Régulateur de tension L5970D
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fSSWdo07zO6qVBCxgnkgf1oAsAXRUETQ4I/54n/4qoEW7+3y/vof9Un/LI+rf7VT+TP8A8/J/74FQJDP9vl/0k/6pP4B6tQAl5K9vGhuZrfa8iouYCfmJwP4qg0y+GorI9pLCMEbs25Gf/HvarF08tskbPO7B5FT5UXjJ6n2qDTbt9QV2jaeILj/WRKM0ATzrd+fbfvof9Yf+WR/ut/tVPsu/+e0P/fk//FVBPFP59t/pJ/1h/gH91qseTP8A8/R/74FABsu/+e0P/fk//FVXu1u/JX99D/rY/wDlkf74/wBqrHkz/wDP0f8AvgVXu4Z/JX/ST/rY/wCAf3xQBOUu+80H/fk//FVkRalbPc26oYBLKAUP2XBHJHPzcc/z+ta5hnx/x8t/3wKy49SaS4hiC3QMndoANvJHPcdM/SgDSkW78tv30PQ/8sT/APFUy2W6+yQ/vofuD/lkfT/ep7wz+U3+kt0P8ApltDP9kh/0k/cH8A9KAMufVbSCGOZ2g2yFguLU9Qef4q1oHuJ4I5o54dkihlzCehGf71ZsuptHCkhW4IcsMCJcgg960oVmlgjkFw6h1DbSgyM+tAEdot35Lfvof9ZJ/wAsj/fP+1Vjbd/89oP+/J/+KqvaQz+S3+kn/WSfwD++aseTP/z9H/vgUAGy7/57Qf8Afk//ABVV4Fu/Puv30P8ArR/yyP8AcX/aqx5M/wDz9H/vgVXghn8+6/0k/wCtH8A/uLQBDc3AjuTFO8DSCPzP+Pcn5c4/vUaddtfxvLavEEzgsYMZOPZ6dcTyw3JiLysRH5mVjXB5xj696NPnmvomdXliUYHzxqM8UAWEEwv0810b902NqFe6+5ooVHS/TfKXzE2PlAxytFADY4ne5uitxIg8wcKFx9xfUGi632tu0zXF3IFx8scasx5xwAtEcPmXN03myL+8HCtgfcWm3qyW1q0sQubhxjEaPgnJx/8AXoAn+zy/8/c35J/8TUCW8n2+b/S5v9UnZPVv9mpltsqCZpgSOm+oUtv9Pl/fzf6pP4/dqAJ/s8n/AD9zfkn/AMTR9nk/5+5vyT/4moLlXgWMobmXdIFba/3Qe/TtUOnST3quZ4bq1K4wHk6/pQBNPBJ59t/pc3+sPZP7rf7NSTxzQwSSLcXEhRSwRVTLYHQfLUc9t+/tv383+sP8f+y1T/Zv+m83/fdAFSCS5nu5It9ysaZHmMFGSMdinufyqS7t5PJX/S5v9bH2T++P9mp/s3/Teb/vuoLu2/cr+/m/1sf8f+2KAJ/s8v8Az+Tfkn/xNH2eT/n7m/JP/iaDbf8ATeb/AL7rLhurqWWBTaXiCQAuWc/IckY6YPAz1/pkA0pLeXy2/wBLm6Hsn/xNMtreT7LD/pc33F7J6f7tPktv3bfv5uh/jpltbf6JD+/m+4P4/agCX7PJ/wA/c35J/wDE0fZ5f+fub8k/+JrIlvbtFUrY3jsQSVDnjB6fdx0/z0zqQQtLBHI0k8bMoJQvypx0oAjtLeTyW/0ub/Wydk/vn/Zqpd3tzbSSIiX0pQgAqi4bI9dn+frxVu0tv3Lfv5v9ZJ/H/tmp/sv/AE3m/wC+6AILMzXVusrTXURJPyOqAj/x2iC3k866/wBLm/1o7J/cX/Zqf7L/ANN5v++6ggtv311+/m/1o/j/ANhaAJ/s8n/P3N+Sf/E0fZ5P+fub8k/+JqldyTW8rJHFdSgRhgyucE5xt4B7c06weW7Ehliu7bacASP9736UAWFjZL9N0zyZib7wHHK+gFFCxeXfp+8dsxN945xytFADY7dJLm6ZjID5g+7Iyj7i9gaLqDybdpIUnmcEYQXDjPPPf0ojt0kubpmMgPmD7srKPuL2BouLYpFuhEzvuX5fPbkZGeremaAJfskX96b/AL/v/jUCWkX2+X5pv9Un/LZ/Vvep/skX96b/AL/v/jUCWkf2+b5pv9Un/LZ/VvegAuofJWMxJPJukCtid/lXuetRaeslyJDcQTw4I2/v35GPc9aluraRFjNuJXJkAcGd+F7kfN1qKwgupPN+2xvFg/IEuHOR/wB9fSgCWe0i8+2+ab/WH/ls/wDdb3qf7JF/em/7/v8A41BPaR+fbfNN/rD/AMtn/ut71P8AZIv703/f9/8AGgA+yRf3pv8Av+/+NQXdpF5K/NN/rY/+Wz/3x71P9ji/vTf9/wB/8agu7SLyV+ab/Wx/8tn/AL496AJzaRY+9N/3/f8AxrMie6eeFGsrhVcDeftD/Ickevpg/p6Vp/Y4/wC9N/3/AH/xqgtvfG6iUoVhwPMfzn9+nz/T86ALr2kXlN803Q/8t3/xpltaRfZIfmm+4P8Als/p9afJZxeW3zTdD/y3f/GmW1pH9kh+ab7g/wCW7+n1oAoGS72kiwnyFJINy/XOMdfStGG2V4EeQTI7KCy+e5wfTrWa0Wq7CVg+YITg3D4LZ4H3/T/IrShtAYIzKZVkKjcBO+Ae/egCO0tIvJb5pv8AWSf8tn/vn3qf7JF/em/7/v8A41BaWkfkt803+sk/5bP/AHz71P8AZIv703/f9/8AGgA+yRf3pv8Av+/+NQQWkXnXXzTf60f8tn/uL71P9ji/vTf9/wB/8aggtIvPuvmm/wBaP+Wz/wBxfegCG8EsEjLBbTzKIwwIuHGWzjHX05pdPWW5VzcW88GMbc3D8/r/AJzSXcF4kjC1jeRPLBUtcP8Aez0+8OMUafb3ciub6NomGNoS4c59f4jQBaSFIr9Npc5ib7zs3dfU0UJCsV+m0ucxN95y3dfU0UANjtoJbm6aSJGbzByVz/AtJdWai3Y2trA0uRgOuARkZ/TNMC2Ru7ozrbl/MH3wM/cX1qtqMYKJ/Zw0sNzvM4HpxjA9aANL7Fa/8+8X/fIqBLK1+3y/6PH/AKpP4R6tUVolqLZfta2Bnyd3lhdvU4xn2xQiaZ9vl+W0x5Sdl9WoAufYrX/n3i/75FH2K1/594v++RUWzTP7tp+S0bNM/u2n5LQBIbC0JBNtESOR8g4pfsVr/wA+8X/fIqnOum+fbYW0x5hzwv8Adap9mmf3bT8loAl+xWv/AD7xf98ig2FowwbaI855QVFs0z+7afktQXaaYIVwtp/rY+y/3xQBc+xWv/PvF/3yKPsVr/z7xf8AfIqLZpn920/JaqW8UQuGM508w5faFC5xkbe3YZ/MUANazvAkpFpZsTKRGpX+DnBJ9enFLBbXW7bNptoiAqAUweMjPHbjNWpE0zy2+W06HstMtk0z7LDlbTOwdl9KALX2K1/594v++RR9itf+feL/AL5FRbNM/u2n5LRs0z+7afktAEosLRRgW0Q57IKPsVr/AM+8X/fIqnaLpvktlbT/AFknZf75qfZpn920/JaAJfsVr/z7xf8AfIpBYWgJItogTyfkHNR7NM/u2n5LUEC6b51zlbT/AFgxwv8AcWgC59itf+feL/vkUfYrX/n3i/75FZ95FCzJ9k/s9RtbdvC9cfLjg96dZR24gIvRp7S7jgxhcY7dRQBbSCKG/Tyo1TMTZ2jGeVopkItRfr9mEI/dNu8vHqvXFFAEhaaSaZUSLajBctnJ+UH+tLsuP7tv+RpYP9fdf9dR/wCgLVigCtsuP7tv+Ro8u4/u2/5GrNJQBX2XH923/I0bLj+7b/kaW7vILGES3DFUJxkKW5xnoAfQ0fbIPV/+/bf4UAJ5dx/dt/yNGy4/u2/5Go4r7M8yyKVjUjy22HLDHP60s+p2tugeR3Ck4z5THn8BQA/Zcf3bf8jRsuP7tv8AkasKwZQw6EZFLQBW2XH923/I0bLj+7b/AJGrNFAFbZcf3bf8jRsuP7tv+RqzRQBW2XH923/I0bLj+7b/AJGrNFAFby7j+7b/AJGjZcf3bf8AI1ZooArbLj+7b/kaPLuP7tv+RqzRQBW2XH923/I0bLj+7b/kas0UAVo3lW4EUixjchYFPYj/ABopW/4/4/8Ark/81ooAIP8AX3X/AF1H/oC1YqvB/r7r/rqP/QFqxQAUUUUAV7j/AF1r/wBdT/6A1T1ma1M8EdrIoJUTfPtJB27H7gH2rP8A7WH2Tz/s0/T7v2mTr6Zx68UAdHTJv9RJ/un+VYEmqrHCsvkTlWwQftEnQ9+npUV7qTC3ljSGdXMZw32iT5SeB29aAOkg/wCPeP8A3B/KpKoJFDFHbI8kwaXCL++brtJ9fQGqXmGPU5rVmuZA7hYijORF8inDnPckkfjQBuUVS0qdpbCJZWZpo40WRypAZtoJIz1HP86u0AFFFZt9qESTrbZkzu/eCPqBgkc/l0oAL+yurqbMU8kSbQPkm25/DafWkkbULGxQQwQSiJfnaW5bJAB5+4cnPbimfarX+7ff99P/AI017i0dGUre4IwfmY/1oAtRXF/JeSo1tbCBCF3idi2cA9NmO/rV6svTb1ZJ5onJ81nyMrjcAo/Xir8txHDJDG7ANM5RAT1O0t/JTQBLRRRQAUUUUAV2/wCP+P8A65P/ADWilb/j/j/65P8AzWigBIP9fdf9dR/6AtWKrwf6+6/66j/0BanoAWs7Uf7SF1ZCynt44nm2ziWIsdu1j8pBGDkDr71o1XuP9da/9dT/AOgNQBDdWM13AYpLgAEHlUwRkY9fQms2fRp4tJFqL5ypKrjHcsO+c9TW/VObTYLidZne53L0C3Mir1B+6Gx29KAMm508tosD3WoyJCio2dvToO31q1caHLdSq8t9IRt2njHGc9jVqHSLWCIxK1yyE5xJcyPjoOMtwOOg4q6qhVCjJAGOTk0AYt7YXZu9NP2ovtuCdxUfu/3UgyP5fjVyHTZIXndbgM05BkZo+TgAevoBU95bNdRqiyvFgnLocMMqRx781NFGIYUiDMwRQu5jknHcn1oAjtLZbOygtkJKwxrGCepAGKnoooAa6742UMVJBG5eo9xVWPTo41P7yVnLbvMZstnGOv4n86uUUAV/sx/5+JvzH+FH2Y/8/E35j/CrFFAFKXTY5Qp82ZJFJIkVvmOevP4CqlxYNHqOmyiWeYLcMW8yThB5UnIGPoPxrYqC6thdIEZmUc8r15Uj+tAE9FNRdiKo7DFOoAKKKKAK7f8AH/H/ANcn/mtFDf8AH/H/ANcn/mtFABB/r7r/AK6j/wBAWrFV4P8AX3X/AF0H/oC1YoAKo6nbyXMMQiALLJuOUDcYI6Egd6vUUAc2+lXrwxqv7p1L72W3ibflsqeW4wOPxq7b2cqXSuLfy1DZHyoNvzMeoOehAx7Vr0UAFFFFABRRRQAUUUUAZMviPToZJEeRw0bMj/ITgjr/ADH51oWl1De2yXEDbonGVNYmpwBr6UC4uY94DsI59v3F7DB7H8T9K3YIhBBHEGLBFC5PU470ASUUUUAFFVr9imnXLKdpETEHdtxwe/auPlv7q9u28lp7ZAm/5rqQDKg8A++e/p9KAO5oriItSvDq6IXuhE0gGxpyUXnsQOfTk8/jXb0AFFFFAFdv+P8Aj/65P/NaKG/4/wCP/rk/81ooAIP9fdf9dR/6AtT1BB/r7r/rqP8A0BasUAFFFFAEN1MbezmmG3KIWG84GQOMntTFvIlso7ieSKMFRuO8bQe4B71V16by9MaMRvI8x2KqHBJwW9fRTWddC7bS1hOl3WFdnJEyZwd2Od+f4hQBvyXMMRjEkqKZW2pk/ePoKhnvUgvYYXeJQ6MxLOARjGOPzrFvft8raaP7NuA0JxkSxjLAZB4bkfKeKL25uYtYgvpdPuUjiiOf3iHvjoG/2hQBu/brT/n5h/7+Cg31oASbqAD/AK6Corm+e0tJrmS1k8uJGkbDKTgDJ71LcbLjTpcg7JIjkdOCKAJwwZQykEEZBHelqK3UJbRIvRUAH5VLQBSureN7iAsG+d9rgMQGG1uCAeatSv5UTyEZ2qTj6VWu7mGK9sIZJUWWWVhGhPLYRiceuKlvSBYzlunlt1+lADVgmKgtdybsc7QuM+3FLHI6SiGY5J5R8Y3ex9D/AD/PFAQWOP8AkI/+Pp/hSfY4Jpo1gu3kIJZiuw7Rg98cHJH60Aa9QXo/0Gf/AHD/ACqjp2rRPaxiTzyWOFbyJCDxnGcdunPpUmp3wXTbgxQyu+zhTE6j89tAGliiioLO6S8txMmcbmQ5BHKsVPX3BoAnooooArt/x/x/9cn/AJrRQ3/H/H/1yf8AmtFABB/r7r/rqP8A0BasVXg/191/11H/AKAtWKACiiigChf/APH3pn/Xyf8A0VJV+s/UnWO4053ICrckknt+6kq8zqiF2OFHegB1UNZ/5BU3/Af/AEIVdLqpUE4LHA9z1/pVDWXVdNlUsAxAIH/Ah/iKALV7/wAeFx/1yb+VEkqS2s5RshQynjuOtJfHGn3JPTym/lSyoiWs2xVUMrMcDGSR1oAW2mjmhxG6ts+RsHoQOlTVFAipCu1Qu4AnAxk+tS0AVptOsbmdJ57O3lmj+5I8YZl+hI4p32G0/wCfWH/v2KnooAg+w2n/AD6w/wDfsVHHbWUu7bbQ/KxU/uxwRVuqs2mWNxG0c1nbujckNGDnvQBRi06xFtZSCztxI2wFvKXJ+X1xT9Q0KxurOaOK2ihlccSRqFbP1xVl9J06SAQvY27RAY2GMYxViC3htoxHBEkaDoqDAoAqnSLAAkwAf8CP+NR6JZ/ZdPViMPMTIwGcDJJwAenBx+FaDoskbIwyrDBHtTqACiiigCu3/H/H/wBcn/mtFDf8f8f/AFyf+a0UAEH+vuv+ug/9AWrFV4P9fdf9dR/6AtWKACiiigDK8Q26XGjy72ZdhDgqASD06EHPX0rHu7IJpSzm9n2s7KcW0OcDdjjy89hXUzx+bbyRggFlI5GR+XehoIni8p40aPptI4/KgDlb2wkibTP9Nk3THH/HvCRvIAHSPpyaddaYo122tXvJTG8ZP+qiX1J5VBj7oro7lVaa0yqnEvGRnHyNUV5C0tzGI/LEnlthnTdxuTI/LNABcWiXVtLbzXkjRSoUdfk5BGCPu0+4lit9Ol+YFY4jwOuAKm+zW/8Azwj/AO+BR9lt/wDnhH/3wKAC3YPbROAQGQHB+lS0gAAwOAKWgAooooAKKKKACiiigAooooAKKKKAK7f8f8f/AFyf+a0UN/x/x/8AXJ/5rRQBFHcwRXN0sk8aN5g4ZgD9xal+22n/AD9Q/wDfwVYoNAFf7baf8/UP/fwUfbbT/n6h/wC/gqxSUAQfbbT/AJ+of+/gqG7lsru2e3e6g2SDaw3jkenWr1FAGTI2+5ik/tiERx8+XtTk4IznPvRM3mSxyR6xDGVBH3UOQSCR19q1qKAKyXlsFAa8gY+u8Cl+3Wn/AD9Q/wDfwVYooAr/AG20/wCfqH/v4KPttp/z9Q/9/BViigCv9ttP+fqH/v4KPttp/wA/UP8A38FWKKAIPttp/wA/UP8A38FJ9ttP+fqH/v4KsUUAV/ttp/z9Q/8AfwUv260/5+of+/gqeigCD7daf8/UP/fwVFPfQiCQw3NuZdp2gyDGfzq5RQBzx1DVdinzdNJP3sSdOue/5f5w+LUdQMqeZLYiPcN2HGcc5/i+lb1FAFRJ4pr9PKlR8RNnawOOVoq3RQB//9k=)
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4/wCD/cf/ANlopY7WKOQSDzCwBALSM2AfqfaigDIEViPEOqSDXLl7lrZBLYfaAy2y4OHWPGVJ9ec4rO+x6CJY0bW5geqhpgAcYX09xx0PHUVqxShfEWoY0RonS3Q/2iI1/wBI6/JkfMdvofWqkQSdVWXw2gKhVDeWoH3e3GRjA/TvxQA1YdISERjXZwjSbkb7V90jOQG7ff57nj0qGOLScNCvie9zGAN32sAAHkAcYP8AOprdkCpbDwzsiUbjuQEZ2n25PygZP5njLjIiEmPwxnBHIjUZPTjI9KAIobTSVjt4I9fnZlfEJjuQWw20AcdRkD8z2rQHhxNhB1PUmk4xKZ/mGAw44/2iaqmVLcwuPDY8xmz+7RSVKk45x1wM/iKsf23f+Yo/sS4C7ck7unt0oAB4effltZ1QqG3bfPxkYHBOM/lir2n6e1gXBvLm4DAAee+4jGefxz+lT2k0k9skssDQu2cxsckc1PQAUUUUAMkCtEwc4Uggn0FcgvgrQbm2aQX9xMrxLE0wmQ7goUL0GAQFUcDnjOTzXXuSsbFV3EDIXPWuS8iXzfNj8MNGxhaPc1zg9sDj6nnrx2oAbc+FdAeC4j+3hJZBIokZ0JXcGB7DPfrydvPSprXwdoW8SW9zI5MiSfJImCyKF7DjjHTkdsUkduizFZPD7qZAzCQXDEbgCRz2JJxn3pmGyip4ZnD25ymZzxuAU4Pf5QBwTigDe0jTrLRLGOwtXIiUblV2GccZP+e5q/5se8pvXcACRnnB6VyQ0yC6t3Mvh1lKRhIwLk5IBwAPoOc+35QXNutwAzeFpCxXYd9yRwq4A6j0HPT364AO18xP7y/nUct1bw482eNM9NzAZrmxYQOsSv4e2xrCdo8/BQgsQvHrgcj+97VTjsVYAnwqWUKOFuf4hz69KAOzEqEZDqR9aUMpOAwz9a5R9NhDRW6+H5NixPKv787A5UHGfXIA/M1YtrBLCS3urTQtkzEh/wB9kxjdyeevBJ/SgDpaKp2F1cXQmNxZtbbXKoGYEsPXiigCm0N+NV1CV9Yj+xPbqsNr5Sg27YOXL5yQfQ9MVUCX6ybT4lhAzyDDHnOM4/IZ6UJ/Yf8AwlGriOzl/tX7In2uTYwEkWDtUMflJ69Ko+Z4caMsNNmynVQjD5tuQM5wcj+nc0AacSag0D7det3kDlmcRLgKQCBjPGBk++c0sdtqYlRpNdSSJSGZRCgLAHJBI/KqTXOgqxf7HcBmTYTtYYXGw85444z/AIcRxXXh5Jmji0+cFt2SqHkt8pGc9en0/A4ALZsNVURj/hIwNjFjmFORzgdf556Vo6a88UEn26/huGMhMbrhfkxjnHfIaoo/D+jyRKws0KsRINxJOcYHU+lSN4f0txGGtVIjACjc2AM56Z9f5D0oAvG4hHWVB/wIUiXUEpxHNGxzt+VgefSs1vDGkMjL9kA3AjIdsjPpzxUsOgaZBKssdqqupyDuJwc59fYUAaVLRRQAyUK0Tq2dpBB25zj2xXKxWfh6aUTR38yuI8hWcq23OQQCARyTjHqR04rqZiwhcoyq+07S3QH3rlJLq6TcHbw+D5YH3uqY+b8ASOO+fzAJHh8M3duo+3KYljC4E3ACgdfTgChbHw/aXSO+qtuG1kVrgYABGPrz/ngYIPNlLiRNCKhW2rHgkYUnjPbPP0JpkTzSXrTXDaAUKsCoI3EjpyeegFAFlbPw/DKm25AaNPNVRL0XG7dj6c/5NKz+HZrjc17FuQ527wMZfeffBJwe3JFVjNctMiQJojPIqxswI4OwAqO5GTgcdCKQvK4m3TaJC3GGjw2eDkNn3x9BQBLNH4ckjMTXZ2SyPKCpJGQMtzjHG7+ntV+11HRtPWSFbxYiXLMsxKsD3+9zjp+A9qzrW5vIlZN+hLGNzN5bY+TGeg9h19vblHV5rdpozo2N2EZVUhUKnA57k7v85FAG1/bumfNtu0fZ94IC23gnnHTgH8qZ/wAJHpO6RRd7jGCX2xsQMMV6geo/Ueozjqbvy97NohR3wCmCWfHAz0PJHbOD681bsCL+9VvJ0ma3ZMyMmGkLYwxx068fQ0Ab8MqTwpNG26N1DKcdQelFKiLGgRFCqowABgAUUAZudZOqXyFLJbDyF+yOGbzTL33jpt6YxVdl8QRECL7BKN2Sz7lLD3x398dulW4tIjj1m61I3V3IbmJYmt5Jd0KBe6p2J7nvVVPDNpEEWK5vY40XaI0nKr9cD/PAoAWE6+JgJlsDEXGcbshfb3qLzvEjzMgtbBFBGHLsQRk/j6enWpf+Ebg8uZGvb9hKRu3TZwBngcdOaafDMBlEhvtQ3DofP6dfb3P50AOz4i2bgthvEgwm5tpTnv69P88VGreJxIzGLTipC4TcwAOeefpj/PW/p+lppxcpc3UxfqZ5S9X6AMWQ+IhboY1sTMHYsCWwV/hH19fp1pxbxCTxHpwHuXNbFFAGIzeJCVYR6cODldzYz25/z/SteDzvJXz9nm/xbM4/DNSUUAMlBaJwFViVOFY8H2NcrHpN8rcaHpaLtwME5GeufXOAMe3fPHVStsidtwXCk7iMge9cg2pOLJGXxFMyODslFoM7QCuTn3wc+3uKALS6VdF3lfSbJXXKIEY4ZWVgxIzzngYPqajOl3gLxjQtMKuNxI4GR0H59/qeowa39q3EsWweIZUd3Yb/ALAMAAdMDnPvnnkDnptz6dq8xfytb8uNz8oFupKj2Oc0AUfsOpx/6rSNNXy3BQKTzgYyOeOAP5dudhdH05lDNYQBsDjYOKq2+m6vFMrS62ZIwRlPs6jIB6ZyeSOM0ltpmswSR79c82JWBKtbLlhxwWz9efegC4ui6akhkWyhDEEZ29iCD+hNL/Y2m7GT7FDtYgsNvUjOD+pqlFpmsxwtH/bpYkDazWykqc5PfnI49qYNJ1rJLeIHOeeLZRztx69O9AGjHpGnwhBHaRKEbevHRuOf0H5U+302ytZfNgtYo5Nu3cq4OM5xWd/ZutEOG1rBDKY3EC+jAhl6YyR+VINO10sc66oXd2tFyRj68c/WgDcoqhp9tfwNJ9svhdAgbSIgmDznp+H60UAZWsW3iX+1vtOmTw/ZPLSHyGfByXBeTlSMheO/GTyeKpR2fjSYiWW8s43RZFCbiAzbvlbAX7uAODk8nPXA2pYNRgvtQvJdUH9ntbgQ26wDdA4B3Pu6tn09qy5bu7S48qPWDEuWxm3DgBThskkseQR/9agBJbHxjJc7xqFmkSmMqm4nOMb9xCDPToMdT24p/wBl8YhDi+sd3OAwz/EpHOzrt3AnHpgVB/a0iFXfxGrLuLOgsucZ4A44wCOueo9ebK51a4nWz1qQSEBlVdy7QMA+g9PzoA6YUtY9xpmozvuTU2h+UDCgkHgA9+O5/H2p76bePboov3SVA21wWI5IIyCeccjmgDVorJutOvp5N0WotCu0YQAnBwQTnIz/AA4H165olsNUFskVtqgjZC3zyReYWGcjOfQcUAa1FY13p2sTSP5GsCGMgbQYASCPfitO2SaOBVnkEkg6uBjP4UAPlLLE7Ku5gpIX1PpWH/ad1u2/2BMGDAAnbjBbGc/keK2rkbrWUZcZQjKfe6dveuOdLJB+8tdfY71YOyj5T0AHsc9OnA7UAbUeqPPbhl0eY5QkKygYIYDaffkn8D1pf7Y1BTj+xZ8DPRh+lYyW9rcSSKINeVgC4Z14JC5B7ZPGB+FJcvbXE/7yz18ASBsKhwNq4Bwff/GgDc/ti9KMw0i44I2gkAkZxz6etEOs3UwLDSrhV2b/AJuCeRgDPfk/9898isHZp1nEGltNbYTRSKykZ+X5wd3QZwCfxzTpGtZIFjk03WnKSMq7kJyDjknsPlHT6UAasniC9hZjJot1s42leST6EY454/Lp2stql8VymkzEiAybWYAluML6c5P5HjpnNs4refVFKRazbs7tKDIuIgx5/qetX5vDVtO7s93ekOxYr53y5Oc8Y9/0FAEv9pXnnyr/AGbIIkBKOWHzgAdh05bgezfQxxaxeOZlfSp43WMvGCQd5wCFJHQ9vwNMh8MWkEnmLcXjNhgd03ByMc8c1ONBthLbSGa5b7PgorSZBIJOT6nmgCzZXc9y8qzWkkGzGC3Rs+n0oq3RQBlte6i+pX1r/ZRFtFAHgumlUrO5Bym3qMep9aprd6okiqPDiHaSu5ZkHoMj2x/LpVt7K8i1C/vZdWk+xSQBY7YRDEDAHLhhySfT2rn5NWibeIfEM0YVNw/0Zio9stlj09aANY32pje7+H12gdpVJIH4fpjvUjXepD7PJb6WirJDufOMo39zt7c44rJXVI47tHl8Q3BUru8v7LwwDYHTPXB6UqXqX960EPiOVJZHdUjW3IA+Y4GSOwGKANu3v9TNnK02m/6Up+SMOArjj+LnHU/lUTaprAkUDQmKkHJ+0Lwe34dayoNWQBoP7cnkmljVAGtcNGzHAPHGeaih1Hzr8J/wkNwX3GLb9lKg4GSfT+E89cn6CgDdOoao1pKw0sxXCldiFw4cd+RimyXusBYdlgCzZ8zOML06fNzjJ+uO2awYL+S5MMf/AAkUyNK7IALY/MCxUYbHYgc+9dD/AGXqP2Zo11iQOWyJDECQMHjr70ALLqGqRvtTSTKu0HeJlXJxk8dueOpqKHVNYaVEl0R1U7QzideDnBP65/Cp7PTr63vRNNqj3EewK0TRgAn+9weDWnQAyZikEjgqCqkgt0HHeufGo6yGjEY06ddpy/nY3HAIx9M/j7V0EwzC42b8qRtzjd7Vyr6bIwdv+EWTgD5ReKN/8OPoAT19/XkA0f7S1IvMqR2cnzDySsg+YFh157Kc/wBKjh1TVDNmZNOELHCkT85IOB+Jx/npVSwubd4Hh8OxKyOSdt0AAATt+p5zn6jvQ2mSGDd/wjkIcn7gugMD3P8AntQBYOramSwjGmlh0VpsE8gdicf560smp6nFJAjSabvlBIVpMbuSQV5/u4P51SOllZC3/CMRhQpJP2oEk44A/l+NPms7mWRDJ4WikBAU/wClrxgDH8sfgKALMl/rflR+WdNBK8yGTjdnkYzzwQc570/+1NQXU/IZ9P2bVZk83DoMfMevPzZHbpUFnp8kzwxXnh2KKJWYlhchgpPGQvfoK1JNA0uWUyvZxmQsX3cg7ic5+ueaAKEGpaxKQf8AiWmMqTvWXOMLz3554+nNXdP1GYpIdSe0hbeFQRyg/wCTnj8KkTQtMjIZLNFIVlBGcgHrTD4e0piCbNMgkg5Oc4A9fQD8qAL8VzBOzLFNG7KASFYEgHp/I0VDZabZ6eGFpAsQYAHbnkDp/OigCt9q1Y6pewf2dGtnHCrW1yZgTLIeqlOqgcc96rLea3GxA0iHaRn5bhfvE5P+f8jYkEUwe3cqdykMmecGsxvDOjENmzHzDDHzGzj65oAbbXutSTKk+nwKg/1jLMDg46Y/I/SovtOtJIZDosBLAlnEwBwD8o75P+NSN4Z0ONjI9oiFiOTIw5/PrW1QBkWd9q80kRudLWGF8ZYTAsoI7j64oN5rREmNLjUqFKZmU7jkZHtxu59hWvuAIGRk9BRkZxnmgDCF/wCIFLs+kQ+WBkATjcMfTOT+VWJbjWPtEYhtYvJKDeTglW5yB8wyOnYcHPtWrkZxnmgEHoRQBmW02rNfbbm3iS33N8y8nHOP4vpzjnngd9SiigBKWkpaACikpaACikpaACiiigAooooAKKKKAOe1DQ01K9uZEV0k3qrSLcFc4UH7u0jof6+lEHhxIPO/dmTzozHIJLtmBBxzjb14HNbNv/r7v/rqP/QFqegDNvbKbULL7LcwxshKnInIbKkEHITg5Hasz/hFkFvNEgdTLs3P9rbd8uduDs9zxW0dTslujbG4QTDqp4x/nr9KG1OySQRm5j3FtgGc5OAcf+PD8xQBiR+FERlch2dWJBN23GTnGNmP8j0GBfCkKLtCOBjBxeMM/wDjv+fwFbDazp6BGa6Ta/3W6j357U66sEvmVzcXEY2gYjbbnkH+lAGFqGm2UNwZrx1jeQkjN2w6kk4+T369uOnFTadNY6TZy3KT2qQSSDfNc3ZUF8erKOcVdurO3tyk11eSCNY/JG9VbPHPUHk459fyxnahBbTTaNGj+bAb7Z5ckQVVIjkYkAAc/KV5yPmbjPQAt/8ACU6Z/wBBXRv/AAYr/hR/wlOmf9BXRv8AwYr/AIVdttGsoLdI3toJWXOXeJcn9Kl/szT/APnxtv8Avyv+FAGb/wAJTpn/AEFdG/8ABiv+FH/CU6Z/0FdG/wDBiv8AhWl/Zmn/APPjbf8Aflf8Kjl060Up5enWrAn5sxqMDB9vXH50APhuprmFJoFtZYnGVdLgsrD1BC80/fef88IP+/x/+JrlvDdreS+GNNWzk2wRxlUYSFN4yeduOP16D3B2rS51Lz57JrBNkCIFna63GXIOf4cjGO9AF/fd/wDPCD/v8f8A4ml33n/PCD/v8f8A4msabSNQkjQeaqug+VhOQc4HfZ6qB+vfbUztqOj6VO8Nmt48S7wrXRBfAHcrx0oA0995/wA8IP8Av8f/AImk33f/ADwg/wC/x/8Aiab5t9/z6Rf9/wA//E1i2trf3oa7mgmt3aSRTB9tDLgMV/udCBnHbPtQBub7v/nhB/3+P/xNLvvP+eEH/f4//E1m2+kyT2imea8tpSADGs4bZgnGDj3rYRAiKozgDHJzQBAs04uEilhjUMpIKyFumO20etFLJ/x/Qf7j/wDstFABb/6+7/66j/0BasVXt/8AX3f/AF1H/oC1YoArXFlBcRyKyBWkUgyKAGGRjIPrisrU9EiGiXSJd3aOsDbZkcBwQvDA468Dn2rVmvEgnjhKOWfGNoGBk4/r+FN1P/kE3n/XB/8A0E0AVxolqFClpCAMc4/wqx9i/wCnu5/77/8ArVYkkWKJpHOFUZJxnioGv4FA3CYZ4GYH/wAKAM69m0+3cw3d7c5GCQwLAZ6dsdjVC4S087RprSWRoXuwTkY2jaQGAwMEkouf7rn1yLOsaxNZMjQwKVldIY2ktZWy7EgA4HAz37Z/KtPcTvcaKbyGOOVb8uVjjZAFMciD72MnLjgc4yexoA6DTxGLGMRTSTJzh5PvHk1jtdeIz5JSwVQdnm7nTK8fPgbj3zjn0rctZYp7dZIBiMkgcY6EiiG4WZpVVWBifYc9zgHj86AMaGbxCLyBJreJoePMdQoGcjP8Wcbcnp146c1vUwygXCxbWyylt3YYxx+tMuBOTGYGQYbLhu64PH54oAxvBJ/4o3TOf+WR/wDQjSR3OsLr2qKtgGtwYRA5lX5gQdxI6jB/Os7w1p7XXh3S5okBSJQYWeYoxAYnkAEdfftW9C1/9vuf3NtnCf8ALVvf/ZoAqSrqj6jFLJYkqCBmGcABQxOSDz6cZI/pLJc6jc2rRXFl9kEm1C/mK+NzBSOO+Cav77//AJ4W3/f5v/iaoa3/AGm+iXgjtbB3ERKiaViuRzz8tACW+su89sJZ7VY5gAF+beW2jIHbqRWlaMFtnZiABLIST2+dqiu7VY7OWS1tImuUQmIBFBLY4wTwOgrF0+fV5dLuzd2y26h2BFwysGGW3/cPr+lAHSxyxyrujdXX1U5FOrF0CSWVJTmDylYgiMsxLZ6ktyOMcVt0AV5P+P8Ag/3H/wDZaKJP+P8Ag/3H/wDZaKAC3/193/11H/oC1MzKiFmYKoGSScACobf/AF93/wBdR/6AtSyRrLG0bjKsMEeooA5zVWE+oKbcmSMod7R3aoMcggg9uO1O8TSX82gOmgzW7Og/fAzADytjZwdr89O341pSaDpko/eWaN15bJPJz1+pP50lzY21jo96ttEI1MD/ACg8cKaAKn22Ww8Nr/wkF3awXjIwYtMoVjk4AJC54x2FLrDi9t4TELWeykGfMabapyCOGDDPGfWpfEWlwalpx86SdDF8ymGUpz05x1qG50u+S3jtbMQPbQoBH58jlycEckc9/X/EAFPXo/Er29mdNe1UfL5oMmBu3DbjKNkVtXmk2+rWEEGpRtIUKvmOVkIcAjIZSD3P51SvvOt9NgW6mRZPMJHlkquQCUUevIHHenWdzIdXGZbt4pg+2OSHaqHJ75yOF6Ed896AMuXwTD9uzDvFpkfK1/c7/f8AjxzzVmDwnpM0twkiXWIZBGm28mT5dqtyVYbjljycn34FdNVS0/4+b7/ruP8A0WlAGDceEtNEwt4FuBvidxvvJid67QvzbtwHzHgHB7g4FQWHgmJZib/zGj28CLULnOfxf6100n/IVt/+uEv/AKFHVmgCvY2NtpljDZWcXlW8K7Y0yTgfU80kP/IQuvon9as1Wh/5CF19E/rQBZqpqm86dMkahnkAiUMcDLHbycH1q5VPVFJ0y4ZXZHRfMVlxkFeR1GOooAjh1UTXEMQtZwsqBhLt+QZXdyf0qazAa2cEAgyy8H/faqy6HaLJC4Mv7ptyjfgZwB+P3RxVqy/492/67S/+htQBMkaRjCIqj0UYp1LRQBXk/wCP+D/cf/2WiiT/AI/4P9x//ZaKAC3/ANfd/wDXUf8AoC1YqoBcxTzlI4mV3DAtIQfugdNp9Kd5l2f+WEH/AH+P/wATQBYqrqf/ACCbz/rg/wD6Cadvu/8AnhB/3+P/AMTQWuyCDbwEHggzH/4mgAuRFc2zwmdV3jG4EcVFtm/6CQ/74Wk+zN/0DrL/AL7/APsKPsrf9A6y/wC+/wD7CgCveWt1cpEsesiLZMkjfukbcqnJX2zjrVnbL/0Eh/3wtJ9mb/oHWX/ff/2FH2Zv+gdZf99//YUALtl/6CQ/74WqtpaXVvLdvJrIl8+bzFHlIuwbVXb7/dzn3qz9mb/oHWX/AH3/APYUfZj/ANA+y/77/wDsKAK72l02pRXQ1kCJInjMXlJyWKndn229PerO2X/oJD/vhab9mP8A0D7L/vv/AOwrPvNEubqcSRmK3UEHZG/Bx2PyUAaW2X/oJD/vharQ2l1HfXM7ayHSUIEj8pBswDnnvnNUYvD11G4LTB1DZ2s45Hofkz+Xp3rV+yt/0DrL/vv/AOwoAdtl/wCgkP8AvhazteEy6DfEa0lufJb960aELx78VofZm/6B1l/33/8AYUyawS4iaKbSrCSNhhkc5BHuClAF4TRY/wBan/fQqvpk0U9m0kMiSIZpQGRsg4kYHkVXnsGnt5IhZ20RdSu+N8MvuPk61BoujzaHbvb25MkTMWCyzjCEkk4CxjGSSTQBt0VX33n/AD7wf9/j/wDE0m+8/wCfeD/v8f8A4mgBZP8Aj/g/3H/9lopqrcPdRySRxIiKw+WQsSTj/ZHpRQBRvtDF7dtP5wQnHRTnoO4I9B+XucwJ4b2BwLskOpUghiOSSTjdjPJreooAyLPRDZTedFLEXwQC0ROM+nzVobLz/nvB/wB+T/8AFVPRQBBsvP8AnvB/35P/AMVRsvP+e8H/AH5P/wAVU9LQBW2Xn/PeD/vyf/iqXZef894P+/J/+KqxRQBX2Xn/AD3g/wC/J/8AiqiuLW4uraS3lmhMcilWAiYcH/gVXaKAMKPw75drLbC5zHIAMMHO3H935+OtaUUF1FEkazw7UUKMxEnj/gVW6KAK2y8/57wf9+T/APFUuy8/57wf9+T/APFVYooArbLz/nvB/wB+T/8AFUuy8/57wf8Afk//ABVWKKAK+y8/57wf9+T/APFUbLz/AJ7wf9+T/wDFVYooArbLz/nvB/35P/xVZcmr2txFLE2oW7LtIcfZn6HA/ve4/OtykpppbgYmlx2Y1WR4bpZJthDqsbgdRzkkjPAorbopNroB/9k=)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 3.31€ | 4.01€ |
| 5 - 9 | 3.15€ | 3.81€ |
| 10 - 24 | 2.98€ | 3.61€ |
| 25 - 49 | 2.82€ | 3.41€ |
| 50 - 99 | 2.86€ | 3.46€ |
| 100 - 130 | 3.15€ | 3.81€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 3.31€ | 4.01€ |
| 5 - 9 | 3.15€ | 3.81€ |
| 10 - 24 | 2.98€ | 3.61€ |
| 25 - 49 | 2.82€ | 3.41€ |
| 50 - 99 | 2.86€ | 3.46€ |
| 100 - 130 | 3.15€ | 3.81€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension L5970D. Régulateur de tension. Courant de sortie (maxi): 1A. Tension de sortie: 1.2V...35V. Nombre de connexions: 8. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-8. VCC: 4.4V...36V. Quantité en stock actualisée le 13/01/2025, 02:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.