/[gzz]/gzz/Documentation/misc/hemppah-progradu/xanadu_model.eps
ViewVC logotype

Diff of /gzz/Documentation/misc/hemppah-progradu/xanadu_model.eps

Parent Directory Parent Directory | Revision Log Revision Log | View Patch Patch

revision 1.2 by hemppah, Fri Feb 21 12:49:04 2003 UTC revision 1.3 by hemppah, Mon Mar 24 14:07:50 2003 UTC
# Line 1  Line 1 
1  %!PS-Adobe-2.0 EPSF-2.0  %!PS-Adobe-2.0 EPSF-2.0
2  %%Title: /home/hemppah/cvs/gzz/Documentation/misc/hemppah-progradu/xanadu_model.dia  %%Title: xanadu_model.dia
3  %%Creator: Dia v0.88.1  %%Creator: Dia v0.90
4  %%CreationDate: Fri Feb 21 12:00:07 2003  %%CreationDate: Mon Mar 24 16:07:19 2003
5  %%For: a user  %%For: a user
6  %%Magnification: 1.0000  %%Magnification: 1.0000
7  %%Orientation: Portrait  %%Orientation: Portrait
8  %%BoundingBox: 0 0 805 729  %%BoundingBox: 0 0 899 767
9  %%Pages: 1  %%Pages: 1
 %%BeginSetup  
 %%EndSetup  
10  %%EndComments  %%EndComments
11  %%BeginProlog  %%BeginProlog
 [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef  
 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef  
 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef  
 /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright  
 /parenleft /parenright /asterisk /plus /comma /hyphen /period /slash /zero /one  
 /two /three /four /five /six /seven /eight /nine /colon /semicolon  
 /less /equal /greater /question /at /A /B /C /D /E  
 /F /G /H /I /J /K /L /M /N /O  
 /P /Q /R /S /T /U /V /W /X /Y  
 /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c  
 /d /e /f /g /h /i /j /k /l /m  
 /n /o /p /q /r /s /t /u /v /w  
 /x /y /z /braceleft /bar /braceright /asciitilde /.notdef /.notdef /.notdef  
 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef  
 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef  
 /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef  
 /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright  
 /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior  
 /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf  
 /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla  
 /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde  
 /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex  
 /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring  
 /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis  
 /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave  
 /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis] /isolatin1encoding exch def  
 /Times-Roman-latin1  
     /Times-Roman findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Times-Italic-latin1  
     /Times-Italic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Times-Bold-latin1  
     /Times-Bold findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Times-BoldItalic-latin1  
     /Times-BoldItalic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /AvantGarde-Book-latin1  
     /AvantGarde-Book findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /AvantGarde-BookOblique-latin1  
     /AvantGarde-BookOblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /AvantGarde-Demi-latin1  
     /AvantGarde-Demi findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /AvantGarde-DemiOblique-latin1  
     /AvantGarde-DemiOblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Bookman-Light-latin1  
     /Bookman-Light findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Bookman-LightItalic-latin1  
     /Bookman-LightItalic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Bookman-Demi-latin1  
     /Bookman-Demi findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Bookman-DemiItalic-latin1  
     /Bookman-DemiItalic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Courier-latin1  
     /Courier findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Courier-Oblique-latin1  
     /Courier-Oblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Courier-Bold-latin1  
     /Courier-Bold findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Courier-BoldOblique-latin1  
     /Courier-BoldOblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-latin1  
     /Helvetica findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-Oblique-latin1  
     /Helvetica-Oblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-Bold-latin1  
     /Helvetica-Bold findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-BoldOblique-latin1  
     /Helvetica-BoldOblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-Narrow-latin1  
     /Helvetica-Narrow findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-Narrow-Oblique-latin1  
     /Helvetica-Narrow-Oblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-Narrow-Bold-latin1  
     /Helvetica-Narrow-Bold findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Helvetica-Narrow-BoldOblique-latin1  
     /Helvetica-Narrow-BoldOblique findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /NewCenturySchoolbook-Roman-latin1  
     /NewCenturySchoolbook-Roman findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /NewCenturySchoolbook-Italic-latin1  
     /NewCenturySchoolbook-Italic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /NewCenturySchoolbook-Bold-latin1  
     /NewCenturySchoolbook-Bold findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /NewCenturySchoolbook-BoldItalic-latin1  
     /NewCenturySchoolbook-BoldItalic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Palatino-Roman-latin1  
     /Palatino-Roman findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Palatino-Italic-latin1  
     /Palatino-Italic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Palatino-Bold-latin1  
     /Palatino-Bold findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Palatino-BoldItalic-latin1  
     /Palatino-BoldItalic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /Symbol-latin1  
     /Symbol findfont  
 definefont pop  
 /ZapfChancery-MediumItalic-latin1  
     /ZapfChancery-MediumItalic findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
 /ZapfDingbats-latin1  
     /ZapfDingbats findfont  
     dup length dict begin  
         {1 index /FID ne {def} {pop pop} ifelse} forall  
         /Encoding isolatin1encoding def  
     currentdict end  
 definefont pop  
12  /cp {closepath} bind def  /cp {closepath} bind def
13  /c {curveto} bind def  /c {curveto} bind def
14  /f {fill} bind def  /f {fill} bind def
# Line 341  dup Line 72  dup
72  4 2 roll  4 2 roll
73  putinterval  putinterval
74  } bind def  } bind def
 28.346000 -28.346000 scale  
 -0.208480 -27.000000 translate  
75  %%EndProlog  %%EndProlog
76    
77    %%BeginSetup
78    %%EndSetup
79    28.346000 -28.346000 scale
80    -1.113480 -28.324194 translate
81    
82  1.000000 1.000000 1.000000 srgb  1.000000 1.000000 1.000000 srgb
83  n 1.650000 2.350000 m 1.650000 15.650000 l 11.350000 15.650000 l 11.350000 2.350000 l f  n 1.650000 2.300000 m 1.650000 15.600000 l 11.350000 15.600000 l 11.350000 2.300000 l f
84  0.100000 slw  0.100000 slw
85  [] 0 sd  [] 0 sd
86  [] 0 sd  [] 0 sd
87  0 slj  0 slj
88  0.000000 0.000000 0.000000 srgb  0.000000 0.000000 0.000000 srgb
89  n 1.650000 2.350000 m 1.650000 15.650000 l 11.350000 15.650000 l 11.350000 2.350000 l cp s  n 1.650000 2.300000 m 1.650000 15.600000 l 11.350000 15.600000 l 11.350000 2.300000 l cp s
90  /Helvetica-latin1 ff 0.300000 scf sf  2.100000 3.100000 m  [ /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
91  (More research on nearest algorithms  in the literature has been ) 2.100000 3.100000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
92  (focused on the  Euclidean case. In many practical search problems) 2.100000 3.400000 m gs 1 -1 sc sh gr   /M /o /r /e /space /s /a /c /xi /xi /h /n /t /l /g /i
93  (however, the underlying metric spaces are quite weak, which motivates) 2.100000 3.700000 m gs 1 -1 sc sh gr   /m /u /b /f /d /E /period /I /y /p /w /v /comma /q /k /hyphen
94  (a search for other classes of metric spaces that can be tractably ) 2.100000 4.000000 m gs 1 -1 sc sh gr   /T /two /S /P /z /D /one /six /four /seven /greater /quotesingle /U /five /zero /Y
95  (searched) 2.100000 4.300000 m gs 1 -1 sc sh gr   /equal /three /X /G /C /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
96  () 2.100000 4.600000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
97  (In this paper, we develop an efficient dynamic data strucutre for) 2.100000 4.900000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
98  ( nearest neighbor queries in growth- constrained metrics. These ) 2.100000 5.200000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
99  (metrics satisfy the property that for any poiint q and distance d) 2.100000 5.500000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
100  (the number of points within distance 2d of q is most constant factor) 2.100000 5.800000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
101  ( for large than the numberr of points within distance d. Spaces of this ) 2.100000 6.100000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
102  (kind  may occur in networking applications, such as the Internet or ) 2.100000 6.400000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
103  (Peer-to-peer networks, and  vector  qualizationg applications, where ) 2.100000 6.700000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
104  (feature vectors  fall into low-dimensional manifolds within high-) 2.100000 7.000000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
105  (dimensional vector spaces.) 2.100000 7.300000 m gs 1 -1 sc sh gr   /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi /xi
106  () 2.100000 7.600000 m gs 1 -1 sc sh gr  ] /e0 exch def
107  /Helvetica-latin1 ff 0.300000 scf sf  /Helvetica_e0 undefinefont
108  (More research on nearest algorithms  in the literature has been ) 2.090000 7.874840 m gs 1 -1 sc sh gr  /Helvetica_e0
109  (focused on the  Euclidean case. In many practical search problems) 2.090000 8.174840 m gs 1 -1 sc sh gr    /Helvetica findfont
110  (however, the underlying metric spaces are quite weak, which motivates) 2.090000 8.474840 m gs 1 -1 sc sh gr    dup length dict begin
111  (a search for other classes of metric spaces that can be tractably ) 2.090000 8.774840 m gs 1 -1 sc sh gr    {1 index /FID ne {def} {pop pop} ifelse} forall
112  (searched) 2.090000 9.074840 m gs 1 -1 sc sh gr    /Encoding e0 def
113  () 2.090000 9.374840 m gs 1 -1 sc sh gr    currentdict end
114  (In this paper, we develop an efficient dynamic data strucutre for) 2.090000 9.674840 m gs 1 -1 sc sh gr  definefont pop
115  ( nearest neighbor queries in growth- constrained metrics. These ) 2.090000 9.974840 m gs 1 -1 sc sh gr  /Helvetica_e0 ff 0.300000 scf sf
116  (metrics satisfy the property that for any poiint q and distance d) 2.090000 10.274840 m gs 1 -1 sc sh gr  ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
117  (the number of points within distance 2d of q is most constant factor) 2.090000 10.574840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
118  ( for large than the numberr of points within distance d. Spaces of this ) 2.090000 10.874840 m gs 1 -1 sc sh gr  2.100000 3.400000 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*$9"!2-#0%)
119  (kind  may occur in networking applications, such as the Internet or ) 2.090000 11.174840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
120  (Peer-to-peer networks, and  vector  qualizationg applications, where ) 2.090000 11.474840 m gs 1 -1 sc sh gr  2.100000 3.700000 m (*!:#;#"<$,*#$1+4#"-8/+.$0#,"/'$%9&'#%$&"#$=1/,#$:#&><$:*/'*$0!,/;&,#%)
121  (feature vectors  fall into low-dimensional manifolds within high-) 2.090000 11.774840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
122  (dimensional vector spaces.) 2.090000 12.074840 m gs 1 -1 sc sh gr  2.100000 4.000000 m (&$%#&"'*$3!"$!,*#"$'-&%%#%$!3$0#,"/'$%9&'#%$,*&,$'&+$2#$,"&',&2-8$)
123  () 2.090000 12.374840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
124  /Helvetica-latin1 ff 0.300000 scf sf  2.100000 4.300000 m (%#&"'*#4)
125  (More research on nearest algorithms  in the literature has been ) 2.090000 12.774800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
126  (focused on the  Euclidean case. In many practical search problems) 2.090000 13.074800 m gs 1 -1 sc sh gr  2.100000 4.900000 m (7+$,*/%$9&9#"<$:#$4#;#-!9$&+$#33/'/#+,$48+&0/'$4&,&$%,"1'1,"#$3!")
127  (however, the underlying metric spaces are quite weak, which ) 2.090000 13.374800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
128  (motivates a search for other classes of metric spaces that can be ) 2.090000 13.674800 m gs 1 -1 sc sh gr  2.100000 5.200000 m ($+#&"#%,$+#/.*2!"$=1#"/#%$/+$."!:,*?$'!+%,"&/+#4$0#,"/'%6$@*#%#$)
129  (tractably  searchedkind  may occur in networking applications, such ) 2.090000 13.974800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
130  (as the Internet or  Peer-to-peer networks, and  vector  qualizationg ) 2.090000 14.274800 m gs 1 -1 sc sh gr  2.100000 5.500000 m (0#,"/'%$%&,/%38$,*#$9"!9#",8$,*&,$3!"$&+8$9!//+,$=$&+4$4/%,&+'#$4)
131  (applications, where  feature vectors  fall into low-dimensional manifolds ) 2.090000 14.574800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
132  (within high- dimensional vector spaces.) 2.090000 14.874800 m gs 1 -1 sc sh gr  2.100000 5.800000 m (,*#$+102#"$!3$9!/+,%$:/,*/+$4/%,&+'#$A4$!3$=$/%$0!%,$'!+%,&+,$3&',!")
133  () 2.090000 15.174800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
134    2.100000 6.100000 m ($3!"$-&".#$,*&+$,*#$+102#""$!3$9!/+,%$:/,*/+$4/%,&+'#$46$B9&'#%$!3$,*/%$)
135     gs 1 -1 sc sh gr
136    2.100000 6.400000 m (>/+4$$0&8$!''1"$/+$+#,:!">/+.$&99-/'&,/!+%<$%1'*$&%$,*#$7+,#"+#,$!"$)
137     gs 1 -1 sc sh gr
138    2.100000 6.700000 m (C##"?,!?9##"$+#,:!">%<$&+4$$;#',!"$$=1&-/D&,/!+.$&99-/'&,/!+%<$:*#"#$)
139     gs 1 -1 sc sh gr
140    2.100000 7.000000 m (3#&,1"#$;#',!"%$$3&--$/+,!$-!:?4/0#+%/!+&-$0&+/3!-4%$:/,*/+$*/.*?)
141     gs 1 -1 sc sh gr
142    2.100000 7.300000 m (4/0#+%/!+&-$;#',!"$%9&'#%6)
143     gs 1 -1 sc sh gr
144    2.190000 7.974840 m /Helvetica_e0 ff 0.300000 scf sf
145    ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
146     gs 1 -1 sc sh gr
147    2.190000 8.274840 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*$9"!2-#0%)
148     gs 1 -1 sc sh gr
149    2.190000 8.574840 m (*!:#;#"<$,*#$1+4#"-8/+.$0#,"/'$%9&'#%$&"#$=1/,#$:#&><$:*/'*$0!,/;&,#%)
150     gs 1 -1 sc sh gr
151    2.190000 8.874840 m (&$%#&"'*$3!"$!,*#"$'-&%%#%$!3$0#,"/'$%9&'#%$,*&,$'&+$2#$,"&',&2-8$)
152     gs 1 -1 sc sh gr
153    2.190000 9.174840 m (%#&"'*#4)
154     gs 1 -1 sc sh gr
155    2.190000 9.774840 m (7+$,*/%$9&9#"<$:#$4#;#-!9$&+$#33/'/#+,$48+&0/'$4&,&$%,"1'1,"#$3!")
156     gs 1 -1 sc sh gr
157    2.190000 10.074840 m ($+#&"#%,$+#/.*2!"$=1#"/#%$/+$."!:,*?$'!+%,"&/+#4$0#,"/'%6$@*#%#$)
158     gs 1 -1 sc sh gr
159    2.190000 10.374840 m (0#,"/'%$%&,/%38$,*#$9"!9#",8$,*&,$3!"$&+8$9!//+,$=$&+4$4/%,&+'#$4)
160     gs 1 -1 sc sh gr
161    2.190000 10.674840 m (,*#$+102#"$!3$9!/+,%$:/,*/+$4/%,&+'#$A4$!3$=$/%$0!%,$'!+%,&+,$3&',!")
162     gs 1 -1 sc sh gr
163    2.190000 10.974840 m ($3!"$-&".#$,*&+$,*#$+102#""$!3$9!/+,%$:/,*/+$4/%,&+'#$46$B9&'#%$!3$,*/%$)
164     gs 1 -1 sc sh gr
165    2.190000 11.274840 m (>/+4$$0&8$!''1"$/+$+#,:!">/+.$&99-/'&,/!+%<$%1'*$&%$,*#$7+,#"+#,$!"$)
166     gs 1 -1 sc sh gr
167    2.190000 11.574840 m (C##"?,!?9##"$+#,:!">%<$&+4$$;#',!"$$=1&-/D&,/!+.$&99-/'&,/!+%<$:*#"#$)
168     gs 1 -1 sc sh gr
169    2.190000 11.874840 m (3#&,1"#$;#',!"%$$3&--$/+,!$-!:?4/0#+%/!+&-$0&+/3!-4%$:/,*/+$*/.*?)
170     gs 1 -1 sc sh gr
171    2.190000 12.174840 m (4/0#+%/!+&-$;#',!"$%9&'#%6)
172     gs 1 -1 sc sh gr
173    2.190000 12.724800 m /Helvetica_e0 ff 0.300000 scf sf
174    ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
175     gs 1 -1 sc sh gr
176    2.190000 13.024800 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*$9"!2-#0%)
177     gs 1 -1 sc sh gr
178    2.190000 13.324800 m (*!:#;#"<$,*#$1+4#"-8/+.$0#,"/'$%9&'#%$&"#$=1/,#$:#&><$:*/'*$)
179     gs 1 -1 sc sh gr
180    2.190000 13.624800 m (0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$!3$0#,"/'$%9&'#%$,*&,$'&+$2#$)
181     gs 1 -1 sc sh gr
182    2.190000 13.924800 m (,"&',&2-8$$%#&"'*#4>/+4$$0&8$!''1"$/+$+#,:!">/+.$&99-/'&,/!+%<$%1'*$)
183     gs 1 -1 sc sh gr
184    2.190000 14.224800 m (&%$,*#$7+,#"+#,$!"$$C##"?,!?9##"$+#,:!">%<$&+4$$;#',!"$$=1&-/D&,/!+.$)
185     gs 1 -1 sc sh gr
186    2.190000 14.524800 m (&99-/'&,/!+%<$:*#"#$$3#&,1"#$;#',!"%$$3&--$/+,!$-!:?4/0#+%/!+&-$0&+/3!-4%$)
187     gs 1 -1 sc sh gr
188    2.190000 14.824800 m (:/,*/+$*/.*?$4/0#+%/!+&-$;#',!"$%9&'#%6)
189     gs 1 -1 sc sh gr
190  1.000000 1.000000 1.000000 srgb  1.000000 1.000000 1.000000 srgb
191  n 22.900000 3.300000 m 22.900000 5.700000 l 27.450000 5.700000 l 27.450000 3.300000 l f  n 22.900000 3.300000 m 22.900000 5.700000 l 27.450000 5.700000 l 27.450000 3.300000 l f
192  0.100000 slw  0.100000 slw
# Line 406  n 22.900000 3.300000 m 22.900000 5.70000 Line 195  n 22.900000 3.300000 m 22.900000 5.70000
195  0 slj  0 slj
196  0.388235 0.486275 0.929412 srgb  0.388235 0.486275 0.929412 srgb
197  n 22.900000 3.300000 m 22.900000 5.700000 l 27.450000 5.700000 l 27.450000 3.300000 l cp s  n 22.900000 3.300000 m 22.900000 5.700000 l 27.450000 5.700000 l 27.450000 3.300000 l cp s
 /Helvetica-latin1 ff 0.300000 scf sf  
198  0.000000 0.000000 0.000000 srgb  0.000000 0.000000 0.000000 srgb
199  (More research on nearest ) 23.390000 3.797500 m gs 1 -1 sc sh gr  23.390000 3.797500 m /Helvetica_e0 ff 0.300000 scf sf
200  (algorithms  in the literature) 23.390000 4.097500 m gs 1 -1 sc sh gr  ( !"#$"#%#&"'*$!+$+#&"#%,$)
201  ( has been  focused on) 23.390000 4.397500 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
202  (the  Euclidean case. In ) 23.390000 4.697500 m gs 1 -1 sc sh gr  23.390000 4.097500 m (&-.!"/,*0%$$/+$,*#$-/,#"&,1"#)
203  (many practical  search problems ) 23.390000 4.997500 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
204  (however, the underlying ) 23.390000 5.297500 m gs 1 -1 sc sh gr  23.390000 4.397500 m ($*&%$2##+$$3!'1%#4$!+)
205  (.) 23.390000 5.597500 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
206  () 23.390000 5.897500 m gs 1 -1 sc sh gr  23.390000 4.697500 m (,*#$$51'-/4#&+$'&%#6$7+$)
207  /Helvetica-latin1 ff 0.800000 scf sf   gs 1 -1 sc sh gr
208  (Document 1) dup sw 2 div 6.450000 ex sub 1.900000 m gs 1 -1 sc sh gr  23.390000 4.997500 m (0&+8$9"&',/'&-$$%#&"'*$9"!2-#0%$)
209  /Helvetica-latin1 ff 0.800000 scf sf   gs 1 -1 sc sh gr
210  (Scroll) dup sw 2 div 25.082100 ex sub 2.807900 m gs 1 -1 sc sh gr  23.390000 5.297500 m (*!:#;#"<$,*#$1+4#"-8/+.$)
211     gs 1 -1 sc sh gr
212    23.390000 5.597500 m (6)
213     gs 1 -1 sc sh gr
214    /Helvetica_e0 ff 0.800000 scf sf
215    (E!'10#+,$F) sw
216    2 div 6.450000 ex sub 1.900000 m (E!'10#+,$F)
217     gs 1 -1 sc sh gr
218    /Helvetica_e0 ff 0.800000 scf sf
219    (B'"!--) sw
220    2 div 25.082100 ex sub 2.807900 m (B'"!--)
221     gs 1 -1 sc sh gr
222  0.100000 slw  0.100000 slw
223  [0.200000] 0 sd  [0.200000] 0 sd
224  [0.200000] 0 sd  [0.200000] 0 sd
# Line 464  n 23.690000 7.195000 m 23.690000 9.10000 Line 263  n 23.690000 7.195000 m 23.690000 9.10000
263  0 slj  0 slj
264  1.000000 0.054902 0.086275 srgb  1.000000 0.054902 0.086275 srgb
265  n 23.690000 7.195000 m 23.690000 9.100000 l 27.450000 9.100000 l 27.450000 7.195000 l cp s  n 23.690000 7.195000 m 23.690000 9.100000 l 27.450000 9.100000 l 27.450000 7.195000 l cp s
 /Helvetica-latin1 ff 0.600000 scf sf  
266  0.000000 0.000000 0.000000 srgb  0.000000 0.000000 0.000000 srgb
267  (Select range) dup sw 2 div 25.450000 ex sub 7.750000 m gs 1 -1 sc sh gr  /Helvetica_e0 ff 0.600000 scf sf
268  (164-167) dup sw 2 div 25.450000 ex sub 8.350000 m gs 1 -1 sc sh gr  (B#-#',$"&+.#) sw
269  (-> 'how') dup sw 2 div 25.450000 ex sub 8.950000 m gs 1 -1 sc sh gr  2 div 25.450000 ex sub 7.750000 m (B#-#',$"&+.#)
270  0.100000 slw   gs 1 -1 sc sh gr
271  [] 0 sd  (FGH?FGI) sw
272  [] 0 sd  2 div 25.450000 ex sub 8.350000 m (FGH?FGI)
273  0 slj   gs 1 -1 sc sh gr
274  n 19.840000 19.850000 m 19.840000 27.000000 l 25.350000 27.000000 l 25.350000 19.850000 l cp s  (?J$K*!:K) sw
275  0.100000 slw  2 div 25.450000 ex sub 8.950000 m (?J$K*!:K)
276  [] 0 sd   gs 1 -1 sc sh gr
277  [] 0 sd  0.100000 slw
278  0 slj  [] 0 sd
279  n 3.440000 19.795000 m 3.440000 26.945000 l 8.950000 26.945000 l 8.950000 19.795000 l cp s  [] 0 sd
280  /Helvetica-latin1 ff 0.200000 scf sf  0 slj
281  (More research on nearest algorithms  in the literature has been ) 3.740000 20.374800 m gs 1 -1 sc sh gr  n 19.840000 19.900000 m 19.840000 27.050000 l 25.350000 27.050000 l 25.350000 19.900000 l cp s
282  (focused on the  Euclidean case. In many practical search pro) 3.740000 20.574800 m gs 1 -1 sc sh gr  0.100000 slw
283  (blems however, the underlying metric spaces are quite weak,) 3.740000 20.774800 m gs 1 -1 sc sh gr  [] 0 sd
284  ( which motivates a search for other classes of metric space) 3.740000 20.974800 m gs 1 -1 sc sh gr  [] 0 sd
285  (s that can be tractably  searched) 3.740000 21.174800 m gs 1 -1 sc sh gr  0 slj
286  () 3.740000 21.374800 m gs 1 -1 sc sh gr  n 7.190000 19.895000 m 7.190000 27.045000 l 12.700000 27.045000 l 12.700000 19.895000 l cp s
287  (In this paper, we develop an efficient dynamic data strucutr) 3.740000 21.574800 m gs 1 -1 sc sh gr  7.540000 21.724800 m /Helvetica_e0 ff 0.200000 scf sf
288  (e for  nearest neighbor queries in growth- constrained metrics. ) 3.740000 21.774800 m gs 1 -1 sc sh gr  ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
289  (hese  metrics satisfy the property that for any poiint q and) 3.740000 21.974800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
290  ( distance d the number of points within distance 2d of q is mo) 3.740000 22.174800 m gs 1 -1 sc sh gr  7.540000 21.924800 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*$9"!)
291  (st constant factor  for large than the numberr of points within di) 3.740000 22.374800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
292  (stance d. Spaces of this  kind  may occur in networking appli) 3.740000 22.574800 m gs 1 -1 sc sh gr  7.540000 22.124800 m (2-#0%$*!:#;#"<$,*#$1+4#"-8/+.$0#,"/'$%9&'#%$&"#$=1/,#$:#&><)
293  () 3.740000 22.774800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
294  (cations, such as the Internet or  Peer-to-peer networks, and) 3.740000 22.974800 m gs 1 -1 sc sh gr  7.540000 22.324800 m ($:*/'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$!3$0#,"/'$%9&'#)
295  (  vector  qualizationg applications, where  ) 3.740000 23.174800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
296  (feature vectors  fall into low-dimensional manifolds within hig) 3.740000 23.374800 m gs 1 -1 sc sh gr  7.540000 22.524800 m (%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
297  (h- dimensional vector spaces.) 3.740000 23.574800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
298  /Helvetica-latin1 ff 0.200000 scf sf  7.540000 22.924800 m (7+$,*/%$9&9#"<$:#$4#;#-!9$&+$#33/'/#+,$48+&0/'$4&,&$%,"1'1,")
299  (More research on nearest algorithms   in the literature has bee) 3.790000 24.174800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
300  (n  focused on the  Euclidean case. In many practical search) 3.790000 24.374800 m gs 1 -1 sc sh gr  7.540000 23.124800 m (#$3!"$$+#&"#%,$+#/.*2!"$=1#"/#%$/+$."!:,*?$'!+%,"&/+#4$0#,"/'%6$)
301  ( problems however, the underl ying metric spaces are quite) 3.790000 24.574800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
302  ( weak, whi ch motivates a search for other classes  of met) 3.790000 24.774800 m gs 1 -1 sc sh gr  7.540000 23.324800 m (*#%#$$0#,"/'%$%&,/%38$,*#$9"!9#",8$,*&,$3!"$&+8$9!//+,$=$&+4)
303  (ric spaces that can be tractably  searched) 3.790000 24.974800 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
304  () 3.790000 25.174800 m gs 1 -1 sc sh gr  7.540000 23.524800 m ($4/%,&+'#$4$,*#$+102#"$!3$9!/+,%$:/,*/+$4/%,&+'#$A4$!3$=$/%$0!)
305  /Helvetica-latin1 ff 0.200000 scf sf   gs 1 -1 sc sh gr
306  (More research on nearest algorithms   in the literature has bee) 3.740000 25.398200 m gs 1 -1 sc sh gr  7.540000 23.724800 m (%,$'!+%,&+,$3&',!"$$3!"$-&".#$,*&+$,*#$+102#""$!3$9!/+,%$:/,*/+$4/)
307  (n  focused on the  Euclidean case. In many practical search) 3.740000 25.598200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
308  ( problems however, the underl ying metric spaces are quite) 3.740000 25.798200 m gs 1 -1 sc sh gr  7.540000 23.924800 m (%,&+'#$46$B9&'#%$!3$,*/%$$>/+4$$0&8$!''1"$/+$+#,:!">/+.$&99-/)
309  ( weak, whi ch motivates a search for other classes  of met) 3.740000 25.998200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
310  (ric spaces that can be tractably  searched) 3.740000 26.198200 m gs 1 -1 sc sh gr  7.540000 24.324800 m ('&,/!+%<$%1'*$&%$,*#$7+,#"+#,$!"$$C##"?,!?9##"$+#,:!">%<$&+4)
311  () 3.740000 26.398200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
312  /Helvetica-latin1 ff 0.200000 scf sf  7.540000 24.524800 m ($$;#',!"$$=1&-/D&,/!+.$&99-/'&,/!+%<$:*#"#$$)
313  (More research on nearest algorithms  in the literature has been ) 20.140000 23.198200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
314  (focused on the  Euclidean case. In many practical search pro) 20.140000 23.398200 m gs 1 -1 sc sh gr  7.540000 24.724800 m (3#&,1"#$;#',!"%$$3&--$/+,!$-!:?4/0#+%/!+&-$0&+/3!-4%$:/,*/+$*/.)
315  (blems however, the underlying metric spaces are quite weak,) 20.140000 23.598200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
316  ( which motivates a search for other classes of metric space) 20.140000 23.798200 m gs 1 -1 sc sh gr  7.540000 24.924800 m (*?$4/0#+%/!+&-$;#',!"$%9&'#%6)
317  (s that can be tractably  searched) 20.140000 23.998200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
318  () 20.140000 24.198200 m gs 1 -1 sc sh gr  7.650000 20.245000 m /Helvetica_e0 ff 0.200000 scf sf
319  (In this paper, we develop an efficient dynamic data strucutr) 20.140000 24.398200 m gs 1 -1 sc sh gr  ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$$/+$,*#$-/,#"&,1"#$*&%$2##)
320  (e for  nearest neighbor queries in growth- constrained metrics. ) 20.140000 24.598200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
321  (hese  metrics satisfy the property that for any poiint q and) 20.140000 24.798200 m gs 1 -1 sc sh gr  7.650000 20.445000 m (+$$3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*)
322  ( distance d the number of points within distance 2d of q is mo) 20.140000 24.998200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
323  (st constant factor  for large than the numberr of points within di) 20.140000 25.198200 m gs 1 -1 sc sh gr  7.650000 20.645000 m ($9"!2-#0%$*!:#;#"<$,*#$1+4#"-$8/+.$0#,"/'$%9&'#%$&"#$=1/,#)
324  (stance d. Spaces of this  kind  may occur in networking appli) 20.140000 25.398200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
325  () 20.140000 25.598200 m gs 1 -1 sc sh gr  7.650000 20.845000 m ($:#&><$:*/$'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$$!3$0#,)
326  (cations, such as the Internet or  Peer-to-peer networks, and) 20.140000 25.798200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
327  (  vector  qualizationg applications, where  ) 20.140000 25.998200 m gs 1 -1 sc sh gr  7.650000 21.045000 m ("/'$%9&'#%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
328  (feature vectors  fall into low-dimensional manifolds within hig) 20.140000 26.198200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
329  (h- dimensional vector spaces.) 20.140000 26.398200 m gs 1 -1 sc sh gr  7.490000 25.448200 m /Helvetica_e0 ff 0.200000 scf sf
330  /Helvetica-latin1 ff 0.200000 scf sf  ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$$/+$,*#$-/,#"&,1"#$*&%$2##)
331  (More research on nearest algorithms   in the literature has bee) 20.140000 21.748200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
332  (n  focused on the  Euclidean case. In many practical search) 20.140000 21.948200 m gs 1 -1 sc sh gr  7.490000 25.648200 m (+$$3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*)
333  ( problems however, the underl ying metric spaces are quite) 20.140000 22.148200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
334  ( weak, whi ch motivates a search for other classes  of met) 20.140000 22.348200 m gs 1 -1 sc sh gr  7.490000 25.848200 m ($9"!2-#0%$*!:#;#"<$,*#$1+4#"-$8/+.$0#,"/'$%9&'#%$&"#$=1/,#)
335  (ric spaces that can be tractably  searched) 20.140000 22.548200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
336  () 20.140000 22.748200 m gs 1 -1 sc sh gr  7.490000 26.048200 m ($:#&><$:*/$'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$$!3$0#,)
337  /Helvetica-latin1 ff 0.200000 scf sf   gs 1 -1 sc sh gr
338  (More research on nearest algorithms   in the literature has bee) 20.090000 20.298200 m gs 1 -1 sc sh gr  7.490000 26.248200 m ("/'$%9&'#%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
339  (n  focused on the  Euclidean case. In many practical search) 20.090000 20.498200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
340  ( problems however, the underl ying metric spaces are quite) 20.090000 20.698200 m gs 1 -1 sc sh gr  20.240000 23.248200 m /Helvetica_e0 ff 0.200000 scf sf
341  ( weak, whi ch motivates a search for other classes  of met) 20.090000 20.898200 m gs 1 -1 sc sh gr  ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
342  (ric spaces that can be tractably  searched) 20.090000 21.098200 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
343  () 20.090000 21.298200 m gs 1 -1 sc sh gr  20.240000 23.448200 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*$9"!)
344     gs 1 -1 sc sh gr
345    20.240000 23.648200 m (2-#0%$*!:#;#"<$,*#$1+4#"-8/+.$0#,"/'$%9&'#%$&"#$=1/,#$:#&><)
346     gs 1 -1 sc sh gr
347    20.240000 23.848200 m ($:*/'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$!3$0#,"/'$%9&'#)
348     gs 1 -1 sc sh gr
349    20.240000 24.048200 m (%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
350     gs 1 -1 sc sh gr
351    20.240000 24.448200 m (7+$,*/%$9&9#"<$:#$4#;#-!9$&+$#33/'/#+,$48+&0/'$4&,&$%,"1'1,")
352     gs 1 -1 sc sh gr
353    20.240000 24.648200 m (#$3!"$$+#&"#%,$+#/.*2!"$=1#"/#%$/+$."!:,*?$'!+%,"&/+#4$0#,"/'%6$)
354     gs 1 -1 sc sh gr
355    20.240000 24.848200 m (*#%#$$0#,"/'%$%&,/%38$,*#$9"!9#",8$,*&,$3!"$&+8$9!//+,$=$&+4)
356     gs 1 -1 sc sh gr
357    20.240000 25.048200 m ($4/%,&+'#$4$,*#$+102#"$!3$9!/+,%$:/,*/+$4/%,&+'#$A4$!3$=$/%$0!)
358     gs 1 -1 sc sh gr
359    20.240000 25.248200 m (%,$'!+%,&+,$3&',!"$$3!"$-&".#$,*&+$,*#$+102#""$!3$9!/+,%$:/,*/+$4/)
360     gs 1 -1 sc sh gr
361    20.240000 25.448200 m (%,&+'#$46$B9&'#%$!3$,*/%$$>/+4$$0&8$!''1"$/+$+#,:!">/+.$&99-/)
362     gs 1 -1 sc sh gr
363    20.240000 25.848200 m ('&,/!+%<$%1'*$&%$,*#$7+,#"+#,$!"$$C##"?,!?9##"$+#,:!">%<$&+4)
364     gs 1 -1 sc sh gr
365    20.240000 26.048200 m ($$;#',!"$$=1&-/D&,/!+.$&99-/'&,/!+%<$:*#"#$$)
366     gs 1 -1 sc sh gr
367    20.240000 26.248200 m (3#&,1"#$;#',!"%$$3&--$/+,!$-!:?4/0#+%/!+&-$0&+/3!-4%$:/,*/+$*/.)
368     gs 1 -1 sc sh gr
369    20.240000 26.448200 m (*?$4/0#+%/!+&-$;#',!"$%9&'#%6)
370     gs 1 -1 sc sh gr
371    20.290000 21.798200 m /Helvetica_e0 ff 0.200000 scf sf
372    ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$$/+$,*#$-/,#"&,1"#$*&%$2##)
373     gs 1 -1 sc sh gr
374    20.290000 21.998200 m (+$$3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*)
375     gs 1 -1 sc sh gr
376    20.290000 22.198200 m ($9"!2-#0%$*!:#;#"<$,*#$1+4#"-$8/+.$0#,"/'$%9&'#%$&"#$=1/,#)
377     gs 1 -1 sc sh gr
378    20.290000 22.398200 m ($:#&><$:*/$'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$$!3$0#,)
379     gs 1 -1 sc sh gr
380    20.290000 22.598200 m ("/'$%9&'#%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
381     gs 1 -1 sc sh gr
382    20.090000 20.298200 m /Helvetica_e0 ff 0.200000 scf sf
383    ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$$/+$,*#$-/,#"&,1"#$*&%$2##)
384     gs 1 -1 sc sh gr
385    20.090000 20.498200 m (+$$3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*)
386     gs 1 -1 sc sh gr
387    20.090000 20.698200 m ($9"!2-#0%$*!:#;#"<$,*#$1+4#"-$8/+.$0#,"/'$%9&'#%$&"#$=1/,#)
388     gs 1 -1 sc sh gr
389    20.090000 20.898200 m ($:#&><$:*/$'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$$!3$0#,)
390     gs 1 -1 sc sh gr
391    20.090000 21.098200 m ("/'$%9&'#%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
392     gs 1 -1 sc sh gr
393  0.100000 slw  0.100000 slw
394  [0.200000] 0 sd  [0.200000] 0 sd
395  [0.200000] 0 sd  [0.200000] 0 sd
396  0 slj  0 slj
397  0.054902 0.815686 0.200000 srgb  0.054902 0.815686 0.200000 srgb
398  n 1.900000 2.700000 m 1.900000 9.150000 l 11.100000 9.150000 l 11.100000 2.700000 l cp s  n 1.900000 2.650000 m 1.900000 9.100000 l 11.100000 9.100000 l 11.100000 2.650000 l cp s
399  0.100000 slw  0.100000 slw
400  [0.200000] 0 sd  [0.200000] 0 sd
401  [0.200000] 0 sd  [0.200000] 0 sd
402  0 slc  0 slc
403  0.164706 0.772549 0.203922 srgb  0.164706 0.772549 0.203922 srgb
404  n 13.440000 3.795000 m 11.100000 2.700000 l s  n 13.440000 3.795000 m 11.100000 2.650000 l s
405  0.100000 slw  0.100000 slw
406  [0.200000] 0 sd  [0.200000] 0 sd
407  [0.200000] 0 sd  [0.200000] 0 sd
408  0 slc  0 slc
409  0.180392 0.792157 0.243137 srgb  0.180392 0.792157 0.243137 srgb
410  n 13.440000 11.050000 m 11.100000 9.150000 l s  n 13.440000 11.050000 m 11.100000 9.100000 l s
411  0.100000 slw  0.100000 slw
412  [] 0 sd  [] 0 sd
413  [] 0 sd  [] 0 sd
414  0 slj  0 slj
415  0.200000 0.741176 0.250980 srgb  0.200000 0.741176 0.250980 srgb
416  n 13.440000 3.795000 m 13.440000 11.050000 l 17.990000 11.050000 l 17.990000 3.795000 l cp s  n 13.440000 3.795000 m 13.440000 11.050000 l 17.990000 11.050000 l 17.990000 3.795000 l cp s
 /Helvetica-latin1 ff 0.800000 scf sf  
417  0.000000 0.000000 0.000000 srgb  0.000000 0.000000 0.000000 srgb
418  (Enfilade) dup sw 2 div 15.600000 ex sub 3.400000 m gs 1 -1 sc sh gr  /Helvetica_e0 ff 0.800000 scf sf
419  /Helvetica-latin1 ff 0.300000 scf sf  (5+3/-&4#) sw
420  (More research on nearest algor) 13.740000 4.274840 m gs 1 -1 sc sh gr  2 div 15.600000 ex sub 3.400000 m (5+3/-&4#)
421  (ithms  in the literature has been ) 13.740000 4.574840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
422  (focused on the  Euclidean case. ) 13.740000 4.874840 m gs 1 -1 sc sh gr  13.740000 4.274840 m /Helvetica_e0 ff 0.300000 scf sf
423  (In many practical search proble) 13.740000 5.174840 m gs 1 -1 sc sh gr  ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!")
424  (ms however, the underlying met) 13.740000 5.474840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
425  (ric spaces are quite weak, which ) 13.740000 5.774840 m gs 1 -1 sc sh gr  13.740000 4.574840 m (/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
426  (motivates a search for other cla) 13.740000 6.074840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
427  (sses of metric spaces that can) 13.740000 6.374840 m gs 1 -1 sc sh gr  13.740000 4.874840 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$)
428  ( be tractably searched  In this ) 13.740000 6.674840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
429  (aper, we develop an efficient dyn) 13.740000 6.974840 m gs 1 -1 sc sh gr  13.740000 5.174840 m (7+$0&+8$9"&',/'&-$%#&"'*$9"!2-#)
430  (amic data strucutre for  neares) 13.740000 7.274840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
431  (t neighbor queries in growth- con) 13.740000 7.574840 m gs 1 -1 sc sh gr  13.740000 5.474840 m (0%$*!:#;#"<$,*#$1+4#"-8/+.$0#,)
432  (strained metrics. These  metrics) 13.740000 7.874840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
433  ( satisfy the property that for any) 13.740000 8.174840 m gs 1 -1 sc sh gr  13.740000 5.774840 m ("/'$%9&'#%$&"#$=1/,#$:#&><$:*/'*$)
434  ( poiint q and distance d the numb) 13.740000 8.474840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
435  (er of points within distance 2d of) 13.740000 8.774840 m gs 1 -1 sc sh gr  13.740000 6.074840 m (0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&)
436  ( q is most constant factor  for ) 13.740000 9.074840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
437  (arge than the numberr of points ) 13.740000 9.374840 m gs 1 -1 sc sh gr  13.740000 6.374840 m (%%#%$!3$0#,"/'$%9&'#%$,*&,$'&+)
438  (within distance d. Spaces of this ) 13.740000 9.674840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
439  (kind  may occur in networking ) 13.740000 9.974840 m gs 1 -1 sc sh gr  13.740000 6.674840 m ($2#$,"&',&2-8$%#&"'*#4$$7+$,*/%$)
440  (applications, such as the Internet) 13.740000 10.274840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
441  ( or Peer-to-peer networks, and  ) 13.740000 10.574840 m gs 1 -1 sc sh gr  13.740000 6.974840 m (&9#"<$:#$4#;#-!9$&+$#33/'/#+,$48+)
442  (vector  qualizationg applications, ) 13.740000 10.874840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
443  (.) 13.740000 11.174840 m gs 1 -1 sc sh gr  13.740000 7.274840 m (&0/'$4&,&$%,"1'1,"#$3!"$$+#&"#%)
444  () 13.740000 11.474840 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
445  /Courier-latin1 ff 0.800000 scf sf  13.740000 7.574840 m (,$+#/.*2!"$=1#"/#%$/+$."!:,*?$'!+)
446  () dup sw 2 div 24.500000 ex sub 3.400000 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
447  /Courier-latin1 ff 0.800000 scf sf  13.740000 7.874840 m (%,"&/+#4$0#,"/'%6$@*#%#$$0#,"/'%)
448  () dup sw 2 div 3.090000 ex sub 3.512140 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
449  /Helvetica-latin1 ff 0.800000 scf sf  13.740000 8.174840 m ($%&,/%38$,*#$9"!9#",8$,*&,$3!"$&+8)
450  (Span) dup sw 2 div 25.050000 ex sub 6.900000 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
451    13.740000 8.474840 m ($9!//+,$=$&+4$4/%,&+'#$4$,*#$+102)
452     gs 1 -1 sc sh gr
453    13.740000 8.774840 m (#"$!3$9!/+,%$:/,*/+$4/%,&+'#$A4$!3)
454     gs 1 -1 sc sh gr
455    13.740000 9.074840 m ($=$/%$0!%,$'!+%,&+,$3&',!"$$3!"$)
456     gs 1 -1 sc sh gr
457    13.740000 9.374840 m (&".#$,*&+$,*#$+102#""$!3$9!/+,%$)
458     gs 1 -1 sc sh gr
459    13.740000 9.674840 m (:/,*/+$4/%,&+'#$46$B9&'#%$!3$,*/%$)
460     gs 1 -1 sc sh gr
461    13.740000 9.974840 m (>/+4$$0&8$!''1"$/+$+#,:!">/+.$)
462     gs 1 -1 sc sh gr
463    13.740000 10.274840 m (&99-/'&,/!+%<$%1'*$&%$,*#$7+,#"+#,)
464     gs 1 -1 sc sh gr
465    13.740000 10.574840 m ($!"$C##"?,!?9##"$+#,:!">%<$&+4$$)
466     gs 1 -1 sc sh gr
467    13.740000 10.874840 m (;#',!"$$=1&-/D&,/!+.$&99-/'&,/!+%<$)
468     gs 1 -1 sc sh gr
469    13.740000 11.174840 m (6)
470     gs 1 -1 sc sh gr
471    /Helvetica_e0 ff 0.800000 scf sf
472    (B9&+) sw
473    2 div 25.050000 ex sub 6.900000 m (B9&+)
474     gs 1 -1 sc sh gr
475  0.100000 slw  0.100000 slw
476  [0.200000] 0 sd  [0.200000] 0 sd
477  [0.200000] 0 sd  [0.200000] 0 sd
478  0 slj  0 slj
479  0.992157 0.000000 0.819608 srgb  0.992157 0.000000 0.819608 srgb
480  n 2.050000 13.650000 m 2.050000 15.000000 l 11.100000 15.000000 l 11.100000 13.650000 l cp s  n 1.900000 13.650000 m 1.900000 15.000000 l 10.950000 15.000000 l 10.950000 13.650000 l cp s
 0.100000 slw  
 [0.200000] 0 sd  
 [0.200000] 0 sd  
 0 slc  
 0.000000 0.000000 0.000000 srgb  
 n 6.175000 21.900000 m 6.575000 15.000000 l s  
 0 slj  
 n 6.928030 15.821809 m 6.575000 15.000000 l 6.129371 15.775510 l f  
481  0.100000 slw  0.100000 slw
482  [0.200000] 0 sd  [0.200000] 0 sd
483  [0.200000] 0 sd  [0.200000] 0 sd
484  0 slj  0 slj
485  0.992157 0.000000 0.819608 srgb  n 7.500000 20.150000 m 7.500000 21.087097 l 12.550000 21.087097 l 12.550000 20.150000 l cp s
 n 3.650000 21.900000 m 3.650000 22.495000 l 8.700000 22.495000 l 8.700000 21.900000 l cp s  
 /Helvetica-latin1 ff 0.800000 scf sf  
486  0.000000 0.000000 0.000000 srgb  0.000000 0.000000 0.000000 srgb
487  (Transclusion) dup sw 2 div 10.358500 ex sub 18.307900 m gs 1 -1 sc sh gr  /Helvetica_e0 ff 0.800000 scf sf
488    (@"&+%'-1%/!+) sw
489    2 div 10.508500 ex sub 17.457900 m (@"&+%'-1%/!+)
490     gs 1 -1 sc sh gr
491  0.100000 slw  0.100000 slw
492  [0.200000] 0 sd  [0.200000] 0 sd
493  [0.200000] 0 sd  [0.200000] 0 sd
494  0 slc  0 slc
495  n 7.918965 20.061156 3.495116 3.495116 251.327944 314.071225 ellipse s  n 10.012548 21.507498 5.079259 5.079259 232.329022 281.883490 ellipse s
496  0 slj  0 slj
497  n 7.429833 16.114933 m 6.800000 16.750000 l 7.685954 16.872826 l f  n 7.297256 16.681583 m 6.908480 17.487097 l 7.786157 17.314809 l f
498  /Helvetica-latin1 ff 0.700000 scf sf  7.508480 18.607900 m /Helvetica_e0 ff 0.700000 scf sf
499  (Use 1500 bytes of ) 0.258480 17.307900 m gs 1 -1 sc sh gr  (L%#$FMNN$28,#%$!3$)
500  (block Y, offset = 563) 0.258480 18.007900 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
501  0.100000 slw  7.508480 19.307900 m ('!+,#+,$O<$!33%#,$P$MGQ)
502  [0.200000] 0 sd   gs 1 -1 sc sh gr
503  [0.200000] 0 sd  22.517500 13.231300 m /Helvetica_e0 ff 0.700000 scf sf
504  0 slc  (@*#$FNFA$28,#%$!3$$'!+,#+,$O<$)
505  n 16.248911 18.140051 2.256250 2.256250 223.044893 335.377160 ellipse s   gs 1 -1 sc sh gr
506  0 slj  22.517500 13.931300 m (!33%#,$P$MGQ<$&"#$'!++#',#4$,!$)
507  n 14.853729 15.742316 m 14.600000 16.600000 l 15.438385 16.288373 l f   gs 1 -1 sc sh gr
508  /Helvetica-latin1 ff 0.700000 scf sf  22.517500 14.631300 m (IIA$28,#%$!3$'!+,#+,$R<$!33%#,)
509  (The 1012 bytes of  block Y, ) 18.767500 14.131300 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
510  (offset = 563, are connected to ) 18.767500 14.831300 m gs 1 -1 sc sh gr  22.517500 15.331300 m (IHM<$2#'&1%#$4!'10#+,%K)
511  (772 bytes of block X, offset) 18.767500 15.531300 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
512  (745, because documents') 18.767500 16.231300 m gs 1 -1 sc sh gr  22.517500 16.031300 m (&1,*!"%$,&->$&2!1,$%&0#$,*/+.)
513  (writers talk about same thing) 18.767500 16.931300 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
514  /Helvetica-latin1 ff 0.800000 scf sf  /Helvetica_e0 ff 0.800000 scf sf
515  (Xanadu-link) dup sw 2 div 18.534700 ex sub 17.907900 m gs 1 -1 sc sh gr  (R&+&41?-/+>) sw
516    2 div 16.584700 ex sub 24.507900 m (R&+&41?-/+>)
517     gs 1 -1 sc sh gr
518  0.100000 slw  0.100000 slw
519  [0.200000] 0 sd  [0.200000] 0 sd
520  [0.200000] 0 sd  [0.200000] 0 sd
521  0 slj  0 slj
522  0.913725 0.807843 0.000000 srgb  0.913725 0.807843 0.000000 srgb
523  n 20.140000 24.745000 m 20.140000 25.340000 l 25.190000 25.340000 l 25.190000 24.745000 l cp s  n 20.190000 25.895000 m 20.190000 26.490000 l 25.240000 26.490000 l 25.240000 25.895000 l cp s
524  0.100000 slw  0.100000 slw
525  [0.200000] 0 sd  [0.200000] 0 sd
526  [0.200000] 0 sd  [0.200000] 0 sd
527  0 slj  0 slj
528  n 2.090000 12.445000 m 2.090000 13.250000 l 10.950000 13.250000 l 10.950000 12.445000 l cp s  n 1.840000 11.295000 m 1.840000 12.100000 l 10.700000 12.100000 l 10.700000 11.295000 l cp s
529  0.100000 slw  0.100000 slw
530  [0.200000] 0 sd  [0.200000] 0 sd
531  [0.200000] 0 sd  [0.200000] 0 sd
532  0 slc  0 slc
533  0.000000 0.000000 0.000000 srgb  0.000000 0.000000 0.000000 srgb
534  n 10.950000 12.445000 m 20.140000 24.745000 l s  n 10.700000 12.100000 m 20.190000 25.895000 l s
535  0 slj  0 slj
536  n 11.749269 12.846458 m 10.950000 12.445000 l 11.108395 13.325290 l f  n 11.482966 12.532393 m 10.700000 12.100000 l 10.823865 12.985809 l f
537  0 slj  0 slj
538  n 19.340731 24.343542 m 20.140000 24.745000 l 19.981605 23.864710 l f  n 19.407034 25.462607 m 20.190000 25.895000 l 20.066135 25.009191 l f
539  /Helvetica-latin1 ff 0.800000 scf sf  /Helvetica_e0 ff 0.800000 scf sf
540  (Document 2) dup sw 2 div 6.395000 ex sub 19.545000 m gs 1 -1 sc sh gr  (E!'10#+,$A) sw
541  /Helvetica-latin1 ff 0.800000 scf sf  2 div 10.108480 ex sub 27.987097 m (E!'10#+,$A)
542  (Document 3) dup sw 2 div 22.671500 ex sub 19.557900 m gs 1 -1 sc sh gr   gs 1 -1 sc sh gr
543    /Helvetica_e0 ff 0.800000 scf sf
544    (E!'10#+,$Q) sw
545    2 div 22.808480 ex sub 28.037097 m (E!'10#+,$Q)
546     gs 1 -1 sc sh gr
547  0.100000 slw  0.100000 slw
548  [] 0 sd  [] 0 sd
549  [] 0 sd  [] 0 sd
# Line 691  n 27.240000 9.595000 m 27.240000 10.3500 Line 560  n 27.240000 9.595000 m 27.240000 10.3500
560  [] 0 sd  [] 0 sd
561  0 slj  0 slj
562  n 24.890000 9.595000 m 24.890000 10.350000 l 25.900000 10.350000 l 25.900000 9.595000 l cp s  n 24.890000 9.595000 m 24.890000 10.350000 l 25.900000 10.350000 l 25.900000 9.595000 l cp s
 /Helvetica-latin1 ff 0.600000 scf sf  
563  0.000000 0.000000 0.000000 srgb  0.000000 0.000000 0.000000 srgb
564  (h) dup sw 2 div 23.400000 ex sub 10.150000 m gs 1 -1 sc sh gr  /Helvetica_e0 ff 0.600000 scf sf
565  /Helvetica-latin1 ff 0.600000 scf sf  (*) sw
566  (o) dup sw 2 div 25.450000 ex sub 10.100000 m gs 1 -1 sc sh gr  2 div 23.400000 ex sub 10.150000 m (*)
567  /Helvetica-latin1 ff 0.600000 scf sf   gs 1 -1 sc sh gr
568  (w) dup sw 2 div 27.800000 ex sub 10.100000 m gs 1 -1 sc sh gr  /Helvetica_e0 ff 0.600000 scf sf
569    (!) sw
570    2 div 25.450000 ex sub 10.100000 m (!)
571     gs 1 -1 sc sh gr
572    /Helvetica_e0 ff 0.600000 scf sf
573    (:) sw
574    2 div 27.800000 ex sub 10.100000 m (:)
575     gs 1 -1 sc sh gr
576  0.100000 slw  0.100000 slw
577  [0.200000] 0 sd  [0.200000] 0 sd
578  [0.200000] 0 sd  [0.200000] 0 sd
# Line 705  n 24.890000 9.595000 m 24.890000 10.3500 Line 580  n 24.890000 9.595000 m 24.890000 10.3500
580  n 22.290050 12.538044 2.439706 2.439706 213.260370 267.884717 ellipse s  n 22.290050 12.538044 2.439706 2.439706 213.260370 267.884717 ellipse s
581  0 slj  0 slj
582  n 21.415309 10.529256 m 22.200000 10.100000 l 21.385781 9.729801 l f  n 21.415309 10.529256 m 22.200000 10.100000 l 21.385781 9.729801 l f
583  /Helvetica-latin1 ff 0.700000 scf sf  /Helvetica_e0 ff 0.700000 scf sf
584  (Each character has a permanent GUID) dup sw 2 div 21.384700 ex sub 12.007900 m gs 1 -1 sc sh gr  (5&'*$'*&"&',#"$*&%$&$9#"0&+#+,$SL7E) sw
585    2 div 21.384700 ex sub 12.007900 m (5&'*$'*&"&',#"$*&%$&$9#"0&+#+,$SL7E)
586     gs 1 -1 sc sh gr
587    1.413480 17.965323 m /Helvetica_e0 ff 0.200000 scf sf
588    ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$$/+$,*#$-/,#"&,1"#$*&%$2##)
589     gs 1 -1 sc sh gr
590    1.413480 18.165323 m (+$$3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*)
591     gs 1 -1 sc sh gr
592    1.413480 18.365323 m ($9"!2-#0%$*!:#;#"<$,*#$1+4#"-$8/+.$0#,"/'$%9&'#%$&"#$=1/,#)
593     gs 1 -1 sc sh gr
594    1.413480 18.565323 m ($:#&><$:*/$'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$$!3$0#,)
595     gs 1 -1 sc sh gr
596    1.413480 18.765323 m ("/'$%9&'#%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
597     gs 1 -1 sc sh gr
598    0.100000 slw
599    [0.200000] 0 sd
600    [0.200000] 0 sd
601    0 slj
602    0.992157 0.000000 0.819608 srgb
603    n 1.263480 17.812097 m 1.263480 18.749194 l 6.313480 18.749194 l 6.313480 17.812097 l cp s
604    0.100000 slw
605    [0.200000] 0 sd
606    [0.200000] 0 sd
607    0 slc
608    0.000000 0.000000 0.000000 srgb
609    n 3.788480 18.749194 m 8.808480 20.637097 l s
610    0 slj
611    n 7.918879 20.729891 m 8.808480 20.637097 l 8.200485 19.981093 l f
612    0.100000 slw
613    [0.200000] 0 sd
614    [0.200000] 0 sd
615    0 slc
616    n 3.788480 17.812097 m 5.808480 14.637097 l s
617    0 slj
618    n 5.716535 15.526786 m 5.808480 14.637097 l 5.041562 15.097354 l f
619    1.113480 19.698387 m /Helvetica_e0 ff 0.700000 scf sf
620    (T!+,#+,$O<$)
621     gs 1 -1 sc sh gr
622    1.113480 20.398387 m ('!9/#4$,!$,:!)
623     gs 1 -1 sc sh gr
624    1.113480 21.098387 m (,:!$4!'10#+,%6)
625     gs 1 -1 sc sh gr
626    16.613480 16.515323 m /Helvetica_e0 ff 0.200000 scf sf
627    ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
628     gs 1 -1 sc sh gr
629    16.613480 16.715323 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*$9"!)
630     gs 1 -1 sc sh gr
631    16.613480 16.915323 m (2-#0%$*!:#;#"<$,*#$1+4#"-8/+.$0#,"/'$%9&'#%$&"#$=1/,#$:#&><)
632     gs 1 -1 sc sh gr
633    16.613480 17.115323 m ($:*/'*$0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$!3$0#,"/'$%9&'#)
634     gs 1 -1 sc sh gr
635    16.613480 17.315323 m (%$,*&,$'&+$2#$,"&',&2-8$$%#&"'*#4)
636     gs 1 -1 sc sh gr
637    16.613480 17.715323 m (7+$,*/%$9&9#"<$:#$4#;#-!9$&+$#33/'/#+,$48+&0/'$4&,&$%,"1'1,")
638     gs 1 -1 sc sh gr
639    16.613480 17.915323 m (#$3!"$$+#&"#%,$+#/.*2!"$=1#"/#%$/+$."!:,*?$'!+%,"&/+#4$0#,"/'%6$)
640     gs 1 -1 sc sh gr
641    16.613480 18.115323 m (*#%#$$0#,"/'%$%&,/%38$,*#$9"!9#",8$,*&,$3!"$&+8$9!//+,$=$&+4)
642     gs 1 -1 sc sh gr
643    16.613480 18.315323 m ($4/%,&+'#$4$,*#$+102#"$!3$9!/+,%$:/,*/+$4/%,&+'#$A4$!3$=$/%$0!)
644     gs 1 -1 sc sh gr
645    16.613480 18.515323 m (%,$'!+%,&+,$3&',!"$$3!"$-&".#$,*&+$,*#$+102#""$!3$9!/+,%$:/,*/+$4/)
646     gs 1 -1 sc sh gr
647    16.613480 18.715323 m (%,&+'#$46$B9&'#%$!3$,*/%$$>/+4$$0&8$!''1"$/+$+#,:!">/+.$&99-/)
648     gs 1 -1 sc sh gr
649    16.613480 19.115323 m ('&,/!+%<$%1'*$&%$,*#$7+,#"+#,$!"$$C##"?,!?9##"$+#,:!">%<$&+4)
650     gs 1 -1 sc sh gr
651    16.613480 19.315323 m ($$;#',!"$$=1&-/D&,/!+.$&99-/'&,/!+%<$:*#"#$$)
652     gs 1 -1 sc sh gr
653    16.613480 19.515323 m (3#&,1"#$;#',!"%$$3&--$/+,!$-!:?4/0#+%/!+&-$0&+/3!-4%$:/,*/+$*/.)
654     gs 1 -1 sc sh gr
655    16.613480 19.715323 m (*?$4/0#+%/!+&-$;#',!"$%9&'#%6)
656     gs 1 -1 sc sh gr
657    13.513480 13.791935 m /Helvetica_e0 ff 0.300000 scf sf
658    ( !"#$"#%#&"'*$!+$+#&"#%,$&-.!"/,*0%$$/+$,*#$-/,#"&,1"#$*&%$2##+$)
659     gs 1 -1 sc sh gr
660    13.513480 14.091935 m (3!'1%#4$!+$,*#$$51'-/4#&+$'&%#6$7+$0&+8$9"&',/'&-$%#&"'*$9"!2-#0%)
661     gs 1 -1 sc sh gr
662    13.513480 14.391935 m (*!:#;#"<$,*#$1+4#"-8/+.$0#,"/'$%9&'#%$&"#$=1/,#$:#&><$:*/'*$)
663     gs 1 -1 sc sh gr
664    13.513480 14.691935 m (0!,/;&,#%$&$%#&"'*$3!"$!,*#"$'-&%%#%$!3$0#,"/'$%9&'#%$,*&,$'&+$2#$)
665     gs 1 -1 sc sh gr
666    13.513480 14.991935 m (,"&',&2-8$$%#&"'*#4>/+4$$0&8$!''1"$/+$+#,:!">/+.$&99-/'&,/!+%<$%1'*$)
667     gs 1 -1 sc sh gr
668    13.513480 15.291935 m (&%$,*#$7+,#"+#,$!"$$C##"?,!?9##"$+#,:!">%<$&+4$$;#',!"$$=1&-/D&,/!+.$)
669     gs 1 -1 sc sh gr
670    13.513480 15.591935 m (&99-/'&,/!+%<$:*#"#$$3#&,1"#$;#',!"%$$3&--$/+,!$-!:?4/0#+%/!+&-$0&+/3!-4%$)
671     gs 1 -1 sc sh gr
672    13.513480 15.891935 m (:/,*/+$*/.*?$4/0#+%/!+&-$;#',!"$%9&'#%6)
673     gs 1 -1 sc sh gr
674    0.100000 slw
675    [0.200000] 0 sd
676    [0.200000] 0 sd
677    0 slc
678    n 37.121075 -13.269066 33.148420 33.148420 111.432503 120.176561 ellipse s
679    0 slj
680    n 21.351131 15.443438 m 20.458480 15.387097 l 20.948998 16.135022 l f
681    0.100000 slw
682    [0.200000] 0 sd
683    [0.200000] 0 sd
684    0 slc
685    n -142.290450 556.344348 562.741162 562.741162 286.980766 287.343071 ellipse s
686    0 slj
687    n 22.940423 17.988176 m 22.058480 18.137097 l 22.706782 18.753298 l f
688    25.763480 17.898387 m /Helvetica_e0 ff 0.700000 scf sf
689    (T!+,#+,$O)
690     gs 1 -1 sc sh gr
691    26.013480 19.398387 m /Helvetica_e0 ff 0.700000 scf sf
692    (T!+,#+,$R)
693     gs 1 -1 sc sh gr
694  showpage  showpage

Legend:
Removed from v.1.2  
changed lines
  Added in v.1.3

savannah-hackers-public@gnu.org
ViewVC Help
Powered by ViewVC 1.1.26