Circuit intégré TDA4841PS
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)
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AHAYnAwBwMUALLYpLaR2+91WMABlIzjGPTuCR+NPmtVnlikZ3HlnOFxhuQcH8QD+FTUUAQtaq14tyXfcF27eNvfn1zyfzpI7VY7qWcO5aTHynGFwMcfXA/KrFFAFe3tFt/Ow7v5rlzuxxnsMDp/jVWe0FtpItUmkwZEXzDjcN0gz2xnn0rSqhqGnLdlJlJFzCCYS0jhA3BG5QQG5A60ANsriC00y2W4uUX5doaVwC2OKkOr6aApN/a4b7p85efpzWdL4at5wWZnSRs7wJZGQ8g8At8v3R096STwxFKkStOf3ZVgfm5wAB/Fx07YoAk16S7m0+4t7azlZHhLC5SRMAjBAwTnnnsRTtElaO32PbXUbSzynEoU7AGIAJUkYwBjk1fuVWHTJVJ+VIiMn0AqlCmjXEr3tveh/OGC8V62w4J6ANgck9KANek3DnnpxVDZYf8/j/APgY/wD8VVcR6Q97IVuR56BWk/fnooyM89Oc5/woA2Kq6lF52m3C7mQhCwZcZBHI6+4qrv0v/oIf+Tzf/FVDcrobqslxfjbCTJlr9go4IOfnwRgnrxQAtrZx2NlFFGzMv2wn5scfMQBwPQCtmstJY57O3lhkWSN7ksro2Qw3tyCK1KAKupf8gu7/AOuL/wDoJq1VXUv+QXd/9cX/APQTVmgBsr+XE7hS5UE7VHJ9hUdpcfardZTFJFkkbJV2sMHHSqOrX7QyR2UNtczTToX/AHGzKorKG5Zh/e4qm11eYWIaRqPkeduK5h+5jO37/wDex+FAHQUtc41xeyCGOTStTMUYccNDknoh+/2Gfxx1okub+ZQ76VqXnJGAhVoQA3BJ+/3IA+mfWgDos0Vz73d8ZRONJ1ISiUEcw42ZwV+/6En64pBd38Y8yPSdR85g28sYcEkHH8fY4/CgDoaWueNzeIrpDpWphHADEmHOc8kfP1I/WoZLu+F9DCmlaiLU7maPMPI+Xj7/AEz+hNAGi9nN/aHltqN0yS7pguUHl7WTCjCj5eo5z1NS6TDMIFuZb2efz40by5Nm2M7R93Cg/mTWW0l1LJB5ukamUiSRQQ0IPONv8fYD8wKBNe+TGo0nUlaGBUiw0OA46n7/ALAfTPrQB0tFc9Jd3zTeeuk6kJBIpXmHGzoR9/0Lfjj0pPtV+kqTJpOo+YS/mZMOCCOP4+xC/r60AdFmo5ZPKidwjOVBO1ep+lYP2m9jBWLStTAdcOSYc5yMsPn64z+lL9pux+6XSNSEBcMVzD0wcj7/AEJx+tAG7DIZYUkZChYZKnqKkrFsdUlE5sn069WRVMiiQxfczgch6tvqaxXVrbzwSwvdSGOIuUOWCs5HDE9FNAF4gEYIyKRURF2qoUegFOooATA9KhaztnnWdoIzKvKuVG4fjU9FABSMqspVgCpGCD3paKAKl4Aq24UADzl4FW6q3vSD/rstWqAKupf8gu7/AOuL/wDoJqzVbUv+QXd/9cX/APQTVmgDMm/5Giz/AOvKf/0OKtOsLUrsW2v28wJJis5tybGO4FozwR0PFORptRtke7untnDEmO03Yxg4G4qCeOeg5H5gG3RWLNb29yQF1HUIj1zGWHT6r7VdgngtIVhaeeUrzvkQljnnkge9AF6iq7XsCjJZsf8AXNvTPpQt5AwyGfHP8DDoM+lAFiqz7v7RgGTt8qTI7ZymP60n2+3P8T/9+2/wqCXULdNRijJfPlyZOxuxX2waANGiq73kCfeZupHCMen4UC9g27tzY/65t/h70AWKKrLfQNnDPx6xsP6UG+twxUs+Qcf6tv8ACgCzRVd72BDhmb8I2PfHpR9sg2btzYxn7jeuPSgCn/zNH/bl/wCz1auv+Piy/wCux/8ARb1nx3cMvioKhbJs8cow/j9xV28mjS8sI2YB2mYqCDzhG/xoAu0UUUAFFFFABRRRQBVvelv/ANdlq1VW96Qf9dlq1QBV1L/kF3f/AFxf/wBBNWaral/yC7v/AK4v/wCgmrNAGTdxCbxHaRMzCNrOcso/i+eLg+3Na2Pasa/vLaz8SWT3M6RKbOcAu2ATviqz/bulf9BC2/7+CgDQxS1nf27pX/QQt/8Av4KP7e0n/oI23/fwUAaGKMVn/wBvaV/0Ebb/AL+Cj+3dK/6CFt/38FAGhiq8gX+0YP73lSY47ZT/AOtVf+3dK/6CFt/38FQPrWlG+ik/tG3+WN1++Mcle/4UAa+KMVn/ANu6V/0ELf8A7+Cj+3tK/wCgjbf9/BQBoUtZ39u6V/0ELb/v4KP7e0r/AKCFt/38FAGhRis/+3tK/wCgjbf9/BR/bulf9BC2/wC/goAZ/wAzR/25f+z1buWYXFmASA0xB56jY5rKh1Kxn8Sl4ruF1FngkOMZ3/8A16t3d/b/AG7TIkcSNLcMo2EHb+6c8+g4oA06KKKACiiigAooooAq3vS3/wCuy1aqre9Lf/rstWqAKupf8gu7/wCuL/8AoJqzVbUv+QXd/wDXF/8A0E1ZoAr3tt9qtmQYDghkYjOGBBH4ZAqmlo09vFcqqCcyCYKR8uMY2njP3T+datFAGYdPmSCIxGI3ADBiyjbluSenY9PakfSsQi3iK+S0QikLAbgBxkcdcZFalFAFBrBjcYGzyC4kPA3ZHbp0yAaYNN3ExSbfIUEIVA3HII547ZNaVFAGY2nSTxv5rIsgAEbKoI4IIJGPUDIqKTSpZLmK7PlCeMsQnVecDGcdMA8+prYooAzWsJUiR4jEbgBt25Rty3Xt2IGKbPpZaMQxFRG8QhkLAZCjuOOuCR+ValFAGfJp5e4wAggZ1kbgbgV7DjpkD9fWhdPJl2uE8hCxTAG45GOeO2T+laFFAGaunM6kSlAUG2MqB2IIJ468D2qOe0dIGu5QgnjYSBUXK4AIx0zyCfz9q1qKAKOnJHLZJOUBMwEhyuMZA4xirYiRTkIoPqBT/wAKKACiiigAooooAKKKKAKt70g/67LVqqt70g/67LVqgCrqX/ILu/8Ari//AKCas1W1L/kF3f8A1xf/ANBNWqAEopaKAEopaKAEopaKAEopaKACioEuA91LB5cg8sKd5HytnPQ/hU9ACUtQ3M/2eLzPLeT5lG1Bk8kDP4ZzU1ACUtIeBWbJrKxs6tZXp2PsysOc+4x2oA06KZG/mRq+CNwBwwwR9afQAUUUUAFFFFABRRRQBVvelv8A9dlq1VW96W//AF2WrVAFXUv+QXd/9cX/APQTVmq2pf8AILu/+uL/APoJrN1i91eC5WPTEtX+QMwmjlYjk/3Bx0/nQBt0Vyq6l4nz89vY9ukFx757fTH19uXwatr7Rs7W9nIGwYjHDOAQe5yvp/nngA6elrm/7X1naUFnbmYEkrtmwFx8v8Hcgj8KdJq2rRG4JtoCmcQExzLnLAKG+Q9ieR3xxQB0VFc0ura6WcNYwKAdqkpNz/tcL09utImr660sqi0tWVWIGEnBXuMjZ6EUAdLS1zZ1fWVdQ1nAAxwvyTEk8nH3PQVrQ6gphQyxziQqNwW3kwD3x8tAEs9jBcOzv5oZl2EpKyZHPoR6mo20y3Ytlrn5hg/6TJ0/7696VNSt5EV0W4KsAQRbycj/AL5o/tK38wJtuNxGQPs8nT/vmgDP1LRri4+W1dNhIci4mmbDqQVIw/YgH8Ks2ul4tlW7lkecnLtFcSqpI6YBY+gqd9St40Z3FwFUZJNvJwP++ad9vh/uXH/gNJ/8TQAz+zLfOd1z97d/x8ydf++qsQW8dtF5cYbbkt8zFjkkk8nnqagXUrd2YKtwSpw2LeTg4B/u+hFDalbpt3LcDJwM28nX/vmgC3S1V+3w/wBy4/8AAaT/AOJpqalbyLuVbgjJHFtJ1Bwf4fWgC5RVM6lbiQIVuNxBIH2eToMZ/h9xQ2owIjMy3AVRkk20nA/75oAuUVUGoQkAhLjn/p2k/wDiaQalblygW43AAkfZ5Ohzj+H2NAFyiqb6lbxgFluACQMm3k6k4H8PrQ+p20aln89VHUtbyAf+g0AOvekH/XZatVQlnjuYbeWIkoZwOVKnIJB4PPUVfoAq6l/yC7v/AK4v/wCgmq1zLsvblA0qO9vGFdImfacvzwKs6l/yC7v/AK4v/wCgmoZZRDfzlhKoeFArrEzcgv6A+ooAo6bFNZTvJc6nf3gIIVZLR1C857DFUJ5L26s9O+ywRvFDHHKnnRzqwkA6/KuCuO1a9nM1uWM97d3IIGA9qVx/3yoqKGTfY2aCa5h2QhZEFu+ScDvjIIxQAk167yXawpILhraMLugl2hsv6LnFUrHfp+mfZ5o2VFmhESxRzMFUMgx8y+1aM1wJZ7oRvcRF4Y1WUW7nBBfPb3H50x5THCwea5n3TIwH2Z/lHmAnt0A/lQBQuVvpdcW9SJAisqhtlwrGMHOCu3BPJrSW7SRdRjja5id3wsgtnJQmNQDjHanvNuvVmW5uFiBBMQtn5wGGM475B/4CKhmuQ8d6I4ZGZp0ZBJBIAQFTngex/KgCWW9jDaeHNxIyy4Z/szjcfLfnG2iC7KXkrPczywuSViNo4KdMAHHI4b8/aoYJlihsUaGRWSZmcJDIQuVfnJHqR+dU7KL7PqUM7WaIiKwLqkxYcueAeMfN+p6UAaFrdq+kWaxvcRMI4yWFq7ZAAyOnccZ96e99EdRTAuB+4cZ+zSccr/s1mXCtcWdkqwyEpa+WwaGQEE7OOg9D+VWo5QsEMRjl3rZNGcQPtDfLx09qAInjjtrK6mkub+eY2zoxeCQL044xx0/WrV4kd7Mxe5v0hMezy44JF5z97OP84rNtImtrG6V4ZAzWzooSOU5O5yAB07j/AD0v3LiXU0nRG2BFBZoZM8Pu6Y/WgCazu4ke8QfaciQAMbeQn/Vpyflpsl2sdvZxyvczSrIgeQ2rrvPc4C4H0oW4V5bra1xGGmDA/Z3+YeWo9PX+VRK3kMu6e7nUyoQGgkOwAnPOPcflQBaW5db15DNcNbsuBEbN/lPrnbn1qKG7V7Flie4if7Q7BvssjdJScYx3HH40zMvms39oXW0yhwv2Vvu8fL09vaoppfOsBGkU28XMj4aBxxuYg9PcUAXXv4f7Tg+W4/1Mn/LvJ/eT/ZqhE9xaWt4tzeXV3G0LbS9o6sp59F6YxVm3uUjksldJgY7ZkbbA+A3ycdPY/lVC1Q20U4a3IzFIAY4JDyQuAMjPOP0FAFq8e4nktprO+ubfy0IaI2TskhPQnjPHPSrUd9CdSn+W4/1Mf/LvJ6v/ALNZ+pB7l1aGM/6koS0D5B2uB26fMP1q084klnVGnhLQRKsgt3OCC2cce/60AI8/2fTYYpp7y5kWaPM0lqylv3gPQKB7VRuEvLvVjJc20Mlpgpgwz7tmc9NnX8cVeeUojl5rmcPPGyr9mcbAHBIHHTH8qsPcBruOVbi4WNTlovsz4bgjrj3B/CgCK2Kf2fbiMFUF2wAZSpAEjdjzWxWVGd1pC21lzeMQGUqcGRscGtWgCrqX/ILu/wDri/8A6Cap6tcanBJEbGTTliCO0v2t2UjGMEY7DPOfUVc1L/kF3f8A1xf/ANBNR3LxyTtA1m9wRGC2AmNrEjHzEf3aACyvllt4vtFxam4ZclYZdyn6E8kdKnN5bKMm4hA65Liss2+nQStI2jhH6sx8oH/0KkMOmyeWraQpIwE/1We+MfN7mgDVN7aKMtdQgepkFL9qt84+0RZzjG8VktaWMUkanQmzI21fliPIU/7XTC08adZLjGgkY6fLF/8AFUAaDahZJv3XcC7PvZkA29Ovp1H5ini7tj0uIjxn746Yzn8qofZbfbj+xpAPQeWO+f73qBR9lt9xb+xW3EEZ2xdCMH+KgC+Lq3OMTxc9PnHNH2q36+fF/wB9iswadZBi39g/Mep2xZ/9CpVsLRXRhobAxkFOIvlI6EfNQBpfa7bn/SIuBk/OOO1BurcY/fxc9PnHP+cVzb3vhyOSWN7G3D8xyKWiz15U/N6oePanx6n4fkkjWO1ty/IQK8OevIHz+/60AdB9stv+fiL/AL7FSo6yKGRgynoVORXP20ejahGz22kRzoD8xTyiORn+975/GtWGRreJYotNnRF6KpjwP/HqALtFVftU3/Phcf8AfUf/AMVR9qm/58Lj/vqP/wCKoAtUVV+1Tf8APhcf99R//FUyS/kjeNTYXOZG2r80fXBP9/0BoAu0VRfUTG217SZTjOC8Y4/77pv9qKODbyf9/Iv/AIugDQoqi2oOsTyfYrgqgJOGj7f8Dp63kzIrCwucEZ+9H/8AFUAW6Kq/apv+fC4/76j/APiqPtU3/Phcf99R/wDxVABe9IP+uy1arPluPPEeY3jaO5VWV8ZzgHsSOhFaFAFXUv8AkF3f/XF//QTUTXMFvqk3nTxx7oY8b3Az8z+tS6l/yC7v/ri//oJqJriC31OYzTRxBoY8b2C5wXz1+ooAwNbsk1LUfPivdL2CMKPNlO7PocHGP89hVO20jydXt79rnRPMjkXc4mctsHGBk4zgnGcjt710FxeO9yxh1W0jhIGBvUkHB9R/n9C23vZhITPqliUyuAJFJ7ZHQe/Pv0FFwJr6+s5JbMLqEMZ84/MkiEj5H9cinfaLf/oOf+Pw/wDxNLc6hZG4syLy3IExJxKOBsf3qz/aVj/z+2//AH9X/GgDEs9SuJryaO5uxbwK7COX7TA29QeDgLxnr7VbvLuGKynkj1z50jZl+eE8gf7taH9pWP8Az+2//f1f8arahqFk2m3SreW5YwuABKMk4PvQAn2i2/6Dn/j8P/xNYkus6kty6RjdEJNqyG9txlcj5sbfTJx7V0v9o2P/AD+2/wD39X/Gj+0rH/n9t/8Av6v+NAGJb22mTxefc3FtFcS8yqfs7HPudvPX9abaWWjSR72u7QMssm0hLcYwxAP3OuAK3f7Rsf8An9tv+/q/41WsdQslt2DXluD50p5lH99vegDIvJxpaKNHeKbep3rHNbw4IwFH3fTP0xV+zvVntlkuNTNtKScxNNAxAzxyFx05rR/tGw/5/bf/AL+r/jR/aNj/AM/tt/39X/GgDPW7hN7JGdc+QRqw+eHqS2f4fYVN59v/ANBz/wAfh/8AiaVNQsv7Slb7Zb4MKDPmjHVverP9pWP/AD+2/wD39X/GgCr9otv+g5/4/D/8TUMt1apd2TNq6ygTHKtJHj/Vv6AGtD+0rH/n9t/+/q/41WudQsjPZkXluQJiTiUcfI/vQBiazZLqWoGcX2lPHgIElkIIUD1B55Ldu9URoNuYplafR1ZifKxMTtXoFJPJGCc4x/LG9c3jNduV1G3a3P3UR1BHHc7x3qvJczmC5EGoW6OyAJvkB5zzj94ccfSgCPSI49J06/hmu9MWKQGSNbeUk7iDuLbjyTx0960LuS1vrO3jj1hbUoVctFMoLAdjz0qnpF0YdAkjvr6BnMZ2K0gLAbehO455rUa+snsDH9shyY8YWcKenY54PvQBlxWcccTIfE0jlkVNzTjIIIORg9TyPofzsafHb2M/mPrzXI2bSs1wDzxg9cdvTvWLbbYUgDC6yoYnOsDg9gcEA/569a3dEurO304JJKkDliWSW8ErfXdmgCUSRzSSPE6uhvUwynIPyLWtWSHSV5JI3V0a8TDKcg/Io61rUARXMP2i1mh3bfMRkzjOMjFReXff8/Ft/wB+G/8Ai6s0tAFXy77/AJ+Lb/vw3/xdHl33/Pxbf9+G/wDi6tUUAVfLvv8An4tv+/Df/F0eXff8/Ft/34b/AOLq1RQBV8u+/wCfi2/78N/8XR5d9/z8W3/fhv8A4urVFAFXy77/AJ+Lb/vw3/xdHl33/Pxbf9+G/wDi6tUUAVfLvv8An4tv+/Df/F0eXff8/Ft/34b/AOLq1RQBV8u+/wCfi2/78N/8XR5d9/z8W3/fhv8A4urVFAFXy77/AJ+Lb/vw3/xdHl33/Pxbf9+G/wDi6tUUAVfLvv8An4tv+/Df/F0eXff8/Ft/34b/AOLq1RQBV8u+/wCfi2/78N/8XR5d9/z8W3/fhv8A4urVFAFXy77/AJ+Lb/vw3/xdHl33/Pxbf9+G/wDi6tUUAVfLvv8An4tv+/Df/F0eXff8/Ft/34b/AOLq1RQBTa3upHj82eEojhyEhIJx77jVyiigD//Z)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 6.46€ | 7.75€ |
| 2 - 2 | 6.14€ | 7.37€ |
| 3 - 4 | 5.94€ | 7.13€ |
| 5 - 9 | 5.81€ | 6.97€ |
| 10 - 19 | 5.69€ | 6.83€ |
| 20 - 29 | 5.49€ | 6.59€ |
| 30 - 86 | 5.30€ | 6.36€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 6.46€ | 7.75€ |
| 2 - 2 | 6.14€ | 7.37€ |
| 3 - 4 | 5.94€ | 7.13€ |
| 5 - 9 | 5.81€ | 6.97€ |
| 10 - 19 | 5.69€ | 6.83€ |
| 20 - 29 | 5.49€ | 6.59€ |
| 30 - 86 | 5.30€ | 6.36€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré TDA4841PS. Circuit intégré. Remarque: MONITOR. Produit d'origine constructeur Philips Semiconductors. Quantité en stock actualisée le 08/06/2025, 14:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.