问答

汇集网友智慧,解决技术难题

21ic问答首页 - TAG
  • IIC读数据出错

    [img]data:image/png;base64,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**HXJuTL0pZSQlUqE3Q2s3cDaMVzWHx/ouV9VJ37h9kMvO2fAWmX6CCF61VxFLVHsG4dnptHl7YsWgjDmuS7OQVS9r/Gf959A+LubMKt3Bbe1PX9wA2tlVLgTytm4/z84sBtYu4F1ZfyUuz70ttN7vXHbV1lgXXRhnqQUaUOVqCpF9iVgnR6BTf1qULSEBIS0cu9iIqzsrjVio3o3t79auyorLzoQiDGvNJV2j1hCVJVFm/aRrHgzYgzJ70RUejnEpU1fbFOIEzyBWEVU5cV8ottLIL5wX6ovnwRptGKOHH/hAOurV6/iP//5DykvFqP8h+Zo199bSqdyA2s3sHYD64oR4Ky3ykTeq7JfVXo+Sk/TnpIu7SlBr4ci6TFiBVlNrCDrLtKeEkF7SkeLPUUtX4p0r/eGL92/iNs11lKnwR2x/msAFdfh9LbjOqYbWFfRD4jDOmteIibMyrTgsA5/PRHzx0fa0H+VCl7n3kQvYO/x9UNIj0Skzo1Dm5oXKZqp+dS9NZ7knlNh8rHktbaeX+OOVMQNSkDGHoXDuncSViwehQ71FZowF5FPS/9zLA4jLtYd3WkvkpqPlOBmSEAypQ+MQmOVjkiqN484gdshf3E5VgSRPGzzBPvMET5+CAqNQdKyZERqZGFBSoZrE/pgaOo2GyVDa9kWp+tIEZtJf/4E9o1oJKUeOASu38ejAfFRP762GMt68Hms/Rv9IClFRmQUEQd0BdRTlSKfWf47PulzE0rWvECpEJmSaEzuaKH5JT+G6S3Rcnw+Bn39O+aFV5NAjGZcjHtILIXSMNKJ11niEKfpDCIFxOEzSxFLX0ktxo+ZCmKg+50tp1hS6tnbr1IJSMfTLSSzEiO59srB5Ri83EPhMyeASwqOqYNsI+qc/dQVsL6wbx9++ukn+jpZosxOE+xf9CTm57qBteqvnINnZQAVZ96qMxCgd/u45XHf59z54Nartx23H3rbOeyHiVRyh65G7FKjsqfUR593HkXasFZ2QbXk91sz6J18FKambUjR+BmnisbuiLWyU3AnVG+H07s8bj/cwLoKwFqjuhjY/U0MfrkdGnr+6lB1UXqxKMDap20kYjo2sKi0YNcKZAlAHDgB23eOQztNDmn24NrottKHTsdGhGvkuy3m91AK2gUlIO/eSCS/FQP/wnVIGp8BQ91ofH6EeJNvcQ3Q2MCaWt6WCI7zRlnzsDkB1gcSKfqYhyQRnS1UgHXTcMQ+FoCyMpFbK25re+LSsQ3I2Cpo5yKx4tw6SQqe4JxZybDT8MmkvOhpoWSoBaVOX7gmA1J7hiF+sxFBJN7iFFiTFHwMScFnkKrm8wxgbZFjPbGPohTpR9yoicSN2sBCKfJI+qO4RQhMlB9V7ES0ZD5FS8huLdmvzZcUJc121ZQK4ipSXl371V8FHASgFv8Rjw+l6wiGpdLSUly5ckX6t27duuGee2wpU7j7LtdO73HmlsdtH3c+uOVx28e149bLtePWq7cdt33c+dC7fdzyuP3Q247bPq4dt31uYO0G1vYRpvKvejtcdZV3zfUWZ6F/4+5IRyQ+JED8yt2eZolqaahOZyAqOAaZRvrMX0RAUglaqsBagLqDo22vg+WNb4Z20/PRa+l5rO5TR84hpbSAqHox2D7uQ8Su7I+pfvPps3icROtTsbDPIz3cH/1zorHh3ApEqGweuwnMdpyK+u8dxu4RzVxeAqkMsAa6kox1tixjbX4cA2tJEXHjKJLHjoWfC+VF9ZJfwMSDRLhPkVyKHAslw6bTD+PAaLUfFUqGG8o/hFZexXZ+TSjcmorY6ARkEWYXj3NgbURmtD+iNvrAhw4zPSsLrInTWihyZg6NoihIno1SZB1VwU/KsXZgNyQUdaTb6a4PRNwNXm877jri2nHb91cAh99//x2rV9NNRXpuvfVW1KlTh2gDBZWfB/744w+Iv9etWxfR0XT70urh9oNrxx0/ve247ePOB7e86upHdbWP219u+7jzwa1XbztuP/S2q65+uIG1G1i7gbVmBBwtbMNbzegzdhHivivC/M4OLqkoaQQYsh1Fc+l7tgDCSsTaEbDGoaloGZSIsqkHsHfUPRKwNq3sTukC2VTXJcR9LeoFJuw/gSRia6ho37dIaByFFb2zUKDUJVVYmI5u/v3xHwtA6niKucC6T9Ik7El8G4auH8pA2SWwloF/ylPKgcKVpLl6yY+itkKRMH9Bd0nJcNKRjYi9qwJoqkqGG8rpMKHpls0GqtbnHYRRXxO4D++PPCcRayll460grNvaDomhCQhmAOufJkzArmnT0PiZXrg7MsrpOuLwwppKTdhdsAu1nw4jcC34lR0/IgdYRPz/ejuFj9tl+7h2vH5cuXJZOnB4e9ewGpSW2Ni7PVZSOorLp8cxLJtGidv02JuPkjMlKP13KTxreQI3KaURH3fDenL6UGFhoRS5fuqpp9C4MWm0M/aNqgJwvQEBtzwusOECOW553PZx7bj1cu249eptx20fdz70bh+3PG4/9LQrKS5G/idrFdYhx/vpVbpMfn73Ltwe5nrfFV9am70U4zJgxQbWbuVFeYsUjuRK2at67XgKR27lRfuvYfvKT3swsWEHTMN47D4zGYKIx74f5JOCW3OMPjYY31+cS6yXZPdZDHyiViNoxlFSfbJDYLZtKOp0S0OL6fuQM6wZAWsj0h5qhCF7lDKOzSJVuzHIH7gZF1O7SnmfklKdty2Nnun0VqTFPofR/2pK4hfbMeJeAURc0+1V+PNGUq/qQYp660lRjzSjxfPly6Q4txIvrruEcQdD0GbiIXRddBr/6q9Ca6XPmEmqdSPRSG2faS2erj8aITtPY0oHKkfph0Ep26Yfp9NIeW8ocl6lutOVurXjXFpsoWR4hmy0edY283EsDc+ONWHUopEIvU3u1x6ag7xhMkiyGJdDs9Dh/mkI/PwYPg5cIo138Jrf8c+nnedYr3qwE07tphswOj+ZJKf94wM6F/o/WxytqYu00io0Yhz31Ju0IWvnOfx7zE0x+Eetf+D01dP4rew3s13wbcFocnMTFBUVoZhe1p07P4TAwECLcqquGOdoH6qu997iRjQAACAASURBVAzv/cEHcrzy9H+vcuvl2v2vzMeN3Q8919HO+CE4soAohpiPIPwUslaungfS6H39BlEVOXncyovK4HBPSpzIkyiyMnbC3lVuI7c80Q+38qKtx1+T8mLpZ3jlphewiijTrix9Uirc0Xxs7FeLZKHbYsbRnRhxN0WYv3gZNz27xo6qoQnGn1diQNeB+MwYiKl7dmA4qcDV+CWNVOzGwjh2J36Z0pZqOkmqcC0w9vhAbPptDrrA3vx+pVFXbIpBW3diVqe6Lk/qtv1QytH0k6SmSHFuFV74pBj/fOIIZnZqh7d/fgSL8jehn6SOp7QPM0i1bjgaqZcXv4pFTbrE9+0fc0AED6TO977Ur0NK2Vo/NZ3ZhunPPoHpP/mQst1ZUrargMxinP89uz0Cx1sqGTa1ur3ofH3I/dpDUfzcYQ0tLy+W7sCwux7Gyphv8OtsaqnSzuDVRglY16hR0+H2+W3/1/HzsmXwDQ5Gg9atnW60akqBAPWOnl//PIujxuMoeLkNrt5Wh1GenKPu7JHr5dp5SGPjujy97Vy3T47QC75rTn+r1r6mF5qiSXETXPK6hD+9/zQPQ4sGLVC7hg/OnTtPTIkmdO36CJo2bWoxTNz3B9eOu9/rbcdtH1fpj/s+qq5+cPurd/u45XHbx50Pbr1623H7wfUXjt2v336LY0uWiN3P6b723x9/xB9Hj+LWjh1x8333Od//CHq3njwJdRs3cWrnVl5Uhoc78dxPH9Vlx+2H+/Ki/XVhd/ys0hjELx3Nr5RXTPy6yUcPQtzzc8oKIjXBF+GLt2N9TBOJFeTEVGKH0KR+CIvCeWFETp9DnL2XsPo5L1tWC2MOMtYXwKc4F+mzpiLrmC8B1MP4uMctLg9s7FQQknJe3oPYNI7OkFJXKlJC7OdY/ziiHsKM66S0DulRx9DJdhQwZAty54bb0Kcd/vojHPmzjoWS4cGcUQjSBOOdrzeZ7cQ2FUS5IGlIhLk8pZ2cVBAWj7XSX733A+4619uuuvrBj5DyctTt9aOgoADr16+X1pefnx8dqmqYc6wFoD537pw0m3379qUvS7WuK7DWe5y55XH9hTsf3PK47ePacevl2nHr1duO2z7ufOjdPm553H7obcdp345Bg3B44UI8kJqKoMFEpO/k4bbPrbzoBtZOHYnjmKIArsNVV3nXVK/KMazk/zoD1lmveaD70hAk5+diFAW1HLOC+BJ9WQQieoQhyNdHVjIr/w6jbnsKqX4TiM4nqYLO53QqwhrHI6fTfJJUHQB/Z3RxpURx17wdphYOxGbjPDxay3UqSMVlOcd0e31UYE2X72RqOAMdCAqw5fVLduj2dmJY3S4oWkM0e6SuZwGs7bCC+IVEIqpHOEIaWZPo2R5g1EuOoXMLsH1IRaZ3VYC1XFYBkg00V+qXfTew1mU/uKb1ZqcFfxVw2LJlC44fPy5FxuvVq0cpQ16UV12CCxcuSK1q37699B/rh7v/ce2446e3Hbd93Pnglldd/aiu9nH7y20fdz649eptx+2H3nacfvzVwFp8DVAzFDzcyovyVsqZqOq04zqmO2JtHz/YHz+Zj3kqJiC3IMmcY23L3qBEb4/FYful+VKOtcvLi0ozpI3x+wT4PrFQEqKw/wRg3J7DmNLKueSrDHzLMfPQfoxuoT+wBvFCTw0hlcAD4cQS8iGMT1nxWOe+jUYP7kWKVgTF1eVFBz22WW9WlxzVn1UeWJ+SDwQkSOL4CaQvDwbpy4O9xx2xdjxy3H1Su94KNwOjxgOZlLYurQGFOztpMfDkXRqed5U32071RImO3sPLMGuUJ/ycuP6p98vRZASlvahCNEpZ9J6DANcnTpywKb01pft06iQlNrmBtdivtLz7DlyB+z7i+gvXjlsv145br2yXh1e8vwKJh9p9fPx88czYcMwfFIRbHQU+DmURlepR9Dk0GCPvtb/fG9cvQ0BPYEX5K3iEOR+V64drdiJuedxx1tuO0z43sNa4KWfAKgNwuROqd716l8fthxtYVwZYk4CHxApSQMprRRSF9bF/wFKo7goGbcGltHCpAj6w/i/WRt+GVz8PQHRaMqJus2pfXiqipmfD541NKE4Nh9epRegWFI9LMy0jt+JXeeP9icLPDzOP7cLoe64DsBaVKGwmhq5xiDuXilSNQMzJlNZovinBkj2kksA6e2QDSclw02+z0K2mZoNXvx70I/aQJRW8IJUH1qUwbM6CgTirLR7iAo8bmoG7h2dgBPGOt+75JIJUKkMrUwsea0G35+SprnXO3Q+4dtenH544MstLkigXN1LDSZkxgMb8EgHozK0yyO671oRF9PVDoqNUgXVTECe6ZtCLgR82kmuKOaULs9sJqIdqZRk1pnMJH489TGWT7YT9JIZDjDva59SpUzhz5gwpL17EzTfXo5zqANx+++0OZ5g7flw7vceZWx63fdwIKbc8bvu4dtx6uXbcei2AdedgrBvqb+kz5wuQPnc/sujKiG98LxTNE/doLB/Tga/RvUsOso2+FByxD6yNG9egXYQB+QjABjewdrguOfPmBtaa4eMMmDDn2l2fBabfiU/vfriBtf216NAPzDzWFGn4bgMGtNCHx1ptxZ+/LkXUna/hK0r3UDmrLVpYmo34et2QanoGy41r8VL9XYivHSaljeQepSi6ip9VkZP6b2L/8SlopZPyojYVRG2XmhIi/f9WqvLiKSx9rAlmR1jxdlcSWBd+0E1SMnxq+Vms71ORK64qGYp883V9KlJHKg+sHRw4riUVhJQiM8fEIG5eto1SpJdDfupCmY/8nDx+jf6OPNYXvfG8rwcyCQwfJDY8be48zgMxxGyXcWcZ9hy+gjZaYK2RUFd9UrAKHJ5ZA8GJBFz6kSw63V2ySTCirxQBJJseNL8cteM9kEUKjpfS7O8Heu+7N/p7hts+N7B25i9KxJrksctJHtvmIUntyW3T6RL4nVhxYSCi1YO76Tyy561DzJhCyNT7doB18WlkjlyNqA/oFCk9bmDtEFUz8Z8bWLuBtcvLaNyN0Q2sKwmshfk1KC865LFWmpGf0gnNEnZKFxS1gFHbSjlqno9O758iar5GMK6PoU+BGTAGRiN5fBQCircjeXIKcgpDMGP/DowKquzBjpdjbW6TOSVEA6yNy9GzwRi021WAJEGzpz6VBNYi3SQltCUSdt+JTsMnkPLirRZKhvl0KVINRsoXRg3o81kJMnrZA8yOLi/a8YFKAGvLiPVIs1Jk6IgkUl6kiOncJKR8XyjJl+8cfo9d4Rf1oKAeTP6WwPq4N4IDKS1jJgHr0bZzkkfpIe2ml+P945cxrJkmYm0XWItP8d5Y2NlTkkX/sICi2hWp+FLhanmLT5ehzhAvxHxKn9MphdoMcKrwnuHuu1w7LqDX247bPjewvgZgTT/dn5SM1hO9KdVsuDnVLP+9ObSP0SeUwCBsGWNCt9eKbCLWWa9MQv**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**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***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**kckUjKiw0slC**D+KW6wFYhTndANr16w5nC8Ier1wtS8G7guc+8LV247bPq4dt31uYG0Xd+kC+LQlc+fj77Y+uP7syK6AGED+o2Fysp7NZqtWocELL9hMsh7z8RdFrIMQ1MoAQwC9pL+Ihpd04quIQEqqamkmBJzMR74WWJ9bg75NXsBKn2isO7rCBoAULu2OgNey4BP3Dc7PCZMjRQqosCcvLQZs78T70OHdk4qstBHp4f7ob7AEwyUlP+KdJg9i1nMTEPvBVKS/vh2X5mo05iQ1tUT4LSCQ9Dp90lWANVoFwXCgCBOspJ6libr6FV7x6Un5fX7IP9mgahFrpV5D+0nY/814tKqjPQIbkTMmjPIUDQhfXIAtr/uhysBaqSckkw4UGkUzG4eziIyG48NTJJxBUWIOsBZAI+rmb1E8JxRehncInE1FkeZQoHq76cBUhAQn4tAzy3Dp05dlgGclna3aqvVeWNMLDaKzEDDxIE5MFpmUegDraJKVXUHfXSwf0b5Qat8e337YcGoJIlTWDWpjO/oSkNdhAinNJUlKc9qN0bgjkYQxpiKvKfneUTqIaaay5NIX6HvTC7jlO4oWdwZkmfMiOuBVsEzIAOMPHJ72IILfOWQpk261Biw2nlIjMl8LQNRyI7SHIVGePL+Xsfq5eojJmYAPX89A/yl+mH9qO+LM0X/LiJy0djeOQkF2LPxcSJqrl/zUeZEOVzRPL679Nz7ufYs50qvaWUu/226gJhRuTUVsdAKyCLOLxx6wzh5cm1IEwrGiiMC/GmgmHw+kNXx5fB7yp7a1/walf7UA1sRnLSLsmUOjELs0z0Yp0uLLmVWJbmDtBtbWTsZ9gV8rwKhqvW5g7QbWlTnIcv2Za3ctfn+ZLqMeaNHC4b4u/lCzSRME//vf/5+BdTSSZ+YhYUyAlA7yXC0tsDYgMaAlMgcnI2RMAjI0wHo/XfFuPbXQ7udoeTQKkRoegKQrk7D5m5FoxQDWHoffRXAr4qNVZIkN01ui5Xh/kh2tUFMrOTQTbYLGIuSLS4hZWxvdN1sC78IPutEn4QLMMOzBqOZ0QFCB9TTqw/gEZFulgwhHurz6Bbq8UxvJ02gcxqMKwJrSTyIp/eTTUMzN/waD7aUelGYjvnEUsnuswPbFEahR1VSQTymdJjLPpo2OgHX0tCTkjU+EoeuHEsC61XxwchSxliP+v628guU96IWrpMjYfhkQcyykYWvjlS2DsIUktMVXXFfA2qv8C1Jai9L40vUD1qI5p+lw0Hj4DvOBRrRZnquKw4aws444yH6Urfmd7NUl2wbh5q6/Y10JpcsQ4JbTqWyBvbTx/LkaPX1fQfaQLXT4k0bH5nBps0EJP6nXDamII1ny+WZZcml+L65SyqPD5IAN0oEH5gOKXHyFH5yXDqYpT53AwdH05cAFsDZf8lPWePYYf3R7Lxxr/lyKSEFTp+bcGdPRvUF/5FtIh9v5NKjW5x2EUV8TuA/vjzybiLXydem5ihQzde9Y8LA/Bv/3XZw4MFbzJcJyn/1pwgTsmjYNjZ/phbsjo5xu1Bw+1T/LTPjXpV1oGBbG4MuV+Xxd8V1fvcq14/Fnc/ohBoJvx2vflSuXpYCLtzfR7Tl5+PXq3V9eP/jzwS2vevoh5qP9Xs58uO7HsaVLUbR1K0Jv8MuLd/XtC/9u3a7Z/8Q6z238O2rfdptu6/fvtz6q7ve3LdmAO2avdjqP4o/Nv/oKNz/xhIUdF/izU0GuVXnx4sWLkspVrVp0q1t5NvYlxbGP++DLf4di6t1D4buiGJ+SMpZZGejAW7i3zacYfHgmclv0wMqX1pPS1lP06z2YcFcHvIs3sfs/lqkV1qMlgIO5vC9fJjWjlQiacZTUuCyyemWFqG9HoP7jCxGUchS7h9Pfvx+KOg+noffnpfj4abnk04sexd2DffDx71+i95c9UCfmJN47vB8jlRRkqU//Go8dJ0mNTSitnZxLCmB0rX3GfszL74hHPxuJ3Wcmm9NBSkouYPULDdC33nocCB6DVmNhUZ7aH4t+WHeyeCWerv8yNj69HMZPnpWED2SFN8ePmI/T8x5AywmeduuTfnlsFu4XbZ9+CD+PkTtoeDcYrSa0xbx1tbEkZgnyKHXA597eeGfxAox4yLeiXmWs+9DYTTggfmNA10WnSXHuFmU+TmFWm+YYDVlxzjwbu99Cwwfz8O75TFJGo34ULkZn8g3DM4uxe8VrdnNrLZSkqM1ivA1mX5HHwDx+Snk5pIZ3NV34Ur5FO0SONV+Z6hfMbR+I0QfIh68uhyjNxv+KPsYzt72Kr15ci6sixK+Zq4uf9zGnUcgLUbM+SjfipVrk848sxpktr1HCiPzsGtcQnX6egYtfvCT9tpDC1g2HHULv9F34+NWKHHqH/mK1BuzZ5U1oRF9uGmDKz/sxnnJc5fErwa8LHkGTEXsx+JtizOusjNuxwfjX73PRVXE3szKVaS355GiE7DyNKSI7yGpebBSsTqdJ81wxL1bzpvrzNlqT3dIQSr70r/7qqNhRRD2WhmfHmjBq0Uj6IkBj6dUDe2jd5w2Tc6yl9XFyFjrcMwYmO/tBzpiG6JzyMD65nIHeDpbSqgc74dRue5cNnC49h3/8vBclkmk+flWtFPev3CNwfUegN13wfHCn/nUEv/ginlzxsdOCnb4HNb/kKuRx7D5uFYwCg7glpc/zOVFh51C+v/upnhEYR/4bxfDfJgsX4NbXX7doJMdfxA9s3ueaUgQVpBoo8qATkaoLa1GRQPAcxS6hRCPsatbUAGuhOLbiRVIOmomTXZpg2G0fua1L3wAAIABJREFUoYiAoQAMouJDk1qg9WeDSJEsEG/V7IVVREV1ZemTFBb7DC/T5/DVL6zEleV0ldvJYxHB2NCX1IxW2VGZM+G/+z7GwG5x+Pz3QIo278WIe6jQUkrRuKkXto3diV+miE/CFG3sXR+vFqfhl830ebtwKZ5oMhCgtI9NsXfS33dg2M0PY2nsNyhKlnONvU7OJ5UwQstC2a79bFL4+hQjcn7BpPZyo0uNKxB9x2vw+fQyJh8Sim2EwdX6Nf1yGomhSHvr4LeBKXuRO+oe9nz8MvdBUo077NK7A6f9jH0JAlibsIr6/8oG+p8tXsSMN3sjoDiHFKXex47C+nhx3SEs63GLXJ4y1i9Sv5Y9cQjTO7bB2z8/ggWUT9uvkVA8O4XZIS0wFrLiXFOlFZJq3abhyM96Cf7kLyIid4iU6v4xaBtdYaT83/ZPot+zffDII13Rtc2dqOFhdXI9/r403odUX1HKFeNnOvMNZr4Qgek/+eDFT89iWXfhaSct2sFVvpPn49+Y074lxv4sfPgju8C6tPR7jLylGxbeo/RTnSsrpUPb9aG06+d+VPZCpeyTmEVj9lVcPr7ur/C9lh7C0p4P441/iXxzX7R94lX0ebYrHu7SGW0b1baNiFitAXt+JSsDbqMxornrrvhp6VHM7dgKb/73Tfz4yySI1SArDJ7EoK9/x5xHVDvl8uJXsahJl/i+/WMOpHeI1bxo9w3TmW2Y/uwTVvMil2fRPurr7C5tMPanZ7Dst9V4USNo4zxSSeuY9o89NOa5wxpWXF5U2tR2LfWTQK32OTyjNYInirW4T94L7Dzf9u+Pn5cth29wMBq0bu10HZWXC+ltD6f8uwfq/orNDY7h9rZtUOOmOozyBJ+vp452ztsnKuL0o/J2rvshR3rFvsHp743bD3n8XPf3+owzd1yct+/2Tw3w+u9FdKgViDo1nahKMf3l/M6dKD52DPc8/zwecyEpzf0iwY0scuw+6/IPnKU23vLAA6jXvDljvTkf5/11zmLrXWdQs25dNLjvPkZ5rv2F+yXkRvaryu8bXH+2tHvo4714YI09xgHLqbh71UrUj7TElxx/EaXYw7tq6QJYq4FPD/o/DoE1R5HNXk6W9jN2u3lhpIrVgF6YnyL6ZvHp96iUBpI9sgDbh+RKF+bMqSAKW8UhLQuFA/e0+NTtjBVE+r0vfXrfTjnIKoupwvBRLKcx+JVmoU+N7thrZslQ0giU/HAf5fNzCF1o/OeTSkqLmgoiPl2PyJc+s68bUcEOUvxxb9SjXOwtF9IQMJtyUilAXGlWEE3erF3WAztjU5FjfZLYK2LQzpoGQvzGmIsVa/MQYO6vgS5otUNCaZLl5TFTDkYGhmH2WUrJoH6Eiwif0iZzCoeaA/7IQpz+VywaetlLBSk0pw9Y98NUmIcVaYlI1bC/CAaHtrEfYe2cSNyr5pQ7YwVRxiGAUiNyKTVC7vL1TQUpJUA6u+19GONB7CiCxcNBnr+9T0c2aR6F6Qj3T8ZTZrYUdWIpn3j3CsyfnIp05QKi9Beftohdlon5GjYY63sGdnPVrOeOiirdOx73tZ1umfpxOpW4f+ORQ5cd1UuM6sbz44h6CDOuM7P4mFNBnLxGLOdFNjS3r/w8Mp4PkujQrPPJLezs0jTJF25tUkH20OXKEMqDt7mATFzG0wJx/wTBmGOwYehRu2CTY+2kb9eSE2ivWO4Gz7XTu33c8rjt+7tdzuKOC3ecuXbcernzwSnvf49u768X5uLOB9cP9Lbj+IHY57h219K+C9u24UhXhU/TyZ7d9r//hdctSqBQseO2z9l8XL4sgsxeUonXHVhHKC9pX6KlWi9oqfLeIUL/bCRKl6PkF2NFjjUBXPr/q15cg/KV9mlR1PGyB6xtWUF80SLscTzVIwytbrU8gefPbodmI4Mop5UuSO6IR+0un2Akfd6e+oD8fTiPcrDbTQ/HBvp7+NrudOFKKIhpcsW1wJpyTaXLUp+OUthBKEe4R20MaPQ1Li14DNJlr6oAawVMYtpB7Bt9ry2dmB3nqfLlRQeOeGxGEJq/aay4nGkHnMk565QSsvAUst8osaXbI+DYzT8FEUQ3OKyplrbNqlKTEfkHspE5l9gXltMnuvYzcXDHaJn5wgkriH9Ibzzb6zGENNIyPVxvYP0F3qjRC0taKcB6dyL59VQ0sMoRtl2IKq1hLF2M/FC6GCnlXc95AkcpdeZeJzyfJmM+9n+1FrMnjcVKYoMJmXkQuaOVw6Kzy4vKMMs+n2fBeLN5YG08vsgPE/bnI6mVOh90jyHUH/E7Qs2XGOWNZyeG1e2CojUaxhyredGygviFRCKqR7jVvGiA9ZUjeP/RYCTs8KWLmAas61ORAmJ3ndv4qANgrR6ErS7iip9zgDVLIEZpy7W8CNzA2vYOgqP3od7jzC2P+8LV247bPq4dt31cIMcpzw2sHaM7zviJX3Png+sHettx+8G1u9b2naC0o6LVjvOs/d9+G3e9847NxHDbx86xvt4R6whx2VC8pG+VaeqOTGyMdlsTiWIrjvJLrYF1Pma2aoax/x1HAHWaBX2ddiTyxrdEeGYLzNuwFi/d45oVxG7kXQJC6YglNo+oTALRs5/B98Xz8JAKbL4XYHsdRtHfw9LoItl+mbfZzIdsBaxBNGu1w2X7pEDB1xyLgH9dIHo+76oDa4qkx1AkPYMuJl7IfE7KsTZf9jIPiLg01wCjTo1C5ndJaH21qjzWJvrM4QMfKxay0k/6oAYpy5kj1HaANYhCbXLblpQS0pVYQtJhfMqSx9q0kg4mI0OkQ0ewBR+y443naHIo7hu9g4j2y4loXwOsNRddxa8dL8TrDKxPL8bjjd/AVrU9qmAIzZVgwVGH0WYhqnOqXPr0E2lIxI8+quVOnJ7azqWAiNTfMuLZfoR4tndUgHNOxDpnaG2EzQuo+HJCFxoH05eWBTLDpN1HZfOQNp7ct9Howb1IUbjppR+4urzooNySgjUY2O4FLCkMoIvKucSbbe/TiiteUwfA+iSxswQkwGR1yBFNyRnth7DkR+hAvQqRDnKs3RFrx/7AffFpX1SFm4FRdHk7k9LWJVejcQ/qAiQtBp68S9xBsOUVN34PJNB983XfKdzX4jedy0nXwAORKvW+0syUYLKl/31iPyr2Z52EKLgvXL3tuOPMteO2jwvkOOX9zwNrCm60o7hGzFHyb8UntfORQ6qiMeTDQghJfEaNngWk9xPfY9UIrhfpJXiafdfydhj5PfGvh9Dd9JO+5cSQRn5vRdGqXaVyvQrPtoPl6+Pni2fGhmP+oCDcWsvB5idJsx/Fi4ZBMkmDxToqRf7aNYgamk/aIjIhvW/7e/HBiig828Ixfamw4/iL8/e5Zacc+X050czmC3C9lsjzrZ47RxF+S062Ozrc9t1AwJoiclI6yJ1YbpyAQ4EdkT1epIGI6JQ1sAZcsoKUkjhF83aYWjgQm43z8KhwEBd0e/ZTWmTmgO3TKHK+Pgz977KSHFYAUOHiDQh9qzstCDnNwzyh1sBaYV3IGn0QB4MSUPu1u6l9c6X2VTlibWaacMIKYiRe7gbEy91pvnRYqVcVVhAFHBXZEbrZ/aY/Os7wQ3J+HkY1pSmzB6zpn0sOTCZi/LeJJSQOcedIxEcjECPR7PnK9IWyA/8bCzs3R/xJW/5v1etLNg9CTbpwagb0Luj2bA8c1xdYq6wgFfRwKiuIJV+59UJUaeVC5yprQPKzKNTf+jvmdVE2spOUihEQj3w786H63zdDahCdnIY1xFXEWmUFIc71g/lJkrSzTH2XiYCX5iK5Z0OrDScXqc9PRbZPnKQ6+A+UUO51azTflCCnT6nWVQHWhyj1JbQ/toIOYjnZiFUuUtrb8ZwDBwfAWuWcd8QKcvYdHDz0tlne2rpeN7DWC1h74sgsL5J5pvLovRtOd3wD6MPhpWMEsgk0CLzRd60Ji0gvwCzYQ+/rzAF0CWkp/ZH8YsJQAi8EKE7vLcfCGR4w0N+jv6CvhxqNATewdp2ioAdw0HoFp7z/ZWBtolTe7nQ4zKYrMMk2wNoLP47woiAGHQZfBhLJV3PnAil0WAwhcJ07wjWwNlJqXAClARvvKcNXP1zBE3c6B64WwLpzMNYNFboHmud8Aele7Jd1L+J7oWieLd2o6cDX1Kcc6pMv3UGxBdaqZLtf5yAkDm0M//On8B59qd5hrI9kw3CMcrKPc/xFD2Ct9viPTZuQ+cEYnMrfhzYhT+LRgVNwUwdFi8PO9sZt3w0FrEHpIKGUs+kfPwg58w8jyUxzZwusS84tQ687+mKjrz0ea+JtHh+OsOl5aPveYewe0YzFY+0oV1zKdTVFInJtJi6pqSrmE5qSh20KR/jm7QhS+IUdAmuaLCkdZGMs4oIpJ7aJwtdM5VUdWFOhFFlvRikG+fZ4rEsLzfmpsVkFkoRq1VJBZPrDqUYCavnE26wGD42ZiPaPwso2c1GwY4gMphwBazoxH57ZBsGJtHLFo6ZIKCBHTR9QHfjIpPuIpzkfIeO2I3uylRoh9WvxMwF4Y0NbSkXIkfmUbyBgXcFjPYjUtYjJQj38qzzW98ZhQ858RHB4rKUvI0VYTfRz3c30c8p8nAzBhO+ykdS5Ipor+d9/PkLPwAHIaisfprTzonK5WwBSDY+1yncuXdiVlEQ7Ye7J7zDkbtsIhswFbZL4slc/dw5LH2uC2REKzV5VgbUqfANSMD1GCqa3Ome5qRqwVtaiXjzW5I+ZY2IQNy8bUqCGBI1iF6+Tctwt+Pm5do5xKzuyw30RcCOaettJ7bvojed9PZBpJUMudf88RfMaAxl3lmHP4StooyhhGijdvyVFt0OmkVIjXfhW4YTUvj+8MfYRT6QQqPnwFCk3KjzrbmDtBtbWS4qzPqoE/Eu8kU2AOYYOiwqNvi2w/k8NdGnqgULy3xPkx+pDmluIWilSSoHnfUSAyX7E2vABEEaHSyPdDs/dcBEt6zhXiq0ApC6UIc2S63dSGwZKitjSYzpPfVpHfSpU+mQHWBOZQVS9r5HVJwIFGR3NCr6l57eh5+3fYGPvx+k+TqiFqJh2TjjzoSewFmUN+noQFuYtROqjqRjcfrCTXZcfUb+xgDVN19xO/hgmqFDMn8BFP+0Aa9pA/yAVuI6PLjCr10nKi1ZKgxaKZ1WKWCu5rcQpTLEULPplI2LvstygVM5hipFIudaCX9gZsJbTQVIJsvhg0LY/iLpMTt24JmBNrTNQDm4YtdOoUV40nczC/FnpyKHVrc21rRqwpkVMYxhAsvBGvwhMmBlLSnXbkTw+BTnGtph5YFeFAqITYO1ZdgTvdghGoriYa5F7nGdOHzAvsPKjiqId2QpJ66ei0E4gxMJcrNsoC3G0fXc/8sYqib/VAqztKC9uzUT2MRFrsxoXZdlWVnlRyuU/kII/1j2Lm7QKfoconYG+fOSJcjXKlP/JXYeNPwkelRCKEuRWRAmcKC+q46lV6BSHXemCIonwFFO6Tx17n84lhUU61NHXkFMbb8aABmPQzkoIqbKpIDl0kTlsnhF+D/VDBIXNrdkvAnonYcJTcjxcXjcG9PmsBBm97AFwRxFr+rF6yPEl5UWSl69QXnwenx3+CL2cRIAsc6xHKgqhIOXFJFJeJMA3N4miT4XSuts5XGbr8TIribqyc36Q4L6AuHZ6A2ZueVL7jnsjOJBIuUnO/OBo2/daHgHodtPL8f7xyxjWjCC0HYly9Vfmer/1hj9F8rovI3CtRK3dwPoGBdYDB+LIokVoOXIEGvfo6QLYlNI6Euww8uUvRw+XPYRjd5Ckr0+tX48HFy5E4BtvOK1X9b9fZnlL96XE15Qt9N/dXrONWP+6pCYaEamYNpItFU4R69oU5Y6kLy4fPWUfWBsofUR84fGlrzuGNcDNV+ynSlk31iJi/XIEXS7vaLc/+5OS0XqiN7WNIsxK+kr+e3OoT/ROCQyiPpmoT0W2EWt67/k/vh/ha962EpArwtIeczHgdEdKxYpwqA1QHfvV3wBYA6feDyWuXK2ghmNgLb2oinYhdWQcktaTHLPAEQJfBJKc9eQPkWQdKaoisDaDAgKBR3KHoJm1NLHKeKHJm3UKrDUiHN9dmI1QJSf6WoG16Hvx4bV4e+BbyNhxSJKnFrEcvw6RJAVNkh+aiGZVgbUo0fh9CmL7JSJTAo4+CKC0jhlLpiNSK0zjDFiL8aPLqVKEXQHW0Kr0UakWC4wiqTkLEpCYtgHbDxXK+ZdKv8a9NxtxXSqU+aonYm1nb/INQvhzcZg0eQBCb3egLHc+D+kE5lKWZsOg9d0xJN39cgh8zdhKTlfJGlqAr169xUKZVKr5fA5SSYQndf12GORJp+G5E22fnYC02UMkZUfz45AZR/gJrZsx85GoYRGRlR0LMGgzHQC7OlLIq7jEOPfDuzE0vgGJy1CEXjsslUoFUYRbnOR0a9VTrwlYUxtNxzIR3ycW6bvFJAh/HoWUj8Yh4g7nESALYP3Yb/QyTEWARb62kaL9DSjaH0uUiWnoLvw+hyThOXYucn+5LyCuHRcI620nte+qF4b5eiKVzsbbN9KBw06OqDYCZKJonrgkHpFBrJ59LNees/a5gfWNCax3xMXhMInD3OhPp8WL0cKK19i6zWZgneaNBNq/0imdw5d82oPOC9apIJsG1ESPf5IPE9+ahWovHRy716OAAUWx9422BdaFdNAMoy82fpSHbaD7B+I9wc155wFrIbw2g2h1byVxvHjEKvl8+fPSqU9h1Kcg6tMy6pMdYO1gEktNezCswedIC+1CKYLhFSmCVvbVsV/9zwFre3Og98bNLa86JlT0X+96ueVxJWmra/y4/eC2r7rsuP2o3Mbo+gWpd3+5/dDbrrr6wZkPbY61r99PCBtpQlJ+hUqrWN/yRdBIAtaUwkPA+pfFvVh2tncBLH**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**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[/img] LKS32MC074DOF8Q8单片机,SDA引脚用示波器能看到从机返回的数据是0X07,但是单片机硬件IIC模块DATA寄存器的数据是0X83,这是什么原因?

    iic SDA DA

    3390浏览量 2回复量 关注量
  • 'begin(int, int, int)' is ambiguous Wire.begin(sda, scl, 100000); 赏3000家园币

    'begin(int, int, int)' is ambiguous Wire.begin(sda, scl, 100000);这个报错,但是无法初始化iic的。

    SCL SDA Wire US bi ig

    19630浏览量 3回复量 关注量
  • LKS软件模拟IIC协议,对SDA,SCL端的GPIO设置? sos

    你好,我想用软件模拟IIC协议,对SDA,SCL端的GPIO设置开漏加上拉是可以同时实现输入加输出的,对吗

    模拟iic 软件模拟 SDA SCL iic协议 GPIO

    2053浏览量 0回复量 关注量
  • 原理图SDA引脚为何PCB图中显示为SCL脚?

    [color=#333333][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]请问,为什么原理图43号引脚明明设置的是SDA,[/size][/font][/backcolor][/color][color=rgb(65, 131, 196)][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]PCB[/size][/font][/backcolor][/color][color=#333333][backcolor=rgb(255, 255, 255)][font=微软雅黑][size=16px]图43号引脚却显示为SCL?是哪里错了吗?如何改正?[/size][/font][/backcolor][/color]搜索 [align=left]复制[/align]

    SDA DXP 原理图 引脚 sd pcb图

    1718浏览量 1回复量 关注量