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Principe de protection contre les surtensions et les sous-tensions de la batterie au lithium
12 Jul 2024
1,href="telecom_c55" target="_blank">style="color:#0cb76c;">Composition de la carte de protection de la batterie au lithium La carte générale de protection de la batterie au lithium est composée d'un circuit intégré de commande, d'un tube MOS, d'un condensateur à résistance et d'un FUSIBLE, comme le montre la figure suivante/> />
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/7m7BqWLVum0FUM1Y/amSFgCJQBAkYCyqASrQi1EMgbCfjPf/6jAw880On7S3X2XwstdjDYts2pMp555hkdfvjh2n777Z13w3IqY1i57ZohUOkIGAmo9BZQnuXPGwkYMGCAGjRokJH4n4G0rsE0OU7y//msJtQZq1atcs6MrrrqKp133nl66qmnYrecMZ8YWNqGQKUiYCSgUmu+vMudNxJwyimnaMKECXUO6h5eVgZMnTrVeQlk34A1a9bovffec88z8K5du9YZFM6cOVMzZsxwqwk2bdpU9czrr7+et9UFrG545513NGrUKOHKGGdGQ4YMEZ1CXaTFl89+DQFDoLQRMBJQ2vVnuQ9HIC8kAB35r371q4wGZQb+o48+2lngd+jQwfkSGDRokBtk2VKYAfjxxx/X7bff7uJ0795dr732mo466ij3P/dWrFgRXsosr7Kd8eLFi0U+brvtNrfEEQnH+++/HylFL6UwohAJLotkCMQaASMBsa4ey1yWCOSFBDCrhwQwiEYNs2fP1uWXXy5+IQR4DezXv79LgxUG+BPAz8DgwYP1wQcfCCkAJODiiy/Wyy+/rPnz57vlhlHfV1c8lgQ+8cQTzovhjTfeKAZ/pBNRA1IMyAPPYSDJRkislqBsGBhmgk3Ud1o8Q8AQyB8CRgLyh62lXDwE8kICWP+/ww47ZDTQMfijQujZs6cb8B0J6NevigTgZRBjPDwNtmnTRuPGjXOE4eSTT1bv3r3d/7w3FwGjxkaNGumAAw5wDo3efffdjMX+EJN///vfjki0bt1ar776qrMnQKLQp08foWKwYAgYAqWDgJGA0qkry2l0BPJCApjl7rzzzk6HHzUrzOpZh79kyRIngkf836tXL0cCOnfu7NQDOB5atGiRxowZ4wiDf2blypVORJ+rpXo4MEL6cNFFF6lx48YaPXq0MiUYkADcIqM6QL2Bk6ENGzbo4YcfVr9+/SqOBKASAUcIFudISvAiyTmdK/WKdMeCIRBXBIwExLVmLF/1QSAvJIAMMZNGhB9VH86A3rJlSxcfsfn48eN1/fXXa9q0aU4kzwCCaP3ZZ5911vmnn366Uwc0bNjQGSCy7fDGjbnbOZCVAKgYGLBxEMSsftyzzzoyEKVMbIiEZOPqq692JIBBjzBw4ECnJqhEScB9993n8IQMQfCQ9ixfvlxISpCQYHxpwRCIKwJGAuJaM5av+iCQNxLAYH3kkUdGdqTDIDl58uSqsuBaGBLx6KOPOqNAZtSsDGCGzr4DrAZATM/M2hsOZqKzr3pRHSdIBTAOxBYB+4MLL7zQ5ZPr6QKkpGnTpi7/999/v1vdQHzsBDgqkQQw28eQk1UgSFhY8YF9B0adt956qxYuXJgOUrtnCBQVASMBRYXfXp4nBPJGAhgkTzrpJDd7jzJzRoXA7NsHnmE7YUTE/PI/AydGhxzER/yPwR0HYuZcqQN8Hvwv76Y8qB0YwJnhQwYgJalcIXt1AGSGmS4kAtLCeYsWLZx9gE+/Un6R8CDtwdvi0KFDXZ1Sj0h7IEpGAiqlJZRmOY0ElGa9Wa7TI5A3EsBr6dT32msvZxQXhQikz2o87kI0EGdjjLj//vs7MrB69epamUNygYqDciPy5pxtkiER7J7I6oNKC2CBQeeuu+7qVC2Un2v4fXjwwQeNBFRagyix8hoJKLEKs+xGQiCvJIABc+zYsTr44IOd3p4ZPTO/Ug7kHwNFdP5si3zIIYc4x0VRSQ7xosYtZZzC8o405dRTT1WrVq3UrFkzJ7kxEhCGlF2LIwJGAuJYK5an+iKQVxJA5hDhT5w40akG7rrrLicVYOaMLthbite3EIV43ksAmLVisHjCCSe45X90DJU6qGeKO0aReFxkBcg111zjJAAQKlZ74AQKYlWJthKZ4mjxi4OAkYDi4G5vzS8CeScBZJ9BEte/bdu21RlnnOHc7t5www1ONB73ZWHM/DE4nDJlittBkNk/holcs8E/euMEK1ZYYBeBRAi1ADiiIsGAEn8P7NAYplqJ/haLaQjkDwEjAfnD1lIuHgIFIQHB4mHUh9c8pAJYhDMoxDEwaDEgsVQR8TU+Ax555BHnmjjbwT/b5+KITy7zBC6GTS4RtbTygYCRgHygamkWG4GCkwAKTIc/cuRIZykfRxKAxT/Oiu644w5deeWV6tixoxNhZzpQoe5AAsIKgbfeekvTZ8xwIvBly5a51Qa4E0YEzswY9QiqBhzoEN+CIWAIxAsBIwHxqg/LTW4QMBIQgiODN9sE/+53v3OrANBbZ0oA0G2z9O2BBx5wgzt2EfgzQOSN0yMkDCyL69Spk3OHjF+B65s2ddIGlhOuX78+JGfFuUTZS/EoDlr21nJFwEhA+dVspv1a+SEgGQkIqVWMAF944QXh4Q7bBYzWmLXX5SDIJ4UdAcsj77nnHvcsZADbB5YN3nLLLc7ZEPpxHB7NmzfPOc7B5gAVCY502B/hzTff9MkV9ReHPpAXcEB3XwoHaiY8TGZK3IoKtL089ggYCYh9FUXOIH00UmgmZ2x5H/WgL8dfTDkFIwFpahOJAOJ6vBaygyEDOE6A6iIDDJzM8Bk8+cUTIo0OlQD7CeAdEc95qB2wO2jQoIFrhOeff74jAHhFzIf3wzRFTXnrlVde0THHHKMDDzxQZ599duwP3Enjh+CCCy5ISQI8+09ZaLthCIQgYCQgBJQSvERfjO8WVivRv+HDJeqBQfPzzz9fgqVOnWUjAamxcXcYMDBmRFfftWtX/etf/xJbC2PcmGo5G3YASA9YDsfA2b17d7ccEoc4uFNm8D/22GMdmYAEEAcmetZZZ+mmm25S//798+b9MKy4bG2MVCIsIBE57LDDnOqCpX1xP5CssIIDb5VhkgDsMXBTjJ2HrUQIq3G7lgoBIwGpkCmd6/QJSADoA3BjjhdTSEHUg37/ueeeC+1bQMFPMMJ+g/fjhJiRgIi1QSOBDLzxxhtuaRtL2hiwEfujPggGyAGzfbZHZkUBAzxSANQLbJJDA7nu+usdCyU9jA9RA+BSF+dKLKUshEdB8kE+ISEPPfRQaMOGBBx++OHOy2GwjHE9p44uu+yylCQA2wvqA6LFXhBgYMEQiIKAkYAoKMU7DgbY9HVLly7NynEdkyUku6n6jXvvvdfZkx166KFuMoJNGITDqyf5pf+pS5pcSBSNBGSINpWPNT+N6KqrrtJOO+3kBvuwRkGDQ3xEw2G1AQM9zxIY5M886ywnWYAswDDZsZD7/D7zzDN5byioO1gBwUcBQQkrQ7mRAAgaB5IdjD/Dypxhk7DoFYKAkYDSrmjqj91KkQBm+93XRQKw/UKyesUVV7g+nXfiJr5v376OdPDLvikYm8clFI0EMChiOBfHJYKpKoeGw8EAjo3APvvs43T4bGCUKvjG5p/18fjfi6D8vVRx/TO5/u3QoYMjKbBTVir49wffU24kgLKxPPUPf/iDkAqElTlYfjs3BDwCpUYCmG3ikOsXv/hF2R/sUcOEBp8uYQe2WMcff7zWffBBvb75ukgAbQWbMLzKonpESow0GBUl6uBzzz3X2YoZCYi5nwD/0ftfBgoqDYbHDoCIx9kNsD6M0qddzF/fKNH577HHHs5YJjk/ySSAWTTLF9lEaePGjU6nRkPnnOt0lMTJZSB90uajQn1B58bx7urVjpDhV8GrZOpSB1CXHOs3bHAbQBkJyGVNlXdapUYCkCp269bNGSPzfZbz8fHHH6dtfHznTN4gA/QR2YZMSQATPWzJWF3FZItfpAFGAkqEBNBw+PCpeETmp512mmtEqALKYfCgDBwsk4kqCWB1xJFHHqlGjRo5WwIaNsaCMFxcQl9yySWaNGlSzvBhcAd/0m3cuLGznxg+fLh69uzp3E8jkWF1hd+xsS4SgNEm9UeakLlyqMdsOzR7LjMESpEEsNIIGyMLCQQwBmS1F8u1s/n2syEBvXr1Up8+fZzkl19TB5SAx0CaC6yZ5SOIchjwWMOPEWA2DadYHyB59bPmdL94KmRQZeaQHA8jGCQF6LUIkIA2bdq41Q5IQiBGiNVZDYFqh3j4OWAFRC4CgzoEZciQIQ57/meJDiI/P/BjaANBoLyeBJx44omh5fE+Dxo2bOg2LgorczIG9v9WJ/HJRX2WchpGAkq59hJ5Z2aORJd+gAlBpv15FBKALRiqbtLnfcOGDXMqSN6FKhLjb/qduISi2QTE2W0wnT6V+I9//MMNbvPnz8+4scShgtFNwUIZ4Os6+CjC4jRv3ly77bZbKAlglg5OPMuMnMaONWwulzjyQV1++eVOFeAx5SNC1+ntSbDJOOigg6pIwKWXXip0hGFl4hozgc6dO4feD2LwxBNP1BknGL+cz5EWVXowElAeLYBlgThjGzRokNvAjGXFUQ/6Hhy7pSMPjB9sjIbhNfHwSbBixQoHHueQA6++jAOiRgJCagH90tVXX+2s9xlsYH/MbNNVfEgyRb+0ePFiZyzDLD3bA6c7rIAIkwTQkPHOx8eEuJ7ZOaSDhp6rgC0AdQF7B38OZv44YfIfFjYBSCu4hyQAb4y77LKLswTOttw8h3MoSFB90ij1Z7GmBk/UPZUejASUTwvAbgnJLupMVmJFPfDzQr9aTsFIQIraZHY5dtw45+ufweDhhx92ZAAWWUrBD5zZ/iJ6D/oJQB3AwA9zfvrpp52OnuWNDBYMyoi/chlg0xg3IWFAl//qq686cRo+FZ566iknDYAQIJHwJMD7CSAv2ZbbnksQLoge6h6WU1Z6MBJQ6S2gPMtvJCBNvTIQYBsA+2NVAEtQcPpTSSF5dQDsGSyweGVwxp4AtUPffv0cVrnGhoEcB0vt2rVz9hm8F1sNpAF4/UO0j9Em7DyZBPC/hfohAP5GAhIYGgmoX1uyp+OJgJGACPVCR4gRGhIBXEZWUkgmASxtYakN4nn2N2CgRbSGSD5fUhJmoxAN1DIQAvKA3o1VCejeWDZIHRG8YWAqt8GVVHe5KKuRgGoUIQF41yyViQDGZ7Y6oLr+7CwcASMB4bjUusrAh8670gykkklALWBidsFIQG4rxEhANZ6QAFbDYChcCsFIQCnUUvHzaCQgYh1AAtA7swa+koKRgEqq7dplNRJQjYlJAqqxsLPyQcBIQMS6NBKQ8BMQEa6iRTNJQG6hNxJQjafZBFRjYWflg4CRgIh1aSTASEDEplJW0YwEVFenkYBqLMrhDHsm2nemR7kZHBeVBLDtonf4EvdGZSTASEDc22g+8mckoBpV9ss49dRTzSagGpKSPcOYmSXHqHczOXAUxHPlFIwERKzNciQBWN3jGAkReqqdEMvNJoAyM6PjKDdGH7EpZxTNSEA1XHh6w4soq1RKIZhhYHgtQQBY7YVHUPye4Ock6sG+JTgWitp3RI0XntPCXC0qCWAnPpMEFKaiw97CrnwDBw50Hv/Y2jmswZYbCWBZIR4O6QBK1R10WF3m65qRgGpkjQRUY1GqZ0wCZs2apX79+gmX5JmGuvYOYGOi6dOni42KOJ86dapefPFF93+c9gsIlttIQBCNNOflKAlADNasWTP17t3bef+rBBKAo6Fx48Y5Z0fsSRBW5jTNIONb+E7AkVEUHwq4SGagiRJoj/hKyHcwElCNsJGAaiyinvF9FfIIy5d/P22ZARkCgF+TbEI6EsB7Zs+erRNOOMHtGohDs3/+85/CuynLy3G6hRQibqGoJKAUbQLKyU8AJOC6665z+wKg56IRJ4dykwT48vGxnn/++aFl9nFy8QuuF198sRM/1pUerqmvv/76Ogd3HCexp8P48ePznn8jAdW1htTy0EMPNXVANSRpz3CqxKZiHGyfm6+D9MeMGeMGWQbaVAduzrOVAPiCpiMBxMGRWZMmTZwLdewHGOOQAAwePNjtd8LOq3ELRSUBd999d9V2jp6tBQei5PNgnOC9QoDqJQHlRAIQjfft29c1zqZNm4YOKFFIQLBegnWR6nowTl3nPg0fz//vf4PXOY+yRHDTpk266aab8j6IkkekLIylzEYAACAASURBVPvss49uuOGGtNsrQxb2339/HXfccZo2bZovVq1f0mSvhNNPP11HHXWU/vPJJ7Xi5PKCkYBqNJk9MrNjB7pSCMW0CfDtlC272Xo8n8d9993nJHt8N+x1kuqAZLMLIHnLNmRDAngf0kDeH8e2U1QSgJhk5cqVztoSH/AcGGoQMFRjL3v0K4BIBXOfveo5HnnkkXpVZqaNwJMAZs/lEujgwZaBc9999w3FM5kE8BF5d8E8j36dzYRgvPj3p84wNmSPAfz833///RoxYkTW+2fTDrBb8HnlXcyASZM6IcC42d/Bl8VvIMT/yYENicgnuyKyM2Q+A+9n9z0+/n/961+ubYfliWtsynTnnXdqyJAhLm4qUT8iaQYiOrqTTz5Zw0eMyGcRHO62d0ACYoxJzW1wtOZGm8a5GvuMIEHJ9+HdlqN2S3Uw1jAjZ0zJNmRLAui3OnTo4PrFbN+dr+diQQKYXXtvfOhp6QDxTc/2tFzHwAKf8XR8Z5xxhrDQhBSEdaj5AIr3YOiBXgcSUKj35qMswTT5GBClMVhfeOGFoeVKJgHEHTlypNNtsbkSTJ9BGEkCAzGMH7EfcWj0WNI++OCDbrOfbHBjWRazaIwYIQT9+/d36bG9bY8ePZyVP4P+jTfeGIkE9OnTxw3MnTt31oABA9wgF8Qkl+d0fMzu+QU38hhGPCBMWJ0TD4JFXaQS9UNg2MgK4kb9HXHEEY505TLfwbRMElCNRn38BND2Ux3Vb8jtWbElAfTdEOA4BfYZYQLBWJJNqIsE0EddddVVbrxinxn2m0EtQr+IVBApZNxCLEgA+hx2goMtMWPCeAKrSjpDGhEDPp0Rlp1saYrolPNCBT5etrBlVof4nLyUQ4AZM1gzGEKywkIyCWBpDQM+jZ1nEcXxQbHVLwMcxjBIbBismMFj7IYe7Oijj65T1x32fmbuWPKTRwbLLl26uHR5LyJ9mD2zjWuvvTYSCcAwEJLCNsToCPNVl7QZNm9Bx887sEimc2DXxeQAOQAvnqHtQ8waNWrk9IvBuMuXL1eDBg3cLoqkSVzIEHpOns1H4D0mCUggmy0JoG6YuFx55ZWuzWKcxrdBe4AcZmukVld9GwmojRB1AdGm76JvyzSkIwGkzbfCN4mkEak256i9qe93V6/O23eaaTmC8QtGAgCIg8AvleBtApgtItpkcKHzY0bUs2dPN+DS6bNlrR/0mXmyb71PK1iYfJ3DHpFQfO9739Mvf/lL7bHHHvrLX/4S++PPf/6z9txzz5T53HvvvfWnP/3JHeitOZLL9fvf/14//OEPXaMGXwb6U045xe3qh2Edy+w8CaBOYL3MshmYafhICxhITjv9dLfbX6Z15AfQq6++2m3e1LZtW2eBS/tg4Icojh492kkLeD8zZD68H/zgB6J8yeUBk912263qCCuzf4a4wTSIW1fd+2eIu/3227tOgTKTL8gRYn8vDSC/b7zxho4//vgaqwKQelBevgsfiEvZmVEgHfGBjubwww/XR5s3+0uubpo3b6799ttP5CddGffaay/XRlLF4fouu+yin/zkJ7Ww9DjF/ZcyIDFhJgaO2YZsSQD1yCoc+i10wrRXBhPqnv4NQpqPYCQgHFXaAEQAVSaTTySWUQ++v+B3mfwGMGfpITN+JNoQPCZCGAzWp+0lvyeX/xeEBGDNTAeIiJMAGJAA7ycAUBno0SVTKYh5TzzxRB122GGu47nmmmuqOslikABmXE89/bTTm0NckERADOJ+rH7vPcc+65NP/Af87W9/qyIB1B16fgZ4LKUZ0GDUSAK4x0ybjo3/PQmAwBGXDyGbwKDIjBqDOKQCqIro0Emf9yApopPl/Qy2l156qZM8IIGoT9lh7mAYTINrwf+Tz4P36QAgMT4wYKPa8DpJ8svqDNp+0AYATJEGXHTRRVW2FLQ5pGAQLp7zgc4G8gwp8gGVyc033+zqIpif5LzyPxilwwlCzveJp7yw50vhGkZZ2BHRboPYebyi/mZDAngf9Qg55pyDNkEd0x6QdCJlzEcwEpAeVfqlVPYD6a4Hv+n0byiNuwUhAXQkzAzp2Ah8CEESgLEZemOWbTHI07mzzAKwGQC4R0dPQF2AGLuQgfx6mwDsF/i/UkKyOoByM4NhNg1hgyAxMKH/Q6XA7+OPP+4M3NC/Y7xHB3z77bdnjRudLwwcaRHqCNQCqGV4H3VBB4tqgHNIQDrDwGLWGySXtoxtCR00XsrOPPPMKgPHYN7ADTUBKgs6K2YqDGIQ6mDgHqQCY0EkBHxr3vdDLjor0ih1dQCqK8gjKqT6fLvZkgDsmJh5BgN1BfnDGBRSm49gJCAfqJZfmnklAXR6zIbQ9dOhMcPnf0TE6GW9JIBOHPElHwSDPfpTWDKBTo6Bd+7cue5/RDh8jIUO5bg6IAqGYSSAjpSZOQSN+qG+mKU2btzY6egZiJEIMENFXM8MPlspAHlkIJo5c6bTm9OxMXOFePgBkYGP2W/cSQD5I98QFto5qgHsBhikkgOSAaQdkGHKjnoAe4uwQQzDWb4d0sJGAikAs99cBCMB1ShmSwKQZGILwreCBID6pn5py7Tb7t27V78kh2dGAnIIZhknlVcSgK6LDu+KK67QQQcdpJNOOsn9z6DAEj9PAujYko8g5mEdX/B+Ic4hAczgyslPQBTcwkhA2HPB+uN+8P9c1J9PL+zd/n38xlkSQP4gxiynxIEQUi3IbSp80B9DFJhJ8q0kzyY9FgwuEARUaJAFyEAupACkX0kkAKkW+ttUB4aZOGmC4KaKw3WMWYN1CuGDEEPmWF2EkSC/LKelH8xXnwIJQNqAyqzQgfLHcXVAoXEohffllQQg3ke0j6EYzk3Qf2LlTYeFeM6TgFIAykiA7SKYq3aKNIABmxUB6ZYMMVvEyhjDP4zJggNLcl7wH4DUAMlLrqQAvKOSSAB1wQAfdjCAoxZBmsmS2LA4/hoGgEESRr2x2unuVq2cbRTkDiJA/8fKqPpIyZLbQfB/SAD2OahBCh08CcCY1UK8EcgrCaDoNAY6qLvuusupAPifI2gTEG+IErkzdYCRgFy1U2aKrCHGY2NdgdknOv+6NjvBkAlbDSQ3wQGorvTrul9JJKAuLOpz3/d7Yb/1STfds6YOSIeO3fMI5J0E8CIsiGGEzGYIRgI8/PH/jaoOiEtJ4qwOQB/slwxxznfALBDLf8TI6QKzVGww0CfznLeLYZAOLhlMl0Y294wEZINaPJ4xEhCPeoh7LnJCAuiYmCljAOgPBn4f6Oi4jpiMEJUE+A7Sp8kvUgV0oIUOJgkwSUB92xxrw9HPYumPAR8GfYiDMQxj9UTwmwm+CwJAPNRqrLRAKoAumYBoOpXBYDCNbM+NBGSLXPGfMxJQ/DoohRzkhASw1InlSxgB+gODFGwCUh1Y+eM7AF1Zqjh0bnSaPk1+sSUIs6bON9iQAHwEkKdKCiYJyF1tYwCGoR8GYSyZZQUMzpYgt1j0sxwwLNCZsyyS5ZEYprE0Es+BLFu97bbbnFoBYp2PYCQgH6gmJkKZppxpHRsJyBThyoyfExLAkj86KXSS/sA4iRlLqgNLZ5Z2MRtKFYelYMnpIjpF/1noAAlgwyP845dbQISO1XpYKFcSUIw2hEU4/g5mzZ7tSDODOh07Ay0uZHEnmy5QTyzD5Btgpc0555xTtXQ23XP1uWckoD7oVT9LX0f9EbAJQYLD5Al8+fYghPzPwB0MtA+e4zvEoJTl1KxiiBKMBERByeLkhARUAoxBEpApI48rPgyEHTt2dFblrEkPC+VGAuhAsfJmBl3ogBSJVTIM3liZ+6VkSAjwo5E8AATzhwoMS+9evXs7SRhbDp911ll5W17m320kwCOR/S8eAU877TRH2LAFwTfAXS1auNUh1D07R7JSACdP+BPgu6SP8QSR1QT44aD+8boadTWBkYDs66ySnjQSELG2y5EEMDNFJYOtRqqOpdxIAFInjFTZ96DQAbxZrsUuZqi5WB2AKgwCkMoegDwyGOBci81mcGPM/xAAZpd4UazLqLA+5TQSUB/0Es9iDIqkhyWEqDI5x53zuHHjnBqIZaBIGKljCAIqT3aKhOihLoUEYDPCN+oNSqPkykhAFJQsjpGAiG0gSAIiPhL7aIim8fyHr30GKAaX5FBuJIAyYlzKJkOFDmCMbwBmemCPNOCoo45ye9SzQRWDQVhA94//eWaTxKNOcCBEYCDBI11Y3YWllem1SiIBDNAMuKkOVJ0M1hC3VHG4jqoT3Hygbu686y63RwBGnriK5hrtgW8PN9uoglARQPTYGAtHa2vff9/FhTzsuOOObi8V2k1wnwn/jrBfSID5CQhDxq4FETASEEQjzTkkoNw8BrLXNdvQYpzGTmth0oBkEkAHFOzg/P88SyfK/3Rw/PI/1+szQPEsYnOO4CyIPJA2+lLe5QP/17V3ADNoOt9CB48J76WDZpkfdi/shcGRakaPCgPbGR8PXJFoEMCBe8E6yWW5SLdS9g6gPeGXIexgeSYGnOzRgI+HsDj+Gks2g22e8yAJYEty6hQSgDdVVofwnaEagBDgVA3CAfbs2Mn3iSFppoH2BqmAOATzk2k62cTnfXgMROJV6Hdnk99KfsZIQMTahwTQqPlwyyXwgTKTZDDCgx2DSXJIJgF4gMQwjQ6KGS2dDNbqqBXoqNh1EDE38fif635Ne3LaUf5n5oRffGbQrCghbTpQOkmWySEmZQc9P4DWRQLIN/lnZg2psJAegUoiAemRkGvH2HNgnJdJoP0zsOMnBSNqRP24EsYWANUUEiHION8SqiJWingSwO6N2ZIA2jdp824kFJDHQg3IvAf38BBy8OI7LtS7M6kbiysZCYjYCsqRBGCExK526CIvueSS0NlkMglAX0nHwiyDmSmGbqx5ZwMoOhrEmnz8EAw2FsI9an1IAJsEnXDCCW42yhp5lmniwhXDPowZWYWCRAOxJ51MXSQAS2x2razLb3/EZlH20YwEVFcx7TgbEoBeH/UTth/Y3+AB8sorr3QrRFD1cJ+VRwz+fEO9evVyRJX2DGFACsG1bALfB98mpBcpAytSCkUGmFTceNNNTqXB94kaBQyNDGRTk/l7Jm8kAJEYutdUB7MxGigfRao46NYQA8chxIkE8BHxgaFDTHewHp0jVRzEmn4zG7b9DYvH6oG//OUvVfpq6gxROsyejWroWBjoGZTp3KgzpAFYO7MPPSJSJAbZBkgAHa8vM/4n2IwFKQBtiED7OfbYY6tIAPn761//Glp21uJDGtC7ksewMvtrYfixZLWSOjEjAdUtN1sSQHvxB6mBKf0aKiEC9yCn/O/j8ZurgEQAuwK+UWyA+HbYvjiX70iVV1a1sPQRt/HYs/BunGZ9XgSHb6nyWOnX80YCGNyDnv6SzxHt4jmNgSP5nv+fDhfxWRxCtiQA0TXiPESBGBUxePPx8RFmO0NmUGWpEJbhfNipjptvucXNLlLdj3IdK/qddtqpigTwUXONukEK4PXUzPwR2yMloP74ZXbDx48OPtsOJ0gC6CiZEeEwB9Ep+nQCutwDDjjAvQNJALOunXfe2c2AopQxVRycU+Hcx98nXWZm2ZYlDu040zwYCahGLFsSUJ1C8c6oRwg8yxCx/4G4cy1VoI37Ixgnm7bPeyDsfEfsJosNRJgqLpu0g3mz8+wQyBsJSJcdKju4gVApVH62JACROGJsxOjMnGHFHIjnEP1lEyABzLbZjhZ9PHrysIOPniPsXtRriPqZVXvLdeqKc/T9Z599tpvlQ9RQD2BAxuwaAycGbJa9QRhYJ52uw0mHQZAEUAcQx4cfftgttUNvSkA90KhRoyoSgCTgiCOOSItNlPLzviC+dF7UWym013SYZnKPeqsUw8C6cClFEkBbRVLWt29fR2AZiLE/QGLHPSYj2DlxzlJGJmX4s0Ay6A9m7pQd4uCXM3opRl2YMelh2SOqDgg09juoN4LfEOdI3cgjkjqIPIHrkAe2266PNLGuPFb6/ViQgFKohGxIAB8KM1dE2AyKGK9xkNZZDRo4/VzwY4iKAx8EHwti8Wyej/oe4iXbBHANKc/uu+/uOhMGf/zaY4HMgUSAj5mBGmM+PNxBRLLNJ50VswfSRbJAB0bHgCQAKQP2B4j2kbLwjrpsAjIpe3JcMDcSkIxK/P9HBw4Jx0dDtu2QUpYSCYC88e0wkNNPQNoh9AzAwb1XkNjhcwK1HRMWvlu+edzAozbD7gbDPmyH6MeYfPAN1uXXgn6OfgAVAN8pRABCHXy3bznUCVI2jCIxJKauCJAXvnn6EfpPC/lBIH4k4LOt0sLXpI/SuMZ89y3pvQRb1KdbpUVzpJreNnOOVpAERO1IWMbF7JHBI/mZW2691ZGAbDJabBJAB4NxHR86HzWzagZhZhB0GHQoGDtxDV0kRCHbwLOoPnCZimtVr06hg+Ad/h4qAYKRgGyRDn/OJAHVuJQKCSCfDN4Y+zL7ZuBm8Ec1mRzYlMrb2CAFgATQv/B9Y++Dug8ygV0O6jfaA/2a/96S08MWjHfj4ZB3I/GFtIcN/v5Z+kZ8YGAnARFh2SRlgBTccMMNzqspRM5CfhCIBwnACMYfH66TureUlm6uvubv+d8JXaSpixP3id/jHmntV2lkiRPMlgGLDyHswIKeGScfTdh9rmFtD9v1AeM5SABLgcqJBPjyBX/5yIMiOzoL/k8ud/CZ+p7zDjq24DuMBNQX1ZrPGwmoxoPBDz8B2arxqlPKzxmEecCAAc63ALp/lv8yiIfp330OmN0jDWDApo9j1k2A0DMjhwCgdsMhVRiJ8OmgEuTdOEJiFQQTAN6dbvD3z/L9shcGkkTeAwFhlRE2OZASlmZjV2QhPwjEgwTM7C81bS716CZ1bitdcLT0QIfE/3feIg0cJq17VxozROrRVWp6pnTT3dKTXaVObaULj5U6dJMGDZIWJizGM4WLAQsmitgp7GBA54OA6Ybd5xrPBz84OlC/Xh42DMvFaA41AQ0c0kGcTAN5LaY6INP8FjK+kYDcom0koBpPBqJDDz3UfcPVV+NxxkCKP4Df/va3GjZsmNPvB0l5qlxCAuhLWMnDstkwEoD6r2HDhjX6tmB6SAWwNdhvv/0cEaCfjPJunwZ5xykSkyjwRbLIUkZPCrB9wi7AQn4QiAcJmNZFajdc2vKJtGaF9OA10hvvJ/4f2Vca1F/a8oX02afS1i3S8NbS6LmJ+2tXSu2bSsu3SDh/+SLzQTU/0CZSZVCCIWPRzvIcVgpgYIMTDdYKIzrPNBgJSI2YkYDU2GRzx0hANWqooP7xj3+4JW7VV+Nzturdd91mYH/84x/dUrxkz4VhOcVY2avxcEWN7p/ANYwAGdBpA9gNIJ5nssMsH/WCDwziGBg2adJE+++/vzPe5TvkepRAPNQBkAnUexdeeKEjHEyW+B/7H9QDFvKDQHxIQKPLpUfaSg+0kM45VGpxb+L/q/8tPd5T2kqD2sYiW4k1ptu+lBoeIq3/IoGMVxXkB6dYpVoMEoBoENFe3A86C1YHIF6M2glFrVwzDIyKVLzi5cowMO4kANRp84vfecdNMvDvgToSNUYqiSOeC5mYIMXEQp9Bl8A1DASRgBIgFEgv+a4Q0UMGwgI2QRjPYjhMn0G6UVQCDPT0a0hSkZ6yIoGysBQZe6At9bArCsunXatGID4k4JGnEzr+DWuldtdLizYl/h8zSBrcP0EC1r8jTX5RGjAgIRUY0156bKz0+RZp8Txp9oLqkpXxWSFJALYOzH5YgoclPjYRcT7ooA455BAnXjQSUP+PwCQB1RiWAgkgt7R79PeI1C+97DI3cGOdj1gfu4FU30Wq6x4B7vvDXwv7JQ6DONJPvkVWKKBKYWaf6h1R0g17l12rPwJFJQG4gOXD0rSuUpu+0pr3pEVvSPdcLr30duL/4V+pAz7aKo3pIg2bJDVunFAFbF4mPdxN2vqR9OwQ6aFHpa1fSQbqj01sUygkCUDMxzK/vfbaS3vuuWdJHIgkcVyUqsPJtmJNEpAtcsV9rpIkAclIM7NmRs9KAcTszLJZ6VSfFTvJ70j3P3ZPLP/DYJAlg7wb6YCF+CBQVBLAGlBHAt54RnrwEWnUUKn/k9LlJ0vd+iT+HzlCGtBbmjVTan2HNHeBdP21CRLgcPxSWrdc6t5RevIhae6q+KCbp5wUkgQwkPLRIlIslQPRZTpL5myrxUhAtsgV97lKJgEgzzf8yZYtmjhpktO9I9JHwpdrkhxWy7wDwoGqAWnicccd57yn0odZiAcC8SABQSw+Wi89fof09PPS/HnSm3OlLm2lEX2l4WOlNeukm66UNiXWheuLrdLciVLbjtIrU6Q5i4KpxeKcj8APSujHWI6I4QwBcSuDFgNs2EcJk2f5DWvyvX6ukCQgFgDGJBNGAmJSERlmw0jANuF5E4M+pK8Y+bF+P5WdQIbwpo1On0bfhaEhDovYRhmJQKEkEWkzZzcdAvEjAZ9vleY9Lz01RnphivT8c9LoZ6R3ViRsBDAAHNxRmjJdeuUl6aXnpVGDpNkM/tGsUbOpexozA3kUIxefPh8Za2X54DCYIbBpDzoy9OsM6njT4xydHcsHg4F34nIX4x4+HG+0EysSgHOn+S9Ky9d/lfXPpQVzpMVLpGTNDHW38V1pQ5I48KMPsDySPo/Xyo5gXXBuJCAZkdL4v1JJAP0HroBpt6y1xykQG4Kh4ivETJz+jaWHeAzEd8BDDz3k+jg/ISqN1lP+uYwfCYiC+aY10uyZ0qsvSa/OlOYvjvJU2jjMxtnWE6vYsAPnFQzeDMRh97nGQB90pwlhwDgHxx2wcBo/HrBwhsHGNHwgrNPF0K53nz56uF07t/SGjxbHHSwfZPDHZS5MGj8DnowQpxBug9OCxs3/fCj1by1NnCetfFuaNkFqe5t07z3SuPHStJek/2yRNiyUxkyXXhokvfhOgtB9/KG0ZpX06mRpxovS2MHSg3dKvYZJWz9NrAB5cbR0X3OpdUtp+GhpU55dQ6YpsJGANODE+FauSACz6aOOOqoWWY9b0ekjWCVDe7399tud336s73H6E/Rjkq98I+VkwzSWRON6mJ0DWedvg3++EK9fuqVJAupX5tCn6Shwi4mNQvLBbJ5lKiyRYfdD/udIjsf/wV0P+RgR82OxDgnA5S1p8B68eWETwdpavAziKAOvXRjuYNQGa2ZdLiQBT4VsQgR5iBUJYJnmpMHSbRdK7btKIwdJg56SXnlBemGa9P+3EFWb+6Q1a6Q+raXWbaU2l0mtO0nPTZKmjpfGj5KeGiiNeUZ68f9Lf446Rho8RsLF6cA20l23Sr17SUP6SuPGSauLt17YSEDopxP7i7kiAXzbrKWH8Mc1IGZnAL766qvd7JsNexj8U7n59eXAct/vyglR4BkGbuyBvCqSvgf/AB+nMOwDZ96N219m/iwRJJ1MBn8mUsRHQooUlINVDRAwyAX3UrlA9mWx38wQMBIQEa/g3gERH3HR+LgYyCEBkAQ8ayEtYM96dtZigw2uI2mABOB3G/E/agPceTL4e0mAVxfERh2AeH/xHOmRG6X+Y6RXZkjDBknTpyTOn58h9eotrVki9eghLV4o9bpd6vmMhLORmZOkwT2kYf0TJGDjCun0f0uLl0trZkmnNJDeXCB9+qX05RcJY9CtxTMoMhKQScuPT9xckQBm1/jQ96q9+JQwkRMmEuzaedVVVzkJIvmsa/BnYKc/YtJBv8P/7CpIv4MOHz8CTEZYYYAnPyYoydIEJJ70ZzhAw+0v0ktcKyfHqwsvpJ3HHHOMIx70lzgyor+k/8ThGrtZ4oKde2ZTUBea0e8bCYiIVS5IAJ0Rs3oGfRozLjpp5GwtjLUuJICdvrAPYHtcSABxsCngY/b2CLEhAWCHOqB3C6nnSGn0UKlza+nV+dKHG6Vne0uP95MWz5a6dZL6Pindep506z1Svx5Stwek3ilIwDMPSc06JdQGEeso39GMBOQb4fykXykkAJH/dttt5wZvbAEY0KMEyA0Dd6tWrdzgykSEPgh1JZsI0QfRX+GEyzvxCabLgMwW3ywjRv/PrD3qu306EBZUF/gkoZ8jT6hDeT8ShS5dujg3wtg0QEYyTd+/x35rI2AkoDYmoVeyIQGIrlgag0tMZv0M/nwkfGwslUENAKs9++yz1bx5c/chYgsA62V9LaI8PkAGn6AhT2xIAN4bB3WUmpwrPTFMmveK9Doz988Sg/cnm6VpE6W166UXnpLatZGuOlm6qqnU5VGpZ1dpUAoS0OdW6b4hdZIAOgNIEp0QWDGD4fypp56qgRkDAT7VuR88qJ9gQCQKEQvG4ZxOKkgCiMfMKRgPA086rmAHhSgzGIdzOlyuBwOkLzke+aAz94F0aS90hMG4qJCCIldEuHTgwTic82wwoKpilpccD1LqCSfGrRDUvffeu0Y8yoqBWdDCnLwmp0UbRrQbDNjJ8HwwLgMPLmp9oKzsEsnWssF4EOPgDBNJG1KzYBzaAdtb+3qoFBKAuJzZMuL4ww47zKkWKbvHwWOb/EtdI4mkX0LlAcaoK5nNt23b1g2+BxxwgNsWPVjfPh3SxwiQ+sInwNFHH+3UprTJut5NGqgbsB+gfzz22GOr2hSqBOqVvvfee+/VgQce6PpT3zb9++23fggUlQRQsaWyO1Q2JIAPhgZOJ0inT4cFa8bAD5sCPhA+FNJmkKFx89HyMRMXNozBYvKHHBsSQNvbvF7qd6/03JvS269JXR6UbrxEuuZy6cH7peHPSJs/lrpdL81cIzHDf+pFacbT0nVNU6sDZvWVTmxcJwmg09p3330duWK/eA7UJ5CpIHECU8iVj8Mve6YjggwG2iP7pSfHo0MMkgDiYdAZjIftBxtFBTs+SEEwDuf4ZA/6Xuf9dMLkJxgXsoAdiQ+ky+CGf3cfj2cYQIMkAJeuECMfx/+irw0G0oZoHks5dgAAIABJREFU+Pv8kh7t03e0ngTsscceNeIhPkY3HhwUmAEG0+IckS6uX4MBPS9YBeMy2wsa1VJWBnfeE4yHaDhIAry/+WAciDaDoM9bpZAAMAY3+g7IQIMGDdzMGkLMtVQBnCChySSAQdiTAGbpRxxxRI1vKjk93k07hDSy2yLEkXf7ekiO7/8n/qmnnursLX7605+62T91jA0U7YS2SJsnTYg3/aKF3CFQVBLQunXrsiYBuaumminFigS41QFtpMkLEgM2IsjpI6TRY6UNW7+69qXUtYn06jppXDtp1Azp+ZFSl4GJvSBeGC6NHiOtWSSdcoE0b6H05Qbp3IOlW9tKazdK76+SFsytZRgISTr88MMdWaITCh41UUt0kMH7nIeF5Dg+XpAE8FxYPB/XpxslTtS00qXp7/nf+rzXp8EvHTgDCuu7w9IMxg27z7XkEDUez4XFrSs9JBLMXD2RqSQSEMSGgR/9Pjv0nX766Y7wbvzwwypcfFwGbnT/6PshVUhvIMIMwhBWZuOQT6QyEGyPq38++dfXGWmi42dFBZIpiHiQmPvnfHzampcELFm61BFSJkfcR9UxatQop06dOm1aaDo+PfvNDAEjARHxykYSEDHpjKPFhwRsk9atlJ68W5qyQPpoo7Rxg/TcYGnkKGn52sT/qAf6t5LmrZcmdJS6PCl1aydNfFX6eJM0trc0dpzU8XbpuL9IV94uffyJ9J/3pLuvkA7eQzr8r1Krh6S1CSdLHjRIADOU4KoMfy/Xv8kkINfpxzE9TwLOO++8OGYvNE+oOYwEVEODeoi2e/LJJztx/YSJE7Vh40YXgQGWvg2Xwrj2xcAPA0OWMGNkyDlqNET9kAW29UWNGTXQV0EAUInShpBGIR3lvcmBa6TPM7Nmz3ZSCK5xIMVDYoBxNAaLfPcWcoOAkYCIOPKhIC6bOHFixCfyFy02JIAlglNHSO3vl+YvS+zfMLiflHysWCd9uS2x7n/VG9LKDQkJAaqEF8dLw0dJS1clrtE5+AMIOcf2gCOk4ygkCWAmQmcZ1oHlr7aLm7InAVjFl0owElC7pmiz6NyZ7f/+9793M33q1gfu879v26iUIA/Jcbjv4/hn6/olDWxoWt59t1MR4DcglXW/Tz/dO3ycut5r96MhYCQgGk6OLeNy03vti/hYXqLFhgTkpXSZJYqIEZ/k3qVyZk9nFnv48OFuZ7R0HVRmKcY/Nh049grMEkslMNPEiMyLrStVHUB90Vb5NtD5I1LHwp9ZPkadhWjHEAmMnHn3FVde6RynYXMSJBel0q7KNZ9GAiLWLJIAnPskW1hHfDyn0YwEVMMJFlj4B43Fqu/m9qyS1QHYBJRKYOBhua0faCqVBECQEaGzmgTvokxiXn75ZTcLzzcBwLYAVQIrNfCYemvz5i4vW9JsZVwq7avc8mkkIGKNBklAvj+gurJkJKAuhPJzv5JJQCnZBFD7QclQJZEA+iYMAnHug0U9S5Mx5oMMQI7yHRj8eRdG37wb/T15YfC3EE8EjARErBcjARGBKuNoRgJKs3IrhQQg+WD2jd4ft73o3lHlUP58T1wgHgz+vJvBn6V9vNsG//h/M0YCItaRkYCIQJVxNCMBpVm5lUIC8FtxyCGH6LrrrnNkICgNyWfNoYrDf8Ohhx7q1A7M/DEszDfxyGeZKiltIwERa9tIQESgChyNZUsY7KWyNs5ldowE5BLN/KaFPtyHSiEBL8+c6XYpxScAjoJwuUu/5Q0kPR65/iV9JBBIAPxSQEgBSwmNCOQa7dynZyQgIqZGAiICVeBoeA/D21ghvIgZCShw5Wb5OghAw0aNKs4w8PMvvnC7ltJXYcCMcSRLO/EKme8AGffeUXk3tgAHHXSQ8xGQ73db+vVDwEhARPyMBEQEqsDRCuknwEhAgSs3y9dV+hJBZt/MzsGBlQG4Xi5kwHAZdQCbo+Ft0EK8ETASELF+giQg4iN5i2arA6qhLQYJwADLd7S8Hx0ooleWkLIRCgczIfyccw/drH+m1MSj5Bu3wawOIO8cXMNDIyJgfP5T7uuuv97povHbDxbPP/+88+pWjHKbs6DE94GxHns34P+/0IF2cs899zgDwUK/296XGQJGAiLiBQkwZ0ERwSpgtEKSALZTRdfKhjhYXrPt6Xe/+11985vfdL/f//739cMf/tAdnPt73/72t53RFLMynLQwS2JwLIVAPrH6PvHEE1252f3v8COO0A9+8ANX7u985zsKlpvrvtzf+973nKEaa8XZbAjdfCHKbSQg0bIgAdQXy/UKHSABbBBXDAJS6LKW+vuMBESsQUgAzJYNOYodTBJQXQPMshs2bFhjXXj13dyc0aEx82UQ/7//+z/9+Mc/1o9+9CPttNNOTu95ySWXuM6OXf9QGbBzGhuw0AFyj10OictzO+ywg66++mo3U8aOoRCDYn1QoNzsLf+Tn/xEO+64Y1W58ch30UUXuTXolBuf8Gwy48vNlrJ//etf9bvf/c6Ve/vtt9fll1/uNqohTTDNV4AY+n3peUelGAYm42mSgGRE7P8wBIwEhKEScs1IQAgoMbjEYIIVcr4soCFczGIR7zPLZXbLUijWQ7MOmll9XcF7T0NU/ve//12/+MUvtPPOO7s02aIYo6q4BcjJokWL3CySAZzZPgMrel5UHAysdQWc0+ChDnUBOz3+8pe/dCQI7NimNl8EiMEPAubTNxJg6oC62mol3zcSELH2jQREBKqMojHAM7tlO1QG/z/96U+OAKxYsaJKPx61uJAViMrSpUudK1UGRaQJ7JHOlq2FWOIYNa/kZcKECS5v//u//6vddtvNldsv+cpkFk9cjuXLlztJytFHH+3UBWAKtoUot5EAIwFR234lxjMSELHWjQREBKpMoiGqZy91Bv5f/frXToSPFzRE4JkMgmFwIF1gExUMCFEv7L333urTp08sJALM3hHv77777k4FgAifzV9ysXcAuM2dO9cZEFJuVCQYT+bbna2RACMBYd+hXUsgYCQgYkswEhARqCJEy7UqADuDLl26uC1X//znP+vRTp208cMPna4/FyQAiBgQ165dq0cffdSpBhgQsbT3IuwiwOh8zmPZz1az6PI7dOigdevWVa0OyEWeKDc2ARAL3oONBBigMslXMBJgJCBfbasc0jUSELEWjQREBKrA0RAn4y41V4MILlAxhNt111211157OUM3r/fPh58A8s37GAx/85vfaNiwYfWWNGRTBZCPQYMGOQkAgzOSCbDgul8imE26qZ4h7REjRmiXXXZxEoEePXrkzK6DPL/22mtVOBoJMBKQqh3adclIQMRWYCQgIlAFjobY/rjjjsuJx0BmqaxvxwCOwYmBiQHEh3yQANKGyCCCZ6khqoHZs2f7VxbsFyPHI444wpGRnj17VpGqfJEACoYEZ+jQoU4lcsABB7gtoamD+gYkOY0q0GNgMm62OiAZEfs/DAEjAWGohFwzEhACSgwu5dJPwMqVK3XllVdqu+22c8tBSTsY8kUCeAcSAdZzf+Mb33D+14PkI5iHfJyjlrjiiiucwR5ruxHX+5BPEsA7sAdg6SW+FHBx++677/pXZ/1rfgIS0EECULvcf//9WWOZ7YOQOZZUF9pbYbb5reTnjARErH0jARGBKnC0XJEAjPUGDhzo1rTjEIj6Tp6V5pMEABs+748//ni3lA7dfPL78wEt72Dm/+tf/1psPIMjpOB7800CeBcD//nnn++WTuKEKfj+bMpsJCCBWhxIgDkLyqYFF/YZIwER8TYSEBGoAkfLFQlg+RuD/x/+8AenG2fwSw75JgEMfqwaQBqAP4E1a9YkZyHn/7NkEZfArOFHR59sZJlvEkCBeMfUqVOFPwKWTOJVsT7BSEACPVMH1KcVVc6zRgIi1rWRgIhAFTgaYnMGMfTA2QYGPrz8sSb+wgsvdBuvhKWVbxLAOynPZZdd5nTzSAPyGSAd7DDH4HvppZcKdUhyKAQJ4J2sQrjpppucNABDzzASlpy3VP+zcc7BBx9cRWjAlJUX9913X72kDNifoLJ46623Ur06VteNBMSqOmKbGSMBEavGSEBEoIoQDY979REhM3PEle9vf/tb9e7dO2UJcI3LIPDee++5WToz9WwO3od1fFhg8JsyZYrTkZ911lmRPBKGpRPlGvlg4P3Zz37myh028HoSwD7x2ZQ1+Mz777+fstzU3zPPPONIAK6WeS7bgGpn1KhRVW3CSICtDsi2LVXCc0YCItaykYCIQJVgNNzj4hToyCOPdLYAqYqABT3+8C+++OJ6HbgPxhVxqoB3vaOOOkr45+ed+QqoHnCBjB3CnDlzQl/D4Dxn7lynnqhvuZs2barFixeHvoeL1MOZZ56p/fff3xGhlBEzvGEkwEhAhk2moqIbCYhY3UYCIgJVYtFQBbAp1Le+9S2x6Q2zyFSBWTEe71jCV5+Dwc77Hgh7F6oNLKt/9atfua1g6yPlCEufa5Rl5MiRbiUEngsRdacKSC3Q09enzDwL8UnnHZDBmp062awIb41hkolUeUx33UiAkYB07aPS7xkJiNgCjAREBKoI0RBrZztgoDdt3769W6ueC8v0XBTfi7PZrwBxfbKxXi7eQbnx1MemSJQ/H0Qj03ySh169erkVGpCBdEQpk7SNBBgJyKS9VFpcIwERa9xIQESgChyNwYy1yOlmmOmyxLI8fAP88Y9/dNvhhg2G6KefffZZt00wxoG5OpBAoCcPe+eMGTP085//3O1VQB5zHSBON998s3OKhMOesIC/gPHjx+esvB43sKTcYYF7uGrGb0G2PgMgUWDrcTUSYCQgrK3ZtQQCRgIitgQjARGBKnC0+i4RZKA75ZRTnKe+V155JTT3OPH5y1/+4nbTY0e9XB377befE3uHzXjR0eO2GOPAVatWhearPhdJEx3/vvvuq+eee65WUgygjz32WF7KjVfEVNIHXBRjp4ABJt9cNgF1CoaMXjpkJMBIQDbtqFKeMRIQsaaNBEQEqsDR6ksCWE7Gtr4Yo6Van47DEyQFWNGzjBDHOqmO7373u/rpT3+a8j56/h/+8Icuzm67765evXuHSjHefPNNHXLIITr55JPTGtNlCzf+AfCLwDtSGR8imsdvAj4E8OiXqsxcR63w/e9/P20csMEbI3sTdOrUqWqmHiwDPv9xAw0xA4NsAlIO3BB7NYqRACMB2bSjSnnGSEDEmjYSEBGoAkfLBQlg5oklfqqZJ+oABkrcrzJAsb/ACy+8EHrgs6Bly5bOD35YHMTU+AG488479fLLLyuVPQNGdOxhgPMcDAlzHSABWOLjlIh8hAWwRS2BRICVE2Hl4Rp4IL6nXOninHTSSU51Q5xU6gAkIKxWIO4bb7wRlq06rxkJSEBkfgLqbCoWQbaBUORGYCQgMlQFjVhfEsDzxx57rBOLv/766ynzjngch0I4E0LMzP/JB7poxNi33XabM2pLvs//2C7gn58Ng/g/VZg3b54jJqeeeqoYsHMdWIbYsGFDHXTQQW7gTpU+ZUVEf+6559Yqry8fcRo3bqwLLrggbRwcEo0dOzbtCoxXX31VRx99tHNhnEoykyqv/rqRgAQSRgJ8i8j/L98+bReVIn5EfKB/WbJkidsbBNsevmtItz+4V+xgkoCINWAkICJQBY7GDnwPPPBAqEg9SlZYGndew4baY489nOvadAMzhm0XXXRR6ODNc+w98Lvf/c4tccMNbljwGwX169cv7HbVNToUxOZIFlLNmqsiZ3FCR3XVVVdpzz33dANzqiQ8CSAfqQIDOyoDxP0sOwzDkGueBHgxfVh606ZNc8QEQpEt+cHOA38O/j2mDjB1QFhb4xrtMtMjLC3sUJAo4pWSiQBqLZbWshMpki3aNcQbL6B8d1xr1aqVxowZE5ZcQa8ZCYgIt5GAiEAVIRoDVbYBo7zbb7/d7Wnfv3//0AHMp52OBCDGxhgNd7WsNth1113FLCA5RCUBeA3E/oAZNrOMXAc6LSQSO+ywg9tAKFX6dZGAZcuWCQNHxPcQBbwusg9DcohKAti/YKeddtKNN96Y0n1zctph/69YsaLqspEAIwFVjeGrE8g/pP2OO+5wgzEDcpQDNR6eQ2nPwUB6Z599tpC+4OMCMsy3wbJjSAG7OUJK+Z5Qh9HnELc+fVfw/fU5NxIQET0jARGBKrFosHVm5T/+8Y/dh5n8cQeLk4oEYFyI2+EuXbq430GDBrkBFp178kcehQTQOTCDIE+sTEiXp2D+MjmnQ+rTp4/brAgPhn7WnJxGOhJAPpGMsBUwHWibNm1cvlFhUM5giEICyANpsYFSu3btUuYpmG6UcyMBRgJ8O6EdQoBxK81yVP7P5MBZ2OTJk2t9k5AAjGgvv/xynXDCCWJ7bmxlUA3ynT388MNVq3yws4F80PfwbiYi5InfVN+hz38+fo0EREQVEkBHN3HixIhP5C8aM0P003h6oxFZqIkA+DBARQngxywexzwMXnyMqUIqEoDYesKECU4XeMstt7hNedD9YyDIvgbBEIUE0IFgZMdSxFTi9WCa/px3oR6JGlgaSMf1r3/9S8GZc/D5dCQANQUbELH5z4MPPuhEoeCOvUOy739wrksdwDPXXHONkyYMHz48mI2053SmHKkCJAAxbC42EGK2V0obCHXr1s3VTSps8nWd+sbrJYNfnIInAKiwsuk7sRtKRQLoP9iECwIPeWcfEqQAEFvIASpC3hkkAbRbpF5IEXEMhsqg0KGoJIAZCMuAMOSJ80EnB6tDNAuro/MrZn5paB06dFCjRo0cuyxmXuLwbgZh6oi8oOtmQGbwXL16dVU9+fth+eXDPuyww7TPPvs4HV1YHK6hLsBALtV9rjdp0sRtRexZfvIHDQmgc6RzTpUOKxGwB0DHiG1AqnjBMuFYB4IKOeTcPxOM46/535kzZzrigz8CxPD+evCX53EYdPrpp4feJy5xWrRo4QbZ5PL6/+n8IDZDhgxJ+f2wcoJVGqxEQIcazEfwPFgm6piNh8aNG1fjWwjGYb8CZmSQ5mCbCKYZ5Rw9L8tJwSOYfpRnixEHozPK3axZs3qVO5u8Q+hYMXLDDTe4WXE2aUR5BikcBzPxzz7/3KnOmASEHcSjndNWsiEAtOV0JIDlvGCOlAEy27x5c7caBqIMAYYUQNKDJIA0yUvw8N9MoX6LRgIQxaA7hZ2zZjjOBwMuO5vtuOOOrtNk3Xix8ourVzpcNrxhoIBFFisvcXgvdXPOueeqXfv2zg0uA+zuu+/uOms6QPIIE8c5Db9heaY+TzzxRLfWHTZP3LB41113nY455hj3nrD7XEMFgM4wWQLgP2g6AUTdGAeFpYEOkZn517/+dbeGP1WeeRZPifzSJigrunnIzK233uqucZ138Rv2Lp5nPf53vvMd166ZtSXH41k6syOOOKLWPR+XOBDS7t27+2LW+qWTQwSKpCSsTGDOagXyAglAsuDTD/4ml4m8/e1vf3MH59wHQ97DOQfv3WWXXZzBIefB9KKek2ekANgrMGsD16jPFiMe5aZv4FvASBIdNNcKlRe+w1/84hfO+yPn+X4v0qfX5sxxUj0ke2EHxHvYsGFZEwAadSoSgLSJb4C2B9YY/NGvIOKn7SN1490QEVYI8K1AVOIQikICKDhGEzAk1iAjqovzgVEHHQxrtq+99lrXoIuVX/CicdHZY9mN2KkUMMwHXpSbwYMOHjLA/wxkOIphQGRdP+/lOnWYCieuI7rHmA+iB4sPi8s19P5h93z5+LjxxseHHxa4jl4RkaF/xv/6fGBl/5vf/Mapn/y9sF/ywnWeg0wzGOL0iHOfx7rKDaGkHeHgCCkGHWXyu0iLdJKv+/+5z1GXNT8dMw6IfN6Cz0NccJOMUyYITXKcYNxgXqhjjDE5sEngOQZoHBhRFv7ne4HsnH/++Y5c+LQy+SUddkH0fYDHPpM0ChmX/NI3nHHGGVXl5lqh8sB3iU8NxOGc5/u9SGiRJCGqDzsYhHv27OkkZelUfmHfbPBaKhKALh9/HqiNSR+1WHCpIBJACAASwk+2bHGSpFR9RPB9hTgvGgkoROFy+Q4qEJ1Ouq1Qc/m+dGnRwOhMEa+m04WmS6Nc7iX7CeBjgwgwoCUb5aUrM/XLgMhAxC/LzAodyC8DGfYJSMkoS9TAjIPZFuLXVFKIsLQQozI7xpMfRAgcCh3IOwMFRASSHbaqIlWeKCubDWGv4/dYQIwc9BiI9IX121hlZ9Imkt9Jm8AuBJVCXDrw5DwG/6efoNysSS/GrNM71QrmqZjn1D2qI8T1tPtsQioSkE1acXnGSEBcaiKDfPBB0xkxMymFziiDomUcNZkE0OGje2MpTybY0EHgFAcvffgMAN9MBtOMMx7yAJ0mboWZmbP1bib5hwwOGDBA2NlkGhgkkCyhXkKMWchyM4NicEa9xf4MqfwrpCoTGDHTRwzrCXEyCfDPZoKnf8Z+s0cgjnjTtpEUYDOUDdE3EpB9e7Anc4iAkYBqMFORAAbDTDshLPoRmaL3xZkHhmCZplGds+hnvAMJE7NXpADkIdOlQp4EIMXINECcUGOwxh9jRNz11mfGnMn7sYbGYyPOhpDgZCL94D1gBwlAZ18XCcgkXxa3fBFAQgLhxk8AZJuBPeoBeUCaUIh+oVA1YJKAQiGdw/cYCagGE2aPwQ0DGcFLArIhATyPVTMidcTjOL/B8U2+P3hsCNCffu1rX3NqjGxElfUhAZQbNYAvN45/8rFzoaugr/6AKbpTDCnZUAnr6Ww8I4aRANQC6KILRWSC5bLz0kAAsomBHqtQMjlw4oXev5yCkYASrE0jATUrDWbvB+r6kgDSYeDHEvxHP/qR+8WI1adf8831+480WVLEyoRvfvObzoiLpWfZvKu+JIB3MvCzsyA7ArIKAkKUTV7qQoU0GfAhG0g+KD/LXrMJpJUsCWDwZ5mkBUMgHQJI25D+ZXJAHuh/yykYCSjB2jQSkLrS6ksCSJlBhMGZ5YIsWWOJFf4scjkgkhbrhdnABw95WHFnYhCXjEB9SQDpkScsmrGkZ+tgVl1kapuQnK/k/3kHMzBWb1Bu1t3Xx9CO9JJJQPI77X9DwBBIjYCRgNTYxPaOkYDUVZMLEuBTx8CMtb8QgW9961tuyRmDLQNPNoHnOBD3Yw3PMjZUAPgMYJ1xtumSl1yQANIhD1jrX3zxxS5vzNTxJ+DXO2eTR57hYMbF0jrWj1NuiA/X6hNI10hAfRC0ZysdASMBJdgCjARUVxqDAKJlr//NJQngLaTHIMhGO8xc8SqI1ztc+zKARTHg82JHRNT4xmA9P6SClQCdO3d2BKC6RNmd5YoE+LeDJwaKDNhIBfAqyB4LzNozLTfShaFDhzqJCoQKewvW8vs68+/M5jcVCaDeLBgChkDdCBgJqBuj2MUwElBdJRiB4cHNG9PlmgTwJgYaHN3wHmbv6Mz//Oc/u2WIeL5EVYCjHAZ5BjwOzrEl4B5ujFmLD4HAERBpsFUuLoGpy1yEXJMAX+758+c7ZzOsHKDcLJ/EmQ+uV6OUm9UKLP3jWcqNwd6sWbNyVu4wEgAWEBjuWTAEDIH0CBgJSI9PLO8aCaiullwuEaxONfyMGT2DPqLyfffd10kHmNluv/32zr/AWWed5QZMBnjOWXvPPYz+kCTwDLvukQbi9VyGfJAAnz+IFR7X2ATFlxvpQFi5MSyk3HheZCtk4kACwIylVbkudxgJSOUnwJfHfg0BQ6AaASMB1ViUzJmRgOqqKiQJ4K0MOgy4GLfhChV9PgaE+LvHdS1ue1nvjzEhRm9svMNGKsRlLTIDaj5mqPkkAb7c5J3ZPz4F2DoZyUiw3JSdcrPPAJhQblz84iY5uIKjuvbqf2YkoP4YWgqVjYCRgBKsfyMB1ZVWaBJQ/ebEGXpt8rBgwQLnntWvOcYLH6L0bLySJb8jyv/5JgHJeWDwpWyUm90IKTfe/ig3W+3idyAXOv/k9yb/byQgGRH73xDIDAEjAZnhFYvYRgKqqwGHM2zqkk+bgOq3pT9jQPJH+pi5v1toEpBcAl9ufgsZeF/y6oCCqwM+3SIteUv6aCuiIumLrdKKFdKGDxP/FxIQe5chkCECRgIyBCwO0Y0EVNcCHgPRsTMIEvJhGFj9tvieFZsEFAuZMBLA6gWMF6skEZ9/Ki2aI702T0q2w1y9WHrxVenTzxJF2Pal9MFyacJYafJkaUmSE6PV70hTJybuf7xN+vIL6e2XpVuaSE89lbg+aaTUsZ3Uq3fi/xmB9IsFlL3XEEiBgJGAFMDE+bKRgJq1U9XZGwlwOyDWRKe8/wsjAVyr4fZ483rpyTul5ndKiz+oBmTbZ1K/+6Xzr5I2bkrM2l8YJF3cSGp7v3TvbVKzq6Wxk6VPt0mvPye1vEV6oJXU/h7piaHSf9ZKLW+U2j8sPfSgNG2y1OVBqVNLqd0j0oyZ0op3pS++rH6vnRkCMULASECMKiNqVowEpEbKJAGZbyCUGs343wkjAbVyvel96fFbpetvl/qNqr699CWpa2vpyHOlDzZImxZLJx0lPfuCtGqVtHyJNKybdOct0mtvSx2vkbr3lN5ZJq1eIS1fJa1+Qxo7TVq9XJo5WZr4lNSlgzRvgTTlOem996rfZ2eGQAwRMBIQw0qpK0vMfNkFq3Xr1nmxNK/r/XG+byTASECt9gkJ6NVauq+j9OSj0potiVl/74ekZ/tKp12WIAHPPiQ1aSN99kUiCfT7axYkSEDfp6VeLaSb75ZWf1Ct69/wjtToNKl7J6lbB+nRtlL7+6XHOktd2kt3XSENmCBt+UrdUCtzdsEQKC4CRgKKi3/Wb2eTm1GjRlU8CWAmiCMfpCMEIwFGAmp9VI4EtJH6jpT6PSaNmiZ9MF/q9Jj0yrNSg8YJEvDoFVLnZ6sHeBLaslZqfY/0+GBp83tSlzul/Q6UHu3FJhPSlo1S755Svw5Su/tqHkPPV4xDAAAMD0lEQVRHSy9PkOa8XU0samXOLhgCxUXASEBx8c/67Xioe/rpp7N+vlweLPYSwbjgaIaBHauMQ3FIhB+DKlsRTwKenik9O0Tq2knq87A04mnp3XkJErBugzT6XunG9onB3VfsB4ule+6SBoz+ihxsk9Ytkpo1kBo/kIi7epXU6g7ps0+rjyXTpW6oDlb7lOzXEIglAkYCYlktdWfKSEACIyMBCRyMBFSTgFpLBKtIwCxp2Vyp3W3SRVdLM2ZJH70lnd1YggR8uED659HSKwukDzdKGz6QxvSSbmsmzV4kfbg+cY17iydJu54gfbktYQ9wxekJNQCqAI5W10t33SctWllTslD3p20xDIGCImAkoKBw5+5lRgISWBoJSOBgJCANCdj8gTTkUWnC69Lnn0j9HpLubyu9+6G0ebF0xS3S+q/W9E/qIZ12ekKs36KZdMXF0ugp0ufbpL4PS/fdmrh3zbnSA/0SAzxGgk0aSgN61Tye7CBNekn6T2L5au6+fkvJEMgdAkYCcodlQVMyEpCAuxgkgD0E2LlwzZo1kXYR9A0D+wU86TFT5TyXIZ8kgLyyURMbI2USwGndunUOJ2+zkcnzUeKStzqdBX2GM583pVUbEkmuXpJw5oOt3mebpOmvSFu/GqhZ979qvjRqqDR2rLR4efVM/pMN0rQJiXsvvJqQAlCPqANubyq983bNY+xjUv/R0ob6bZccBQeLYwhki4CRgGyRK/JzRgISFcDgxKY8/BIKYRjIQM7Ac9111+mpp55y2+tW6Z/TtIvNmzerZ8+e7iCfuQz5JAH4/R85apQrc5TBHCzYann06NG66aab3HOZEoio2ISRAOrnwAMPzIigRX1faLyN66Xej0rjx9Q8hj4hTX5Z+tgkAaG42cVYIGAkIBbVkHkmlixZ4gwDcz2jzDwnxX2C2eaMGTOE50BCIUjA8uXLddRRR+nrX/+6dt55ZzVu3FhDhw51M950ZIDthYl77bXXVrk5zhV6+SQB7BFwyy23uE2B8MaXKtAWkXIMHz5cV155pXbddVf9z//8j3PrzIZL+QhhJOCTTz7RAw88UG0YmI8Xh6WJVCD5CItn1wyBGCFgJCBGleGzQoeOx7NFixZp4cKFoQdbu7JDW6r7XOd5Pzj6tMv9t1AkgN3z/vu//1v/9V//pa997Wv6wx/+4CQSQ4YMcRsKhZEzSADb8V5zzTU531go3yTg5ptv1imnnKJUJABJDGVny2AGf3DhAKMTTzzR7aCYj7YXRgJ4D1IXC4aAIVA3AkYC6sao4DHoaNl2ll3ZUh1jx47V4MGDU97nORwK5VrsXHAwMnxhMUiAH/CQDPzxj3/U2Wef7QZEZqRBMlBuJICyMfiPGDlSDRs2dETIEyOPSbFIQIbNxqIbAhWLgJGAGFY9Im5mMohhUx0YxKH7THXfX08nno5h0eudpWKSAD/wIRlATcDuhiNGjJAnA+VCAhj8WYuPnwoIzy677OKkIb78wV8jAfVu0paAIZBXBIwE5BVeSzzfCKDuGDBggDBeI8SBBPhBEDLwq1/9Sscdd5wbMPHymG91wF133ZVzyCGUXh2AtT+7Np555pmubN/85jer1CK+3MHfYpEAv7V0zsGwBA2BMkPASECZVWilFYcB6oQTTqgytPMk4M4773SieGatuT6WLVsmbAKCg126c9QEP/vZz5zF+v77719lE5DLfDHotWnTxhnkeclDrtJH6oSVPzN+pBs//elP9Y1vfCNy+b1NQK7yk5xO8hLBTZs26aSTTiq8YWClfXxW3rJAwEhAiVRjcseX6v8SKU7OshnmJ6BLly5OHI8hW6qDgSnVPX+dOCeffHKteKwM+NGPfhR5EPQEgVkxx69//Wsde+yxNdKtKz8MvmF58Xn9xz/+oe985zv6yU9+ooMPPrhG2j4Ov/886SQ3kAevJZ9DqoLXjj/+eJdnn39fnqi/P//5z3XooYfWSNOnn/wuf93/nnTyyTrxn/8MfdbH2W233dxqAIwjCajJDjjggMItEcxZa7aEDIHCI2AkoPCYZ/zGuXPnqlOnTnrkkUfqPF577bWqzXQyflEJPpBMArCBYGXF5MmT0x7jxo1Le5/nx48fr0mTJtWKN3DgQO29994ZkQBUA9/+9reF+JxZ6siRI6vSZaVHXflJlRdfzj59+uiMM87QBRdcoF69elWl7e/73wkTJojD/x/2S17Ik7+HL4TTTz/dzf6/+93vuqWRUQkA8Q466CA98cQTVen5dPmtq9wTJ06sM7+kw7JNb/9Sy21wCbZry7IhUCgEjAQUCml7T14QSCYBeXlJIFEkMF4dwMy4rsGQdfLbbbed/v73vzunOeedd16VOiCQbL1PGQAxPJw/f36900pOwNsEHHHEEerdu7ezcWB2H0UlAEZBdUBy2vn430hAPlC1NMsVASMB5VqzFVIulqhdeumlVR4DC1FsZp1BPwFhRIDBb4cddtDhhx+uHj16uFUcSCjyZRiYz3J7EoD4nVUBiNv79evn1AoYPmLzEIYB14IkIJ95DKYNMQR3LxkI3rNzQ8AQqImAkYCaeNh/JYaAn5mzrLJQIR0JYNBD54+u+8knn3SOg3y+8rlE0L8jH79BEhB0FsRKASQDqAp++9vfhhKBYpAAjEM7d+5cw0dDPnCxNA2BckDASEA51KKVoaAIhJEABrvf/OY3bukc+m9850NQgqHcSABlo4yUFTuEs846q8qA0EsGikECgpjbuSFgCKRHwEhAenxid5cNXND7Tp8+3R34ZDcXqYWtpiAJYJDbcccdha4fsf/KlStTiqHLkQQEkV+9erUjA+eff74jA8VSBwTzZOeGgCGQHgEjAenxid1dxN44nZk9e7Y72B8gKKKNXYYLkKFCqgIoDiSAZYK//OUvnTU++nF2daxrhz1mzE2aNFHTpk1Lirix7r5ly5ZO7O+dMqWqVvTwK1ascA6c2EcA1QjLG3GDbcEQMATih4CRgPjVieUoAwQYlB588MGCEiF04SzZZOfAKIO/Lw666pkzZ7qjLsLgn4nDL3lF4sRyyaiEi2cgS+woiN0AKyoKFSAi4JysjinU++09hkApIWAkoJRqy/JaCwGM1o455hhnfV/rZp4uMMBhgZ7NDo0MolEH0jxlP6tkGVizIS5gxAoO78gnq5dn+BDeE3FrbKsDMgTOolckAkYCKrLay6fQhfYTUD7IlW9JzE9A+datlSz3CBgJyD2mlmIBETASUECwS+RVRgJKpKIsm7FAwEhALKrBMpEtAp4E8Iv4lwNdcJg+2F/PJl5Y/kjPp5XqvclxfLzk9OqTN55NDvl4b11lJQ/BOFHLGjWex6iusmKzYXsHJKNk/xsC4QgYCQjHxa6WCAJ4sMN7X8+ePTVo0CB3DBkyRC+++GINIoBOeurUqRo8eHBVPM7feOONGiXFxiAsHsvfggHSMXbs2Kq0eDf7ATAABQPe9Xy+/C8GdsxWg2Hx4sW18jZlypRaqwhYFTJs2LCqNCkD8RhIfUAP/9JLL1XF8e+dM2eOj+J+0dXPmDGj1nsx4gumB8ZsH+zT4XfEiBFuj4YgASFeMA7nPPfee+/VeC/pYzAYjMveCKxCCAbqhvf4eJSV9IJ5w06B/TJ8HH7x03DggQeWpO1FsPx2bggUAgEjAYVA2d6RNwQYhLp27eq2ur3xxhvFwba33bt3F9b4PjDosrugj+N/sfAPhiVLlqhjx4614jGoBgOrAlq0aFEjXvPmzfXWW2/VGKTw6eDf5X/Z+nbhwoXB5NxGOv6+/yUf+B3wgbKyUdDNN99cI8327dsruHQPIoPzHp+O/+XZYMBvQbdu3WrFY0OeoBHg+++/r7vvvrtGvFtvvVWvvvpqjYGWwd2/y//ed999YgOsYCB9sPJx+GWFB9j7QFkhALwnGO/ee+8VWyX7AJGB9AXjNGvWzNV/kKD4+PZrCBgCNREwElATD/vPEDAEDAFDwBCoGASMBFRMVVtBDQFDwBAwBAyBmggYCaiJh/1nCBgChoAhYAhUDAJGAiqmqq2ghoAhYAgYAoZATQSMBNTEw/4zBAwBQ8AQMAQqBgEjARVT1VZQQ8AQMAQMAUOgJgJGAmriYf8ZAoaAIWAIGAIVg8D/A76EXoxtMgYaAAAAAElFTkSuQmCC" alt="" /> 1, overcharge protection principle When the battery is charged, the current (direction shown by the arrow) flows into the positive electrode of the battery pack and flows out of the negative electrode through FUSE. The two MOS tubes at the bottom are both on./> />
style="text-align:center;"> 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" alt="" /> When charging, the control IC X1 will always monitor the voltage between the 5th pin VDD and the 6th pin VSS. When this voltage is greater than or equal to the overcharge cut-off voltage and meets the delay time of the overcharge voltage, X1 will turn off the MOS tube Q2 by controlling the 3rd pin. After Q2 is turned off, the charging loop is cut off (Q2's body diode D2 is also reversed cut-off). At this point, the battery can only discharge. Overcharge protection release conditions (meet one) :/> 1) The voltage at both ends of the cell drops to the overcharge recovery voltage of the protection IC./> 2) Load discharge at the output end of the battery pack until the voltage is less than the overcharge protection voltage/> /> />
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" alt="" /> 2. Over-discharge protection/> When the load is discharged at both ends of the battery pack, the current (the direction shown by the arrow) is opposite to the charge, as shown in the figure below./> /> When discharging, the control IC X1 will also always monitor the voltage between the 5th pin VDD and the 6th pin VSS, when this voltage is less than or equal to the overdischarge cutoff voltage and reaches the delay time of the overdischarge voltage, the control IC X1 will turn off Q1 through the 1st pin, Q1 is turned off after the discharge loop is cut off (Q1's body diode D1 is reverse cutoff), this time, Batteries can only be recharged./> Release conditions of over-discharge protection:/> Remove the load, charge the battery pack, and when the voltage between VM-VDD reaches the overshoot recovery voltage value, the control IC X1 will turn the MOS tube Q1 back on./>/>
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