丙丁先生 发表于 2025-1-14 16:51

小灯泡的特性

工作原理:
小灯泡和白炽灯泡都是电流通过灯丝时灯丝发热达到高热状态时而发出光的。灯丝通常使用金属丝。然而,金属具有电阻随着温度升高而变大的特性。因此,随着电流的增加,灯丝的温度升高,其电阻也变大。
电流与电压的关系:
在小灯泡的特性中,电流和电压可能不成正比。这是因为随着电流的增加,灯丝的电阻增加,电压降增大,因此可能不遵循欧姆定律。

工作原理
电容器和小灯泡
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dO6M8ieu83GwMP/NpHe5zw3t/GHWmeRtwhwMHP/E34uLuamhqJiQm8mY74L6refGTdPOGhYiwGYVSVVrKfSCRhxKora25cOG8qytNW1vzp/9+//OP/5UUFztx8kR2Tg4PimhkZORGzLVAf59pY5/zD/zgdv9MEOJ2AADr54pPUtxNb+8zqmqqGZmZPCgH7ltayNgP+8ypRlnZWAqlp61tfGhooWlwENQcHp54MjY5Ocl90XnzYwMDVZcv/zncbvBhFxM/k5OTCQlxRz1cr8dEXPH3PX/eOyQsJCU1NS8v/+Qpr44OXrSB8vNyscg3EPODO7vx/EKMHhw/08CD4yc5/kbsvTvqmpqJfwr8RAf6W4qKHKRQ/BwdE0NDE0JCEkKCkS2SCQ5OmD2lRkRk37xZkpJcV17e39MzsVQ9x3l1exErXPa7dPzY4ahrYX6XzvtcPB9xLTIjMzMuPt6PJ2dpjI6O3LwexY0f3OKfeewTUxNUNWC3DO+cIX2yaezhxo+KqkpGRsYiSvtVnGoh+Klwd22Rk8tYu5Zlb9fp6dl5/HgHTMeOdRwHqfPYsc7jxzqOIQmUHAfloPB45+lTXT4+3RERfcnJQ/X1fw5P2gu8iBfEz8DAQH5+fkRExPHjxw8dOqSrq6uioiIrKyMuLnrUnXrndszVq/6Xr1yOS4ivqa3t6e11dHIRERVRUFDYunXL3r17XVxcfHx84uLi2Gz2C9z0Ih5SWJh/5bIPt9sB171ZwTNV07jZMzt+bt67e1tn+/bslTBgOK/1E+jtZSpIthMQsNq40VFezkFW1l5G2kFGxh5NsmhGVsZeVsZBFilH64BqdjLSttJSDgryHjo6gc7O5RnpYzxpGc/bzLq7uzMzM0NCQjzc3S0tLbW0tJSUlKSkpMkCG73PeN66GXXlim/g1cDk1NTGpqbaujoDI2MJCQlFRUUNDXUzMzNXV1d/f/+UlJTW1tZlxPDo6OjtmzHT8INrwfz9sGd8AFAjphEIOt/OeJ3epq5eXl42r2yXt8JC8FPgbN8oLVXJx1cvJdmmrNSqrNSqBFKzokKrkmIbyCtiSalNGUlIBbBLUbFVUbFFUaFJUaF+86Ymc/MHUVGjDx4s71Mv/dWfGz8DAwPOzk6//PLze++9+/b//d/f//73N9988y9vvPE6+Hvt3//63JXqEBEefOrk8cNH3AKuBhcUFtXU1hka737jjTdIJNJryN/rr7/+l7/85a9//dtHH30oJiZ27969iWUaxy4pLgr0v3g10C848BJIAViCP/EtXh4Aq/kGB6LpaiA6vwfTN3CGEJB8YQq+cjEl/ubdO7ccHB2YTObSv+PnveLc+JmcnLx43MNMkGIvIGBPoVDl5V3kZF1kQXIGSQbk5eTQrRxXHpaDErS+o7S0nbi4nZTUcV3dxKCgDjZ7/MmT573bZanPZrN36ut///1377337v8BLfjbm2+++QaiBa+99tq///3ZqZMeIVcDPDzcPI4dDYu8Vl5ZmV9QKCMrx60Cr7+BaMHf/vb5558pKyszGIxleZaxsbE7t28EXbkYDLTA7yp3U4et/VktgJqCqUBw4PTxTkQXOIoAxkT9LybH37x48QLNlVpfX78sT7rwiy4EP7n2BxukJJh8fM0SEp2Kih0KCiApKrTJy7cryHcognw7UtipqNCpoNCpqAircVVWbFdUbFVQaJaVbZCWatiu0+XvP9LYOLEYvbHJiYmhjo660FC6l9dwV9fCn30paz43fhoaGrZuUbWyOOB1+sT5895eXqfd3Y84OTpYWlrs3m1saLjL5qAl1cXBzMzEwNBg3wETR2dnFypNZ/sOeXl5FVVVDU3Nnbt2mZiYHrKxcXRyPmhjq6q26YCp6eDg4FI+Nn6tKhY9ITYmLz8lLw+k3FyYkkEmJzk3JzknJykH2eZmg3x2dmJOdlI2SInZWSBlgZSQlYmmzMyEzIx47pSWFpuZFpeRlnzJ16e6qgq/NM9m5sbPxMTE2cNUCxEhB35+ewEBqqwsVVaGKi1NlZZ2QRJVRoYqI40maWnkpwy6BT+xEmlpFylpFxlpZxkZR0lJBykpT90dsX5+vbyqKtzvKzwsTFJc2N7W6qzXyfPnz50+fdLN7bCDg725uZmxsZHBrp12dgedHO0OHNhraGRoYmbmQnO1c3DYpq4hKyevqqampa1taGhoamZmY2vr5OxsYWklJiFJc3XlvsSS5cfHx9NTE5Lir0MVAFtUC1Jyc5NBAu0fJkQXkMYPtABp/5gWcFQA6ELGFC3IyIhPux+bnnLv9s0Ynwvn6uvrluzpXuxCC8FP/iHzRilJgB9R0S5Z2S45uU5Z2U5Z2Q6uLSyBW+4KXXKgJkztsrLtsrKtcnItsjJNsrJNOjqdly6N9fa+2J3Do54MDjZcu5aqrh7944/XVq1qunXrZc726o59bvyw2Q379xrSXA5FhfuVF97vbGX19zT39bR0dzW2NlXXsMrKSnLz89JzstNyctILi/IqKstqaqtbW1sedj8cGOgfHh4eGRkZHR0dQ/7qGpudqDRbO7vlwk9DXXVmeiydkU9n5DNgYubTmfkMkApgonMySDVmAayPH4X9RMqZ6KnoyHnojPxKel5xYXphfmbAlcs1NdWv7l0u1pnnxs/4kycXjtAOSoo78PM78PNTpaRo0tI0aSmqlBQVbqWm5MEuSUmQpJCMlBQNVkB+ukhJgSQp6SIl5SwpaScqemrnzpZqXpfSjRsxujs0j7o73rl+lVWR9bC9+lFPc193y8NOdjO7qopZUlKck5ebnp19Pyc3o6g4n86oqKurbWtr7enpefz4MaIEqBaMjo2VVND3mZgednNbrDf4XOeZmJjIz07LzoxjIA0btHygCAVAC1CNKKAzQUKUAqgGaPBwiygO+hMt4dYCcAiyt6CSnl+Yez8p/q7vxfPshobnusOlr7wQ/FTaWDZLS7H41jYLCXVKS3fJyHRKS4MEMlIgycigSVq6U0qqQ0qqU1q6A6nTJSPdKS3VJS3dISXVLiXVISPdKiXVKinZJiXVLCXFlpJqMjUdbmt7gQefnJzsq6pK09G59u23Ud99F/n111lGRoOtrS9wqiU45AXww96319DVxeZamG9lSXJfJ2N8uGVipHXkUcPDdnpjbVFVZQ6jMreKWdTQwOx60DI49GhictbARHZLm4MLdRnx08Suy8mMx/iRT2dMQQssR1UIQxSueFBd8WMZuCpC7cV+VtLzKkqzy4rzrgZdqa2tWYKX+pKXmBs/T8bGzrvRDslI2m3caM/PT5OUpElI0CTEqRISVJCRACWwEGRAIZrExWkSElRQIk4VF0e3kpIgLyJCFRZ2ERJyERZ2EBY+pqVFz87mZUfc9esAP8cAfgJr6BkDD6smRlrHR1oHe+u6WioaagpZQAvyqljFTY1VDx62DY8MzBbmNDE5WUZn7j1g4nbkyEu+uBc7fGJiojg/Kzcb0wKs24Q3bJCZsRDCCWvnU+pzF8Jj6XnlxVmpyfGXLl1sZK94/ExOTLDsrJqkJZkb/mgREu6QlOyUlITbTimpLinJLimpTqSQu7wDq9MhKQHzHZISXVLg2DYxsVZh4VZBwWZBwSZh4QYhoXp19YGCgskFu6Mnnjx53NRE9/K6vXHjtdWrY37+OUlVtfHmzafPGV/3Yq3oxY56QfwcpiL4KQb4eTLU/GS4dfhRw8M2RmNNEasyl1GRy2IW1dfROzqbBgb7xidmnZ/Y0NLm4Lyc+GltbsjLTqQz8qDycJMGV6fphaBDVwA6hqC3yI0r7jzS6UOUsJKex6zMp1cUBV8NrKurfbH3tJRHzY2f0dGRc25UWzlpewrFnkJB2CNBFROjInSBP1EgiYvTEMyAn+IAOQA/sBDZ0sTEwIFCQlRBQSqF4kImUykUZzLZQUCAJi9fcO/ekyWc0/dcEob4Oe7udOd6YHVlev/DqifDLePDED+VDdWFTAw/bDaz80HL4PDA5CydMAw/psuFn8nJyfLi3PycxCkNflbjZrrpM0U7OEdN14VKej6jPC8jLcn/sm9j4zIHHM37rue1fiaePKmys2qSkqwSFWsRE3uAIKRDQqJTQqJLSqpLUgJlD1KCcwjPwJqdyN4OcfF2MbFWMrmNTG6lUJrJ5GYKpZFMricLsHV0+hcWrD8+MlIfEZGkqhr13XfXVq+Ok5Rk+fgMsNmTvB1Z+tz4aWQ3mOw1cKMeigm/VFmU/KgLWD9PhluHEPywa4pY9FxGRR6TXlhfW9nR0fR4sG9idvw0trY7U13sbQ8tl/OtraUpPycJVzzcsuEuQa0c2IlDnHKopw7h0FQCcaiDnaGgkp5XxSxiVJaEBAfxvtf76dOn8+BnZMSb5mwrL+sgKGRPEaRJIIwRE6NBoqBb8BOSZmo5qAySmBhMVFFRYBuJilEFBKgUCoSQMz+/Iz+/q7x8RVrabEbDvP+DvNIKt25E79yxzdPD8e71oOrK9McPq8YBftoe99Z1tgD8gE5YZS6TUdjQwOjqahkaGZiYHJ/xWSYnJysYzAMm+4+4Lc/Yz+TkZGVZQX4uRwu47XisGWMNmwOYZ/xv3BbP9HwBnZ5fRS/MTE+54n+pqanxlb6dlz/5/PgZG2PZWjZLS9aIS7SIiXVKiHdKAvYA/ECoSEh0iIt3IgmWgLyEBLIF5R1I6pQQ7xAT6xAVfbBVvUNOvlVAoJlCaaZQmsjken7+en7+OjW1wQVEajxuarr9xx/XVq++9u23BYcODTQ2TizYbHp5cb3wGZ4bP8zGDkkjqr417aSPb3xKLKu6pLGzrv1hQ2dndUtjRQ2roLIsp7w0p7KioLq6srmV3fOop39w+NHgaN/gaM/AyMP+kY6+4aYHg7UdA5VNfdEZzK1WZw2ogQNDIy/8DC9zYEdbc0FuMsf6AWozveMGNZCrlzdzBaQa2DWlJhOM/dSwiqsYZWGhVxsaeD3mZyH4OeviaKsg50CmHNq4kSYOLBiUJWKiII/QBS8EJo6o6DTkgPqwmogITUOLZm5J09ahSUoC/CBmkAuZ7Lhx4/GtW1t4MljD50aGgKblHnu3CwFX7mcm1dSVN3fWt3c3dHZUNTWUVTPyK8qyy0qzKysLa+sYre1NfQN9/YMjQAsej/QMjDzoH27vHWp88Limvb+M3RsQWyhj7GFxOuZlWvLLHMsoLyrgwg+nE8YNmylEmWb3Y3DiqgNGj7h+0un51cyi7MzUgIDLzc0rGD+TyN/E6AjL1qJZWpIpJNwoJNQhJgaIIibWISbWLiraKS7eJS7eKSbWiZTA8g4xMbRQXLxDVBRUgxVERduFRXpsHHuPn36wZ3+brFwLhdKCQ2jDhjpNjZGWlhn7LvhLH+vvLzh0KENfvz09fXKZoojxm1l45rnxU8p++I6m7982n/1A4+xq3fO/7/YVNPOXsg6UtwlQsLmiYHNZ4ZCfsu1lNYeALU5X1V0jtdxvaB29q+ERu809drNbnAotXtYpXuhQ7Dqzu9/tvvX+9qg3Nocp01L6h5Zu6SRu6XS2txQC/KD6s9B+H1IfKhgXbLiUENNbuLe2urSaWR4eFsxesfgZGRkpLSnJzcnJzsx0tTS1lZexFxCwXrce5YqoKLBjkMQhjbg48K2JieK2DoocMVGaqCgNbkVEaNrbaQdtaIdsaQdMaIpK0AYCXjgBAfv163327HnMe99mPhxdTJI//dbWsx9ren+rf55vzyVh8wDpg1AL/BUOXVa08VOxvbzJIWCLS4gGrgVHY7ceid10OE6ZFi/tGCd48N5a0zurjG6+qx31ukqwnveyrYnAqiiegh9MHaCVj2sH0rWaChWumtzVkDxWEx37ya+tKs3Juh8Y4N/S3MytgzyYn836GR4aKsrLKcrOKE1JyjHd0ygpwaQINlAonQha2kVFUfxAGuGAARBCYQORA7AkKoomEZFOcYkeB5e+U2f7Tp/rPuzRrqSMe+HY/Px1Gza0e3qOP348h6DAMowDA2MDA3PU4cFdL4afiyHk7aAAACAASURBVCS1syRVL5LyaZLSSZKCJ0n+OEnuKEnGgyR9hCTlBpKkG0nKnSTlQZI+TpI5QZI7TZI/S1K4QFK8RFK5QlINIqkFkzaFkraEk9TClKnJy4Wfro7WwryUZzQHAQmKEEyLntE0tH+HkWbKSTiF4PC6mrJqVkVEeAib5wddZ7N+2trazE1N9LS1d+roGGhq2kmI2//xh9Xvv3N8aIAoqBmE0AUzibjLYQVxMZqoCIIfEVBzlwHN+hBIh2wBihAXHPTCuQgI2K5bl3j5Mq9pzpHoIpL8aaAFKmdIyqdIilALjpFkp2nBEUQLjpKkPUkyJ0lyXiR5b5KCD0kJ14IQ0uYw0uZwknKwvnfWcj1mFb2kCLN+pvXApv2c0sif0YhZ9hZATamvLsvNTr8adKWlpWW5nnSB150NP12dHVe8PK8cPRxItb9rvKtRTJTOt67ujz+A9QOIIoLQBZAGutQ6EepgeVAHrwAJ1Ckq2iEs/EBRqc/ds9fTq+eEV4+nV8eWra2IAdQqKNhEJjeTyXVSUgMFBQu8+RVU7YXwowXxc4akchrRvRMkheMk+WMkWQ+SjDtJ5giAEEjuJJmjJBlPkuxJkrwXScGbpOhDUr5EUr1CUgsibUIUb7nx86CzrSh/FvxM1S6uODduIIHgbKh1MGJ1ugYygde7oba8pqoyMiKE9wddZ8NPUyPbbP++nTo6u3S0d2lp2srL2YuJW/7yq6u4OEAIbs2APAIVMTG0HO4FhhFSjvwE7jgRETTp7KCZWdCsDtGsDlJVVAF+BAXxYARnfv5jqqot1dVzOx+WWOUAfhQQ/KgiWqB0kqSIaIHcUVQLcBWAWiDrSZI7SZI/Q1I8R1LyISn7kVQDSJsQLdgSTtoSsbz4qWaUFuUlo6TBek7IT+6mDiNuppWgHTWcUjBWe7oWMPLp9Pz6mvLcnPTgqwGtrSsVP21tzcHep0OOuwe7Ot3dZ9yspcWSlqnl4wNQwb1togh7oKsN88JBPiFYAhYSZE+HqCjAj5BQp4TEwz0HemjuvcdP9R72aJeRaaVQYGqB40Dr1zeam0/waiTOC2vfy+MHUzwcP9Ju8+BHBcPPlrBlt34edrUX56fOoC1T2QMqcDCDayDI4M63WfHDyGfXVdRUVV6LDF25+KmtrTHZs9tAR8dAR2eXpqbN1q32GpoW69e7bt1G27SZtnkztt0EMps2UzchGVC+CUlYnU2baVu2UDdtBqSRVwAh2qKiNDk56s5dtH0HaJJSVAqFJihIExSkkskuSHLi54/z8eGpKLh58CPrjvoApN1J0h6gEzYjfmAnDOJHaTmtnxpWOQc/WMvHicKlHWAyENdPLI/MEILlMx2F6AjohFXk5aSHXA1o49VpKPh/o7NZP43sutDzZ8JPHgt1c7lruq913/46bZ16CYkeff2HunrdevpI2vlwB5LX1X+oC0uwLfi5s1tX76H+TpD09Lt1tj/YvKVLXqFDRKRTUemBhfXD/aZtwsKAPYKCuPXTyM9fs3FjH89/JwkX4AIzL4QfTcz5hlo/nrj185qs+1/kPUjCVJKQC0nMlSTpTpI5Pt36gfjZHELC8UNbNudb94OOZ60fbhVC8ghvZsAPUD8cP1Mc5dg8Ceh2YNdX1FZXXosMa2ri9ZBTbutHVU4a/6hPTXWV6W5j4+3bDXV0DLQ07TQ1HTS1zAUEXHfvoRkYgmRkRDM0ohkYgbyhEdUQ+WlkTDMyBuVgi2SMd4O88W6QDI1pBobUrduArSMsTJWRpQkJoezBouBcyGSnjRu9tLT6u7sX2KaXoBoXfryAD2Ca9SPr/oaMO0nYhSREJYkdJkl6AB8AtH4UcOsH74Qh1s8y46eiKI8T+YaABJlqiqEIlEDwTMUP3vi5VWYKn9D6QIPYdZX5uRkhwYFtbTw6CxJvOdz4OXfqBF7e1NQQ6Xs++uzpyKOH75kfaNt/oF5bp0FRscfMosfUrMfUrNfcotfMvNcUS2YWIG+GFJqZ91lY9ZqZ95hb9FpY9Zhb9lhY9lhY9VpY9lpYdqlrdFAobSIibRISbYJCbQh78BiEZjK5no+PbWw8MbYyVqXCJTZ35kXxo3qWBNwOXojzDceP+webT526XugXV27jn7bZ9QbfvsCvtHw+UfV+R+ns3xTPvaboQ1L0Jan4A+fbZp5wvvU87Jxi/SCzu6foD5cGTtMx4HbDorHhIQxkPhD34VA/G+srEfyE837IKY6frz/+4I81P7nY2Rx2tHd1tHe0sd5vuGufnu7u7ToGmhpmqqoOmlpm/Py03XuoBoZUBDkAM3gCvDEENEJRhLAHUGo3zWg31dCIamRMhRzS3wnC5CgUGpkM2QNMH8QGAmEIZLKzkKADmUznpY/EcOEH0QJu/Mi4v6l4/Nydkgt3Sywvpig6Rf+yO+BLjfMfqZx9W8n7TVQLkLEfbufbsuKnrroSxw/Sqmexcrh0gdPIsZ4WUgLmw3F2YXlY2FgP8BMaEtTe/iLz+ef+j2xx93Lh58PN8jJuzo6HHe2pdrYXzp26G3b11qWLMSc9bx3Y02Bg2LBdr15BsdvUvAdJvabmGIrMe1AOmfWYmPWYIT/NLdBqFlY9Flbd5pbdSKbHyrp7z952ERHU5wbZIyjYgtlALUJCrdJSNRTyEGsFrNq18HfxovgBoQc4fjhjP6/Jun+2+RRlt99Wh0jj03HUkJxLcfQ7+Q1ByazDkcV7LmTJOcW+rxWC4ocHrJ/e7gdT8cNxsk3TInyMBy9Hu35cBHrW8Y3UKWiqp9dWVUZdC29ualr4u1mumnDez+pPP1r1yYf/+eBdkN7/59ofv9tnsNPcYNc+3R2Gmpp75GQdtLTNNvK7AiMGWDyouTOFQ4hVZGCEwgkaRghyIHuo0BIyMqbJy9MEMZ8b7nxDXHAuAgIuykr2m9QiqNTlEsiz150LP8gI6FcaXiL7/LVcovd7J7qF5/knMm/kNlxJZNoH5xt6ZwgdvPOXTYGYFiy/9VNfTS/MS4L2DY6fKSCZavTgKsCVQUKxMQ8BVzniIUC6ZU319PzcjLCQoI6O9mdFylMlOH6++ezjrz96H2rBp2+/tUtHPeX2jbjgq7fOnY3Zv7taV7dRb2e9gmIfwhXAHgw/MI+YPqAQZjhWEbB4rHrMLXosrXssAYr6zC3AkjwYeJoR8LQgP1sFBVsEBftcXTqMdnVHRfHUIOhLvrWXxA8MPeBYPwA/Gl7iViEm3gneN4ujs2qvZdaeu1OxyytF6NANJWrcfXrniZuMv6oGTrF+ls/51tfzEMcPBg98aGfWtUboyJwGHD9oBvb1pikqUEiAnxqIn+YVgJ/7SYn/evftz95+6/N3/oGn377/xtzY8NCe3ab6+kYAP3KOOtvN/thIM94D3WtUIyPM/4ZQBzeDQAaYQa6IFw5QCnrkjIENBIwh492uapuA9YN53lD/m6AgTUgIhMDJyzlZWblv1xnmmbjS+fGjc07WNvzgxRTf2PKY7NqozLrj0SU6nonrzaP0TqcV1XUbXSwgKV4BATg8MPbTUMss5I58QxotRAiyugeyBBxmynCjZQqisAqgkFsLMI9CUz09LycjLPQqb376i/t/0snJyaOu1PfffB1v/5+/848P//7mTp1tGXF3k69F3vH1uW6yt1pPr2WnQZ28Qp+5JeJhswBbc0vAHhOzXlMzlDpm5n2AQGa9ZhZ9iDuuBzF6ELcbsIF6La16Lay6FJXaKJRWISG49A4c+2kVFGwTEmoWEOhxdhjLvP/Az3d8aIj7Vld0/oXwMz3yjYOfz9S9YnJqw+8z7S7fV3WO/kbX9035EyTxYyRxT5KMF0nizO/mN8k2sa9zR75tWs7Aa4CfgjlCD9DpdVAJkUUYpzvcUG1E+31gL5dOog70pgbGCsJPfV3tscOuRw/TjmHp6GGas53NwQP77PfvN9+500hL01RV1VFnh+kff4CxHzi6YwiGfJCE+NmQcR1gFUF7CEEOyBsZu+5Ghn+AF84Y4Gf3Hto2dYAcISFIIDTyDQYgUChUKSkXO1u7XTtblumTBM9q+FT8TB37kTnyd2XPW3l1/vHl1j7JMrYRX2hfACOgYsdIEidIsmffkL8gS034774bJJVAHsEPu441W+A10rw5WgB+cnzOXB01pBydigA6Z9N30Rn5TQ2MvFyAn85OXvzyJPdbnpyczLif6ubihKvAscM0d6qLn8/Z+3dvpcbE3PW7dMvctMHQsHmXYZ2CQp+ZJTKuA0aA+swtIWMgkBC3GzYCBEaGLHpMzB5ZWvciYz+9lta9YPjHqtfS+sGmTe2CggA/QkLNiMUD7R6w5ed/aG76hFHaey187OFD7ltd0flFwQ/H+fbN9nOp5c20q5nvyh19Q+LIa5Lur8scf0P+9JtKZ/+ifB6EnCr4kpQuTx/7WT7r51FvdwmCHwazgFVdVFVdxLFpUC3CFAlxsnHGe7C+HqKQsHv4jNYx0LDs5gZmTVVldFRESwuvT7ibrTWXlZXamJna7dtnpq9vrK11cOtWR00tkw1/AJYA6kDkoHEHGIeQgR8YmIAMAiFDQUjcAR59sHsPbc9esOQBAhsUP3jsNRKB7SIh4XLwoI2ZWWna/dlub4nL58KP1JHPNM/mMNs0j9z8u4Tb6xJHXpPyeEP2xF8UTv9Vyft1pfNg+gHQAmwEdEs4aesyB1431leh+GHmV1cXs6qK0E4VsqgonocZjgpwudoQi+fZ9j9lHKi5gZGfmxEeFtzV2bnE72uxLsegl8XFRCVHRd3x9blrada8axdbU6tOVq73gEnvAVOw3XcA3cIMUt6z36Rnv0nvvv29+w/07jcBW1OzXhMkVAGxlkAAgvXBB1u3tUPqCAm1YAM/0P/WzM/ftX/vaHHeQGr82AK+SDI+MjJDGh4eHx3lKd/dC+EHjXyDYz/cgdfuH2w+GZrK7OwdjC9sCEio9L1X7hdH909gBiRVa51IfUPhAmfeD3fk2/JNO33U21NScB8GsN25c+369VAmsxAqGJcRg2gRXO0Ndv3Qzh0gE5MFoMVkFbJYRVMOQfwP4FSMgubGFY+f0tJiqwP7rY2ND+jqGuroHJSTcxAUMvnxR1cVFZqiEk1JiaaoCBNVQYGqqIiWwHIFRRqSqDCjpExTVqYqK4OA7C1baZqaIG4bG/J51gxykRB3Pmh9yNo6jWc+WzIXfmTc/6p4NK6QXdfedyO7xj++8lJsxWWgBayrqTWCNrdJcufReT8wAIcHnG+N9dVFuUlIW82Pjg5OSLzJZBVOow7+E/kKCQj4hPVhOauqkFlVyKoCioDXBBkuL1wzm4nip2ul4qeyouRORFhccMj1M1639u1ukJSo2fBH9e+/P5CRBR9cAJ9akAHf/pGWBklGpgspBxlp8DkG+FEG8M0FGdkuWbkuOfkOObkHyipdqmoPtm7rlJNrQ/CDDvkICbUhHALh1/z8XSb7R/Myh0vyxrrnsn4mx8dbk5Iydu1K19efnvT0MnbubL53b7Fg/PLneXn8nCIpQufbUZKs+xtyR/+jDRbj+W23P9kseKNZyC97gn7fH7J6V+C72/zQaad45BseerB8+Ol/BPBTU1tiY2P5xx8bfvvt1337jMorcysq8yoqczlx1bjpwyhAFAxsGcx8VlWRn5+362Gn7JykhMSbrCqArilfCWIVMhgFzWyAn5ioiNYVa/2Ulhab7d19YKf+7u06u7S1rSUlHdevN1m1CkapUQUEEH5QwBbGsGGha1NK4F58i0S4UWHAG/fAD+6FgysgyMhQ7ezsbG1Tbt9++Ra/KGeYih+vZwOvv9T2/lbPh2/fFbJ58IYDV382Dvp1X/DqnYH/2HQR0QI/zuRrHsBPU0NNYW5icUnm1m2b1q/n4+P7/cyZ49U1JRWVeZX0PNgbg7qANW90uXcGC7T2mtrSc+dPXb58/uatiITEWyygGgVwF1YfRMRB/ESEhzx4wKMf35y3bVRWlMQEXrnh4xN55HDMLr06EeGa339n/vhjh6BgO4XSSia3Cwp2Cgl1CArCkk6YERTsoFBAIdwKCrYj5bBahyCljUxuJ5M7KJR2aPdgNlArhp8WMvmhvc1obsZoDf1Jb88c9/lkaCjfyuraqlXXvv322RTx5ZepGhpzHL7EuxYZP3+RdZeyCj4SnkMLzgq/zwpKZn6q4WMfmHP2TsVG8+jXFBHrh7fw01tWlFZeniMgsPH6jbC8/JTAwIs3bobvMtDdtUs3PCLAzs5qz15DA0O9zKyEKwE++/YZW1mb5hfc9zpz7MCB3ZcunT1/4ZSrq6ORkb62jjqDUeB76czhw4730+5l5yRduXLhzFnP8vKcFjarmoXgh+fne8/W/kpLi/cZGRht375LW1sP4EcC4Gf1alcEG/hcUY4PDZZDlxoc1+Ea3cGjDOAwD7R4qM9UA3vJZOomNaqTo52d3X0exc+0sR8PkrTbJucot7Bsl8CMqMzq/edT3pA9cTS62COq5D86AWDpKbjqAc9MO21m1xbnJQUGXdy4cUNZefa92OiY6yGxcTFGRjs1NLbEJ9xwcDhoarp3zx6DxKRbbkdc9u83PnnSvbgk3YVqb2a2Ly7++rlzJz08aGvW/GS8e1dWduJxTzePo9TMrIS796IvXTobFhFAp+c1s5l5uRkAPw8fzNbMeLy8srIk7NyZMHf3IJuDkTpadcLC1b//zvrxx04hoXYcKhh+OoWEOCjiwlIXVhk/Ch4LmCQk1EyhtCHRB3joQTOZ3CIi0nvy2EjW/bHG2if9/XNIaXJ8vCMzs9DOrsDGZno6dKjQ1rYtJWWOw5d410viZ2rkm4z7Lwa+5Q1dm5yjP5X1oAVm5Vd1vaty5mO5k7aBucH3a/4B8aOKe72xVQ+Wb+xnoL+vrCi9qCRj48YNKal3qmuK8wvTEhJvWlmbS0tJODgcFBcXcXSyMTPft3PXjvCIQCtr0/fee+/U6aPKKgox10NdDztaW5vp6GiYmu7Zs9fwou8ZcXERM7N9fOvWnj9/av16PhcXu7LynJZGZjWrIjoqom0l42e3wU49hD262trWEhL2fHwAP8LCAB7QdYZbMJj5wsEMYseAn7AOkuGwB0YZ4HzCqoF5P/z81J36Li7Odra29+Pillg9ZrvcVOtnKn4kj3yj55PHapM2v/qRpJv3rRKPyILXRI58sc0nKqv+QiyTJMvlfOONyLeWpvrivKSLF73ExIUbm+gVlXnFJRlJSbcsLU1Xr17lecJdRUUx4lqgoaGevb31iZMepqZ75eSk3T2owsKCp72OXbrkbWdnZW6x/9df15ibH7CwPLBjh6al5QHj3TstLA788MN/z50/SUesn7yc9Mjw0IcrdvCcTi/1dz/sd9Dad9+esG1ba4UEq379lfXTTx0YUVC7BzFuUPwgNOIABuEQxBLctgkKtmFGEoh5Q4LfULcbYv2AEkWF/qv+I5mpYy0NTwYHZ2uWsHxyYuLJ0NCTwcEZ0tAQT30B6MXw44ssOYqv+YZFvsl4rNI5l1/VZuGT9LmyJy0wq6C6619bz63WuRSeXnviRvlfufHDG2u+PR54VFqUVlNXqqambGdv7e19Qk5Oeu9eI0VF2T17DO0dDkpKih0+7OTiYqehsVV/53ZDw52ffPIJlWq3bdtmdiM9IeHGoUMWmppb3T1cTp8+arx71969hsUlmf/85z9tba0MjfQ7u2qh8w1YP9ERvD/f++nTp0+ePBkAf/3IFt0U5OcaGehv19Lerq29XVvLWlzMcf16U4gfLuqgFgwSMA38ckhyFRICRhJmD4FCJLiAYyrBEhxROIcEBcHH6KwsXZydbQ4dKszMnFvxlmzvXPiROvKpulcOs03D7cbH0u7nbpYcjyr8UPr4RtOwTHq70flMkuy5GdZ8W9Zpp20tDcV5SSmpd9atW3v27IkDB/aYmu61sbXcoavFz/+HhwdNTU3p9u1ISytTXT1tYWFBC0sTRSU5C4sDyioKBYVp99NirQ+a2jtYCwmRvc+d1NLaFhrmn5GZoKysaGCgp6ur1cCu4OAnIrSblxawmLHNTE5Ojo6MDPRPUYGB/n46o/y8g433HuNz+nohm9VqhYTq+PiqfvqJ29ABbjeMMW2Itw262mCdTiGwogGkUSuFAriFoQuudAC/9wNCD+CkH8QS6jTQf3w9ciQ7bbSp7n8+8JoTesBl/cgeJUkdIUm6/WTga3clzSM8J/w+K6GYfSKm6OSNkv0XM77SCyLxJn4K05iswviEG2Zm+3bs0AoO9gsPD9i9e+fBg+YXfLxkZCQVFGS1tdXj468fPGhmarpXQkI0ONhvz15DY+Nd+w8Y01zt9+/ffeHCqe3bNSMiA5WU5PX0dJSVFXwunjEx2dPArmQw8lsamVUrBz/0ivLd+juMdLcb63El/R36utt1tLS2a4Ok89//6n/22YFVq4D1Mw0/uCmD4Qc1ehAmAT7h5QhmuG0g+LUFV+z7p4BP6lupzk5UZ2d7G5s6Bn3G/yyWvnBW/Mh4AC0QdxUwC3QKynAPy7mWXhWZXuURUXA8pkTvVPJbavjYTwCI/8Stn2Vd8bq9tbEwN5HJLIi8FmRgqLtvn1FS0q2w8CsmpnuNjXde9D2joCBrYKC7Y4fW1auXtLS22dhYGBjo3bwVsWmzirr6Zs8TR44ecz3u6bZjh+aOHVqHDzupq282NNS3sbE0M9+3d69BVXUxhp+MyIjQnh4eWj9pxsYzOTl5Mzpqp5YGtwrs0tE6cfTwBXubk/q6Z3do+8vLJX/xRdonH8+IH9zcwTPAMMJIAxEFvW2wsI1CaUfMoGbEAALLHGDh1y3Cwn3HjgzfuzFWmDPS3DA+PDzjPa/EwhezfqateA2sn39vP//bHv8NBwKCU+hi1qFfaJz9eofPKr2Lq/T9vtLx87xediy67G/TVrzmgdCDxwOPyorSwbAqCwZYg4FWBrOgvCKnojKXVVW0bdsmn4tecAC2vCKnuDijtCyzoiK3tCwrIzOhrCy7pCyroDCtpCwrJfUunZGfmRl/Lza6tCy7qDgjIyOewSxE8cMsj4mO4P3lRpBFd5JXf/rR1x9/wJ02/PKT7nZtbS0tQCAtLbV//2vLW2/t//pr1KzhcqnBgRzUsuEmDQIe3AzCq+GWEG4VoRkKhSYlSbW2pDo5Ojs70xwd+x7wypjBzPiRO/q1ns/PRn4/Gl06f7t4474rX+qc+1rXZ7XepdX6l9fuDY3MqLUOKORB51tne3NRTiIDhHGicWuIFuSXV+RU0vPKyrMNDPQSE2+VlecwmAWgbRell5ZlVdLzi0syc3KTQaY0s6Q0s6AwLTnlTll5dnLyndi4mNKyrMyshPT0OBgj18xm5manR0aE9s45eM4L/41OTk6ecHf7/J1/cKvAv997Z4+h7gXbg8d0tE9pa/lKS15/++27b/0dxw8kDRzRgY41QBTMAOLmED7q04EYQ8DuoVBQ6wfBD4AQYgA1Cwh0aGn0hwUOx90ep5eMdnX8mda9fjH84M43uObbCZLcsV/2XglMrLidV9vdP5xJb7meVX0zp/ZmTu2NnLobOfUR6bXSjndemy3wevnGfgYf95cVAvw8m+AK1mVlOeVICBxeAY83xWYIIVNNsYA3BhMGxYFvnCDRcSDmp6WRxWKsIPykfPv5J6s//QhPqz79aMMvP+3Q0dLWhPjRVPv3v7f+3/8dWLWKNs36gVN2sKEdmqAgjE3AaQQz0OJBY94QLOEV0NXe4HiSgjzVztbF2cnB3v7iqVO847aeih8s8k32qIRdREBiRXRWVffAcHJp443sGkQFgBbcBIvusL4zCiPJY6EHPLPmW2dHa0FOAp3OPWN6ikaUlWdX0vM4KsDgmnwNQqsLoLKANQ8RRWAiWoCUgxI4C7WFzcrNTouMCO3r6+UFxsxxD/iiO7gKrP70oy/e/+eeXTu8D1l5aGme1NK4KC15/Z237/7971U//4zjBLrdoCmD86ZTWBiEG2CmDyyHLrhWMhmCBy+ESx5A9rQICjbz83fu0h+ICR9JiR9nV410tE+OT8xx5ytr14vhZ5r1A6adfrTV6+edF/lNAu+XN6m6RH+tc26V7oVVuhdX6fmt3uG353y6vtf9N7mtH+55P8uLH8T6wVVrWgaJOsVmnkJKoVN/EF0FAdlgLzLfG1njAFU2/BAcP2Urx/oB+Pnqo/eFN/CFBgVGhgRHhAT7eJ/dqa+rrampo6m5XVNjzzq+A6tXm377DbfnjXt0B8UJHPLBvXNTSYM75cDiOlzjPeiSoxQKVUnJxcGO6uzkYGd3PzaWd1RrKn6w0AP5Y5+rn/1B3+dHo0vXs2slrUJW7Ti/Stdnla7vKj2/X3ZftQ/K2+yRRJLD8MPtfFMK1j+7bJ+be9DZBvEzrfHDnxAqU3chzZszpwdv7SAgG1pOSH28HGRa2KycrLRrkaGPeO/ztdOaFo6fVZ98aKy7PTI0JDIkOPxq0I2YSE+TvUc01U9oql9RlC/8+af8L7+sWrMGutHgGA/uWINE6YAxb0JC0MmG+9/aEbunAykHhQic4BI7cLEDOPzTgkw4Hbx7fSwn/Ulrw+jDh08nJ6fd7cr9uUj4kTv2g9Hlk9cLApMqu/uH7+bV+dwt8Y0t840t942tuBRXGXy/WvVw3Ou8iJ8B6Hybql1Tun7oLnTaKeANsHs4i+sA1UJmfSO7npkozmAUINYPwE9HO68vtoiveP3lh++pyEiOjIzAxs1k0I0MdmlraOhoauhoaBwSF7Pn4zP/7jsUP7jzDfG2TWfSbBBCjsJHg3ADCA4O0YQEqVs2uzg6ODs5ubu4tDc28o6azYwf2aNC1qGeMfm+cWXd/cPRmVW+saWIFlRcjKvwT2QEJFXxmUZxrB+ewc/DrvbCnAQ6g2PfcKsD2rXieAgwqDBB1wpbKRFVGRQ/0xbdAccWQPxERqws/Hzgdfwo3vAa2LWHjXa6kXJuwwAAIABJREFUbt18bOuWq8pK9UJCzDVrqtasgaYMYMlMAzwALRhmYB3olAMBbwh1YPAbcL5h834ggcAsVAH+h1TH4aR746zSwWrGnynu4OnTpy+GH9z5xhV6IONBEqX9VeaIvEPkv9S9PpL1+FD+2AcKnh8pnvpY8cwnKufeQSfcYV87xT+4sKxrvg0NDpQVZdC5HQuINQPVD2IGzWPqhy1sxYUojEaIqcRVjmgdmHDXyGLSS2OiI3l/rd9p+BnGxjmrq1jGBru01LfpqKvrbNt2SEjIfi2f+fffw1VBATlwhxsGmykxBVxYmj5JiNskgieBs00pFKqerouzk6OjY6i//wgvrbQI8AM/tj3la6ee4NPaoq4kicPih0K/3HzqI4VjHyoc/xBqgdKZT9QuvLXJF5t2ykOhB90POguyE6AWoCt3oFqAAIlj5YC2jficAXjwFQ1QLzSy7BveOeMGGMwj+LkP8PPoEf4fOm9muKyfD04d88BvsqmZ7aSn46SifERN5aq8bL0ghfHzzzW//AJxAm0g6IgDNhBm03BjBreTWrFYA2AkwXA4bJIpnPcDPG9kcrOIcH/Q5dHstCf1rMfV1fid/Dkyi4cf8LVT93eUj5tdSAxKqvQIz7mbVx+TVXskIj8wmZVf06V5PPl1dOwHmffDG4HXCH7S6fS8aZ24efAzVSGBJQQT9IlzQIXaQy2NLEZlSXRUxMrFT0N93R6DXVpbNmtv3aKzedMhMtlh3TqL//7gKiwMzReUQBiHoD8N38VBERaTzW3rcPIQXQiQXESEqSYHXJydaU6ORVlZExM85PKeFT9yR0ky7n+X93AKSr9wt8T1atbdvLrL8ZVHwvOjsurS6B2/m0RPWXQHj3xbVucbN36mYoODH86CUmjjR4Z/sKaOHsVxRHN3wlBrqYXNys4E+OnvX6n4aWtrsdyiaiUl4SwjFSgu1iAoyPzll5rffoVBaxAt3O41fESHe+AHeufg+FArFoQN4w7wD/xA6wcM/OzQGU6696Sy6HFZ0fh8M35WHJMWFT8y7hv2XG7seqTmFPUv+aPuobkldV3f6Vz8Tt3n9K1y96jSv0LnG1z1gBs/yzf2A/BTmA6HVTkKBpUKsWlQxxqqZtDPhjsfEB1DwYMO28IxWJRegEYgBuFPgJ/mpiZjHW11KUkNWWltWWlbAX6Hdessf/zRVUQEuto4gzdcCJnCFczKmcH6gTHZcO4qXK2HTKaqKFMdHRwdHf1Onx7o5a3B6pmdbwrHSXJHSZJua3b7VbIfyJoEfirj7htbduFu+WcynnzGQTfzGw290znzfnjG+db9sCsvK547uGAqhBCjh4s0iKbMgB8sAIGbPcDthoceZGemIviZa94+L/wfOpv109HRpiHwx46ffzT9dY3fer4GMpnx88+1v/8OfWvoYA80ejDTByUTNvYDx4dwbxueAYuNUijNFAo65AMXfxMR7jvlOZqbMUIvGW6on1syE2NjE+Pjc9fhtb0vih/wtVPkM8PKp0iKIPSAhFg/X2icKarpOBmd/8U2rzWGl9u6H+84GvuhmrdbZHFoWu0/lHx4bcnRocHHIPINLu+G+BOmQ4hL66bpJFcIHAYkvDJmHgFXOIIfesXKtn7+/0x1ZysLU21Ncx1tAxlJOwqwfqzWrEHn/UCnGQTMTPhBzSAYYoBxCIcTbiTBErjYgcu+vS40qr2FRXVJMa+pzZHoQpLCac7ka+6vnUq7v6t2oqimw/Ji8nsqnppHbrFaen8yCPhq++XYoqaL8SwOfngm8q2n+0F+ZlwlHSxyCBLWeqc3eLx5z5KZwS8NPXLIUFBLIzMrIzUyIqx/zmVjeOFdz4afR319J5wdz9jaBNocjFWQaRQRZqxZU8fHh0cQ4DjhHtTBHW7QCweDraHDDa/fSqGAT2tjU02h561dW2sw7vZ4LX2gOP/JnB+7GuvvzzlwIGXLlocFBRM8tqz1HC/0ZfCDr3qA4EfuKEnKjSTu+p2Ot+2lFGXn6L+Iu6lRb5y9XeZ1s+xweOFve8PRJUdVsa/cb17+RXcQ/GRUVuZwNA0LbOOUzDCOOq1/B5X2GQghuofjJ+paBO9/aGu2sZ/JycnhkZGhoaHe3t4TDja2cjL2fHwHf/uNgx98ig93nBuGItz5hmfw8AQ41RRHEfDakckuW7c6Ozs72hyKDQvjwVCfWa0fWQ+SpBtJjLbe6JJTQLqA2dV3ZI8anIr3jav0ullmH5Dzofplzppv0/CzfJFvvT0P8zPjMfwgzRgnEJ55JqaGS0GgiTOTUnDjhw3xEzow5/+kc/xvtWS7ZsMPfgOTE+M1dpZNkhL0n35q2LCBM8xDobQhM3ggXVDfGhJf0IHMAYLGEKQON4EgewB1BAVbhIRaKJQmYaH+yxfHKov60xKH2ey5P5Qw2Np6R1Aw8quvbvz2W5GDQ3dZGe/MUsCF9mzmxfAzLfDakyR//C2Vk2q0GOrVDDu/FLJp4KdbvUy8E/3iKoJSWIHJrC1HYt9SuTAFP7wSevC4rCijkntmD0ffUJzAPh1Xzw6b9AD6gOgH5ZAhWTjFAVVFdDAJiQ5qZjMqyoqirkXw/oe2ZsMP3nRGR4bP0BxtZKXt+fhs+PgANjCbBp1AikfBQfZw0wg3jzADCGUPVgf8FBBwUVR0sbdztLWN9PEZ5Mlh6pnxI3/sY42zusfvuIVmm3kn/LDr4ntqp+z90/ziKq+mss7frZCwvU6SOQO+evXskqPKyxl43dfbnZfBZf3MYtxM4Q1HTVC3M9zLCUPAToI7CZobGBlpyRHhfwb8TIyNVtlYNEqI03/+mS0g0Ib41lBTBokpgI44GFbAPfCDjxLh4QbwKDzkuplCaRIgN1HIPe5uY2X5vdcjHldUzDvXZ2JsrDUxMVlNLfLrr6O+//4OmVx6+PDjJl7/tvLi4OevSieuJFU+fDTkFJRufTH5fkVzffuj9IoWEYvQHw2uGHgl9w2O7b2QiU47xcd+8FUPlnHsZ2iwtCAds35mMF9Q6qAxphhgYFwQiL2GXUUuCEGt4ygniBFqZrPKSwuvRYb/KfAz4n2Yaisjac+3zp6fn2O1wKADzAaCKIJeNRRLGHJQDxuMhUNWe4Phc+C72mSyi4SE80FrBzs7Hwf7bl5doXUm/HiSpDxu5dXlMFtNzyW4BmfmMttYzb1RGdX8psHf77zsFl7Q+Wjkp72RU0IPNofywse2H/X15KbHYtYP5nzD2jAeXY14kqfAZgqQgHn0jAZhJ6HT85sbmBlpyeHhoY8fD+C9Gd7MzG/9jD+psbNsFBdl/bKmGYtbQ4mCrJ0DFzKYMqUUsYpwbxuHOkh94HZDlrtuJJMbKZRud9cnzLLe0MBHGRkLF9H40BD91KmbfHxR338fuWrVPVHRlvj48ZGRuS2nhZ9/0Wu+PH5OkhQ9P9c6x2rppgZnkshOJLLTur3+nb1DQpahJAqNJOZOEnRPLGnxvkt/c7bIt+XDzzCKH+j1fkZ5cI1CZvlM1y5ctbCOHhKnAE4CFRVRTvCzmc0sKy2IjAz7E+BnbHT03BFXGykJh/Xr7SlkdI4OF1qge+1Z/OARB/i6Bjic4DxTwB4FeWdzM0eTA34ODl1s9qI398U6IcDPtMBr+eNvKJ+oaeuVsgkjUZxIFCdz78SnT5/+bnCZJORKEvP4TuNice0D/TPpJBm45CjmguaB7/309/Vmp93D8QN4w9W2wbRT6HlDCqdrAVfjn0ajKWE7AD+M9PtJ4WHBfwb8TExU21o2iopU/f57i5goN1SAHYMM4UwDDLqsDlxch0LBV9mBH1aAQQdNZHKztFSPq8vj6PCuE8d6ExImRkefq9FOjo8/LC7ONTW9uW7dtdWrY378MXvfvv76ecIWnusSi1j5xfDjSwKhB3DsB+DnX9rnq1p6riSUC+y/smHvZXW3Gw8eDeueiP3V8PLaPYF8xkGFtQ/P3WPwMH7wsZ9nCYTN4sYWOODoGJeKwkIk/BrRVTQCFTjiGIz8JjajrKQgIiK0s4PXv3I/r/PtydjYhSOuh8RE7NevtxcRoeEfxoZxa5hNA7HEHVOA42eKwYRwC9g9FIrL5k1OhgYOWzbHnDzR09a2iK180U81I37+onKi6UG/lW+ywIGAdbv9joRmP336dJPL9d8M/dfuCVJ1ulnV0mt4LouDn2ljP97LtupB/6O+7Pv3cBf0jNE3AEhog0c6WHNSB2n2IOiG+1SN9fT7qYlhAD+PF/2NLO4J57V+nk5O0m3MG4QEWevXt8pI4yzBOQRGffCFDPAl3TDqQBdcK4UC2QOj3SB7HliZt5nsb7K2GigqeuHl3Ub7+trT0tL19K59+23k11838sxngqe9phfDDz72g6759s/Np2mh2VEZVbEF9YnF7JTSxuSSxvvlzWnlrffLW1PKW+8WNumfSXuDO/Cae9Gd5fva6fDQYHF+WkUFjh9cx7gyuKZN7f3BHiISbIpCC+8zcnqIiNeuqZ5eXJQbEf5nwM/4+Lj3YRcrioD9hg32EuI05FulwNbhTtAFB8kEA6nxTypgvJlSn0x2plAcyAJUYaGcqKhxno8fnRr5hqz5puD5mqKnZ3T+9eyauMKGpBJ2SkljCtCClvuIFiSVtdwraBK1u4MtOQqtH55wvvX3P8pMvYvjh9PBwlv+1AwaeA1cbc9216YHIIDKSG+ssY6empIQGnL1z4Cfp0/zrU3qKALVFHKrokIbErcGcMKV2rA87ojDDaN2+EE55Cgwt5RCaSKTGwUE6jb+weTja6TRnizGkOf4yEh9RETFiROjvLrK0UviB656cIIkf5wkjSw1L+UG4t9AOvKatMdrMsdIsp4k2ZMk2dMkubNo6AH+tVMeiHwbHhosypsFP1NVDokywJkEJz3g1MEzqO7h+IHjruzayqKCnLDQkJUb+YZ3WyYnJ8+7HzbfuMFh40Z7aSkQKUAmg4RYMDhUXMhk8KFSCgXdYnAC5XCMBznKmZ/fccMGx40bjyoo3PDwaK2pwS/Ey5mZxn5OkBSQVQ9g+5eepgUnEC3wIsl7zxx6sKzf+xkY6M9IuTM7fqYwBlvaYzp7uA2dKQCDbgN6fkNNRXJSXPDVoD8HfvJsLGv5N9ZKS7VuUm0REGgSEAAgIZNbYMLQ0jK1EARYIyWwcpOAAJufv379+toNG2plZZvt7B7l5Ew8ecLLjX8R722R8AMm3B0jyXqQZNxJ0m4gSR0BC5BIHyXJHAeKJ+dFUvCeEvnGG9NOh4cGC3Pvc6yfZ/1pOIRguAHnJ1ewKXYUhA3qKEdrFtDp+ezaioK8rJCQ4D8Bfp4+fep/ytN0PZ89mWwnLe2ycaMzP78z3PLzgzw/vwuWcRYQwH+6CAi4CAg4bdzotHGj4/r19mvX2v7+uxOZfF5fP8nPr5nBGOWlZXXm1jEu5xsy+w2d9+MJpp0CLTjyjBYgnTA5L5LiuZnxs6zf+3n8uD8t6VYFmH7AmUzKwQnWvAFUkEnWGF2mYAkrRMaNuA8BilBAp+c1VJcnJty7GhTw58BPgYNNzYb1DRrbGlVVGtby1a9bB1PDunUN69ez161jr1vXsG4de/16UALT+vWNGzbAfP3atbW//Vazdm2NiAh7165OX9/HZWVzT+6Zu02uxL3PjZ8y9sP/07hEUj5HUvYiKZ0iAcXDvnYK8QN0DyZ3ksxRkgyiePJc+FHxJ6kGktSCSaohJJVQkkq4Mi21f2hsWcQ3PDSUn51SXp6NuBGAtxpZtAqLcEMQguCEo5bQA44P8+BahygnXg31ejMYBZWVefU15fm5mYGBAW28PaQBX0F6KljxGi45iq/5xv12gn3OmfKttRUSMhcVsV37uw0SgW3Dx2e7bp3NunW209L69bZcyVFAwFVc/Liqir+JSXJAQHNV1fgK7Ou5RRcDa17FG9UCxRPo5Gu5oyQ5D5KsO0KgIyRpd+AVkDkKfAByp0jyZ7jwc4WkGkRSDUZUIIykEKrnDcaKluXv8eOB1PgbFRXgcz5owwaYwUZuprOE415DBoTwNg/K0SEicAgwj1A3HTO/sjKvjlWaEH/38uVLK3faKffbKac51qzjY+/fU2dqWqehUaelBZK2Vr2OTr2Odp22NpLRQbfbdeq3b29AUv2OHY3Gxo0WFm1nz3bHxg53dCwwMm1idLQ2MLC7pIT7NlZ0/rnxU89uVDO0UNjvqnTonLJjgIx9sKh1IP9+Pz4jnzV63v/V8fpG8+TX2058ufXkl1tPfaV+5hut89/v8P1p55Vfja7y7Q3faBotZH1bxiVxm2eG8cUCC/9cJZMTpvbug8u0nNHw0FBORlJpWRYKFdy4mSuDu9oQXCFdwikQmnpsZWVeDaskNzv9zNkzDQ0NvN9c5sXP3YhQ6/XrrDduzIyP72pq6mxsRFNTU1dT04OmpgfNzZzU0vIAT62tvR0dA729YyMjK3rV+Igbt8U1diuauCvZ+Kg4B8nYXxW2CNi432+t4YWf9c5+r3N6tcaJr7Z5Ai3Ydvpr9bPfaJ//745LP+8M+M0oeN2+CH7TGJGDd+SoSRonM/deKjhwPlVS38nF49RytY3BxwOJ96LLyrJnbcacuAOEPZzIGnRcZ9YDMV2oqMitohfF3r11xP1ITw9vLaH0rNjnDz14+rThmHvVr79kyso8Hnw8+fTpQtKzF3qukpbY2PAvvrgrJDTY2vpcB/Js5efGD5vdsH+voRv1UFSYb2lBUltzZeuDuvr2uqp6RmlFYUZuRkJa6r3k5LupaQmZuelF5QWshpLajoqGB4ym7qqW3rr2R00PHnc9Gu4fGht9MtHQ3OpEpdra2SwjfjLTEsrKMplVhUwWmhgs7EtxeGcQDrGiH1ng4Afp4uHjPVzuOEzr6Iz8ioocZmVBVkaqC9WlZiWMbcyLn6z4OJMff7Dm52+preXZlv1Kb+zGjRg9XQ1PD8fbMYGMsrT2VkZzZ31dWx2zrrKoLD8tOz3+fsrd5OR7qemJ2fmZJZVF1Y2ldZ0V7IeMpu7q1r76jv7mh48fPBoZGH4y+mS8nM7Yb3LAzc3tld7zHCcfHHwcezuqvDwbUwHQ/plACwoYLBj5iXxkBLZqOJaD6wLqlJ7ZEYdjCTgYyvOjoyLMzM37eHUkHBfRQvDTdOli9ob1mQcOPFkq832goeEOmRy5enW+peULB8Xhz8gLmRfAD3vfXqPDVJuosEv04uS+TsaT4ZbxkdbhRw0P2xmNtUVVlbn08mwWo6i+jt7e0fh4sG9iYhzpHMzwvA3NrQ7OLrZ2dsuFn8HBwdi7N+PvRacm30m7fy89PS47KzEvL6Wg4H5xcUZJaWZpaVZ5OfjwdiUy9YHBLGBVFTKrClkgFcGE/CzCVBcwjMEqRPwYwJVXXp5TXpKTlHjP1My8diX8fz0vfgb6+srS0xurWLwfojZDm1uMouvXY3R3aB53d7p7I6imMqP/AWt8uGV8uHWwt66zpZJdU8SsyKFX5FaxitkNrM6u5qH/1965eDVx5Q/8D9jT/hRBq9UVlKrtHlvt4+yeeuzZs1u1dW3R2lbd/mprV62Aomu7y1qtj62PFS2+RQKYQBKeBuQlIYRHJBDCS55JEBIChDcokDeZZPdMBoaIOAkRwmT85uRwJnNnkns/3/vNZ+5k7mBQmy3mCbPAbLFU1UkCDgSdOXt2KqrmzHsMDQ3FsRk8bjKWBUJhdnFxTmlpfkWFAMuC6uri0SxA74GNdnU0C0b6vzULRjLiySzA1VVWXVVUVVYYQbv1/T5/apx8QwwGrWs9akGQmpAQzooVSb6+3UKhM5Em2T5O6KfZ33/3v08EW/WTN9gjRfWjb9cNNPd2SJRNFTJUPy**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***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***/436MeRiD/PNtOrnyXzPFcu9d68Yd0Xn2x0x+dnH29YsWiBz9w5jt9ytLGhYdf2L92xsXidN3ywZukrXjD6eZ68wvbF9OMzd87KpT44Xvdb2LRxy0frHfyf0Lh+lr7i9ef3/+B+jcW+qTZtXLP6LR8vDxj9PH8WELzDtOpn4ZJ5nj5z5yz2nO2+T6wJjuunqqLiTV9v923vYs/Z3p6zl8zz/O2cWZ+uh5NvBLljv4ifzX111ksUyIIF//ebKxfO22/wf//7qL9v55fo6GfJPE9vLw/3TQRvLw+sCXDyzZG4O7fNdOmnIJe/cqn3slfnU+D52oJX3vBe5OA/XKh+UPne71ZQoNVL5nlu+XgD/PbjXF5he+Xl8BZ7znb/zvCKz9w51y+FOoLiUX//rh3bXlswz/1bjX53+c6fe+ViiCMNh22cIDBd+unr7S3I5efl8CjxzM7n5+h0Okf4Dg4MFObnUaDVuTxumViEIIgjrYZtJiTQ29PDz86iRGfIbpbLJ2zjuJVGo7GqopwCTcaakMvLVjQ1jWsjvJwqAtOln6mqH7wPEAACQAAIUJIA6IeSYYVGAQEgAATITgD0Q/YIQf2AABAAApQkAPqhZFihUUAACAABshMA/ZA9QlA/IAAEgAAlCYB+KBlWaBQQAAJAgOwEQD9kjxDUDwgAASBASQKgH0qGFRoFBIAAECA7AdAP2SME9QMCQAAIUJIA6IeSYYVGAQEgAATITgD0Q/YIQf2AABAAApQkAPqhZFihUUAACAABshMA/ZA9QlA/IAAEgAAlCYB+KBlWaBQQAAJAgOwEQD9kjxDUDwgAASBASQKgH0qGFRoFBIAAECA7AdAP2SME9QMCQAAIUJIA6IeSYYVGAQEgAATITgD0Q/YIQf2AABAAApQkAPqhZFihUUAACAABshMA/ZA9QlA/IAAEgAAlCYB+KBlWaBQQAAJAgOwEQD9kjxDUDwgAASBASQKgH0qGFRoFBIAAECA7AdAP2SME9QMCQAAIUJIA6IeSYYVGAQEgAATITgD0Q/YIQf2AABAAApQkAPqhZFihUUAACAABshMA/ZA9QlA/IAAEgAAlCYB+KBlWaBQQAAJAgOwEQD9kjxDUDwgAASBASQKgH0qGFRoFBIAAECA7gf8BubwzkMWtCNUAAAAASUVORK5CYII=
开关打开:
由于开关打开,电路未完成,因此没有电流流动。电容器中没有存储电荷,所以灯泡不会亮。
开关闭合:
开关闭合,电路完成,电流流动。电流流入电容器,为极板充电并形成电场。电流也流过灯泡,使其亮起。
电容器和小灯泡在很多电路设计中发挥着重要作用。在电子电路中,电容器被用来控制信号时序和稳定性,小灯泡则被用作光源。
页: [1]
查看完整版本: 小灯泡的特性