TITUS SPORT 4X49W
96008792
7319870269299
330043
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96008792 TITUS SPORT 4X49W
SARG4964950
L’éclairage intérieur
Pending Deletion
Titus Sport
Titus Sport
ProductImage
true
JPG
TLG_TITU_P_SWG.jpg
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96008792
TITUS SPORT 4X49W
96008792
7319870269299
330043
ProductImage
JPG
TLG_TITU_P_SWG.jpg
221.2
0.99
A2
13640
17200
62
0.79
0.79
0
1
<25
<28
80
plafonnier/ suspension
SUSS_CUBE
CUBE
Rectangle
Ceiling
Y
X
Z
1534
231
157
1534
231
157
0
0
8.2
Réflecteur fermé sur le haut
IP21
IP
IP23
IP
IK09
IK
SC1
SC
CE
PZ
Ta=25
PZx
STD - Standard
LDCImage_Polar
true
PNG
47616_21_Polar.png
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
LDCImage_Cartesian
true
PNG
47616_21_Cartesian.png
iVBORw0KGgoAAAANSUhEUgAAAUoAAAFKCAYAAAB7KRYFAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACIfSURBVHhe7Z1teqO8EkSzriwo68lq8vvuI4vJpTFgISQQEgWtec95HiY2BqZc3V0D/sh8DPyxsLCwsOwsfwAAsAtBCQBwwGVB+fv9+ff5/TvdG/j5Wk5bv36mdUZuPQCAU64Jyt/vv88h+N5B+fP39fH5N94dH/sa1uytBwDwywVB+fv3/fn59/UVnFFaCH5+D4+Md8bHl3BMrQcAcExzUM6X3KtLb7u8Dq6rf76my+zcegAAx7QFZXCG2BqU//vf/1hYWFjGxRtNQWnhOL8xMy9jWFZcens0J0dPWg281YBWDR61XvNmzsD6Xe/zb+ZQSB14qwGtGjxqFQXlQO5jQJn1FFIH3mpAqwaPWi8LylYopA681YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61EpQV9KTVwFsNaNXgUStBWUFPWg281YBWDR61Ngflz9fH38fHa/n6mVYOnF1PIXXgrQa0avCotS0of77+Ppa0+/n7+vga/rSbJ9cPUEgdeKsBrRo8ar3w0nsdfG/K1lNIHXirAa0aPGq9JCh/vz83l9LGmfUUUgfeakCrBo9aL30zx15/jEPRKFlv5rCwsLDY4o1Lg9LOFD+/f6d7b0rWezQnR09aDbzVgFYNHrVe+GZOcIZ4dv0AhdSBtxrQqsGj1uYzSgu7+eM+4Vnj2fUUUgfeakCrBo9aL730boFC6sBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1cBbDWjV4FErQVlBT1oNvNWAVg0etRKUFfSk1XCl92NouXlJkNUa7pfZ927oWQ0etfrouAEKqcOF3jjo5iUiqbVgvyegZzV41Oqj4wYopA4XeuOAywTeRuu83bxtZr8noGc1eNTqo+MGKKQOF3pTAZdYt9FauN8T0LMaPGp9vtsmKKSOx/Xmgi2xfqX1aL/UYzdCz2rwqPXZTgugkDoe1bsXaon1K625/Yy9x26CntXgUeuznRZAIXU8qvdk2K20ntz3buhZDR61PttpARRSx2N6S8Is2maldW//vcdugp7V4FHrs50WQCF1PKa3JMyibRatFfveDT2rwaPW57osgkLqeExvaZAF2y1aS/Yt2UYIPavBo9bnuiyCQup4TG9pkAXbjVpL9zPObHsx9KwGj1qf6bAEFFLHI3orw27UWrNv6fYXQs9q8Kj1/u7KQCF13K73bHgF249aS/ebmfe/GXpWg0et93dXBgqp43a9J4Nr3HTaZ9Q6/JzulnFq4+ugZzV41Hp/d2WgkDqa9M4hdCaITmy/Ovzwx6h1+Llaf0TxhgGn/oI09KwGj1rru+RiKKSOar1hmOwtMbn1AeHu4aah1tw2SfY2Cg+SWiqhZzV41FrfJRdDIXVU6w2DJAyWeInJrZ8Id403i7XmttuQ2ijcObWE21RAz2rwqLWuQxZ+/74/7TJpWr5+pvXDI9+fp9ZTSB1Veof6jMseqW0O9psfzm2S0nq0z0hqg8OdBkq2yUDPavCota5DJsbQW8LuFZrj3d/vv8/P72FN4foBCqmjSm9tyBzsd/BwVuu83+7+8YO7G0+UbJOBntXgUWtdh2Sw4Pz8/l1+xuTWGxRSR5Xe2pDJ7Devzjy8sKf1cP/wwd0NA0q3S0DPavCota5Dkvz8fX18DX8Ot76GM8Xv4exxaMDwEju33qCQOk7rteCwpYRw2539dh5acaR1Pk7yWOED2Y0iSrdLQM9q8Ki1rkM2WEh+/s0nixaIH8sl9hSQQybm1htmDgsLC4st3mgPSnvdMQhJIwxAY77kzq03PJqToyetxmm9Z8+y5u0T++w8lKRUa/aY4V+Y3CDBmW0D6FkNHrWe746QMSRfl9srfr5Wl9VLQObWD1BIHaf1VgZHzHyYM4cq1XqRxBeVB6NnNXjU2tRqFnTLR32mZT5DtLPFeJ2RW08hdZzWO9RmXBqpOcwZrRfJfFFxMHpWg0etV7VZMxRSx2m9FyVQzWHOaJ2Pf4HUqgPRsxo8ar2ixS6BQuo4pfei5JkPc/ZQZ729SG7VgehZDR61XtFil0AhdZzSe1Hy1B6mxtuLJJ8+ED2rwaPWK9rrEiikjlN6L0idlkPUeHuB5BcnD0TPavCo9Yr2ugQKqeOU3gtSp+UQNd5eIPnFyQPRsxo8ar2ivS6BQuoo1ntR4rQcptbbS6SfPAg9q8Gj1mRXpD7285H6vOSFUEgdxXotJGxpoPUQtd5eIP30QehZDR61Jrri/Z3tO6GQOor1XpA2rYdo8bZZ/skD0LMaPGpNdsXP1/oriXdAIXUU621MmsbdR1q8bf77Tx6AntXgUWuyK8Jvz3DpvaUnrUaxXgsJWyqYd63cfaHF2+a//+QB6FkNHrUmuoJL7yN60moU621ImoZdV7R626zjxAHoWQ0etSY7gkvvfXrSahTrbUiZhl1XtHrbrOPEAehZDR61JjrCzijjy24uvUN60moU6x3qPC4VNOy64gpvm7Sc2Jme1eBR6wWtfQ0UUkex3sqEqdwtyRXeNuk5sTM9q8Gj1qAjcmeS88IZ5UxPWo1ivUOdx+Uklbslucrbak0ndqRnNXjUelF7t0MhdRTprUyWyt2yXOVtta4TO9KzGjxqTXTEcGYZ/L827zNNzihnetJqFOmtTJbK3bJc5W2TrsKd6VkNHrWmu2H8Lx7uueSeoZA6ivQWhkNIxS6HXOVtk7bCnelZDR617nbD64PnBGVMT1qNIr0VyVKxyyFXelutr3BHelaDR61BN/BmTik9aTWK9A41HpcTVOxyyJXeVusr3JGe1eBRa9AN97wWmYNC6ijSW5EqFbsccrW3VRoLd6JnNXjUmuiG+MySS++YnrQaRXoLw2Hm5ObFXO1tlc7CnehZDR61FrQQ73rH9KTVONRbkSYVuxSh8Pa01sId6FkNHrUKWr0OCqnjUO/pJKnapQiFt6e1Fu5Az2rwqDXoBt7MKaUnrcah3qG+41LIyc1PofD2tN7CHehZDR61JrvB/iuIrzAVf77+PlYrrodC6jjUezJJTm5+CoW3p/UW7kDPavCoNdENdmYZnz2m1l0LhdRxqPdkkpzc/BQKb0/rLdyBntXgUWuiG37/vj8TZ5SrrzVeD4XUcaj3ZJKc3PwUKm9PaS7cmJ7V4FFrphui1yvFIWlQSB2HeguDwTixaRUqb0/pLtyYntXgUWu6G8IzyPF73/rfeE4hdezqPZUgpzc/jdLbYu2FG9KzGjxqTXSDXXpHwWhhyaX3Qk9ajV29xelxatNqlN6e0l+wMT2rwaPWRCfwZs4RPWk1dvWeSI8Tm1aj9PaU/oKN6VkNHrUmOoE3c47oSauxq/dEepzYtBqlt6f0F2xMz2rwqDXTCdGbOeKzSYNC6tjVWxAIRuFmzSi9PfUcCjamZzV41HpD65dBIXXs6i1Mj8LNmlF7W/w8CjakZzV41HpD65dBIXXs6i1MjsLNmlF7W/w8CjakZzV41HpD65dBIXXs6i1MjsLNmrnD26LnUrARPavBo9Z0Jyzf7X6/Vin+qjeFFLKrtyAQCja5jDu8LXo+BRvRsxo8ak10wvtzlOP/mWMJyecoV/Sk1djVWxAIBZtcxl3eFj2ng43oWQ0etSa64P2ZSfstQp/jJ89zn6N8fZRoeXc8PO20s9Jp/eajRon1FFLHrt6hDuOyQ8Eml3GXt0XP6WAjelaDR62JLrDws1C0cJy+oZM5o1zOOF/3gs9fRvsuIZtbTyGV7Oo9CIODhy/nLm+LntfBRvSsBo9a010wn/WN4RiE2wEWnOMZ6CpY35fy2fUDFFLHrt6DMDh4+HLu8rboeR1sRM9q8Kj1whEILs+XN4NeLL8IOLd+gELq2NV7EAYHD1/OXd4WPa+DjehZDR61ZrrAQm9+HXF95pcmOuusDEoWFhYWW7yxBKVdNr9C6/1a4xJkmdcoR8bXGqMg5dLbFVm9B2dMRsEml3Knt4fP7WADelaDR61BF1hwzW/ivC6h32d8wWV1yBiSifXj9kE4Ltvk1lNIJVm9B0Fw8LCEO70ten47G9GzGjxqTXRA4ozSLpkTZ5T2+PxRn3l5fZxofHBZ9wrbicx6Cqkjq3eowbhkOHhYwt3eHj7HnQ3oWQ0etWZaxM78wgBMnTVeC4XUkdW7EwLGwcMS7vb28DnubEDPavCo9eYxyEMhdWT17oTAzkNS7vb28HnubEDPavCoNdEBqdcjM69RXgiF1JHVuxMCOw9Judvbw+e5swE9q8Gj1qADXq9Nvi+3oyX3rvdFUEgdWb1DXcclwc5DUu729vB57mxAz2rwqDXRAfqzxxQUUkdWbyYEdrJBzt3eHj7XnQ3oWQ0etQYdMAdk/EbOvHDpPdOTViOpd6jpuCTYeUjOE97uPt+dB+lZDR61pjtg+QbNOzRXH/ERQCF1JPXuBMDOQ3Ke8Hb3+e48SM9q8Kg10QHvb8zw+yjT9KTVSOrdCYCdh+Q85W32Oe+YQc9q8Kg10QHv1yjtA+X7v4/yOiikjqTenQDYeUjOU95mn/OOGfSsBo9aEx0QfpUx9R1tDRRSR1JvJgB2cuEWnvI2+7x3DKFnNXjUmu6A+WuGYzgGgSmEQupI6s0EwE4u3MKT3iaf+44h9KwGj1ofHIk1FFJHUm8mAHZy4Rae9Db53HcMoWc1eNSa7IDxTZyhOdYLr1HO9KTVSOq14bclIrP6Np70NvncdwyhZzV41JrogHsutWMopI6N3szw72TCbTzpbfL575hCz2rwqDXRAfp3uFNQSB0bvZnh38mE23jS2+zzzzxAz2rwqDU5Fu9f2HsfFFLHRm9m8DOrb+VJb7PPP/MAPavBo9ZEW9gZZfz6JK9RhvSk1djoHeo5LhGZ1bfytLdJDzLG0LMaPGp9eCzeUEgdG72Zwc+svpWnvU16kDGGntXgUWtmLN5nlWX/C2M7FFLHRm9i8BOrHuFpb5M+ZMyhZzV41JoYjcT/mcM3c1b0pNXY6E0MfiYLbseDtxsvMubQsxo8ak2Mxvtd7/ebOvp3wimkjo3exOBnsuB2PHi78SJjDj2rwaPWxGgkzigz/wvjlVBIHRu9icHPZMHtePB240XGHHpWg0etmdGI3/nWf66SQurY6I0GP7r7KB683fiRMYie1eBRq5PxoJBKNnqjwc/kwCN48HbjR8YgelaDR62J8Ui9HslrlCE9aTU2eqPBz+TAI3jwNulHYiU9q8Gj1qDyr9cm35fb0cJrlAs9aTU2eod6jsv6pgs8eJv0JLGSntXgUWtiRPRnjykopI6N3mDoE/P/KF683fiSMIqe1eBRa3JE+DVr+/Sk1djotYG3ZX3TBV683fiSMIqe1eBRa2JE7IySX7O2R09ajY3eYOgT8/8oXrzd+JIwip7V4FFrYkS49D6iJ63GRm8w9In5fxRP3q68SRhFz2rwqDU5IvyatX160mps9AZDn5j/R/Hk7cqbhFH0rAaPWhMjYmeU8euTvEYZ0pNWY6N3qKct0w9XePJ25U/CLHpWg0etbsaEQurY6J2GPjH7j+PN28WjhFn0rAaPWt2MCYXUsdIbDHxi9h/Hm7eLRwmz6FkNHrUGlc9dcs8Ll94zPWk1VnqHWo7L+qYbvHm78igyjJ7V4FGrmzGhkDpWeqdhj2beDd68XfkUmUbPavCo1c2oUEgdK73TsEcz7wZv3q58ikyjZzV41OpmVCikjpXeadijmXeDN29XPkWm0bMaPGp1MyoUUsdK7zTswby7wpu3q2xc3aFnVXjUetG4bL/NYx9an98ICj+8nltPIXWs9Nqgj/5P953hckjmfFxuvKBnNbjsgelnA/O75UFQ2n8dsaRgEKK59QMUUsdK7zTswby7wuWQzPm43HhBz2pw2QPTz0rsd1ha2G3PKN/kHiMo72LROw16NO+ucDkks1+RcfSsBpc9MP1sJB2G869ri783nlpPIXUseqdBn364xKu3o1+RcfSsBo9aLxqXvTPK4dHML9kI15s5LCwsLLZ445agtDPIz8QvuAzXezQnR09ajUXvdEYUnRi5wqu3o1+RcfSsBo9aLxqXKChXb9oEZ4659QMUUseidxr0YNbd4dXb0bPJvxl6VoNHrReNzPaMMvwYUHg2mVtPIXUsem3IR+9fdz3i2tvJvxl6VoNHrW5GhkLqWPQSlG0QlLfgUStBWUFPWo1FbzToHnHtLUF5Cx61EpQV9KTVWPQSlE2M1gUe0rMaPGp1MzUUUseil6BsgqC8B49a3UwNhdSx6CUomyAo78GjVjdTQyF1LHoJyiYIynvwqNXN1FBIHYtegrIdglKOR60EZQU9aTVM7zjbBGU7BKUcj1rdTA2F1DHq7SAkDffeTj7aD3pWg0etBGUFPWk1Rr0E5XVMXtKzGjxqJSgr6EmrMeolKK+DoJTiUStBWUFPWo1RL0F5HQSlFI9aCcoKetJqjHoJyusgKKV41EpQVtCTVmPUS1BeB0EpxaNWgrKCnrTaTI96OwhJowtvCUopHrUSlBX0pJWgFEBQSvGolaCsoCetBKUAglKKR60EZQU9aSUoBRCUUjxqJSgr6EkrQSkgCMpObGW+GiEoK+hJK0EpgKCU4lErQVlBT1rnge6FLrQSlFI8aiUoK+hF6zjEBKUGglKGR60EZQW9aCUohQRB2UNY0gNtEJQV9KKVoBRCUMrwqJWgrKAXrQSlEIJShketBGUFPWhdBnga6F7oRuvk6+Kzc+iBNgjKCnrQugzwNNC90I3WydfFZ+fQA20QlBX0oHUZ4Gmge6E7rYO/BOW1eNRKUFbQg1aCUs+odQrK0WvH0ANtEJQV9KB1Gd7hD7zVMGod/F28dgw90AZBWYF3rcvgTjfwVsOodfB38dsx9EAbbspLIa9jGdzpBt5qGLVOHk8/3EIPtOGmtBTyOpahnW7grYZR6+Tx9MMt9EAbbkpLIa9jGdrpBt5qGLVOHk8/3EIPtOGmtBTyGpaBDSYXbzWMWiefA7tdQg+04aa0FPIaloENJhdvNYxaJ58Du11CD7ThprQU8hqWgQ0mF281jFonnwO7XUIPtOGmtBSyndWwBnfwVsOodfI5sNsl9EAbstL+fn8OjWMNNCxfP9Pa/HoK2Y4Nqi3xHbzVMGoNfA5uuoMeaENT1t/vv8/P77/f152/78+PvzETc+sHKGQ7q0EN7uCthkXr5HVguTvogTYkZbWzxs/vVxyG5NYbFLKd1aAGd/BWw6J18jqw3B30QBuSsv58DWeK38PZ49g870vs3HqDQrZjQ2pLfAdvNSxaA6+Dm66gB9qQlNQC8WO5xJ4CcsjE3HrDzGFhYWGxxRuyoAxOFpdL7tx6w6M5OVwWMjyTiU5r8FbDSuvkeWS9G+iBNjQl/flaXVYvAZlbP0Ah21gNaDSteKthpTXwPLLfBfRAG7Jyhh8DCt/Aya2nkG3YYNqyvYO3KlZaA88j+11AD7ThppwUso3VcEaTircaVloDzyP7XUAPtOGmnBSyns1gRivwVsNKa+B5ZL8L6IE23JSTQtazGszElOKthpXWwPdECR6HHmjDTTkpZD2rwUxMKd5qWGkNfE+U4HHogTbclJNC1rEZysSU4q2GldbA90QJHoceaMNNOSlkHZuhTEwp3mpYaY18T5ThUeiBNtyUkkLWsRnIxITirYaV1sj3RBkehR5ow00pKWQdm4FMTCjealhpjXxPlOFR6IE23JSSQtaxGsjMdOKthpXWhPeZcjwCPdCGkzJSyFpWw5iZTLzVsNEa+Z8pxyPQA204KSOFrGEziJnJxFsNG62R/5lyPAI90IaTMlLIGjaDmJlMvNWw0Rr5nynHI9ADbTgpI4WsYTOImcnEWw0brZH/mXI8Aj3QhpMyUsizJIcwM5l4q2GjNfI/U45HoAfacFJGCnmW5BBmJhNvNSS1RjXIlOR26IE2HJTwBYU8R3IAM1OJtxqSWqMaZEpyO/RAGw5K+IJCniM5gJmpxFsNSa1RDTIluR16oA0HJXxBIc+RHMDMVOKthqTWRA0yZbkVeqCNh8v3hkKeYzN8O9OItxqSWhN12CnNbdADbTxcvjcU8hyb4duZRrzVkNUa1WKnNLdBD7TxcPneUMhykoO3M414qyGrNarFTmlugx5o4+HyvaGQ5SQHb2ca8VZDVmuiFjvluQV6oI0HS7eGQpazGbqDKcRbDVmtiXoclEgOPdDGg6VbQyHLSA7cwRTirYas1kQ9Dkokhx5o48HSraGQZSQH7mAK8VZDVmuiHgclkkMPtPFg6dZQyGOyw3YwhXirIas1UY+DEsmhB9p4sHRrKOQxyWErmEC81ZDVmqlJQalk0ANtPFS2LRTymOSgFUwf3mrY1ZqoS0GpZNADbTxUti0U8pjkoBVMH95q2NWaqEtBqWTQA208VLYtFPKY5KAVTB/eatjVmqlLQbkk0ANtPFCyNBRyn+yAFUwe3mrY1ZqpS0G5JNADbTxQsjQUcp/sgBVMHt5qONSaqU1ByS6HHmjj5nLloZB5dgerYOrwVsOh1kxtCkp2OfRAGzeXKw+FzJMdrMKJw1sNh1oz9Sks26XQA23cXK48FDJPdrAKJw5vNRxqzdSnsGyXQg+0cXO58lDIPMnBOjFteKvhUOtco0StEquk0ANt3FiqfShkms1AzSs2D+TBWw1FWuN6TTULbt4CPdDGjaXah0KmWQ3UfGe18hi81XBKa1y7YZlv3gE90MZNZTqGQm5ZBmm+saw4B95qqNIa1LGynFXQA23cVKZjKOSaZYjmGw0ThbcaqrWGNR2WhtIWQw+0cUOJyqCQEdEwtUwT3mpo0hrVtqG8RdADbYjLUw6FDAiH6ALwVsMlWsNaX1TvFPRAG7rKnGQ0J24ap8utWi+AIdFwmdZU3S9eupwvR7hRY+awsLCw2EJQAgB0BkEJAHAAQQkAcABBCQBwwM1B+fP39fE1/Pnm9/vz7+PDPkc2LF/BIz9fy/r3atvf1q2PoSHW+vv3/TnpdKf1jV8/M3jVNdGHnz31aqy1D49vDMrEE/z9/vv8/B7KOt4Zi/syxLb9/Pu2B2ybeZ+f72Xdt9SlrdaxmEu1PGkNcOtnDq+6Jrrws6de3WoddXTQszcFpRlgT9Se/J5JgTGp9eP+6n9NMlojrBk/TdSjWtcsmmIcaVzhVdeEfz976tWM1pwmZ73x+KX3aMj4xGcjBuyUe/kX0e7O/8rcyV7zBY+50Ppi/Lu/Zz+HZRbiSOMKr7om+vGzp17tKQPePBuUZsbqX43JDK8FHbH1Pgtqf/fbz0CLs6Zb8Kproh8/e+rVnjLgjSQoxwaL/xUeWZu0ubSZzcmedl9PqdaR8V++SMuNWmNi7XEzHV9yPYxXXRP9+Om/V9/4y4ASHJ1R2t2PyTTbbjJmLHjUBLcQac3q8KB1IvuvsCONK7zqmujGz556NdLqOgPePP4apRmTPKMzA6f14er7WGtd6ZyW5V/Cx7W+sX+hN/oMRxpXeNU10YefPfVqTxnw5uagBADoD4ISAOAAghIA4ACCEgDgAIISAOAAghIA4ACCEibsQ73RR2Amxo/IBJ91O+bn72ve3j4Dd2rfidr9SlAeG/5JCEp4Y59b2wTIK0BPfY7tiiAiKMERBCUEJL4qFodK8CHg5cPB4zZfw1mkrf8cbk+P237h/nZ73jf40HH4oe71Mbdhlt32a/j74/XGovfr73vYd3woPHbq+QBEEJSwYgyiIDDeXykbiMLLHluCZ/66mRFut9y2b2S8t1n+ntUxg29tRH/XyN62S/CG3/wI/067Hei140R/x/J8ACIISoiIg2a+PRCefU3LGKJxqIX3M6G0wh5bjhl8vze1/eG2wVlxdIxVsNv63PMBiCAoYcMcKPHZ5RiUqVOuONTC+/PteJuZMawSZ4Cp7Yu2PRmUqecDEEFQwpYxSOw1xylwZmz9cikbvMkTBdLq/nI7CDbDQioOqzEI0yE3UrRt+Dpr+Hfa7Uiv/Uw9H4AIghISvEIj+ZGgMaCmS9U5VTah9gqlsjdzpm3H473ekFmF2bjNTMm2YVAOLHqH7eMzytXjdszp+QBEEJTwHyEKUIATEJTwDxOcgQ4Lb9RALQQlAMABBCUAwAEEJQDAAQQlAMABBCUAwAH/oaCcPhs4vQO6/cicvUMafF1vIPkLGIzgs3epj97ZfumP5O1oODhmH+Se33r97OXK32lZ3pkWeGzfzEke85/wHpT8R4LyNTzvj4dYKIafqZs/RhIE5eZDzPMQBfuOH6Beh6uRHuI9DcfH9E/++Y2BuBgSehmwet4Cjy0Mkx9K/xe8BzX/jaC0AYi+5fH7+zMs461haGw4bGCCIVntEwxWbn1Acoj3NBQc0z27Hq8xf95h9mL1m3sEHsd/53L/X/Ae5PgKyuGsrnrZw84mtqcfEVFQGjZEw7GX7xQb0bFWAz6RHOI9DQXHvIPY0jPL7vNbkfE5DDiVx6tAnM48nXgPvrEW90Fq+s4sexQNcTTAicEaD1EwWD0GZcrSM8vu81sILnMD7PmuzjAVHg/YcV6vRQ77fk1nlA68B/9Yi//7JC7JtqyDcrk0m5kHquBSLTnEexoKjumeI4/t8URIxr6PKDyOWALxX/Ae5Pw3gnIcgPhF/ugsJh5YC8Zg6N5nPcFZ0Tj80ZAPJId4V8PxMf2z8/z2nlMy3AQeh2eOq2P+C96Dmv9IUBqvoZk/BvIephl7fD0k70u1YQmn0oZuWr8d1twQGzsaDo7ZB+nnt/IxemwVYCECj0Mdq33/Ce9Bx9/f/wFoIc620W+x4AAAAABJRU5ErkJgggA=
221.2
13640
1
CUBE
1440
170
0
0
0
0
plafonnier/ suspension
Lampes à commander séparément.
221.2
24.4
0.99
220
240
0.996
0.894
50
60
Electronique
HF
Tridonic
PC T5 TOP
1
A2
false
T16
FDH
G5
49
T16 49W
4300
standard
Lampe fluo à 3 bandes
221
3
35
49
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
8
0
CIE 97 2005 Tri-fluorescent lamp
391
12
35
49
2700
3
2
OSRAM
FQ 49/827
8
0
OSRAM FQ 49/827
392
12
35
49
3000
3
2
OSRAM
FQ 49/830
8
0
OSRAM FQ 49/830
393
12
35
49
4000
3
2
OSRAM
FQ 49/840
8
0
OSRAM FQ 49/840
394
12
35
49
6500
3
2
OSRAM
FQ 49/865
8
0
OSRAM FQ 49/865
774
87
35
49
standard
3
2
PHILIPS
TL5 HO Xtra STD Driver
2
0
PHILIPS TL5 HO Xtra STD Driver
858
97
35
49
2700
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
859
97
35
49
3000
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
860
97
35
49
4000
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
861
97
35
49
6500
3
2
AURA
T5 Supreme HO 49W
8
0
AURA T5 Supreme HO 49W
978
104
35
49
standard
3
2
PHILIPS
Master TL5 HO ActiViva Active 49W 1SL
8
0
PHILIPS Master TL5 HO ActiViva Active 49W 1SL
981
104
35
49
standard
3
2
PHILIPS
Master TL5 HO ActiViva Natural 49W 1SL
8
0
PHILIPS Master TL5 HO ActiViva Natural 49W 1SL
985
105
35
49
3000
3
2
PHILIPS
Master TL5 HO Secura 49W/830 UNP
8
0
PHILIPS Master TL5 HO Secura 49W/830 UNP
986
105
35
49
4000
3
2
PHILIPS
Master TL5 HO Secura 49W/840 UNP
8
0
PHILIPS Master TL5 HO Secura 49W/840 UNP
990
106
35
49
3000
3
2
PHILIPS
Master TL5 HO Xtra 49W/830 1SL
8
0
PHILIPS Master TL5 HO Xtra 49W/830 1SL
991
106
35
49
4000
3
2
PHILIPS
Master TL5 HO Xtra 49W/840 1SL
8
0
PHILIPS Master TL5 HO Xtra 49W/840 1SL
996
107
35
49
3000
3
2
PHILIPS
Master TL5 HO Top 49W/830 1SL
8
0
PHILIPS Master TL5 HO Top 49W/830 1SL
997
107
35
49
4000
3
2
PHILIPS
Master TL5 HO Top 49W/840 1SL
8
0
PHILIPS Master TL5 HO Top 49W/840 1SL
1005
108
35
49
4000
3
2
PHILIPS
Master TL5 HO 90 Deluxe 49W/940 1SL
8
0
PHILIPS Master TL5 HO 90 Deluxe 49W/940 1SL
1006
108
35
49
5000
3
2
PHILIPS
Master TL5 HO 90 Deluxe 49W/950 1SL
8
0
PHILIPS Master TL5 HO 90 Deluxe 49W/950 1SL
1007
108
35
49
6500
3
2
PHILIPS
Master TL5 HO 90 Deluxe 49W/965 1SL
8
0
PHILIPS Master TL5 HO 90 Deluxe 49W/965 1SL
1042
111
35
49
2700
3
2
PHILIPS
Master TL5 HO 49W/827 1SL
8
0
PHILIPS Master TL5 HO 49W/827 1SL
1043
111
35
49
3000
3
2
PHILIPS
Master TL5 HO 49W/830 1SL
8
0
PHILIPS Master TL5 HO 49W/830 1SL
1044
111
35
49
3000
3
2
PHILIPS
Master TL5 HO 49W/830 UNP
8
0
PHILIPS Master TL5 HO 49W/830 UNP
1045
111
35
49
4000
3
2
PHILIPS
Master TL5 HO 49W/840 1SL
8
0
PHILIPS Master TL5 HO 49W/840 1SL
1046
111
35
49
4000
3
2
PHILIPS
Master TL5 HO 49W/840 UNP
8
0
PHILIPS Master TL5 HO 49W/840 UNP
1047
111
35
49
6500
3
2
PHILIPS
Master TL5 HO 49W/865 1SL
8
0
PHILIPS Master TL5 HO 49W/865 1SL
1048
111
35
49
6500
3
2
PHILIPS
Master TL5 HO 49W/865 UNP
8
0
PHILIPS Master TL5 HO 49W/865 UNP
1494
229
35
49
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 49W
7
0
ZVEI 2005 Tri-fluorescent lamp
0
1
100
1
500
1
1000
1
2000
1
4000
1
6000
0.99
8000
0.98
10000
0.98
12000
0.97
15000
0.94
20000
0.5
0
1
100
1
500
0.99
1000
0.98
2000
0.97
4000
0.93
6000
0.92
8000
0.9
10000
0.9
12000
0.9
15000
0.9
20000
0.9
0
1
100
1
2000
0.99
4000
0.98
6000
0.97
8000
0.96
10000
0.96
12000
0.95
14000
0.94
16000
0.9
18000
0.8
20000
0.5
0
1
100
1
2000
0.96
4000
0.94
6000
0.92
8000
0.91
10000
0.91
12000
0.91
14000
0.9
16000
0.9
18000
0.9
20000
0.9
0
1
1000
1
2000
1
4000
1
6000
1
8000
1
10000
1
12000
1
14000
1
16000
1
18000
0.99
20000
0.98
22000
0.98
24000
0.97
26000
0.96
28000
0.93
30000
0.9
32000
0.87
34000
0.84
36000
0.8
38000
0.74
40000
0.68
42000
0.6
44000
0.52
46000
0.45
48000
0.38
50000
0.3
0
1
1000
0.98
2000
0.96
4000
0.95
6000
0.93
8000
0.92
10000
0.92
12000
0.91
14000
0.91
16000
0.9
18000
0.9
20000
0.9
22000
0.9
24000
0.9
26000
0.9
28000
0.9
30000
0.9
32000
0.9
34000
0.9
36000
0.9
38000
0.9
40000
0.9
42000
0.9
44000
0.9
46000
0.9
48000
0.9
50000
0.9
0
1
100
1
2000
1
4000
1
8000
1
10000
1
12000
1
16000
1
20000
1
30000
1
32000
1
36000
1
40000
1
44000
1
46000
0.97
48000
0.94
0
1
100
1
2000
0.96
4000
0.95
8000
0.93
10000
0.92
12000
0.92
16000
0.9
20000
0.89
30000
0.88
32000
0.87
36000
0.87
40000
0.86
44000
0.86
46000
0.86
48000
0.86
0
1
2000
0.99
4000
0.98
6000
0.98
8000
0.97
12000
0.95
16000
0.94
20000
0.85
24000
0.5
0
1
2000
0.96
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
2000
0.99
4000
0.98
6000
0.98
8000
0.97
12000
0.95
16000
0.94
20000
0.85
24000
0.5
0
1
2000
0.96
4000
0.96
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.96
12000
0.95
16000
0.95
20000
0.94
45000
0.5
0
1
2000
0.95
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
45000
0.75
0
1
2000
0.99
4000
0.98
6000
0.98
8000
0.97
12000
0.95
16000
0.94
20000
0.85
24000
0.5
0
1
2000
0.96
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
2000
0.99
4000
0.98
6000
0.98
8000
0.97
12000
0.95
16000
0.94
20000
0.85
24000
0.5
0
1
2000
0.96
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
2000
0.99
4000
0.98
6000
0.98
8000
0.97
12000
0.95
16000
0.94
20000
0.85
24000
0.5
0
1
2000
0.96
4000
0.95
6000
0.94
8000
0.93
12000
0.91
16000
0.9
20000
0.88
24000
0.87
0
1
100
1
500
1
1000
1
1500
1
2000
1
4000
0.99
6000
0.99
8000
0.98
10000
0.98
12000
0.98
14000
0.97
16000
0.97
18000
0.96
20000
0.91
22000
0.8
24000
0.5
0
1
100
1
500
0.99
1000
0.98
1500
0.97
2000
0.96
4000
0.95
6000
0.94
8000
0.93
10000
0.92
12000
0.92
14000
0.91
16000
0.9
18000
0.9
20000
0.9
22000
0.9
24000
0.89
Fluorescent T16 HO
0
0
1
0.125
2
0.133
3
0.142
4
0.15
5
0.158
6
0.167
7
0.175
8
0.183
9
0.191
10
0.199
11
0.206
12
0.214
13
0.222
14
0.229
15
0.237
16
0.244
17
0.252
18
0.259
19
0.266
20
0.274
21
0.281
22
0.288
23
0.295
24
0.303
25
0.31
26
0.317
27
0.325
28
0.332
29
0.339
30
0.347
31
0.354
32
0.361
33
0.369
34
0.374
35
0.384
36
0.391
37
0.399
38
0.406
39
0.414
40
0.422
41
0.429
42
0.437
43
0.445
44
0.452
45
0.46
46
0.468
47
0.483
48
0.483
49
0.491
50
0.499
51
0.507
52
0.515
53
0.523
54
0.531
55
0.539
56
0.547
57
0.555
58
0.564
59
0.572
60
0.58
61
0.588
62
0.597
63
0.605
64
0.614
65
0.622
66
0.631
67
0.64
68
0.648
69
0.657
70
0.666
71
0.674
72
0.683
73
0.692
74
0.701
75
0.71
76
0.719
77
0.728
78
0.737
79
0.747
80
0.756
81
0.766
82
0.775
83
0.785
84
0.795
85
0.806
86
0.806
87
0.827
88
0.838
89
0.85
90
0.861
91
0.874
92
0.886
93
0.899
94
0.913
95
0.927
96
0.941
97
0.955
98
0.97
99
0.985
100
1
T16 54W HO
0
0
1
0.145
2
0.152
3
0.159
4
0.166
5
0.173
6
0.18
7
0.187
8
0.195
9
0.202
10
0.21
11
0.217
12
0.225
13
0.231
14
0.238
15
0.244
16
0.251
17
0.258
18
0.264
19
0.271
20
0.278
21
0.285
22
0.292
23
0.299
24
0.306
25
0.313
26
0.32
27
0.327
28
0.335
29
0.342
30
0.35
31
0.357
32
0.365
33
0.373
34
0.381
35
0.389
36
0.396
37
0.404
38
0.412
39
0.419
40
0.427
41
0.434
42
0.442
43
0.449
44
0.456
45
0.465
46
0.473
47
0.482
48
0.49
49
0.499
50
0.506
51
0.513
52
0.52
53
0.527
54
0.534
55
0.543
56
0.552
57
0.562
58
0.571
59
0.58
60
0.589
61
0.598
62
0.606
63
0.615
64
0.624
65
0.633
66
0.641
67
0.65
68
0.658
69
0.667
70
0.676
71
0.685
72
0.693
73
0.702
74
0.711
75
0.721
76
0.731
77
0.741
78
0.751
79
0.762
80
0.772
81
0.782
82
0.793
83
0.803
84
0.815
85
0.827
86
0.84
87
0.852
88
0.863
89
0.874
90
0.885
91
0.896
92
0.907
93
0.918
94
0.929
95
0.94
96
0.952
97
0.964
98
0.976
99
0.988
100
1
T16 49W HO
0
0
1
0.144
2
0.153
3
0.163
4
0.172
5
0.181
6
0.19
7
0.199
8
0.208
9
0.216
10
0.226
11
0.235
12
0.244
13
0.253
14
0.262
15
0.27
16
0.277
17
0.285
18
0.293
19
0.3
20
0.308
21
0.317
22
0.325
23
0.334
24
0.343
25
0.351
26
0.359
27
0.366
28
0.374
29
0.381
30
0.389
31
0.396
32
0.404
33
0.412
34
0.42
35
0.427
36
0.435
37
0.443
38
0.452
39
0.46
40
0.468
41
0.477
42
0.485
43
0.493
44
0.501
45
0.509
46
0.518
47
0.526
48
0.535
49
0.543
50
0.552
51
0.56
52
0.568
53
0.576
54
0.584
55
0.592
56
0.599
57
0.607
58
0.616
59
0.626
60
0.635
61
0.644
62
0.653
63
0.661
64
0.67
65
0.679
66
0.687
67
0.696
68
0.704
69
0.712
70
0.72
71
0.728
72
0.738
73
0.749
74
0.759
75
0.769
76
0.779
77
0.789
78
0.798
79
0.808
80
0.817
81
0.827
82
0.836
83
0.845
84
0.853
85
0.862
86
0.871
87
0.88
88
0.889
89
0.899
90
0.908
91
0.916
92
0.924
93
0.932
94
0.941
95
0.951
96
0.96
97
0.97
98
0.98
99
0.99
100
1
EULUM
TLG_SW8926.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T15:41:51.5556440+01:00
U1dTpHCyMboU8cIBVyaGYG1TBnA=PAKqOkUW1V1ikhV+F5KKW2QZTD8Kyfi60Je+/rNuow6Ofds+YfgvUtICE877WB0FtZpCZqCt3d1PIryMe+OCO85dy3JRskSrFEmdgr57ZQNNZuq2i9yOsglFjvKqCSPVTb8oUj3Wn8Finb8rGO6KoJjOgQISEVU0uPU+Pm+Ay6SubTpMLTd0xeSp2sGsYre4HwSmP+lg2tu4LYJM9BzLON+fUX0GKK5PNTuIkpQ+JXsDZrbEplydXMiTsGlIMSwaCbUUZkblQnX6MBVrQsaUGWdlToIMcnd4AXMOQS+gLEE6FqC46BL+6oVrLG2tCc12taKZjdpEPkJPo7D7hsKDPA==