Circuit intégré CS5361-KSZ
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545P4YoAhh0ZJluQbGe3uF2gM1xuyC2eO3GT/APrqWawfUkeW506UTsVRgLvgrt5IxwBnA/HNRvpbGxaD/hH8M752pd9CAcMCenXH58U640vZZLbw+H/MjA3bVuwpDFVB5J9sfh70AMj024D4bTpCrMrEG6+4QMDHfnca6qPPlrkEHAyCc4/Gues9LTz2STQ/IimBWV/te/I6jjPqoroI41ijWNBhEAVR6AUAV7i2uZb60nivXhghLmaBUUifIwMkjIweeKrz6dcyyM8eozIC2cDtwBjggds/j9cvvILOTVNPlnuWjuYjJ9niE5QSkrhspnD4HPIOOtUBYaW0htxdyndkCMOcA/MDjjHYj/gIoAtrpt0L6a4k1KVonziIZAUEEevb19qZHpN2kiN/atwyquMHn+LOevpxzmq8NrpALRR37ymVAn+u355GMH14FRx2ekTIJY9Uk+Y7hunHTPTB7UAa1jaTWrymS8luFfGBJ/CcnP8AMfl+AuAg8g8VhxWGnQNG0N/IVDFj+93jAxnJ7AZHPv71CulaKsSKmosqRfd23I46nr+dAHR0maw2h0zzrd/7UI8rgKJwQ3JPP+PtVmHTbGe1liimMsTvztcMFIOcD86ANPcPUUVljQLTykj3zbUbcMNg9AMcDngD+fWrllZR2MJiiZypIPznJ4AH8gKAFvP9Qv8A11j/APQxWFHq8EFwWfXA0DFgI2gOVJ4HPoD6+ordvP8AUL/11j/9DFYEd3El5KDq3yR+YzW8ltkgAHo3fH/1u9ABFffarnyYNdzI+AqiA8Ej/wCtnn3/AAUa3ALURDW1WfAcySW5+5jBGPXIz+NMhunYySprybEJBY2a4Az6jrQL2N4Jx/wkEe5MSeYLUDYqn5h78Mo9aAJ4dTY2d2x1mORk24kW1OIiWI6d/wCnWkutRWDUFf8AttUinj3xRGDeCCMAgj86gudUjinFq2trHMmRK32LILBs/wBcfnUc1/aCKPzNcj+RidxswRjjaAMcEYOPr7UASrqzQqLqTXRJbq6xsotP4jyBwMjI4p9xqfnXJNvryRRSHCJ9mzjgdG/z+lLPqMMM94jazGoBwqLaZ8kgjOT3PXr61UN7E2DJ4giaNsMFawGAw55/EGgDStr/AMvVjBNq6Tt/qvIEJXDcc5/z1+lUYdTkWXzH8RRyIHwU+yHoDkjjnpx+NOlvgkVsv9vIrsjEutnkudxG7/ZA5FJJeEs0ia9FGjEIg+w5wcDJ68545oAamrStcyD/AISGEoMbQLXv3zx9O/ftXUwh1hjWRw8gUBnAxuPc47Vy8t/AdRZotfWNZFBWIWm7Hbgn35/OupidZIkdGDKygqR0IoAo3s+mR6tpsV3HG19IZPsbNCWKkLl8Nj5Pl9xnpVE6zoiuHdWR22sAYTk7vmz+ufw+lalzePBfWlstncSpcFw06AbIdoyN+TnnoMA81ny6y0RV5tIut43YKpuwMHoffFACfb9BtrgKPKSVXIGITweh5x9ajubzQ1RGks1kiVFdG8jKj7wAweh+Q/lVldUmyNulXIXcN2Vx1zyB36c/Ud+KW41h7cHOn3LncVG1OCQxAx65AB/GgCAahoK2AkGwWyuYh+5YZJGSMYyegP5VC114faMMLRHjDMMiLHPy54PP8S9q0TqUgUEafckkAhQvPJIIPYYwD17/AI0kWqSy3CRnTbqNGP33XGOBj/PagCjeT6LaAyzWe4uAxCKH9QMYP+z29BntVi11bSYvMhtBt2hndUiKgEdc9s/4UyPXLpoI5JNFvFJ++oGSvXp69vT/ABsR6rM8yRtpd4gZgpdlGBknng0AMfxLpscwieZg+MthSQvGeo6/hmg+JtKDupuGGzhj5bcH06dae2qTIkZOm3LMwYsEXO3BP064/UUo1Gdo9wsJQfLZ9pDA5DYA+73HNAFiaVJrOOVDlGkjIOMfxiqTadqbKR/bRBPcWyZ6ValmkkVlaEoqyRYJP3ssKw/scqTs8egyruyWxdKFJJ/u9D+NAGnFpuopGyvrBdyuFY2yDByDnHfgEfjSx6dqKsd+rBgVIwLZBye/4elZV5p6xNJt0SaZMbyyTjv2A69Sf19SDYuLQyW8bjSZ2Z1KSRC4AKDeG+h55/TmgCyumar5bBtZyxIwfsydiOe3Wr9nbzQxFbq4W5ctkP5YTA9MCuWjs5GCqug3J3D+O64UAkr175A46+tWbrTnnWMf2PcOjQgMv2wDaQMAH147/wD1qAOp2r6D8qTYn91fyrl2sriRgG0e42BAvF4ORknB/OntpqwXnlwaZcPFlQZ2uscHrx145/zmgDptq+gpPLTcG2rkdDjpXLpprM0pfSrgAICF+2Aqx3dPXoSeeOKdZaYGn8mXTrqGFipDG6DBSoI7HJzuOQeO9AHTbU9F/KndK5MafLCqr/ZE7FW80GO7H3iBkc9O/wCFdVESYkJUqdoyCc4/HvQBXuHvlvrRbeCB7Ri/2mR5CHQY+XauMNk8HJGKz2l8QBoysFsygfOrHBJx2IPGDn1yMdK0Lm3u5L60lhvfJt4i/nweUG84EYX5jyuDzx1qo1hqoXEWqhckZ3QhuwHc9zz+NACNPrew7bO2Dcfx/n/n/Dlwl1gpG32a3Vi53qXzheAMevOT9BSLYamkny6sTGZNxDQgnaT0z2/zxSPp+qfvPJ1XywzllBj3Y5yBknpjjFADXu9bVXf+z4TgfKokyf8AP+eKlml1cSyCK3gMZJ8ti3I9Mjjvk/Q+3LDYauW3DVwDjH+oXHU84rUiV0hRZH3uFAZsY3H1xQBlCfXPnBtLbvtIfp+Gf8/hzNbzaq10iz2kKQHhmD8g49PrWlRQAlFLRQBXvP8AUL/11j/9DFcv/ZEon8w6LcN1bm+HBPH1/wA/THUXn+pX/rrH/wChiubur/xFbz7Wu9JQDghkk4OCTzj0xxQAo0zMYkTRZ2MvzsGu9pBP1o+wSyOnm6FMqhUBb7YCRjA6Z5IHP4e9RLqmvLGzvqGjYiOZ94kUIABu5x2PP6e9WkvddupYo7e501dqL55KyEqQfnxkAdCOuP0oAT+zGjnmii0ecxNKp803mN23o2M/5xTRZ3bkM2g7Cn+rC3gwOpwfz/LA6VGdS8QCQkXmjlY2AlUrIABkg/Njjkj8qdJqWuRrGPtml+YVBcbZCoG0HKkDnPJoADpjD5U0S4YBADuve+0HucHB4z7VJNa3EuTJoUkjFSuTdr6YGfXgD16Cta31FYoEXUJ4Uudu5toKrjkjG72FSDVrBlVkuo3VnMYKHdlh2470AV7TS4DCWktngkYBGQy7+F4XB9OAf51JHotnFIsiI4dXMineeCcZ46dhVm2vLe7DG3kEgU4JAOKbNqVlbuUmuoo2Bxh2A9P8R+dAGefC+mmXfiYcHAEpABOcn1zzWvFEsMKRIMIihVGewqmdZ05fv3kScA5c7c5UN39iD+NXVZXQOhDKwyCOhFAFa4sFub60ujcXCG2LkRxylUk3DHzr0bHUZ6Gq0WhW8AxDPdRjZswspAPBGfrz+grUooAyW0NSxYahfBiR1m4HPpTD4dhaTe19fM3vLn146e5rZooAyn0KOSFImvb7aqFP9dndznJ9T/SkOgQER4urxTHH5QZZcHbnPXHvj6VrUUAZk2iwTvueWbO5W6jOQMdcZPFImhW6SB/NnJAAwWGOMe3sK1KKAEpaKKAK93/qV/66x/8AoYrD1SRVvpc3Fuhzj57fcfudM7Tk9+vSty7/ANSv/XWP/wBDFUb2xv5ppHt54UDfd3xqccDrx9e/f2wQDOhn/d3YS+tAyo4H+i52dOowM49O9T6O6tdysssJ/dkgxw7RjPc7Bx079d3pxPHp2pqxD3cDIysGHkjknOO3Tpx/k6iW8MTl44Y1Y9WVQCaAOeW7jlF88d9A67sZFvlB8+PmO3n06+p96JLhPO2rewgrDyqW24DKL/sng9evQe3GveWt08im0eCNSCJA8edxyMH8Pm/OqIsNa8sD7XZB+hYQdvT6YwKAKt26I5Tz7NC0HCSwcv8Au277Rgfn+GcUzzkbTtwvLPImcBorXKdDkH5T6Zz7GtB9O1JkVfPtMHcJVMAIdcAKPw+b86sWdneJIwvJLeSIg/u0jAGc/T0z+dAGVbXey8RU1GBA8mCI7bl+eF+71/x/N+qSql3JmfTo/n/5bxbm6J7f5yPTjoFhjVtyxoD6hRSNbQOxZoY2Y9SVBP8AngUAczLcqsSD7fYjCD5Zrb5R+6U8cD6/TA7V08BzbxnKnKjlRgHjtQYIioUxIVHQbRxTwAAABgCgCpqOl2uqQrFdrIyK24eXM8Zz9VINZ3/CH6N/zyu//A6f/wCLrdooAwv+EP0b/nld/wDgdP8A/F0f8Ifo3/PK7/8AA6f/AOLrdooAwv8AhD9G/wCeV3/4HT//ABdH/CH6N/zyu/8AwOn/APi63aKAML/hD9G/55Xf/gdP/wDF0f8ACH6N/wA8rv8A8Dp//i63aKAML/hD9G/55Xf/AIHT/wDxdH/CH6N/zyu//A6f/wCLrdooAwv+EP0b/nld/wDgdP8A/F0f8Ifo3/PK7/8AA6f/AOLrdooAwv8AhD9G/wCeV3/4HT//ABdH/CH6N/zyu/8AwOn/APi63aKAML/hD9G/55Xf/gdP/wDF0f8ACH6N/wA8rv8A8Dp//i63aKAML/hD9G/55Xf/AIHT/wDxdH/CH6N/zyu//A6f/wCLrdooAwv+EP0b/nld/wDgdP8A/F0f8Ifo3/PK7/8AA6f/AOLrdooAwv8AhD9G/wCeV3/4HT//ABdbMUSQQpFGCERQq5JJwOOp5NSUUAFFJRQAUtJS0AQyXMcchjO8sAGwsbNwc+g9jVG/1KSHyVtgPMlYoqzQyDccFsDA9FNXE/4/5v8Arkn83qC6uLX7Ta75od0cxPLDKnYw/Drj8aAJ/tcf92b/AL8P/hWK2p6vGypKtoryvsiHlTfMdpJ7egJx7VtfbbT/AJ+of+/gqvcXVm89oxngbZKSDvBx8jDP64/GgBbO8mMH+mIRNnpFDJtx+Iqnqd5eK4a0mMSEBR5kDcuTgfw+4rXimimBMUqOAcEowODVW7WS4lECQxOIzHLmRschsjHB/u9aAITfSxW1uGWR5ywD/uX+bgk44HpUV5f3kc/7kxiN8LGJIZM7u/ReatXEd9LJbsiwIIpN7DzCdw2sMfd46g/hSXUF3cvbMI7ceTMJOXLZwCMfd469aAHPeSC1BRGNxgZBhk2579vrVOw1O7uI2eURMuGUNDFIRvBII6dAQa0t93/zxh/7/H/4moLOK8tbcxskDnzHfIkK8M5YDG3tnFAGcNT1QTJbutss7ozhRDL0BAJxjnqPzqxeahfJdxJaxxmJkOfNhl3bh6YHTpVto7pruOfyLfKIyf6055Kn+7/s05EW4uA88KCa3Y7GVi2Mrz2HY0AMhvyttvu1dHUEtshkKgfiPSrtZ91qNjLp90Y7y3bajqdsgOCAQR16g06HV7O4vDaxu7Ship+Q4BGc89OxoAv0UlLQAUUlFAC0UUUAFVbq1eeSN0uZYtn8KnhuQefyx+Jq1VO/vJLNFaO0muSe0QGRyPX6/pQBBHZSi+wt/cgRxJn7h38v1JUnj2/HNRy2t01v5KveIwdz5kTRjcGYn1HY+lTxXTtdu4tZvmhjJHygry3ByRUkV9JJI4ezmiVOMtgk8nnAJ44+vtQBmix1Hy3V7zUCSQUKiIbeP97nr+g+tKtjqCjH2zUTjpnyj/WtJNQimkeOAGZo/vbCMD8z9fyNJJqlqioVlWRnICqrDPTPc0AOslkUSmVHUs4wXxlsKozwT3Bpyf8AH/N/1yT+b1SHiCy3KpbaWAI3yIucjPdvQ1JNe6U8C3Mz2zAqNu8qWPcAZ7+1AF6RPMidNzLuUjcpwR7is1NHlX72qXzcEcyAfyFOc2UR/e2CIAQCWWP5cnAJ56c02STTWuIba3NgZ5CcLhWO0AknAOe2PxoAE0iVXYtql64JJwXHH6U1dFlVcf2vqBOMZMgPb6fj/wDW4qpdXtrZ3DQywRFl/u2W4HjPZv8APHqKu7IYhbvLbwMkxwAlqdw+Unnr6UAag4HWs2VJVvZZ0uZUAkjQxALtbJXJORnOOOtQ3c9lE8cUVlmRznmyYjGD7AZ46ZzUVreidRGkHlR+YpwbfyskSIPU564/CgC7dNffYLrzIbcfI+CsrHjBx/D1xVeZb5L1vKitgW3MGQqJMDIHUeuM/U0k8EC2N4Bo7x8SHLCM7uvzD5jwevr7Cq9pbPa6072+kOiySNvnec4IY5Jxz6fyoA6EdKWiigAooooASloooASqd9YPe423lzb4GP3Lbfx6VdooAz47eQXsg+1zZESZIC8/M/qDUEKzrqUkEovJoWP+tfaFxgnHAHHOMfnntfT/AI/5v+uSfzep8844oApX0LiOJreQRESRo2AeULAEcEY4zz2zU01pBPCsUqZjQ5UAkY4x2qSaITR7CxXkEFcZBBBHX6VBLaysnFw8mOdjhQrexwucf556UAVWt9IdgzyxMR0JuCSP1q49tFLYmCPbsMe1GxuxxgH3qrDbXEd0Z2ku2UknymZdoznp83v9PaprW1mjtIUa6mDKigjCcED/AHaAIIrN3u7iQvEG81N5VG+bAVu7YHp0qxfxpIsQdHZCxVyiliAUYdh71PDD5O8mRnLtuJbHoB2A9KdJLHCoaWREBOMscUActf2HlvttLO6uIiOd0sqEZzkDg8YxWtaW8MD26wpcZL7n8wOQPkYdWHvV77daf8/UH/fwU5Lq3kcJHPE7HoFcE0AVNYRpLeJRGX/ejI5xjB645xWJY208k6tdxXceHRhvuXYZEiH0AH05ziupkljhUNLIiAnALHHNVbi5t5UVI54nbzIzhWBON60AR3VmqWN0fPuGyjt80pOMg8D2pqaOqXTz/br5tzbvLab5R7DjpVu9/wCPC5/65N/I1PQAtFFFACUtFFABRSUUALWNrSLJLEGsbu4wOGhfaBn159hWxS0AYdnAsbiNLO8RVgTCedgr8z8H5hmpLaJRNP5drdxyE8GaUsep5DFmwvt+laCf8f8AN/1yT+b1GNNtxfm9AfzjznecdMdOnSgCtMTZvvvX81ZWVE25UK5IUdTjJJGMY5ye5pbuHUTawqkiu4YbxGChPB77vWrl2GMA2oWIkQ4HXAYE017sgDEMiknAZ1wo+tAGObPVhOhWadouNys3J4GcYk68H86vTR6kNMA+0QhxF+8HksWPynIBD8HPfn6UyK/uZXZAk8ZCk7pLYhePfNXY72N4kYpNkqCcQP8A4UAZrFzdusU3ybo/KAkkZh8wzuB4x179KtXIv0uIH8yCRAW2xiIqxfY2PmLYx7Y/GrMDeZczSBXCkKBuQrnGfX61JND5uz52RkbcGXGQcEdwfWgDldQ+3NcszrLbyvz5ceopHk4IUgEex/8Ar4rZhlvWS0EloiFZMLun3bxsbnIFS3GkW92265YytjGXjjJx/wB8+9WUttrozTyOEOVVgoA4I7AdiaAM3V5LoLEJYIFg3Z3i6ZTuwePu8D3zn2qhpBee4CRCRgDv3y3izcB1PG3OMAAc/wBK6Oe3W4VAWKlG3KQAcH8QfWoLTTLezlMkICkgghURQen90DPQUAVLm5b7Jdq2pWT8OAoTBXg/L9/qKqy3Nwrz48RWow7YHlp+7HPyn6c/lWxdoiafdBVVQY3JwMZODQ2nWLOztZ25ZjliYlyT6nigBbFna0QyXC3DZOZFAAPJ9PTp+FWaaiLGu1FCqOwGBS0ALRSUUALRRRQAUUUUAVWMkd47rA8itGoypXqC3qR6inefL/z5zf8AfSf/ABVWKKAK/wBok/585v8AvpP/AIqgzOwIazmIPBBKc/8Aj1WKKAKRXK7fsl1jGMecP/i6lE0igAWcwAGANyf/ABVWKKAK/nyf8+c3/fSf/FUefJ/z5zfmn/xVWKKAK/nyf8+c3/fSf/FUfaJP+fSb/vpP/iqsUUAV/Pk/59JvzT/4qj7RJ/z6Tf8AfSf/ABVWKKAKV1JNLaTRrZzFmRlHzJ1I/wB6rlLRQAUUUUAFFFFAHM+MdbttAs0vbvU9QtIwD8lnFE5fGOu9D6+orIsPEcGo6IurQ67ry22wSMJLe1VkBcoMgx85Knpnp2rrtUsZ76JUhu/Ix94GMOG6dc/T9aqSaJO7oTfJtQABTaoQB7Z6Z9qAOfi16KdplTXNeLRKG2i3tSWyyqAoEfJy61be/CRK48Q6w+6ITYWK1+7tZj/yyxkBDke4rWbRp3Cl7uIsAck2ifMT1J+uTQ+jXDmP/TYwUAGRaJnjpjPTFAGTBetdXUVtb69rMkssXnoojtOY+MMcx8ZyODz7VsLpN8yg/wDCQ6oMjoY7bj/yDV8WVoG3C1hB378iMfe9fr71YoAyf7Ivv+hi1P8A7923/wAZo/si+/6GLU/+/dt/8ZrWooAxv7Mut5T/AISXUdw6jZbZH/kGk/s+5BwfE+of982v/wAaq5daTY3sm+5txI2c5JPpj19KzZPDii5ka2W2ihcHgxljk4Pc9NwBx7e9AE4025YkL4m1EkHBwltx/wCQqX+zLs4/4qXUuenyW3/xmqY0G8mctdNZFju+ZY2J6fKevrzjpSR+H71LgXJex+0KAFk8uTOR/wACoAttp9wib38T6gq/3itqB/6KpY9NuZQTH4m1FwDglUtjz/35p9lo0cdo8N3HC5eTeRECqn04zV+1tLezjMdvEI0J3ED1oAof2Re/9DFqf/fu2/8AjNH9kX3/AEMWp/8Afu2/+M1rUUAZP9kXv/Qx6n/37tv/AIzR/ZF9/wBDFqf/AH7tv/jNa1FAGT/ZF9/0MWp/9+7b/wCM0f2Re/8AQxan/wB+7b/4zWrXPeJFF46WMumXdxDgMJYGI2lt0Z7Y4Vi3X0+tAFz+yL3/AKGLU/8Av3bf/Ga0oY2ihRHleZlGDI4AZvc7QB+QFcPDZt/ZTQDRtSSJpmmfzZsSITGCei4xxjAzzXa2WBY24CsoEa4DHJHHf3oAnooooASloooAKKKSgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKAGuiyxtG67kYEEHuDRGixRrGgwqgAD0FLS0Af/2Q==)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 15.64€ | 18.77€ |
| 2 - 2 | 14.86€ | 17.83€ |
| 3 - 4 | 14.55€ | 17.46€ |
| 5 - 9 | 14.08€ | 16.90€ |
| 10 - 14 | 13.76€ | 16.51€ |
| 15 - 19 | 13.29€ | 15.95€ |
| 20 - 25 | 12.83€ | 15.40€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 15.64€ | 18.77€ |
| 2 - 2 | 14.86€ | 17.83€ |
| 3 - 4 | 14.55€ | 17.46€ |
| 5 - 9 | 14.08€ | 16.90€ |
| 10 - 14 | 13.76€ | 16.51€ |
| 15 - 19 | 13.29€ | 15.95€ |
| 20 - 25 | 12.83€ | 15.40€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré CS5361-KSZ. Circuit intégré. Conditionnement: tube en plastique. Unité de conditionnement: 31. Remarque: Multi-bit Delta-sigma Architecture. Remarque: 24-bit Conversion. Remarque: 114dB Dynamic Range. Nombre de connexions: 24. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-24. Température de fonctionnement: -10...+70°C. VCC: 4.75...5.25V. Tension d'alimentation (op): 6V. Produit d'origine constructeur Cirrus Logic. Quantité en stock actualisée le 08/06/2025, 03:25.
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Tous droits réservés, RPtronics, 2024.