<EYE VS 1X42W TC-TEL HF OP L ANT
96206640
7319870418826
96206640
A
true
False
false
false
3
5
Thorn
PNG
Logo_T.png
Thorn 96206640 <EYE VS 1X42W TC-TEL HF OP L ANT
16011
ProductImage
true
JPG
TLG_EYKN_F_LGVSANTHOP.jpg
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jk6qraP31KWJ2n+24U3f77DoQespkLtLLPhl7U2fxv8Aj1katezbheLWjWDF8LY/rKTS8Syvav8A/Jb1Rqx3Dce/NmhnIUDL8EUhEICBlRSEQj6KhlUUj6ohCBHNAhFMvDf3ohCBCKRy8kQhAjiikfVETCoiFFIRCPcgQgqUh62n+dvzQVKo9bU/M75oqnHxQIREwiojhwQMuqBARCEUjf8ANAiECECEEx7kCEERqgQgRxQMvJAhAhAj4IKderQtLerd3ddlraURNa5qmGju7yeAGqI6qx/b51cVLXBw+zs3AtddnS4rA8j/AONvdvW5im3XNTFOwQHGODY3nid+/wAVoYt989zz1QdUhrnOggDK0S4uLtABxJ0Co0zF8fFwyrbYdcufbtY0Pvmyw1KkSW0wRmdl3ZiNTwU2NWLtW0h23Ngiq3RpPDMw+0TO8IqkyvSAq1nZqrawcH0m76hmMvf396gsa9/a4eGsuGuq1SS/7LTjrJywCOUcZ0QYd99it6W9ZcfYaTpcG2vtGYBl5nfG4IOVvZ2du41TTZUru1fVfLne8yUGUF/SoAZXajQOHDLvzeCDi/H62bKxrnzADj36hNotTiN5VlrjBYSx0HMS46jUcxoI4oqgaVa6eetpB7ZDQwHPmMxMxG7gUFgzZO6o3LcSwC7uNnsYDHut8QwyoaFQET7bDDXtO7K8GRvCmh0ttZshb4liYw9uE2Wx3SZcuL8JZatbZ4BteWDtWopE5MPxRxksc2KFY9lwY8grnlj5+f8AbUrUthdsLjZbEb+hUbVp4JjpGHbX4TVYRVpvpuy9YaL4y1aLwQ4HeJBWcctLY+nnokbbWm1V9j/Q5jNyBtXs1YVMZ6Nr6m5sYrgOZovcPBqHM59nUcypTaJd1LiB7ErWV0Yzb1LUt69CpdUarAKtjWdb3bWmRTqt1LXciQQQDvBlVlSjzCBCBHegR8UCO5Ajl8UCEExxRERCKR80CECAgR70CECECECECEEwiIhFI3oEHwQIQVKQ9bT/ADN+aCpVHran5j80HCEAhAhAy/sgiECECEEwgQgiN6BlQIQIQTH1QIQI4oIhBMIEIMXjWM4Zs7h7sTxasaduXFltbU4Na5qRIp0m/Nx0aFZNjzltFtpiG0FyK94RQtqLpssOpEmlQbz/AObv5nHyXSTTLUn33JxdM5jrlBPzVFJhr3D3sZ2XWtB11cuqHLTo240dWuHfdZOgHtOPZaCUGuYjiX2wCysWVKWG0y1z+tMXF1U1mtcNb7DP5KQMNHtS7VZVg3PY0kl735CCKhZmbL9c0N1IG7TUKi3z1KucUKTm9jM/UZQyDNSo50BrAN53g71BhLq9LXdThzy97BkdiQnK2YDuoaQNBwqOEnuQY+laim/ORFV/+7Ueczn6e24kmUF/So1HtikNDp1rTEOd4iN287kFUWdR7c5pnKdWEmGunsweIO9Ba1bbqqbs7872gtYH6w06T2dD57ggsGMe57w6KkNHUknsGBBMjjPA+Kg2bCMIfeuo9XbtaKwkVQ52VwZ94ng/jyy7gqO5tmejupe2zX1+LHFlGmYbmiHjrCB2o1HInVNjvHB+iC3rsoVKdmwNLmQ55l7SWyc86OII118Fm5r2tG6ZvRmwrbjYzF8JuqDLS5pNfXs8TYS2pRq05LHtjWm6QOO9Tcy8VdWPkDi1bF6uJ4vbbWtDdutlbgYTtxUeIdiFMDJZ4mRuLnsAp1ncSA7fK5Xnzz6q7C2M6RMZ6N8e2B6XMAqu/wAwdF+LUrl1JriTdWTGll5aOI1y3Vk+pTI4mOIV5nlOK+33TnspfYjiWx/Tp0TYzUsbHbXBrZuKiiybe/pmi25w25rUnEsdmoPdTcSJgN1V6OXi430a6k9Y67wTpEpVa9HCts8O/wArYxUAFHEm5jhtyTzJ7Vu48nS3vC6XH2c9uyn03MIa4QSAW8QWnUEHcQeBCyrjCBCCIQTCBCBCBH1QIQI+KCIQTCCIQIQTCCIQIQTHwQRCCYQRHFAhBUpN9bT/ADN+aCpVHrKn53fNBwy+aBlQIQICBl3oEIIhBMeaBCBlQMu9Ay/FBGVBOXXkgQgiEExH9UCEGIx7HcK2XwmvjmNVHNtKLurt7WmR113XIltCiDxPE7mjUpJseQdodssU2mxStiuJ1Gmp7FvZUf8A7ezo/do0mnXTi46k6rrJplrLrwl3ZhpiJDs0t4QDvVFShcVK9anb0Q1twGurGtWfFGhQpD1tes77rGN1J8h2iFFWt3idrib7nAsHr0qtCwqNubuzNxT+33FxuF3dW7SajZb/ALdItim2PvElQYa6z03tZeS1xDW9uQ7KdQMw4zG/cUFrTqVrqp1YqU6FOz9bc3L+zTtqWbtPqke0ToGgCSYG8oMfe3Drhj7S0pvt8PnrKjqhBrXVQbqtct3AfdpjRvGXJRSbah9GgGABzmaMcTDiTqG6SYO6Y1Pcg2G2wSvc1BTpUjDe1VdUBdBiHDQREcdwPNNDcKWz1G3oVargQQwO+0VmiWPaQO00dxho5aqjVcfvKNualFrWU3F0U8ghpg5g7tagaRG8Hmmx1xVujdPY9rmtFao9ga0ljs07jO/TluWRt2CYMa1XJWpVKjnVGPc18ugN9lzBoDJO4792qo9H7JbLiu2jUqsZVpVHU6bmEEAR/wCRxby36RG4KbHqLZbZehSawvpl5o5HhxIGTMQ0FjMvYB3knU7yueVbkd24bhNKjQpucwDqGy1jo7TWnQyPfMSuVrcjKX2HW1W3PqwcgcRGUNNM6OBGst4E8SpKtj4B+nRsVh+wPSrs/t7hzX0rLaSq/Btq3Zcja1vdGGvFM7sjwD3FdOp6ZOcnMeeMC/38XwWoG1Tc2r20iII661OcEk78zMwUnsV91fQE2wb0jeiTg+zWJPZd4j0T4zebKVw85yaNnVbcWLzJJAFpcsYPyrGXjLbePmad17X9EmEYvQqU7izdTD832lzBIcHHXM2DHgN63j1Klwefq+F7TdGD/slSjW2g2NBJFlmL7i01kvs3HUBrd9Jxg8IXWWZftzssbrZXdniVlbYnht0y+w67E292yQCRvY5p1Y9vFp1CguIQIQMqBH1QIQMqBCBCBlQI+KBCBGqBCBlQIQI+CBCBlQIQIQc6TfW0vzD5qCrVHramv3jp5qqpx9ECNEQyoER3hAjhvUCNVQj4qBHFAhUMv7KBCKRCIQqGVBMclAjuVEQoKF3d2GGWN/i+L3rMOwjCaDrrFL+p7NKizeY4ucYa1vEkBB4S276RL/bnHDilZj7HC7VppbOYGTItbXNOd8b61X2qp/8AjuC6yaRpbr7Vhc+QdAD94k6AQNQqKb71lMlxJJLhToMbDnPqEwMm7tE6AIMlf3lLDaTsEoXlP+IVX06uL1R26brygc1C2a6CHUbV0ufHZqVNTo0KDxB6RmwOLUtp9i73o82GGF2dG3w6x2N2h2QpPF9dClSe/Fb3aHEKbn3D8QqXlQ1G1azh6vRoyNC8ufTs4dcct8vU2y1Db47IbJ2e3lycQ2+uaNd+K1K9Pqa9OzpuBtq2Ih3s1H0+2XRJaGuOrl6Md688ud02C4q0Q1lhaB7rCgQ83BGR13cHTr6zddJMU2bmt13krSLyzw8VG03PGeDBGaCXEe0YBgckG74VgNze1RSo03XDi2XlozPGWTA4tI7yqjtS1wSjgtC1fTotuKbrVtSuw1HGi+hSbNWoCNMrSQYzaqK6q2qx+naDqxWL7upHVXT/AGpqlzhFEaSRx+60IOjcRxOrckW5qdb1tUso7+rqB0QRugB2oPNSqyWG2ZrPlkU6VRxOepLvYhriC3VoJ56nkiPQmyGA1HOa6sw0/WBrQ54LWl7iWuc6SDlAEROp4Qg9W7I4KKNChVNuLT7UQ9rHaCmKYINI66seNQOBKxlW5HdmF06NIOpjrXZNXveA6o8uETl3H3xC51tuNtWdkZWFNj2ucX5nMPYIHtkHWDHcsKvr2q2pbPe1pa8gucGEnMDqDT35hxKkHyy/xBNhm7TdHG0DaVKK1Gn19EuPWVadWketbDp0zPbEcl313YWOfF2+SuyOOmu3ZbaEgNztoVbpunZdT9Rcab9071zxvFWx9Vf8MTas4B0wdOnRTXrj7FtPgNltRhFN2k3GDXDrC46tnN9K5oucN/ZUznj9VcK+0DWFzG5odlYIEb9IghcnVrWM7NWV+xw6lpqPYcxcARrwgb5Wplpmx5V2m2CxTYzEbnHdmbc1LW5IOPYATFO8bOj2HcyqPukDuOi9GOfd4rlcdKdhe2eKWdLEMPrGta1XOYcwy1KdVmj6NVn3XsOhHmNFb4ZXUb1AyqhHFAjuUCP3QIQIQI4IGUFAhUIQIQIQI+agQqGVAhAjX5oGVFVKTfW0+WdvzUFSqB1lX8x+aDhCBlQREIGXigR8UEx9ERED3IJy9yKR3e9Aj4IEIhA96KQiIgJtUwECO7egllJ9R7aVJhqVargynSaJLnEwAPEoPFfpA9J1PGsaq7BYFdtrbNbJ3R/j19SdLMRxmjIexpGjqNmSWN4OqZncAt4zTNeeHXmhGZ0uaCwtJkt5lXY5/bCD2i7tAuAbrvEbuSC7tazbG0/jlWHXVaq+2wN51NJzBluL0DiKTXZGE/8AkP8AxQY6nVbSphvstpEgUgQ4y3UZh/xkHfBkyoq7bjeIYbRum2eIXNrUcwC5dbvdTLi49mmYiXSQO5XekX12+vZf+1Cq69xK7DamP3oJcQ4HMLNr5JLaTjNUk9t+nstVF3YUwS6ZgudTzD2jXAhwaRvgIN/wbDH3VSnTYxrLms6m12UFoa4yAGNMgtJ0PPVVHd2DWdGytbV7aLaxcGvt3VarmNDaJIcwuMNe1paSAY89FCOtNsNt7dlGrQZc0+zSNZwaSynVcXGDlAgEaDLHs+CK8zYvjtS7Nem4BgfTOUOmXB7j2M3EcZ3d0LOyMXZF1wKID3E1QQaxfNRzGkGMrtAG66BB27slaUbg/aGWra9271nVupdgAUzlBbo0uBgMjd95WD1PsphlK2dauuqYD7en/pGvIec5GSqDGr3NDoLiIGkblKsd5YXd0G0n24qvs9Cy2e50ubmDXABn8oGvfPisVqN9tMQa8EOzPqAgtpMhjWENyAwTlmJJWdNbbLbXtMZBRy5bZjW1GNJbXcOLXNPA7lmxdshVvy+3pMq1MwggPPq2lriQ1kDTQqaHkT0kLdmLbLYjbljXitb1WUqTWAFrWjMG1AOwcupB36yu+HDnk/P/ALOUPsTNo9nazHZ9n8Zr0KAHtCncdpsTBgb155OZ8t17d9FTa87Ielx6PO0zquW32tqO2axPTK2o7G7GraBpP/G6oUjrvct5ef8AhnHxX6OaJDDWovB9TULXtiXCSTAM8eYXB2XBFRwMsyCDA0iWnfPPgEVhr/D7e+o9XWptcXAgPiR3kaKy6Sx5e212RvNk8Wr7QYRbVbqyvQ0Y7hrIAuabNPtFMcK1MaiPaHZK9GGW/DjljpjqdShcUaF1bVW3FrdUxVtbhu57HbjB1B5g6g6Ko5wNNEEwgiP7FAga/FBMIIjuREwioLUCECECECAiEd3iipju0QRHP3IJjigiByRE5UVzpD1tL8w+aCrVHran5nfNBwhBEIEIEIGX4oEIEIEIEIEIEIEfugQgQgQgQg6e6dekt/RhsN12F3IobZ7Z1K2FbH5T6y3Yxv8ArsSA5W7HBrD+I4clYlfNOg9tKiyhb6U6cNo5vaPGSTJJJkk8TJK1sXH2ozLXOIzZAeE92bjzCIr2me9u6FnTrtoNeS64vKjTloUWa1Krt8BrQTB4wiq9xiLcRuutpW/VW1Jn2XBbV4MU7anIbOoBcdXO/wCRKbFFtcw8tORoOTIxzXNBnMDqBOo4dqUGXwiqbem7aKuymaxrVLbZ61IBH2hoHX3JB0DLcEZZnM8/8SgqW7CSxmZlUOcXds5pcBq7sxqJkqo3TCqTCKZp5axcXnrAW5+qIkkk6ZSRPMbpVHcWAMYLejdV7dwa9+QXTgerpUaepbDdwaTM8iFRbbW7S57Om2s993SFOl9loOqu+1vFMlzGnjEdvUeKDzPtDtLXuGvc+syo5ziSYDt5kvEaEf8AHeCsWjQalx17i91XLT6zM1ziQ6XCQC4ahxnjx5LKt2we1a+4ZXy5Klw7RzQS0tflptkfcI7JJA5garQ9GbJWYpUbZ9SlWdVdUbb0i2oDTaDLmvbqdajWuBBggwSVpHeuF3NCnXbTpODbYlrnPrQAaJBBOQgxDoDe1qTx3LKt/wAIuqTarqjmAPqshwo9nsSWsFaNZa2QYMzprwzVbnaYg802B1Rr3VadSmaLg9/WGk6XF8xO+deGnJRYz9LEmCiymSC3Kxo7cl2YkCXN1DWgQOXHms6Xa8fig6urRzOqVqQDMuYM0B0jNwHNNLt5+6YLqhe4Dd2xc+6bWt6jbWkzQOc5p7Z3RBC6YRjJ8EscpvsOlTbfD3NLv4zY0rwMaQ8mpRcA4tcfDguGXjKtT8W70MdudnbXo12zoVOpudhdpbe4ZXHtMFhiFvfT5MLlrfiI/VqzEaVe6r3FKsH27y2vb1w4OD6NwwVWHwIfouOnbbJMqatcSWAEQ4nUgTG9Qc6hLqYEZc8d4aRw80VhsUsKF/but7imK7XNyw7kdYVl0zY8u4xg9XZLHaljVy0sFxeu51jUgMZQuXnRvJrax38neK9MvdHKzVC0gkEEESCDvBG/RERH7oEfVAhAj90CECECECECECECECECECECECPNAhBUpD1tPT7w+aCpVHran5j80HCECECIQIQIQIQIQIQI+CBHcgQgiPPvQTCBBQIQVqFAV6zKbqrLekZdXuahhlKm0F1So8nc1jQXE8gg+SHS50mHpZ6R8Z2vtjUZs5bNGC7A2dTQ0cHtHuDKmTg68fmrvPEObyViOuevzAAwSJza6kRungqKn2j2DJd2RmdrH5Y3xHFBkrSq6lhtQ0nFlfHHGm0h8ObYMPbMt1Iq1Bl7w1BbsrszNbAAcQyabgxxjc0k6Dw3lBzpOrXtejYUHMpV7+oJqvPVsZSEl73mNzGy48RCDO1ru3q3LadsxzbC2pNt8Ogy+nQpnNmJOgc4y53eVRl8PrAv6skGowF1PLDc7fu1GuHGTB4aKo3nBazTVawvt6Yo9ZUeHgFuWJygHTITLo/mVG7vxllrbOtzWZTrGhkddAOcAKPsdp+VknNLdNDzQdIbS7Rtvn1q2Y0xVblrscDDnAZYJaAXTAzDQce5S1XUlzfiq7qnOa+s4Bxykua3tdpxcfZDvBY2aXOHlrnsfUpto0ml+frfvNIgy3QagwIOvBIO5Nm7QVRSa5jrl5JbUBOVtNxa5zgC0/eblIDSIK3B3LhFzkDn06hp0Qab7hzWduS0S4vnV0jKW78p10KqO0cLvKwaTRYKRujnq0JGZ1MAO6oOeQ370gEczIO+DeMPu4qW9OpXFA1Xeoa9jRTq0mRDHPkEPcTlPzO9Sq22zxC3q0sphzmOD6hJy7pyOJPZ7OrYG7wUq7bBQxJtNjDSe2s+qT61jZOQiSHHnw71NLsu8RpEaVi6nRDDleyXAHQvBEHTSDw8kkNui+lLEm1MGu6bnZG9t7W1AWtFSmNCNYmCdQTPmtxivid0lA2XTLhtVhGTE7W6txUbBaWVGkgaaaarzZ/m6Y/iq3jTddHG01s2mSbXEKb2EE5gLu1qMOniwK/0j9OfQxtS3afon6KdoA8XNPaDYjZ2+qkCQajrBjKhcO59KCCplGsa7gt7pha950c4zVDtznE+0CZgwsaa2ybLhhDGh4Ac05CRAB4T/Q8fBTSj3MdABAL2CCRIHfA796DSNq9nrTHsNubG8pNqNqsc2lngnMd+oBgnTzW8ctVmzboGzN00V7HEC44lhbxRu3vgOqsI9VXIExnAg/8AId67VyXceaBCBCBCBEIEIEIEe5AhAj90CJQI8kCECO5AhAyoEIOdIetp7/aHzQVao9ZU/MfmoKcFUIQTlQIUERPBUIQIUEwqIhFI+qiEIEFUI+KBCBHvKDzp6VW3dTYjoiuMGw+4NDaXpVuX7O4U6mSKlHC6bRVxe6BGoHVFtAHgXlB8uqb2U6baVIDqqTW9XTGkMHZDfduHJEc+ulokZQwSHgR7R0if6qipTz3Feha06rmOunimyqASR/y04AaoMrd3VG4qVKjKbm2QbToWbJANNlIBrZA3EnXkJKUU6lZpFVkNcer9Y9jmlsmJ03ExpO9Bd2dUUbO5umOZ198HWeHVHey23bHXuAE6vMMkb9VYLu1rFrmBrmscD1Qpg6Fp0B3RrzO5BnresJezMQ/K01GDKQ6ZEmIkzIAG9VG7YVcOtLdlyHU6lS3Oau7IBleRDKTWyAXHfoSIBlUYrGsYNKk5xrVqrH5nOb7Zc8au7LgC0k+Q4JaOpsWxF3WvdWrl5ZTJbTe0uaHP1Gg0IMaz4lYtVqQuH1HQaIpQ8vqbnucXQMtRw9oBwBAMSFlW6YRTY51RrGlwptaH+tyvJJBd1YdDjuhvCNCtRHc+E9Tb06NOhUZWuKIz21GnSLXP60ct+ZrQQTIGXRbRv+H3LKwFRjKdOoyu0fZXgtztpNhxpOOkZdC2NRrOio33Dr1rx1dU03NFNrbem9uZobnOZrH9xIJHDduKDdrLETTyl5quqXVNh6toc3Lk1d7UjK5oaQd/DgoNnt76alAM9YQ57m0amj4J3S7QPAMxv70XbJ0sXJzOpVy5hhlKo5mtOqyRmcN4B4TvU0Klxi1OlTd19c0hTlzqj5fVdpE03iBqefhCaNunOkq9acMuqdJlSoGFjKVJ4ysOTV0O11BEgBaR8bul6oKXSNs7dl7crcTyF0QQ2rqQRy10Xk6n5R1x4rL4YDVwfbq0MnLRsq4B1I6u4NPhuMO09ys4qPvf6GuOtxD0U+gW+1rVrfZc4e4EuzF+G4hcWrmaQIAImd27VavlY9VWGIPf2COsFJzg7TKIB0aQd2/3LNjW212N3AYS6HVh6x5kNBjgCPJYsXbL03zEP7BAeeQMRE6QOWm5QW9ydxhwIB0d7QG6dNyo6L6Q8LOHXdrtVa0s7bc/Z8cpUm61LWq4Nc8jf6sw8cdF2wu/DnlGulkEgHO3e143EcD5qo45fJVCFAg7lRMaKBCCIVEwoIjh7lQhAhBMIIjuUVMdyojKiEd3igQoOdIesp/mHzVFWoD1lT8x+aiuGVAyygQgmEEQgmEEQgQgQgmEREIGVAhFIQcmUn1XspUxmqVHBlNo1kuMAIPlF6Uu3rNtumjHKNpW63Z3o5oN2S2eAMsdUtndbid0I0PW3Li0HfDAqjzyag1kkZCQxvDUyBJEoHW75JbmIDwd+nCEF9hriwXl0GvFWnTNvagEg56s5iI4hgKRFy2aeZ0sa2gHBoZrmmCGlsdojkPeqLeq4VnU6bT1rrh4FNjRAcSQ0ZoEaEy5QXda6zV20GVAaWHsbQouMODmUtNHN5uJMKi5pVZAoPaGNc0kAyAGjUOzcZ3abkGatqxq9X657i32KIOmWZgEidDuPBUbEblxa6nndTNSo2o1jMrg0NBZLt2pE67uSo1PGL+lWFZrXOZSc55IkloaBBBLZmI05KUdf4hcs6zrapc90CmRTfJBI0c58HfG4CFi1VvZkBpDHMe0gPrPdplEwS07xwifNIO0sBp1cttmrUXOr0QMxbnAaHRlLo04EAaE6rcR2JZVhWph7obTpMcbnqwevaWEv1iHO7WpJBDdJEKjcLOu8hj3FlyHVmVKuHsAomKYPaz7qZykjUGZ3wtI3O1rNhrJzUoAqWoDgXU8pOaDGYMHs+ZO5BuVtcty0bXNUZT9uk6iS4NFMCGBryHSTuJIAQZ+jfVLqm9901rKjS6oQ6oX0HnSGCo0BzhG+NxQZYXZpdWDVphjdHAaPqudEta07yCAI3R5oOde6aGvdlcatu8VKYG7LU0qB7TIAjQIOq9t3vfh96Ws6qkWhzWhpmnlMh8Sc0eyRuVR8ienUlm0ljeSHPGJWtU1WyMxmJPivH1eXbBmsAeHVdr7Zw1u8FuHZRpJpXFKtvMjzVnqlfaP/D+xY3vonbD2haajsIx3arDa4AkxTxJly0Fs6kNq6RC1OIr2hTqlr2PLWhw/2w7tOABkQ4RBIMajQINks8QeBNZ2Y6Pe13aE8iQcoA4cVmxdtutrrMWOdUzua8jPBJ/Ll0nRYaZPNmDGnVx1DBroOEorWMas6N1a17a4YH0Llha+nPZLXAgCe/mtY1mugMMpPtGXWDVnl9xgVX7MS4QTQdLqBjkG9ieYXauXwyMKKZe7RAylAhAgoEIEIEa/1QI7kCECCgQiEbkCOSqpyqIiJ/ug50x6yn+YfNFVag9ZU/Mfmg4QgR5oGVAjTVAgIEIEe5AhAy/RAyoEIGVAhAhEart7tfT6O9gNuOkB+TPslg9e6w9j9G1MQqxQsacji6vUaR4Ir4cMfWLWmvVNS7ql1W7rO0L6tVxqVHuni5zifFVCSQXEZmtPaa46weagOdlaYEdkud3Ecp4RzVGZoN6qyt2MAZnHXvaHFsPee/X2QN3NWDiXGmC/M9kH1NWQGtIOnmJ3qIoisKZdXBbR+xsLqFNk9uu/sAzw3k8kFqxzGw6oRppTAIBB5x4aFFZGjVIpv6x2SQ3OYhjnNMty5dDA380RnbWoXjM6WtqAAVGuMaugtbG4t3rQyle5D2AgPc5zA9zXQXdhsET7OURIgcUGs31cuYzM7qMrBDKZzEwS4Au4HXgIHFS0aDdPc+ofVscKrnAsdo+TqYdMQN5PBYVlsJ7VV7mva1hLgHvgjrIDSHGPZcJhw3HuVg7QwgGlQouZVFSlhp+01s5GeqynLXNed7iN43ACCNVuI2yzrMqVqVRmSlTqtz0mgkMDADLqu4tLjoQ0u9y0jcrKrRFazc+mzLUGe4FGOtMAgte2R2WmIA3orabZ4c2sKlUUq9NoZcvh3qy0y1pE6B8yeQ5zCqNqtbp/VMeQ+rb1CBQqsaKYLmkdktgmAdS53BBn+udRNxcU6eXIMlDtB4c4xPamNeJHcgydrdUgajHVH9W6pk69waWPc0Auc4HcBJAIER4IFS5e6i5gc/qRla5gdnIZyM7zpxQaHtfUNWxuGQ6m+g0hhY4kimJgNBiWiNQdUR8n/SDFRt2XvyjJXZWytIM9vQmIG46DgvJ1nbprvZ2tGN37ATUdd4HiDJZxzWwfInlGisvlK+sn+HBidOr0CbTYZnbOE9IOOM3kgMusPtq4yHdOhW8fxPV9BLWqCQ5rwcuUVWudmZlGkSNQeJ/slVlLWrkear5qF2tWjqTu4DTTiNIUo2izvMtRzZeJLSyo9pykkAjsiDJhZsWVtdncsexrWOGuZwkmQ6YcM28gLNjSneHPRqFrYJEhp4AHeBzjUJB0ftbRbh20WD4mHgW2Kh2E37SPvu7dtUcTvIeMuvNdsfMc8lAtIJB0I3hEMqIQimVAhAjvQI+CBlQMqBCBCBlQI96BCBCBHLyQc6Y9ZT/MPmgqVG+sqH/kdEHGEDKgR3IIy70E5UCOSCI79yBl+iCcuqBEIIyoEaaeSBCBCDxp6ce0/wDDejvYDYOjVyVtu9oKuM4rSB1dh+BU/VscP5XXFYOHe1Er5qnNLi0Zc8da0bt/MqjgTL3ayRpmG7TgEFNzHVC2gGn11QM3kntECBz3qDZrmpUfWqB+uQZHD2mtbThjWEjkBwWkWLiaZqvp5GPa2SXHdGoIB7I+aisRcVW02UqTyXCs417gN0eQ4BtKDqCBEqBRrZi94EvI6t7jvJ5ajf8A1QX1Gs+k4EugZ5EgFrSdIa3iqNjsZDCQymGtcGVKrxLmucSGgH45SrEZCvUYGuYx721GAiqwtzZiBJdMkgECAOSo0/EKp9WG+oYxoIcwBwadfZaNTu3LNWNHc81HS9tOmc2tQtLmiHEhvaMdo6EHRYVs2DVMrjRdRe0BgBkDsBwOalHsxpAgrURvto6hSrsLqRcQRnzNyFrgdJLSC8iSYOnitI3exdc1HPYx+ZzyaxboSyoRDXCeLxvctQbDY16NPrKtNlMVGENNeq0wABrTgTLXbxpOm9UbNZVnUG9W4NNOsSGOBJpUZMgHiWvBJk9yI2i2qEU21z1lLP26ldjy2mHcAZBBEDUHeYVGxNuWhrwx9UFznMq03NJeA6Hera4kAuJGYDx0QZRzjTZXY7s9U49e1hIa7KAey6QA4t3xx3oK1a5Z1IFIdd1b87LhroY5hILHRIJ7wICqNG2krZ7Ws1j+zUL2vex0dWXSNXg+0ToO5Qj5bdP9Pt3sU+r7HWNpiIyh4ggbwvJ1nbBT2PqGptFgZmW3ds+k5u8nrbF4kAzG5MeUr6X/AOGxiLBsN0vYVWr6W+29jd9k723OEOBjnPV7l06f4/5Ly+luHvLeqLagZSeDmOUCmGk5mtI7+HFWjOWrw7LWYSHOaQ8CZBB1yyddNO5ZVkre5h9PM9zgXOZ1bZDSQNAZMz8ihttOG3ryD1nZOWHx7Jc7dlA3EcvNZsa2zZrAsd1b/WDi4l2kQAJ7uKyrrTbayOIYNiNuKRFQ021rUj7tWkc1MidxzDeF0w5YyavZXlPErGyxKn7OIUGVx3Fwh3ucCFq+PDPK4hBMcEDKgZUCN3dxQRlQTlQRl0/qgZUE5figZUDLyQRH1QIQTCDlTHrGfmHzQVqg9Y/8x+aDhlQRl3oGVAjRAjVAjdKBG/5IBH7oEdyBl5acggZfogZeaCQPNBEQEHy19MzH3Yz05V8HZUJs9gtnMOwO3AMgXF1N/dac81Rg8lYleVNNCQ2TIAOu7f5oOGSWxmkkSBrAHDv8VBXsqTql1Qh0uY19UO3wGN00HfEwrBfuiowkU31spmk4A5NRv0jXeRzQWdQ581Ok9tZ1Uw10a5nnLI3zPIojB3tc1r+uRULjTc2iHHQhtIBjToN2kLNUYQ4QczxEwzQg8DPKeCoyFHO9xz/7h/2Km8amNZgAnkFRtdkzK0wRTLmCLiC4SyC6DwIJAnnorEXtd/V0WufSpjPNahSLCCNSXkAd4kknuVGh429rOrbUaxhNMudVDsri0mcxPgd8TBWKsaQx7+trV6dFr82cyQXB3/5G5j2iGiZOkrKt0wZtOm2J7FAZ2vLhU7BbJcSZYMp7MwtRG34dedWxzad0W1DUaaVV/s/yO3Zmj2tSPgtQbZZua00hQoPq06zzRyuqZTlHaLwP5nHUuKqNttbl7xb1Huayk+ll6+m0PYxoGUUmiIkOHZB1haRtVvXqPLKTqb2sDy2q5z2tAOhpiCTJaJzToBEKjZqD61BjSGPDarhUfbS0kUpyM7JkFjiZEiTw4IMpRvGtq0SC2nByskksLHE5XNIOYGN5PDwVGWo1eqy0+rfTr0QwS5+VzWgmASQGumQRx4oJqVD/AL1JjG1IGUkwHbxJA8ZGvvUGnY5UIt69OmIfRpvzVWwSGOmYEdscyNZQfNHp8Yz/AFrWNyBzXvLc2bLERE6jQ+BXl6zrgwWxFRhxvYmpUaHU3NtWuGrey6k9hHfB3rOPMK+iH+HNdtt6/TfYEPptbiuzV0KbR7Oa2uqbjmjQwPEhdenxWbzH01w28bkbWY+B1QfRYwHMYblzcpg8dYGi3YRs1veltBhqNBpOysFQPDh/MS1zYInf8FnSspTvXEth81HuBdUkBrjMdqTMkcZ3qDL2l+2mWPYAC5nqajgdHCcskneJ1nUKaVtlOvIJygdSDqHRECSSOcyVlWDxio003VCQ6iJGZ3EkSCeXyWoldZbNE07fGMMc7rH4NilVlNzhDjQu2i4pmOABLmhbrEbFG7RRUZfigQPNAy6c0CBw0QTCCA3zQI8kE5e7cgR9EEZe7xQI4oEBAj4IEaoKlMesp/mHzQVKg9ZU/MfmoOOXuQIVER5IEcECECFAhUI/ZAhQIQTHNBEKicqguLO3+03lnbHQXFanTJ5B7gP6oPiD0o44dquk/pL2lzZ/41tTilZhBn1VGsbenHdkpCFpGhnWDw754cURwDBqQSXHeZ/tuRVa2pjJdPkDssp5RILnVXSd24Q1EVKwc9zQ4avE0GyTOUaOzNIEaeJQWz4Y8ONMupta+4Fcj2jTaXEwN0EcEVqlDrHU2ueJL2gxI1L5J181lWRDCchIzyezl01O4ZRuIAVRk7WmXPa0NGpIzxmZMdp2unEKjcbQBrWZG5mCKlMsknKB7RB0OU7geKsRSv3U6I6xrSdDneMxnOIMN4uk6gacko61xqqASxpJdXGcsaSdBqH5t4HAgrFWNNZU67KXl1NlbM9jw2Y3xlb90Tp3LKt3wyqxjqLmVXNfWyVHsDh1VQbshJgOyiYIjXetQbrh7y+l9nFQ3FN3ri2qIeW5zDWuIhonQ6kFajLY7IGo6S0tOZlZlzBaQHu7QAjVugJHLVaG1WFw+jXbUblFBtVra9OpNUsqSXNGYHtO5E7uS0NpsKtSk+k1wc/qGh9Gq72AHS0btXgg5sp/ukRs9F7A4PdXD/s5yAy0VJqCYIBPV6nWSZGoVF/Se19O1zPax7AZpx7QmCGu0iBuPiUF5b1vbsmmq4ENbUYHEgNyguOZ+gnNoCYKC4qXFMuaWVzQpAtbWzEhrWt0zBgBdL405QUGrY7Xp/Zq4flNNpL6FKe0SDByuO8P5fulHzl6c5q1L+pma6WOBawy1rYIGbQa8oXl6rrg1DYuoPt2wVSp2GCrYBzt8t63Lu81nG8GXq99egPeus9v+nOzHWAupYBXa0dpoNve3NMAz3HTTcuvS9WcvR9M8NvZAZSex4rvPVfea/tEy5519oaA6R3LpUZyyv3ljX03dVSY6A9vsZ3QXCIie4+Klhtnm3rajCwkAVXepdPYaeDi479WnT4KaVlBekNcTXFKpW7Aq5S2IO508SToQppWz4diNJ4Z1ZOZnslh0GUauII3Dv4LNi7TfXDa1I5ZqHJllm8ZuQIkApB13g9Ys2wxe2c5r/4xg9O5e5pBJr2NTLlP/wAKi6Xhj1bjCypCgQqJyqCI+oQIVEwgiECFAj470CFQjfp5IEfRAyqBllBzpt9ZT/MPmiqtRvrH6b3HXzQcIRCECEUhEIRSNPkiEIpCIZSgRvVUhRCDyQMqCTeMwy3xHFapy08Hw6/xB7+X2W1q1gfItCK+AWHV33WHWlzUOepftNzUqO1l1dxqOM85ctMLoiZA7cbvJBBa0SYHZ04jdyQVGENtX7h1lVzcrZc4lrRHZG8E7u9BTqlrSwPYGtILWUiRFRg3RGsgg6oMVeuNK0vX6NqGl1eWZIFQjLGvIkGPNRWLpU2tDA2XCBnkHQ8NOKgvGU8pMumCcsHURoSP6lUZyxpltT2M5AzZnAluUbojme5WDa6OWm4AlxLDNSgQW6by543AGQtIxd8806WU1G9bV7IbkLXDK4lzG7ho7ceAUo6uxm5rNzsDX1K7XS5sEanSDMTE7lzrUapRe4VCbdxytqmpUdAzCBlFTWYn3LKt5w2vQfUFO5DbWheQ80wC0y0ANcxrpaJ4jjMrcZbjbuqOBqPp9U+mC41DApwZYWkTqCtDZLZzj9mLKtQMZmZb1aj3AZchLnnd2QRlJJ5QFpGfsatKpTbTYwXLaoDrYwBlAOXK0k6tIkl0SBxVg3e3cxrg9tVsvDKdAxDab3kdlhmTk3qoyWaq1r6tVrntJcatamOrFaIyhwADjoCJP3YOioy9J9QU6dOrlrNa11a4FcA5Hkxl3mHbohBdGtTqUntove2pVLmkESwOB9XSBf7RB4k6DyQVRdUA3rQ4vLmuaDTBe5tVvtEB3OD3kINYxmt/pqnUtPWuJdTc0gsyg+03gCTpHFB8/Omsh91fUy8O6oVerg72lsyAN/8AReXqumDQNkKuRuxNVxhra9k4gCSQLpoMeSxjeGq93+hNdPtul3pptGO6oVsHsqmQOyuiljTxpO+MwBC79LmsZcR9Hbe9bFem1/VU6jqgLs/YlrzuHAiCPFdWNs9Svy+rlbXJY1mRwGh3SZPM8/cou2doXrarm5XDLUaHuc9pMhurTroXCJ1+aisrQvqgqOa4mowntzLTWcdBoNdJ0hQZ3DsSZm6o1iKOlR7nnsmCcueCTGm7cd5UsVl7i+FSmS8Gq95aWwZeDvBBBjtajVTS7df0LymNutjrptRp624urCsAIzG8oOAbyMOYDot2eKz6u1ssaclzUhBMIIhAhAI5oEc0Uy/VEIQI+iKQiGVAhAy7pRSOXFEc6Y9Yz8w180FWoPWP/MdPNFcI/ZAj90CECECO5AhAjuQMqBlRCEUhAjTmgZUGgdL+I/wXoW6bMYByvw/YPGnUnzEVK1EUGweZ6xEfDuyBp2FnTHsNt6TTO6Mg3Dx4LTK6kxqAHOgyNIjcY70E5y5m/MPvAbtTCCu4ershlGZ7alR1Q6ZiXFuXMNOGg5orHh4Y2kW0j1WjQCIcyd3aO4AbvegxuJODbJzHsAeatJjqc8SXEa8BA3HepRZ0XCAIJA3EDNMRuEce9BkaDgHBnVbjBYDv4gz/ANCDP2BaAWjR0lxmAGgbo4CeSsRn6Rc6m8huVpbmNN4JcYEzMkafFaGuYuQWPh4q0mtNXriSWZR/xifa0I7lmjqzGKsVnvLiMjv9pztQdZBdumOCxWmBtnDrqThlFJn+zVPYAzj2CAJJG46RwWYrdbEVKVtDi97XNNJ0798uYANdQZAB3LcRtVlUoEx6nqAWtpgslu5xaHMJGV0mGytRG1UzQe11J1w2kGtMAUpbUq6ODXhu7+YHmqjcbFz2HqXuIuLik1lStFP1jHVNOrc2QGtjUjjK0Nls6jmguDDT6pxiqSC12VoziTGUTqDzGisRfUHV2VKHUF1S4yNa2lWGVxfU7UdXvPZ3zoRqqMj19NoD7d76j7miHsaz2SC6C/tCA2NBHAQd6CpRrMNOBVBpFxHWmXNdmkTlE5TpHdoguzcXFRtV9OqLhjHtFxXcG03Go3QNaOIaNZbog1jFrltW2r1aNTMHNJrvpsIzE6tgOkanQwFB4K6YWuF1fudTLqbusOZwy5nZdIZJI715eo64OuNlarm2OyVRlQ0qlvVpOa/fDm3LSDlWMfRbzXt/0Saz6PTb0qlr2g1MAD3OfDpP8abM9xLtV6Ol+Vc8uI+iLLlja1zUfVDWOqVhBbAcQ8tzN79YJK7MsxSvIygFwpDKGvayDroQ8k7gfcgzVG96zK1ucSSCMwJcwAeyZnxLtAorK0sSDGUjTJaHl7y9zsrRkBktdqSdf7KG1/a4kxrm9YQWuGZggQAZnTeB/L8dU0NjqYgepEBtNjAQQwy1pIku3TMb+SzpWgYpiP2fGdnLt0NqYfjeHVyQDDQ+s1hM7tQ/fxW9eGXpWvT6u4rUz9yo5vuJXF0UsqBCBlQI/ZAyoGVAyohCKZf2RDKimVAyoEFAyojnTHrGdzh80VUqN7b/AMx180HGEDKNUDLyQIMH5IGVAyoGX3oEdyBCBH7IEIGUoEIOifSpuzh/ovdPF0N9TArOx1//ANuJW1IoPjZTORtIOBbDWhp9o9nTeqyqBx7IOn3tOJ3cOKo5OccrS3frq0R36zu8UGZtsKxbGbnC8HwHDH4lid3b0yxjXMZSp5pJfWrVXNp0WD+ZxhXSOVzsF0i24qMGCYVXuLd7qZpsx/Dn5skgFrhV7TSNeUqavsu2s4xsd0g2VlRq1tm6dShcXgY0Wt9aXNUhjCS9zaL3EDWMxieClxyNxh24dtWwTU2Xvm5iQA3IfMjNMRuU1fY8Kwbj9Jw67ZzEmETJDGudpyh0Der59hlaF/eWwpsuMDxO3MODGvtjBaDBjLIJB0KoyT8dFOi007G/EEOyNt6pAbO7Nl0mPDmrtGBxXHKj7Z5oWV85jWh7KrLKu0NDiA4B7mahum5ZtWOpsUxHN1gfb3hcxwDOttqxc4b9exoAFztaiyw+ve1HMeMPv7jtl0fZa7i5+kDRk7txCkG8URe1Ayp/CsVqEvLqTv4fcugN1eWltMbs0CdZW0bRZ3V9Uq0Q7CsTc3sOqZrG5c5zmyYkUpmFqI2WwuLqRVdhuJUrmDbNIsbpmUP35h1WhDToQdFYjcLC4qtyxhN4ymTnrPp21wcrWGM2VzPbLiJJ09y1BtDHVC2qK1jdMGdvVCpb19aZdLnPOTST97mtIyH2p7QXVadfMRmfVFGsQ8OPMMnMRqYMbkVeMNxQcOrp17fM4PzdXV7QIIdmYG6E72tGnFEVqVUNz0haVJfq1j6VQMaW6gh2UDM7jxndKorGsQGB7KnWhhFKlUZVa52XUMzQd51E7huQarjOIUwzO6rUGfN1gNN9N0fyjswYO4jes0jw10s3dvVvb1zHilma8dQREESNCSvN1K64uutmqh/hmzp4U3NbPAxcAgEnvWMeI1k9sei5cgdOHSM8ZaZr7M1qghweI/ilMmI0O+Qu/S/KueXD6EOuS2vcZQ5zevqgMHDtEmQZ9rmV3c2Qp3LhpVFNhcTGoaTMfeaSDliJhFZKndFzWhzCaUgsLhDjImQBEHNxJ3aoMjSxIwPZ61rgXmJDjEHXhlG47k0Ms2+YyoOo0FPKQx2UgmJIB36jdCmhl6d9UNJlWXPBkUsgcAC49kExpHvTQ0PaK6qkMr0i9z2XVvVFPI5pa2nWY4kaRGh38VYle0LyDdV3Dc95cP8A5arg6rcBAyoEIGVAjggZfggQgZfBAhAg7/ggQfduQMqBlQMuiDnTHrGfmCCrUb6yp+Y/NQcYVER+6gR3qiMvcgnLx4oEb/mgZUCEDKgZdUCOe9Aynj7wgZUHmf00ahoeiZ0wEb693sxQdw0fjNGfkiPkCHwCJGjiI3SqiuH5gQQGZ9dBoOGnOVRUAkbhqIcdSTOmvhyQZCniV/RtnWlO6DbdxA6tzQWu0ygvnfAV2ipRxfFLY0229W3puY4EONux2p5REg8k3RnbPbbamwqGpRdY5yYb/pgJjgQxw4aK91Gw23SXtjRa7/R4HeMYwMe51vVMgzq5oedIOg3Aq91TTY7Dpc2oty3rdldmb8tcDSq1KVVuRwMtLhq1zP5uad1NM9R6ccRoNNS46Ltk3CvD6TaVWu1zYdrllpEPnj4BXuppxvOnuq3qqDuibB6bLZjmEi9hzQ4zDnCiJyklwA37ineaaff+kI5wfUHRlRbTtmf7Yvc5Jc5whrTSgZW7z4GFm9T4XTUrv0ksNbq7o0q5alFpZkuKLy+D2ZDmDUjiVPrfC9qnbelLsnRcTW2Axem5haRUZdUYYG72ncXA6+4c0+vPY7K3ez9KTo0D6XXbLbZCl1jjSdQdQc6lJBbkAqgHLxaNDvBV+tPlO2t5sPSm6ITlJwLbuzqdYQbi3YypTzTDO0blpbO8HnoVfqw7a3S19KnoLpA9dT6Tm0Wlzar22bNxkSB9tgmRrOkKfUh2t1sfSr9H2oC5tx0k2zi1zGVKti57WFrQTLWXkuc4SDOkbk7jTb7X0p/R6uGMaMY6SLWm580qrsNrVBOjm02sF0d548JEqbvwvhmqXpP+jvnp06203SLZ0qlU5K9XCrntEauGQXDi3KRpPlKefg8LhvpMejkyHP2t2+oGq3O9gw27Le17BzddALxrv04p5+DwvafpIeju/St0gbeDhVp18LvWVMhHs5XPiQN0b+Cavwvgb6QPo41erD9vdua3X5e1/Cr8uLNWszdqZA3Qn3fCeFO46WfRXxKm37Ztrtdd0K2bM/8Ah+JNaajeyTo7QNGroT7vg+1oWOYb6Ae2FvXp7U2GM49Tf2q1G9s8cpmMwaXTSqtMmREHxSzK8niNZt+hH/DEta9te2exN9a3VtWbVp3AG0tdjSztAPpVbp7SCdNQs/TvtGrl8umr3oi6GOjjpI2g2u6CNqcUxjCdrMDdZv2exSyr2zMIqPuBWc2jVrZX1GVHNAH8msly3hjq74Zyvo+h9j01dDuMWdlcVukDaDZPEa2G27sW2cbZV6jLWuymKdVjH06JpvbmbILTqOCz25ey7it/6t9EFQlzOlzaFrXNDmf+0XALWns5taE5U7b7Q3PcPSx0PuLS7pjx3NVp6n+F3Qa8RECbckHTUFO2+xue64/9SOi5/Usb024xSLhkc92GXLsumgc0W0gEcxvTtvsbnu4N276OTldS6ecdFEOiaOE1yWTo0ucLYhsTv4pq/wBpue60r7VdHd1Uj/6jNpGhjmtdltLstIfodRbNB4Eapq/2nj3YLEqGwN7Rqmv0645Xo1J/0txTv3GqxxjO5raQloI4eC1LfZNT3Ya925p4YxzGdPt++hRApNacHqGqTup/7lPcAI581dfCb+XbPRltxQ6RNlrrG6TS+tguLV8BxC9FE29O8rW9NlQXVKi4ksD2vEiYmY0XPKarUu2/R8VFMvJAhAhAy80CECEDL7+aBCBl84QIQMqBlUHOm3ts/MPmqKj29t5jXMfmg4x+6gQqGVQIQI+KoRKBGnM8FAy8t6BCBHxQICoR3KAWqjy96brP/wCJHS27gzEdlHO7h/GKQUHx8Dy3s6TE5uAIPHnC0yumn2S0CCSQd+vEQUFUuAaCQQI7bwfaHdHFBm6WD39wxtS3a28eG03vtLdrn1mNe3MCaTQSdDEgELWkXFLZ/FKjo+wYm5+4s/h9wIJOky3QJo2yjtmMRoUPtl3bX9vb0XgPuqtjWp0wDoJzBoBd47ldG1als/c5mhlri1VryPW0sKuXNJA7JBazie+E0M/h2x91WHrjjtsHkzTODXDwZAG4tEdr4aqyDbaHRPSuWMe7a/E6JquLTRdgFYBjmaloJ/8AGQYAdvduV7flNshW6C8Furb7QOlHHWXVFmb7N/l1zQA4ZRTAJJJbz7pUuHybazi3o9YU1gfX6T8YdTc8Cs0YG0NZUiWuLs0kE/yieal6fyvc65xXoAwlkvobZ7R3lePW1KWGUnUz2spYxpII3lzfiVL0vmnc0K96Cbu0fXbh2I7QXxoFpo3LsOpBtaoBJPV5tBOm/XesfSXuYip0T7Y25d9gw7HmtZrTbWsrdznQRGYioI8k+nV7o4t6OOkqiQKWDYmGzmeXWtqZAMlurwC133gRqp2ZG4rM2Q6XaBIo4TetbnNRodaWdMF24iGv7I4ActCr25G4uWYF00UjTFHBuqbQPqAbWzaBybAqeyd5HDgmszcXjaXT1Tc9zMGtZgZDUo2mZsREFtQajcO7er96eHN1T0hXluTBsPYwaNc+jaZo/wCR62Z70+8+1SNb0kXU2MOHYX2NQ51GxJ8/WbiN870/kPtXIxL0m2Pa+lh2BAscXMa62snCTp96oeCfyH2oGL+lM0lzKOD0zlgRSsAQDvDZfp47+Sb6i/aNx30rKRa6na4A0sGWTRsCHA78wLzM7jz4pvqfB9q6ZtN6WjRkp2uzxkQJt7Bz4OmUOL51GkJvqH2tYsOmb0h8auKuH2GMbNi7FR9B1nWw+0tXMqscWupl1Vwg5gRqVmdTO8aNYu2vRu6U9u+k3bLaDZDb64oXYt7BuIYRiFC1bZVLSsy5bbV6L2Uuy9hB3u9kjRa6WdyuqmUknhreP7aelMNsdqLrYjFMEwrZqniVzbYNY12WNT1FCqabXPFdjnFzsk9o6HdCW9TfjhZ268qLNuPTODgTtBsxUy5oa6jh5BDzJBhgkTrB0TfU+D7VRm23potBaNqNnWw0NLgzD5cBqJ9XzU/k+D7Vb/O/pmlzDU2j2XdlOh6uxzCd8uDA7hu3K/yfB9q6bt96ZLXl7tqtmGSHNGSjYhga4doZW0oIcNDMp/J8J9q4d0m+mDmJuNsdl3w3q8tS1s3tyxoA0UogDQcuCb6nwfa7R6PNofTr6VL/ABrBtiLvYzavFdnbajf44yoLKwdQt67jRok1K7WMqNLmEBo1B1TuynOjUrs1/Q5/iJXbnvxDZ3YtweA2pS/iuDBpER7Ul27eVZnl8Gnv3oV6OsZ6Luju12Y2n2iobV7YYniFbHdsMXsqQoWFO+uabGfY7CmACaFuxgZndq90ugAgLNy21Jp2nCBCgQqEIGVQIVCFAjX5oGX91QDe5AhQI1VCO5Bzpjts/MPmoKtRvbf+Y/NBwyoEIEIEIGVAhAjegZUCOaBCBH1QMv7oEfug85emPZ/bPRJ6eaQaXutrHBL9g3x9lxi2eTHcCg+LVN2bhGb2Z36jgqyvWF2kGCQG5uMDu71RcGSx5jU5s2UwNd4lUZK8fVtbyxvrK8q2N8y1tqlve21V1CrSIZALajCDIjUhKOVzje1l2KzrjbnaVhIGbNit20vLvCoIBB17k8+41wXOOnaHY5uIbUY3i1hSx+yNzY3uJ3V1bvGctAqUalQsIbIIJBU9Z+x9tcAs61TCMNd9oqw63ZAD3ARA710yvlmM83D6x316pnf23f3U2ukPw2plPrXk8TmP902umIusJ39px75Ku000jaHCZs3gyRnaSDPNXGpY6tv8Ha0OgR3ytstHvMOyl4jjqitfrWZ1Gp10UGMq2JJJ1zc0Fg/DnGd55oqzdhFV3A6a6KaFI4JWP3T36Jo2fwCueDteOqaAbN1yNQ4Dmmjaf8s3B+6494CaFCts5ctDi1hJG6QmjbV7uzr0Kpa6m4DcDCmtCKdNwrUmkFpLhIPig8SXFn9q27x/M0vD9pq5And/qYB3ry2ef8uvo7r9Hm6fhfTDtvfUHOpstMKfUaBq6P4mN0wCJE966dP8qzlw9mv6Lan2m5eKL/X16lZ2m81Xmp/+y9GnPa+o9FbnATQJ5zMqaNsrS6JQ6P8ATHXhH9VfAyVDodDyB9kJJMRBU8HlsVr0ItJAfZauj7vNNxfLZ7XoFtH77JvKSFO6Gq7x6HujSz2AutscQt7ZtCtj9tYWbnARLLepUqwfMrnnltrGO58g5DuWWk5VAyoEFAjVAyoGVAyoGUIGVAhAhBMIIyoEIOTG9tg/5D5oKtRvbf8AmMe9FccqIZfJFI/dETCCMqKZUQyjyQMqBl96BlRTKgQgZUHU/pAYO7H/AEePSBwdjc9S56P8XuKLOdSyay5Z7jTUo+CtjUD7K0rZpFSjSdLuJLRu960wyjNHCBBJid88hyCouhGXMZENkCeG75IMlcn/AE2EVIDm1LMhrHcDTe5kNEaRxPFWi2c92d1Q5ZcBrlBygEEEg7+fggwmNk2rLa8dTNMWOIWVdg1Ab1VwwmCd+m7uUo+6Owz23my2B3LdW1rVjgfEBbz5MeG5toDh5rCuRoAjdogxlzQG8CQqNNxu2DrSsImIIPmtRmuq8QtR2xC3GWj39iHOfpJK0jAOwwEnTedyKp/wgH7n7IK7MBa7ez4IbX9LZym77nfuQZGnsvS3mnqe5TYu2bLUdR1ehG6E2Lpmy1HjT7tybFcbLUNPU+UJsWV1sxQymKcaQNE2Orcf2doMLyae7doqOqMTt208UtaTRGZzQf1BZV4fwyky421xWqGy2vtHckho1LftTh/ReWfl/l0vDdOhtxp7a9IdYdW//wBraXU6hnNOJSwtMHtacty30vyqZcPvLV2PtG1g3qG6UqMiJ30mFdO5NL+hsnbCPUD3LPcaZmjstb6RQbPgp3LpmKOzNDSaQEaDTcFO5dM/abO27SCacnnCm1kbFQwW3bEUhvncs7XSxxe3ZbVLakxuUuDnv4cgFZUrFQqhlQI+iKZUQj6IEIEIplRDLxQMqKZR4ohCBH7oplQIQc2N7bPzD5oKlQDO/wDMZQRl7kEZe7egQOcoGVBMaoIy8EDKP6oGUIGWEEx3IIjuQI3IGUa6IOFfCqeOWOM4BWbmo7RYRiWE1Wx7QvbOrQDfNzwpR+bHBqFa0wu0tKwLbiypiyuARPrbcmk8HXeC1aYZ2mDLSNw7Oms+HeqLxstygsGcCfN3HT5IMi5xOG4Ycx9VUuaLnE6NAIewNndM6jeVUW4yNIgkOcMzTMg7wAZEkTKisPtDbuuMIxSg1rhUda1ARmLurcxucEA8eyIITLgj7Nej7jTdoOinZHEmOzdZZUpO/wC4Dqt531MXebO9c2nMNmRCDH3TJJ0VRquKUpoVhH3StRLHVuI0oJHMLoy026ogucI4Koxv2cTu0VFyy1GmigyNG0bPsiSgzNtaNJGimxn6OHsc0HKNNCOKir9mHs07PmpsXTbBgGrU2qqbJnFqbGGxG1aKbzlE66qxHS21NNrQ8gamVpHnbFSDj9CfuvYfLMFFeJNkaQr7TU6xlr6+N1nte2XFxN1UIGUfAcV5seW62PoZa47QdID3Ug+lcNwuiarphjqmIu0LwZEzqAVrpc0y4fpEvbNrb64bGjC1u7Tssa3+iiqtG1aBuU2rJU7ds6DVFZClQBjTzUqsrRpNHDRQZBjRy81FadjThUxF4H/hptYO6Zct48M3liso5KoZeMIEceKBCBlCBHwQTlQRHcgR5oGX90CO5BMAaoEbuSCI4fBAjeUHNg9Yz8w+aCq8dt/iUHHL+6CMvdqgmFBGVUMqCYQRHdKgmFRGXcgmFBGXuVDL3IEILqyrG1vbO6jN9luKVWOeRwdHwUH5/OmHZb/JfTD0ubJmkKdHAdssWp2YiB9nuq/22k4N5FlwIWuYzeWg02u0gZS4lxG8wOfgqi6pdqIAyySYdy4TCoydMThd60sJZb3dKqWiTPWtLQGtHEOAMp6It2l2U0y8jMWw1oykHecviOJRVOuGlhpuAyF4Y6JILD7QcdZyjiEH0k9B7G/t/RjVwJ9TPW2duqlrHENpvLW7/wDiArfxhOXtsMngsNOGRw11EaCNEFrVJe7I5usSPJUYG+o5mvEe00iPFWMurMQomDI13ady6RlplzT7ZEeC0jH5QHbo1QV6YEhBkKI3e5QZy0Ake9FbNatBABCyMoymI3KKrhkIDwIPNBruKQ2k/uCsR0Pta+A8d5MrcR5wxF0409w1LBmk90u/op6q8Z7BNzYjb3JY54Ne4rZYG8Go4acCTqJ4rz48t1sXQQ01cZx55LnvrY5sra5skuaLi/5btS7kVel6mT9KWJMDcWxIfy3VVsflcR/RRopAQFFX9MDTvUF/TCishTUVXzAAmYQaJcO664uKv89Qx4DT+i3GKpx+yCI18OCoR3eSBEIEcY8kCNUEweSgZVREe9AhAjf7lAjTu4KiYQMvD3oIyoObBD2fmHzQVXg53+J+ag4x7+aBlQIQI+G9UIUCEDKgZUCNyARxQMvwQI+CCI80AtkRzVHyK9OvZt2CekH/AB6kxwtuknZHC8ZouYOz9qw7Nht2NN7iGU3O8QrimXLyE1kEhrdCSWloGpHPuWmVw1rmmHbg2HNGvyQZOxpmu3EbRpaz7Zh9V1OZ1dR9a3Xn2TBSJWOpBlWlScaZqdcWlusAwdA47wOKK5CiHNbSc52Q1HMrNJB1AJfB3SDBHNB609B/aZuH9Iu2Gy1aoWsxqlTxG1Y4+0+owCpv4h7I80nFh6x9V20czZjdosNONajkAEEl249yCwuafsVMsFkAju3FWDDXlLUnfxlWI60xW2LX1mEbnGB3HVdIy0G+pZSdNAVplhHCCe4qiWu1HwQX9F4UGatag0UVs1pUGnwCgztIggcVFVhCg4POh+Co1XGKgFJ4961EroDayrJfBO46LaPOWJ1QLzE624Ura4cT3NovP9Fmq8ibANaBbV3EubRsLyvUMQGhts8zBPAkb158G63f0a7V9ba3CLWpmd9v272TowQ3K4sr03ySd5BPFOn6mT9HF+8PxPEnDUOu65A8ajlGk0joO5BfMKir6mdVFXrHIKd3X6q3eZ1cD8BKQaoGwO+FtlMfBQMqBCBlQMvNAhAhAyoEIEfVAhAyhAjmgZUCEHJjTnb+YfNBVeO27xPzRXHL9UQj4oEIGXcPigQgQgRu+SBCBl/ZAhAhAy70CEDL3IPDnp+7Hvxbov6PekG3ZmuOjbaWphWLua3VuFbR0xTbUe7k27o0wB/yVx50mXD5YdW5hI1c8dnIODv6rbKuAQHNObO2TDdY47+7ggyNnVbbXllcOJLGVKYqt1gsd2XjzBMqi0ubR+HX15Z1XZatnVqUKZYQ7M0QWbjAblI1GoKgimaVQEBp6t5aBbu3kiWgU3Hi07yfJBtnRhtJV2H6XNgtpTUNKzqXjsLu3k6uFfLUp5jEENc0iTrqrjz+0vD7w2dWnd2zK1JwNK4ptq0zzDhIWLNNxWfTzgEjsqKtK1A5XNHsuHuRGBuWTTDjvaId5LSNAxWhne94ETv8uK3Ga68xOgRm48itRmtRrtIJWhQB3ILqk/VBlberBCg2Kzr6weHNRWyW1UEeKlVe5lBRqv0/qg07GqvYfwWolefdqq0uqa7j+y2jzhtHX6rDtq7r8DDL14PhRcP6rF4qx5b2UAo4Zib3U3O+y4DePBa6CCaOQRpqJdquGLddueiHZvu+k/oxs3BxOIdJ+FvrCdHfZLcPLwDvgtg8kw4peX6AXVesrVn/AM9Rzj5klGl3TPBQXrHc+Cirxj+KC6bUHNRVhe1esJYNwIb/APsf6KxKsMv7KoZUACZQI3oEIEfBAjhG5AhAy8kDL8NyBCBCKZUQhAyoEfBByYO2zxCKqub23/mPzQccvxQIEoGUcte9Ay/VAgIEIGUbkCOEIEAFAhAyiOaBCBCBlQart7sRb9JfR/tz0cXTgyntvgtzh1rUcYFK+A66xrDvZcU2EHgpvQ/PzTZc02NoXdJ1rf2hqW+JWjxBpXFu91KuzhBbVY4LrXNcMD9QWydZgzPLz5oiqWNLcrtWkOaXt3958lReYnlecNxLqg04pbOpVnAy1t1Z+qqDvJblJ5zKUWzBmqPcCypTZUaXtducHD2xHDhogx+K2dW5srilbVS++ZDrC6ewkUrm2cK1I6QAC5sDxUqvtR6Nm3tHpE6KdmcaY/Nc0bdtte0ye017WjR3ep1Od+64u/TliBrPBYaUXtcWQPZg6INbvKJDXtGgOo8VpGmX9Cc3JalZaDilro8gajctyo0G8olpdHArTLDuJB/oqKjH8ZgIL6hUgj5IM3bV4/soRsVrciB5aqKzLKwcO4qKpVquh1g80Gj43WhlTuC1Ga8+7S1Ze/xPuWqPNe3Nfqtj9uK0ntYXcU2nvqFrB81zz4rU5efMIpijs5tRVexuW3wmJ1l3WVKbIaBpM8TwXGcVp356EFn9p6Y+hCkabXBu1+L4vJmQLGwrA5ST2oI8kx/EvL7m06mpO9GmQpuEDioLxr92qKuG1OPvUFR9w2lTfUceywSf+96ChldDQ/24mp+Z2rv7KhHkRuQMv/YQMvL3IhCKQECI80DKgRu+KIZUUj6IEQPBEI/dAgbkUj3oEfFAyoOTB22+IQVXt7TuOpUHHKOAQIVE5VAhURlQI7kDKgZeCBlQIQTlQRl81BOVURl3IOTS+m5tSmcr2EOY4bwW6goPjh6ZHR4zYPp2xnE7K3bQ2a6WbUbX7PuaIp0r0kUMZtSYiW3AbWgDQVFvG7jGU8vL7QxgDv8AcES7teHLf3qsrnWSQ6XnWSdDujNoqMlSpm6wrFcNpNNWtYFuKWbNQXhgFO6bPCWQ6Ruyygsm5Xt68EFjI3GMgGhJcNYAJGm86oLjqw8BtJrabXuzMNTSQ0RDhvzNgObz3IPXXoS7ef5b6QNpejLEKjrez2gH8TwFlQhoFSoSXhgBIDc4dA5OCWblnssuq+pwB48N65NuQAAhwkfJBi7m3zj/AJSRPPvVGoYhawX89ZWpWa0bEbXR2ngtxmuucUtS1z9NOPctRGoV6eUkcFpFuHQUFxTqEHmgydGtHmoM1b3JHHxKis3Rut2scygq1bgZTqoNEx2v6uprrqtxK6A2irS+qQYhrohKPNHSTX6nYDaZ2s3D7WgIAP8Au3DBGvOFzz/GtTl0y5jaOw21lUNzCr/D7RjnGNalfMYdwPZ0+K5/01r1enfQEtG1+mrowcWAvw/Z7bHFasEw2aJoscWndq/L46pjwer7M0qkbyir6nWUVdtraBQXDaun90Bj/tN1Tt99G2AuLrvgxTZ/8na+AQZGJMnedT5oqYQRlQI+KBl5oJyoEFBGXuQTCCIQIQMqBl7kDLyHggnLvQRl+CgZVRyYO2zxCCq8dt3iVBxhUMqgZUDKgZeaCcqCIVDKoEIGVAyoEKhH1QMqgZUHmH0wejN/SP0JYniGG2rrnavoprv2s2cFNuarVs2M6vF7Nmu6pb+tDQNX0wrjdX9pZ4fGdjw8Mq0i2oyo1r2vABlrgC06aGWnQro5rthbILW5jBBbvLZ4z/2FRd2186wuLfEW0hU+yOmvbTPW0nDLXp7tz6ZIQZa4sG4fiNWytCa1KiW18LvQRLreoOstnSRDwGGD38FRTZTDm1esa3KwZmOazODBkCpO/UjduGqgOxK+2WvcC29wZwGLbF3tK8e+iA19a2qGLqk4A6hrQHtDZ9nXenHkfdHYDa/Dtv8AY/AdrsLqMq22MWrKrshBDakDO3TvXPKareN23DLBUaU3sbrmbmEaf2KDnj2yN5b4V/F6eSvaNa2o91MzFN/3vAcVMcvOi4+HUOIWmjtF1lYrr/FLIEPIEdx3LcrLru/t8hOkrTLBPBa6FRDKgBhEXlKqislRr8jx3oMpTuY46qCpUuyG70Gk47dRSqCeBVg6J2irSy4cDEtKDzX0rVMmxltbyZv8as6RDTq4ND6mh8ly6nDc5dVbRZbbo9qB5pj7djdvTykAnLRovqGoOQaSPgueX4rOXsj/AA97VzulHE72oS7+A9FVeo0OAzMqYhiNGmRPJwEx8VZwer6uMuPdwRV2yt3+SC7p1jrrwMKCat9Tt6NSvUdDKYkjeTyHiVdDYsLtKttaNdcDLeXh+0Xjf5S4din/APBunis1qRkMqBCBl5oEc1AhAy/RAy96BlQIQMqBCoZUDKoJyoIyoEKicqglje0zxCCq9vbd3EoOMe5Ay695QI3jmgZUDL9EDKgZf2CBCBCBA8UDL+6CY+iCI4+5AyoGXz8UFa3qfZ6rKppiuxulW3eAW1GOEPY4HQhzSQR3oPgz0+9Fp6Fel/a7YC3pubs5Vy7R9Hlw8OitgOJPc+gwOPtG0qh9sZ4NbwIXTG7jnZqupWVMrQ5tQMmWvg6OjWI36DeqLvMXHfoddNQ2O7jKI2jDXjEcDuKdUCre7JlrmsmXPwy4qaZQIIbbVXQ4jUNcOS1yKjGGiXHO8BrXCq2k8FroO4tjtAiEF/SpU2FjalJgbmY+3fVM5c4JIbUExMQNO03QoPUvoXdKDNjNrcR6E8buy3AtoGnE9gLi4cOxLi11tm3E03erPMZSpZua9ll1X1EczUg6EEgjkVxdHBzTxVHYWxmJ0qlGrgN7le0hxtGv1D6b56ykZ3845eC55z1axvo6k212Tds/iD6NNjnYddZn4dWOsN40yebJ8wuuGW2Mpp1DiNkIfp3rpKxY65xawgOMHjJW4y0S7oFjjIgc1pGMgzBEIKjHny5oi7p1Y4oq9bX3iY5/2QcKtzDTB0QaNjl2SHDNprKo6ax+rNGsRqXGIUI87dKrw5mx2GDUV7y5u6msQKNENaT3Evhcs/RuOtNv5tdjdm7UPdN1Wv7x3BpAa2m0NA1kniuefC4vd/8Ah82T6N704YuWkU8IwTZbZy2eeArvrXb6fiMglXEfRmnX7/NaF/TrmBqoLxtfTU+OqKvtn7b+NX5vKozYXg9TstPs1rsatb3invPepfBHYRlxLiZcTJKw0iEDKECEDL8N6BCBHwQMqBl0+SBlQMqBlQMvigQgR4oEIGVAhByYO2zxCCq8dp+nEoOMcUUiAiGVBMfVBEIGWUCPggnLCCIQMu5AgckCPegQgR5oEcEDLG7huQeU/TC6GLjpW6Lv4/s5ZG76Quif7VjWzVCk0Gtf4XVaDi2GN1Bc57GCtSbqTUZlHtK43VSzcfGGlcU7ilRurSq24oXVNtS3uKcZXU3DM090j4ro5r6mQYkkZRmdpxjWOMIrI4Zi1fAMUsMbt7Rt99hLxdYaTpe2Vy0subZ8calMnKeDg1XekdgX9oMNvKZsr51/ht42hiWAYuSc1zZVmk0KsadpurXDdnDgdy0KLWsdTqO6gsoigRlbGRriQew0A9nmG9oHUFBxxPC8Qvre0vMIr1MO2o2brNv9lr5+8V6QkUnVGiQ2tqx7iP5DwT9D63ejn0zWHTb0d2WNl32fanBQLHa/CKnZrUbmn2C9zN4ktIPIyuWU15nFbxvo75y6blhoaKlNzKlJ7qdSk4Pp1GmHNI1BB7kHZdL7FtvgVbD7+GXtGC57RqyoJyVmDkeI8Quf41vmPN+0WBXWF3lewvaXV3NHUxq1zTuezmHb13xy25WOt8TsBB7M9y6SsV1tieHwXHLI1W5WWm3FA0ydJH/dyox73FuoOg3qipTqzMSCN/mgrddB36woLS5uYa7WeasRoeLXJdnM6yfgix1jjJL2spg6PcDpyCzVed9v3tuts8PtvuYRhbM4EaOuqhfr/wDFoXLPlqOuOlSo0XOz2FEkfZcEtGFoc4A1L65NQ0ydzRlghY6nssfSX0FbI2fQ5t5tE4ZXbY9IVwy33wbbB7KlbiBJ3VHuEhbx4SvZ9Kv3x3KjJU6xjf5KLtzthe45iVLAsKdluKwz3l5922oD26ru/g0cSnE2cu7bOxtMNsrXDrCn1dnZMyUQfadOrnvPFzjqVyt22uI85QI/sgQgZfMoJhBEfRAyoET3+CBHNAjT+qBHdv3FAiUDLvQI4c0CEEx3Sggt4HVAhByYO23nI0QVXDtO8SiohBEIEcUCCiEIGVAjiiphAj6IiIQIQIRTLu08UCEQjzQI15aoqpSqVberTr0H9XWouD6bxwI+Y5hB8Z/TB6BP/Sbbp23GyeHi36Lek+/r1bW3pUwKOA7Q1c1e7w45RlbRuu1XthAE56YAhs7xu/255TTya3MS0tEHQtbOo4zvjTfC0yuwGOaDpIcRDd2vHulUb/sXcU8Yt6mw11D8UtzWv9gLuoS0vquPXXuECN3XgGtQ/wDyNc0e3CsKyXUmlUY5hL2PJNCoCew1xiXHQxzHDiqNlZs9iTrVt9Tout7Wq1zqN1Ve2m2uCcrXMDnM6wzue0ERoroRgG2W0nQL0i/+qGD21anSLaVDpX2RLTTNe1a1tL+IClzAA6yJ+7U3Ss3/AK/95H2b2S2p2f262XwfbLZW+p4lgGOUW1rW4pkEscfapVANzmHQyuOUsunSXbPwASRvUVkcJxJ+D4gy+Y01KJBp3NFu8sO+J4g6hSzcWXTsHG8DwrbLDKVak9hq5C6wvmicpO9rhvgneN48VzluNas28ubQYBeYZdV7K+tjQuKRktOrS3g5jvvA816cbtys06zxPDZB7G/VblYdc4lhrmOd2VuVlqNxbOYT2Y19yosTmbpEeCopOqQIRGHvK+h18NUGl4g8uJkxvnzUVp93TNWuAI7Omump0CDzRUyY1tZjt7TLXi6vxb27uJZRIoUw3jvnuXHmt+jqnpDv2XW2N/dNqmpZDEHsZUJDQaOF0erps5Aggxw81zzvlZw+u/o0YO/Zf0dOhjCazSy5vsFrbR3zXe0K2O3VW8h3eGFi64zxGby75pXAAlzo4zKoUrq/xO+tsFwS3N5il6Q2jRbuYONSoeDRvTjzR6J2Y2ZtNlsN+xUagu7+6IqYxiZ316oHst5MbwC45Zd1dJNNgjco0R9EDL3IEIiYQRHwQIRSCgQgQgZUQjmgQikHkiGXuQIQI/dFIQI7kRyaO03TeQiqjh2nd5KgiO9VCPJRTKqEKBlQIKoZUCFAyohCBCKQqEKBHBEI/uqEFAjxRWu7X7IbM9IGym0Gwu2mGnFtldqbX7Ji9mx2Sq0BwfRuLd/3K1CoBUpuG5wQfCPpV6Jtp+hbbvEej/aqp/EnMZ9u2U2sp0+rtsewdzstG7pt3Mqs0ZcUwZZU3SxzXHrLtys00ejTJe1rhD2n1tPSdNY5KouDb1i6jWovfb3NvUZXtLqkS2pSrU3B1KrTeNWuY4Ag8Cg7Rv8AF7zG9m8W2vs8LpX95hAt6W2OD21MPdZ3deo2nRxRlAkF1vdAvJjstuB1T9KjFrfgeOOkzBLzb30gLzGeiDAsYxy3ssSu6Vlh97eXt/Ro4XaObRtr26xDEG02023Uve+k0NZS1axoGULz3G3Lx5rpLNeXta3OKYZg+zWF319SvrnBMPp2N3dUy6vQrEuc/qmip23U2ZjTZmPsaRGi9HDm2rog6YsR9GDax1QUq2JdB+1dxS/zBg1EmqNn76u4hppT/wCF49g7hrTduaVmycXj/Sy68vs5gOOYFtVgmHbQ4BiFvjGBYxQbXw7E7dwex7HcyNxG4g6g6HVcLjcbqusu11cWkT2ezrDgNQpsccNxS/wKv1tsett6jvX2zj6up3j+V3f71bNkum8Xdvs9t9hrrd7iy6oiWkQ24tnnSY4g8d4Piseca14yea9q9k77Ab11nehlVrhntrul7FVm6Y3tPAgrvjltyuOnVeJYYCXDLw5LrKw0DEsLLSYZ4HgtSstQurN7Ce7eqMJXpkSNx1VGuXmcZhqg1m6Y7tE8t6DSNpr5uC7P4xi74D7eg80Gn71Vwy02jxcQs3xFjoTZal/DKbsUrf7ezdjXxa5cRmDnUaZdLwdS4vc0AcVzi15mv8PvtoMYw7Z22Dn4ptBWs8GtqclxNzjVy1ktjiQ/MXd2q4Xlt98rl9ng76WD2RaLPA7e3wuzDfZ6qwostmEeIpyvXpzc8IoY5tZiNPCNnrZ1zcOMVbj/AMVEcXPdu03qXU5J54erdj9jMO2LsH29q8X2K3YH8Wxhw7VR3FlOdQwfHwXnyy7nWTTawJ3D6qKR3KKQqGXuQIQIQMvn3KBCqEcN6imX90QjuRTKVUIQMqgiP3VE5d6gZfNUMvJFIjVAyoJYO03xCCq4dp3ioIhBEIJy8EQjn4opl/dBEKiY93FQIQRlVExCgZUCPkgQgZSgZUQj6IpHLWECPNEdYdMPRHsp027FVtjdqi7D7i2qPvNkNsLam2peYHiJbAuKQdHWUqns16JOWoydzocLLZdlm4+KG2OwO1nRttPimw+3OFtwzaXBy19QW5NSxv7VxIo3+H1XAGpbVgJaT2mOljwHtIXeWXzHKzTCsoOcDmB04xr/AN0QZbB73EtnsVtMcwbqTe29Gra3FldNFS0vrO5EXFjd0x/uUa7RDhvBh4hzQVR2TiNajUwqxxbBry5r7LYnVNvY291FWthl2z1lXBsRLd72b6NU6VqUOGocBdow1N5La9Os2qxjmxTDoim8OHq2TIJneSiqrWMpivb3dCne2F9SqWt9aXA6ym+1rCalKoCe207yOEcEGU6IumHbT0YMQq3mD0Lra7oWvagrbR7IPqOqXWENeYdc2znzmowNH8PZfp21iya1eP8ASy64fYzo76StiulTZqy2s2BxyhjmC3jGl9Npy17Z5E9VWpkkscOR372khccsbHTHKVuVW2ZUBy6TvEaHxCztWEq29e2qsuLao+hWpGadVjsrm/ldx8CtIxOM3Nzizn1b53W1yAHPAjdxyqyaSuusRwwAktbIhblZsaRiGF5iewfctys2NGxDByCSGzJMBa2mmnXmFOGbskc1pGr3WFF2YhsnlwKuxg6uCvccoZ7XdwQefumO+p0biw2XtYdUpEXeJhv3fwmEDmde5Yzqx0vtK6nabG3VBhAu9o7ylhzXNdH+ltf9VXdIiIIDZHPVc8uGo1j0WsA/zj6RezN71LrnC9g6N/trf02sLu1ZM+y4Ywf/APTVGncufTm8v0uXiPtBsb0U7SbYPF/ihODYMXTWrv8AafJktbGrieTfMrvl1JizMdvV+A7P4RsxhzcKwO1ba20AV6xA66uRxe4cOTRouFtvLrJpl44rKmVEMvmimVAhBEIEe6EEwgZUQhAjyRTKgRxQI1RCECEUjnwQI96Bl93BBEfRBMBBLWnM3xEIKrgczvE/NBxhAhAhAyoGVAjkgZdO7ggR+6Bl96Bl1QI3oEe9AyoGVAhBMIIiP6oGVAhB1Z0vdDuyXTVszS2f2mdUwvE8ML62yG2tnTa++we5eNXNaYFahUgCtQccrxuyvDXC424pZt8idu+jDbHov2mq7Jba4dTssXptNbD7+1JqYfitsD2bywqmC9jhqWnt0z2XjifRLMvMcrNNVZbQ4BwMEamI3ngqMxhda7wa7ubm1t6Nehe0RaYzg93Jtb62Ls3U143EESyoO3Td2mngiMriFlRoW5xXBTVu9k6j20a9Ou2brDKtR0/ZMQygwZE06w7Lx/ykIrGOq5YBHWG1FR9NoMDtOzGmWjhBk8zqQFBw6+6tHONq7qqlOXhje2X026tJ3gd/PkqMBs7ebY9GG0VHbToVxqnspi9VzX4lspWqBuF4gx5BLcj/AFbS4mCz2P5SwrOvb/g2+i/Q16c+wW3Na32Z6Sbb/wBK9vmRSr21+S3C7mpOXNRuHT1OY7g8lp4PK53CXhuZ+720y+t7inTqtqMdSrtD6VYODqb2ncWVGktcDzC5603ta3VrRqtktDSdz2nRINYvMKecxpvD9Nx/uFqVnTVbrA7qpmy27tPBblTTX7rZa7fmOWlTcTo0kkaK9zOmqYhsnfgOc+2a1m/MXtA+MLUyiaahU2aqvLnOZ1bD7DXDtE+HJa2mnWvSVtFg3RjgTsTxANu8ZvQ6ns7gbT625rxoSOFNm97joAmzT5/3N1f4jd3eIX1X7fiuKVjVqOZIFarUIGVjd5ykgN5BZVpHSxf08MsK+cscMDtRhGEsa8EOxC6dnu64Dez3N4EN3ysdS6XF9J/8MvoJs9muh3GemTafDvtGOdNd3S/y3Z3IMW2zeC1H0rWoWGHA3lx1lWCIcwUz48cbY62Pp2ZIaDAawZabAAGtHAADQeSojKgiECOSBCBl+iBlQIQI+KBGqCYQRl925Ay96BCBCCYQRl9yBl5oJAQRl3BAy96BE79EDKglo7TfJBVcO07xQRCBCBCBAQRlQTCBCCICCY5IEIIj6oJy/sgQgQECECECOSBCBCBCDUtuNg9kekrZytsptxgzcbwZ7jVtS1xo3ljcR2bqxuW9uhVadZBh3suBaSrLZ5hZvl84+k70XNt+jttzi2Duq9Iuw9B3WNxyzoAYpZMicuI2VMEnLBBrUQWne5rJXfHqTLxfFcssbHnyhasqAVaLm1GyQx4Ms7xpOq6a0yy9g64sa5ubZ7adRzTSrU3tD6dei/2qNamdKjHcWnxEHVEYvEtmKeSriezNn1NBh62/2WDnGrSl3rKlnWJJrUyJ7Du2zhmAWbNLtpVG8pGk40CMzi4OzF1NzKoOlM5oMRAjfqoqK1cPealIOpktdSNTQUzIyupGZgiTPMd6Ua1iuH4ZjFu2ni1izEqDKf8ApXTkqU+zoWVmgOYZE6aEcFLN8m9M5sN0ndNHRD1TujfpArXuC6OdsbjYbcWsHXI1rwWTwBGQ8ZU8/sj1rsp/iHOsOrtulHozvsBryG1cX2frCrbPdxcba5kAflqLNk/TUtejdnvTU6BNomMP+drWwe6M1LFbavYVATwzBtSmfJynZ7Ve92JR6fehjEKTalpt/gNQu3NfitvTYf8A5OII8wnZTujBYr08dFFnnFzt5shatb7Tn49b1NDyyO1V7E7o6N2j9L/0ZMBqVDiHS/hF7cBxzWWCtucWuARwZSoU3knwVtk9R05tB6amD4nQuKPRT0f4rcV3Nd9n2x21t6lhh4cQcrqVlTJr1ST/ADFo5qyxK8pYti+PbRYtX2h2vxqttDtFfj/U4pWb1VOmD/4bag3s06I3Bo4akq/tGxbH4NfYmamLU6D8lux9LA6Nu4ZutAh9ZpIMim0zPDfuVg6+2C6I8R9LLp1wjon2buK1Ho12Tb9u6Q9rqLYpWmFh2W+rteczBXvXA21q0Az2quXI1xHn6l3XTGP0cWdhhmFWGG4NgeH0sIwHA7K3wzAcIoDLStLGzpto29Cm2TDWU2gAKNLiEEZUEwgR5oEIIyoJgIEIEIIhBMIACBHkgR+yBG9AjcgQdUCECOaBCBCBCBCCWjtN5yEFVw7To5oOOXuQI5FAgIEIEIEfBAjXxQI/ZAy/RAy+9AhAyoEIEIEIEIEIEIEIEIEaR70HOm6pRe2pSe6lUb7NRpII80HSnSD6P3Rv0iVq+J1bKpsbtXW7TtqsBYymK7+d7YkdTX5lwDXn+Zbx6lx+YlxleQtrvRp6TNkhWr2WG0tu8FpS5uLYAC6u1mpmtYP9cw6ScmcLtOpjfhyuFjpRlsKdZ1Al1veW74q2dUOo12OHDq35XNIHcummVjj2xeGbSufXrF2D46W9jG6Tc3WFogdfTOjvEa8dVLNrt0xtDsrtXszSccSwx1fC2FuTHLBzq9q2TPbgE0iD/MPNYssNtRpYrSuQ6vb3TTVcM1Yh0tJ3GWcBpEKbVxqVy7J1gY1oeM41GWQZaCOMbp8kFpUdTGZtOoA95DatFzSA6CYIIPEc96gwV5hWF3TAauH0CRq0tYGa8g5gadO9SyLs2f6N9n9q799tdWtPDsKs6Lr7aLH3uqOp2GH03BtSsWZu09xOWkwaveQBxhMZTdXlbZnYFuIXlxsxsLY4Fs8avU4Fhd0z+IXVOi0Zesurmvmc+tWgvfBytJyt7ITtnsbZaxp4fh2Snh9lbYaKY9mxt6NAkRoA9jARp71Z4RUffMqOa3rvtNd50aCXuzGdDAMunSVdjtzo/wChHavbc/xDG7apgGzVEdZXpVj1Ne4ZoSPWH1LGjU1HACJVk9zbYMQtNqunnF39CHozYZTr4TQiz2+6RGB9ts/hVoOy5rbyMwa4Bxe+meurjsU2hpc8TPLU/wDf9Em31V6BegfYf0dej622B2JD7+tc1G322W2NzSbSvcdxPKGuuazWyKdJgGShQactJkDtOlx87s7mhAy+5AhAhAjyQMvNAyoEIEIGVAjyQMqBCBGn9UCECPogAfVAhAhAhAhAhAjvQI70EtAzN8QgqOAzO8UEQgR5IEIEaeKBH9kEwoIj+yoR8ECB9SgR5IGVAyz5oEfBAhAjcoEKhHcgQoBHl4qhA8ZQIQIQI/dQS3M1wcxzmPbq17SQQeYI1CDCbQ7MbK7YUxS2v2WwraYABrbi+tmm5Y0cKdyzLVb+pWWzil88unMT9GTotvHPfhF3tHsnOtO0tL1t7aM5RTu2PcR3Zl0nWynyx9ONZ/8ApdbbEvw3pVu6bzoBc4PRgg7w7q6okeS19e+yfTnu632m9BvBNpX1bi6xbZ1mIVIjGcOtr3Cbv8zuoc+k4niS0p9XG+h2X3dKY1/h39ItHM/ZTpMwC9a0k0rPGTUYDxE1adMEx3tlTvnydtdUYl6DHpSWTzRsdndkdpKbQRTuLHaGjRMnWA25pUz7yp3w7a18+hp6XQrNpDobYDBHXM2hwg04/MbgE92id89ztrsHDfQ19Iq32IssBuuj6lh95c4lcYptTTtMYw27qXtRsMsmucKzQGW9PNkaNMzi46rUyx1ynbWDZ6HvTZSd1dz0cbRVcjsjXMqWTmtbrJaBdR3aq7x9zty9m24V6GnSrdOYb3o0xIMzOl1/ithaMhwgZiKz3dnfKd2HuduTurZT0ROkLDzSr0rDYXY6s1oDrivdVsUrNB0cA23pgbhvzJ9XGHZXcVP0Rdmsda2h0t9Ie0HSRhAeH1Nh8P8A/YcDrahxpXQt3Ou7lgI0D6vksXq28RqYR6Z2f2e2e2SwSz2Z2S2fw7ZXZzD/AP7LAcJt2W1sx0AF5YwDO90CXukk6rny2y0IEeXcgRzQI7vFBMICgiFQhAhAyz/VQI+O9UTHNBEIEIEIEIEfVAj3oEdyBCgQqEBAhAIQMuhQcmjtN8ZUFRw7R5yg4wP7KhEqBAPkqJj9kER5qBA8uSomP7KCIHuQIVEwoIhUMvMT3qCYlBEe7kgmO5BEDkqEIED6qBAVCOeqgR/0KhH7oEazxQMukfBAhQIVEwgjL3IJI4FQQWjiPFBGRv8AKJ8FQLWnQgR3hQOrZ/KEANaNQ0eKCco3RvQIHmgR8ECFRMe9QI/dBEBUIHJBMIIj6qBlVEwoBCCICBH7qiYQRHmoGXuVDKFBMIIjcqGUIJhQRHuQTG9BEdyoQoJhBLR2h3lBUcNT4lBxjmgRPBFTHdoiEfHSECECECEERCCYQI7kBAjzQRCCY5IIy925BMIEIEdyBHmgQEEQgmECECECECEERCCYQIQIQIQIQIQIRSOYRCECEER3IJjuQIQIQIQIQIQI80CEEZQipju1RCEEQiphEQR+yBCBCCYQRHciphERCBAQTCCIA7kEwglo1HeQgqEanTiiohEIQR8UUgIiYQI+CCIQIQTEoERv0QIRSEQj6oEdyAgQgQikdyIQgR3IEfugiEEwikdyIQgQgQgQgR8UCECECECECO5BEIJhAhAhAhAhAhAhBEIqYRCECEBAj3IpCIQikIhCBCKEIhCBCBH1QIQIQIRSPgiEIJA1ae9FVCO0Y5oiAI7oQI3aIqIQEQhBMIEfVFRCBAQIREx8UVEIhHeiphEIRSEQhFI4cUCNEER3eSBCCYRERxQTCBCKQiIhBMcUUhBEBBMIhCKiN/xQI5IhEae5FIREx9ECECN/xRURxQTHBEI+O5BEQiphBEbkCAiJhBEIEfRFTCCIQIQIRCEEwiiBCIR+6BCBCBCKR70QaO0PFFVHDUoiIUUif6qhA9yCY4oEBQRH0KoQgQgRqoEc/JUIHmgQNyBH1QI8p3qIEKqQBwiUAj6qBHx5qhA9+9AjwQIEqBHNUTCCIQIhAhAj4IEb0CEQj4Ipl+qBCBHDcgQgQECO9AjX+iBH90EwgiNyBHJETCiohAAVCAUCECBy5IEKIRzHgVVI7vBAhAjzURMQqqIEjuQMv1QI1QIQIUCPJAI5blQj4oEcgg5ACR46oOZGp8VBEIEIESgQgR5IEa+CBlQIQI+oQI0QI0VDL3KBCBCBAQIQIQIQIQIQIQIQIQI+KBCBAQIQIQIQI9yBCBCBCBH7oACBCBCBCBCBEoEIEIEIEc0CECNQgQgQgR5oEIEIEb4QIQI+G9AhAhUIUCFQhQIVCFAhBIGo8UHMjUoIhAhAhAj6IEIEIJjkgQgiECECECECECECP2QTCCIQIQTCCIQIQIQI3IEe5AhAhAyoGVAhAhAhAhAjigR8UCEExCCIQIQTCCIQTCCIQIQIQTCCICBCBCBCCYQRCBH7IEIEcUCEDKgR8UCEDKgQgQgR9UEgdoHvQVCNT4oIy/VAhAgf2QMvJAhAhAhAyoGX6hAhAj3IEfugQgRr3IIjyQTCABzQIQI3IEIGXj70COKBHigEIGVAhBEIJywgZfggEIEIACBHLigQgQgQgQgQgR8UCECP2QIQI93JAhAj/pQIQI7kCECEDKgQgQgZfogQgQgR+6BlQMqBlQRCCYQIQSB2h4oKhbqfFBxyoJhAhBEIEIJhBEIJhBEIJyoBCBHvQIQICBH1QRCCY/ZAjzQMqARogiEEwgQgQgQgiAgmEERyQIQTCCI5IEfVBMIEIEIEBAhBEIEIJhAhAjlp3oEIIj3oJjVAyoIhBMIIhBMQgiECP2QTCBCCI3IEIEfVBMIEIEIIj6oJj90ADUeKDmRqfFBH9OCBCCYQRHkgmECNECECP2QIQI3oCBCBG7x1UCFQhAhBEeXJBMIEfVAgoEIEICBCBCBCBCBCCIQTG5AhAhAhA/7BQIQI8+5AhAhAjRAjigQgRu480CEABAhAhAhBEIJhAjegR7u5AhAhAjzQIQRz+aCYQI96CI0QP+wgmECEADUeKDmd5QRCBCgKhCBCBCAgQgQgQgIEKAqEIEIHkgQgIEICAgIEICBCgR9VQhAQEBAhAQIQEBAhAhAQECECECFAVCECEBAhAhAhAhAQIQECEBAQIQIQIQIQIQEEgahQciNSiogoJhBEICIQqpqohCoQoEKqQohCBCKQqBCiJhBEfVAj9kUVEx3KIQghFIQPJAjeiEIHzVUhRDVAjuVCPcoEIGqKR3IEfVEIQT3cFRHiopG5EIKAih7kQhAhFIQI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
CAD3D
true
DWG
TLG_EYE_VS_OP_L_ANT.dwg
96206640
<EYE VS 1X42W TC-TEL HF OP L ANT
96206640
7319870418826
96206640
ProductImage
JPG
TLG_EYKN_F_LGVSANTHOP.jpg
46
0.97
A2
570
3200
12
0.18
0.12
0.06
0.68
<25
<22
80
fixation murale
WALV_VCYL
VCYL
Rectangle
Wall
X
Y
Z
340
340
155
340
340
155
0
0
2.7
IP65
IP
IK10
IK
SC1
SC
CE
PZ
GConReP
PICT
LConReP
PICT
960
Filament
Ta=-15°C_to_35°C
PZx
STD - Standard
LDCImage_Polar
true
PNG
167010_21_Polar.png
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LDCImage_Cartesian
true
PNG
167010_21_Cartesian.png
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
46
570
0.68
CUBE
70
258
129
129
0
129
fixation murale
anthracite
Lampes à commander séparément.
3 P
aluminium
polycarbonate (PC)
opale
fonderie
thermopoudré
Large
visière
46
4
0.97
220
240
50
60
Electronique
HF
Tridonic
PC TCT PRO
1
A2
false
TC-TEL
FSMH
GX24q-4
42
TC-TEL 42W
3200
standard
Lampe fluo compacte
344
6
58
42
standard
4
2
CIE 97 2005
Compact fluorescent lamp (EB)
13
0
CIE 97 2005 Compact fluorescent lamp
554
26
58
42
2700
4
2
OSRAM
DULUX T/E 42W/827
16
0
OSRAM DULUX T/E 42W/827
555
26
58
42
3000
4
2
OSRAM
DULUX T/E 42W/830
16
0
OSRAM DULUX T/E 42W/830
556
26
58
42
4000
4
2
OSRAM
DULUX T/E 42W/840
16
0
OSRAM DULUX T/E 42W/840
925
99
58
42
3000
4
2
AURA
Unique-T/E 42W
13
0
AURA Unique-T/E 42W
926
99
58
42
4000
4
2
AURA
Unique-T/E 42W
13
0
AURA Unique-T/E 42W
1280
165
58
42
2700
4
2
PHILIPS
Master PL-T Top 42W/827/4P 1CT
13
0
PHILIPS Master PL-T Top 42W/827/4P 1CT
1281
165
58
42
3000
4
2
PHILIPS
Master PL-T Top 42W/830/4P 1CT
13
0
PHILIPS Master PL-T Top 42W/830/4P 1CT
1282
165
58
42
4000
4
2
PHILIPS
Master PL-T Top 42W/840/4P 1CT
13
0
PHILIPS Master PL-T Top 42W/840/4P 1CT
1288
166
58
42
3000
4
2
PHILIPS
Master PL-T Xtra 42W/830/4P 1CT
13
0
PHILIPS Master PL-T Xtra 42W/830/4P 1CT
1289
166
58
42
4000
4
2
PHILIPS
Master PL-T Xtra 42W/840/4P 1CT
13
0
PHILIPS Master PL-T Xtra 42W/840/4P 1CT
1313
168
58
42
2700
4
2
PHILIPS
Master PL-T 42W/827/4P 1CT
13
0
PHILIPS Master PL-T 42W/827/4P 1CT
1314
168
58
42
3000
4
2
PHILIPS
Master PL-T 42W/830/4P 1CT
13
0
PHILIPS Master PL-T 42W/830/4P 1CT
1315
168
58
42
4000
4
2
PHILIPS
Master PL-T 42W/840/4P 1CT
13
0
PHILIPS Master PL-T 42W/840/4P 1CT
1515
231
58
42
standard
4
2
ZVEI 2005
Kompaktleuchtstofflampe TC-EL/TC-TEL 42W
13
0
ZVEI 2005 Compact fluorescent lamp
0
1
100
1
500
0.99
1000
0.99
2000
0.98
4000
0.97
6000
0.94
8000
0.86
10000
0.5
0
1
100
1
500
0.98
1000
0.97
2000
0.94
4000
0.91
6000
0.89
8000
0.87
10000
0.85
0
1
100
1
1000
0.99
2000
0.99
3000
0.99
4000
0.98
5000
0.98
6000
0.98
7000
0.97
8000
0.94
8500
0.91
9000
0.84
9500
0.72
10000
0.5
0
1
100
1
1000
0.97
2000
0.92
3000
0.9
4000
0.88
5000
0.86
6000
0.85
7000
0.84
8000
0.83
8500
0.83
9000
0.83
9500
0.825
10000
0.82
0
1
100
1
2000
1
4000
1
8000
1
10000
1
12000
0.99
16000
0.97
20000
0.95
24000
0.9
0
1
100
1
2000
0.98
4000
0.95
8000
0.92
10000
0.9
12000
0.88
16000
0.87
20000
0.86
24000
0.85
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.9
12000
0.6
13000
0.5
0
1
2000
0.92
4000
0.88
6000
0.85
8000
0.84
12000
0.81
13000
0.8
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.96
12000
0.95
16000
0.94
20000
0.9
33000
0.5
0
1
2000
0.92
4000
0.88
6000
0.86
8000
0.84
12000
0.81
16000
0.79
20000
0.78
33000
0.75
0
1
2000
0.99
4000
0.98
6000
0.97
8000
0.9
12000
0.6
13000
0.5
0
1
2000
0.92
4000
0.88
6000
0.86
8000
0.84
12000
0.81
13000
0.8
0
1
100
1
500
1
1000
0.99
1500
0.99
2000
0.99
4000
0.98
6000
0.97
8000
0.93
10000
0.76
12000
0.55
0
1
100
1
500
0.98
1000
0.96
1500
0.94
2000
0.93
4000
0.87
6000
0.84
8000
0.82
10000
0.8
12000
0.79
TC-TEL 26W
0
0
1
0.087
2
0.141
3
0.196
4
0.25
5
0.259
6
0.269
7
0.278
8
0.285
9
0.292
10
0.3
11
0.307
12
0.314
13
0.322
14
0.329
15
0.336
16
0.343
17
0.35
18
0.357
19
0.364
20
0.371
21
0.378
22
0.385
23
0.392
24
0.399
25
0.407
26
0.415
27
0.423
28
0.431
29
0.439
30
0.447
31
0.453
32
0.46
33
0.466
34
0.473
35
0.479
36
0.486
37
0.493
38
0.5
39
0.507
40
0.514
41
0.521
42
0.528
43
0.535
44
0.542
45
0.55
46
0.557
47
0.564
48
0.571
49
0.578
50
0.585
51
0.591
52
0.597
53
0.604
54
0.61
55
0.617
56
0.625
57
0.633
58
0.641
59
0.649
60
0.656
61
0.663
62
0.67
63
0.677
64
0.684
65
0.691
66
0.699
67
0.707
68
0.715
69
0.723
70
0.731
71
0.739
72
0.746
73
0.754
74
0.762
75
0.77
76
0.777
77
0.784
78
0.791
79
0.798
80
0.805
81
0.812
82
0.819
83
0.83
84
0.842
85
0.853
86
0.861
87
0.868
88
0.875
89
0.885
90
0.895
91
0.904
92
0.914
93
0.927
94
0.94
95
0.948
96
0.957
97
0.966
98
0.977
99
0.989
100
1
TC-DEL 26W
0
0
1
0.096
2
0.156
3
0.216
4
0.276
5
0.283
6
0.291
7
0.298
8
0.306
9
0.313
10
0.321
11
0.328
12
0.335
13
0.342
14
0.35
15
0.357
16
0.364
17
0.372
18
0.378
19
0.385
20
0.391
21
0.398
22
0.404
23
0.411
24
0.417
25
0.424
26
0.431
27
0.437
28
0.443
29
0.45
30
0.456
31
0.463
32
0.469
33
0.476
34
0.482
35
0.488
36
0.494
37
0.5
38
0.506
39
0.512
40
0.518
41
0.524
42
0.53
43
0.536
44
0.543
45
0.55
46
0.557
47
0.564
48
0.571
49
0.578
50
0.584
51
0.589
52
0.595
53
0.601
54
0.607
55
0.613
56
0.619
57
0.626
58
0.633
59
0.64
60
0.648
61
0.655
62
0.662
63
0.67
64
0.677
65
0.685
66
0.692
67
0.7
68
0.707
69
0.714
70
0.721
71
0.728
72
0.735
73
0.741
74
0.748
75
0.754
76
0.763
77
0.772
78
0.78
79
0.789
80
0.796
81
0.803
82
0.81
83
0.817
84
0.828
85
0.838
86
0.848
87
0.858
88
0.867
89
0.878
90
0.889
91
0.9
92
0.911
93
0.921
94
0.931
95
0.94
96
0.953
97
0.966
98
0.978
99
0.989
100
1
EULUM
TLG_SP_0036777.ldt
Zumtobel Open Product Format Generator
3.0.0.0
2024-03-29T16:27:35.7787470+01:00
oZ00u4WBIGVlDzcoFTjl+/A+MVU=hoXgFbnbSuWOPoUIMQogGUwGutkznPgA1Zt/Aica76lTNJoWog9aPGU+SLzP+3fW5j3iLIlyGkwO1LZoAQpl6zjRSd8KSXUk0+vOOd2NMAUe4izOz4tyD23zvDJs0TsXgTaM/VEuedBFSvtOWUElLxSKN9kDKqoRri+pbfoVkxBASHq7SXyMRNtFtkDV6Vr0NgIfod4DQ0Ya5MSDpwraLGmziYg7O9sBZ1X1SftmOby8aYmioxZuqlC2EMzBXbQVV9fGP5m7DC5+NsbDL2JNVZuJzelKg0OR9lOlU0eHEC3b6fagxisi8fHt+zPH8xAXLTVv5GrRZimuGcSCLxGxtQ==