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Degré kelvin
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Lumens
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Tension
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IP
16,68 €
16,68 €
16.68
EUR
Expédié sous
5 jour(s) ouvré(s)
dont éco-taxe
0,19 €
31,96 €
Cette combinaison n'existe pas.
Ajouter au panier
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Lunar led - encastré gu10, blanc, a/lpe led 5,5w 3000k 410lm dimmable - 51066
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aAFBpB1x2oooAu6VKQWhY5HVf61pVhxv5ciyDqprbUhlBByDzUSRSFoooqRhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZviKURaPcAoH8xfLK7sEhuGx7hcn8Kx4V8uFFOM45x61e8TEvJYweWGUu0hfdypUYxjvkMaqHrVx2Je4opRSUtUAoo60CigBelB96O1MnljghklmdY4Y1Lu7cBVAySfYDJoEcZ8SdXlS3t9C0tyNS1PKsy9Ybfo7exblQf94g5FaljFYeEfC7TXBWG1tYd0jdOB/XOB9a5rwHFLr+t6h4mvY2X7Q5W3R+sUS8Kv1x1x1OT3rmfjRqNx4i8R6T4I0x/kuJlN3gkA9ONw+7wQuemXwelD0BDvBTXGt3Wq/ErXo2KRxmPSbZ87UQH5B7ZYrg46sDnrTG1fxNr18sb31xBCzgEW37pUUnn7uCR7MTXpt7oKJoFnpFguy3h2jgKoZV9R05J3HHccVFp2gxWGpWYJ3SPvkcqOAqAcfm6/rUjZftbUabpiW8KjzFXJ2L1fqSAP88Vzniq5g0/TVSGfdcrkyBRnLEHv3wAeO4U10V2sl3qEVpGr5ZHmYqccAgYz9WH4E15/rCuZjbzFkVZ3R3kwcKpbk47bfmHsapCOQstNklmkebf5jMLh+D854KJkEYH8X4rjqcSWV0zpItnLeWkyqC8aEbXxwOmMH3wQBkk8GobHWJIZ5pbm6vImMrTxtCiMYFbkIQedq54Izx+ArbLRSH7Vc3bTwXDRmJEi/eSHCkDfgE8KT93o5Hbm79ibX3NPRo7C2gSdrWQ6jIkqW7wxl9sbFhvC8gEBto452fwg5rMju3+0Sww3qafcXd0SygBJg6/fbc2HHzF+RuYfOcEkMdi0u7GyhmNjLHb+UjPFJJJhZH2/Kpc5ABbkbgQCxwMZJw7nXPP1KCDSkjNrbR4inju4ZYkkcsASwO0SFQ/3vmzyuO9QWopPQ7nUdbjnsrmW1cyxJO9pEWkG4FRG2/A56Me/BKnHPGBaAvMG64+6BUD3MVzpFpcWlz50F28tx8k7TRo+/ymWNiAdn7kEDnqSCQQafZs6rIFXLFQFyOM98+1av3UzNasfc3oUqsXzMTjPb8/8/hUtvG20f6PC7MMFrhQ/wD463yAfUMfep7S3S2G4K7zbQS23j6Dnip5N5Yhdu4jI38YFeBjsfyu0TvoUOrKzz32yOOLU/Kgz0icxqvttUAD8qT7Xq5b93qt4x9POcgfrg5qbI5PnW4iPBCxlz9eM1OA2CDcSynbhNsWzI968f6/K+34HZ7BMwbi2YsWubGF0P8AFABA2SeSAoAJz3KmltZ+TDKz3UCk4JA86H14H3gMnOPQkheo13QcBUl8vsSMlSPeqtyiNky5WReQ4PzD9K9PB49t2Zy1qGhPBHuCAMGXaCjDnIPTFWpW3WqM1ss3kOoJ2ncqs+BtAGSwkZMf7zHsoqlpRfzPKONwO8EcB/U47HoSB656k1o3SNFYagU2l2tZ0RXbapLRMoB7Yye9fRwnzxuec1Z2OS8U3KW1zZo9kfs1zJ9qa6R/ljGQSQFQggkI29j12ckAAZuqWTppMJu5ZpzKgaJ4FL9A27IHRk2uNw5OMfTrbNb2d7ER3UsMMa7pTaRrIzoFHQlSq8sT8wH3SDt5Kxa3or2enW7WPn/ZYpCIrh9uGRtjAhhjblpMAY4KHPFZzNI7HN6VZRaz5s17qEsUifNGqLvJP9/DDAywb+H9CCal7AmmXlvqsiwXL2rfLKLfGz1Q4IUkjPTBHXBGc6kk99p1pdWV9axxW/lZhuFgXNu4BIHzgjHHv8rZHIFZ13o9xshlub2e9ibO/eXwnqMt6gHjjp0qL6WKsXLDxjjxJbXFxL5SXcCWgtFUO7ZbgMQQByx5xxuxjPNesafKtyJoJlxyVdeuM8jB+h618t6akWm6vNLaQJq5g3GMGdYxFtIwxz0AOfmI2njHt9GeHtQhuba2vCqQSyQqkkYkDgYJK9PQFgfoKl6DNzQ7Rbd7kEZuC4U+uABj8+tS6ZqltqyXL2T7/s0zRFsjDEAcjBOVPY98VzXxGnnh0a5ubK6dPORVdY8DcM4OT7hjn2UDuawvhNcPDqFxCxUR3Eefqy8j9C1JuwHoXiHSrfxDok1pMBll+Vu6t2NcR8M9Xnsrifw3qZImtmYwFj2B+ZPw+8OvBPYCvQbd/LnIIwrc4zXAfE/TJdP1Oz1/T/lkRwGPbcOQT7EZB9ae4HpKnNOqjpl3HeWUM8JzHIgZc9cEd/erozQA7pSimiloAO1FHFFACjFammOWtgrdUO2sqrulttnkXswDfiKmWw0adFFFQUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBiay5bUI028Rx7g3ruP/ANj+tU6t6qQ2onaQSIwpHock/wBRVStFsSLS0mKcBTAKKTrThQIBXHfFO9kh8NjT7Z9t1qcy2y4ODsyC/wBQRhT7PXYiuK8RRjUvHOkW5J2WavIy++Bz/wCPJ+VCA2tMgt9A8OjfxBawl2x1IAz+Zryn4PwtrHxG1jXbkqJkDRLsHBbAeZCOwLTxsPeOvRPibcm28IzxpjM5CHPXABbP5qB+Ncp8A7dYbbV2zzNdSS+4PnzRn9Il/KkxrY7bxf4tsfDSRrcRyz3MoJjhjHoOrMeFGcDPJ54Bwaz/AIf6pdeIZdW1i9jSIFUtYI0zhEGWI9ydwye+BwMCsf4i6HLqXihLg5MC2yRquOrbmJ/mK6vwXp50vQJbaSNUcSktgc8qpH6EUXAnuLqRJ7gQjPlqod1cggE9B+R/KvJvGSSLJqF7bSm8EL7DFOCQVLjdGGGSckkDjjvnFeuie1s47xmWJ7idv+WnIGBxx6e9eV+I7aS00+4ieCRoVk8/zVKtwHLA4z04HWqRJyuj31o8MkcF7p0Nzc/fFzGyyrngJvK44A7dz1roNXk03SNTtYpPmERY+acsIdyOMbM4b7q4555BI2jPLjR59Z+xfZNKtU8qdXmuTdR73A6nBYHb16ZzjirerWUtxrOp31xbyOtvIksybiFZPlCgcccFgCCfummgMLxPq11caywu47pbK7QxrbhflcYyEBHcN5Yz2645IPXeE/Fmqz2Q0q0LabC0YuLSw06LzJ2aPy+WLAhQREzdUyX3MCrZPK3VmBauZV/fhmddg4VlAI6nHL8EDnHbJxXRW2ravcwSGKTULzxBdJ5i2lpkKUDMGWcKoaYuCxUOfkU5ViTtran5mVRHQ6PJdajoyreQ3i3lm7QStczGcv3GZCeXHzKygDDL0GcDWtEAjHlb5B1JRDyO3681xXg+6k0291yy1U3X2+4hNxDvYTbguEDPIQpPPCgAbNrKwzlR1fhyVb3T0UBTIFAZQ2DkdR+g/AipqvmVkOCszTeN9oJjJKnKCSYDLen+fb61HAY0T5TZIijdI4lZyGJ6cdqvRQqx4t4goJ2FpA3P/wBb2qZbdlzGRp8Sn5pRt9uvU56V87isM5M76dSwyA4jLi4jX5sYjTnnvyKmyCCqTTyBj0Rckfl1p6O4KOb+yR8EHy4/vDPXA60lxKpXat9ePuGEKptwffOPT24zXlvAyvsdSrqxmagQAXVbhskBm+6rY9SDn17cVj7nJLGMhTyccewzxWncQRXBWNE1ObORvBGHx9454/SmLYFGDJaiJmzzLKBkD2616OGwrgc9SpcrxpseF2RRsIZSzj0/TOSPxra16fyfDepXdrcGGX7BNLDKp5jcRMytx1Ibbx3JA75rOuXisbC5umCLHbIWdY+M4/hDHgEkgA4PLAV5x4u1+KbwnZ2eoSw+cJDJJE5dRKhdiwBAOD834EIcHbz9BQVo2ZwT1dzZ0+drfwXZRz6tbzwXOySO/Eu5iyk4jkQhQ2CSSWf+Eq23rXsWrtc3Ph25ltFV2lt2VlQkhgRglMcnjOO57c4r508B+G59ft/7R8J6gINQsppJE0u4LfcDKY33gfe+YZb+HAOVGAPpe/u7iz0t5EhE14kZfyg2wMR2BIIBPbPcgVUnqNbHkEF5qNlc6ZZXtu+o2l5HIkyQKJFlhJG1wgz0y24HghiOM8Yetvq7arfxpdaTbQWsp2wyKsszKRvGDIrHoRjG3pwBU1p4hWzu5tRk81Y0mZUh3EsY5CDIMDaDgMSOmCFPGOaXxDvXi8U6zHa6NHeC2CefdmV9uPKVs4DAcD0Ge5pNWY7mf4XkGmfa4LceQxkWR9xw3TAz37E/icd69O08rNYK9s++WQoCrYBUMQM8E561578PrK1udPmvJ7S3edrliHAJbbsTCbiSxUehJFeq6XZm3BnKGCFXjCKwwG3Moxg9OWB4x1qRlSa2urqzdbsboJBgAnrkgf1rK0zWY9BeR49MuZWiyGmK4UdiR/ia6fXdehs7W20+yIuNZlAMNtEQxjO3Ids8BRw3PYZ+6CR53q8zeINTto7bUxf3p4zEmy0tiTjZG2TuPAy4ByCMF+oTGkdfH8SNMkkj+1LLbEnIZsFfzz9a7jXbIatoFzbZXcyZQnoGHI/XFeA/EDwtL4esYW1NobmOdgjGInKEsFzyBxlhz156V7R8Mb83/gzSZHd5HWAQO78s7R/u2Y/VkJoT1CxJ4HQw+HLEZBB8wZ9xIwrpAc1kaPai00l49gXyrl8AdxvIH6EVrKcjIpiHZpaTvS0AKelJRR3oAWp7Rgl1Ex7nb+dQU+Jtrox7MDxSA3aKB0orMsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDm7v/kK3v+8v/oC0zvUl7GyapdswwJCrL7jYB/MGmYrQgBTqaKdTAQ0tJjFLQMUda5DTCbvxrqUzE5h3Rj9Fx/5DH5114rj/AAthvEuvnJ3CY/8AoyShCK/xPia4s440/gidiPqU/wADXN/A69hZL2EOfMWedMZ7i5mc/pMn5iu28WxLJcIH4DRiM/Q5H8yK8o8IXn9geLNStW2Rx+al2iqMEpIFhlyenDwwMfaSpe4+h71LbxNcCdkBkVQASM4x6Vl6VqcV7res2UO7NqsPmMeQzurEYPcbUWoNZ1MPoZuIZQFRh5y4ydneuL8FX06+P9XeZjsdpICM/KDE2Ax9TtQgf71MR6BHarPqU8cpUJLACGxkrtJB/Pcv5GuP8QWP2uz1WF5Asbxy26vjtjBbH4g12Wqk28Rl37I1ILuADtTPzNyCOBk9KytVsXtm/ftI8crfu2ZyQfb9aYHzBa6dfGyf7DZa9Jqwfbvt4W8iPD8hsDPK+vqK9GsDJ591LqIFu8gDyxbW3oBBuwCSBxgevLVD41a68OeK9s2pSWWjzoZ4wib8uCA0QHbk5z0AIFM8KSa9r81qmo2ssLyK8WbnfDEyMm5ySc4ULHk4zmmBseBIBo+swanbwPf36s/2WFZggkZ1Kqx68FWJx7DnIAazo3ie7svB8eoWUjTanv8AsNosJJTbhvlYYLZRQzKn3SCGy5Xal3UNJ0ybw9o86j7GTbmSe3/euqRkuS7PjcAPL7KNu0nGBxjeKNFbwvJbyRz2QfVZZLSe3Vc2+M7ij8jykRpBhAwIVd2UI2pcJpbkyjckv2u9eNveWd1/rE+0ExvvjkO5kZW24OQyuMZKkjPIxlmmy/2TflisjW7nEiAjlfUdtw5I9ckd81wGh+Lf7JlS3upJJl811uJoQNpUKqR7BhTgYOSRkjHANegSxwXmnxD7QJJ35CYyQ2OnuMiqdmroS00Z3dl9nv7WO6t/Jniz1AI2n3GcjnHBx1B7gmxDAUVdlvb5jHB3EDOT0Hp+VeYo2p6RO95p1wU2YQyREFSSDgMCOe/ykf0Nb0PxGaJtuq6THcIH4kgbYyKBzlWDZOeeq+nFYygpblp2O0W3WNMp9hj3DLAueD7f/WpAWUgnULeN8Y+SBj+pPHFcqnxE8Ly3O0LqFpxjfcW8eD7/ACFjj2p1z8Q/CtvGCt/eXRH8FtbAMP8AvoL/ADqPZR7D5mdI6iVGUXF5M3oo2qB61Wkt4o1kmmWOCGNTva4l3bFHUkngAZGST7V5/q/xXhlzHomlyyS8bbnUJOfoY1J/Pf8AhXL6lqut+KjKb6fbbKwKW6DZEn0HU4yeWyeetWoJEts3fE3iH+3ryLT9KVv7PhcHO0KZmHQ4A4HU49+RwMcheyaXrl0R9uiHkRmKNWxhnAIz8w+boSOvqK3o7WKxsm253MMM/RgPb0rnrdLXT2a2srQahbXSEKiAtLG4B2sjDJGCen3TjBBxxqtNWS9dEdt4H8PxLqOma74R1Bp/IiL3VjcEh0k24kEbhRvUMQNvTk/MQ7BfVJdesdZ0wTW5njkZxA6AhJI2ZwuHPK4yy+uA4Py848a8BtrfhDVY5LyRbfRpwqvslRw/7xSRGVLB2yFBxk7XPTcrV6VJNZy6g99OXt7Fm8mV8YMjlSCuQOTgHJ9B+NTe7HbucpaXVlp2q2tpHDC0V00lsguNrhWl4ViSMDDBMnH3QRjHXhNZ1Lw7f39xqedSjubr77wyNEGJGAMeXtHA+6Djrg967G6n0a8vdTE9pIG+1iS0uoXKGOPqyqCSvACYGDjzM9OuFeaDp1xbW+m6fearcWbzhvIuTEDu64DBc8knJ44Pekxo3/AUFrb2CyLdRwQsRKqSOoc5O0EgnjOw889D0xxb8S+PLiWJdM8OmSeSaQMtxgHlTvJiLYUKOpkb5VAJ5HzKvhexjbWY4oIA1rbMHaN5Pk+7gLz22gn6nP17HTPCmnx+IGuooco+0pE2CkKqANox1+YZy2ckuepzUjPOrDwTfy6XPdaxO8Xmq0/lBjmYblGTn5iCTuy3XPQY3t1HhDw9Mt1bTLEEgidWyeBwQa6m5vLW68Ri3upIljJKKZHUbtmCV567mZcDvsPpWq+qWm+5hhORbIS7AYRSP4f/ANXFJ6geYfGeZbqKa2JA2pGgPUbmmRiPrsRzW58A757rwYAxysV3PGmfQuX/APZzXnfxB1V7m1eQbSZ5TcbWHXlo4WB7dJgfwr0f4J2n2Hw0bfbtKSDI9zHHk0uo+h0Wu6hLb3ctpEdqGfzW4PI2ptGf94MSMenvnpYjleK4bxjOI9blH90KD+Q/xrtbQnyVz3HNWxFigUgNLSAWikpe9AC0o5H402pIl3Mq56sB+tIDdHQUUDpRWZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGFqxP8AaeMHHlLz26tVar+vBhLbNj938yk+/BH8jVCtFsSFOBph4NOXkcUxAaKM80UDHDpXDeG5DF44122J++7y/hvz/wCz13K1wGoN/ZvxOtpOFhvE2MfUkYx/30FoQjpPE8PmRqw67cD69R/KvH/F+nXU9+l9pcH2i7hDsbYkgXEbjEkWexOAQTnDIvQZNe36rF5lgTjlea4PxJpb20gubUl0B3KwHQ9xStcex534N+IVxdXT6dPptxNdRIUkilSRXCDq0m1HJwMDO1cnGckk113gTUYriznvtLtRd2EKYuNQ3osduRzvG4gnBAJG3OB712tpp2h+MtIVtW0yxv5F+WQ3ECu4PruIyK5z4h+DNGh0CKOJdQiSNwkEAvJpIEJ5yYnZkwAp424zilYLnY6XfLf2yr5gmjK4D5Dbh60/UDcXNsI0VHW3AIDOcgcjIGPryTXnnguOfwxdaO0j4tNUtZitqzlsSQyhHYZ+6HRo2C5OGLAfKFA9NuYd8lvdWkhG07gQPvKeqnI/zimKxy2sW8ep2czWRlGqwyYHJVQQudvbJO4c9vXrXGXpcWMUd1emeeZtklmUPyDnO4knkEDgivSZ7V4GkuY3NxISfMZlIOcAAse5wBz6elc/qunXBZ7ywVYrpidwRgu8c9Dwc9sE4pgN8A6guk67pum3do1u80JXzZEOZQcKv5lRgnJwCOO1Xxraap4i0a3UFLhFSSTyUBbzT5J8vA5+bOcFQeX4AxzUngK6hbrb3X2q5jYMpZSNj59M9MgZ57dR217PXdP+zHRrqIJctCmyY3Ad/MBCsMjoMbiAccKpPzNgAHL32m6Rp9zqGlme2jtNM2q3mqrM65diXcYDfKVK8AqSy8kbqqW+hvFdefbLdWWxt32e7iKvGOuMN83ToCOneur1TQ4IEklKRLM3JlhjDc9AWQnDYJJByDk8k4xWVaJflLuW5nS7vppjKZEf5pCRyArHI9lGFHQVcdCWMleWO5MtzbeTIU2vLEBh+nDDowPGQfb6VnavaR3G8vFEZpWyZYpCrEk9SpyuB6KorQtbr7bEspysq5Vl3D5SD0yDUnlpKT5q7unbJJz/APrquVPUm7RwY8OmZAZd6yE/c24x+lDeF4jIpPmEZ6Zzu/Su5AMVxuQAPg/eUEe/BGKIWNu4miC7xnAZFYZ6dCMUcg+Y5Oy8NQtcL5UAZ+gUZOce39cVfjsthY42HBILg8kZ4H1IxWus0oneVZHSV87mT5Sc9elQFCZFR+GJxjv0z0/CqUUiXJsxZbJry3eKdsROPmA5J9s+lVrPR5FNyNBkhQQyLb3CGEssCHyx5rNnrmQDbjnDY+623oZtGvru9jjs55IEC5MyxrIrBtpHO8AMME4/A9xV5tCu9P3LPdOtnIAryROWjEbPkkIDzgndnAzz6iplrsVHTcveBLG41W0s9AkSFrC3G1oJ8o/lr91wpXCsAwyAvJzk/MxqP4gaoG8O2ml6dAPJtpy6vHJnjDAs+M4JY9M4+cD0BZL5Phq7Z7O5jmlRmWOdGI85T0Xg+3bHGT05GHILSeygjuIbiMZ3JKuMSyAAFmyPmxkgAEbQ2MnLF89tSyjYPY2ttE9je3VrfRjtAroTuJ5zg8ZIyck4A4GMWRutTNqMwM2o3nCYTaApG0kLk8sM/ieK0rGxl1ia2a/aJoLdCilFcO3I+8SdueP4c9T6V0eheEpvPl1S8ngkjU5z90KBxjb27AAZ44BouBc8L6dBpXh+O6klV72Z23ptwN3JOT6ADOfQCtyMtpukSXMg/wBJlASNSOfbjt1LEdiTjinaci6g3nsxFmgBDOOcDpz6d/ToOgqjO0mt6wiREpbx9COy92+p6D86kDz7VYprrUi/LIgEaHjkAkk8dcsWP447VsapPJZ+HrbT7fH2/VHA4PRTx/Ku1uNM0zTIJLh4g20ZLSNn/wCtXlGq3wupL7Wr1R9jVXjRGGU8sYBXGQfm3KhxyFkZh9yl5jRzOvSJq+tadp1mS1pERMQrZGGVQvUZUmNELKejh+mcV7b8PodmnSPja0khJA9vl/koryLwbaT3N7danfFnuJmZ3aQ5JduTn1I/nmvdfDduLawhQgAhefr/AJzQgZwfjG4Mvie8SNs7ZFQfXYv9c16bbLsiVfQYrxzTJxq/ihZWG2Oe4Mh9VDMSB+uPyr2aMfIOtXISH0tJ14opALRSUUAKPerFmu65iHvn9M1ABV7TEzOzf3Vx+f8A+qk9gRp0UUVmWFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBR1mLzbByAC0f7wfh1x74yPxrGHQGunrm5YTbyvDzhT8ue47VUSWMPNCmkJwaAasQ88iiik6GgB4zXF/FCxY6VBqVqFW5tJA4cKS2BznPYDBNdlUWoW63thPbsFPmIVG4ZHtn2oQEWk3keq6TBdQ8x3EQkAPJGR0PuDkVnyQKVaGVcp6fyP1rmPhdqEllLeeH7zcktsxliDAj5ScMv4Nk+5Y9hXcXsXz7scNQB5/LcTeEvEUdzEpOnzHDgEYK+n17iu311rfUtELRMJYZlDIw7+hH41leIdPW+06WJhkgZWuK8P67Nocj6fqKs9gxO1h/yzPYgdwe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