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stail-shpi_1200-2_led_-_diffusor_micro-prismatisch___micro-prismatic_diffuser_4100_29w_840_et_sg_ral_900_266df87da79c600b2024-04-02T18:47:14Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingstail-shpi_1200-2_led_-_diffusor_micro-prismatisch___micro-prismatic_diffuser_4100_29w_840_et_sg_ral_900_266df87da79c600b.rfaRevit20212024-04-02T18:47:14ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1stail-SHPI/1200-2 LED - Diffusor micro-prismatisch Micro-prismatic diffuser (1 x LED-4000K, 4084 lm, 4000K)1980.00 kg0 V---http://relux.com/search/artfwd/rgl___4100_29w_840_et__a452ee9ebe1f839d/pd_4716_-_4716.jpgProduct without accessories29 W4084 lm2112121200 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uMCTPwdU/hHiKcCuYQ2rOVsXZER5DPGu7XCz+rKC9YcFwJ4WvaLly+r5mC22Bzi95G+ANoY98vyGVNB3e/qiclDo/7BOB8CNtoEIkjmdTkmvH1YSLXr/pCjKGKOk7Rp7DL2GUZ0gH3SfKa6LV3iloxvdxsj6ygqCWfcI6I4TM7VzGoT4Ba92e01aG3QlZ2mdi2743va695nSU5ixmxPe6BjzF4tqYdzOER8e1XwJIZWgOymFv/t3xLVueiVgMe/lpkmzY9QiD+pBK9bTDQXndDt1Qt0DjRKioVq2zOkwBE51T8yS6VgZ/9iMa/UqXHJpeUrzvTQddykWTlTE7Bk++UuKL9haoLsTjEidRC2cDhGpLp/SLzHd3xAOuttHyKPXKUBxWHlIayJrxxG+j748rYjt3/ArVmYdRp3HnMbg4olnafXGcZgqTAxWpQtbBmg4OSMmDyzryPsIpKKMxxyHeOADCKuT3MY6poAQHi9l/0KIbSNxU5+yXjxGLM8Omu2K3Fzn8wCwElvAzgjc2kZlcc7/2pk5Hc1H0gUs/9uzzhmbJM2Aa4i2R05XiWeHDPP87wkBv9ofoeqJXLDc9YW5LzXDAjmTOQ9kMYjeIPw0VbUnyMUHtvcGkNyVbghLVO/fKt5gUqq8Ls6L6cmcytf4yuK1lhJNhLxxFWmUepoVrZadv4yDw/Z1hveraa0lZpjlV36mrKCbiAyHZqLDQL8YgaEjij0fS+xzZGhK7Q3TycWGjS4gk1SBe3MJtppvvXMpsXPg1SAhiWpshDLuc5/JCiBKu4lXzgFeBltsj+HZNeWaisEFbVIr2VIzfvg6AZc0kFY/3LRbi4x2XYDGPU0auoRAnrWHEHKJiwjeM9xARwplxiWEmMt+WCzVZQs4h/XYj4S7L+oLvm8kjsvD8YPM0ntaNVGCKYYy7CddVw2JzYRjtjnEk1HVWL2GxyTyPgg9p4+DmsZu6q4V++B4q20JC/46abJY46MZpfyiPCBFK2DmCnGJFfXjuFYwdUh/BhBR3gbGqLwxHqGHSBECFdkABSyv4U2Apu1uGiMo7sKimNOEU0eQ1+5oh+DWbJ5i6c9NnPWKw9mAg/TU+s99sZSH/f34O3mJ4oFnd4PP9RVRgkMn1dXXwE8qiMmN/jW1qI8h+gjmGD6tmxjZQloOuLpysGwL2qlb2xCBEgoPDPIV/gLYQlTBKMoSuN3/u430HPhmxe2pBBixj3UBwrpu7bWyxQZCPAw2CADT/80CpBAz+fNggFw++19zu33TJ4KqnOxjEG97vhapLGwhrgCIVl8y/XQDugxzG4TTiYDmxpyk6Qdt3iHJaAY8dXqwAgz8JMlhzFdhHwZowhmcaq/cRCP7PH1zTbnjPCP/CI/zgJhjGuy+fcJn1lG7xJBvyarKS/sANG0QIt1yNfo6oZmn2av1XjGJZ9UrLwLhJEDKZVdWyNFQOd9ECGPpsG8oXBDdyxpP1UuAqH4IyopDFbzLS+zjCKSlY3EhHg/6sxfyJAq+C1kRTYSgLwCHKvhzAawFoy1J7rgTiyZoe/8RVTtUpDb2hUitwFNhg6oQmpMwDUtwTp2z+Ol5RqsleMusxS9HzH6juJbvnuEGCe05lQgHhsa/+eFFXXZkv1BeslJOZinuEflvFUQpghZaUAR1xoAtUzgcHCqJwc+sTkkWIXogiYGH6Nis8dkg6cFP/IluOu1ji1djqzn+/BK3DZ8vr36nRMlom98Qt+Lgo9ALbJC/oRt58JCh6F3TCl06RhGTkEDUTtVNoM+FaSS72/AMU3JwsW5/L4pUkGn3YmOsHWbnLtv8HSZOCENzhF+yLX19rHXoTawQf0f66JWB+DWoKUMuD4exjMKKQrh680IFhJihFVw8ekTuekcgQy5sOodO6Tv/7/61JHx6EyEORccavBctqs5HGMXzWwSPlbOK2xuk3gbFXtuAcMSCKFRJSRp7KAjV263Ig34STfzxgyzfVb2I8cRZnfE8y304Xq1z4iq1ftTUcI3IvtrQvBVACZvujUCvChpefcZkEt9lqNr320pR7XGyh460PR81TWeUGIQWWUG9/MGbUbmF7JI4qmbtGwpuCUrchmm4p8IRH81tHIp9IHX7StjW1/SLuinMPnEkci6UCdt4ESvenMGJ7sP1HF/xh42cPPWw1uPyxpPWzi0oiL7muq/3Ektp3oEg7TObOmVPA4XP458jtWKz1f/UKPgGcWjN3UD19l4ko4B/sOCLm6c9ZzpQlmemF/QLCqRNejPvUv8/ap+b4DxN2I79TnyhZJwjb90dJjohke5pfsUfpnBnHjmW3/U9ZV7m3gIDp/zkaRwmTyqMM9hOwJjH75cCqqUp8sGfhr5Q09YhA7u4tEXg8WWFqxYGYKMFcIy4LP20W2nyKIrAmCKI8Y+TnyV7uNY5ErIgPpbAoH68pnTdkc8Qbn/NfW2zhl5wPwGIucGqP6fwKChkCPu4QngtCsk9CGvFp7nixQIT02pMvzbyCpwApuziBKJ0X/0QiDUwhHXfTgREv8q7zwWr55P1xUMx+OwJPf1Xzm1jSnhXqc/luU8CxQjoHVNeQuXg0Th3BSTYCSE3nBs8PJIYTMvnJHqpMyDNzp2uy74OQ2DsuC63/Hga/phZsSrSQ7LcmoBJ8CnF9gZ8wL8bhn3IAc2vfuuPpfV6x9SNz14scnBXYwr1+cau3Us7e3YQYhLno5Fe/fr2gwDBWZ0B9cZx+gK9v81TM4MqVO5WvlbyLDnAzRR5+sG1rBfKLhAkJRCtBTY52F3qzxLqkxpljWXYyXfGpeDlQZp7QGujW3Pz4yd9neESzAMFpam8jlV8oTEdtISLjRVEkI/67cdg+X9jlCN/nMJuCWoaIYRzGBa2DM3Y1Uvm/g47+7JHEr1abfjdTzNEcmQXNCwY6YYh/cyz3Kaf/olC/x2KujloUNm1LjQ8YyVpfj+2zs8KJT6CrOp7dsuqaD/3P7vzXp9UVkmltnOqtgURAmnHPIyvOkegXkPnG6c0srgWCwbJq7QXS32wgHsB7Y0o+b3zVLDMQSyvXuDQDmLYpgaPbOJxfD6CYMgO3Yunxdu7oowNqlzc6iDRBUgiAA4ceWYvJ4aCFywa7Cq1+EsxQ0YP7F2Yo7qEc1IwqmxX2QFQMFGpRVRWd2peDhjd1yjClUB6koM+HBWHbcm/l/gAm2T6hZk7FjIfuQxT84J4PUPdsZOywwgMDfnsZMF7ikpTkYnlyDJ4/p1MF87sBIuvlWdSxUV4qqI3jwGjtXesr+sUMIZDFD8o76+97tPiU53IWFvgjGzbjnCSW/HzTqKAIIZJP9aMY+QkFmVBm0+UMBI+8r7e4MJC1vfvj/uLHY5+o+K3/34q7b5Cnf3AI6UJgmSbqX1oQ9qX6eP3cNAvRdAlgTmdqVAGC2lozZShZAITVEjdcOiQJl6vIt4N/Opbkzq8ChDzae8YyIoir6C1fTRD2L9V6b6dTt7JHRJsuDmdeHybuBI2UYEmaVABqluERwJttUF5AlJC0V6tDO9pzUs27V6qRUBia8pNWn3MifhkXgouUS3fDfZ/jRZRkd9/eXFJ1xwnMJKJAYKjo7RnJ/zMnSTEg7KYoIS7FLXhy0MuPyVdcJ9B+OuFDhqQJNZtKrxynkV1k6Fa9gDerVepYWkGYWxhQkgM11Z12pPu7QBjews+sb3i6jgJY9zkNK7mFtzOf0yhTDTvwK4zM7BSYYpcSYQGXVR/ODHV2dfzpimuUvnaECyW6PvibyHZHvcHfJ4o2oBSoDYkY+6W1YLuQbxacqBCp8vHoQ0QAKzxml5Ke1f4nFF0aEDtRU00YNgmfshOwrSMmJsTt1GK7H3qr1uik/Pjb5W+L6vXV3krJ3tHzX92BxYWRdl9q7mCVQ2ugkSC527rhQvfZGa7dyuo99tfHQfJODA9CZKUIsYMUZKCt0tzhqZW2C3IYiOG+SmUiGz0LV6Xpb5gPufT53TlKGF8xzD/dCfd9hJlpO5e23bcXhFWnvwYy5T7irq/2arTarLBgxQAZ6gzcmzQy/tX6h6otsH7VJtlw167Ti687yC9ZHirRIJS2TTyl002qElASrmMmMf1zp72GU2gXfE5wvVwBocbfaa6qqmzs3FhoYeLjYni87uMTqJUJVplf5PvB9Cmm3hw+mDSVBOpnIsGJV8uOXX9G/mfWWr3OtProZxe2fVDSIojMdvwzyw9I76PrUdnvP9VjCBda9yAEbdQ1Omtx0gd4UvqKxCYfj4vH6ALlCM3bymhFPJftCXYeoQgzQUtwbAA1+M2Rmx6wi0cmg6IAWmKTBXLk7I31HxVKqK1Jb/UOoTJbF6RKBUeroazWzIVDhYD2FobJpsiNqHK5AHvX8ZeBA3sDbDK8eiKvi4i+jb48vcyUXAdRUnc0itbk00UXjjp9C/4Ijr0lAUgUNDoeBb3PHGyWRAMvdyMNdmZbnAF/RFR0ZGN4JGlK6JgHxYtdrsrlMD8QW2rcsvoacCCVP+kBwkuM8wtmvAbXkrkOwEcTgCl8h05bD9TROntzWdcvNCeKsnP7dupVkDYCzw6Bfk9pAG0jQO6kWNPBALGpRxz46VgaUKM3CrrAWyKsxbw400GKg9FlJYU0V5U5w5IHm+CZTyMywJ2kPaIa+t+kV9VSmZt/vTUAXx6mcxRt4L2xQiS24EwGrU9RgUMKazG/dlovVb/7XzFZslCajHQe9bK0dYAOBPP3kRzl1uKfGhmtrhfUzjqKdNQrlgxPIJI6WNj1j8UDaj9O+yOrnmCinGJtY/wYuUaSKkT+yk5N1qLayjPCGVy0HsCS8ciuDMr/NQxPo4ghQkAVr3uR2JDEimV3spqBeYH5XyqRWQYFVriVXbGJxEzdxs3s0a18Isn+6oURyisHBrWSKTDOgylakTx8Yof/loScCNI6jihR1pXglMhQxz1IDDMtk1/GIPX+vvq/saOVaYLGARzKyW7WDe9D1bVDYXMsiHJ2IBsCprrWqbp2vz4j4mdSulSgIN/6ra2hvy4MwAyKP3ZBVIbDAx9OOlrtiLa182Ti7+wD//FI53lopp6x0/OFoTi/EbtDnC0QV7A06q7cCw9VA1eZS6o9oYvZ/wCYGI6Zh7UVb/aGlOkkocczeV7vzv1kKN74NZWnTcOxeWhn+mHih32yw40g+y+EEC1tHSGxapE5fbzUi3zhieaFcNX+uDKJqhs11HXP+VAlGq83t3zZs3IJE7DRYa+7rFPsrDB4etVTW/e8hwB7LonLJYz76g8ZApr6AHLpwZXTtd3auhXwVMG2cy+/TVgd7B49zVX8+a8EV1XTlBe9JdecXJ+WbFd4Gos8IKPLN1IcYkw1VlNq0t4KtReBprRf+rRNVaLLRehQuuVcfOLJx7PmROXrY8fPemMlQR1Lx4iZrP79Hg2JfD2fVGCKxj7T31+Ouiy7WZmzx1HGsEfpO4wm78KKk2hNgocBSX70z9YJcKDGbw4VeO/Hq9puDKZfW19OmOxxeK/1Nl5coz06zXVqSPtJ0aVu4nibMINRZRCLG2wjfZhx2D21dI+V9hED1ZzB3I8eCV1Ly+vfiB6cguvqbwveKxdWqaG5HokQLuWMypeYEQa6Nta3Auhs8LEngG4XwiwzcB1jTsIZ82maa2ZlEwRKX3BBHUmpbX/eqUNFc2JyWEfNHgHAFN5gAvALvw+kQjzlYwoyMabLHk6V5WWLVia3/uS7eTx27sqUl4hX56939X7uQSCmdr5DCMUiqrLIKZ0iR7q6+P5WktMFXTJ0Qq7cZHxm3jMMsOvw6ii47JBHJq9jmmZE78NgZLM5tP7Y04d9lRPmy6ifBKFx4y+hyrPfXVGLTgX/x/bLzIntZ2v1wN4sS1HaGFel25VKjwOdK8Ite2QPVn+lRCdtvO+9Vo5oRGX7YoZLmVhuvOGH//WfhYIHrMhIpM8lkouiG/wJY+GF8ioXLRA6rWSVkVs/DlbAJbryTeKnChvV+ry4BB4Ue2trEMYu96Q6Y1uDiekRNlmmdKy9V+g/Z3pa/e/spqcMWrlo1DKb18/5VKHG3mdcop7aYpNl/Z3LEwrH+XgubgXLBfapW75yZezkfKvtNWc/gY0wRJCi+loqRKnwBci1/Z5rL9HkRu8fzvSD/XBYYNvwrbwitEng83OlX5g8ysnS3IOQGFkcXpuDnOfnPa3CVdKn4vWPPXDh46c6I4FNluymcPCiAfzWygcWs7xayMFtScWXMb/oPpzvSvW2gJ7hR06uLLqH6CFFewNIdYoZ9lSzfNOnW1k4NMDjetQnQX5XuYndEAmZF3t5EfTpEv67+wE43M3iUrz4ROxN37GUUCwCg/BBgJbkvmxwuWGLRfXJcD0foUQX22iywdv6p4HdfdvjQ/vy/H8UmaRhTWJn94BTT1hDrBQJ4NjlZyOv73L34yAwrD5T84kD1bqFKoZfBLr2N0a9KZ3fF7ElC+rji2DUNTC29jFrgV66diGDbH7RV013IUL1Xb0g+1ulTzvhpzuZxNQjdOvN9shBv9jZ7BEnoRU4uyruD4lsk7g1C9F9O9fLhhiWQxpVwjkQPJOfkY1iW5q0Da48s/65sZ4YIt3sfQviyrSh+zfiOLw8f0DrV/2IdWNbXR5ENXGwQ88BnFAQwKKgKC6EJSlulnmI4bEcsuBWyA86PB4FXVo6JhBrObSYpWpu57XDC2uGbTigkqn6oQqqQxlBhZ613HSwZ6rtEpaKvcp08Gd9X8pvWSNU+7KBu46tRVKkcK7/HhaLlZ/5M+U47lnId3+hvATxKVbfItY2RSJ0kikIqc18NvRgfs4Ih7FDzgL5CxxqSljzNq8YXh6UDPzt4jhdN5yaYivD7ObCKqgerrEAxsd6aqyJg5GRAWI8bCkcFU22sPPizz23UbektVJ7FjkZQpBHCEsYbrVhos84+zx7JTw1bZXWYEZrvNsOk1yZOSagyE3eKtd66cuGDegJ+Lhfi0x9W2PdbGOKxKsj3zWocxD/NdYseeXZ8gngCKkddah+4cDk0bv0Lo5z5wZ1gGjGajsUF7NV5iTVr3YKXq2wm1AZ8vnXqLPSlMZ+saeHvgerm4afox0iFEMLpejz6e+CtV3I9TnfjEkWn+YQT5bnoV4VoXYj5KCt9LTsmY3K/kh+uFD4Jk7W8wKJs4x0Bi9owAxMJ6r0K60AFd5jJZhdfoyzZCO6mbiTguPPgXadZKcWwUyo8wu3BuO+byli9g9ya7pBIpkOFzgcqhHcv4eP8rHS/aCHoePnf/kYhjHRM2lPsvswYj1fn1PT+eiBPUy9UKR5r8UhsZzymQlQPLXW8dscNjduvfjzGkuq9LqDD1CNC3VK4ONz1W6xaRfOtn4R7TzB/PV5JP6zmG+uXhhucSI1IE/hXzvlKHx6dLPdnT9SDUlAVh2lypoRBqWmZTPF+OZjLqd3+Jg5Zlq/W7pWQAvcP3F6KVDOMQD7W8rGq8jWRlZAd3MA+gXpexT0aoiXuu+KUlW51NnM91JfMiZKWZ/II1L9oMna2HofZJhK4LpAtJYo3P5mLijIHa5CYfLQ7VII+/U9iKhlqJ3auu2jLrqbFRNL0TdIdqYklFY30pWxYAx9NlnHnAxbF5zfTsKGOftovqLKoT+sQ98Ae2HiqPDUb4v/CWkOlU/APfDqM8aDJD5tqFCSRC3eZty9Ahb2YTG/yPic0q/97Tbs7R7+pD/4jI+95GMcUtQolwZyiQOROn+h0CPmdI2tRmzb1a5Lb2ZwQmnQKgzQmlZfL0bNUSTn19LIftwPC/jnFnYT8aYniL94qKE0bnf6gr5NtOVhqjXT95boRP4rohF14hBNVZWTw1ERvexzPGNRMDIKrbgMHZMooQUl4C5mU+BXKfGhIC/ybHiX2vOmcz4I1cYV246PW9SEvrTpgW8ZhgqVS/PEg8bnC2c9Z2xZzQv42m382CZZ4xTXhBU6TnmOvsfpfUQF1lupVeHODtYZhFIC0wAnMahOlKhitDxf5FpQr7MOVpGWaBEo798YRJ4fxI8CRMoJWEZ0qOKT3kmNgAwkXPWLUg4P0taz9bQ19+3PRXQAWEsytnI4Z0bZDqARokHVXj/DZK3bPlP4F/dmHMGG5GdxQFJzJNG0ay8KPntt1RF0kb9COnqvCjoZrjSiIwWRSlW/jeYWAkw4JFxHME5TIVz9SwKagEfgAyUbN095lQTNR6oy7xeojBaC+AJMAG4O/PQRvzB2Ru9wmq7uIRpx+Z7l8gVEhqFH8xhzkJ0OBBsVBu7JyliNuu/DaRt4lFRyQNwz0zdnJxdnKkIEsssLjQl1pENZo1vYG83kbeP2XMbZ1u/v2VWFfsQen8MxuXcy/Tr8oaI5koECHQsM/ZUTlot7zWQWyYn+MXMj/nJGOdctDPL53O9KOZUjWHEEQ6gVB3v77PTryLA0fkwtiOXvRfv5FTyI43veLkPch4Viz1zZ9ucQIo5uCaeCKOn1O08EKGYAOCuaVhgYFOE5Y0ryp12q6iK1SUpj8smoeQAe5bJavyVt1phWDs0gRm9tUC2Pg8rjughTF3uQ/DgLFV58WRkjJSw8aYjDPNbImct25chK7TlMibFHeUPOPunGdWoWhVRIY4FzEESIqmJ0T+S9geBpiK19t1a39Hw2bnKIqwji84vylkTTbMd4ldteLV+gJ65Zmoy2ld9gh833rbd1EI2U+T0bKCUW/DgQphG7iCFrC6iyxrKB5Cy+snah4W9cMKP7SSC2jBHchjHioqYxKg3oKWaxSUlMLwz2jy2q8a4dgqRD7fVMaEa6G00IEKWADIK8QPv9EbgUvpK7VhrsLHLmkkJXrtQl9GSopuKqIFeJE26l0D0/OOR8hAlIJTX/KqxAHugpuxxBECKDBtoVKtjT5Tss2VqF8Xw32nKWpY5agMOQkIKbIY4YoCePnbD5JopVko/wXC43vNfTCbiIWXfRVTDXfb+RjryNfBCUWwPYq5fMHhwK6/AZjVj+3h3zrjuJSTQPE5662txR5GbFn4DVSxJGVNRF3U/dQxM0C6U97HgBZ8pyEZdtiCVGHrx0n0oMjMtHGOgXirC6PRdLZxG8X/7mW5+D6KiMfMNl1jR/WnyXwxa8zhVyj17z7InjmZ7Dk/81nOfV7hgWO2c3MvDb+FM8silRijQQFsrHMFeVmJErNQBO1UObNRd24L3YGje8G8U7lce2bQM5cGLhZUfba/+yMBwCPLKn8vv4gNhp1WKGDQZTHktuCx6oMcB1U6rz+55isOfPgMu/FP0KWWTixANf8cmwYui+q9O9HWR82fyP1KI2l1KCwWAEH5F8q4mNnKsD+a3wpvN71ADI+yqLzpcwQ/PaeUfef2h9CGUa/3CiqbXZbmKo4+4CNeHl1uNcmRSmZsNYPyJqgGkTeM0p60XvLLUtL+auCpSXEefPVNA/jeim6EKAGEc3bVaKWxOWSERt/94MkvFdPcvOrQt0BwQ9Z7V3mOTLmNLoQkRZQFynUsomZOIhae7y7+NJ+zWjP8sx7NCIzgf6FC6SZXcr9w8De65xbtuihl/NAjuSE0ljTaPwgEaC6ViU25ALndiUNYCFtKq3LcExF06L6krZ4IJoAa8JBC9NDnOrEQM8/uB4w819a02aVeCh7EeOPX5z+I5kfI6HbWoUc7i0cvFKO96DQgUNzyamKZx/w1IIPwuDCCobCJvJgMXojzkyN4m6yXhKcYbKmwoXTimsBvlb4CYHIk8nLRaRd8mMnXelKwkSA/wxBITrm68g3jskxMTHgLsXu4lufucTTjZ+igctpPoNo5JmcGrWcWK6FFWMjo7otN9QO3B6hSJdeqgO2zCIkZQjhGYzd1aOVT350hQdILO5LEZ+iABFLlLrnFodv5xqQ7bdjCrT9Gm8yesF7Ch9RPnS8W9Lo5ap8mDg3Q6f3D3y31WWhpD4VXoXRL6VJllFlyZgL8j22ixiV/VlEjXkXESzi7cVU5vaXgNxViQM45S6a4TxSE00nbFdbCLkzDBHe/icwnWi+Yb1pF2nKyRoQXnUYSvzTj/xR51OWUVw/3+DcnfJsAjEUeq4fu3D7Nt2lasbr4gZ65OrTigaIutRt+c/oOMkfokDGLBm6RuNr1kd+iEpb7PjP6iJhGp6KOkflbOMEnS5Rpqxlmuc9h8hBsK46eCfnIUOnWVjTYJiMt3591OhaiuU/mUnIiciVJppe1OXJb/QVy8yknlVMCTpeDZ7jsq9cIMA5V1QkWzOgnsq1tNqBRhx2BOHyIyaAW/WzIX4EDOA+4r7ClFAYkZHbPjFdTgeQmjcKJD9AgZLWL1ShqtE2WLR4OzVx1EpS6oY+1ZWKCa2QyEChm6T5oVNHnsa74hzJe9EVh2ge7pYAurLjGaV3OApMEfmrBP5hYDBvAwV/OLqN6SXmMmFcpH9fMYE7uxqUsijtwXQ35gavWaoq6DftChviakpVZmOdI6w74Ch3meh+AAfzd8VFcIFZM1aGxu6J/SiimZi8SlDzRue8eHaHWBk3I8Sez/7kGTcrpVx46uJUel3vpUqLkMVy/mDuvUTtavRHvb428e0uDH1EFdF1fKETITgvam7qejGnOutfNwaiAHvBU3D2Q2z2UPFY2NWlS/V32Yg6E1U57xH00g3qKdI09Eywdwz6uLghpuh1HDfSN2Bc1WWjsZC/nSzfk2rsrUqLqCgdVkZXHm/seU0uY999DWUWihG0DLJtkPsw4RB1IBP+uzGj0BBwHv0bmRb+SP9CD04aotsX5mFW4PcYAUjmSzNsVleqpZh3X8Fk2WxPSALL1+tIeXm6Y+9ZnoN5gp42pgHfbj54Z2XkTC8Nd/XDfauizfbKP4RgIeNftKZuvsKxmtbZrm4LkLe3T+VxUNybMftB5+cnKq3SouSETw+XY5qmf+aI/aDJRrUaP0tlZNZTDTn7u16x36951LZr55+l8RYhe62mH8Ua+cOTEB89kEMM+l+JYCH5AXttMjSTo1+9XtmuPQOWZLfzjuQPWqW4wk3b10y8V80kbw+fNG0sUFmyND6fZ5F0i3vsRVyAIlZCYOnsT6vfEKKQkHPrniRW1x/l1wVka5PrGur6jhc/ec9CGUllF8HzotkCZnr1wo7rE6+zML3K1E94t2CZVX6ZQkJJfBWU9PCajoezwCNX1PCww6FvArvdJNephNMzaMMU0jz6zPBfjN51sP/HzpTXS8Znn+BjpNrLAVhty8vHC3Sc1gB+6q6YJgFbbc78cWZKGXNOS2FyjdGcnWfzwsEEidot/QQB5THuRSGGhyGg8A7uU2pgPmu/69DrnOFBWH7/AahQY78hdT65wZ4IYZZvXKNtnnr/ICKGjaeQ1enydVvu+qSQNjfFCpdbHCHL3jthQP9SOMRoC4MI1Kyxsv/XvsCdCQWGjRZAw9pCwfPzxP8Opj957kbTtMGR8KNAeQRl3ot1lfyYsqZzBos8hT1ArKDc+dEvjAE9vUeD4IQtb29qGSh+y0+TVSsGushnQW7Q0mvKnm1K1PBPcn8X6iuEHqQ4ZukXZK/DLRXn9R6mfuK3I2TVXlaYUy4llLIaEIZzcM3Nr9yIfi0KGOPPI8Ug+QL/b6YRygBsJtsJW/Rt89w7Y7kB2PPlBm741wJJw2NNuVjfwE+HCvFhs2R0ZroGFyRG6SgptrLN+qNvsk1LXec8u4tz2nG2LJGJJ2c3Im+9U7UxDLoXwwflw/xsEykRoixRRsCjEasAOcQVIXUOZAs0YuxWuzrBkVfclk4Dc3vdNZd4L0fwZZpw0/27QY85LmKpGG5NrkH3GNVhVqdkDQTNUNdJTnZVxFsUHalexwyugEfCBb1O1+L1nP4corQZiFJrvnjvYqxBeJMk3asNvlqjZAPnz4kF1t2z1JQWMdfgmSuLWDGYAfNtb+BFk8WJWAszjuxOGq2xPU2E8v0l9RznKcUd3uljbK9l6VdadLRyD7tafocyC9nVE3EDatd/s5lhj1BACuZR/YnbIcwN9VYOyLgpGMRj71XnNghGmusbdVd3QCsE9OoUAja16mczJ+XQeLPWD7aPOggbolhl5bfA1Kgo0k9EsKZTbbqiMm6QfugcGIcaidTHmgsNoJ9h6/8CCeYVIX+Frm7Y/30ZwNkhcRrRtMPpl2hzMc6vJ239Fu0sJ7ohpGimTI3cMgghO/F2NNwZ9U/f/ZY1lwRJP9onIkRGHW6q7Oe7nogKIKs+iikkYClDumvKav0UHYHBjbMISz3YbHrYyz2aakzgjDnK89PqCU0fSWNmSCY9ReMcgyuJVhtOVO722AbRjrAqoPtSYBfE6qP45KajvDQrnKu8XsqSCFPZiAZZZH3GFe2O5jJm5BPY6nTCXdAZxJDYXhD7Szp+W39DB2rur9dGnJ4hU9Anav6D0NLixmsIc/YtViC5JYLqbeSW7QtE3/NPdKa3xpAYbGacc3GYi5mSy/JpCK1RSbNW34YPkzGSEnLWVyk4f6onzxOr5R+lICP2wO704de8hhlWsQ3tC2917oQKuv6s5k0no8Zn4z6cStV7a2SybqNKg1O8CHB0cWVaksECjNCJqe5oA5iwGgucL+/CcnmL05Jhqq9TMQAAT51SG6quZYlXEjwt/7dYE+spNeNbGHgaB2KjOPs54MxbI5FSxG+UFveYVVaOYXkAb1vaIfwaGYmcjuVgDLiDrBqDKsKodsraTbG2I3wdMjClbafRaSYLbcWTgd2mCZPadT1r7/9DyR5DJEGTFxGhJr3jnu08PxuWAcZjLy/NSD31dEFWuAKmsv56VptBPA3xxXXOzE1dysmXgD1MVrRp8VZcZAP2gYrlbeYrep8OfdItbZscSTAKi6VEuQa1vdd6bTSYG76pbyBS59K7XppXwsLptWF4ziyrs3eKYNCF8bMw+bSdyYIE26R8chVR2kYMFeKDyCpfbk+iDTK2F9XLnKl6wJ23XGmqVnnBgk3g6LMXPtaLJP0xP0MipbSbGjJ5ztg/rFLBs9h+vpAl1Or40hPL8v0yNiFu0b899lz5UwSWJ7IE6LJ2fcl9D8PS7sru+0XvgsBF/htEcc7tD6y5hsOE9Wi1p3ilQS7GhQt4yf+zvuqbcN5NvSv9yTPZwV4fJQiRoYLurxTTmc82PwTjxS1eRGHZHlEJgC+Xbp4gTkbViQdTukJHrI8D33SqxV0v1vrtQalfIdir9+s7T8BKcidA2aKLXi1WdOTE/Aay24XVGHXYTjSMFwSv7AaJ5jmprCIfwliFleS2rE0FqXmreVPF3k0Q29kvSESprqJVejpRuGM68OS6bau+HScH8//Ihed+Q2qaJSMF0d3YC+uDF5WKAPVmJOqTjgbZcDFzARJV1tLFPVAEMgT8oP50TD7HhZlO+H/1H12wr8q0GwlwSnwcKGaXV/IZyCu86qGsLbtwHGr7FCfnQe9jlVAxE07e++yCvSqXcj2sS4efFZ1qnwBeWIb55xfcZzrNcwGF74nF0vwPQC8R4tzudV+3LLAdxp1axOiuxD9RELoPH/F4Y5Dqc22R6FFYvEN19sUnSHRBQqnt+Ftx7zQlFHZfN7nQKVtwdIA9E49Xgh4c3TBJ2akD3R2YVzlMXYzWMjBXVVFFPGb5+JyQfgNipeuqYgBTYvtztFeOlveacOa9XE3/KiklWDo4o8nO3AdpyAKo5iLrYS8jWIcNfDLXPokgcse/YHs32sMQggywR/XSfI6X4u+slUHn4f04YLwUd2gZKhwuxrL1XxFZPbebApGG31U1rQ9i5HFXNxOOzeoYsOtKannR/cne6OZ+dk1k2V8Qx8jqN4uePBSXU7ztDUw0zGQLSXM9z+SHYhy20L1Swm7OLClhe+J2QKHdIvJzJ5lFZTtPDy8Kl0m7LgbpxWnKlp3+hD07EOM4YByxN2ambv9fmah5K9Hs6vgbQdtJQIXVFVjh01wdObPT75pXHGD0QiL49IVIqkog8nC286wypE1I+wZ7MGi0QM6nG8IHZFjSlqFBVTZeOla4lU+hrfYHSJOi6WJU0L4lx/TsKdKaLUw/Uv8mOJAKvDHNhEeJJFGx0Ey0cyJAo4kjFeC78QL59oX8rOg8QQQ8VJc2CUjSnn40Sy5u1U0YKUm4Yx1Y+fMGeStdQz+yEfZzi/aTV1rHj0kK7Oml6WNF/EA0fXINC3jvCONR9Kmd38NJL/H0YFwg3Q3uEAvd57bWR26+j+WmOpIHSh8XCHNzLyrOECb4W5AxLXhxZ2vsQpEns7btDhnlk+/jnsTESTtGXM4xCJWZQZuENJ+8fzNPxcWr5/LcXoN/ousUCPebbAW5uKNDYpoUJDDD7NC8O2ku29F95Fm/AtONshLE1H9s73AoFiRB3jxtYytISNl4pphJ1SpHuYsUthidAlViJrMSibPbbTHO785wnK9cJTa7YLiZwVPjlQvh2y4ZEDlLtFHahfMdVrDDxbVaFlx18OZH2z1ILHrXVOavP6zTdRIK29pE0Yebv6Sc0i8Z01j4w78esANEHRUbnuC0zYbfAlMUqZKN0zVPINR7Y2lWtVI0c1o6YzLyAk4hB55XBPw2gdh/bCdjAnfsfT0unCpoaEhqTOwksDg6t7147xxMDDQVehEz9rccnZ1fovb64z9vRJQgYleYeKY1/AQs9Fkmq47/SDJy1tz5dthRjj9AGC5YLRpCF/XUXX9Ib/8cXPtICpYWdNMnTxIGapc56dUMrOTWhtsNwCh0XDCU6qKNE8OL5GKHgxWGO5UhgvWbtBxuVZQzfgIg8pJF7QZxW02TD7TgKas1CvQCZXIFgO/wlVNWVX9yeIvhJ4vqyU7Ws3cuG8UKNdrurmnbA21sWaWbWQDctAV4V0TSzooQRtxQUlqezxQWsTexZEZOjO59RtXVPtNV61uemG4GsubC6qJHs6wFZTKCLkLPtXGTH0oAN6GrMN/hfZqjGqslWEo2dG41MhOuCCUERY0+saJ4zh/1rnCi8mvfGS8OFSzwbXwz7xgYzkrQNARQo+xjPbBR4f5nXARJY4qTdBF5NrWHnTsLc5IqclkWSlden/wJNi67MHxodak741DMuXrE8C94WDyJbzm0xxOJpnZ55bBdlHyA8x9iGueNZ3Y7rnXrj5oQknYMnf2wIFCGmbaE6sZmdh+Xu68vCY+7eDdvEmnfrAq9XqzglEeLxVF053TaShBKi9XL2vq9ndtr5/GSTF4LYVTdv4vhgvSh+feomdp3CCjrMGFt86WPN7zC7i9eeqCmSWyX0J0OoSPNm8CAj4um5izAF1dmuvXrXskqTvrcRMKyXeM0h+jZ9mKDR83oz+eYxWHP9fDKCC78YE9vi077bj2EcONUb1+uh5NncmzF7giHV1QCgYpF0bUMvO//gqvkiInWbDPYg/7PsTmJoBi8WAqqDtaMI5QYE0o9dMUcl39lAA2mpY4zGY3Vt5f48sySJ2OotjbK89aKVgKQ6qFX1s5UUf+9p5SRG5Tboc0Oh+zJFDESOhv/EJR3soR129T/XTf0m8DcApPdQUGbdEisu3aRvSDXnlMXQXV6jV+G03+rlDoTtQPVJ0m6s+jUKxvmVq/FU8Hc5M8zAh4NZjHaAFiDvvZ13s21u4NxWrvKaKWTzG+wQJMSZVL4EJkdpo4gS81vuVokAHdzK/OGb/GsAZ72gf1eIV22l9OAmdRi20wMC9L48EmTioWe1vq8H3sehUfs/Xsjdt55OU0ng9NxeHt4pg+jf2J0hkj5QQCJaJx5QNiGL6K1ZqNnoXktdWiSTjvt2+CtuvojKnPg9Ink/HA69PN4qFT/WkWWrDii/LmukS0Jmmlt3vfA8MiEaXc2+V3K3xIf7OXQy/4s7p4ciq8Mr1bbMkHBnXKUDQLFCaFO8kNgsggR3dRxbxEPAZivzcY3slPiH/Emx0ezLBel+eS2TpugYpiBkewAYa3jVixmJ/82KmKKtnjDHZAnYcqotkqJMlL7N/qDg/h1axNydVir4jZtaybs5mbiXIlhrT4FoO0LzaOUJ+BPZ9Vyjx5HNfvWINJWIouDqIyGgJGX3nbjh+6ltaiMaIbXEsHbRwofXxCXCrtleENYNhmxv+OGwQkRkOAIo4LOAu9nksKnBnwe3zIGOvnQN0fmrD/ImlTk88CO2nAO7a1AJlovBSDTrRug0gzkXuvCk5BDYgvuf0ocKypY/oxVRwfpOuLQzbjdZGH2MVBHH59htBkbgjWX0sB2R2D4pJ50UAyTfom3VF7Dl7mc7U5kPVF3zv0K5Se4TxBhRnL1E9SPo2tR/eOs9OSDXNX9+laReygwTPu5FF7v9eBq4qqlI4vMKw+EoZ9zC1jV5l4Qxxc1HYisdiHfK6YP6u6aTDqh4Vh+KBXo96MnP3yJ1A3ZKnFu4OVGfCvx32Ki6pGkJJQKCXOgZGpwKtyFKbn/9SWUvbPB5IeANO3aDZ0/sDF2BTmfSmjIbuV3lbjSHHPyMfwpk9mXmFN+OXrxQpj//8y2FDhxQVQRkFpXpgypde0KmMnEMxyXrMXX2N5oPzRHccD0xHAcsGZask4h5CZlzyMEkJ575Rdg5Er/HM5DSz8bIsSmWHrqSm4Ql6BuUg/6Uz77EEr25g2wLFFn9e+6y0lY0P3pgA9QCJYWNA/WXhDP+D9VeAhQG0Y8CjCuIGG+LV7BuG9/5fHlk9nENnzhf8KsOFXXm5ygcAUrtrluy1JcE3jvz5m141MwhowH1WZBbhcC2d39rInJ52wxjGdSeKy8rMg6pHhnL9hEhYgkSMgViW5d5oQiJrcwZQwbZOAzW7NhBv6qXLIGm4nyHGUKaiYCLMn8o3hwG2YhE2GypDcIy93Q0nXdgrzOkF0S/i9i2nIbUiuXIkXSvhyRLKmJejBz51Ll5l0Qr6onm9SA1QEBumI0jdAqYOwq472bHY2uGadrsBYXOTdpmxKH30xYTfdjqSRexyRvPOUI2xoGcNu+ic4rH6lQNAITQ/up0uOk9yvIh0r4jcnu7c0sBXbH7NvVqS/daVvQUQdOxZUtjVnPCQyt6xCbLHUYVkwmyzWyEfzo+mPrJFbTpYOgqzz1w2H+RPZwk32f9IMQjRRONX3nk6HpmA+OG5mIyBq0UOs/w4HtxHB8mRe6yg443clQgcDu5MyVEtNT5OoI0hI1SH97x1+MPj9t+kWygIjo8l804FhqhkmPwagt5M7o4pG85efwFbvnXNeYQk+ZPy2gITw0a4OlZVzKmTidTPsGbjpWsIrhnCBEITh0qqMPVcoZHIoU4m0STOdKZK6eTmH8M0UdXbUQCbiksIatFmJjpHCPHwZBJSy+qhndyWgVqsvE9kD2JpGhTSToAjnvGbb999C79ZAQuRGzJpdA860YF1kLKCYymPQitqqgmj2FXJLMJgNixIGfP9xGeUjQrDSmuugjX2HZk7PLOGI01cv6Eg7k5PGmG2BsLaJVQkeLfR4uuDyE6FYcsWc8uxmXm840hMT5OnugrsR6L4Rb27HhKIhOOMsjMOT+EJXu9j32Jt/on1hk9F9EE3vKPUeGNDBzlpqagBLLhJZHhMfKVL0H8LJb3FxgQhQwdne1IIWniMwpUSfI1FZzBKAJCa8KdGcvx8D67NUAWwgjkeVj13yjMJtm12aYrXkRJTGGbKInPTdSJbAOPC2WpTu14xDfmXveLkcZWNuRSHZXGHT3+S5FdEpY6nCvxN4brQ9F5+d1ZTEhoejuKbZ9Hd9k9HpKiMlwcNt9COkhUb2ZjdifITc1LxunTERjZCcjKNKaQTPBJrNwbnFOrgmFFO6Ji6uwyiHY6XpzcUJCjsJwFoerPtKyMZnvqLSmqcdQ5Ks6H949MxJBW14gwPgkcpjLIcODFgoIEfyjQehvgd3dKoNLg6A0WUfPrlRnEcq487aIF5tQre6YU2tTBxipcMH4eJpkrKSTAzGPwS+Sa3pR7VIjh6CtRvKbTlkUHLM946taOe58nRLiYxsmquuPajCskmAMd8vAOFcuITkyAabETyx70yz7G4wnpW+eeOFvbG7OOt09DRgveLuqBuwW0+Rlo6+PHqAi3MBDO/nOclkvkanRNkDjg8FK71DaiO41YSYXjxhsMo6HBazT4sRkqSW4zX75dc21wZd3frssIIWeooU06b/TdObAVSuZ+eA61thT0ErXVEQ6nxzacly6ABAzgC++WU4pmSCNMwXP1B1RmG8+hx5MZ3xALY0COgaUQ8AVYEVBGQjgX34dHswsgW1VERdNJ9r0QiBZxiiL3viXTon6Vtr7sGrbOFTwEWYOLban5/ky7OvjLj9GdMmV2/RoRPwYdPlmze+69684B7KGxcAY2/q/e0IwwbP7nLYtss3NSbCGy91ghfOAUswJYFdRQb/wsqfyBl3l7uEvQPD8yx0wJY0EOF2sivudgIIZb1cQp4fRSX/EkKjnZicALTsLrt1rNcFAMnw2CVhJM0tEcRCq68YF5V0JXRNM+UO602/wZ0e7H/RTtZGrLKyaQz3NZEfnJvnYhp3tDBxNCswgGfbV5ZCLXeHmaDM/XF0+Ko21IZFEzOGZaaX8mr2Ywo7TRZybhpjv6p2TQXcor8aGwf3Cfx8faYI1feegttOmtqF94KJszr2Da5Jips+xKojOvteZN856IRb6CTiUswBOk10O3sLJbpDcV1eWvmmNN4Ht54oRvY9rC0+ivN5nLNCp4n0f4egCTHHYN9psFFUSmY/Le3y3s3yB5CsJHeuzAqx8Kvnru6/MAptUSCT3+s+fJ+vOYoNDpk2d+JDnS20masxRQR4XRroB/nvVBBKJGOLQBEm2yoGGPv8mCWJEAXZoHPHUD04g0IDxUFuKbKKst0BU2YVDI1Abj0+nv7Y7yZHixEEsn5Z5zdUl+0wxuQEsVcveuFAU+2A9UPYICo6DyOKeQlIb8RBZbindrEbJdLWoEcP/UvYGNI0qG+WqJu4VSSfdAXG95F6QpPQWiIJxxbjMnQ47pbsfBbcKTsUhEhsA+BQBB1kLzehifUq9vpAZT74Vfm/ulWhFSKukeI3zbUgoTvztW30DJN5qPcRS9MX5wmPQRG0aBNH+NzudeUBN/anhTnde+6+3atPnEyqHSQ9NqUvoJuUp7W1dcPR+VUtnIqgkv+Ug1NXrk05IGjdDsYtLnYAZOhCuUw5Hq9ZfHaihyL26kUBUHWkfQB4Kl/RzIXLsfop9g/NhPWChnUPylDqMHfXkbGJVLgucry7WVuBLvdH5QOPvynU7c69FTsOyXOgXuIDQZGgYlaGJh9iu6NNhwZRNY4StZvaaXQqi1uWjYUlv/6Q+lUodFFRQy7TYHiy3u0EkPAiu+Yek1EyB05l50QPgFP++OEte8SmoNPMGl09yo5eyxEFi03uK98qMvoXbmlrSNNu9DuzO1T0UMLIfOA3J2tiqX0j4sfftZZig1Gaz4KfHMvOfmNgf9ZdTp1V9CzsBriqFsXCokm1mMi8aarqjD3SHqfRrBw/mj+cy1kazxq3xXK8201UVTvb86CbrDDmZrunx1DS6DZmu5WvBT8vdK5/XETP8dNxBao28AFLmEPEk3mJmE2EZSG9iCPHOHfiWbU6l7ED1Rcdg2zVNxZjoemwEGOsFr74U2C/nbucNPyDQrgT4dj3HTrrGeevq5V9eLO743cA7eQvT7hB+XiHTf7Cj7FU5cWMtKE9g9tv9R6vZXhJbkWN/1Hqj1LzeZGZTXqfj0H69bg9TREppSsLpLdLy2TeiajMdC7zkNQYi8db8OuNp7voaPRBtgITl6oe3nREtEjRO9l5CQICFTda/Zi8xasD493DaHtm2Fk6KyHO5WXxtlqqRQBVh5yCpeUifASSUNkSoIf2/TfunKqbP1f9+HksQSxAib54/vuAq1mBx1jlItyyv2ohnmf1TY8AitEuxqEI6LcH3wQDrtbGRWb+lAmu9VVXyvm0wiIfNsVj06jJYoEQkR6Byt8C9LhKIyPYyN7PKOFSfFaEjQ7bTEySALy6gUCizzDDHe32Wjh5qxWep3G1APjt/ERXj0swhnVbfOmYyPNr4tmEePRgGrnIEkF3X4gm+WCSciFyhvb77galoIY5PYnCAuTiqrKoGqdgn1wwIR58DtrIRfF9uGL2xjclWizHpJsX7zu8NTXl4HMCGm2SP09ufEpCzz1rwx4jtL3o+AsIc6WERMgvIPxbEmRZZxXDV4XzcYgTJVKehTgkyh7S4Efq/FZvhcg64Yzcn8WGdlRGyNZdYbNnxtpzalrTt6PLIUa0wc+AsCw1oCPM636jSFuquB0+Q1c7WNUk8sfnUtiPgtZORt4jyS/2+tPsDq9uZUurj9+tlJLPNv2IajaQNlw7pzQ+j3dG8pgpKV3S/uKbuI5sgHLo478MeP+dAU5UuQVPsrWjVq+xeDFyQAAAIEzB64P1/HX2SxX5qNzmiofoS8dIaDQEZ3MRK/pzEIOZDLj9bxXACw6rwx6tMtr2Aq6brZXnUEaNA84QNaPFaalCnhhLc2lOPGHd1CmENDnlBFrVIQtsGO5wenmhZSAvSyWtxwIen3jdLWv8tIg0kTloG9+narG48oEDqHS1LuxDY9q661aOmhXM0TbE+emjw4Yrrlt/bmThfcXtLh3TrSSpVWsy2m3Jl3yQP1nreDIdn/BnBdFzsPIwTKQENDNuz1ftEb7zbdVoH6/2VJDGSm0CuxRa/6vvfxnCxJB9RL2yMXn2ydJghwIIfAXBsDdSQEJgO0ABwsBAAEjAwEBBV0AEAAADIF2CgF2ELycAAA=a49bbfca9c11817942ad65d80774d58aNo00 lm1IP 20Protection class I921Pendant luminaires - stailstail-SHPI/1200-2 LED - Diffusor micro-prismatisch | Micro-prismatic diffuser1Yes1PendantCeiling4100 29W 840 ET sg RAL 9006 (60312024195)NoRegiolux143 lm/W50000 h124014084 lm1 x LED-4000K37{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-3050-0-0-_-50000-4000k-_","VariantId":"---"}Pendant luminaire; Sheet steel housing, flat rectangular cross section, visible installation height 26 mm, end faces made of steel; Housing colour silver grey/white aluminium RAL 9006; Direct/indirect light distribution using micro prismatic glass, for workstations, 65° < 3000 cd/m² omnidirectional glare reduction according to current DIN-EN 12464-1 standard; The light source is removable in accordance with the EU 2019/2020 ecodesign requirement and can be replaced at the factory. Electrical connection via integrated transparent connection cable 3x0.75mm², length 1900mm, stripped cable ends. Required accessories: Y-wire suspension for/without electrical connection must be ordered separately. Recommended minimum pendant length 0.5 m. Dimensions (LxWxH/DxH): 1240mm x 198mm x 37mm Placement: LED, Colour rendering/Light colour CRI ≥ 80 / 4000K Colour tolerance: 3SDCM LED service life: 50000h L80/B10 (Tq 25°C) Luminaire luminous flux: 4084lm Luminaire luminous efficiency: 143lm/W Controller: Electronic driver (1 pcs.) System output: 29W Energy efficiency class/light source: C Mains voltage: 230V Mains frequency: 50Hz Impact resistance (IK rating): IK03 Ambient temperatur: ta 25°C UGR lat./long.: 14.8 / 15.4 Certification mark: IP20, Protection class I, VDU 65°<3000, F, Indoor, CE Regiolux GmbH Type: stail-SHPI/1200-2 LED 4100 840 ET sg RAL 9006 Article number: 60312024195 Product deep link: https://www.regiolux.de/en/article/60312024195 General warranty conditions: www.regiolux.de/en/Service/Warranty18002024.1.10.04/2/2024 6:47:09 PM4000K1B60 88 97 51 100CFG_e86ec7f398eeb59cbff7fa125f7667f8 : ---_0001CE29 VA132645127
! " # $ % & ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M O P Q R T U V X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v x y 2 0 2 1 2 0 2 2 0 5 1 7 _ 1 5 1 5 ( x 6 4 ) F : \ d a t a \ e x p o r t \ r e g i o l u x \ r f a \ s t a i l - s h p i _ 1 2 0 0 - 2 _ l e d _ - _ d i f f u s o r _ m i c r o - p r i s m a t i s c h _ _ _ m i c r o - p r i s m a t i c _ d i f f u s e r _ 4 1 0 0 _ 2 9 w _ 8 4 0 _ e t _ s g _ r a l _ 9 0 0 _ 2 6 6 d f 8 7 d a 7 9 c 6 0 0 b . r f a $ 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 E N U $ d 3 d c 6 1 6 b - 2 9 e 3 - 4 7 e 1 - 8 2 3 f - e 7 c 8 a 9 a 1 f f 5 f $ d 3 d c 6 1 6 b - 2 9 e 3 - 4 7 e 1 - 8 2 3 f - e 7 c 8 a 9 a 1 f f 5 f 1 $ 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 A u t o d e s k R e v i t R e v i t A p p l i c a t i o n
W o r k s h a r i n g : N o t e n a b l e d
U s e r n a m e :
C e n t r a l M o d e l P a t h :
F o r m a t : 2 0 2 1
B u i l d : 2 0 2 2 0 5 1 7 _ 1 5 1 5 ( x 6 4 )
L a s t S a v e P a t h : F : \ d a t a \ e x p o r t \ r e g i o l u x \ r f a \ s t a i l - s h p i _ 1 2 0 0 - 2 _ l e d _ - _ d i f f u s o r _ m i c r o - p r i s m a t i s c h _ _ _ m i c r o - p r i s m a t i c _ d i f f u s e r _ 4 1 0 0 _ 2 9 w _ 8 4 0 _ e t _ s g _ r a l _ 9 0 0 _ 2 6 6 d f 8 7 d a 7 9 c 6 0 0 b . r f a
O p e n W o r k s e t D e f a u l t : 3
P r o j e c t S p a r k F i l e : 0
C e n t r a l M o d e l I d e n t i t y : 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0
L o c a l e w h e n s a v e d : E N U
A l l L o c a l C h a n g e s S a v e d T o C e n t r a l : 0
C e n t r a l m o d e l ' s v e r s i o n n u m b e r c o r r e s p o n d i n g t o t h e l a s t r e l o a d l a t e s t : 1
C e n t r a l m o d e l ' s e p i s o d e G U I D c o r r e s p o n d i n g t o t h e l a s t r e l o a d l a t e s t : d 3 d c 6 1 6 b - 2 9 e 3 - 4 7 e 1 - 8 2 3 f - e 7 c 8 a 9 a 1 f f 5 f
U n i q u e D o c u m e n t G U I D : d 3 d c 6 1 6 b - 2 9 e 3 - 4 7 e 1 - 8 2 3 f - e 7 c 8 a 9 a 1 f f 5 f
U n i q u e D o c u m e n t I n c r e m e n t s : 1
M o d e l I d e n t i t y : 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0
I s S i n g l e U s e r C l o u d M o d e l : False
A u t h o r : A u t o d e s k R e v i t
C l i e n t A p p N a m e : R e v i t A p p l i c a t i o n
< ? x m l v e r s i o n = " 1 . 0 " ? >
< T r a n s m i s s i o n D a t a i s T r a n s m i t t e d = " f a l s e " u s e r D a t a = " " v e r s i o n = " 5 " > < E x t e r n a l F i l e R e f e r e n c e > < E l e m e n t I d > 1 8 4 9 < / E l e m e n t I d > < E x t e r n a l F i l e R e f e r e n c e T y p e > K e y n o t e T a b l e < / E x t e r n a l F i l e R e f e r e n c e T y p e > < L a s t S a v e d P a t h > < / L a s t S a v e d P a t h > < L a s t S a v e d A b s o l u t e P a t h > < / L a s t S a v e d A b s o l u t e P a t h > < L a s t S a v e d P a t h T y p e > A b s o l u t e < / L a s t S a v e d P a t h T y p e > < L a s t S a v e d L o a d S t a t e > N o t F o u n d < / L a s t S a v e d L o a d S t a t e > < D e s i r e d P a t h > < / D e s i r e d P a t h > < D e s i r e d P a t h T y p e > A b s o l u t e < / D e s i r e d P a t h T y p e > < D e s i r e d L o a d S t a t e > L o a d e d < / D e s i r e d L o a d S t a t e > < / E x t e r n a l F i l e R e f e r e n c e > < E x t e r n a l F i l e R e f e r e n c e > < E l e m e n t I d > 2 5 3 7 < / E l e m e n t I d > < E x t e r n a l F i l e R e f e r e n c e T y p e > A s s e m b l y C o d e T a b l e < / E x t e r n a l F i l e R e f e r e n c e T y p e > < L a s t S a v e d P a t h > U n i f o r m a t C l a s s i f i c a t i o n s . t x t < / L a s t S a v e d P a t h > < L a s t S a v e d A b s o l u t e P a t h > C : \ P r o g r a m D a t a \ A u t o d e s k \ A p p l i c a t i o n P l u g i n s \ R e l u x C A D f o r R e v i t . b u n d l e \ C o n t e n t s \ W i n d o w s \ A P P _ 2 0 2 1 \ R l x R e v i t A d d i n \ T e m p l a t e F a m i l i e s \ U n i f o r m a t C l a s s i f i c a t i o n s . t x t < / L a s t S a v e d A b s o l u t e P a t h > < L a s t S a v e d P a t h T y p e > R e l a t i v e t o L i b r a r y L o c a t i o n s < / L a s t S a v e d P a t h T y p e > < L a s t S a v e d L o a d S t a t e > N o t F o u n d < / L a s t S a v e d L o a d S t a t e > < D e s i r e d P a t h > U n i f o r m a t C l a s s i f i c a t i o n s . t x t < / D e s i r e d P a t h > < D e s i r e d P a t h T y p e > R e l a t i v e t o L i b r a r y L o c a t i o n s < / D e s i r e d P a t h T y p e > < D e s i r e d L o a d S t a t e > L o a d e d < / D e s i r e d L o a d S t a t e > < / E x t e r n a l F i l e R e f e r e n c e > < / T r a n s m i s s i o n D a t a >
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