Circuit intégré VIPER16HN
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)
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pWyNFNMhxtJ3DnPXP5DoPwoAtUUUUAFFFFAFWy6XH/Xd6KLLpcf8AXd6KADT/APj2f/rvL/6MarVVdP8A+PZ/+u8v/oxqtUAFFFFABRRRQAUUUUAFMkmjiKCR1Uu21cnGT1x+hp9Z2qaUuqGASS7UhfzAu3OWwRzz6E0AaNZWigCDgY/cw/8AoFTy22oMU8vUETDZbNuDuHp14+tVoNLvrYxiLUlCKFVwbcHcFXAHXj1oA1iARgjIPalpkYZUAd97dzjGafQBmQuyi2AOA15MD7jMp/oKs2X/AC8f9d2qvAwC245+a8mA495D/SrFl/y8f9d2oAUM39pOmflEKnHvlqs1XDD+0HXnPlKenuasUAVdP/49n/67S/8AoxqXTlK6ZaqcEiFBwcjoO9Jp/wDx7P8A9dpf/RjVS0zWtMmsoUGpWbSpEnmKJlypI7gHjvQBr0VV/tKw/wCf22/7+r/jUNxrml2oUzX0ChgxB35GFGWOR0wCPzoA0KzzqTpqU1vJaziKNQVlWJ2DE+mFx6988dOaW21nT7m0huFu4VWaNZFDuFbDAEZGeODUv9pWH/P7bf8Af1f8aAOel1W2fxNbagouPs62jgt9mkB+9/d25/St21mW4v5ZUDBGgiI3KVP3n7HBFRQanZX2polneW9xsjkEgikVyrBkGDjp3qzH/wAhWf8A64R/+hPQBaooooAKKKKAKtl0uP8Aru9FFl0uP+u70UAGn/8AHs//AF2l/wDRjVaqrp//AB7P/wBd5f8A0Y1WqACiiigAooooAKKKKACiiigAooooAz9Rsbm7uLWWC78gQMWK7SQx4xnBHGMjH+12IFQwaPPBpy2sWqXELjkyQxx9S2SQHVsZ6VrUUAZT6dJE9qq390cTu/3Y+pVyf4fc09NMnjn8xNWvAhLFo9kWGJ7/AHM/kas3dq1yseyd4WRiweMKSPlI7gjv6VS/sVmmtJ5tUvpZbZWCsxRQxIwWZVUAn8KALqJtvmJLE+SoyQOeT+tWaoWOny2kzyzahcXbMgXMyxgjBJ/gVfX9Kv0AVbD/AI9n/wCu0v8A6MarCIkahUUKoAAAGMAdqyrE6vAXhktLZow8jCY3BBbLsR8oQ44I71d8y/8A+fa2/wDAhv8A4igC1UM1rb3DI00EUjJnaXQErnrjPSo/Mv8A/n2tv/Ahv/iKoajeazCUjtdOjfcjF5FlyEboMAgZ9Tx+dAGvHGkUYSNVRFGAqjAFOqhbPqf2OAzQQGYxgyhpSu1u44Ug49eM+gqXzL//AJ9rb/wIb/4igCx5abw+0bgCAcc89f5Cq6f8hWf/AK4R/wDoT0nmX/8Az7W3/gQ3/wARUOn/AG6S5lmvrWK3Zo0ULHN5g4L552j1HagDRooooAKKKKAKtl0uP+u70UWXS4/67vRQAaf/AMez/wDXaX/0Y1Wqq2H/AB7P/wBdpf8A0Y1WqACiiigAooooAKKKKACiikoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCrZdLj/AK7vRRZdLj/ru9FABp//AB7P/wBdpf8A0Y1Wqq6f/wAez/8AXaX/ANGNVqgAopKWgAopKWgAopKKAFopKKAClqlfqZWtYvMkRZJSrGNypxsc9R7gURaZFFCkfn3b7VA3PdSEn6nPWgC7UU9xFaxGWeRUjBALE+pwKi+wRf8APS5/8CH/AMajm0qCdAjyXGA27/XMexHc8cE9KALisrqGUgqRkEHg06qn2CEdGnUdgs7gD6AHil+wRf8APS5/8CH/AMaALVJWTqWnItpLcJc3qPDE7KFunAJx3Gea1qAFoopKAFopKKAFopKKAFopKKAFopKKAFpKKKAK1l0uP+u70UWXS4/67vRQAWH/AB7P/wBdpf8A0Y1Wqq2H/Hs3/XeX/wBGNVqgAooooAKKKSgAopaSgApaKKAKl1/x8WP/AF3P/ot6tVVu/wDj4sf+u5/9FvUVrJaG8nlju1eWYhShkBxtyMAfnQBfoqjqstqtjPFdXKRI0Z3ZYAlcc4qzBNbyrtgljcKAMIwOPyoAlorOvLiz+12wmu4V2yHEZIzuwSMnPGMGrySxyR+YkiMn94HI/OgCHUv+QVef9cH/APQTVmsq5ntDZ6ikE8bySQvIwVgf4Nvb6CtagBKKKKACiiloASiiloASiiigAooooAKKWigCrZdLj/ru9FFl0uP+u70UAFh/x7P/ANd5f/RjVaqrp/8Ax7P/ANdpf/RjVaoAKKKKACiiigAooooAKKKKAM7VpngjtpI03yiYBFJwMlWB/Qn05xyKyLXTtRFjZwmJVNrcGQExDLYZgP4++c1rav8Ads/+vlf5GtKgDnbq01F5b+68pWNxaLBs8oHG3zDkfPznzOntU62+orqb3oiQFoVi2eWOzE5zv9626p3F5tQGFSw8xFL4+XlgMZ79e1AGaYdRja3HkI224eQnyx/EHP8Af/2qc8WofZri3KRr9pLgfIONw7fPzWss4clMFZMZ2Pwf/r9R0rGWGa6ltZLi1tnb7Q3mMZiWX5XGACvb2+vvQBU1YX6tJcSW6iNIgCQoGd29MZ3HH3/Q/Sugxetyr24U8gFGzj86ytSnz4XczSKGZgqnfncBJxgnGeADnvW6n+rX6CgCvtv/APnpbf8Aftv8aNt//wA9Lb/v23+NWqKAKMV1MupCznKFmhMoKIQMAgdSfer1VZP+Qrb/APXGX/0JKtUAFFFFABRRRQAUUUUAFFFFAFWy6XH/AF3eiiy6XH/Xd6KACw/49n/67y/+jGq1VWw/49n/AOu0v/oxqtUAFFFFABRRRQAUlLRQAUUUUAZOtSMhslELuDcrllK4HB9SKum5lGMWNwcjPDR8f+PVW1f7tn/18r/I1o0AU7m5l+zH/RZxuwCNyZ5bGPvdcf5zxUN3PIbZR9imQLLERlo+f3i8D5q0XQSIyN0IwcHFUbyWeK3QMjMfOiG9CORvUHI4x3oAW6uZVXIsbglHBVgY+ecf3u4/nRcQxSPvfTnlbceRs5wMZOWGeCan2vOyl0McakNtOCSR6/Q4P+ebFAHI3irc6Bqt9NZu1wfPjUtsPlKhICjnjp27+2K6SC4lbYrWc6Aj7zFMD8mJrJ1+wMWnXs1vO0SzgCaLGVbJCkj0OPT8RW8n+rX6CgB1FFFAGRfXssOpS+TAJJLezaRVL43lj90cE9UHPvWsM4GetVpCf7TgGTgwyHH4pVqgAooooAKSlooAKKKKACiiigCrZdLj/ru9FFl0uP8Aru9FABYf8ez/APXeX/0Y1Wqq6f8A8ez/APXaX/0Y1WqACiiigAooooAKKKKAMxr5INduIriWGKL7NEyM8wBLFpMjafYDn/CrP9p2H/P7bf8Af1f8aqlJ5dfuUWSaGMWsJDpsIY7pMjBBPHH51a+yTf8AQQuf++Y//iKAM7V9QtGitmjuIpSk6sVjcMcYP+PWnw+JNPliD+aqhnZFzIvzYJHHPfGau/ZJv+ghc/8AfMf/AMRWFDpMsTWdk+sSstvc7giwpuBw7DJ56jJ6elAGlF4hsJWdVmQ7SOkinggHPWpDrVierg/8CX/GqmgWpt7m8fzp5FmSKSMSlPlTaQANqjoQeue1blAGW3iCxDIBKp3MV++vYH39qd/b1gFZvOXC9TvXj9arSieMQSxTxrAl5JnfbsxBJdecN03H27VoCyZrK4gklBaffuZVwBuGOBk/zoAxtZ1q1uLOa0jOZGVGXDAlvmzgAHJOFNbQ1CyQBWvLdWXggyrkH86qxRNPq5eS6hke3A3JHHtwSGAz8x7Ma1aAKv8AaVh/z+23/f1f8aP7TsP+f22/7+r/AI1aooAzUukudajEDxSQpbvl0lDEMWXjA9h1rSoooAKKKKACiiigApKWigApKWigCrZdLj/ru9FFl0uP+u70UAFh/wAez/8AXeX/ANGNVqqun/8AHs//AF3l/wDRjVaoAKKKKACiiigCtf3TWdm88cDzuMBY06sSQP61WtNUa4RpZLaSOLYjLhWZssM4KgZGBt/OtKigClbSCbUJ5VSQIYo1BeNkyQXz1A9RV2iigAqjcQRpfWsqg73m+Yliekb4+lXqq3X/AB82P/XY/wDot6AKulfeX/r0g/m9aQZS23Iz6ViWtrLc+SIr64tdttAxMIQ7xl+DvVuPpg+9CeGjFd3F1Fq1/HPOeXBjbaCQSAGQgZ2jPH9KALkEkEdsGnYAC5l2k9M73/8Ar1Z+3Wu/Z9ph3em8f571VGkfKqm+uiFdn5EfUncf4PWof+EdtsAedNgNvHyx8Hnn7vuaALiGytX81GRWunwGBJ3tz0/WrdZ/9kqFhX7XcYhAEY2x/L0/2fYflTxpxWVpVu5hIwwziOLJHudlAE1veW90SIJQ+M5x7HBqxVGx0xLByY55nBG3a+3A/IA+v+cVeoAKKKKAEpaKKAEopaKAEpaKKACkpaKAKtl0uP8Aru9FFl0uP+u70UAGn/8AHs//AF3l/wDRjVaqrp//AB7P/wBdpf8A0Y1WqACiiigAooooAKSmySLFG0jnCqMmq7anYom57uFRx1ccc4oAt0VAt3byQtNHMkkaDJKHd2z2pUuoXSJxIFEoBQP8pb8DzQBNVW74ms2JAVZiSScY+Rh/Mil+3W/2s2okzMuNygH5cjIzVe/srSe5tDNaW8pebDGSJWJwjEdR6gUARaY6IULMqg2kAGTjJy9aFzdQ2du09xII4lxuY9Bk4/maoWGl6dLptqZLC1c7Eb5oVPIHB6VYbT9ObdD9ltxuGWQIBkZ7juM0AWYZkuIUmjO6N1DKcdQe9SUyONIYkijUKiAKqjoAO1PoASloooAKKKKACiiigAooooAKKKKACiiigAooooAq2XS4/wCu70UWXS4/67vRQAaf/wAez/8AXaX/ANGNVqqzWFnIzPJaQM5OSzRgk/pSf2bYf8+Vt/36X/CgC1RVX+zbD/nytv8Av0v+FH9m2H/Plbf9+l/woAtUVV/s2w/58rb/AL9L/hR/Zth/z5W3/fpf8KAHXNr9pABnljHohAz37iqjaHbtnMsvK7eiDjGP7vpVn+zbD/nytv8Av0v+FH9m2H/Plbf9+l/woAhTSY443jS4mCOcsuEw3GOfl9AKlNkxIJvLgkdPuf8AxNL/AGbYf8+Vt/36X/Cj+zbD/nytv+/S/wCFAEP9kp9o8/7TceZnO75euMf3fSkOlM10J21G9JU5VCybQcEZA2+hNT/2bYf8+Vt/36X/AAo/syw/58rb/v0v+FAEEGlNbsNmo3pQIqBCybRjv93rUkenJHqkt/vZnddoUgYUYUH3/hH5n1p/9m2H/Plbf9+l/wAKP7NsP+fK2/79L/hQBaoqr/Zth/z5W3/fpf8ACj+zbD/nytv+/S/4UAWqKq/2bYf8+Vt/36X/AAo/s2w/58rb/v0v+FAFqiqv9m2H/Plbf9+l/wAKP7NsP+fK2/79L/hQBaoqr/Zth/z5W3/fpf8ACj+zbD/nytv+/S/4UAWqKq/2bYf8+Vt/36X/AAo/s2w/58rb/v0v+FAFqiqv9m2H/Plbf9+l/wAKP7NsP+fK2/79L/hQBaoqr/Zth/z5W3/fpf8ACj+zbD/nytv+/S/4UAWqKq/2bYf8+Vt/36X/AAo/s2w/58rb/v0v+FABZdLj/ru9FTRRRwpsijWNB0VBgUUAf//Z)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.42€ | 2.93€ |
| 5 - 9 | 2.30€ | 2.78€ |
| 10 - 24 | 2.18€ | 2.64€ |
| 25 - 46 | 2.06€ | 2.49€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.42€ | 2.93€ |
| 5 - 9 | 2.30€ | 2.78€ |
| 10 - 24 | 2.18€ | 2.64€ |
| 25 - 46 | 2.06€ | 2.49€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré VIPER16HN. Circuit intégré. Conditionnement: tube en plastique. Fonction: Convertisseurs haute tension hors ligne. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8-7. Température de fonctionnement: -40...+150°C. Nombre de connexions: 7. Remarque: tension d'entrée mini 85VAC, tension d'entrée maxi 265VAC. Remarque: fréquence de fonctionnement 115kHz. Remarque: VDRAIN 800V. Unité de conditionnement: 50. Quantité en stock actualisée le 26/01/2025, 14:25.
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Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.