古いポストスクリプトファイルを開く

Question

90年代に作成された古いPostScriptファイルを日曜日に開くように求められました。私はGhostView、ImageMagick、InkScape、Gimp、Okularを試してみました。それらはすべて、ファイルをプリンタに送信するのと同様に、空白のページを表示します。

私は80年代のプリンタのためのPSドライバを書いています。だから私は当然のことながら、その言語で非常に錆びています。

ファイルを開くときにエラーメッセージが表示されるのですか？より一般的には、PSファイルをデバッグするにはどうすればよいですか？

私が開こうとしているファイルの1つを要約したものです（私は何千もの繰り返し行を削除しました）。 GS内のファイルを実行する

は

%! 
270 rotate 
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statusdict (waittimeout) 0 put 
%General PS definitions. 

/l {lineto} def /m {moveto} def /rl {rlineto} def /rm {rmoveto} def 
/sg {setgray} def /r {rotate} def /sc {scale} def /tr {translate} def 
/gs {gsave} def /gr {grestore} def /st {stroke} def 
/s {show} def /cm {28.3465 mul} def  %1 cm = 28.3465 units 
/pi {3.14159} def /slw {setlinewidth} def 
/ssf {scalefont setfont} def /trf {/Times-Roman findfont} def 
/syf {/Symbol findfont} def 2 setlinejoin 
%scale plot. 
0.9 cm 2.5 cm tr  %Origo 
%0.992 1.008 sc   %Rescale X,Y slightly so that they are equal 
%    %on Apple laserprinter. 
0.0195 cm 0.0195 cm sc  %scale plot so that 1000 units = 19.5 cm. 
       %i.e. 1 unit = 19.5/1000 cm = 0.195 mm 
trf 1 cm   %/Times Roman size = 1 cm 
ssf 1 cm   %/Symbol size = 1 cm 
1.5 slw    %Set default linewidth to be 0.5 units 
       %(i.e. slightly LT 0.1 mm. 
       %0.5128205 units=10./19.5 units=0.01 cm=0.1 mm 
0 sg    %Set default grayness to be 0, which is black. 

%Define plotsymbols, box,triangle, etc. 
/box {newpath 0 0 m -0.5 -0.5 rm 0 1 rl 1 0 rl 0 -1 rl closepath} def 
/bf  %Filled box 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def %Store the CTM in the varible ctmx 
gs x y tr a r xs ys sc box cmtx setmatrix g sg fill gr} def 
/bo  %Open box 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def 
gs x y tr a r xs ys sc box cmtx setmatrix g sg st gr} def 
/plus 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr a r xs ys sc newpath 
-0.5 0 m 0.5 0 l 0 -0.5 m 0 0.5 l cmtx setmatrix g sg st gr} def 
/r1 {0.5 2 sqrt div} def 
/cross 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr a r xs ys sc newpath r1 neg 
r1 neg m r1 r1 l r1 neg r1 m r1 r1 neg l cmtx setmatrix g sg st gr} def 
/star 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr a r xs ys sc newpath -0.5 0 m 
0.5 0 l 0 -0.5 m 0 0.5 l r1 neg r1 neg m r1 r1 l r1 neg r1 m r1 r1 neg l 
cmtx setmatrix g sg st gr} def 
/ef  %Filled ellipse (or circle if xs=ys) 
{/g exch def /endangle exch def /startangle exch def /yrad exch def 
/xrad exch def /angle exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr angle r xrad yrad sc newpath 
0 0 0.5 startangle endangle arc cmtx setmatrix g sg fill gr} def 
/eo  %Open ellipse (or circle if xs=ys) 
{/g exch def /endangle exch def /startangle exch def /yrad exch def 
/xrad exch def /angle exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr angle r xrad yrad sc newpath 
0 0 0.5 startangle endangle arc cmtx setmatrix g sg st gr} def 
/xt {0.5} def /y1t {xt 3 sqrt div} def /y2t {2 xt mul 3 sqrt div} def 
/triangle {newpath xt neg y1t neg m 0 y2t l xt y1t neg l closepath} def 
/tf  %Filled triangle 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr a r xs ys sc triangle 
cmtx setmatrix g sg fill gr} def 
/to  %Open triangle 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr a r xs ys sc triangle 
cmtx setmatrix g sg st gr} def 
/h1 {0.5 3 sqrt div} def /h2 {h1 2 mul} def /h3 {h1 3 sqrt mul} def 
/hexagone {newpath h1 h3 m h2 0 l h1 h3 neg l h1 neg h3 neg l h2 neg 0 l 
h1 neg h3 l closepath} def 
/hf  %Filled hexagone 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr a r xs ys sc hexagone 
cmtx setmatrix g sg fill gr} def 
/ho  %Open hexagone 
{/g exch def /ys exch def /xs exch def /a exch def /y exch def /x exch def 
/cmtx matrix currentmatrix def gs x y tr a r xs ys sc hexagone 
cmtx setmatrix g sg st gr} def 
trf 10.00 ssf 
1.00 slw 
0.00 sg 
476.1 382.4 m 
472.9 382.5 l 
471.6 382.5 l 
468.4 382.5 l 
465.3 382.6 l 
419.5 280.2 90.0 6.1 6.1 0.0 360.0 0.00 ef 
0 0 m st 0 0 m 
476.1 180.0 m 
476.1 600.0 l 
476.1 180.0 m 
404.7 600.0 l 
476.1 180.0 m 
328.7 600.0 l 
476.1 180.0 m 
242.3 600.0 l 
476.1 180.0 m 
st 476.1 180.0 m 
206.1 513.7 l 
476.1 180.0 m 
206.1 414.9 l 
476.1 180.0 m 
206.1 341.7 l 
476.1 180.0 m 
206.1 281.9 l 
476.1 180.0 m 
206.1 229.4 l 
239.2 180.0 m 
206.1 180.0 l 
476.1 180.0 90.0 70.0 67.5 0.0 90.0 0.00 eo 
476.1 180.0 90.0 140.0 135.0 0.0 90.0 0.00 eo 
476.1 180.0 90.0 210.0 202.5 0.0 90.0 0.00 eo 
476.1 180.0 90.0 280.0 270.0 0.0 90.0 0.00 eo 
476.1 180.0 90.0 350.0 337.5 0.0 90.0 0.00 eo 
476.1 180.0 90.0 420.0 405.0 0.0 90.0 0.00 eo 
476.1 180.0 90.0 490.0 472.5 0.0 90.0 0.00 eo 
476.1 180.0 90.0 560.0 540.0 0.0 90.0 0.00 eo 
476.1 180.0 90.0 630.0 607.5 0.0 62.7 0.00 eo 
476.1 180.0 90.0 700.0 675.0 0.0 53.1 0.00 eo 
476.1 180.0 90.0 770.0 742.5 0.0 46.7 0.00 eo 
476.1 180.0 90.0 840.0 810.0 0.0 41.8 0.00 eo 
476.1 180.0 90.0 910.0 877.5 22.6 38.0 0.00 eo 
476.1 180.0 90.0 980.0 945.0 31.0 34.8 0.00 eo 
0 0 m st 0 0 m 
476.1 899.0 m 
473.5 899.0 l 
471.1 899.0 l 
468.4 899.0 l 
465.8 899.1 l 
st 442.4 800.0 m 
442.6 803.1 l 
440.5 806.3 l 
437.6 810.4 l 
419.3 797.0 90.0 6.1 6.1 0.0 360.0 0.00 ef 
0 0 m st 0 0 m 
476.1 696.0 m 
476.1 1116.0 l 
476.1 696.0 m 
404.7 1116.0 l 
476.1 696.0 m 
328.7 1116.0 l 
476.1 696.0 m 
242.3 1116.0 l 
476.1 696.0 m 
206.1 1029.7 l 
476.1 696.0 m 
206.1 930.9 l 
476.1 696.0 m 
206.1 857.7 l 
476.1 696.0 m 
206.1 797.9 l 
476.1 696.0 m 
206.1 745.4 l 
239.2 696.0 m 
206.1 696.0 l 
476.1 696.0 90.0 70.0 67.5 0.0 90.0 0.00 eo 
476.1 696.0 90.0 140.0 135.0 0.0 90.0 0.00 eo 
476.1 696.0 90.0 210.0 202.5 0.0 90.0 0.00 eo 
476.1 696.0 90.0 280.0 270.0 0.0 90.0 0.00 eo 
476.1 696.0 90.0 350.0 337.5 0.0 90.0 0.00 eo 
476.1 696.0 90.0 420.0 405.0 0.0 90.0 0.00 eo 
476.1 696.0 90.0 490.0 472.5 0.0 90.0 0.00 eo 
476.1 696.0 90.0 560.0 540.0 0.0 90.0 0.00 eo 
476.1 696.0 90.0 630.0 607.5 0.0 62.7 0.00 eo 
476.1 696.0 90.0 700.0 675.0 0.0 53.1 0.00 eo 
476.1 696.0 90.0 770.0 742.5 0.0 46.7 0.00 eo 
476.1 696.0 90.0 840.0 810.0 0.0 41.8 0.00 eo 
476.1 696.0 90.0 910.0 877.5 22.6 38.0 0.00 eo 
476.1 696.0 90.0 980.0 945.0 31.0 34.8 0.00 eo 
0 0 m st 0 0 m 
878.0 384.4 m 
876.7 384.4 l 
871.7 384.3 l 
870.3 384.3 l 
868.9 384.4 l 
821.2 281.8 90.0 6.1 6.1 0.0 360.0 0.00 ef 
0 0 m st 0 0 m 
878.0 180.0 m 
878.0 600.0 l 
878.0 180.0 m 
806.6 600.0 l 
878.0 180.0 m 
730.6 600.0 l 
878.0 180.0 m 
644.2 600.0 l 
878.0 180.0 m 
608.0 513.7 l 
878.0 180.0 m 
608.0 414.9 l 
878.0 180.0 m 
608.0 341.7 l 
878.0 180.0 m 
608.0 281.9 l 
878.0 180.0 m 
608.0 229.4 l 
641.1 180.0 m 
608.0 180.0 l 
878.0 180.0 90.0 70.0 67.5 0.0 90.0 0.00 eo 
878.0 180.0 90.0 140.0 135.0 0.0 90.0 0.00 eo 
878.0 180.0 90.0 210.0 202.5 0.0 90.0 0.00 eo 
878.0 180.0 90.0 280.0 270.0 0.0 90.0 0.00 eo 
878.0 180.0 90.0 350.0 337.5 0.0 90.0 0.00 eo 
878.0 180.0 90.0 420.0 405.0 0.0 90.0 0.00 eo 
878.0 180.0 90.0 490.0 472.5 0.0 90.0 0.00 eo 
878.0 180.0 90.0 560.0 540.0 0.0 90.0 0.00 eo 
878.0 180.0 90.0 630.0 607.5 0.0 62.7 0.00 eo 
878.0 180.0 90.0 700.0 675.0 0.0 53.1 0.00 eo 
878.0 180.0 90.0 770.0 742.5 0.0 46.7 0.00 eo 
878.0 180.0 90.0 840.0 810.0 0.0 41.8 0.00 eo 
878.0 180.0 90.0 910.0 877.5 22.6 38.0 0.00 eo 
878.0 180.0 90.0 980.0 945.0 31.0 34.8 0.00 eo 
0 0 m st 0 0 m 
878.0 902.7 m 
877.3 902.7 l 
870.8 902.4 l 
870.3 902.4 l 
869.8 902.4 l 
821.5 798.8 90.0 6.1 6.1 0.0 360.0 0.00 ef 
0 0 m st 0 0 m 
878.0 696.0 m 
878.0 1116.0 l 
878.0 696.0 m 
806.6 1116.0 l 
878.0 696.0 m 
730.6 1116.0 l 
878.0 696.0 m 
644.2 1116.0 l 
878.0 696.0 m 
608.0 1029.7 l 
878.0 696.0 m 
608.0 930.9 l 
878.0 696.0 m 
608.0 857.7 l 
878.0 696.0 m 
608.0 797.9 l 
878.0 696.0 m 
608.0 745.4 l 
641.1 696.0 m 
608.0 696.0 l 
878.0 696.0 90.0 70.0 67.5 0.0 90.0 0.00 eo 
878.0 696.0 90.0 140.0 135.0 0.0 90.0 0.00 eo 
878.0 696.0 90.0 210.0 202.5 0.0 90.0 0.00 eo 
878.0 696.0 90.0 280.0 270.0 0.0 90.0 0.00 eo 
878.0 696.0 90.0 350.0 337.5 0.0 90.0 0.00 eo 
878.0 696.0 90.0 420.0 405.0 0.0 90.0 0.00 eo 
878.0 696.0 90.0 490.0 472.5 0.0 90.0 0.00 eo 
878.0 696.0 90.0 560.0 540.0 0.0 90.0 0.00 eo 
878.0 696.0 90.0 630.0 607.5 0.0 62.7 0.00 eo 
878.0 696.0 90.0 700.0 675.0 0.0 53.1 0.00 eo 
878.0 696.0 90.0 770.0 742.5 0.0 46.7 0.00 eo 
878.0 696.0 90.0 840.0 810.0 0.0 41.8 0.00 eo 
878.0 696.0 90.0 910.0 877.5 22.6 38.0 0.00 eo 
878.0 696.0 90.0 980.0 945.0 31.0 34.8 0.00 eo 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
1.35 slw 
938.7 1233.7 90.0 22.5 22.5 1.00 bo 
938.7 1233.7 90.0 22.5 22.5 0.00 bo 
911.8 1233.7 90.0 22.5 22.5 0.95 bo 
911.8 1233.7 90.0 22.5 22.5 0.00 bo 
884.7 1233.7 90.0 22.5 22.5 0.90 bo 
884.7 1233.7 90.0 22.5 22.5 0.00 bo 
857.7 1233.7 90.0 22.5 22.5 0.85 bo 
857.7 1233.7 90.0 22.5 22.5 0.00 bo 
830.8 1233.7 90.0 22.5 22.5 0.80 bo 
830.8 1233.7 90.0 22.5 22.5 0.00 bo 
803.8 1233.7 90.0 22.5 22.5 0.75 bo 
803.8 1233.7 90.0 22.5 22.5 0.00 bo 
776.7 1233.7 90.0 22.5 22.5 0.70 bo 
776.7 1233.7 90.0 22.5 22.5 0.00 bo 
749.7 1233.7 90.0 22.5 22.5 0.65 bo 
749.7 1233.7 90.0 22.5 22.5 0.00 bo 
722.8 1233.7 90.0 22.5 22.5 0.60 bo 
722.8 1233.7 90.0 22.5 22.5 0.00 bo 
695.7 1233.7 90.0 22.5 22.5 0.55 bo 
695.7 1233.7 90.0 22.5 22.5 0.00 bo 
668.7 1233.7 90.0 22.5 22.5 0.50 bo 
668.7 1233.7 90.0 22.5 22.5 0.00 bo 
641.7 1233.7 90.0 22.5 22.5 0.45 bo 
641.7 1233.7 90.0 22.5 22.5 0.00 bo 
614.7 1233.7 90.0 22.5 22.5 0.40 bo 
614.7 1233.7 90.0 22.5 22.5 0.00 bo 
587.7 1233.7 90.0 22.5 22.5 0.35 bo 
587.7 1233.7 90.0 22.5 22.5 0.00 bo 
560.7 1233.7 90.0 22.5 22.5 0.30 bo 
560.7 1233.7 90.0 22.5 22.5 0.00 bo 
533.7 1233.7 90.0 22.5 22.5 0.25 bo 
533.7 1233.7 90.0 22.5 22.5 0.00 bo 
506.7 1233.7 90.0 22.5 22.5 0.20 bo 
506.7 1233.7 90.0 22.5 22.5 0.00 bo 
479.7 1233.7 90.0 22.5 22.5 0.15 bo 
479.7 1233.7 90.0 22.5 22.5 0.00 bo 
452.7 1233.7 90.0 22.5 22.5 0.10 bo 
452.7 1233.7 90.0 22.5 22.5 0.00 bo 
425.7 1233.7 90.0 22.5 22.5 0.05 bo 
425.7 1233.7 90.0 22.5 22.5 0.00 bo 
398.7 1233.7 90.0 22.5 22.5 0.00 bo 
398.7 1233.7 90.0 22.5 22.5 0.00 bo 
trf 20.92 ssf 
gs 950.0 1256.2 m 90.0 r 
(< 0.15) s 
gr 
gs 923.0 1256.2 m 90.0 r 
(0.15 - 0.33) s 
gr 
gs 896.0 1256.2 m 90.0 r 
(0.33 - 0.50) s 
gr 
gs 869.0 1256.2 m 90.0 r 
(0.50 - 0.68) s 
gr 
gs 842.0 1256.2 m 90.0 r 
(0.68 - 0.86) s 
gr 
gs 815.0 1256.2 m 90.0 r 
(0.86 - 1.03) s 
gr 
gs 788.0 1256.2 m 90.0 r 
(1.03 - 1.21) s 
gr 
gs 761.0 1256.2 m 90.0 r 
(1.21 - 1.38) s 
gr 
gs 734.0 1256.2 m 90.0 r 
(1.38 - 1.56) s 
gr 
gs 707.0 1256.2 m 90.0 r 
(1.56 - 1.74) s 
gr 
gs 680.0 1256.2 m 90.0 r 
(1.74 - 1.91) s 
gr 
gs 653.0 1256.2 m 90.0 r 
(1.91 - 2.09) s 
gr 
gs 626.0 1256.2 m 90.0 r 
(2.09 - 2.27) s 
gr 
gs 599.0 1256.2 m 90.0 r 
(2.27 - 2.44) s 
gr 
gs 572.0 1256.2 m 90.0 r 
(2.44 - 2.62) s 
gr 
gs 545.0 1256.2 m 90.0 r 
(2.62 - 2.79) s 
gr 
gs 518.0 1256.2 m 90.0 r 
(2.79 - 2.97) s 
gr 
gs 491.0 1256.2 m 90.0 r 
(2.97 - 3.15) s 
gr 
gs 464.0 1256.2 m 90.0 r 
(3.15 - 3.32) s 
gr 
gs 437.0 1256.2 m 90.0 r 
(3.32 - 3.50) s 
gr 
gs 410.0 1256.2 m 90.0 r 
(> 3.50) s 
gr 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
2.00 slw 
950.0 0.0 m 
50.0 0.0 l 
50.0 1200.0 l 
950.0 1200.0 l 
950.0 0.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
476.1 180.0 m 
476.1 600.0 l 
480.2 180.0 m 
476.1 180.0 l 
480.2 187.0 m 
476.1 187.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 14.1 ssf 
gs 501.4 167.0 m 90.0 r (0.00) s gr 
gs 501.4 237.0 m 90.0 r (0.10) s gr 
gs 501.4 307.0 m 90.0 r (0.20) s gr 
gs 501.4 377.0 m 90.0 r (0.30) s gr 
gs 501.4 447.0 m 90.0 r (0.40) s gr 
gs 501.4 517.0 m 90.0 r (0.50) s gr 
gs 501.4 587.0 m 90.0 r (0.60) s gr 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
476.1 180.0 m 
206.1 180.0 l 
476.1 175.9 m 
476.1 180.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
gs 480.7 137.8 m 90.0 r (0.00) s gr 
gs 413.2 137.8 m 90.0 r (0.10) s gr 
gs 345.7 137.8 m 90.0 r (0.20) s gr 
gs 278.2 137.8 m 90.0 r (0.30) s gr 
gs 210.7 137.8 m 90.0 r (0.40) s gr 
0 0 m st 0 0 m 
206.1 180.0 m 
206.1 600.0 l 
206.1 180.0 m 
202.1 180.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 12.55 ssf 
gs 133.2 180.0 m 90.0 r 
(Z=58 N= 88 A=146 n:vacuum p:vacuum G\(P+P) s 
trf 8.37 ssf 
0 4.18 rm 
(+\)) s 
trf 12.55 ssf 
0 4.18 neg rm 
(^2) s 
gr 
gs 149.4 180.0 m 90.0 r 
syf 12.55 ssf (w) s trf 12.55 ssf 
(=0.000 I= 0.0 E= -2.23) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(2=0.166) s 
syf 12.55 ssf (g) s trf 12.55 ssf 
(= 0.4) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(4= 0.043.) s 
gr 
gs 165.6 180.0 m 90.0 r 
syf 12.55 ssf (D) s trf 12.55 ssf 
(p=1.186) s 
syf 12.55 ssf (D) s trf 12.55 ssf 
(n=0.732 Routhian.) s 
gr 
gs 181.8 180.0 m 90.0 r 
(Min = -2.22 MeV, max = 9.62 MeV.) s 
gr 
950.0 0.0 m 
st 950.0 0.0 m 
50.0 0.0 l 
50.0 1200.0 l 
950.0 1200.0 l 
950.0 0.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
476.1 696.0 m 
476.1 1116.0 l 
480.2 696.0 m 
476.1 696.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 14.1 ssf 
gs 501.4 683.0 m 90.0 r (0.00) s gr 
gs 501.4 753.0 m 90.0 r (0.10) s gr 
gs 501.4 823.0 m 90.0 r (0.20) s gr 
gs 501.4 893.0 m 90.0 r (0.30) s gr 
gs 501.4 963.0 m 90.0 r (0.40) s gr 
gs 501.4 1033.0 m 90.0 r (0.50) s gr 
gs 501.4 1103.0 m 90.0 r (0.60) s gr 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
476.1 696.0 m 
206.1 696.0 l 
476.1 692.0 m 
476.1 696.0 l 
469.4 692.0 m 
469.4 696.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 12.55 ssf 
gs 133.2 696.0 m 90.0 r 
(Z=58 N= 88 A=146 n:vacuum p:vacuum G\(P+P) s 
trf 8.37 ssf 
0 4.18 rm 
(+\)) s 
trf 12.55 ssf 
0 4.18 neg rm 
(^2) s 
gr 
gs 149.4 696.0 m 90.0 r 
syf 12.55 ssf (w) s trf 12.55 ssf 
(=0.049 I= 0.8 E= -2.25) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(2=0.167) s 
syf 12.55 ssf (g) s trf 12.55 ssf 
(= 0.3) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(4= 0.043.) s 
gr 
gs 165.6 696.0 m 90.0 r 
syf 12.55 ssf (D) s trf 12.55 ssf 
(p=1.185) s 
syf 12.55 ssf (D) s trf 12.55 ssf 
(n=0.731 Routhian.) s 
gr 
gs 181.8 696.0 m 90.0 r 
(Min = -2.24 MeV, max = 9.56 MeV.) s 
gr 
950.0 0.0 m 
50.0 0.0 l 
50.0 1200.0 l 
950.0 1200.0 l 
950.0 0.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
878.0 180.0 m 
878.0 600.0 l 
882.0 180.0 m 
878.0 180.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 14.1 ssf 
gs 903.3 167.0 m 90.0 r (0.00) s gr 
gs 903.3 237.0 m 90.0 r (0.10) s gr 
gs 903.3 307.0 m 90.0 r (0.20) s gr 
gs 903.3 377.0 m 90.0 r (0.30) s gr 
gs 903.3 447.0 m 90.0 r (0.40) s gr 
gs 903.3 517.0 m 90.0 r (0.50) s gr 
gs 903.3 587.0 m 90.0 r (0.60) s gr 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
878.0 180.0 m 
608.0 180.0 l 
878.0 175.9 m 
878.0 180.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
gs 882.6 137.8 m 90.0 r (0.00) s gr 
gs 815.1 137.8 m 90.0 r (0.10) s gr 
gs 747.6 137.8 m 90.0 r (0.20) s gr 
gs 680.1 137.8 m 90.0 r (0.30) s gr 
gs 612.6 137.8 m 90.0 r (0.40) s gr 
0 0 m st 0 0 m 
608.0 180.0 m 
608.0 600.0 l 
608.0 180.0 m 
603.9 180.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 12.55 ssf 
gs 535.1 180.0 m 90.0 r 
(Z=58 N= 88 A=146 n:vacuum p:vacuum G\(P+P) s 
trf 8.37 ssf 
0 4.18 rm 
(+\)) s 
trf 12.55 ssf 
0 4.18 neg rm 
(^2) s 
gr 
gs 551.3 180.0 m 90.0 r 
syf 12.55 ssf (w) s trf 12.55 ssf 
(=0.098 I= 1.7 E= -2.31) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(2=0.168) s 
syf 12.55 ssf (g) s trf 12.55 ssf 
(= 0.1) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(4= 0.043.) s 
gr 
gs 567.5 180.0 m 90.0 r 
syf 12.55 ssf (D) s trf 12.55 ssf 
(p=1.174) s 
syf 12.55 ssf (D) s trf 12.55 ssf 
(n=0.723 Routhian.) s 
gr 
gs 583.7 180.0 m 90.0 r 
(Min = -2.29 MeV, max = 9.37 MeV.) s 
gr 
950.0 0.0 m 
50.0 0.0 l 
50.0 1200.0 l 
950.0 1200.0 l 
950.0 0.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
878.0 696.0 m 
878.0 1116.0 l 
882.0 696.0 m 
878.0 696.0 l 
882.0 703.0 m 
st 886.1 1116.0 m 
878.0 1116.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 14.1 ssf 
gs 903.3 683.0 m 90.0 r (0.00) s gr 
gs 903.3 753.0 m 90.0 r (0.10) s gr 
gs 903.3 823.0 m 90.0 r (0.20) s gr 
gs 903.3 893.0 m 90.0 r (0.30) s gr 
gs 903.3 963.0 m 90.0 r (0.40) s gr 
gs 903.3 1033.0 m 90.0 r (0.50) s gr 
gs 903.3 1103.0 m 90.0 r (0.60) s gr 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
878.0 696.0 m 
608.0 696.0 l 
878.0 692.0 m 
878.0 696.0 l 
0 0 m st 0 0 m 
0 0 m st 0 0 m 
trf 12.55 ssf 
gs 535.1 696.0 m 90.0 r 
(Z=58 N= 88 A=146 n:vacuum p:vacuum G\(P+P) s 
trf 8.37 ssf 
0 4.18 rm 
(+\)) s 
trf 12.55 ssf 
0 4.18 neg rm 
(^2) s 
gr 
gs 551.3 696.0 m 90.0 r 
syf 12.55 ssf (w) s trf 12.55 ssf 
(=0.147 I= 2.7 E= -2.42) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(2=0.169) s 
syf 12.55 ssf (g) s trf 12.55 ssf 
(= -0.3) s 
syf 12.55 ssf (b) s trf 12.55 ssf 
(4= 0.043.) s 
gr 
gs 567.5 696.0 m 90.0 r 
syf 12.55 ssf (D) s trf 12.55 ssf 
(p=1.155) s 
syf 12.55 ssf (D) s trf 12.55 ssf 
(n=0.709 Routhian.) s 
gr 
gs 583.7 696.0 m 90.0 r 
(Min = -2.40 MeV, max = 9.05 MeV.) s 
gr 
trf 41.85 ssf 
gs 936.5 480.0 m 90.0 r 
(X=) s 
syf 41.85 ssf (b) s trf 41.85 ssf 
trf 27.90 ssf 
0 6.97 neg rm 
(2) s 
trf 41.85 ssf 
0 6.97 rm 
(cos\() s 
syf 41.85 ssf (g) s trf 41.85 ssf 
(+30\)) s 
gr 
gs 590.0 60.0 m 180.0 r 
(Y=) s 
syf 41.85 ssf (b) s trf 41.85 ssf 
trf 27.90 ssf 
0 6.97 neg rm 
(2) s 
trf 41.85 ssf 
0 6.97 rm 
(sin\() s 
syf 41.85 ssf (g) s trf 41.85 ssf 
(+30\)) s 
gr 
trf 15.11 ssf 
gs 946.5 6.9 m 90.0 r 
(Tue May 26 17:05:29 1998 17:05:29 NSG Liverpool) s 
gr 
st 
showpage 

：

$ gs 
GS>ce146_1.ps run 
Error: /undefined in ce146_1.ps 
Operand stack: 

Execution stack: 
%interp_exit .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- --nostringval-- %loop_continue --nostringval-- --nostringval-- false 1 %stopped_push .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- 
Dictionary stack: 
--dict:1200/1684(ro)(G)-- --dict:0/20(G)-- --dict:78/200(L)-- 
Current allocation mode is local 
Last OS error: Resource temporarily unavailable 
Current file position is 11 

Answer 1

問題のPostScriptファイル（およびオリジナルポスター、類似したファイルからのコメントで）「270回転」で始まります。

これは、ではなく、の0,0座標を中心に回転して、プログラムのマーキングの内容を移動します。ページの中央、左下隅です。その結果、マーキング操作が「ページ外」で行われ、結果として空白ページが表示されます。プログラムは、マーキング操作がメディアの領域に戻されるように、回転の前後に原点を移動する「平行移動」を含める必要があります。

レベル1 PostScriptは、しばしばデバイスの特性を「ちょうど知っている」ことに依存していました。そのため、そのようなトリックは当時は珍しくありませんでした。