Circuit intégré S-8423NFS
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)
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PyECtLdRBN7DII69eOfqK57X9Ii08S301w8lzM5kRYYZjukA4GFk4B4H5D0FaGhaU6QrfWFxHGJVOPOtJAcE5JAaTjNAFqC/J0eG1e0uIvMszskcoQQqD0Ynv6VBqOpyfY1tF0/VmxFE/2izjBB6ZUEkduPx7YzV+a0VH020LkhYnh3dz8mM/pVTVbB49LRr24jlhtgNoS3fceNvQPyeaAINM1jUopJFvrTUrnJATFkse0dyfnP8AkfnegvjaXN9utJ2jN6qeYpTALCNR1YHqfSsrw1a+c8l1aZikjDRB57eQjZkEBd0ncBTx61tT2bQWMnmSiSSW7ilZlXaM70GAMn+6O9AEjw/aLnUoFcK0kKruIzjIYZxWHrWiS+ZLqF9rRgVlEZ8mKZVHYYCydfet+3/5DV7/ANcov/Z6uuiOMOqsPQjNAHIaDp15cRwaja6sSduDHPbzFQcYIw0gyR0yc9PWtoWpsxpMDyK7rcuSwXaGJjkJwMnHX1NayqqjCgAegqC7s4b1Y1mD/u23qUkZCDgjOVIPQn86AIb7/j607/r5P/oqSq8dq9zZRGGVYpIbqWRSybx95xgjI9fWob3SLVbmw/e3vzXBH/H9N/zzc/36NL0m2azY+ZeD9/MOL2btI3+3QBg6tos9lPvjS8u5ZX81mt43IX5uRzMO2ePYd8Z17PQrqOzmRLlYRcRlGjkhLGMEYwMSEDr2z+laf9j2v/PW9/8AA6b/AOLpDolof+Wl7/4HTf8AxdAGgo2qB6DFUdQP+maX/wBfR/8ARUlN/sW04/eXv/gdN/8AF1Rv9Gt1utO2Pc7jOy5kuJJNuYnOQGYgHIHP1HQkEA3s0tclF4FtkZPMuFkVVwQYFBbrySD15H5V1iqFUKAABwAO1AC0UUUAFFFFABRRRQAUUgzznHtS0AFFFFABRRRQBSX/AJDUv/Xun/oT0mmY2XIBBxcydPrTl/5DMv8A17p/6E1M0v7t3/19SfzoAvUtFFAFC8ONS07/AH3H/jhq9VDUI7j7RZz28Im8l2LLvCnBUjv9aPtl/wD9Axv+/wAtAF+szX7620/TPPupkhj8+FdznAyZF4qhfzXd3q2lWd3o4+xSSu0kjyo6hhG21SvfOSfbbWJq9zY2mp3NtENERFYDZNpzu0Z2g9VXBGaAOym06yupfPlgVpCoXdyCQM4/mab/AGRYf8+y/mf8a5vTk02+0HUZ5LbTZZoVkO+2szHsG3IGGGcg5/Suh/tq1/55X/8A4L5//iKAFOiaaTk2cZPvmnDSNOAwLOH/AL5oXVbZxkR3n42cw/mtO/tKD+5df+Asv/xNAGdfaLpgv9JmWxhWWK7LowXBU+VJz+tX9J/48m/6+J//AEa9NuX8+5sTGkpCTlmJjZQBscdx6kU7Shizcf8ATxP/AOjWoAvUUUUAFUb4Zu9OPpcn/wBFSVeqlekC6073uD/6LegC7RRRQAUUUUAJS0UUAJRS0UAFFFFABRRRQAVU1G0kvbF4Irh7d2KkSKWBGCDj5SDg4xwQeat0UAc7a6N5epLHc315NIltjes7puG9iM4bJIGByT+tSWGkW+263T3oAuXPF5KP/Zq0QMa0x/6dwP8Ax41nXNzLa22qI9ncsGLsjooKkFBz19c0AXF0a1YBluL4gjgi+m5/8ep39j24GPOvv/A2b/4quYjv7uCTybLRL6zIZEEsSlonGT82wKV5AGSMHkcjrWzYa9cXCIkli08m353szuRW7qS2AD7AmgC3/YdrnPn6h/4Hz/8AxdKNDtQP9fqH/gfP/wDF0HU5x00m/P08v/4urtvOl1bRXERzHKgdT7EZFAGXdaTJC1vcWHmTTwy7xHdX0oRgVZTyd3970rD12TxZarJfQ29rtJRBBBcmQ8kDJzAMjv1/PgV2tQXlt9rtJIBK8JYcSRgblPUEZBH5g0Ac9Ha+Jv7MubSa306VrhWHmtfOCu5cdBAO+T+NdRWN/Y1//wBDLqn/AH6tf/jNO/se+/6GPVP+/dt/8ZoA1qKyf7Ivv+hj1T/v3bf/ABmnJpV4pO7X9Sf/AHo7f+kVADP7UvUshez21lFbMquHN2xIBxjI8v3FOspLyONokSykYu8vy3R6M5b+574zWPeQ6hHpOnzx6xJb2v2aKNoVs1mLtsPJ4/3fywOtUNH0+WK/igsdVkhmKN50iaWkYYjHBOMA8Djk8UAdlZXUlw1yksSxyQS+WQj7gflVs5wP736VbqhYf8fmp+9yP/RUdX6ACqGof8fel/8AX0f/AEVJV+qN+M3Wmn0uSf8AyFJQBeooooAKKKKACiiigCJtolU7WYk7cg5C8E/hUlIFAJIzz706gAooooAKKKSgBaKKKAKOf+J2B/07E/8Aj1Wp4hPbyRE4DqVJ+oqncxXi6glzawwSr5RjYSzFCOQRjCtnvSmbVe1lZfjdt/8AG6AGRaPGUj+2yveMgGBJxGMeiDj8Tk+9aIAA4qj52rf8+Vl/4GP/APGqQzatjiysv/At/wD43QBfqjof/IA07/r1i/8AQRUVxd6lBAztb6fHwcF7tgM4/wCudM09dWtdOtrdrWzZoolQn7SwzgAdNhx+ZoA16Ko+bqv/AD52f/gU3/xuq19eaxb2jSx2dkWBXrcsepA/uD/Pr0oA1qWs5rrUUZVa3sVZugN2wJ/8h+4/On+bqv8Az52f/gU3/wAboAu0VR83Vs/8edlj/r6f/wCN0vman/z62f8A4Et/8RQBHe6VBJay/ZLSyW5YfI8sAZQfUjvVTRdDltIpF1BLCUs7MghtgoXcSxGT15JHQcAVfEmp4/49rTP/AF8N/wDEUpk1PHFtaf8Af9v/AIigC1HFHCuyKNUXrhRgU+qRk1PtbWn/AH/b/wCIoEmp97e0/wC/7f8AxFAFyqOoEi70z3uj/wCipKfv1H/nha/9/m/+JqN4Ly4urR5VgRIJTIdjlifkZccgf3qAL9LRRQAUUUUAJQenFLSUAA6UtNVQihRnAGBk5p1ABSUUUALSUtJQAUtJS0AJRRRQAUUUtAEN1awXsBguIxJESCVbpkHI/UVS0vQrLR5JntBIDKAG3uW6Z9frWlRQAVm6rodprBj+1GbEYIAjkKjn1x16CtKsfWbfW5ri2k0m9igjiRzLHIgIlbK7AeMgY35x7fgAWLjRLK4tYoCjIIVZYnVvmTIweTnP45q1aWy2dpHbo7usa7QznJP1rmFHjqS1b59JhmA+XeGbPzd8cD5fQ9a6S2S5Se7aeXfG8gMC4HyLsUEdB/EGPOev4UAWaKKKACiiigApaKQZ7kE+1ABRS0lAC0UlFAC02RxGjOdxAGTtUk/kOTS0tADVYMoYZwRnkYP5U6kpaAEopaKAOO8UL41PinQj4eaEaN5q/wBph/Lzs3jdjdz93d0ra1tNac2w0iaKLDEzGQA5HGAAR359PXPY69FAHNzTeLDpZ8u3shfC5XHz4VoQAWznPzHBX8c8VWkv/GSiR302zWOON3+Q7mZgTgbQxJyMHAxz35462igDlILzxnPaJN9j06J3iVwkiNkMeqkb+OOf096lin8XyOPOttPhQXCAhMsTFv8AmOS3XaPTv2xiumooAKSsnUtR1KzvWWDTTc2otmk3q2CZcgBfpj2NVZ9U1/7IzxaMiTBlAV5Q24FWPQYxhgo68gnHPFAHQUtYun3mtXF+FurCKG0wxZmOGBz8oGGOfc8dfbnaoAKKKKACiql1cXMc8UNtBFK7qzHzJSgABA7K396s5Nclkd0U6UWjLBh9vPBX73/LPt39KANyisQ63KMZbSBkEj/iYnoBkn/V+nNSPf6stzDbiwsmeVGdT9sbGFK5/wCWX+0KANeis4Taz3sLAfS9f/41SmbV8cWNjn/r8f8A+NUAaFFZ4m1jHNjYg+145/8AaVUE1+WWKORG0kLJyu6/YZH0MdAG/RXPDxBIYVl87RgjjcrNfkAjnnlOnFaAk1gjP2Wx/C5f/wCIoA0aKoeZq3/PtZf+BD//ABFHmat/z7WX/gQ//wARQBforPW6vo7uCK5t7dUmYqGjmZiCFJ6FR6VoUAFFFFABTXLBCVALY4BOM06igBKWiigAooooAKKKiubiK0tpLidtkUalnbBOAPpQBLRWLJ4l0iSN4/tUylgVysEgIzxx8vWqOn3t1ex39m+qRlVt2zc+TJE8TkfeIYAAA7iBu4AHuaAL+rNpl5+4uZZBJAxIaKMlo2KEZBwcHDZ/KqEWjadJpEpfVtRkgjkd3ladlZenB4B4AGO/epfDqCGVom1dbyQNJkh8mbiP58bj06fj26Vsvp9rLP5zxZfIY8nBI6EjoSMDBPTAoAytN/s3SfMKXeouHCgm6ErBccZywwvXn6Ct+uc8Uxu0Hmf2mLaNbadTbk484lRz1H3cZ/wois7kafAlp4hEsylsSud6ycAAH5uzbT1PUjjPAB0dFVbBbxbfF88TzZ6x9Og9h3z9OBk9TaoAzb1rkarai1WJmMMuRKxUY3R+gNZl9ZNZ2lxeyaVpreVHIzbXbJByWH3e+TnPrV/U/s/9o2puZJETyZQDG7qc5j7rzXLeIb22W9gSx114UT/j4ie+kV+q4xlvTP6UAW9Ks4ta06eWPQ9NRXkeORHlLZIwCcqCMcDBBq/ql5qOmzQXLW1mRFC6qqynu0Y6kAAdOTwO9YWg3tv9rQX2uySAqV8sX8jFjhcEAHg53cc44GT1rU1KW1S8tvsdxctJ5b8PPMcjcmcZPXGcds4zQAz/AITYKIzJ9nTeB1WQ4ONxU4HUDrU//CUzt5YVIN0oYoqo7EgEjOPfHH1HrWY15qe+L92ZCMBislwRnacnO7jJ4HBp2++ZowFKsQTJIRckLydoAzk449M88juAaMniS8DSLFHFJ5aK7nyWULuKAZLMMffz7AE+mcyW/gWKOdtOtPMlQEKLFnIKkqq7g2MgocYPuOOaZqMl00NwXna1hWIbXC3QG8lOrdh9/p1yPxzIvs7nD6pceWEJDedccNzgc546c9eenGSAX/7V00bYZNOtFdgIvL/s5mIztOBhjnBbnHTHPatJ/FlxbyyweVxBuyVs324UHp8/qMY6+oFZ7TyXV8Z7JIJbRGZVdLW5d8ehIXqRio7S41l7h0ubBEjEZw4tLo7n2HGOM43YzkD2z1oA2k8TXsk8cSxDMrbYz9lbnnHP7zI59cVubNX/AOe9l/35f/4quLj/ALbVV3RW7NuAObO6Hy7Rk9Ou78AKvWMc39o5vrdTZgMfksLjzGPOO2B1569PfgA3pVvxqWnG5kt2TzW4ijZTny29WNbFc8v9nrqmnm0t545DMwLSQSoMeU/dgB2FdDQAUUUUAFFFFABRRRQAUUUUAFRzwR3EDwyrujcbWHqKkooA5zU9J06wX7RFpUkyyP8AvRBI67QATnaDjGNw/EDvUGm/2KtpfSWmkXawtA7zJIh+cYyUVWbqenAA4xniuqrIjXWo5LxnaGRfLcwKTwH3HZ2BwRtzk8EHk54AKGhXOntqSxQWE1vK6SNEHAHloBECpwxxkkH8PaumrndJudU/tCX7d9jjjy3ngHa4k2R7cDJG3G7v6dK3Ptdt/wA/EX/fYoAx/El7bQQm1lhkeae1nMbKmQAqgsCexORj6Gqkk+lnTYHbSrq2gy+G8so0XyDJO0nHy/quOuKteIbyQWUv2WaBovs83m/OM52/LjnJ57fqMc176HxNdWEJVoIp1L+asLbQw2jaBkn+LPfp+VAGjo2oWE8S21hLLKiKTvcMe/Qse/IrWrltN0zXFvke7u51hSTJAlB3rl+o7fwcZ6Z5rqaAM+8e4XUbcW0cTuYpMiVyoxlO4Brm9b0nbN9uu4ER5pdhaK9fG5lCgYKYH3QB7n3rd1X7P/aFr9padU8qXBgaRWzlP7nOP0rE1aRINktgl/dKFbzYGubpWc/whSTgd859KAK+m6Z9suN1kvmRwkSCcXpMblicqD5fUY5xgjcOav8AiGS/AieeyhdRG42QTszMSyYABTB5xweD3qrpwgklRnhv9Otl3brfzrlmkJ6HKthcYz3zu7Yo1v7OiodPmvxc+XIUMs11gH5fU/WgDGlvLeFYzJfXMKRrvVmmm5ULwM+T75x1P0xVie9tEW3M125RQQqGaUEsFDEt+6B6MDzx8wPpiwkupNKWaCQxhmGxbi8+Zcnbg564A9v5CI/2l5auLZo5mLFi014BywAHDZJIH44B46UAMjubG/vURma4efbCiOJ2UbWjyMlBjkLnPvVMtosSxSLJHtYFlUB8jrkH5dw/1mevfjrzrQtqpnVZyFQo5XZNfFi3OBgkcdMn61DIuryT7Et1VQFBcyXjlT1Pf2HbuPfABBHPBa6XGySPFGzF2YCXKlV53Y+9jd1OeR3xxHK8IRp4tSmgjVPOYxtIQNzIpBBP3juHPOM5B6GtJ4L9rfMMDLuDBopFu+SWbng91Kk8nnI96Gj1Ioysn71mGwA3hVVAJLHPPXZ0zigB9jo76mqGO5m/0ZAg8ySYFgc9STls98+nSr//AAjN5tZftx+YkkmaQnk5OCTkdvyp1lHBDbn+03uvNMm1DF9qAIOMDnvnNW/s+lgf6vU8f9vNAA0V7Bd6RFO8DRJOVGwNu4hk6kk5rcrAWOyXUtPNvHeK/nE5mWYDHlP/AH+P61v0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVpdPs55DJLaQSOerPGCT+Jpo0ywXpY2w+kS/wCFW6KAKw0+zUgi0gBHIIjH+FWaKKACiiigDOvftI1K2a1SJn8mUESsVGMp3APNYfiP7VGILm58q3YZRJoZ3G3uScLnhQ/PYbvWtTW3t4prV7pb0w4dc2izMwY7cZ8rnHB68fpWReXmmtayfZBrv2jGUEkOoBSfQ/LwD0zQAukm6ur9bhFhvyiZjupJWKRkDbhcrwxVgSQMHr7U7xG96FiN1b2xiEchPlzHP8P95cdcdePXiqelXto4lW+steiMbYR0iv8AEoyRuwBxnAP40am9o8sT2Ca6sgRxveC/IUnGOqn0PY+9AGDJc2P+hYvJIU4CL5rEj5RiMkLkYHPHr1xirzy2pS3PntIpRiiLv+cZGWOBk5znng5+lSG41IqqCK5c7OGe31IFX55OBgjp0xWjpCxhZzqq6kZvM/d/Z4r8KEwP73fOaAKP7tr+fOXb7KplYRykRp+72heQcn5Scehz2rOkFh9k5lniQu4WXyn3Odp65bJA568eveuzH9lMceXrH4x3g/pTxaaVgjy9TIPUN9qP86AONVLRtItgs87wmZtkv2eYtu/d5JIfocrj8cdqhZbNrG3Vrua8i24+W3YljkYXCyAfMTnA4/DFd19n0sDHlajjpjFzSLb6WqhVi1EAdAFueKAOfsLfzlk+zyB9l1Czu1o2C3mHaf8AW4IDcnH866zytW/5/bL/AMBH/wDjlVxYaZKMGK9I9HM/9aBpOkgn/RZufUSmgAmW+TUNN+03FvIhuGAEUDIc+VJ3Ln+VbFYf9l2kWo2E1nbSq0czM7NvwFMbj+LjqRW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlFFAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 7.40€ | 8.95€ |
| 2 - 2 | 7.03€ | 8.51€ |
| 3 - 4 | 6.80€ | 8.23€ |
| 5 - 9 | 6.66€ | 8.06€ |
| 10 - 12 | 6.51€ | 7.88€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 7.40€ | 8.95€ |
| 2 - 2 | 7.03€ | 8.51€ |
| 3 - 4 | 6.80€ | 8.23€ |
| 5 - 9 | 6.66€ | 8.06€ |
| 10 - 12 | 6.51€ | 7.88€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré S-8423NFS. Circuit intégré. Remarque: sortie 3.2V. Remarque: RESET detection--2.4V. Marquage sur le boîtier: S8423N. Nombre de connexions: 8. Dissipation de puissance maxi: 300mW. Montage/installation: composant monté en surface (CMS). Boîtier: SSOP. Boîtier (selon fiche technique): SSOP-8. Température de fonctionnement: -40...+85°C. Produit d'origine constructeur Seiko Instruments Inc. Quantité en stock actualisée le 25/07/2025, 14:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.