Régulateur de tension, 3A, TO-220, TO-220 - LT1085CT-12
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)
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TGAMZJoVkYnGerZNAGzpf/IIsv+uCf+girdV7Ik2FuT1MS/yqxQAUUUUAFJS0UAFFFJQAtFFFABRRRQAUUUUAVJP+Qtb/APXCX/0KOsLXL68e5ljhhkjSBJP3onZA2Ub0XgjHHPcHvW7J/wAha3/64S/+hR1boA4jTrjUm0+9LQ3m7BO15WJb5ScD5Dj8xz3psV/qNrdrcG11CfymOUeZ9h5dOQV9gfoy/h110SLmxAJAMxBx3/dvVqgCpO4udIeXBUPD5gGcEHGR+NMWNXtbzdk72fJyfTFWL3/jxuP+ubfyqKP/AI9bn/eegCrNxpmpyH5m8o/eOekYOP1P51BpoN3e3kc0kpCJAQVlZTynPIPTv+Jqe4/5A2qf9cm/9FCodE/5CV//ANc7f/0CgBl/eWNhO0LrqDuqhsJcPznPTLj+7UcN5YwONRVb799thCyM5AwzjJLNjHX6fjUl94b+3XFzK10VMxGMICVwCOD+P6CpH8N25hhRH2GNw5Plqd3Xg5Gcc+vYUAWNM1qDVXdIY5VKIrneAOueOCfStOsPR/Dq6ROJFupJjsCEyAZOPp+v0rboAWkpaKACiiigCtf/APIOuv8Ark/8jUGnf8gC2/691/8AQanv/wDkHXX/AFyf+RqDTv8AkAW3/Xuv/oNAFix/5B9t/wBcl/lViq9j/wAg+2/65L/KrFABSUtFABRRRQAlLRRQAUUlLQAUUUlAC0UUUAZs9teHV47yIRskcTxhGmKhtxU5I2Hkbcde9T+ZqH/Prbf+BDf/ABFW6KAMa+a5+1Wc0zWsHkO8gQ3ZAk+Qqc5ToN2asW99cXSs1ullKqnBKXRYA+nCVj+J/Njuo5nlSO3EZjQuFwZGByvIzyBS+GLK9it7oSSRxQySb4ntguDycnleeAOcf40AbU32+aF4zb2wDqVJ+0Nxn/gFLYgzaeGcjMuWOBjGabPp9xNCUXVbyMnHzIIsjn3SrFpAbW0igLl9ihdxGCfegDOYM3h++Z2BZo5QSBj7qlf/AGWoPDzs93eM4AYw25OP9yq155NlFeRSatcl5ll8u3aNQmcMSAdme/rSaPqFrZXkqXEuxporZYxtJLERZ7e1AHU0Vhajrs9tNttLUTqUUgtlfmLYx09Ku6RqEuoWfmzQiKUMQUHb/PSgDQopKKAFqpqV2bGxknVUZlxhXYKDz6mrVVdQsItRgWGctsDbvlOM8Ef1oAyYPEjPcFZIrdYgz4ZblMkDocEjBPpUE/iieNwI7e2ccjP2heozx+nXp+daUPh6xgvGu183zm3ZIfb1PP3cetQ3PhXTrr/W+eRknAlK9QR257n/ADmgCbVNX063spYpr23SSRGVEMigsSpIAGeSRUWm6nYf2ZHZ/bbc3UUCLJEJBuUleBjrVm6We3sRb29l9rURiPa0oTI6HJPtUtlHImjwo6FZBCAy+hx0oAlsf+Qfbf8AXJf5Cp6xobu9g0tvtVl5CxR7Q4lDEgLwcY4OeMVzsOo3TalaEahdMGWN/I42sGKgAnPv7n680Ad3S1xd7q8sE8ge5uhudUUArnJjbA7eoOMA8Cuk0Wc3GkwM0jSOEG5nGGPAIz+BBoA0KKSloAKKSloAKKKKACiiigAooooAKKKKAILm0t7xFS5gjmVW3AOoIB9ee/NU9SiS00S4itbYBSuwRxJ/eODgDHrWnRQBxFppF0uowzeVODnIYxEY/dnqdwP+z164xVfVLK7eZQ1leS5uGPyQsdp2r8xO48HGOp5H5d9S0AY1qmoyabbrBJbxouI2Se3Ynapwf4xycd6bYWOp27DZLaxxFFDq8RdywjReCGAxkNxituigDA1mwbeZYrJrp5iDJiXbjbtwPunjj+dXdGsEsrQMtubdpAC0O/cEwOAPpWlRQAUUlLQAUUlLQAUUUUAFFFFACModSrAEEYIPeqt1cJZhP9FnlyDjyU3Yx2PpmrdFAGQdYiJfOmaj8q7jm2PPTgep5/StC0lWe1jmSGSEON2yRNrDPqOxqeigAooooAKKSloAKKKKACiiigAooooAKKKKAEpaKKAEpaKKACkoooAWiiigAooooAKKKKACiiigApKKKAFooooAKKKKAEpaKKAEooooA//Z)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.25€ | 9.98€ |
| 2 - 2 | 7.84€ | 9.49€ |
| 3 - 4 | 7.42€ | 8.98€ |
| 5 - 9 | 7.01€ | 8.48€ |
| 10 - 19 | 6.85€ | 8.29€ |
| 20 - 29 | 6.68€ | 8.08€ |
| 30 - 58 | 6.43€ | 7.78€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.25€ | 9.98€ |
| 2 - 2 | 7.84€ | 9.49€ |
| 3 - 4 | 7.42€ | 8.98€ |
| 5 - 9 | 7.01€ | 8.48€ |
| 10 - 19 | 6.85€ | 8.29€ |
| 20 - 29 | 6.68€ | 8.08€ |
| 30 - 58 | 6.43€ | 7.78€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension, 3A, TO-220, TO-220 - LT1085CT-12. Régulateur de tension, 3A, TO-220, TO-220. Courant de sortie: 3A. Boîtier: TO-220. Boîtier (selon fiche technique): TO-220. Tension de sortie maxi: 12V. Polarité de sortie: POS.. Montage/installation: montage traversant pour circuit imprimé. Remarque: régulateur de tension positive à faibles chute 12V. Quantité en stock actualisée le 22/04/2025, 08:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.