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Degré kelvin
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Lumens
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Tension
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IP
167,02 €
167,02 €
167.02
EUR
Expédié sous
5 jour(s) ouvré(s)
323,68 €
Cette combinaison n'existe pas.
Ajouter au panier
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Taylor - applique mur, alu, led intég. 2x10w 3000k 1300lm, dimmable - 50549
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UmgCrLwBu3AA9l5pVGFLt1xjjFOdsj5QMY/ujIqM7mzhfkxgkUAQTHLHhjg8bVOP1pPmDZwFwO/WlkBzz1OCVWowBvbgEA5/CgBjswJb73rkYrT8KqT4gtCwAI38A5/haqOckdvrWj4URV121wW/ixn/AHTQ9gPQaKKKzKCiiigAooooAKKKKACiiigAooooAKKKKAOM8ZDd4f14etvN/wCgmvO/DPGj2QP/ADxT+VejeLf+QHrn/XCb/wBBNebeHWzpVn/1yX+VUhG0cdgM0zPPNOOPQ0mOaYDlI98UhAI70oxjrRx+NADCfr+VKPbP5UFRn/61KB6AZoACKaBk085P92kBNACbT6/pSbTnkgU8t64pn4cUAAAHQikIP96lLEnvTduepP60CECHdk1ICfofXNNwexP504A56H86AHHd7flSFSetIQx//VSqh9yfrigBrDjgtUW3OCM1MwbBGKj2sepNAAoOeATinADHRqei+valP06elAEBAHrTdo/P3qdsk9MUAf5zQBGFPHel6DGM/Sn4cY4OKUnjoT+FAELBwB8oP40oODyvFLgk4KjB7kU5enTFADCMgY4NRuCOTirDL7/pURHP/wBjQA1FBPH6U7bjucn2pQVPA4pc8dOKAK0qnPQmosENyOanlO1jxx9cVFvBPTH40AMKj6fjQUU8g44p5YfxHH0NOXbjrk0AU7hf3TEZ9q1/h8v+n5YHr3rPuFUxMcLnHatDwJj+0RjrmmB7EB+7x7VkXQHmHIGM+layZ8oZwDisa8+8R1qUMpXQHXOcds4qozZOQVbj6kVNcKo7+4+WqzQliufT+I/5xVCEY/ieDgUrFlTaep9VzTSORlgQeCMg04AAHA47UAML8KSW3HvtA/nTlYspAUtjnbnmjzFOSAM9OmaYr/MVP5CgB+OCVVVBPqSe9SAoCM9ew4HFQ4JbADAehH8qkWMgn0JwP8mgBzvxldi4POKYGQ43nJ74FDIGU7tpPcY4FCJg4VffjHrQAxnUqoU5wcjPpTQ45U5IHbj9cU6UMvRhj0JzUaJgjABBwO9ACyM2zahA9vSoTuKsFPPT0z+lW3XkngDsTxVdl3DOcDrxkUAR8NtxknOMEVOowcbT6cCoSv3cngcAiplkbZuJ47jOKAIbgEDqyrnPQY9qiACkMvJxj8KleTnC8j34qvyOv4+v0oAZOTzzuB69ahjCjIG5ce3P5VO8WAdh4PfHWoCMsMA+nXoKAFZSCOcH361d0CbytZtcN8xcKfx4/rVNsHIP6VY0oBdVsgA2PPTB/wCBCh7AelUUUVmUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAch4r50fWh/0xl6f7przPw5j+y7THTyl/lXpvir/kE6z/ANcJf/QTXlvhcs2i2LEjmFT+lUhHRYBHamnnpSJn2pWznmmA4KPbNBA7Ug5HQ4+tH+eaAA8etJ+Jp3Q8YH40h9TQAhGf/r0gGBThSqRQA1sjp1o59KdlTxRk9v5UANPpSEE45pzDjnH5U0KAeDQAgAzz+gqQBe+aYMg+op4Hc5oAOOw/Cjb6LxSYyepzS4PXBoAYcelNINK2fTFNC85PNAEqjnkj8acwB4zz9KauR6fWlPI45oAZt/3Tn2oAA64/75pxAzz296TgdCc0AHU9AR9KQ56f1p2euT+dIW7ZFADAuT3NOUDng59cU4HHfmnFsdc/lQBE447j8KYeDz0qZsHu35VGduec/nQIAAcZ60FR6UoOegP4Uj55oAhk5JIBz7VF3zyB9KlbucAimHrkZoAaeOg4pCgxyMflTyAe/wDWl2jByR+VAyCWNfLJBJOK0PAnGo5HXNUpV+RsZ/Orvgdf+JnyTjPSgR6+P9V+Hesa7YByK2OBD+FYt1gMePzNJDKFwwIyp59qpu27O3nPOcValOfY9iKqvs3YkOCemaoRGqqGyASenT/61TEEL1Zc9xUYOCoBHXOT1pxJAyCeO2aAETcoOcleh+XPP40saheTIuB2wP5VHIT2GM85608YxknIx0AzQArttXKqeKXzcbcBQe4pOB8gXd7CnAr0Yk+ooAa0gH3WPPUYpGYfLhiT0xg/405sbjiMbR3JHNICSfl2ofWgBk75DCNcZ/z61HHuceoJ54qSQcBiQTnsP55poIGBjJHOCAOaAAHqAPbr1qNx8+MAE8ZqbceSuAR29PxqORwwywPHOOn+fzoAhUDcd208/h/9apkUhNrZPfPSoy5Hy9W9M/59aeGHUkdOnNADZxkckE9gecVDwwAyN3qKldsngD8wDUL7gCM4Pt2oAjk3EFc5Hr/Sog3zDg8DqM1M4GCN2T0Peqw4yQTz6c0AP4BJ6/XtVrSWI1Sz6Y85Bk/7wqvnkAcnHpVnSxnU7LnB89Cf++hSA9IoooqCgooooAKKKKACiiigAooooAKKKKACiiigDkfFX/IK1n/rjL/6Ca8v8Kqf7Dsf+uK/yr1LxH81hqwP/POQf+OmvMPC3y6LZDPSFev0qkI2lBA/+tTsj0ppI9cU3PNMCZSOn9aDUYNOJ9qAAjjjNA/Sm7u2BShs0AOOfT8qRRz1ozjsacrUAB6f4U04xyST+dKx4/8ArUhbPagAA44/UUdaQmjt2oAcvBx3+lKKaPXFOBHXFABgdgKCeOmPwp2R+dIxU9j+lAEfP/66QDnnFKSDxj9RShRx/KgBQD6UvvtFHTvx9aQ/SgBCM+tA46Dj6UH8BSY/2qAA55+U4ppBB68U7I676M88GgBBuA4Ix9Kkz7mkU9qXNAEbjkHPFR7RnI3VMwA9MVHhTxgY9xQAdqYwGOgp3Tp/OmsPQn8qAIyRjj9RTMjPH8qVl+h9jTCAWBAGPb/9dADmXPQilC4GCPyFIw4ypGaFzjrigBJD8jc9Par/AIL/AOQj1HX6Gs6TIDfL+ea0/BigaiCcZzQB6yOIc55xWFectktxW4MeRgelYV4wB65+tJAZs4IPH3fpUDDOCThuuAKmmI9NxPcmqwcYw/UccE1Qh78DkAZ74xSnlf164zURZd3HJ9M09mIPBA9QTQAmACSnI9qcD3TORzjHSo/M2sOcg9cU5Qc5cfL35xigCUtzgyADGcEf1piMRuAzz3HamNjJJHHc0i4AYjJ5+lAEjHYuRkH1oDbh1O70poxkYUcdsU7JKk8CkBHK+QQUAI6c9efpUYwS6lunTBxT/mB6gdiBxTNpR8/MR7UwH4JAO4Y9TzSlQwI4P1pAfnyRx+lNJ54znuc5oAb1XOPmH8VKOCD8vPqaawzjnGaAOCOoHoAc0gFc4O5gD26ZzVYg5G3HHYmpiQvABx/KoQRuyRnj0oAQsSv3SeepNRYKnkEg9uKkbJGDjJ9aZyOuCRxQAikgjkewxVvSM/2naEj/AJbJ2/2hVT6cHtxVrSRnVLPIx+/T8fmFAHpNFFFQUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcnrnNpqn+7IP0NeW+Gc/wBlWf8A1yX+Veo6vzb6mP8Arp/WvL/DmBptrx0jUfpVIRuZPpQfpTlII60HrxTAQY7A0Hp05pwx34pSQQelADCM845owfWlyTjFHTsKAEIA6k0g59afwf8A61Iv1oATn0J/Ckw2e9PK5FLt6E0ARFWPQce5owVGSP1qQj1zn1xSfLQA1c5pec8mnBR6A08fQUAR8+v60HHrUmOe1GPcCgCHPvQGOevFOYfhTGwP4j9KAHqfbFByKFxgcGlOMcj9aAG55/8ArUY55NB9s0mMe9FgDb6mgYA9adtPXpSFTjvQAYBHOKMUYOfb604humB+dAEbY9OTTe1SsMelRnAoAFOB3+lMfr0/KngDHtSNgCgCBhx/jUTEg8Cp3J6A1CeevP6UAKx9c5oQ8f40px6Uig88/pQA1sYOcdMVpeDcjUOhIz1FZsg+Unmtbwdn7aOvXqKAPVWx9n45GO9c9dkbuAR7Vvni374xXPXf3j9etJAZ06g5O5RjsagdvujdwD0p84+bHamKFUYGc/WqEOABXPJ/lSOWI4CkDpTt3HGQfpmm7TgAY6c0ACbmBJyMDjIyKbGzYbOMj1p2xgwyfxxSLxkDknnrQA3OfvHp6inBhtUKB6Y6/wA6VflwKb6k5JHfNIB6ltpOQM+lAGQQSM/WlDH+9ik53fMSaAI2IJyOSDnjtQmB940/Cbs5yR600YDEYwSenagBCCTndx6UFF2FzwT68047h8uTk9x0zUakgYAOenpQA1w+MZ5zQ23fgYJ64x/hRkZI6n1ppJwMnnpigAbrkHB7Y4phbJAz8386Cfvdz2HamEkt1OfWkMQ5OFwTn8KiyWxxj86ey5OeBTNhJ7gmmAhOD24q3pJB1ayz185P/QhVMrt4z+RxVjSCo1ay4585P/QhQB6dRRRUDCiiigAooooAKKKKACiiigAooooAKKKKAOT1obYdU+jn9K8q8MgtpNqT18sV6t4gHy6mvqh/9Ary3wwuNLgHXC1SEbcfA704j0z+VIFwKXcO9MBVyfT8qU8dhShvajNADTjPLUY9OfxozmgD8qAAcDgY/GlB570hPI/rSqvsTQAZI7Umf8ilP4/TFJjjoKAFzx1zSA/7P60cYOaOMc8UAGDkYFOHA56/Smjg9OtOH60ALn1GfwpTn1H5U0c/Wgg49/pQA1uT149KZgdutObjHGPpSDrwTQAo4p/Ud6FHHJH50dOhNADSexpOB3px9/zxTex5FAACMnmjO7vQV96APagB2aUH2pu0HpRt4xQAMQOoFRFhnAHNOIA6DpTcgDp+lADgSepH060wsMmnDkdqa/45oERsfRjTMD3/ACpzHHVc/nUe4A5IxmgY5sdxj60Db1A6/WlJBHc0o244/WgCJ1+U1reEgUvFxwM9qy3HBzj8zWt4V5uwe2frQB6hn/RiQO1c7dZLdR19K6DI+z9e1c9cY3NyOtIChLgEZP6VG5DYAAyOtTTAnpgiqwBL85+lMQ9m2rgYzTd/XJ5pHXJyc+4zUTAY6nJ4oAnU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