Circuit intégré INA169NA
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0YoAtqyuMg0EgDOQBVTcyDIPWopJC3U0AWnuUXpyarvcO464HtUCLJNKsUaF3Y4VV6k12mkfDvUbwLLfOLWI84HzOf6CgDkATSivVZvh3oq2P7yWW3I/5eGk7/Q8H6CvOtY00aXqDWyXC3CYDJIqlQRz2P0oAoCjFLikJxQA0jiiG0F07g5O3tnGa6zw58OvEfifZJb2ht7Rv+Xm5yiEeoHVvwFeueHPg5oGkqJdRaTUrojBLnZGv0Uc/mTQB5d4ZtfIsGAQA5AwB+J/nXofgrRbi51qC8aIi2gJfeRwT2A9ef5V1+l+A9C0mRmigeXJLBZ33hfoP8c10qqFAUKABwMCgAqSPvTO9Pj70APooooAKKKM0AFFFJQAtNf7pp1Nf7hoAi60Y4oFFABR1FA6UUAFFGKB6UANeNZI2R1DIwIYEZBBrxPx/8KXtPO1bw7EXgzulslGSnqY/Uf7Pbt7e3dqKAPjj60le9+P/AIWwa35mp6KiQakSWkizhLj+it79D39a8JubaezuZLa5heGeJirxuMMpHYigCF/u1WerLfdqs6k8AZJ4AoA1fCaeZrvusZx9SQP616TYalc2wKiVkUg4/iGfxrg/BlnLDqkksuAdowPTnP8ASuy7UAZPiDXZ7WRGmJuJ5BkF24UVyFzeXGo3Qd8vKcIqqv5AAfWvVLD4YzeMJ4tRub4Wtgi+WFRd0jkE5xngDkc89+K9P8PeCtA8MoP7NsEWfGDcSfPIf+BHp9BgUAeIeHPhJ4i1spLeIumWp53XA/eEeydfzxXrvhv4ZeHPDhSZbb7ZdryLi6wxB9h0H5Z967LtRQAdRS0lGKAF60gFFFABT4+9Mp8fegCSiiigApKWkoAWiiigApr/AHTTqRhlSBQBDR2p3lmjYfSgBtGMU7YfSjY1ACUlO2Gjyz7UAN60U7YfSjYfSgBuK5Dxt8P9P8X23mfLbalGMRXKrnP+y47j9R29D2Ow4o2H2oA+Rdb0TUfDuoSWGp2zQzDkZ+64z95T3FRaToWra5epFpNhPdSKwJ2Idq/7x6D8TX1jqWh6drEKxalYW12inKiaMNtPtnpVi1sLexgEFpbQwQr92OJAij6AcUAeK23gLxBprxGTT0eWVPmMDhgrYxgnj1+ldbpPw7JxJqk+P+mUX9W/w/OvQ/LOaNhoAr2lpDY2sdtbxiOKMYVR2qanbD7UeWaAG+9Han7DSbDQA38KWl2HFGw0ANo96dsal2GgBnanx96TYacikZzQA+iiigAooooAKSiloAKKKKACiiigAooooAKKKKACikooAWikooAWikooAWikooAWikooAWiiigAooooAKKKKACiiigAooooAKSlpKAP/2Q==)
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pfvn6/wCA4oA5S88Lald+LLvVLfWktpZbWFHge2MqKFZ8bTvU5+9zjvkY7R22ja3c+UsfiPTyXi3kLp2dvQYx5vv+gHTiuuj/AOQtcf8AXCL/ANCkptlG+FLvkRAxKNmOAcZ6n0oA5W50LXYLiAP4isPvCQF9PIGVdT3l56k/n3Oa1Le08UT28Uv/AAkGnjegbH9lk9R/12rcmhkeVJIpFVlUr8y5BBx7j0p8MfkwRxZzsULn1wKAOZtx4kuHiRfEWmFnjLsBppJXGOP9d71e8P6dc2GmyRm8SaV7q4llkMG0M7SsThdxwM+5q1brJ9qeFZVzbxhVOzs2OvPX5fbrRp6XX2Z/38X+vm/5ZH/no3+1QAzVtIl1jT2s5rx4kZlYvb7o3G1geGDZ5xg+xrTQFUAYgkdSBiodl3/z3i/79H/4qjZd/wDPeH/v0f8A4qgBif8AIWm/64J/6E1W6yk0iRdeOrNdyM5txbmEFhHgMWzt3Y3c9cdK1aACiiigAooooAK53X3tl1zRBNeyQzmZ/s0KvgTv5bZVhuG4Ac898euK35ZFhheVvuopY/QVG8Ana3lkXa8TbwOuCVIx+tAGdey3zwrD5f8ArmCH90OnU/8ALT0BqyJb4DAi4/65D/45U84zPbEAkCQ5wOnytU+RnGRmgCmLi4jjllnXCRoWKhACcDt8xrE1y4vpoLZB5Yi+32yu4iyqkTLxneCfmAHTmt+95hRO7yIuPUZBP6A1kauwHhWW4zzEUvSM9Asgl/oaANXy9Q/5+bb/AMB2/wDi6PLv/wDn5tv/AAHb/wCLq0OlLQBSs1lhuZ4pnR92JVKIVAzwRgk9xn/gVXarNzqMWBnET5Ppkrj+R/KrNAGF41/5EPxF/wBgy5/9FNW1H/q1+grF8a/8iH4i/wCwZc/+imrbj/1a/QUAcv4X/wCRp8Zf9hKH/wBJIK6quV8L/wDI0+Mv+wlD/wCkkFdVQAUUUUAUVmiTW5YmkRZJII9ilgC2DJnA71erOuND0271RNRubOGa6jj8uOSRAxRecgH3z+gqb+zLD/nxtv8Av0v+FADb69e0KbYWk3BuRngjp0B60+xuXu7fzJIHgbJGx+tVrvSI5zGsKxRRqjrtC45bHIwR0x/9cU610i3htxDOkdwquzIZEB2gnpzmgC+7pFG0jsFRQSzMcAD1NVdMdZLMujBkaaUhlOQR5jU2XR9NmieKSwtmR1KsPKXkHrUmnafbaVYpZWcKQ28ZbZGihVQEk4AHQc0AWqKKKACiiigAooooAKKKKAM7XLW/vdIubXTbhLa5lQqkzruCfgQc+n41YQ3aoAY4mIGCxlPP/jtJqDXiWMz2CxvcqjGNJBw7YOBnIxzjmq+n/bLzTra4uZngmliV3ij2FUYgEgEryB60AU7rR5mMsqPIm5i7LHORnPJA+XrTLqwWS2F0FclwgV4rkhiCAo5K9+OfxrY+xRn70k7H185h/IiqF3CNNjJiiDW8s0fmLt3FSXGTjnIP5g/oAVozsj8qFn83czqrTiR95UqAMZwOc5PSm3ulalP/AGorXEf2C40/7NHarjMbYcFs7cnII4+vtWpdtE9jG0RUoZosFTx/rFrKm0jTrDWrrUmty/m28UQhMYMQwzcgBeDzyff6UAJaeONCezgea98uVo1LoYZMqccj7tTf8Jr4e/6CA/78yf8AxNMTULW3lR49LgRiud8e35fvDBIHH3SPQ5rYn86d/IQFIj/rJO5Hov8Aj27c9ACLTbmLUUbUIH3wTACJsEbkGecH3J/DFX6aqhECqAFAwAOgFOoAwvG3/Ih+Iv8AsGXP/opq24/9Wv0FYnjX/kQ/EX/YMuf/AEU1bUf+rX6CgDmPC/8AyNPjL/sJQ/8ApJBXVVyvhf8A5Gnxl/2Eof8A0kgrqqACiiigAooooAKKKKACiiigAopKWgAooooAKKKKACiiigCC7nNrayTBN+0ZxnFU4rt4Jra0W2kJlLsxJwI+c46cjnA+grTpKAFqpqH+oj/67xf+hrVuse90/VJ9StJo9SRbOJiZbbyB+8+ZSp3ZyNuD065oAm1O0iMKyIDHIZ4stGcZ/eL1HQ/jU01ozwOkt3KUxyWCcfpRqVvNdWLRW8oimLKVkK7thDA5x3xjpUFpa6hb6bHFe3i30yQbZGEATzWC4JxnAye3vQBWt7TRVljgBWSV8bck5PDccYHRW/KtuubtI5xe23+jylMgszCT5TuOeox6Hn8ecV0tABRSUtAGF41/5EPxF/2DLn/0U1bcf+rX6CsTxr/yIfiL/sGXP/opq2o/9Wv0FAHMeF/+Rp8Zf9hKH/0kgrqq5Xwv/wAjT4y/7CUP/pJBXVUAFU1E88ExE21iXVML93DED+VWpFLIQrFCRwwxkfnWLolrqpsH/tG9Kz+fNgW+xl2+Y23qgOcdaAJza6o32o/bFVpYmEWBxExHy8Y5wc89/QUun2upwyRm8vlnATDgJty2FGfzBP8AwI+grntZ1YweIZNPl8RapYrDaxSD7JZJMXZ3kBLHyXxgIMdO9VF1e2bG3xv4iORuGNJj5Hr/AMetAHoFFcB/asG4L/wm3iPcRkD+yY8/+kvvQurQMoZfGviMgjII0mPB/wDJWgDv6K8/Gr2zbdvjfxEdw3LjSY+R6j/RfcV03hW/fUtBSeS5luWWaaLzpYhG7hJWVSyhVwdoHYfSgDaooooAKKKKACiiigAooqrOXmnW2jcoMbpGXqB2A9M4PPsfY0ASPdW8TbZJ4kb0ZwDT45Y5VDRurqe6nIrH8Q30Oh+Hb6WB1gnW3kaIqmSH2nDEYPfHJ49ayZNIvQxmi8U68s+Dhv7PgAY/7WLfmgDsaK5KG1vpoVk/4SvxCM9R/Z9vwe4/49uxqfR76S11270281a8vQYIZYWvLdYmBZpFYfJGgx8q9e5oA6aiiigAooooAKKKKAMLxr/yIfiL/sGXP/opq24/9Wv0FYnjX/kQ/EX/AGDLn/0U1bcf+rX6CgDl/C//ACNPjL/sJQ/+kkFdVXK+GP8AkafGX/YSh/8ASSCupoAKpaVeWt9aNLaXEU8YmlUvE4YZDnIyKuOgkQqSQCMHaSD+Yqjb6NZWsZjt1miQszlUuJANzEsx4bqSSfxoAgjxF4tuc8efYxEe+x5M/wDoxaXTv+XD/rxH/stOvvDuk6oIft9jHdGEERtNl2UHGeTz2H5VDP4T0O6SBLmwWdYE8uITOz7F44GTwOB+VAF6X/kK2/8A1wl/9CjpdM/5BNn/ANcE/wDQRVG18KaJYTmezsEtpShQvA7ISpIJBweRwPyqAeB/DKgAaLa4HH3aALWn4/4lf/Xi3/tOjw582jiXtNcTzA+qvK7D9CKqaj4e0CDTYjdaf59taqEiiZmcRgkDCgnA7flSWWkaHKfssNkypAgVB5rEbQSoAw3Tjj2xQBp6Xqlvqsdw0EgY29xJbyAA/KyMRg574x+dX6wPC+jDS4r1/NEhnu5WXCbdiByAvU5xg89ea36AIrh3it5HRN7qpIX1PpWWNaumHy6TdA5AO4YzlsZ+netd0DoVYnB9CQfzFZrT2KybN14WyR8omOccHGOtACHVZ3jjkgsJXUs4cHhl2kDp68n8j9alstRlu5WR7G4gAXdvkGAfaq632mMgdZbsqejYmx/nkVeit4JolkRpyrDIzK4/QmgCCw1WK91LUrNN++ylRH3RMo+ZAwwSMN17e1TRfLf3AY8lUYH25GPzB/Osaw8Pwf2rqr3JSeFpk8mIoR5I2LkZzzknPPvV+TQLEAtbwJHLtKZOSGU9VPsaAMvX449Ts9XEYSby7CRV6EB9pKke/JrpYZUnhjlQ5R1DKfUHmqSGGCJo5bSRN42thDKH/EZJH1rFPgrQLgCOPQraCLoXK4Yj0UZ4+p/KgDobHm3JzkNJIQcdQXOKw72H7TrGrTKo3RQW0KsR90guzc/7sgqYeB/DIAA0W0AH+xWjp+jabpVtLb2NlDBDKxaREXhiQBk+vAA/CgCzb3EdzCssThlYZ4OcVNUEFpBbO7xJtZwATkngZwPYcmpqACiiloASilooAwvGv/Ih+Iv+wZc/+imrajH7tfoKxfGv/Ih+Iv8AsGXP/opq2o/9Wv0FAHMeF/8AkafGX/YSh/8ASSCuqrlfC/8AyNPjL/sJQ/8ApJBXVUAFFJS0AFFFFABRRRQBV1CCW5snigdUkOMFug5FUrHTJ45pTc+U0DqQIl5C85A6DpWvRQBHDBFbxCKGNY0BJCqMDk5P61JSUtACVktpE5uDKt2FzIH2+WD0OQMnnH0Pc+ta9FAGHHoDLZi3edHXAH3COe5HPetaGDZaLBIQ+F2txgH8KmooAhgtoLVWWCJIwx3MFGMnGM/oKmoooASloooAKKKKACiiigAooooAKKKKAMLxr/yIfiL/ALBlz/6KatqP/Vr9BWL41/5EPxF/2DLn/wBFNW3H/q0+goA5fwv/AMjT4y/7CUP/AKSQV1Vcr4Y/5Gnxl/2Eof8A0kgrqqACkpaKAEooooAWkpaSgApaKSgAopaKACkpaKAEpaKKAEopaKAEpaKKACiiigAooooAKKKKACiiigDC8a/8iH4i/wCwZc/+imrbj/1a/QVieNf+RD8Rf9gy5/8ARTVtx/6tfoKAOX8L/wDI0+Mv+wlD/wCkkFdVXK+F/wDkafGX/YSh/wDSSCuqoAKSlooAKSiigApaSloASloooAKKSloASloooAKSlooAKKKKACiiigAooooAKKKKACiiigAooooAwvGv/Ih+Iv8AsGXP/opq24/9Wv0FYnjb/kQ/EX/YMuf/AEU1bcf+rX6CgDl/C/8AyNPjL/sJQ/8ApJBXVVyvhf8A5Gnxl/2Eof8A0kgrqqAEpaSigApaSigBaSiigBaKKKAEpaSigBaKSloAKKSloAKKSigBaKKSgBaKSloAKKKa7pGpZ2CqOpJwKAHUVV/tGywD9rgweh8wc09bu2eNpFnjKKu9m3DAXrkn0oAnoqH7Xb7pF8+PMX+sG4fLxnn86Y1/aKAzXMQU5wS4xx1oAy/G3/Ih+Iv+wZc/+imrbj/1a/QVz3jC6t7jwJ4jWGeOQjTLnIRgcfu29K6CP/Vr9BQByYsta0bXtavLSTSGg1K4jnAu53jdCIUjxwpB+5n8asxaj4knfZCPD0jeiXkhP6J7itq80y1vpEknQl0+6wYgj8vrSJpdrHOJlUhg24c98Afjwo/KgDLabxYoBa30MAnHNzL1P/AKR7nxVEAZINCUE4G66lGf/HK0tWUtHbAQNMPtCbtpIKDn5uPSo9Wt/OED/ZTceWx4DEEZ6kYoApCfxYSQLfQiV6gXMvH/AI5SNceK1xug0IZOBm5l5P8A3xTLq0huxDdS6TM007fvV3kFAvT+lRP5TWcYl0O5WC1BZFZupI54HJ64596ALJm8WAEm30MAc5NzL/8AEUvneLf+fbQ//AiX/wCIqKXRbCNrpBpkrBAjKUc/PwBgfTFRwxwW1xui0i5BbeudzZ2kDJPf24z278UAWDN4sHW30Mf9vMv/AMRSPc+K41LPBoSqOpa6lA/9Ap0Wn29qIok05/LuV2TEOTtw2Rn2+ZjUV5BFPMqyaNNII8RRurEfKD/LgH/PIBJ9o8V4DfZ9Cweh+0y8/wDjlL5vi4/8u2h/+BMv/wARVVbOymtri6XRbkvG+AivhpDu2kjJHTGf882LBjpu4xaROgbCERksCAeCR68mgB/meLv+fXRP/AiX/wCIo8zxd/z66J/4ES//ABFXZdQuo0j22Ejs0YY4PCsex4zx/WpLW+lnmMclpLEAud7Dgn0/rQBneZ4u/wCfXRP/AAIl/wDiKPM8Xf8APron/gRL/wDEVvZozigDB8zxd/z66J/4ES//ABFHmeLv+fXRP/AiX/4it7NLQBz/AJni7/n10T/wIl/+IpfM8Xf8+uif+BEv/wARW/SUAYPmeLv+fXRP/AiX/wCIo8zxd/z66J/4ES//ABFb2aM0AYPmeLv+fXRP/AiX/wCIqK4j8U3ULQz2WhPG2Mq1xL2OR/B610lFAHIjS/EIiSMWOihUOVAvJ/8A4j/OT60HStfMMsT6boTpKmxg9zM3HPHKcdT0rrc0ZoA5WPT/ABJH5pWy0QNMMSN9qmBbnP8Ac9zj0zTP7L8RYZfsej7Tg4+2T+/+x7/y9BXXUUAcLe+HfEFzpOpWMNnolub60ktXlW5mYqrKVzgp2zXcKNqAegxTqKACiikoAoaqyqtqW3f8fCgEYIHB5Oe3/wBaqutoplt5ma4QRK53wHBGSo/r/OtmigDlmeIaQxlm1FlkuFAAUsynG7Bxnj1NLaRfa2RRc6vDvQ43yZCnrz+HH+FdTSUAclbzeRMhSe/lUN8oabIIXPUY74/UetTTTi1kkiL6hIbtBIHR/lTJP3W7HgD3yPw6iigDnLwG2tWUNfSDzBKXD7X7jHI6dvxqC8g8u4ktjd6pu4KsjdTt65/L8q6migDmZbmC5lkkEmposmBtU5GABnjPH/66meKJrmGwMt8kkLMBcgnDbsMct9ePwroKWgDNj0ny7Jbb7bdn595k8w7j6jPp3pLnSDdyTF725RJMAJG5AAwAR+OP1rTooAypdHeVgf7Ru1AHAV+h9f5/nT59IW4tIbdry6HkyCRZBJ8568E9xzWlRQBkpoUYtZ4HvLqQTBcsz8jDFuPxNSWukm2eVzf3crSKV+eTO36Vpd6KAMuPSGijYC/uncwmINI5OCcfMPfij+xiGDDULzcBhSZc4OOvvzzWpRQBmQaQYZlkN/dvhi21pODz39eOKjk0ISOWa/vMNL5jL5nB9Bj0HH5Vr0UAUTpubvz/ALXcEbt3ll/lzx2/CoG0d2eRv7TvhvYtjzOF+YnA/PH0FatFAGVFogjhKPe3MzFkbfK24/L/APrP6U/+yFRLhYbmWIzuHLKcFecnH8q0qO1AGb/ZB+xRW32+7JR95lMmWb2Pt/hU2nWJ0+28n7TNOBjBlbJHAGPpxVyigAoxRRQB/9k=)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 4.77€ | 5.72€ |
| 5 - 9 | 4.53€ | 5.44€ |
| 10 - 24 | 4.29€ | 5.15€ |
| 25 - 25 | 4.05€ | 4.86€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 4.77€ | 5.72€ |
| 5 - 9 | 4.53€ | 5.44€ |
| 10 - 24 | 4.29€ | 5.15€ |
| 25 - 25 | 4.05€ | 4.86€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré INA169NA. Circuit intégré. Marquage sur le boîtier: A69. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SOT-23-5. Boîtier (selon fiche technique): SOT23-5. Température de fonctionnement: -40...+85°C. VCC: 2.7...60V. Tension d'alimentation (op): 75V. Nombre de connexions: 5. Remarque: sérigraphie/code CMS A69. Quantité en stock actualisée le 15/01/2025, 14:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.