Slides/nom04.ps
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     1 %!PS-Adobe-2.0
       
     2 %%Creator: dvips(k) 5.95a Copyright 2005 Radical Eye Software
       
     3 %%Title: 04.dvi
       
     4 %%Pages: 33
       
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    22 matrix currentmatrix{A A round sub abs 0.00001 lt{round}if}forall round
       
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    40 mul exch 0 get A mul add .99 lt{/QV}{/RV}ifelse load def pop pop}N/eop{
       
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    58 
       
    59 %%EndProcSet
       
    60 %%BeginProcSet: pstricks.pro 0 0
       
    61 %!
       
    62 % PostScript prologue for pstricks.tex.
       
    63 % Version 97 patch 4, 04/05/10
       
    64 % For distribution, see pstricks.tex.
       
    65 %
       
    66 /tx@Dict 200 dict def tx@Dict begin
       
    67 /ADict 25 dict def
       
    68 /CM { matrix currentmatrix } bind def
       
    69 /SLW /setlinewidth load def
       
    70 /CLW /currentlinewidth load def
       
    71 /CP /currentpoint load def
       
    72 /ED { exch def } bind def
       
    73 /L /lineto load def
       
    74 /T /translate load def
       
    75 /TMatrix { } def
       
    76 /RAngle { 0 } def
       
    77 /Atan { /atan load stopped { pop pop 0 } if } def
       
    78 /Div { dup 0 eq { pop } { div } ifelse } def
       
    79 /NET { neg exch neg exch T } def
       
    80 /Pyth { dup mul exch dup mul add sqrt } def
       
    81 /PtoC { 2 copy cos mul 3 1 roll sin mul } def
       
    82 /PathLength@ { /z z y y1 sub x x1 sub Pyth add def /y1 y def /x1 x def }
       
    83 def
       
    84 /PathLength { flattenpath /z 0 def { /y1 ED /x1 ED /y2 y1 def /x2 x1 def
       
    85 } { /y ED /x ED PathLength@ } {} { /y y2 def /x x2 def PathLength@ }
       
    86 /pathforall load stopped { pop pop pop pop } if z } def
       
    87 /STP { .996264 dup scale } def
       
    88 /STV { SDict begin normalscale end STP  } def
       
    89 %
       
    90 %%-------------- DG begin patch 15 ---------------%%
       
    91 %/DashLine { dup 0 gt { /a .5 def PathLength exch div } { pop /a 1 def
       
    92 %PathLength } ifelse /b ED /x ED /y ED /z y x add def b a .5 sub 2 mul y
       
    93 %mul sub z Div round z mul a .5 sub 2 mul y mul add b exch Div dup y mul
       
    94 %/y ED x mul /x ED x 0 gt y 0 gt and { [ y x ] 1 a sub y mul } { [ 1 0 ]
       
    95 %0 } ifelse setdash stroke } def
       
    96 /DashLine {
       
    97   dup 0 gt { /a .5 def PathLength exch div } { pop /a 1 def PathLength } ifelse
       
    98   /b ED /x1 ED /y1 ED /x ED /y ED 
       
    99   /z y x add y1 add x1 add def
       
   100   /Coef b a .5 sub 2 mul y mul sub z Div round 
       
   101   z mul a .5 sub 2 mul y mul add b exch Div def 
       
   102   /y y Coef mul def /x x Coef mul def /y1 y1 Coef mul def /x1 x1 Coef mul def
       
   103   x1 0 gt y1 0 gt x 0 gt y 0 gt and { [ y x y1 x1 ] 1 a sub y mul}
       
   104   { [ 1 0] 0 } ifelse setdash stroke
       
   105 } def
       
   106 %%-------------- DG end patch 15 ---------------%%
       
   107 /DotLine { /b PathLength def /a ED /z ED /y CLW def /z y z add def a 0 gt
       
   108 { /b b a div def } { a 0 eq { /b b y sub def } { a -3 eq { /b b y add
       
   109 def } if } ifelse } ifelse [ 0 b b z Div round Div dup 0 le { pop 1 } if
       
   110 ] a 0 gt { 0 } { y 2 div a -2 gt { neg } if } ifelse setdash 1
       
   111 setlinecap stroke } def
       
   112 /LineFill { gsave abs CLW add /a ED a 0 dtransform round exch round exch
       
   113 2 copy idtransform exch Atan rotate idtransform pop /a ED .25 .25
       
   114 % DG/SR modification begin - Dec. 12, 1997 - Patch 2
       
   115 %itransform translate pathbbox /y2 ED a Div ceiling cvi /x2 ED /y1 ED a
       
   116 itransform pathbbox /y2 ED a Div ceiling cvi /x2 ED /y1 ED a
       
   117 % DG/SR modification end
       
   118 Div cvi /x1 ED /y2 y2 y1 sub def clip newpath 2 setlinecap systemdict
       
   119 /setstrokeadjust known { true setstrokeadjust } if x2 x1 sub 1 add { x1
       
   120 % DG/SR modification begin - Jun.  1, 1998 - Patch 3 (from Michael Vulis)
       
   121 % a mul y1 moveto 0 y2 rlineto stroke /x1 x1 1 add def } repeat grestore }
       
   122 % def
       
   123 a mul y1 moveto 0 y2 rlineto stroke /x1 x1 1 add def } repeat grestore
       
   124 pop pop } def
       
   125 % DG/SR modification end
       
   126 /BeginArrow { ADict begin /@mtrx CM def gsave 2 copy T 2 index sub neg
       
   127 exch 3 index sub exch Atan rotate newpath } def
       
   128 /EndArrow { @mtrx setmatrix CP grestore end } def
       
   129 /Arrow { CLW mul add dup 2 div /w ED mul dup /h ED mul /a ED { 0 h T 1 -1
       
   130 scale } if w neg h moveto 0 0 L w h L w neg a neg rlineto gsave fill
       
   131 grestore } def
       
   132 /Tbar { CLW mul add /z ED z -2 div CLW 2 div moveto z 0 rlineto stroke 0
       
   133 CLW moveto } def
       
   134 /Bracket { CLW mul add dup CLW sub 2 div /x ED mul CLW add /y ED /z CLW 2
       
   135 div def x neg y moveto x neg CLW 2 div L x CLW 2 div L x y L stroke 0
       
   136 CLW moveto } def
       
   137 /RoundBracket { CLW mul add dup 2 div /x ED mul /y ED /mtrx CM def 0 CLW
       
   138 2 div T x y mul 0 ne { x y scale } if 1 1 moveto .85 .5 .35 0 0 0
       
   139 curveto -.35 0 -.85 .5 -1 1 curveto mtrx setmatrix stroke 0 CLW moveto }
       
   140 def
       
   141 /SD { 0 360 arc fill } def
       
   142 /EndDot { { /z DS def } { /z 0 def } ifelse /b ED 0 z DS SD b { 0 z DS
       
   143 CLW sub SD } if 0 DS z add CLW 4 div sub moveto } def
       
   144 /Shadow { [ { /moveto load } { /lineto load } { /curveto load } {
       
   145 /closepath load } /pathforall load stopped { pop pop pop pop CP /moveto
       
   146 load } if ] cvx newpath 3 1 roll T exec } def
       
   147 /NArray { aload length 2 div dup dup cvi eq not { exch pop } if /n exch
       
   148 cvi def } def
       
   149 /NArray { /f ED counttomark 2 div dup cvi /n ED n eq not { exch pop } if
       
   150 f { ] aload /Points ED } { n 2 mul 1 add -1 roll pop } ifelse } def
       
   151 /Line { NArray n 0 eq not { n 1 eq { 0 0 /n 2 def } if ArrowA /n n 2 sub
       
   152 def n { Lineto } repeat CP 4 2 roll ArrowB L pop pop } if } def
       
   153 /Arcto { /a [ 6 -2 roll ] cvx def a r /arcto load stopped { 5 } { 4 }
       
   154 ifelse { pop } repeat a } def
       
   155 /CheckClosed { dup n 2 mul 1 sub index eq 2 index n 2 mul 1 add index eq
       
   156 and { pop pop /n n 1 sub def } if } def
       
   157 /Polygon { NArray n 2 eq { 0 0 /n 3 def } if n 3 lt { n { pop pop }
       
   158 repeat } { n 3 gt { CheckClosed } if n 2 mul -2 roll /y0 ED /x0 ED /y1
       
   159 ED /x1 ED x1 y1 /x1 x0 x1 add 2 div def /y1 y0 y1 add 2 div def x1 y1
       
   160 moveto /n n 2 sub def n { Lineto } repeat x1 y1 x0 y0 6 4 roll Lineto
       
   161 Lineto pop pop closepath } ifelse } def
       
   162 /Diamond { /mtrx CM def T rotate /h ED /w ED dup 0 eq { pop } { CLW mul
       
   163 neg /d ED /a w h Atan def /h d a sin Div h add def /w d a cos Div w add
       
   164 def } ifelse mark w 2 div h 2 div w 0 0 h neg w neg 0 0 h w 2 div h 2
       
   165 div /ArrowA { moveto } def /ArrowB { } def false Line closepath mtrx
       
   166 setmatrix } def
       
   167 % DG modification begin - Jan. 15, 1997
       
   168 %/Triangle { /mtrx CM def translate rotate /h ED 2 div /w ED dup 0 eq {
       
   169 %pop } { CLW mul /d ED /h h d w h Atan sin Div sub def /w w d h w Atan 2
       
   170 %div dup cos exch sin Div mul sub def } ifelse mark 0 d w neg d 0 h w d 0
       
   171 %d /ArrowA { moveto } def /ArrowB { } def false Line closepath mtrx
       
   172 %setmatrix } def
       
   173 /Triangle { /mtrx CM def translate rotate /h ED 2 div /w ED dup
       
   174 CLW mul /d ED /h h d w h Atan sin Div sub def /w w d h w Atan 2
       
   175 div dup cos exch sin Div mul sub def mark 0 d w neg d 0 h w d 0
       
   176 d /ArrowA { moveto } def /ArrowB { } def false Line closepath mtrx
       
   177 % DG/SR modification begin - Jun.  1, 1998 - Patch 3 (from Michael Vulis)
       
   178 % setmatrix } def
       
   179 setmatrix pop } def
       
   180 % DG/SR modification end
       
   181 /CCA { /y ED /x ED 2 copy y sub /dy1 ED x sub /dx1 ED /l1 dx1 dy1 Pyth
       
   182 def } def
       
   183 /CCA { /y ED /x ED 2 copy y sub /dy1 ED x sub /dx1 ED /l1 dx1 dy1 Pyth
       
   184 def } def
       
   185 /CC { /l0 l1 def /x1 x dx sub def /y1 y dy sub def /dx0 dx1 def /dy0 dy1
       
   186 def CCA /dx dx0 l1 c exp mul dx1 l0 c exp mul add def /dy dy0 l1 c exp
       
   187 mul dy1 l0 c exp mul add def /m dx0 dy0 Atan dx1 dy1 Atan sub 2 div cos
       
   188 abs b exp a mul dx dy Pyth Div 2 div def /x2 x l0 dx mul m mul sub def
       
   189 /y2 y l0 dy mul m mul sub def /dx l1 dx mul m mul neg def /dy l1 dy mul
       
   190 m mul neg def } def
       
   191 /IC { /c c 1 add def c 0 lt { /c 0 def } { c 3 gt { /c 3 def } if }
       
   192 ifelse /a a 2 mul 3 div 45 cos b exp div def CCA /dx 0 def /dy 0 def }
       
   193 def
       
   194 /BOC { IC CC x2 y2 x1 y1 ArrowA CP 4 2 roll x y curveto } def
       
   195 /NC { CC x1 y1 x2 y2 x y curveto } def
       
   196 /EOC { x dx sub y dy sub 4 2 roll ArrowB 2 copy curveto } def
       
   197 /BAC { IC CC x y moveto CC x1 y1 CP ArrowA } def
       
   198 /NAC { x2 y2 x y curveto CC x1 y1 } def
       
   199 /EAC { x2 y2 x y ArrowB curveto pop pop } def
       
   200 /OpenCurve { NArray n 3 lt { n { pop pop } repeat } { BOC /n n 3 sub def
       
   201     n { NC } repeat EOC } ifelse } def
       
   202 /AltCurve { { false NArray n 2 mul 2 roll [ n 2 mul 3 sub 1 roll ] aload
       
   203 /Points ED n 2 mul -2 roll } { false NArray } ifelse n 4 lt { n { pop
       
   204 pop } repeat } { BAC /n n 4 sub def n { NAC } repeat EAC } ifelse } def
       
   205 /ClosedCurve { NArray n 3 lt { n { pop pop } repeat } { n 3 gt {
       
   206 CheckClosed } if 6 copy n 2 mul 6 add 6 roll IC CC x y moveto n { NC }
       
   207 repeat closepath pop pop } ifelse } def
       
   208 /SQ { /r ED r r moveto r r neg L r neg r neg L r neg r L fill } def
       
   209 /ST { /y ED /x ED x y moveto x neg y L 0 x L fill } def
       
   210 /SP { /r ED gsave 0 r moveto 4 { 72 rotate 0 r L } repeat fill grestore }
       
   211 def
       
   212 /FontDot { DS 2 mul dup matrix scale matrix concatmatrix exch matrix
       
   213 rotate matrix concatmatrix exch findfont exch makefont setfont } def
       
   214 /Rect { x1 y1 y2 add 2 div moveto x1 y2 lineto x2 y2 lineto x2 y1 lineto
       
   215 x1 y1 lineto closepath } def
       
   216 /OvalFrame { x1 x2 eq y1 y2 eq or { pop pop x1 y1 moveto x2 y2 L } { y1
       
   217 y2 sub abs x1 x2 sub abs 2 copy gt { exch pop } { pop } ifelse 2 div
       
   218 exch { dup 3 1 roll mul exch } if 2 copy lt { pop } { exch pop } ifelse
       
   219 /b ED x1 y1 y2 add 2 div moveto x1 y2 x2 y2 b arcto x2 y2 x2 y1 b arcto
       
   220 x2 y1 x1 y1 b arcto x1 y1 x1 y2 b arcto 16 { pop } repeat closepath }
       
   221 ifelse } def
       
   222 /Frame { CLW mul /a ED 3 -1 roll 2 copy gt { exch } if a sub /y2 ED a add
       
   223 /y1 ED 2 copy gt { exch } if a sub /x2 ED a add /x1 ED 1 index 0 eq {
       
   224 pop pop Rect } { OvalFrame } ifelse } def
       
   225 /BezierNArray { /f ED counttomark 2 div dup cvi /n ED n eq not { exch pop
       
   226 } if n 1 sub neg 3 mod 3 add 3 mod { 0 0 /n n 1 add def } repeat f { ]
       
   227 aload /Points ED } { n 2 mul 1 add -1 roll pop } ifelse } def
       
   228 /OpenBezier { BezierNArray n 1 eq { pop pop } { ArrowA n 4 sub 3 idiv { 6
       
   229 2 roll 4 2 roll curveto } repeat 6 2 roll 4 2 roll ArrowB curveto }
       
   230 ifelse } def
       
   231 /ClosedBezier { BezierNArray n 1 eq { pop pop } { moveto n 1 sub 3 idiv {
       
   232 6 2 roll 4 2 roll curveto } repeat closepath } ifelse } def
       
   233 /BezierShowPoints { gsave Points aload length 2 div cvi /n ED moveto n 1
       
   234 sub { lineto } repeat CLW 2 div SLW [ 4 4 ] 0 setdash stroke grestore }
       
   235 def
       
   236 /Parab { /y0 exch def /x0 exch def /y1 exch def /x1 exch def /dx x0 x1
       
   237 sub 3 div def /dy y0 y1 sub 3 div def x0 dx sub y0 dy add x1 y1 ArrowA
       
   238 x0 dx add y0 dy add x0 2 mul x1 sub y1 ArrowB curveto /Points [ x1 y1 x0
       
   239 y0 x0 2 mul x1 sub y1 ] def } def
       
   240 /Grid { newpath /a 4 string def /b ED /c ED /n ED cvi dup 1 lt { pop 1 }
       
   241 if /s ED s div dup 0 eq { pop 1 } if /dy ED s div dup 0 eq { pop 1 } if
       
   242 /dx ED dy div round dy mul /y0 ED dx div round dx mul /x0 ED dy div
       
   243 round cvi /y2 ED dx div round cvi /x2 ED dy div round cvi /y1 ED dx div
       
   244 round cvi /x1 ED /h y2 y1 sub 0 gt { 1 } { -1 } ifelse def /w x2 x1 sub
       
   245 0 gt { 1 } { -1 } ifelse def b 0 gt { /z1 b 4 div CLW 2 div add def
       
   246 /Helvetica findfont b scalefont setfont /b b .95 mul CLW 2 div add def }
       
   247 if systemdict /setstrokeadjust known { true setstrokeadjust /t { } def }
       
   248 { /t { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add
       
   249 exch itransform } bind def } ifelse gsave n 0 gt { 1 setlinecap [ 0 dy n
       
   250 div ] dy n div 2 div setdash } { 2 setlinecap } ifelse /i x1 def /f y1
       
   251 dy mul n 0 gt { dy n div 2 div h mul sub } if def /g y2 dy mul n 0 gt {
       
   252 dy n div 2 div h mul add } if def x2 x1 sub w mul 1 add dup 1000 gt {
       
   253 pop 1000 } if { i dx mul dup y0 moveto b 0 gt { gsave c i a cvs dup
       
   254 stringwidth pop /z2 ED w 0 gt {z1} {z1 z2 add neg} ifelse h 0 gt {b neg}
       
   255 {z1} ifelse rmoveto show grestore } if dup t f moveto g t L stroke /i i
       
   256 w add def } repeat grestore gsave n 0 gt
       
   257 % DG/SR modification begin - Nov. 7, 1997 - Patch 1
       
   258 %{ 1 setlinecap [ 0 dx n div ] dy n div 2 div setdash }
       
   259 { 1 setlinecap [ 0 dx n div ] dx n div 2 div setdash }
       
   260 % DG/SR modification end
       
   261 { 2 setlinecap } ifelse /i y1 def /f x1 dx mul
       
   262 n 0 gt { dx n div 2 div w mul sub } if def /g x2 dx mul n 0 gt { dx n
       
   263 div 2 div w mul add } if def y2 y1 sub h mul 1 add dup 1000 gt { pop
       
   264 1000 } if { newpath i dy mul dup x0 exch moveto b 0 gt { gsave c i a cvs
       
   265 dup stringwidth pop /z2 ED w 0 gt {z1 z2 add neg} {z1} ifelse h 0 gt
       
   266 {z1} {b neg} ifelse rmoveto show grestore } if dup f exch t moveto g
       
   267 exch t L stroke /i i h add def } repeat grestore } def
       
   268 /ArcArrow { /d ED /b ED /a ED gsave newpath 0 -1000 moveto clip newpath 0
       
   269 1 0 0 b grestore c mul /e ED pop pop pop r a e d PtoC y add exch x add
       
   270 exch r a PtoC y add exch x add exch b pop pop pop pop a e d CLW 8 div c
       
   271 mul neg d } def
       
   272 /Ellipse { /mtrx CM def T scale 0 0 1 5 3 roll arc mtrx setmatrix } def
       
   273 /Rot { CP CP translate 3 -1 roll neg rotate NET  } def
       
   274 /RotBegin { tx@Dict /TMatrix known not { /TMatrix { } def /RAngle { 0 }
       
   275 def } if /TMatrix [ TMatrix CM ] cvx def /a ED a Rot /RAngle [ RAngle
       
   276 dup a add ] cvx def } def
       
   277 /RotEnd { /TMatrix [ TMatrix setmatrix ] cvx def /RAngle [ RAngle pop ]
       
   278 cvx def } def
       
   279 /PutCoor { gsave CP T CM STV exch exec moveto setmatrix CP grestore } def
       
   280 /PutBegin { /TMatrix [ TMatrix CM ] cvx def CP 4 2 roll T moveto } def
       
   281 /PutEnd { CP /TMatrix [ TMatrix setmatrix ] cvx def moveto } def
       
   282 /Uput { /a ED add 2 div /h ED 2 div /w ED /s a sin def /c a cos def /b s
       
   283 abs c abs 2 copy gt dup /q ED { pop } { exch pop } ifelse def /w1 c b
       
   284 div w mul def /h1 s b div h mul def q { w1 abs w sub dup c mul abs } {
       
   285 h1 abs h sub dup s mul abs } ifelse } def
       
   286 /UUput { /z ED abs /y ED /x ED q { x s div c mul abs y gt } { x c div s
       
   287 mul abs y gt } ifelse { x x mul y y mul sub z z mul add sqrt z add } { q
       
   288 { x s div } { x c div } ifelse abs } ifelse a PtoC h1 add exch w1 add
       
   289 exch } def
       
   290 /BeginOL { dup (all) eq exch TheOL eq or { IfVisible not { Visible
       
   291 /IfVisible true def } if } { IfVisible { Invisible /IfVisible false def
       
   292 } if } ifelse } def
       
   293 /InitOL { /OLUnit [ 3000 3000 matrix defaultmatrix dtransform ] cvx def
       
   294 /Visible { CP OLUnit idtransform T moveto } def /Invisible { CP OLUnit
       
   295 neg exch neg exch idtransform T moveto } def /BOL { BeginOL } def
       
   296 /IfVisible true def } def
       
   297 end
       
   298 % END pstricks.pro
       
   299 
       
   300 %%EndProcSet
       
   301 %%BeginProcSet: pst-dots.pro 0 0
       
   302 %!PS-Adobe-2.0
       
   303 %%Title: Dot Font for PSTricks
       
   304 %%Creator: Timothy Van Zandt <tvz@Princeton.EDU>
       
   305 %%Creation Date: May 7, 1993
       
   306 %% Version 97 patch 1, 99/12/16
       
   307 %% Modified by Etienne Riga <etienne.riga@skynet.be> - Dec. 16, 1999
       
   308 %% to add /Diamond, /SolidDiamond and /BoldDiamond
       
   309 10 dict dup begin
       
   310   /FontType 3 def
       
   311   /FontMatrix [ .001 0 0 .001 0 0 ] def
       
   312   /FontBBox [ 0 0 0 0 ] def
       
   313   /Encoding 256 array def
       
   314   0 1 255 { Encoding exch /.notdef put } for
       
   315   Encoding
       
   316     dup (b) 0 get /Bullet put
       
   317     dup (c) 0 get /Circle put
       
   318     dup (C) 0 get /BoldCircle put
       
   319     dup (u) 0 get /SolidTriangle put
       
   320     dup (t) 0 get /Triangle put
       
   321     dup (T) 0 get /BoldTriangle put
       
   322     dup (r) 0 get /SolidSquare put
       
   323     dup (s) 0 get /Square put
       
   324     dup (S) 0 get /BoldSquare put
       
   325     dup (q) 0 get /SolidPentagon put
       
   326     dup (p) 0 get /Pentagon put
       
   327     dup (P) 0 get /BoldPentagon put
       
   328 % DG/SR modification begin - Dec. 16, 1999 - From Etienne Riga
       
   329     dup (l) 0 get /SolidDiamond put
       
   330     dup (d) 0 get /Diamond put
       
   331         (D) 0 get /BoldDiamond put
       
   332 % DG/SR modification end
       
   333   /Metrics 13 dict def
       
   334   Metrics begin
       
   335     /Bullet        1000   def
       
   336     /Circle        1000   def
       
   337     /BoldCircle    1000   def
       
   338     /SolidTriangle 1344   def
       
   339     /Triangle      1344   def
       
   340     /BoldTriangle  1344   def
       
   341     /SolidSquare    886   def
       
   342     /Square         886   def
       
   343     /BoldSquare     886   def
       
   344     /SolidPentagon 1093.2 def
       
   345     /Pentagon      1093.2 def
       
   346     /BoldPentagon  1093.2 def
       
   347 % DG/SR modification begin - Dec. 16, 1999 - From Etienne Riga
       
   348     /SolidDiamond  1008   def
       
   349     /Diamond       1008   def
       
   350     /BoldDiamond   1008   def
       
   351 % DG/SR modification end
       
   352     /.notdef 0 def
       
   353   end
       
   354   /BBoxes 13 dict def
       
   355   BBoxes begin
       
   356     /Circle        { -550 -550 550 550 } def
       
   357     /BoldCircle    /Circle load def
       
   358     /Bullet        /Circle load def
       
   359     /Triangle      { -571.5 -330 571.5 660 } def
       
   360     /BoldTriangle  /Triangle load def
       
   361     /SolidTriangle /Triangle load def
       
   362     /Square        { -450 -450 450 450 } def
       
   363     /BoldSquare    /Square load def
       
   364     /SolidSquare   /Square load def
       
   365     /Pentagon      { -546.6 -465 546.6 574.7 } def
       
   366     /BoldPentagon  /Pentagon load def
       
   367     /SolidPentagon /Pentagon load def
       
   368 % DG/SR modification begin - Dec. 16, 1999 - From Etienne Riga
       
   369     /Diamond       { -428.5 -742.5 428.5 742.5 } def
       
   370     /BoldDiamond   /Diamond load def
       
   371     /SolidDiamond  /Diamond load def
       
   372 % DG/SR modification end
       
   373     /.notdef { 0 0 0 0 } def
       
   374   end
       
   375   /CharProcs 20 dict def
       
   376   CharProcs begin
       
   377     /Adjust {
       
   378       2 copy dtransform floor .5 add exch floor .5 add exch idtransform
       
   379       3 -1 roll div 3 1 roll exch div exch scale
       
   380     } def
       
   381     /CirclePath    { 0 0 500 0 360 arc closepath } def
       
   382     /Bullet        { 500 500 Adjust CirclePath fill } def
       
   383     /Circle        { 500 500 Adjust CirclePath .9 .9 scale CirclePath
       
   384                      eofill } def
       
   385     /BoldCircle    { 500 500 Adjust CirclePath .8 .8 scale CirclePath
       
   386                      eofill } def
       
   387     /BoldCircle    { CirclePath .8 .8 scale CirclePath eofill } def
       
   388     /TrianglePath  { 0  660 moveto -571.5 -330 lineto 571.5 -330 lineto
       
   389                      closepath } def
       
   390     /SolidTriangle { TrianglePath fill } def
       
   391     /Triangle      { TrianglePath .85 .85 scale TrianglePath eofill } def
       
   392     /BoldTriangle  { TrianglePath .7 .7 scale TrianglePath eofill } def
       
   393     /SquarePath    { -450 450 moveto 450 450 lineto 450 -450 lineto
       
   394                      -450 -450 lineto closepath } def
       
   395     /SolidSquare   { SquarePath fill } def
       
   396     /Square        { SquarePath .89 .89 scale SquarePath eofill } def
       
   397     /BoldSquare    { SquarePath .78 .78 scale SquarePath eofill } def
       
   398     /PentagonPath  {
       
   399       -337.8 -465   moveto
       
   400        337.8 -465   lineto
       
   401        546.6  177.6 lineto
       
   402          0    574.7 lineto
       
   403       -546.6  177.6 lineto
       
   404       closepath
       
   405     } def
       
   406     /SolidPentagon { PentagonPath fill } def
       
   407     /Pentagon      { PentagonPath .89 .89 scale PentagonPath eofill } def
       
   408     /BoldPentagon  { PentagonPath .78 .78 scale PentagonPath eofill } def
       
   409 % DG/SR modification begin - Dec. 16, 1999 - From Etienne Riga
       
   410     /DiamondPath   { 0 742.5 moveto -428.5 0 lineto 0 -742.5 lineto
       
   411                      428.5 0 lineto closepath } def
       
   412     /SolidDiamond  { DiamondPath fill } def
       
   413     /Diamond       { DiamondPath .85 .85 scale DiamondPath eofill } def
       
   414     /BoldDiamond   { DiamondPath .7 .7 scale DiamondPath eofill } def
       
   415 % DG/SR modification end
       
   416     /.notdef { } def
       
   417   end
       
   418   /BuildGlyph {
       
   419     exch
       
   420     begin
       
   421       Metrics 1 index get exec 0
       
   422       BBoxes 3 index get exec
       
   423       setcachedevice
       
   424       CharProcs begin load exec end
       
   425     end
       
   426   } def
       
   427   /BuildChar {
       
   428     1 index /Encoding get exch get
       
   429     1 index /BuildGlyph get exec
       
   430   } bind def
       
   431 end
       
   432 /PSTricksDotFont exch definefont pop
       
   433 %END pst-dots.pro
       
   434 
       
   435 %%EndProcSet
       
   436 %%BeginProcSet: pst-node.pro 0 0
       
   437 %!
       
   438 % PostScript prologue for pst-node.tex.
       
   439 % Version 97 patch 1, 97/05/09.
       
   440 % For distribution, see pstricks.tex.
       
   441 %
       
   442 /tx@NodeDict 400 dict def tx@NodeDict begin
       
   443 tx@Dict begin /T /translate load def end
       
   444 /NewNode { gsave /next ED dict dup 3 1 roll def exch { dup 3 1 roll def }
       
   445 if begin tx@Dict begin STV CP T exec end /NodeMtrx CM def next end
       
   446 grestore } def
       
   447 /InitPnode { /Y ED /X ED /NodePos { NodeSep Cos mul NodeSep Sin mul } def
       
   448 } def
       
   449 /InitCnode { /r ED /Y ED /X ED /NodePos { NodeSep r add dup Cos mul exch
       
   450 Sin mul } def } def
       
   451 /GetRnodePos { Cos 0 gt { /dx r NodeSep add def } { /dx l NodeSep sub def
       
   452 } ifelse Sin 0 gt { /dy u NodeSep add def } { /dy d NodeSep sub def }
       
   453 ifelse dx Sin mul abs dy Cos mul abs gt { dy Cos mul Sin div dy } { dx
       
   454 dup Sin mul Cos Div } ifelse } def
       
   455 /InitRnode { /Y ED /X ED X sub /r ED /l X neg def Y add neg /d ED Y sub
       
   456 /u ED /NodePos { GetRnodePos } def } def
       
   457 /DiaNodePos { w h mul w Sin mul abs h Cos mul abs add Div NodeSep add dup
       
   458 Cos mul exch Sin mul } def
       
   459 /TriNodePos { Sin s lt { d NodeSep sub dup Cos mul Sin Div exch } { w h
       
   460 mul w Sin mul h Cos abs mul add Div NodeSep add dup Cos mul exch Sin mul
       
   461 } ifelse } def
       
   462 /InitTriNode { sub 2 div exch 2 div exch 2 copy T 2 copy 4 index index /d
       
   463 ED pop pop pop pop -90 mul rotate /NodeMtrx CM def /X 0 def /Y 0 def d
       
   464 sub abs neg /d ED d add /h ED 2 div h mul h d sub Div /w ED /s d w Atan
       
   465 sin def /NodePos { TriNodePos } def } def
       
   466 /OvalNodePos { /ww w NodeSep add def /hh h NodeSep add def Sin ww mul Cos
       
   467 hh mul Atan dup cos ww mul exch sin hh mul } def
       
   468 /GetCenter { begin X Y NodeMtrx transform CM itransform end } def
       
   469 /XYPos { dup sin exch cos Do /Cos ED /Sin ED /Dist ED Cos 0 gt { Dist
       
   470 Dist Sin mul Cos div } { Cos 0 lt { Dist neg Dist Sin mul Cos div neg }
       
   471 { 0 Dist Sin mul } ifelse } ifelse Do } def
       
   472 /GetEdge { dup 0 eq { pop begin 1 0 NodeMtrx dtransform CM idtransform
       
   473 exch atan sub dup sin /Sin ED cos /Cos ED /NodeSep ED NodePos NodeMtrx
       
   474 dtransform CM idtransform end } { 1 eq {{exch}} {{}} ifelse /Do ED pop
       
   475 XYPos } ifelse } def
       
   476 /AddOffset { 1 index 0 eq { pop pop } { 2 copy 5 2 roll cos mul add 4 1
       
   477 roll sin mul sub exch } ifelse } def
       
   478 /GetEdgeA { NodeSepA AngleA NodeA NodeSepTypeA GetEdge OffsetA AngleA
       
   479 AddOffset yA add /yA1 ED xA add /xA1 ED } def
       
   480 /GetEdgeB { NodeSepB AngleB NodeB NodeSepTypeB GetEdge OffsetB AngleB
       
   481 AddOffset yB add /yB1 ED xB add /xB1 ED } def
       
   482 /GetArmA { ArmTypeA 0 eq { /xA2 ArmA AngleA cos mul xA1 add def /yA2 ArmA
       
   483 AngleA sin mul yA1 add def } { ArmTypeA 1 eq {{exch}} {{}} ifelse /Do ED
       
   484 ArmA AngleA XYPos OffsetA AngleA AddOffset yA add /yA2 ED xA add /xA2 ED
       
   485 } ifelse } def
       
   486 /GetArmB { ArmTypeB 0 eq { /xB2 ArmB AngleB cos mul xB1 add def /yB2 ArmB
       
   487 AngleB sin mul yB1 add def } { ArmTypeB 1 eq {{exch}} {{}} ifelse /Do ED
       
   488 ArmB AngleB XYPos OffsetB AngleB AddOffset yB add /yB2 ED xB add /xB2 ED
       
   489 } ifelse } def
       
   490 /InitNC { /b ED /a ED /NodeSepTypeB ED /NodeSepTypeA ED /NodeSepB ED
       
   491 /NodeSepA ED /OffsetB ED /OffsetA ED tx@NodeDict a known tx@NodeDict b
       
   492 known and dup { /NodeA a load def /NodeB b load def NodeA GetCenter /yA
       
   493 ED /xA ED NodeB GetCenter /yB ED /xB ED } if } def
       
   494 /LPutLine { 4 copy 3 -1 roll sub neg 3 1 roll sub Atan /NAngle ED 1 t sub
       
   495 mul 3 1 roll 1 t sub mul 4 1 roll t mul add /Y ED t mul add /X ED } def
       
   496 /LPutLines { mark LPutVar counttomark 2 div 1 sub /n ED t floor dup n gt
       
   497 { pop n 1 sub /t 1 def } { dup t sub neg /t ED } ifelse cvi 2 mul { pop
       
   498 } repeat LPutLine cleartomark } def
       
   499 /BezierMidpoint { /y3 ED /x3 ED /y2 ED /x2 ED /y1 ED /x1 ED /y0 ED /x0 ED
       
   500 /t ED /cx x1 x0 sub 3 mul def /cy y1 y0 sub 3 mul def /bx x2 x1 sub 3
       
   501 mul cx sub def /by y2 y1 sub 3 mul cy sub def /ax x3 x0 sub cx sub bx
       
   502 sub def /ay y3 y0 sub cy sub by sub def ax t 3 exp mul bx t t mul mul
       
   503 add cx t mul add x0 add ay t 3 exp mul by t t mul mul add cy t mul add
       
   504 y0 add 3 ay t t mul mul mul 2 by t mul mul add cy add 3 ax t t mul mul
       
   505 mul 2 bx t mul mul add cx add atan /NAngle ED /Y ED /X ED } def
       
   506 /HPosBegin { yB yA ge { /t 1 t sub def } if /Y yB yA sub t mul yA add def
       
   507 } def
       
   508 /HPosEnd { /X Y yyA sub yyB yyA sub Div xxB xxA sub mul xxA add def
       
   509 /NAngle yyB yyA sub xxB xxA sub Atan def } def
       
   510 /HPutLine { HPosBegin /yyA ED /xxA ED /yyB ED /xxB ED HPosEnd  } def
       
   511 /HPutLines { HPosBegin yB yA ge { /check { le } def } { /check { ge } def
       
   512 } ifelse /xxA xA def /yyA yA def mark xB yB LPutVar { dup Y check { exit
       
   513 } { /yyA ED /xxA ED } ifelse } loop /yyB ED /xxB ED cleartomark HPosEnd 
       
   514 } def
       
   515 /VPosBegin { xB xA lt { /t 1 t sub def } if /X xB xA sub t mul xA add def
       
   516 } def
       
   517 /VPosEnd { /Y X xxA sub xxB xxA sub Div yyB yyA sub mul yyA add def
       
   518 /NAngle yyB yyA sub xxB xxA sub Atan def } def
       
   519 /VPutLine { VPosBegin /yyA ED /xxA ED /yyB ED /xxB ED VPosEnd  } def
       
   520 /VPutLines { VPosBegin xB xA ge { /check { le } def } { /check { ge } def
       
   521 } ifelse /xxA xA def /yyA yA def mark xB yB LPutVar { 1 index X check {
       
   522 exit } { /yyA ED /xxA ED } ifelse } loop /yyB ED /xxB ED cleartomark
       
   523 VPosEnd  } def
       
   524 /HPutCurve { gsave newpath /SaveLPutVar /LPutVar load def LPutVar 8 -2
       
   525 roll moveto curveto flattenpath /LPutVar [ {} {} {} {} pathforall ] cvx
       
   526 def grestore exec /LPutVar /SaveLPutVar load def } def
       
   527 /NCCoor { /AngleA yB yA sub xB xA sub Atan def /AngleB AngleA 180 add def
       
   528 GetEdgeA GetEdgeB /LPutVar [ xB1 yB1 xA1 yA1 ] cvx def /LPutPos {
       
   529 LPutVar LPutLine } def /HPutPos { LPutVar HPutLine } def /VPutPos {
       
   530 LPutVar VPutLine } def LPutVar } def
       
   531 /NCLine { NCCoor tx@Dict begin ArrowA CP 4 2 roll ArrowB lineto pop pop
       
   532 end } def
       
   533 /NCLines { false NArray n 0 eq { NCLine } { 2 copy yA sub exch xA sub
       
   534 Atan /AngleA ED n 2 mul dup index exch index yB sub exch xB sub Atan
       
   535 /AngleB ED GetEdgeA GetEdgeB /LPutVar [ xB1 yB1 n 2 mul 4 add 4 roll xA1
       
   536 yA1 ] cvx def mark LPutVar tx@Dict begin false Line end /LPutPos {
       
   537 LPutLines } def /HPutPos { HPutLines } def /VPutPos { VPutLines } def }
       
   538 ifelse } def
       
   539 /NCCurve { GetEdgeA GetEdgeB xA1 xB1 sub yA1 yB1 sub Pyth 2 div dup 3 -1
       
   540 roll mul /ArmA ED mul /ArmB ED /ArmTypeA 0 def /ArmTypeB 0 def GetArmA
       
   541 GetArmB xA2 yA2 xA1 yA1 tx@Dict begin ArrowA end xB2 yB2 xB1 yB1 tx@Dict
       
   542 begin ArrowB end curveto /LPutVar [ xA1 yA1 xA2 yA2 xB2 yB2 xB1 yB1 ]
       
   543 cvx def /LPutPos { t LPutVar BezierMidpoint } def /HPutPos { { HPutLines
       
   544 } HPutCurve } def /VPutPos { { VPutLines } HPutCurve } def } def
       
   545 /NCAngles { GetEdgeA GetEdgeB GetArmA GetArmB /mtrx AngleA matrix rotate
       
   546 def xA2 yA2 mtrx transform pop xB2 yB2 mtrx transform exch pop mtrx
       
   547 itransform /y0 ED /x0 ED mark ArmB 0 ne { xB1 yB1 } if xB2 yB2 x0 y0 xA2
       
   548 yA2 ArmA 0 ne { xA1 yA1 } if tx@Dict begin false Line end /LPutVar [ xB1
       
   549 yB1 xB2 yB2 x0 y0 xA2 yA2 xA1 yA1 ] cvx def /LPutPos { LPutLines } def
       
   550 /HPutPos { HPutLines } def /VPutPos { VPutLines } def } def
       
   551 /NCAngle { GetEdgeA GetEdgeB GetArmB /mtrx AngleA matrix rotate def xB2
       
   552 yB2 mtrx itransform pop xA1 yA1 mtrx itransform exch pop mtrx transform
       
   553 /y0 ED /x0 ED mark ArmB 0 ne { xB1 yB1 } if xB2 yB2 x0 y0 xA1 yA1
       
   554 tx@Dict begin false Line end /LPutVar [ xB1 yB1 xB2 yB2 x0 y0 xA1 yA1 ]
       
   555 cvx def /LPutPos { LPutLines } def /HPutPos { HPutLines } def /VPutPos {
       
   556 VPutLines } def } def
       
   557 /NCBar { GetEdgeA GetEdgeB GetArmA GetArmB /mtrx AngleA matrix rotate def
       
   558 xA2 yA2 mtrx itransform pop xB2 yB2 mtrx itransform pop sub dup 0 mtrx
       
   559 transform 3 -1 roll 0 gt { /yB2 exch yB2 add def /xB2 exch xB2 add def }
       
   560 { /yA2 exch neg yA2 add def /xA2 exch neg xA2 add def } ifelse mark ArmB
       
   561 0 ne { xB1 yB1 } if xB2 yB2 xA2 yA2 ArmA 0 ne { xA1 yA1 } if tx@Dict
       
   562 begin false Line end /LPutVar [ xB1 yB1 xB2 yB2 xA2 yA2 xA1 yA1 ] cvx
       
   563 def /LPutPos { LPutLines } def /HPutPos { HPutLines } def /VPutPos {
       
   564 VPutLines } def } def
       
   565 /NCDiag { GetEdgeA GetEdgeB GetArmA GetArmB mark ArmB 0 ne { xB1 yB1 } if
       
   566 xB2 yB2 xA2 yA2 ArmA 0 ne { xA1 yA1 } if tx@Dict begin false Line end
       
   567 /LPutVar [ xB1 yB1 xB2 yB2 xA2 yA2 xA1 yA1 ] cvx def /LPutPos {
       
   568 LPutLines } def /HPutPos { HPutLines } def /VPutPos { VPutLines } def }
       
   569 def
       
   570 /NCDiagg { GetEdgeA GetArmA yB yA2 sub xB xA2 sub Atan 180 add /AngleB ED
       
   571 GetEdgeB mark xB1 yB1 xA2 yA2 ArmA 0 ne { xA1 yA1 } if tx@Dict begin
       
   572 false Line end /LPutVar [ xB1 yB1 xA2 yA2 xA1 yA1 ] cvx def /LPutPos {
       
   573 LPutLines } def /HPutPos { HPutLines } def /VPutPos { VPutLines } def }
       
   574 def
       
   575 /NCLoop { GetEdgeA GetEdgeB GetArmA GetArmB /mtrx AngleA matrix rotate
       
   576 def xA2 yA2 mtrx transform loopsize add /yA3 ED /xA3 ED /xB3 xB2 yB2
       
   577 mtrx transform pop def xB3 yA3 mtrx itransform /yB3 ED /xB3 ED xA3 yA3
       
   578 mtrx itransform /yA3 ED /xA3 ED mark ArmB 0 ne { xB1 yB1 } if xB2 yB2
       
   579 xB3 yB3 xA3 yA3 xA2 yA2 ArmA 0 ne { xA1 yA1 } if tx@Dict begin false
       
   580 Line end /LPutVar [ xB1 yB1 xB2 yB2 xB3 yB3 xA3 yA3 xA2 yA2 xA1 yA1 ]
       
   581 cvx def /LPutPos { LPutLines } def /HPutPos { HPutLines } def /VPutPos {
       
   582 VPutLines } def } def
       
   583 % DG/SR modification begin - May 9, 1997 - Patch 1
       
   584 %/NCCircle { 0 0 NodesepA nodeA \tx@GetEdge pop xA sub 2 div dup 2 exp r
       
   585 %r mul sub abs sqrt atan 2 mul /a ED r AngleA 90 add PtoC yA add exch xA add
       
   586 %exch 2 copy /LPutVar [ 4 2 roll r AngleA ] cvx def /LPutPos { LPutVar t 360
       
   587 %mul add dup 5 1 roll 90 sub \tx@PtoC 3 -1 roll add /Y ED add /X ED /NAngle ED
       
   588 /NCCircle { NodeSepA 0 NodeA 0 GetEdge pop 2 div dup 2 exp r
       
   589 r mul sub abs sqrt atan 2 mul /a ED r AngleA 90 add PtoC yA add exch xA add
       
   590 exch 2 copy /LPutVar [ 4 2 roll r AngleA ] cvx def /LPutPos { LPutVar t 360
       
   591 mul add dup 5 1 roll 90 sub PtoC 3 -1 roll add /Y ED add /X ED /NAngle ED
       
   592 % DG/SR modification end
       
   593 } def /HPutPos { LPutPos } def /VPutPos { LPutPos } def r AngleA 90 sub a add
       
   594 AngleA 270 add a sub tx@Dict begin /angleB ED /angleA ED /r ED /c 57.2957 r
       
   595 Div def /y ED /x ED } def
       
   596 /NCBox { /d ED /h ED /AngleB yB yA sub xB xA sub Atan def /AngleA AngleB
       
   597 180 add def GetEdgeA GetEdgeB /dx d AngleB sin mul def /dy d AngleB cos
       
   598 mul neg def /hx h AngleB sin mul neg def /hy h AngleB cos mul def
       
   599 /LPutVar [ xA1 hx add yA1 hy add xB1 hx add yB1 hy add xB1 dx add yB1 dy
       
   600 add xA1 dx add yA1 dy add ] cvx def /LPutPos { LPutLines } def /HPutPos
       
   601 { xB yB xA yA LPutLine } def /VPutPos { HPutPos } def mark LPutVar
       
   602 tx@Dict begin false Polygon end } def
       
   603 /NCArcBox { /l ED neg /d ED /h ED /a ED /AngleA yB yA sub xB xA sub Atan
       
   604 def /AngleB AngleA 180 add def /tA AngleA a sub 90 add def /tB tA a 2
       
   605 mul add def /r xB xA sub tA cos tB cos sub Div dup 0 eq { pop 1 } if def
       
   606 /x0 xA r tA cos mul add def /y0 yA r tA sin mul add def /c 57.2958 r div
       
   607 def /AngleA AngleA a sub 180 add def /AngleB AngleB a add 180 add def
       
   608 GetEdgeA GetEdgeB /AngleA tA 180 add yA yA1 sub xA xA1 sub Pyth c mul
       
   609 sub def /AngleB tB 180 add yB yB1 sub xB xB1 sub Pyth c mul add def l 0
       
   610 eq { x0 y0 r h add AngleA AngleB arc x0 y0 r d add AngleB AngleA arcn }
       
   611 { x0 y0 translate /tA AngleA l c mul add def /tB AngleB l c mul sub def
       
   612 0 0 r h add tA tB arc r h add AngleB PtoC r d add AngleB PtoC 2 copy 6 2
       
   613 roll l arcto 4 { pop } repeat r d add tB PtoC l arcto 4 { pop } repeat 0
       
   614 0 r d add tB tA arcn r d add AngleA PtoC r h add AngleA PtoC 2 copy 6 2
       
   615 roll l arcto 4 { pop } repeat r h add tA PtoC l arcto 4 { pop } repeat }
       
   616 ifelse closepath /LPutVar [ x0 y0 r AngleA AngleB h d ] cvx def /LPutPos
       
   617 { LPutVar /d ED /h ED /AngleB ED /AngleA ED /r ED /y0 ED /x0 ED t 1 le {
       
   618 r h add AngleA 1 t sub mul AngleB t mul add dup 90 add /NAngle ED PtoC }
       
   619 { t 2 lt { /NAngle AngleB 180 add def r 2 t sub h mul t 1 sub d mul add
       
   620 add AngleB PtoC } { t 3 lt { r d add AngleB 3 t sub mul AngleA 2 t sub
       
   621 mul add dup 90 sub /NAngle ED PtoC } { /NAngle AngleA 180 add def r 4 t
       
   622 sub d mul t 3 sub h mul add add AngleA PtoC } ifelse } ifelse } ifelse
       
   623 y0 add /Y ED x0 add /X ED } def /HPutPos { LPutPos } def /VPutPos {
       
   624 LPutPos } def } def
       
   625 /Tfan { /AngleA yB yA sub xB xA sub Atan def GetEdgeA w xA1 xB sub yA1 yB
       
   626 sub Pyth Pyth w Div CLW 2 div mul 2 div dup AngleA sin mul yA1 add /yA1
       
   627 ED AngleA cos mul xA1 add /xA1 ED /LPutVar [ xA1 yA1 m { xB w add yB xB
       
   628 w sub yB } { xB yB w sub xB yB w add } ifelse xA1 yA1 ] cvx def /LPutPos
       
   629 { LPutLines } def /VPutPos@ { LPutVar flag { 8 4 roll pop pop pop pop }
       
   630 { pop pop pop pop 4 2 roll } ifelse } def /VPutPos { VPutPos@ VPutLine }
       
   631 def /HPutPos { VPutPos@ HPutLine } def mark LPutVar tx@Dict begin
       
   632 /ArrowA { moveto } def /ArrowB { } def false Line closepath end } def
       
   633 /LPutCoor { NAngle tx@Dict begin /NAngle ED end gsave CM STV CP Y sub neg
       
   634 exch X sub neg exch moveto setmatrix CP grestore } def
       
   635 /LPut { tx@NodeDict /LPutPos known { LPutPos } { CP /Y ED /X ED /NAngle 0
       
   636 def } ifelse LPutCoor  } def
       
   637 /HPutAdjust { Sin Cos mul 0 eq { 0 } { d Cos mul Sin div flag not { neg }
       
   638 if h Cos mul Sin div flag { neg } if 2 copy gt { pop } { exch pop }
       
   639 ifelse } ifelse s add flag { r add neg } { l add } ifelse X add /X ED }
       
   640 def
       
   641 /VPutAdjust { Sin Cos mul 0 eq { 0 } { l Sin mul Cos div flag { neg } if
       
   642 r Sin mul Cos div flag not { neg } if 2 copy gt { pop } { exch pop }
       
   643 ifelse } ifelse s add flag { d add } { h add neg } ifelse Y add /Y ED }
       
   644 def
       
   645 end
       
   646 % END pst-node.pro
       
   647 
       
   648 %%EndProcSet
       
   649 %%BeginProcSet: pst-text.pro 0 0
       
   650 %!
       
   651 % PostScript header file pst-text.pro
       
   652 % Version 97, 94/04/20; patched MV 10-09-99 00:36
       
   653 % For distribution, see pstricks.tex.
       
   654 
       
   655 /tx@TextPathDict 40 dict def
       
   656 tx@TextPathDict begin
       
   657 
       
   658 % Syntax:  <dist> PathPosition -
       
   659 % Function: Searches for position of currentpath distance <dist> from
       
   660 %           beginning. Sets (X,Y)=position, and Angle=tangent.
       
   661 /PathPosition
       
   662 { /targetdist exch def
       
   663   /pathdist 0 def
       
   664   /continue true def
       
   665   /X { newx } def /Y { newy } def /Angle 0 def
       
   666   gsave
       
   667     flattenpath
       
   668     { movetoproc }  { linetoproc } { } { firstx firsty linetoproc }
       
   669     /pathforall load stopped { pop pop pop pop /X 0 def /Y 0 def } if
       
   670   grestore
       
   671 } def
       
   672 
       
   673 /movetoproc { continue { @movetoproc } { pop pop } ifelse } def
       
   674 
       
   675 /@movetoproc
       
   676 { /newy exch def /newx exch def
       
   677   /firstx newx def /firsty newy def
       
   678 } def
       
   679 
       
   680 /linetoproc { continue { @linetoproc } { pop pop } ifelse } def
       
   681 
       
   682 /@linetoproc
       
   683 {
       
   684   /oldx newx def /oldy newy def
       
   685   /newy exch def /newx exch def
       
   686   /dx newx oldx sub def
       
   687   /dy newy oldy sub def
       
   688   /dist dx dup mul dy dup mul add sqrt def
       
   689   /pathdist pathdist dist add def
       
   690   pathdist targetdist ge
       
   691   { pathdist targetdist sub dist div dup
       
   692     dy mul neg newy add /Y exch def
       
   693     dx mul neg newx add /X exch def
       
   694     /Angle dy dx atan def
       
   695     /continue false def
       
   696   } if
       
   697 } def
       
   698 
       
   699 /TextPathShow
       
   700 { /String exch def
       
   701   /CharCount 0 def
       
   702   String length
       
   703   { String CharCount 1 getinterval ShowChar
       
   704     /CharCount CharCount 1 add def
       
   705   } repeat
       
   706 } def
       
   707 
       
   708 % Syntax: <pathlength> <position> InitTextPath -
       
   709 /InitTextPath
       
   710 { gsave
       
   711     currentpoint /Y exch def /X exch def
       
   712     exch X Hoffset sub sub mul
       
   713     Voffset Hoffset sub add
       
   714     neg X add /Hoffset exch def
       
   715     /Voffset Y def
       
   716   grestore
       
   717 } def
       
   718 
       
   719 /Transform
       
   720 { PathPosition
       
   721   dup
       
   722   Angle cos mul Y add exch
       
   723   Angle sin mul neg X add exch
       
   724   translate
       
   725   Angle rotate
       
   726 } def
       
   727 
       
   728 /ShowChar
       
   729 { /Char exch def
       
   730   gsave
       
   731     Char end stringwidth
       
   732     tx@TextPathDict begin
       
   733     2 div /Sy exch def 2 div /Sx exch def
       
   734 
       
   735 %%%  MV 10-09-99 00:36
       
   736     /sc?currentpoint where {pop sc?currentpoint} {currentpoint} ifelse
       
   737 %   currentpoint
       
   738 
       
   739     Voffset sub Sy add exch
       
   740     Hoffset sub Sx add
       
   741     Transform
       
   742     Sx neg Sy neg moveto
       
   743     Char end tx@TextPathSavedShow
       
   744     tx@TextPathDict begin
       
   745   grestore
       
   746   Sx 2 mul Sy 2 mul rmoveto
       
   747 } def
       
   748 
       
   749 end
       
   750 % END pst-text.pro
       
   751 
       
   752 %%EndProcSet
       
   753 %%BeginProcSet: 8r.enc 0 0
       
   754 % File 8r.enc  TeX Base 1 Encoding  Revision 2.0  2002-10-30
       
   755 %
       
   756 % @@psencodingfile@{
       
   757 %   author    = "S. Rahtz, P. MacKay, Alan Jeffrey, B. Horn, K. Berry,
       
   758 %                W. Schmidt, P. Lehman",
       
   759 %   version   = "2.0",
       
   760 %   date      = "30 October 2002",
       
   761 %   filename  = "8r.enc",
       
   762 %   email     = "tex-fonts@@tug.org",
       
   763 %   docstring = "This is the encoding vector for Type1 and TrueType
       
   764 %                fonts to be used with TeX.  This file is part of the
       
   765 %                PSNFSS bundle, version 9"
       
   766 % @}
       
   767 % 
       
   768 % The idea is to have all the characters normally included in Type 1 fonts
       
   769 % available for typesetting. This is effectively the characters in Adobe
       
   770 % Standard encoding, ISO Latin 1, Windows ANSI including the euro symbol,
       
   771 % MacRoman, and some extra characters from Lucida.
       
   772 % 
       
   773 % Character code assignments were made as follows:
       
   774 % 
       
   775 % (1) the Windows ANSI characters are almost all in their Windows ANSI
       
   776 % positions, because some Windows users cannot easily reencode the
       
   777 % fonts, and it makes no difference on other systems. The only Windows
       
   778 % ANSI characters not available are those that make no sense for
       
   779 % typesetting -- rubout (127 decimal), nobreakspace (160), softhyphen
       
   780 % (173). quotesingle and grave are moved just because it's such an
       
   781 % irritation not having them in TeX positions.
       
   782 % 
       
   783 % (2) Remaining characters are assigned arbitrarily to the lower part
       
   784 % of the range, avoiding 0, 10 and 13 in case we meet dumb software.
       
   785 % 
       
   786 % (3) Y&Y Lucida Bright includes some extra text characters; in the
       
   787 % hopes that other PostScript fonts, perhaps created for public
       
   788 % consumption, will include them, they are included starting at 0x12.
       
   789 % These are /dotlessj /ff /ffi /ffl.
       
   790 % 
       
   791 % (4) hyphen appears twice for compatibility with both ASCII and Windows.
       
   792 %
       
   793 % (5) /Euro was assigned to 128, as in Windows ANSI
       
   794 %
       
   795 % (6) Missing characters from MacRoman encoding incorporated as follows:
       
   796 %
       
   797 %     PostScript      MacRoman        TeXBase1
       
   798 %     --------------  --------------  --------------
       
   799 %     /notequal       173             0x16
       
   800 %     /infinity       176             0x17
       
   801 %     /lessequal      178             0x18
       
   802 %     /greaterequal   179             0x19
       
   803 %     /partialdiff    182             0x1A
       
   804 %     /summation      183             0x1B
       
   805 %     /product        184             0x1C
       
   806 %     /pi             185             0x1D
       
   807 %     /integral       186             0x81
       
   808 %     /Omega          189             0x8D
       
   809 %     /radical        195             0x8E
       
   810 %     /approxequal    197             0x8F
       
   811 %     /Delta          198             0x9D
       
   812 %     /lozenge        215             0x9E
       
   813 %
       
   814 /TeXBase1Encoding [
       
   815 % 0x00
       
   816  /.notdef /dotaccent /fi /fl
       
   817  /fraction /hungarumlaut /Lslash /lslash
       
   818  /ogonek /ring /.notdef /breve
       
   819  /minus /.notdef /Zcaron /zcaron
       
   820 % 0x10
       
   821  /caron /dotlessi /dotlessj /ff
       
   822  /ffi /ffl /notequal /infinity
       
   823  /lessequal /greaterequal /partialdiff /summation
       
   824  /product /pi /grave /quotesingle
       
   825 % 0x20
       
   826  /space /exclam /quotedbl /numbersign
       
   827  /dollar /percent /ampersand /quoteright
       
   828  /parenleft /parenright /asterisk /plus
       
   829  /comma /hyphen /period /slash
       
   830 % 0x30
       
   831  /zero /one /two /three
       
   832  /four /five /six /seven
       
   833  /eight /nine /colon /semicolon
       
   834  /less /equal /greater /question
       
   835 % 0x40
       
   836  /at /A /B /C
       
   837  /D /E /F /G
       
   838  /H /I /J /K
       
   839  /L /M /N /O
       
   840 % 0x50
       
   841  /P /Q /R /S
       
   842  /T /U /V /W
       
   843  /X /Y /Z /bracketleft
       
   844  /backslash /bracketright /asciicircum /underscore
       
   845 % 0x60
       
   846  /quoteleft /a /b /c
       
   847  /d /e /f /g
       
   848  /h /i /j /k
       
   849  /l /m /n /o
       
   850 % 0x70
       
   851  /p /q /r /s
       
   852  /t /u /v /w
       
   853  /x /y /z /braceleft
       
   854  /bar /braceright /asciitilde /.notdef
       
   855 % 0x80
       
   856  /Euro /integral /quotesinglbase /florin
       
   857  /quotedblbase /ellipsis /dagger /daggerdbl
       
   858  /circumflex /perthousand /Scaron /guilsinglleft
       
   859  /OE /Omega /radical /approxequal
       
   860 % 0x90
       
   861  /.notdef /.notdef /.notdef /quotedblleft
       
   862  /quotedblright /bullet /endash /emdash
       
   863  /tilde /trademark /scaron /guilsinglright
       
   864  /oe /Delta /lozenge /Ydieresis
       
   865 % 0xA0
       
   866  /.notdef /exclamdown /cent /sterling
       
   867  /currency /yen /brokenbar /section
       
   868  /dieresis /copyright /ordfeminine /guillemotleft
       
   869  /logicalnot /hyphen /registered /macron
       
   870 % 0xD0
       
   871  /degree /plusminus /twosuperior /threesuperior
       
   872  /acute /mu /paragraph /periodcentered
       
   873  /cedilla /onesuperior /ordmasculine /guillemotright
       
   874  /onequarter /onehalf /threequarters /questiondown
       
   875 % 0xC0
       
   876  /Agrave /Aacute /Acircumflex /Atilde
       
   877  /Adieresis /Aring /AE /Ccedilla
       
   878  /Egrave /Eacute /Ecircumflex /Edieresis
       
   879  /Igrave /Iacute /Icircumflex /Idieresis
       
   880 % 0xD0
       
   881  /Eth /Ntilde /Ograve /Oacute
       
   882  /Ocircumflex /Otilde /Odieresis /multiply
       
   883  /Oslash /Ugrave /Uacute /Ucircumflex
       
   884  /Udieresis /Yacute /Thorn /germandbls
       
   885 % 0xE0
       
   886  /agrave /aacute /acircumflex /atilde
       
   887  /adieresis /aring /ae /ccedilla
       
   888  /egrave /eacute /ecircumflex /edieresis
       
   889  /igrave /iacute /icircumflex /idieresis
       
   890 % 0xF0
       
   891  /eth /ntilde /ograve /oacute
       
   892  /ocircumflex /otilde /odieresis /divide
       
   893  /oslash /ugrave /uacute /ucircumflex
       
   894  /udieresis /yacute /thorn /ydieresis
       
   895 ] def
       
   896 
       
   897 
       
   898 %%EndProcSet
       
   899 %%BeginProcSet: texmital.enc 0 0
       
   900 % TeX math italic encoding.
       
   901 % No ligatures or kerns.
       
   902 % 
       
   903 /TeXMathItalicEncoding [          % now 256 chars follow
       
   904 % 0x0
       
   905 /Gamma
       
   906 /Delta
       
   907 /Theta
       
   908 /Lambda
       
   909 /Xi
       
   910 /Pi
       
   911 /Sigma
       
   912 /Upsilon
       
   913 
       
   914 % 0x8
       
   915 /Phi
       
   916 /Psi
       
   917 /Omega
       
   918 /alpha
       
   919 /beta
       
   920 /gamma
       
   921 /delta
       
   922 /epsilon1
       
   923 
       
   924 % 0x10
       
   925 /zeta
       
   926 /eta
       
   927 /theta
       
   928 /iota
       
   929 /kappa
       
   930 /lambda
       
   931 /mu
       
   932 /nu
       
   933 
       
   934 % 0x18
       
   935 /xi
       
   936 /pi
       
   937 /rho
       
   938 /sigma
       
   939 /tau
       
   940 /upsilon
       
   941 /phi
       
   942 /chi
       
   943 
       
   944 % 0x20
       
   945 /psi
       
   946 /omega
       
   947 /epsilon
       
   948 /theta1
       
   949 /pi1
       
   950 /rho1
       
   951 /sigma1
       
   952 /phi1
       
   953 
       
   954 % 0x28
       
   955 /arrowlefttophalf
       
   956 /arrowleftbothalf
       
   957 /arrowrighttophalf
       
   958 /arrowrightbothalf
       
   959 /arrowhookleft
       
   960 /arrowhookright
       
   961 /triangleright
       
   962 /triangleleft
       
   963 
       
   964 % 0x30
       
   965 /zerooldstyle
       
   966 /oneoldstyle
       
   967 /twooldstyle
       
   968 /threeoldstyle
       
   969 /fouroldstyle
       
   970 /fiveoldstyle
       
   971 /sixoldstyle
       
   972 /sevenoldstyle
       
   973 
       
   974 % 0x38
       
   975 /eightoldstyle
       
   976 /nineoldstyle
       
   977 /period
       
   978 /comma
       
   979 /less
       
   980 /slash
       
   981 /greater
       
   982 /star
       
   983 
       
   984 % 0x40
       
   985 /partialdiff
       
   986 /A
       
   987 /B
       
   988 /C
       
   989 /D
       
   990 /E
       
   991 /F
       
   992 /G
       
   993 
       
   994 % 0x48
       
   995 /H
       
   996 /I
       
   997 /J
       
   998 /K
       
   999 /L
       
  1000 /M
       
  1001 /N
       
  1002 /O
       
  1003 
       
  1004 % 0x50
       
  1005 /P
       
  1006 /Q
       
  1007 /R
       
  1008 /S
       
  1009 /T
       
  1010 /U
       
  1011 /V
       
  1012 /W
       
  1013 
       
  1014 % 0x58
       
  1015 /X
       
  1016 /Y
       
  1017 /Z
       
  1018 /flat
       
  1019 /natural
       
  1020 /sharp
       
  1021 /slurbelow
       
  1022 /slurabove
       
  1023 
       
  1024 % 0x60
       
  1025 /lscript
       
  1026 /a
       
  1027 /b
       
  1028 /c
       
  1029 /d
       
  1030 /e
       
  1031 /f
       
  1032 /g
       
  1033 
       
  1034 % 0x68
       
  1035 /h
       
  1036 /i
       
  1037 /j
       
  1038 /k
       
  1039 /l
       
  1040 /m
       
  1041 /n
       
  1042 /o
       
  1043 
       
  1044 % 0x70
       
  1045 /p
       
  1046 /q
       
  1047 /r
       
  1048 /s
       
  1049 /t
       
  1050 /u
       
  1051 /v
       
  1052 /w
       
  1053 
       
  1054 % 0x78
       
  1055 /x
       
  1056 /y
       
  1057 /z
       
  1058 /dotlessi
       
  1059 /dotlessj
       
  1060 /weierstrass
       
  1061 /vector
       
  1062 /tie
       
  1063 
       
  1064 % Have to have 128 .notdef's now to fill things out.
       
  1065 % 
       
  1066 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1067 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1068 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1069 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1070 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1071 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1072 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1073 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1074 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1075 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1076 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1077 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1078 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1079 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1080 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1081 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef 
       
  1082 ] def
       
  1083 
       
  1084 %%EndProcSet
       
  1085 %%BeginProcSet: texps.pro 0 0
       
  1086 %!
       
  1087 TeXDict begin/rf{findfont dup length 1 add dict begin{1 index/FID ne 2
       
  1088 index/UniqueID ne and{def}{pop pop}ifelse}forall[1 index 0 6 -1 roll
       
  1089 exec 0 exch 5 -1 roll VResolution Resolution div mul neg 0 0]FontType 0
       
  1090 ne{/Metrics exch def dict begin Encoding{exch dup type/integertype ne{
       
  1091 pop pop 1 sub dup 0 le{pop}{[}ifelse}{FontMatrix 0 get div Metrics 0 get
       
  1092 div def}ifelse}forall Metrics/Metrics currentdict end def}{{1 index type
       
  1093 /nametype eq{exit}if exch pop}loop}ifelse[2 index currentdict end
       
  1094 definefont 3 -1 roll makefont/setfont cvx]cvx def}def/ObliqueSlant{dup
       
  1095 sin S cos div neg}B/SlantFont{4 index mul add}def/ExtendFont{3 -1 roll
       
  1096 mul exch}def/ReEncodeFont{CharStrings rcheck{/Encoding false def dup[
       
  1097 exch{dup CharStrings exch known not{pop/.notdef/Encoding true def}if}
       
  1098 forall Encoding{]exch pop}{cleartomark}ifelse}if/Encoding exch def}def
       
  1099 end
       
  1100 
       
  1101 %%EndProcSet
       
  1102 %%BeginProcSet: special.pro 0 0
       
  1103 %!
       
  1104 TeXDict begin/SDict 200 dict N SDict begin/@SpecialDefaults{/hs 612 N
       
  1105 /vs 792 N/ho 0 N/vo 0 N/hsc 1 N/vsc 1 N/ang 0 N/CLIP 0 N/rwiSeen false N
       
  1106 /rhiSeen false N/letter{}N/note{}N/a4{}N/legal{}N}B/@scaleunit 100 N
       
  1107 /@hscale{@scaleunit div/hsc X}B/@vscale{@scaleunit div/vsc X}B/@hsize{
       
  1108 /hs X/CLIP 1 N}B/@vsize{/vs X/CLIP 1 N}B/@clip{/CLIP 2 N}B/@hoffset{/ho
       
  1109 X}B/@voffset{/vo X}B/@angle{/ang X}B/@rwi{10 div/rwi X/rwiSeen true N}B
       
  1110 /@rhi{10 div/rhi X/rhiSeen true N}B/@llx{/llx X}B/@lly{/lly X}B/@urx{
       
  1111 /urx X}B/@ury{/ury X}B/magscale true def end/@MacSetUp{userdict/md known
       
  1112 {userdict/md get type/dicttype eq{userdict begin md length 10 add md
       
  1113 maxlength ge{/md md dup length 20 add dict copy def}if end md begin
       
  1114 /letter{}N/note{}N/legal{}N/od{txpose 1 0 mtx defaultmatrix dtransform S
       
  1115 atan/pa X newpath clippath mark{transform{itransform moveto}}{transform{
       
  1116 itransform lineto}}{6 -2 roll transform 6 -2 roll transform 6 -2 roll
       
  1117 transform{itransform 6 2 roll itransform 6 2 roll itransform 6 2 roll
       
  1118 curveto}}{{closepath}}pathforall newpath counttomark array astore/gc xdf
       
  1119 pop ct 39 0 put 10 fz 0 fs 2 F/|______Courier fnt invertflag{PaintBlack}
       
  1120 if}N/txpose{pxs pys scale ppr aload pop por{noflips{pop S neg S TR pop 1
       
  1121 -1 scale}if xflip yflip and{pop S neg S TR 180 rotate 1 -1 scale ppr 3
       
  1122 get ppr 1 get neg sub neg ppr 2 get ppr 0 get neg sub neg TR}if xflip
       
  1123 yflip not and{pop S neg S TR pop 180 rotate ppr 3 get ppr 1 get neg sub
       
  1124 neg 0 TR}if yflip xflip not and{ppr 1 get neg ppr 0 get neg TR}if}{
       
  1125 noflips{TR pop pop 270 rotate 1 -1 scale}if xflip yflip and{TR pop pop
       
  1126 90 rotate 1 -1 scale ppr 3 get ppr 1 get neg sub neg ppr 2 get ppr 0 get
       
  1127 neg sub neg TR}if xflip yflip not and{TR pop pop 90 rotate ppr 3 get ppr
       
  1128 1 get neg sub neg 0 TR}if yflip xflip not and{TR pop pop 270 rotate ppr
       
  1129 2 get ppr 0 get neg sub neg 0 S TR}if}ifelse scaleby96{ppr aload pop 4
       
  1130 -1 roll add 2 div 3 1 roll add 2 div 2 copy TR .96 dup scale neg S neg S
       
  1131 TR}if}N/cp{pop pop showpage pm restore}N end}if}if}N/normalscale{
       
  1132 Resolution 72 div VResolution 72 div neg scale magscale{DVImag dup scale
       
  1133 }if 0 setgray}N/psfts{S 65781.76 div N}N/startTexFig{/psf$SavedState
       
  1134 save N userdict maxlength dict begin/magscale true def normalscale
       
  1135 currentpoint TR/psf$ury psfts/psf$urx psfts/psf$lly psfts/psf$llx psfts
       
  1136 /psf$y psfts/psf$x psfts currentpoint/psf$cy X/psf$cx X/psf$sx psf$x
       
  1137 psf$urx psf$llx sub div N/psf$sy psf$y psf$ury psf$lly sub div N psf$sx
       
  1138 psf$sy scale psf$cx psf$sx div psf$llx sub psf$cy psf$sy div psf$ury sub
       
  1139 TR/showpage{}N/erasepage{}N/setpagedevice{pop}N/copypage{}N/p 3 def
       
  1140 @MacSetUp}N/doclip{psf$llx psf$lly psf$urx psf$ury currentpoint 6 2 roll
       
  1141 newpath 4 copy 4 2 roll moveto 6 -1 roll S lineto S lineto S lineto
       
  1142 closepath clip newpath moveto}N/endTexFig{end psf$SavedState restore}N
       
  1143 /@beginspecial{SDict begin/SpecialSave save N gsave normalscale
       
  1144 currentpoint TR @SpecialDefaults count/ocount X/dcount countdictstack N}
       
  1145 N/@setspecial{CLIP 1 eq{newpath 0 0 moveto hs 0 rlineto 0 vs rlineto hs
       
  1146 neg 0 rlineto closepath clip}if ho vo TR hsc vsc scale ang rotate
       
  1147 rwiSeen{rwi urx llx sub div rhiSeen{rhi ury lly sub div}{dup}ifelse
       
  1148 scale llx neg lly neg TR}{rhiSeen{rhi ury lly sub div dup scale llx neg
       
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  1160 %%EndProcSet
       
  1161 %%BeginProcSet: color.pro 0 0
       
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  1194 0 0 setcmykcolor}DC/Cyan{1 0 0 0 setcmykcolor}DC/ProcessBlue{0.96 0 0 0
       
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  1197 /Aquamarine{0.82 0 0.30 0 setcmykcolor}DC/BlueGreen{0.85 0 0.33 0
       
  1198 setcmykcolor}DC/Emerald{1 0 0.50 0 setcmykcolor}DC/JungleGreen{0.99 0
       
  1199 0.52 0 setcmykcolor}DC/SeaGreen{0.69 0 0.50 0 setcmykcolor}DC/Green{1 0
       
  1200 1 0 setcmykcolor}DC/ForestGreen{0.91 0 0.88 0.12 setcmykcolor}DC
       
  1201 /PineGreen{0.92 0 0.59 0.25 setcmykcolor}DC/LimeGreen{0.50 0 1 0
       
  1202 setcmykcolor}DC/YellowGreen{0.44 0 0.74 0 setcmykcolor}DC/SpringGreen{
       
  1203 0.26 0 0.76 0 setcmykcolor}DC/OliveGreen{0.64 0 0.95 0.40 setcmykcolor}
       
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  1205 setcmykcolor}DC/Brown{0 0.81 1 0.60 setcmykcolor}DC/Tan{0.14 0.42 0.56 0
       
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  1207 setcmykcolor}DC/White{0 0 0 0 setcmykcolor}DC end
       
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  1228 %!PS-AdobeFont-1.1: MSAM10 2.1
       
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  1230 % Math Symbol fonts were designed by the American Mathematical Society.
       
  1231 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  1232 11 dict begin
       
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  1235 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
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  1237 /FamilyName (Euler) readonly def
       
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  1297 %!PS-AdobeFont-1.1: CMBX7 1.0
       
  1298 %%CreationDate: 1991 Aug 20 16:35:49
       
  1299 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  1300 11 dict begin
       
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  1748 cleartomark
       
  1749 %%EndFont 
       
  1750 %%BeginFont: CMBX8
       
  1751 %!PS-AdobeFont-1.1: CMBX8 1.0
       
  1752 %%CreationDate: 1991 Aug 20 16:36:07
       
  1753 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  1754 11 dict begin
       
  1755 /FontInfo 7 dict dup begin
       
  1756 /version (1.0) readonly def
       
  1757 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  1758 /FullName (CMBX8) readonly def
       
  1759 /FamilyName (Computer Modern) readonly def
       
  1760 /Weight (Bold) readonly def
       
  1761 /ItalicAngle 0 def
       
  1762 /isFixedPitch false def
       
  1763 end readonly def
       
  1764 /FontName /CMBX8 def
       
  1765 /PaintType 0 def
       
  1766 /FontType 1 def
       
  1767 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  1768 /Encoding 256 array
       
  1769 0 1 255 {1 index exch /.notdef put} for
       
  1770 dup 49 /one put
       
  1771 dup 50 /two put
       
  1772 readonly def
       
  1773 /FontBBox{-59 -250 1235 750}readonly def
       
  1774 currentdict end
       
  1775 currentfile eexec
       
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  1822 cleartomark
       
  1823 %%EndFont 
       
  1824 %%BeginFont: CMBSY10
       
  1825 %!PS-AdobeFont-1.1: CMBSY10 1.00
       
  1826 %%CreationDate: 1992 Jul 23 21:21:18
       
  1827 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  1828 11 dict begin
       
  1829 /FontInfo 7 dict dup begin
       
  1830 /version (1.00) readonly def
       
  1831 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  1832 /FullName (CMBSY10) readonly def
       
  1833 /FamilyName (Computer Modern) readonly def
       
  1834 /Weight (Bold) readonly def
       
  1835 /ItalicAngle -14.035 def
       
  1836 /isFixedPitch false def
       
  1837 end readonly def
       
  1838 /FontName /CMBSY10 def
       
  1839 /PaintType 0 def
       
  1840 /FontType 1 def
       
  1841 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  1842 /Encoding 256 array
       
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  1844 dup 0 /minus put
       
  1845 dup 1 /periodcentered put
       
  1846 dup 2 /multiply put
       
  1847 dup 3 /asteriskmath put
       
  1848 dup 15 /bullet put
       
  1849 dup 17 /equivalence put
       
  1850 dup 24 /similar put
       
  1851 dup 25 /approxequal put
       
  1852 dup 33 /arrowright put
       
  1853 dup 41 /arrowdblright put
       
  1854 dup 44 /arrowdblboth put
       
  1855 dup 48 /prime put
       
  1856 dup 50 /element put
       
  1857 dup 54 /negationslash put
       
  1858 dup 55 /mapsto put
       
  1859 dup 56 /universal put
       
  1860 dup 94 /logicaland put
       
  1861 dup 95 /logicalor put
       
  1862 dup 102 /braceleft put
       
  1863 dup 103 /braceright put
       
  1864 dup 106 /bar put
       
  1865 readonly def
       
  1866 /FontBBox{-27 -940 1332 825}readonly def
       
  1867 currentdict end
       
  1868 currentfile eexec
       
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  1997 cleartomark
       
  1998 %%EndFont 
       
  1999 %%BeginFont: CMMIB7
       
  2000 %!PS-AdobeFont-1.1: CMMIB7 001.100
       
  2001 %%CreationDate: 1996 Jul 27 07:35:50
       
  2002 % Computer Modern fonts were designed by Donald E. Knuth.
       
  2003 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  2004 11 dict begin
       
  2005 /FontInfo 7 dict dup begin
       
  2006 /version (001.100) readonly def
       
  2007 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  2008 /FullName (CMMIB7) readonly def
       
  2009 /FamilyName (Computer Modern) readonly def
       
  2010 /Weight (Bold) readonly def
       
  2011 /ItalicAngle -14.035 def
       
  2012 /isFixedPitch false def
       
  2013 end readonly def
       
  2014 /FontName /CMMIB7 def
       
  2015 /PaintType 0 def
       
  2016 /FontType 1 def
       
  2017 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  2018 /Encoding 256 array
       
  2019 0 1 255 {1 index exch /.notdef put} for
       
  2020 dup 11 /alpha put
       
  2021 dup 19 /iota put
       
  2022 dup 59 /comma put
       
  2023 readonly def
       
  2024 /FontBBox{0 -250 1294 750}readonly def
       
  2025 currentdict end
       
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  2083 cleartomark
       
  2084 %%EndFont 
       
  2085 %%BeginFont: CMMIB10
       
  2086 %!PS-AdobeFont-1.1: CMMIB10 1.100
       
  2087 %%CreationDate: 1996 Jul 23 07:54:00
       
  2088 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  2089 11 dict begin
       
  2090 /FontInfo 7 dict dup begin
       
  2091 /version (1.100) readonly def
       
  2092 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  2093 /FullName (CMMIB10) readonly def
       
  2094 /FamilyName (Computer Modern) readonly def
       
  2095 /Weight (Bold) readonly def
       
  2096 /ItalicAngle -14.04 def
       
  2097 /isFixedPitch false def
       
  2098 end readonly def
       
  2099 /FontName /CMMIB10 def
       
  2100 /PaintType 0 def
       
  2101 /FontType 1 def
       
  2102 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  2103 /Encoding 256 array
       
  2104 0 1 255 {1 index exch /.notdef put} for
       
  2105 dup 11 /alpha put
       
  2106 dup 19 /iota put
       
  2107 dup 21 /lambda put
       
  2108 dup 25 /pi put
       
  2109 dup 58 /period put
       
  2110 dup 59 /comma put
       
  2111 dup 61 /slash put
       
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  2114 dup 76 /L put
       
  2115 dup 77 /M put
       
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  2117 dup 80 /P put
       
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  2140 readonly def
       
  2141 /FontBBox{-15 -250 1216 750}readonly def
       
  2142 currentdict end
       
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  2405 cleartomark
       
  2406 %%EndFont 
       
  2407 %%BeginFont: CMBX12
       
  2408 %!PS-AdobeFont-1.1: CMBX12 1.0
       
  2409 %%CreationDate: 1991 Aug 20 16:34:54
       
  2410 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  2411 11 dict begin
       
  2412 /FontInfo 7 dict dup begin
       
  2413 /version (1.0) readonly def
       
  2414 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  2415 /FullName (CMBX12) readonly def
       
  2416 /FamilyName (Computer Modern) readonly def
       
  2417 /Weight (Bold) readonly def
       
  2418 /ItalicAngle 0 def
       
  2419 /isFixedPitch false def
       
  2420 end readonly def
       
  2421 /FontName /CMBX12 def
       
  2422 /PaintType 0 def
       
  2423 /FontType 1 def
       
  2424 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  2425 /Encoding 256 array
       
  2426 0 1 255 {1 index exch /.notdef put} for
       
  2427 dup 3 /Lambda put
       
  2428 dup 12 /fi put
       
  2429 dup 35 /numbersign put
       
  2430 dup 40 /parenleft put
       
  2431 dup 41 /parenright put
       
  2432 dup 49 /one put
       
  2433 dup 58 /colon put
       
  2434 dup 61 /equal put
       
  2435 dup 64 /at put
       
  2436 dup 91 /bracketleft put
       
  2437 dup 93 /bracketright put
       
  2438 dup 101 /e put
       
  2439 dup 105 /i put
       
  2440 dup 110 /n put
       
  2441 dup 116 /t put
       
  2442 readonly def
       
  2443 /FontBBox{-53 -251 1139 750}readonly def
       
  2444 currentdict end
       
  2445 currentfile eexec
       
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  2547 cleartomark
       
  2548 %%EndFont 
       
  2549 %%BeginFont: ComicSansMS
       
  2550 %!PS-AdobeFont-1.0: ComicSansMS Copyright [c] 1995 Microsoft Corporation. All rights reserved.
       
  2551 %%CreationDate: Sat Sep 14 10:16:33 2002
       
  2552 % Converted by ttf2pt1 3.4.2/ttf
       
  2553 % Args: -a -b comic.ttf
       
  2554 %%EndComments
       
  2555 12 dict begin
       
  2556 /FontInfo 9 dict dup begin
       
  2557 /version (Version 2.10) readonly def
       
  2558 /Notice (Copyright [c] 1995 Microsoft Corporation. All rights reserved.) readonly def
       
  2559 /FullName (Comic Sans MS) readonly def
       
  2560 /FamilyName (Comic Sans MS) readonly def
       
  2561 /Weight (Regular) readonly def
       
  2562 /ItalicAngle 0.000000 def
       
  2563 /isFixedPitch false def
       
  2564 /UnderlinePosition -133 def
       
  2565 /UnderlineThickness 85 def
       
  2566 end readonly def
       
  2567 /FontName /ComicSansMS def
       
  2568 /PaintType 0 def
       
  2569 /StrokeWidth 0 def
       
  2570 /FontType 1 def
       
  2571 /FontMatrix [0.001 0 0 0.001 0 0] def
       
  2572 /FontBBox {-93 -312 1187 1102} readonly def
       
  2573 /Encoding 256 array
       
  2574 0 1 255 {1 index exch /.notdef put} for
       
  2575 dup 0 /.notdef put
       
  2576 readonly def
       
  2577 currentdict end
       
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  3421 cleartomark
       
  3422 %%EndFont 
       
  3423 %%BeginFont: CMBSY7
       
  3424 %!PS-AdobeFont-1.1: CMBSY7 001.000
       
  3425 %%CreationDate: 1992 Oct 22 12:18:11
       
  3426 % Computer Modern fonts were designed by Donald E. Knuth.
       
  3427 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  3428 11 dict begin
       
  3429 /FontInfo 7 dict dup begin
       
  3430 /version (001.000) readonly def
       
  3431 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  3432 /FullName (CMBSY7) readonly def
       
  3433 /FamilyName (Computer Modern) readonly def
       
  3434 /Weight (Bold) readonly def
       
  3435 /ItalicAngle -14.035 def
       
  3436 /isFixedPitch false def
       
  3437 end readonly def
       
  3438 /FontName /CMBSY7 def
       
  3439 /PaintType 0 def
       
  3440 /FontType 1 def
       
  3441 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  3442 /Encoding 256 array
       
  3443 0 1 255 {1 index exch /.notdef put} for
       
  3444 dup 3 /asteriskmath put
       
  3445 readonly def
       
  3446 /FontBBox{0 -927 1542 750}readonly def
       
  3447 currentdict end
       
  3448 currentfile eexec
       
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  3494 cleartomark
       
  3495 %%EndFont 
       
  3496 %%BeginFont: CMBX10
       
  3497 %!PS-AdobeFont-1.1: CMBX10 1.00B
       
  3498 %%CreationDate: 1992 Feb 19 19:54:06
       
  3499 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  3500 11 dict begin
       
  3501 /FontInfo 7 dict dup begin
       
  3502 /version (1.00B) readonly def
       
  3503 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  3504 /FullName (CMBX10) readonly def
       
  3505 /FamilyName (Computer Modern) readonly def
       
  3506 /Weight (Bold) readonly def
       
  3507 /ItalicAngle 0 def
       
  3508 /isFixedPitch false def
       
  3509 end readonly def
       
  3510 /FontName /CMBX10 def
       
  3511 /PaintType 0 def
       
  3512 /FontType 1 def
       
  3513 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  3514 /Encoding 256 array
       
  3515 0 1 255 {1 index exch /.notdef put} for
       
  3516 dup 35 /numbersign put
       
  3517 dup 40 /parenleft put
       
  3518 dup 41 /parenright put
       
  3519 dup 49 /one put
       
  3520 dup 50 /two put
       
  3521 dup 58 /colon put
       
  3522 dup 61 /equal put
       
  3523 dup 63 /question put
       
  3524 dup 91 /bracketleft put
       
  3525 dup 93 /bracketright put
       
  3526 readonly def
       
  3527 /FontBBox{-301 -250 1164 946}readonly def
       
  3528 currentdict end
       
  3529 currentfile eexec
       
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  3609 cleartomark
       
  3610 %%EndFont 
       
  3611 %%BeginFont: CMTT12
       
  3612 %!PS-AdobeFont-1.1: CMTT12 1.0
       
  3613 %%CreationDate: 1991 Aug 20 16:45:46
       
  3614 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved.
       
  3615 11 dict begin
       
  3616 /FontInfo 7 dict dup begin
       
  3617 /version (1.0) readonly def
       
  3618 /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
       
  3619 /FullName (CMTT12) readonly def
       
  3620 /FamilyName (Computer Modern) readonly def
       
  3621 /Weight (Medium) readonly def
       
  3622 /ItalicAngle 0 def
       
  3623 /isFixedPitch true def
       
  3624 end readonly def
       
  3625 /FontName /CMTT12 def
       
  3626 /PaintType 0 def
       
  3627 /FontType 1 def
       
  3628 /FontMatrix [0.001 0 0 0.001 0 0] readonly def
       
  3629 /Encoding 256 array
       
  3630 0 1 255 {1 index exch /.notdef put} for
       
  3631 dup 101 /e put
       
  3632 dup 102 /f put
       
  3633 dup 104 /h put
       
  3634 dup 105 /i put
       
  3635 dup 108 /l put
       
  3636 dup 110 /n put
       
  3637 dup 115 /s put
       
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  3639 readonly def
       
  3640 /FontBBox{-1 -234 524 695}readonly def
       
  3641 currentdict end
       
  3642 currentfile eexec
       
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  4564 %!PS-Adobe-2.0 EPSF-2.0
       
  4565 %%Title: /home/cu200/tex/research/fresh-unification/Edinburgh/skt-small.ps
       
  4566 %%Creator: XV Version 3.10a  Rev: 12/29/94 (PNG patch 1.2)  -  by John Bradley
       
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  4570 %%EndComments
       
  4571 %%EndProlog
       
  4572 
       
  4573 %%Page: 1 1
       
  4574 
       
  4575 % remember original state
       
  4576 /origstate save def
       
  4577 
       
  4578 % build a temporary dictionary
       
  4579 20 dict begin
       
  4580 
       
  4581 % define string to hold a scanline's worth of data
       
  4582 /pix 396 string def
       
  4583 
       
  4584 % define space for color conversions
       
  4585 /grays 132 string def  % space for gray scale line
       
  4586 /npixls 0 def
       
  4587 /rgbindx 0 def
       
  4588 
       
  4589 % lower left corner
       
  4590 240 317 translate
       
  4591 
       
  4592 % size of image (on paper, in 1/72inch coords)
       
  4593 131.97600 157.96800 scale
       
  4594 
       
  4595 % define 'colorimage' if it isn't defined
       
  4596 %   ('colortogray' and 'mergeprocs' come from xwd2ps
       
  4597 %     via xgrab)
       
  4598 /colorimage where   % do we know about 'colorimage'?
       
  4599   { pop }           % yes: pop off the 'dict' returned
       
  4600   {                 % no:  define one
       
  4601     /colortogray {  % define an RGB->I function
       
  4602       /rgbdata exch store    % call input 'rgbdata'
       
  4603       rgbdata length 3 idiv
       
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  4606       0 1 npixls 1 sub {
       
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  4608         rgbdata rgbindx       get 20 mul    % Red
       
  4609         rgbdata rgbindx 1 add get 32 mul    % Green
       
  4610         rgbdata rgbindx 2 add get 12 mul    % Blue
       
  4611         add add 64 idiv      % I = .5G + .31R + .18B
       
  4612         put
       
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  4614       } for
       
  4615       grays 0 npixls getinterval
       
  4616     } bind def
       
  4617 
       
  4618     % Utility procedure for colorimage operator.
       
  4619     % This procedure takes two procedures off the
       
  4620     % stack and merges them into a single procedure.
       
  4621 
       
  4622     /mergeprocs { % def
       
  4623       dup length
       
  4624       3 -1 roll
       
  4625       dup
       
  4626       length
       
  4627       dup
       
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  4629       3 -1 roll
       
  4630       add
       
  4631       array cvx
       
  4632       dup
       
  4633       3 -1 roll
       
  4634       0 exch
       
  4635       putinterval
       
  4636       dup
       
  4637       4 2 roll
       
  4638       putinterval
       
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  4640 
       
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  4642       pop pop     % remove 'false 3' operands
       
  4643       {colortogray} mergeprocs
       
  4644       image
       
  4645     } bind def
       
  4646   } ifelse          % end of 'false' case
       
  4647 
       
  4648 
       
  4649 
       
  4650 132 158 8			% dimensions of data
       
  4651 [132 0 0 -158 0 158]		% mapping matrix
       
  4652 {currentfile pix readhexstring pop}
       
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  6549 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
  6550 
       
  6551 
       
  6552 showpage
       
  6553 
       
  6554 % stop using temporary dictionary
       
  6555 end
       
  6556 
       
  6557 % restore original state
       
  6558 origstate restore
       
  6559 
       
  6560 %%Trailer
       
  6561 
       
  6562 %%EndDocument
       
  6563  @endspecial 4623 2582 a FF(One)75 b(step)h(back:)93
       
  6564 b(na)6701 2592 y(\250)6736 2582 y(\021ve)75 b(attempt)i(for)f(big-set)p
       
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  6607 %%BeginDocument: skt-small.ps
       
  6608 %!PS-Adobe-2.0 EPSF-2.0
       
  6609 %%Title: /home/cu200/tex/research/fresh-unification/Edinburgh/skt-small.ps
       
  6610 %%Creator: XV Version 3.10a  Rev: 12/29/94 (PNG patch 1.2)  -  by John Bradley
       
  6611 %%BoundingBox: 240 317 372 475
       
  6612 %%Pages: 1
       
  6613 %%DocumentFonts:
       
  6614 %%EndComments
       
  6615 %%EndProlog
       
  6616 
       
  6617 %%Page: 1 1
       
  6618 
       
  6619 % remember original state
       
  6620 /origstate save def
       
  6621 
       
  6622 % build a temporary dictionary
       
  6623 20 dict begin
       
  6624 
       
  6625 % define string to hold a scanline's worth of data
       
  6626 /pix 396 string def
       
  6627 
       
  6628 % define space for color conversions
       
  6629 /grays 132 string def  % space for gray scale line
       
  6630 /npixls 0 def
       
  6631 /rgbindx 0 def
       
  6632 
       
  6633 % lower left corner
       
  6634 240 317 translate
       
  6635 
       
  6636 % size of image (on paper, in 1/72inch coords)
       
  6637 131.97600 157.96800 scale
       
  6638 
       
  6639 % define 'colorimage' if it isn't defined
       
  6640 %   ('colortogray' and 'mergeprocs' come from xwd2ps
       
  6641 %     via xgrab)
       
  6642 /colorimage where   % do we know about 'colorimage'?
       
  6643   { pop }           % yes: pop off the 'dict' returned
       
  6644   {                 % no:  define one
       
  6645     /colortogray {  % define an RGB->I function
       
  6646       /rgbdata exch store    % call input 'rgbdata'
       
  6647       rgbdata length 3 idiv
       
  6648       /npixls exch store
       
  6649       /rgbindx 0 store
       
  6650       0 1 npixls 1 sub {
       
  6651         grays exch
       
  6652         rgbdata rgbindx       get 20 mul    % Red
       
  6653         rgbdata rgbindx 1 add get 32 mul    % Green
       
  6654         rgbdata rgbindx 2 add get 12 mul    % Blue
       
  6655         add add 64 idiv      % I = .5G + .31R + .18B
       
  6656         put
       
  6657         /rgbindx rgbindx 3 add store
       
  6658       } for
       
  6659       grays 0 npixls getinterval
       
  6660     } bind def
       
  6661 
       
  6662     % Utility procedure for colorimage operator.
       
  6663     % This procedure takes two procedures off the
       
  6664     % stack and merges them into a single procedure.
       
  6665 
       
  6666     /mergeprocs { % def
       
  6667       dup length
       
  6668       3 -1 roll
       
  6669       dup
       
  6670       length
       
  6671       dup
       
  6672       5 1 roll
       
  6673       3 -1 roll
       
  6674       add
       
  6675       array cvx
       
  6676       dup
       
  6677       3 -1 roll
       
  6678       0 exch
       
  6679       putinterval
       
  6680       dup
       
  6681       4 2 roll
       
  6682       putinterval
       
  6683     } bind def
       
  6684 
       
  6685     /colorimage { % def
       
  6686       pop pop     % remove 'false 3' operands
       
  6687       {colortogray} mergeprocs
       
  6688       image
       
  6689     } bind def
       
  6690   } ifelse          % end of 'false' case
       
  6691 
       
  6692 
       
  6693 
       
  6694 132 158 8			% dimensions of data
       
  6695 [132 0 0 -158 0 158]		% mapping matrix
       
  6696 {currentfile pix readhexstring pop}
       
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  8126 
       
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  8138 
       
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  8150 
       
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  8174 
       
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  8185 ceaf69fdfcfbfefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
  8186 
       
  8187 ffffffffffffffffffffffffffffffd9bc7fc38a0cd7990adfa509eab10df2b60cf4bb0b
       
  8188 f4bd0bf4bd0bf4bd0bf5bd0bf4bd0cf4bd0cf5bd0bf4bd0bf5bd0bf5bd0bf4bd0bf4bd0c
       
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  8198 
       
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  8205 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda0dbfc95cceb
       
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  8210 
       
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  8222 
       
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  8234 
       
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  8241 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd97c9e4394248
       
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  8245 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf0b80be2ab13f6eac8fefefefefefefefefefefefe
       
  8246 
       
  8247 fffffffffffffffffffffffffffffffdfcf9c28709d2920ad89c08e5ac09f2b70cf4bb0b
       
  8248 f4bb0bf4bd0bf5bd0bf4bd0cf4bd0bf4bd0cf5bd0bf5bc0bf4bd0cf4bd0bf5bd0cf5bd0b
       
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  8253 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd91bed72e373d030305
       
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  8257 f4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf3b90be9b112edd07ffefefefefefefefefefefefe
       
  8258 
       
  8259 fffffffffffffffffffffffffffffffdfcf9c38707d09109dba008e5ac0cf2b70cf3b90c
       
  8260 f4bb0bf4bb0bf4bb0bf4bd0bf4bd0cf4bb0cf4bd0cf4bd0bf5bd0bf4bd0bf5bd0bf5bd0b
       
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  8264 6aa4d978b1e1a1dbfca1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
  8265 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda2dcfd80a6bb21262a020204010103
       
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  8269 f4bc0bf4bc0bf4bb0bf3b90bf4bb0bf1b70de6ae0cebce7ffefefefefefefefefefefefe
       
  8270 
       
  8271 ffffffffffffffffffffffffffffffdcc189c58807ce9007da9e08e9b00df2b80df2b80b
       
  8272 f4ba0bf4bb0cf4bc0bf4bd0bf4bd0cf4bc0bf4bc0bf4bb0cf4bb0cf4bd0bf4bd0cf5bd0c
       
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  8276 6aa4d96da7db96d0f5a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
  8277 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1d8f7647e8d111214020204010103010103
       
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  8281 f4bc0bf4bb0bf4bb0bf2b80bf0b610e7ae0fe1a709e9ca82fefefefefefefefefefefefe
       
  8282 
       
  8283 fefefefffffffffffffefefefefefed8ba7ec28607d1910adba108e8b00cf1b60cf4ba0c
       
  8284 f3b90bf4bc0bf5bd0cf4bd0cf4bd0bf5bd0bf4bd0cf4bc0cf4bc0bf4bd0bf4bd0bf5bd0c
       
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  8287 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
  8288 6aa4d96aa4d981bce8a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
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  8594 
       
  8595 
       
  8596 showpage
       
  8597 
       
  8598 % stop using temporary dictionary
       
  8599 end
       
  8600 
       
  8601 % restore original state
       
  8602 origstate restore
       
  8603 
       
  8604 %%Trailer
       
  8605 
       
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  8679 %%BeginDocument: skt-small.ps
       
  8680 %!PS-Adobe-2.0 EPSF-2.0
       
  8681 %%Title: /home/cu200/tex/research/fresh-unification/Edinburgh/skt-small.ps
       
  8682 %%Creator: XV Version 3.10a  Rev: 12/29/94 (PNG patch 1.2)  -  by John Bradley
       
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  8687 %%EndProlog
       
  8688 
       
  8689 %%Page: 1 1
       
  8690 
       
  8691 % remember original state
       
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  8693 
       
  8694 % build a temporary dictionary
       
  8695 20 dict begin
       
  8696 
       
  8697 % define string to hold a scanline's worth of data
       
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  8699 
       
  8700 % define space for color conversions
       
  8701 /grays 132 string def  % space for gray scale line
       
  8702 /npixls 0 def
       
  8703 /rgbindx 0 def
       
  8704 
       
  8705 % lower left corner
       
  8706 240 317 translate
       
  8707 
       
  8708 % size of image (on paper, in 1/72inch coords)
       
  8709 131.97600 157.96800 scale
       
  8710 
       
  8711 % define 'colorimage' if it isn't defined
       
  8712 %   ('colortogray' and 'mergeprocs' come from xwd2ps
       
  8713 %     via xgrab)
       
  8714 /colorimage where   % do we know about 'colorimage'?
       
  8715   { pop }           % yes: pop off the 'dict' returned
       
  8716   {                 % no:  define one
       
  8717     /colortogray {  % define an RGB->I function
       
  8718       /rgbdata exch store    % call input 'rgbdata'
       
  8719       rgbdata length 3 idiv
       
  8720       /npixls exch store
       
  8721       /rgbindx 0 store
       
  8722       0 1 npixls 1 sub {
       
  8723         grays exch
       
  8724         rgbdata rgbindx       get 20 mul    % Red
       
  8725         rgbdata rgbindx 1 add get 32 mul    % Green
       
  8726         rgbdata rgbindx 2 add get 12 mul    % Blue
       
  8727         add add 64 idiv      % I = .5G + .31R + .18B
       
  8728         put
       
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  8730       } for
       
  8731       grays 0 npixls getinterval
       
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  8733 
       
  8734     % Utility procedure for colorimage operator.
       
  8735     % This procedure takes two procedures off the
       
  8736     % stack and merges them into a single procedure.
       
  8737 
       
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  8739       dup length
       
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  8741       dup
       
  8742       length
       
  8743       dup
       
  8744       5 1 roll
       
  8745       3 -1 roll
       
  8746       add
       
  8747       array cvx
       
  8748       dup
       
  8749       3 -1 roll
       
  8750       0 exch
       
  8751       putinterval
       
  8752       dup
       
  8753       4 2 roll
       
  8754       putinterval
       
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  8756 
       
  8757     /colorimage { % def
       
  8758       pop pop     % remove 'false 3' operands
       
  8759       {colortogray} mergeprocs
       
  8760       image
       
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  8762   } ifelse          % end of 'false' case
       
  8763 
       
  8764 
       
  8765 
       
  8766 132 158 8			% dimensions of data
       
  8767 [132 0 0 -158 0 158]		% mapping matrix
       
  8768 {currentfile pix readhexstring pop}
       
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 10114 
       
 10115 fffffffffffffffffffffffffffffffffffffffffffefefeffffffffffffffffffffffff
       
 10116 fffffffffffffffffffffffffefefef1e3c6c38c1fcc8f0ad99e09e3aa09eeb50ff3b90b
       
 10117 f4bc0cf5bc0bf4bd0bf5bc0cf5bd0bf4bd0bf4be0bf3bf0bdfb00a775808070503010103
       
 10118 0505061c1b1b59636d73a1cc6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10119 6aa4d96aa4d96aa4d96aa4d96aa4d9669ed16297c8649acb4d769d0101030101031f2a32
       
 10120 9ad2f2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10121 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10122 a1dcfda1dcfdb6cec1dba114e6ad0bf3bb0cf4bd0bf3c20bedc50bd7ab0b523e0c050506
       
 10123 010103010103010103010103010103010103010103010103010103010103010103020203
       
 10124 0303050202041510079d790aeac40cf1cc0df3d10debc91cfdfbf2fefefefefefefefefe
       
 10125 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10126 
       
 10127 fffffffffffffefefefffffffffffffffffffffffffffffffffffffefdfbe4d1aae4d0a6
       
 10128 e4d0a6e4d0a6e2d0ade4cfa6d4b061bf8a1cc88c0ad5980de1a708e9b00befb610f4bb0b
       
 10129 f5bd0bf5bd0bf4bd0bf4bd0cf5bd0cf4bd0bf5bd0bf4bd0bf1bf0bcea0094d3808010103
       
 10130 020203040305121212394147709ac06aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10131 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95482ad0203050101031f2a31
       
 10132 99d1f1a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10133 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10134 a1dcfda1dcfdb7d1c9dca317e7ad0af3ba0cf4bc0befbc0be5ba0bcd9809583e06090604
       
 10135 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10136 01010304030361480adfb10aeec40befc30bf0c50beec60bdcc68cfefefefefefefefefe
       
 10137 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10138 
       
 10139 fffffffffffffffffffffffffffffffffffffefdfce2cda2c1912ec99829c58b0ac68d0c
       
 10140 c78c0bbf8711bb840bba840ec2890bcd920dd59908dea409e6ad0beeb510f3ba0cf4bc0c
       
 10141 f5bd0bf5bd0bf4bd0cf5bd0bf5bd0cf4bd0bf5bd0bf4bd0cf4bd0beebc0bb98a09231907
       
 10142 0101030101030303040a09092f3438688bab6ba5d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10143 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95685b005060a0101031b252c
       
 10144 95cbeaa1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10145 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10146 a1dcfd9dd7f7b2cac3dba217e6ac09f3b90bf3bc0becba0be3b00cce9608745006110b04
       
 10147 020203010103010103010103010103010103010103010103010103010103010103010103
       
 10148 010103352405c18f08e8bc0bebbf0befbb0bf1bd0bf1bf0bd8bb7cfefefefefefefefefe
       
 10149 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10150 
       
 10151 fefefefffffffffffffffffffffffffefdfccead63bf8509cc920bd69b08daa009daa209
       
 10152 d99f09d69b08d1980cd39809d79c09dca308e1a809e7ae0dedb40ef4bb0cf5bd0bf5bd0c
       
 10153 f4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf4bd0bf3c20be2b90b886308
       
 10154 0a0704010103010103020204040405181a1c58748d6da4d76aa4d96aa4d96aa4d96aa4d9
       
 10155 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95888b4070a0f010103171f25
       
 10156 90c5e2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10157 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9ed8f8
       
 10158 93c8e78cc0dda5bab1daa116e5ac0df1b70cf0b80beab40ae1a809d196089e6c082d1e04
       
 10159 060403030203010103010103010103010103010103010103010103010103010103040303
       
 10160 231804a57307dfa909e4bb0bebb90beeb70bf0ba0bf3ba0bd7b987fefefefefefefefefe
       
 10161 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10162 
       
 10163 fefefefefefefefefefefefeffffffefe3cbbb8208d2960bd89d09e0a60be4aa0be6ad0d
       
 10164 e4ab0be1a808e1a808e0a709e5ac0be8b00fedb30defb50ff4bc0bf4bd0bf4bd0bf5bd0b
       
 10165 f4bd0bf4bd0bf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf4bb0cf4bd0bf4bf0cedc80cd1a30a
       
 10166 573f060101030101030202030302030202041011134f63756ca1d26aa4d96aa4d96aa4d9
       
 10167 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95b8dbb0b111801010311171c
       
 10168 89bbd7a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10169 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9fd9fa92c7e6
       
 10170 8bbedb8abddaa4b9afd8a015e5ac0ceeb60cecb70be9b10adea408cd9107b17b08795205
       
 10171 1d15050906040202030101030101030101030101030101030101030302030b07033a2604
       
 10172 a16f06d29707dfad09e6b40aecb40beeb60bf1b70beeb50cd6b878fefefefefefefefefe
       
 10173 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10174 
       
 10175 fffffffffffffffffffefefefefefdc7a15cc48b0fd89c09e2a80beab10feeb40ceeb40c
       
 10176 edb40cecb310e8af0beaaf0aefb40cf3ba0cf3b80bf4bc0bf5bd0bf4bd0bf4bd0bf5bd0b
       
 10177 f4bd0bf4bd0bf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf4bc0bf2bb0bf4bd0befc60ce5bd0b
       
 10178 ae83091c13040101030101030101030101030202030c0c0d3c4a566798c46aa4d96aa4d9
       
 10179 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95f93c3101922010103090c0f
       
 10180 7fadc8a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10181 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9dd6f68cc0dd
       
 10182 8bbedb8abddaa4b7abd99f13e2a90beab20bebb30ae6ad09dda308d29607bb8308ac7608
       
 10183 8156053020040a0704080603070505050304030203060403160f04402b057c5406aa7708
       
 10184 cb9007d9a008e3ac09ebb40aedb90bf1b80bf3ba0bf2b70ce2c175fefefefefefefefefe
       
 10185 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10186 
       
 10187 fffffffffffffffffffffffffefefed3b373ca8f0edca208e8b00cecb40bf1b50bf3b80b
       
 10188 f2b80bf1ba0bf0b90cf3b80bf4bb0bf4bb0cf4bd0bf5bd0cf5bd0bf4bd0bf4bd0bf5bd0b
       
 10189 f4bd0cf4bd0bf4bd0cf5bd0bf5bd0bf4bd0bf4bc0bf4bc0cf3ba0bf2bb0bf3bf0cebc60c
       
 10190 d9ae0a705007040303010103010103010103010103020203070709242b325d83a66ba5d9
       
 10191 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9649bcd172330010103020305
       
 10192 729bb3a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10193 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd99d1f08cbfdc
       
 10194 8abdda8abddaa2b7aed79d16e0a60ae9b00aeab20ae6ad09e0a808d59907c68b07b88108
       
 10195 b27a08a26e07875d07714c066443056443056646067f57079a6907aa7509b57d08c38c08
       
 10196 d99d09e3aa09e9b00aeeb70bf2b90bf3bb0bf4ba0bf4bb0be7c050fdfcfafefefefefefe
       
 10197 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10198 
       
 10199 fffffffffffffffffffffffffdfcfbb98725cd920cdda408e9b00aeeb50bf3b90cf4bb0c
       
 10200 f4bc0cf4ba0bf4bb0bf4bb0bf4bd0bf5bd0bf4bd0cf4bd0cf5bd0cf4bc0bf4bb0bf5bd0b
       
 10201 f4bd0bf4bd0bf4bd0cf4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf4bc0bf1bb0bf4bd0bf0c50c
       
 10202 e6c10cbe90092d21050101030101030101030101030101030101030707081d1f21566f86
       
 10203 6ea5d66aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d969a3d71f3041010103010103
       
 10204 59798ca1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10205 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd98cfef8cc0dd
       
 10206 8abdda8abddaa0b5acd49919dca008e5ac09ebb30ae7ae09e2a908daa008ce9307c58907
       
 10207 bd8407ba8108b57d08b27b08ae7808af7909b17a08b47c07b47f08be8607c88f08d69b09
       
 10208 e4ab09ecb30af0b80bf2b90bf4bb0bf4bb0bf4bc0bf4bb0be9b10df4e7c3fefefefefefe
       
 10209 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10210 
       
 10211 fffffffffffffffffffffffffdfcfab47d0bcd9209e0a608e9b00cf0b50bf3b90cf5bd0b
       
 10212 f5bd0bf4bc0cf4bc0bf4bd0bf4bc0cf4bb0bf4bd0bf4bd0cf5bd0bf4bc0bf4bb0cf5bd0b
       
 10213 f4bd0bf4bd0cf5bd0bf5bc0bf5bd0cf5bd0bf4bd0bf4bd0cf4bc0bf3ba0bf2bb0bf2bf0b
       
 10214 efc90dddb30b876007080604010103010103010103010103010103020203030204101112
       
 10215 59677477a8d56aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d92f4961010103010103
       
 10216 3b515ea1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10217 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd97cfee8cc0dd
       
 10218 8abdda8abdda9eb4aacc941dd99c0be5ac09e8b00ae9b00ae5ac09dea308d59808cd9207
       
 10219 c98d07c58908c58908c08607c08507be8608c28707c68a07ca8f07cf9507d79e08e2aa09
       
 10220 f0b50bf3b90bf4bb0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf0b60edeac19f3e6c7fefefe
       
 10221 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10222 
       
 10223 fefefefffffffffffffefefefefefed1b478c8900cdca308e5ac0aefb50ef3b90cf5bd0c
       
 10224 f4bd0bf4bd0bf5bd0bf5bd0cf4bd0cf5bd0bf5bd0bf4bd0cf4bd0cf5bd0cf4bd0bf4bd0b
       
 10225 f4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf5bd0cf5bd0cf4bd0bf4bd0bf4bc0bf4bb0bf4bc0b
       
 10226 f1c10befc90dcb9c0a433007010103010103010103010103010103010103010103020204
       
 10227 161515737f8975a9d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9426587010103010103
       
 10228 202c3499d1f1a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10229 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd99d0f08ec2df
       
 10230 8abdda8abdda9cb2abc38f18d39609e1a808e9b00ae9b00ae8b00ae2a908daa108d79a08
       
 10231 d4960ad09308cf9108cd9107cc9007cc9107cc9107d09507d29807dba208e1a708ebb30a
       
 10232 f4bb0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf1b70ef3b90cebb40be2bc4efefdfa
       
 10233 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10234 
       
 10235 fefefefefefefffffffefefeffffffd5bb88c88d0cdaa008e4aa09eeb40ef0b710f5bd0b
       
 10236 f5bd0bf4bd0cf5bd0cf5bd0bf4bd0bf5bd0cf5bd0cf4bd0bf5bd0bf4bd0cf4bd0cf4bd0c
       
 10237 f4bd0bf4bd0bf4bd0bf5bd0cf4bd0bf4bd0bf5bd0cf4bd0cf4bd0bf4bc0bf4bc0bf4bc0b
       
 10238 f4be0befc80ce4ba0ba67a08171104010103010103010103010103010103010103010103
       
 10239 0303042d2d2d81a0bd6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95482ac05070a010103
       
 10240 0e131785b6d2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10241 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9cd5f590c5e3
       
 10242 8bbedb8abdda9aafa9be8a15cf9208dca108e6ad09e9b10aebb30ae7ae09e0a708dca308
       
 10243 d99d08d79c08d79a09d29707d49907d39a08d49a08d99e08dda408e2a908e8b00af0b60b
       
 10244 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf2bb0bf2ba0ef0b50ee6b00fdbbb5c
       
 10245 fdfcfafefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10246 
       
 10247 fffffffffffffefefefefefeffffffd9bc81c48b0cd89c08e2a809eab20cf2b70cf4bb0b
       
 10248 f5bd0bf4bd0cf5bd0bf5bd0bf4bd0bf5bd0cf5bd0bf4bc0bf5bd0cf5bd0bf4bd0bf4bd0c
       
 10249 f5bd0bf4bd0bf4bd0cf5bd0bf4bd0bf4bd0bf5bc0cf4bc0bf4bd0bf4bc0bf4bc0bf4bc0b
       
 10250 f2bc0bf2c10beec60bd6a709705107040406010103010103010103010103010103010103
       
 10251 0101030b0a0a6573806ba5da6aa4d96aa4d96aa4d96aa4d96aa4d96094c4111a24010103
       
 10252 020204658a9fa1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10253 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9fd9fa93c9e7
       
 10254 8bbfdc8abdda9aafa9b58619ca8e08dba008e5ac09e9b10aedb40becb30be7ae09e3aa08
       
 10255 e0a608dea408dea408dba208daa208dba308dfa508e0a708e4ab08e7ae09eeb40bf3b80b
       
 10256 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3b90bf1b80ef0b50ce3aa0c
       
 10257 ceaf69fdfcfbfefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10258 
       
 10259 ffffffffffffffffffffffffffffffd9bc7fc38a0cd7990adfa509eab10df2b60cf4bb0b
       
 10260 f4bd0bf4bd0bf4bd0bf5bd0bf4bd0cf4bd0cf5bd0bf4bd0bf5bd0bf5bd0bf4bd0bf4bd0c
       
 10261 f5bd0cf4bd0bf4bd0bf5bd0bf4bd0bf4bd0bf5bd0cf4bd0cf4bd0bf4bc0bf4bc0bf4bb0b
       
 10262 f4bb0bf2bd0bf1c60ce7c00cc29209342505010103010103010103010103010103010103
       
 10263 0101030303054b555e6fa7da6aa4d96aa4d96aa4d96aa4d96aa4d969a2d6223345010103
       
 10264 010103364a56a1dbfca1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10265 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd96cded
       
 10266 8cbfdc8dc1de98a79db38311c98e08d99e08e3aa09ebb20af0b50befb50beeb40becb20a
       
 10267 e6ad09e4ab08e4ab08e2a908e2a908e2a908e4ab08e6ad09e9b00aecb30beeb70bf3b90b
       
 10268 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3ba0cf1ba0bedb50d
       
 10269 e4ab0bdebe5bfefdfbfefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10270 
       
 10271 fffffffffffffffffffffffffffffff9f5ecc18808d4980fdca108e8b00df2b60cf4bb0b
       
 10272 f4bd0bf5bd0cf4bd0bf4bd0cf4bd0bf5bc0bf4bd0cf4bd0bf4bd0cf5bd0bf4bd0bf4bd0c
       
 10273 f5bd0bf5bd0cf4bd0bf5bd0bf4bd0cf5bd0bf5bd0cf4bd0bf4bd0bf4bc0bf4bc0bf4bc0b
       
 10274 f4bc0bf4bb0bf1c00cedc80cdeb30a976d070b0903010103010103010103010103010103
       
 10275 01010303030543515d6ba5da6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d93e607f010103
       
 10276 010103151c228dc1dea1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10277 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda0dbfc95cceb
       
 10278 8cbfdd8aadc0564d30ad7a09c98e08d99e08e3aa09ebb20af1b60bf2b70bf2b70bf0b50b
       
 10279 edb40bebb20ae7af09e7af09e7af09e7af09e9b00aecb20aecb30bf0b60bf2b60bf4ba0b
       
 10280 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf2ba0ef1b70c
       
 10281 f1ba0beab30ae4c25ef2e8d0fefefefefefefefefefefefefefefefefefefefefefefefe
       
 10282 
       
 10283 fefefefffffffffffffffffffffffffdfcf9bf8408d2930bdda408e8b00df0b50ef4bb0c
       
 10284 f4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf5bd0bf4bd0bf4bd0bf4bd0bf4bd0b
       
 10285 f4bd0cf4bd0cf4bd0cf5bd0cf4bd0bf4bd0cf5bd0cf4bd0cf4bd0cf4bc0bf4bc0bf4bc0b
       
 10286 f4bc0bf4bc0bf4bd0befc20bebc50cd2a109644806040303010103010103010103010103
       
 10287 0101030808095474916aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95786b2080b10
       
 10288 010103030306678da2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10289 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd98cfee
       
 10290 99c5dd44494b4e3709ad7808cb8f08d99d08e2a908ebb20af2b80bf3b90bf3b90bf4ba0b
       
 10291 f0b70bf1b50beeb40beeb40beeb40beeb40beeb60bf1b70bf2b70bf1ba0bf3b90bf4bc0b
       
 10292 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0b
       
 10293 f4ba0bf2b90bf2b90ce2b018ead49dfefdfcfefefefefefefefefefefefefefefefefefe
       
 10294 
       
 10295 fefefefffffffefefefffffffefefefdfcf9bc840dd19310dba108e6ae0cf1b70ef4ba0b
       
 10296 f4bd0cf4bd0bf4bc0cf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf4bc0cf4bd0b
       
 10297 f4bd0cf4bc0bf4bd0cf4bd0bf4bd0cf4bd0bf4bc0cf4bd0bf4bd0cf4bc0bf4bb0bf4bc0b
       
 10298 f4bb0bf4bb0bf4bc0befbe0befcb0ce7bf0bbf8c082f2205010103010103010103010103
       
 10299 0505063e4d5b6ca2d26aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9669ed11b2938
       
 10300 0101030101032f404b9ed7f8a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10301 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9acae6
       
 10302 4850550e0d0c533908ac7708cb9007da9e08e4aa08ebb30af0b70bf1ba0bf4ba0bf4bc0b
       
 10303 f4bc0bf4bc0bf4bc0bf3ba0bf4ba0bf4bb0bf3bb0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10304 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10305 f4bc0bf4bc0bf4bb0bf4bb0becb60ed7a828e4d0aafefdfdfefefefefefefefefefefefe
       
 10306 
       
 10307 fefefefefefefefefefffffffffffffdfcf9c0860fcf910bdb9f09e5ac0ff0b50ef4bb0c
       
 10308 f5bc0cf5bd0bf5bd0bf5bd0bf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf5bd0bf5bd0bf5bd0b
       
 10309 f4bd0bf4bd0bf4bd0bf4bc0bf5bd0bf4bd0bf5bd0cf5bd0cf4bd0cf4bc0bf4bb0bf4bc0b
       
 10310 f4bc0bf4bc0bf4bc0bf1bc0befbf0befcc0dddb20b9063060d09040505060b0b0c343639
       
 10311 62798e6ea2d26aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d93c5c7a
       
 10312 0101030e1217435b6a97ceeda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10313 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd97c9e4394248
       
 10314 080809070606573b06aa7609cb9207d89e08e3aa08ecb30bf2b80bf3ba0bf4bc0bf4bc0b
       
 10315 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10316 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10317 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf0b80be2ab13f6eac8fefefefefefefefefefefefe
       
 10318 
       
 10319 fffffffffffffffffffffffffffffffdfcf9c28709d2920ad89c08e5ac09f2b70cf4bb0b
       
 10320 f4bb0bf4bd0bf5bd0bf4bd0cf4bd0bf4bd0cf5bd0bf5bc0bf4bd0cf4bd0bf5bd0cf5bd0b
       
 10321 f4bd0bf4bd0cf4bd0bf5bd0cf4bd0bf4bd0bf5bd0bf5bd0bf4bd0cf4bc0bf4bc0bf4bc0b
       
 10322 f4bc0bf4bc0bf4ba0bf3bb0bf1bd0becc60ceac60dcf9d09775915647888779abb73a5d2
       
 10323 6ca5d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95e92c1
       
 10324 44698b7cafd49fd9f9a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10325 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd91bed72e373d030305
       
 10326 0101030f0b04644306a77509c98f07d9a108e5ac09ecb30bf0b80bf4ba0bf4bb0bf4bc0b
       
 10327 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10328 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10329 f4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf3b90be9b112edd07ffefefefefefefefefefefefe
       
 10330 
       
 10331 fffffffffffffffffffffffffffffffdfcf9c38707d09109dba008e5ac0cf2b70cf3b90c
       
 10332 f4bb0bf4bb0bf4bb0bf4bd0bf4bd0cf4bb0cf4bd0cf4bd0bf5bd0bf4bd0bf5bd0bf5bd0b
       
 10333 f4bd0cf5bd0cf4bd0cf4bd0bf5bd0bf4bd0bf5bd0bf5bd0cf4bd0cf4bc0bf4bc0bf4bc0b
       
 10334 f4bc0bf4bc0bf4bc0bf4bb0bf0bc0bebbd0bebc50ce1b70abe8c0a8083706da6d96aa4d9
       
 10335 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10336 6aa4d978b1e1a1dbfca1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10337 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda2dcfd80a6bb21262a020204010103
       
 10338 010103150e046b4806a87708c99108daa008e5ac09ecb30bf3b90bf4bb0bf4bc0bf4bc0b
       
 10339 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10340 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10341 f4bc0bf4bc0bf4bb0bf3b90bf4bb0bf1b70de6ae0cebce7ffefefefefefefefefefefefe
       
 10342 
       
 10343 ffffffffffffffffffffffffffffffdcc189c58807ce9007da9e08e9b00df2b80df2b80b
       
 10344 f4ba0bf4bb0cf4bc0bf4bd0bf4bd0cf4bc0bf4bc0bf4bb0cf4bb0cf4bd0bf4bd0cf5bd0c
       
 10345 f4bd0bf5bd0bf4bd0cf4bd0bf4bd0bf4bd0cf4bd0bf5bd0bf4bd0cf4bc0bf4bc0bf4bc0b
       
 10346 f4bc0bf4bc0bf4bb0bf4bb0bf4bb0befbc0be9c10be8c10cd6a509a47a177797ac6aa4d9
       
 10347 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10348 6aa4d96da7db96d0f5a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10349 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1d8f7647e8d111214020204010103010103
       
 10350 0101031f1504744d05a87508c99008dca208e5ac09edb40bf3b80bf4bb0bf4bc0bf4bc0b
       
 10351 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10352 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10353 f4bc0bf4bb0bf4bb0bf2b80bf0b610e7ae0fe1a709e9ca82fefefefefefefefefefefefe
       
 10354 
       
 10355 fefefefffffffffffffefefefefefed8ba7ec28607d1910adba108e8b00cf1b60cf4ba0c
       
 10356 f3b90bf4bc0bf5bd0cf4bd0cf4bd0bf5bd0bf4bd0cf4bc0cf4bc0bf4bd0bf4bd0bf5bd0c
       
 10357 f4bd0cf4bd0bf4bd0bf4bd0cf4bd0cf4bd0bf4bd0bf5bd0cf4bd0cf4bc0bf4bc0bf4bc0b
       
 10358 f4bc0bf4bc0bf4bc0bf4bb0bf4bb0bf0bb0be9bd0be9c20be1ba0bca960d85703b6ea1ce
       
 10359 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10360 6aa4d96aa4d981bce8a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10361 a1dcfda1dcfda1dcfda1dcfda1dcfd95c5e0404e57060709010103010103010103010103
       
 10362 010103291c04734e05a67108c88d07dca308e7ae09edb50bf2b80bf4bb0bf4bc0bf4bc0b
       
 10363 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10364 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10365 f4bb0bf4bc0bf1b70deab10ce4ab0ddca209e0af3efcf9f2fefefefefefefefefefefefe
       
 10366 
       
 10367 fefefefefefefffffffefefefdfcfabb8412c38707d19209dea408ecb20df3b90cf3b90c
       
 10368 f4bb0bf4bc0bf4bb0cf4bd0cf4bd0bf5bc0bf4bd0cf4bd0cf5bd0bf4bd0bf4bd0bf5bd0b
       
 10369 f5bd0cf4bd0bf4bd0bf4bd0cf5bd0cf4bd0bf4bd0bf4bd0cf5bd0bf4bc0bf4bc0bf4bc0b
       
 10370 f4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf4bc0bebbc0be8c00be7bf0bd6a50aa77a0b727668
       
 10371 6da5d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10372 6aa4d96aa4d972acde9bd6f9a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10373 a1dcfda1dcfda1dcfd9fd8f76b8c9e191e23020204010103010103010103010103010103
       
 10374 0101032d1f04754f05a46e06c68d09dda409e6ad09edb50bf2b90bf4bb0bf4bc0bf4bc0b
       
 10375 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10376 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0b
       
 10377 f4bb0bf1b70de9b012e0a609d99c0ace900aead9bdfefefefefefefefefefefefefefefe
       
 10378 
       
 10379 ffffffffffffffffffffffffede0c5bc8107c68907d69b08e8af0af2b70cf3b90cf4bb0b
       
 10380 f4bb0bf4bd0cf5bc0bf4bd0bf4bd0cf5bd0bf5bd0bf4bd0cf5bd0bf4bd0bf4bd0cf5bd0b
       
 10381 f5bd0bf5bd0cf4bd0bf4bd0bf4bd0cf4bd0bf4bd0bf4bd0bf5bd0cf4bc0bf4bc0bf4bc0b
       
 10382 f4bc0bf4bc0bf4bb0bf4bc0bf4bc0bf4ba0befb90be5b80be6bc0bd9a709bc8508815c10
       
 10383 637a8b6da6d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10384 6aa4d96aa4d96ba5da8bc6efa1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 10385 a1dcfda1dbfb7ea7be2f3c44050608010103010103010103010103010103010103010103
       
 10386 030203372504775005a36f07c58c08dba308e8af0aefb40bf3b80bf4bb0bf4bc0bf4bc0b
       
 10387 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10388 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3ba0bf3b90b
       
 10389 f0b50de7af10dca00ad6980dc78a0ae6d2b2fefefefefefefefefefefefefefefefefefe
       
 10390 
       
 10391 fffffffffffffefefefefefdc79e4cc08507ce9107e0a608f1b70bf4ba0bf3b90cf4bb0c
       
 10392 f4bc0cf4bd0bf4bd0bf4bd0bf4bd0bf5bd0cf5bd0cf4bd0cf5bc0bf5bd0bf5bd0bf5bd0b
       
 10393 f5bd0bf5bd0cf5bd0cf5bd0cf5bd0bf5bd0bf5bd0bf5bd0bf5bd0cf4bc0bf4bc0bf4bc0b
       
 10394 f4bc0bf4bc0bf4bb0bf4bb0bf4bc0bf3ba0bf1b80be5b30ae1b40adaa709c68e07956908
       
 10395 483513526a806ea3d46aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10396 6aa4d96aa4d96aa4d976b1e19ed9fba1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda2d9f7
       
 10397 7ea3b837444c080a0c020203010103010103010103010103010103010103010103010103
       
 10398 0706063f2b07774f05a57007c68c08dca208e6ad09efb40df3ba0bf4bb0bf4bc0bf4bc0b
       
 10399 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10400 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3b90bf2b60bf0b50de9af0d
       
 10401 e0a609d89d0bce920bcb9c44f8f3eafefefefefefefefefefefefefefefefefefefefefe
       
 10402 
       
 10403 fffffffffffffffffffdfdfbba8108c78a08d89b0ae3aa09efb70bf2ba0bf3b90cf4bb0b
       
 10404 f4bb0cf4bb0bf5bd0bf5bd0cf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf5bd0bf4bd0cf5bd0b
       
 10405 f5bd0cf4bd0bf4bd0bf4bd0cf4bd0bf5bd0cf5bd0bf5bd0bf5bd0cf4bc0bf4bc0bf4bc0b
       
 10406 f4bc0bf4bc0bf4bc0bf4bb0bf4bb0bf4bc0bf1b80be6b009dfad09daa409c99409a77106
       
 10407 6c4705221a0a29313857789771a4d36aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 10408 6aa4d96aa4d96aa4d96ca6da90cbf2a1dcfda1dcfda2dcfda4d7f385aabf5f7480252a2e
       
 10409 0a0a0b020204010103010103010103010103010103010103010103010103010103010103
       
 10410 0b0804462e05794f05a67409c78c08dba208e5ac09edb30df2b90cf4bc0bf4bc0bf4bc0b
       
 10411 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10412 f4bc0bf4bc0bf4bb0bf4bc0bf4bc0bf4bb0bf3b90bf1b70decb20be5ab0cdea409da9e09
       
 10413 d2920ad1a042e7d3abfcfaf5fefefefefefefefefefefefefefefefefefefefefefefefe
       
 10414 
       
 10415 fefefefefefeffffffd8bd87c38707cc8c08d99b0ae0a709e9b00cf1b60bf3b90bf4ba0c
       
 10416 f3ba0bf4bc0cf3b90cf4bb0cf4bd0cf4bc0cf4bb0bf4bc0bf5bc0bf4bd0bf4bd0bf4bd0b
       
 10417 f5bd0bf4bc0bf4bd0bf5bc0bf5bd0bf4bd0bf4bc0bf5bd0bf5bd0cf4bc0bf4bb0bf4bc0b
       
 10418 f4bc0bf4bb0bf4bc0bf4bb0bf4bc0bf4bb0bf3b90bedb30be0a808d8a008cc9307ac7808
       
 10419 875805442d0607060609090b1d21254553605d768c6789a8779ec180aad084afd77fadd8
       
 10420 79a9d576a6d172a2ce70a0cb729ec3718d9d60727d3e4448181b1d0b0b0c020204020203
       
 10421 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10422 150e044931057e5305ac7607c58e09d99f08e5ac09edb40df2b80cf4bb0bf4bc0bf4bc0b
       
 10423 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 10424 f4bb0bf2b70bf3b90bf3b90bf4ba0bf2b80becb30fe3a90cda9e09d4980bcb8e0dcd9e39
       
 10425 d2b279faf7f2fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10426 
       
 10427 fefefefffffffefefed8ba7fc38707c88b07d39708dda308e5ac09efb40ef0b50ef2b60b
       
 10428 f3b90bf2b70bf3b90bf3b80bf3b90bf4bb0bf4bb0bf4bb0bf5bd0bf5bd0bf4bd0bf4bd0b
       
 10429 f5bd0bf5bd0bf4bd0bf5bd0bf5bd0bf4bd0bf4bd0bf4bd0bf4bd0bf4bc0bf4bc0bf4bb0b
       
 10430 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf1bb0bedb40be3ac09d7a108cb9307b17907
       
 10431 8f5d055b3b04150e040101030101030202040606070c0d0e121314191a1c222325202225
       
 10432 171a1c1113161012150f11140b0d10040406020204020204010103010103010103010103
       
 10433 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10434 1f1504553a06855805af7808c58c08d89d08e4ac09ecb30bf3ba0bf4bc0bf4bc0bf4bc0b
       
 10435 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3ba0b
       
 10436 f2b60bedb412f0b50ef0b60eeeb30de6ad0cdca109d3950cc18711c39539e2d0acfcfaf6
       
 10437 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10438 
       
 10439 fefefefefefefefefedabd80bd8308c38707cf9109d89b09dca108e4ab09e5ac09e8b00d
       
 10440 e9b00febb210ecb20deeb410efb510f1b70df2b80bf4ba0bf3b80bf3ba0bf4bb0bf4bb0c
       
 10441 f4bb0cf5bd0cf4bd0cf5bd0cf5bd0cf4bd0bf5bd0bf4bd0bf4bd0bf4bc0bf4bc0bf4bc0b
       
 10442 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf0b80bebb20ae2aa09d89f08ca9007af7706
       
 10443 905e05644105291b04010103010103010103010103010103010103010103010103010103
       
 10444 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10445 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10446 251a045e3c058a5a05b07807c38907d49a07e3aa08ebb10af3ba0bf4bc0bf4bc0bf4bc0b
       
 10447 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf3b80bedb412
       
 10448 eab110e8b00ee7ae0fe3a90adca208d49807c88c08ba9038dac9abfbf9f6fefefefefefe
       
 10449 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10450 
       
 10451 ffffffffffffffffffd6ba80b67d09c08507c48907c98d07d09407d69908dca108dca308
       
 10452 e0a608e2a909e2a909e4ab09e5ac09e7ae0ae8b00fecb20feeb50ef1b70ef1b70df2b70c
       
 10453 f2b80bf3b90cf3b80bf4bb0bf4bb0cf4bd0bf4bd0cf4bd0bf4bd0bf4bc0bf4bc0bf4bc0b
       
 10454 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf2b80be8b00adfa508d49a08c48907a97105
       
 10455 8e5c046d4604422b05080603010103010103010103010103010103010103010103010103
       
 10456 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10457 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10458 271a045f3d048a5904ae7507bf8508d19808dea508e7ae0bf1b80cf2b80bf4bc0bf4bc0b
       
 10459 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf4bb0bf3b80bf3ba0bf0b50de9b00de4ab09
       
 10460 e1a709dea308da9f09d39608c68b07ad7606bea373f6f4effefefefefefefefefefefefe
       
 10461 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10462 
       
 10463 fffffffffffffffffffcfaf6c2953db47a07b67e07bb8007bc8208c18708c88c07cb8f09
       
 10464 d09309d3930ad49807d89a0ad89b09dca108dca108dfa509e2a909e3a909e7ae0deab00c
       
 10465 eab10defb50ff0b60ef3b90bf2b70bf2b60cf4bb0cf4bb0bf4bb0bf4bb0bf4bb0bf4bb0b
       
 10466 f4bc0bf4bb0bf4bb0bf4bc0bf4ba0bf3b90bf0b40be3aa09d69e08c98f07b87f08a26c06
       
 10467 8c5a047149044f33050d0903010103010103010103010103010103010103010103010103
       
 10468 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10469 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10470 2b1d045f3d04875504a87005b97f08cd8f08d99e08e2a909edb310f2b90ef3b80bf3b90b
       
 10471 f4bc0bf4bb0bf4bb0bf4bb0bf2b70bf2b70bf2b60befb50eeab212e6ad0de1a709db9f0a
       
 10472 d89a0ad39409cd8f08bd8207a87f34f5f0e8fefefefefefefefefefefefefefefefefefe
       
 10473 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 10474 
       
 10475 fffffffffffffffffffffffffcfaf6cdaf75b3893ba16b05a56f06ab7306ae7506b37a07
       
 10476 b67c07bb8007c08508c58907c88c07cb8e07ce9108ce9009d39509d49907da9f08dda308
       
 10477 e0a608e1a709e4aa09e6ad0debb10defb610f2b70cf4bb0bf4bb0bf4bb0bf4bb0bf4bb0b
       
 10478 f4bc0bf3b90bf4ba0bf3b80bf2b80cf0b70ee7ae0bdca108cf9308be8408ac74069a6404
       
 10479 8756046e46044b31050d0903010103010103010103010103010103010103010103010103
       
 10480 010103010103010103010103010103010103010103010103010103010103010103010103
       
 10481 010103010103010103010103010103010103010103010103010103010103010103010103
       
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 10582 
       
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 10594 
       
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 10606 
       
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 10630 
       
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 10666 
       
 10667 
       
 10668 showpage
       
 10669 
       
 10670 % stop using temporary dictionary
       
 10671 end
       
 10672 
       
 10673 % restore original state
       
 10674 origstate restore
       
 10675 
       
 10676 %%Trailer
       
 10677 
       
 10678 %%EndDocument
       
 10679  @endspecial 4698 2577 a FF(Better)77 b(attempt)f(for)g(big-set)p
       
 10680 Black Black 1 1 0.8 TeXcolorrgb 1 1 0.8 TeXcolorrgb 4623
       
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 10682 3326 a FC(F)48 b(tr)10 b(m)p Black Blue 58 w FE(::=)p
       
 10683 Black Blue 118 w FF(er)p Black 3046 w('error')p Blue
       
 10684 5731 3661 a Fx(j)p Black Blue 331 w FF(Var)p Black Blue
       
 10685 175 w FE(:)95 b FC(Atom)p Black 1664 w FF('atoms')p Blue
       
 10686 5731 3996 a Fx(j)p Black Blue 331 w FF(App)p Black Blue
       
 10687 134 w FE(:)g FC(F)48 b(tr)10 b(m)74 b Fx(\002)i FC(F)48
       
 10688 b(tr)10 b(m)p Black 410 w FF('pairs')p Blue 5731 4330
       
 10689 a Fx(j)p Black Blue 331 w FF(Se)p Black Blue 280 w FE(:)6938
       
 10690 4330 y
       
 10691  tx@Dict begin tx@NodeDict begin {9.87999 0.0 108.68596 54.34297 4.93999
       
 10692 } false /N@C 16 {InitRnode } NewNode end end
       
 10693  6938 4330 a FC(Atom)95 b Fx(!)g FC(F)48 b(tr)10
       
 10694 b(m)p Black 277 w FF(')p FC(\013)p FF(-eq-cl')p 1 1 0.8
       
 10695 TeXcolorrgb Black 4725 5407 a
       
 10696  tx@Dict begin tx@NodeDict begin {30.4341 23.23412 253.09595 126.54797
       
 10697 3.59999 } false /N@D 16 {InitRnode } NewNode end end
       
 10698  4725 5407 a Red Black 1 1 0.8
       
 10699 TeXcolorrgb Black 78 w @beginspecial @setspecial
       
 10700  tx@Dict begin STP newpath 0.8 SLW TeXDict begin Red end  0.15 true
       
 10701 3.8 neg 23.23412 neg 249.29594 30.4341 .5 Frame  gsave 1 1 0.8  setrgbcolor
       
 10702 fill grestore gsave 0.8 SLW TeXDict begin Red end 0 setlinecap stroke
       
 10703  grestore end
       
 10704  
       
 10705 @endspecial
       
 10706 -350 x FF(same)76 b(idea,)g(but)g(encoding)g(with)f(\(partial\))4803
       
 10707 5349 y(functions,)h(along)f(the)h(lines:)p Black Black
       
 10708 4962 5734 a(\224)p Blue(if)191 b FC(t)5575 5626 y Fr(0)5751
       
 10709 5734 y Fx(2)95 b FE([)p FC(\025a:t)p FE(])6867 5778 y
       
 10710 Fw(\013)7223 5734 y FF(then)191 b('yes')f(else)g(er)p
       
 10711 Black 1 w(\224)p Red Black 4623 4624 a
       
 10712  tx@Dict begin gsave STV newpath 0.8 SLW TeXDict begin Red end  /ArrowA
       
 10713 { moveto } def /ArrowB { BeginArrow 1.  1.  scale false 0.4 1.4 1.5
       
 10714 2. Arrow  EndArrow  } def /NCLW CLW def tx@NodeDict begin 0.0 0.0 neg
       
 10715 0.0 0.0 0 0 /N@D /N@C InitNC { /AngleA 90.  def /AngleB 230.  def 0.9
       
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 10720  0 setgray
       
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 10723 0 TeXcolorgray 4360 6416 a
       
 10724  tx@Dict begin -90 Rot  end
       
 10725  4360 6416 a eop end
       
 10726 %%Page: 7 11
       
 10727 TeXDict begin 7 10 bop 0 TeXcolorgray 4360 6416 a
       
 10728  tx@Dict begin 90 Rot  end
       
 10729  4360
       
 10730 6416 a 4609 1909 a
       
 10731 SDict begin /product where{pop product(Distiller)search{pop pop pop
       
 10732 version(.)search{exch pop exch pop(3011)eq{gsave newpath 0 0 moveto
       
 10733 closepath clip/Courier findfont 10 scalefont setfont 72 72 moveto(.)show
       
 10734 grestore}if}{pop}ifelse}{pop}ifelse}if end
       
 10735  4609 1909 a 4609 1909 a
       
 10736 SDict begin H.S end
       
 10737  4609 1909
       
 10738 a 0 TeXcolorgray 0 TeXcolorgray 4609 1909 a
       
 10739 SDict begin H.R end
       
 10740  4609 1909
       
 10741 a 4609 1909 a
       
 10742 SDict begin [ /View [/XYZ H.V] /Dest (page.1) cvn H.B /DEST pdfmark
       
 10743 end
       
 10744  4609 1909 a 4609 1909 a
       
 10745 SDict begin [ {ThisPage}<</Trans << /S /R >> >> /PUT pdfmark end
       
 10746  4609 1909 a 4609
       
 10747 1909 a
       
 10748 SDict begin [ /Page 11/View [ /XYZ null null null ] /Title (Permutations for Big-Set)
       
 10749 /OUT pdfmark end
       
 10750  4609 1909 a Gray 4832 2027 a FH(P)-10 b(ermutations)128
       
 10751 b(f)-13 b(or)129 b(Big-Set)p 0 TeXcolorgray Black 10403
       
 10752 6151 a @beginspecial 240 @llx 317 @lly 372 @urx 475 @ury
       
 10753 211 @rwi @clip @setspecial
       
 10754 %%BeginDocument: skt-small.ps
       
 10755 %!PS-Adobe-2.0 EPSF-2.0
       
 10756 %%Title: /home/cu200/tex/research/fresh-unification/Edinburgh/skt-small.ps
       
 10757 %%Creator: XV Version 3.10a  Rev: 12/29/94 (PNG patch 1.2)  -  by John Bradley
       
 10758 %%BoundingBox: 240 317 372 475
       
 10759 %%Pages: 1
       
 10760 %%DocumentFonts:
       
 10761 %%EndComments
       
 10762 %%EndProlog
       
 10763 
       
 10764 %%Page: 1 1
       
 10765 
       
 10766 % remember original state
       
 10767 /origstate save def
       
 10768 
       
 10769 % build a temporary dictionary
       
 10770 20 dict begin
       
 10771 
       
 10772 % define string to hold a scanline's worth of data
       
 10773 /pix 396 string def
       
 10774 
       
 10775 % define space for color conversions
       
 10776 /grays 132 string def  % space for gray scale line
       
 10777 /npixls 0 def
       
 10778 /rgbindx 0 def
       
 10779 
       
 10780 % lower left corner
       
 10781 240 317 translate
       
 10782 
       
 10783 % size of image (on paper, in 1/72inch coords)
       
 10784 131.97600 157.96800 scale
       
 10785 
       
 10786 % define 'colorimage' if it isn't defined
       
 10787 %   ('colortogray' and 'mergeprocs' come from xwd2ps
       
 10788 %     via xgrab)
       
 10789 /colorimage where   % do we know about 'colorimage'?
       
 10790   { pop }           % yes: pop off the 'dict' returned
       
 10791   {                 % no:  define one
       
 10792     /colortogray {  % define an RGB->I function
       
 10793       /rgbdata exch store    % call input 'rgbdata'
       
 10794       rgbdata length 3 idiv
       
 10795       /npixls exch store
       
 10796       /rgbindx 0 store
       
 10797       0 1 npixls 1 sub {
       
 10798         grays exch
       
 10799         rgbdata rgbindx       get 20 mul    % Red
       
 10800         rgbdata rgbindx 1 add get 32 mul    % Green
       
 10801         rgbdata rgbindx 2 add get 12 mul    % Blue
       
 10802         add add 64 idiv      % I = .5G + .31R + .18B
       
 10803         put
       
 10804         /rgbindx rgbindx 3 add store
       
 10805       } for
       
 10806       grays 0 npixls getinterval
       
 10807     } bind def
       
 10808 
       
 10809     % Utility procedure for colorimage operator.
       
 10810     % This procedure takes two procedures off the
       
 10811     % stack and merges them into a single procedure.
       
 10812 
       
 10813     /mergeprocs { % def
       
 10814       dup length
       
 10815       3 -1 roll
       
 10816       dup
       
 10817       length
       
 10818       dup
       
 10819       5 1 roll
       
 10820       3 -1 roll
       
 10821       add
       
 10822       array cvx
       
 10823       dup
       
 10824       3 -1 roll
       
 10825       0 exch
       
 10826       putinterval
       
 10827       dup
       
 10828       4 2 roll
       
 10829       putinterval
       
 10830     } bind def
       
 10831 
       
 10832     /colorimage { % def
       
 10833       pop pop     % remove 'false 3' operands
       
 10834       {colortogray} mergeprocs
       
 10835       image
       
 10836     } bind def
       
 10837   } ifelse          % end of 'false' case
       
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 12159 01010301010301010301010301010301010301010312191e3f566377a2bb97ceeda1dcfd
       
 12160 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
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 12165 
       
 12166 fefefefffffffefefefefefefffffffefefefefefefffffffefefefefefefffffffefefe
       
 12167 fefefefffffffefefefefefefffffffefefefdfbf8cda44ccb8e0cdca109e9b10df0b70f
       
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 12171 0101030101030101030406081c252c3a4f5c64899e8ec2e09fd9faa1dcfda1dcfda1dcfd
       
 12172 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12173 a1dcfda1dcfdaed5dbdcac21f1bc0bf4ce0cf5d40ff5d710f5d50ff2cd1384670a070504
       
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 12176 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12177 
       
 12178 fefefefefefefefefefefefefefefefefefefffffffefefefefefefefefefefefefefefe
       
 12179 ffffffffffffffffffffffffffffffffffffeddfc2c38708d3950ce1a809e9b00df1b60c
       
 12180 f4bb0cf4bd0cf4bd0bf4bd0bf4bd0cf4bd0cf4bd0becb60b9f7809150f04020204080707
       
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 12184 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12185 a1dcfda1dcfdb4d0c8daa118e9b00cf3bc0bf3c40bf3cc0bf3ce0ce8c10c674f0b050505
       
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 12188 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12189 
       
 12190 fffffffffffffffffffffffffffffffffffffffffffefefeffffffffffffffffffffffff
       
 12191 fffffffffffffffffffffffffefefef1e3c6c38c1fcc8f0ad99e09e3aa09eeb50ff3b90b
       
 12192 f4bc0cf5bc0bf4bd0bf5bc0cf5bd0bf4bd0bf4be0bf3bf0bdfb00a775808070503010103
       
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 12195 9ad2f2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12196 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12197 a1dcfda1dcfdb6cec1dba114e6ad0bf3bb0cf4bd0bf3c20bedc50bd7ab0b523e0c050506
       
 12198 010103010103010103010103010103010103010103010103010103010103010103020203
       
 12199 0303050202041510079d790aeac40cf1cc0df3d10debc91cfdfbf2fefefefefefefefefe
       
 12200 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12201 
       
 12202 fffffffffffffefefefffffffffffffffffffffffffffffffffffffefdfbe4d1aae4d0a6
       
 12203 e4d0a6e4d0a6e2d0ade4cfa6d4b061bf8a1cc88c0ad5980de1a708e9b00befb610f4bb0b
       
 12204 f5bd0bf5bd0bf4bd0bf4bd0cf5bd0cf4bd0bf5bd0bf4bd0bf1bf0bcea0094d3808010103
       
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 12206 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95482ad0203050101031f2a31
       
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 12208 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12209 a1dcfda1dcfdb7d1c9dca317e7ad0af3ba0cf4bc0befbc0be5ba0bcd9809583e06090604
       
 12210 010103010103010103010103010103010103010103010103010103010103010103010103
       
 12211 01010304030361480adfb10aeec40befc30bf0c50beec60bdcc68cfefefefefefefefefe
       
 12212 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12213 
       
 12214 fffffffffffffffffffffffffffffffffffffefdfce2cda2c1912ec99829c58b0ac68d0c
       
 12215 c78c0bbf8711bb840bba840ec2890bcd920dd59908dea409e6ad0beeb510f3ba0cf4bc0c
       
 12216 f5bd0bf5bd0bf4bd0cf5bd0bf5bd0cf4bd0bf5bd0bf4bd0cf4bd0beebc0bb98a09231907
       
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 12218 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95685b005060a0101031b252c
       
 12219 95cbeaa1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12220 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12221 a1dcfd9dd7f7b2cac3dba217e6ac09f3b90bf3bc0becba0be3b00cce9608745006110b04
       
 12222 020203010103010103010103010103010103010103010103010103010103010103010103
       
 12223 010103352405c18f08e8bc0bebbf0befbb0bf1bd0bf1bf0bd8bb7cfefefefefefefefefe
       
 12224 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12225 
       
 12226 fefefefffffffffffffffffffffffffefdfccead63bf8509cc920bd69b08daa009daa209
       
 12227 d99f09d69b08d1980cd39809d79c09dca308e1a809e7ae0dedb40ef4bb0cf5bd0bf5bd0c
       
 12228 f4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf4bd0bf3c20be2b90b886308
       
 12229 0a0704010103010103020204040405181a1c58748d6da4d76aa4d96aa4d96aa4d96aa4d9
       
 12230 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95888b4070a0f010103171f25
       
 12231 90c5e2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12232 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9ed8f8
       
 12233 93c8e78cc0dda5bab1daa116e5ac0df1b70cf0b80beab40ae1a809d196089e6c082d1e04
       
 12234 060403030203010103010103010103010103010103010103010103010103010103040303
       
 12235 231804a57307dfa909e4bb0bebb90beeb70bf0ba0bf3ba0bd7b987fefefefefefefefefe
       
 12236 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12237 
       
 12238 fefefefefefefefefefefefeffffffefe3cbbb8208d2960bd89d09e0a60be4aa0be6ad0d
       
 12239 e4ab0be1a808e1a808e0a709e5ac0be8b00fedb30defb50ff4bc0bf4bd0bf4bd0bf5bd0b
       
 12240 f4bd0bf4bd0bf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf4bb0cf4bd0bf4bf0cedc80cd1a30a
       
 12241 573f060101030101030202030302030202041011134f63756ca1d26aa4d96aa4d96aa4d9
       
 12242 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95b8dbb0b111801010311171c
       
 12243 89bbd7a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12244 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9fd9fa92c7e6
       
 12245 8bbedb8abddaa4b9afd8a015e5ac0ceeb60cecb70be9b10adea408cd9107b17b08795205
       
 12246 1d15050906040202030101030101030101030101030101030101030302030b07033a2604
       
 12247 a16f06d29707dfad09e6b40aecb40beeb60bf1b70beeb50cd6b878fefefefefefefefefe
       
 12248 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12249 
       
 12250 fffffffffffffffffffefefefefefdc7a15cc48b0fd89c09e2a80beab10feeb40ceeb40c
       
 12251 edb40cecb310e8af0beaaf0aefb40cf3ba0cf3b80bf4bc0bf5bd0bf4bd0bf4bd0bf5bd0b
       
 12252 f4bd0bf4bd0bf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf4bc0bf2bb0bf4bd0befc60ce5bd0b
       
 12253 ae83091c13040101030101030101030101030202030c0c0d3c4a566798c46aa4d96aa4d9
       
 12254 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95f93c3101922010103090c0f
       
 12255 7fadc8a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12256 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9dd6f68cc0dd
       
 12257 8bbedb8abddaa4b7abd99f13e2a90beab20bebb30ae6ad09dda308d29607bb8308ac7608
       
 12258 8156053020040a0704080603070505050304030203060403160f04402b057c5406aa7708
       
 12259 cb9007d9a008e3ac09ebb40aedb90bf1b80bf3ba0bf2b70ce2c175fefefefefefefefefe
       
 12260 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12261 
       
 12262 fffffffffffffffffffffffffefefed3b373ca8f0edca208e8b00cecb40bf1b50bf3b80b
       
 12263 f2b80bf1ba0bf0b90cf3b80bf4bb0bf4bb0cf4bd0bf5bd0cf5bd0bf4bd0bf4bd0bf5bd0b
       
 12264 f4bd0cf4bd0bf4bd0cf5bd0bf5bd0bf4bd0bf4bc0bf4bc0cf3ba0bf2bb0bf3bf0cebc60c
       
 12265 d9ae0a705007040303010103010103010103010103020203070709242b325d83a66ba5d9
       
 12266 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9649bcd172330010103020305
       
 12267 729bb3a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12268 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd99d1f08cbfdc
       
 12269 8abdda8abddaa2b7aed79d16e0a60ae9b00aeab20ae6ad09e0a808d59907c68b07b88108
       
 12270 b27a08a26e07875d07714c066443056443056646067f57079a6907aa7509b57d08c38c08
       
 12271 d99d09e3aa09e9b00aeeb70bf2b90bf3bb0bf4ba0bf4bb0be7c050fdfcfafefefefefefe
       
 12272 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12273 
       
 12274 fffffffffffffffffffffffffdfcfbb98725cd920cdda408e9b00aeeb50bf3b90cf4bb0c
       
 12275 f4bc0cf4ba0bf4bb0bf4bb0bf4bd0bf5bd0bf4bd0cf4bd0cf5bd0cf4bc0bf4bb0bf5bd0b
       
 12276 f4bd0bf4bd0bf4bd0cf4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf4bc0bf1bb0bf4bd0bf0c50c
       
 12277 e6c10cbe90092d21050101030101030101030101030101030101030707081d1f21566f86
       
 12278 6ea5d66aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d969a3d71f3041010103010103
       
 12279 59798ca1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12280 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd98cfef8cc0dd
       
 12281 8abdda8abddaa0b5acd49919dca008e5ac09ebb30ae7ae09e2a908daa008ce9307c58907
       
 12282 bd8407ba8108b57d08b27b08ae7808af7909b17a08b47c07b47f08be8607c88f08d69b09
       
 12283 e4ab09ecb30af0b80bf2b90bf4bb0bf4bb0bf4bc0bf4bb0be9b10df4e7c3fefefefefefe
       
 12284 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12285 
       
 12286 fffffffffffffffffffffffffdfcfab47d0bcd9209e0a608e9b00cf0b50bf3b90cf5bd0b
       
 12287 f5bd0bf4bc0cf4bc0bf4bd0bf4bc0cf4bb0bf4bd0bf4bd0cf5bd0bf4bc0bf4bb0cf5bd0b
       
 12288 f4bd0bf4bd0cf5bd0bf5bc0bf5bd0cf5bd0bf4bd0bf4bd0cf4bc0bf3ba0bf2bb0bf2bf0b
       
 12289 efc90dddb30b876007080604010103010103010103010103010103020203030204101112
       
 12290 59677477a8d56aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d92f4961010103010103
       
 12291 3b515ea1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12292 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd97cfee8cc0dd
       
 12293 8abdda8abdda9eb4aacc941dd99c0be5ac09e8b00ae9b00ae5ac09dea308d59808cd9207
       
 12294 c98d07c58908c58908c08607c08507be8608c28707c68a07ca8f07cf9507d79e08e2aa09
       
 12295 f0b50bf3b90bf4bb0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf0b60edeac19f3e6c7fefefe
       
 12296 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12297 
       
 12298 fefefefffffffffffffefefefefefed1b478c8900cdca308e5ac0aefb50ef3b90cf5bd0c
       
 12299 f4bd0bf4bd0bf5bd0bf5bd0cf4bd0cf5bd0bf5bd0bf4bd0cf4bd0cf5bd0cf4bd0bf4bd0b
       
 12300 f4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf5bd0cf5bd0cf4bd0bf4bd0bf4bc0bf4bb0bf4bc0b
       
 12301 f1c10befc90dcb9c0a433007010103010103010103010103010103010103010103020204
       
 12302 161515737f8975a9d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9426587010103010103
       
 12303 202c3499d1f1a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12304 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd99d0f08ec2df
       
 12305 8abdda8abdda9cb2abc38f18d39609e1a808e9b00ae9b00ae8b00ae2a908daa108d79a08
       
 12306 d4960ad09308cf9108cd9107cc9007cc9107cc9107d09507d29807dba208e1a708ebb30a
       
 12307 f4bb0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf1b70ef3b90cebb40be2bc4efefdfa
       
 12308 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12309 
       
 12310 fefefefefefefffffffefefeffffffd5bb88c88d0cdaa008e4aa09eeb40ef0b710f5bd0b
       
 12311 f5bd0bf4bd0cf5bd0cf5bd0bf4bd0bf5bd0cf5bd0cf4bd0bf5bd0bf4bd0cf4bd0cf4bd0c
       
 12312 f4bd0bf4bd0bf4bd0bf5bd0cf4bd0bf4bd0bf5bd0cf4bd0cf4bd0bf4bc0bf4bc0bf4bc0b
       
 12313 f4be0befc80ce4ba0ba67a08171104010103010103010103010103010103010103010103
       
 12314 0303042d2d2d81a0bd6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95482ac05070a010103
       
 12315 0e131785b6d2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12316 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9cd5f590c5e3
       
 12317 8bbedb8abdda9aafa9be8a15cf9208dca108e6ad09e9b10aebb30ae7ae09e0a708dca308
       
 12318 d99d08d79c08d79a09d29707d49907d39a08d49a08d99e08dda408e2a908e8b00af0b60b
       
 12319 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf2bb0bf2ba0ef0b50ee6b00fdbbb5c
       
 12320 fdfcfafefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12321 
       
 12322 fffffffffffffefefefefefeffffffd9bc81c48b0cd89c08e2a809eab20cf2b70cf4bb0b
       
 12323 f5bd0bf4bd0cf5bd0bf5bd0bf4bd0bf5bd0cf5bd0bf4bc0bf5bd0cf5bd0bf4bd0bf4bd0c
       
 12324 f5bd0bf4bd0bf4bd0cf5bd0bf4bd0bf4bd0bf5bc0cf4bc0bf4bd0bf4bc0bf4bc0bf4bc0b
       
 12325 f2bc0bf2c10beec60bd6a709705107040406010103010103010103010103010103010103
       
 12326 0101030b0a0a6573806ba5da6aa4d96aa4d96aa4d96aa4d96aa4d96094c4111a24010103
       
 12327 020204658a9fa1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12328 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9fd9fa93c9e7
       
 12329 8bbfdc8abdda9aafa9b58619ca8e08dba008e5ac09e9b10aedb40becb30be7ae09e3aa08
       
 12330 e0a608dea408dea408dba208daa208dba308dfa508e0a708e4ab08e7ae09eeb40bf3b80b
       
 12331 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3b90bf1b80ef0b50ce3aa0c
       
 12332 ceaf69fdfcfbfefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12333 
       
 12334 ffffffffffffffffffffffffffffffd9bc7fc38a0cd7990adfa509eab10df2b60cf4bb0b
       
 12335 f4bd0bf4bd0bf4bd0bf5bd0bf4bd0cf4bd0cf5bd0bf4bd0bf5bd0bf5bd0bf4bd0bf4bd0c
       
 12336 f5bd0cf4bd0bf4bd0bf5bd0bf4bd0bf4bd0bf5bd0cf4bd0cf4bd0bf4bc0bf4bc0bf4bb0b
       
 12337 f4bb0bf2bd0bf1c60ce7c00cc29209342505010103010103010103010103010103010103
       
 12338 0101030303054b555e6fa7da6aa4d96aa4d96aa4d96aa4d96aa4d969a2d6223345010103
       
 12339 010103364a56a1dbfca1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12340 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd96cded
       
 12341 8cbfdc8dc1de98a79db38311c98e08d99e08e3aa09ebb20af0b50befb50beeb40becb20a
       
 12342 e6ad09e4ab08e4ab08e2a908e2a908e2a908e4ab08e6ad09e9b00aecb30beeb70bf3b90b
       
 12343 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3ba0cf1ba0bedb50d
       
 12344 e4ab0bdebe5bfefdfbfefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12345 
       
 12346 fffffffffffffffffffffffffffffff9f5ecc18808d4980fdca108e8b00df2b60cf4bb0b
       
 12347 f4bd0bf5bd0cf4bd0bf4bd0cf4bd0bf5bc0bf4bd0cf4bd0bf4bd0cf5bd0bf4bd0bf4bd0c
       
 12348 f5bd0bf5bd0cf4bd0bf5bd0bf4bd0cf5bd0bf5bd0cf4bd0bf4bd0bf4bc0bf4bc0bf4bc0b
       
 12349 f4bc0bf4bb0bf1c00cedc80cdeb30a976d070b0903010103010103010103010103010103
       
 12350 01010303030543515d6ba5da6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d93e607f010103
       
 12351 010103151c228dc1dea1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12352 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda0dbfc95cceb
       
 12353 8cbfdd8aadc0564d30ad7a09c98e08d99e08e3aa09ebb20af1b60bf2b70bf2b70bf0b50b
       
 12354 edb40bebb20ae7af09e7af09e7af09e7af09e9b00aecb20aecb30bf0b60bf2b60bf4ba0b
       
 12355 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf2ba0ef1b70c
       
 12356 f1ba0beab30ae4c25ef2e8d0fefefefefefefefefefefefefefefefefefefefefefefefe
       
 12357 
       
 12358 fefefefffffffffffffffffffffffffdfcf9bf8408d2930bdda408e8b00df0b50ef4bb0c
       
 12359 f4bd0cf4bd0cf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf5bd0bf4bd0bf4bd0bf4bd0bf4bd0b
       
 12360 f4bd0cf4bd0cf4bd0cf5bd0cf4bd0bf4bd0cf5bd0cf4bd0cf4bd0cf4bc0bf4bc0bf4bc0b
       
 12361 f4bc0bf4bc0bf4bd0befc20bebc50cd2a109644806040303010103010103010103010103
       
 12362 0101030808095474916aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95786b2080b10
       
 12363 010103030306678da2a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12364 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd98cfee
       
 12365 99c5dd44494b4e3709ad7808cb8f08d99d08e2a908ebb20af2b80bf3b90bf3b90bf4ba0b
       
 12366 f0b70bf1b50beeb40beeb40beeb40beeb40beeb60bf1b70bf2b70bf1ba0bf3b90bf4bc0b
       
 12367 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0b
       
 12368 f4ba0bf2b90bf2b90ce2b018ead49dfefdfcfefefefefefefefefefefefefefefefefefe
       
 12369 
       
 12370 fefefefffffffefefefffffffefefefdfcf9bc840dd19310dba108e6ae0cf1b70ef4ba0b
       
 12371 f4bd0cf4bd0bf4bc0cf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf4bc0cf4bd0b
       
 12372 f4bd0cf4bc0bf4bd0cf4bd0bf4bd0cf4bd0bf4bc0cf4bd0bf4bd0cf4bc0bf4bb0bf4bc0b
       
 12373 f4bb0bf4bb0bf4bc0befbe0befcb0ce7bf0bbf8c082f2205010103010103010103010103
       
 12374 0505063e4d5b6ca2d26aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9669ed11b2938
       
 12375 0101030101032f404b9ed7f8a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12376 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd9acae6
       
 12377 4850550e0d0c533908ac7708cb9007da9e08e4aa08ebb30af0b70bf1ba0bf4ba0bf4bc0b
       
 12378 f4bc0bf4bc0bf4bc0bf3ba0bf4ba0bf4bb0bf3bb0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12379 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12380 f4bc0bf4bc0bf4bb0bf4bb0becb60ed7a828e4d0aafefdfdfefefefefefefefefefefefe
       
 12381 
       
 12382 fefefefefefefefefefffffffffffffdfcf9c0860fcf910bdb9f09e5ac0ff0b50ef4bb0c
       
 12383 f5bc0cf5bd0bf5bd0bf5bd0bf4bd0bf4bd0bf4bd0bf4bd0bf5bd0bf5bd0bf5bd0bf5bd0b
       
 12384 f4bd0bf4bd0bf4bd0bf4bc0bf5bd0bf4bd0bf5bd0cf5bd0cf4bd0cf4bc0bf4bb0bf4bc0b
       
 12385 f4bc0bf4bc0bf4bc0bf1bc0befbf0befcc0dddb20b9063060d09040505060b0b0c343639
       
 12386 62798e6ea2d26aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d93c5c7a
       
 12387 0101030e1217435b6a97ceeda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12388 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd97c9e4394248
       
 12389 080809070606573b06aa7609cb9207d89e08e3aa08ecb30bf2b80bf3ba0bf4bc0bf4bc0b
       
 12390 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12391 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12392 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf0b80be2ab13f6eac8fefefefefefefefefefefefe
       
 12393 
       
 12394 fffffffffffffffffffffffffffffffdfcf9c28709d2920ad89c08e5ac09f2b70cf4bb0b
       
 12395 f4bb0bf4bd0bf5bd0bf4bd0cf4bd0bf4bd0cf5bd0bf5bc0bf4bd0cf4bd0bf5bd0cf5bd0b
       
 12396 f4bd0bf4bd0cf4bd0bf5bd0cf4bd0bf4bd0bf5bd0bf5bd0bf4bd0cf4bc0bf4bc0bf4bc0b
       
 12397 f4bc0bf4bc0bf4ba0bf3bb0bf1bd0becc60ceac60dcf9d09775915647888779abb73a5d2
       
 12398 6ca5d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d95e92c1
       
 12399 44698b7cafd49fd9f9a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12400 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd91bed72e373d030305
       
 12401 0101030f0b04644306a77509c98f07d9a108e5ac09ecb30bf0b80bf4ba0bf4bb0bf4bc0b
       
 12402 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12403 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12404 f4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf3b90be9b112edd07ffefefefefefefefefefefefe
       
 12405 
       
 12406 fffffffffffffffffffffffffffffffdfcf9c38707d09109dba008e5ac0cf2b70cf3b90c
       
 12407 f4bb0bf4bb0bf4bb0bf4bd0bf4bd0cf4bb0cf4bd0cf4bd0bf5bd0bf4bd0bf5bd0bf5bd0b
       
 12408 f4bd0cf5bd0cf4bd0cf4bd0bf5bd0bf4bd0bf5bd0bf5bd0cf4bd0cf4bc0bf4bc0bf4bc0b
       
 12409 f4bc0bf4bc0bf4bc0bf4bb0bf0bc0bebbd0bebc50ce1b70abe8c0a8083706da6d96aa4d9
       
 12410 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 12411 6aa4d978b1e1a1dbfca1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12412 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda2dcfd80a6bb21262a020204010103
       
 12413 010103150e046b4806a87708c99108daa008e5ac09ecb30bf3b90bf4bb0bf4bc0bf4bc0b
       
 12414 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12415 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12416 f4bc0bf4bc0bf4bb0bf3b90bf4bb0bf1b70de6ae0cebce7ffefefefefefefefefefefefe
       
 12417 
       
 12418 ffffffffffffffffffffffffffffffdcc189c58807ce9007da9e08e9b00df2b80df2b80b
       
 12419 f4ba0bf4bb0cf4bc0bf4bd0bf4bd0cf4bc0bf4bc0bf4bb0cf4bb0cf4bd0bf4bd0cf5bd0c
       
 12420 f4bd0bf5bd0bf4bd0cf4bd0bf4bd0bf4bd0cf4bd0bf5bd0bf4bd0cf4bc0bf4bc0bf4bc0b
       
 12421 f4bc0bf4bc0bf4bb0bf4bb0bf4bb0befbc0be9c10be8c10cd6a509a47a177797ac6aa4d9
       
 12422 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 12423 6aa4d96da7db96d0f5a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12424 a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1d8f7647e8d111214020204010103010103
       
 12425 0101031f1504744d05a87508c99008dca208e5ac09edb40bf3b80bf4bb0bf4bc0bf4bc0b
       
 12426 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12427 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12428 f4bc0bf4bb0bf4bb0bf2b80bf0b610e7ae0fe1a709e9ca82fefefefefefefefefefefefe
       
 12429 
       
 12430 fefefefffffffffffffefefefefefed8ba7ec28607d1910adba108e8b00cf1b60cf4ba0c
       
 12431 f3b90bf4bc0bf5bd0cf4bd0cf4bd0bf5bd0bf4bd0cf4bc0cf4bc0bf4bd0bf4bd0bf5bd0c
       
 12432 f4bd0cf4bd0bf4bd0bf4bd0cf4bd0cf4bd0bf4bd0bf5bd0cf4bd0cf4bc0bf4bc0bf4bc0b
       
 12433 f4bc0bf4bc0bf4bc0bf4bb0bf4bb0bf0bb0be9bd0be9c20be1ba0bca960d85703b6ea1ce
       
 12434 6aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 12435 6aa4d96aa4d981bce8a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12436 a1dcfda1dcfda1dcfda1dcfda1dcfd95c5e0404e57060709010103010103010103010103
       
 12437 010103291c04734e05a67108c88d07dca308e7ae09edb50bf2b80bf4bb0bf4bc0bf4bc0b
       
 12438 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12439 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12440 f4bb0bf4bc0bf1b70deab10ce4ab0ddca209e0af3efcf9f2fefefefefefefefefefefefe
       
 12441 
       
 12442 fefefefefefefffffffefefefdfcfabb8412c38707d19209dea408ecb20df3b90cf3b90c
       
 12443 f4bb0bf4bc0bf4bb0cf4bd0cf4bd0bf5bc0bf4bd0cf4bd0cf5bd0bf4bd0bf4bd0bf5bd0b
       
 12444 f5bd0cf4bd0bf4bd0bf4bd0cf5bd0cf4bd0bf4bd0bf4bd0cf5bd0bf4bc0bf4bc0bf4bc0b
       
 12445 f4bc0bf4bc0bf4bc0bf4bc0bf4bb0bf4bc0bebbc0be8c00be7bf0bd6a50aa77a0b727668
       
 12446 6da5d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 12447 6aa4d96aa4d972acde9bd6f9a1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12448 a1dcfda1dcfda1dcfd9fd8f76b8c9e191e23020204010103010103010103010103010103
       
 12449 0101032d1f04754f05a46e06c68d09dda409e6ad09edb50bf2b90bf4bb0bf4bc0bf4bc0b
       
 12450 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12451 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bb0b
       
 12452 f4bb0bf1b70de9b012e0a609d99c0ace900aead9bdfefefefefefefefefefefefefefefe
       
 12453 
       
 12454 ffffffffffffffffffffffffede0c5bc8107c68907d69b08e8af0af2b70cf3b90cf4bb0b
       
 12455 f4bb0bf4bd0cf5bc0bf4bd0bf4bd0cf5bd0bf5bd0bf4bd0cf5bd0bf4bd0bf4bd0cf5bd0b
       
 12456 f5bd0bf5bd0cf4bd0bf4bd0bf4bd0cf4bd0bf4bd0bf4bd0bf5bd0cf4bc0bf4bc0bf4bc0b
       
 12457 f4bc0bf4bc0bf4bb0bf4bc0bf4bc0bf4ba0befb90be5b80be6bc0bd9a709bc8508815c10
       
 12458 637a8b6da6d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 12459 6aa4d96aa4d96ba5da8bc6efa1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda1dcfd
       
 12460 a1dcfda1dbfb7ea7be2f3c44050608010103010103010103010103010103010103010103
       
 12461 030203372504775005a36f07c58c08dba308e8af0aefb40bf3b80bf4bb0bf4bc0bf4bc0b
       
 12462 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12463 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3ba0bf3b90b
       
 12464 f0b50de7af10dca00ad6980dc78a0ae6d2b2fefefefefefefefefefefefefefefefefefe
       
 12465 
       
 12466 fffffffffffffefefefefefdc79e4cc08507ce9107e0a608f1b70bf4ba0bf3b90cf4bb0c
       
 12467 f4bc0cf4bd0bf4bd0bf4bd0bf4bd0bf5bd0cf5bd0cf4bd0cf5bc0bf5bd0bf5bd0bf5bd0b
       
 12468 f5bd0bf5bd0cf5bd0cf5bd0cf5bd0bf5bd0bf5bd0bf5bd0bf5bd0cf4bc0bf4bc0bf4bc0b
       
 12469 f4bc0bf4bc0bf4bb0bf4bb0bf4bc0bf3ba0bf1b80be5b30ae1b40adaa709c68e07956908
       
 12470 483513526a806ea3d46aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 12471 6aa4d96aa4d96aa4d976b1e19ed9fba1dcfda1dcfda1dcfda1dcfda1dcfda1dcfda2d9f7
       
 12472 7ea3b837444c080a0c020203010103010103010103010103010103010103010103010103
       
 12473 0706063f2b07774f05a57007c68c08dca208e6ad09efb40df3ba0bf4bb0bf4bc0bf4bc0b
       
 12474 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12475 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3b90bf2b60bf0b50de9af0d
       
 12476 e0a609d89d0bce920bcb9c44f8f3eafefefefefefefefefefefefefefefefefefefefefe
       
 12477 
       
 12478 fffffffffffffffffffdfdfbba8108c78a08d89b0ae3aa09efb70bf2ba0bf3b90cf4bb0b
       
 12479 f4bb0cf4bb0bf5bd0bf5bd0cf4bd0bf4bd0cf4bd0bf4bd0cf4bd0bf5bd0bf4bd0cf5bd0b
       
 12480 f5bd0cf4bd0bf4bd0bf4bd0cf4bd0bf5bd0cf5bd0bf5bd0bf5bd0cf4bc0bf4bc0bf4bc0b
       
 12481 f4bc0bf4bc0bf4bc0bf4bb0bf4bb0bf4bc0bf1b80be6b009dfad09daa409c99409a77106
       
 12482 6c4705221a0a29313857789771a4d36aa4d96aa4d96aa4d96aa4d96aa4d96aa4d96aa4d9
       
 12483 6aa4d96aa4d96aa4d96ca6da90cbf2a1dcfda1dcfda2dcfda4d7f385aabf5f7480252a2e
       
 12484 0a0a0b020204010103010103010103010103010103010103010103010103010103010103
       
 12485 0b0804462e05794f05a67409c78c08dba208e5ac09edb30df2b90cf4bc0bf4bc0bf4bc0b
       
 12486 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12487 f4bc0bf4bc0bf4bb0bf4bc0bf4bc0bf4bb0bf3b90bf1b70decb20be5ab0cdea409da9e09
       
 12488 d2920ad1a042e7d3abfcfaf5fefefefefefefefefefefefefefefefefefefefefefefefe
       
 12489 
       
 12490 fefefefefefeffffffd8bd87c38707cc8c08d99b0ae0a709e9b00cf1b60bf3b90bf4ba0c
       
 12491 f3ba0bf4bc0cf3b90cf4bb0cf4bd0cf4bc0cf4bb0bf4bc0bf5bc0bf4bd0bf4bd0bf4bd0b
       
 12492 f5bd0bf4bc0bf4bd0bf5bc0bf5bd0bf4bd0bf4bc0bf5bd0bf5bd0cf4bc0bf4bb0bf4bc0b
       
 12493 f4bc0bf4bb0bf4bc0bf4bb0bf4bc0bf4bb0bf3b90bedb30be0a808d8a008cc9307ac7808
       
 12494 875805442d0607060609090b1d21254553605d768c6789a8779ec180aad084afd77fadd8
       
 12495 79a9d576a6d172a2ce70a0cb729ec3718d9d60727d3e4448181b1d0b0b0c020204020203
       
 12496 010103010103010103010103010103010103010103010103010103010103010103010103
       
 12497 150e044931057e5305ac7607c58e09d99f08e5ac09edb40df2b80cf4bb0bf4bc0bf4bc0b
       
 12498 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0b
       
 12499 f4bb0bf2b70bf3b90bf3b90bf4ba0bf2b80becb30fe3a90cda9e09d4980bcb8e0dcd9e39
       
 12500 d2b279faf7f2fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12501 
       
 12502 fefefefffffffefefed8ba7fc38707c88b07d39708dda308e5ac09efb40ef0b50ef2b60b
       
 12503 f3b90bf2b70bf3b90bf3b80bf3b90bf4bb0bf4bb0bf4bb0bf5bd0bf5bd0bf4bd0bf4bd0b
       
 12504 f5bd0bf5bd0bf4bd0bf5bd0bf5bd0bf4bd0bf4bd0bf4bd0bf4bd0bf4bc0bf4bc0bf4bb0b
       
 12505 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf1bb0bedb40be3ac09d7a108cb9307b17907
       
 12506 8f5d055b3b04150e040101030101030202040606070c0d0e121314191a1c222325202225
       
 12507 171a1c1113161012150f11140b0d10040406020204020204010103010103010103010103
       
 12508 010103010103010103010103010103010103010103010103010103010103010103010103
       
 12509 1f1504553a06855805af7808c58c08d89d08e4ac09ecb30bf3ba0bf4bc0bf4bc0bf4bc0b
       
 12510 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf3ba0b
       
 12511 f2b60bedb412f0b50ef0b60eeeb30de6ad0cdca109d3950cc18711c39539e2d0acfcfaf6
       
 12512 fefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe
       
 12513 
       
 12514 fefefefefefefefefedabd80bd8308c38707cf9109d89b09dca108e4ab09e5ac09e8b00d
       
 12515 e9b00febb210ecb20deeb410efb510f1b70df2b80bf4ba0bf3b80bf3ba0bf4bb0bf4bb0c
       
 12516 f4bb0cf5bd0cf4bd0cf5bd0cf5bd0cf4bd0bf5bd0bf4bd0bf4bd0bf4bc0bf4bc0bf4bc0b
       
 12517 f4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf4bc0bf0b80bebb20ae2aa09d89f08ca9007af7706
       
 12518 905e05644105291b04010103010103010103010103010103010103010103010103010103
       
 12519 010103010103010103010103010103010103010103010103010103010103010103010103
       
 12520 010103010103010103010103010103010103010103010103010103010103010103010103
       
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 12741 
       
 12742 
       
 12743 showpage
       
 12744 
       
 12745 % stop using temporary dictionary
       
 12746 end
       
 12747 
       
 12748 % restore original state
       
 12749 origstate restore
       
 12750 
       
 12751 %%Trailer
       
 12752 
       
 12753 %%EndDocument
       
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 14407 4916 y Fy([)p Fw(y)34 b Fy(:=)26 b Fw(L)p Fy(][)p Fw(x)g
       
 14408 Fy(:=)g Fw(N)e Fy([)p Fw(y)34 b Fy(:=)26 b Fw(L)p Fy(]]\))p
       
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 14414 Black 53 w(simp)p Blue 4858 5304 a(\002nally)e(show)p
       
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 14422 Black 53 w(\224)p OliveGreen Fy(?)p Fw(case)p Black Fo(\224)p
       
 14423 Blue 53 w(by)p Black 52 w(simp)p Blue 4564 6226 a(qed)p
       
 14424 Black 0 TeXcolorgray 10821 5925 a
       
 14425  0 setgray
       
 14426  10821 5925 a 0.5 TeXcolorgray
       
 14427 9379 6307 a Fz(Munich,)25 b(24.)g(May)i(2005)d(\226)i(p.17)f(\(1/1\))p
       
 14428 0 TeXcolorgray 4360 6416 a
       
 14429  tx@Dict begin -90 Rot  end
       
 14430  4360 6416 a eop end
       
 14431 %%Trailer
       
 14432 
       
 14433 userdict /end-hook known{end-hook}if
       
 14434 %%EOF