Condensateur plastique, 630V, 470nF, 300V - MKP4J034705G00KSSD
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)
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)
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3H1qQ6hKGe4S31fD70aMxKdhABHBP+1wRxwarxT3UMUaLp2ngNnLLeMNy/TZ357+tWiz3Af8A0S2khUHymN82WAPHGPl6nPXpQA621V4/Mm+xatOrkMFaEcA88DOcVdbVmSNH/sy/O442iIEjjvzWdDf31qwRNLsUDDjbqAC8AcY2dcfhxW1Fexm2Etw8MTYy4EoYL+NACWF8NQtxMLe4gUgECdNpIPtVuoY7qGWUxxyBmGCQOcZGR+lTUAYWpXNzDqBVbbUHj+QhrfBXHfuMY/rTrbV2W0Uiw1KXEpjJkiAbvz16DGM+4qW+CC5bckfz7QWa6KH8vTk1T8lUjciBHD/uygvyFAx29MkdPagCydcy4WTSdRVDIEDGEEZyOeD0962BiueSEOQFSJX4AIvGJboRjPsT65pxwroYYohOpyVM7sAO2Omc0Ab5YDvRkHoaw5I4liSMrBJtcLjzSpLYY8ck53Z4q1baf+8LzIVAbcgR2A9TkZ9e3T+VAD9d58Pal/16y/8AoJrQrM1iJIPDOoRRjCLaSgD0+Q1pUupb+Ber/Qoal/x9aX/19H/0VJXM3txA+r+IDK2mOLZoFIkikBRZEwwkYLjkcAjOB1xXS6l/x96X/wBfR/8ARUlYNy11HqWvMsesOu6AxiOPKHCHPlevv7469CuptFJ03ft/7cirpsFpd3MlrHBoMqykO6R3TuWbacEZHQAn8zV5fDk43H+zNJzvDAeZIeobcc445K4Hpnpmq4aeeZblbnVtoLJvWwXjG3lRjIzkjI/ump01G7NsrveaqdpL+YNNxldvAPGDjk8ev0qjmLtr4ZtJUWTUrK2a5ACfumcoUUbVBz14q3/wjmj7i32CHce+PwqnDqMmmvLHcNqd87OQn+h4GRnIUqAMH+lWU1+Foy32PUNynDILVyy8Z6YoAtJpNlFdR3McOyWPO0qxA5AU8ZweFA/CnairvYyLG4RsrglA46jOQSBipreY3FtFN5bx+YgbZIMMuR0I7Gm3as1s6ruycAbW2nr2NAHPTwagjqTeW+EbAVdO6YweMv3J/Tj1L1FxLG0ST24MaAy/8S48ljkADd/dIBHP9KvyW91EG8trqUtkczjjkEY479KiiWdFl81bnZGEZWeZMM3UgH2z364oAr/ZLuE5mmtJVQgsg07BK7sHB345Gf0NOP7ySKAqYpWbJY2YGc/j2Bwfxp0zSSTtsjZ3+6jLdKCRj7wHrxVi1W4s0lWO2uJm+U4lnU9xwD+fX0oAvW9oIXLEq5wAGKANwAOo+lWaz1vL37O7vpziUEgIsqnd07/ifyq7EztGDIu1u4zmgDA1W+jTUZIXjkBUJ832Eyhgf9odh3/rUOm6nY7xBPbviQnYf7PdVyCepI5PXk471p3sVw1yWijucccxSquRx6/5/Oo/s9yWQbb4BvvH7Qvy84oA0/stuGVhDHuXGDsHFKIIQu0RIBjGAo6VQENxFMWSOdldgWDTjC8np+Q496rCwmcvviuV3cjbOvXk/gOg/H0FAGubW3bOYYzk5OUHJqboMCsfyJwVVEvQpChiJlAHY/l7VbinvWRTJaBCSAV8wEj/AD/SgBmu/wDIval/16y/+gmr/aqGu/8AIval/wBesv8A6Aav0upb+Ber/Qoal/x96X/19n/0VJSag1hdBrG5mKsNshRJSjAA5B4IOMj9KNS/4+9L/wCvo/8AoqSqGpr4dur2WPUntjOm0Os2AOnHXg8Mfpk+9CCXwx/rqNm03R5FLS3l2Y0bc4N7Jt4HRvm/Gr+nraWUUiQ3E8qO+/8AeymQrwBgE844/U1nQ6P4XuZzFDHZSSgEFUKk84z0/CtO00TT7BWW0t0gVuojAGf85pkFr7VF6n8qPtUXqfypv2OP1b86Pscfq350AO+1Rep/KquqXUKaTNM7xrEMBjIhZeSByBz3qx9ji9W/Oq+pF7PSpnggmuHUgiOJQzHkdAePegDES902JG3XejJvUZPnEZ5zjHr7dafHqGnrbqYrvSkEpCsfOJBIJIGc8cDvT1u/3yyyWepMdoUn7EOobJOPfjp6CpGvABtFrqJ83L7fsvKZbjPp91vqCKAI7eWzuLV2in0xZFX5dku4BenI/EfnV2BhYnZHJCNw2hVVmywGOSP9qo45cSRxiC+2Mg624+8fU9scGn6ZdPcXe6SC+QspO24twoXv978xQBpWkkksO+Qxkk8FAQMfjU9Iqqo4AHfgUtABRRRQAUUUUAFFFFAFDXf+Re1L/r1l/wDQDV+qGu/8i/qX/XrL/wCgGr9LqW/gXq/0M/Uv+PvS/wDr6P8A6KkrL1OZItQdWiuBvkHIsDMH+QdCAf19DWrqX/H3pf8A19n/ANFSVm3s9xHqlwqQHZxh1vlTPyjqp6d6FuEvhj/XUhhuGM7lEuoggMgb+y2BI25OOOvBGOucVL/aTsY3c6qG287bFwM57jHv+lQm4ndVYxyqyngDUUyemcnPShbu5WXeLZyQwxv1JCD0OSPz/LtTINfSLtrmAl/tWeuLi3MRX2561o1n2epidC1ysVswPCmdHz+Rqz9ttf8An5h/7+CgCeq18ENsBIFKGSPIbp98U/7baf8APzD/AN/BUdxJFcWw2Oki+bGDtII++tAFO4sIMtJFPFGvLFREjZ+magtrSK5txMJxFv5CyQRhh9QRx64qSNXjvv8Aj2ldGcryPlAz16Uy/jfzCUimYHbxGhHr2/z/ACoAs+XYxzXDeRA+1V4Crk9ah+02uFP9mr83+wOP0q1ZQpubfEA3lx5DKM5wevvUEEB/taTckpjycbgNv4cUANu47Zgxh8uMxqCVSJG3Z+o9qpth2RhGUDEfKIEwPXPB+v8AKtpIIvtk37pPuJ/CPeqUMDf2s+6OUx843AbPw4oAhmt4EWYiXcUVXCpFGTzngcc9O9VWjUiNlVw5OGYxIR164xx27dvWt1IIvts37pPuJ/CPVqpQwn+2JN0cpiycbgNn4cf5xQBFJb26RuGdZSkeSFiQFi2QOgB4x2qu6xTJEXgdSSCwRFUdMHoM47/48CtpYIvt037pP9Wn8I9WqlBAf7XfMchjycZHyUAOVbGBZQIIpGADgbQTgk8fhiohd2pjDf2WMnPy7FyP/r1oJDF9ul/dJ/qk/hHq1UooW/thgYpPK5xkDZ/n/CgCLUfK/sfVzCiIDYMSEGBna9blY+sIqaZrAVQo+wN0GOz1sUupb+Ber/Qoal/x96X/ANfZ/wDRUlZWva5FoSPNNPJFG0jEmONGOAEHViB1YevWtXUv+PvS/wDr7P8A6Kkrznx3dz/8JHe2xmcW8VikqqAMBmlAY9OOFHPbGaXc0jFSlCL6/wCZrP8AEzSGPy3Nwo5/5ZxH6fx/5xR/wszSPLUfarjcDlm8uL5h6Y38V579qtf+e8H/AIFt/wDG6PtVr/z3g/8AAtv/AI3WXtJHtf2dQ/ll/XyPTdK8b2OrXItLe8mDu4AleOIKnBODhz12nt6V0iu4LH+04mXbj7q8HHXr+NeOaDfCDxBZTWstvk3MSM32gtwRJwcoPz/xr1R9TiFzMClq7KTzhScf99frxWsXdXPGxVNUqrhHbzNOOC7Koft4cZyT5Q5FJJ/y8f8AXzF/7Tqsl+Vi4vdORQfXge3Xg1YfkT/9fMX/ALTqjnI7XzEvpEVIgjEsxDEnqff1qG8haS7ULCjMSv8ArHOf4uuPxqxZOGvbgbixGc5iC4+Y8Z7/AP6qAg/tKI/Lt25XZEMDG7+Lr3/T3oAtR/8AH3P9F/rVKOPbrRJSMMVJBBO4j+VXY/8Aj8n+i/1quS39sBctt2Zx5QxnH97/AD2oAsR/8fs3+4n9aooq/wBuE4h3YIyGO7/DvV6P/j9m/wBxP61UClda+9nK54iHH/AutAFtP+P6b/cT+bVQiijXXGZVi3HJJ3Hdnvx09Kvp/wAf03+4n82qoFK6394nKk4EI4/4F1oAtp/x/Tf9c0/m1Z0EYXXHYrCGOTkMd2O3fHrWin/H9N/1zT+bVUAI1zBJ+5n/AFQ9/wCLrQBbT/j/AJf+uSfzas6KJV15m2Qhjk53HdyPTOO1aKf8f03/AFyT+bU4RR/aC+xN+PvbOfzoAzdb/wCQbrH/AF4N/KStasnW/wDkG6x/14N/KStel1LfwL1f6GfqX/H3pf8A19n/ANFSV5x4ztLm78ZX8dpbTzyf2dDgQ78g+axySgJ7GvR9S/4+9L/6+z/6KkrMjgS18ZXepSzoFmtktliwS25WLZ4HT5sfhRvcpS5OSS6f5nmH9h+If+fbUf8Av7ef/GqP7D8Q/wDPtqP/AH9vP/jVeznU7NSAZhyAR8p6flU8M0c8Qkibch6HFZ+zR3/2pL+X8WeM6bp+qWWtadJd292u69hCmfzipIEn8ciAj6e9eryWsjO7G1YknOVumGaTWtNl1L7B5LIv2e7SdtxPKgMCB781qVolZWOCtVdWbm+pRtI5IsR/ZmVCSWZ5t5B/H6Cmztsiu34G2dG5zjgIe2a0Kgg/111/11H/AKAtMyM5dRjt3kYvFlyGO6ZuMjI/g6Uw30SXXnNNGXCD5fNOCMZ6bPQ1tYHoKMDOcCgDKGoeXcOzCEbyE++3BHr8nvUf2+L7eZd8fmBcFPNbGPX7lbOBS4oAx11VFu3JaAM+1QDIw5HP9z3q0YLk3YuNibgu3b552/8AoNXSqkglQSOhx0paAKirdid5PKhwyqMeae2f9n3p+bvcT5UXPbzT/wDE1YooAqKt2Lh5fKhwyquPNPYn/Z96fm73E+VD9PNP/wATViigCoBdi4eXyocMirjzT2J/2fen5u9xPlQ/TzT/APE1YooAyNYSX+xdWllVFLWbqArFuit7D1rXrP13/kXtS/69Zf8A0E1oUupb+Ber/Qz9S/4+9L/6+z/6KkrmvGGuXOlwzJYXbw3SlpWCKhO3ZwSXBAGQfyrpdR/4+9L/AOvs/wDoqSvO/iFt/tC/3lAv2ZOXOAPv4/HOMe9J9TSCvKCf9amQfG/iPJxrEn/fVlSt418RKRjW2bjs1n/UVzm6H/n/AP8Ax+H/AOJqdrlkwDqsg4GB50R4/Kufmfc+neHp9KcfuOv8OeMNauNbgjvNQaW2Lorb2typLbwATGpIyQMfQ16Z5t6SwWK3I5wfNPB9Mba8M0krcatDm5S4f7RbgeYVcgb2zwuBjp/k161LZS/aZj9mJXOAyRr+ny/T1reDuj5zHQUK7SVjoUcmMGTardwGyB+NU5oHubfUIIpDFJI21ZB1UlF5H0qnb2fnRM39mWYIbGJY9pb3+7Vi6h8+1vo283/WKT5L7G4VDwe3T8qs5DJTw/raQqn9vuzKch2t1JPHf165/Kp10XVhMrPq5ePcCyeSoLY7ZHTNI9lPCyxC91H53ILNcoCwLKM/d49RjHXH0JoriSNW+23sZkZ3MbTxqVxnAB29P8PzBC2Wi6pbSQ+dqxnijBVkaIAuMcZbrkcc/WtP7JL7fnTIbia3tgDDPOwKjc7oSc+4wOKlS9mdgDYzL9SvH15oGN+yS/7P505LWRXUnGAQetCXsruqmzlAJwTlcDn6/nVygDG1TSr+7vRcWmpPbYQJs2B1POScHv05+vrVa00bWLe4iMuqi4hH+sRogCflwMHr1wat37bbtx510CVA2xyoBgc8A8g4z+X0qCB2bfHv1AyFc481Dj5s8Ed+30oA0Pskv+z+dH2SX1X86phLgRrn+0mZjg/OmR/+unS29zhwr33yk7dsi/P9cjg8/SgC19kl/wBn86Pskv8As/nVfy7rYP8Aj75XkGQDB4OQQOepH4HirVvbyGTzpJZwc5EbOCOR7DtzQBW1WJovDmqBsc2svT/cNatUNd/5F7Uv+vWX/wBANX6XUt/AvV/oUNS/4+9L/wCvs/8AoqSua1LRU13xXe2r3EsAFohLRgEnJYY5B9a6XUv+PvS/+vs/+ipKoS3f2TVbuT7FNvBCiZbJpNy7QcBgeQDn8c0Dk7KL/rcyP+FcWv8A0E7n/vzD/wDEUf8ACuLT/oJ3P/fmH/4itc69MVjMdpeOHAIxp8gxnpnLVfs7q4vY2dcxAHGJ7VkJ/AtS5Eb/AF6v/N+C/wAjitV8Hw6KtncR39zKHvbdGRlRRgMf7oHqa7s2MRJ+ecZ9JnH9aZcWb3aKlwbaRVcOoaE8MDkH71S7br/ntD/36P8A8VTSsc85ynLmluEdmkbhxJMSvTdKxH5ZqpeyxQWl/JNs2CRQd4JHKoB0BNW9t1/z2h/79H/4qopY5YbW4cuXdmD/ALqPngAYAyfT9aZBhHWtOkWJ1vdJCiQ9ZSDuznkdvm9avWsBubJHtUszGMhSrl1HqPQ0JPJnP+lFBng2f4YqaKeRSHxdnYh3A2+Axz2A+v6fWgBk+m3LErHFZmP5cB884GOcD64p1vpTxmLdBajbjcVz6AHH61XjlmRy5k1BlUHgQHk56d/SrBkuzGpE1ydoXI+zgFsjP+fSgC4um2iOHEC7lIIPpirdZcCzSsRHdTqcfeaPK8HHGc+laUassahm3sAAWxjJ9aAKF22mGcpdGMSEgkPxu4/XimefpEqkmWJlLc5bjLevvxVme1lmkZludgIGAIwcfn1phsZifmuwyEYKmFcE7cZ/PmgBIbzTba3PkzRJEp6K3A4J/oTTzqliDj7VFnOPvd6atjMjs63fJQKcxL1A6/z/ADphsbwY23qnsd0K9KAJzqFmCAbmLLYwN3WkGpWRcILqIseAA3+fSpYodsYWVhK/dyoGacsESAbYkXAAGFHQdKAKeu/8i9qX/XrL/wCgGr9UNd/5F7Uv+vWX/wBANX6XUt/AvV/oUNS/4+9L/wCvs/8AoqSql28TX8igspV1V2F15e0lRzj1wat6l/x96X/19n/0VJWLqd9pq6nerNFbGaEKWM9iX3fKCArAc4x+FCCXwx/rqT/aEIyJDkJuRBqHLDqSfpmrEcEzwNtgnbldubzOcE8g9iKo2MOm38xhgt9Ld0AaSM2W0hCff9P6100cUcMYjiRUQdFUYA/CmQZD2lyIwohumyOT9tPH+NOayuklLxiZsOMb7k8jnnr9OD61sUUAZdnYSpKWneYbCCn78sDyckj3/rVrUC62UhjBLZGcPsOMjOD24zVqqWrXK2mlzzMSAoA4Tf1IHTv1oAx0e5uUhcwyr+9ZX/4mAOxRxu4/H8veo3uL1oZAbRmJJKKdS+8v+frzSf2paMGNvewL5UQaTFqxOM7c/d6cgce/1q9aQC/tTIj20uMpuNvtwwJzwR9KAJ4be1kh8yVjE8iBWXzgxGAB971xikSw01JDtuDnHI83jn2rQNpbty1vESPVBTfsNnnP2WDI/wCmYoASJ7a3VIhOPmY7dz5LE8/jVmoFs7VGDJbQqRjBCAYx0qegAooooAKKKKACiiigDP13/kXtS/69Zf8A0A1oVn67/wAi9qX/AF6y/wDoBq/S6lv4F6v9DP1L/j70v/r6P/oqSobtphcy7VvgFIIMIUg8e/48VNqP/H3pf/X2f/RUlaFCCXwx/rqY7RzNcqR/aCnaFZgEww5OT+dR4udrOg1PghtjMmTng4+g5xW5RTIM2C0nmhikku7qORdwwcAkZ4yOlX4YzFEqGRpCoxubqafRQAVDeKz2kiqZQSP+WRAf8M96mooAxRFJCzhDqTNuxu+U8e2T05p0L3O0b11EncG5CdBzjr07VsUUAYiR3KK21b8ZcD55AcDHXvxT1mu7aZj9lubnAIDMyjHT26cfWtiigCol1cPKiG0YKSQzFvu/pVuiigDNu/NF0QiXrKwwTEV2jjqMnNQstyhJH9oMHDAjKfK3GPoPT+VbFFAGNGLkODnUSdp4fZjp7d6aTd4AxqI9TiM57Dvx69K26KAMy3t7ieAq1zeRNkElwue/Trx/hVy3t5IWYvcyzZA4fHH5Cp6KAKGu/wDIval/16y/+gGr9UNd/wCRe1L/AK9Zf/QDV+l1LfwL1f6FDUf+PvS/+vs/+ipKv1kTQ3cdtpzi2MskE5d44ioONrrxubH8Q71Y/tG5/wCgNff99w//ABygpx5oq35ruX6Kof2jc/8AQGvv++4f/jlH9o3P/QGvv++4f/jlFyfZvy+9F+iqH9o3P/QGvv8AvuH/AOOUf2jc/wDQGvv++4f/AI5RcPZvy+9F+iqH9o3P/QGvv++4f/jlJ/aNz/0Br7/vuH/45RcPZvy+9GhRWf8A2jc/9Aa+/wC+4f8A45R/aNz/ANAa+/77h/8AjlFw9m/L70aFFZ/9o3P/AEBr7/vuH/45S/2jc/8AQGvv++4f/jlFw9m/L70X6Kof2jc/9Aa+/wC+4f8A45R/aNz/ANAa+/77h/8AjlFw9m/L70X6Kof2jc/9Aa+/77h/+OUf2jc/9Aa+/wC+4f8A45RcPZvy+9F+iqH9o3P/AEBr7/vuH/45R/aNz/0Br7/vuH/45RcPZvy+9F+is/8AtG5/6A19/wB9w/8Axyl/tG5/6A19/wB9w/8Axyi4ezfl96DXf+Re1L/r1l/9ANX6xtSuLy80u7tY9HvA80LxqWeHAJUgZ/eVs0dRyVoJev6C0UlFMzFoopKAClpKKAFpKKKAClpKKACiiloAKKSloAKKKKACiiigAooooA5u81HW01ya3trYNaJJbbWFu5yrSKsmWOBkKxI25xtOcdK6SikoA//Z)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.07€ | 2.48€ |
| 5 - 9 | 1.96€ | 2.35€ |
| 10 - 24 | 1.90€ | 2.28€ |
| 25 - 49 | 1.86€ | 2.23€ |
| 50 - 80 | 1.82€ | 2.18€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.07€ | 2.48€ |
| 5 - 9 | 1.96€ | 2.35€ |
| 10 - 24 | 1.90€ | 2.28€ |
| 25 - 49 | 1.86€ | 2.23€ |
| 50 - 80 | 1.82€ | 2.18€ |
Livraison en 2-3 jours, avec suivi postal!
Condensateur plastique, 630V, 470nF, 300V - MKP4J034705G00KSSD. Condensateur plastique, 630V, 470nF, 300V. Tension continue: 630V. Capacité: 470nF. Tension alternative VAC: 300V. Type: Résistant aux impulsions. Tolérant aux impulsions: 1. Matériau du condensateur: film polypropylène métallisé. Distance entre connexions (pas): 22.5mm. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Série: MKP4. Tolérance: 10%. Température de fonctionnement: -55...+100°C. Produit d'origine constructeur Wima. Quantité en stock actualisée le 08/06/2025, 21:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.