%!PS-Adobe-3.0 EPSF-3.0 DM100/PK0X_FRAME_A6_F1_MK00.PS DM100-00 20120601 %%BoundingBox: 70 83 226 206 /pdfmarkF where {pop} {userdict /pdfmarkF /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: http://130.149.60.445/~farbmetrik/DM10) /Author (compare K. Richter "Computergrafik ...": ISBN 3-8007-1775-1) /Subject (goto: http://www.ps.bam.de or http://130.149.60.445/~farbmetrik) /Keywords (image reproduction, colour devices) /Creator (klaus.richter@mac.com) /CreationDate (D:2012060112000) /ModDate (D:2012060112000) /DOCINFO pdfmarkF [ /View [ /Fit ] /DOCVIEW pdfmarkF %************************************************************ %Early Frame File (f) definition /sfgray {setgray} bind def /sfrgbcolor {setrgbcolor} bind def /sfcmykcolor {setcmykcolor} bind def %********************************************* %line 29, %BEG Include Procedures for output linearization at line 30 %**************************************************** %BEG 'DM10'OUTLIN11.PS for output 3D-linearization %**************************************************** /PROC_COLINT_IOF {%BEG procedure PROC_COLINT_IOF /Lab2RGB {%BEG Procedure Lab2RGB % --- Lab2RGB ----------------- % % --- Eingabe (stack): L* a* b* % --- Ausgabe (stack): iR iG iB ; die Indizes des LUT-Wertes mit dem geringsten Delta-E bzgl. Eingabewert % ---- : delta-E ; und das Delta-E dazu % /Zielb exch def /Ziela exch def /ZielL exch def /dE 1000 def /opt 0 def 1 1 nges { 1 sub 3 mul /ii exch def /dL lut ii get ZielL sub abs def dE dL ge { %dE>dL /da lut ii 1 add get Ziela sub abs def dE da ge { %dE>da /db lut ii 2 add get Zielb sub abs def dE db ge { %dE>db /dEneu dL dL mul da da mul db db mul add add sqrt def dE dEneu ge { % test ob dEneu < dE /dE dEneu def /opt ii def } if } if } if } if } for /opt opt 3 idiv def opt nG nB mul idiv % R auf den stack (Wertebereich real: 0-(nr-1)) opt nG nB mul mod nB idiv % G auf den stack opt nG nB mul mod nB mod % B auf den stack dEneu } def %END Procedure Lab2RGB %********************************************************************* /indexkonv {%BEG Procedure indexkonv % --- indexkonv ----------------- % % --- Eingabe (stack): iR iG iB ; Indizes eines LUT-Wertes % --- Ausgabe (stack): Position des LUT-Wertes im 1-dim Lut-Array % %errechnet aus r g b index auf stack den fortlaufenden index exch nB mul add exch nB nG mul mul add 3 mul } def %END Procedure indexkonv %********************************************************************* /set_oktant {%BEG Procedure set_oktant % --- set_oktant ----------------- % % --- Eingabe (stack): iR iG iB ; Indizes eines LUT-Wertes, % kennzeichnet die dem Ursprung entfernteste Ecke des ausgewaehlten Raumbereiches % sortierung v1->v8: RGB, RGB+1, RG+1B, RG+1B+1, usw.. % --- Ausgabe (stack): keine % /B_index exch def /G_index exch def /R_index exch def R_index G_index B_index indexkonv /tempindex exch def % /eswird R_index G_index B_index /zu tempindex /lin_v8L lut tempindex get def /lin_v8a lut tempindex 1 add get def /lin_v8b lut tempindex 2 add get def R_index G_index B_index 1 sub indexkonv /tempindex exch def % /eswird R_index G_index B_index 1 sub /zu tempindex jens /lin_v7L lut tempindex get def /lin_v7a lut tempindex 1 add get def /lin_v7b lut tempindex 2 add get def R_index G_index 1 sub B_index indexkonv /tempindex exch def /lin_v6L lut tempindex get def /lin_v6a lut tempindex 1 add get def /lin_v6b lut tempindex 2 add get def R_index G_index 1 sub B_index 1 sub indexkonv /tempindex exch def /lin_v5L lut tempindex get def /lin_v5a lut tempindex 1 add get def /lin_v5b lut tempindex 2 add get def R_index 1 sub G_index B_index indexkonv /tempindex exch def /lin_v4L lut tempindex get def /lin_v4a lut tempindex 1 add get def /lin_v4b lut tempindex 2 add get def R_index 1 sub G_index B_index 1 sub indexkonv /tempindex exch def /lin_v3L lut tempindex get def /lin_v3a lut tempindex 1 add get def /lin_v3b lut tempindex 2 add get def R_index 1 sub G_index 1 sub B_index indexkonv /tempindex exch def /lin_v2L lut tempindex get def /lin_v2a lut tempindex 1 add get def /lin_v2b lut tempindex 2 add get def R_index 1 sub G_index 1 sub B_index 1 sub indexkonv /tempindex exch def /lin_v1L lut tempindex get def /lin_v1a lut tempindex 1 add get def /lin_v1b lut tempindex 2 add get def } def %END Procedure set_oktant %********************************************************************* /L_abc {%BEG Procedure L_abc % --- L_abc ----------------- % % --- Eingabe (stack): alpha (R-Richtung) beta (G-Richtung) gamma (B-Richtung) % --- Ausgabe (stack): L* interpoliert aus LUT im aktuellen Oktanten % /gamma exch def /beta exch def /alpha exch def /alpham 1 alpha sub def /betam 1 beta sub def /gammam 1 gamma sub def lin_v8L alpha beta gamma mul mul mul lin_v7L alpha beta gammam mul mul mul add lin_v6L alpha betam gamma mul mul mul add lin_v5L alpha betam gammam mul mul mul add lin_v4L alpham beta gamma mul mul mul add lin_v3L alpham beta gammam mul mul mul add lin_v2L alpham betam gamma mul mul mul add lin_v1L alpham betam gammam mul mul mul add } def %END Procedure L_abc %********************************************************************* /a_abc {%BEG Procedure a_abc % --- a_abc ----------------- % % --- Eingabe (stack): alpha (R-Richtung) beta (G-Richtung) gamma (B-Richtung) % --- Ausgabe (stack): L* interpoliert aus LUT im aktuellen Oktanten % /gamma exch def /beta exch def /alpha exch def /alpham 1 alpha sub def /betam 1 beta sub def /gammam 1 gamma sub def lin_v8a alpha beta gamma mul mul mul lin_v7a alpha beta gammam mul mul mul add lin_v6a alpha betam gamma mul mul mul add lin_v5a alpha betam gammam mul mul mul add lin_v4a alpham beta gamma mul mul mul add lin_v3a alpham beta gammam mul mul mul add lin_v2a alpham betam gamma mul mul mul add lin_v1a alpham betam gammam mul mul mul add } def %END Procedure a_abc %********************************************************************* /b_abc {%BEG Procedure b_abc % --- b_abc ----------------- % % --- Eingabe (stack): alpha (R-Richtung) beta (G-Richtung) gamma (B-Richtung) % --- Ausgabe (stack): L* interpoliert aus LUT im aktuellen Oktanten % /gamma exch def /beta exch def /alpha exch def /alpham 1 alpha sub def /betam 1 beta sub def /gammam 1 gamma sub def lin_v8b alpha beta gamma mul mul mul lin_v7b alpha beta gammam mul mul mul add lin_v6b alpha betam gamma mul mul mul add lin_v5b alpha betam gammam mul mul mul add lin_v4b alpham beta gamma mul mul mul add lin_v3b alpham beta gammam mul mul mul add lin_v2b alpham betam gamma mul mul mul add lin_v1b alpham betam gammam mul mul mul add } def %END Procedure b_abc %********************************************************************* /Jacobi_abc {%BEG Procedure Jacobi_abc % --- Jacobi_abc ----------------- % % --- Eingabe (stack): alpha (R-Richtung) beta (G-Richtung) gamma (B-Richtung) % --- Ausgabe (stack): Jacobi Matrix an der stelle abc im aktuellen Oktanten % in der reihenfolge abcdefghi % (a b c) % (d e f) % (g h i) % /gamma exch def /beta exch def /alpha exch def /alpham 1 alpha sub def /betam 1 beta sub def /gammam 1 gamma sub def lin_v5L lin_v1L sub betam gammam mul mul lin_v6L lin_v2L sub betam gamma mul mul add lin_v7L lin_v3L sub beta gammam mul mul add lin_v8L lin_v4L sub beta gamma mul mul add lin_v3L lin_v1L sub alpham gammam mul mul lin_v4L lin_v2L sub alpham gamma mul mul add lin_v7L lin_v5L sub alpha gammam mul mul add lin_v8L lin_v6L sub alpha gamma mul mul add lin_v2L lin_v1L sub alpham betam mul mul lin_v4L lin_v3L sub alpham beta mul mul add lin_v6L lin_v5L sub alpha betam mul mul add lin_v8L lin_v7L sub alpha beta mul mul add lin_v5a lin_v1a sub betam gammam mul mul lin_v6a lin_v2a sub betam gamma mul mul add lin_v7a lin_v3a sub beta gammam mul mul add lin_v8a lin_v4a sub beta gamma mul mul add lin_v3a lin_v1a sub alpham gammam mul mul lin_v4a lin_v2a sub alpham gamma mul mul add lin_v7a lin_v5a sub alpha gammam mul mul add lin_v8a lin_v6a sub alpha gamma mul mul add lin_v2a lin_v1a sub alpham betam mul mul lin_v4a lin_v3a sub alpham beta mul mul add lin_v6a lin_v5a sub alpha betam mul mul add lin_v8a lin_v7a sub alpha beta mul mul add lin_v5b lin_v1b sub betam gammam mul mul lin_v6b lin_v2b sub betam gamma mul mul add lin_v7b lin_v3b sub beta gammam mul mul add lin_v8b lin_v4b sub beta gamma mul mul add lin_v3b lin_v1b sub alpham gammam mul mul lin_v4b lin_v2b sub alpham gamma mul mul add lin_v7b lin_v5b sub alpha gammam mul mul add lin_v8b lin_v6b sub alpha gamma mul mul add lin_v2b lin_v1b sub alpham betam mul mul lin_v4b lin_v3b sub alpham beta mul mul add lin_v6b lin_v5b sub alpha betam mul mul add lin_v8b lin_v7b sub alpha beta mul mul add } def %END Procedure Jacobi_abc %********************************************************************* /Inverse_mat {%BEG Procedure Inverse_mat % --- Inverse_mat ----------------- % % --- Eingabe (stack): Matrix in der reihenfolge abcdefghi % invertiert die Matrix (a b c) % (d e f) % (g h i) % --- Ausgabe (stack): Matrix % /i_i exch def /i_h exch def /i_g exch def /i_f exch def /i_e exch def /i_d exch def /i_c exch def /i_b exch def /i_a exch def /i_det i_a i_e i_i mul mul i_b i_d i_i mul mul sub i_a i_f i_h mul mul sub i_c i_d i_h mul mul add i_b i_f i_g mul mul add i_c i_e i_g mul mul sub def i_e i_i mul i_f i_h mul sub i_det div %a der inversen auf stack i_c i_h mul i_b i_i mul sub i_det div %b der inversen auf stack i_b i_f mul i_c i_e mul sub i_det div %c der inversen auf stack i_f i_g mul i_d i_i mul sub i_det div %d der inversen auf stack i_a i_i mul i_c i_g mul sub i_det div %e der inversen auf stack i_c i_d mul i_a i_f mul sub i_det div %f der inversen auf stack i_d i_h mul i_e i_g mul sub i_det div %g der inversen auf stack i_b i_g mul i_a i_h mul sub i_det div %h der inversen auf stack i_a i_e mul i_b i_d mul sub i_det div %i der inversen auf stack } def %END Procedure Inverse_mat %********************************************************************* /linear_finden {%BEG Procedure linear_finden % --- linear_finden ----------------- % % --- Eingabe (stack): iR iG iB ; Indizes eines LUT-Wertes, % kennzeichnet die dem Ursprung entfernteste Ecke des ausgewaehlten Raumbereiches % L* a* b* ; danach der zielpunkt als lab wert % --- Ausgabe (stack): Delta-E: Abstand zum Zielpunkt % alpha, beta, gamma die den kürzesten abstand zum gegebenen zielpunkt aufweisen % /lin_zielb exch def /lin_ziela exch def /lin_zielL exch def set_oktant /akt_a 0.5 def /akt_b 0.5 def /akt_c 0.5 def /last_L akt_a akt_b akt_c L_abc def /last_a akt_a akt_b akt_c a_abc def /last_b akt_a akt_b akt_c b_abc def /diff_L last_L lin_zielL sub def /diff_a last_a lin_ziela sub def /diff_b last_b lin_zielb sub def 0 %default rueckgabewert fuer delta-e (wird nie benutzt, aber fuer pop wichtig) 1 1 10 { pop %pop schleifenzaehler pop %pop letzes Delta-E akt_a akt_b akt_c Jacobi_abc Inverse_mat diff_b mul exch diff_a mul add exch diff_L mul add /delta_c exch def diff_b mul exch diff_a mul add exch diff_L mul add /delta_b exch def diff_b mul exch diff_a mul add exch diff_L mul add /delta_a exch def % akt_a akt_b akt_c % delta_a delta_b delta_c /akt_a akt_a delta_a sub def /akt_b akt_b delta_b sub def /akt_c akt_c delta_c sub def akt_a 0 lt {/akt_a 0 def} if akt_b 0 lt {/akt_b 0 def} if akt_c 0 lt {/akt_c 0 def} if 1 akt_a lt {/akt_a 1 def} if 1 akt_b lt {/akt_b 1 def} if 1 akt_c lt {/akt_c 1 def} if /last_L akt_a akt_b akt_c L_abc def /last_a akt_a akt_b akt_c a_abc def /last_b akt_a akt_b akt_c b_abc def /diff_L last_L lin_zielL sub def /diff_a last_a lin_ziela sub def /diff_b last_b lin_zielb sub def %/naechster %akt_a %akt_b %akt_c %last_L %last_a %last_b diff_L dup mul diff_a dup mul diff_b dup mul add add sqrt dup %Abbruch wenn Delta_e<0.1 0.1 lt {exit} if } for akt_a akt_b akt_c } def %END Procedure linear_finden %********************************************************************* /Lab2RGBinterpolation {%BEG Procedure Lab2RGBinterpolation /Ziel_b exch def /Ziel_a exch def /Ziel_L exch def Ziel_L Ziel_a Ziel_b Lab2RGB /now_delta_e exch def /B_next exch def /G_next exch def /R_next exch def /R_fin R_next nR 1 sub div def % defaults falls kein besserer wert gefunden /G_fin G_next nG 1 sub div def /B_fin B_next nB 1 sub div def -1 1 2 { R_next add /R_now exch def -1 1 2 { G_next add /G_now exch def -1 1 2 { B_next add /B_now exch def B_now 0 gt G_now 0 gt R_now 0 gt nB B_now gt nG G_now gt nR R_now gt and and and and and { R_now G_now B_now Ziel_L Ziel_a Ziel_b linear_finden /now_c exch def /now_b exch def /now_a exch def dup %rueckgabe delta-e doppeln now_delta_e lt { /now_delta_e exch def /Bs0 B_now 1 sub nB 1 sub div 255 mul round 255 div def /Bs1 B_now nB 1 sub div 255 mul round 255 div def /B_fin Bs0 1 now_c sub mul Bs1 now_c mul add def /Gs0 G_now 1 sub nG 1 sub div 255 mul round 255 div def /Gs1 G_now nG 1 sub div 255 mul round 255 div def /G_fin Gs0 1 now_b sub mul Gs1 now_b mul add def /Rs0 R_now 1 sub nR 1 sub div 255 mul round 255 div def /Rs1 R_now nR 1 sub div 255 mul round 255 div def /R_fin Rs0 1 now_a sub mul Rs1 now_a mul add def } { pop } ifelse } if } for } for } for R_fin G_fin B_fin } bind def %END Procedure Lab2RGBinterpolation } bind def %END procedure PROC_COLINT_IOF %**************************************************** %END 'DM10'OUTLIN11.PS for output 3D-linearization %**************************************************** %**************************************************** %BEG 'DM10'OUTLIN1X.PS Other procedures for sRGB output linearization %**************************************************** %BEG COLDATA_SRGB_00.PS %BEG TRANSFER_EARLY_F.TXT **********************************2012-02-01 %Early definition of FF_LM_setgray_F0 identical to former setgray /FF_LM_setgray_F0 {setgray} bind def /FF_LM_setrgbcolor_F0 {setrgbcolor} bind def /FF_LM_setcmykcolor_F0 {setcmykcolor} bind def /FF_LM_transfer_F0 {settransfer} bind def /FF_LM_colortransfer_F0 {setcolortransfer} bind def %END TRANSFER_EARLY_F.TXT **********************************2012-02-01 %***************************************************************************** /setcolortrans_F {%BEG procedure setcolortrans_F %1MR-Transform of setgray and setcmykcolor to FF_LM_de_setrgbcolor_F %Three procedures and use of the procedure FF_LM_de_setrgbcolor_F of main FF /setgray {%BEG procedure setgray_F dup dup FF_LM_de_setrgbcolor_F %STOPs } def %END procedure setgray_F /setcmykcolor {%BEG procedure setcmykcolor_F /FF_LM_k exch def /FF_LM_y exch def /FF_LM_m exch def /FF_LM_c exch def FF_LM_k 0 eq {%FF_LM_k=0 1 FF_LM_c sub 1 FF_LM_m sub 1 FF_LM_y sub FF_LM_de_setrgbcolor_F }%FF_LM_k=0 {%FF_LM_k#0 FF_LM_c 0 eq FF_LM_m 0 eq and FF_LM_y 0 eq and {%FF_LM_k#0 and c=m=y=0 achromatic 1 FF_LM_k sub dup dup FF_LM_de_setrgbcolor_F }%FF_LM_k#0 and c=m=y=0 achromatic {%FF_LM_k#0 and c or m or y#0 chromatic 1 FF_LM_c sub 1 FF_LM_k sub mul 1 FF_LM_m sub 1 FF_LM_k sub mul 1 FF_LM_y sub 1 FF_LM_k sub mul FF_LM_de_setrgbcolor_F } ifelse %FF_LM_k#0 and c or m or y#0 chromatic } ifelse %FF_LM_k#0 } def %END procedure setcmykcolor_F /setrgbcolor {%BEG procedure setrgbcolor_F /FF_LM_b exch def /FF_LM_g exch def /FF_LM_r exch def FF_LM_r FF_LM_g FF_LM_b FF_LM_de_setrgbcolor_F %STOPr } def %BEG procedure setrgbcolor_F /settransfer {FF_LM_transfer_F} def /setcolortransfer {FF_LM_colortransfer_F} def %******************************************************************* /FF_LM_de_setrgbcolor_F { %BEG FF_LM_de_setrgbcolor_F %assumes input of rgb, which is called rgb_dyF %calculation of intended rgb*dyF, LABCh*dyF %Lab2RGBinterpolation for colorm=1 %calculation of inverse rgb'*dyF, LABCh'*dyF, which produces rgb*dyF, LABCh*dyF %requires /hab*dy362Mi 362 array def %(y=s,d,e) %requires /rgb*dy362Mi 362 array def %(y=s,d,e) %requires /LAB*dyx362Mi 362 array def %(y=s,d,e, x=LabCh) /b_dyF exch def /g_dyF exch def /r_dyF exch def %calculation of i_dyF, c_dyF, and t_dyF /maxd r_dyF def g_dyF maxd gt {/maxd g_dyF def} if b_dyF maxd gt {/maxd b_dyF def} if /mind r_dyF def g_dyF mind lt {/mind g_dyF def} if b_dyF mind lt {/mind b_dyF def} if /i_dyF maxd def /c_dyF maxd mind sub def /t_dyF i_dyF c_dyF 0.5 mul sub def /hsiF r_dyF 030 sin mul g_dyF 150 sin mul add b_dyF 270 sin mul add %y_e r_dyF 030 cos mul g_dyF 150 cos mul add %x_e 0.0001 add atan 0.5 add cvi def %range 30 ... 390 %perhaps change %to decide hab*dyF/dsF/deF ! hsiF hab*ds362Mi 0 get sub 0 le {/hsiF hsiF 360 add def} if /hsiFm30 hsiF 30 sub def %range 00 ... 360 %test grey r_dyF g_dyF sub abs 0.002 le g_dyF b_dyF sub abs 0.002 le and {%grey, not grey /r*dyM 1 def /g*dyM 1 def /b*dyM 1 def /hsiM r*dyM 030 sin mul g*dyM 150 sin mul add b*dyM 270 sin mul add %y_d r*dyM 030 cos mul g*dyM 150 cos mul add %x_d 0.0001 add atan def hsiM hab*ds362Mi 0 get sub 0 le {/hsiM hsiM 360 add def} if /hsiMm30 hsiM 30 sub def /LAB*LdyM L*Wioa def /LAB*adyM 0 def /LAB*bdyM 0 def /LAB*LdyF L*Nioa r_dyF L*Wioa L*Nioa sub mul add def /LAB*adyF 0 def /LAB*bdyF 0 def /r*dyF r_dyF def /g*dyF g_dyF def /b*dyF b_dyF def /r'*dyF r_dyF def /g'*dyF g_dyF def /b'*dyF b_dyF def }%grey {%color hsiFm30 0 lt {/hsiFm30 0 def} if %for correction to be deleted! hsiFm30 360 gt {/hsiFm30 360 def} if %calculation of intended rgb*dyM, LAB*LabdyM deintp 0 eq {%deintp=0 /r*dyM r*dd362Mi hsiFm30 get def /g*dyM g*dd362Mi hsiFm30 get def /b*dyM b*dd362Mi hsiFm30 get def /LAB*LdyM LAB*Ldd362Mi hsiFm30 get def /LAB*adyM LAB*add362Mi hsiFm30 get def /LAB*bdyM LAB*bdd362Mi hsiFm30 get def } if %deintp=0 deintp 1 eq {%deintp=1 /r*dyM r*de362Mi hsiFm30 get def /g*dyM g*de362Mi hsiFm30 get def /b*dyM b*de362Mi hsiFm30 get def /LAB*LdyM LAB*Lde362Mi hsiFm30 get def /LAB*adyM LAB*ade362Mi hsiFm30 get def /LAB*bdyM LAB*bde362Mi hsiFm30 get def } if %deintp=1 %calculation of intended rgb*dyF, LAB*LabdyF c_dyF 1 eq {%c_dy=1,#1 /r*dyF r*dyM def /g*dyF g*dyM def /b*dyF b*dyM def /LAB*LdyF LAB*LdyM def /LAB*adyF LAB*adyM def /LAB*bdyF LAB*bdyM def }%c_dyF=1 {%c_dyF#1 /t00 1.0 c_dyF 0.5 mul sub def /t0x 0.5 t_dyF 0.5 sub 0.5 mul t00 0.5 sub div add def /r*dyF t0x r*dyM t0x sub c_dyF mul add def /g*dyF t0x g*dyM t0x sub c_dyF mul add def /b*dyF t0x b*dyM t0x sub c_dyF mul add def /L*Xioa L*Nioa t0x L*Wioa L*Nioa sub mul add def /LAB*LdyF L*Xioa LAB*LdyM L*Xioa sub c_dyF mul add def /LAB*adyF 0 LAB*adyM 0 sub c_dyF mul add def /LAB*bdyF 0 LAB*bdyM 0 sub c_dyF mul add def } ifelse %c_dyF=1,#1 } ifelse %grey or color %only for control, not used: calculation of hsiM /hsiM r*dyM 030 sin mul g*dyM 150 sin mul add b*dyM 270 sin mul add %y_d r*dyM 030 cos mul g*dyM 150 cos mul add %x_d 0.0001 add atan def hsiM hab*ds362Mi 0 get sub 0 le {/hsiM hsiM 360 add def} if /hsiMm30 hsiM 30 sub def %only for control, not used: calculation of ict*dyM and ict*dyF %calculation of i*dyM, c*dyM, and t*dyM /maxd r*dyM def g*dyM maxd gt {/maxd g*dyM def} if b*dyM maxd gt {/maxd b*dyM def} if /mind r*dyM def g*dyM mind lt {/mind g*dyM def} if b*dyM mind lt {/mind b*dyM def} if /i*dyM maxd def /c*dyM maxd mind sub def /t*dyM i*dyM c*dyM 0.5 mul sub def %%only for control, not used: calculation of i*dyF, c*dyF, and t*dyF /maxd r*dyF def g*dyF maxd gt {/maxd g*dyF def} if b*dyF maxd gt {/maxd b*dyF def} if /mind r*dyF def g*dyF mind lt {/mind g*dyF def} if b*dyF mind lt {/mind b*dyF def} if /i*dyF maxd def /c*dyF maxd mind sub def /t*dyF i*dyF c*dyF 0.5 mul sub def colorm 0 eq {%colorm=0 r*dyF g*dyF b*dyF }%colorm=0 {%colorm=1 LAB*LdyF LAB*adyF LAB*bdyF Lab2RGBinterpolation /b'*dyF exch def /g'*dyF exch def /r'*dyF exch def r'*dyF g'*dyF b'*dyF } ifelse %colorm=1 FF_LM_setrgbcolor_F } bind def %END FF_LM_de_setrgbcolor_F /FF_LM_xchart_gamma_F {/xchart where {pop /xchartN xchart 8 idiv def /xchartP xchart xchart 8 idiv 8 mul sub def} {/xchartN 2.0 def %default /xchartP 0.5 def} ifelse /gamma_F 2.4 xchartP 0.18 mul sub 2.4 div 1 2.4 xchartN 0.18 mul sub 2.4 div div mul def gamma_F exp } def /FF_LM_setrgbcolor_F {%FF_LM_setrgbcolor_F /FF_LM_b0L exch def /FF_LM_g0L exch def /FF_LM_r0L exch def FF_LM_r0L 0 le {/FF_LM_r0L 0.0001 def} if FF_LM_g0L 0 le {/FF_LM_g0L 0.0001 def} if FF_LM_b0L 0 le {/FF_LM_b0L 0.0001 def} if /FF_LM_r1F FF_LM_r0L FF_LM_xchart_gamma_F def /FF_LM_g1F FF_LM_g0L FF_LM_xchart_gamma_F def /FF_LM_b1F FF_LM_b0L FF_LM_xchart_gamma_F def FF_LM_r1F FF_LM_g1F FF_LM_b1F FF_LM_setrgbcolor_F0 } def %FF_LM_setrgbcolor_F /FF_LM_transfer_F {{FF_LM_xchart_gamma_F} FF_LM_transfer_F0} def /FF_LM_colortransfer_F {{FF_LM_xchart_gamma_F} {FF_LM_xchart_gamma_F} {FF_LM_xchart_gamma_F} FF_LM_colortransfer_F0} def } def %END procedure setcolortrans_F %******************************************************************* /Colordata_sRGB_F {%BEG procedure Colordata_sRGB_F /Xrx089 729 array def /Yrx089 729 array def /Zrx089 729 array def /Xrx100 729 array def /Yrx100 729 array def /Zrx100 729 array def /R0 729 array def /G0 729 array def /B0 729 array def %/RGB0_to_XYZj_F { %BEG procedure RGB0_to_XYZj_F %transfers standard sRGB data (IEC 61966-2-1) to XYZ data for 9x9x9=729 colours %normalized XYZ data with Y=88.59 for display white, compare ISO 9241-306:2008. %requires /(XYZ)rx089 729 array def % /(XYZ)rx100 729 array def %requires in addition /RGB0_F 1080 array def %/Xrx089 729 array def %/Yrx089 729 array def %/Zrx089 729 array def %/Xrx100 729 array def %/Yrx100 729 array def %/Zrx100 729 array def %/R0 729 array def %/G0 729 array def %/B0 729 array def %row no.1 and 2: 9xrgb /imax 08 def /jmax 08 def /kmax 08 def 0 1 kmax {/k exch def %beg k=0,08 0 1 jmax {/j exch def %beg j=0,jmax 0 1 imax {/i exch def %beg i=0,imax /n i j 9 mul add k 81 mul add def R0 n k kmax div 1000 mul put G0 n j jmax div 1000 mul put B0 n i imax div 1000 mul put } for %end i=0,jmax } for %end j=0,jmax } for %end k=0,kmax /IM0 729 def /IM1 IM0 1 sub def 0 1 IM1 {/i exch def %i=0,IM1 R0 i get 0.04045 le %equations of IEC 61966-2-1:2003 {/RsRGB R0 i get 12.92 div def} {/RsRGB R0 i get 0.001 mul 0.055 add 1.055 div 2.4 exp def} ifelse G0 i get 0.04045 le {/GsRGB G0 i get 12.92 div def} {/GsRGB G0 i get 0.001 mul 0.055 add 1.055 div 2.4 exp def} ifelse B0 i get 0.04045 le {/BsRGB B0 i get 12.92 div def} {/BsRGB B0 i get 0.001 mul 0.055 add 1.055 div 2.4 exp def} ifelse Xrx100 i 0.4124 RsRGB mul 0.3576 GsRGB mul add 0.1805 BsRGB mul add 100 mul put Yrx100 i 0.2126 RsRGB mul 0.7152 GsRGB mul add 0.0722 BsRGB mul add 100 mul put Zrx100 i 0.0193 RsRGB mul 0.1192 GsRGB mul add 0.9505 BsRGB mul add 100 mul put } for %i=0,IM1 0 1 IM1 {/i exch def %i=0,IM1 Xrx089 i Xrx100 i get 0.8859 mul put Yrx089 i Yrx100 i get 0.8859 mul put Zrx089 i Zrx100 i get 0.8859 mul put } for %i=0,IM1 /iN 0 def /iW 728 def /XLN100 Xrx100 iN get def /YLN100 Yrx100 iN get def /ZLN100 Zrx100 iN get def /XLW100 Xrx100 iW get def /YLW100 Yrx100 iW get def /ZLW100 Zrx100 iW get def /XLN089 Xrx089 iN get def /YLN089 Yrx089 iN get def /ZLN089 Zrx089 iN get def /XLW089 Xrx089 iW get def /YLW089 Yrx089 iW get def /ZLW089 Zrx089 iW get def % achromatic (D65) colours /XLWD65100 95.04 def /YLWD65100 100.00 def /ZLWD65100 108.88 def /XLWD65089 95.04 0.8859 mul def /YLWD65089 100.00 0.8859 mul def /ZLWD65089 108.88 0.8859 mul def /XLN001 XLWD65100 100 div def /YLN001 YLWD65100 100 div def /ZLN001 ZLWD65100 100 div def %} bind def %END procedure RGB0_to_XYZj_F %/xchartj_XYZj_FAB729a_F { %BEG Procedure xchartj_FAB729a_F %transfer from XYZj data to LAB729a CIELAB data for 9x9x9=729 colours %requires 0<= xchartj <=10 (11 luminance reflections) %requires /(XYZ)x089 3240 array def (x=rc,ra,na,la) %requires /(Lab)x089 3240 array def (x=rc,ra,na,la) %requires /x729 729 array def (x=X,Y,Z) %not adapted %requires /x729 729 array def (x=L,a,b) %not adapted %requires /x729a 729 array def (x=L,a,b) %adapted /Lrc089 729 array def /arc089 729 array def /brc089 729 array def /Xrc089 729 array def /Yrc089 729 array def /Zrc089 729 array def /Lra089 729 array def /ara089 729 array def /bra089 729 array def /Xra089 729 array def /Yra089 729 array def /Zra089 729 array def /Lna089 729 array def /ana089 729 array def /bna089 729 array def /Xna089 729 array def /Yna089 729 array def /Zna089 729 array def /Lla089 729 array def /ala089 729 array def /bla089 729 array def /Xla089 729 array def /Yla089 729 array def /Zla089 729 array def /Xj 729 array def /Yj 729 array def /Zj 729 array def /LAB*Lj 729 array def %not adapted /LAB*aj 729 array def /LAB*bj 729 array def /LAB*Lja 729 array def %adapted /LAB*aja 729 array def /LAB*bja 729 array def /DecodeXYZ* {dup 6 29 div ge {dup dup mul mul} {4 29 div sub 108 841 div mul} ifelse} bind def /XD65W 95.04 def /YD65W 100.00 def /ZD65W 108.88 def /XD50W 96.42 def /YD50W 100.00 def /ZD50W 82.51 def /DAKTE [(D65) (D50)] def /ilf 8 array def /ilf [0.00 0.25 0.50 1.00 2.00 4.00 8.00 16.00] def /Lrefl 11 array def /Lrefl [(0%) (0%) (0%) (0%) (0,6%) (1,2%) (2,5%) (5%) (10%) (20%) (40%)] def xchartj 2 le {/il 0 def} {/il xchartj 3 sub def} ifelse %Reference black and factors /YrN 2.52 def /Xtref089 YrN ilf il get mul XLN001 mul def /Ytref089 YrN ilf il get mul def /Ztref089 YrN ilf il get mul ZLN001 mul def /YNil Ytref089 def /YNil001 YNil 100 div def YNil001 6 29 div 3 exp ge {/FYYn YNil001 0.3333 exp def} {/FYYn 841 108 div YNil001 mul 4 29 div add def} ifelse /L*Nil 116 FYYn mul 16 sub def /IM1 728 def 0 1 IM1 {/i exch def %i=0,IM1 Xrc089 i Xrx089 i get put Yrc089 i Yrx089 i get put Zrc089 i Zrx089 i get put /XQ Xrc089 i get XLWD65100 div def /YQ Yrc089 i get YLWD65100 div def /ZQ Zrc089 i get ZLWD65100 div def XQ 0 lt {/XQ 0.00000001 def} if YQ 0 lt {/YQ 0.00000001 def} if ZQ 0 lt {/ZQ 0.00000001 def} if Lrc089 i YQ 0.008856 lt {903.3 YQ mul} {YQ 0.33333333 exp 116 mul 16 sub} ifelse put arc089 i XQ 0.008856 lt {7.787 XQ mul 16 116 div add} {XQ 0.33333333 exp} ifelse YQ 0.008856 lt {7.787 YQ mul 16 116 div add} {YQ 0.33333333 exp} ifelse sub 500 mul put brc089 i YQ 0.008856 lt {7.787 YQ mul 16 116 div add} {YQ 0.33333333 exp} ifelse ZQ 0.008856 lt {7.787 ZQ mul 16 116 div add} {ZQ 0.33333333 exp} ifelse sub 200 mul put } for %i=0,IM1 /L*N Lrc089 0 get def /A*N arc089 0 get def /B*N brc089 0 get def /L*W Lrc089 728 get def /A*W arc089 728 get def /B*W brc089 728 get def 0 1 IM1 {/i exch def %i=0,IM1 Lra089 i Lrc089 i get put /l*CIE Lrc089 i get L*N sub L*W L*N sub div def %system rel. lightn. /a*s A*W A*N sub l*CIE mul def /b*s B*W B*N sub l*CIE mul def ara089 i arc089 i get A*N sub a*s sub put bra089 i brc089 i get B*N sub b*s sub put } for %i=0,IM1 0 1 IM1 {/i exch def %i=0,IM1 /X* {Lra089 i get 16 add 116 div ara089 i get 500 div add} bind def /Y* {Lra089 i get 16 add 116 div} bind def /Z* {Lra089 i get 16 add 116 div bra089 i get 200 div sub} bind def Xra089 i X* DecodeXYZ* XLWD65100 mul put Yra089 i Y* DecodeXYZ* YLWD65100 mul put Zra089 i Z* DecodeXYZ* ZLWD65100 mul put } for %i=0,IM1 xchartj 2 ge {%xchartj>=2 %for white X data /Xwref089 Xra089 728 get def /Ywref089 Yra089 728 get def /Zwref089 Zra089 728 get def %for black X data /YrN Yra089 0 get def /Xnref089 YrN XLN001 mul def /Ynref089 YrN def /Znref089 YrN ZLN001 mul def /IM1 728 def 0 1 IM1 {/i exch def %i=1,IM1 Xna089 i Xra089 i get Xnref089 sub Xwref089 Xwref089 Xnref089 sub div mul put Yna089 i Yra089 i get Ynref089 sub Ywref089 Ywref089 Ynref089 sub div mul put Zna089 i Zra089 i get Znref089 sub Zwref089 Zwref089 Znref089 sub div mul put } for %i=1,IM1 0 1 IM1 {/i exch def %i=1,IM1 /XQ Xna089 i get XLWD65100 div def /YQ Yna089 i get YLWD65100 div def /ZQ Zna089 i get ZLWD65100 div def XQ 0 lt {/XQ 0.00000001 def} if YQ 0 lt {/YQ 0.00000001 def} if ZQ 0 lt {/ZQ 0.00000001 def} if Lna089 i YQ 0.008856 lt {903.3 YQ mul} {YQ 0.33333333 exp 116 mul 16 sub} ifelse put ana089 i XQ 0.008856 lt {7.787 XQ mul 16 116 div add} {XQ 0.33333333 exp} ifelse YQ 0.008856 lt {7.787 YQ mul 16 116 div add} {YQ 0.33333333 exp} ifelse sub 500 mul put bna089 i YQ 0.008856 lt {7.787 YQ mul 16 116 div add} {YQ 0.33333333 exp} ifelse ZQ 0.008856 lt {7.787 ZQ mul 16 116 div add} {ZQ 0.33333333 exp} ifelse sub 200 mul put } for %i=1,IM1 } if %xchart>=2 xchartj 3 ge {%xchart>=3 %for white X data /Xwref089 Xra089 728 get def /Ywref089 Yra089 728 get def /Zwref089 Zra089 728 get def /kn Ywref089 Ywref089 Ytref089 sub div def 0 1 IM1 {/i exch def %i=1,IM1 Xla089 i Xna089 i get kn div Xtref089 add put Yla089 i Yna089 i get kn div Ytref089 add put Zla089 i Zna089 i get kn div Ztref089 add put } for %i=1,IM1 0 1 IM1 {/i exch def %i=1,IM1 /XQ Xla089 i get XLWD65100 div def /YQ Yla089 i get YLWD65100 div def /ZQ Zla089 i get ZLWD65100 div def XQ 0 lt {/XQ 0.00000001 def} if YQ 0 lt {/YQ 0.00000001 def} if ZQ 0 lt {/ZQ 0.00000001 def} if Lla089 i YQ 0.008856 lt {903.3 YQ mul} {YQ 0.33333333 exp 116 mul 16 sub} ifelse put ala089 i XQ 0.008856 lt {7.787 XQ mul 16 116 div add} {XQ 0.33333333 exp} ifelse YQ 0.008856 lt {7.787 YQ mul 16 116 div add} {YQ 0.33333333 exp} ifelse sub 500 mul put bla089 i YQ 0.008856 lt {7.787 YQ mul 16 116 div add} {YQ 0.33333333 exp} ifelse ZQ 0.008856 lt {7.787 ZQ mul 16 116 div add} {ZQ 0.33333333 exp} ifelse sub 200 mul put } for %i=1,IM1 } if %xchart>=3 xchartj 0 eq {%xchartj=0 (1x) 0 1 IM1 {/i exch def %i=0,IM1 LAB*Lj i Lrc089 i get put LAB*aj i arc089 i get put LAB*bj i brc089 i get put Xj i Xrc089 i get put Yj i Yrc089 i get put Zj i Zrc089 i get put } for %i=0,IM1 } if %xchartj=0 (1x) xchartj 1 eq {%xchartj=1 (1x) 0 1 IM1 {/i exch def %i=0,IM1 LAB*Lj i Lra089 i get put LAB*aj i ara089 i get put LAB*bj i bra089 i get put Xj i Xra089 i get put Yj i Yra089 i get put Zj i Zra089 i get put } for %i=0,IM1 } if %xchartj=1 (1x) xchartj 2 eq {%xchartj=2 (1x) 0 1 IM1 {/i exch def %i=0,IM1 LAB*Lj i Lna089 i get put LAB*aj i ana089 i get put LAB*bj i bna089 i get put Xj i Xna089 i get put Yj i Yna089 i get put Zj i Zna089 i get put } for %i=0,IM1 } if %xchartj=2 (1x) xchartj 3 ge {%xchartj=3,4,5,6,7,8,9,10 (8x) 0 1 728 {/i exch def %i=0,IM1 LAB*Lj i Lla089 i get put LAB*aj i ala089 i get put LAB*bj i bla089 i get put Xj i Xla089 i get put Yj i Yla089 i get put Zj i Zla089 i get put } for %i=0,IM1 } if %xchartj=3,4,5,6,7,8,9,10 (8x) %Adaptation /L*Nio LAB*Lj 000 get def /A*Nio LAB*aj 000 get def /B*Nio LAB*bj 000 get def /L*Wio LAB*Lj 728 get def /A*Wio LAB*aj 728 get def /B*Wio LAB*bj 728 get def /A*Dio A*Wio A*Nio sub def /B*Dio B*Wio B*Nio sub def 0 1 728 {/j exch def %j=0,728 LAB*Lja j LAB*Lj j get put /l*CIE LAB*Lj j get L*Nio sub L*Wio L*Nio sub div def %system rel. lightn. /a*s A*Wio A*Nio sub l*CIE mul def /b*s B*Wio B*Nio sub l*CIE mul def LAB*aja j LAB*aj j get A*Nio sub a*s sub put LAB*bja j LAB*bj j get B*Nio sub b*s sub put } for %j=0,728 /L*Nioa LAB*Lja 0 get def /A*Nioa LAB*aja 0 get def /B*Nioa LAB*bja 0 get def /L*Wioa LAB*Lja 728 get def /A*Wioa LAB*aja 728 get def /B*Wioa LAB*bja 728 get def /nR 9 def %lut size /nG 9 def /nB 9 def /nges nR nG nB mul mul def /lut 2187 array def %729x3=2187 (only 9x9x9 used) 0 1 728 {/i exch def %i=0,728 /i3 i 3 mul def lut i3 LAB*Lja i get put lut i3 1 add LAB*aja i get put lut i3 2 add LAB*bja i get put } for %i=0,729 %} bind def %END xchartj_XYZj_FAB729a_F } bind def %END procedure Colordata_sRGB_F %***************************************************************************** %BEG Procedure PROC_SPEC_IOF Colour special for NP-file 20120401 %***************************************************************************** %different procedures: % proc_LAB729a_to_LAB*LabCh64M and proc_LAB*LabCh64M_to_tab362_dy %*********************************************************** /proc_LAB729a_to_LAB*LabCh64M { %BEG Procedure proc_LAB729a_to_LAB*LabCh64M %transfer from proc_LAB729a_to_LAB*LabCh64M, %9x9x9=729 steps used for LAB729a %requires /LAB*LabCh64M 64 array def %requires in addition /LAB729a 729 array def /LAB*Ldd64M 64 array def /LAB*add64M 64 array def /LAB*bdd64M 64 array def /LAB*Cdd64M 64 array def /LAB*hdd64M 64 array def /hab*dd64M 64 array def /M1jx 49 array def 0 1 5 {/xtonj exch def %xtonj=0,5 0 1 7 {/j exch def %j=0,7 /ja xtonj 8 mul j add def xtonj 0 eq {/jx 648 j 09 mul add def} if %see O00Y-O83Y, -0 xtonj 1 eq {/jx 720 j 81 mul sub def} if %see Y00L-Y83L, -81 xtonj 2 eq {/jx 072 j add def} if %see L00C-L83C, +01 xtonj 3 eq {/jx 080 j 09 mul sub def} if %see C00V-C83V, -09 xtonj 4 eq {/jx 008 j 81 mul add def} if %see V00M-V83M, -81 xtonj 5 eq {/jx 656 j sub def} if %see M00O-M83O, +01 LAB*Ldd64M ja LAB*Lja jx get put LAB*add64M ja LAB*aja jx get put LAB*bdd64M ja LAB*bja jx get put LAB*Cdd64M ja LAB*add64M ja get dup mul LAB*bdd64M ja get dup mul add sqrt put LAB*hdd64M ja LAB*bdd64M ja get LAB*add64M ja get 0.0001 add atan put xtonj 5 eq LAB*hdd64M ja get 90 le and {LAB*hdd64M ja LAB*hdd64M ja get 360 add put} if M1jx ja jx put } for %j=0,7 } for %xtonj=0,5 M1jx 48 M1jx 0 get put 0 1 15 {/i exch def %i=0,15 LAB*Ldd64M 48 i add LAB*Ldd64M i get put LAB*add64M 48 i add LAB*add64M i get put LAB*bdd64M 48 i add LAB*bdd64M i get put LAB*Cdd64M 48 i add LAB*Cdd64M i get put LAB*hdd64M 48 i add LAB*hdd64M i get 360 add put } for %i=1,15 0 1 63 {/i exch def %i=0,63 hab*dd64M i LAB*hdd64M i get put } for %i=0,63 %data test according to increasing hue angle and appropriate correction /xtesthuea -1 def /xtesthuei 64 array def 0 1 48 {/i exch def %i=0,49 hab*dd64M i get hab*dd64M i 1 add get gt {/xtesthuea xtesthuea 1 add def xtesthuei xtesthuea i put hab*dd64M i 1 add hab*dd64M i get put LAB*Ldd64M i 1 add LAB*Ldd64M i get put LAB*add64M i 1 add LAB*add64M i get put LAB*bdd64M i 1 add LAB*bdd64M i get put LAB*Cdd64M i 1 add LAB*Cdd64M i get put LAB*hdd64M i 1 add LAB*hdd64M i get put } if } for %i=0,49 } bind def %END proc_LAB729a_to_LAB*LabCh64M %*********************************************************** /proc_LAB*LabCh64M_to_tab362_dy { %BEG procedure proc_LAB*LabCh64M_to_tab362_dy /LAB*e 40 array def %8x5=40 LabCh* /LAB*e [39.92 58.74 27.99 0.0 0.0 %0 00_04 R CIE No.09 elementary in LAB 81.26 -2.89 71.56 0.0 0.0 %1 05_09 J CIE No.10 52.23 -42.42 13.60 0.0 0.0 %2 10_14 G CIE No.11 0.0 0.0 0.0 0.0 0.0 %3 15_19 Cgb to be calculated 30.57 1.41 -46.47 0.0 0.0 %4 20_24 B CIE No.12 0.0 0.0 0.0 0.0 0.0 %5 25_29 Mbr to be calculated 39.92 58.74 27.99 0.0 0.0 %6 30_34 Re+360 to be calculated 81.26 -2.89 71.56 0.0 0.0 %7 35_39 Ye+360 to be calculated ] def %add no. 03_04 Re LAB*e 03 LAB*e 01 get dup mul LAB*e 02 get dup mul add sqrt put LAB*e 04 LAB*e 02 get LAB*e 01 get 0.0001 add atan put %add no. 08_09 Ye LAB*e 08 LAB*e 06 get dup mul LAB*e 07 get dup mul add sqrt put LAB*e 09 LAB*e 07 get LAB*e 06 get 0.0001 add atan put %add no. 13_14 Ge LAB*e 13 LAB*e 11 get dup mul LAB*e 12 get dup mul add sqrt put LAB*e 14 LAB*e 12 get LAB*e 11 get 0.0001 add atan put %add no. 23_24 Be LAB*e 23 LAB*e 21 get dup mul LAB*e 22 get dup mul add sqrt put LAB*e 24 LAB*e 22 get LAB*e 21 get 0.0001 add atan put %add no. 33_34 Re+360 LAB*e 33 LAB*e 31 get dup mul LAB*e 32 get dup mul add sqrt put LAB*e 34 LAB*e 32 get LAB*e 31 get 0.0001 add atan 360 add put %add no. 38_39 Ye+360 LAB*e 38 LAB*e 36 get dup mul LAB*e 37 get dup mul add sqrt put LAB*e 39 LAB*e 37 get LAB*e 36 get 0.0001 add atan 360 add put %new no. 15_19 Cgb with Ge_Be LAB*e 19 LAB*e 14 get LAB*e 24 get add 0.5 mul put %hab LAB*e 18 LAB*e 13 get LAB*e 23 get add 0.5 mul put %C*ab LAB*e 15 LAB*e 10 get LAB*e 20 get add 0.5 mul put %L* LAB*e 16 LAB*e 18 get LAB*e 19 get cos mul put %a* LAB*e 17 LAB*e 18 get LAB*e 19 get sin mul put %b* %new no. 25_29 Mbr with Be_Re+360 LAB*e 29 LAB*e 24 get LAB*e 34 get add 0.5 mul put %hab LAB*e 28 LAB*e 23 get LAB*e 33 get add 0.5 mul put %C*ab LAB*e 25 LAB*e 20 get LAB*e 00 get add 0.5 mul put %L* LAB*e 26 LAB*e 28 get LAB*e 29 get cos mul put %a* LAB*e 27 LAB*e 28 get LAB*e 29 get sin mul put %b* /LAB*He 8 array def 0 1 7 {/i exch def %i=0,7 LAB*He i LAB*e i 5 mul 4 add get put } for %i=0,7 /hab*de64M 50 array def 0 1 47 {/i exch def %i=0,47 /i8 i 8 idiv def /i8d i i8 8 mul sub def /dLAB*He LAB*He i8 1 add get LAB*He i8 get sub 8 div def hab*de64M i LAB*He i8 get dLAB*He i8d mul add put } for %i=0,47 hab*de64M 48 hab*de64M 0 get 360 add put hab*de64M 49 hab*de64M 1 get 360 add put /LAB*Hs 8 array def /LAB*Hs [30. 90. 150. 210. 270. 330. 390. 450.] def /hab*ds64M 50 array def 0 1 47 {/i exch def %i=0,47 /i8 i 8 idiv def /i8d i i8 8 mul sub def /dLAB*Hs LAB*Hs i8 1 add get LAB*Hs i8 get sub 8 div def hab*ds64M i LAB*Hs i8 get dLAB*Hs i8d mul add put } for %i=0,47 hab*ds64M 48 hab*ds64M 0 get 360 add put hab*ds64M 49 hab*ds64M 1 get 360 add put %***************** calculation of LAB*LabChd362Mi and rgb*dd362Mi %***************** for 362 elementary hue angles /LAB*Ldd362Mi 362 array def /LAB*add362Mi 362 array def /LAB*bdd362Mi 362 array def /LAB*Cdd362Mi 362 array def /LAB*hdd362Mi 362 array def /r*dd362Mi 362 array def /g*dd362Mi 362 array def /b*dd362Mi 362 array def %******default rgb-input data for output of device colours /r*dd64M 64 array def /r*dd64M [1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %R 1.000 0.875 0.750 0.625 0.500 0.375 0.250 0.125 %J 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %G 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %C 0.000 0.125 0.250 0.375 0.500 0.625 0.750 0.875 %B 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %M 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %R 1.000 0.875 0.750 0.625 0.500 0.375 0.250 0.125 %J ] def /g*dd64M 64 array def /g*dd64M [0.000 0.125 0.250 0.375 0.500 0.625 0.750 0.875 %R 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %J 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %G 1.000 0.875 0.750 0.625 0.500 0.375 0.250 0.125 %C 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %B 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %M 0.000 0.125 0.250 0.375 0.500 0.625 0.750 0.875 %R 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %J ] def /b*dd64M 64 array def /b*dd64M [0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %R 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %J 0.000 0.125 0.250 0.375 0.500 0.625 0.750 0.875 %G 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %C 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 %B 1.000 0.875 0.750 0.625 0.500 0.375 0.250 0.125 %M 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %R 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 %J ] def %calculate all data of 16+1=17 step elementary colour circle /ind64M 17 array def /ind64M %R00Y R25Y R50Y R75Y Y00G Y25G Y50G Y75G [0 2 4 6 8 10 12 14 %G00B G25B G50B G75G B00R B25R B50R B75R R00Y 16 20 24 28 32 36 40 44 0 ] def %actual 16 step device circle + N + W /r*dd18M 18 array def /g*dd18M 18 array def /b*dd18M 18 array def 0 1 15 {/i exch def %i=0,15 /indi ind64M i get def r*dd18M i r*dd64M indi get put %16 device colours g*dd18M i g*dd64M indi get put b*dd18M i b*dd64M indi get put } for %i=0,15 r*dd18M 16 0 put %N g*dd18M 16 0 put b*dd18M 16 0 put r*dd18M 17 1 put %W g*dd18M 17 1 put b*dd18M 17 1 put %actual 6 step device circle + N + W /r*dd08M 08 array def /g*dd08M 08 array def /b*dd08M 08 array def 0 1 5 {/i exch def %i=0,5 r*dd08M i r*dd64M i 8 mul get put %6 device colours g*dd08M i g*dd64M i 8 mul get put b*dd08M i b*dd64M i 8 mul get put } for %i=0,5 r*dd08M 6 0 put %N g*dd08M 6 0 put b*dd08M 6 0 put r*dd08M 7 1 put %W g*dd08M 7 1 put b*dd08M 7 1 put 0 1 361 {/i exch def %i=0,361 %default only for test r*dd362Mi i 0 put %of irregularities g*dd362Mi i 0 put b*dd362Mi i 0 put LAB*Ldd362Mi i 0.0001 put LAB*add362Mi i 0 put LAB*bdd362Mi i 0 put LAB*Cdd362Mi i 0 put LAB*hdd362Mi i 0 put } for %i=0,361 % s-data 030,0 -> LAB*hdd64M 0 get -> LAB*Ldd362Mi 30,0 put: LAB*hdd362Mi=40 % s-data 037,5 -> LAB*hdd64M 1 get -> LAB*Ldd362Mi 37,5 put: LAB*hdd362Mi=41,3 % s-data 045,0 -> LAB*hdd64M 2 get -> LAB*Ldd362Mi 45,0 put: LAB*hdd362Mi=44,6 % s-data 052,5 -> LAB*hdd64M 3 get -> LAB*Ldd362Mi 52,5 put: LAB*hdd362Mi=50,7 %... % s-data 090,0 -> LAB*hdd64M 8 get -> LAB*Ldd362Mi 90,0 put: LAB*hdd362Mi=102,8 % s-data 330,0 -> LAB*hdd64M 41 get -> LAB*Ldd362Mi 330,0 put: LAB*hdd362Mi=328 % s-data 337,5 -> LAB*hdd64M 42 get -> LAB*Ldd362Mi 337,5 put: LAB*hdd362Mi=334 % s-data 345,0 -> LAB*hdd64M 43 get -> LAB*Ldd362Mi 345,0 put: LAB*hdd362Mi=341 % s-data 352,5 -> LAB*hdd64M 44 get -> LAB*Ldd362Mi 352,5 put: LAB*hdd362Mi=351 % s-data 360,0 -> LAB*hdd64M 45 get -> LAB*Ldd362Mi 360,0 put: LAB*hdd362Mi=352 %... % s-data 390,0 -> LAB*hdd64M 49 get -> LAB*Ldd362Mi 390,0 put: LAB*hdd362Mi=400 0 15 345 {/i exch def %i=0,15,345 /ix00 i 15 idiv 2 mul def /ix01 ix00 1 add def /ix02 ix00 2 add def 0 1 14 {/j exch def %j=0,14 j 07 le {%j<=7 /XIE j 7.5 div def /i0 i j add def /ix0 ix00 def /ix1 ix01 def }%j<=7 {%j>7 /XIE j 8 sub 0.5 add 7.5 div def /i0 i j add def /ix0 ix01 def /ix1 ix02 def } ifelse %j>7 LAB*Ldd362Mi i0 LAB*Ldd64M ix0 get LAB*Ldd64M ix1 get LAB*Ldd64M ix0 get sub XIE mul add put LAB*Cdd362Mi i0 LAB*Cdd64M ix0 get LAB*Cdd64M ix1 get LAB*Cdd64M ix0 get sub XIE mul add put LAB*hdd362Mi i0 LAB*hdd64M ix0 get LAB*hdd64M ix1 get LAB*hdd64M ix0 get sub XIE mul add dup 90 gt i0 45 le and {360 sub} if put LAB*add362Mi i0 LAB*Cdd362Mi i0 get LAB*hdd362Mi i0 get cos mul put LAB*bdd362Mi i0 LAB*Cdd362Mi i0 get LAB*hdd362Mi i0 get sin mul put r*dd362Mi i0 r*dd64M ix0 get r*dd64M ix1 get r*dd64M ix0 get sub XIE mul add put g*dd362Mi i0 g*dd64M ix0 get g*dd64M ix1 get g*dd64M ix0 get sub XIE mul add put b*dd362Mi i0 b*dd64M ix0 get b*dd64M ix1 get b*dd64M ix0 get sub XIE mul add put } for %j=0,14 } for %i0=0,15,345 0 1 1 {/i exch def %i=0,1 LAB*Ldd362Mi 360 i add LAB*Ldd362Mi i get put LAB*add362Mi 360 i add LAB*add362Mi i get put LAB*bdd362Mi 360 i add LAB*bdd362Mi i get put LAB*Cdd362Mi 360 i add LAB*Cdd362Mi i get put LAB*hdd362Mi 360 i add LAB*hdd362Mi i get 360 add put r*dd362Mi 360 i add r*dd362Mi i get put g*dd362Mi 360 i add g*dd362Mi i get put b*dd362Mi 360 i add b*dd362Mi i get put } for %i=0,1 /hab*dd362Fi 362 array def 0 1 361 {/i exch def %i=0,361 hab*dd362Fi i LAB*hdd362Mi i get put %floating point F } for %i=0,361 %***************** calculation of hab*ds362Mi %integer %***************** for 362 standard hue angles /hab*ds362Mi 362 array def 0 1 361 {/i exch def %i=0,361 %range 30..391 hab*ds362Mi i 30 i add put %always integer } for %i=0,361 %***************** calculation of LAB*LabChs362Mi and rgb*ds362Mi %***************** for 362 device hue angles /LAB*Lds362Mi 362 array def /LAB*ads362Mi 362 array def /LAB*bds362Mi 362 array def /LAB*Cds362Mi 362 array def /LAB*hds362Mi 362 array def /r*ds362Mi 362 array def /g*ds362Mi 362 array def /b*ds362Mi 362 array def 0 1 361 {/i exch def %i=0,361 %default only for test r*ds362Mi i 0 put %of irregularities g*ds362Mi i 0 put b*ds362Mi i 0 put LAB*Lds362Mi i 0.0001 put LAB*ads362Mi i 0 put LAB*bds362Mi i 0 put LAB*Cds362Mi i 0 put LAB*hds362Mi i 0 put } for %i=0,361 0 1 359 {/i0 exch def %i=0,359 /i0i hab*ds362Mi i0 get def %integer range 30...390 i0i hab*dd362Fi 0 get lt {/i0i i0i 360 add def} if 0 1 47 {/ix0 exch def %ix0=0,48 /ix1 ix0 1 add def i0i LAB*hdd64M ix0 get sub 0 ge i0i LAB*hdd64M ix1 get sub 0 lt and {%ge..lt /XIE i0i LAB*hdd64M ix0 get sub LAB*hdd64M ix1 get LAB*hdd64M ix0 get sub div def LAB*Lds362Mi i0 LAB*Ldd64M ix0 get LAB*Ldd64M ix1 get LAB*Ldd64M ix0 get sub XIE mul add put LAB*Cds362Mi i0 LAB*Cdd64M ix0 get LAB*Cdd64M ix1 get LAB*Cdd64M ix0 get sub XIE mul add put LAB*hds362Mi i0 LAB*hdd64M ix0 get LAB*hdd64M ix1 get LAB*hdd64M ix0 get sub XIE mul add dup 90 gt i0 45 le and {360 sub} if put LAB*ads362Mi i0 LAB*Cds362Mi i0 get LAB*hds362Mi i0 get cos mul put LAB*bds362Mi i0 LAB*Cds362Mi i0 get LAB*hds362Mi i0 get sin mul put r*ds362Mi i0 r*dd64M ix0 get r*dd64M ix1 get r*dd64M ix0 get sub XIE mul add put g*ds362Mi i0 g*dd64M ix0 get g*dd64M ix1 get g*dd64M ix0 get sub XIE mul add put b*ds362Mi i0 b*dd64M ix0 get b*dd64M ix1 get b*dd64M ix0 get sub XIE mul add put exit } if %ge..lt } for %ix0=0,47 } for %i=0,359 0 1 1 {/i exch def %i=0,1 LAB*Lds362Mi 360 i add LAB*Lds362Mi i get put LAB*ads362Mi 360 i add LAB*ads362Mi i get put LAB*bds362Mi 360 i add LAB*bds362Mi i get put LAB*Cds362Mi 360 i add LAB*Cds362Mi i get put LAB*hds362Mi 360 i add LAB*hds362Mi i get 360 add put r*ds362Mi 360 i add r*ds362Mi i get put g*ds362Mi 360 i add g*ds362Mi i get put b*ds362Mi 360 i add b*ds362Mi i get put } for %i=0,1 %***************** calculation of hab*de362Fi %***************** for 362 elementary hue angles /hab*de362Fi 362 array def %floating point %range 26..386 30 1 389 {/i exch def %i=30,389 /im30 i 30 sub def /hab*sM i def %alphas = [habs - LAB*Hs(h)]/[LAB*Hs(n+1) - LAB*Hs(n)] % = [habs - LAB*Hs(h)]/60 %habe = LAB*He(n) + alphas [LAB*He(n+1) - LAB*He(n)] %use of LAB*He 0..7 Re_to_Ye i 030 ge i 089 le and {/ipan0 0 def /ipan1 1 def} if i 090 ge i 149 le and {/ipan0 1 def /ipan1 2 def} if i 150 ge i 209 le and {/ipan0 2 def /ipan1 3 def} if i 210 ge i 269 le and {/ipan0 3 def /ipan1 4 def} if i 270 ge i 329 le and {/ipan0 4 def /ipan1 5 def} if i 330 ge i 359 le and {/ipan0 5 def /ipan1 6 def} if i 360 ge i 389 le and {/ipan0 6 def /ipan1 7 def} if /alphas {hab*sM LAB*Hs ipan0 get sub 60 div} bind def /habe {LAB*He ipan0 get LAB*He ipan1 get LAB*He ipan0 get sub alphas mul add} bind def hab*de362Fi im30 habe put %floating point } for %i=30,389 hab*de362Fi 360 hab*de362Fi 0 get 360 add put hab*de362Fi 361 hab*de362Fi 1 get 360 add put %***************** calculation LAB*LabChe32Mi and rgb*de362Mi %***************** for 362 elementary hue angles /LAB*Lde362Mi 362 array def /LAB*ade362Mi 362 array def /LAB*bde362Mi 362 array def /LAB*Cde362Mi 362 array def /LAB*hde362Mi 362 array def /r*de362Mi 362 array def /g*de362Mi 362 array def /b*de362Mi 362 array def 0 1 361 {/i exch def %i=0,361 %default only for test r*de362Mi i 0 put %of irregularities g*de362Mi i 0 put b*de362Mi i 0 put LAB*Lde362Mi i 0.0001 put LAB*ade362Mi i 0 put LAB*bde362Mi i 0 put LAB*Cde362Mi i 0 put LAB*hde362Mi i 0 put } for %i=0,361 0 1 359 {/i0 exch def %i=0,359 /i0i hab*de362Fi i0 get def %range 26...386 i0i hab*dd362Fi 0 get lt {/i0i i0i 360 add def} if 0 1 47 {/ix0 exch def %ix0=0,48 /ix1 ix0 1 add def i0i LAB*hdd64M ix0 get sub 0 ge i0i LAB*hdd64M ix1 get sub 0 lt and {%ge..lt /XIE i0i LAB*hdd64M ix0 get sub LAB*hdd64M ix1 get LAB*hdd64M ix0 get sub div def LAB*Lde362Mi i0 LAB*Ldd64M ix0 get LAB*Ldd64M ix1 get LAB*Ldd64M ix0 get sub XIE mul add put LAB*Cde362Mi i0 LAB*Cdd64M ix0 get LAB*Cdd64M ix1 get LAB*Cdd64M ix0 get sub XIE mul add put LAB*hde362Mi i0 LAB*hdd64M ix0 get LAB*hdd64M ix1 get LAB*hdd64M ix0 get sub XIE mul add dup 90 gt i0 45 le and {360 sub} if put LAB*ade362Mi i0 LAB*Cde362Mi i0 get LAB*hde362Mi i0 get cos mul put LAB*bde362Mi i0 LAB*Cde362Mi i0 get LAB*hde362Mi i0 get sin mul put r*de362Mi i0 r*dd64M ix0 get r*dd64M ix1 get r*dd64M ix0 get sub XIE mul add put g*de362Mi i0 g*dd64M ix0 get g*dd64M ix1 get g*dd64M ix0 get sub XIE mul add put b*de362Mi i0 b*dd64M ix0 get b*dd64M ix1 get b*dd64M ix0 get sub XIE mul add put exit } if %ge..lt } for %ix0=0,47 } for %i=0,359 0 1 1 {/i exch def %i=0,1 LAB*Lde362Mi 360 i add LAB*Lde362Mi i get put LAB*ade362Mi 360 i add LAB*ade362Mi i get put LAB*bde362Mi 360 i add LAB*bde362Mi i get put LAB*Cde362Mi 360 i add LAB*Cde362Mi i get put LAB*hde362Mi 360 i add LAB*hde362Mi i get 360 add put r*de362Mi 360 i add r*de362Mi i get put g*de362Mi 360 i add g*de362Mi i get put b*de362Mi 360 i add b*de362Mi i get put } for %i=0,1 %special LAB* data calculation of 17 step colour circle %needs LAB*LabCh64M, hab*dd64M /ind64M 17 array def /ind64M %R00Y R25Y R50Y R75Y Y00G Y25G Y50G Y75G [0 2 4 6 8 10 12 14 %G00B G25B G50B G75G B00R B25R B50R B75R R00Y 16 20 24 28 32 36 40 44 0 ] def /LAB*Ldd18M 17 array def /LAB*add18M 17 array def /LAB*bdd18M 17 array def /LAB*Cdd18M 17 array def /LAB*hdd18M 17 array def /hab*dd18M 17 array def 0 1 16 {/i exch def %i=0,16 /indi ind64M i get def LAB*Ldd18M i LAB*Ldd64M indi get put LAB*add18M i LAB*add64M indi get put LAB*bdd18M i LAB*bdd64M indi get put LAB*Cdd18M i LAB*Cdd64M indi get put LAB*hdd18M i LAB*hdd64M indi get put hab*dd18M i hab*dd64M indi get put } for %i=0,16 } bind def %END proc_LAB*LabCh64M_to_tab362_dy %***************************************************************************** %END Procedure PROC_SPEC_IOF Colour special for NP-file 20120401 %***************************************************************************** /FileDaten (sRGB standard device; no separation, D65) def /FileDatde (sRGB Norm\255Ger\344t; keine Separation, D65) def /RGB0_F 3240 array def %1080*3 /RGB0_F [%1000 x rgb* nr. pos 1080 colours 0000 0000 0000 %0000 A01 0000 0000 0125 %0001 A02 0000 0000 0250 %0002 A03 0000 0000 0375 %0003 A04 0000 0000 0500 %0004 A05 0000 0000 0625 %0005 A06 0000 0000 0750 %0006 A07 0000 0000 0875 %0007 A08 0000 0000 1000 %0008 A09 0000 0125 0000 %0009 B01 0000 0125 0125 %0010 B02 0000 0125 0250 %0011 B03 0000 0125 0375 %0012 B04 0000 0125 0500 %0013 B05 0000 0125 0625 %0014 B06 0000 0125 0750 %0015 B07 0000 0125 0875 %0016 B08 0000 0125 1000 %0017 B09 0000 0250 0000 %0018 C01 0000 0250 0125 %0019 C02 0000 0250 0250 %0020 C03 0000 0250 0375 %0021 C04 0000 0250 0500 %0022 C05 0000 0250 0625 %0023 C06 0000 0250 0750 %0024 C07 0000 0250 0875 %0025 C08 0000 0250 1000 %0026 C09 0000 0375 0000 %0027 D01 0000 0375 0125 %0028 D02 0000 0375 0250 %0029 D03 0000 0375 0375 %0030 D04 0000 0375 0500 %0031 D05 0000 0375 0625 %0032 D06 0000 0375 0750 %0033 D07 0000 0375 0875 %0034 D08 0000 0375 1000 %0035 D09 0000 0500 0000 %0036 E01 0000 0500 0125 %0037 E02 0000 0500 0250 %0038 E03 0000 0500 0375 %0039 E04 0000 0500 0500 %0040 E05 0000 0500 0625 %0041 E06 0000 0500 0750 %0042 E07 0000 0500 0875 %0043 E08 0000 0500 1000 %0044 E09 0000 0625 0000 %0045 F01 0000 0625 0125 %0046 F02 0000 0625 0250 %0047 F03 0000 0625 0375 %0048 F04 0000 0625 0500 %0049 F05 0000 0625 0625 %0050 F06 0000 0625 0750 %0051 F07 0000 0625 0875 %0052 F08 0000 0625 1000 %0053 F09 0000 0750 0000 %0054 G01 0000 0750 0125 %0055 G02 0000 0750 0250 %0056 G03 0000 0750 0375 %0057 G04 0000 0750 0500 %0058 G05 0000 0750 0625 %0059 G06 0000 0750 0750 %0060 G07 0000 0750 0875 %0061 G08 0000 0750 1000 %0062 G09 0000 0875 0000 %0063 H01 0000 0875 0125 %0064 H02 0000 0875 0250 %0065 H03 0000 0875 0375 %0066 H04 0000 0875 0500 %0067 H05 0000 0875 0625 %0068 H06 0000 0875 0750 %0069 H07 0000 0875 0875 %0070 H08 0000 0875 1000 %0071 H09 0000 1000 0000 %0072 I01 0000 1000 0125 %0073 I02 0000 1000 0250 %0074 I03 0000 1000 0375 %0075 I04 0000 1000 0500 %0076 I05 0000 1000 0625 %0077 I06 0000 1000 0750 %0078 I07 0000 1000 0875 %0079 I08 0000 1000 1000 %0080 I09 0125 0000 0000 %0081 J01 0125 0000 0125 %0082 J02 0125 0000 0250 %0083 J03 0125 0000 0375 %0084 J04 0125 0000 0500 %0085 J05 0125 0000 0625 %0086 J06 0125 0000 0750 %0087 J07 0125 0000 0875 %0088 J08 0125 0000 1000 %0089 J09 0125 0125 0000 %0090 K01 0125 0125 0125 %0091 K02 0125 0125 0250 %0092 K03 0125 0125 0375 %0093 K04 0125 0125 0500 %0094 K05 0125 0125 0625 %0095 K06 0125 0125 0750 %0096 K07 0125 0125 0875 %0097 K08 0125 0125 1000 %0098 K09 0125 0250 0000 %0099 L01 0125 0250 0125 %0100 L02 0125 0250 0250 %0101 L03 0125 0250 0375 %0102 L04 0125 0250 0500 %0103 L05 0125 0250 0625 %0104 L06 0125 0250 0750 %0105 L07 0125 0250 0875 %0106 L08 0125 0250 1000 %0107 L09 0125 0375 0000 %0108 M01 0125 0375 0125 %0109 M02 0125 0375 0250 %0110 M03 0125 0375 0375 %0111 M04 0125 0375 0500 %0112 M05 0125 0375 0625 %0113 M06 0125 0375 0750 %0114 M07 0125 0375 0875 %0115 M08 0125 0375 1000 %0116 M09 0125 0500 0000 %0117 N01 0125 0500 0125 %0118 N02 0125 0500 0250 %0119 N03 0125 0500 0375 %0120 N04 0125 0500 0500 %0121 N05 0125 0500 0625 %0122 N06 0125 0500 0750 %0123 N07 0125 0500 0875 %0124 N08 0125 0500 1000 %0125 N09 0125 0625 0000 %0126 O01 0125 0625 0125 %0127 O02 0125 0625 0250 %0128 O03 0125 0625 0375 %0129 O04 0125 0625 0500 %0130 O05 0125 0625 0625 %0131 O06 0125 0625 0750 %0132 O07 0125 0625 0875 %0133 O08 0125 0625 1000 %0134 O09 0125 0750 0000 %0135 P01 0125 0750 0125 %0136 P02 0125 0750 0250 %0137 P03 0125 0750 0375 %0138 P04 0125 0750 0500 %0139 P05 0125 0750 0625 %0140 P06 0125 0750 0750 %0141 P07 0125 0750 0875 %0142 P08 0125 0750 1000 %0143 P09 0125 0875 0000 %0144 Q01 0125 0875 0125 %0145 Q02 0125 0875 0250 %0146 Q03 0125 0875 0375 %0147 Q04 0125 0875 0500 %0148 Q05 0125 0875 0625 %0149 Q06 0125 0875 0750 %0150 Q07 0125 0875 0875 %0151 Q08 0125 0875 1000 %0152 Q09 0125 1000 0000 %0153 R01 0125 1000 0125 %0154 R02 0125 1000 0250 %0155 R03 0125 1000 0375 %0156 R04 0125 1000 0500 %0157 R05 0125 1000 0625 %0158 R06 0125 1000 0750 %0159 R07 0125 1000 0875 %0160 R08 0125 1000 1000 %0161 R09 0250 0000 0000 %0162 S01 0250 0000 0125 %0163 S02 0250 0000 0250 %0164 S03 0250 0000 0375 %0165 S04 0250 0000 0500 %0166 S05 0250 0000 0625 %0167 S06 0250 0000 0750 %0168 S07 0250 0000 0875 %0169 S08 0250 0000 1000 %0170 S09 0250 0125 0000 %0171 T01 0250 0125 0125 %0172 T02 0250 0125 0250 %0173 T03 0250 0125 0375 %0174 T04 0250 0125 0500 %0175 T05 0250 0125 0625 %0176 T06 0250 0125 0750 %0177 T07 0250 0125 0875 %0178 T08 0250 0125 1000 %0179 T09 0250 0250 0000 %0180 U01 0250 0250 0125 %0181 U02 0250 0250 0250 %0182 U03 0250 0250 0375 %0183 U04 0250 0250 0500 %0184 U05 0250 0250 0625 %0185 U06 0250 0250 0750 %0186 U07 0250 0250 0875 %0187 U08 0250 0250 1000 %0188 U09 0250 0375 0000 %0189 V01 0250 0375 0125 %0190 V02 0250 0375 0250 %0191 V03 0250 0375 0375 %0192 V04 0250 0375 0500 %0193 V05 0250 0375 0625 %0194 V06 0250 0375 0750 %0195 V07 0250 0375 0875 %0196 V08 0250 0375 1000 %0197 V09 0250 0500 0000 %0198 W01 0250 0500 0125 %0199 W02 0250 0500 0250 %0200 W03 0250 0500 0375 %0201 W04 0250 0500 0500 %0202 W05 0250 0500 0625 %0203 W06 0250 0500 0750 %0204 W07 0250 0500 0875 %0205 W08 0250 0500 1000 %0206 W09 0250 0625 0000 %0207 X01 0250 0625 0125 %0208 X02 0250 0625 0250 %0209 X03 0250 0625 0375 %0210 X04 0250 0625 0500 %0211 X05 0250 0625 0625 %0212 X06 0250 0625 0750 %0213 X07 0250 0625 0875 %0214 X08 0250 0625 1000 %0215 X09 0250 0750 0000 %0216 Y01 0250 0750 0125 %0217 Y02 0250 0750 0250 %0218 Y03 0250 0750 0375 %0219 Y04 0250 0750 0500 %0220 Y05 0250 0750 0625 %0221 Y06 0250 0750 0750 %0222 Y07 0250 0750 0875 %0223 Y08 0250 0750 1000 %0224 Y09 0250 0875 0000 %0225 Z01 0250 0875 0125 %0226 Z02 0250 0875 0250 %0227 Z03 0250 0875 0375 %0228 Z04 0250 0875 0500 %0229 Z05 0250 0875 0625 %0230 Z06 0250 0875 0750 %0231 Z07 0250 0875 0875 %0232 Z08 0250 0875 1000 %0233 Z09 0250 1000 0000 %0234 a01 0250 1000 0125 %0235 a02 0250 1000 0250 %0236 a03 0250 1000 0375 %0237 a04 0250 1000 0500 %0238 a05 0250 1000 0625 %0239 a06 0250 1000 0750 %0240 a07 0250 1000 0875 %0241 a08 0250 1000 1000 %0242 a09 0375 0000 0000 %0243 A10 0375 0000 0125 %0244 A11 0375 0000 0250 %0245 A12 0375 0000 0375 %0246 A13 0375 0000 0500 %0247 A14 0375 0000 0625 %0248 A15 0375 0000 0750 %0249 A16 0375 0000 0875 %0250 A17 0375 0000 1000 %0251 A18 0375 0125 0000 %0252 B10 0375 0125 0125 %0253 B11 0375 0125 0250 %0254 B12 0375 0125 0375 %0255 B13 0375 0125 0500 %0256 B14 0375 0125 0625 %0257 B15 0375 0125 0750 %0258 B16 0375 0125 0875 %0259 B17 0375 0125 1000 %0260 B18 0375 0250 0000 %0261 C10 0375 0250 0125 %0262 C11 0375 0250 0250 %0263 C12 0375 0250 0375 %0264 C13 0375 0250 0500 %0265 C14 0375 0250 0625 %0266 C15 0375 0250 0750 %0267 C16 0375 0250 0875 %0268 C17 0375 0250 1000 %0269 C18 0375 0375 0000 %0270 D10 0375 0375 0125 %0271 D11 0375 0375 0250 %0272 D12 0375 0375 0375 %0273 D13 0375 0375 0500 %0274 D14 0375 0375 0625 %0275 D15 0375 0375 0750 %0276 D16 0375 0375 0875 %0277 D17 0375 0375 1000 %0278 D18 0375 0500 0000 %0279 E10 0375 0500 0125 %0280 E11 0375 0500 0250 %0281 E12 0375 0500 0375 %0282 E13 0375 0500 0500 %0283 E14 0375 0500 0625 %0284 E15 0375 0500 0750 %0285 E16 0375 0500 0875 %0286 E17 0375 0500 1000 %0287 E18 0375 0625 0000 %0288 F10 0375 0625 0125 %0289 F11 0375 0625 0250 %0290 F12 0375 0625 0375 %0291 F13 0375 0625 0500 %0292 F14 0375 0625 0625 %0293 F15 0375 0625 0750 %0294 F16 0375 0625 0875 %0295 F17 0375 0625 1000 %0296 F18 0375 0750 0000 %0297 G10 0375 0750 0125 %0298 G11 0375 0750 0250 %0299 G12 0375 0750 0375 %0300 G13 0375 0750 0500 %0301 G14 0375 0750 0625 %0302 G15 0375 0750 0750 %0303 G16 0375 0750 0875 %0304 G17 0375 0750 1000 %0305 G18 0375 0875 0000 %0306 H10 0375 0875 0125 %0307 H11 0375 0875 0250 %0308 H12 0375 0875 0375 %0309 H13 0375 0875 0500 %0310 H14 0375 0875 0625 %0311 H15 0375 0875 0750 %0312 H16 0375 0875 0875 %0313 H17 0375 0875 1000 %0314 H18 0375 1000 0000 %0315 I10 0375 1000 0125 %0316 I11 0375 1000 0250 %0317 I12 0375 1000 0375 %0318 I13 0375 1000 0500 %0319 I14 0375 1000 0625 %0320 I15 0375 1000 0750 %0321 I16 0375 1000 0875 %0322 I17 0375 1000 1000 %0323 I18 0500 0000 0000 %0324 J10 0500 0000 0125 %0325 J11 0500 0000 0250 %0326 J12 0500 0000 0375 %0327 J13 0500 0000 0500 %0328 J14 0500 0000 0625 %0329 J15 0500 0000 0750 %0330 J16 0500 0000 0875 %0331 J17 0500 0000 1000 %0332 J18 0500 0125 0000 %0333 K10 0500 0125 0125 %0334 K11 0500 0125 0250 %0335 K12 0500 0125 0375 %0336 K13 0500 0125 0500 %0337 K14 0500 0125 0625 %0338 K15 0500 0125 0750 %0339 K16 0500 0125 0875 %0340 K17 0500 0125 1000 %0341 K18 0500 0250 0000 %0342 L10 0500 0250 0125 %0343 L11 0500 0250 0250 %0344 L12 0500 0250 0375 %0345 L13 0500 0250 0500 %0346 L14 0500 0250 0625 %0347 L15 0500 0250 0750 %0348 L16 0500 0250 0875 %0349 L17 0500 0250 1000 %0350 L18 0500 0375 0000 %0351 M10 0500 0375 0125 %0352 M11 0500 0375 0250 %0353 M12 0500 0375 0375 %0354 M13 0500 0375 0500 %0355 M14 0500 0375 0625 %0356 M15 0500 0375 0750 %0357 M16 0500 0375 0875 %0358 M17 0500 0375 1000 %0359 M18 0500 0500 0000 %0360 N10 0500 0500 0125 %0361 N11 0500 0500 0250 %0362 N12 0500 0500 0375 %0363 N13 0500 0500 0500 %0364 N14 0500 0500 0625 %0365 N15 0500 0500 0750 %0366 N16 0500 0500 0875 %0367 N17 0500 0500 1000 %0368 N18 0500 0625 0000 %0369 O10 0500 0625 0125 %0370 O11 0500 0625 0250 %0371 O12 0500 0625 0375 %0372 O13 0500 0625 0500 %0373 O14 0500 0625 0625 %0374 O15 0500 0625 0750 %0375 O16 0500 0625 0875 %0376 O17 0500 0625 1000 %0377 O18 0500 0750 0000 %0378 P10 0500 0750 0125 %0379 P11 0500 0750 0250 %0380 P12 0500 0750 0375 %0381 P13 0500 0750 0500 %0382 P14 0500 0750 0625 %0383 P15 0500 0750 0750 %0384 P16 0500 0750 0875 %0385 P17 0500 0750 1000 %0386 P18 0500 0875 0000 %0387 Q10 0500 0875 0125 %0388 Q11 0500 0875 0250 %0389 Q12 0500 0875 0375 %0390 Q13 0500 0875 0500 %0391 Q14 0500 0875 0625 %0392 Q15 0500 0875 0750 %0393 Q16 0500 0875 0875 %0394 Q17 0500 0875 1000 %0395 Q18 0500 1000 0000 %0396 R10 0500 1000 0125 %0397 R11 0500 1000 0250 %0398 R12 0500 1000 0375 %0399 R13 0500 1000 0500 %0400 R14 0500 1000 0625 %0401 R15 0500 1000 0750 %0402 R16 0500 1000 0875 %0403 R17 0500 1000 1000 %0404 R18 0625 0000 0000 %0405 S10 0625 0000 0125 %0406 S11 0625 0000 0250 %0407 S12 0625 0000 0375 %0408 S13 0625 0000 0500 %0409 S14 0625 0000 0625 %0410 S15 0625 0000 0750 %0411 S16 0625 0000 0875 %0412 S17 0625 0000 1000 %0413 S18 0625 0125 0000 %0414 T10 0625 0125 0125 %0415 T11 0625 0125 0250 %0416 T12 0625 0125 0375 %0417 T13 0625 0125 0500 %0418 T14 0625 0125 0625 %0419 T15 0625 0125 0750 %0420 T16 0625 0125 0875 %0421 T17 0625 0125 1000 %0422 T18 0625 0250 0000 %0423 U10 0625 0250 0125 %0424 U11 0625 0250 0250 %0425 U12 0625 0250 0375 %0426 U13 0625 0250 0500 %0427 U14 0625 0250 0625 %0428 U15 0625 0250 0750 %0429 U16 0625 0250 0875 %0430 U17 0625 0250 1000 %0431 U18 0625 0375 0000 %0432 V10 0625 0375 0125 %0433 V11 0625 0375 0250 %0434 V12 0625 0375 0375 %0435 V13 0625 0375 0500 %0436 V14 0625 0375 0625 %0437 V15 0625 0375 0750 %0438 V16 0625 0375 0875 %0439 V17 0625 0375 1000 %0440 V18 0625 0500 0000 %0441 W10 0625 0500 0125 %0442 W11 0625 0500 0250 %0443 W12 0625 0500 0375 %0444 W13 0625 0500 0500 %0445 W14 0625 0500 0625 %0446 W15 0625 0500 0750 %0447 W16 0625 0500 0875 %0448 W17 0625 0500 1000 %0449 W18 0625 0625 0000 %0450 X10 0625 0625 0125 %0451 X11 0625 0625 0250 %0452 X12 0625 0625 0375 %0453 X13 0625 0625 0500 %0454 X14 0625 0625 0625 %0455 X15 0625 0625 0750 %0456 X16 0625 0625 0875 %0457 X17 0625 0625 1000 %0458 X18 0625 0750 0000 %0459 Y10 0625 0750 0125 %0460 Y11 0625 0750 0250 %0461 Y12 0625 0750 0375 %0462 Y13 0625 0750 0500 %0463 Y14 0625 0750 0625 %0464 Y15 0625 0750 0750 %0465 Y16 0625 0750 0875 %0466 Y17 0625 0750 1000 %0467 Y18 0625 0875 0000 %0468 Z10 0625 0875 0125 %0469 Z11 0625 0875 0250 %0470 Z12 0625 0875 0375 %0471 Z13 0625 0875 0500 %0472 Z14 0625 0875 0625 %0473 Z15 0625 0875 0750 %0474 Z16 0625 0875 0875 %0475 Z17 0625 0875 1000 %0476 Z18 0625 1000 0000 %0477 a10 0625 1000 0125 %0478 a11 0625 1000 0250 %0479 a12 0625 1000 0375 %0480 a13 0625 1000 0500 %0481 a14 0625 1000 0625 %0482 a15 0625 1000 0750 %0483 a16 0625 1000 0875 %0484 a17 0625 1000 1000 %0485 a18 0750 0000 0000 %0486 A19 0750 0000 0125 %0487 A20 0750 0000 0250 %0488 A21 0750 0000 0375 %0489 A22 0750 0000 0500 %0490 A23 0750 0000 0625 %0491 A24 0750 0000 0750 %0492 A25 0750 0000 0875 %0493 A26 0750 0000 1000 %0494 A27 0750 0125 0000 %0495 B19 0750 0125 0125 %0496 B20 0750 0125 0250 %0497 B21 0750 0125 0375 %0498 B22 0750 0125 0500 %0499 B23 0750 0125 0625 %0500 B24 0750 0125 0750 %0501 B25 0750 0125 0875 %0502 B26 0750 0125 1000 %0503 B27 0750 0250 0000 %0504 C19 0750 0250 0125 %0505 C20 0750 0250 0250 %0506 C21 0750 0250 0375 %0507 C22 0750 0250 0500 %0508 C23 0750 0250 0625 %0509 C24 0750 0250 0750 %0510 C25 0750 0250 0875 %0511 C26 0750 0250 1000 %0512 C27 0750 0375 0000 %0513 D19 0750 0375 0125 %0514 D20 0750 0375 0250 %0515 D21 0750 0375 0375 %0516 D22 0750 0375 0500 %0517 D23 0750 0375 0625 %0518 D24 0750 0375 0750 %0519 D25 0750 0375 0875 %0520 D26 0750 0375 1000 %0521 D27 0750 0500 0000 %0522 E19 0750 0500 0125 %0523 E20 0750 0500 0250 %0524 E21 0750 0500 0375 %0525 E22 0750 0500 0500 %0526 E23 0750 0500 0625 %0527 E24 0750 0500 0750 %0528 E25 0750 0500 0875 %0529 E26 0750 0500 1000 %0530 E27 0750 0625 0000 %0531 F19 0750 0625 0125 %0532 F20 0750 0625 0250 %0533 F21 0750 0625 0375 %0534 F22 0750 0625 0500 %0535 F23 0750 0625 0625 %0536 F24 0750 0625 0750 %0537 F25 0750 0625 0875 %0538 F26 0750 0625 1000 %0539 F27 0750 0750 0000 %0540 G19 0750 0750 0125 %0541 G20 0750 0750 0250 %0542 G21 0750 0750 0375 %0543 G22 0750 0750 0500 %0544 G23 0750 0750 0625 %0545 G24 0750 0750 0750 %0546 G25 0750 0750 0875 %0547 G26 0750 0750 1000 %0548 G27 0750 0875 0000 %0549 H19 0750 0875 0125 %0550 H20 0750 0875 0250 %0551 H21 0750 0875 0375 %0552 H22 0750 0875 0500 %0553 H23 0750 0875 0625 %0554 H24 0750 0875 0750 %0555 H25 0750 0875 0875 %0556 H26 0750 0875 1000 %0557 H27 0750 1000 0000 %0558 I19 0750 1000 0125 %0559 I20 0750 1000 0250 %0560 I21 0750 1000 0375 %0561 I22 0750 1000 0500 %0562 I23 0750 1000 0625 %0563 I24 0750 1000 0750 %0564 I25 0750 1000 0875 %0565 I26 0750 1000 1000 %0566 I27 0875 0000 0000 %0567 J19 0875 0000 0125 %0568 J20 0875 0000 0250 %0569 J21 0875 0000 0375 %0570 J22 0875 0000 0500 %0571 J23 0875 0000 0625 %0572 J24 0875 0000 0750 %0573 J25 0875 0000 0875 %0574 J26 0875 0000 1000 %0575 J27 0875 0125 0000 %0576 K19 0875 0125 0125 %0577 K20 0875 0125 0250 %0578 K21 0875 0125 0375 %0579 K22 0875 0125 0500 %0580 K23 0875 0125 0625 %0581 K24 0875 0125 0750 %0582 K25 0875 0125 0875 %0583 K26 0875 0125 1000 %0584 K27 0875 0250 0000 %0585 L19 0875 0250 0125 %0586 L20 0875 0250 0250 %0587 L21 0875 0250 0375 %0588 L22 0875 0250 0500 %0589 L23 0875 0250 0625 %0590 L24 0875 0250 0750 %0591 L25 0875 0250 0875 %0592 L26 0875 0250 1000 %0593 L27 0875 0375 0000 %0594 M19 0875 0375 0125 %0595 M20 0875 0375 0250 %0596 M21 0875 0375 0375 %0597 M22 0875 0375 0500 %0598 M23 0875 0375 0625 %0599 M24 0875 0375 0750 %0600 M25 0875 0375 0875 %0601 M26 0875 0375 1000 %0602 M27 0875 0500 0000 %0603 N19 0875 0500 0125 %0604 N20 0875 0500 0250 %0605 N21 0875 0500 0375 %0606 N22 0875 0500 0500 %0607 N23 0875 0500 0625 %0608 N24 0875 0500 0750 %0609 N25 0875 0500 0875 %0610 N26 0875 0500 1000 %0611 N27 0875 0625 0000 %0612 O19 0875 0625 0125 %0613 O20 0875 0625 0250 %0614 O21 0875 0625 0375 %0615 O22 0875 0625 0500 %0616 O23 0875 0625 0625 %0617 O24 0875 0625 0750 %0618 O25 0875 0625 0875 %0619 O26 0875 0625 1000 %0620 O27 0875 0750 0000 %0621 P19 0875 0750 0125 %0622 P20 0875 0750 0250 %0623 P21 0875 0750 0375 %0624 P22 0875 0750 0500 %0625 P23 0875 0750 0625 %0626 P24 0875 0750 0750 %0627 P25 0875 0750 0875 %0628 P26 0875 0750 1000 %0629 P27 0875 0875 0000 %0630 Q19 0875 0875 0125 %0631 Q20 0875 0875 0250 %0632 Q21 0875 0875 0375 %0633 Q22 0875 0875 0500 %0634 Q23 0875 0875 0625 %0635 Q24 0875 0875 0750 %0636 Q25 0875 0875 0875 %0637 Q26 0875 0875 1000 %0638 Q27 0875 1000 0000 %0639 R19 0875 1000 0125 %0640 R20 0875 1000 0250 %0641 R21 0875 1000 0375 %0642 R22 0875 1000 0500 %0643 R23 0875 1000 0625 %0644 R24 0875 1000 0750 %0645 R25 0875 1000 0875 %0646 R26 0875 1000 1000 %0647 R27 1000 0000 0000 %0648 S19 1000 0000 0125 %0649 S20 1000 0000 0250 %0650 S21 1000 0000 0375 %0651 S22 1000 0000 0500 %0652 S23 1000 0000 0625 %0653 S24 1000 0000 0750 %0654 S25 1000 0000 0875 %0655 S26 1000 0000 1000 %0656 S27 1000 0125 0000 %0657 T19 1000 0125 0125 %0658 T20 1000 0125 0250 %0659 T21 1000 0125 0375 %0660 T22 1000 0125 0500 %0661 T23 1000 0125 0625 %0662 T24 1000 0125 0750 %0663 T25 1000 0125 0875 %0664 T26 1000 0125 1000 %0665 T27 1000 0250 0000 %0666 U19 1000 0250 0125 %0667 U20 1000 0250 0250 %0668 U21 1000 0250 0375 %0669 U22 1000 0250 0500 %0670 U23 1000 0250 0625 %0671 U24 1000 0250 0750 %0672 U25 1000 0250 0875 %0673 U26 1000 0250 1000 %0674 U27 1000 0375 0000 %0675 V19 1000 0375 0125 %0676 V20 1000 0375 0250 %0677 V21 1000 0375 0375 %0678 V22 1000 0375 0500 %0679 V23 1000 0375 0625 %0680 V24 1000 0375 0750 %0681 V25 1000 0375 0875 %0682 V26 1000 0375 1000 %0683 V27 1000 0500 0000 %0684 W19 1000 0500 0125 %0685 W20 1000 0500 0250 %0686 W21 1000 0500 0375 %0687 W22 1000 0500 0500 %0688 W23 1000 0500 0625 %0689 W24 1000 0500 0750 %0690 W25 1000 0500 0875 %0691 W26 1000 0500 1000 %0692 W27 1000 0625 0000 %0693 X19 1000 0625 0125 %0694 X20 1000 0625 0250 %0695 X21 1000 0625 0375 %0696 X22 1000 0625 0500 %0697 X23 1000 0625 0625 %0698 X24 1000 0625 0750 %0699 X25 1000 0625 0875 %0700 X26 1000 0625 1000 %0701 X27 1000 0750 0000 %0702 Y19 1000 0750 0125 %0703 Y20 1000 0750 0250 %0704 Y21 1000 0750 0375 %0705 Y22 1000 0750 0500 %0706 Y23 1000 0750 0625 %0707 Y24 1000 0750 0750 %0708 Y25 1000 0750 0875 %0709 Y26 1000 0750 1000 %0710 Y27 1000 0875 0000 %0711 Z19 1000 0875 0125 %0712 Z20 1000 0875 0250 %0713 Z21 1000 0875 0375 %0714 Z22 1000 0875 0500 %0715 Z23 1000 0875 0625 %0716 Z24 1000 0875 0750 %0717 Z25 1000 0875 0875 %0718 Z26 1000 0875 1000 %0719 Z27 1000 1000 0000 %0720 a19 1000 1000 0125 %0721 a20 1000 1000 0250 %0722 a21 1000 1000 0375 %0723 a22 1000 1000 0500 %0724 a23 1000 1000 0625 %0725 a24 1000 1000 0750 %0726 a25 1000 1000 0875 %0727 a26 1000 1000 1000 %0728 a27 1000 1000 1000 %0729 b01 0875 1000 1000 %0730 b02 0750 1000 1000 %0731 b03 0625 1000 1000 %0732 b04 0500 1000 1000 %0733 b05 0375 1000 1000 %0734 b06 0250 1000 1000 %0735 b07 0125 1000 1000 %0736 b08 0000 1000 1000 %0737 b09 1000 0875 0875 %0738 c01 0875 0875 0875 %0739 c02 0750 0875 0875 %0740 c03 0625 0875 0875 %0741 c04 0500 0875 0875 %0742 c05 0375 0875 0875 %0743 c06 0250 0875 0875 %0744 c07 0125 0875 0875 %0745 c08 0000 0875 0875 %0746 c09 1000 0750 0750 %0747 d01 0875 0750 0750 %0748 d02 0750 0750 0750 %0749 d03 0625 0750 0750 %0750 d04 0500 0750 0750 %0751 d05 0375 0750 0750 %0752 d06 0250 0750 0750 %0753 d07 0125 0750 0750 %0754 d08 0000 0750 0750 %0755 d09 1000 0625 0625 %0756 e01 0875 0625 0625 %0757 e02 0750 0625 0625 %0758 e03 0625 0625 0625 %0759 e04 0500 0625 0625 %0760 e05 0375 0625 0625 %0761 e06 0250 0625 0625 %0762 e07 0125 0625 0625 %0763 e08 0000 0625 0625 %0764 e09 1000 0500 0500 %0765 f01 0875 0500 0500 %0766 f02 0750 0500 0500 %0767 f03 0625 0500 0500 %0768 f04 0500 0500 0500 %0769 f05 0375 0500 0500 %0770 f06 0250 0500 0500 %0771 f07 0125 0500 0500 %0772 f08 0000 0500 0500 %0773 f09 1000 0375 0375 %0774 g01 0875 0375 0375 %0775 g02 0750 0375 0375 %0776 g03 0625 0375 0375 %0777 g04 0500 0375 0375 %0778 g05 0375 0375 0375 %0779 g06 0250 0375 0375 %0780 g07 0125 0375 0375 %0781 g08 0000 0375 0375 %0782 g09 1000 0250 0250 %0783 h01 0875 0250 0250 %0784 h02 0750 0250 0250 %0785 h03 0625 0250 0250 %0786 h04 0500 0250 0250 %0787 h05 0375 0250 0250 %0788 h06 0250 0250 0250 %0789 h07 0125 0250 0250 %0790 h08 0000 0250 0250 %0791 h09 1000 0125 0125 %0792 i01 0875 0125 0125 %0793 i02 0750 0125 0125 %0794 i03 0625 0125 0125 %0795 i04 0500 0125 0125 %0796 i05 0375 0125 0125 %0797 i06 0250 0125 0125 %0798 i07 0125 0125 0125 %0799 i08 0000 0125 0125 %0800 i09 1000 0000 0000 %0801 j01 0875 0000 0000 %0802 j02 0750 0000 0000 %0803 j03 0625 0000 0000 %0804 j04 0500 0000 0000 %0805 j05 0375 0000 0000 %0806 j06 0250 0000 0000 %0807 j07 0125 0000 0000 %0808 j08 0000 0000 0000 %0809 j09 1000 1000 1000 %0810 b10 0875 0875 1000 %0811 b11 0750 0750 1000 %0812 b12 0625 0625 1000 %0813 b13 0500 0500 1000 %0814 b14 0375 0375 1000 %0815 b15 0250 0250 1000 %0816 b16 0125 0125 1000 %0817 b17 0000 0000 1000 %0818 b18 1000 1000 0875 %0819 c10 0875 0875 0875 %0820 c11 0750 0750 0875 %0821 c12 0625 0625 0875 %0822 c13 0500 0500 0875 %0823 c14 0375 0375 0875 %0824 c15 0250 0250 0875 %0825 c16 0125 0125 0875 %0826 c17 0000 0000 0875 %0827 c18 1000 1000 0750 %0828 d10 0875 0875 0750 %0829 d11 0750 0750 0750 %0830 d12 0625 0625 0750 %0831 d13 0500 0500 0750 %0832 d14 0375 0375 0750 %0833 d15 0250 0250 0750 %0834 d16 0125 0125 0750 %0835 d17 0000 0000 0750 %0836 d18 1000 1000 0625 %0837 e10 0875 0875 0625 %0838 e11 0750 0750 0625 %0839 e12 0625 0625 0625 %0840 e13 0500 0500 0625 %0841 e14 0375 0375 0625 %0842 e15 0250 0250 0625 %0843 e16 0125 0125 0625 %0844 e17 0000 0000 0625 %0845 e18 1000 1000 0500 %0846 f10 0875 0875 0500 %0847 f11 0750 0750 0500 %0848 f12 0625 0625 0500 %0849 f13 0500 0500 0500 %0850 f14 0375 0375 0500 %0851 f15 0250 0250 0500 %0852 f16 0125 0125 0500 %0853 f17 0000 0000 0500 %0854 f18 1000 1000 0375 %0855 g10 0875 0875 0375 %0856 g11 0750 0750 0375 %0857 g12 0625 0625 0375 %0858 g13 0500 0500 0375 %0859 g14 0375 0375 0375 %0860 g15 0250 0250 0375 %0861 g16 0125 0125 0375 %0862 g17 0000 0000 0375 %0863 g18 1000 1000 0250 %0864 h10 0875 0875 0250 %0865 h11 0750 0750 0250 %0866 h12 0625 0625 0250 %0867 h13 0500 0500 0250 %0868 h14 0375 0375 0250 %0869 h15 0250 0250 0250 %0870 h16 0125 0125 0250 %0871 h17 0000 0000 0250 %0872 h18 1000 1000 0125 %0873 i10 0875 0875 0125 %0874 i11 0750 0750 0125 %0875 i12 0625 0625 0125 %0876 i13 0500 0500 0125 %0877 i14 0375 0375 0125 %0878 i15 0250 0250 0125 %0879 i16 0125 0125 0125 %0880 i17 0000 0000 0125 %0881 i18 1000 1000 0000 %0882 j10 0875 0875 0000 %0883 j11 0750 0750 0000 %0884 j12 0625 0625 0000 %0885 j13 0500 0500 0000 %0886 j14 0375 0375 0000 %0887 j15 0250 0250 0000 %0888 j16 0125 0125 0000 %0889 j17 0000 0000 0000 %0890 j18 1000 1000 1000 %0891 b19 1000 0875 1000 %0892 b20 1000 0750 1000 %0893 b21 1000 0625 1000 %0894 b22 1000 0500 1000 %0895 b23 1000 0375 1000 %0896 b24 1000 0250 1000 %0897 b25 1000 0125 1000 %0898 b26 1000 0000 1000 %0899 b27 0875 1000 0875 %0900 c19 0875 0875 0875 %0901 c20 0875 0750 0875 %0902 c21 0875 0625 0875 %0903 c22 0875 0500 0875 %0904 c23 0875 0375 0875 %0905 c24 0875 0250 0875 %0906 c25 0875 0125 0875 %0907 c26 0875 0000 0875 %0908 c27 0750 1000 0750 %0909 d19 0750 0875 0750 %0910 d20 0750 0750 0750 %0911 d21 0750 0625 0750 %0912 d22 0750 0500 0750 %0913 d23 0750 0375 0750 %0914 d24 0750 0250 0750 %0915 d25 0750 0125 0750 %0916 d26 0750 0000 0750 %0917 d27 0625 1000 0625 %0918 e19 0625 0875 0625 %0919 e20 0625 0750 0625 %0920 e21 0625 0625 0625 %0921 e22 0625 0500 0625 %0922 e23 0625 0375 0625 %0923 e24 0625 0250 0625 %0924 e25 0625 0125 0625 %0925 e26 0625 0000 0625 %0926 e27 0500 1000 0500 %0927 f19 0500 0875 0500 %0928 f20 0500 0750 0500 %0929 f21 0500 0625 0500 %0930 f22 0500 0500 0500 %0931 f23 0500 0375 0500 %0932 f24 0500 0250 0500 %0933 f25 0500 0125 0500 %0934 f26 0500 0000 0500 %0935 f27 0375 1000 0375 %0936 g19 0375 0875 0375 %0937 g20 0375 0750 0375 %0938 g21 0375 0625 0375 %0939 g22 0375 0500 0375 %0940 g23 0375 0375 0375 %0941 g24 0375 0250 0375 %0942 g25 0375 0125 0375 %0943 g26 0375 0000 0375 %0944 g27 0250 1000 0250 %0945 h19 0250 0875 0250 %0946 h20 0250 0750 0250 %0947 h21 0250 0625 0250 %0948 h22 0250 0500 0250 %0949 h23 0250 0375 0250 %0950 h24 0250 0250 0250 %0951 h25 0250 0125 0250 %0952 h26 0250 0000 0250 %0953 h27 0125 1000 0125 %0954 i19 0125 0875 0125 %0955 i20 0125 0750 0125 %0956 i21 0125 0625 0125 %0957 i22 0125 0500 0125 %0958 i23 0125 0375 0125 %0959 i24 0125 0250 0125 %0960 i25 0125 0125 0125 %0961 i26 0125 0000 0125 %0962 i27 0000 1000 0000 %0963 j19 0000 0875 0000 %0964 j20 0000 0750 0000 %0965 j21 0000 0625 0000 %0966 j22 0000 0500 0000 %0967 j23 0000 0375 0000 %0968 j24 0000 0250 0000 %0969 j25 0000 0125 0000 %0970 j26 0000 0000 0000 %0971 j27 0000 0000 0000 %0972 k01 0125 0125 0125 %0973 k02 0250 0250 0250 %0974 k03 0375 0375 0375 %0975 k04 0500 0500 0500 %0976 k05 0625 0625 0625 %0977 k06 0750 0750 0750 %0978 k07 0875 0875 0875 %0979 k08 1000 1000 1000 %0980 k09 0000 0000 0000 %0981 l01 0125 0125 0125 %0982 l02 0250 0250 0250 %0983 l03 0375 0375 0375 %0984 l04 0500 0500 0500 %0985 l05 0625 0625 0625 %0986 l06 0750 0750 0750 %0987 l07 0875 0875 0875 %0988 l08 1000 1000 1000 %0989 l09 0000 0000 0000 %0990 m01 0125 0125 0125 %0991 m02 0250 0250 0250 %0992 m03 0375 0375 0375 %0993 m04 0500 0500 0500 %0994 m05 0625 0625 0625 %0995 m06 0750 0750 0750 %0996 m07 0875 0875 0875 %0997 m08 1000 1000 1000 %0998 m09 0000 0000 0000 %0999 n01 0125 0125 0125 %1000 n02 0250 0250 0250 %1001 n03 0375 0375 0375 %1002 n04 0500 0500 0500 %1003 n05 0625 0625 0625 %1004 n06 0750 0750 0750 %1005 n07 0875 0875 0875 %1006 n08 1000 1000 1000 %1007 n09 0000 0000 0000 %1008 k10 0066 0066 0066 %1009 k11 0133 0133 0133 %1010 k12 0200 0200 0200 %1011 k13 0266 0266 0266 %1012 k14 0333 0333 0333 %1013 k15 0400 0400 0400 %1014 k16 0466 0466 0466 %1015 k17 0533 0533 0533 %1016 k18 0600 0600 0600 %1017 k19 0666 0666 0666 %1018 k20 0734 0734 0734 %1019 k21 0800 0800 0800 %1020 k22 0866 0866 0866 %1021 k23 0933 0933 0933 %1022 k24 1000 1000 1000 %1023 k25 0000 0000 0000 %1024 l10 0066 0066 0066 %1025 l11 0133 0133 0133 %1026 l12 0200 0200 0200 %1027 l13 0266 0266 0266 %1028 l14 0333 0333 0333 %1029 l15 0400 0400 0400 %1030 l16 0466 0466 0466 %1031 l17 0533 0533 0533 %1032 l18 0600 0600 0600 %1033 l19 0666 0666 0666 %1034 l20 0734 0734 0734 %1035 l21 0800 0800 0800 %1036 l22 0866 0866 0866 %1037 l23 0933 0933 0933 %1038 l24 1000 1000 1000 %1039 l25 0000 0000 0000 %1040 m10 0066 0066 0066 %1041 m11 0133 0133 0133 %1042 m12 0200 0200 0200 %1043 m13 0266 0266 0266 %1044 m14 0333 0333 0333 %1045 m15 0400 0400 0400 %1046 m16 0466 0466 0466 %1047 m17 0533 0533 0533 %1048 m18 0600 0600 0600 %1049 m19 0666 0666 0666 %1050 m20 0734 0734 0734 %1051 m21 0800 0800 0800 %1052 m22 0866 0866 0866 %1053 m23 0933 0933 0933 %1054 m24 1000 1000 1000 %1055 m25 0000 0000 0000 %1056 n10 0066 0066 0066 %1057 n11 0133 0133 0133 %1058 n12 0200 0200 0200 %1059 n13 0266 0266 0266 %1060 n14 0333 0333 0333 %1061 n15 0400 0400 0400 %1062 n16 0466 0466 0466 %1063 n17 0533 0533 0533 %1064 n18 0600 0600 0600 %1065 n19 0666 0666 0666 %1066 n20 0734 0734 0734 %1067 n21 0800 0800 0800 %1068 n22 0866 0866 0866 %1069 n23 0933 0933 0933 %1070 n24 1000 1000 1000 %1071 n25 0000 0000 0000 %1072 k26 1000 1000 1000 %1073 k27 1000 0000 0000 %1074 l26 0000 1000 1000 %1075 l27 1000 1000 0000 %1076 m26 0000 0000 1000 %1077 m27 0000 1000 0000 %1078 n26 1000 0000 1000 %1079 n27 0000 1000 0000 %1078 nx6 1000 0000 1000 %1079 nx7 ] def %END RGB0_F %***************************************************************** %} def %END PROC_SPEC_IOF.PS %END COLDATA-SRGB_00.PS %**************************************************** %END 'DM10'OUTLIN1X.PS Other procedures for sRGB output linearization %**************************************************** %BEG DM10/OUTLIN1Y.PS Emty 20101101 %END DM10/OUTLIN1Y.PS Emty 20101101 %END Include Procedures for output linearization at line 30 %*********************************************************** /BeginEPSFF {% def % Prepare for EPS file Frame (F) /b4_Inc_state save def % Save state for cleanup /dict_count countdictstack def /op_count count 1 sub def % Count objects on op stack userdict begin % Make userdict current dict /showpage {} def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [] 0 setdash newpath /languagelevel where % If level not equal to 1 then {pop languagelevel where % If level not equal to 1 then 1 ne {false setstrokeadjust false setoverprint } if } if } bind def /EndEPSFF {% def % End for EPS file Frame (F) count op_count sub {pop} repeat countdictstack dict_count sub {end} repeat % Clean up dict stack b4_Inc_state restore } bind def /FS {findfont exch scalefont setfont} bind def /MM {72 25.4 div mul} def /A4querF {598 0 translate 90 rotate} def /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 /Courier-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse }forall /Encoding ISOLatin1Encoding def currentdict end /CourierB-ISOL1 exch definefont pop /cvishow {cvi 6 string cvs show} def /cvsshow1 {10 mul cvi 0.1 mul 7 string cvs show} def /cvsshow2 {100 mul cvi 0.01 mul 7 string cvs show} def /cvsshow3 {1000 mul cvi 0.001 mul 7 string cvs show} def %%EndProlog %%BeginPageSetup /#copies 1 def %A4quer 1.0 1.0 scale /pgsave save def %%EndPageSetup %********************************************************** /lanind1f 00 def /lanind2f 00 def /laninddf 01 def /colorm1f 00 def /colorm2f 01 def /colormdf 01 def /deintp1f 00 def /deintp2f 01 def /deintpdf 01 def /xcolor1f 03 def /xcolor2f 03 def /xcolordf 01 def /xchart1f 01 def /xchart2f 01 def /xchartdf 01 def %0-1,2-11 /xchart3f 01 def /xchart4f 00 def /pchart1f 03 def /pchart2f 03 def /pchartdf 01 def %=3 for sRGB, Lr=0 /colsep1f 00 def /colsep2f 00 def /colsepdf 01 def /pmetam1f 00 def /pmetam2f 00 def /pmetamdf 01 def %/lanindf lanind1f def % /lanindf lanind1f def %lanind1f laninddf lanind2f {/lanindf exch def %/colormf colorm1f def % colorm1f colormdf colorm2f {/colormf exch def %/deintpf deintp1f def % deintp1f deintpdf deintp2f {/deintpf exch def %/xcolorf xcolor1f def % /xcolorf xcolor1f def %xcolor1f xcolordf xcolor2f {/xcolorf exch def %/xchartf xchart1f def % /xchartf xchart1f def %xchart1f xchartdf xchart2f {/xchartf exch def %/pchartf pchart1f def % /pchartf pchart1f def %pchart1f pchartdf pchart2f {/pchartf exch def %/colsepf colsep1f def % /colsepf colsep1f def %colsep1f colsepdf colsep2f {/colsepf exch def /lanind lanindf def /colorm colormf def /deintp deintpf def /xcolor xcolorf def /xchart xchartf def /xchartm xchart2f xchart1f sub 1 add def /xchart3 xchart3f def /xchart3P10 xchart3 10 add def /xchart4 xchart4f def /pchart pchartf def /colsep colsepf def gsave %/pmetamf pmetam1f def % /pmetamf pmetam1f def %pmetam1f pmetamdf pmetam2f {/pmetamf exch def /pmetam pmetamf def %***************************************************** xchart xchart3 lt {%xchart=xchart3 for CM %BEG special for ColorInterpolation /xchartj pchart def %sRGB, Lr=0%, pchart=3 /hei -1 def /heM -1 def /ausz 8 def /xchartt (F) def %necessary if separation % PROC_LAB_IOF % PROC_RX0F_IOF % PROC_COLSEP_IOF colorm 1 eq {PROC_COLINT_IOF} if % PROC_COLINT_IOF % PROC_SPEC_IOF Colordata_sRGB_F %new setcolortrans_F %new proc_LAB729a_to_LAB*LabCh64M proc_LAB*LabCh64M_to_tab362_dy %END special for ColorInterpolation %************************************************* } ifelse %xchart>=xchart3 for CM 72 90 translate 0.01 MM dup scale 0 0 moveto 5330 0 rlineto 0 4000 rlineto -5330 0 rlineto closepath stroke 1500 -180 moveto 180 /Times-ISOL1 FS lanindf cvishow (-) show colormf cvishow deintpf cvishow xcolorf cvishow xchartf cvishow pchartf cvishow colsepf cvishow (-F) show pmetamf cvishow grestore gsave %xchart xchart3P10 le {%BEG xchart<=xchart3P10 BeginEPSFF 0 MM 0 MM translate %%BeginDocument: %*************************************** %line 199 %BEG INCLUDE TEST FILE at line 200 %!PS-Adobe-3.0 EPSF-3.0 MG070-5 %%BoundingBox: 70 83 226 206 %START PDFDE011.EPS /pdfmark05 where {pop} {userdict /pdfmark05 /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: MG070-5) /Author (compare K. Richter "Computergrafik ...": ISBN 3-8007-1775-1) /Subject (goto: http://www.ps.bam.de or http://130.149.60.445/~farbmetrik) /Keywords (image reproduction, colour devices) /Creator (klaus.richter@me.com) /CreationDate (D:2010110112000) /ModDate (D:2010110112000) /DOCINFO pdfmark05 [ /View [ /FitB ] /DOCVIEW pdfmark05 %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 % !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 /FS {findfont exch scalefont setfont} bind def /MM {72 25.4 div mul} 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 {2 lanind eq {show} {pop} ifelse} bind def /showfr {3 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 /showm {6 lanind eq {show} {pop} ifelse} bind def /popde {0 lanind ne {pop} if} bind def /popen {1 lanind ne {pop} if} bind def /popes {2 lanind ne {pop} if} bind def /popfr {3 lanind ne {pop} if} bind def /popit {4 lanind ne {pop} if} bind def /popjp {5 lanind ne {pop} if} bind def /popm {6 lanind ne {pop} if} bind def /popxde {/n exch def 0 lanind ne {n {pop} repeat} if} bind def /popxen {/n exch def 1 lanind ne {n {pop} repeat} if} bind def /popxes {/n exch def 2 lanind ne {n {pop} repeat} if} bind def /popxfr {/n exch def 3 lanind ne {n {pop} repeat} if} bind def /popxit {/n exch def 4 lanind ne {n {pop} repeat} if} bind def /popxjp {/n exch def 5 lanind ne {n {pop} repeat} if} bind def /popxm {/n exch def 6 lanind ne {n {pop} repeat} if} 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 5 /Times-ISOL1 FS /cvishow {cvi 6 string cvs show} def 75 85 moveto lanind cvishow (-) show colorm cvishow deintp cvishow xcolor cvishow xchart cvishow pchart cvishow colsep cvishow (-L) show pmetam cvishow gsave %LANINDL2 END 5 /Times-ISOL1 FS 180 85 moveto (MG070-5) show xchart 0 eq {(N) show} {deintp colorm 2 mul add cvishow} ifelse (, B3_11) show % ( B8311_5, M8180-5, B3_11, N=3_11) show 72 90 translate 0.01 MM 0.01 MM scale %d2:[rr.b4f]bausz8y.eps 15 setlinewidth 0.0 0.0 0.5 0.0 setcmyk_olvcolor 0 0 moveto 5333 0 rlineto 0 4000 rlineto -5333 0 rlineto closepath fill 0.0 0.0 0.0 1.0 setcmyk_olvcolor 0 0 moveto 5333 0 rlineto 0 4000 rlineto -5333 0 rlineto closepath stroke 666 900 translate 20 setlinewidth %! Grundrechteck 0 0 moveto 4000 0 rlineto 0 -250 rlineto -4000 0 rlineto closepath stroke %! OberflŠche 0 -250 moveto 250 250 rlineto stroke 250 -250 moveto 250 250 rlineto stroke 500 -250 moveto 250 250 rlineto stroke 750 -250 moveto 250 250 rlineto stroke 1000 -250 moveto 250 250 rlineto stroke 1250 -250 moveto 250 250 rlineto stroke 1500 -250 moveto 250 250 rlineto stroke 1750 -250 moveto 250 250 rlineto stroke 2000 -250 moveto 250 250 rlineto stroke 2250 -250 moveto 250 250 rlineto stroke 2500 -250 moveto 250 250 rlineto stroke 2750 -250 moveto 250 250 rlineto stroke 3000 -250 moveto 250 250 rlineto stroke 3250 -250 moveto 250 250 rlineto stroke 3500 -250 moveto 250 250 rlineto stroke 3750 -250 moveto 250 250 rlineto stroke %! 3 Lichtstrahlen zum Mittelpunkt und spiegelnd -250 2000 moveto 2000 -2000 rlineto 2000 2000 rlineto stroke 0 2000 moveto 2000 -2000 rlineto 2000 2000 rlineto stroke 250 2000 moveto 2000 -2000 rlineto 2000 2000 rlineto stroke %!Zahlen experimet. aus wrbuw:DINA5PF.DOC f. 50 setlinewith PostScript-Units /x45e 622 2.5 div def /y45e 289 2.5 div def /x00e 225 2.5 div def /y00e 645 2.5 div def newpath 0 setlinecap 0 setlinejoin 2 setmiterlimit %!Pfeil Mittelpunkt 000 1500 - 1/2 Linienbreite 30 -> 220 1530 %! 000 2000 moveto 520 1530 lineto 250 x45e sub 1500 y45e add moveto 220 1530 lineto 250 y45e sub 1500 x45e add lineto closepath fill %!Pfeil Mittelpunkt 250 1500 - 1/2 Linienbreite 30 -> 470 1530 %! 000 2000 moveto 520 1530 lineto 500 x45e sub 1500 y45e add moveto 470 1530 lineto 500 y45e sub 1500 x45e add lineto closepath fill %!Pfeil Mittelpunkt 750 1500 - 1/2 Linienbreite 30 -> 720 1530 %! 250 2000 moveto 720 1530 lineto 750 x45e sub 1500 y45e add moveto 720 1530 lineto 750 y45e sub 1500 x45e add lineto closepath fill %!links %!Pfeil Mittelpunkt 3500 1500 - 1/2 Linienbreite 30 -> 3280 1530 %! 000 2000 moveto 520 1530 lineto 3250 x45e sub 1500 y45e sub moveto 3280 1530 lineto 3250 y45e sub 1500 x45e sub lineto closepath fill %!Mitte %!Pfeil Mittelpunkt 3750 1500 - 1/2 Linienbreite 30 -> 3530 1530 %! 000 2000 moveto 520 1530 lineto 3500 x45e sub 1500 y45e sub moveto 3530 1530 lineto 3500 y45e sub 1500 x45e sub lineto closepath fill %!rechts %!Pfeil Mittelpunkt 4000 1500 - 1/2 Linienbreite 30 -> 3780 1530 %! 000 2000 moveto 520 1530 lineto 3750 x45e sub 1500 y45e sub moveto 3780 1530 lineto 3750 y45e sub 1500 x45e sub lineto closepath fill 350 /Times-ISOL1 FS 300 -600 moveto (spiegelnde Oberfl\344che) showde %0MG070-5 0057# (mirroring surface) showen %1MG070-5 0057# (superficie reflectiva) showes %2MG070-5 0057# (surface refl\351t\351e) showfr %3MG070-5 0057# (rispecchiando la superficie) showit %4MG070-5 0057# (mirroring surface) showjp %5MG070-5 0057# 3000 2700 moveto (Spiegel\255) showde %0MG070-5 0157# (mirror ) showen %1MG070-5 0157# (reflexi\363n) showes %2MG070-5 0157# (r\351flexion ) showfr %3MG070-5 0157# (specchio ) showit %4MG070-5 0157# (mirror ) showjp %5MG070-5 0157# 3000 2300 moveto (Reflexion) showde %0MG070-5 0257# (reflection) showen %1MG070-5 0257# (de espejo) showes %2MG070-5 0257# (en miroir) showfr %3MG070-5 0257# (riflessione) showit %4MG070-5 0257# (reflection) showjp %5MG070-5 0257# 0 2500 moveto (Licht) showde %0MG070-5 0357# (light) showen %1MG070-5 0357# (luz) showes %2MG070-5 0357# (lumi\350re ) showfr %3MG070-5 0357# (luce) showit %4MG070-5 0357# (light) showjp %5MG070-5 0357# showpage grestore %%Trailer %END INCLUDE TEST FILE at line 200 %*************************************** %%EndDocument EndEPSFF grestore gsave %} if %END xchart<=xchart3P10 %} for %pmetamf=0,1 showpage grestore %} for %colsepf=0,1 %} for %pchartf=0,0 %} for %xchartf=0,15 %} for %xcolorf=3,3 } for %deintpf=0,1 } for %colormf=0,1 %} for %lanindf=0,0 %%Trailer