUVsEhp2A/M8U5Qi7NlQbRwNt8JfGGuGOe3tWI+QBi394Ej+R/KujC13hXzQInFT0Z9CeA9N8feHbGx+Hl1aefJ9gN/B5j8mEjPB9qmrKNWbmtBQXKrHJab4G1/xnoNzZeFPClzDerqDNObmbCSdsrn3/lWL1NFqtEWH0vULTw+dFuvh9BFrMX7m7ma55bbxkDHORS5YsnmaZzGm+Bf7W8V6dAt7q1svmeTcokYZIhjjBPUUKOtiuY6bSfhH4PuvD2q6nqPjjxDZ6jbeIEsLOGO2zHJESoLD3GTkZ/h75Fa+yjZtmbnJOxsf8Kc0W3u/HOj3HxA15dO0yyiuISkB8uWYglQw6E+n41So0k2Nykz1Xwd458H/AAn8NeHkvdMvtT1O/wBJFr/aksqwRLbM+7lD1IyOg9KxcXzLsG5k6z8Zfhf4Msf7Vh0661C6uJ2ggEcJw0p5xk8d6751I8lkc0YNSPG/Afhn4jav4yl1jRfh/f3MWo3JZAFC/fbPUnGATXDFOPvNHVJKS5T6bh+EniGx+J/hX4ZeKbq307UvFlpLqMMqZlWJUDlo2PGXxGRgccjmvs6fEuHoYdKEW7K1uhyfVJOdnofWHhj4MfDrwJ4RbWdL0xLzVrOWC5fU7hQZSQ6Ocdl4Havl8wzjE413lLli+iO+lQhT91K7R88/G/VfBHwh/aZ1Xxjrnw30i1tLq7t76z1aHV283UJmEUj+bAHJTaxcghAMr33V5VSLcXJXsld2W3mawTckras2tD+O3w21f9r1vHfhzxTcJoXiHQptO1OXU7YWtvFPEiPG6SOwOP3JXlRy/fNeXQz3CTqqhzaPq9EejVyfEwpOtbbpuz03xv8Atn/s4+B0Yar8Q7e7nH/LCwheZj34YgRn/voV7EMTQqrmpyUvTU8p0asG1JW9Tw/xT/wVC+Fti80PhXw3dXwCkxz310sIzjPKRh8/TeDzW8Z6XRm42dmeM+Mv+Ck3jnWdHvZtE8X6Boc0ZCwW2naLNJPODjJMlyHjUDJ54JKnA5Boc6jewkonjer/ALRniDxvBpWr+MPi94g1AXNzNFdWN1PIospEClXWJWMbRMHwGwpDKw2YAY9eBw/1mryTlYmo1FXSPYfhx8dLXwXNLq+jazHdWG0yXVrDJnzFA5ZQT94DOPyr6bG5e8RDRa9Gc8KiXU96+KvgnSv2jPhLZeJtEnm1CyuIPtlnLYgBpWGMxEHOHyuCrDgjkV8bLVtJ7HTe258w+Kf2dtc1a207wtp3hZrfUbFY49Maa48m56hQvzLtYE8YZgCSACDipjGSerKck9ix8EPjX8RPgP4svtI8Tan4gsfCer3W6+t7eSRTYTD5GlQKQSBj548Z6kbWGG6IVHGykiHC+qZ9oeK/CPiHxVos9nP4p1TUYbqICSOa5eSOeL7wVgx5B4ODWkk2yF3PLPgungyxHjr4beIZ9LIfWZYzps0igyW4UISEJztDAjI6EdeBXNUT5jeDTR5V44+HOk+CvGM2k6DfG8stq3ELEgmNHzhCR1IIPPpit6MeZXZjU93Q898dr8RrfxgkPw606KeeS0083LskbMiiaTaAXPyqzAhiATjjvTrpKd/IqkrxPoT4B6dpXi3Qvil4d8URxm0vdfkiliEpTaoXACEEEbSgxjptH0rlerNk7HkPxM8C/G7Tfia8HgPxD4iPg5bKSYyNrUkjpMkTEqdz7zlwuMD19DQ1pdDjUlzWbPH9a+Jfxx0uWa303xf4jkuEc/I+rSrtzwFILDPPuDUWutWaSqWdor8jJ/4ae+K9qZYG8b+KQ8bPuaTU5lCkblKOm49Gxzn296vkdtGS61umvyEtv2nvih4dhmsLbxz4gE07eahj1Oby4wy/dKMgZj755A/Gj2TWwlWUHqjSl/a6+LlnmCbxvr0ksjAxSJfyBUXHKlXXLZ7HIpckn1NHWS1cf6+4ST9rH4gPqdjdazrN/evZSpdWDXEgZYZgCGY/LubOT91lI9aPYza3CVaPRW9CW0/aZvn8T23iX4h2EnitDDenZcajcqq3V0BvlL7NwxjKopwCOpyaPZyV0wlUTs7WO2+Bmp6praa9eeEvFH9s+K9Y0jVpbTR4bWVLiJ7eMSQyBhHtk+QSfIHLNuAIOAa3VKMoXZh7Rp6I+nvhxD4tvf2S7GTxnpE9jrlw148q3MJjknO9ysjIQCpK4GMDOM45rSgrTsiJu6ueXXvga8v/AA5rM99otitqNOuy++AfP+5f6d8V1VY/u2znpy96x8v2Q8XvcJElxboGZflycHnGP1ryfb6WR2Ok+p2Md9JNqj+Hdakgkt7iMBcHJDdM9KcZ862E4+zdmQWXh7VvDN/9ll8w2uWaGQNxtPFdFOpG1pGc4OLujbnstU3o8dqXwY1Lk9T1Y++M9azla47IryQazFAJyCgPmMFI5AJwo+vf6c0nqFlucRb/ABCvX1O0sbvRp8R3BjZ/L+QrnAP4Efqa9TKK6w2KhUntsY1dY2R6peaVpclv9v8AIiC7MMuBhh2+h96/QcRQpVV7WCT7+f8AwTkhUknY4+9vL+TTv7E1fTrefT2lE1tI0K7kH1xz071+W5nGjUxEqlHY9OnWcYpNXOiTRvD1vojTaJ4V0vU4r2LybiC4jHmwPjqh5x7ZB/Cvm6M3SruGLk7LZrt5notQqQTpJeZ1v7Lvje2+AfiuHVYdNa00/VrmFNZtgm9pII2bG0N6bmPuD9K+zjl9HExTpSu0tH5+ZwqpOjFq2+h+pngD4geE/iJ4VtvEnh1prezu0lmUi28o4RyhyAPUH8K5a9GWHm4T3ML3LE2uaRq7SR6dqNvcB0yGSQMxGO/PFYSWoH5VftjfBLxL4C8dnWtO1JD9oma4jJbG9JJdwYe4bGRSexcTwW08Q+LLGV4LjxXBYOrqWUv0Kylv0Y5+h9KEnYbOt0T4gGy1Kw1TUfHwe6sLXyYzu4C7juj+nOPpVRiupDdmdDafGmHTZrubTdSju7S32OiwybHUHrwTzz/Om4K9rgpuO5Z8QX93r9pH8QfCl292pT/S4C24kdz9RWbjZlv31dGN4Z+I1pZtcandQGUeYrKEcoysO+R6Gt4wvaSMG7Mua54nNo2ss88htC6Xk0Qkzukz1x2bGOazk3dovoS2vjeWbVHtJdWuxda3YFpySf3sKjIDeuPzpNthe5U1jXU1/wAM6Ol/eS3NpBK9pYb+VhB7L6DNJt2sNKxP4ukspfCiaDrGgXMllpV0t610g4BYbQSQeKa1VgaOf0LxzN4T1XSvFXg/Xr5brSryG6ht5NQl8mRUcMUZd2CpAwR70nTc00EZWlc+nPEP7R2r/Evxz4G+K+n+HrPT7jwcrtbw/aGlW43n51dsKQvJAx619Pg+Gfa4eMlO99djGpjVzt2MrW/jx8U/Gc174ZvvGc1lpbRjztN05fsylHJwGdfnYY4xux6ivVwvDWX4eShVvKW9m/xsZzxleUeZaLa55v4m06xMmn6VYW0ayX12m9gPnZU+ZizHk9OpqOKKtLKcgxVWKt7jSt3eiOjJ6csXmFKLbdnf7jp9R8Lm88P30Wmym3vhbP5MidQ4GQB9emfev5IweOjSx1J4iPNDmV0+3U/X62HlLC1PZvllZ2fW587H9nv4o+PL03em6VObm4iLuk25ppME9EAZye/IHSv1yrxRlOEmqFGV7ae6tF89vuPzpZNjq1N16it/iau/1OY1j4K6x4czbeINWhtr10mmhtY4WkaTY4VTu4TY/wA5DqzfcYEZ4r16ONeIcfZx0fVtW/roedVo+yvzM2tO+Cvhqe2Gsza1fz2NnIE1KHMccsRU/vIwRuG4du2ORmvo1lqdJ1VJ6brqu5xc9pWaPUfj58KPhJB4B0Kw+BGjyQqXGq6pcXUss08s5hCi3RnYjavznIVQSwHPbmoYOvSl7WTTj0/pG1ScJJRiePr4D8U+HbJ9RuE22oUjJcBueACPU5A4r6vB4mapWq7pHDOmk1Y+mv2evjF45+Dl2bU2t1qujal5cdxpWd25lQIrRdll4A44IAB6Aj8j/tNU8TJQ1u3p13PoJYXnhdnpOteNp/H/AO0b8ONT0f4c+JNItNVMulaxNfablbm23LIqbw5EIX5m8zAbJABxkV72Gm6/vOLXqefUp+y0vc+l7v4JfCbU9Ru73UPCMF3cag7zXSy3M7pOzOXcshfB3MSx45JzXeqcTByZuxSR2N3JaR5SOOQoqg9FU4HX6VukjJPU+CviL4N8I678avFUviq7iiSPW7pfnLKIkab5pCB1CxtLLgEEi3ZQQXRk46rSk7nVHVG34fi+Huhajo39m3INpds1ld2zuCYg8aSRS7hwWWSR4mxgN5G/A34GtGV1ZETjrdnBfGL4ev408dxR6f4xtdAsDY2c6yXRfy5ik0p4CghnTggNxk54IBpV9JJsdLQ6Pxv8DPg54xstW1mbV7+XVZYLm4iMd1tWS4cl923acgvjj04rnZq431OA8SeGdO8S6o0niCCG+vrJRbPvAJQDoMHpxUczW5mczD4CttL1FdI0i7a3t5ozdmKWJJcSI2/KcccLjHpkdCQbV5q7GnbUsaN8O54PEreIp/Fv2K+84+VfvEyJahiVZ3Kks6BCQepIz17zzXaHI0/HV2/jXxr4a8XltH8DXtn9hV7i3WRhEspy9zIzfMyASkBVyCq4+Y8npnrLlM29blPxzPqPieXwZrt9Lpmiaxosdrdx3tnDLGzK0iE3EjEnJTPGwDv1yMZ1N0jXmci58TYdQ8Z6LoZ1mHTLa/SRdSg1GC2ZZbko4i3F2IBQKofGM8g5HSnKVtBOV9Cb43a3r/jPwdJH4k0TQXmvbl4rS6tD5YhaO6fzDGIwI3ywZi3Pyvnqc0SbW5SknobmseMfiHpWgQa3olqumXqb0sr7w/cLaC1mMcSvN5cCCNndCVYkEne24kgUpN8vvbDurWW50ng34kfEe58m5uvGHjjxbc3EMsLWOrvbtbLMwiTzWdCG2qZBjI7npRGapu6Ja59Gcx8WPid8Wl8Vad8MtS1HQ/DP2/T/AO0LiS7vY4YpIGJURNKchCQrd+c4repUlONu5jGChK54w3hDxzuBTS7hGHcg+uf51wJam7d2a9v4VvbaC21jULeX7dbOrdQAwBPr7Yqk1axHXUu+LfH+pa3DZ6NplvJa3dr1JH3sEmly2Lk+Y9F8Hx3mo6HE907F9oDYOQcVUWmYSvfQ1J9KaXAMRfBLDjvWia6C5W9Ck3hm13bjp0efXYKL2DlfUnOjoyCN422gfd7V1rHYmNP2cZOwlTSGXGh20tv5Jiwqj5QUyB+FcEo8zu9yrWOfv7C90dHk0iMxTlTtRuVP09R04rknRjKXvq6KjUlHY7r4R/BP40ftDsLrw3p2m2sujL9nvpbycRwTnblShUE5Ix2royirLLZS9krwe6ZvOsq8U5aM9I8EeKP2pvhet/8ADrw4bxjosskTadHBDIInY5O1mGSpJzwccmu3F4iFdtpWZmoPoeweB/2UH8M6xH8T/Dfj7xJa+IdULXGoW09wnkySStuk+ULgY5wOnSuWErrUJLldj1r9p34aeCPEPwe1rVPFWjRW93pdkz22ojBdGx69wfSrsraiu0fj1LoXwsleaa68QX1/OJWDmJQMDnn8OK5OetztW0OjlpuN76kN1oHwwAP9lWuoSEqMGd14YYz07c1XNUJtA0tCvPBWhR3cs/hCLUFubN4PKLndvz95TjrxUVKdSpazHGcI9Df+DHi3S9P1tNGgtZbOG7k8trSY5znuK6npGz3MIO0tDY+KvgjSvC2rwX2m+UlvqlwC8Ui/KjZGSPbvShUdrF1YanO694Im1i38SXFvfeXdXvkG2VTmOQDAbB+gqrmfMloXLXwdqtv4oi1J7mzlgtdBMEP73AM2MbTnvSYKxPpWgXWlab8Oo9Qtzc2un3UlxrEMEqmTG/jj6HODS1HzJbnFeO/D3xI8Q65rQ01riPRtQu3eKDzsHydx2BgPbBx61otiXMqab8KddtLZUlly55IA4WqjLlZPMj0v4ex6r4dsn0rUgfJVy8LnoM9VPtX2PD2awjH6pVduz/Q48RTbfNE7U3mm28Ul/cGGFto3Sk44HTJ719c0r8yRyqUrct9DzjX9c8W3+uRav4bU29vbIYrd2j3FgTywB9cY+lfA8X1cJmtL+z5rmind66X/AOAerl1atg5e2puzPZ/hF4gj1zRb+bxpf2Gn3llGQHnAKytj5NkAkV5GJ44O1epz0r8VxnCeCw2KVR/w3r5+h9jS4gxOIo8jdpGBrWpazqfhHU7nUvixaNcQKGi0jR9Jm/cjzADFcFVRN4Qlht3dOvSvXp4PKKEoUo00m9t/87HDPEY2d7zbPO9W8NaPqctlHffEHTJ44mAttiXjN5bSAyIgMOwHJLcsOc8nt9DXoVMJLlhF6rbT/M8lyjLVv8yS4t5hdT2+nXEN6Y4mtbu2dJjFewhsbhvCkkLwAQWGMAkYFfQ5di5zgq1P4lo4vX7u+nR7I4qsVzWWx02majplzYCXSkZrVgY5rbAUqwPYdOv4HjFelGUFF1qC9z7Ue3mJe97j36HA/FPWbnVLAeHvDs4nETLNM65ygHIXPcjqfoKeJxUMPQcYSvzrT0JUeZ+hz/gTW9f8P6xbXV3rN0skLrIgEhxGwIIbHQc98V8s8Hh8Rbnirrr1OuFapTWjP1U8DftC/C34m6zf6b4W8UXMs1taPfvDc2kluIYEKhmLOAp5dePc8kV28jWjRz6nV2ev+EdNj0y5/wCEisxBr9wq2EhuU23kkrFkSI/xZ38Kpx09eXsJps+W/wBqr4q/Hb4ZePE8QaDpF5aeCNNmhae7tokuILkzZVxcgjfHtYjaBxnbncWAFOTjYSSOS+OXw18IeOfBFj8cvhr4yuDfa3qONUtrlRJbLFPkGSN0AYeWHkLI2WKk7SSAGwr0/ev0Nac9LHkfh3Q7Dw+PtHivXkhG5TJLcusS28iqQUYliM74rhPcwhuN4FTT2ZUnc3PHHi74bTeHxosnjae6+xylhFpsjyrnJVicfuwflPzHkYGAQcHWpyyjvqZpvmPNdM/aF1Cyuik9vps9nA+0hwYpmj7f8tGAbHpkZrmasbKbPWtQ03TfiPoEXivwfeBbwREI68eZjrFIM8MP0PsahxuU4qWqPCNX1Dxd/bPkanazWs+nSlUkibaTz0wc/l65oi7GL0Oi1b4ga1Lb/YI7CyVLmBANtuu4Fh/eILdT69q2lNJbIh3uU2FxELvTGlsRaxRWTmFpD57kxqrlF6EAjkdcmk4pJM0ldlzVJ5Jp18MWGnF7e00+C4uWQg7FDBST/wACwKicdSlJuzYatqtlY3Nh4VFuytd2sILAjgsceueopcqsrDk3KRu+M30/QbTRvDskEm2eyXCgjCbwDnrwdrjoKUtUDd2J4h1LRfCXhHQtFuZLlbeaFp2jG54/NMs2HKjjdhRg4zQ0+VFSepa85/BNj4Z1LS9Murq5u9SlCLChO+bbAY1PPG7a35VTd0Q3ZnO/Ez4iaP4z8QDW/F2iJDqUVoli1vcWgaRPKJBBLHcpUkgrjrmqnBzt0Epcup996l+y74VukDxahdiQkElScfTpX4GvEfNey+4+0WRYX7RXvf2UPB1zAI90uM7i28g/Q/yrJeIebp6P8CnkuD7ES/srfDPzN76OjzKMb+SQexz1rJceZupJ8xX9kYRKyiaWk/s9+FNJjNvDpocngZOcfnV1uPs3crxlb5BHJ8Ly/CaFp8DvCFow+1QBWzkK+Tit5eIWZyXxWfoZf2Jhr6Imn+CHgxmJa0UF/ukZxVQ8Qs0itX+REskwzexiX3wB0YtIIo2hC/dbqK9LCeJleFRfWYXXXYyq8P0paU3Yy/8Ahn2zYb1uEKj72F6V7tPxNwEtHSZxS4dqx+0ihP8As9Wd9CYJXjYHkcZ+hB7GtZeI+BlLl9m7Gf8AYNW3xI634R6Rd/A2x1S0n0n+3tH1aWN5Y7dhHd2zrxvByN64xkAg/LwDV0PEDLp1PZTi1F9SZZJXgrppnk/jq4/aDufGfi740fCq10y80nS7YzXFpdMRKgUDja2C5wM19Rl+aYfN+aVK6S76HJXoTwu9j6x/Zy8U+IvH/wAGfDfizxhawQ6vqNu8t1HChRFbzGAwDyOB0NetBWick3dna+LvCOieONFfw74qsTqGmv8AetpJnEbD0IBGR9atRT3IPxr/AGlfAGleD/ihqfhfwF4SmtLVNQnhiiiVmyoPAXuR1pNX2GnY5S2+F3xHt7Gy1S88Kana2WohxbXMtq4jfGM4OPas20VqtXsammeAfFVtfW8lyjL9lkDbUjOeGzjpVRlZ7Ey7HU33h3xDaa7b+IPD3hS5uZUk81y8YAzjGBnpVu8+hKfIZfxF8Xa54rkh0DxJoA0uYBmRPMDFiehUg9ajktuaupzG74Jsb5dEhtJll8yAbGM33vxq4u+hjNWOjOl3gXd5an6VpYzWgq6ddgbmjA+tFgauRvHNGcCPJ+lSMiaS4H/LMUAiPfdONoiB9sUWYbFaTS0lkEkmmRMQcjK9D9OldX13Fcns/aO3qLli+ha2zgAtBwPauVpsq9thrKfvGE5HQgHNRJKS5ZK6KTa1TLVjreq6dn7FLIqE7mQjKsfUg15uKyjA4xfvqav3WjOmlja9H4ZGP4v8MeIviAbSXwlFHaa3ZbmMSwqYbiLO4nGCVYc+xBqYxp5PR96TcL7t3aKnUeLlzPSQ280LxAltHH4q0kW2pOFklwcgkNnevpzyPSuvCY2niE6mHfquj+RhUpyhvsYV3aX1rdyXR1E2+6IiaZFCyopYYysa/dzuJfPUk+tdsMZWpS9pSdpf1ujFq+hoWmk2M4jjO2G7VA+1pC6zqOAwfHP1HPr1rnjWbbcvu7enkav956mVPoUq+NdJj06wv9Uh1UvYfZEheWWKdjlCigFsMVxj2J710Jt/CRfueg/CL4i2Pwb8Zv4y0WxXV1uNOnsGtDORGUkKMWV1BK/dHtWvt5SiosEj3DwJ+15ffErxFpnw+8MfACwuLrT1+3WEMmpiCCMW2GDKzIEDKQCoPOQCORUSrcquxxi27H03cWMHiLSZ7LxNpNtNFqdt5d9ZSgSxNvUeZE2Rh15Iz3xmulNNGXws898A/sW/DrSPDes6G3i7VtH8KXt8rtprzx3Dzt5yyIq70baoOFACl2wxJJJJxbfwl6X5j53/AGy/2Otf+HA0OTwPrC69oupXTfZAzRw3ULyLFG5OMIwwsOW6lQTjIY1zVJKjF1JPRG0Iuq+WO586yfBLwnbWrXniHxytzcDcpSF2mbKnBzwF64PDEY3YJ4JzVVyV0zR01HQs6/YfCax+F39ltpE2n6ikyTR6r5WJCwdkMSmNGZkfaz4b7rIMFcuZIfMqkZQ9GJKPI1Ik+E+u2/gWY61Y3rXOj6jHte3Ztgcq2N4VsYcAMO3XB7VvJtGcJbntfxM+F1r4z03+2tB2JqJhWSNwABdRkZUHtux0Pfoe2JasaTp8yuj558U+Fda0tVN5FIrRW8MbRgEOSyEhscHGAeeg49Rm97GFjE1e01HUfila38w/sfStTfZH5syiNI3nYpuGedqFefb1q5u+hXUl8R2sN38YbO9Ek1ro1zLOIbiUbY1jNxOI2XJ6FGRhnnB6U526EQT6k/ixre3+M2lzFphoUWqXe6448t7aG/uFjZWbs0SRkZx94dsGotZGl7M6n446jpGt/HTTIvDWpI+grrcWmpP5JMawW9tYxtLuwcgsJD8vofUVTilFIPtCftPtbab8Ql8PeGr62vNOs20XT4549zRO0lgkruvoN0pJHUdxmjl0SZUtdV6Gx+1zff8ACo9b8E+GvDmo6dqUkWkPqZu4R5sW97iWNJE6c4i/iB69KUdFcmR82X+ueJfF3iKTWtWvbzVL64bc80xLsDjg+2Oad7u7JP3UuJLyRCgkdAQBwBX5pHw3wC3qS/A97+2q3ZDJZ5pIvKYsG27SwHJ96qPhxl8W25yB51WZDbST20PleazndncVGfpR/wAQ4y1bSkJ5zWZEvnRXhvRK5OPuds1f/EO8s/mlf1F/bNe1iK+M16v7yV1IOQQK0h4e5XHdyfzD+2K/Qklu5pV2Fjt24x/WnHw9ypN3v95LziutitDJdwQyQieWRJOoY5I+lbx4AyiKsov7yHm+JfUhMd5v3QvKpIwdvQ/WtY8C5RH7D+8h5riLbkLafqDgiMTLnnIODXRDgvKI/wDLr8SHmeIfUafDeqzlT8+VYODvxyOa66XC+V0ZKUKSujOWPry0cjo4h4rSJlt7DT23j5g5A3fXjmvZVLkXLEwcuZ3aFW++LdsmzTND0YxgEqv2sxgH14WiUZRV3IFZvYpSeJPj5C/Hhvw6yYJLf2o/H5R15WOzvCZdTdStWjor2vqdNHCVK8uWMChbp8QtSButd8AeDUlMm4P9oM7Mf727yhzXy+J8QcJS1pJyjZa2tv0O6GSykvf0Zh/E/wCH3jXxtoNjpOn6roOhG0l8xlVJHQZ7oAVAP1FeZLxIUZNqh+P/AADZZJGS+M81f9mTxNqcYuPEfxJle6ckSPZ2ihGXopAJznGM5rmreJWI5rwpJK3X+kaQyCm0ry1K0X7HkV6zG9+Ims3Fs0hzGFERK46cd81zVfEvFez/AHdOPNbuzWORUFK027EcH7Dfgu1eG7m1a6uRDIGPmuJG68kcZBq4+JuIUdaEW/VieQUb6TZ1n/DMPhDTrR7m3S/fzjwx5ZffA+lY/wDER8xpxjP2Ud9RxyOhNtORJafALw4hRI5J3LNwkwCZHscU5eJ2Pl8NKK+8P9X8P1kyS7+BXhaFx5zSRYBLJuVsnsB7UoeJuYqLjKlFv5g+H8O3eMnYrN8DvCV3ar9mjeN9w3ySMNuPbit6fibjnO86UbdtSJcP0ErRkx4/Z28IuGVJJp3x8oXaDmt34nYiV+WjFfNmf9gU1vJma/7OWnLM0fMeR8hki25rtXifSaivYa9bP8jN8Oy19/0MXWPgZHp8yRQ27yiThWWI9fSvrcm4xy/Nqc5v93y9JO2j2t3PLxeVVsNJJe9fsUD8DbxxkWxBzgAsoOfTFavi/JVU9n7dX9H/AJC/snFuPNyaFW7+BOrQAPJZeWpBI3EAnHtWj4pyhtL2yJ/s3E/ylQ/BHVHhM8dmzoBuO3BIHrjrVw4kymrUVGNePMwll+KjHmcHYn8K/D260PWRewQyGRYnT5Bzg8GvN4lzTB08Kqbqq9117GuDwlaUm+R7EXjrw7Nr11bAaa7vbIyM8cRycnOD+Ap8OypxozrSnpLa7WyIxVOUbQtqjhr34apIMva3cEoOVlRQrpzngkH2yMYI/Aj6WDhWX7t39OhxShJbo5DWvAjWcbw3tiYTI8k6GJmWOSTduVklfi3mJx8hyjHPqTUuDT1Jvc99/YX0o6r4+1+bUIJb6/8ADmnPsS1mFvLKHYh0lUYZHVSg+UlX8wEEj5TrBMpNvc3vjF8BvhFquj+DPHVz8PLnwhLqU0ljqen210LeBl+dknDLtAIKKDtG1vMA+YDLXOWly4rUg+FfwR+CHgPxRb+OfCepywanFBNAhk1gSx7JMhgVJweOh7VzzlKS1NVZan0lbQq8MEysrrJEjgqAcqVGPzr0YPRHHJamld+ING0DwxdnV9M1KYJKk8N1pdm9zdQtkAbY41ZyOecKRtLZGKJR1uVHax8bft1fFbxV4/0rQ9J+D/gHxhDaaVLJNf6nPo1zbMvygE7ZYwAvA+YkH7xxyDXNUj7SLhNXTNYN09YOx8meHnuPskl1r8UcU0Vq6XBcKuJdnlEn33HOfUVhZLSOxpzPdndeAvCnw2+JOtReHddii1KKa2MhSO4kQRyFnf5mjIG7Ji+XPQ100aSm2mYznynmmtWP9k21ncy+KpPDif2TcQnSLeOeSGRnjYFYwWOdxYA7yW4HNZu2wJn2Z4bm0eTwdo1wmqW88QsYELllQkeWo5Xcdp/2c8Hiszpj3PjjT/FNxYeJLLT2utOv9N8QXckSk27Q/ZyGCspYnacFmUk4BEfvWqgklI5pvmm7HpFzDZy2tss0KyxwDyYgyb1jUYwoB4UD0HFDsRd7FW8NhciGCVPMitYxFAjpkRIBwqg8KPYUrjux032a6sYLeV5XissRwRsSwiQg5VQeFHHQUnqDqSas3oR31nYarpttpmoQwzWlgp8hGt49y5POXA3N+JOKasKVWTSiV59F0y50yPSWgg+zwuZVP2ePfknp5mN5AzwN2BxxxSdn1KVV8trEM/hrSrpEW4toZxEgjUzIJCFGcDLduTTTWxHMyGLwppltkWlrawFuoSNVJ/IUxN3P1MCD+9+lQjoWquKVjxg7aAI2jiJwMeuaAGmOEdQDQA1oosfcoAb+67LilewDGMY6ZB+lPmYDdy9ifpilzMLAZgBw+fxoc7athylp42iaP/TIWDcsOnGPWvzrG8dVqNWdKlQvZtJ3Z61LLaUopymVptftbT5vIyqgjduJyR3r5TF8UZ5Xkmm4rW6S0d/kenTweDgtFr3Zpy62IreGZynlzRrIoQNg7hkfw8Ht+dfOzx2ZTbhKpL0bZ2x+rx1SMvUPFVjpcSySmWN2TzAFbflcnoODnjoa4lCpJ8rTf4mvtFLZojTWb2e2XULi8t5oJtrQoqFGUEdH5HPatpSxFOm6Fmovp5+ZCnS5ua+of8JDY/b47CKFYpbn5NyuxBYdjzxxmueNGpK75X9zNHWile6JY9WjtpltomRSPlID8DH+8PzrF4atPr8rMtYml1RXj8QW1/Jd28RCG2IMquq7XbpwwHPA605YGrFKXK0vNMFiFtJplbVtQ09LP7TsfyVkAKLwzHHb2696UMLUcrRi/uB14bX/ABNCyvLZ9Lhu7cOYnUExtcEbV/XmlUwFVPllF39GKOJhtchl8Qaelri33ou4DaRuKkn+XTpTWDrSXJGL+5jVaCd2x2q2Fjq0a6ffETPGTscPgK3qCMY/wojQqrRp/cT9Yhv09SGw8SWt3dGzitZ3NuAspZsAAcE8jntWtXCV1DncXZ+TX52H7Wmnvr6lm51Gzgje6ijBCgkoXz39Bj+eK53gqkVzWf4jjio3swj1S0NjHqEchKTnK7Rk8cc5HXOar6lKEuWSdwdeL0RUvPEWnW3lvcIrHfgjeVU8dx0J/DiumFGvU/d0ou78jL2sFq/zJ4V0uS3W5YOkkhLeWXVhj6ben5VyPA1W3zJryNY4qENrGbH4j0571tMumjsZVAVWA3RkDPLdgeB0q1lteUbwi/uY/rUIu4t7eIypHFfIyS5TLLsXjvxkkdO3IrSnga0dHFtej/yIliqb1tb5r/Mxoruxt8It3JdNG2JGMb5J74ORhfbBFdEcoxbd1Slb/CyJY2NrX/Ff5he6vZRJGYrye2MrhHMUJLbcnJPpn1HSu6OS5liWoxpTbW2j/XQx+uUae7/EyL2fw9HcLcLpk1wXbBO5zs4+8QT3xzgV6+D4bz6KlCEJQT81Hbvqc1bH4WduazOe8TJoes2V1pl34T/tC3njaJjcIhWRSBhSpH3eoNfT5ZkXENGqpyruKvqnK9/ktDz6+Mw04cqgn/XqeTr4M8c+GdUs/EPgjW9Q0jUbN28ma3mCzW8LLhoYmZWV4mIGYZQyHjBTAI/TlKSPD5bFP4kxfEv9o3UtK8O+KtJmjn0tk1IJLM0JtYT+7BjUExhldwxVTLvKplwOKafNqPyPnn4zfsq674A8ZvpJ06fxTPdadHq0sthpbxBMyPGA6xBypPlO3BUfMveri+fZWFJWP1F+Cdt5fwb8BI6GMr4Z0vKMfmU/ZIxg57iuuK0MG7s7n7MvUOOlMVrnG/Gaye4+EXjC3WRUMuj3IDMcBTsPJ/nQ27Dja5+WPhXwJB4k+JVx4WkuBDfG9uQt1d4+zyGJu5fnBzxgZ5wMZzXFyPc6Lnt3iP4TfGvwVp1pN8NtA03VAqSvex2tyqeVtKshjEpTIYFztjLdORkjNqfLsLlUjkLr4L32q62vi6/g1XS53RUa5HmLBjJiLpkAABATyecDoSKizYlZbkWofDL4M+DrKTXPG/xLnu76YbUsbGzzL5g6BzGQH9+WJ3HkdTbhBdRc7eyPNPh94e1S91e7u/tGo6QmnMzpDBCv2e6R2T93y3chmOMnLHPNZSnb3XqWktZHttt4dFypYwlsDB5OK0UboyZFL4NnctstsAHPQ/zp8rEV38HXioVNvkN97Ctz/wDqpcjDQrN4ZuoWz9iZl+6RtNCi0TKKezGnw3cxjYtmSPQD9KJRZKdtJbkyeHJMnzLSRB3IHU0+Ub02J/8AhHoyRjen1Snyk3P0ptNJjknghhuY3jVMyZIJY47VVqdmzrvYbe6FLG5YW5IfJGO1SoJiuZK2l8YstZOHLEYBPApumgG666aHpR1C4tLmTaBlYoy7E+gArJqxXQi00SanYpei2uYA4ztlTaw/DHFJ6BYm/s0MxAy2OuaGJ+RFJbRQkKx2lunHWptcLiNaxjrIQT7UcocwJaCQ7UKk/SlyjV2ILNywQKuSe4qHSje9irvuDWLKSNqce1CppbBd9yJrdwOoFS8PTbu4q/oh80l1I102aYHDKR7rTVCC2S+5Dcm1uV5LRwTG7cnqAvFEqEJbpfchc8lsxBYCJcDaM9yuapUl0Dmk+oPboT8+5ifal7GnF3SX3BzS7ki2xWPeEIA9qrki9GhXfciJjI+7+dNQgtkO8n1DdGAQFHuMYocIN3aC8u4hYbsKg+uKFGC2QncPO7NS9lDdRQXfcYZFzwAD7jmqdOMlZoSuuo3zgSVLKc9qXsofyr7h3fcRpyuF38UpUac9ZRT+SHzS7jWVXOdoYe/NNU4R+FJfIXM3uxpjHIXjPOKl0YN3cV9yDmkupC0HPHB+nFVyJbBzMYVbjJBH06VSpdQ5iNoAf+Wee9VyMV0Qm1D7h5P0o5RXXYjOlq5yIQRS5LbCvYb/AGCZOBbj1zmmohzIRvBks+UEUa9vmp8guZo0ofDvi23sorXTdSs0WEYRZGmAHOf4Tjr6Cp9myuePVFC80f48mTzNMuPCcwHANxc3in8xTSntcTcexSbT/wBqCDi30TwJcKOB/wATe7j4/GM1aU1uyfd7DWP7U8J3HwB4OnUf3PFEif8AoVsan3/5he6+hFNqX7SbW7w3vwk8PXEcgKvGPFiFWU8EHda4Ix2NHv8A834FWp/ymTdah8bikdtc/s7aLLbwtmKMeIbORUOeqhrcAfgKLz/m/AVqfb8RbnxR8VItNuLHVvgbBY2lxGYXYazZFcNx1CAjr2xScpR1bRpSpKcrQi2+yPm34keIvGWt40TxZ4psdOtdMuFC2ViTOsTlQpIySMqpx9M964K2aYeg7Slex9nlXh/nWbwVWjS5YyTacnbbbTzOZXw58MNOlhutY1+81GaWIyhlyenIGAeMnPGKU83wkEt9jow/hpn1dSbjGNmk7y+97aluz8beENOuEVtBZLMMPvYMi8DOOx5zj6VyR4ggpfD7v4n0tXwhrwo8qrfvNdfs+XmWZfiz4fs9RuR/ZtxPYji2YEI2cfxAZ4J/Kh8QRjN2jePTuVDwgnPCUlOso1tee3vRtfS22y+8dZ/GHRpYL15tDmjkT/j1EchYZwPlbPQ5746UQ4hXK+aPoZ4jwiqRqU40MQmvtXVn6rp8ikfi7fJc28v9mRRQx8TRFid+cDIbHHPNYf6wz5k+TQ9f/iDuEjSqRdd8z+F22+WzLMXxkVIb959LHmKyCziUnaRzu3t+WMCtI8Qpxk5R16HDW8HbVqUKde8Nedvfy5V/mZeofGDVpZvNsrG2iiZMGNuc8nJJI+g4rB8QVpO6ikelh/CLLqUHCtVlN99vyNGz+N+mQWMEWq6AZL0MRIY5FCMP7y9SOe3t1rqp8Qe770Ls8PFeEf8AtE1QxFodLq7JT8adJksGuF8MnzwuADcfuy35Zx+NUs/jb4NTN+EFX2iaxF4emv5n1XB8QV0/W44pbmWONFIJU9a9Z36H5KpLqdhZ+O726gEsOoTbOcDNVG4NroPs/iLqFoRNJdEgsRhhmtFCUnowei1OqtfidJNbqrwQvvIAxUtSjuhJXNeLx7ZyRmO4s1GODU8yBxYf8JVor/dhwT2xVcyE2XoL3wzeKryRoXHTParuhalqe28OXcYwUU47UaBqR2Ph7TInYwzA7velyphzNGgPC9i6giVQeoo5Q5xG8HWxGfOHPejlQ1Mp3PgiPokqmjlHzDoPCJg5WRelL2fUOYpSeDJfPM5JPccUuQOYq3Hhq4mlCCPaBRyhzE6+FX3BmgBwPSjkuHMPm0Z/s7RCH9KOQLmRJ4YlIAWAZPtU8jKUiB/DNxHyYjQoj5h6+HWSE5h+Y89KrkI5jPn0CeElxEcnvSs1uNMgj0q5c4KYHpSYXJJNGnRTgc49KWo7lOTTboAHYtGoXREbK67xqPxNGpPMPGmXZXO0AfWjUOYrywXMRwyZx3FGo73D7NK4G3afXINO7DQctnMOpQn6UrsVxw0+YsCCmAc1SuBYFk23CsoNUKxPHDInJIJHTigLEiSTKeMD04p3CxIL25U4D4/Ci4WJV1C5H3pCc0XYWH/2vKowWNO7Ymho1eQtje1SDQ17+U8bz+dAWKNzNK68S81Nykj5/wD2mPHMVh4fk8ITPIs9+scyuv3cK/IP5V4ec4rkpey6s/XfC/h+eJxsc0uuWF016o+SNR86TcWk37vmOTya+Rbbd2f0XyqK0KFnG8KtG5wC3DMc4q2YxvrcluN042zOGC9++KaFNX+LUjRYlwquAQevXik/MOWFvdWpLK8Me9xbnnk4PX3ouTyRjq0LbSRSplY1A/2qG7FRamx9yqrEpWJAGPYc5pXNJJWI/Iili3FQZAOMjp60XM3STV2Vn0yzJM0kQDE5DY+7Vxm0rHNLDx5uZkptICpCzbox2XsaHJ9SnDS61R9VanIk2sMAWyCBwa/RY7H8Rzdmej6N+402I84I5zTW+gW2IryXCkDoQa2oeZdbRFzR5JPMhAcjByBnvV1WuVmcNzqjFdT2zTxMSScDBz0rhSu9Ddq5yl1r19p2qLbTyvlwcAj0NaNWMrWOkttZvAyFDwy85FK6C519lNO0COVLFj0B9qLoZcikvFOY5JFI7Uc1gszTh1LVIQoaZj9aakxJWLLeJLyDAaT86pTaHyoF8ZtER5jZzTVQOQtx+M4nXJzVc/QXKy3D4stT95/zFVdBYsp4jsHPDrmi6EyzHrNpIcB15ppJiLCTWsnIYU7IBWaHjAWlyoB4SGQYZRRyodxGtYCMhBS5REUljbSjDqKTjcd7FSTS7UHKxgUKCC5BLp1swwRT5EFyvJpFow27RxScUguQnQrZj90Cp5ew7kj6FbeXgDpS5GwTuZVxoA35xScUMibQeMAdaXKBQu9EmTlBRyvoBQeyuV6KRjrU6gRFJhww6UagOVWI6E/SjUB6Qs3VG/KgBHtpVO4I1ADDHLjoQad2AwW9wx7/AIii7AkFnKBnB/Ki42iKW1n2kKSDjg0XGkc3qOneINxa21Dae2Rms2pdDtpzoO3NE+XPjzoHi/X/ABSovod/2aEIjICFYZzmvl82p1KlVabH7/4eYzAYHLXySs5PVHi954W160kDSWk21Tz8teO6Ul0P0hZhQqLSZRl0/Uwf+PKXb7qan2cjSWLoxt7yD7PNt2NbSDPH3TT9nNa2G8XQlpzDDYy20i7oJMMe4o5WJVIJaSNtfDdt9iW6SWaS4xnyscY966FSg4XW55KxtaGK5Jv3O5myWclqx8y1ZFb2rB05HpRxlG9kyNniQBCGPfmsrM7YzjLVDJpYmU7DjjmhlNplZbgbD82VHY1Vupi3GSJIfIW1JU4PWh6smMYqLP0PuP2YbkXpukupAc56k1+je0t0P4idO/U3m+FWq2lmlvGzfIMZxTVRDVNnP6r8PfEEYASHdjrW1GpCL1FODkR6N4Y1e3ulFzaOqgde1PEVIOOhNOLUjp7jSLmO3/cmSM5z8pxXnp63Ohu+hyUvhS5vtUS8vJZHKHjd6Vbm2TY6Wz00mVI0UN2AxUOTKUUelWWlw2ltAslqpYoGOfWuOdWUm7HZClFK9izaJG980DWWEC8mrWkbtk2vPlSNO6sYJYtlvGoYEdR2qqVW0tSalFNaHnXju8TTbqWEMAUULxxzXbB80eZHJL3Xys4SO9v9SujHbXDBV44PejcFqaV9f32jQ+dLdMygZwRiqS0uTdFG08ehywY/d96AuXIvGyZ3NJj8aVxmzYeK4piNk5yfeqUmDSZrQ+Jpl+7OePempNCsXI/FlygB83P41XtGHKX4fGcqgZ/nT9oLlL8XjWMgbzinzoXKy7F4wtWxuYVSmmKxbTxJYSjG9R+NPmTBqxINSsZR/rF/OncQ7z7R+BIPzo5kA9UgbpJ+tG407DjFGRw4/OiwN3EW0DfxA0mrAnYhntjHyoqGIpSgHh0pAQtaQup/d0rFLQqyaVG3RBUtXGMj0eJWyU/SlZgWl06JR9wU1FgNbTY24wPyp8iAjfSYj2A/ClyJgRrpkan7oocbbASHToz/AACk1Yohl02PGNgNICpJo0bdUHNAzG1XwFpWrgC5t0LDuVGayqUY1Fqd+DzKvgnemznb34H+HLsHdbpz/sVzvB030PXhxRjIdfxM6X9nvw3KAGhjGP8AYqfqMOxp/rfi+7Kc37NXg1yS1upY99tH1Gn2B8W49tNSMm+/Zk0KRsxBcdgVrJ5bTPRp8c4xaSZV/wCGatPjOE24PHShZdBGk+OMTPW45v2ZtBnRhdxKxIwOOlaLL6aOOrxrjJSTjKxyOqfsf6TNO0lvcugJzjFc08opSdz6LC+J+Mo01CauZx/Y9sQfnvWweoxUrJafU2l4p4p/CkRX/wCyBpMiqLa8eMgc9eaueUUpI5sP4n42k3zJNMyJf2QVBIXU2ArL+xoHcvFKqlZxX9fI/S4wQvxgGvYPyEa+n28gw0an8KAKs2gWUvWAflQO7M248IWMmSsQB+lAczM688FxupCLmlyoG9DDuPAjKSyx89qLXEJovhJLTUFluosoBwPesqkXbQ0puz1NDV4br7ZmCEmLgLgVEKStqaSqO+hrWWmxIiTN99xlh7Vk4u9jXm0uXLGz88FmUgbuKTg0EalzwD4u3MkHiKe3IOA+R9K9KgrUkefX/iHnGma/cadeyzRMBlujDIOKLMIsk8UeNb7VbYwYt1LDGQvP/wBarvdWJfc5iOaWGEu0mWc9anZC6k8l9IkBYsMgUJA2aPhzVJ3nUNISOtaWJUjtI9QZId5c5NQtTS9iu2uTIxAfgD1oSu7D6XQ9PFEy7Ru6itPZmfO7mlbeIS6qCeT61LjYvnLx1nanLYxUJ2KaGf8ACQbMHzSPxppk3RJ/wlUsS5W4I/GnzMdkT23jW6T5mnJqeZhyo07bx9c4H70H8apTaE49jSg8fHgSGtFUuJxNG38ewNjL0/aE2L6+MrOXrMKXMmFh6a/ZTEfvF/Oi4WLkOo2bY+cGi4XsWEubV+hFA7kqtbN0IpgKVhJ4I/OgYhhRs4NAg+zen86AGm19vyoGNaAgcilYCJoGPelygmxv2Y+lHKO40wY5xRyiYhjPUqaVgQxh1G01NirleRgDgikNIYqh+1AeQ7yAP4aBALZW7U7E3GPaIf4aLAVprJeeKLAUJbFTnC0WAqS2IHOKdmD1PU4tUlXADk59a51K5tZlyPVnHWncbVy3HqgPOKBWJlvkbqKAsP8ANRhnFAWEKRN/+qgLEbWsTfw/pQBG1ih4ApWTHdjGsQGD5OR2ocUPmYhieNCseATU8iKU2jhvE/gSDW7lru4VWdupzWifKrIylHmfMzhtR+Dti24qiDPPanzMXIclqfwdVCWjcD/gVCmLkOX1X4a3sJVY5hhOeSKrmQnGxzOseGNVtoCitGQT/e7VSsZPQl8O6be27ZmQDAxwwNaaWEtzq7vdDEq47c1nBFyRkeaxWVz6U+X3inpTKxn+dSOwrrS0OfmRradMzTwxnnvWU1yo0juat/cFI+OM1xpm0tjC1G/aGHIJrSNjG5h3ev3CxhQx5NU1cL3HQa9OQQXb5RU2toUmXLPxDNtBLGiwXNCHxE7MqZPzUmh3Ny11RimcnrS06gWk1Es4G4801boBMNTlVvllYenNMC0mv3kQ+WVqpEs0LXxVequTITgUxF2DxrdDG7NFxrU0bfxpISNwNPmRRp2/i8N1z+VPmQGhB4nSTHX8qLiLa68jDv8AlRcZOurow4BoAemoRseRQBYW5jYdKYDt0Z5FABhT3/SkAxoVI60WAgktFJ5qGikxI7UCkA57cDpTsS2RmLB4p3AY646UAQPjGDQBWkAPAFAFaRARigD/2Q==)
Otras soluciones: rotura del hilo provocada por un exceso de hilo inferior provocado por remendar bordados, etc.
La rotura del hilo de la máquina de bordar está determinada por condiciones tales como el sistema mecánico, el sistema de control electrónico y el entorno de trabajo externo. El manejo de la rotura del hilo requiere no solo el conocimiento de los principios básicos de funcionamiento de la máquina de bordar, sino también una rica experiencia en el manejo y conceptos de análisis innovadores.
El problema de desconexión se manifiesta como una falla anormal superficial, que puede ser causada por una sola causa o puede ser causada por múltiples causas. Reducir y resolver el problema de la rotura del hilo de las máquinas de bordar es un problema común en la industria. La baja tasa de rotura del hilo es un indicador importante de la calidad de la máquina de bordar, que puede mejorar la eficiencia de producción (número de agujas) de la máquina y realizar la economía beneficios de un alto valor de producción para los clientes. Mediante la investigación continua sobre la tecnología de las máquinas de bordar, se pueden resolver fácilmente problemas aparentemente complejos.