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models.ps
资源名称：ns-allinone-2.33.tar.gz　[点击查看]
上传用户：rrhhcc
上传日期：2015-12-11
资源大小：54129k
文件大小：131k
源码类别：

通讯编程

开发平台：

Visual C++

models.ps：源码内容
  1. %!PS-Adobe-2.0
  2. %%Creator: dvipsk 5.526a Copyright 1986, 1993 Radical Eye Software
  3. %%Title: models.dvi
  4. %%Pages: 6
  5. %%PageOrder: Ascend
  6. %%BoundingBox: 0 0 612 792
  7. %%EndComments
  8. %DVIPSCommandLine: dvips -o ../models.ps models
  9. %DVIPSParameters: dpi=300, comments removed
  10. %DVIPSSource:  TeX output 1996.07.01:1145
  11. %%BeginProcSet: tex.pro
  12. /TeXDict 250 dict def TeXDict begin /N{def}def /B{bind def}N /S{exch}N
  13. /X{S N}B /TR{translate}N /isls false N /vsize 11 72 mul N /hsize 8.5 72
  14. mul N /landplus90{false}def /@rigin{isls{[0 landplus90{1 -1}{-1 1}
  15. ifelse 0 0 0]concat}if 72 Resolution div 72 VResolution div neg scale
  16. isls{landplus90{VResolution 72 div vsize mul 0 exch}{Resolution -72 div
  17. hsize mul 0}ifelse TR}if Resolution VResolution vsize -72 div 1 add mul
  18. TR matrix currentmatrix dup dup 4 get round 4 exch put dup dup 5 get
  19. round 5 exch put setmatrix}N /@landscape{/isls true N}B /@manualfeed{
  20. statusdict /manualfeed true put}B /@copies{/#copies X}B /FMat[1 0 0 -1 0
  21. 0]N /FBB[0 0 0 0]N /nn 0 N /IE 0 N /ctr 0 N /df-tail{/nn 8 dict N nn
  22. begin /FontType 3 N /FontMatrix fntrx N /FontBBox FBB N string /base X
  23. array /BitMaps X /BuildChar{CharBuilder}N /Encoding IE N end dup{/foo
  24. setfont}2 array copy cvx N load 0 nn put /ctr 0 N[}B /df{/sf 1 N /fntrx
  25. FMat N df-tail}B /dfs{div /sf X /fntrx[sf 0 0 sf neg 0 0]N df-tail}B /E{
  26. pop nn dup definefont setfont}B /ch-width{ch-data dup length 5 sub get}
  27. B /ch-height{ch-data dup length 4 sub get}B /ch-xoff{128 ch-data dup
  28. length 3 sub get sub}B /ch-yoff{ch-data dup length 2 sub get 127 sub}B
  29. /ch-dx{ch-data dup length 1 sub get}B /ch-image{ch-data dup type
  30. /stringtype ne{ctr get /ctr ctr 1 add N}if}B /id 0 N /rw 0 N /rc 0 N /gp
  31. 0 N /cp 0 N /G 0 N /sf 0 N /CharBuilder{save 3 1 roll S dup /base get 2
  32. index get S /BitMaps get S get /ch-data X pop /ctr 0 N ch-dx 0 ch-xoff
  33. ch-yoff ch-height sub ch-xoff ch-width add ch-yoff setcachedevice
  34. ch-width ch-height true[1 0 0 -1 -.1 ch-xoff sub ch-yoff .1 add]{
  35. ch-image}imagemask restore}B /D{/cc X dup type /stringtype ne{]}if nn
  36. /base get cc ctr put nn /BitMaps get S ctr S sf 1 ne{dup dup length 1
  37. sub dup 2 index S get sf div put}if put /ctr ctr 1 add N}B /I{cc 1 add D
  38. }B /bop{userdict /bop-hook known{bop-hook}if /SI save N @rigin 0 0
  39. moveto /V matrix currentmatrix dup 1 get dup mul exch 0 get dup mul add
  40. .99 lt{/QV}{/RV}ifelse load def pop pop}N /eop{SI restore showpage
  41. userdict /eop-hook known{eop-hook}if}N /@start{userdict /start-hook
  42. known{start-hook}if pop /VResolution X /Resolution X 1000 div /DVImag X
  43. /IE 256 array N 0 1 255{IE S 1 string dup 0 3 index put cvn put}for
  44. 65781.76 div /vsize X 65781.76 div /hsize X}N /p{show}N /RMat[1 0 0 -1 0
  45. 0]N /BDot 260 string N /rulex 0 N /ruley 0 N /v{/ruley X /rulex X V}B /V
  46. {}B /RV statusdict begin /product where{pop product dup length 7 ge{0 7
  47. getinterval dup(Display)eq exch 0 4 getinterval(NeXT)eq or}{pop false}
  48. ifelse}{false}ifelse end{{gsave TR -.1 -.1 TR 1 1 scale rulex ruley
  49. false RMat{BDot}imagemask grestore}}{{gsave TR -.1 -.1 TR rulex ruley
  50. scale 1 1 false RMat{BDot}imagemask grestore}}ifelse B /QV{gsave
  51. transform round exch round exch itransform moveto rulex 0 rlineto 0
  52. ruley neg rlineto rulex neg 0 rlineto fill grestore}B /a{moveto}B /delta
  53. 0 N /tail{dup /delta X 0 rmoveto}B /M{S p delta add tail}B /b{S p tail}
  54. B /c{-4 M}B /d{-3 M}B /e{-2 M}B /f{-1 M}B /g{0 M}B /h{1 M}B /i{2 M}B /j{
  55. 3 M}B /k{4 M}B /w{0 rmoveto}B /l{p -4 w}B /m{p -3 w}B /n{p -2 w}B /o{p
  56. -1 w}B /q{p 1 w}B /r{p 2 w}B /s{p 3 w}B /t{p 4 w}B /x{0 S rmoveto}B /y{
  57. 3 2 roll p a}B /bos{/SS save N}B /eos{SS restore}B end
  58. %%EndProcSet
  59. %%BeginProcSet: special.pro
  60. TeXDict begin /SDict 200 dict N SDict begin /@SpecialDefaults{/hs 612 N
  61. /vs 792 N /ho 0 N /vo 0 N /hsc 1 N /vsc 1 N /ang 0 N /CLIP 0 N /rwiSeen
  62. false N /rhiSeen false N /letter{}N /note{}N /a4{}N /legal{}N}B
  63. /@scaleunit 100 N /@hscale{@scaleunit div /hsc X}B /@vscale{@scaleunit
  64. div /vsc X}B /@hsize{/hs X /CLIP 1 N}B /@vsize{/vs X /CLIP 1 N}B /@clip{
  65. /CLIP 2 N}B /@hoffset{/ho X}B /@voffset{/vo X}B /@angle{/ang X}B /@rwi{
  66. 10 div /rwi X /rwiSeen true N}B /@rhi{10 div /rhi X /rhiSeen true N}B
  67. /@llx{/llx X}B /@lly{/lly X}B /@urx{/urx X}B /@ury{/ury X}B /magscale
  68. true def end /@MacSetUp{userdict /md known{userdict /md get type
  69. /dicttype eq{userdict begin md length 10 add md maxlength ge{/md md dup
  70. length 20 add dict copy def}if end md begin /letter{}N /note{}N /legal{}
  71. N /od{txpose 1 0 mtx defaultmatrix dtransform S atan/pa X newpath
  72. clippath mark{transform{itransform moveto}}{transform{itransform lineto}
  73. }{6 -2 roll transform 6 -2 roll transform 6 -2 roll transform{
  74. itransform 6 2 roll itransform 6 2 roll itransform 6 2 roll curveto}}{{
  75. closepath}}pathforall newpath counttomark array astore /gc xdf pop ct 39
  76. 0 put 10 fz 0 fs 2 F/|______Courier fnt invertflag{PaintBlack}if}N
  77. /txpose{pxs pys scale ppr aload pop por{noflips{pop S neg S TR pop 1 -1
  78. scale}if xflip yflip and{pop S neg S TR 180 rotate 1 -1 scale ppr 3 get
  79. ppr 1 get neg sub neg ppr 2 get ppr 0 get neg sub neg TR}if xflip yflip
  80. not and{pop S neg S TR pop 180 rotate ppr 3 get ppr 1 get neg sub neg 0
  81. TR}if yflip xflip not and{ppr 1 get neg ppr 0 get neg TR}if}{noflips{TR
  82. pop pop 270 rotate 1 -1 scale}if xflip yflip and{TR pop pop 90 rotate 1
  83. -1 scale ppr 3 get ppr 1 get neg sub neg ppr 2 get ppr 0 get neg sub neg
  84. TR}if xflip yflip not and{TR pop pop 90 rotate ppr 3 get ppr 1 get neg
  85. sub neg 0 TR}if yflip xflip not and{TR pop pop 270 rotate ppr 2 get ppr
  86. 0 get neg sub neg 0 S TR}if}ifelse scaleby96{ppr aload pop 4 -1 roll add
  87. 2 div 3 1 roll add 2 div 2 copy TR .96 dup scale neg S neg S TR}if}N /cp
  88. {pop pop showpage pm restore}N end}if}if}N /normalscale{Resolution 72
  89. div VResolution 72 div neg scale magscale{DVImag dup scale}if 0 setgray}
  90. N /psfts{S 65781.76 div N}N /startTexFig{/psf$SavedState save N userdict
  91. maxlength dict begin /magscale false def normalscale currentpoint TR
  92. /psf$ury psfts /psf$urx psfts /psf$lly psfts /psf$llx psfts /psf$y psfts
  93. /psf$x psfts currentpoint /psf$cy X /psf$cx X /psf$sx psf$x psf$urx
  94. psf$llx sub div N /psf$sy psf$y psf$ury psf$lly sub div N psf$sx psf$sy
  95. scale psf$cx psf$sx div psf$llx sub psf$cy psf$sy div psf$ury sub TR
  96. /showpage{}N /erasepage{}N /copypage{}N /p 3 def @MacSetUp}N /doclip{
  97. psf$llx psf$lly psf$urx psf$ury currentpoint 6 2 roll newpath 4 copy 4 2
  98. roll moveto 6 -1 roll S lineto S lineto S lineto closepath clip newpath
  99. moveto}N /endTexFig{end psf$SavedState restore}N /@beginspecial{SDict
  100. begin /SpecialSave save N gsave normalscale currentpoint TR
  101. @SpecialDefaults count /ocount X /dcount countdictstack N}N /@setspecial
  102. {CLIP 1 eq{newpath 0 0 moveto hs 0 rlineto 0 vs rlineto hs neg 0 rlineto
  103. closepath clip}if ho vo TR hsc vsc scale ang rotate rwiSeen{rwi urx llx
  104. sub div rhiSeen{rhi ury lly sub div}{dup}ifelse scale llx neg lly neg TR
  105. }{rhiSeen{rhi ury lly sub div dup scale llx neg lly neg TR}if}ifelse
  106. CLIP 2 eq{newpath llx lly moveto urx lly lineto urx ury lineto llx ury
  107. lineto closepath clip}if /showpage{}N /erasepage{}N /copypage{}N newpath
  108. }N /@endspecial{count ocount sub{pop}repeat countdictstack dcount sub{
  109. end}repeat grestore SpecialSave restore end}N /@defspecial{SDict begin}
  110. N /@fedspecial{end}B /li{lineto}B /rl{rlineto}B /rc{rcurveto}B /np{
  111. /SaveX currentpoint /SaveY X N 1 setlinecap newpath}N /st{stroke SaveX
  112. SaveY moveto}N /fil{fill SaveX SaveY moveto}N /ellipse{/endangle X
  113. /startangle X /yrad X /xrad X /savematrix matrix currentmatrix N TR xrad
  114. yrad scale 0 0 1 startangle endangle arc savematrix setmatrix}N end
  115. %%EndProcSet
  116. TeXDict begin 40258431 52099146 1000 300 300 (models.dvi)
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  741. %%EndProlog
  742. %%BeginSetup
  743. %%Feature: *Resolution 300dpi
  744. TeXDict begin
  746. %%EndSetup
  747. %%Page: 1 1
  748. 1 0 bop 30 311 a Fl(Mo)r(dels)30 414 y Fk(Fiv)n(e)18
  749. b(Fla)n(v)n(ors)h(of)g(Flat)g(Random)e(Graphs)30 500
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  751. o(y)g(of)g(15at)g((i.e.,)g(non-hierarc)o(hical))i(random)d(graphs)
  752. 30 557 y(used)g(to)e(mo)q(del)i(in)o(ternet)o(w)o(orks.)k(All)c(are)f
  753. (v)m(ariations)h(on)f(the)g(standard)g(random)g(graph)g(mo)q(del)h
  754. (that)30 613 y(distributes)g(v)o(ertices)e(at)g(random)g(lo)q(cations)h
  755. (in)g(a)f(plane)h(and)g(then)g(considers)g(eac)o(h)f(pair)h(of)f(v)o
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  757. (pair)h(of)f(v)o(ertices)g(with)h(probabilit)o(y)h Fi(13)p
  758. Fj(.)38 b(W)l(e)21 b(call)i(this)e(the)h(Pure)30 726
  759. y(Random)g(mo)q(del)g(or)f(simply)i(the)f(Random)f(mo)q(del.)40
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  761. 783 y(re15ect)14 b(the)g(structure)f(of)g(real)h(in)o(ternet)o(w)o
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  768. (real)g(net)o(w)o(ork)30 1008 y(structure.)19 b(After)14
  769. b(the)g(Pure)h(Random)f(Mo)q(del,)h(p)q(erhaps)g(the)f(most)f(common)h
  770. (random)g(graph)g(mo)q(del)30 1065 y(is)i(one)f(prop)q(osed)h(b)o(y)f
  771. (W)l(axman)f([2],)g(with)i(the)f(probabilit)o(y)h(of)f(an)g(edge)h
  772. (from)e Fi(u)h Fj(to)g Fi(v)i Fj(giv)o(en)f(b)o(y:)735
  773. 1160 y Fi(P)6 b Fj(()p Fi(u;)i(v)r Fj())j(=)i Fi(13e)986
  774. 1142 y Fh(00)p Fg(d=)p Ff(()p Fg(14)r(L)p Ff())30
  775. 1256 y Fj(where)19 b(0)e Fi(<)i(13;)8 b(14)19 b Fe(24)g
  776. Fj(1,)f Fi(d)g Fj(is)h(the)g(Euclidean)h(distance)g(from)d
  777. Fi(u)i Fj(to)e Fi(v)j Fj(and)f Fi(L)f Fj(=)1478 1218
  778. y Fe(p)p 1516 1218 23 2 v 38 x Fj(2)12 b Fe(02)h Fi(scal)q(e)18
  779. b Fj(is)h(the)30 1312 y(maxim)o(um)e(distance)i(b)q(et)o(w)o(een)e(an)o
  780. (y)g(t)o(w)o(o)g(no)q(des.)27 b(An)17 b(increase)i(in)f
  781. Fi(13)g Fj(will)h(increase)f(the)g(n)o(um)o(b)q(er)f(of)30
  782. 1369 y(edges)h(in)g(the)f(graph,)g(while)i(an)e(increase)i(in)f
  783. Fi(14)h Fj(will)g(increase)f(the)g(ratio)f(of)g(long)g(edges)h
  784. (relativ)o(e)g(to)30 1425 y(shorter)d(edges.)20 b(W)l(e)15
  785. b(call)h(this)g(the)f(W)l(axman)g(1)g(mo)q(del.)101 1482
  786. y(Sev)o(eral)g(v)m(ariations)h(on)f(the)g(W)l(axman)g(mo)q(del)h(ha)o
  787. (v)o(e)f(b)q(een)h(prop)q(osed.)21 b(They)15 b(include:)98
  788. 1570 y Fe(17)23 b Fj(Replacing)c Fi(d)d Fj(b)o(y)h(a)g(random)g(n)o
  789. (um)o(b)q(er)g(b)q(et)o(w)o(een)h(0)e(and)h Fi(L)g Fj([2].)25
  790. b(W)l(e)17 b(call)h(this)g(the)f(W)l(axman)f(2)144 1626
  791. y(mo)q(del.)98 1718 y Fe(17)23 b Fj(Scaling)16 b Fi(P)6
  792. b Fj(()p Fi(u;)i(v)r Fj())14 b(b)o(y)h(a)g(factor)f
  793. Fi(k)q(17=n)p Fj(,)h(where)h Fi(17)f Fj(is)h(the)f(desired)i(a)o(v)
  794. o(erage)d(no)q(de)i(degree,)f Fi(n)g Fj(is)h(the)144
  795. 1775 y(n)o(um)o(b)q(er)f(of)g(no)q(des)h(and)f Fi(k)h
  796. Fj(is)g(a)f(constan)o(t)f(that)h(dep)q(ends)i(on)e Fi(13)g
  797. Fj(and)g Fi(14)j Fj([1)o(].)98 1866 y Fe(17)23 b
  798. Fj(Allo)o(wing)16 b Fi(13)d(>)g Fj(1)p Fi(:)p Fj(0)h([3)o(].)30
  799. 1955 y(The)e(second)g(mo)q(del,)g(while)h(not)f(fundamen)o(tally)g
  800. (di13eren)o(t)g(than)f(the)h(W)l(axman)f(mo)q(del,)h(is)g(in)o
  801. (teresting)30 2011 y(b)q(ecause)j(the)e(addition)i(of)e(the)h(factor)e
  802. Fi(r)q(adius)g Fj(=)h Fi(k)q(17)i Fj(giv)o(es)e(more)g(direct)i(con)o
  803. (trol)e(o)o(v)o(er)g(the)g(n)o(um)o(b)q(er)h(of)30 2067
  804. y(edges)f(in)g(the)g(graphs)f(that)f(are)i(generated,)f(pro)o(vided)i
  805. Fi(k)f Fj(is)g(kno)o(wn.)19 b(Clearly)13 b(the)f Fi(13)h
  806. Fj(parameter)f(of)g(the)30 2124 y(W)l(axman)j(mo)q(del)h(can)f(b)q(e)h
  807. (c)o(hosen)f(to)g(b)q(e)h(equiv)m(alen)o(t)g(to)f(an)o(y)g(particular)h
  808. (setting)f(of)g(the)g(parameters)30 2180 y Fi(k)q(;)8
  809. b(17;)g(n)14 b Fj(and)i Fi(13)f Fj(in)h(the)f(Doar-Leslie)i(mo)q
  810. (del.)101 2237 y(W)l(e)11 b(also)g(prop)q(ose)h(t)o(w)o(o)e(new)h(mo)q
  811. (dels,)i(in)o(tended)f(to)f(relate)h(edge)f(probabilit)o(y)i(to)e
  812. (distance)h(b)q(et)o(w)o(een)30 2293 y(v)o(ertices)18
  813. b((as)f(in)i(the)e(W)l(axman)g(mo)q(del),)i(but)f(with)g(more)f
  814. (straigh)o(tforw)o(ard)f(probabilit)o(y)j(functions.)30
  815. 2350 y(Our)d(Exp)q(onen)o(tial)g(mo)q(del)g(uses:)717
  816. 2406 y Fi(P)6 b Fj(()p Fi(u;)i(v)r Fj())j(=)i Fi(13e)968
  817. 2387 y Fh(00)p Fg(d=)p Ff(()p Fg(L)p Fh(00)p Fg(d)p
  818. Ff())1131 2406 y Fi(:)30 2486 y Fj(The)h(probabilit)o(y)h(of)e(an)h
  819. (edge)g(in)h(this)f(mo)q(del)h(decreases)f(exp)q(onen)o(tially)i(with)e
  820. (the)g(distance)h(b)q(et)o(w)o(een)30 2543 y(the)20 b(t)o(w)o(o)e(v)o
  821. (ertices.)33 b(Our)20 b(Lo)q(calit)o(y)h(mo)q(del)f(partitions)g(the)g
  822. (edges)f(in)o(to)h(discrete)g(categories)g(based)30 2599
  823. y(length,)d(and)g(assigns)g(a)f(di13eren)o(t)h(edge)f(probabilit)o(y)
  824. i(for)e(eac)o(h)h(category)l(.)23 b(With)17 b(t)o(w)o(o)e(categories)h
  825. (w)o(e)30 2656 y(use)g(one)f(parameter)f Fi(r)q(adius)h
  826. Fj(to)f(de14ne)j(the)e(b)q(oundary:)582 2781 y Fi(P)6
  827. b Fj(()p Fi(u;)i(v)r Fj())j(=)783 2709 y Fd(()837
  828. 2753 y Fi(13)42 b Fj(if)16 b Fi(d)c(<)h(L)d Fe(02)g
  829. Fi(r)q(adius)837 2810 y(14)45 b Fj(if)16 b Fi(d)c Fe(25)h
  830. Fi(L)d Fe(02)g Fi(r)q(adius)919 2940 y Fj(1)p eop
  831. %%Page: 2 2
  832. 2 1 bop 532 317 796 2 v 531 374 2 57 v 557 357 a Fj(Mo)q(del)p
  833. 858 374 V 203 w(Edge)16 b(Probabilit)o(y)p 1327 374 V
  834. 532 375 796 2 v 532 385 V 531 442 2 57 v 557 425 a(Pure)f(Random)p
  835. 858 442 V 50 w Fi(13)p 1327 442 V 532 443 796 2 v 531
  836. 502 2 59 v 557 485 a Fj(W)l(axman)g(1)p 858 502 V 112
  837. w Fi(13e)933 468 y Fh(00)p Fg(d=)p Ff(()p Fg(14)r(L)p
  838. Ff())p 1327 502 V 532 503 796 2 v 531 562 2 59 v 557
  839. 545 a Fj(W)l(axman)g(2)p 858 562 V 112 w Fi(13e)933
  840. 528 y Fh(00)p Fg(r)q(and)p Ff((0)p Fg(;L)p Ff())p
  841. Fg(=)p Ff(()p Fg(14)r(L)p Ff())p 1327 562 V 532 563
  842. 796 2 v 531 622 2 59 v 557 605 a Fj(DoarLeslie)p 858
  843. 622 V 117 w Fi(13)p Fj(()p Fi(r)q(adius)p Fj())p
  844. Fi(=ne)1152 588 y Fh(00)p Fg(d=)p Ff(()p Fg(14)r(L)p
  845. Ff())p 1327 622 V 532 623 796 2 v 531 682 2 59 v 557
  846. 665 a Fj(Exp)q(onen)o(tial)p 858 682 V 88 w Fi(13e)933
  847. 648 y Fh(00)p Fg(d=)p Ff(()p Fg(L)p Fh(00)p Fg(d)p
  848. Ff())p 1327 682 V 532 683 796 2 v 531 740 2 57 v 557
  849. 723 a Fj(Lo)q(calit)o(y)p 858 740 V 166 w Fi(13)46
  850. b Fj(if)16 b Fi(d)c(<)h(L)d Fe(02)h Fi(r)q(adius)p
  851. 1327 740 V 531 796 V 858 796 V 883 779 a(14)48 b Fj(if)16
  852. b Fi(d)c Fe(25)h Fi(L)d Fe(02)g Fi(r)q(adius)p 1327
  853. 796 V 532 798 796 2 v 574 925 a Fj(T)l(able)16 b(1:)k(Flat)14
  854. b(random)h(graph)g(mo)q(dels)30 1062 y(One)k(nice)h(feature)e(of)g(the)
  855. h(Lo)q(calit)o(y)g(mo)q(del)g(is)g(that)f(w)o(e)g(ha)o(v)o(e)g(b)q(een)
  856. i(able)f(to)f(extend)h(man)o(y)f(of)g(the)30 1119 y(analytic)g(results)
  857. h(for)e((pure))g(random)h(graphs)f(to)g(this)h(mo)q(del.)28
  858. b(An)o(y)18 b(14nite)h(n)o(um)o(b)q(er)f(of)f(categories)30
  859. 1175 y(are)e(allo)o(w)o(ed,)g(giving)h(a)f(reasonable)h(amoun)o(t)e(of)
  860. h(con)o(trol)g(o)o(v)o(er)f(the)h(top)q(ologies)h(generated.)101
  861. 1232 y(T)l(o)k(summarize,)i(T)l(able)g(1)e(indicates)j(the)e
  862. (probabilit)o(y)h(of)e(an)h(edge)g(b)q(et)o(w)o(een)g(t)o(w)o(o)e(v)o
  863. (ertices)j(at)30 1288 y(Euclidean)17 b(distance)f Fi(d)f
  864. Fj(for)g(eac)o(h)g(mo)q(del)h(describ)q(ed)h(ab)q(o)o(v)o(e.)30
  865. 1410 y Fk(Hierarc)n(hical)g(Mo)r(dels)30 1496 y Fj(The)f(random)f(and)g
  866. (regular)h(mo)q(dels)g(represen)o(t)g(extremes)f(in)h(the)g(sense)g
  867. (that)e(random)h(mo)q(dels)i(o13er)30 1552 y(v)o(ery)h(little)h(con)o
  868. (trol)f(o)o(v)o(er)f(the)h(structure)g(of)g(the)g(resulting)h(top)q
  869. (ologies,)g(while)g(regular)f(mo)q(dels)h(are)30 1609
  870. y(extremely)h(rigid)h(in)g(their)f(structure.)34 b(Neither)20
  871. b(t)o(yp)q(e)g(of)g(mo)q(del)g(captures)g(the)g(hierarc)o(h)o(y)g(that)
  872. f(is)30 1665 y(presen)o(t)h(in)h(real)f(in)o(ternet)o(w)o(orks,)g
  873. (though)f(b)q(oth)h(ma)o(y)g(re15ect)g(some)f(notion)i(of)e(lo)q
  874. (calit)o(y)i(if)g(certain)30 1722 y(no)q(des)i(are)f(more)h(lik)o(ely)h
  875. (to)e(b)q(e)h(connected)h(than)e(others.)41 b(W)l(e)23
  876. b(no)o(w)f(describ)q(e)i(t)o(w)o(o)e(metho)q(ds)g(of)30
  877. 1778 y(creating)16 b(hierarc)o(hical)i(top)q(ologies)e(b)o(y)g
  878. (connecting)h(smaller)g(comp)q(onen)o(ts)f(together)f(according)i(to)e
  879. (a)30 1835 y(particular)h(structure.)30 1955 y Fc(N-Lev)o(el)30
  880. 2040 y Fj(The)k(N-lev)o(el)g(hierarc)o(hical)h(mo)q(del)g(constructs)d
  881. (a)h(top)q(ology)g(recursiv)o(ely)l(.)34 b(Beginning)21
  882. b(with)f(a)f(con-)30 2097 y(nected)e(graph,)g(at)f(eac)o(h)h(step)f(in)
  883. i(the)f(recursion,)g(eac)o(h)g(no)q(de)g(in)h(the)f(curren)o(t)f(top)q
  884. (ology)h(is)g(replaced)30 2153 y(b)o(y)d(a)f(connected)i(graph.)k(The)
  885. 14 b(edges)g(are)g(\resolv)o(ed")g(in)g(v)m(arious)h(w)o(a)o(ys)e
  886. ((e.g.,)f(b)o(y)i(selecting)h(no)q(des)g(at)30 2210
  887. y(random)g(in)h(the)f(replacemen)o(t)h(graphs).)101
  888. 2266 y(More)g(precisely)l(,)j(in)f(constructing)f(the)g(15at)f
  889. (random)h(graphs,)f(w)o(e)h(divide)i(the)e(Euclidean)i(plane)30
  890. 2323 y(in)o(to)14 b(equal-sized)j(square)d(sectors,)g(the)g(n)o(um)o(b)
  891. q(er)h(of)f(whic)o(h)h(is)g(determined)h(b)o(y)e(a)h
  892. Fb(sc)n(ale)h Fj(parameter)e Fi(S)s Fj(;)30 2379 y(eac)o(h)f(no)q(de)h
  893. (in)g(the)f(graph)g(is)h(then)g(assigned)g(to)e(one)h(of)g(the)h
  894. Fi(S)1108 2363 y Ff(2)1140 2379 y Fj(squares.)19 b(In)14
  895. b(constructing)f(an)g(N-lev)o(el)30 2436 y(hierarc)o(hical)k(graph,)e
  896. (the)h(top-lev)o(el)h(graph)e(is)h(constructed)g(in)g(this)g(fashion)g
  897. (using)h(scale)f(parameter)30 2492 y Fi(S)58 2499 y Ff(1)78
  898. 2492 y Fj(.)k(Then)c(eac)o(h)g(square)f(con)o(taining)h(a)f(no)q(de)h
  899. (is)g(sub)q(divided)j(again,)c(according)h(to)e(the)i(second-lev)o(el)
  900. 30 2549 y(scale)k(parameter)e(()p Fi(S)410 2556 y Ff(2)430
  901. 2549 y Fj(),)h(and)g(a)g(graph)g(is)h(constructed)f(using)h(that)f
  902. (top-lev)o(el)h(square)f(as)g(the)g(unit)30 2605 y(plane.)i(Euclidean)
  903. 16 b(co)q(ordinates)f(of)e(all)j(no)q(des)f(are)f(adjusted)g(to)g(the)g
  904. (new)h(scale,)f(in)h(whic)o(h)h Fi(n)e Fj(squares)30
  905. 2661 y(of)i(the)h(original)h(top-lev)o(el)g(plane)f(are)g(no)o(w)f
  906. Fi(n)11 b Fe(02)h Fi(S)924 2668 y Ff(2)960 2661 y Fj(squares.)24
  907. b(This)18 b(pro)q(cess)f(con)o(tin)o(ues)g(recursiv)o(ely)l(.)30
  908. 2718 y(The)f(result)g(is)g(that)f(the)h(scale)g(of)g(the)f(14nal)i
  909. (graph)e(is)i(the)e(pro)q(duct)h(of)g(the)f(scales)i(of)e(the)h
  910. (individual)30 2774 y(lev)o(els,)f(and)f(edge)g(lengths)h(are)e
  911. (roughly)h(determined)i(b)o(y)d(edge)i(lev)o(el.)20 b(F)l(or)14
  912. b(example,)g(in)h(a)e(three-lev)o(el)919 2940 y(2)p eop
  913. %%Page: 3 3
  914. 3 2 bop 440 266 a
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  921. transform originalCTM itransform
  922. /taily exch def
  923. /tailx exch def
  924. transform originalCTM itransform
  925. /tipy exch def
  926. /tipx exch def
  927. /dy tipy taily sub def
  928. /dx tipx tailx sub def
  929. /angle dx 0 ne dy 0 ne or { dy dx atan } { 90 } ifelse def
  930. gsave
  931. originalCTM setmatrix
  932. tipx tipy translate
  933. angle rotate
  934. newpath
  935. arrowHeight neg arrowWidth 2 div moveto
  936. 0 0 lineto
  937. arrowHeight neg arrowWidth 2 div neg lineto
  938. patternNone not {
  939. originalCTM setmatrix
  940. /padtip arrowHeight 2 exp 0.25 arrowWidth 2 exp mul add sqrt brushWidth mul
  941. arrowWidth div def
  942. /padtail brushWidth 2 div def
  943. tipx tipy translate
  944. angle rotate
  945. padtip 0 translate
  946. arrowHeight padtip add padtail add arrowHeight div dup scale
  947. arrowheadpath
  948. ifill
  949. } if
  950. brushNone not {
  951. originalCTM setmatrix
  952. tipx tipy translate
  953. angle rotate
  954. arrowheadpath
  955. istroke
  956. } if
  957. grestore
  958. end
  959. } dup 0 9 dict put def
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  963. arrowHeight neg arrowWidth 2 div moveto
  964. 0 0 lineto
  965. arrowHeight neg arrowWidth 2 div neg lineto
  966. } def
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  969. 0 begin
  970. y exch get /taily exch def
  971. x exch get /tailx exch def
  972. y exch get /tipy exch def
  973. x exch get /tipx exch def
  974. brushLeftArrow { tipx tipy tailx taily arrowhead } if
  975. end
  976. } dup 0 4 dict put def
  978. /rightarrow {
  979. 0 begin
  980. y exch get /tipy exch def
  981. x exch get /tipx exch def
  982. y exch get /taily exch def
  983. x exch get /tailx exch def
  984. brushRightArrow { tipx tipy tailx taily arrowhead } if
  985. end
  986. } dup 0 4 dict put def
  989. /arrowHeight 10 def
  990. /arrowWidth 5 def
  992. /IdrawDict 50 dict def
  993. IdrawDict begin
  995. /none null def
  996. /numGraphicParameters 17 def
  997. /stringLimit 65535 def
  999. /Begin {
  1000. save
  1001. numGraphicParameters dict begin
  1002. } def
  1004. /End {
  1005. end
  1006. restore
  1007. } def
  1009. /SetB {
  1010. dup type /nulltype eq {
  1011. pop
  1012. false /brushRightArrow idef
  1013. false /brushLeftArrow idef
  1014. true /brushNone idef
  1015. } {
  1016. /brushDashOffset idef
  1017. /brushDashArray idef
  1018. 0 ne /brushRightArrow idef
  1019. 0 ne /brushLeftArrow idef
  1020. /brushWidth idef
  1021. false /brushNone idef
  1022. } ifelse
  1023. } def
  1025. /SetCFg {
  1026. /fgblue idef
  1027. /fggreen idef
  1028. /fgred idef
  1029. } def
  1031. /SetCBg {
  1032. /bgblue idef
  1033. /bggreen idef
  1034. /bgred idef
  1035. } def
  1037. /SetF {
  1038. /printSize idef
  1039. /printFont idef
  1040. } def
  1042. /SetP {
  1043. dup type /nulltype eq {
  1044. pop true /patternNone idef
  1045. } {
  1046. dup -1 eq {
  1047. /patternGrayLevel idef
  1048. /patternString idef
  1049. } {
  1050. /patternGrayLevel idef
  1051. } ifelse
  1052. false /patternNone idef
  1053. } ifelse
  1054. } def
  1056. /BSpl {
  1057. 0 begin
  1058. storexyn
  1059. newpath
  1060. n 1 gt {
  1061. 0 0 0 0 0 0 1 1 true subspline
  1062. n 2 gt {
  1063. 0 0 0 0 1 1 2 2 false subspline
  1064. 1 1 n 3 sub {
  1065. /i exch def
  1066. i 1 sub dup i dup i 1 add dup i 2 add dup false subspline
  1067. } for
  1068. n 3 sub dup n 2 sub dup n 1 sub dup 2 copy false subspline
  1069. } if
  1070. n 2 sub dup n 1 sub dup 2 copy 2 copy false subspline
  1071. patternNone not brushLeftArrow not brushRightArrow not and and { ifill } if
  1072. brushNone not { istroke } if
  1073. 0 0 1 1 leftarrow
  1074. n 2 sub dup n 1 sub dup rightarrow
  1075. } if
  1076. end
  1077. } dup 0 4 dict put def
  1079. /Circ {
  1080. newpath
  1081. 0 360 arc
  1082. patternNone not { ifill } if
  1083. brushNone not { istroke } if
  1084. } def
  1086. /CBSpl {
  1087. 0 begin
  1088. dup 2 gt {
  1089. storexyn
  1090. newpath
  1091. n 1 sub dup 0 0 1 1 2 2 true subspline
  1092. 1 1 n 3 sub {
  1093. /i exch def
  1094. i 1 sub dup i dup i 1 add dup i 2 add dup false subspline
  1095. } for
  1096. n 3 sub dup n 2 sub dup n 1 sub dup 0 0 false subspline
  1097. n 2 sub dup n 1 sub dup 0 0 1 1 false subspline
  1098. patternNone not { ifill } if
  1099. brushNone not { istroke } if
  1100. } {
  1101. Poly
  1102. } ifelse
  1103. end
  1104. } dup 0 4 dict put def
  1106. /Elli {
  1107. 0 begin
  1108. newpath
  1109. 4 2 roll
  1110. translate
  1111. scale
  1112. 0 0 1 0 360 arc
  1113. patternNone not { ifill } if
  1114. brushNone not { istroke } if
  1115. end
  1116. } dup 0 1 dict put def
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  1119. 0 begin
  1120. 2 storexyn
  1121. newpath
  1122. x 0 get y 0 get moveto
  1123. x 1 get y 1 get lineto
  1124. brushNone not { istroke } if
  1125. 0 0 1 1 leftarrow
  1126. 0 0 1 1 rightarrow
  1127. end
  1128. } dup 0 4 dict put def
  1130. /MLine {
  1131. 0 begin
  1132. storexyn
  1133. newpath
  1134. n 1 gt {
  1135. x 0 get y 0 get moveto
  1136. 1 1 n 1 sub {
  1137. /i exch def
  1138. x i get y i get lineto
  1139. } for
  1140. patternNone not brushLeftArrow not brushRightArrow not and and { ifill } if
  1141. brushNone not { istroke } if
  1142. 0 0 1 1 leftarrow
  1143. n 2 sub dup n 1 sub dup rightarrow
  1144. } if
  1145. end
  1146. } dup 0 4 dict put def
  1148. /Poly {
  1149. 3 1 roll
  1150. newpath
  1151. moveto
  1152. -1 add
  1153. { lineto } repeat
  1154. closepath
  1155. patternNone not { ifill } if
  1156. brushNone not { istroke } if
  1157. } def
  1159. /Rect {
  1160. 0 begin
  1161. /t exch def
  1162. /r exch def
  1163. /b exch def
  1164. /l exch def
  1165. newpath
  1166. l b moveto
  1167. l t lineto
  1168. r t lineto
  1169. r b lineto
  1170. closepath
  1171. patternNone not { ifill } if
  1172. brushNone not { istroke } if
  1173. end
  1174. } dup 0 4 dict put def
  1176. /Text {
  1177. ishow
  1178. } def
  1180. /idef {
  1181. dup where { pop pop pop } { exch def } ifelse
  1182. } def
  1184. /ifill {
  1185. 0 begin
  1186. gsave
  1187. patternGrayLevel -1 ne {
  1188. fgred bgred fgred sub patternGrayLevel mul add
  1189. fggreen bggreen fggreen sub patternGrayLevel mul add
  1190. fgblue bgblue fgblue sub patternGrayLevel mul add setrgbcolor
  1191. eofill
  1192. } {
  1193. eoclip
  1194. originalCTM setmatrix
  1195. pathbbox /t exch def /r exch def /b exch def /l exch def
  1196. /w r l sub ceiling cvi def
  1197. /h t b sub ceiling cvi def
  1198. /imageByteWidth w 8 div ceiling cvi def
  1199. /imageHeight h def
  1200. bgred bggreen bgblue setrgbcolor
  1201. eofill
  1202. fgred fggreen fgblue setrgbcolor
  1203. w 0 gt h 0 gt and {
  1204. l w add b translate w neg h scale
  1205. w h true [w 0 0 h neg 0 h] { patternproc } imagemask
  1206. } if
  1207. } ifelse
  1208. grestore
  1209. end
  1210. } dup 0 8 dict put def
  1212. /istroke {
  1213. gsave
  1214. brushDashOffset -1 eq {
  1215. [] 0 setdash
  1216. 1 setgray
  1217. } {
  1218. brushDashArray brushDashOffset setdash
  1219. fgred fggreen fgblue setrgbcolor
  1220. } ifelse
  1221. brushWidth setlinewidth
  1222. originalCTM setmatrix
  1223. stroke
  1224. grestore
  1225. } def
  1227. /ishow {
  1228. 0 begin
  1229. gsave
  1230. fgred fggreen fgblue setrgbcolor
  1231. /fontDict printFont printSize scalefont dup setfont def
  1232. /descender fontDict begin 0 [FontBBox] 1 get FontMatrix end
  1233. transform exch pop def
  1234. /vertoffset 1 printSize sub descender sub def {
  1235. 0 vertoffset moveto show
  1236. /vertoffset vertoffset printSize sub def
  1237. } forall
  1238. grestore
  1239. end
  1240. } dup 0 3 dict put def
  1241. /patternproc {
  1242. 0 begin
  1243. /patternByteLength patternString length def
  1244. /patternHeight patternByteLength 8 mul sqrt cvi def
  1245. /patternWidth patternHeight def
  1246. /patternByteWidth patternWidth 8 idiv def
  1247. /imageByteMaxLength imageByteWidth imageHeight mul
  1248. stringLimit patternByteWidth sub min def
  1249. /imageMaxHeight imageByteMaxLength imageByteWidth idiv patternHeight idiv
  1250. patternHeight mul patternHeight max def
  1251. /imageHeight imageHeight imageMaxHeight sub store
  1252. /imageString imageByteWidth imageMaxHeight mul patternByteWidth add string def
  1253. 0 1 imageMaxHeight 1 sub {
  1254. /y exch def
  1255. /patternRow y patternByteWidth mul patternByteLength mod def
  1256. /patternRowString patternString patternRow patternByteWidth getinterval def
  1257. /imageRow y imageByteWidth mul def
  1258. 0 patternByteWidth imageByteWidth 1 sub {
  1259. /x exch def
  1260. imageString imageRow x add patternRowString putinterval
  1261. } for
  1262. } for
  1263. imageString
  1264. end
  1265. } dup 0 12 dict put def
  1267. /min {
  1268. dup 3 2 roll dup 4 3 roll lt { exch } if pop
  1269. } def
  1271. /max {
  1272. dup 3 2 roll dup 4 3 roll gt { exch } if pop
  1273. } def
  1275. /midpoint {
  1276. 0 begin
  1277. /y1 exch def
  1278. /x1 exch def
  1279. /y0 exch def
  1280. /x0 exch def
  1281. x0 x1 add 2 div
  1282. y0 y1 add 2 div
  1283. end
  1284. } dup 0 4 dict put def
  1286. /thirdpoint {
  1287. 0 begin
  1288. /y1 exch def
  1289. /x1 exch def
  1290. /y0 exch def
  1291. /x0 exch def
  1292. x0 2 mul x1 add 3 div
  1293. y0 2 mul y1 add 3 div
  1294. end
  1295. } dup 0 4 dict put def
  1297. /subspline {
  1298. 0 begin
  1299. /movetoNeeded exch def
  1300. y exch get /y3 exch def
  1301. x exch get /x3 exch def
  1302. y exch get /y2 exch def
  1303. x exch get /x2 exch def
  1304. y exch get /y1 exch def
  1305. x exch get /x1 exch def
  1306. y exch get /y0 exch def
  1307. x exch get /x0 exch def
  1308. x1 y1 x2 y2 thirdpoint
  1309. /p1y exch def
  1310. /p1x exch def
  1311. x2 y2 x1 y1 thirdpoint
  1312. /p2y exch def
  1313. /p2x exch def
  1314. x1 y1 x0 y0 thirdpoint
  1315. p1x p1y midpoint
  1316. /p0y exch def
  1317. /p0x exch def
  1318. x2 y2 x3 y3 thirdpoint
  1319. p2x p2y midpoint
  1320. /p3y exch def
  1321. /p3x exch def
  1322. movetoNeeded { p0x p0y moveto } if
  1323. p1x p1y p2x p2y p3x p3y curveto
  1324. end
  1325. } dup 0 17 dict put def
  1327. /storexyn {
  1328. /n exch def
  1329. /y n array def
  1330. /x n array def
  1331. n 1 sub -1 0 {
  1332. /i exch def
  1333. y i 3 2 roll put
  1334. x i 3 2 roll put
  1335. } for
  1336. } def
  1338. /SSten {
  1339. fgred fggreen fgblue setrgbcolor
  1340. dup true exch 1 0 0 -1 0 6 -1 roll matrix astore
  1341. } def
  1343. /FSten {
  1344. dup 3 -1 roll dup 4 1 roll exch
  1345. newpath
  1346. 0 0 moveto
  1347. dup 0 exch lineto
  1348. exch dup 3 1 roll exch lineto
  1349. 0 lineto
  1350. closepath
  1351. bgred bggreen bgblue setrgbcolor
  1352. eofill
  1353. SSten
  1354. } def
  1356. /Rast {
  1357. exch dup 3 1 roll 1 0 0 -1 0 6 -1 roll matrix astore
  1358. } def
  1361. %I Idraw 10 Grid 8 8 
  1364. Begin
  1365. %I b u
  1366. %I cfg u
  1367. %I cbg u
  1368. %I f u
  1369. %I p u
  1370. %I t
  1371. [ 0.796717 0 0 0.796717 0 0 ] concat
  1372. /originalCTM matrix currentmatrix def
  1374. Begin %I Line
  1375. %I b 65535
  1376. 2 0 0 [] 0 SetB
  1377. %I cfg Black
  1378. 0 0 0 SetCFg
  1379. %I cbg White
  1380. 1 1 1 SetCBg
  1381. none SetP %I p n
  1382. %I t
  1383. [ 0.5 -0 -0 0.5 154.5 460.5 ] concat
  1384. %I
  1385. 213 77 498 77 Line
  1386. %I 2
  1387. End
  1389. Begin %I Line
  1390. %I b 65535
  1391. 2 0 0 [] 0 SetB
  1392. %I cfg Black
  1393. 0 0 0 SetCFg
  1394. %I cbg White
  1395. 1 1 1 SetCBg
  1396. none SetP %I p n
  1397. %I t
  1398. [ 0.5 -0 -0 0.5 154.5 460.5 ] concat
  1399. %I
  1400. 210 367 210 78 Line
  1401. %I 2
  1402. End
  1404. Begin %I Line
  1405. %I b 65535
  1406. 2 0 0 [] 0 SetB
  1407. %I cfg Black
  1408. 0 0 0 SetCFg
  1409. %I cbg White
  1410. 1 1 1 SetCBg
  1411. none SetP %I p n
  1412. %I t
  1413. [ 0.5 -0 -0 0.5 154.5 460.5 ] concat
  1414. %I
  1415. 116 172 209 78 Line
  1416. %I 2
  1417. End
  1419. Begin %I Line
  1420. %I b 65535
  1421. 2 0 0 [] 0 SetB
  1422. %I cfg Black
  1423. 0 0 0 SetCFg
  1424. %I cbg White
  1425. 1 1 1 SetCBg
  1426. %I p
  1427. 1 SetP
  1428. %I t
  1429. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1430. %I
  1431. 243 387 340 293 Line
  1432. %I 2
  1433. End
  1435. Begin %I Rect
  1436. %I b 65535
  1437. 1 0 0 [] 0 SetB
  1438. %I cfg Black
  1439. 0 0 0 SetCFg
  1440. %I cbg White
  1441. 1 1 1 SetCBg
  1442. none SetP %I p n
  1443. %I t
  1444. [ 1 -0 -0 1 146 361 ] concat
  1445. %I
  1446. 222 319 294 391 Rect
  1447. End
  1449. Begin %I Rect
  1450. %I b 65535
  1451. 1 0 0 [] 0 SetB
  1452. %I cfg Black
  1453. 0 0 0 SetCFg
  1454. %I cbg White
  1455. 1 1 1 SetCBg
  1456. none SetP %I p n
  1457. %I t
  1458. [ 1 -0 -0 1 74 145 ] concat
  1459. %I
  1460. 222 319 294 391 Rect
  1461. End
  1463. Begin %I Line
  1464. %I b 65535
  1465. 3 0 0 [] 0 SetB
  1466. %I cfg Black
  1467. 0 0 0 SetCFg
  1468. %I cbg White
  1469. 1 1 1 SetCBg
  1470. none SetP %I p n
  1471. %I t
  1472. [ 1 -0 -0 1 83 210 ] concat
  1473. %I
  1474. 69 470 357 470 Line
  1475. %I 1
  1476. End
  1478. Begin %I Line
  1479. %I b 65535
  1480. 3 0 0 [] 0 SetB
  1481. %I cfg Black
  1482. 0 0 0 SetCFg
  1483. %I cbg White
  1484. 1 1 1 SetCBg
  1485. none SetP %I p n
  1486. %I t
  1487. [ 1 -0 -0 1 83 138 ] concat
  1488. %I
  1489. 69 470 357 470 Line
  1490. %I 1
  1491. End
  1493. Begin %I Line
  1494. %I b 65535
  1495. 3 0 0 [] 0 SetB
  1496. %I cfg Black
  1497. 0 0 0 SetCFg
  1498. %I cbg White
  1499. 1 1 1 SetCBg
  1500. none SetP %I p n
  1501. %I t
  1502. [ 1 -0 -0 1 83 66 ] concat
  1503. %I
  1504. 69 470 357 470 Line
  1505. %I 1
  1506. End
  1508. Begin %I Poly
  1509. %I b 65535
  1510. 3 0 0 [] 0 SetB
  1511. %I cfg Black
  1512. 0 0 0 SetCFg
  1513. %I cbg White
  1514. 1 1 1 SetCBg
  1515. none SetP %I p n
  1516. %I t
  1517. [ 1 -0 -0 1 83 210 ] concat
  1518. %I 4
  1519. 69 254
  1520. 357 254
  1521. 357 542
  1522. 69 542
  1523. 4 Poly
  1524. End
  1526. Begin %I Line
  1527. %I b 65535
  1528. 3 0 0 [] 0 SetB
  1529. %I cfg Black
  1530. 0 0 0 SetCFg
  1531. %I cbg White
  1532. 1 1 1 SetCBg
  1533. none SetP %I p n
  1534. %I t
  1535. [ 1 -0 -0 1 83 210 ] concat
  1536. %I
  1537. 213 542 213 254 Line
  1538. %I 1
  1539. End
  1541. Begin %I Line
  1542. %I b 65535
  1543. 3 0 0 [] 0 SetB
  1544. %I cfg Black
  1545. 0 0 0 SetCFg
  1546. %I cbg White
  1547. 1 1 1 SetCBg
  1548. none SetP %I p n
  1549. %I t
  1550. [ 1 -0 -0 1 83 210 ] concat
  1551. %I
  1552. 285 542 285 254 Line
  1553. %I 1
  1554. End
  1556. Begin %I Line
  1557. %I b 65535
  1558. 3 0 0 [] 0 SetB
  1559. %I cfg Black
  1560. 0 0 0 SetCFg
  1561. %I cbg White
  1562. 1 1 1 SetCBg
  1563. none SetP %I p n
  1564. %I t
  1565. [ 1 -0 -0 1 83 210 ] concat
  1566. %I
  1567. 141 542 141 254 Line
  1568. %I 1
  1569. End
  1571. Begin %I Pict
  1572. %I b 65535
  1573. 2 0 0 [] 0 SetB
  1574. %I cfg u
  1575. %I cbg u
  1576. %I f u
  1577. %I p u
  1578. %I t
  1579. [ 1 0 0 1 -72 -72 ] concat
  1581. Begin %I Line
  1582. %I b 65535
  1583. 1 0 0 [] 0 SetB
  1584. %I cfg Black
  1585. 0 0 0 SetCFg
  1586. %I cbg White
  1587. 1 1 1 SetCBg
  1588. none SetP %I p n
  1589. %I t
  1590. [ 1 -0 -0 1 83 210 ] concat
  1591. %I
  1592. 165 470 165 398 Line
  1593. %I 1
  1594. End
  1596. Begin %I Line
  1597. %I b 65535
  1598. 1 0 0 [] 0 SetB
  1599. %I cfg Black
  1600. 0 0 0 SetCFg
  1601. %I cbg White
  1602. 1 1 1 SetCBg
  1603. none SetP %I p n
  1604. %I t
  1605. [ 1 -0 -0 1 83 210 ] concat
  1606. %I
  1607. 189 470 189 398 Line
  1608. %I 1
  1609. End
  1611. Begin %I Line
  1612. %I b 65535
  1613. 1 0 0 [] 0 SetB
  1614. %I cfg Black
  1615. 0 0 0 SetCFg
  1616. %I cbg White
  1617. 1 1 1 SetCBg
  1618. none SetP %I p n
  1619. %I t
  1620. [ 1 -0 -0 1 83 202 ] concat
  1621. %I
  1622. 141 454 213 454 Line
  1623. %I 1
  1624. End
  1626. Begin %I Line
  1627. %I b 65535
  1628. 1 0 0 [] 0 SetB
  1629. %I cfg Black
  1630. 0 0 0 SetCFg
  1631. %I cbg White
  1632. 1 1 1 SetCBg
  1633. none SetP %I p n
  1634. %I t
  1635. [ 1 -0 -0 1 83 210 ] concat
  1636. %I
  1637. 141 422 213 422 Line
  1638. %I 1
  1639. End
  1641. End %I eop
  1643. Begin %I Pict
  1644. %I b 65535
  1645. 2 0 0 [] 0 SetB
  1646. %I cfg u
  1647. %I cbg u
  1648. %I f u
  1649. none SetP %I p n
  1650. %I t
  1651. [ 1 0 0 1 72 -72 ] concat
  1653. Begin %I Line
  1654. %I b 65535
  1655. 1 0 0 [] 0 SetB
  1656. %I cfg Black
  1657. 0 0 0 SetCFg
  1658. %I cbg White
  1659. 1 1 1 SetCBg
  1660. none SetP %I p n
  1661. %I t
  1662. [ 1 -0 -0 1 83 210 ] concat
  1663. %I
  1664. 165 470 165 398 Line
  1665. %I 1
  1666. End
  1668. Begin %I Line
  1669. %I b 65535
  1670. 1 0 0 [] 0 SetB
  1671. %I cfg Black
  1672. 0 0 0 SetCFg
  1673. %I cbg White
  1674. 1 1 1 SetCBg
  1675. none SetP %I p n
  1676. %I t
  1677. [ 1 -0 -0 1 83 210 ] concat
  1678. %I
  1679. 189 470 189 398 Line
  1680. %I 1
  1681. End
  1683. Begin %I Line
  1684. %I b 65535
  1685. 1 0 0 [] 0 SetB
  1686. %I cfg Black
  1687. 0 0 0 SetCFg
  1688. %I cbg White
  1689. 1 1 1 SetCBg
  1690. none SetP %I p n
  1691. %I t
  1692. [ 1 -0 -0 1 83 202 ] concat
  1693. %I
  1694. 141 454 213 454 Line
  1695. %I 1
  1696. End
  1698. Begin %I Line
  1699. %I b 65535
  1700. 1 0 0 [] 0 SetB
  1701. %I cfg Black
  1702. 0 0 0 SetCFg
  1703. %I cbg White
  1704. 1 1 1 SetCBg
  1705. none SetP %I p n
  1706. %I t
  1707. [ 1 -0 -0 1 83 210 ] concat
  1708. %I
  1709. 141 422 213 422 Line
  1710. %I 1
  1711. End
  1713. End %I eop
  1715. Begin %I Elli
  1716. %I b 65535
  1717. 1 0 0 [] 0 SetB
  1718. %I cfg Black
  1719. 0 0 0 SetCFg
  1720. %I cbg White
  1721. 1 1 1 SetCBg
  1722. %I p
  1723. 0 SetP
  1724. %I t
  1725. [ 0.5 -0 -0 0.5 221.5 510.5 ] concat
  1726. %I
  1727. 173 172 5 5 Elli
  1728. End
  1730. Begin %I Pict
  1731. %I b u
  1732. %I cfg u
  1733. %I cbg u
  1734. %I f u
  1735. %I p u
  1736. %I t
  1737. [ 1 0 0 1 24 24 ] concat
  1739. Begin %I Line
  1740. %I b 65535
  1741. 1 0 0 [] 0 SetB
  1742. %I cfg Black
  1743. 0 0 0 SetCFg
  1744. %I cbg White
  1745. 1 1 1 SetCBg
  1746. none SetP %I p n
  1747. %I t
  1748. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1749. %I
  1750. 189 461 189 413 Line
  1751. %I 2
  1752. End
  1754. Begin %I Line
  1755. %I b 65535
  1756. 1 0 0 [] 0 SetB
  1757. %I cfg Black
  1758. 0 0 0 SetCFg
  1759. %I cbg White
  1760. 1 1 1 SetCBg
  1761. none SetP %I p n
  1762. %I t
  1763. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1764. %I
  1765. 205 461 205 413 Line
  1766. %I 2
  1767. End
  1769. Begin %I Line
  1770. %I b 65535
  1771. 1 0 0 [] 0 SetB
  1772. %I cfg Black
  1773. 0 0 0 SetCFg
  1774. %I cbg White
  1775. 1 1 1 SetCBg
  1776. none SetP %I p n
  1777. %I t
  1778. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1779. %I
  1780. 173 445 221 445 Line
  1781. %I 2
  1782. End
  1784. Begin %I Line
  1785. %I b 65535
  1786. 1 0 0 [] 0 SetB
  1787. %I cfg Black
  1788. 0 0 0 SetCFg
  1789. %I cbg White
  1790. 1 1 1 SetCBg
  1791. none SetP %I p n
  1792. %I t
  1793. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1794. %I
  1795. 173 429 221 429 Line
  1796. %I 2
  1797. End
  1799. Begin %I Elli
  1800. %I b 65535
  1801. 1 0 0 [] 0 SetB
  1802. %I cfg Black
  1803. 0 0 0 SetCFg
  1804. %I cbg White
  1805. 1 1 1 SetCBg
  1806. %I p
  1807. 0 SetP
  1808. %I t
  1809. [ 0.5 -0 -0 0.5 237.5 478.5 ] concat
  1810. %I
  1811. 173 172 5 5 Elli
  1812. End
  1814. Begin %I Elli
  1815. %I b 65535
  1816. 1 0 0 [] 0 SetB
  1817. %I cfg Black
  1818. 0 0 0 SetCFg
  1819. %I cbg White
  1820. 1 1 1 SetCBg
  1821. %I p
  1822. 0 SetP
  1823. %I t
  1824. [ 0.5 -0 -0 0.5 245.5 494.5 ] concat
  1825. %I
  1826. 173 172 5 5 Elli
  1827. End
  1829. Begin %I Elli
  1830. %I b 65535
  1831. 1 0 0 [] 0 SetB
  1832. %I cfg Black
  1833. 0 0 0 SetCFg
  1834. %I cbg White
  1835. 1 1 1 SetCBg
  1836. %I p
  1837. 0 SetP
  1838. %I t
  1839. [ 0.5 -0 -0 0.5 253 486.5 ] concat
  1840. %I
  1841. 173 172 5 5 Elli
  1842. End
  1844. Begin %I Elli
  1845. %I b 65535
  1846. 1 0 0 [] 0 SetB
  1847. %I cfg Black
  1848. 0 0 0 SetCFg
  1849. %I cbg White
  1850. 1 1 1 SetCBg
  1851. %I p
  1852. 0 SetP
  1853. %I t
  1854. [ 0.5 -0 -0 0.5 237.5 486.5 ] concat
  1855. %I
  1856. 173 172 5 5 Elli
  1857. End
  1859. Begin %I Line
  1860. %I b 65535
  1861. 1 0 0 [] 0 SetB
  1862. %I cfg Black
  1863. 0 0 0 SetCFg
  1864. %I cbg White
  1865. 1 1 1 SetCBg
  1866. none SetP %I p n
  1867. %I t
  1868. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1869. %I
  1870. 182 438 181 421 Line
  1871. %I 2
  1872. End
  1874. Begin %I Line
  1875. %I b 65535
  1876. 1 0 0 [] 0 SetB
  1877. %I cfg Black
  1878. 0 0 0 SetCFg
  1879. %I cbg White
  1880. 1 1 1 SetCBg
  1881. none SetP %I p n
  1882. %I t
  1883. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1884. %I
  1885. 181 421 212 437 Line
  1886. %I 2
  1887. End
  1889. Begin %I Line
  1890. %I b 65535
  1891. 1 0 0 [] 0 SetB
  1892. %I cfg Black
  1893. 0 0 0 SetCFg
  1894. %I cbg White
  1895. 1 1 1 SetCBg
  1896. none SetP %I p n
  1897. %I t
  1898. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1899. %I
  1900. 197 453 182 421 Line
  1901. %I 2
  1902. End
  1904. Begin %I Line
  1905. %I b 65535
  1906. 1 0 0 [] 0 SetB
  1907. %I cfg Black
  1908. 0 0 0 SetCFg
  1909. %I cbg White
  1910. 1 1 1 SetCBg
  1911. none SetP %I p n
  1912. %I t
  1913. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1914. %I
  1915. 197 454 213 436 Line
  1916. %I 2
  1917. End
  1919. End %I eop
  1921. Begin %I Elli
  1922. %I b 65535
  1923. 1 0 0 [] 0 SetB
  1924. %I cfg Black
  1925. 0 0 0 SetCFg
  1926. %I cbg White
  1927. 1 1 1 SetCBg
  1928. %I p
  1929. 0 SetP
  1930. %I t
  1931. [ 0.5 -0 -0 0.5 268.5 462 ] concat
  1932. %I
  1933. 173 172 5 5 Elli
  1934. End
  1936. Begin %I Elli
  1937. %I b 65535
  1938. 1 0 0 [] 0 SetB
  1939. %I cfg Black
  1940. 0 0 0 SetCFg
  1941. %I cbg White
  1942. 1 1 1 SetCBg
  1943. %I p
  1944. 0 SetP
  1945. %I t
  1946. [ 0.5 -0 -0 0.5 221.5 486 ] concat
  1947. %I
  1948. 173 172 5 5 Elli
  1949. End
  1951. Begin %I Line
  1952. %I b 65535
  1953. 1 0 0 [] 0 SetB
  1954. %I cfg Black
  1955. 0 0 0 SetCFg
  1956. %I cbg White
  1957. 1 1 1 SetCBg
  1958. none SetP %I p n
  1959. %I t
  1960. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1961. %I
  1962. 150 485 150 436 Line
  1963. %I 2
  1964. End
  1966. Begin %I Line
  1967. %I b 65535
  1968. 1 0 0 [] 0 SetB
  1969. %I cfg Black
  1970. 0 0 0 SetCFg
  1971. %I cbg White
  1972. 1 1 1 SetCBg
  1973. none SetP %I p n
  1974. %I t
  1975. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1976. %I
  1977. 150 485 229 485 Line
  1978. %I 2
  1979. End
  1981. Begin %I Line
  1982. %I b 65535
  1983. 1 0 0 [] 0 SetB
  1984. %I cfg Black
  1985. 0 0 0 SetCFg
  1986. %I cbg White
  1987. 1 1 1 SetCBg
  1988. none SetP %I p n
  1989. %I t
  1990. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  1991. %I
  1992. 151 436 243 388 Line
  1993. %I 2
  1994. End
  1996. Begin %I Line
  1997. %I b 65535
  1998. 1 0 0 [] 0 SetB
  1999. %I cfg Black
  2000. 0 0 0 SetCFg
  2001. %I cbg White
  2002. 1 1 1 SetCBg
  2003. none SetP %I p n
  2004. %I t
  2005. [ 0.5 -0 -0 0.5 233.5 353.5 ] concat
  2006. %I
  2007. 228 468 243 387 Line
  2008. %I 2
  2009. End
  2011. Begin %I Elli
  2012. %I b 61680
  2013. 1 0 0 [4 4 4 4] 0 SetB
  2014. %I cfg Black
  2015. 0 0 0 SetCFg
  2016. %I cbg White
  2017. 1 1 1 SetCBg
  2018. %I p
  2019. 1 SetP
  2020. %I t
  2021. [ 1 -0 -0 1 104 335 ] concat
  2022. %I
  2023. 156 165 20 20 Elli
  2024. End
  2026. Begin %I Elli
  2027. %I b 61680
  2028. 1 0 0 [4 4 4 4] 0 SetB
  2029. %I cfg Black
  2030. 0 0 0 SetCFg
  2031. %I cbg White
  2032. 1 1 1 SetCBg
  2033. %I p
  2034. 1 SetP
  2035. %I t
  2036. [ 1 -0 -0 1 248 335 ] concat
  2037. %I
  2038. 156 165 20 20 Elli
  2039. End
  2041. Begin %I Elli
  2042. %I b 61680
  2043. 1 0 0 [4 4 4 4] 0 SetB
  2044. %I cfg Black
  2045. 0 0 0 SetCFg
  2046. %I cbg White
  2047. 1 1 1 SetCBg
  2048. %I p
  2049. 1 SetP
  2050. %I t
  2051. [ 1 -0 -0 1 104 479 ] concat
  2052. %I
  2053. 156 165 20 20 Elli
  2054. End
  2056. Begin %I Line
  2057. %I b 65535
  2058. 2 0 0 [] 0 SetB
  2059. %I cfg Black
  2060. 0 0 0 SetCFg
  2061. %I cbg White
  2062. 1 1 1 SetCBg
  2063. %I p
  2064. 1 SetP
  2065. %I t
  2066. [ 1 -0 -0 1 83 281 ] concat
  2067. %I
  2068. 176 435 321 361 Line
  2069. %I 1
  2070. End
  2072. Begin %I Line
  2073. %I b 65535
  2074. 2 0 0 [] 0 SetB
  2075. %I cfg Black
  2076. 0 0 0 SetCFg
  2077. %I cbg White
  2078. 1 1 1 SetCBg
  2079. %I p
  2080. 1 SetP
  2081. %I t
  2082. [ 1 -0 -0 1 83 281 ] concat
  2083. %I
  2084. 176 435 104 290 Line
  2085. %I 1
  2086. End
  2088. Begin %I Elli
  2089. %I b 65535
  2090. 1 0 0 [] 0 SetB
  2091. %I cfg Black
  2092. 0 0 0 SetCFg
  2093. %I cbg White
  2094. 1 1 1 SetCBg
  2095. %I p
  2096. 0 SetP
  2097. %I t
  2098. [ 0.5 -0 -0 0.5 78 486.5 ] concat
  2099. %I
  2100. 173 172 5 5 Elli
  2101. End
  2103. Begin %I Elli
  2104. %I b 65535
  2105. 1 0 0 [] 0 SetB
  2106. %I cfg Black
  2107. 0 0 0 SetCFg
  2108. %I cbg White
  2109. 1 1 1 SetCBg
  2110. %I p
  2111. 0 SetP
  2112. %I t
  2113. [ 0.5 -0 -0 0.5 125.5 486.5 ] concat
  2114. %I
  2115. 173 172 5 5 Elli
  2116. End
  2118. Begin %I Elli
  2119. %I b 65535
  2120. 1 0 0 [] 0 SetB
  2121. %I cfg Black
  2122. 0 0 0 SetCFg
  2123. %I cbg White
  2124. 1 1 1 SetCBg
  2125. %I p
  2126. 0 SetP
  2127. %I t
  2128. [ 0.5 -0 -0 0.5 101.5 511.5 ] concat
  2129. %I
  2130. 173 172 5 5 Elli
  2131. End
  2133. Begin %I Elli
  2134. %I b 65535
  2135. 1 0 0 [] 0 SetB
  2136. %I cfg Black
  2137. 0 0 0 SetCFg
  2138. %I cbg White
  2139. 1 1 1 SetCBg
  2140. %I p
  2141. 0 SetP
  2142. %I t
  2143. [ 0.5 -0 -0 0.5 101.5 486.5 ] concat
  2144. %I
  2145. 173 172 5 5 Elli
  2146. End
  2148. Begin %I Elli
  2149. %I b 65535
  2150. 1 0 0 [] 0 SetB
  2151. %I cfg Black
  2152. 0 0 0 SetCFg
  2153. %I cbg White
  2154. 1 1 1 SetCBg
  2155. %I p
  2156. 0 SetP
  2157. %I t
  2158. [ 0.5 -0 -0 0.5 125.5 461.5 ] concat
  2159. %I
  2160. 173 172 5 5 Elli
  2161. End
  2163. Begin %I Line
  2164. %I b 65535
  2165. 1 0 0 [] 0 SetB
  2166. %I cfg Black
  2167. 0 0 0 SetCFg
  2168. %I cbg White
  2169. 1 1 1 SetCBg
  2170. none SetP %I p n
  2171. %I t
  2172. [ 0.5 -0 -0 0.5 79.5 460.5 ] concat
  2173. %I
  2174. 218 272 264 223 Line
  2175. %I 2
  2176. End
  2178. Begin %I Line
  2179. %I b 65535
  2180. 1 0 0 [] 0 SetB
  2181. %I cfg Black
  2182. 0 0 0 SetCFg
  2183. %I cbg White
  2184. 1 1 1 SetCBg
  2185. none SetP %I p n
  2186. %I t
  2187. [ 0.5 -0 -0 0.5 79.5 460.5 ] concat
  2188. %I
  2189. 265 222 265 172 Line
  2190. %I 2
  2191. End
  2193. Begin %I Line
  2194. %I b 65535
  2195. 1 0 0 [] 0 SetB
  2196. %I cfg Black
  2197. 0 0 0 SetCFg
  2198. %I cbg White
  2199. 1 1 1 SetCBg
  2200. none SetP %I p n
  2201. %I t
  2202. [ 0.5 -0 -0 0.5 79.5 460.5 ] concat
  2203. %I
  2204. 170 223 217 223 Line
  2205. %I 2
  2206. End
  2208. Begin %I Line
  2209. %I b 65535
  2210. 1 0 0 [] 0 SetB
  2211. %I cfg Black
  2212. 0 0 0 SetCFg
  2213. %I cbg White
  2214. 1 1 1 SetCBg