<DIFFUSALUX 2X35W HF PS OP L840
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96535892
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96535892 <DIFFUSALUX 2X35W HF PS OP L840
12285
Indoor Lighting
Pending Deletion
Diffusalux
Diffusalux
ProductImage
true
JPG
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96535892
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surface mounted
SURF_CUBE
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ENEC*
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LDCImage_Polar
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199679_21_Polar.png
iVBORw0KGgoAAAANSUhEUgAAAUoAAAFKCAYAAAB7KRYFAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAC7jSURBVHhe7Z3rdRu7DkZTlwpyParGv08fLsZHGIkyhgI5IInXSNhr8caihsBHvCznJLn/bvzmypUrV67O+k2SJEm65KBMkiQ5IAdlkiTJATkokyRJDshBmSRJckAOyiRJkgNyUCZJkhyQgzJx4Pv369/X7X//+Lle/v7M2hd65/vruf+3Dedhb28jSbTIQZkYQwy5n+vv5XL9/bm/+L1eylCEZy+/V3gDnilnvq/PvWtOysSAHJSJITAEYdhVnyhfBiUajtT+dj4/USZ25KBMHKgGJbB9YoThV4bhDfixG/0Y/v2Ff/xOEjtyUCYOVIMSBiL1o3cOyiQIOSgTB/aDEv5DzuX5MfJGGZDNH72TxJYclIkDvU+U90+O98EJzxH/MSdJjMlBmTjw+nuUMBz5fzwoSWzJQZkkSXJADsokSZIDclAmSZIckIMyMeO///4TW0liSQ7KZBlqkFGLw8hznJUkEuSgTFhQQ6gsSTTstVaScMlBmbzgOVSsfdUrSShyUCYbUYZFBP8R4pDEIgflh4IHQqShEE1LxBgl9uSgXOLgb5jUf03v5W+YwPnqOSVaTR9tAETTAxRNJXZl2XCeGntnclBOQxVg6x9ugGeJv7Os/A/QcpvarumPiaQF6OkpsdXTHL/GPoUclFNAsUIhQnGiIm79ww2wb/gP0I42r16jjxNJC8DVMxrzY2LX2KeRg3KJqoi3fwXncitkKMzbKj//wD76Fx00/l3F0qgzzSrb4GtE0gKM6ik5kLtHnBr7ZHJQLlEVMfDz8/iuDt/kL/diVSpiqaaUa+p1ImkBVvSU3KzdybfGkjs5KJcgihjx/Adpmz8WzbHefK9I25slig5AUst8znxqLNmTg3IJ4sci9G38+d1+e474jfZB5pvtGC27o0TRAWhoGc+hbY0lNDkol3j9bo//6MbL/73BY3/kR6LSWBpNi9G2zyWKDkBTS8npsQ/9GkuOyUEZFF4TyWHpq0cUHYCVFutcJ+PkoAyGZ9NEaNYoA8NDh2fukz45KIMQoUkiNGmUQeGpI0ItJHtyUDoTqSki6MhY/BGpNj6dHJSORGuCKMMhApFyk8PSnxyUDkDhRy1+b10R4hIxN5Fr5hPIQWkILvaoRe+tK0JcIuYG101Efe9ODkoj6uKOWuzeuiLEJWJuzlI/70oOSmWgoFtFfYaGtCZCTKLlpVc/0bS+KzkoleAUcdQi99TlHZOIOeHUUUTd70QOSgVGivaMjamJdzyi5ePstfQu5KAUBAp1tFgjFrenJu94RMvHTD1Fu8M7kINSiJXijFjYXpo8YxEtD+9WU2cmB6UAEkX5Tk26gmccIuXgHWvqzOSgXAAKUaoYoxW1lx7POETKgWRdRbrXWclBOYlG8b1jo47iGYMo8X/32jojOSgn0Cq6aMXsoccrBpFi/yn1dSZyUA4AhaZdbJ/QsD287h8l7hb1FeWuZyIHJRPL4vqUpqXwuvunxTzKfc9CDkoG1kX1aU2L8bp7hJh/ap2dgRyUB3xy4wKf0LwRYv3pdRadHJQdPIsoSgFb6/C4d4RYZ63FJgdlg09vnoKkBrAltSSRtjeKt38ggobI5KAkiFI0Z2sgeLa3OIw811sjjD4vjbf/QhQdEclBWRGtWCLooTTAXr0kkLRTL4rWvhXe/mui6YlCDsoHvWbyJkIz10sLbdv1HTT9cfD2T4Hjk9zJQXkjelF46CvNUpYV1r487ljw8DlCdH2WfPygPEsxWOgEH2VhLGNk6QvA/srdLTRY33OWs+jU5qMH5ZmKQEsr2C2rh1WsrPwAPV8lJlp6LO+5ypm0avGxgxIn/yyFIKUT7JTFxSpGVn4Arq8SKyltlndcpWg9k2YNPnJQUkk/SyGs6ISzs+et4mOZhxlfKzEsWN5xhVrnWXRrkIMScYZCmNEIZ1bvZhUbyxys+JqNqeX9VqB0nkW7Bh83KI+SfYZi4GqE5yTvYxEbq/hL+RmNsdX9VuhpPIN+DT5qUHKTHL0YjvTB+xp3sIiLVeyl/XBibnW3FTgaz3APaT5mUI4mN3oxtPRp6raIiVXctfx45EWKEY1nuI8kHzEoZ5MauRhqbfDaQq+2j3e5Q+3D4l4rzOiLfidJ3n5QriYzcjGAtrKs0PZlcRereJXcWPmbZUVf9LtJ8daDUiqJEYsBNJVlibY/i/t4xMzaJxcJXVHvJsnbDkrp5EUpBtCBtVjr0vZncR/LmNW5svR9hKSWSPfS4C0HpVbSPIsBfLf8W+vS9Kd9lwixgj1rHTUa/r3vpEkOykE8iuHIp7WmM8fXMlbR8lbQ8ut1HwveblBaJMuyILi+ImqaQfseVnGKmDfgXeJrzVsNSsskWRTciI93ubtFXC0YzZ2Froh3PwtvMyg9kqPlc9auZQyi3Z2DVXwi5s/q7gVrf9rkoFxE2u+qPas4aPnR1H+G2GhotLo3xsOnJm8xKL2TIuVfwo5VLLT8aOq3iE20HFrcuYWnb2lOPyijJGNVx9maQ8uHpvYzxUXCjsV9j4igQYJTD8poSZjRA2ek72EVFw0/WtotYqKRx1mbFvflEknLLMqD8vv369/X7X8LP7/Xy7/ff/8e6+vvnd/vr+f+3zachz1s44+ICRjRpKnfIjYaPrR0a8cjUi617zpKW4/ufJBEcVC+XuLnekGXvwfl/hKevfxef2D7+nspZ76vz71rFYloxYDhaLPQr+1Dw76W5jPGAsO1r61jlldduvNBGqVBCZeEy8AF/wJRA4G5wE3h8pfr7dS2ezv7CMp2/vU7RtRiwPQ0WunX9qNhX0uzZiyi5NNKxyx/+nTngwbGP3pj0Hvwsfrv8/TtJf54/Ur0gijUOuG1tXZtf9L2NfSeLQY9wBflz1LDLK8adeaDBk6DEvbLdwV4yQ/EGQoCU/R66db2K21fQ69mDCLk1UvDDHut8vNBC/tBuf0eAwoC0Pxo/cqZiqLgrVnTv7RtDa1nuv8I4NvT/wx7vfLzQQvbQbkF4eA7SPMZ36KcpWj21K7tW9K+tFbNu3vmFAD/3hpm+NMsOx80MR2U8JH5+Z/+H2v7zdr7m8896mP1uQvijucdNH1L2pbWeZZ7j4J9e+qY5a5Zbj5oozwo5ThvMezxvIeWb0m70hrPcOdRat+eWmY5m+ZTDMp3KwSv+2j5XbELZ4/WCqvnKTRscmn59tQ0y5k0n2ZQlnUGODq97qLlt7YLrzmrprXHWTXUngRado848uulawbQeia94QdlHczoAR7R5nEPLZ8lL2XNsnoW+1+x1ULDJgeuXy99XEAf1hhdbyH0oOwFsQ54BGb0eNxB0mfJg5RNSTuSugrS9jiM+vTQeEQvFxH11px2UBYiBXlWi8cdVrTiVZi1VyNlByi2itayZlk5O8uMTw+dPY70RNNLEXZQjgQPnvUO9qp/a/0z8T06I3EHCRtAz065y6gvKW1cVvxZa6UYiXEEvT3eYlAWRhIjiZRPa+1H/kbjKaFfKgZcO9w7SuniIuHPWnOBG1OMl1YuIQflatAsgy7tK4J22J/RIaFd6v6jdnp3ltLERdLfmbRbax3hLQclADa0A69l37JgsK/VmEnolrr7rB0qBlKajqB8S2ChX0K7hc5Zwg1K6WBJJJBCO6lWRVP8SPlbtSOhQ9KGVFyO0PajZR/sStq2ivcobz8oC2dMqJWPSHGR0CJ1H+nYtDijD63YWMRihlCD8iwFY5lMLV9gF9uW8rNqR0KH9F3gVymbNVp2KaTjooVlTLh83KAEwM+sL48kSvps3V3Kx6odCR1ad4HXUrYBSVtcVnxK37+FR1yO+MhBWRhNvGcCJXwf2ZC634qdVQ0Wd5DwIaVzhlHf8LylXs/YtAgzKM9QON4JXPHPOSt1P22dPSTuoB0rCY0rjPj30uodo5oclA/Af09DlMTN6Bg5I3HPFRur/i31z/iS0CfBkQ5431NrlDgVQgzKSEFpFUg0jVxGdUvcc8XGqn/r8/A898yqNklaWkbuo02keOWgbIALJqq+Hlj/KBL39fAdWbeENmmwJvg6msZIetwHZcQCwkQsoEJLl4TeVRuz51f8emkutM6v2tWi6IqqD4iiLQflAaCvrIjUuqR0rtqZPb/i10szprYhYVML0BZZHxBFXw7KA7C+qIVVNElrW7U3c37Wp4fWFsWWpE1JQFd0jYUo+lwH5VmTBPvRtGvoWbU5c37W54rWiLHTADRRuiJqxUTQl4Oyw5G+KPqLDg09KzZnzs76s9bZo9iTtrtCT0sknRQR9OWgbMDVBs953qP2raFl1ubMOUtfgHS8anvS9kcB/xwN3jp7RNDmNijfLTFwxvpOLX/SOlbsjZ6d8WWpr0fLlqQPLuBz1K+HTi7e2nJQEqxos7rXkR9pHbP2Rs/N+LHS1uPIlqSvIyLEQxpvbS6D8t0TAja078ixL6lh1tbouRk/VtpacO1I+WsB9ld9aGtcwVNbDsoKSW1gS+OuIzal7zPK6BkLH4BUXEbsSPmsAbse97HGU1sOSoSWLrArZXvGjqdvYOTcqI+zxUPKNwC2JO0VNGxK4KnLfFBGTQKgrW3V/sp5qbvN2Bk5M2pfW0+LFRve/o/QtL2Kl7YclA+sdIGfGV8S+qTuOGpn5HlN24BEDDxtwDkJ/0dY+JjBS1cOygfWusAf16ekNglbozZGnte0Dazef/U8ZjQukr6PsPQ1gpeuHJQ3PDVxfEvrk7A3aoP7/IhdLQ0tVs/XaMREEi+/Pbw0mQ7KiIEHvHWB/5YGLW2rdkfPc58fsaulgWLlbI+eXXhPyy8HT989PHTloLwRRRfoqLVoalu1PXKe+6yGTWDlritnj6Bsw56mTy4RNFB46DIflNGCH7EYSpwstK364J6Xfg7QsFmzcpZL8QG/WvgbIZoewEOTyyfKUhBleeLtv4eVthU/I2frZ+E1d9VQey1GnsXMnhuldccIRNBV4oOXNWaDsnc5zyBY++NSdFnFZMUH92y5S1kUvf16ceA+VzN7bpTR+1jjoQvHpOXfWleIQVmDg6QZEE3bK1C6tGMBzNrvnSu6ubZHnuPY5drDzJwZhdJu4XcGbV0lFmVx0NZUE3JQ1uAgSgZI0pYkPV3SMaiZtV2fm9U5e4Y6Z+V/hJZWQNv3LNK6SgzKmkFa0xEmg1L6UqtBLlgHmwNXk6b2GdvlDPy6om31LD4/amvFNweOfW0NM0hoAhtlSWEZq1MOSgxOwIgfTU0rjN5B6x6jdqW0SNmY0a/FiB5NHSvMxBMvDbTsUpx+UNbg5PT8WmriMqvp6K6zcGxK+5a2xb2DBlz/NVp6VjjSVO5algVWfoC3G5Q1OHlYh6emFquaNO7Us2ntbxbrOwArdrU0rVBrgtd4eWDp9+0HZQ1ObjRdEmjci7KnFTtLuxq+wKaEXa04zFLuJXU/CSx1qA/KKEHFYE0l8WV5Ie1b+j7YlmacrGxL+wF7kjY148Ch3Affy1sThZWmjx+UNfBeWZZo+ZO8i0VcLOxL+tCKiXYcKMpdWr49NB1hpSkHZQd4Di8tNG0XJHycRecRUj60tVrYx+sIbT0zWGnKQTkAnMNLCklbPVZ0W2q0YMXPShxHkPZRdM/ql9YjgZWmjxuUknrAFl6zSGriMKrXUl9kX6NxW2XVV9ErqVvKjhRWenJQCgK28eKiqakHx6+1tqj+PHI06hOex0sDLbuzWOnJQakI+CqrhXd8evo8tEXz2YuPBUe+iz4rjZ6xoLDSozooowUV8NIEfvEqeOmpqXUBHtqi+KTi4UGtoejy0ufh8wgLTTkonQAdeEXBW5O3X8+7UxQ9UXRFik3BQtNHDcrIeuBrvLzx0uDpN0rc8Sp7kfhEPTkoHenpgffwssTaH+bTfJf8lkXhoavHJ+rJQenIiB54Fi8tNG1zeHf/JX9lcdDWNMon6slB6cSqFjhfliTeMXpH/yVPK7a944KJpAWw0JOD0glJLWALrxUkdc3wDv5LHsqSQMqOBJG0ABZ6clA6oakFbOPFRVMTlzNqKHEuSwMtuzNE0gJY6MlB6YSlFvCFVwtLTS3OoKHEsSwLrPxwiKQFsNCTg9IJTy3gG6+Cp6ZCRA0lTmV54OWXIpIWwEKP2qD8xGCOEK3wo+iJpCPj0ubT9OSgdCL10KQOmtTTR1tPDkonUg9N6qBJPX209XzMoEyC8e9Weng92NVN4xkLcjD1+TQ9atUXLZBJIOoBWNaNrW6o98oyJFINf9pgGkVbj1rlRQtkEgRq6OG9ehWoPWVyOLXJQXnj++vfrR7v6+v7sQl8fxH7379f297X7as/fAIJWrCOn9/r5e8u//BlyLvI83O9uPpvAbou15/Hqxurem7nhlbN0ftA/QxnLZCDsk302EjMMMxrJYGhy/U2YgAYNJffez+BscfXP9ffSzH6fX3uXZEX+0C+XnYbUs9o3Ifm/WXjLtKA7V0sjf232Hz+Q4NyQs/t/PQi2LYf73ceez4zvQbIQdkmdGyEZhjmpXLqTxrP12C46fx1GtsGEvSAf9DSbvLjuwjT8mPln+Tu7+sL5Zmrpx469VpA2NwdymhZDHJQtokcG6kZhnmtmJdp/PjkAfvoMyx8tEUvX/AJZG9QovcG77IEJGdLAho+lv4rStHsiulIDx4weC1AmeOsJSiDsBrkoGwTOjZCMwxDVgkYuP8cjz55DDoB4RZrT2tQwv7xoKLsz66H4ZeEbW47saRsSawN9B2VPSiroULZ7q3quMqi/PYWaeS2qGdznWdhJGYY5lYhfZ7GBn9crIXbQAzK7RNdpXXwLrPUPwI8E2Xkvwb0lN/ILmvT19Nze2Zbg5RjvUXRqxvKRr2G6RjxqeE2kfScKTazMwzzVxUFPHW3IVMGD/pUttun8QlkNSibOsfuMg3E8pkYeFn+A4qR/w77Ib6uh5o3ZY0wWjeUP7zYEIfPNAysCR0boRmGIUvp72Nr9dEUBFD7BD6B3A9KfI+ynsNh4C4r7DRgR0b+W5Cfdif03B5vrhlW6obSUBab6YP65KBsU+uRmGEYtUqIFshEDpgf1JJAsm6WNE4f1CH6YPJGW49aBeSgfD/q2VGWJBp1Q2mG1WPTMXpIkU8bTKNo61HLfLRAJvNYzgvNuqHuAYtip4NzQJlPG0yjaOtRy3omto+bnkbDU3rwo8QRFazicnQvUkfvgDJZv3209ahlPBPbx1wPbnKi0Ws9B4+rYR2X1h2bOloHlPn4+j1AW49qtjO5bUy14OYmGhy0lHXwqDoeOarvXDSUmLyAHzbCIy4tImkBLPSoZvoTA8rFTAvR1OAbLwA/Vj1uillcKnr3p+JFPqiIV1woImkBLPSoZvkTA8rFRAtqZvBXVg16bFueeOeIE4tnHI8eFMQ7LphIWgALPaoZ/sSActHUArY3+4wmrnvdO0ZR/NdxaYIefMZdAe+4YCJpASz0HJXBEp8YUC6SWsAWXhsHXY76e/eYpK4ZIvlvxeiF6qGSh7IkkLIjQSQtgIWeXvqX+cSAjrCiB86W9ULVuDX47foR7xhF89+L1Y7OQyVPs3fzjknNJ+rppX6ZTHCfET3wLF5NOg0LHLy9MaJLmqi+OXHjPFTyVxYH7nNWfKKeXtqXyQT36emB9/Bi0WlU/Bbx9gtsn8JE9suKYffNV0p+y6LgaLPkE/XwMzpBtIACUZMMv+I1RaNJy3bjbZJpDYt4+uX4ZsWy+2afogOvSETTA1homssmk08NKgfQgdcyjeYs29y+xXpEdA3i7RPfv0c3rt03xyh6uLq0iaChxkLTeiYPiBZYLz3gF6+CiJ5GYza2SWpdgIi2QaL4pOJR041v900+tYaii6NPAw+fPaz0rGWRwacGFgBfZfVY0tRpSE6fHulb0jZBNH9H8emE/+DNYzixKPo4z0pg5YeLlZ65DA7wSYEF23hxmdbUaUROf3L9TuubIKqv3rOdNBy82Wc0FvA8Xhpo2Z3FSs949gaJFlhAShPYwWuWqbOdBuy8tTGjd+V+I0T204tbN+a9ZHRYjUXR29M9goQNaaw0jWdvkHcKLpzDS4opW43mK9tUX67qlrxzizP4aMWxF/v2G22kY1F0t/QfIa1HAitNY5mb4MzBhefw0mTIfqPpyjbVj1L6Q8VhAkn7lK1mDppv0GjHAQAfeB1hoWkUK028rC1wtuDCe2VZwvbXaLjGtuhdih3N2FjYlvQBtmp7VB42Wkki0IxDi3KXlm8PTUdYaTrOmACRAwy/4uUFy3ej0aht6fvUtrRiZWVX2g/YwzaJNN1pvrFHKw5cyn3wioalpuOMCRApyDjxkXQBXT2lwaomq7c17tWypxE/S5tavmDVednRfOOOhq5Vyr3KioCljna2BPEMLE4u1uGpqUVTU6fr8LbGnY5swvuSfqVtcfRrAHabaSM3/9DStEKtCV7j5YGl33a2BLG8EE5ez6+lphFIXY3GKttHd51lxKaUBikbo9o1ALuN1DVzqqVllSNd8D5eFlj5AagUiqN5IZycUT+aumZ50dRoqLJNvCXCTGxKDlbiunq2nB+1s+L3CDJPjeRp6phlRhOcwUsDLbsUSm32iuSlpBJgGegRdrqIhipbRJ+JMBOX+gy8lrDDoeVr1NaMbw7NfFWbWv5XkdAFNsqSwDpWderUWLkYDrJkgCRtSfLURXQXvEdsizEbk9Y52C+Lw8hzR3a5tjAzZziUnMF6+sCbN7R8ryKtC+zhNYO0piPuGTJg5GI4iNoB0bY/y6araiJYaEuc2Vhwz5U7lEXR2z86SzHybGHmDAecu+c9yqZWUhfRigWmxOIZEwYWujCm2WldDgfJOgDW/tg8mqeOiVZPrcSBe7Z+rtyNs2qoPQruczWz546o87f50UqqAFpx6AE+8arx0GSanXJBHASPS2O8/Tchmkern1ZiMHKW8yzXnrRfitlzPagcbn60kruIRgxGAQ31ssY0M16XPCKcJtQ0RVvZku6l1btzz0s/B2jYrFk52wLn8Wn/sanhb5ZIWjAeuoTbrk8Gvs+mo3TRo5Ngr9oSY/XeI+e5z2rYBFbuunKWAudzZ/uxCXvSPmeIoIHCQ5dw6x0TMfjemsD/pgF3EILYWmb1zqPnuc+P2NXSQLFyloLMabUJPqX9juDpu4WXJuH2OyZi8AEvXTu/ZPc0t6eRuOuoDe7zI3a1NLRYPV9D5pXYlPbLwcMnBy9dgu3HIxNwB/ztfJJd87ctpU/CzqiNkec1bQOr9189XwA7ZMrJzfvzUr45WPoawUvXa0aUiZoAwEIb+CD9NBoEb6/qk7rfqJ2R5zVtAxIxWLWBz5NpJzfvwFmJO/TQtr+ClzY6G8pETYRrARLNQfXLrEapu83YGTkzal9bT4tZG/U5Ksf05h6JO7TQtL2Cp65+NpSImghAQxvYPLRLNEerX0Y1St1p1s7IOYu7ecWj9TyZ51byEWBP6i4FaXuSeGrrZ0KJT0kG2GLbqxrjqE+4dqXvM8roGQsfgFRcRuy0niVzfVQACLDrcR9rPLXxMqHAOycEzg/ZIJriqE849iVjPGtr9NyMHyttLTh2jp55yfdRARCAj5U7ScVDA29tY5kQ5F2TMnWWaApOn/R8Scd31t7ouRk/Vtp69Gxx/JD55hQBQYR4SOOtbTwLgrxTYuD5qfsQzTDSH5RP6biu2Bs9O+PLUl8PyhbXPpnzkUKoAL8jd5OMgzQRtM1lQYjIyQE4+uCZpXsQzTDaH9i/Rkxnbc6cs/QFSMcL2xu1TeZ9tBgqQMORDukYSBNB33wGBDh7gpb1E00w2xegRSOeKzZnzs76s9bZA+zN2CRzP1sQFT090veXJoK+9QwscsYkwZ6IbqIJZvtCTBNi1d7M+VmfK1o14jZrk8z/bFFUULqk7y5NFH3r0V/kTImCr0X1Eg0w0xO1RilWbc2cn/XpoZUC25mxSeZ/pig6gK6iTereWkTRJxf9SaInCsCFJQZR/DP9QOmS0LpqY/b8il8vzQXq/KhNsgZmCoMBaFu9szZR9MlHf4LIyVIrJqL4R/uhp2tV9+qdZ8+fUTPQOztil6yB0cJgUnStxk2LSLrkoz9BxESBJqxLVCNR+KO9wNUzo1virrM2Vnx76IbnOWe4dsk6GC0OBrUe7j0siaRHNvoLRAlKq2BE9RGFP9ILo1pGnpe454qNVf+W50d9cZ8na2GkQBi0tMD+6L00iKABIxf5RbwDwykQMY1E0XP7YFYD95zEHVdsrPq30j/rh3OOrAVugTDg3m/2jhJ4+qaQibwQXsHh+hXTRxQ9pw9W/R+dl7rfih3tO3LQjtPRebIWOAXCZES/RDxH8fB5hEzkhbAOEPgb9SmikSj6oz6Qik3vzpI+ZlnVoHkH2NO0XyBr4ahAmMzol7w3B0tfXNYjL4hVgFYTv6STKPijHtCISx0DKR+rdiR0SN8FfpWyiWnZJOvhqEgYrN5BKw41Fj5GWYu8AtpBkrI/bYco+F4PWMSjLAlW7UjokLyLlK0WLftkTfQK5QDJe2jGRDves8xFXRGtQIHdEMVCFHur/q2KRjI2q3YkdEjakIpLD8oHWROtQmEgfQ+wpxEbi3jPMBd1ZSSDpZVQYMouUexU/VsVDPYjESvv88CKjToGEno41H6pmqA3j9G8Q617BU2dq4xH3QCJgEkmsMewD6LY6y3LgqF8zcZOQrfU3Uft9O4spYlD8UWUSWOzj5X2Xvy4WMZ5lLGoG7ISNOuAD/kjih1vWWo/8gXvj+iR0C51f64dzh2lNHEBf0SZkLXTw1o3MOvTQ+sI/KgbMxM4OOMVcLZfotjLlrV2rr8S16PnJfRL2AB6dspdRnxJ6eJClEljk8ZaL2Y0toCnXg68qDvBDd5MYjRgaSCKfaD+xZiNV4l1WZhZmxgJGwC2U7SWNcvK2VHImmAWiqXOHtx4R9Hbw7g9xzhbkFlaiGJn1r8oUnEDO2VJEFUXIGnriFITO5/MQrHUyeFITzS9FMbtOU4riLAfMcCHmqpih+eZ9S+GRtxKPsqaZfUs9r9iq4WGTQpcE0+fjEKx0jcK6KK0RdVbY9ie8+BgtgIeiaa+qtDhOUbti6IVu9ouvOasmtYeZ9VQe6to2KSo62Lze1AsVtpWAI1F5xn0FgxbdJ4S3DMFltSKCr28f1D74mjFcNYunDtas6yc7aFlF0PWRadYLDRJsppbawxbdI2zFQLwovlR6Hi/U/viaMVQ0q60Ro07a8URQ9ZFo1gs9EhzNs0mLfpzvdzy++++vr4fuze+v577f9vfv1/b3tftqz/eohhu99oWgthSQyuGknalNZ7hzhRkXTw2a9/aWjTAmiXmgzb6Lfpz/b1crr8/9xe/10u5NFz48nuFN+CZcvHv63PvWkXi7AVxy+5L9RNbKmjGTtK2tM6z3LuGrAu0WXxratBip1lwPmii3qLw3eKy3aziJUCPoGwBan/HOGthbLqJ6ie2xNGOmaR9aa2ad9e0TdZFtamdVw1qzdLzQQvlFr1d6+v2HeIK3xHuH6GfH63hYzX6mL09x7j5WYvjqbsq9uqlCpoxk7atofVM9y+QdYE2i1/Nu2lQ65WeD1oot+j9gv+e3xnQhRcCcabiwFq3r1GxA9VLcbRjJW1fQ69mDLRsk3Xx2Kx9at5PEkqnxnzQQLFF79QXfH7Ubn60PubMhVF3QPVSHO1YSdvX0Hu2GABkXXSKRfuOElAaNeaDBoot+qD5naHxm7VMohdGU9+j2PH7nfpfQjtGGva1NGvGQsN2XRObj4NC0bzjKk1tSvNBGoX2fAX/5//db9xCkB77+LsKl6iF0dUFhQ7rRnkObYmiHR8N+1qazxYLXBNP24xC0b7nDEeatOaDJArtaccZi2IrdFgP4PlqSwSL2Gj40NKtHQ9p+6UmdnaZhaJ911Gi6ZlBuD3tiZQElhai2Jn1z8YqJhp+tLRbxETSB1kTA4ViVQNHRNGximB7+hEhGUMaqoIvL6XuYREPLR+a2s8SF7BRlcgdcrONxX17ePuXhB/14HgmZdh3VfD45eo9rOKg5UdTv0VspPJXlcgdcrOPxZ0pvPxqMRb1wJyqIKqCr+t/5S5WcdDyo6k/emzKuboeNshNHlb3xnj41GQu8kGxTs60P6Lo6y2wPWrf8v5avjTvYBWfmbzhM0R5NDb5WN0dsPRlxXzkg2KVpCU/RCeQzXGD6+ddGkH7HlZxWskbWQutAhnA4u5W8bVmLfJB0U6WiP2q8Ht9wPFnWaCavk6ROwYrOSNroVcgA5w5d56sRz4gpyiGqvCP+gD8tnxbF+gp4tvAMla9fPV0kLVwVCADaMXAMrbWyEQ+IBpJE7VZFT63D0BDrcO6QDX9ad/FM1bw9ZF/sg64xTGAdBys42qNbPSDIZk88UIgin+kH0BPWZZo+7O4j2XMSo64PskaGCmMAaTiYBlPL+SjHwyJJKoUAlH8M/0A2iwLVduXxV2s4lVyM+LvpQZmimKA1VhYxdIbvQwEYiWZqoVQNcFoT2Bt8LVF0Wr7eJc7YB8j/l5qYLQoJpiNh3YcI6GbgUDMJFW9EIgm4PZFS5u25rPbBzR9rOZll39uMQgwGhOLPEXCJgtBGEmuWSFUzcDtjZ4+eE9Dv0VMrOIu7eco5hx/L7nnFoMQ3JhIx+4M2GUhCJwkmxZC1Qyc3hgpaMm7WMTFKvZSfkZifPTcS+45xSDMkUapuJ0N2ywEoZds80KomoHTG6Ma4XmJe1nExir+q35mY9o6Q+adUwwKtDSuxuzM2GchAOEKoWqIXn+saISzs+etYmOZgxlfKzEEWmfJnPcKQRlK58q9z45PFgJQJ921CKqG6PWHhE6wURYXq/hY+QG4vkqspLRRdl5y3isCI7BOqbufFd9MOFOSH6IIUGO0ekRDJ9gsq4dVjKz8AD1fJSYaemqbZL5bRWCMVgzOhn8mnAlTBFVj1H1iobM0BeXLKk5WfoDaV7m7hQbso87164YfFrE4AzGy4UyYYkANUveKtUbwh5cV1r487ggUf3WeN8hNe6xjEhn/bATBo1leqBqkvPTWVWKDlxbatus7aPo7AnxXKb9DbtqB45Pc8ctGUFwLpGqQ8tKxZzaomJRmwksCSTv1omjtW0Dm1jnhnvGIjHMLxsS1WKpGKS8de4cdD3iutziMPNdbXEaeleYlr87J9oxFdHwycgLcigY1S9Hg2DuicQBbUksSaXsccE43/2XDKdEeMTgTPlk5CW7FQzSNVw9Zx8Aj5h4+cT43/14JvuFW5yfCJzMnwq2Iqsbx6iPr+3vE28PnLp9eyb2RQ5KHT3ZOhlvzogby6iXru7vF2pCXXDol1yPWZ8Wh9c6JZVE9fVUNZN1PnzC0ClZ+Sw6feUQvXGosYVHSlTCA4rIosJ0P1Ejly8dLdTyayauBLfy+5O9lQ18H2PeK8Zn5y1DCRrPQXmxXzVS9VMWjobya2MLvLm+NRJrWVsJmn6WEjUbRNW1WTUX0lwoejeXVzNp+X3LWSaJpbSUsDNrtfYHikyzArq2qsTp9JoJXY3k2tKbvXb4OkiddU54xfRcUW+1zkChElg3UYOXLTr8t4dVcnk2t5XuXJ2bizGoqYdHPVsJmtShZ53GT3RZ+KY1Xk3k2t4bvXY52L/qY1FPC5jhjCRsozpkCHTqDm+22ypfSeDWaZ4NL+0Zpql7wmK0lzxi+K/ysJWxGCnW6qFHjDfbfIZ6N5t3kkv6feSlfTCTJpJaSQ8Yzl7CAouUU7lJxP5pvoQ9JPBvOu9ml/D/zsZgcbg15x+3dmctewqZXxCLF/WjCxX7c4dl03g0v4f+ZB6Gk9OrHO16fwloGEzZUQYsUOWpG9OU03o0XofFXNDzjL5GMB2q1k7BZz2LCBoq7FLhooaOmRF9O4d2AEQbArIZd7FeSQIDrJkKMPg25TCZsVIodd+ltlS9H8W7CCENgVAMKe/VCDpWaSdjIZjMZQrzwcZPeVvlyBO9mjDAMRjSgcO9fbBsy5ID0Ry6byRTQBOKNgJp1pGfPNqQ04ehAYa5eyKBSG8kUcllNlhBvCty4t1W+7BGhKaMMhiMdz3iWL54b64jXQrKMTGYTMUSbpGri8mWLCM0ZZUD0dDzjWL54bqwhmvtElPXsJiqINg1q5l5PR2jSKIOipeMZv/JFK5gDiOY6UWE9y8nv9xcMoPv6+n5sAt9fxP7379e293X76pjSRMuNdPOJF/yCidKokQZGrWWLGYrhSxAHKDnl3lezxpJj5jOd3IFCfVYoFGgpTvj68nv9uX35c/29lP3v63PvOljFI41Fcmuel/Vgya4gUXQAOy2d2I0wlUPDGkto5rKdNEBFDIV7uf5Cvd5e/F4vj4Lenln7bj/VbJiq4eGXJXuCRNEBlBA9v3hujLOcsyc2NZbsmct68sLP9XIrTPTjz+5TALysfmQSoDTfdAOi5i9feiMzTNZAYalejLGcnwqPGkvujGc/6fIsVuMinm5KPAhuq3zphdRQmQGFYf9i2+AxnYcBvGrsk+FXQMICvutf4Oef5o9F+gw3aj0Ubgt+8UBzwPTY7ovuv1sMtIcjJkKNfRq8KkjaNL+rN36j3ZDSvEcN/HyfGhK3Vb60wGrYAM97lS/qdaOnp8RWXXPgGvsU7tWQLAGFW/6IxvadvgAF/tj3/pEIN3Xd2C+NDkOCWOVLTV60CIOus3/x3NyD9ZTYlWXJGWrsnXmtjOQjYDc9DI9q4ZfSaA2gnWb84rn5CjtGydtDV0jycRwOBGq44CWE+ECitOJVcRiH5CN5rZTk48HD4mVoUMOmtSbY+RqF0tBaN+o7LvlO3pp7xSTJAdRQKYscRK11wGaPA2W7sWq9ZSUJl1slJcka5BAiBpbFetGRJALcqitJjCAG29JKEiOy2pJQ5KfAJCI5KJMkSQ7IQZkkSXJADsokBuTfMMl/Luz9gL+Tfs8z/beJ0D8j96D8q0nbwgcO/lYSnKP/tlJHQ8NmDsokAI2/s5z/AO2bcR9Qf38FE+V9g/jG+PIPf5QB1qgZBD0oexraNnNQJv68NAMu3KpxkvOyy/Odn5/v29q+uuUd8gw57w1KNMgO/uUkclD2NHRs5qBM/IEfd1BF57+rGIDbN6jp1aLKM001KAEYYDe7//CnT0bNkIOyp6Fjs3OrJDEiB2Us6sE3ulrMDEo4s/uU96gNRs3koEzeC8aPUckbQPzY+8p+UMKwe/ln5WB6MWqG+6P3k47NHJRJAKA5HkUJxZq/J/mm3D8R7v9DSvXva1aDchuMaLDBp7z788c1Qw7Kroa2zRyUSQygIW4F+/LHNZI34z6YSq73QxKoBuUNGI7l+d2PzQc1Qw9KoKOhYTMHZZIkb0l7UI6TgzJJkrckB2WSJIkhOSiTJEkOyEGZJElyQA7KJEmSAwYH5f3PIP39BunjD2V+E3+Is/cHO5MkeXPus+L1j9rs98sf94H/8PLce6znH9uZ/mNALQ37P3K0Oyvzx4OqQVmGITUUc1AmyYdynxP7P9R9/4Pc20D8GyD7eVLY/WHv9h8CL9CDsq1hG4bP2QTPPfY7vvaDcnuzTNq/h57T/vL1+4UuBvubEDQUn4Eoe9uv93Ng43L93i5w//ouNUmSNwLNg8LfvxK05zlDELu/t72zhYfaH+Sg7GiofVJz7PZi5wsNSjRNb+wGXhma29d/l/j+QtMXHNwm9VNA2dvO4CldndkeTpIkErc2n17bJ7aXyUUBM6f6hFjPhcrWbog+IAdlT8PLJ8rHh7aOL7jWncbgqqfv32F0yW0A7j+FPu1hu62vkyQJQz34Rld3SD3ZfzArwHzB86Y3vArDg/IG2Ln/5Hw7e/vApzcosdHH2W/8bLHXGo4Nf0mSnJyj3ob3iSF5GyoHnzDXfvRu8ZxpHV9/g7Ke8DAI4dB2qSIenrkb3U32pwNko+xh562vkyR5I9CPsxv3ubG9hr6vh2GBnAnVTCHOkoOyp6H+kLebb7QvNChvbG+Wj6R/D4GQ8jH1cnP+9V1NdnxBPGDxr/Vz+OskSd6M+2C6z42/gfX3I+/re7sBhoH9x7PU2/SgBGgNANaxO9vwtR+USZIkJ6M9KKX4/f0f/KrIOaUzdz4AAAAASUVORK5CYIIA
LDCImage_Cartesian
true
PNG
199679_21_Cartesian.png
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
75.5
3564
0.92
CUBE
1490
211
53
53
53
53
surface mounted
white
white
Complete with 840 lamp(s).
5 x
satin
polystyrene
Polycarbonate (PC)
prismatic
opal
painted
extruded
curved
75.5
5.5
0.99
220
240
50
60
Electronic
HF
Tridonic
PC T5 PRO LP
1
A2
false
T16
FDH
G5
35
T16 35W
3300
standard
Tri-fluorescent lamp
219
3
35
35
standard
3
2
CIE 97 2005
Tri-fluorescent lamp (EB)
10
0
CIE 97 2005 Tri-fluorescent lamp
375
11
35
35
2700
3
2
OSRAM
FH 35/827
10
0
OSRAM FH 35/827
376
11
35
35
3000
3
2
OSRAM
FH 35/830
10
0
OSRAM FH 35/830
377
11
35
35
4000
3
2
OSRAM
FH 35/840
10
0
OSRAM FH 35/840
378
11
35
35
6500
3
2
OSRAM
FH 35/865
10
0
OSRAM FH 35/865
848
97
35
35
2700
3
2
AURA
T5 Supreme HE 35W
10
0
AURA T5 Supreme HE 35W
849
97
35
35
3000
3
2
AURA
T5 Supreme HE 35W
10
0
AURA T5 Supreme HE 35W
850
97
35
35
4000
3
2
AURA
T5 Supreme HE 35W
10
0
AURA T5 Supreme HE 35W
851
97
35
35
6500
3
2
AURA
T5 Supreme HE 35W
10
0
AURA T5 Supreme HE 35W
975
103
35
35
3000
3
2
PHILIPS
Master TL5 HE Secura 35W/830 UNP
10
0
PHILIPS Master TL5 HE Secura 35W/830 UNP
976
103
35
35
4000
3
2
PHILIPS
Master TL5 HE Secura 35W/840 UNP
10
0
PHILIPS Master TL5 HE Secura 35W/840 UNP
1492
229
35
35
standard
3
2
ZVEI 2005
Dreibanden-Leuchtstofflampe T16 35W
10
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
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
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
T16 35W HE
0
0
1
0.202
2
0.218
3
0.234
4
0.244
5
0.255
6
0.266
7
0.276
8
0.285
9
0.294
10
0.303
11
0.312
12
0.321
13
0.328
14
0.336
15
0.344
16
0.351
17
0.359
18
0.367
19
0.376
20
0.384
21
0.393
22
0.401
23
0.407
24
0.414
25
0.42
26
0.426
27
0.432
28
0.439
29
0.447
30
0.454
31
0.461
32
0.468
33
0.475
34
0.483
35
0.49
36
0.498
37
0.506
38
0.514
39
0.522
40
0.531
41
0.54
42
0.549
43
0.556
44
0.562
45
0.569
46
0.576
47
0.583
48
0.59
49
0.597
50
0.604
51
0.612
52
0.619
53
0.627
54
0.634
55
0.643
56
0.651
57
0.659
58
0.667
59
0.675
60
0.683
61
0.691
62
0.699
63
0.707
64
0.715
65
0.723
66
0.73
67
0.737
68
0.745
69
0.753
70
0.761
71
0.769
72
0.777
73
0.785
74
0.793
75
0.801
76
0.81
77
0.819
78
0.827
79
0.836
80
0.844
81
0.852
82
0.86
83
0.867
84
0.875
85
0.883
86
0.89
87
0.897
88
0.904
89
0.911
90
0.918
91
0.926
92
0.933
93
0.94
94
0.948
95
0.956
96
0.965
97
0.974
98
0.983
99
0.991
100
1
EULUM
TLG_SW_I10235.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-19T08:54:44.3243124+01:00
VaE/1km5LkxaKUREeIRfllByFWw=cmQxQFumFsS+fBvO85b3PdvO0DYT/liGCbNmuVgM3m3TL7cswkT8iOD8kUSKI1f0R8M2p32eDGeDtp+Y1ZJi1cvlTOWNkEG59tdrrCsPyxlETmzE3P171XscSX/NoBkmoMADbX58nRD8WVNSfsIgymEmAoE/Qav2KMadtAtwASttpIq1hCRpimcS6Qqk1m6OC2wjPbWtjS0GMzkqLXZZfrwAFoXmO3WAL60/JO5z/CE4AfFQt3WWN6MKhuQIsXK7wN2Q3EX0ja4Lo0bzT8CkKjoyMkTa4RbVU5oJMjWejWv9jyuNUpV2JTqscAa1Pqf+HR8Zzwu+6EHrQ6NWqpEHPw==