

{"id":1616,"date":"2013-12-17T15:19:58","date_gmt":"2013-12-17T07:19:58","guid":{"rendered":"http:\/\/www.fredkuo.idv.tw\/wordpress\/?p=1616"},"modified":"2014-03-28T08:35:32","modified_gmt":"2014-03-28T00:35:32","slug":"nnw","status":"publish","type":"post","link":"https:\/\/fredkuo.idv.tw\/wordpress\/?p=1616","title":{"rendered":"Print By Number:: \u5f8c Fogra 39 \u6642\u4ee3\u4f86\u81e8!?"},"content":{"rendered":"<p>\u751a\u9ebc? \u5f8cFogra 39!?<br \/>\n\u5728\u53f0\u7063\u5370\u5237\u7522\u696d\u5927\u90e8\u4efd\u4eba\u9084\u641e\u4e0d\u6e05\u695aFogra39 \u662f\u751a\u9ebc\u6771\u897f\u7684\u540c\u6642\uff0cFogra 39  \u5df2\u7d93\u8981\u6e96\u5099\u9000\u4f4d\uff0c\u5370\u5237\u6a19\u6e96\u5316\u5df2\u7d93\u8981\u9081\u5165\u4e0b\u4e00\u500b\u968e\u6bb5\u4e86!<\/p>\n<p>\u6709\u5e78\u57f7\u884c\u904e\u53f0\u7063\u552f\u4e00\u4e00\u5bb6\u5b98\u65b9Fogra PSO (ISO 12647-2)\uff0c\u4e4b\u5f8c\u4e5f\u9678\u7e8c\u5728\u5e7e\u500b\u55ae\u4f4d\u4ee5Fogra  39\u7684\u89c0\u9ede\u5c0e\u5165\u904b\u4f5c\uff0c\u7686\u7372\u5f97\u6b63\u9762\u7684\u6210\u6548\uff1b\u7136\u800c\uff0c\u5e7e\u500b\u65b9\u9762\u7684\u554f\u984c\u4e00\u76f4\u6c92\u80fd\u6709\u6709\u6548\u7684\u89e3\u6c7a\uff0c\u8af8\u5982:<br \/>\n\u25cf\u5373\u4f7f\u5370\u6a5f\u8207\u6578\u4f4d\u6a23\u7684\u6578\u64da\u90fd\u7b26\u5408Fogra  \u898f\u7bc4\uff0c\u8996\u89ba\u4e0a\u9084\u662f\u6709\u843d\u5dee\uff1b\u9664\u4e86\u898f\u7bc4\u7684\u5bec\u5bb9\u5ea6\u5916\uff0c\u4f30\u8a08\u5149\u6e90\u7684\u540c\u8272\u7570\u8b5c(metamerism)\u554f\u984c\u53ca\u7d19\u5f35\u7684OBA(Optical Brightness  Agent)\u554f\u984c\u662f\u9020\u6210\u5100\u5668\u8207\u4eba\u773c\u4e0d\u80fd\u4e00\u81f4\u7684\u4e3b\u56e0\u3002<br \/>\n\u25cf\u53f0\u7063\u5305\u88dd\u5ee0\u7528\u6700\u591a\u7684\u7070\u9285\u627e\u4e0d\u5230\u898f\u7bc4\u3002<br \/>\n\u25cf\u7279\u5225\u8272(spot color)\u6c92\u770b\u5230\u898f\u7bc4\u3002<br \/>\n\u25cf\u91d1\u5c6c\u8272(metallic) \u6c92\u770b\u5230\u5de5\u4f5c\u65b9\u6cd5\u3002<br \/>\n\u25cf\u651d\u5f71\u8f38\u51fa(photography)\u6c92\u770b\u5230\u898f\u7bc4\u3002<br \/>\n\u25cf\u8edf\u6253\u6a23(soft  proof)\u76f4\u63a5\u5ffd\u7565\u7121\u8996\u3002<br \/>\n\u25cf\u5f69\u8272\u96f7\u5c04\u8272\u5f69\u6f02\u79fb\u9817\u5927(\u53ef\u6536\u52308\u500b\u2206E76)\u3002<br \/>\n\u2026\u2026<br \/>\n\u5148\u7c21\u55ae\u5217\u8209\u5e7e\u9805\uff0c\u4e14\u770bFogra 39 \u4e4b\u5f8c\uff0c\u570b\u969b\u5370\u5237\u898f\u7bc4\u7d44\u7e54\u5c0d\u4e0a\u8ff0\u554f\u984c\u63d0\u5230\u4e86\u54ea\u4e9b\u56e0\u61c9\u4e4b\u9053\u3002<br \/>\n\u25cfISO 17972: color data  exchange format \u8272\u5f69\u4ea4\u63db\u683c\u5f0f\uff0c\u5176\u7b2c\u56db\u90e8\u5206: Spot color characterization data \u63d0\u5230\u4e86\u7279\u5225\u8272\u5de5\u4f5c\u898f\u7bc4\uff0ce.g. .  1. \u2206E00&lt;1.5 (D50)\u30022. \u4ee5D50\u70ba\u6e96\uff0c\u8ddf\u5176\u4ed63\u7a2e\u5149\u6e90\u4e0b\u6bd4\u8f03\u7684\u8272\u5dee\u503c\uff0c \u2206E76&lt;2\u3002<br \/>\n\u25cfISO 15339:RPC,  Reference Printing  Condition\uff1b\u6d89\u53ca\u91cf\u6e2c\u65b9\u5f0f\u53caOBA\u554f\u984c\uff0c\u5de5\u4f5c\u65b9\u5f0f\u70ba\u4f9d\u8a2d\u5099\u80fd\u529b(\u7d19\u5f35+\u6cb9\u58a8)\u9078\u5b9a\u4e00RPC\u70ba\u5de5\u4f5c\u76ee\u6a19\uff0c\u4e26\u4ee5(SCCA-substrate corrected  colorimetric aim)\u65b9\u5f0f\u4f5c\u70ba\u4fee\u6b63\u5f8c\u7684\u5de5\u4f5c\u76ee\u6a19\u503c\u3002<br \/>\n\u25cfISO 3664:2009  \u91cd\u65b0\u5b9a\u7fa9UV\u7684\u540c\u8272\u7570\u666e\u6307\u6578MI<sub>UV\uff0c<\/sub>\u75314\u964d\u52301.5<br \/>\n\u25cfISO 13655:2009 \u5b9a\u7fa9\u4e86\u65b0\u7684\u91cf\u6e2c\u65b9\u5f0f(M0~M3)\u3002<br \/>\n\u25cfISO 12647-2:2013+ \u63d0\u5230\u4e86\u8f03\u591a\u7684\u7d19\u985e\uff0c\u65b0\u7684TVI\u66f2\u7dda\u53ca\u4ee5M1\u91cf\u6e2c\u6578\u64da\u70ba\u6e96\u7684\u65b0\u7684\u5b98\u65b9icc profile:PSO Coated  V3(eci)\u3002<br \/>\n\u25cfICC v5(ICCLabs):\u00a0 \u5b8c\u5168\u8d85\u812b(\u4f9d\u7136\u6db5\u84cb)\u5e73\u9762\u5370\u5237\u7684icc \u5de5\u4f5c\u65b9\u5f0f\uff0c\u51e1\u8209\u5149\u6e90\u5149\u8b5c\uff0c  \u5f71\u50cf\u64f7\u53d6\uff0c\u8868\u9762\u6027\u8cea\uff0c\u89c0\u770b\u89d2\u5ea6\uff0c\u7db2\u969b\u7db2\u8def\u8272\u5f69\u7b49\u7686\u5217\u5165\u8003\u91cf\uff0c\u662f\u4e00\u7a2e\u5168\u9762\u6027\u89e3\u6c7a\u8272\u5f69\u6e9d\u901a\u7684\u89c0\u5ff5\u904b\u4f5c\u3002<br \/>\n\u25cfFogra PSD (PSO as for Offset  and PSD as for Digital):\u5206\u5225\u5c0d Digital Proof \u53ca Digital Print \u8a02\u7acb\u5de5\u4f5c\u898f\u7bc4\uff0c\u5176\u4e2dDigital Print  \u4ee5\u5206\u7d1a(A ,B,C\u7b49\u7d1a)\u6982\u5ff5\u5be6\u65bd\uff0c\u6700\u5927\u8272\u5dee\u5bb9\u8a31\u52308\u500bdE00(C\u7d1a)\u3002<br \/>\n\u25cfISO \u6587\u4ef6\u5c1a\u672a\u51fa\u73fe\u8edf\u6253\u6a23\u6578\u64da\u898f\u7bc4\uff0c\u52c9\u5f37\u5f9e UGRA UDACT  \u5831\u544a\u4e2d\u5f97\u5230(Fogra39)\u5e73\u5747&lt;2(dE00)\uff0c\u6700\u5927&lt;4\uff0c\u4e3b\u8272&lt;5\uff0c\u7070\u5143\u4ef6\u6700\u5927&lt;3\u7684\u6558\u8ff0\uff0c\u59d1\u4e14\u7a31\u4e4b\u70baUGRA \u89c0\u9ede\u7684\u8edf\u6253\u6a23\u898f\u7bc4\u3002<\/p>\n<p>\u7d9c\u5408\u4ee5\u4e0a\uff0c\u6211\u9047\u5230\u7684  \u4e00\u4e9b\u554f\u984c\u770b\u4f86\u90fd\u6709\u88ab\u9019\u4e9b\u570b\u969b\u898f\u7bc4\u7d44\u7e54\u95dc\u6ce8\u5230\uff1b\u7136\u800c\u4ec0\u9ebc\u6642\u5019\u624d\u80fd\u88ab\u5927\u91cf\u57f7\u884c\uff0c\u5176\u4e2d\u727d\u6d89\u5230\u8edf\u9ad4,\u786c\u9ad4\u5de5\u5177\u7684\u767c\u884c\uff0c\u57f7\u884c\u65b9\u6cd5\uff0c\u7a3d\u6838\u65b9\u6cd5\u7b49\u7b49\uff0c\u770b\u4f86\u4e5f\u6c92\u90a3\u9ebc\u5feb\u3002\u8209\u500b\u4f8b\u5b50\uff0c\u76ee\u524dFogra39  \u57fa\u672c\u80fd\u529b\u7684\u57f7\u884c\u5927\u7d04\u53ea\u8981USD1000(for i1 Pro)\u53ca\u4e00\u5929\u7684\u6642\u9593\u5373\u53ef\u65bd\u884c\uff0c\u5c31\u76f8\u8f03\u65bc ISO 15339  \u7684\u57f7\u884c\uff0cSCCA\u5de5\u5177\u9084\u5728Excel\u5c64\u9762\uff0c\u9019\u7a2e\u8b8a\u52d5\u5f0f\u8cc7\u6599\u96c6\u7684\u5de5\u4f5c\u65b9\u5f0f\u5c0d\u65bc\u50b3\u7d71Offset\u7684\u65bd\u884c\u9084\u662f\u5361\u5361\u7684\uff0c\u4e0d\u5bb9\u6613\u62c9\u5230\u7ba1\u7406\u7684\u5c64\u9762\u4f86\u601d\u8003\u904b\u4f5c\u3002<br \/>\n\u6240\u4ee5\u8aaa\u56de\u4f86\uff0cFogra39\u57fa\u672c\u80fd\u529b\u7684\u990a\u6210\u5c0d\u73fe\u5728Offset\u696d\u8005\u66f4\u70ba\u91cd\u8981\u4e5f\u66f4\u70ba\u6025\u8feb\uff0cFogra39\u4e5f\u8a31\u6e96\u5099\u8981\u9000\u4f4d(\u770b\u770b\u9084\u6709\u6c92\u6709\u5169\u5e74!)\uff0c\u4f46\u5b83\u5c31\u662fOffset\u7684\u57fa\u672c\u601d\u60f3\u8207\u80fd\u529b\uff1b\u9664\u975e\u5168\u9762\u8f49\u5165Digital\uff0c  Fogra39\u7684\u91cd\u8981\u6027\u5728\u5169\u5e74\u5167\u61c9\u8a72\u9084\u662f\u7121\u5eb8\u7f6e\u7591!<\/p>\n<p><!--more--> \u4ee5\u4e0b\u8acb\u53c3\u8003  <strong><br \/>\nISO 17972-4 CxF X-4 Spot Colors: <\/strong><br \/>\n\u25cf\u7279\u5225\u8272\u8cc7\u8a0a\u4ee5\u5149\u8b5c\u65b9\u5f0f\u651c\u5e36\uff0c\u4e26\u651c\u5e36\u81f3\u5c11\u4e09\u7d44(\u5efa\u8b7011\u7d44)\u5e73\u7db2\u8cc7\u8a0a(\u542b\u6eff\u7248\u53ca\u7d19\u5f35)\uff0cPDF-X \u5c07\u53ef\u651c\u5e36CxF X-4 \u8cc7\u8a0a\u3002  <a href=\"http:\/\/www.fredkuo.idv.tw\/wordpress\/wp-content\/uploads\/2013\/12\/image5B35D_thumb1.png\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"535\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B35D.png\" alt=\"\" width=\"727\" height=\"302\" \/><br \/>\n<\/a> \u25cf\u7279\u5225\u8272\u8272\u5dee\u5efa\u8b70\u898f\u7bc4: \u2206E00&lt;1.5 (D50), \u4ee5D50\u70ba\u6e96\uff0c\u8ddf\u5176\u4ed63\u7a2e\u5149\u6e90\u4e0b\u7684\u8272\u5dee\u503c\uff0c \u2206E76&lt;2  <img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"75D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B75D.png\" alt=\"\" width=\"729\" height=\"415\" \/><\/p>\n<p><strong>ICC\u65b9\u9762\u7684\u767c\u5c55: <\/strong>\u25cfV5\u7248\u672c (ICC Labs)<br \/>\n<span style=\"font-size: x-small;\">&#8212;Multi-spectral<br \/>\n<\/span><span style=\"font-size: x-small;\">&#8212;Image Capture\/Digital  Photography <\/span><span style=\"font-size: x-small;\"><br \/>\n&#8212;Package Printing <\/span><span style=\"font-size: x-small;\">&#8212;Color Management on Internet<br \/>\n<\/span><span style=\"font-size: x-small;\">&#8212;Fine Art<br \/>\n<\/span><span style=\"font-size: x-small;\">&#8212;Color Information Archiving<br \/>\n<\/span><span style=\"font-size: x-small;\">&#8212;a new gamut boundary description (DBD)<br \/>\n<\/span><span style=\"font-size: x-small;\">&#8212;spectral data<br \/>\n<\/span><span style=\"font-size: x-small;\">&#8212;measurement data using the  CxF format <\/span><span style=\"font-size: x-small;\"><br \/>\n&#8212;a new encoding of Named colors to support  tints<\/span><\/p>\n<p><span style=\"font-size: x-small;\"> <\/span> \u25cf\u4ee5\u5149\u8b5c\u65b9\u5f0f\u5de5\u4f5c(\u76f8\u5c0d\u65bc\u4ee5Lab \u65b9\u5f0f\u5de5\u4f5c\uff0c\u5149\u8b5c\u65b9\u5f0f\u66f4\u6709\u80fd\u529b\u8655\u7406metamerism \u554f\u984c)<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"155\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B155D.png\" alt=\"\" width=\"741\" height=\"191\" \/><br \/>\n\u25cf\u6750\u6599\u8868\u9762\u6027\u8cea\u5217\u5165\u8a08\u7b97(\u91d1\u5c6c\uff0c\u7d21\u7e54\uff0c\u9676\u74f7\uff0c\u5e73\u677f\u986f\u793a\u7b49\u7686\u53ef\u56e0\u61c9)<br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"115\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B115D.png\" alt=\"\" width=\"491\" height=\"499\" \/><br \/>\n\u25cf\u76f8\u5c0d\u65bcCIE 1931 \u4eba\u773c\u89c0\u6e2c(Normal Observers), CIE 2006 \u4eba\u773c\u89c0\u6e2c\u52a0\u5165\u76f8\u95dc\u751f\u7406\u56e0\u6578<\/p>\n<p>&nbsp;<\/p>\n<p>\u25cfPCC(Profile Connection Condition)\u5de5\u4f5c\u65b9\u5f0f<br \/>\n&#8212;\u89c0\u770b\u689d\u4ef6(\u5149\u8b5c\u683c\u5f0f)\u6a19\u7c64<br \/>\n&#8212;\u81ea\u5b9a\u7fa9\u5230\u6a19\u6e96\u8a02\u7fa9\u6a19\u7c64(customToStandard)<br \/>\n&#8212;\u6a19\u6e96\u8a02\u7fa9\u5230\u81ea\u5b9a\u7fa9\u6a19\u7c64(standardToCustom)<br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"Named Color\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/imagex15D.png\" alt=\"\" width=\"503\" height=\"341\" \/><\/p>\n<p>\u25cfBidirectional Reflection Distribution Function(BRDF) Tags<br \/>\n&#8212;\u7576\u5149\u6e90\u89d2\u5ea6\u6216\u8996\u89ba\u89d2\u5ea6\u8b8a\u52d5\u6642\u6750\u8cea\u8868\u9762\u8996\u89ba\u611f\u53d7\u4e5f\u6703\u6539\u8b8a<br \/>\n<img decoding=\"async\" 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\" alt=\"\" \/><br \/>\n\u25cfNamed-color profile (in hierarchical structure)<br \/>\n&#8212;\u968e\u5c64\u5f0f\u6a19\u7c64\u67b6\u69cb<br \/>\n&#8212;\u591a\u91cd\u5e73\u7db2(multiple tints)<br \/>\n&#8212;\u5149\u8b5c\u8cc7\u8a0a<br \/>\n&#8212;\u767d\u8272\u758a\u5370(overprint over white)<br \/>\n&#8212;\u9ed1\u8272\u758a\u5370(overprint over black)<br \/>\n&#8212; BRDF\u6a19\u7c64<\/p>\n<p>&nbsp;<\/p>\n<p><strong>ISO 15339 \u53c3\u7167\u5f0f\u898f\u7bc4<br \/>\n<\/strong>\u25cf7 \u500b\u5370\u5237\u53c3\u7167\u898f\u7bc4(RPC, Reference Printing  Condition)<br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"RPC\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B295D.png\" alt=\"RPC\" width=\"799\" height=\"474\" \/><\/p>\n<p>\u25cf7\u500bRPC\u9593\u7dad\u6301CMYRGB\u8272\u89d2\u5ea6\u4e00\u81f4<br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"RPC\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B335D.png\" alt=\"RPC\" width=\"805\" height=\"615\" \/><br \/>\n\u25cfRPC\u8272\u5f69\u76ee\u6a19\u503c\u4f9d\u7d19\u5f35\u4fee\u6b63(SCCA-substrate corrected colorimetric aim)<br \/>\n\u25cf\u5370\u6a5f\u4f9dSCCA\u4fee\u6b63CMYK\u6eff\u7248\u8272\u5ea6\u3002<br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"SCCA\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/ImageSCCA.png\" alt=\"\" width=\"650\" height=\"211\" \/><br \/>\n<strong>ISO 12647-2:2013+<br \/>\n<\/strong>\u25cf\u65b0\u7248\u672c\u5b98\u65b9profile: PSO Coated V3(eci) (based  on M1 measurement)<br \/>\n\u25cf\u7d19\u5f35\u589e\u70ba8\u985e<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"358\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B385D.png\" alt=\"\" width=\"810\" height=\"462\" \/><\/p>\n<p>\u25cf16\u7a2e Print condition(8\u985e\u7d19x2\u985e\u7db2\u9ede:AM,FM)<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"425\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B425D.png\" alt=\"\" width=\"822\" height=\"389\" \/><\/p>\n<p>\u25cf\u65b0\u7684TVI\u66f2\u7dda\uff0c<br \/>\n&#8212;-\u5347\u9ad8\u4eae\u90e8TVI\u503c<br \/>\n&#8212; CMYK \u7c21\u5316\u70ba\u540c\u4e00\u689d\u66f2\u7dda<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"485\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B485D.png\" alt=\"\" width=\"661\" height=\"352\" \/><\/p>\n<p>\u25cf\u91cf\u6e2c<br \/>\n&#8212;M1 \u6a21\u5f0f(\u76f8\u5c0d\u65bcM0\u7684\u93a2\u7d72\u71c8\u5149\u6e90\uff0cM1\u7684D50\u5149\u6e90\u542b\u6709\u66f4\u591a\u7684UV\u6210\u5206)<br \/>\n&#8212;\u8272\u5dee\u516c\u5f0f\u63a1CIEDE2000<br \/>\n&#8212;68% of print run \u5fc5\u9808\u5728\u898f\u7bc4\u5167<br \/>\n&#8212;\u6703\u6709\u4e00\u500b\u8f03\u660e\u78ba\u7684\u7070\u8272\u516c\u5f0f(\u6703\u53c3\u7167\u7d19\u5f35\uff0c\u985e\u4f3cG7)<\/p>\n<p><strong>ISO 3664:2009(<\/strong>viewing conditions for images on reflective  media)\u53cd\u5c04\u7a3f\u4ef6\u89c0\u770b\u689d\u4ef6,<strong> ISO 13655:2009<\/strong> (Spectral measurement and  colorimetric computation for graphic arts images)\u5f71\u50cf\u91cf\u6e2c\u65b9\u6cd5<strong><br \/>\n<\/strong>\u25cf3664:2000: UV metamerism index (MI<sub>UV<\/sub>) to be smaller or  equal than 4<br \/>\n\u25cf3664:2009:MI<sub>UV<\/sub>&lt;1,5 and recommends  MI<sub>UV<\/sub>&lt;1,0.(MI<sub>UV<\/sub>\u75314\u964d\u52301.5)<sub><br \/>\n<\/sub>\u25cfIn order to  address the closer match of the UV-content a new measurement mode termed \u201cM1\u201d  has been defined in ISO 13655:2009. This allows for close match of the light  source to be used for measurement and the light source to be used for visual  appraisal in order to \u201cmeasure as you see\u201d.<br \/>\n(ISO  13655:2009\uff0c\u76f8\u5c0d\u65bcM0\u7684\u93a2\u7d72\u71c8\u5149\u6e90\uff0cM1\u7684D50\u5149\u6e90\u542b\u6709\u66f4\u6b63\u5e38\u5206\u5e03\u7684UV\u6210\u5206\uff0c\u4f7f\u5f97\u6578\u64da\u66f4\u63a5\u8fd1\u4eba\u773c\u611f\u53d7)<br \/>\n\u25cf ISO 3664:2000  :light sources omitting an UV-content from 0%, i.e. UV-Cut, to about 230 % are  within the specification (with D50 having 100 % UV-content).<br \/>\n\u25cfCreating new  characterization data for OBA-rich substrates\u00a0 seems to be the best alternative.  It requires a brief check of the paper with respect to its shade (coloration)  and OBA-content. With that information a dedicated set of characterization data  (using M1 measurement mode) can be created. Fogra already works on that approach  and evaluates candidates within the ongoing research project.<br \/>\n\u25cfISO 3664:2009  conforming viewing conditions represent both an improvement in colour  communication and appraisal and a challenge by means of the potential problems  to overcome.<br \/>\n<strong>PSD :: (ISO 15311,\u00a0 ISO 12647-7 Contract Proof, 12647-8  Validation print)<br \/>\n<\/strong>\u25cfPart 1: Parameters and Reporting Schema -&gt;  current status: PDTS (preliminary draft technical specification)<br \/>\n\u25cfPart 2:  Digital Commercial Printing -&gt; current status: PDTS<br \/>\n\u25cfPart 3: Large Format  Signage Printing -&gt; current status: PDTS<br \/>\n\u25cf<span style=\"font-size: x-small;\">PSD introduces the  media relative colour reproduction (and viewing), which provides, together with  the established absolute reproduction (viewed Side-by-Side). In addition the  proposal of a three level tolerance schema (quality types termed A, B and C)  helps to identify the required level of colour match and to cover a wide range  of printing application. Here the level \u201cA\u201d can be identified as \u201cstringent\u201d for  colour critical applications; Level B represents \u201cnormal\u201d tolerances for  industrial typical printing and level C is identified with \u201crelaxed\u201d tolerances.<\/span><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"555D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B555D.png\" alt=\"\" width=\"674\" height=\"253\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"dH\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B635D.png\" alt=\"\" width=\"349\" height=\"102\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"dC\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B675D.png\" alt=\"\" width=\"386\" height=\"85\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"12647-7\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B595D.png\" alt=\"\" width=\"686\" height=\"399\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"MIUV\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B745D.png\" alt=\"\" width=\"686\" height=\"653\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"795D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B795D.png\" alt=\"\" width=\"691\" height=\"240\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"865D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B865D.png\" alt=\"\" width=\"554\" height=\"749\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"905D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B905D.png\" alt=\"\" width=\"560\" height=\"245\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"945D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B945D.png\" alt=\"\" width=\"564\" height=\"293\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"985D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B985D.png\" alt=\"\" width=\"569\" height=\"122\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"1035D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B1035D.png\" alt=\"\" width=\"571\" height=\"225\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"1075D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B1075D.png\" alt=\"\" width=\"575\" height=\"128\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"1115D\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/image5B1115D.png\" alt=\"\" width=\"580\" height=\"141\" \/><br \/>\n<img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" title=\"udart\" src=\"http:\/\/www.fredkuo.idv.tw\/ppfogra39\/udart.png\" alt=\"\" width=\"572\" height=\"163\" \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>\u751a\u9ebc? \u5f8cFogra 39!? \u5728\u53f0\u7063\u5370\u5237\u7522\u696d\u5927\u90e8\u4efd\u4eba\u9084\u641e\u4e0d\u6e05\u695aFogra39 \u662f\u751a\u9ebc\u6771\u897f\u7684\u540c\u6642\uff0cFogra  [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[4,7],"tags":[17,62,102,40,103,71,8,26,67],"class_list":["post-1616","post","type-post","status-publish","format-standard","hentry","category-4","category-fogra","tag-digital-proof","tag-62","tag-102","tag-40","tag-fogra","tag-fogra-pso","tag-iso-12647-2","tag-26","tag-67"],"_links":{"self":[{"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=\/wp\/v2\/posts\/1616"}],"collection":[{"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1616"}],"version-history":[{"count":46,"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=\/wp\/v2\/posts\/1616\/revisions"}],"predecessor-version":[{"id":1715,"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=\/wp\/v2\/posts\/1616\/revisions\/1715"}],"wp:attachment":[{"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1616"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1616"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/fredkuo.idv.tw\/wordpress\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1616"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}