%%%%%%%%%%%%%%%%%%%%%%%% fullpict.sty %%%%%%%%%%%%%%%%%%%%%%%% %%%%%% Written by Bruce Shawyer 14 March 1995 %%%%%% %%%%%% Updated and improved 14 November 1995 %%%%%% %%%%%% Second update September 1996 %%%%%% %%%%%% Third update August 1998 %%%%%% %%%%%% Fourth update March 2001 %%%%%% %%%%%% Fifth update April 2001 %%%%%% %%%%%% Sixth update October 2003 %%%%%% \makeatletter \newcount\gs@ \newcount\gs@d \newcount\a@@@a \def\g@odfullunit#1{\gs@=\number\hsize \divide\gs@ by72820\divide\gs@ by#1\setlength\unitlength{\gs@ pt}} \def\fullpicture(#1,#2){\@ifnextchar({\@fullpicture(#1,#2)}% {\@fullpicture(#1,#2)(0,0)}} \def\@fullpicture(#1,#2)(#3,#4){\begin{center} \g@odfullunit{#1}\@picht #2\unitlength \setbox\@picbox\hbox to#1\unitlength\bgroup \hskip -#3\unitlength \lower #4\unitlength \hbox\bgroup\ignorespaces} \def\endfullpicture{\egroup\hss\egroup\ht\@picbox\@picht \dp\@picbox\z@\mbox{\box\@picbox}\end{center}} \def\g@odhalfunit#1{\gs@=\number\hsize \divide\gs@ by145640\divide\gs@ by#1\setlength\unitlength{\gs@ pt}} \def\halfpicture(#1,#2){\@ifnextchar({\@halfpicture(#1,#2)}% {\@halfpicture(#1,#2)(0,0)}} \def\@halfpicture(#1,#2)(#3,#4){\begin{center} \g@odhalfunit{#1}\@picht #2\unitlength \setbox\@picbox\hbox to#1\unitlength\bgroup \hskip -#3\unitlength \lower #4\unitlength \hbox\bgroup\ignorespaces} \def\endhalfpicture{\egroup\hss\egroup\ht\@picbox\@picht \dp\@picbox\z@\mbox{\box\@picbox}\end{center}} \def\sc@leunit#1#2{\gs@=\number\hsize \divide\gs@ by72820\divide\gs@ by#1\multiply\gs@ by#2\divide\gs@ by100 \setlength\unitlength{\gs@ pt}} \def\scalepicture#1(#2,#3){\@ifnextchar({\@scalepicture#1(#2,#3)}% {\@scalepicture#1(#2,#3)(0,0)}} \def\@scalepicture#1(#2,#3)(#4,#5){\begin{center} \sc@leunit{#2}{#1}\@picht #3\unitlength \setbox\@picbox\hbox to#2\unitlength\bgroup \hskip -#4\unitlength \lower #5\unitlength \hbox\bgroup\ignorespaces} \def\endscalepicture{\egroup\hss\egroup\ht\@picbox\@picht \dp\@picbox\z@\mbox{\box\@picbox}\end{center}} \def\sc@leunit#1#2{\gs@=\number\hsize \divide\gs@ by72820\divide\gs@ by#1\multiply\gs@ by#2\divide\gs@ by100 \setlength\unitlength{\gs@ pt}} \def\Scalepicture#1(#2,#3){\@ifnextchar({\@Scalepicture#1(#2,#3)}% {\@Scalepicture#1(#2,#3)(0,0)}} \def\@Scalepicture#1(#2,#3)(#4,#5){ \sc@leunit{#2}{#1}\@picht #3\unitlength \setbox\@picbox\hbox to#2\unitlength\bgroup \hskip -#4\unitlength \lower #5\unitlength \hbox\bgroup\ignorespaces} \def\endScalepicture{\egroup\hss\egroup\ht\@picbox\@picht \dp\@picbox\z@\mbox{\box\@picbox}} % new environments July 1998 % ticks2.sty % version beta3 % 13 March 2001 % Bruce Shawyer \newcount\t@ck\newcount\s@ck \newcount\xt@ck\newcount\yt@ck \newdimen\t@@k\newdimen\t@@k@\newdimen\s@@k \newdimen\t@y@k\newdimen\t@x@k\newdimen\t@z@k \newdimen\ty@@k\newdimen\sy@@k \newdimen\xt@@k\newdimen\xs@@k \newdimen\yt@@k\newdimen\ys@@k \def\scaledpicture#1(#2,#3){\@ifnextchar({\@scaledpicture#1(#2,#3)}% {\@scaledpicture#1(#2,#3)(0,0)}} \def\@scaledpicture#1(#2,#3)(#4,#5){\t@x{#1}\begin{center}\a@@@a=#1 \sc@leunit{#2}{#1}\@picht #3\unitlength \setbox\@picbox\hbox to#2\unitlength\bgroup \hskip -#4\unitlength \lower #5\unitlength \hbox\bgroup\ignorespaces \def\xaxis{\put(#4,0){\Vector(1,0){#2}}} \def\yaxis{\put(0,#5){\Vector(0,1){#3}}} \def\axes{\xaxis\yaxis} \t@@k=#2pt \t@y@k=#3pt \xt@@k=#4pt \divide\xt@@k by65536 \yt@@k=#5pt \divide\yt@@k by65536 } \def\endscaledpicture{\egroup\hss\egroup\ht\@picbox\@picht \dp\@picbox\z@\mbox{\box\@picbox}\end{center}} \def\Scaledpicture#1(#2,#3){\@ifnextchar({\@Scaledpicture#1(#2,#3)}% {\@Scaledpicture#1(#2,#3)(0,0)}} \def\@Scaledpicture#1(#2,#3)(#4,#5){\t@x{#1} \sc@leunit{#2}{#1}\@picht #3\unitlength \setbox\@picbox\hbox to#2\unitlength\bgroup \hskip -#4\unitlength \lower #5\unitlength \hbox\bgroup\ignorespaces \def\xaxis{\put(#4,0){\Vector(1,0){#2}}} \def\yaxis{\put(0,#5){\Vector(0,1){#3}}} \def\axes{\xaxis\yaxis} \t@@k=#2pt \t@y@k=#3pt \xt@@k=#4pt \divide\xt@@k by65536 \yt@@k=#5pt \divide\yt@@k by65536 } \def\endScaledpicture{\egroup\hss\egroup\ht\@picbox\@picht \dp\@picbox\z@\mbox{\box\@picbox}} \gdef\Vector(#1,#2)#3{\@xarg #1\relax \@yarg #2\relax \@tempcnta \ifnum\@xarg<\z@ -\@xarg\else\@xarg\fi \ifnum\@tempcnta<5\relax \@linelen #3\unitlength \divide\@linelen by200 \multiply\@linelen by203 \ifnum\a@@@a<86 \divide\@linelen by200 \multiply\@linelen by201\fi \ifnum\a@@@a<76 \divide\@linelen by200 \multiply\@linelen by201\fi \ifnum\a@@@a<51 \divide\@linelen by200 \multiply\@linelen by202\fi \ifnum\a@@@a<46 \divide\@linelen by200 \multiply\@linelen by201\fi \ifnum\a@@@a<41 \divide\@linelen by200 \multiply\@linelen by201\fi \ifnum\a@@@a<36 \divide\@linelen by200 \multiply\@linelen by201\fi \ifnum\a@@@a<31 \divide\@linelen by200 \multiply\@linelen by201\fi \ifnum\a@@@a<26 \divide\@linelen by200 \multiply\@linelen by201\fi \ifnum\a@@@a<21 \divide\@linelen by200 \multiply\@linelen by201\fi \ifdim\@linelen<\z@\@badlinearg\else \ifnum\@xarg =\z@ \@vvector \else \ifnum\@yarg =\z@ \@hvector \else \@svector\fi \fi \fi \else\@badlinearg\fi} \newdimen\xy@@ \def\xticks#1{\@ifnextchar [{\@xticks#1}{\@xticks#1[1]}} \def\@xticks#1[#2]{\t@@k@=\t@@k\s@@k=#1pt\divide\s@@k by256 \advance\t@@k@ by-1pt \ifnum\s@@k<65536 \advance\t@@k@ by1pt \fi \multiply\t@@k@ by256 \divide\t@@k@ by\number\s@@k \t@ck=\number\t@@k@ \divide\t@ck by65536 \advance\t@ck by1 \xy@@=#2pt \ifnum\xy@@>0 \multiput(\number\xt@@k,0)(#1,0){\t@ck}{\line(0,-1){#2}} \else \multiput(\number\xt@@k,0)(#1,0){\t@ck}{\line(0,1){-#2}} \fi} \def\yticks#1{\@ifnextchar [{\@yticks#1}{\@yticks#1[1]}} \def\@yticks#1[#2]{\t@@k@=\t@y@k\s@@k=#1pt\divide\s@@k by256 \advance\t@@k@ by-1pt \ifnum\s@@k<65536 \advance\t@@k@ by1pt \fi \multiply\t@@k@ by256 \divide\t@@k@ by\number\s@@k \t@ck=\number\t@@k@ \divide\t@ck by65536 \advance\t@ck by1 \xy@@=#2pt \ifnum\xy@@>0 \multiput(0,\number\yt@@k)(0,#1){\t@ck}{\line(-1,0){#2}}\else \multiput(0,\number\yt@@k)(0,#1){\t@ck}{\line(1,0){-#2}}\fi} \def\ticks#1{\@ifnextchar [{\@ticks#1}{\@ticks#1[1]}} \def\@ticks#1[#2]{\xticks{#1}[#2]\yticks{#1}[#2]} \def\origin#1{\put(0,0){\circle{#1}}} \def\xnums#1{\@ifnextchar [{\@xnums#1}{\@xnums#1[.25]}} \def\@xnums#1[#2]{ \cput(\number\xt@@k,-#2){\number\xt@@k} \xt@ck=\number\xt@@k \s@ck=\xt@@k\multiply\s@ck by 65536 \advance\s@ck by\t@@k \divide\s@ck by65536 \loop \advance\xt@ck by#1 \ifnum\xt@ck=0 \advance\xt@ck by#1 \fi \ifnum\xt@ck<\number\s@ck \cput(\number\xt@ck,-#2){\number\xt@ck}\repeat \ifnum\xt@ck=\number\s@ck\cput(\number\xt@ck,-#2){\number\xt@ck}\fi } \def\ynums#1{\@ifnextchar [{\@ynums#1}{\@ynums#1[.25]}} \def\@ynums#1[#2]{ \cput(-#2,\number\yt@@k){\number\yt@@k} \xt@ck=\number\yt@@k \s@ck=\yt@@k\multiply\s@ck by 65536 \advance\s@ck by\t@y@k \divide\s@ck by65536 \loop \advance\xt@ck by#1 \ifnum\xt@ck=0 \advance\xt@ck by#1 \fi \ifnum\xt@ck<\number\s@ck \cput(-#2,\number\xt@ck){\number\xt@ck}\repeat \ifnum\xt@ck=\number\s@ck\cput(-#2,\number\xt@ck){\number\xt@ck}\fi } \def\nums#1{\@ifnextchar [{\@nums#1}{\@nums#1[.25]}} \def\@nums#1[#2]{\xnums{#1}[#2]\ynums{#1}[#2]} % font size calculation \newcount\gs@dfont \newcount\gs@done\newcount\gs@dtwo\newcount\gs@dthree\newcount\gs@dfour \gs@done=39\gs@dtwo=49\gs@dthree=59\gs@dfour=74 % % percentages for font size changes \def\t@x#1{\gs@d=\number\textwidth\divide\gs@d by\number\hsize \multiply\gs@done by\number\gs@d \multiply\gs@dtwo by\number\gs@d \multiply\gs@dthree by\number\gs@d \multiply\gs@dfour by\number\gs@d \gs@dfont=5 \tiny\ifnum#1>\gs@done\scriptsize \gs@dfont=4 \ifnum#1>\gs@dtwo\footnotesize \gs@dfont=3 \ifnum#1>\gs@dthree\small \gs@dfont=2 \ifnum#1>\gs@dfour\normalsize \gs@dfont=1 \fi\fi\fi\fi} % additions August 1998 \newdimen\@dx\newdimen\@dy\newdimen\@dz\newdimen\@d@x\newdimen\@d@y \newdimen\@d@z\newdimen\@dzz\newcount\s@c % calculation of #1*#2 +#3 or xa+b - answer is \@d@x \def\m@l#1#2#3{\@d@z=#1 \divide\@d@z by32 \@d@x=#2pt \multiply\@d@x by\@d@z \divide\@d@x by2048 \@d@y=#3pt \advance\@d@x by\@d@y} % main macro calculation - #1 is the angle in degrees, #x is the object put % #3 is the multiplier for extra distance \def\@x@p#1#2#3{\rm\@dz=#1pt \@dzz=720pt \advance\@dz by2\@dzz \divide\@dz by65536 \s@c=\number\@dz \divide\s@c by360 \multiply\s@c by360 \@dzz=\s@c pt \divide\@dzz by65536 \advance\@dz by-1\@dzz % \@dz is now in [0,360) \@d@z=1\@dz \divide\@dz by15 \s@c=\number\@dz \multiply\@dz by15 \advance\@dzz by-1\@dz \advance\s@c by1 \@dz=65536\@d@z % \@d@z is angle in range[0,15) in dodecant \s@c all measured positively \ifnum\s@c=1 %time zone 1 \m@l{\@dz}{-0.00227161}{+1} \@dx=\@d@x \m@l{\@dz}{0.0172546}{+0} \@dy=\@d@x\fi \ifnum\s@c=2 %time zone 2 \m@l{\@dz}{-0.00666002}{+1.06582} \@dx=\@d@x \m@l{\@dz}{0.0160787}{+0.0176380} \@dy=\@d@x\fi \ifnum\s@c=3 %time zone 3 \m@l{\@dz}{-0.0105945}{+1.18386} \@dx=\@d@x \m@l{\@dz}{0.0138071}{+0.0857865} \@dy=\@d@x\fi \ifnum\s@c=4 %time zone 4 \m@l{\@dz}{-0.0138071}{+1.32842} \@dx=\@d@x \m@l{\@dz}{0.0105945}{+0.230350} \@dy=\@d@x\fi \ifnum\s@c=5 %time zone 5 \m@l{\@dz}{-0.0160787}{+1.46472} \@dx=\@d@x \m@l{\@dz}{0.00666002}{+0.466424} \@dy=\@d@x\fi \ifnum\s@c=6 %time zone 6 \m@l{\@dz}{-0.0172546}{+1.55291} \@dx=\@d@x \m@l{\@dz}{0.00227161}{+0.795555} \@dy=\@d@x\fi \ifnum\s@c=7 %time zone 7 \m@l{\@dz}{-0.0172546}{+1.55291} \@dx=\@d@x \m@l{\@dz}{-0.00227161}{+1.20444} \@dy=\@d@x\fi \ifnum\s@c=8 %time zone 8 \m@l{\@dz}{-0.0160787}{+1.42944} \@dx=\@d@x \m@l{\@dz}{-0.00666002}{+1.66522} \@dy=\@d@x\fi \ifnum\s@c=9 %time zone 9 \m@l{\@dz}{-0.0138071}{+1.15685} \@dx=\@d@x \m@l{\@dz}{-0.0105945}{+2.13737} \@dy=\@d@x\fi \ifnum\s@c=10 %time zone 10 \m@l{\@dz}{-0.0105945}{+0.723161} \@dx=\@d@x \m@l{\@dz}{-0.0138071}{+2.57106} \@dy=\@d@x\fi \ifnum\s@c=11 %time zone 11 \m@l{\@dz}{-0.00666002}{+0.132979} \@dx=\@d@x \m@l{\@dz}{-0.0160787}{+2.91180} \@dy=\@d@x\fi \ifnum\s@c=12 %time zone 12 \m@l{\@dz}{-0.00227161}{-0.591111} \@dx=\@d@x \m@l{\@dz}{-0.0172546}{+3.10582} \@dy=\@d@x\fi \ifnum\s@c=13 %time zone 13 \m@l{\@dz}{0.00227161}{-1.40889} \@dx=\@d@x \m@l{\@dz}{-0.0172546}{+3.10582} \@dy=\@d@x\fi \ifnum\s@c=14 %time zone 14 \m@l{\@dz}{0.00666002}{-2.26462} \@dx=\@d@x \m@l{\@dz}{-0.0160787}{+2.87653} \@dy=\@d@x\fi \ifnum\s@c=15 %time zone 15 \m@l{\@dz}{0.0105945}{-3.09088} \@dx=\@d@x \m@l{\@dz}{-0.0138071}{+2.39949} \@dy=\@d@x\fi \ifnum\s@c=16 %time zone 16 \m@l{\@dz}{0.0138071}{-3.81370} \@dx=\@d@x \m@l{\@dz}{-0.0105945}{+1.67667} \@dy=\@d@x\fi \ifnum\s@c=17 %time zone 17 \m@l{\@dz}{0.0160787}{-4.35889} \@dx=\@d@x \m@l{\@dz}{-0.00666002}{+0.732385} \@dy=\@d@x\fi \ifnum\s@c=18 %time zone 18 \m@l{\@dz}{0.0172546}{-4.65874} \@dx=\@d@x \m@l{\@dz}{-0.00227161}{-0.386666} \@dy=\@d@x\fi \ifnum\s@c=19 %time zone 19 \m@l{\@dz}{0.0172546}{-4.65874} \@dx=\@d@x \m@l{\@dz}{0.00227161}{-1.61333} \@dy=\@d@x\fi \ifnum\s@c=20 %time zone 20 \m@l{\@dz}{0.0160787}{-4.32361} \@dx=\@d@x \m@l{\@dz}{0.00666002}{-2.86403} \@dy=\@d@x\fi \ifnum\s@c=21 %time zone 21 \m@l{\@dz}{0.0138071}{-3.64213} \@dx=\@d@x \m@l{\@dz}{0.0105945}{-4.04439} \@dy=\@d@x\fi \ifnum\s@c=22 %time zone 22 \m@l{\@dz}{0.0105945}{-2.63018} \@dx=\@d@x \m@l{\@dz}{0.0138071}{-5.05635} \@dy=\@d@x\fi \ifnum\s@c=23 %time zone 23 \m@l{\@dz}{0.00666002}{-1.33178} \@dx=\@d@x \m@l{\@dz}{0.0160787}{-5.80598} \@dy=\@d@x\fi \ifnum\s@c=24 %time zone 24 \m@l{\@dz}{0.00227161}{+0.182227} \@dx=\@d@x \m@l{\@dz}{0.0172546}{-6.21165} \@dy=\@d@x\fi \@d@x=1.25pt \divide\@d@x by2048 \multiply\@dx by\@d@x \divide\@dx by32 \multiply\@dy by\@d@x \divide\@dy by32 % increasing the distance by #3 \@dz=#3pt \divide\@dz by2048 \multiply\@dx by\number\@dz \multiply\@dy by\number\@dz \divide\@dx by32 \divide\@dy by32 % adjusting for font size % normal 8, small 7, foot 6, script 5, tiny 4 % what we have here is for crux.sty -3.8, -3.95, -4.1, -4.4, -5.5 % and we need for 2130.sty -3.8, -3.95, -3.95, -4.1, -4.8 \rm \ifnum\gs@dfont=1 \multiply\@dx by8 \multiply\@dy by8 \advance\@dx by-3.8ex \fi \ifnum\gs@dfont=2 \multiply\@dx by7 \multiply\@dy by7 \advance\@dx by-3.95ex \fi \ifnum\gs@dfont=3 \multiply\@dx by6 \multiply\@dy by6 \advance\@dx by-3.95ex \fi \ifnum\gs@dfont=4 \multiply\@dx by5 \multiply\@dy by5 \advance\@dx by-4.1ex \fi \ifnum\gs@dfont=5 \multiply\@dx by4 \multiply\@dy by4 \advance\@dx by-4.8ex \fi % moving the origin - #2 is the object to be put \setbox0=\hbox{#2} \advance\@dx by-0.5\wd0 \@dz=\dp0\advance\@dz by-\ht0 \divide\@dz by2 \advance\@dy by\@dz \raisebox{\@dy}{\kern\@dx #2}} % the MAIN macro \def\angleput#1{\@ifnextchar [{\@ngleput#1}{\@ngleput#1[1]}} \def\@ngleput#1[#2](#3,#4)#5{\put(#3,#4){\@x@p{#1}{#5}{#2}}} % USAGE % \angleput{degrees}[multiplier](xcoord,ycoord){object} % SHORTFORMS % geographic putting commands \def\cput(#1,#2)#3{\angleput{0}[0](#1,#2){#3}} % centre #3 on (#1,#2) \def\eput(#1,#2)#3{\angleput{0}(#1,#2){#3}} % put #3 east of (#1,#2) \def\nput(#1,#2)#3{\angleput{90}(#1,#2){#3}} % put #3 north of (#1,#2) \def\sput(#1,#2)#3{\angleput{270}(#1,#2){#3}} % put #3 south of (#1,#2) \def\wput(#1,#2)#3{\angleput{180}(#1,#2){#3}} % put #3 west of (#1,#2) \def\neput(#1,#2)#3{\angleput{45}(#1,#2){#3}} % put #3 ne of (#1,#2) \def\seput(#1,#2)#3{\angleput{315}(#1,#2){#3}} % put #3 se of (#1,#2) \def\nwput(#1,#2)#3{\angleput{135}(#1,#2){#3}} % put #3 nw of (#1,#2) \def\swput(#1,#2)#3{\angleput{225}(#1,#2){#3}} % put #3 sw of (#1,#2) \def\lcm{\mathop{\operator@font lcm}} \makeatother %%%%%%%%%%%%%%%%%%%%%%% END fullpict.sty %%%%%%%%%%%%%%%%%%%%%%%%%%