Circuit intégré STA515W
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abm6tjlwrCNcYTjLAkdevHTnrQBGvhgKyn+0rvhSu3f8ALyMZx69x781r2Nr9ithD5ryAEkM5yeTmotNjv442F/KkjcbWX6c9hV6gArLhuo47cKmp2JjhJiLYzhlHIJ39QAcj2Nalc9NoFhqnl3U+lwSFhvUtcOPvZPQDH8R/OgDUaaVN269tF2JvbMZG1fU/P04PNIlw8gQpf2bB13LtTO4ccj5+RyPzrEmbSdKYaXJa21uvkbRGJn2lGLfLwvJJ3cdazZE8JySMs9pZ70UE+ZNLlg/z55X5id2c9eaAOgurSzvZJZLmfT5HhAEjFDmMD5hk7+PWkj8PWqvC8aWu6Agx4jY7CDkY+f1z+Z9TWbFFoPiKQpHb2l0xDOUFzJ8obGTjb8ueD+Oe9alnp0OhQTyWWnW0CldzhJm+bGT3X3NAEB8J2W6JxFbh4mV1YRuDlTkfx+pP5n1qxY6DHptw89p5Ecjghj5bHjjjl/YVo77z/nhB/wB/j/8AE1Sv9YGmeWbxYI1fOG81iBjGSfk9xQBd2Xn/AD3g/wC/J/8AiqNl5/z3g/78n/4qsj/hK7DLg3VmCp2nM7DsD/c/2h+dakc9zNEkscUDI6hlYTHBB6H7tACmC4eaF5JoisbFsLEQT8pHXcfWrVVfPuEliSSGMLI23KyE44J6bR6VaoAyr97Jde0pJ724iu2E32e3R2CT4Ubt4HBwMEZ6dq5uddBDKHtr+M7G/dqBjHljIHOOVx05zXXTtfi/tFgjgazO/wC0s7EOvHybBjB5znOKy3j8TbV2y2e7Jz7ccZ45Gc56GgDBh/4RxWfaL+BgvVjjZ8r8nt0LDnP3x3NW9ROgJfSyXMdy1xG2WkUZDMQCPY8YPTHNbUUWuhZC1xbsSU2BlHAxh84H4j6Y70gj10wEGWATBiVbIKlSpAz8vZsHjHFAHP8Am6ALmRfIvYpEUCRfKH8Kjkg9fu4+oNWDDoMoify541nl3DG1Qjbjz7AHJ46cE9q1kTX2eXzJbdQY38vZghXI+XOR0FJ5HiAZX7Zbt8rYcIFIPOOMHjp+JPWgBLfxBaxxRRC1vERYsqzoMEDcAM5+8dhwK17WcXVrFOEdBIoYK+MgH1wTWZFDrZOJbiMDI5G3pu5/h/u9KdYprq3KG8ltWh43hOucHOOOmccfrQBr0UUUAFZVskCWsKOL0OqAMB52Ace3Fatc/wD2vqMs8sUAscozALJIVY4z2P0PPt27AFq5jgeCTyRdedtOwuJiA3YmstLbUBKN5DJ3LLOTjJ9AO2KnbWtQFmJYzp0sjE7VWbAIwMck9T836fi2XU9bO/y/7NTBTBeXse5579h7daAL1rFBHbx+ctz5wUBzGJgCe+PbNLdrbvZTqovizRsAP33JxUlpq9vJb7ri5tklUZdVlBA4z6+lWF1GycsFuoSVG44ccDn/AANAFO6VXtmW1e7SY4wzCYgc88fTNZjRao24GTdx8uRcevfjpj+n47o1WwKBxe2+0jIPmDFO/tKxDFftcGQQD846nP8A8SfyoA52S2vXEG+2hkZfmk3C4xuycbeCf7tWIXvzJCJYHSI/f2tPuXnoO3StptRskYq11CGDbSDIMg+lKuo2bzeSt1CZMA7Q4zzyPzoArbIWu7Uxi6JWQk7/ADcAbGHO7jvWlUMd3bTSeXFPG743bVcE49amoAqT2K3F/aXZuLlDbb8RRylY5Nwx869Gx1HoazT4T04w+UWnK5Y8v6gA4GMDp1GDWtPeQW00EUrlXnYpH8pIJAzjI4H41U1XXdP0UBr+VolMbybhGzAKuMkkA4+8B75oAjXw9YJEY0QqGYMTwScbsdQc/eP6VDF4U06GN0iMqh+SdwJz9SOP8+1Pi8U6RPL5UU8kkmUGxIHY/Mu4dB0wM57VWh8caBcPEkN27vLt2KIHy244GOO9AFp/DWmSQ+U8JKc9DjJ2queO+FFRnwpppiEZEnChVbILKAQeDj1Hf6UweM9D8kym6kCBVck28gwGTeufl4yuSPXFbNrcw3trHc27h4ZBuRh3FAGa3huwYgkNvBBDYXPHQHjnr3znvmrem6Xb6VFJFbF9kkhkIds4J64/n+NXaKACiiigArlEurdtUla8t9PQQrKQxUlgSR1PQA859cjvxXV1yMyB5nZG0kSSTFQMgk5wMEHnOT/L8ACrbOJJDAmm6OQrbpyflCDpznnODjvnJ/G9cyacJbg/8SpovKCwKHyXYDADY/h5Ax/hSGaSTTVW5n0aQtGyx7pPkH3dox6Ag59wPWomiiaaeWGDQJLcyFC0jcqMEc9snb7dD1oAkvIYE8sWltoptTEA/myAc55x2wB/OltlgEdxGkWkR3pQxwrHJlTuPO79PftUK+XcMLWSLQfIUOgVH6HbuBHoMk/maR4YIvs7Qz6Kl6FZiNqFRIMkMMcg/d5z+FAFZ4o4YIZo7bSCAm9EjkADMCTxjGcZHHTirtjFGbadHi0ZFIV4/LI2sM9WH0P60rrZizjikbRPOUgIW2nDZycgcD5e47+1TwabK1mxt7TSZhKVBkVRtZerDAHJDD159BQBUhVJ5J31aDRseXuikLKd8hP3uvTOPxz9S1RNHL5m3RnMSxmHeyqyEAAZI47Ngj0H1rQm0ueWKSB9LsmYZEcwxgDcB0xnJGSffjPQ02PRbxYfns9LaTcvBQ7fckAcn0+n40AO0khdQjHkaWrlCWa2cFvoO/8A+r3xXR1iWGm3Ftqsk5s7CGNuA0CYYqQScnjnOP1/DboAy9WeOGe1mNi1zNHvaJhn5Dt56eo4rNvrq01H5rrRJZ/LDRr5kf8AC2d3X+EhQc+/TirPiN3jW2eOS/Rgx/49ELcZUnI6dAcZ9aqRb4rm0ka71h0lf/VNHwuGA+buB+PSgCRk0YSOH0d3kR2GTb7iTGvBBPscD16UkFzpNpM1zbaLcRzqmwMttg4AwFz+FUrVFjuoLfOqsyXKkM8RCke57L1/HPrw24u1T96RrFvCzbmRIwArEls+/OF/p0oAsW82jPALmTQZYSkYb57cZUKNo/JcD2GelXoNatLWCK3s9Ou1ijAVY0g2hF9qovDPIqmK91dWkhLqWjyEGCeRkHPy4x7jvyHS3C3FlBHJHqplgckSrBtfPfv0oAvjxEpZsafelAdqt5X3jz2/CiLxLbyySR/ZL0PGpZh5JOAM/lnFY8d8biKBvN1tZIU2SBYQSSeTu9+QOn9atRSPBDGzXGqMs+YwrKMxsHGCfQkED6fnQBeXxNbNIsQtL0TFd2wwnjjPP8s0T+IlhdR/Z96yNHvDCLvlhtPv8v6is+4aSGNrYz6y7rL/AK6OIHsU49uQfwz6mo7u8leaORJdcjj6NshAxtHJIPrgn6/kQDrVYOgYAgEZ5GD+Vcsy+XM8kS6A0qTt+8fAZPmYjOP4uB+INdBpbK+lWrK8jqYlIaT7xGOp681y29RdShrzRfL87MibBuK5OeNvLAFuOev5gEscsVxcKu3w89rym1WBKoAd2OPRW9vlqCAGHcn/ABTWxNzlTJnLfwknGc8sM+9S28MFxJNa27WCz/aZUHl2xAKYbcpJXrnOQD0zzToGtYokW7n0R52ZgHVFOOPlxgDHPXP50ADCC0nMsi6DHsjCusagHedy4PBIXoPwP0qO8iWWWYIdEiVjlEkGwkHCkE7Qc7lYfpUj3ES+cz3OhztLkIJMYDHBycDJ65/EdetSs8EaR3FxDpt1bkqhlijDCJgCzHgHjOT7UAV7iOzEU7B9JBLRfZSsCk4Iz8w2k4IORj860NLu5YbYyNc6fHaSSnyuPKGzJ6KQMH7vBz356VSgYRrme60RyQRDnbjK7VAyFHY8gdML2PCySD9yzT6GsP3ZFwNpkyPu5HIwYwf6UAWbfWLgrITqmlyuAw2+btUEKCDnuMkZ/n2p9trM/wBoSKS706dm2KwinA2seuAfve31qi6IJIXH/CP+YQxLMDhlJ4I7E5U5PsKhguWjKyGPw6kjkPCw4AUZByRxndjGCepoA19MvruS7jiudQsZdxbMcLhmyB04H1JPsOOa365vRikmor/yBvlQlRZj5ue44+vSujoAqX+ni+2ZmePZn7uOenX8sfQkd6zl8MRA5N9dsQuF3PnHzbj+fQ+1Sa1YNfXNqY7i7iljV2TyCuOqckN1x0/E1TtNK1KAwNNqGpzNGVLDMYV8dQRuPBPvnAHNAF4aJJ5m5tTuyoTYqh8YG1Vyffgn8aJNDMiIDqN4HVdu8Pyfm3c/yqg+jXzW9nGt9qcT2u/5o2j/AHm7+/ljnHbnvRHot4n2kG+1ZhOjq2ZI8ruGMjngjqPQ9MDigDRg0iWC6im/tG5ZYlCrGxypAVQc+pOCfqaadFmMWxtVvT8+7O4Z78dP84rJXQNTIKzarqzLgbSrRgggnn72OmO3b3xUw0W+ErSf2jq2TtwPMjwoHplv8989wC5HoE6vM0mr3j+YMAbsBcMCD9eMfj2pBoE63McqaxeqqkFl3Z3YOcfTk9v/AK9dtIummhk+16oDGoXiSP5gCTz83ocZ68Ck/se93IxvdUYojqoLpg7lxz83ODyM/wD16ALqaEyXf2g6nfM2xk2tJxz7e2ePpUZ8OyGONP7XvwIxgYkGf5VVk0a+NzLLFf6rEskhk2K0ZAyScDLdBnH0AHahtGvTFEgv9WXy8ncHjyx3McnLf7WPoBQB0NvEYbeOIyNIUUKXfq3uaw30vUPPmkFppLBvuAxc5LLyxx6An64qC10bU4IZll1PVJJJerAxDadwOQCx7DH4mo28P37Fj/aus4ZNhHmR8jn39+owf0wAW1sdYE4/0bR1UOJN4ibO4k7mHvj+dRrpGqm2Eb22jbmUK7JEwPTkitazM9taRQPBcSsigF2KZP8A49U/2iX/AJ85/wA0/wDiqAMdNHuIo4s2emtsl+ZY4QNycc8j73FSw2Wpq1wpt9MSEn90ixn1xlu33c/ia0/tEv8Az5z/AJp/8VR9ol/585/zT/4qgDnn0zWtm02eiyrvyi+WwCAkH8uMnrnituHTLXyYvOs7XzUGSEjG0McEkfio/IVN9ol/585/zT/4qj7RL/z5z/mn/wAVQA1tNsWRVaztyq9AYxgf5yfzpTp9mQAbWAgZA/djjJz/ADpftMv/AD5z/mn/AMVR9ol/585/zT/4qgB0NpbW7FobeKNjxlEAqaq4um82NHt5Y952gsVxnBPYn0NT0AQP/wAhCH/rlJ/NKsVXf/kIQ/8AXKT+aVYoAKKhubf7THs86WIesTbT+dUrxWtHjmN7dLG0mGUANgBD0G0nqAaALEmoRRtMrRXP7oZJW3dg3T7uAd3Xt7+lZ91etNIiy2DsiSEoGRj5nytjgrwenr+lNuNQ8zSru4sJ764lij3CNIlDEkcYDqM+tYKfa7pUmk1AyNJ98yR+WVAjfqBH83U8c0AdUosCoJscHHI+yNx/47S7dP8A+fL/AMlG/wDiai0+1R1m+0pHKyuAGIDcbF6cDip7m1too0eOCJWEseCqgH74oAzfKJYTJaI0JkxyiLz5u3btK56c5zRbQveahOklotrFFkBBCmTz8rZIOc4PT0qy93BHF5DyBZBP5hyMAL5+M56UwSWmq3N6IPJeQRrGCxHJVmzjqcfMOcd6AIbLSkuROWvpCvmY/wBGKohyi56Dnp39K0jFMt3FEL2baY2JG1OoK4/h9zXPTp5Ek3n2yOWc/Nb3Ii34RfXGMZHeteztYjcxyNHERIjsMYbGPLHJwOcg0AXZEMKF5L+ZVHUkJ/8AE1FbzRXTulvqjysn3whjO36/L7VWtLNze7byKJ/kfb8i4I3DBI9cYrPvba8RxsNjFtu4iURVd2Qt93GF29ueaAOh+zy/8/k/5J/8TWbY3F3PPJHLLcBFBcSAKc/MRt+5jIx6mrNvdaVcopRrbLSNEFJXO9eq/WqU72UOiXrRwLM6+cfLhUM/LsM4oAnivkmuPs6XN/5vG5TbAbc56nZgdDUt759siOt5MRlsg+WAcIx6leOnWqVta6eNTv7pdNKzyQxtIZBwQAdox/CeTmpbC6knWxSRSxBB8xeVP7s8ZzyaAM/w9qzXnkXT207SXKfvJEbzEDZx95F2HoDnPHIrqqKKAK9x/r7T/rqf/QGqxVe4/wBfaf8AXU/+gNVigCu//IQh/wCuUn80qxVd/wDkIQ/9cpP5pVigArJkhu01RXln32ryfu0JHyHY2f4en1Jq1c3slu+1bG5m6cxBSD+bCqmo5v1S2a1ugm752Cr0KN65B64oAykittDScXyQM4iGxhACGJZ9o+VAM9fzqrutXVFt7pL+YOdm2yBZDsfHRcevWtG00k6bqMt7a27yE26wJG6lcAHPJDFQPog6Cnvqt156btPjBSRtgSbOfkf73Hy/rQBJBYQ3MNy7W26RZMBF3Qg5Rc8f1pbfTBb20Us8JjuUliXKzs6t8wGcHjue1XLW9iD3BndIHaQHbIwB+4vT2p9zd20saJHcROxljwquCT84oAZ/oXnf8t/9b/002b93/fP3qZINM/tBtof7VtO/7PvzjPO7Z3zjrzTHs7eSP7Q8KGbz/K3kc7fPzj6ZqLZaaRcXhjkiSRkEiiQjgsxzjoccD8qAKRhtC0u7SrqYGTIjJciM7V9Txnnp7VZCRxkwLcXgWWKQjfCW8oEpkD5en1zVdtTlhjmCXenYdjkXkmzPyqOuTkdqgt9Jspb23uJL+1U2qPEdpwWDrk4wwT+IjlTn+QBZs7M2uuW9y97dTLHatHsaKUZ+bOcAbe4GTz71cv4xNOk9opjl8yMyNJbSHKqScDA684qlFZafpuqw30N3HO0NsYUhVsyMC2eMOFwM9NufetaHWbeR3WZHtQpABuCqbznHHOf/ANdAGdY6XZ26OJbcq32h5l+zQzRqdxHLAfePGOfSpLXS5W0+aZZIDfSxvCJCjBAu48EHnI6fgK1vt1n/AM/UH/fwf41kWGpMkkrS3lr9kAdvmZQwfe2fmDdPw/GgDaYT/ZjtMf2jbwSDt3Y/PFVIYGtodOik8syK2HMYwGPltzVK28Rx3GoS2WyBZIQjSk3AwobOO2Dwp6fjitSZleWzZSCpkJBHQ/I1AFmiiigCvcf6+0/66n/0BqsVXuP9faf9dT/6A1WKAK7/APIQh/65SfzSp6gf/kIQ/wDXKT+aVYoASq892sEyReWzsylhtKjgY9SPUVO7iNGdvuqMnjPFZA1PTLvWbe3EqPO1s8ixsh3bdwGcEex/KgB8kcUkk0hjvQZRhgt3gDp90B/l6dsd/U1iXX2f7XMv2GQbG3ECRi0oKNwwDfMPoTn68VpXGpWEl9aWdtLAs8+/ajKELbRk9UPvVO50e6e6l2tb4uDsX587TsbO4BQPxGD+hoA1LYNcK/kwOqIQvz3jg/dB6DOOvrUksUsSF2iO0EZxeyZ6/SqkOnWwDx39u7ujhkaNHIxsUcFQPSpWs7FMtb20wnPAYxydz3J/rQA4Wt2rCNfOEQkyASjL/rd27JO7OOMVNDHeW95KXDTRvyHBHHoMEjHeo/7RuBLISh8tJdmRCxyN+3g55P4U211OfUL6aK3CxxwllYyRMW3A49sZ/HpQBXmjv7hpttlaySCQ7hMoYDKKOOfTr9a0bK73WsnnRND5BKtmIouB0K56jHccVSWxv557oDUvKAl6xxctlF65J/DFWp4rmZ1tJJYGikjYt+6YHgr6P70AVdO+zx6iqR6glyZIndB5hchdwxjLEkcY/DtVK8tNt60S3V4Z/tMUu0Axxn5u7BSD1PHt7Veg0MWd8l5FcRRmOIxhTFkYJySSW3Zz71Ld2E1+0ZF9HG0bq+Yohk7ScA5J4zmgCODxHYyIhd9rGdoDgHAZTjqQOORz0qvdX8smk39tYKv20RySp9oRxGVLnncB6Z4zmr1tplxAG33cc5MjSK00OSm45IGCOM1j2MRliuNM+2MsxjZ2nMA3+WXPcHHrxj1oA2IBqAmuGltrdWMKYkjH33xyOucA9M4qrphuDHY+YD5WRgvnfnyjnjpj6U9b+O4jFpFrNsZnXYGRP3memcbuuQe1XLWymgjtY5LkSpbjCkx4ZvlK8nPv6UAXaWiigCvcf6+0/wCup/8AQGqxVe4/19p/11P/AKA1WKAK7/8AIQh/65SfzSrFV3/5CEP/AFyk/mlWKAGSRxzRtHKiujcFWGQfwrHv4msjDHpmnxP+7cGFEULtJXPBKituqsz+VexOyyFfLYZRC3OV9BQBzlpbxtPfrNpbxwRyMscNvFJGGBC+wVunUZHv0qSKCxhl3Lpl3YKWbdLzucbG5GCTnv61oXi2ypczxxXjyzABl3zRg9OmOFOB1GKzI1lkuD5w1REcllxMz7DsbITgHIP1/nQB1UePLXBJGOCetOqstpEVB3XHI7zvn+dL9ji/vz/9/wB/8aAKYnhNuYhKnmLdZKbhkDzuuKZKEvLm8e3eZnSNEHlyMgLAtkDkAnmnC1sPNMX2tWJkyY2ZCSd2cEkbjz70hstOsr4zR3QtJXUkoHQBskZOGB7gdKAMllNtLcJt1K1BlJ2237wH5VPHJ55z071o2NuZZ4Xle7IaJihllZWIxHyQDxk5OKzZ00x2l+03V1KnmkxhApI+Vc9Bnk+vHFWrctb5gGqWjFo5fIJGwxqSnDfMdx688fSgCa3t5bq4aC+SQJtbCebJh8MADyf85qgbW5s5Xe208WqNcxq7+YwLoWwcbGbJ5HXHU1YsnuodZge61S2lgW2ZW2yqMsWznB5PGOc/hUuoLAbxLu1ktpJGkj8wPcBQFU5J75PT8qANRLeCRdyyT46czSD+tZlyLTTdCvLuSaeNYzKd6ySMQd7AcA+pFU7HTbRFJkuxbMl3JOqpdLLv3EYOWBK8DGBU9rp9ybK4u0iiN1LE8SxJPmM5Y87sdfXjtQA60g0/+1L67jub52lgikKNI4VVAOCvOcnPOfQVo6XffaoESTAnVFZlzk4IByfzqwwYW7yrbxm4ZMlM4DHHQtj9cVHplubXT4I3iWKQIN6K2QGxg4NAFyiiigCvcf6+0/66n/0BqsVXuP8AX2n/AF1P/oDVYoArv/yEIf8ArlJ/NKsVXf8A5CEP/XKT+aVYoAKKKKAMbV5bG+gubF5kSaJd5aS380R9PmwRg8N+vsaowrpVtOhiulE24/aHjhWNvuMMnaoPXNbuozy21hNLApaVVyoEZkyf90cmsqAXsk8LXlnb4lYk7YghY7H4bLE9D0I9aANVLyAIoBlYY6mJuf0p322H/pp/36b/AAqcAAYHSloAxhbh7drhJ5133OAu75R++HIUjg0lvaf2deXs5lM77fMG4BT8xPBIH+yKXN3l4Rjb9oyimB8j97nJboRjNRwrMup3A1K280SLhXWDeu0H5RwD/ePWgAW8v1N0IrEXRaQ7vKmCFflXA5A7d6qWul6jPcW0jzyRCGOSOZDcu2C4DD5ed2M4+8MYGOlF3HDPJMw0d52MhBCl4yo2rjovPc+3FaOkS6ZdWT/Z4rdTbsYpUBDGNl4wx65wB1oArxWNxpmoRXdxevLaw2xjYtM5JJbI+Qg57DO7PtWpaalaXzSLbSiQx8NgEAH0z+FUbGwaHUAbjZKdj7HIXIG4Y6KO2P8A69Zmo2s8l2I/7Vg8xbuKRrdIldyu7lTuPAOR09KAOrrK065umllje3HkDe4kGQdxdsrgjHH1p8N7pUwTabfc0hiAwp+cdRxkZrPup7RdHv4rS3t7q7VZW+yqyKxUueeeg5zmgDRg1mK4vHtEt5/OjCmRTtzGGzgsN2RnBPvWlWHb21ub68mbRoo52hjZ3K7t7AHC9MHGT0JqxotxLLaxqw3osa4lGAM4Hy468e9AGpRRRQBXuP8AX2n/AF1P/oDVYqvcf6+0/wCup/8AQGqxigCpPLHDfQtLIiKY5BljjnKU/wC32n/P1B/38FE97bWskcc86RtJnYGOM46/zqNtU09Tg3tuDkDHmDPpQBJ9vtP+fqD/AL+Cj7faf8/UH/fwVG+q2EaqzXcIVvuneMHnHH48VYimjnjEkTq6EkBlORwcH9aAI/t9n/z9Qf8AfwVHLc6fMAJJ7dgDkZkHBq5RQBn50v8A562//fwf40Z0r/nrb/8Afwf41oUUAZ+dL/562/8A38H+NGdK/wCetv8A9/B/jWhRQBjhlilkNtqdlFE5zs2AkHAGc7uelWZp7S4tGgkvovnXazJIAffHNX6KAOds9L0qx1SG9iurctFAYFLNl8Fi3XdgDnptq7eG1uZI5I763jdXRmLNuyFJIAAYY6nn/wCtWrRQBiQWelIpFxLYSnzWkUqoQDcc8jJyff6UkdvbR2kqf2jbG5kRo/NydoUknG0v7nv6VuUUAU2vYDAVW+thLtwHJBGfXGentmm2tza29rFC17buyIFLBgM4GM4yavUlAEH2+z/5+oP+/go+32f/AD9Qf9/BViqWpHUBbKdOEBm3fMJicbcH075xQAPcwTXNqsU0cjCQkhWB42NV2siy1C5nkhR5bRi7AkI+SVK5yOeuf0/TXoAy9YezQQm8DbQGIYQrIBwM9QcfhWc76Gg+aTqcYFmhyRt/6Z/7S10howPSgDmY7nQpjHEsz84RFayUe4AzH7n8/epo9X0yCIpHfXMUak8La4Hqekf1roMD0owPSgDGi1azmXcmo3eNwXmDHJzj+D2NIdXsg2Dqlz03f6jjGCc/c9jW1gUYHpQBiLrNi0ioNSutzFQo8jGc9P4KcmrWkjAJqN2SWC/6jHJBI/g/2T+VbOB6UYHpQBhDXdPIQ/2pdYfp+498f3PWnpq9nLvEeo3bFVLEeSF4GM8lAO4rZwPSlwPSgDCTXLB5TGup3e5VLHNvjAAz/c9KWTW7CJVZ9UugGzj9x9f9j/ZNbmB6UmB6UAY41a0ZSy6jdkBd/wDqByPb5KYut6e5IXVbkkKXI8jsO/3K3MD0pMDOcCgDEj1uxlCldRvBnPBt8HgEn+D2qe0v7e+mMUGo3Jfk4aILkDGeqe9auB6UYHpQBB9nl/5/J/yT/wCJo+zy/wDP5P8Akn/xNT0tAFf7PL/z+T/kn/xNH2eX/n8n/JP/AImrFFAFOLT4opo5QxYxghcxoMfQhQR1q5RSUAf/2Q==)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 11.72€ | 14.06€ |
| 2 - 2 | 11.14€ | 13.37€ |
| 3 - 4 | 10.55€ | 12.66€ |
| 5 - 9 | 9.96€ | 11.95€ |
| 10 - 14 | 9.73€ | 11.68€ |
| 15 - 19 | 9.49€ | 11.39€ |
| 20 - 95 | 9.14€ | 10.97€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 11.72€ | 14.06€ |
| 2 - 2 | 11.14€ | 13.37€ |
| 3 - 4 | 10.55€ | 12.66€ |
| 5 - 9 | 9.96€ | 11.95€ |
| 10 - 14 | 9.73€ | 11.68€ |
| 15 - 19 | 9.49€ | 11.39€ |
| 20 - 95 | 9.14€ | 10.97€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré STA515W. Circuit intégré. Date de production: 2011/18. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier (selon fiche technique): PSSO36. Nombre de connexions: 36. Spec info: refroidissement par le dessous (depuis le circuit imprimé). Quantité en stock actualisée le 15/01/2025, 20:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.