%!PS-Adobe-3.0 EPSF-3.0 http://farbe.li.tu-berlin.de/DG16/DG161-5A 20180701 %%BoundingBox: 70 85 226 206 %START PDFDE011.EPS /pdfmark14 where {pop} {userdict /pdfmark14 /cleartomark load put} ifelse /languagelevel where {pop languagelevel} {1} ifelse 2 lt { userdict (<<) cvn ([) cvn load put userdict (>>) cvn (]) cvn load put} if [ /Title (PostScript pictures: farbe.li.tu-berlin.de/DG16/DG16.HTM) /Author (compare K. Richter "Computergrafik ...": ISBN 3-8007-1775-1) /Subject (goto: http://farbe.li.tu-berlin.de http://130.149.60.45/~farbmetrik) /Keywords (image reproduction, colour devices) /Creator (klaus.richter@mac.com) /CreationDate (D:2018070112000) /ModDate (D:20180701112000) /DOCINFO pdfmark14 [ /View [ /Fit ] /DOCVIEW pdfmark14 %END PDFDE011 %SETCMYK_OLV.PS /setcmyk_olvcolor %transfer cmyk to olv {/ncolor exch def /ycolor exch def /mcolor exch def /ccolor exch def ncolor 0 eq {1 ccolor sub 1 mcolor sub 1 ycolor sub setrgbcolor } {ccolor 0 eq mcolor 0 eq and ycolor 0 eq and {%only black n 1 ncolor sub dup dup setrgbcolor } {%cmy and black n 1 ccolor sub 1 ncolor sub mul 1 mcolor sub 1 ncolor sub mul 1 ycolor sub 1 ncolor sub mul setrgbcolor } ifelse } ifelse } bind def % 40mm = 80*72/25.4 = 232; 232+90+13 = 335 % !AUSTAUSCH Times-Roman -> Times-Roman-ISOLatin1=Times-I /Times-Roman findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse }forall /Encoding ISOLatin1Encoding def currentdict end /Times-ISOL1 exch definefont pop /Times-Italic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse }forall /Encoding ISOLatin1Encoding def currentdict end /TimesI-ISOL1 exch definefont pop /Times-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse }forall /Encoding ISOLatin1Encoding def currentdict end /TimesB-ISOL1 exch definefont pop /Times-BoldItalic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse }forall /Encoding ISOLatin1Encoding def currentdict end /TimesBI-ISOL1 exch definefont pop /FS {findfont exch scalefont setfont} bind def /MM {72 25.4 div mul} def /TV {120 /Times-ISOL1 FS} bind def /TL {160 /Times-ISOL1 FS} bind def /TS {200 /Times-ISOL1 FS} bind def /TK {240 /Times-ISOL1 FS} bind def /TM {280 /Times-ISOL1 FS} bind def /TG {350 /Times-ISOL1 FS} bind def /TIV {120 /TimesI-ISOL1 FS} bind def /TIL {160 /TimesI-ISOL1 FS} bind def /TIS {200 /TimesI-ISOL1 FS} bind def /TIK {240 /TimesI-ISOL1 FS} bind def /TIM {280 /TimesI-ISOL1 FS} bind def /TIG {350 /TimesI-ISOL1 FS} bind def /TBV {120 /TimesB-ISOL1 FS} bind def /TBL {160 /TimesB-ISOL1 FS} bind def /TBS {200 /TimesB-ISOL1 FS} bind def /TBK {240 /TimesB-ISOL1 FS} bind def /TBM {280 /TimesB-ISOL1 FS} bind def /TBG {350 /TimesB-ISOL1 FS} bind def /TBIV {120 /TimesBI-ISOL1 FS} bind def /TBIL {160 /TimesBI-ISOL1 FS} bind def /TBIS {200 /TimesBI-ISOL1 FS} bind def /TBIK {240 /TimesBI-ISOL1 FS} bind def /TBIM {280 /TimesBI-ISOL1 FS} bind def /TBIG {350 /TimesBI-ISOL1 FS} bind def /SV {120 /Symbol FS} bind def /SL {160 /Symbol FS} bind def /SS {200 /Symbol FS} bind def /SK {240 /Symbol FS} bind def /SM {280 /Symbol FS} bind def /SG {350 /Symbol FS} bind def /RV {120 /Times-Roman FS} bind def /RL {160 /Times-Roman FS} bind def /RS {200 /Times-Roman FS} bind def /RK {240 /Times-Roman FS} bind def /RM {280 /Times-Roman FS} bind def /RG {350 /Times-Roman FS} bind def /RIV {120 /Times-Italic FS} bind def /RIL {160 /Times-Italic FS} bind def /RIS {200 /Times-Italic FS} bind def /RIK {240 /Times-Italic FS} bind def /RIM {280 /Times-Italic FS} bind def /RIG {350 /Times-Italic FS} bind def /RBV {120 /Times-Bold FS} bind def /RBL {160 /Times-Bold FS} bind def /RBS {200 /Times-Bold FS} bind def /RBK {240 /Times-Bold FS} bind def /RBM {280 /Times-Bold FS} bind def /RBG {350 /Times-Bold FS} bind def /RBIV {120 /Times-BoldItalic FS} bind def /RBIL {160 /Times-BoldItalic FS} bind def /RBIS {200 /Times-BoldItalic FS} bind def /RBIK {240 /Times-BoldItalic FS} bind def /RBIM {280 /Times-BoldItalic FS} bind def /RBIG {350 /Times-BoldItalic FS} bind def /rec %x, y width heigth {/heigth exch def /width exch def moveto width 0 rlineto 0 heigth rlineto width neg 0 rlineto closepath } bind def /colrecfi %x y width heigth c m y k {setcmykcolor rec fill} bind def /colrecst %x y width heigth c m y k {setcmykcolor rec stroke} bind def /cvishow {dup 0 ge {0.5 add} {0.5 sub} ifelse cvi 6 string cvs show} def /isV {TV 0 -50 rmoveto show 0 50 rmoveto TL} bind def /esV {TV 0 110 rmoveto show 0 -110 rmoveto TL} bind def /ibV {TBV 0 -50 rmoveto show 0 50 rmoveto TL} bind def /ebV {TBV 0 110 rmoveto show 0 -110 rmoveto TL} bind def /ipV {TV 24 24 rmoveto (\267) show 24 -24 rmoveto TL} bind def /iyV {SV FS 0 -50 rmoveto show 0 50 rmoveto TL} bind def /cvicvs {cvi 6 string cvs} def /cvishow {cvi 6 string cvs show} def /cvsshow1 {10 mul cvi 0.1 mul 9 string cvs show ( ) show} def /cvsshow2 {100 mul cvi 0.01 mul 9 string cvs show ( ) show} def /cvsshow3 {1000 mul cvi 0.001 mul 9 string cvs show ( ) show} def /cvsshow4 {10000 mul cvi 0.0001 mul 9 string cvs show ( ) show} def /cvsshow5 {100000 mul cvi 0.00001 mul 9 string cvs show ( ) show} def /cvsshow1x {/nxx exch def %example nxx=99.1/99.0 nxx 0 lt {(-) show /nxx nxx abs def} {iplus 1 eq {(+) show} if} ifelse nxx 10 mul cvi /nxi exch def %nxi=991/990 nxi 10 idiv /nxa exch def %nxa=99 nxi nxa 10 mul sub /nxb exch def %nxb=1/0 nxa cvishow (,) show %nxa=99 nxb cvishow %nxb=1/0 } def /cvsshow2x {/nxx exch def %example nxx=99.12/99,02/99,00 nxx 0 lt {(-) show /nxx nxx abs def} {iplus 1 eq {(+) show} if} ifelse nxx 100 mul cvi /nxi exch def %nxi=9912/9902/00 nxi 100 idiv /nxa exch def %nxa=99 nxi nxa 100 mul sub /nxb exch def %nxb=12/02/00 nxa cvishow (,) show %nxb=99, nxb 10 ge {nxb cvishow} if %nxb=12 nxb 1 ge nxb 9 le and {(0) show nxb cvishow} if %nxb=02 nxb 0 eq {(00) show} if %nxb=00 } def /cvsshow3x {/nxx exch def %example nxx=99.123/99.012/99.001/99.000 nxx 0 lt {(-) show /nxx nxx abs def} {iplus 1 eq {(+) show} if} ifelse nxx 1000 mul cvi /nxi exch def %nxi=99123/99012/99001/99000 nxi 1000 idiv /nxa exch def %nxa=99 nxi nxa 1000 mul sub /nxb exch def %nxb=123/012/001/000 nxa cvishow (,) show %nxb=99, nxb 100 ge {nxb cvishow} if %nxb=123/012/001/000 nxb 10 ge nxb 99 le and {(0) show nxb cvishow} if %nxb=012 nxb 1 ge nxb 9 le and {(00) show nxb cvishow} if %nxb=001 nxb 0 eq {(000) show} if %nxb=000 } def /cvsshow4x {/nxx exch def %example nxx=99.1234/99.0123/99.0010/99.0001 nxx 0 lt {(-) show /nxx nxx abs def} {iplus 1 eq {(+) show} if} ifelse nxx 10000 mul cvi /nxi exch def %nxi=991234/990123/990010/990000 nxi 10000 idiv /nxa exch def %nxa=99 nxi nxa 10000 mul sub /nxb exch def %nxb=1234/0123/0010/0001 nxa cvishow (,) show %nxb=99, nxb 1000 ge {nxb cvishow} if %nxb=1234/0123/0010/0001 nxb 100 ge nxb 999 le and {(0) show nxb cvishow} if %nxb=012 nxb 10 ge nxb 99 le and {(00) show nxb cvishow} if %nxb=012 nxb 1 ge nxb 9 le and {(000) show nxb cvishow} if %nxb=001 nxb 0 eq {(000) show} if %nxb=000 } def /proc_Munsell_colours {%BEG proc_Munsell_colours %calculation of transformation data /FARBE 27 array def /FARBE [(Munsell Value 1, 2, 5, 8, 9) () () %00 () () () %01 (Y=1.21, 3.13, 19.8, 59.1, 78.7) () () %02 () () () %03 (L* about 10, 20, 50, 80, 90) () () %04 () () () %05 () () () %06 () () () %07 () () () %08 ] def %Input /xy_MUNSELL 400 array def %80*5=400 xan,yan*1000 data /xy_MUNSELL %BEG xy_MUNSELL [%'DMYY'MUNSELL_V19_CR2.DAT; CHROMA 2 FUER VALUE 1, 2, 5, 8, 9 % 05 % 1 40 1 1 VALUE1 2677 2280 2547 2310 2427 2368 2360 2420 2309 2491 2291 2579 2291 2677 2322 2781 2362 2882 2430 3023 2500 3141 2600 3289 2689 3407 2758 3484 2833 3564 2910 3634 3006 3720 3154 3840 3359 3982 3540 4088 3802 4212 4042 4287 4230 4265 4362 4177 4446 3982 4430 3775 4377 3580 4258 3344 4128 3154 4020 3034 3908 2929 3768 2816 3629 2710 3498 2617 3378 2542 3240 2459 3132 2404 3030 2361 2936 2330 2808 2296 % 1 40 02 2 VALUE2 2803 2567 2712 2582 2638 2624 2592 2675 2558 2725 2545 2799 2559 2874 2578 2940 2606 3010 2651 3098 2697 3175 2765 3271 2820 3341 2869 3400 2918 3450 2978 3507 3069 3580 3165 3650 3309 3743 3421 3803 3556 3848 3660 3858 3757 3839 3825 3785 3872 3688 3889 3590 3880 3476 3852 3365 3811 3274 3751 3181 3692 3111 3614 3033 3532 2957 3459 2892 3383 2829 3279 2754 3161 2691 3071 2647 2984 2612 2892 2583 % 1 40 05 3 VALUE5 2959 2905 2918 2908 2882 2923 2847 2942 2821 2966 2803 3000 2794 3032 2791 3071 2796 3111 2812 3161 2841 3210 2880 3270 2910 3310 2945 3355 2978 3392 3030 3445 3110 3508 3188 3560 3289 3612 3352 3636 3422 3648 3470 3640 3500 3620 3534 3570 3546 3514 3540 3445 3530 3395 3506 3337 3465 3278 3425 3229 3392 3192 3360 3158 3332 3131 3296 3098 3256 3065 3199 3019 3148 2986 3103 2959 3045 2928 3000 2912 % 1 40 08 4 VALUE8 3027 3035 3003 3034 2974 3039 2957 3047 2935 3062 2922 3077 2908 3096 2897 3124 2894 3152 2900 3183 2919 3228 2940 3268 2957 3293 2981 3326 3009 3359 3053 3404 3121 3459 3194 3502 3284 3542 3327 3555 3359 3552 3379 3540 3394 3518 3406 3484 3407 3434 3395 3379 3373 3330 3334 3276 3301 3237 3277 3211 3254 3186 3236 3169 3218 3152 3200 3136 3180 3120 3154 3100 3131 3084 3107 3070 3065 3047 3048 3040 % 1 40 09 5 VALUE9 3038 3054 3015 3052 2991 3057 2975 3063 2949 3076 2937 3087 2919 3102 2909 3125 2907 3159 2911 3188 2930 3232 2947 3267 2965 3293 2987 3323 3017 3357 3058 3400 3124 3454 3198 3500 3284 3534 3321 3539 3349 3537 3365 3527 3378 3504 3390 3472 3392 3430 3380 3377 3353 3325 3320 3273 3284 3233 3263 3210 3240 3188 3210 3168 3205 3155 3190 3141 3172 3126 3149 3108 3128 3094 3107 3081 3067 3060 3050 3051 ] def %END xy_MUNSELL /Y_MUNSELL 5 array def %5 Y*1000 data /Y_MUNSELL %BEG xY_MUNSELL, from Richter Dissertation (1969), page 100 [12100 31300 197700 591000 786600] def %here 4 decimal places! /xy_MUNSELL_C 2 array def %2 xy*1000 data /xy_MUNSELL_C %BEG xy_MUNSELL_C [3101 3162] def %END xy_MUNSELL_C /xy_MUNSELL_Ex 6 array def %6 xy*1000 data, Value 2, 5, 8 /xy_MUNSELL_Ex %BEG xy_MUNSELL_Ex [% 1 01 2 4CR=2EX 3149 3086 % 1 01 5 5CR=2EX 3142 3234 % 1 01 8 6CR=2EX 3144 3275 ] def %END xy_MUNSELL_Ex /XANMEx 0.3140 def /YANMEx 0.3244 def /ZANMEx 1 XANMEx sub YANMEx sub def /YMEx 25.3 def /SUMMEx YMEx YANMEx div def /XMEx XANMEx SUMMEx mul def /ZMEx ZANMEx SUMMEx mul def %M=Munsell /XMi 200 array def %5*40 colour of chroma 2 /YMi 200 array def /ZMi 200 array def /XANMi 200 array def /YANMi 200 array def /ZANMi 200 array def /AANMi 200 array def /BANMi 200 array def /AnYi 200 array def /BnYi 200 array def 0 0 0 1 setcmykcolor /fscale 0.0001 def 0 1 199 {/k exch def %k=0,199 /k2 k 2 mul def XANMi k xy_MUNSELL k2 0 add get fscale mul put YANMi k xy_MUNSELL k2 1 add get fscale mul put ZANMi k 1. XANMi k get sub YANMi k get sub put /kV k 40 idiv def /YVALUE Y_MUNSELL kV get fscale mul def YMi k YVALUE put /SUMY YVALUE YANMi k get div def XMi k SUMY XANMi k get mul put ZMi k SUMY ZANMi k get mul put } for %k=0,199 %*********************** %XWM,YWM,ZWM and XKW,YKW,ZKW for white /YANWM xy_MUNSELL_C 0 get fscale mul def /YANWM xy_MUNSELL_C 1 get fscale mul def /ZANWM 1. YANWM sub YANWM sub def /YWM 100. def /SUMWM YWM YANWM div def /XWM SUMWM YANWM mul def /ZWM SUMWM ZANWM mul def /XKM XWM def /YKM YWM def /ZKM ZWM def %illuminant white colours /XAND65 0.3127 def /YAND65 0.3290 def /ZAND65 1. XAND65 sub YAND65 sub def /XAND50 0.3457 def /YAND50 0.3585 def /ZAND50 1. XAND50 sub YAND50 sub def /XANP40 0.3799 def /YANP40 0.3764 def /ZANP40 1. XANP40 sub YANP40 sub def /XANA00 0.4475 def /YANA00 0.4074 def /ZANA00 1. XANA00 sub YANA00 sub def /XANE00 0.3333 def /YANE00 0.3333 def /ZANE00 1. XANE00 sub YANE00 sub def /XANC00 0.3100 def /YANC00 0.3161 def /ZANC00 1. XANC00 sub YANC00 sub def /XANP00 0.3604 def /YANP00 0.3531 def /ZANP00 1. XANP00 sub YANP00 sub def /XANQ00 0.3090 def /YANQ00 0.3155 def /ZANQ00 1. XANQ00 sub YANQ00 sub def } bind def %END proc_Munsell_colours %****************************************************************** /ishowG1 {0 -80 rmoveto TM (1) show 0 80 rmoveto} bind def /ishowG2 {0 -80 rmoveto TM (2) show 0 80 rmoveto} bind def /ishowGu {0 -80 rmoveto TM (u) show 0 80 rmoveto} bind def /ishowGw {0 -80 rmoveto TM (w) show 0 80 rmoveto} bind def /ishowM1 {0 -70 rmoveto TK (1) show 0 70 rmoveto} bind def /ishowM2 {0 -70 rmoveto TK (2) show 0 70 rmoveto} bind def /ishowMu {0 -70 rmoveto TK (u) show 0 70 rmoveto} bind def /ishowMw {0 -70 rmoveto TK (w) show 0 70 rmoveto} bind def /ishowK1 {0 -60 rmoveto TS (1) show 0 60 rmoveto} bind def /ishowK2 {0 -60 rmoveto TS (2) show 0 60 rmoveto} bind def /ishowKu {0 -60 rmoveto TS (u) show 0 60 rmoveto} bind def /ishowKw {0 -60 rmoveto TS (w) show 0 60 rmoveto} bind def /ishowS1 {0 -50 rmoveto TL (1) show 0 50 rmoveto} bind def /ishowS2 {0 -50 rmoveto TL (2) show 0 50 rmoveto} bind def /ishowSu {0 -50 rmoveto TL (u) show 0 50 rmoveto} bind def /ishowSw {0 -50 rmoveto TL (w) show 0 50 rmoveto} bind def /ishowLi {0 -40 rmoveto TV (i) show 0 40 rmoveto TL} bind def /qshow- {-70 60 rmoveto TL (-) show -20 -60 rmoveto TL} bind def /eshow- {-60 90 rmoveto TL (-) show -20 -90 rmoveto TL} bind def /gshow- {-80 90 rmoveto TL (-) show -20 -90 rmoveto TL} bind def /ishowL01 {0 -40 rmoveto TV (1) show -20 40 rmoveto TL} bind def /ishowL02 {0 -40 rmoveto TV (2) show -20 40 rmoveto TL} bind def /ishowL03 {0 -40 rmoveto TV (3) show -20 40 rmoveto TL} bind def /ishowL11 {0 -40 rmoveto TV (11) show 0 40 rmoveto TL} bind def /ishowL12 {0 -40 rmoveto TV (12) show 0 40 rmoveto TL} bind def /ishowL13 {0 -40 rmoveto TV (13) show 0 40 rmoveto TL} bind def /ishowL21 {0 -40 rmoveto TV (21) show 0 40 rmoveto TL} bind def /ishowL22 {0 -40 rmoveto TV (22) show 0 40 rmoveto TL} bind def /ishowL23 {0 -40 rmoveto TV (23) show 0 40 rmoveto TL} bind def /ishowL31 {0 -40 rmoveto TV (31) show 0 40 rmoveto TL} bind def /ishowL32 {0 -40 rmoveto TV (32) show 0 40 rmoveto TL} bind def /ishowL33 {0 -40 rmoveto TV (33) show 0 40 rmoveto TL} bind def /ishowLu {0 -40 rmoveto TV (u) show 0 40 rmoveto} bind def /ishowLw {0 -40 rmoveto TV (w) show 0 40 rmoveto} bind def /ishowLB {0 -50 rmoveto TV (B) show 0 50 rmoveto} bind def /ishowLG {0 -50 rmoveto TV (G) show 0 50 rmoveto} bind def /ishowLY {0 -50 rmoveto TV (Y) show 0 50 rmoveto} bind def /ishowLR {0 -50 rmoveto TV (R) show 0 50 rmoveto} bind def /iblue {0 0 1 setrgbcolor} bind def /TlamdaL {TL (\050) show SL (l) show TL (\051) show} bind def /KLa {/yu exch def /xu exch def SL xu yu moveto (\346) show xu yu iyd 1 mul sub moveto (\347) show xu yu iyd 2 mul sub moveto (\350) show} bind def /KLz {/yu exch def /xu exch def SL xu yu moveto (\366) show xu yu iyd 1 mul sub moveto (\367) show xu yu iyd 2 mul sub moveto (\370) show} bind def /TE3 {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def TL xu yu moveto T1 show xu yu iyd 1 mul sub moveto T2 show xu yu iyd 2 mul sub moveto T3 show} bind def /TEk3 {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def TIL xu yu moveto T1 show xu yu iyd 1 mul sub moveto T2 show xu yu iyd 2 mul sub moveto T3 show} bind def /TEk301 {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def TIL xu yu moveto T1 show ishowL01 FONT xu yu iyd 1 mul sub moveto T2 show ishowL01 FONT xu yu iyd 2 mul sub moveto T3 show ishowL01 FONT} bind def /TEk30i {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def TIL xu yu moveto T1 show ishowL01 FONT xu yu iyd 1 mul sub moveto T2 show ishowL02 FONT xu yu iyd 2 mul sub moveto T3 show ishowL03 FONT} bind def /TEk3xlamda {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def xu yu moveto FONT T1 show ishowL01 FONT TlamdaL xu yu iyd 1 mul sub moveto FONT T2 show ishowL02 FONT TlamdaL xu yu iyd 2 mul sub moveto FONT T3 show ishowL03 FONT TlamdaL} bind def /TEk3lamda {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def xu yu moveto FONT T1 show TlamdaL xu yu iyd 1 mul sub moveto FONT T2 show TlamdaL xu yu iyd 2 mul sub moveto FONT T3 show TlamdaL} bind def /TEk30ilamda {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def xu yu moveto FONT T1 show eshow- TlamdaL xu yu iyd 1 mul sub moveto FONT T2 show qshow- TlamdaL xu yu iyd 2 mul sub moveto FONT T3 show eshow- TlamdaL} bind def /TEk31i {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def xu yu moveto FONT T1 show ishowL11 xu yu iyd 1 mul sub moveto FONT T2 show ishowL12 xu yu iyd 2 mul sub moveto FONT T3 show ishowL13} bind def /TEk32i {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def TIL xu yu moveto FONT T1 show ishowL21 xu yu iyd 1 mul sub moveto FONT T2 show ishowL22 xu yu iyd 2 mul sub moveto FONT T3 show ishowL23} bind def /TEk33i {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def TIL xu yu moveto FONT T1 show ishowL31 xu yu iyd 1 mul sub moveto FONT T2 show ishowL32 xu yu iyd 2 mul sub moveto FONT T3 show ishowL33} bind def %************************************************** /TEk3i1 {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def xu yu moveto FONT T1 show ishowL11 xu yu iyd 1 mul sub moveto FONT T2 show ishowL21 xu yu iyd 2 mul sub moveto FONT T3 show ishowL31} bind def /TEk3i2 {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def xu yu moveto FONT T1 show ishowL12 xu yu iyd 1 mul sub moveto FONT T2 show ishowL22 xu yu iyd 2 mul sub moveto FONT T3 show ishowL32} bind def /TEk3i3 {/T3 exch def /T2 exch def /T1 exch def /yu exch def /xu exch def xu yu moveto FONT T1 show ishowL13 xu yu iyd 1 mul sub moveto FONT T2 show ishowL23 xu yu iyd 2 mul sub moveto FONT T3 show ishowL33} bind def %********************************* /A11 0.9093 def /A12 0.3338 def /A13 -0.0133 def /A21 1.0000 def /A22 0.0000 def /A23 0.0000 def /A31 0.4494 def /A32 -0.0574 def /A33 -0.4136 def %********************************* /B11 0.0000 def /B12 1.0000 def /B13 0.0000 def /B21 2.9797 def /B22 -2.6662 def /B23 -0.0960 def /B31 -0.4139 def /B32 1.4571 def /B33 -2.4046 def %********************************* /AL11 A11 def /AL12 A12 def /AL13 A13 def /AL21 A21 def /AL22 A22 def /AL23 A23 def /AL31 A11 A21 add A31 add def /AL32 A12 A22 add A32 add def /AL33 A13 A23 add A33 add def %********************************* /BE11 B11 B13 sub def /BE12 B12 B13 sub def /BE13 B13 def /BE21 B21 B23 sub def /BE22 B22 B23 sub def /BE23 B23 def /BE31 B31 B33 sub def /BE32 B32 B33 sub def /BE33 B33 def %********************************* /A51 BE21 def /A52 BE22 def /A53 BE23 def /B51 BE31 def /B52 BE32 def /B53 BE33 def %********************************* /na 2.8 def /nb 1.0 def /nax {TL (2,8) show} bind def /nbx {TL (1,0) show} bind def %JUDDxyzq tristimulus values, nominal wavelength /JUDDxyzq 800 array def /JUDDxyzq [%JUDDtv (400) 400 0.06110000 0.00450000 0.27990000 (410) 410 0.12670000 0.00930000 0.58350000 (420) 420 0.22850000 0.01750000 1.06220000 (430) 430 0.30810000 0.02730000 1.45260000 (440) 440 0.33120000 0.03790000 1.60640000 (450) 450 0.28880000 0.04680000 1.47170000 (460) 460 0.23230000 0.06000000 1.28800000 (470) 470 0.17450000 0.09100000 1.11330000 (480) 480 0.09200000 0.13900000 0.75520000 (490) 490 0.03180000 0.20800000 0.44610000 (500) 500 0.00480000 0.32300000 0.26440000 (510) 510 0.00930000 0.50300000 0.15410000 (520) 520 0.06360000 0.71000000 0.07630000 (530) 530 0.16680000 0.86200000 0.04120000 (540) 540 0.29260000 0.95400000 0.02000000 (550) 550 0.43640000 0.99500000 0.00880000 (560) 560 0.59700000 0.99500000 0.00390000 (570) 570 0.76420000 0.95200000 0.00200000 (580) 580 0.91590000 0.87000000 0.00160000 (590) 590 1.02250000 0.75700000 0.00110000 (600) 600 1.05440000 0.63100000 0.00070000 (610) 610 0.99220000 0.50300000 0.00030000 (620) 620 0.84320000 0.38100000 0.00020000 (630) 630 0.63270000 0.26500000 0.00010000 (640) 640 0.44040000 0.17500000 0.00000000 (650) 650 0.27870000 0.10700000 0.00000000 (660) 660 0.16190000 0.06100000 0.00000000 (670) 670 0.08580000 0.03200000 0.00000000 (680) 680 0.04590000 0.01700000 0.00000000 (690) 690 0.02220000 0.00820000 0.00000000 (700) 700 0.01130000 0.00410000 0.00000000 %Sum XYZ 10.7533000 10.7526000 10.75310000 %Purple spectral colours (500c,E) 705 0.01230300 0.00410800 0.00563760 (510c,E) 715 0.01316620 0.00411490 0.01048940 (520c,E) 725 0.01370120 0.00411920 0.01349610 (530c,E) 735 0.01413890 0.00412280 0.01595620 (540c,E) 745 0.01468600 0.00412710 0.01903130 (550c,E) 755 0.01565870 0.00413500 0.02449810 (560c,E) 765 0.01830920 0.00415620 0.03939510 ] def /aushow {TIL (a) show (u) isV} bind def /bushow {TIL (b) show (u) isV} bind def /anshow {TIL (a) show (n) isV} bind def /bnshow {TIL (b) show (n) isV} bind def /nashow {TIL (n) show (a) isV} bind def /nbshow {TIL (n) show (b) isV} bind def /bashow {TBIL (n) show (a) ibV} bind def /bbshow {TBIL (n) show (b) ibV} bind def %%EndProlog gsave %lanindL2 START 20000505 /lanind 1 def /lantex [(G) (E) (S) (F) (I) (J) (M)] def /showde {0 lanind eq {show} {pop} ifelse} bind def /showen {1 lanind eq {show} {pop} ifelse} bind def /showes {3 lanind eq {show} {pop} ifelse} bind def /showfr {2 lanind eq {show} {pop} ifelse} bind def /showit {4 lanind eq {show} {pop} ifelse} bind def /showjp {5 lanind eq {show} {pop} ifelse} bind def /showea {1 lanind le {show} {pop} ifelse} bind def /lanindf where {pop /lanind1 lanindf def /lanind2 lanindf def /lanindd laninddf def} {/lanind1 0 def /lanind2 0 def} ifelse /colormf where {pop /colorm1 colormf def /colorm2 colormf def /colormd colormdf def} {/colorm1 0 def} ifelse /deintpf where {pop /deintp1 deintpf def /deintp2 deintpf def /deintpd deintpdf def} {/deintp1 0 def} ifelse /xcolorf where {pop /xcolor1 xcolorf def /xcolor2 xcolorf def /xcolord xcolordf def} {/xcolor1 3 def} ifelse /xchartf where {pop /xchart1 xchartf def /xchart2 xchartf def /xchartd xchartdf def /xchartm xchart2f xchart1f sub 1 add def} {/xchart1 0 def /xchartm 1 def} ifelse /xchart3f where {pop /xchart3 xchart3f def} {/xchart3 0 def} ifelse /xchart4f where {pop /xchart4 xchart4f def} {/xchart4 0 def} ifelse /pchartf where {pop /pchart1 pchartf def /pchart2 pchartf def /pchartd pchartdf def} {/pchart1 3 def} ifelse /colsepf where {pop /colsep1 colsepf def /colsep2 colsepf def /colsepd colsepdf def} {/colsep1 0 def} ifelse /pmetamf where {pop /pmetam1 pmetamf def /pmetam2 pmetamf def /pmetamd pmetamdf def} {/pmetam1 0 def} ifelse %either defaul values for xchart=0 or values for xchart=1 /lanind lanind1 def % /colorm colorm1 def % /deintp deintp1 def % /xcolor xcolor1 def % /xchart xchart1 def % /pchart pchart1 def % /colsep colsep1 def % /pmetam pmetam1 def % colorm 0 eq deintp 0 eq and {/Txx (d) def /Fxx (d) def} if %colorm=0, deintp=0 colorm 0 eq deintp 1 eq and {/Txx (e) def /Fxx (e) def} if %colorm=0, deintp=1 colorm 1 eq deintp 0 eq and {/Txx (dd) def /Fxx (d) def} if %colorm=1, deintp=0 colorm 1 eq deintp 1 eq and {/Txx (de) def /Fxx (e) def} if %colorm=1, deintp=1 xchart 0 eq {/Txx (-) def /Fxx (-) def} if %always independent of intended output gsave 72 90 translate 0.01 MM dup scale 20 setlinewidth %0 0 11600 17100 0.0 0.0 0.0 0.0 colrecfi %area white grey %0 0 11600 17100 0.0 0.0 0.0 1.0 colrecst %Rahmen Schwarz TK 0 setgray /xbtex0 1 def xbtex0 1 eq {%xbtex0=1 100 -200 moveto %(DG161-7) show xcolor 0 eq {(R, ) show} {(F, ) show} ifelse xchart 1 add cvishow } if %xbtex0=1 /FL 0.00001 def /Y18 25.3 def %Munsell background /n0e 1.0000 def %1.0000 for (ai,bi) and (Ai,Bi); 0.3333 for (A*i,B*i) /n1e 1.0000 def %allways /idyT 250 def /iyT 1800 def /xcharts 6 def %for xchartl 6 6:(a6,b6), 1:(A6,B6), 2:(A*6,B*6) /xchartl 5 def 4 1 4 {/xchartl exch def %xchartl=0,7 20 setlinewidth % xchartl 0 eq { 100 13000 translate} if % xchartl 1 eq { 6100 13000 translate} if % xchartl 2 eq { 100 08750 translate} if % xchartl 3 eq { 6100 08750 translate} if % xchartl 4 eq { 100 4500 translate} if % xchartl 5 eq { 6100 4500 translate} if % xchartl 6 eq { 100 0250 translate} if % xchartl 7 eq { 6100 0250 translate} if 0 setgray 150 /Times-ISOL1 FS 4300 -150 moveto (DG161-5A) show %xchartl 1 add cvishow %(A) show %A 30 setlinewidth [ ] 0 setdash /yhoe 4000 def /xwidth 5400 def 1 setgray 0 0 moveto xwidth 0 rlineto 0 yhoe rlineto xwidth neg 0 rlineto closepath fill 0 setgray 0 0 moveto xwidth 0 rlineto 0 yhoe rlineto xwidth neg 0 rlineto closepath stroke gsave %start because of clip %***************************************************************** xchartl 0 eq {%xchartl=0 %STOP0 /ix0 0050 def /iy0 3200 def /ixd 0500 def /iyd 0160 def 0 setgray ix0 yhoe 150 sub moveto TBL (Transformation zwischen den ) showde (Transformation between the ) showea TBIL (Judd) show TBL ( tristimulus and opponent values) showea (\252Spektral- und Gegenfarbenwerten) showde ix0 yhoe 350 sub moveto TL (Daten siehe ) showde (Data see ) showea TIL (K. Richter, ) show TL (Dissertation, Universit\344t Basel (Schweiz), 1969, Seite 58.) showde (PhD thesis, University of Basel (Switzerland), 1969, page 58.) showea /iy0 3400 def /iy1 2700 def /iy2 2000 def /iy3 0500 def /ix0 0150 def %Begin colour /ix1 1050 def %wavelength /ix2 2100 def %x,y,z /ix3 4100 def %a, b /iyd 0200 def /ixd 0600 def 100 iy0 150 add moveto 5200 0 rlineto stroke 100 iy1 150 add moveto 5200 0 rlineto stroke 100 iy2 000 add moveto 5200 0 rlineto stroke ix1 50 sub iy0 150 add moveto 0 -1550 rlineto stroke ix2 50 sub iy0 150 add moveto 0 -1550 rlineto stroke ix3 50 sub iy0 150 add moveto 0 -1550 rlineto stroke 100 iy0 150 add moveto 5200 0 rlineto 0 -1550 rlineto 5200 neg 0 rlineto closepath stroke ix0 iy0 moveto TBL (elementary) showea (Elementar\255) showde ix0 iy0 iyd 1 mul sub moveto (colour) showea (farbe) showde ix1 iy0 moveto TBL (dominant) showea (bunttongleiche) showde ix1 iy0 iyd 1 mul sub moveto (wavelength) showea (Wellenl\344nge) showde ix2 iy0 moveto TBIL (Judd) show TBL ( spectral tristimulus) showea ( spektrale Farbwerte) showde ix2 iy0 iyd 1 mul sub moveto TBL (values) showea ix2 iy0 iyd 2 mul sub moveto TIL (x) show qshow- TlamdaL ix2 ixd 1 mul add iy0 iyd 2 mul sub moveto TIL (y) show qshow- TlamdaL ix2 ixd 2 mul add iy0 iyd 2 mul sub moveto TIL (z) show qshow- TlamdaL ix3 iy0 moveto TBL (chromatic values) showea (Buntwerte) showde ix3 100 add iy0 iyd 1 mul sub moveto TBIL (RG) show ix3 100 add ixd add iy0 iyd 1 mul sub moveto TBIL (YB) show ix3 100 add iy0 iyd 2 mul sub moveto TIL (x) show qshow- ishowL02 TlamdaL ix3 100 add ixd 1 mul add iy0 iyd 2 mul sub moveto TIL (x) show qshow- ishowL03 TlamdaL ix0 iy1 moveto TL (blue) showea (Blau) showde ix0 iy1 iyd 1 mul sub moveto TL (green) showea (Gr\374n) showde ix0 iy1 iyd 2 mul sub moveto TL (yellow) showea (Gelb) showde ix0 iy1 iyd 3 mul sub moveto TL (red) showea (Rot) showde ix1 iy1 moveto SL (l) show ishowLB TL (=475 nm) show ix1 iy1 iyd 1 mul sub moveto SL (l) show ishowLG TL (=502 nm) show ix1 iy1 iyd 2 mul sub moveto SL (l) show ishowLY TL (=574 nm) show ix1 iy1 iyd 3 mul sub moveto SL (l) show ishowLR TL (=494c,E nm) show ix2 iy1 moveto TL (0,8267) show ix2 iy1 iyd 1 mul sub moveto TL (0,0107) show ix2 iy1 iyd 2 mul sub moveto TL (0,1304) show ix2 iy1 iyd 3 mul sub moveto TL (0,0028) show ix2 ixd 1 mul add iy1 moveto TL (0,9339) show ix2 ixd 1 mul add iy1 iyd 1 mul sub moveto TL (0,0038) show ix2 ixd 1 mul add iy1 iyd 2 mul sub moveto TL (0,1124) show ix2 ixd 1 mul add iy1 iyd 3 mul sub moveto TL (0,3701) show ix2 ixd 2 mul add iy1 moveto TL (0,0017) show ix2 ixd 2 mul add iy1 iyd 1 mul sub moveto TL (0,0005) show ix2 ixd 2 mul add iy1 iyd 2 mul sub moveto TL (0,9281) show ix2 ixd 2 mul add iy1 iyd 3 mul sub moveto TL (0,2238) show ix3 iy1 moveto TL ( 0,0000) show ix3 iy1 iyd 1 mul sub moveto TL (-1,0000) show ix3 iy1 iyd 2 mul sub moveto TL ( 0,0000) show ix3 iy1 iyd 3 mul sub moveto TL ( - ) show ix3 ixd add iy1 moveto TL ( - ) show ix3 ixd add iy1 iyd 1 mul sub moveto TL ( 0,0000) show ix3 ixd add iy1 iyd 2 mul sub moveto TL ( 1,0000) show ix3 ixd add iy1 iyd 3 mul sub moveto TL ( 0,0000) show %****************************************** /y2 1600 def %****************************************** ix0 y2 200 add moveto TL (There are six equations to calculate the six constants: ) showea (Sechs Gleichungen um die sechs Kontanten zu berechnen: ) showde TIL (b) show ishowL21 TL ( to ) showea ( bis ) showde TIL (b) show ishowL33 %****************************************** %left top ix0 y2 iyd 0 mul sub moveto TIL (x) show qshow- ishowL02 TL (\050) show SL (l) show ishowLB TL (\051=) show TIL (b) show ishowL21 TIL (x) show qshow- TL (\050) show SL (l) show ishowLB TL (\051+) show TIL (b) show ishowL22 TIL (y) show qshow- TL (\050) show SL (l) show ishowLB TL (\051+) show TIL (b) show ishowL23 TIL (z) show qshow- TL (\050) show SL (l) show ishowLB TL (\051=0) show ix0 y2 iyd 1 mul sub moveto TIL (x) show qshow- ishowL02 TL (\050) show SL (l) show ishowLG TL (\051=) show TIL (b) show ishowL21 TIL (x) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL22 TIL (y) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL23 TIL (z) show qshow- TL (\050) show SL (l) show ishowLG TL (\051=-1) show ix0 y2 iyd 2 mul sub moveto TIL (x) show qshow- ishowL02 TL (\050) show SL (l) show ishowLY TL (\051=) show TIL (b) show ishowL21 TIL (x) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL22 TIL (y) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL23 TIL (z) show qshow- TL (\050) show SL (l) show ishowLY TL (\051=0) show ix0 2700 add y2 iyd 0 mul sub moveto TIL (x) show qshow- ishowL03 TL (\050) show SL (l) show ishowLG TL (\051=) show TIL (b) show ishowL31 TIL (x) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL32 TIL (y) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL33 TIL (z) show qshow- TL (\050) show SL (l) show ishowLG TL (\051=0) show ix0 2700 add y2 iyd 1.0 mul sub moveto TIL (x) show qshow- ishowL03 TL (\050) show SL (l) show ishowLY TL (\051=) show TIL (b) show ishowL31 TIL (x) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL32 TIL (y) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL33 TIL (z) show qshow- TL (\050) show SL (l) show ishowLY TL (\051=1) show ix0 2700 add y2 iyd 2.0 mul sub moveto TIL (x) show qshow- ishowL03 TL (\050) show SL (l) show ishowLR TL (\051=) show TIL (b) show ishowL31 TIL (x) show qshow- TL (\050) show SL (l) show ishowLR TL (\051+) show TIL (b) show ishowL32 TIL (y) show qshow- TL (\050) show SL (l) show ishowLR TL (\051+) show TIL (b) show ishowL33 TIL (z) show qshow- TL (\050) show SL (l) show ishowLR TL (\051=0) show ix0 y2 iyd 3.1 mul sub moveto (Together with the use of the standard equation: ) showea (zusammen mit der benutzung der Normgleichung: ) showde TIL (x) show qshow- ishowL01 TL (\050) show SL (l) show TL (\051) show TL (=) show TIL (y) show eshow- TL (\050) show SL (l) show TL (\051) show 5100 y2 iyd 3.1 mul sub moveto TL ((1)) show ix0 y2 iyd 3.9 mul sub moveto TL (ergeben sich die Gleichungen zwischen Gegen- und Normspektralwerten:) showde (the equations between spectral oponent and tristimulus colour values are:) showea %****************************************** /y2 650 def %****************************************** %left top /iyd 160 def %new for matrix /x00d 0060 def %space after KLa /x01d 0300 def %space before KLz /x000 0150 def %x-pos for KLa /x001 x000 x00d add def %x-pos for Phi(1-3) /x002 x001 x01d add def %x-pos for KLz /FONT {TIL} bind def x000 y2 KLa x001 y2 120 add (_) (_) (_) TEk3 x001 y2 (x) (x) (x) TEk3xlamda x002 y2 KLz %= x002 100 add y2 iyd sub moveto TL (=) show %************************************** /x100 0750 def %x-position for KLa /x10d 0050 def %special space after KLa /x11d 0300 def %space between numbers /x12d 0200 def %space before KLz /x101 x100 def /x102 x100 x10d add def /x103 x102 x11d add def /x104 x103 x11d add def /x105 x104 x12d add def /FONT {TIL} bind def x101 y2 KLa x102 y2 (b) (b) (b) TEk3i1 x103 y2 (b) (b) (b) TEk3i2 x104 y2 (b) (b) (b) TEk3i3 x105 y2 KLz %* x105 100 add y2 iyd sub moveto TL (\267) show %*********************************************** /x20d 0050 def %space after KLa /x21d 0250 def %space before KLz /x200 1750 def %x-pos for KLa /x201 x200 x20d add def %x-pos for XYZ /x202 x201 x21d add def %x-pos for KLz /FONT {TIL} bind def x200 y2 KLa x201 y2 120 add (_) (_) (_) TEk3 x201 y2 (x) (y) (z) TEk3lamda x202 y2 KLz %= x202 100 add y2 iyd sub moveto TL (=) show %****************************************** %****************************************** %right top %************************************** /x100 2300 def %x-position for KLa /x10d 0040 def %special space after KLa /x11d 0650 def %space between numbers /x12d 0550 def %space before KLz /x101 x100 def /x102 x100 x10d add def /x103 x102 x11d add def /x104 x103 x11d add def /x105 x104 x12d add def x101 y2 KLa x102 y2 ( 0,0000) ( 2,9797) (-0,4139) TE3 x103 y2 ( 1,0000) (-2,6662) ( 1,4571) TE3 x104 y2 ( 0,0000) (-0,0960) (-2,4046) TE3 x105 y2 KLz %* x105 080 add y2 iyd sub moveto TL (\267) show %*********************************************** /x20d 080 def %space after KLa /x21d 250 def %space before KLz /x200 4350 def %x-pos for KLa /x201 x200 x20d add def %x-pos for XYZ /x202 x201 x21d add def %x-pos for KLz /FONT {TIL} bind def x200 y2 KLa x201 y2 120 add (_) (_) (_) TEk3 x201 y2 (x) (y) (z) TEk3lamda x202 y2 KLz 5100 y2 iyd sub moveto TL ((2)) show ix0 y2 iyd 3.5 mul sub moveto TL (Remark: The weighting ratio in the ) showea (Anmerkung: Das Verh\344ltnis in ) showde TIL (RG) show TL ( and ) showea ( und ) showde TIL (YB) show TL ( direction is 2,8:1 or 1:0,3571.) showea (\255Richtung ist 2,8:1 oder 1:0,3571.) showde } if %xchartl=0 %**************************************************************************** xchartl 1 eq {%xchartl=1 %STOP1 /ix0 0050 def /iy0 3200 def /ixd 0500 def /iyd 0160 def 0 setgray ix0 yhoe 150 sub moveto TBL (Transformation zwischen den ) showde (Transformation between the ) showea TBIL (Judd) show TBL ( tristimulus and opponent values) showea (\252Spektral- und Gegenfarbenwerten) showde ix0 yhoe 350 sub moveto TL (Daten siehe ) showde (Data see ) showea TIL (K. Richter, ) show TL (Dissertation, Universit\344t Basel (Schweiz), 1969, Seite 58.) showde (PhD thesis, University of Basel (Switzerland), 1969, page 58.) showea /iy0 3400 def /iy1 2700 def /iy2 2000 def /iy3 0500 def /ix0 0150 def %Begin colour /ix1 1050 def %wavelength /ix2 2100 def %x,y,z /ix3 4100 def %a, b /iyd 0200 def /ixd 0600 def 100 iy0 150 add moveto 5200 0 rlineto stroke 100 iy1 150 add moveto 5200 0 rlineto stroke 100 iy2 000 add moveto 5200 0 rlineto stroke ix1 50 sub iy0 150 add moveto 0 -1550 rlineto stroke ix2 50 sub iy0 150 add moveto 0 -1550 rlineto stroke ix3 50 sub iy0 150 add moveto 0 -1550 rlineto stroke 100 iy0 150 add moveto 5200 0 rlineto 0 -1550 rlineto 5200 neg 0 rlineto closepath stroke ix0 iy0 moveto TBL (elementary) showea (Elementar\255) showde ix0 iy0 iyd 1 mul sub moveto (colour) showea (farbe) showde ix1 iy0 moveto TBL (dominant) showea (bunttongleiche) showde ix1 iy0 iyd 1 mul sub moveto (wavelength) showea (Wellenl\344nge) showde ix2 iy0 moveto TBIL (Judd) show TBL ( spectral tristimulus) showea ( spektrale Farbwerte) showde ix2 iy0 iyd 1 mul sub moveto TBL (values) showea ix2 iy0 iyd 2 mul sub moveto TIL (x) show qshow- TlamdaL ix2 ixd 1 mul add iy0 iyd 2 mul sub moveto TIL (y) show qshow- TlamdaL ix2 ixd 2 mul add iy0 iyd 2 mul sub moveto TIL (z) show qshow- TlamdaL ix3 iy0 moveto TBL (chromatic values) showea (Buntwerte) showde ix3 100 add iy0 iyd 1 mul sub moveto TBIL (RG) show ix3 100 add ixd add iy0 iyd 1 mul sub moveto TBIL (YB) show ix3 100 add iy0 iyd 2 mul sub moveto TIL (a) show qshow- TlamdaL ix3 100 add ixd 1 mul add iy0 iyd 2 mul sub moveto TIL (b) show eshow- TlamdaL ix0 iy1 moveto TL (blue) showea (Blau) showde ix0 iy1 iyd 1 mul sub moveto TL (green) showea (Gr\374n) showde ix0 iy1 iyd 2 mul sub moveto TL (yellow) showea (Gelb) showde ix0 iy1 iyd 3 mul sub moveto TL (red) showea (Rot) showde ix1 iy1 moveto SL (l) show ishowLB TL (=475 nm) show ix1 iy1 iyd 1 mul sub moveto SL (l) show ishowLG TL (=502 nm) show ix1 iy1 iyd 2 mul sub moveto SL (l) show ishowLY TL (=574 nm) show ix1 iy1 iyd 3 mul sub moveto SL (l) show ishowLR TL (=494c,E nm) show ix2 iy1 moveto TL (0,8267) show ix2 iy1 iyd 1 mul sub moveto TL (0,0107) show ix2 iy1 iyd 2 mul sub moveto TL (0,1304) show ix2 iy1 iyd 3 mul sub moveto TL (0,0028) show ix2 ixd 1 mul add iy1 moveto TL (0,9339) show ix2 ixd 1 mul add iy1 iyd 1 mul sub moveto TL (0,0038) show ix2 ixd 1 mul add iy1 iyd 2 mul sub moveto TL (0,1124) show ix2 ixd 1 mul add iy1 iyd 3 mul sub moveto TL (0,3701) show ix2 ixd 2 mul add iy1 moveto TL (0,0017) show ix2 ixd 2 mul add iy1 iyd 1 mul sub moveto TL (0,0005) show ix2 ixd 2 mul add iy1 iyd 2 mul sub moveto TL (0,9281) show ix2 ixd 2 mul add iy1 iyd 3 mul sub moveto TL (0,2238) show ix3 iy1 moveto TL ( 0,0000) show ix3 iy1 iyd 1 mul sub moveto TL (-1,0000) show ix3 iy1 iyd 2 mul sub moveto TL ( 0,0000) show ix3 iy1 iyd 3 mul sub moveto TL ( - ) show ix3 ixd add iy1 moveto TL ( - ) show ix3 ixd add iy1 iyd 1 mul sub moveto TL ( 0,0000) show ix3 ixd add iy1 iyd 2 mul sub moveto TL ( 1,0000) show ix3 ixd add iy1 iyd 3 mul sub moveto TL ( 0,0000) show %****************************************** /y2 1600 def %****************************************** ix0 y2 200 add moveto TL (There are six equations to calculate the six constants: ) showea (Sechs Gleichungen um die sechs Kontanten zu berechnen: ) showde TIL (b) show ishowL21 TL ( to ) showea ( bis ) showde TIL (b) show ishowL33 %****************************************** %left top ix0 y2 iyd 0 mul sub moveto TIL (a) show qshow- TL (\050) show SL (l) show ishowLB TL (\051=) show TIL (b) show ishowL21 TIL (x) show qshow- TL (\050) show SL (l) show ishowLB TL (\051+) show TIL (b) show ishowL22 TIL (y) show qshow- TL (\050) show SL (l) show ishowLB TL (\051+) show TIL (b) show ishowL23 TIL (z) show qshow- TL (\050) show SL (l) show ishowLB TL (\051=0) show ix0 y2 iyd 1 mul sub moveto TIL (a) show qshow- TL (\050) show SL (l) show ishowLG TL (\051=) show TIL (b) show ishowL21 TIL (x) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL22 TIL (y) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL23 TIL (z) show qshow- TL (\050) show SL (l) show ishowLG TL (\051=-1) show ix0 y2 iyd 2 mul sub moveto TIL (a) show qshow- TL (\050) show SL (l) show ishowLY TL (\051=) show TIL (b) show ishowL21 TIL (x) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL22 TIL (y) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL23 TIL (z) show qshow- TL (\050) show SL (l) show ishowLY TL (\051=0) show ix0 2700 add y2 iyd 0 mul sub moveto TIL (b) show eshow- TL (\050) show SL (l) show ishowLG TL (\051=) show TIL (b) show ishowL31 TIL (x) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL32 TIL (y) show qshow- TL (\050) show SL (l) show ishowLG TL (\051+) show TIL (b) show ishowL33 TIL (z) show qshow- TL (\050) show SL (l) show ishowLG TL (\051=0) show ix0 2700 add y2 iyd 1.0 mul sub moveto TIL (b) show eshow- TL (\050) show SL (l) show ishowLY TL (\051=) show TIL (b) show ishowL31 TIL (x) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL32 TIL (y) show qshow- TL (\050) show SL (l) show ishowLY TL (\051+) show TIL (b) show ishowL33 TIL (z) show qshow- TL (\050) show SL (l) show ishowLY TL (\051=1) show ix0 2700 add y2 iyd 2.0 mul sub moveto TIL (b) show eshow- TL (\050) show SL (l) show ishowLR TL (\051=) show TIL (b) show ishowL31 TIL (x) show qshow- TL (\050) show SL (l) show ishowLR TL (\051+) show TIL (b) show ishowL32 TIL (y) show qshow- TL (\050) show SL (l) show ishowLR TL (\051+) show TIL (b) show ishowL33 TIL (z) show qshow- TL (\050) show SL (l) show ishowLR TL (\051=0) show ix0 y2 iyd 3.1 mul sub moveto (Together with the use of the standard equation: ) showea (zusammen mit der benutzung der Normgleichung: ) showde TIL (l) show eshow- TL (\050) show SL (l) show TL (\051) show TL (=) show TIL (y) show qshow- TL (\050) show SL (l) show TL (\051) show 5100 y2 iyd 3.1 mul sub moveto TL ((1)) show ix0 y2 iyd 3.9 mul sub moveto TL (ergeben sich die Gleichungen zwischen Gegen- und Normspektralwerten:) showde (the equations between spectral oponent and tristimulus colour values are:) showea %****************************************** /y2 650 def %****************************************** %left top /iyd 160 def %new for matrix /x00d 0100 def %space after KLa /x01d 0300 def %space for KLz /x000 0100 def %x-pos for KLa /x001 x000 x00d add def %x-pos for Phi(1-3) /x002 x001 x01d add def %x-pos for KLz /FONT {TIL} bind def x000 y2 KLa x001 y2 (l) (a) (b) TEk30ilamda x002 y2 KLz %= x002 100 add y2 iyd sub moveto TL (=) show %************************************** /x100 0750 def %x-position for KLa /x10d 0050 def %special space after KLa /x11d 0300 def %space between numbers /x12d 0200 def %space before KLz /x101 x100 def /x102 x100 x10d add def /x103 x102 x11d add def /x104 x103 x11d add def /x105 x104 x12d add def /FONT {TIL} bind def x101 y2 KLa x102 y2 (b) (b) (b) TEk3i1 x103 y2 (b) (b) (b) TEk3i2 x104 y2 (b) (b) (b) TEk3i3 x105 y2 KLz %* x105 100 add y2 iyd sub moveto TL (\267) show %*********************************************** /x20d 0050 def %space after KLa /x21d 0250 def %space before KLz /x200 1750 def %x-pos for KLa /x201 x200 x20d add def %x-pos for XYZ /x202 x201 x21d add def %x-pos for KLz /FONT {TIL} bind def x200 y2 KLa x201 y2 120 add (_) (_) (_) TEk3 x201 y2 (x) (y) (z) TEk3lamda x202 y2 KLz %= x202 100 add y2 iyd sub moveto TL (=) show %****************************************** %****************************************** %right top %************************************** /x100 2300 def %x-position for KLa /x10d 0040 def %special space after KLa /x11d 0650 def %space between numbers /x12d 0550 def %space before KLz /x101 x100 def /x102 x100 x10d add def /x103 x102 x11d add def /x104 x103 x11d add def /x105 x104 x12d add def x101 y2 KLa x102 y2 ( 0,0000) ( 2,9797) (-0,4139) TE3 x103 y2 ( 1,0000) (-2,6662) ( 1,4571) TE3 x104 y2 ( 0,0000) (-0,0960) (-2,4046) TE3 x105 y2 KLz %* x105 080 add y2 iyd sub moveto TL (\267) show %*********************************************** /x20d 080 def %space after KLa /x21d 250 def %space before KLz /x200 4350 def %x-pos for KLa /x201 x200 x20d add def %x-pos for XYZ /x202 x201 x21d add def %x-pos for KLz /FONT {TIL} bind def x200 y2 KLa x201 y2 120 add (_) (_) (_) TEk3 x201 y2 (x) (y) (z) TEk3lamda x202 y2 KLz 5100 y2 iyd sub moveto TL ((2)) show ix0 y2 iyd 3.5 mul sub moveto TL (Remark: The weighting ratio in the ) showea (Anmerkung: Das Verh\344ltnis in ) showde TIL (RG) show TL ( and ) showea ( und ) showde TIL (YB) show TL ( direction is 2,8:1 or 1:0,3571.) showea (\255Richtung ist 2,8:1 oder 1:0,3571.) showde } if %xchartl=1 %**************************************************************************** xchartl 2 eq {%xchartl=2 %a5=(A51x+A52y+A53)/y, b5=(B51x+B52y+B53)/y %STOP2 proc_Munsell_colours /a2x 1.0 def /b2x 1.0 def /XANWL XANMEx def /YANWL YANMEx def /ZANWL ZANMEx def /fakt 800 def /xtrans2 1100 def /ytrans2 3600 def xtrans2 ytrans2 translate %for text and grafic -1000 0 moveto 5200 0 rlineto stroke 0 0400 moveto 0 -3900 rlineto stroke %xaxis TBL -800 800 3200 {/xi exch def %xi=-800, 3200 xi 50 moveto 0 -100 rlineto stroke xi 0 ne {xi 50 sub 80 moveto xi 800 div cvishow} if } for %xi=-800, 3200 %yaxis -800 -800 -2400 {/yi exch def %xi=-800,-2400 -50 yi moveto 100 0 rlineto stroke -250 yi 50 sub moveto yi 800 div cvishow } for %xi=-800,-2400 3700 100 moveto TIS (a) show (5) ibV -250 150 moveto TIS (b) show (5) ibV /Y18 25.3 def %Munsell background /n0e 1.0000 def %not used for (x,y) /n1e 1.0000 def %not used for (x,y) 0 1 4 {/kV exch def %kV=0,4 for Value 1,2,5,8,9 /kV40 kV 40 mul def 0 1 39 {/i exch def %i=0,39 /ikV40 i kV40 add def /Yexp 1 def AnYi i XANMi ikV40 get A51 mul YANMi ikV40 get A52 mul add A53 add YANMi ikV40 get FL add div n1e exp Yexp mul a2x mul fakt mul put %A5 BnYi i XANMi ikV40 get B51 mul YANMi ikV40 get B52 mul add B53 add YANMi ikV40 get FL add div n1e exp Yexp mul b2x mul fakt mul put %B5 AnYi i get BnYi i get i 0 eq {moveto} if i 1 ge i 38 le and {lineto} if i 39 eq {lineto closepath stroke} if } for %i=0,39 } for %kV=0,4 /ix0M 1000 def /iy0M -2400 def /idyM 0220 def ix0M iy0M idyM 0 mul sub moveto TIS (a) show xcharts 1 sub cvicvs isV TS (=) show TIS (a) show (2x) isV TS ([\050) show A51 /iplus 0 def cvsshow4x /iplus 1 def TIS (x) show TS A52 cvsshow4x TIS (y) show TS A53 cvsshow4x (\051/) show TIS (y) show TS (]) show ix0M iy0M idyM 1 mul sub moveto TIS (b) show xcharts 1 sub cvicvs isV TS (=) show TIS (b) show (2x) isV TS ([\050) show B51 /iplus 0 def cvsshow4x /iplus 1 def TIS (x) show TS B52 cvsshow4x TIS (y) show TS B53 cvsshow4x (\051/) show TIS (y) show TS (]) show ix0M iy0M idyM 2 mul sub moveto TIS (a) show (2x) isV TS ( = ) show a2x /iplus 0 def cvsshow2x /iplus 1 def (, ) show TIS (b) show (2x) isV TS ( = ) show b2x /iplus 0 def cvsshow2x /iplus 1 def ix0M iy0M idyM 3 mul sub moveto SS (l) show (B,G,Y,R) isV TS (=475, 503, 574,494c,E nm) show 1000 -1400 moveto TBIS (Value ) show TBS (1) show 0680 -1400 moveto (2) show 0350 -1400 moveto (5) show 0200 -1400 moveto (8) show 0050 -1400 moveto (9) show /ixM 2730 def /iyM -0600 def ixM iyM 200 0 mul sub moveto TBIS (Munsell) show TBS (\255Farb\255) showde ( colour) showea ixM iyM 200 1 mul sub moveto TBS (system) showea (system) showde ixM iyM 200 2 mul sub moveto TBIS (Chroma) show TBS (\2552) show ( colours) showea (\255Farben) showde ixM iyM 200 3 mul sub moveto TBIS (Value ) show TBS (1, 2, 5, 8, 9) show ixM iyM 200 4 mul sub moveto TBIS (a) show (2x) ibV TBS (=1,0, ) show TBIS (b) show (2x) ibV TBS (=1,0) show xtrans2 neg ytrans2 neg translate %for text and grafic } if %xchartl=2 %(a5,b5) %**************************************************************************** xchartl 3 eq {%xchartl=3 %a5=(A51x+A52y+A53)/y, b5=(B51x+B52y+B53)/y %STOP3 proc_Munsell_colours /a2x 2.8 def /b2x 1.0 def /XANWL XANMEx def /YANWL YANMEx def /ZANWL ZANMEx def /fakt 800 def %/A51 3.0757 def = BE21 %/A52 -2.5702 def = BE22 %/A53 -0.0960 def = BE23 %/B51 1.9907 def = BE31 %/B52 3.8617 def = BE32 %/B53 -2.4046 def = BE33 /xtrans2 1100 def /ytrans2 3600 def xtrans2 ytrans2 translate %for text and grafic -1000 0 moveto 5200 0 rlineto stroke 0 0400 moveto 0 -3900 rlineto stroke %xaxis TBL -800 800 3200 {/xi exch def %xi=-800, 3200 xi 50 moveto 0 -100 rlineto stroke xi 0 ne {xi 50 sub 80 moveto xi 800 div cvishow} if } for %xi=-800, 3200 %yaxis -800 -800 -2400 {/yi exch def %xi=-800,-2400 -50 yi moveto 100 0 rlineto stroke -250 yi 50 sub moveto yi 800 div cvishow } for %xi=-800,-2400 3700 100 moveto TIS (a) show (5) ibV -250 150 moveto TIS (b) show (5) ibV /Y18 25.3 def %Munsell background /n0e 1.0000 def %not used for (x,y) /n1e 1.0000 def %not used for (x,y) 0 1 4 {/kV exch def %kV=0,4 for Value 1,2,5,8,9 /kV40 kV 40 mul def 0 1 39 {/i exch def %i=0,39 /ikV40 i kV40 add def /Yexp 1 def AnYi i XANMi ikV40 get A51 mul YANMi ikV40 get A52 mul add A53 add YANMi ikV40 get FL add div n1e exp Yexp mul a2x mul fakt mul put %A5 BnYi i XANMi ikV40 get B51 mul YANMi ikV40 get B52 mul add B53 add YANMi ikV40 get FL add div n1e exp Yexp mul b2x mul fakt mul put %B5 AnYi i get BnYi i get i 0 eq {moveto} if i 1 ge i 38 le and {lineto} if i 39 eq {lineto closepath stroke} if } for %i=0,39 } for %kV=0,4 /ix0M 2580 def /iy0M -0200 def /idyM 0220 def ix0M iy0M idyM 0 mul sub moveto TIS (a) show xcharts 1 sub cvicvs isV TS (=) show TIS (a) show (2x) isV TS ([\050) show A51 /iplus 0 def cvsshow4x /iplus 1 def TIS (x) show ix0M iy0M idyM 1 mul sub moveto TS A52 cvsshow4x TIS (y) show TS A53 cvsshow4x (\051/) show TIS (y) show TS (]) show ix0M iy0M idyM 2.1 mul sub moveto TIS (b) show xcharts 1 sub cvicvs isV TS (=) show TIS (b) show (2x) isV TS ([\050) show B51 /iplus 0 def cvsshow4x /iplus 1 def TIS (x) show ix0M iy0M idyM 3.1 mul sub moveto TS B52 cvsshow4x TIS (y) show TS B53 cvsshow4x (\051/) show TIS (y) show TS (]) show /ix0M 2550 def /iy0M -2500 def /iydM 0220 def ix0M iy0M iydM 3 mul sub moveto SS (l) show (B,G,Y,R) isV TS (=475, 503,) show ix0M iy0M iydM 4 mul sub moveto ( 574, 494c,E nm) show 2750 -1400 moveto TBIS (Value ) show TBS (1) show 1800 -1400 moveto (2) show 0950 -1400 moveto (5) show 0650 -1400 moveto (8) show 0420 -1400 moveto (9) show /ixM 2730 def /iyM -2000 def /iydM 0200 def ixM iyM iydM 0 mul sub moveto TBIS (Munsell) show TBS (\255Farb\255) showde ( colour) showea ixM iyM iydM 1 mul sub moveto TBS (system) showea (system) showde ixM iyM iydM 2 mul sub moveto TBIS (Chroma) show TBS (\2552) show ( colours) showea (\255Farben) showde ixM iyM iydM 3 mul sub moveto TBIS (Value ) show TBS (1, 2, 5, 8, 9) show ixM iyM iydM 4 mul sub moveto TBIS (a) show (2x) ibV TBS (=2,8, ) show TBIS (b) show (2x) ibV TBS (=1,0) show %Val 1 2 3 4 5 5.57 6 7 8 9 /VMi [ 1.000 2.000 3.000 4.000 5.000 5.570 6.000 7.000 8.000 9.000] def /YMi [ 1.210 3.130 6.560 12.000 19.770 25.300 30.050 43.060 59.100 78.660] def /aMi [ 1.060 0.720 0.560 0.430 0.340 0.310 0.300 0.270 0.250 0.230] def /bMi [-2.130 -1.900 -1.780 -1.690 -1.640 -1.623 -1.610 -1.590 -1.570 -1.550] def /aUi [ 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310] def /bUi [-1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623] def /pri [ 2.290 1.460 1.240 0.980 0.780 0.000 0.690 0.600 0.540 0.500] def 15 setlinewidth aMi 0 get fakt mul bMi 0 get fakt mul moveto aMi 9 get fakt mul bMi 9 get fakt mul lineto stroke /i 0 def %Value 1 aMi i get fakt mul 30 sub bMi i get fakt mul moveto 60 0 rlineto stroke aMi i get fakt mul bMi i get fakt mul 30 sub moveto 0 60 rlineto stroke /i 1 def %Value 1 aMi i get fakt mul 30 sub bMi i get fakt mul moveto 60 0 rlineto stroke aMi i get fakt mul bMi i get fakt mul 30 sub moveto 0 60 rlineto stroke /i 4 def %Value 1 aMi i get fakt mul 30 sub bMi i get fakt mul moveto 60 0 rlineto stroke aMi i get fakt mul bMi i get fakt mul 30 sub moveto 0 60 rlineto stroke /i 8 def %Value 1 aMi i get fakt mul 30 sub bMi i get fakt mul moveto 60 0 rlineto stroke aMi i get fakt mul bMi i get fakt mul 30 sub moveto 0 60 rlineto stroke /i 9 def %Value 1 aMi i get fakt mul 30 sub bMi i get fakt mul moveto 60 0 rlineto stroke aMi i get fakt mul bMi i get fakt mul 30 sub moveto 0 60 rlineto stroke /i 5 def %Value 5.57 aMi i get fakt mul bMi i get fakt mul 30 0 360 arc stroke %Value 1 aMi 0 get fakt mul 50 add bMi 0 get fakt mul 50 sub moveto TV (1) show %Value 9 aMi 9 get fakt mul 100 sub bMi 9 get fakt mul 00 sub moveto TV (9) show %Value 5.57 aMi 5 get fakt mul 30 add bMi 5 get fakt mul 30 add moveto TV (Ex) show /aWC XANC00 A51 mul YANC00 A52 mul add A53 add a2x mul YANC00 div def /bWC XANC00 B51 mul YANC00 B52 mul add B53 add b2x mul YANC00 div def aWC fakt mul bWC fakt mul 30 0 360 arc fill aWC fakt mul 130 sub bWC fakt mul 40 sub moveto TV (C) show xtrans2 neg ytrans2 neg translate %for text and grafic } if %xchartl=3 %(a5,b5) %**************************************************************************** xchartl 4 eq {%xchartl=3 %a5=(A51x+A52y+A53)/y, b5=(B51x+B52y+B53)/y %STOP4 /ix0 0050 def /iy0 3200 def /ixd 0500 def /iyd 0160 def 0 setgray ix0 yhoe 150 sub moveto TBL (Beziehung zwischen der radialen Farbart ) showde (Relation between the radial purity ) showea TBIL (p) show (r) ibV TBL ( of ) showea ( von ) showde TBIL (Chroma ) show TBL (2 ) show TBL (and tristimulus value ) showea (und Normfarbwert ) showde TBIL (Y) show ix0 yhoe 350 sub moveto TL (Daten siehe ) showde (Data see ) showea TIL (K. Richter, ) show TL (Dissertation, Universit\344t Basel (Schweiz), 1969, Seite 101.) showde (PhD thesis, University of Basel (Switzerland), 1969, page 101.) showea /fakt 2000 def %Val 1 2 3 4 5 5.57 6 7 8 9 /VMi [ 1.000 2.000 3.000 4.000 5.000 5.570 6.000 7.000 8.000 9.000] def /YMi [ 1.210 3.130 6.560 12.000 19.770 25.300 30.050 43.060 59.100 78.660] def /aMi [ 1.060 0.720 0.560 0.430 0.340 0.310 0.300 0.270 0.250 0.230] def /bMi [-2.130 -1.900 -1.780 -1.690 -1.640 -1.623 -1.610 -1.590 -1.570 -1.550] def /aUi [ 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310] def /bUi [-1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623] def /pri [ 2.290 1.460 1.240 0.980 0.780 0.740 0.690 0.600 0.540 0.500] def %Val 1 2 3 4 5 6 7 8 9 %/rri [ 2.290 1.460 1.240 0.980 0.780 0.690 0.600 0.540 0.500] def %/Yri [ 1.210 3.130 6.560 12.000 19.770 30.050 43.060 59.100 78.660] def %calculation of x(M), y(M), x(U), y(U) /xMi 10 array def /yMi 10 array def /xUi 10 array def /yUi 10 array def 0 1 9 {/i exch def %i=0,9 xMi i AL11 aMi i get 2.8 div AL12 mul add bMi i get AL13 mul add AL31 aMi i get 2.8 div AL32 mul add bMi i get AL33 mul add div put yMi i AL21 aMi i get 2.8 div AL22 mul add bMi i get AL23 mul add AL31 aMi i get 2.8 div AL32 mul add bMi i get AL33 mul add div put xUi i AL11 aUi i get 2.8 div AL12 mul add bUi i get AL13 mul add AL31 aUi i get 2.8 div AL32 mul add bUi i get AL33 mul add div put yUi i AL21 aUi i get 2.8 div AL22 mul add bUi i get AL23 mul add AL31 aUi i get 2.8 div AL32 mul add bUi i get AL33 mul add div put } for %i=0,9 /ixM 0100 def /iyM 3200 def /ixdM 480 def /iydM 200 def %table rectangle 15 setlinewidth ixM 50 sub iyM 380 add moveto 5300 0 rlineto 0 -880 rlineto -5300 0 rlineto closepath stroke ixM 50 sub iyM iydM 0.55 mul add moveto 5300 0 rlineto stroke 20 setlinewidth /xpos1 ixM ixdM 01 mul add def /xpos2 ixM ixdM 06 mul add def /xpos3 ixM ixdM 10 mul add def xpos1 30 sub iyM 380 add moveto 0 -0880 rlineto stroke xpos2 30 sub iyM 380 add moveto 0 -0880 rlineto stroke xpos3 30 sub iyM 380 add moveto 0 -0880 rlineto stroke /textposj [(V) (Y) (x) (y) (a) (b) (x) (y) (a) (b) (p) ] def /textpoij [( ) ( ) (M) (M) (n,M) (n,M) (U) (U) (n,U) (n,U) (r,MU) ] def /iplus 0 def 0 1 10 {/j exch def %j=0,10 ixM ixdM j mul add iyM iydM 1.1 mul add moveto TBL textposj j get show ixM ixdM j mul add 080 add iyM iydM 1.1 mul add moveto textpoij j get isV 0 4 8 {/i exch def %i=0,1 ixM ixdM j mul add j 5 eq j 9 eq or {50 sub} if iyM iydM i 4 idiv mul sub iydM 0.2 mul sub moveto TL i 8 eq {/ip 9 def}{/ip i def} ifelse j 0 eq {VMi ip get cvsshow3x} if j 1 eq {YMi ip get cvsshow3x} if j 2 eq {xMi ip get cvsshow3x} if j 3 eq {yMi ip get cvsshow3x} if j 4 eq {aMi ip get cvsshow3x} if j 5 eq {bMi ip get cvsshow3x} if j 6 eq {xUi ip get cvsshow3x} if j 7 eq {yUi ip get cvsshow3x} if j 8 eq {aUi ip get cvsshow3x} if j 9 eq {bUi ip get cvsshow3x} if j 10 eq {pri ip get cvsshow3x} if } for %i=0,1 } for %j=0,6 /xtrans4 500 def /ytrans4 300 def xtrans4 ytrans4 translate %for text and grafic -050 0 moveto 4800 0 rlineto stroke 4800 100 sub 50 moveto 100 -50 rlineto -100 -50 rlineto closepath fill 0 -100 moveto 0 2100 rlineto stroke -50 2100 100 sub moveto 50 100 rlineto 50 -100 rlineto closepath fill %xaxis TL /ids 1000 def %xaxis /txT [( 1) ( 3) ( 10) ( 30) (100)] def /txL [(0,0) (0,5) (1,0) (1,5) (2,0)] def 0 1 4 {/i exch def %i=0,4 i ids mul -50 moveto 0 100 rlineto stroke i ids mul 100 sub 100 moveto TL txT i get show i ids mul 100 sub -250 moveto TL txL i get show } for %i=0,4 %yaxis /tyT [( ) (1,0) (3,0)] def /tyL [(-0,5) ( 0,0) ( 0,5)] def 0 1 2 {/i exch def %i=0,2 -50 i ids mul moveto 100 0 rlineto stroke 100 i ids mul 50 sub moveto TL tyT i get show -400 i ids mul 50 sub moveto TL tyL i get show } for %i=0,2 4400 0100 moveto TBIL (Y) show 4400 -200 moveto TBL (log) show 20 0 rmoveto TBIL (Y) show 0100 2200 moveto TBIL (p) show (r) ibV TBL ( radial purity of ) showea ( radiale Farbart von ) showde TBIL (Chroma) show TBL ( 2 hue circles.) showea (\2552\255Bunttonkreise.) showde -450 2200 moveto TBL (log) show 20 0 rmoveto TBIL (p) show (r) ibV /y2 2000 def %equations %****************************************** 600 y2 moveto TIL (x) show TL (=\050) show /iplus 0 def TL A11 cvsshow4x /iplus 1 def TL A12 na div cvsshow4x anshow TL A13 cvsshow4x bnshow (\051/\050) show /iplus 0 def TL A11 A21 add A31 add cvsshow4x /iplus 1 def TL A12 A22 add A32 add na div cvsshow4x anshow TL A13 A23 add A33 add cvsshow4x bnshow (\051) show 4650 y2 moveto TL ((1)) show 600 y2 iyd 1.1 mul sub moveto TIL (y) show TL (=\050) show /iplus 0 def TL A21 cvsshow4x /iplus 1 def TL A22 na div cvsshow4x anshow TL A23 cvsshow4x bnshow (\051/\050) show /iplus 0 def TL A11 A21 add A31 add cvsshow4x /iplus 1 def TL A12 A22 add A32 add na div cvsshow4x anshow TL A13 A23 add A33 add cvsshow4x bnshow (\051) show 4650 y2 iyd sub moveto TL ((2)) show 15 setlinewidth 0 1 9 {/i exch def %i=0,9 YMi i get log 0.0 add fakt mul 50 sub pri i get log 0.5 add fakt mul moveto 100 0 rlineto stroke YMi i get log 0.0 add fakt mul pri i get log 0.5 add fakt mul 50 sub moveto 0 100 rlineto stroke i 0 eq {%i=0 YMi i get log 0.0 add fakt mul 50 sub pri i get log 0.5 add fakt mul 250 sub moveto TL i 1 add cvishow } if %i=0 i 4 eq {%i=4 YMi i get log 0.0 add fakt mul 50 sub pri i get log 0.5 add fakt mul 180 sub moveto TL i 1 add cvishow } if %i=4 i 9 eq {%i=9 YMi i get log 0.0 add fakt mul 50 sub pri i get log 0.5 add fakt mul 180 sub moveto TL i cvishow } if %i=9 } for %i=0,9 newpath 25.30 log 0.0 add fakt mul 0.74 log 0.5 add fakt mul 50 0 360 arc stroke 25.30 log 0.0 add fakt mul 100 sub pri 5 get log 0.5 add fakt mul 200 sub moveto TL (Ex) show /pxi 10 array def 0 1 9 {/i exch def %i=0,9 pxi i YMi i get -0.341 exp 2.20 mul put } for %i=0,9 /iplus 0 def 1 0 0 setrgbcolor TL -050 2.20 log 0.5 add fakt mul moveto 100 0 rlineto stroke -350 2.20 log 0.5 add fakt mul 050 sub moveto 2.20 log cvsshow2x 230 2.20 log 0.5 add fakt mul 050 sub moveto 2.20 cvsshow2x /px001 1 -0.341 exp 2.20 mul def /px100 100 -0.341 exp 2.20 mul def 1 0 0 setrgbcolor 001 log 0.0 add fakt mul px001 log 0.5 add fakt mul moveto 100 log 0.0 add fakt mul px100 log 0.5 add fakt mul lineto stroke /ixM 2700 def /iyM 1400 def /iydM 220 def ixM iyM moveto TBIL (p) show (r) ibV TBL (\050F, M) show (Y) ibV TBL (\051) show TBL (=) show TBIL (p) show (r) ibV TBL (\050F, M) show (Y=1) ibV TBL (\051) show 50 0 rmoveto TBIL (Y) show TBL ((F)) show (n) ebV ixM iyM iydM sub moveto TBIL (p) show (r) ibV TBL (\050F, M) show (Y=1) ibV TBL (\051) show TBL (=2,20) show ixM iyM iydM 2 mul sub moveto TBIL (n) show TBL (=-0,341) show xtrans4 neg ytrans4 neg translate %for text and grafic } if %xchartl=4 %(a5,b5) %**************************************************************************** xchartl 5 eq {%xchartl=3 %a5=(A51x+A52y+A53)/y, b5=(B51x+B52y+B53)/y %STOP5 /ix0 0050 def /iy0 3200 def /ixd 0500 def /iyd 0160 def 0 setgray ix0 yhoe 150 sub moveto TBL (Beziehung zwischen der radialen Farbart ) showde (Relation between the radial purity ) showea TBIL (p) show (r) ibV TBL ( of ) showea ( von ) showde TBIL (Chroma ) show TBL (2 ) show TBL (and tristimulus value ) showea (und Normfarbwert ) showde TBIL (Y) show ix0 yhoe 350 sub moveto TL (Daten siehe ) showde (Data see ) showea TIL (K. Richter, ) show TL (Dissertation, Universit\344t Basel (Schweiz), 1969, Seite 101.) showde (PhD thesis, University of Basel (Switzerland), 1969, page 101.) showea /fakt 2000 def %Val 1 2 3 4 5 5.57 6 7 8 9 /VMi [ 1.000 2.000 3.000 4.000 5.000 5.570 6.000 7.000 8.000 9.000] def /YMi [ 1.210 3.130 6.560 12.000 19.770 25.300 30.050 43.060 59.100 78.660] def /aMi [ 1.060 0.720 0.560 0.430 0.340 0.310 0.300 0.270 0.250 0.230] def /bMi [-2.130 -1.900 -1.780 -1.690 -1.640 -1.623 -1.610 -1.590 -1.570 -1.550] def /aUi [ 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310 0.310] def /bUi [-1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623 -1.623] def /pri [ 2.290 1.460 1.240 0.980 0.780 0.740 0.690 0.600 0.540 0.500] def %calculation of x(M), y(M), x(U), y(U) /xMi 10 array def /yMi 10 array def /xUi 10 array def /yUi 10 array def 0 1 9 {/i exch def %i=0,9 xMi i AL11 aMi i get 2.8 div AL12 mul add bMi i get AL13 mul add AL31 aMi i get 2.8 div AL32 mul add bMi i get AL33 mul add div put yMi i AL21 aMi i get 2.8 div AL22 mul add bMi i get AL23 mul add AL31 aMi i get 2.8 div AL32 mul add bMi i get AL33 mul add div put xUi i AL11 aUi i get 2.8 div AL12 mul add bUi i get AL13 mul add AL31 aUi i get 2.8 div AL32 mul add bUi i get AL33 mul add div put yUi i AL21 aUi i get 2.8 div AL22 mul add bUi i get AL23 mul add AL31 aUi i get 2.8 div AL32 mul add bUi i get AL33 mul add div put } for %i=0,9 /ixM 0100 def /iyM 2950 def /ixdM 480 def /iydM 200 def %table rectangle 15 setlinewidth ixM 50 sub iyM 580 add moveto 5300 0 rlineto 0 -2500 rlineto -5300 0 rlineto closepath stroke 20 setlinewidth ixM 50 sub iyM iydM 0.9 mul add moveto 5300 0 rlineto stroke /xpos1 ixM ixdM 01 mul add def /xpos2 ixM ixdM 06 mul add def /xpos3 ixM ixdM 10 mul add def xpos1 30 sub iyM 580 add moveto 0 -2500 rlineto stroke xpos2 30 sub iyM 580 add moveto 0 -2500 rlineto stroke xpos3 30 sub iyM 580 add moveto 0 -2500 rlineto stroke /textpos0 [(Value) (sample data) ()()()() (surround data) ()()() (purity)] def /textposj [(V) (Y) (x) (y) (a) (b) (x) (y) (a) (b) (p) ] def /textpoij [( ) ( ) (M) (M) (n,M) (n,M) (U) (U) (n,U) (n,U) (r,MU) ] def /iplus 0 def 0 1 10 {/j exch def %j=0,10 ixM ixdM j mul add iyM iydM 2.3 mul add moveto TBL textpos0 j get show ixM ixdM j mul add iyM iydM 1.4 mul add moveto TBIL textposj j get show ixM ixdM j mul add 080 add iyM iydM 1.4 mul add moveto textpoij j get isV 0 1 9 {/i exch def %i=0,9 ixM ixdM j mul add j 5 eq j 9 eq or {50 sub} if iyM iydM i mul sub moveto TL i 5 eq {TBL} if j 0 eq {VMi i get cvsshow3x} if j 1 eq {YMi i get cvsshow3x} if j 2 eq {xMi i get cvsshow3x} if j 3 eq {yMi i get cvsshow3x} if j 4 eq {aMi i get cvsshow3x} if j 5 eq {bMi i get cvsshow3x} if j 6 eq {xUi i get cvsshow3x} if j 7 eq {yUi i get cvsshow3x} if j 8 eq {aUi i get cvsshow3x} if j 9 eq {bUi i get cvsshow3x} if j 10 eq {pri i get cvsshow3x} if } for %i=0,9 } for %j=0,10 /y2 0650 def %text and equations %****************************************** ix0 y2 iyd 1.1 mul add moveto TL (For experimental (Ex) surround (bold data), see) showea (F\374r experimentelles (Ex) Umfeld (fett), siehe) showde TIL (Newhall,) show TL ( JOSA 30 (1940) ) show TL (p. 622) showea (S. 622) showde ix0 y2 moveto TIL (x) show TL (=\050) show SL (a) show ishowL11 TL (+) show SL (a) show ishowL12 anshow TL (+) show SL (a) show ishowL13 bnshow TL (\051/\050) show SL (a) show ishowL31 TL (+) show SL (a) show ishowL32 anshow TL (+) show SL (a) show ishowL33 bnshow TL (\051) show ix0 100 add y2 iyd 1.1 mul sub moveto (=\050) show /iplus 0 def TL A11 cvsshow4x /iplus 1 def TL A12 na div cvsshow4x anshow TL A13 cvsshow4x bnshow (\051/\050) show /iplus 0 def TL A11 A21 add A31 add cvsshow4x /iplus 1 def TL A12 A22 add A32 add na div cvsshow4x anshow TL A13 A23 add A33 add cvsshow4x bnshow (\051) show 5100 y2 iyd sub moveto TL ((9)) show %****************************************************************************** /y2 0250 def %****************************************** %left down4 %*********************************************** ix0 y2 moveto TIL (y) show TL (=\050) show SL (a) show ishowL21 TL (+) show SL (a) show ishowL22 anshow TL (+) show SL (a) show ishowL23 bnshow TL (\051/\050) show SL (a) show ishowL31 TL (+) show SL (a) show ishowL32 anshow TL (+) show SL (a) show ishowL33 bnshow TL (\051) show ix0 100 add y2 iyd 1.1 mul sub moveto (=\050) show /iplus 0 def TL A21 cvsshow4x /iplus 1 def TL A22 na div cvsshow4x anshow TL A23 cvsshow4x bnshow (\051/\050) show /iplus 0 def TL A11 A21 add A31 add cvsshow4x /iplus 1 def TL A12 A22 add A32 add na div cvsshow4x anshow TL A13 A23 add A33 add cvsshow4x bnshow (\051) show 5100 y2 iyd sub moveto TL ((10)) show } if %xchartl=5 %(a5,b5) %**************************************************************************** xchartl 6 eq {%xchartl=6 %a5=(A51x+A52y+A53)/y, b5=(B51x+B52y+B53)/y %STOP6 /ix0 0050 def /iy0 3200 def /ixd 0500 def /iyd 0160 def 0 setgray ix0 yhoe 170 sub moveto TBIL (Judd ) show TBL (spektrale Farbwerte und Buntwerte ) showde (spectral tristimulus and chromatic values ) showea TBIL (l) show eshow- TlamdaL TBL (, ) show TBIL (a) show qshow- TlamdaL TBL (, ) show TBIL (b) show eshow- TlamdaL ix0 yhoe 350 sub moveto TL (Daten siehe ) showde (Data see ) showea TIL (K. Richter, ) show TL (Dissertation, Universit\344t Basel (Schweiz), 1969, Seite 27.) showde (PhD thesis, University of Basel (Switzerland), 1969, page 27.) showea /xtrans6 500 def /ytrans6 300 def %300+1500 for y-data xtrans6 ytrans6 translate %for text and grafic /faktx 1000 def /fakty 320 def -050 0 moveto 4800 0 rlineto stroke 4800 100 sub 50 moveto 100 -50 rlineto -100 -50 rlineto closepath fill 0 -100 moveto 0 3340 rlineto stroke -50 3340 100 sub moveto 50 100 rlineto 50 -100 rlineto closepath fill /iy0 1620 def 1 0 0 setrgbcolor 0 iy0 moveto 4900 0 rlineto stroke 0 setgray %xaxis /idsx 1000 def /idsy 0320 def %567-495nm=72nm %xaxis 0 1 2 3 4 /txT [(400) (500) (600) (700) (400)] def /xpi [0 1 2 3 3.72 ] def 0 1 4 {/i exch def %i=0,4 /ip xpi i get def ip idsx mul -50 moveto 0 100 rlineto stroke ip idsx mul 100 sub -200 moveto TL txT i get show } for %i=0,4 %xaxis 0 1 2 /tcT [(495c) (530c) (567c)] def /xci [3.00 3.35 3.72 ] def 0 1 2 {/i exch def %i=0,2 /ip xci i get def ip idsx mul -50 moveto 0 100 rlineto stroke ip idsx mul 100 sub 100 moveto TL tcT i get show } for %i=0,2 %yaxis 0 1 2 3 4 5 6 7 8 9 10 /tyT [(-5) (-4) (-3) (-2) (-1) ( 0) ( 1) ( 2) ( 3)( 4) ( 5)] def 0 1 9 {/i exch def %i=0,9 -50 i idsy mul moveto 100 0 rlineto stroke -400 i idsy mul 50 sub moveto TL tyT i get show } for %i=0,9 4200 0100 moveto SL (l) show (c,E) ibV TL (/nm) show 4200 -200 moveto SL (l) show TL (/nm) show 100 3150 moveto TBIL (l) show eshow- TlamdaL TBL (, ) show bashow TBIL (a) show qshow- TlamdaL TBL (, ) show bbshow TBIL (b) show eshow- TlamdaL %calculation of chromatic values /lqi 38 array def /aqi 38 array def /bqi 38 array def 0 1 37 {/i exch def %i=0,37 /i5 i 5 mul def lqi i JUDDxyzq i5 3 add get put %y aqi i JUDDxyzq i5 2 add get B21 mul JUDDxyzq i5 3 add get B22 mul add JUDDxyzq i5 4 add get B23 mul add put bqi i JUDDxyzq i5 2 add get B31 mul JUDDxyzq i5 3 add get B32 mul add JUDDxyzq i5 4 add get B33 mul add put } for %i=0,37 0 1 2 {/j exch def %j=0,2 for l, a, b 0 1 37 {/i exch def %i=0,38 /i5 i 5 mul def /xvalue JUDDxyzq i5 1 add get 400 sub 100 div def j 0 eq {/yvalue lqi i get def} if j 1 eq {/yvalue aqi i get def} if j 2 eq {/yvalue bqi i get def} if xvalue faktx mul yvalue fakty mul iy0 add i 0 eq {moveto} if i 1 ge i 36 le and {lineto} if i 37 eq {lineto stroke} if } for %i=0,37 } for %j=0,2 1 0 0 setrgbcolor 574 400 sub 100 div faktx mul 1 fakty mul iy0 add moveto 0 -1 fakty mul rlineto stroke %574nm, YB=1 503 400 sub 100 div faktx mul -1 fakty mul iy0 add moveto 0 1 fakty mul rlineto stroke %503nm, RG=-1 574 400 sub 100 div faktx mul 470 sub 0.35 fakty mul iy0 add moveto TBIL (b) show eshow- TlamdaL (=1) show %574nm, YB=1 574 400 sub 100 div faktx mul 000 add iy0 150 sub moveto TL (574nm) show 503 400 sub 100 div faktx mul 020 add -0.9 fakty mul iy0 add moveto TBIL (a) show qshow- TlamdaL (=-1) show %503nm, RG=-1 503 400 sub 100 div faktx mul 040 add iy0 150 sub moveto TL (503nm) show 0 setgray 2080 1820 moveto TBIL (l) show eshow- TlamdaL 2350 2000 moveto bashow TBIL (a) show qshow- TlamdaL ( \050) show nashow (=1\051) show 0700 0600 moveto bbshow TBIL (b) show eshow- TlamdaL ( \050) show nbshow (=1\051) show %left top /ix0 100 def /y2 2800 def /iyd 160 def %new for matrix ix0 y2 iyd 1.1 mul add moveto TL (Die Gleichungen zwischen Gegen- und Normspektralwerten lauten:) showde (The equations between spectral oponent and tristimulus colour values are:) showea /x00d 0100 def %space after KLa /x01d 0300 def %space for KLz /x000 0100 def %x-pos for KLa /x001 x000 x00d add def %x-pos for Phi(1-3) /x002 x001 x01d add def %x-pos for KLz /FONT {TIL} bind def x000 y2 KLa x001 y2 (l) (a) (b) TEk30ilamda x002 y2 KLz %= x002 100 add y2 iyd 2 mul sub moveto TL (=) show %************************************** /x100 0750 def %x-position for KLa /x10d 0050 def %special space after KLa /x11d 0300 def %space between numbers /x12d 0200 def %space before KLz /x101 x100 def /x102 x100 x10d add def /x103 x102 x11d add def /x104 x103 x11d add def /x105 x104 x12d add def /FONT {TIL} bind def x101 y2 KLa x102 y2 (b) (b) (b) TEk3i1 x103 y2 (b) (b) (b) TEk3i2 x104 y2 (b) (b) (b) TEk3i3 x105 y2 KLz %* x105 100 add y2 iyd 2 mul sub moveto TL (\267) show %*********************************************** /x20d 0050 def %space after KLa /x21d 0250 def %space before KLz /x200 1750 def %x-pos for KLa /x201 x200 x20d add def %x-pos for XYZ /x202 x201 x21d add def %x-pos for KLz /FONT {TIL} bind def x200 y2 KLa x201 y2 120 add (_) (_) (_) TEk3 x201 y2 (x) (y) (z) TEk3lamda x202 y2 KLz %= x202 100 add y2 iyd 2 mul sub moveto TL (=) show %****************************************** %****************************************** %right top %************************************** /x100 2300 def %x-position for KLa /x10d 0040 def %special space after KLa /x11d 0650 def %space between numbers /x12d 0550 def %space before KLz /x101 x100 def /x102 x100 x10d add def /x103 x102 x11d add def /x104 x103 x11d add def /x105 x104 x12d add def x101 y2 KLa x102 y2 ( 0,0000) ( 2,9797) (-0,4139) TE3 x103 y2 ( 1,0000) (-2,6662) ( 1,4571) TE3 x104 y2 ( 0,0000) (-0,0960) (-2,4046) TE3 x105 y2 KLz %* x105 080 add y2 iyd 2 mul sub moveto TL (\267) show %*********************************************** /x20d 080 def %space after KLa /x21d 250 def %space before KLz /x200 4350 def %x-pos for KLa /x201 x200 x20d add def %x-pos for XYZ /x202 x201 x21d add def %x-pos for KLz /FONT {TIL} bind def x200 y2 KLa x201 y2 120 add (_) (_) (_) TEk3 x201 y2 (x) (y) (z) TEk3lamda x202 y2 KLz 2000 0800 moveto TL (The weighting constants in the ) showea (Die Gewichtskonstanten in ) showde TIL (RG (a)) show 2000 0620 moveto TL ( and ) showea (\255 und ) showde TIL (YB (b)) show TL ( direction used are ) showea (\255Richtung sind ) showde nashow (=1, ) show nbshow (=1.) show xtrans6 neg ytrans6 neg translate %for text and grafic } if %xchartl=6 %(a5,b5) %**************************************************************************** %**************************************************************************** xchartl 7 eq {%xchartl=7 %a5=(A51x+A52y+A53)/y, b5=(B51x+B52y+B53)/y %STOP6 /ix0 0050 def /iy0 3200 def /ixd 0500 def /iyd 0160 def 0 setgray ix0 yhoe 170 sub moveto TBIL (Judd ) show TBL (spektrale Farbwerte und Buntwerte ) showde (spectral tristimulus and chromatic values ) showea TBIL (l) show eshow- TlamdaL TBL (, ) show TBIL (a) show qshow- TlamdaL TBL (, ) show TBIL (b) show eshow- TlamdaL ix0 yhoe 350 sub moveto TL (Daten siehe ) showde (Data see ) showea TIL (K. Richter, ) show TL (Dissertation, Universit\344t Basel (Schweiz), 1969, Seite 27.) showde (PhD thesis, University of Basel (Switzerland), 1969, page 27.) showea /xtrans7 500 def /ytrans7 300 def %300+1500 for y-data xtrans7 ytrans7 translate %for text and grafic /faktx 1000 def /fakty 320 def -050 0 moveto 4800 0 rlineto stroke 4800 100 sub 50 moveto 100 -50 rlineto -100 -50 rlineto closepath fill 0 -100 moveto 0 3340 rlineto stroke -50 3340 100 sub moveto 50 100 rlineto 50 -100 rlineto closepath fill /iy0 1620 def 1 0 0 setrgbcolor 0 iy0 moveto 4900 0 rlineto stroke 0 setgray %xaxis /idsx 1000 def /idsy 0320 def %567-495nm=72nm %xaxis 0 1 2 3 4 /txT [(400) (500) (600) (700) (400)] def /xpi [0 1 2 3 3.72 ] def 0 1 4 {/i exch def %i=0,4 /ip xpi i get def ip idsx mul -50 moveto 0 100 rlineto stroke ip idsx mul 100 sub -200 moveto TL txT i get show } for %i=0,4 %xaxis 0 1 2 /tcT [(495c) (530c) (567c)] def /xci [3.00 3.35 3.72 ] def 0 1 2 {/i exch def %i=0,2 /ip xci i get def ip idsx mul -50 moveto 0 100 rlineto stroke ip idsx mul 100 sub 100 moveto TL tcT i get show } for %i=0,2 %yaxis 0 1 2 3 4 5 6 7 8 9 10 /tyT [(-5) (-4) (-3) (-2) (-1) ( 0) ( 1) ( 2) ( 3)( 4) ( 5)] def 0 1 9 {/i exch def %i=0,9 -50 i idsy mul moveto 100 0 rlineto stroke -400 i idsy mul 50 sub moveto TL tyT i get show } for %i=0,9 4200 0100 moveto SL (l) show (c,E) ibV TL (/nm) show 4200 -200 moveto SL (l) show TL (/nm) show 100 3150 moveto TBIL (l) show eshow- TlamdaL TBL (, ) show bashow TBIL (a) show qshow- TlamdaL TBL (, ) show bbshow TBIL (b) show eshow- TlamdaL %calculation of chromatic values /lqi 38 array def /aqi 38 array def /bqi 38 array def 0 1 37 {/i exch def %i=0,37 /i5 i 5 mul def lqi i JUDDxyzq i5 3 add get put %y aqi i JUDDxyzq i5 2 add get B21 mul JUDDxyzq i5 3 add get B22 mul add JUDDxyzq i5 4 add get B23 mul add put bqi i JUDDxyzq i5 2 add get B31 mul JUDDxyzq i5 3 add get B32 mul add JUDDxyzq i5 4 add get B33 mul add put } for %i=0,37 0 1 2 {/j exch def %j=0,2 for l, a, b 0 1 37 {/i exch def %i=0,38 /i5 i 5 mul def /xvalue JUDDxyzq i5 1 add get 400 sub 100 div def j 0 eq {/yvalue lqi i get def} if j 1 eq {/yvalue aqi i get 2.8 mul def} if j 2 eq {/yvalue bqi i get def} if xvalue faktx mul yvalue fakty mul 1600 add i 0 eq {moveto} if i 1 ge i 36 le and {lineto} if i 37 eq {lineto stroke} if } for %i=0,37 } for %j=0,2 1 0 0 setrgbcolor 574 400 sub 100 div faktx mul 1 fakty mul iy0 add moveto 0 -1 fakty mul rlineto stroke %574nm, YB=1 574 400 sub 100 div faktx mul 020 add iy0 150 sub moveto TL (574nm) show %574nm, YB=1 503 400 sub 100 div faktx mul -2.8 fakty mul iy0 add moveto 0 2.8 fakty mul rlineto stroke %503nm, RG=-2,8 503 400 sub 100 div faktx mul 50 add iy0 150 sub moveto TL (503nm) show 574 400 sub 100 div faktx mul 470 sub 0.30 fakty mul iy0 add moveto TBIL (b) show eshow- TlamdaL (=1) show %574nm, YB=1 503 400 sub 100 div faktx mul 040 add -2.8 fakty mul iy0 add moveto TBIL (a) show qshow- TlamdaL 503 400 sub 100 div faktx mul 040 add -2.8 fakty mul iy0 add 160 sub moveto (=-2,8) show %503nm, RG=-1 0 setgray 2080 1820 moveto TBIL (l) show eshow- TlamdaL 2400 2500 moveto bashow TBIL (a) show qshow- TlamdaL ( \050) show nashow (=2,8\051) show 0100 0100 moveto bbshow TBIL (b) show eshow- TlamdaL ( \050) show nbshow (=1\051) show 2000 0800 moveto TL (The weighting constants in the ) showea (Die Gewichtskonstanten in ) showde TIL (RG (a)) show 2000 0620 moveto TL ( and ) showea (\255 und ) showde TIL (YB (b)) show TL ( direction are ) showea (\255Richtung sind ) showde nashow (=2,8, ) show nbshow (=1.) show xtrans7 neg ytrans7 neg translate %for text and grafic } if %xchartl=7 %(a5,b5) %***************************************************************** grestore %end because of clip % xchartl 0 eq { 100 neg 13000 neg translate} if % xchartl 1 eq { 6100 neg 13000 neg translate} if % xchartl 2 eq { 100 neg 08750 neg translate} if % xchartl 3 eq { 6100 neg 08750 neg translate} if % xchartl 4 eq { 100 neg 4500 neg translate} if % xchartl 5 eq { 6100 neg 4500 neg translate} if % xchartl 6 eq { 100 neg 0250 neg translate} if % xchartl 7 eq { 6100 neg 0250 neg translate} if } for %xchartl=0,7 showpage grestore %} for %output with langind end %%Trailer