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cleartomark

%%EndFont 
%%BeginFont: CMSY8
%!PS-AdobeFont-1.1: CMSY8 1.0
%%CreationDate: 1991 Aug 15 07:22:10

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMSY8) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.035 def
/isFixedPitch false def
end readonly def
/FontName /CMSY8 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 106 /bar put
readonly def
/FontBBox{-30 -955 1185 779}readonly def
/UniqueID 5000818 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMMI6
%!PS-AdobeFont-1.1: CMMI6 1.100
%%CreationDate: 1996 Jul 23 07:53:52

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.100) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMMI6) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMMI6 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 99 /c put
dup 108 /l put
readonly def
/FontBBox{11 -250 1241 750}readonly def
/UniqueID 5087381 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMMI8
%!PS-AdobeFont-1.1: CMMI8 1.100
%%CreationDate: 1996 Jul 23 07:53:54

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.100) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMMI8) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMMI8 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 14 /delta put
dup 21 /lambda put
dup 22 /mu put
dup 28 /tau put
dup 58 /period put
dup 61 /slash put
dup 70 /F put
readonly def
/FontBBox{-24 -250 1110 750}readonly def
/UniqueID 5087383 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMSY5
%!PS-AdobeFont-1.1: CMSY5 1.0
%%CreationDate: 1991 Aug 15 07:21:16

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMSY5) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.035 def
/isFixedPitch false def
end readonly def
/FontName /CMSY5 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 48 /prime put
dup 50 /element put
dup 67 /C put
dup 76 /L put
dup 78 /N put
dup 106 /bar put
readonly def
/FontBBox{21 -944 1448 791}readonly def
/UniqueID 5000815 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMR5
%!PS-AdobeFont-1.1: CMR5 1.00B
%%CreationDate: 1992 Feb 19 19:55:02

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.00B) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMR5) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMR5 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 40 /parenleft put
dup 41 /parenright put
dup 49 /one put
dup 50 /two put
dup 51 /three put
readonly def
/FontBBox{-341 -250 1304 965}readonly def
/UniqueID 5000788 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMMI5
%!PS-AdobeFont-1.1: CMMI5 1.100
%%CreationDate: 1996 Aug 02 08:21:10

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.100) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMMI5) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMMI5 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 59 /comma put
dup 66 /B put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 104 /h put
dup 105 /i put
dup 106 /j put
dup 108 /l put
dup 111 /o put
dup 115 /s put
readonly def
/FontBBox{37 -250 1349 750}readonly def
/UniqueID 5087380 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMMI7
%!PS-AdobeFont-1.1: CMMI7 1.100
%%CreationDate: 1996 Jul 23 07:53:53

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.100) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMMI7) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMMI7 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 22 /mu put
dup 28 /tau put
dup 59 /comma put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 76 /L put
dup 77 /M put
dup 98 /b put
dup 99 /c put
dup 104 /h put
dup 105 /i put
dup 107 /k put
dup 108 /l put
dup 109 /m put
dup 111 /o put
dup 114 /r put
dup 115 /s put
dup 119 /w put
readonly def
/FontBBox{0 -250 1171 750}readonly def
/UniqueID 5087382 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMEX10
%!PS-AdobeFont-1.1: CMEX10 1.00
%%CreationDate: 1992 Jul 23 21:22:48

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.00) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMEX10) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMEX10 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 18 /parenleftbigg put
dup 19 /parenrightbigg put
dup 48 /parenlefttp put
dup 49 /parenrighttp put
dup 50 /bracketlefttp put
dup 51 /bracketrighttp put
dup 52 /bracketleftbt put
dup 53 /bracketrightbt put
dup 54 /bracketleftex put
dup 55 /bracketrightex put
dup 56 /bracelefttp put
dup 58 /braceleftbt put
dup 60 /braceleftmid put
dup 62 /braceex put
dup 64 /parenleftbt put
dup 65 /parenrightbt put
dup 80 /summationtext put
dup 88 /summationdisplay put
dup 104 /bracketleftBig put
dup 105 /bracketrightBig put
readonly def
/FontBBox{-24 -2960 1454 772}readonly def
/UniqueID 5000774 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMSY10
%!PS-AdobeFont-1.1: CMSY10 1.0
%%CreationDate: 1991 Aug 15 07:20:57

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMSY10) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.035 def
/isFixedPitch false def
end readonly def
/FontName /CMSY10 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 0 /minus put
dup 2 /multiply put
dup 17 /equivalence put
dup 20 /lessequal put
dup 32 /arrowleft put
dup 33 /arrowright put
dup 39 /similarequal put
dup 50 /element put
dup 54 /negationslash put
dup 67 /C put
dup 76 /L put
dup 78 /N put
dup 106 /bar put
readonly def
/FontBBox{-29 -960 1116 775}readonly def
/UniqueID 5000820 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMMI10
%!PS-AdobeFont-1.1: CMMI10 1.100
%%CreationDate: 1996 Jul 23 07:53:57

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.100) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMMI10) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMMI10 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 11 /alpha put
dup 12 /beta put
dup 13 /gamma put
dup 14 /delta put
dup 18 /theta put
dup 21 /lambda put
dup 22 /mu put
dup 26 /rho put
dup 28 /tau put
dup 58 /period put
dup 59 /comma put
dup 60 /less put
dup 61 /slash put
dup 62 /greater put
dup 65 /A put
dup 67 /C put
dup 70 /F put
dup 78 /N put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 105 /i put
dup 106 /j put
dup 107 /k put
dup 108 /l put
dup 110 /n put
dup 113 /q put
dup 114 /r put
dup 119 /w put
dup 120 /x put
readonly def
/FontBBox{-32 -250 1048 750}readonly def
/UniqueID 5087385 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMR9
%!PS-AdobeFont-1.1: CMR9 1.0
%%CreationDate: 1991 Aug 20 16:39:59

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMR9) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMR9 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 44 /comma put
dup 45 /hyphen put
dup 46 /period put
dup 48 /zero put
dup 49 /one put
dup 53 /five put
dup 55 /seven put
dup 56 /eight put
dup 67 /C put
dup 69 /E put
dup 73 /I put
dup 74 /J put
dup 75 /K put
dup 76 /L put
dup 77 /M put
dup 79 /O put
dup 84 /T put
dup 85 /U put
dup 97 /a put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 104 /h put
dup 105 /i put
dup 107 /k put
dup 108 /l put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 118 /v put
dup 119 /w put
dup 121 /y put
dup 123 /endash put
readonly def
/FontBBox{-39 -250 1036 750}readonly def
/UniqueID 5000792 def
currentdict end
currentfile eexec
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%%EndFont 
%%BeginFont: CMSY6
%!PS-AdobeFont-1.1: CMSY6 1.0
%%CreationDate: 1991 Aug 15 07:21:34

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMSY6) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.035 def
/isFixedPitch false def
end readonly def
/FontName /CMSY6 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 121 /dagger put
readonly def
/FontBBox{-4 -948 1329 786}readonly def
/UniqueID 5000816 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMTI10
%!PS-AdobeFont-1.1: CMTI10 1.00B
%%CreationDate: 1992 Feb 19 19:56:16

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.00B) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMTI10) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMTI10 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 45 /hyphen put
dup 46 /period put
dup 67 /C put
dup 80 /P put
dup 84 /T put
dup 86 /V put
dup 97 /a put
dup 100 /d put
dup 101 /e put
dup 103 /g put
dup 105 /i put
dup 108 /l put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 121 /y put
readonly def
/FontBBox{-163 -250 1146 969}readonly def
/UniqueID 5000828 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMR10
%!PS-AdobeFont-1.1: CMR10 1.00B
%%CreationDate: 1992 Feb 19 19:54:52

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.00B) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMR10) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMR10 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 1 /Delta put
dup 11 /ff put
dup 12 /fi put
dup 13 /fl put
dup 14 /ffi put
dup 37 /percent put
dup 39 /quoteright put
dup 40 /parenleft put
dup 41 /parenright put
dup 43 /plus put
dup 44 /comma put
dup 45 /hyphen put
dup 46 /period put
dup 47 /slash put
dup 48 /zero put
dup 49 /one put
dup 50 /two put
dup 51 /three put
dup 52 /four put
dup 53 /five put
dup 54 /six put
dup 55 /seven put
dup 56 /eight put
dup 57 /nine put
dup 58 /colon put
dup 59 /semicolon put
dup 61 /equal put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 68 /D put
dup 69 /E put
dup 70 /F put
dup 72 /H put
dup 73 /I put
dup 75 /K put
dup 76 /L put
dup 77 /M put
dup 78 /N put
dup 79 /O put
dup 80 /P put
dup 82 /R put
dup 83 /S put
dup 84 /T put
dup 86 /V put
dup 87 /W put
dup 91 /bracketleft put
dup 93 /bracketright put
dup 97 /a put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 102 /f put
dup 103 /g put
dup 104 /h put
dup 105 /i put
dup 106 /j put
dup 107 /k put
dup 108 /l put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 113 /q put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 118 /v put
dup 119 /w put
dup 120 /x put
dup 121 /y put
dup 122 /z put
dup 123 /endash put
readonly def
/FontBBox{-251 -250 1009 969}readonly def
/UniqueID 5000793 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMBXTI10
%!PS-AdobeFont-1.1: CMBXTI10 1.0
%%CreationDate: 1991 Aug 18 17:46:30

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMBXTI10) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Bold) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMBXTI10 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 58 /colon put
dup 77 /M put
dup 97 /a put
dup 98 /b put
dup 100 /d put
dup 101 /e put
dup 107 /k put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 114 /r put
dup 115 /s put
dup 119 /w put
dup 121 /y put
readonly def
/FontBBox{-29 -250 1274 754}readonly def
/UniqueID 5000771 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMTI8
%!PS-AdobeFont-1.1: CMTI8 1.0
%%CreationDate: 1991 Aug 18 21:07:42

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMTI8) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.04 def
/isFixedPitch false def
end readonly def
/FontName /CMTI8 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 39 /quoteright put
dup 40 /parenleft put
dup 41 /parenright put
dup 44 /comma put
dup 45 /hyphen put
dup 47 /slash put
dup 48 /zero put
dup 49 /one put
dup 50 /two put
dup 51 /three put
dup 52 /four put
dup 55 /seven put
dup 56 /eight put
dup 57 /nine put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 68 /D put
dup 69 /E put
dup 70 /F put
dup 71 /G put
dup 73 /I put
dup 74 /J put
dup 76 /L put
dup 77 /M put
dup 78 /N put
dup 79 /O put
dup 80 /P put
dup 82 /R put
dup 83 /S put
dup 84 /T put
dup 86 /V put
dup 97 /a put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 102 /f put
dup 103 /g put
dup 104 /h put
dup 105 /i put
dup 107 /k put
dup 108 /l put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 118 /v put
dup 119 /w put
dup 121 /y put
readonly def
/FontBBox{-35 -250 1190 750}readonly def
/UniqueID 5000826 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMBX8
%!PS-AdobeFont-1.1: CMBX8 1.0
%%CreationDate: 1991 Aug 20 16:36:07

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMBX8) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Bold) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMBX8 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 46 /period put
dup 48 /zero put
dup 49 /one put
dup 50 /two put
dup 51 /three put
dup 52 /four put
dup 53 /five put
dup 54 /six put
dup 55 /seven put
dup 56 /eight put
dup 57 /nine put
dup 65 /A put
dup 70 /F put
dup 77 /M put
dup 82 /R put
dup 83 /S put
dup 85 /U put
dup 89 /Y put
dup 99 /c put
dup 101 /e put
dup 102 /f put
dup 103 /g put
dup 105 /i put
dup 110 /n put
dup 114 /r put
dup 115 /s put
readonly def
/FontBBox{-59 -250 1235 750}readonly def
/UniqueID 5000766 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMSY7
%!PS-AdobeFont-1.1: CMSY7 1.0
%%CreationDate: 1991 Aug 15 07:21:52

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMSY7) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -14.035 def
/isFixedPitch false def
end readonly def
/FontName /CMSY7 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 0 /minus put
dup 3 /asteriskmath put
dup 20 /lessequal put
dup 48 /prime put
dup 50 /element put
dup 56 /universal put
dup 67 /C put
dup 76 /L put
dup 78 /N put
dup 106 /bar put
dup 121 /dagger put
readonly def
/FontBBox{-15 -951 1252 782}readonly def
/UniqueID 5000817 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMBX10
%!PS-AdobeFont-1.1: CMBX10 1.00B
%%CreationDate: 1992 Feb 19 19:54:06

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.00B) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMBX10) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Bold) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMBX10 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 44 /comma put
dup 46 /period put
dup 49 /one put
dup 50 /two put
dup 51 /three put
dup 52 /four put
dup 53 /five put
dup 54 /six put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 71 /G put
dup 72 /H put
dup 73 /I put
dup 75 /K put
dup 76 /L put
dup 77 /M put
dup 79 /O put
dup 82 /R put
dup 83 /S put
dup 84 /T put
dup 85 /U put
dup 97 /a put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 102 /f put
dup 103 /g put
dup 104 /h put
dup 105 /i put
dup 107 /k put
dup 108 /l put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 120 /x put
dup 121 /y put
readonly def
/FontBBox{-301 -250 1164 946}readonly def
/UniqueID 5000768 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMBX12
%!PS-AdobeFont-1.1: CMBX12 1.0
%%CreationDate: 1991 Aug 20 16:34:54

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMBX12) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Bold) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMBX12 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 45 /hyphen put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 69 /E put
dup 70 /F put
dup 72 /H put
dup 77 /M put
dup 78 /N put
dup 80 /P put
dup 84 /T put
dup 86 /V put
dup 87 /W put
dup 97 /a put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 102 /f put
dup 103 /g put
dup 104 /h put
dup 105 /i put
dup 107 /k put
dup 108 /l put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 118 /v put
dup 119 /w put
dup 121 /y put
readonly def
/FontBBox{-53 -251 1139 750}readonly def
/UniqueID 5000769 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMSSI9
%!PS-AdobeFont-1.1: CMSSI9 1.0
%%CreationDate: 1991 Aug 20 17:35:30

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMSSI9) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle -12 def
/isFixedPitch false def
end readonly def
/FontName /CMSSI9 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 14 /ffi put
dup 67 /C put
dup 69 /E put
dup 73 /I put
dup 80 /P put
dup 83 /S put
dup 84 /T put
dup 97 /a put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 102 /f put
dup 105 /i put
dup 108 /l put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 118 /v put
readonly def
/FontBBox{-99 -250 1104 760}readonly def
/UniqueID 5000809 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMSS12
%!PS-AdobeFont-1.1: CMSS12 1.0
%%CreationDate: 1991 Aug 20 17:33:47

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMSS12) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMSS12 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 65 /A put
dup 69 /E put
dup 80 /P put
dup 82 /R put
readonly def
/FontBBox{-62 -251 978 758}readonly def
/UniqueID 5000804 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMR8
%!PS-AdobeFont-1.1: CMR8 1.0
%%CreationDate: 1991 Aug 20 16:39:40

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMR8) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMR8 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 1 /Delta put
dup 11 /ff put
dup 12 /fi put
dup 13 /fl put
dup 14 /ffi put
dup 34 /quotedblright put
dup 39 /quoteright put
dup 40 /parenleft put
dup 41 /parenright put
dup 44 /comma put
dup 45 /hyphen put
dup 46 /period put
dup 47 /slash put
dup 48 /zero put
dup 49 /one put
dup 50 /two put
dup 51 /three put
dup 52 /four put
dup 53 /five put
dup 54 /six put
dup 55 /seven put
dup 56 /eight put
dup 57 /nine put
dup 58 /colon put
dup 61 /equal put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 68 /D put
dup 69 /E put
dup 70 /F put
dup 71 /G put
dup 72 /H put
dup 73 /I put
dup 74 /J put
dup 75 /K put
dup 76 /L put
dup 77 /M put
dup 78 /N put
dup 79 /O put
dup 80 /P put
dup 82 /R put
dup 83 /S put
dup 84 /T put
dup 85 /U put
dup 86 /V put
dup 87 /W put
dup 89 /Y put
dup 90 /Z put
dup 91 /bracketleft put
dup 92 /quotedblleft put
dup 93 /bracketright put
dup 97 /a put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 102 /f put
dup 103 /g put
dup 104 /h put
dup 105 /i put
dup 106 /j put
dup 107 /k put
dup 108 /l put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 113 /q put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 118 /v put
dup 119 /w put
dup 120 /x put
dup 121 /y put
dup 122 /z put
dup 123 /endash put
readonly def
/FontBBox{-36 -250 1070 750}readonly def
/UniqueID 5000791 def
currentdict end
currentfile eexec
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cleartomark

%%EndFont 
%%BeginFont: CMR7
%!PS-AdobeFont-1.1: CMR7 1.0
%%CreationDate: 1991 Aug 20 16:39:21

% Copyright (C) 1997 American Mathematical Society.  All Rights Reserved.

11 dict begin
/FontInfo 7 dict dup begin
/version (1.0) readonly def
/Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def
/FullName (CMR7) readonly def
/FamilyName (Computer Modern) readonly def
/Weight (Medium) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
end readonly def
/FontName /CMR7 def
/PaintType 0 def
/FontType 1 def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 1 /Delta put
dup 40 /parenleft put
dup 41 /parenright put
dup 43 /plus put
dup 44 /comma put
dup 45 /hyphen put
dup 46 /period put
dup 48 /zero put
dup 49 /one put
dup 50 /two put
dup 51 /three put
dup 52 /four put
dup 53 /five put
dup 56 /eight put
dup 58 /colon put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 68 /D put
dup 69 /E put
dup 70 /F put
dup 71 /G put
dup 72 /H put
dup 73 /I put
dup 74 /J put
dup 75 /K put
dup 76 /L put
dup 77 /M put
dup 78 /N put
dup 79 /O put
dup 80 /P put
dup 82 /R put
dup 83 /S put
dup 84 /T put
dup 85 /U put
dup 86 /V put
dup 87 /W put
dup 89 /Y put
dup 97 /a put
dup 101 /e put
dup 108 /l put
dup 116 /t put
dup 123 /endash put
readonly def
/FontBBox{-27 -250 1122 750}readonly def
/UniqueID 5000790 def
currentdict end
currentfile eexec
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TeXDict begin 39158280 55380996 1000 600 600 (paper.dvi)
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35 3[ 35 1[ 35 35 1[ 35 1[ 35 38[ 35 10[ 35 35 46[{ } 18
66.4176 /CMTT8 rf /Fb 149[ 20 106[{ } 1 66.4176 /CMSY8
rf /Fc 147[ 20 8[ 28 99[{ } 2 49.8132 /CMMI6 rf /Fd 185[ 45
8[ 35 2[ 20 29[ 31 5[ 42 41 6[ 31 14[{ } 7 66.4176 /CMMI8
rf /Fe 149[ 19 27[ 47 1[ 40 8[ 32 16[ 39 1[ 18 48[{ } 6
41.511 /CMSY5 rf /Ff 204[ 28 28 28 7[ 22 22 40[{ } 5
41.511 /CMR5 rf /Fg 140[ 28 3[ 29 2[ 20 1[ 24 22 34 3[ 31
27 26 31[ 43 6[ 19 59[{ } 11 41.511 /CMMI5 rf /Fh 136[ 48
3[ 31 31 2[ 33 1[ 59 21 35 1[ 23 39 4[ 30 29 20[ 63 46
8[ 48 50 50 5[ 20 30[ 31 5[ 40 22[{ } 19 58.1154 /CMMI7
rf /Fi 150[ 39 39 15[ 120 7[ 88 14[ 73 73 1[ 74 1[ 74
1[ 74 1[ 74 55 55 55 55 55 55 73 73 28[ 61 61 18[{ } 20
83.022 /CMEX10 rf /Fj 149[ 23 27[ 68 1[ 57 8[ 44 12[ 0
3[ 55 10[ 65 5[ 83 83 11[ 65 2[ 65 14[ 65 1[ 65{ } 13
83.022 /CMSY10 rf /Fk 135[ 47 59 4[ 37 37 2[ 50 1[ 25
43 34 29 4[ 43 36 36 19[ 67 7[ 53 2[ 59 1[ 62 2[ 65 42
65 23 23 29[ 36 1[ 43 3[ 50 48 2[ 39 3[ 37 43 47 53 11[{ } 30
83.022 /CMMI10 rf /Fl 132[ 38 1[ 41 1[ 55 41 43 30 30
30 1[ 43 38 43 64 21 41 1[ 21 43 2[ 34 43 34 43 38 11[ 58
55 4[ 60 1[ 70 48 60 39 28 3[ 52 1[ 55 10[ 38 38 1[ 38
3[ 38 38 1[ 21 26 21 44[{ } 39 74.7198 /CMR9 rf /Fm 134[ 29
121[{ } 1 49.8132 /CMSY6 rf /Fn 134[ 40 4[ 28 34 35 1[ 42
42 47 1[ 21 2[ 25 1[ 38 1[ 38 42 2[ 42 10[ 62 1[ 59 3[ 56
12[ 59 20[ 25 30 45[{ } 19 83.022 /CMTI10 rf /Fo 132[ 42
37 44 44 60 44 46 32 33 33 44 46 42 46 69 23 44 25 23
46 42 25 37 46 37 46 42 3[ 23 1[ 23 3[ 85 62 1[ 60 46
61 1[ 57 65 62 76 52 65 1[ 30 62 1[ 54 57 63 60 59 62
3[ 65 1[ 23 23 42 42 42 42 42 42 42 42 42 42 42 23 28
23 65 1[ 32 32 23 1[ 69 22[ 69 46 46 48 9[ 69 1[{ } 75
83.022 /CMR10 rf /Fp 134[ 37 1[ 51 3[ 32 33 2[ 39 3[ 35
5[ 35 39 41[ 24 58[{ } 9 66.4176 /CMBXTI10 rf /Fq 134[ 35
1[ 47 33 38 24 29 30 1[ 36 36 40 58 18 33 1[ 22 36 33
22 33 36 33 33 36 10[ 53 1[ 51 40 52 1[ 48 55 53 64 45
1[ 37 27 1[ 55 46 48 54 51 50 53 7[ 36 36 36 2[ 36 36
36 36 36 36 1[ 26 22 2[ 29 29 22 39[{ } 54 66.4176 /CMTI8
rf /Fr 140[ 32 34 3[ 45 4[ 23 1[ 41 25 37 1[ 36 9[ 61
3[ 62 1[ 45 61 4[ 77 6[ 51 4[ 61 7[ 41 41 41 41 41 41
41 41 41 41 1[ 23 46[{ } 26 66.4176 /CMBX8 rf /Fs 140[ 40
42 3[ 54 78 7[ 44 49 1[ 44 49 19[ 89 77[{ } 9 83.022
/CMBXTI10 rf /Ft 134[ 30 14[ 20 27[ 54 1[ 46 8[ 36 10[ 38
5[ 45 1[ 19 27[ 52 16[ 34 2[ 52{ } 11 58.1154 /CMSY7
rf /Fu 134[ 50 50 2[ 53 37 38 39 1[ 53 48 53 1[ 27 50
1[ 27 53 48 29 44 53 42 1[ 46 11[ 73 66 53 72 2[ 72 1[ 91
57 75 1[ 36 75 75 3[ 69 68 72 10[ 48 48 48 48 48 48 2[ 27
1[ 27 44[{ } 41 83.022 /CMBX10 rf /Fv 134[ 85 1[ 117
85 90 63 64 66 2[ 81 90 134 45 85 1[ 45 90 81 49 74 90
72 90 78 9[ 167 122 1[ 112 3[ 110 1[ 126 153 4[ 126 1[ 101
106 1[ 117 115 122 19[ 54 45[{ } 34 143.462 /CMBX12 rf
/Fw 137[ 35 40 28 29 26 1[ 40 38 40 61 18 2[ 18 2[ 23
34 40 34 1[ 37 12[ 52 43 2[ 49 6[ 21 3[ 46 1[ 49 52[ 62
14[{ } 23 74.7198 /CMSSI9 rf /Fx 173[ 63 1[ 62 10[ 58
3[ 64 65[{ } 4 99.6264 /CMSS12 rf /Fy 132[ 35 31 37 37
51 37 39 27 28 28 37 39 35 39 59 20 37 22 20 39 35 22
31 39 31 39 35 3[ 20 35 20 43 53 1[ 72 53 53 51 39 52
1[ 48 55 53 65 44 55 36 25 53 55 46 48 54 51 50 53 3[ 55
2[ 20 35 35 35 35 35 35 35 35 35 35 35 20 24 20 2[ 27
27 20 4[ 35 19[ 59 39 39 41 9[ 59 1[{ } 79 66.4176 /CMR8
rf /Fz 132[ 33 6[ 26 7[ 19 6[ 30 3[ 33 7[ 49 1[ 67 49
49 47 37 48 1[ 45 51 49 60 41 51 34 24 49 51 43 45 50
47 46 49 6[ 19 1[ 33 2[ 33 33 33 33 33 33 1[ 19 22 19
51 1[ 26 26 38[ 55 1[{ } 43 58.1154 /CMR7 rf end
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%%Page: 1 1
1 0 bop Fz 0 71 a(IEICE) p 207 71 a(TRANS.) p 478 71
a(COMMUN.,) p 854 71 a(V) n(OL.E85{B,) p 1244 71 a(NO.1) p
1418 71 a(JANUAR) p 1691 71 a(Y) p 1762 71 a(2002) p
Fy 4116 142 a(1) p -4 295 4158 4 v -4 385 4 90 v Fx 16
378 a(P) p 70 378 a(APER) p Fw 401 364 a(Sp) r(ecial) p
652 364 a(Issue) p 832 364 a(on) p 936 364 a(T) p 982
364 a(ra\016c) p 1167 364 a(Control) p 1431 364 a(and) p
1573 364 a(P) n(erfo) n(rmance) p 1997 364 a(Evaluation) p
2360 364 a(in) p 2444 364 a(Internet) p 4150 385 V -4
389 4158 4 v Fv 0 520 a(Analysis) p 646 520 a(of) p 830
520 a(a) p 962 520 a(Windo) l(w-Based) p 2073 520 a(Flo) l(w) p
2466 520 a(Con) l(trol) p 3057 520 a(Mec) l(hanism) 0
703 y(based) p 449 703 a(on) p 673 703 a(TCP) p 1066
703 a(V) p 1175 703 a(egas) p 1525 703 a(in) p 1713 703
a(Heterogeneous) p 2801 703 a(Net) l(w) l(ork) 0 886
y(En) l(vironmen) l(t) p 0 1028 4152 4 v Fu 738 1119
a(Keiic) m(hi) p 1061 1119 a(T) p 1119 1119 a(AKA) m(GAKI) p
Ft 1593 1088 a(y) p Fu 1629 1119 a(,) p 1687 1119 a(Hiro) m(yuki) p
2085 1119 a(OHSAKI) p Ft 2468 1088 a(yy) p Fu 2533 1119
a(,) p Fs 2594 1119 a(and) p Fu 2789 1119 a(Masa) m(yuki) p
3220 1119 a(MURA) p 3520 1119 a(T) p 3578 1119 a(A) p
Ft 3650 1088 a(y) q(y) p Fu 3716 1119 a(,) p Fs 3774
1119 a(Memb) p 4024 1119 a(ers) p Fr 0 1548 a(SUMMAR) p
376 1548 a(Y) p Fy 165 1627 a(A) p 238 1627 a(feedbac) n(k-based) p
720 1627 a(congestion) p 1062 1627 a(con) n(trol) p 1296
1627 a(mec) n(hanism) p 1656 1627 a(is) p 1723 1627 a(essen) n(tial) 0
1707 y(to) p 93 1707 a(realize) p 320 1707 a(an) p 425
1707 a(e\016cien) n(t) p 693 1707 a(data) p 860 1707
a(transfer) p 1129 1707 a(services) p 1393 1707 a(in) p
1483 1707 a(pac) n(k) n(ed-switc) n(hed) 0 1787 y(net) n(w) n(orks.) p
338 1787 a(TCP) p 516 1787 a(\(T) p 588 1787 a(ransmission) p
975 1787 a(Con) n(trol) p 1236 1787 a(Proto) r(col\)) p
1554 1787 a(is) p 1629 1787 a(a) p 1693 1787 a(feedbac) n(k-) 0
1866 y(based) p 200 1866 a(congestion) p 549 1866 a(con) n(trol) p
790 1866 a(mec) n(hanism,) p 1177 1866 a(and) p 1318
1866 a(has) p 1448 1866 a(b) r(een) p 1618 1866 a(widely) p
1843 1866 a(used) 0 1946 y(in) p 79 1946 a(the) p 197
1946 a(curren) n(t) p 438 1946 a(In) n(ternet.) p 735
1946 a(An) p 847 1946 a(impro) n(v) n(ed) p 1152 1946
a(v) n(ersion) p 1388 1946 a(of) p 1464 1946 a(TCP) p
1634 1946 a(called) p Fq 1831 1946 a(TCP) 0 2026 y(V) p
48 2026 a(e) l(gas) p Fy 205 2026 a(has) p 338 2026 a(b) r(een) p
511 2026 a(prop) r(osed) p 819 2026 a(and) p 963 2026
a(studied) p 1217 2026 a(in) p 1306 2026 a(the) p 1434
2026 a(literature.) p 1792 2026 a(It) p 1875 2026 a(can) 0
2106 y(ac) n(hiev) n(e) p 245 2106 a(b) r(etter) p 454
2106 a(p) r(erformance) p 858 2106 a(than) p 1022 2106
a(the) p 1143 2106 a(curren) n(t) p Fq 1388 2106 a(TCP) p
1563 2106 a(R) l(eno) p Fy(.) p 1772 2106 a(In) p 1859
2106 a(pre-) 0 2185 y(vious) p 183 2185 a(studies,) p
439 2185 a(only) p 594 2185 a(p) r(erformance) p 998
2185 a(analysis) p 1264 2185 a(of) p 1345 2185 a(a) p
1404 2185 a(windo) n(w-based) p 1858 2185 a(\015o) n(w) 0
2265 y(con) n(trol) p 246 2265 a(mec) n(hanism) p 618
2265 a(based) p 824 2265 a(on) p 931 2265 a(TCP) p 1113
2265 a(V) p 1160 2265 a(egas) p 1322 2265 a(for) p 1439
2265 a(a) p 1507 2265 a(simple) p 1736 2265 a(net) n(w) n(ork) 0
2345 y(top) r(ology) p 288 2345 a(has) p 412 2345 a(b) r(een) p
577 2345 a(p) r(erformed.) p 941 2345 a(In) p 1027 2345
a(this) p 1163 2345 a(pap) r(er,) p 1379 2345 a(w) n(e) p
1481 2345 a(extend) p 1709 2345 a(the) p 1828 2345 a(anal-) 0
2425 y(ysis) p 140 2425 a(to) p 230 2425 a(a) p 292 2425
a(generic) p 535 2425 a(net) n(w) n(ork) p 807 2425 a(top) r(ology) p
1101 2425 a(where) p 1309 2425 a(eac) n(h) p 1471 2425
a(connection) p 1828 2425 a(is) p 1903 2425 a(al-) 0
2504 y(lo) n(w) n(ed) p 195 2504 a(to) p 281 2504 a(ha) n(v) n(e) p
443 2504 a(a) p 502 2504 a(di\013eren) n(t) p 780 2504
a(propagation) p 1171 2504 a(dela) n(y) p 1355 2504 a(and) p
1492 2504 a(to) p 1577 2504 a(tra) n(v) n(erse) p 1842
2504 a(m) n(ul-) 0 2584 y(tiple) p 162 2584 a(b) r(ottlenec) n(k) p
506 2584 a(links.) p 703 2584 a(W) p 769 2584 a(e) p
825 2584 a(\014rst) p 971 2584 a(deriv) n(e) p 1180 2584
a(equilibrium) p 1555 2584 a(v) l(alues) p 1767 2584
a(of) p 1848 2584 a(win-) 0 2664 y(do) n(w) p 144 2664
a(sizes) p 302 2664 a(of) p 379 2664 a(TCP) p 549 2664
a(connections) p 927 2664 a(and) p 1061 2664 a(the) p
1179 2664 a(n) n(um) n(b) r(er) p 1432 2664 a(of) p 1510
2664 a(pac) n(k) n(ets) p 1756 2664 a(w) n(aiting) 0
2743 y(in) p 92 2743 a(a) p 161 2743 a(router's) p 430
2743 a(bu\013er.) p 689 2743 a(W) p 755 2743 a(e) p 821
2743 a(also) p 972 2743 a(deriv) n(e) p 1190 2743 a(throughput) p
1572 2743 a(of) p 1662 2743 a(eac) n(h) p 1831 2743 a(TCP) 0
2823 y(connection) p 357 2823 a(in) p 444 2823 a(steady) p
670 2823 a(state,) p 868 2823 a(and) p 1010 2823 a(in) n(v) n(estigate)
p 1366 2823 a(the) p 1492 2823 a(e\013ect) p 1683 2823
a(of) p 1767 2823 a(con) n(trol) 0 2903 y(parameters) p
369 2903 a(of) p 454 2903 a(TCP) p 631 2903 a(V) p 678
2903 a(egas) p 835 2903 a(on) p 938 2903 a(fairness) p
1195 2903 a(among) p 1427 2903 a(TCP) p 1604 2903 a(connections.) 0
2983 y(W) p 66 2983 a(e) p 125 2983 a(then) p 289 2983
a(presen) n(t) p 538 2983 a(sev) n(eral) p 773 2983 a(n) n(umerical) p
1100 2983 a(examples,) p 1429 2983 a(sho) n(wing) p 1701
2983 a(ho) n(w) p 1852 2983 a(con-) 0 3062 y(trol) p
130 3062 a(parameters) p 493 3062 a(of) p 570 3062 a(TCP) p
740 3062 a(V) p 787 3062 a(egas) p 938 3062 a(should) p
1159 3062 a(b) r(e) p 1252 3062 a(con\014gured) p 1590
3062 a(for) p 1695 3062 a(ac) n(hieving) 0 3142 y(b) r(oth) p
167 3142 a(stabilit) n(y) p 441 3142 a(and) p 579 3142
a(b) r(etter) p 788 3142 a(transien) n(t) p 1085 3142
a(p) r(erformance.) p Fp 0 3222 a(key) p 131 3222 a(wor) l(ds:) p
Fq 399 3222 a(TCP) p 570 3222 a(\(T) p 645 3222 a(r) l(ansmission) p
1035 3222 a(Contr) l(ol) p 1288 3222 a(Pr) l(oto) l(c) l(ol\),) p
1613 3222 a(TCP) p 1784 3222 a(V) p 1832 3222 a(e) l(gas,) 0
3302 y(c) l(ontr) l(ol) p 236 3302 a(the) l(ory,) p 474
3302 a(fairness,) p 762 3302 a(stability,) p 1052 3302
a(tr) l(ansient) p 1352 3302 a(p) l(erformanc) l(e) p
Fu 0 3496 a(1.) p 170 3496 a(In) m(tro) s(duction) p
Fo 0 3690 a(In) p 102 3690 a(1994,) p 317 3690 a(another) p
620 3690 a(v) n(ersion) p 900 3690 a(of) p 993 3690 a(TCP) p
1195 3690 a(called) p Fn 1428 3690 a(TCP) p 1631 3690
a(V) p 1687 3690 a(e) l(gas) p Fo 1861 3690 a(has) 0
3788 y(b) r(een) p 189 3788 a(prop) r(osed) p 536 3788
a(b) n(y) p 645 3788 a(Brakmo) p Fn 954 3788 a(et) p
1043 3788 a(al.) p Fo(,) p 1178 3788 a(whic) n(h) p 1408
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1937 a(a) p 858 1937 a(rate-based) p 1255 1937 a(and) p
1411 1937 a(a) p 1476 1937 a(windo) n(w-based) 0 2035
y(congestion) p 402 2035 a(con) n(trol) p 676 2035 a(mec) n(hanisms) p
1131 2035 a(are) p 1265 2035 a(essen) n(tially) p 1658
2035 a(di\013eren) n(t.) 165 2132 y(Organization) p 672
2132 a(of) p 775 2132 a(this) p 946 2132 a(pap) r(er) p
1188 2132 a(is) p 1280 2132 a(as) p 1390 2132 a(follo) n(ws.) p
1721 2132 a(In) p 1833 2132 a(Sec-) 0 2230 y(tion) p
178 2230 a(2,) p 279 2230 a(w) n(e) p 408 2230 a(explain) p
704 2230 a(a) p 780 2230 a(congestion) p 1194 2230 a(con) n(trol) p
1480 2230 a(mec) n(hanism) p 1914 2230 a(of) 0 2327 y(TCP) p
203 2327 a(V) p 258 2327 a(egas,) p 461 2327 a(and) p
622 2327 a(in) n(tro) r(duce) p 990 2327 a(our) p 1137
2327 a(analytic) p 1452 2327 a(mo) r(del.) p 1731 2327
a(In) p 1833 2327 a(Sec-) 0 2425 y(tion) p 174 2425 a(3,) p
270 2425 a(w) n(e) p 396 2425 a(deriv) n(e) p 644 2425
a(state) p 850 2425 a(transition) p 1233 2425 a(equations,) p
1631 2425 a(and) p 1796 2425 a(fo) r(cus) 0 2522 y(on) p
113 2522 a(a) p 180 2522 a(fairness) p 476 2522 a(issue.) p
707 2522 a(Stabilit) n(y) p 1041 2522 a(and) p 1200 2522
a(transien) n(t) p 1546 2522 a(analyses) p 1870 2522
a(are) 0 2619 y(also) p 166 2619 a(presen) n(ted.) p
570 2619 a(In) p 673 2619 a(Section) p 963 2619 a(4,) p
1055 2619 a(w) n(e) p 1177 2619 a(sho) n(w) p 1382 2619
a(n) n(umerical) p 1762 2619 a(exam-) 0 2717 y(ples) p
165 2717 a(for) p 290 2717 a(the) p 432 2717 a(case) p
606 2717 a(of) p 699 2717 a(a) p 766 2717 a(single) p
996 2717 a(b) r(ottlenec) n(k) p 1398 2717 a(link,) p
1583 2717 a(where) p 1822 2717 a(eac) n(h) 0 2814 y(TCP) p
208 2814 a(connection) p 627 2814 a(has) p 780 2814 a(a) p
853 2814 a(di\013eren) n(t) p 1185 2814 a(propagation) p
1650 2814 a(dela) n(y) p 1833 2814 a(.) p 1905 2814 a(In) 0
2912 y(Section) p 293 2912 a(5,) p 387 2912 a(w) n(e) p
512 2912 a(sho) n(w) p 719 2912 a(n) n(umerical) p 1102
2912 a(examples) p 1462 2912 a(for) p 1591 2912 a(the) p
1736 2912 a(case) p 1914 2912 a(of) 0 3009 y(m) n(ultiple) p
336 3009 a(b) r(ottlenec) n(k) p 751 3009 a(links.) p
1012 3009 a(In) p 1127 3009 a(Section) p 1428 3009 a(6,) p
1534 3009 a(w) n(e) p 1667 3009 a(conclude) 0 3107 y(this) p
162 3107 a(pap) r(er) p 395 3107 a(and) p 556 3107 a(discuss) p
835 3107 a(future) p 1082 3107 a(w) n(orks.) p Fu 0 3336
a(2.) p 170 3336 a(Analytic) p 556 3336 a(Mo) s(del) p
Fo 0 3565 a(2.1) p 189 3565 a(TCP) p 393 3565 a(V) p
448 3565 a(egas) 0 3795 y(In) p 100 3795 a(this) p 259
3795 a(subsection,) p 682 3795 a(w) n(e) p 801 3795 a(explain) p
1086 3795 a(the) p 1225 3795 a(congestion) p 1628 3795
a(a) n(v) n(oidance) 0 3892 y(mec) n(hanism) p 437 3892
a(of) p 542 3892 a(TCP) p 756 3892 a(V) p 811 3892 a(egas.) p
1053 3892 a(F) p 1100 3892 a(or) p 1212 3892 a(detailed) p
1536 3892 a(explanation,) 0 3990 y(refer) p 201 3990
a(to) p 312 3990 a([15].) p 528 3990 a(In) p 641 3990
a(TCP) p 854 3990 a(V) p 909 3990 a(egas,) p 1125 3990
a(eac) n(h) p 1320 3990 a(source) p 1584 3990 a(host) p
1774 3990 a(main-) 0 4087 y(tains) p Fk 205 4087 a(\034) p
Fo 250 4087 a(,) p 304 4087 a(whic) n(h) p 544 4087 a(is) p
630 4087 a(the) p 775 4087 a(minim) n(um) p 1148 4087
a(R) p 1202 4087 a(TT) p 1352 4087 a(of) p 1449 4087
a(connection) p 1866 4087 a(ob-) 0 4185 y(tained) p 259
4185 a(when) p 480 4185 a(the) p 628 4185 a(net) n(w) n(ork) p
949 4185 a(is) p 1038 4185 a(not) p 1190 4185 a(congested.) p
1616 4185 a(The) p 1792 4185 a(mini-) 0 4282 y(m) n(um) p
207 4282 a(R) p 261 4282 a(TT) p Fk 406 4282 a(\034) p
Fo 477 4282 a(corresp) r(onds) p 930 4282 a(to) p 1029
4282 a(the) p 1170 4282 a(sum) p 1343 4282 a(of) p 1435
4282 a(all) p 1547 4282 a(propagation) 0 4380 y(dela) n(ys) p
250 4380 a(and) p 411 4380 a(pro) r(cessing) p 811 4380
a(dela) n(ys) p 1061 4380 a(at) p 1163 4380 a(the) p
1306 4380 a(routers.) p 1621 4380 a(Hereafter,) 0 4477
y(w) n(e) p 130 4477 a(call) p 289 4477 a(the) p 439
4477 a(minim) n(um) p 818 4477 a(R) p 872 4477 a(TT,) p
Fk 1050 4477 a(\034) p Fo 1095 4477 a(,) p 1156 4477
a(as) p 1265 4477 a(the) p Fn 1415 4477 a(pr) l(op) l(agation) p
1871 4477 a(de-) 0 4574 y(lay) p Fo(.) p 181 4574 a(The) p
357 4574 a(source) p 617 4574 a(host) p 803 4574 a(is) p
892 4574 a(allo) n(w) n(ed) p 1192 4574 a(to) p 1299
4574 a(emit) p 1494 4574 a(pac) n(k) n(ets) p 1793 4574
a(of) p 1893 4574 a(its) 0 4672 y(curren) n(t) p 294
4672 a(windo) n(w-size) p 759 4672 a(\(denoted) p 1111
4672 a(b) n(y) p Fk 1232 4672 a(w) p Fo 1293 4672 a(\)) p
1359 4672 a(p) r(er) p 1510 4672 a(R) p 1564 4672 a(TT.) p
1741 4672 a(There-) 0 4769 y(fore,) p 193 4769 a(its) p
313 4769 a(e\013ectiv) n(e) p 639 4769 a(throughput) p
1082 4769 a(w) n(ould) p 1328 4769 a(b) r(e) p Fk 1446
4769 a(w) r(=\034) p Fo 1627 4769 a(if) p 1708 4769 a(there) p
1925 4769 a(is) 0 4867 y(no) p 111 4867 a(congestion) p
513 4867 a(in) p 605 4867 a(the) p 743 4867 a(net) n(w) n(ork.) p
1090 4867 a(Eac) n(h) p 1292 4867 a(source) p 1542 4867
a(host) p 1718 4867 a(obtains) 0 4964 y(the) p 151 4964
a(actual) p 408 4964 a(R) p 462 4964 a(TT) p 618 4964
a(b) n(y) p 741 4964 a(measuring) p 1146 4964 a(time) p
1343 4964 a(duration) p 1688 4964 a(b) r(et) n(w) n(een) 0
5062 y(a) p 79 5062 a(transmission) p 570 5062 a(time) p
769 5062 a(of) p 873 5062 a(a) p 952 5062 a(pac) n(k) n(et) p
1222 5062 a(and) p 1393 5062 a(an) p 1518 5062 a(arriv) p
1688 5062 a(al) p 1789 5062 a(of) p 1893 5062 a(its) 0
5159 y(corresp) r(onding) p 538 5159 a(A) n(CK) p 755
5159 a(pac) n(k) n(et.) p 1062 5159 a(Let) p Fk 1216
5159 a(r) p Fo 1288 5159 a(b) r(e) p 1405 5159 a(the) p
1553 5159 a(actual) p 1807 5159 a(R) p 1861 5159 a(TT) 0
5256 y(measured) p 373 5256 a(at) p 478 5256 a(the) p
624 5256 a(source) p 881 5256 a(host,) p 1089 5256 a(and) p
1254 5211 62 4 v Fk 1254 5256 a(w) p Fo 1346 5256 a(b) r(e) p
1462 5256 a(the) p 1609 5256 a(n) n(um) n(b) r(er) p
1914 5256 a(of) 0 5354 y(pac) n(k) n(ets) p 299 5354
a(the) p 447 5354 a(source) p 706 5354 a(host) p 892
5354 a(sen) n(t) p 1070 5354 a(in) p 1172 5354 a(the) p
1320 5354 a(previous) p 1656 5354 a(R) p 1710 5354 a(TT.) p
1886 5354 a(Its) 0 5451 y(actual) p 256 5451 a(throughput) p
702 5451 a(is) p 793 5451 a(giv) n(en) p 1017 5451 a(b) n(y) p
1140 5406 V Fk 1140 5451 a(w) s(=r) p Fo 1283 5451 a(.) p
1365 5451 a(TCP) p 1577 5451 a(V) p 1632 5451 a(egas) p
1820 5451 a(then) 0 5549 y(computes) p 373 5549 a(the) p
520 5549 a(di\013erence) p 896 5549 a(b) r(et) n(w) n(een) p
1220 5549 a(exp) r(ected) p 1570 5549 a(throughput) 0
5646 y(and) p 169 5646 a(actual) p 426 5646 a(throughput) p
872 5646 a(as) p Fk 982 5646 a(d) p Fo 1061 5646 a(=) p
Fk 1162 5646 a(w) r(=\034) p Fj 1335 5646 a(\000) p 1423
5601 V Fk 1423 5646 a(w) s(=r) p Fo 1566 5646 a(.) p
1649 5646 a(TCP) p 1861 5646 a(V) p 1916 5646 a(e-) 0
5744 y(gas) p 148 5744 a(c) n(hanges) p 459 5744 a(its) p
579 5744 a(windo) n(w) p 885 5744 a(size,) p Fk 1070
5744 a(w) p Fo 1131 5744 a(,) p 1188 5744 a(according) p
1566 5744 a(to) p 1671 5744 a(relations) 0 5841 y(among) p
Fk 265 5841 a(d) p Fo 333 5841 a(and) p 492 5841 a(t) n(w) n(o) p
646 5841 a(threshold) p 1008 5841 a(v) p 1047 5841 a(alues,) p
Fk 1277 5841 a(\013) p Fo 1355 5841 a(and) p Fk 1514
5841 a(\014) p Fo 1565 5841 a(,) p 1614 5841 a(as) p
1713 5841 a(follo) n(ws.) p Fk 2335 465 a(w) p Fj 2420
465 a( ) p Fi 2526 295 a(8) 2526 370 y(<) 2526 519 y(:) p
Fk 2642 367 a(w) p Fo 2722 367 a(+) p 2805 367 a(1) p
Fk(;) p Fo 2952 367 a(if) p Fk 3028 367 a(d) p 3095 367
a(<) p 3182 367 a(\013) 2642 464 y(w) p Fj 2722 464 a(\000) p
Fo 2805 464 a(1) p Fk(;) p Fo 2952 464 a(if) p Fk 3028
464 a(d) p 3095 464 a(>) p 3182 464 a(\014) 2642 562
y(w) r(;) p Fo 2952 562 a(otherwise) 4045 465 y(\(1\)) 2170
695 y(2.2) p 2359 695 a(Net) n(w) n(ork) p 2691 695 a(Mo) r(del) 2170
882 y(In) p 2280 882 a(this) p 2448 882 a(pap) r(er,) p
2712 882 a(all) p 2833 882 a(source) p 3094 882 a(hosts) p
3313 882 a(are) p 3458 882 a(assumed) p 3797 882 a(to) p
3904 882 a(c) n(hange) 2170 980 y(their) p 2375 980 a(windo) n(w) p
2684 980 a(sizes) p 2881 980 a(according) p 3261 980
a(to) p 3369 980 a(the) p 3519 980 a(congestion) p 3932
980 a(a) n(v) n(oid-) 2170 1077 y(ance) p 2364 1077 a(mec) n(hanism) p
2796 1077 a(of) p 2896 1077 a(TCP) p 3105 1077 a(V) p
3160 1077 a(egas.) p 3388 1077 a(W) p 3466 1077 a(e) p
3536 1077 a(also) p 3707 1077 a(assume) p 3999 1077 a(that) 2170
1174 y(the) p 2309 1174 a(bu\013er) p 2542 1174 a(size) p
2695 1174 a(of) p 2785 1174 a(eac) n(h) p 2967 1174 a(router) p
3212 1174 a(is) p 3291 1174 a(su\016cien) n(tly) p 3703
1174 a(large) p 3901 1174 a(so) p 3999 1174 a(that) 2170
1272 y(no) p 2290 1272 a(pac) n(k) n(et) p 2555 1272
a(is) p 2643 1272 a(lost) p 2804 1272 a(in) p 2906 1272
a(the) p 3053 1272 a(net) n(w) n(ork.) p 3415 1272 a(In) p
3523 1272 a(what) p 3735 1272 a(follo) n(ws,) p 4036
1272 a(pa-) 2170 1369 y(rameters) p 2516 1369 a(regarding) p
2890 1369 a(a) p 2963 1369 a(TCP) p 3171 1369 a(connection) p
Fk 3591 1369 a(c) p Fo 3658 1369 a(is) p 3746 1369 a(denoted) p
4063 1369 a(b) n(y) 2170 1467 y(a) p 2241 1467 a(subscript) p
Fk 2599 1467 a(c) p Fo(.) p 2700 1467 a(F) p 2747 1467
a(or) p 2850 1467 a(example,) p 3200 1467 a(the) p 3345
1467 a(windo) n(w) p 3649 1467 a(size) p 3808 1467 a(of) p
3904 1467 a(a) p 3975 1467 a(TCP) 2170 1564 y(connection) p
Fk 2597 1564 a(c) p Fo 2673 1564 a(is) p 2768 1564 a(denoted) p
3094 1564 a(b) n(y) p Fk 3221 1564 a(w) p Fh 3280 1576
a(c) p Fo 3314 1564 a(.) p 3410 1564 a(In) p 3526 1564
a(our) p 3686 1564 a(analysis,) p 4036 1564 a(the) 2170
1662 y(congestion) p 2575 1662 a(a) n(v) n(oidance) p
2953 1662 a(mec) n(hanism) p 3379 1662 a(of) p 3471 1662
a(TCP) p 3674 1662 a(V) p 3729 1662 a(egas) p 3908 1662
a(is) p 3989 1662 a(used) 2170 1759 y(with) p 2360 1759
a(a) p 2430 1759 a(sligh) n(t) p 2655 1759 a(mo) r(di\014cation.) p
3166 1759 a(Namely) p 3436 1759 a(,) p 3488 1759 a(Eq.) p
3640 1759 a(\(1\)) p 3774 1759 a(is) p 3858 1759 a(c) n(hanged) 2170
1857 y(to) p Fk 2335 1997 a(w) p Fh 2394 2009 a(c) p
Fj 2462 1997 a( ) p Fo 2578 1997 a([) p Fk(w) p Fh 2660
2009 a(c) p Fo 2713 1997 a(+) p Fk 2796 1997 a(\016) p
Fh 2833 2009 a(c) p Fo 2867 1997 a(\() p Fk(\015) p Fh
2942 2009 a(c) p Fj 2994 1997 a(\000) p Fk 3077 1997
a(d) p Fh 3120 2009 a(c) p Fo 3154 1997 a(\)]) p Fz 3210
1956 a(+) p Fo 4045 1997 a(\(2\)) 2170 2138 y(where) p
2409 2138 a([) p Fk(x) p Fo(]) p Fz 2502 2108 a(+) p
Fj 2580 2138 a(\021) p Fo 2668 2138 a(max\() p Fk(x;) p
Fo 2939 2138 a(0\).) p Fk 3072 2138 a(\015) p Fh 3115
2150 a(c) p Fo 3176 2138 a(is) p 3258 2138 a(a) p 3325
2138 a(con) n(trol) p 3603 2138 a(parameter) p 3999 2138
a(that) 2170 2235 y(determines) p 2595 2235 a(the) p
2742 2235 a(n) n(um) n(b) r(er) p 3048 2235 a(of) p 3147
2235 a(in-\015igh) n(t) p 3462 2235 a(pac) n(k) n(ets) p
3760 2235 a(in) p 3861 2235 a(the) p 4008 2235 a(net-) 2170
2333 y(w) n(ork.) p 2439 2333 a(The) p 2621 2333 a(congestion) p
3039 2333 a(a) n(v) n(oidance) p 3431 2333 a(mec) n(hanism) p
3869 2333 a(of) p 3975 2333 a(TCP) 2170 2430 y(V) p 2225
2430 a(egas) p 2419 2430 a(do) r(es) p 2620 2430 a(not) p
2782 2430 a(c) n(hange) p 3070 2430 a(its) p 3199 2430
a(windo) n(w) p 3515 2430 a(size) p 3686 2430 a(when) p
Fk 3917 2430 a(d) p Fh 3960 2442 a(c) p Fo 4035 2430
a(lies) 2170 2528 y(in) p 2274 2528 a([) p Fk(\013) p
Fh 2350 2540 a(c) p Fo 2384 2528 a(,) p Fk 2443 2528
a(\014) p Fh 2490 2540 a(c) p Fo 2524 2528 a(].) p 2628
2528 a(It) p 2725 2528 a(has) p 2880 2528 a(b) r(een) p
3084 2528 a(rep) r(orted) p 3425 2528 a(in) p 3529 2528
a([16]) p 3693 2528 a(that) p 3880 2528 a(fairness) 2170
2625 y(among) p 2450 2625 a(TCP) p 2666 2625 a(connections) p
3127 2625 a(is) p 3223 2625 a(degraded) p 3590 2625 a(b) r(ecause) p
3910 2625 a(of) p 4017 2625 a(this) 2170 2723 y(mec) n(hanism.) p
2627 2723 a(In) p 2725 2723 a(this) p 2881 2723 a(pap) r(er,) p
3133 2723 a(t) n(w) n(o) p 3284 2723 a(threshold) p 3643
2723 a(v) p 3682 2723 a(alues,) p Fk 3909 2723 a(\013) p
Fh 3962 2735 a(c) p Fo 4017 2723 a(and) p Fk 2170 2820
a(\014) p Fh 2217 2832 a(c) p Fo 2251 2820 a(,) p 2306
2820 a(are) p 2447 2820 a(uni\014ed) p 2723 2820 a(in) n(to) p
2894 2820 a(the) p 3040 2820 a(single) p Fk 3275 2820
a(\015) p Fh 3318 2832 a(c) p Fo 3382 2820 a(to) p 3487
2820 a(prev) n(en) n(t) p 3788 2820 a(unfairness) 2170
2918 y(among) p 2431 2918 a(TCP) p 2628 2918 a(connections.) p
3106 2918 a(In) p 3202 2918 a(what) p 3403 2918 a(follo) n(ws,) p
3693 2918 a(it) p 3769 2918 a(is) p 3846 2918 a(assumed) 2170
3015 y(that) p 2355 3015 a(all) p 2475 3015 a(TCP) p
2684 3015 a(connections) p 3137 3015 a(alw) n(a) n(ys) p
3408 3015 a(send) p 3602 3015 a(the) p 3750 3015 a(n) n(um) n(b) r(er) p
Fk 4058 3015 a(w) p Fh 4117 3027 a(c) p Fo 2170 3112
a(of) p 2265 3112 a(pac) n(k) n(ets) p 2558 3112 a(during) p
2821 3112 a(their) p 3020 3112 a(R) p 3074 3112 a(TTs.) 2335
3210 y(In) p 2446 3210 a(this) p 2616 3210 a(pap) r(er,) p
2881 3210 a(w) n(e) p 3010 3210 a(analyze) p 3315 3210
a(the) p 3465 3210 a(windo) n(w-based) p 4006 3210 a(\015o) n(w) 2170
3307 y(con) n(trol) p 2467 3307 a(mec) n(hanism) p 2913
3307 a(based) p 3162 3307 a(on) p 3295 3307 a(TCP) p
3517 3307 a(V) p 3572 3307 a(egas) p 3771 3307 a(for) p
3916 3307 a(an) p 4049 3307 a(ar-) 2170 3405 y(bitrary) p
2459 3405 a(net) n(w) n(ork) p 2785 3405 a(top) r(ology) p
3093 3405 a(.) p 3181 3405 a(F) p 3228 3405 a(or) p 3340
3405 a(simplicit) n(y) p 3684 3405 a(,) p 3747 3405 a(W) p
3825 3405 a(e) p 3899 3405 a(further) 2170 3502 y(mak) n(e) p
2379 3502 a(sev) n(eral) p 2645 3502 a(assumptions:) p
3145 3502 a(\(1\)) p 3272 3502 a(all) p 3380 3502 a(TCP) p
3577 3502 a(connections) p 4017 3502 a(tra-) 2170 3600
y(v) n(erse) p 2378 3600 a(the) p 2521 3600 a(same) p
2729 3600 a(route) p 2946 3600 a(if) p 3022 3600 a(b) r(oth) p
3218 3600 a(the) p 3360 3600 a(ingress) p 3634 3600 a(and) p
3795 3600 a(the) p 3938 3600 a(egress) 2170 3697 y(no) r(de) p
2375 3697 a(of) p 2473 3697 a(those) p 2694 3697 a(TCP) p
2902 3697 a(connections) p 3354 3697 a(are) p 3497 3697
a(the) p 3644 3697 a(same,) p 3880 3697 a(and) p 4045
3697 a(\(2\)) 2170 3795 y(the) p 2319 3795 a(routing) p
2617 3795 a(table) p 2830 3795 a(is) p 2920 3795 a(\014xed) p
3127 3795 a(so) p 3236 3795 a(that) p 3422 3795 a(a) p
3497 3795 a(TCP) p 3708 3795 a(connection's) 2170 3892
y(path) p 2362 3892 a(is) p 2443 3892 a(predetermined.) p
3024 3892 a(Eac) n(h) p 3228 3892 a(router) p 3476 3892
a(is) p 3557 3892 a(assumed) p 3888 3892 a(to) p 3987
3892 a(ha) n(v) n(e) 2170 3989 y(separate) p 2498 3989
a(output) p 2770 3989 a(bu\013ers) p 3040 3989 a(for) p
3167 3989 a(outgoing) p 3508 3989 a(links,) p 3727 3989
a(and) p 3888 3989 a(an) p 4004 3989 a(out-) 2170 4087
y(put) p 2328 4087 a(bu\013er) p 2572 4087 a(is) p 2662
4087 a(mo) r(deled) p 2998 4087 a(b) n(y) p 3119 4087
a(a) p 3194 4087 a(FIF) n(O) p 3429 4087 a(\(First-In) p
3773 4087 a(First-Out\)) 2170 4184 y(queue) p 2412 4184
a(that) p 2595 4184 a(pro) r(cesses) p 2959 4184 a(incoming) p
3318 4184 a(pac) n(k) n(ets) p 3615 4184 a(in) p 3716
4184 a(the) p 3863 4184 a(order) p 4084 4184 a(of) 2170
4282 y(arriv) p 2340 4282 a(als.) p 2493 4282 a(W) p
2571 4282 a(e) p 2628 4282 a(also) p 2786 4282 a(assume) p
3065 4282 a(symmetry) p 3444 4282 a(of) p 3531 4282 a(the) p
3665 4282 a(net) n(w) n(ork;) p 3999 4282 a(that) 2170
4379 y(is,) p 2280 4379 a(the) p 2426 4379 a(bac) n(kw) n(ard) p
2801 4379 a(path) p 2997 4379 a(\(i.e.,) p 3190 4379
a(from) p 3389 4379 a(a) p 3462 4379 a(destination) p
3894 4379 a(host) p 4077 4379 a(to) 2170 4477 y(a) p
2244 4477 a(source) p 2504 4477 a(host\)) p 2722 4477
a(is) p 2810 4477 a(alw) n(a) n(ys) p 3081 4477 a(iden) n(tical) p
3420 4477 a(to) p 3527 4477 a(the) p 3675 4477 a(forw) n(ard) p
3985 4477 a(path) 2170 4574 y(\(i.e.,) p 2359 4574 a(from) p
2555 4574 a(a) p 2625 4574 a(source) p 2879 4574 a(host) p
3059 4574 a(to) p 3161 4574 a(a) p 3230 4574 a(destination) p
3659 4574 a(host\).) 2335 4671 y(A) p 2427 4671 a(destination) p
2857 4671 a(host) p 3039 4671 a(sends) p 3263 4671 a(A) n(CK) p
3476 4671 a(pac) n(k) n(et) p 3738 4671 a(bac) n(k) p
3933 4671 a(to) p 4036 4671 a(the) 2170 4769 y(corresp) r(onding) p
2701 4769 a(source) p 2952 4769 a(host) p 3130 4769 a(immediately) p
3600 4769 a(after) p 3793 4769 a(its) p 3906 4769 a(receipt) 2170
4866 y(of) p 2268 4866 a(a) p 2341 4866 a(data) p 2534
4866 a(pac) n(k) n(et.) p 2837 4866 a(Pro) n(vided) p
3193 4866 a(that) p 3376 4866 a(the) p 3523 4866 a(bac) n(kw) n(ard) p
3898 4866 a(path) p 4095 4866 a(is) 2170 4964 y(nev) n(er) p
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a(propagation) p 3375 4964 a(dela) n(y) p Fk 3586 4964
a(\034) p Fh 3622 4976 a(c) p Fo 3678 4964 a(is) p 3756
4964 a(denoted) p 4063 4964 a(b) n(y) p Fk 2335 5119
a(\034) p Fh 2371 5131 a(c) p Fo 2429 5119 a(=) p 2516
5119 a(2) p Fi 2608 5040 a(X) p Fh 2572 5222 a(l) p Ft(2L) p
Fz(\() p Fh(c) p Fz(\)) p Fk 2779 5119 a(\034) p Fh 2815
5131 a(l) p Fo 2170 5354 a(where) p Fk 2417 5354 a(\034) p
Fh 2453 5366 a(l) p Fo 2513 5354 a(is) p 2604 5354 a(the) p
2754 5354 a(propagation) p 3222 5354 a(dela) n(y) p 3446
5354 a(of) p 3547 5354 a(a) p 3623 5354 a(link) p Fk
3794 5354 a(l) p Fo 3821 5354 a(.) p 3901 5354 a(Let) p
4056 5354 a(\001) p Fh 4125 5366 a(l) p Fo 2170 5451
a(\() p Fk(l) p Fj 2252 5451 a(2) p 2330 5451 a(L) p
Fo(\)) p 2442 5451 a(b) r(e) p 2550 5451 a(the) p 2687
5451 a(irreducible) p 3093 5451 a(p) r(ositiv) n(e) p
3395 5451 a(in) n(teger) p 3664 5451 a(that) p 3838 5451
a(is) p 3916 5451 a(a) p 3980 5451 a(ratio) 2170 5549
y(of) p 2271 5549 a(the) p 2420 5549 a(propagation) p
2888 5549 a(dela) n(y) p 3111 5549 a(of) p 3211 5549
a(the) p 3361 5549 a(link) p Fk 3531 5549 a(l) p Fo 3558
5549 a(:) p Ft 3629 5519 a(8) p Fk 3671 5549 a(l) p 3781
5549 a(\034) p Fh 3817 5561 a(l) p Fo 3856 5549 a(\001) p
Fh 3925 5561 a(l) p Fo 3984 5549 a(=) p Fk 4082 5549
a(\034) p Fo 4127 5549 a(,) 2170 5646 y(where) p Fk 2420
5646 a(\034) p Fo 2503 5646 a(is) p 2596 5646 a(a) p
2675 5646 a(constan) n(t.) p 3071 5646 a(In) p 3185 5646
a(what) p 3402 5646 a(follo) n(ws,) p 3710 5646 a(the) p
3863 5646 a(net) n(w) n(ork) 2170 5744 y(including) p
2539 5744 a(TCP) p 2753 5744 a(connections) p 3210 5744
a(is) p 3303 5744 a(mo) r(deled) p 3643 5744 a(b) n(y) p
3767 5744 a(a) p 3846 5744 a(discrete-) 2170 5841 y(time) p
2359 5841 a(system) p 2635 5841 a(where) p 2875 5841
a(a) p 2944 5841 a(time) p 3133 5841 a(slot) p 3290 5841
a(is) p 3374 5841 a(giv) n(en) p 3590 5841 a(b) n(y) p
Fk 3706 5841 a(\034) p Fo 3751 5841 a(.) p 90 rotate
dyy eop
%%Page: 3 3
3 2 bop Fz 0 71 a(T) p 42 71 a(AKA) n(GAKI) p 387 71
a(et) p 464 71 a(al.:) p 576 71 a(ANAL) p 759 71 a(YSIS) p
928 71 a(OF) p 1044 71 a(A) p 1115 71 a(WINDO) n(W-BASED) p
1693 71 a(FLO) n(W) p 1915 71 a(CONTR) n(OL) p 2270 71
a(MECHANISM) p 2712 71 a(BASED) p 2961 71 a(ON) p 3083
71 a(TCP) p 3245 71 a(VEGAS) p Fy 4116 142 a(3) p Fu
0 477 a(3.) p 170 477 a(Analysis) p Fo 0 673 a(3.1) p
189 673 a(Deriv) p 384 673 a(ation) p 596 673 a(of) p
691 673 a(State) p 908 673 a(T) p 961 673 a(ransition) p
1307 673 a(Equations) 0 869 y(In) p 108 869 a(the) p
255 869 a(analytic) p 575 869 a(mo) r(del) p 826 869
a(describ) r(ed) p 1198 869 a(in) p 1299 869 a(Section) p
1593 869 a(2,) p 1691 869 a(the) p 1838 869 a(net-) 0
966 y(w) n(ork) p 206 966 a(state) p 412 966 a(is) p
498 966 a(uniquely) p 838 966 a(de\014ned) p 1127 966
a(b) n(y) p Fk 1245 966 a(w) p Fh 1304 978 a(c) p Fo
1368 966 a(\(i.e.,) p 1561 966 a(the) p 1707 966 a(windo) n(w) 0
1064 y(size) p 151 1064 a(of) p 239 1064 a(a) p 301 1064
a(TCP) p 499 1064 a(connection) p Fk 907 1064 a(c) p
Fo(\)) p 997 1064 a(and) p Fk 1151 1064 a(q) p Fh 1188
1076 a(l) p Fo 1235 1064 a(\(the) p 1404 1064 a(n) n(um) n(b) r(er) p
1699 1064 a(of) p 1787 1064 a(pac) n(k-) 0 1161 y(ets) p
123 1161 a(in) p 212 1161 a(the) p 348 1161 a(router's) p
647 1161 a(bu\013er) p 877 1161 a(destined) p 1198 1161
a(to) p 1293 1161 a(a) p 1355 1161 a(link) p Fk 1512
1161 a(l) p Fo 1539 1161 a(\).) p 1628 1161 a(W) p 1706
1161 a(e) p 1764 1161 a(deriv) n(e) 0 1259 y(a) p 73
1259 a(set) p 206 1259 a(of) p 304 1259 a(state) p 510
1259 a(transition) p 893 1259 a(equations,) p 1292 1259
a(represen) n(ting) p 1764 1259 a(ev) n(olu-) 0 1356
y(tions) p 208 1356 a(of) p Fk 306 1356 a(w) p Fh 365
1368 a(c) p Fo 432 1356 a(and) p Fk 597 1356 a(q) p Fh
634 1368 a(l) p Fo 692 1356 a(b) r(et) n(w) n(een) p
1017 1356 a(t) n(w) n(o) p 1178 1356 a(adjacen) n(t) p
1514 1356 a(slots.) p 1749 1356 a(Let) p 1902 1356 a(us) 0
1454 y(denote) p Fk 266 1454 a(w) p Fh 325 1466 a(c) p
Fo 359 1454 a(\() p Fk(k) p Fo 437 1454 a(\)) p 496 1454
a(and) p Fk 655 1454 a(q) p Fh 692 1466 a(l) p Fo 718
1454 a(\() p Fk(k) p Fo 796 1454 a(\)) p 855 1454 a(as) p
955 1454 a(v) p 994 1454 a(alues) p 1200 1454 a(of) p
Fk 1293 1454 a(w) p Fh 1352 1466 a(c) p Fo 1413 1454
a(and) p Fk 1573 1454 a(q) p Fh 1610 1466 a(l) p Fo 1661
1454 a(in) p 1756 1454 a(slot) p Fk 1912 1454 a(k) p
Fo 1958 1454 a(,) 0 1551 y(resp) r(ectiv) n(ely) p 419
1551 a(.) p 490 1551 a(W) p 568 1551 a(e) p 638 1551
a(also) p 808 1551 a(use) p 956 1551 a(this) p 1122 1551
a(con) n(v) n(en) n(tion) p 1541 1551 a(for) p 1672 1551
a(all) p 1792 1551 a(other) 0 1648 y(v) p 39 1648 a(ariables.) p
375 1648 a(Pro) n(vided) p 721 1648 a(that) p 895 1648
a(the) p 1033 1648 a(R) p 1087 1648 a(TT) p 1229 1648
a(can) p 1375 1648 a(b) r(e) p 1483 1648 a(appro) n(ximated) 0
1746 y(b) n(y) p 108 1746 a(the) p 244 1746 a(propagation) p
698 1746 a(dela) n(y) p 908 1746 a(\(i.e.,) p Fk 1091
1746 a(r) p Fh 1128 1758 a(c) p Fj 1186 1746 a(') p Fk
1273 1746 a(\034) p Fh 1309 1758 a(c) p Fo 1343 1746
a(\),) p 1421 1746 a(the) p 1557 1746 a(windo) n(w) p
1851 1746 a(size) p Fk 0 1843 a(w) p Fh 59 1855 a(c) p
Fo 121 1843 a(is) p 204 1843 a(giv) n(en) p 421 1843
a(b) n(y) p Fk 165 2137 a(w) p Fh 224 2149 a(c) p Fo
259 2137 a(\() p Fk(k) p Fo 337 2137 a(\)) p 392 2137
a(=) p Fi 480 1942 a(8) 480 2017 y(>) 480 2042 y(<) 480
2191 y(>) 480 2216 y(:) 595 1954 y(h) p Fk 634 2046 a(w) p
Fh 693 2058 a(c) p Fo 727 2046 a(\() p Fk(k) p Fj 824
2046 a(\000) p Fk 917 1990 a(\034) p Fh 953 2002 a(c) p
917 2027 71 4 v Fk 929 2103 a(\034) p Fo 997 2046 a(\)) p
1048 2046 a(+) p Fk 1131 2046 a(\016) p Fh 1168 2058
a(c) p Fo 1202 2046 a(\() p Fk(\015) p Fh 1277 2058 a(c) p
Fj 1329 2046 a(\000) p Fk 1412 2046 a(d) p Fh 1455 2058
a(c) p Fo 1489 2046 a(\() p Fk(k) p Fo 1567 2046 a(\)\)) p
Fi 1631 1954 a(i) p Fz 1671 1971 a(+) p Fo 1025 2171
a(if) p Fk 1101 2171 a(k) p Fj 1170 2171 a(\021) p Fo
1257 2171 a(0) p 1410 2171 a(\(mo) r(d) p Fh 1639 2137
a(\034) p Fg 1670 2145 a(c) p 1639 2152 62 4 v Fh 1651
2200 a(\034) p Fo 1710 2171 a(\)) p Fk 595 2269 a(w) p
Fh 654 2281 a(c) p Fo 688 2269 a(\() p Fk(k) p Fj 785
2269 a(\000) p Fo 868 2269 a(1\)) p 1025 2269 a(otherwise) 1875
2137 y(\(3\)) 0 2436 y(where) p Fk 240 2436 a(d) p Fh
283 2448 a(c) p Fo 317 2436 a(\() p Fk(k) p Fo 395 2436
a(\)) p 455 2436 a(and) p Fk 617 2436 a(r) p Fh 654 2448
a(c) p Fo 688 2436 a(\() p Fk(k) p Fo 766 2436 a(\)) p
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Fk 118 2655 a(d) p Fh 161 2667 a(c) p Fo 195 2655 a(\() p
Fk(k) p Fo 273 2655 a(\)) p 339 2655 a(=) p Fi 437 2538
a(\022) p Fk 508 2594 a(w) p Fh 567 2606 a(c) p Fo 601
2594 a(\() p Fk(k) p Fj 697 2594 a(\000) p Fh 790 2560
a(\034) p Fg 821 2568 a(c) p 790 2575 V Fh 803 2623 a(\034) p
Fo 862 2594 a(\)) p 508 2636 387 4 v Fk 666 2712 a(\034) p
Fh 702 2724 a(c) p Fj 923 2655 a(\000) p Fk 1016 2594
a(w) p Fh 1075 2606 a(c) p Fo 1109 2594 a(\() p Fk(k) p
Fj 1206 2594 a(\000) p Fh 1299 2560 a(\034) p Fg 1330
2568 a(c) p 1299 2575 62 4 v Fh 1311 2623 a(\034) p Fo
1370 2594 a(\)) p 1016 2636 387 4 v Fk 1118 2712 a(r) p
Fh 1155 2724 a(c) p Fo 1190 2712 a(\() p Fk(k) p Fo 1268
2712 a(\)) p Fi 1413 2538 a(\023) p Fk 1488 2655 a(\034) p
Fh 1524 2667 a(c) p Fo 1875 2655 a(\(4\)) p Fk 124 2909
a(r) p Fh 161 2921 a(c) p Fo 195 2909 a(\() p Fk(k) p
Fo 273 2909 a(\)) p 339 2909 a(=) p Fk 437 2909 a(\034) p
Fh 473 2921 a(c) p Fo 525 2909 a(+) p Fi 645 2830 a(X) p
Fh 608 3012 a(l) p Ft(2L) p Fz(\() p Fh(c) p Fz(\)) p
Fk 826 2837 a(q) p Fh 863 2849 a(l) p Fo 888 2837 a(\() p
Fk(k) p Fj 985 2837 a(\000) p Fz 1078 2805 a(1) p 1078
2819 34 4 v 1078 2866 a(2) p Fh 1131 2803 a(\034) p Fg
1162 2811 a(c) p 1131 2818 62 4 v Fh 1143 2866 a(\034) p
Fj 1221 2837 a(\000) p Fi 1304 2775 a(P) p Fh 1391 2862
a(m) p Ft(2L) p Fz(\() p Fh(c;l) p Fz(\)) p Fo 1682 2837
a(\001) p Fh 1751 2849 a(m) p Fo 1814 2837 a(\)) p 826
2890 1021 4 v Fk 1298 2966 a(\026) p Fh 1348 2978 a(l) p
Fo 1875 2909 a(\(5\)) 165 3168 y(Also,) p 378 3168 a(the) p
523 3168 a(n) n(um) n(b) r(er) p 828 3168 a(of) p 924
3168 a(pac) n(k) n(ets) p 1220 3168 a(in) p 1319 3168
a(the) p 1464 3168 a(router's) p 1771 3168 a(bu\013er) p
Fk 0 3266 a(q) p Fh 37 3278 a(l) p Fo 63 3266 a(\() p
Fk(k) p Fo 141 3266 a(\)) p 201 3266 a(is) p 284 3266
a(giv) n(en) p 501 3266 a(b) n(y) p Fk 165 3548 a(q) p
Fh 202 3560 a(l) p Fo 228 3548 a(\() p Fk(k) p Fo 306
3548 a(\)) p 361 3548 a(=) p Fi 449 3381 a(2) 449 3530
y(4) p Fk 504 3548 a(q) p Fh 541 3560 a(l) p Fo 567 3548
a(\() p Fk(k) p Fj 663 3548 a(\000) p Fo 746 3548 a(1\)) p
825 3548 a(+) p Fi 895 3381 a(0) 895 3530 y(@) 986 3469
y(X) p Fh 953 3651 a(c) p Ft(2C) p Fz 1067 3651 a(\() p
Fh(l) p Fz(\)) p Fk 1139 3548 a(A) p Fh 1201 3560 a(c;l) p
Fo 1277 3548 a(\() p Fk(k) p Fj 1373 3548 a(\000) p Fo
1456 3548 a(1\)) p Fj 1548 3548 a(\000) p Fk 1631 3548
a(\026) p Fh 1681 3560 a(l) p Fi 1693 3381 a(1) 1693
3530 y(A) p Fk 1780 3548 a(\034) p Fi 1825 3381 a(3) 1825
3530 y(5) p Fz 1881 3398 a(+) p Fo 1896 3548 a(\(6\)) 0
3814 y(where) p Fk 243 3814 a(A) p Fh 305 3826 a(c;l) p
Fo 380 3814 a(\() p Fk(k) p Fo 458 3814 a(\)) p 520 3814
a(is) p 606 3814 a(a) p 678 3814 a(pac) n(k) n(et) p
941 3814 a(arriv) p 1111 3814 a(al) p 1205 3814 a(rate) p
1378 3814 a(coming) p 1667 3814 a(from) p 1866 3814 a(the) 0
3912 y(TCP) p 204 3912 a(connection) p Fk 619 3912 a(c) p
Fo 683 3912 a(at) p 784 3912 a(slot) p Fk 942 3912 a(k) p
Fo 988 3912 a(.) p 1047 3912 a(Namely) p 1317 3912 a(,) p
Fk 0 4076 a(A) p Fh 62 4088 a(c;l) p Fo 137 4076 a(\() p
Fk(k) p Fo 215 4076 a(\)) p 271 4076 a(=) p Fi 57 4133
a(8) 57 4208 y(>) 57 4233 y(>) 57 4258 y(<) 57 4407 y(>) 57
4432 y(>) 57 4457 y(:) p Fh 182 4177 a(w) p Fg 230 4185
a(c) p Fz 261 4177 a(\() p Fh(k) p Fz 323 4177 a(\)) p
182 4199 168 4 v Fh 191 4246 a(r) p Fg 222 4254 a(c) p
Fz 253 4246 a(\() p Fh(k) p Fz 315 4246 a(\)) p Fk 360
4218 a(;) p Fo 1155 4218 a(if) p Fk 1231 4218 a(l) p
Fo 1281 4218 a(=) p Fk 1368 4218 a(l) p Fh 1393 4230
a(c) 291 4304 y(\026) p Fg 331 4313 a(l) p Fh 356 4304
a(A) p Fg 406 4315 a(c;b) p Ff(\() p Fg(c;l) p Ff(\)) p
Fz 593 4304 a(\() p Fh(k) p Ft 655 4304 a(\000) p Fz(\001) p
Fg 762 4315 a(b) p Ff(\() p Fg(c;l) p Ff(\)) p Fz 904
4304 a(\)) p 182 4333 857 4 v Fi 182 4336 a(P) p Fg 270
4423 a(d) p Fe(2C) p Ff 374 4423 a(\() p Fg(l) p Ff(\)) p
Fh 454 4392 a(A) p Fg 504 4403 a(d;b) p Ff(\() p Fg(d;l) p
Ff(\)) p Fz 699 4392 a(\() p Fh(k) p Ft 761 4392 a(\000) p
Fz(\001) p Fg 868 4403 a(b) p Ff(\() p Fg(d;l) p Ff(\)) p
Fz 1013 4392 a(\)) p Fk 1049 4352 a(;) p Fo 1155 4352
a(if) p Fk 1231 4352 a(l) p Fj 1281 4352 a(6) p Fo(=) p
Fk 1368 4352 a(l) p Fh 1393 4364 a(c) p Fo 1454 4352
a(and) p Fk 1616 4352 a(q) p Fh 1653 4364 a(l) p Fo 1678
4352 a(\() p Fk(k) p Fo 1756 4352 a(\)) p Fk 1812 4352
a(>) p Fo 1900 4352 a(0) p Fk 172 4502 a(A) p Fh 234
4517 a(c;b) p Fz(\() p Fh(c;l) p Fz(\)) p Fo 440 4502
a(\() p Fk(k) p Fj 536 4502 a(\000) p Fo 619 4502 a(\001) p
Fh 688 4517 a(b) p Fz(\() p Fh(c;l) p Fz(\)) p Fo 844
4502 a(\)) p Fk(;) p Fo 1155 4502 a(if) p Fk 1231 4502
a(l) p Fj 1281 4502 a(6) p Fo(=) p Fk 1368 4502 a(l) p
Fh 1393 4514 a(c) p Fo 1454 4502 a(and) p Fk 1616 4502
a(q) p Fh 1653 4514 a(l) p Fo 1678 4502 a(\() p Fk(k) p
Fo 1756 4502 a(\)) p 1812 4502 a(=) p 1900 4502 a(0) 0
4670 y(Here,) p Fk 225 4670 a(b) p Fo(\() p Fk(c;) p
366 4670 a(l) p Fo 393 4670 a(\)) p 456 4670 a(is) p
544 4670 a(the) p 691 4670 a(previous) p 1026 4670 a(link) p
1194 4670 a(to) p 1300 4670 a(the) p 1447 4670 a(link) p
Fk 1615 4670 a(l) p Fo 1673 4670 a(for) p 1805 4670 a(TCP) 0
4767 y(connection) p Fk 406 4767 a(c) p Fo(,) p 486 4767
a(and) p Fk 639 4767 a(l) p Fh 664 4779 a(c) p Fo 716
4767 a(\() p Fj(2) p 827 4767 a(L) p Fo(\)) p 935 4767
a(is) p 1010 4767 a(the) p 1144 4767 a(link) p 1299 4767
a(to) p 1391 4767 a(whic) n(h) p 1620 4767 a(the) p 1754
4767 a(source) 0 4864 y(host) p 187 4864 a(of) p 288
4864 a(TCP) p 499 4864 a(connection) p Fk 921 4864 a(c) p
Fo 991 4864 a(is) p 1081 4864 a(connected.) p 1521 4864
a(Ho) n(w) n(ev) n(er,) p 1887 4864 a(w) n(e) 0 4962
y(ha) n(v) n(e) p 191 4962 a(a) p 259 4962 a(problem) p
582 4962 a(in) p 678 4962 a(the) p 820 4962 a(ab) r(o) n(v) n(e) p
1054 4962 a(form) n(ulation.) p 1534 4962 a(The) p 1704
4962 a(appro) n(x-) 0 5059 y(imation) p 306 5059 a(error) p
512 5059 a(in) p 610 5059 a(Eq.) p 763 5059 a(\(6\)) p
899 5059 a(b) r(ecomes) p 1231 5059 a(quite) p 1442 5059
a(large) p 1647 5059 a(when) p 1866 5059 a(the) 0 5157
y(pac) n(k) n(et) p 254 5157 a(w) n(aiting) p 541 5157
a(time) p 723 5157 a(in) p 814 5157 a(the) p 951 5157
a(router's) p 1250 5157 a(bu\013er) p 1481 5157 a(is) p
1558 5157 a(m) n(uc) n(h) p 1773 5157 a(larger) 0 5254
y(than) p 186 5254 a(the) p 322 5254 a(propagation) p
776 5254 a(dela) n(y) p 959 5254 a(.) p 1015 5254 a(If) p
1091 5254 a(there) p 1295 5254 a(is) p 1371 5254 a(only) p
1546 5254 a(a) p 1608 5254 a(single) p 1831 5254 a(b) r(ot-) 0
5352 y(tlenec) n(k) p 283 5352 a(in) p 382 5352 a(the) p
527 5352 a(net) n(w) n(ork,) p 869 5352 a(more) p 1079
5352 a(rigorous) p 1400 5352 a(equation) p 1741 5352
a(can) p 1896 5352 a(b) r(e) 0 5449 y(obtained) p 341
5449 a([17].) 0 5645 y(3.2) p 189 5645 a(F) p 236 5645
a(airness) 0 5841 y(In) p 112 5841 a(this) p 282 5841
a(subsection,) p 717 5841 a(b) n(y) p 840 5841 a(assuming) p
1209 5841 a(a) p 1286 5841 a(stable) p 1535 5841 a(op) r(eration) p
1914 5841 a(of) 2170 378 y(the) p 2319 378 a(net) n(w) n(ork,) p
2665 378 a(equilibrium) p 3112 378 a(v) p 3151 378 a(alues) p
3364 378 a(of) p 3465 378 a(the) p 3613 378 a(windo) n(w) p
3921 378 a(size) p 4084 378 a(of) 2170 476 y(a) p 2239
476 a(TCP) p 2443 476 a(connection) p 2858 476 a(\(denoted) p
3203 476 a(b) n(y) p Fk 3319 476 a(w) p Ft 3380 446 a(\003) p
Fh 3378 496 a(c) p Fo 3418 476 a(\)) p 3478 476 a(and) p
3639 476 a(the) p 3782 476 a(n) n(um) n(b) r(er) p 4084
476 a(of) 2170 573 y(pac) n(k) n(ets) p 2470 573 a(in) p
2573 573 a(the) p 2722 573 a(router's) p 3033 573 a(bu\013er) p
3277 573 a(\(denoted) p 3630 573 a(b) n(y) p Fk 3751
573 a(q) p Ft 3791 543 a(\003) p Fh 3788 597 a(l) p Fo
3829 573 a(\)) p 3896 573 a(are) p 4040 573 a(de-) 2170
671 y(riv) n(ed,) p 2399 671 a(follo) n(w) n(ed) p 2718
671 a(b) n(y) p 2832 671 a(discussions) p 3252 671 a(on) p
3365 671 a(the) p 3506 671 a(throughput) p 3943 671 a(of) p
4036 671 a(the) 2170 768 y(TCP) p 2372 768 a(connection) p
2785 768 a(and) p 2944 768 a(fairness) p 3241 768 a(among) p
3506 768 a(TCP) p 3708 768 a(connections.) 2170 866 y(W) p
2248 866 a(e) p 2318 866 a(will) p 2479 866 a(deriv) n(e) p
2729 866 a(conditions) p 3130 866 a(for) p 3262 866 a(stable) p
3507 866 a(op) r(eration) p 3883 866 a(in) p 3985 866
a(Sub-) 2170 963 y(section) p 2447 963 a(3.3.) 2335 1060
y(F) p 2382 1060 a(rom) p 2546 1060 a(Eqs.) p 2723 1060
a(\(3\){\(5\),) p 3021 1060 a(follo) n(wing) p 3364 1060
a(equations) p 3728 1060 a(are) p 3860 1060 a(satis\014ed) 2170
1158 y(in) p 2267 1158 a(steady) p 2528 1158 a(state.) p
Fk 2340 1311 a(\015) p Fh 2383 1323 a(c) p Fo 2450 1311
a(=) p Fk 2548 1311 a(d) p Ft 2591 1276 a(\003) p Fh
2591 1331 a(c) p Fo 4045 1311 a(\(7\)) p Fk 2335 1485
a(d) p Ft 2378 1451 a(\003) p Fh 2378 1506 a(c) p Fo
2450 1485 a(=) p Fi 2548 1368 a(\022) p Fk 2619 1429
a(w) p Ft 2680 1399 a(\003) p Fh 2678 1449 a(c) p 2619
1466 100 4 v Fk 2634 1542 a(\034) p Fh 2670 1554 a(c) p
Fj 2747 1485 a(\000) p Fk 2840 1429 a(w) p Ft 2901 1399
a(\003) p Fh 2899 1449 a(c) p 2840 1466 V Fk 2851 1542
a(r) p Ft 2890 1518 a(\003) p Fh 2888 1562 a(c) p Fi
2950 1368 a(\023) p Fk 3025 1485 a(\034) p Fh 3061 1497
a(c) p Fo 4045 1485 a(\(8\)) p Fk 2339 1710 a(r) p Ft
2378 1676 a(\003) p Fh 2376 1731 a(c) p Fo 2450 1710
a(=) p Fk 2548 1710 a(\034) p Fh 2584 1722 a(c) p Fo
2636 1710 a(+) p Fi 2756 1632 a(X) p Fh 2719 1814 a(l) p
Ft(2L) p Fz(\() p Fh(c) p Fz(\)) p Fk 2937 1654 a(q) p
Ft 2977 1624 a(\003) p Fh 2974 1678 a(l) p 2937 1691
79 4 v Fk 2938 1767 a(\026) p Fh 2988 1779 a(l) p Fo
4045 1710 a(\(9\)) 2170 1962 y(Let) p Fk 2324 1962 a(\022) p
Ft 2365 1932 a(\003) p Fh 2363 1983 a(c) p Fo 2436 1962
a(\() p Fj(\021) p Fk 2564 1962 a(r) p Ft 2603 1932 a(\003) p
Fh 2601 1983 a(c) p Fj 2664 1962 a(\000) p Fk 2750 1962
a(\034) p Fh 2786 1974 a(c) p Fo 2821 1962 a(\)) p 2886
1962 a(b) r(e) p 3004 1962 a(the) p 3152 1962 a(sum) p
3332 1962 a(of) p 3432 1962 a(w) n(aiting) p 3730 1962
a(times) p 3957 1962 a(at) p 4063 1962 a(all) 2170 2060
y(routers) p 2463 2060 a(for) p 2601 2060 a(a) p 2681
2060 a(pac) n(k) n(et) p 2952 2060 a(b) r(elonging) p
3339 2060 a(to) p 3451 2060 a(TCP) p 3666 2060 a(connection) p
Fk 4092 2060 a(c) p Fo(.) 2170 2157 y(Equations) p 2561
2157 a(\(7\){\(9\)) p 2843 2157 a(yield) p Fk 2335 2285
a(\015) p Fh 2378 2297 a(c) p Fo 2445 2285 a(=) p Fk
2639 2228 a(\022) p Ft 2680 2198 a(\003) p Fh 2678 2249
a(c) p 2553 2266 252 4 v Fk 2553 2342 a(\034) p Fh 2589
2354 a(c) p Fo 2642 2342 a(+) p Fk 2725 2342 a(\022) p
Ft 2766 2318 a(\003) p Fh 2764 2362 a(c) p Fk 2814 2285
a(w) p Ft 2875 2250 a(\003) p Fh 2873 2305 a(c) p Fo
4004 2285 a(\(10\)) 2170 2488 y(Letting) p Fk 2466 2488
a(\032) p Ft 2509 2458 a(\003) p Fh 2509 2509 a(c) p
Fo 2578 2488 a(\() p Fj(\021) p Fk 2704 2488 a(w) p Ft
2765 2458 a(\003) p Fh 2763 2509 a(c) p Fk 2804 2488
a(=r) p Ft 2885 2458 a(\003) p Fh 2883 2509 a(c) p Fo
2923 2488 a(\)) p 2987 2488 a(b) r(e) p 3104 2488 a(the) p
3251 2488 a(throughput) p 3693 2488 a(of) p 3791 2488
a(TCP) p 3999 2488 a(con-) 2170 2585 y(nection) p Fk
2461 2585 a(c) p Fo 2524 2585 a(in) p 2621 2585 a(steady) p
2882 2585 a(state,) p 3109 2585 a(Eq.) p 3260 2585 a(\(10\)) p
3435 2585 a(giv) n(es) p Fk 2335 2738 a(\015) p Fh 2378
2750 a(c) p Fo 2445 2738 a(=) p Fk 2543 2738 a(\032) p
Ft 2586 2704 a(\003) p Fh 2586 2759 a(c) p Fk 2638 2738
a(\022) p Ft 2679 2704 a(\003) p Fh 2677 2759 a(c) p
Fo 4004 2738 a(\(11\)) 2170 2891 y(It) p 2269 2891 a(indicates) p
2624 2891 a(that) p 2812 2891 a(the) p 2964 2891 a(throughput) p
3411 2891 a(of) p 3514 2891 a(the) p 3666 2891 a(TCP) p
3879 2891 a(connec-) 2170 2989 y(tion) p 2356 2989 a(is) p
2454 2989 a(determined) p 2903 2989 a(b) n(y) p 3033
2989 a(the) p 3191 2989 a(con) n(trol) p 3486 2989 a(parameter) p
Fk 3898 2989 a(\015) p Fh 3941 3001 a(c) p Fo 4017 2989
a(and) 2170 3086 y(the) p 2322 3086 a(pac) n(k) n(et) p
2593 3086 a(w) n(aiting) p 2895 3086 a(time) p 3093 3086
a(at) p 3204 3086 a(all) p 3329 3086 a(routers) p Fk
3621 3086 a(\022) p Ft 3662 3056 a(\003) p Fh 3660 3107
a(c) p Fo 3700 3086 a(.) p 3789 3086 a(Note) p 3999 3086
a(that) 2170 3184 y(the) p 2317 3184 a(ab) r(o) n(v) n(e) p
2557 3184 a(equation) p 2901 3184 a(is) p 2989 3184 a(regarded) p
3335 3184 a(as) p 3441 3184 a(a) p 3515 3184 a(Little's) p
3802 3184 a(la) n(w;) p Fk 3982 3184 a(\032) p Ft 4025
3153 a(\003) p Fh 4025 3204 a(c) p Fo 4095 3184 a(is) 2170
3281 y(a) p 2248 3281 a(pac) n(k) n(et) p 2516 3281 a(arriv) p
2686 3281 a(al) p 2786 3281 a(rate) p 2965 3281 a(from) p
3170 3281 a(TCP) p 3382 3281 a(connection) p Fk 3805
3281 a(c) p Fo(,) p Fk 3902 3281 a(\022) p Ft 3943 3251
a(\003) p Fh 3941 3301 a(c) p Fo 4018 3281 a(is) p 4110
3281 a(a) 2170 3378 y(pac) n(k) n(et) p 2429 3378 a(w) n(aiting) p
2719 3378 a(time) p 2907 3378 a(in) p 3001 3378 a(the) p
3142 3378 a(net) n(w) n(ork,) p 3480 3378 a(and) p Fk
3639 3378 a(\015) p Fh 3682 3390 a(c) p Fo 3742 3378
a(is) p 3823 3378 a(the) p 3964 3378 a(n) n(um-) 2170
3476 y(b) r(er) p 2322 3476 a(of) p 2422 3476 a(pac) n(k) n(ets) p
2722 3476 a(w) n(aiting) p 3021 3476 a(in) p 3124 3476
a(the) p 3273 3476 a(net) n(w) n(ork.) p 3640 3476 a(Moreo) n(v) n(er,)
p 4036 3476 a(the) 2170 3573 y(follo) n(wing) p 2521
3573 a(relation) p 2825 3573 a(is) p 2909 3573 a(obtained) p
3250 3573 a(from) p 3446 3573 a(Eqs.) p 3630 3573 a(\(10\)) p
3805 3573 a(and) p 3967 3573 a(\(11\).) p Fk 2335 3726
a(w) p Ft 2396 3692 a(\003) p Fh 2394 3747 a(c) p Fo
2468 3726 a(=) p Fk 2566 3726 a(\032) p Ft 2609 3692
a(\003) p Fh 2609 3747 a(c) p Fk 2647 3726 a(\034) p
Fh 2683 3738 a(c) p Fo 2736 3726 a(+) p Fk 2819 3726
a(\015) p Fh 2862 3738 a(c) p Fo 2170 3879 a(This) p
2355 3879 a(equation) p 2689 3879 a(clearly) p 2950 3879
a(sho) n(ws) p 3183 3879 a(that) p 3358 3879 a(the) p
3496 3879 a(windo) n(w) p 3794 3879 a(size) p 3946 3879
a(of) p 4036 3879 a(the) 2170 3976 y(TCP) p 2374 3976
a(connection) p 2789 3976 a(con) n(v) n(erges) p 3161
3976 a(to) p 3263 3976 a(the) p 3406 3976 a(v) p 3445
3976 a(alue) p 3620 3976 a(giv) n(en) p 3837 3976 a(b) n(y) 2099
4129 y(\(bandwidth\)) p Fj 2570 4129 a(\002) p Fo 2653
4129 a(\(propagation) p 3146 4129 a(dela) n(y\)) p 3386
4129 a(+) p 3469 4129 a(\(con) n(trol) p 3781 4129 a(parameter) p
Fk 4178 4129 a(\015) p Fh 4221 4141 a(c) p Fo 4255 4129
a(\)) 2170 4282 y(As) p 2299 4282 a(will) p 2462 4282
a(b) r(e) p 2581 4282 a(sho) n(wn) p 2839 4282 a(b) r(elo) n(w,) p
3105 4282 a(the) p 3255 4282 a(con) n(trol) p 3540 4282
a(parameter) p Fk 3944 4282 a(\015) p Fh 3987 4294 a(c) p
Fo 4054 4282 a(di-) 2170 4380 y(rectly) p 2405 4380 a(a\013ects) p
2663 4380 a(fairness) p 2963 4380 a(among) p 3232 4380
a(TCP) p 3437 4380 a(connections.) p 3922 4380 a(Let) p
4072 4380 a(us) 2170 4477 y(consider) p 2489 4477 a(t) n(w) n(o) p
2642 4477 a(TCP) p 2842 4477 a(connections,) p Fk 3310
4477 a(c) p Fo 3369 4477 a(and) p Fk 3526 4477 a(c) p
Ft 3562 4447 a(0) p Fo 3586 4477 a(,) p 3633 4477 a(whic) n(h) p
3867 4477 a(tra) n(v) n(erse) 2170 4574 y(the) p 2314
4574 a(same) p 2523 4574 a(route.) p 2776 4574 a(These) p
3018 4574 a(t) n(w) n(o) p 3176 4574 a(connections) p
3625 4574 a(has) p 3774 4574 a(the) p 3918 4574 a(iden) n(ti-) 2170
4672 y(cal) p 2306 4672 a(pac) n(k) n(et) p 2573 4672
a(w) n(aiting) p 2872 4672 a(time) p 3068 4672 a(\(i.e.,) p
Fk 3265 4672 a(\022) p Ft 3306 4642 a(\003) p Fh 3304
4692 a(c) p Fo 3378 4672 a(=) p Fk 3477 4672 a(\022) p
Ft 3518 4642 a(\003) p Fh 3516 4695 a(c) p Fe 3546 4678
a(0) p Fo 3572 4672 a(\).) p 3684 4672 a(Hence,) p 3962
4672 a(using) 2170 4769 y(Eq.\(11\)) p 2473 4769 a(giv) n(es) p
2681 4769 a(the) p 2828 4769 a(throughput) p 3271 4769
a(ratio) p 3474 4769 a(of) p 3573 4769 a(these) p 3790
4769 a(TCP) p 3999 4769 a(con-) 2170 4867 y(nections) p
2504 4867 a(as) p Fk 2616 4867 a(\032) p Ft 2659 4837
a(\003) p Fh 2659 4887 a(c) p Fk 2697 4867 a(=\032) p
Ft 2782 4837 a(\003) p Fh 2782 4890 a(c) p Fe 2812 4873
a(0) p Fo 2878 4867 a(=) p Fk 2982 4867 a(\015) p Fh
3025 4879 a(c) p Fk 3059 4867 a(=\015) p Fh 3144 4879
a(c) p Fe 3174 4863 a(0) p Fo 3200 4867 a(,) p 3263 4867
a(whic) n(h) p 3511 4867 a(suggests) p 3846 4867 a(that) p
4036 4867 a(the) 2170 4964 y(throughput) p 2600 4964
a(ratio) p 2790 4964 a(of) p 2876 4964 a(t) n(w) n(o) p
3024 4964 a(TCP) p 3219 4964 a(connections) p 3658 4964
a(tra) n(v) n(ersing) p 4036 4964 a(the) 2170 5062 y(same) p
2374 5062 a(path) p 2563 5062 a(is) p 2642 5062 a(solely) p
2866 5062 a(dep) r(enden) n(t) p 3263 5062 a(on) p 3374
5062 a(con) n(trol) p 3649 5062 a(parameters) p Fk 4074
5062 a(\015) p Fh 4117 5074 a(c) p Fo 2170 5159 a(and) p
Fk 2331 5159 a(\015) p Fh 2374 5171 a(c) p Fe 2404 5155
a(0) p Fo 2431 5159 a(.) 2335 5256 y(On) p 2486 5256
a(the) p 2642 5256 a(con) n(trary) p 2942 5256 a(,) p
3006 5256 a(if) p 3095 5256 a(t) n(w) n(o) p 3264 5256
a(TCP) p 3481 5256 a(connections) p Fk 3941 5256 a(c) p
Fo 4017 5256 a(and) p Fk 2170 5354 a(c) p Ft 2206 5324
a(0) p Fo 2277 5354 a(tra) n(v) n(erse) p 2609 5354 a(di\013eren) n(t) p
2957 5354 a(routes,) p 3255 5354 a(the) p 3418 5354 a(throughput) p
3877 5354 a(ratio) p 4095 5354 a(is) 2170 5451 y(giv) n(en) p
2390 5451 a(b) n(y) p Fk 2509 5451 a(\032) p Ft 2552
5421 a(\003) p Fh 2552 5472 a(c) p Fk 2590 5451 a(=\032) p
Ft 2675 5421 a(\003) p Fh 2675 5474 a(c) p Fe 2705 5458
a(0) p Fo 2760 5451 a(=) p Fk 2854 5451 a(\015) p Fh
2897 5463 a(c) p Fk 2944 5451 a(\022) p Ft 2985 5421
a(\003) p Fh 2983 5474 a(c) p Fe 3013 5458 a(0) p Fk
3040 5451 a(=) p Fo(\() p Fk(\015) p Fh 3157 5463 a(c) p
Fe 3187 5447 a(0) p Fk 3226 5451 a(\022) p Ft 3267 5421
a(\003) p Fh 3265 5472 a(c) p Fo 3306 5451 a(\).) p 3409
5451 a(It) p 3502 5451 a(indicates) p 3852 5451 a(that) p
4036 5451 a(the) 2170 5549 y(throughput) p 2616 5549
a(of) p 2717 5549 a(the) p 2867 5549 a(TCP) p 3078 5549
a(connection) p Fk 3501 5549 a(c) p Fo 3571 5549 a(is) p
3662 5549 a(relativ) n(ely) p 4031 5549 a(im-) 2170 5646
y(pro) n(v) n(ed) p 2435 5646 a(as) p Fk 2532 5646 a(\022) p
Ft 2573 5616 a(\003) p Fh 2571 5667 a(c) p Fo 2635 5646
a(decreases.) p 3026 5646 a(F) p 3073 5646 a(rom) p 3240
5646 a(Eq.) p 3386 5646 a(\(9\)) p 3515 5646 a(and) p
3672 5646 a(the) p 3810 5646 a(de\014nition) 2170 5744
y(of) p Fk 2260 5744 a(\022) p Ft 2301 5714 a(\003) p
Fh 2299 5764 a(c) p Fo 2340 5744 a(,) p 2387 5744 a(it) p
2465 5744 a(can) p 2613 5744 a(b) r(e) p 2721 5744 a(seen) p
2897 5744 a(that) p 3072 5744 a(the) p 3211 5744 a(throughput) p
3645 5744 a(of) p 3735 5744 a(a) p 3799 5744 a(TCP) p
3999 5744 a(con-) 2170 5841 y(nection) p 2470 5841 a(is) p
2563 5841 a(relativ) n(ely) p 2934 5841 a(large,) p 3172
5841 a(when) p 3398 5841 a(the) p 3550 5841 a(TCP) p
3764 5841 a(connection) p 90 rotate dyy eop
%%Page: 4 4
4 3 bop Fy 0 142 a(4) p Fz 2257 71 a(IEICE) p 2464 71
a(TRANS.) p 2735 71 a(COMMUN.,) p 3111 71 a(V) n(OL.E85{B,) p
3500 71 a(NO.1) p 3675 71 a(JANUAR) p 3948 71 a(Y) p
4019 71 a(2002) p Fo 0 378 a(tra) n(v) n(erses) p 344
378 a(the) p 485 378 a(small) p 701 378 a(n) n(um) n(b) r(er) p
1002 378 a(of) p 1095 378 a(b) r(ottlenec) n(k) p 1497
378 a(links) p 1692 378 a(or) p 1792 378 a(when) 0 476
y(it) p 94 476 a(tra) n(v) n(erses) p 450 476 a(a) p
530 476 a(b) r(ottlenec) n(k) p 944 476 a(link) p 1119
476 a(with) p 1319 476 a(large) p 1533 476 a(capacit) n(y) p
1827 476 a(.) p 1919 476 a(It) 0 573 y(means) p 248 573
a(that) p 422 573 a(it) p 498 573 a(is) p 576 573 a(di\016cult) p
874 573 a(to) p 969 573 a(ac) n(hiev) n(e) p 1251 573
a(fairness) p 1543 573 a(among) p 1805 573 a(TCP) 0 671
y(connections) p 448 671 a(in) p 545 671 a(the) p 688
671 a(heterogenous) p 1187 671 a(net) n(w) n(ork.) p
1536 671 a(Hence,) p 1806 671 a(care-) 0 768 y(ful) p
122 768 a(con\014guration) p 624 768 a(of) p Fk 718 768
a(\015) p Fh 761 780 a(c) p Fo 822 768 a(is) p 904 768
a(necessary) p 1272 768 a(for) p 1398 768 a(ac) n(hieving) p
1762 768 a(b) r(etter) 0 866 y(fairness.) p 329 866 a(In) p
428 866 a(Section) p 713 866 a(5.2,) p 865 866 a(w) n(e) p
982 866 a(will) p 1134 866 a(discuss) p 1406 866 a(it) p
1484 866 a(in) p 1576 866 a(more) p 1778 866 a(detail) 0
963 y(with) p 189 963 a(n) n(umerical) p 570 963 a(examples.) 165
1060 y(In) p 264 1060 a(steady) p 520 1060 a(state,) p
742 1060 a(the) p 880 1060 a(sum) p 1050 1060 a(of) p
1139 1060 a(throughputs) p 1605 1060 a(of) p 1695 1060
a(all) p 1805 1060 a(TCP) 0 1158 y(connections) p 448
1158 a(tra) n(v) n(ersing) p 833 1158 a(the) p 976 1158
a(link) p Fk 1139 1158 a(l) p Fo 1193 1158 a(is) p 1276
1158 a(equal) p 1495 1158 a(to) p 1596 1158 a(its) p
1712 1158 a(link) p 1875 1158 a(ca-) 0 1255 y(pacit) n(y;) p
272 1255 a(i.e.,) p Fi 199 1358 a(X) p Fh 165 1540 a(c) p
Ft(2C) p Fz 279 1540 a(\() p Fh(l) p Fz(\)) p Fk 366
1437 a(\032) p Ft 409 1403 a(\003) p Fh 409 1458 a(c) p
Fo 470 1437 a(=) p Fk 558 1437 a(\026) p Fh 608 1449
a(l) p Fo 1833 1437 a(\(12\)) 0 1704 y(Solving) p 301
1704 a(equations) p 681 1704 a(giv) n(en) p 906 1704
a(b) n(y) p 1030 1704 a(Eqs.) p 1222 1704 a(\(10\)) p
1405 1704 a(and) p 1575 1704 a(\(12\)) p 1758 1704 a(for) p
1893 1704 a(all) 0 1801 y(TCP) p 215 1801 a(connections) p
673 1801 a(and) p 846 1801 a(b) r(ottlenec) n(k) p 1260
1801 a(links) p 1467 1801 a(yields) p 1711 1801 a(equilib-) 0
1899 y(rium) p 211 1899 a(v) p 250 1899 a(alues) p 470
1899 a(of) p Fk 577 1899 a(w) p Ft 638 1869 a(\003) p
Fh 636 1919 a(c) p Fo 717 1899 a(and) p Fk 891 1899 a(q) p
Ft 931 1869 a(\003) p Fh 928 1922 a(l) p Fo 969 1899
a(.) p 1066 1899 a(If) p 1162 1899 a(a) p 1243 1899 a(net) n(w) n(ork) p
1572 1899 a(top) r(ology) p 1925 1899 a(is) 0 1996 y(simple,) p
281 1996 a(it) p 363 1996 a(can) p 514 1996 a(b) r(e) p
625 1996 a(solv) n(ed) p 874 1996 a(algebraically) p
1324 1996 a(.) p 1381 1996 a(Otherwise,) p 1796 1996
a(a) p 1863 1996 a(n) n(u-) 0 2094 y(merical) p 291 2094
a(computation) p 775 2094 a(is) p 859 2094 a(necessary) p
1194 2094 a(.) 0 2294 y(3.3) p 189 2294 a(Stabilit) n(y) p
526 2294 a(and) p 687 2294 a(T) p 740 2294 a(ransien) n(t) p
1057 2294 a(Beha) n(vior) 0 2494 y(All) p 135 2494 a(TCP) p
338 2494 a(connections) p 784 2494 a(b) r(elonging) p
1159 2494 a(to) p 1259 2494 a(the) p 1401 2494 a(same) p
1607 2494 a(set) p 1736 2494 a(of) p 1829 2494 a(con-) 0
2592 y(nections) p 321 2592 a(tra) n(v) n(ersing) p 704
2592 a(the) p 845 2592 a(same) p 1050 2592 a(route) p
1264 2592 a(\() p Fk(C) p Fh 1355 2604 a(i) p Fo 1384
2592 a(\)) p 1441 2592 a(are) p 1577 2592 a(assumed) p
1907 2592 a(to) 0 2689 y(ha) n(v) n(e) p 194 2689 a(the) p
339 2689 a(same) p 549 2689 a(initial) p 791 2689 a(windo) n(w) p
1095 2689 a(size) p 1255 2689 a(and) p 1419 2689 a(to) p
1522 2689 a(b) r(eha) n(v) n(e) p 1801 2689 a(iden-) 0
2787 y(tically) p 217 2787 a(.) p 276 2787 a(Let) p Fu
423 2787 a(x) p Fo 474 2787 a(\() p Fk(k) p Fo 552 2787
a(\)) p 610 2787 a(b) r(e) p 721 2787 a(the) p 863 2787
a(di\013erence) p 1232 2787 a(b) r(et) n(w) n(een) p
1551 2787 a(the) p 1693 2787 a(net) n(w) n(ork) 0 2884
y(state) p 203 2884 a(at) p 305 2884 a(slot) p Fk 462
2884 a(k) p Fo 536 2884 a(and) p 697 2884 a(its) p 813
2884 a(equilibrium) p 1254 2884 a(v) p 1293 2884 a(alue:) p
Fu 165 3364 a(x) p Fo(\() p Fk(k) p Fo 293 3364 a(\)) p
Fj 359 3364 a(\021) p Fi 457 2998 a(2) 457 3144 y(6) 457
3194 y(6) 457 3244 y(6) 457 3294 y(6) 457 3344 y(6) 457
3393 y(6) 457 3443 y(6) 457 3493 y(6) 457 3546 y(4) p
Fk 617 3047 a(w) p Fh 676 3059 a(c) p Ff 706 3067 a(1) p
Fo 743 3047 a(\() p Fk(k) p Fo 821 3047 a(\)) p Fj 936
3047 a(\000) p Fk 1084 3047 a(w) p Ft 1145 3017 a(\003) p
Fh 1143 3068 a(c) p Ff 1173 3076 a(1) p Fo 957 3135 a(.) 957
3168 y(.) 957 3201 y(.) p Fk 554 3299 a(w) p Fh 613 3311
a(c) p Fe 643 3322 a(jN) p 715 3322 a(j) p Fo 743 3299
a(\() p Fk(k) p Fo 821 3299 a(\)) p Fj 936 3299 a(\000) p
Fk 1084 3299 a(w) p Ft 1145 3269 a(\003) p Fh 1143 3319
a(c) p Fe 1173 3330 a(jN) p 1245 3330 a(j) p Fk 648 3409
a(q) p Fh 685 3421 a(l) p Ff 706 3429 a(1) p Fo 743 3409
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2947 y(di\013eren) n(t) p 2505 2947 a(propagation) p
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@endspecial Fr 2170 3961 a(Fig.) p 2321 3961 a(1) p Fy
2456 3961 a(Net) n(w) n(ork) p 2743 3961 a(con\014guration) p
3176 3961 a(in) p 3263 3961 a(the) p 3390 3961 a(case) p
3544 3961 a(of) p 3630 3961 a(single) p 3832 3961 a(b) r(ottlenec) n(k)
2170 4041 y(link.) p Fo 2170 4380 a(4.2) p 2359 4380
a(Stabilit) n(y) 2170 4574 y(Figure) p 2440 4574 a(2) p
2518 4574 a(sho) n(ws) p 2764 4574 a(b) r(oundary) p
3146 4574 a(lines) p 3344 4574 a(of) p 3447 4574 a(the) p
3598 4574 a(stabilit) n(y) p 3929 4574 a(region) 2170
4672 y(on) p 2282 4672 a(the) p Fk 2422 4672 a(\016) p
Fh 2459 4684 a(c) p Fg 2489 4693 a(sh) p Fo 2583 4672
a({) p Fk 2649 4672 a(\016) p Fh 2686 4684 a(c) p Fg
2716 4693 a(lo) p Fo 2798 4672 a(plane) p 3016 4672 a(for) p
3140 4672 a(sev) n(eral) p 3409 4672 a(v) p 3448 4672
a(alues) p 3653 4672 a(of) p 3745 4672 a(the) p 3884
4672 a(link) p 4045 4672 a(ca-) 2170 4769 y(pacit) n(y) p
Fk 2418 4769 a(\026) p Fh 2468 4781 a(l) p Fg 2489 4789
a(B) p Fo 2543 4769 a(.) p 2602 4769 a(In) p 2705 4769
a(this) p 2866 4769 a(\014gure,) p 3119 4769 a(the) p
3261 4769 a(follo) n(wing) p 3611 4769 a(parameters) p
4040 4769 a(are) 2170 4867 y(used:) p 2390 4867 a(the) p
2530 4867 a(n) n(um) n(b) r(er) p 2829 4867 a(of) p 2921
4867 a(connections) p Fj 3365 4867 a(jC) p Fh 3432 4879
a(sh) p Fj 3506 4867 a(j) p Fo 3554 4867 a(=) p Fj 3643
4867 a(jC) p Fh 3710 4879 a(lo) p Fj 3768 4867 a(j) p
Fo 3816 4867 a(=) p 3905 4867 a(10,) p 4036 4867 a(the) 2170
4964 y(propagation) p 2631 4964 a(dela) n(y) p Fk 2847
4964 a(\034) p Fh 2883 4976 a(c) p Fg 2913 4985 a(sh) p
Fo 3011 4964 a(=) p 3103 4964 a(1) p 3172 4964 a([ms]) p
3347 4964 a(and) p Fk 3508 4964 a(\034) p Fh 3544 4976
a(c) p Fg 3574 4985 a(lo) p Fo 3658 4964 a(=) p 3750
4964 a(2) p 3819 4964 a([ms],) p 4017 4964 a(and) 2170
5062 y(the) p 2306 5062 a(con) n(trol) p 2578 5062 a(parameter) p
Fk 2968 5062 a(\015) p Fh 3011 5074 a(c) p Fg 3041 5083
a(sh) p Fo 3132 5062 a(=) p Fk 3217 5062 a(\015) p Fh
3260 5074 a(c) p Fg 3290 5083 a(lo) p Fo 3368 5062 a(=) p
3453 5062 a(3) p 3515 5062 a([pac) n(k) n(et].) p 3851
5062 a(The) p 4015 5062 a(link) 2170 5159 y(capacit) n(y) p
Fk 2506 5159 a(\026) p Fh 2556 5171 a(l) p Fg 2577 5179
a(B) p Fo 2667 5159 a(is) p 2759 5159 a(c) n(hanged) p
3088 5159 a(from) p 3292 5159 a(2) p 3370 5159 a(to) p
3480 5159 a(2,000) p 3706 5159 a([pac) n(k) n(et/ms].) 2170
5256 y(This) p 2358 5256 a(\014gure) p 2587 5256 a(suggests) p
2909 5256 a(that) p 3087 5256 a(the) p 3228 5256 a(system) p
3501 5256 a(is) p 3583 5256 a(stable) p 3821 5256 a(when) p
4036 5256 a(the) 2170 5354 y(p) r(oin) n(t) p 2385 5354
a(\() p Fk(\016) p Fh 2454 5366 a(c) p Fg 2484 5375 a(sh) p
Fo 2554 5354 a(,) p Fk 2603 5354 a(\016) p Fh 2640 5366
a(c) p Fg 2670 5375 a(lo) p Fo 2727 5354 a(\)) p 2785
5354 a(lies) p 2926 5354 a(inside) p 3159 5354 a(the) p
3300 5354 a(b) r(oundary) p 3672 5354 a(line.) p 3860
5354 a(In) p 3962 5354 a(other) 2170 5451 y(w) n(ords,) p
2444 5451 a(w) n(e) p 2576 5451 a(should) p 2849 5451
a(c) n(ho) r(ose) p 3123 5451 a(the) p 3276 5451 a(p) r(oin) n(t) p
3502 5451 a(\() p Fk(\016) p Fh 3571 5463 a(c) p Fg 3601
5472 a(sh) p Fo 3672 5451 a(,) p Fk 3735 5451 a(\016) p
Fh 3772 5463 a(c) p Fg 3802 5472 a(lo) p Fo 3859 5451
a(\)) p 3929 5451 a(in) p 4036 5451 a(the) 2170 5549
y(region) p 2421 5549 a(surrounded) p 2857 5549 a(b) n(y) p
2974 5549 a(the) p 3119 5549 a(b) r(oundary) p 3494 5549
a(line) p 3653 5549 a(and) p 3816 5549 a(x-) p 3917 5549
a(and) p 4080 5549 a(y-) 2170 5646 y(axes) p 2353 5646
a(for) p 2480 5646 a(stable) p 2720 5646 a(op) r(eration.) 2335
5744 y(W) p 2413 5744 a(e) p 2483 5744 a(can) p 2640
5744 a(\014nd) p 2810 5744 a(from) p 3011 5744 a(the) p
3159 5744 a(\014gure) p 3394 5744 a(that) p 3579 5744
a(the) p 3726 5744 a(stabilit) n(y) p 4054 5744 a(re-) 2170
5841 y(gion) p 2349 5841 a(hea) n(vily) p 2632 5841 a(dep) r(ends) p
2953 5841 a(on) p 3068 5841 a(the) p 3210 5841 a(link) p
3373 5841 a(capacit) n(y) p Fk 3700 5841 a(\026) p Fh
3750 5853 a(l) p Fg 3771 5861 a(B) p Fo 3824 5841 a(.) p
3884 5841 a(W) p 3962 5841 a(e) p 4027 5841 a(can) p
90 rotate dyy eop
%%Page: 5 5
5 4 bop Fz 0 71 a(T) p 42 71 a(AKA) n(GAKI) p 387 71
a(et) p 464 71 a(al.:) p 576 71 a(ANAL) p 759 71 a(YSIS) p
928 71 a(OF) p 1044 71 a(A) p 1115 71 a(WINDO) n(W-BASED) p
1693 71 a(FLO) n(W) p 1915 71 a(CONTR) n(OL) p 2270 71
a(MECHANISM) p 2712 71 a(BASED) p 2961 71 a(ON) p 3083
71 a(TCP) p 3245 71 a(VEGAS) p Fy 4116 142 a(5) 0 914
y @beginspecial 50 @llx 50 @lly 230 @urx 176 @ury 2377
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@endspecial Fr 0 1027 a(Fig.) p 151 1027 a(2) p Fy 286
1027 a(Stabilit) n(y) p 572 1027 a(region) p 783 1027
a(in) p 865 1027 a(the) p Fd 987 1027 a(\016) p Fc 1018
1035 a(c) p Fg 1046 1047 a(sh) p Fy 1116 1027 a({) p
Fd(\016) p Fc 1182 1035 a(c) p Fg 1210 1047 a(lo) p Fy
1291 1027 a(plane) p 1479 1027 a(for) p 1587 1027 a(di\013eren) n(t) p
1865 1027 a(link) 0 1106 y(capacit) n(y) p Fd 278 1106
a(\026) p Fc 320 1118 a(l) p Fg 340 1129 a(B) p Fy 394
1106 a(.) p Fo 0 1372 a(also) p 159 1372 a(\014nd) p
317 1372 a(that) p 489 1372 a(the) p 624 1372 a(maxim) n(um) p
1004 1372 a(v) p 1043 1372 a(alue) p 1211 1372 a(of) p
Fk 1298 1372 a(\016) p Fh 1335 1384 a(c) p Fg 1365 1393
a(lo) p Fo 1442 1372 a(for) p 1561 1372 a(connections) 0
1469 y(with) p 187 1469 a(a) p 254 1469 a(large) p 455
1469 a(propagation) p 914 1469 a(dela) n(y) p 1129 1469
a(is) p 1210 1469 a(larger) p 1444 1469 a(than) p 1635
1469 a(the) p 1776 1469 a(maxi-) 0 1567 y(m) n(um) p
208 1567 a(v) p 247 1567 a(alue) p 421 1567 a(of) p Fk
513 1567 a(\016) p Fh 550 1579 a(c) p Fg 580 1588 a(sh) p
Fo 676 1567 a(for) p 802 1567 a(connections) p 1248 1567
a(with) p 1435 1567 a(a) p 1502 1567 a(smaller) p 1787
1567 a(prop-) 0 1664 y(agation) p 295 1664 a(dela) n(y) p
478 1664 a(.) p 537 1664 a(This) p 726 1664 a(tendency) p
1079 1664 a(b) r(ecomes) p 1409 1664 a(more) p 1617 1664
a(noticeable) 0 1762 y(as) p 108 1762 a(the) p 256 1762
a(link) p 426 1762 a(capacit) n(y) p Fk 759 1762 a(\026) p
Fh 809 1774 a(l) p Fg 830 1782 a(B) p Fo 917 1762 a(b) r(ecomes) p
1253 1762 a(large.) p 1506 1762 a(F) p 1553 1762 a(or) p
1661 1762 a(example,) 0 1859 y(when) p Fk 213 1859 a(\026) p
Fh 263 1871 a(l) p Fg 284 1879 a(B) p Fo 361 1859 a(=) p
448 1859 a(2) p Fk(;) p Fo 527 1859 a(000) p 676 1859
a([pac) n(k) n(et/ms],) p 1146 1859 a(the) p 1286 1859
a(maxim) n(um) p 1670 1859 a(v) p 1709 1859 a(alues) p
1914 1859 a(of) p Fk 0 1957 a(\016) p Fh 37 1969 a(c) p
Fg 67 1978 a(sh) p Fo 161 1957 a(and) p Fk 319 1957 a(\016) p
Fh 356 1969 a(c) p Fg 386 1978 a(lo) p Fo 467 1957 a(for) p
590 1957 a(stable) p 827 1957 a(op) r(eration) p 1195
1957 a(are) p 1330 1957 a(ab) r(out) p 1564 1957 a(1.3) p
1694 1957 a(and) p 1852 1957 a(2.6,) 0 2054 y(resp) r(ectiv) n(ely) p
419 2054 a(.) 0 2848 y @beginspecial 50 @llx 50 @lly
230 @urx 176 @ury 2377 @rwi 732 @rhi @setspecial
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LT3
2711 1799 M
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@endspecial Fr 0 2961 a(Fig.) p 151 2961 a(3) p Fy 286
2961 a(Stabilit) n(y) p 566 2961 a(region) p 771 2961
a(in) p 847 2961 a(the) p Fd 962 2961 a(\016) p Fc 993
2969 a(c) p Fg 1021 2981 a(sh) p Fy 1092 2961 a({) p
Fd(\016) p Fc 1158 2969 a(c) p Fg 1186 2981 a(lo) p Fy
1261 2961 a(plane) p 1443 2961 a(for) p 1544 2961 a(di\013eren) n(t) p
1816 2961 a(prop-) 0 3041 y(agation) p 251 3041 a(dela) n(ys) p
Fd 463 3041 a(\034) p Fy 502 3041 a(.) p Fo 165 3295
a(Figure) p 420 3295 a(3) p 483 3295 a(sho) n(ws) p 714
3295 a(the) p 850 3295 a(stabilit) n(y) p 1166 3295 a(region) p
1409 3295 a(for) p 1529 3295 a(di\013eren) n(t) p 1850
3295 a(v) p 1889 3295 a(al-) 0 3392 y(ues) p 146 3392
a(of) p 244 3392 a(propagation) p 708 3392 a(dela) n(ys) p
Fk 960 3392 a(\034) p Fo 1036 3392 a(from) p 1236 3392
a(0.05) p 1414 3392 a([ms]) p 1592 3392 a(to) p 1696
3392 a(50) p 1810 3392 a([ms].) 0 3490 y(In) p 117 3490
a(this) p 293 3490 a(\014gure,) p 564 3490 a(v) p 603
3490 a(alues) p 825 3490 a(of) p 933 3490 a(con) n(trol) p
1226 3490 a(parameters) p 1669 3490 a(and) p 1844 3490
a(sys-) 0 3587 y(tem) p 173 3587 a(parameters) p 610
3587 a(are) p 755 3587 a(equal) p 981 3587 a(to) p 1089
3587 a(those) p 1313 3587 a(in) p 1417 3587 a(Fig.) p
1594 3587 a(2,) p 1694 3587 a(whereas) 0 3685 y(the) p
167 3685 a(pro) r(cessing) p 590 3685 a(sp) r(eed) p
843 3685 a(of) p 961 3685 a(the) p 1127 3685 a(router) p
Fk 1400 3685 a(\026) p Fh 1450 3697 a(l) p Fg 1471 3705
a(B) p Fo 1576 3685 a(is) p 1683 3685 a(\014xed) p 1907
3685 a(at) 0 3782 y(20) p 115 3782 a([pac) n(k) n(et/ms].) p
611 3782 a(By) p 746 3782 a(comparing) p 1156 3782 a(Figs.) p
1363 3782 a(2) p 1436 3782 a(and) p 1602 3782 a(3,) p
1700 3782 a(one) p 1857 3782 a(can) 0 3879 y(\014nd) p
181 3879 a(that) p 376 3879 a(b) r(oundary) p 765 3879
a(lines) p 969 3879 a(in) p 1081 3879 a(these) p 1309
3879 a(\014gures) p 1587 3879 a(are) p 1741 3879 a(almost) 0
3977 y(iden) n(tical.) p 421 3977 a(Suc) n(h) p 640 3977
a(a) p 727 3977 a(corresp) r(ondence) p 1325 3977 a(can) p
1495 3977 a(b) r(e) p 1626 3977 a(easily) p 1873 3977
a(ex-) 0 4074 y(plained) p 302 4074 a(from) p 509 4074
a(Eqs.) p 704 4074 a(\(3\){\(6\).) p 1051 4074 a(Namely) p
1321 4074 a(,) p 1386 4074 a(all) p Fk 1512 4074 a(\026) p
Fh 1562 4086 a(l) p Fo 1588 4074 a('s) p 1683 4074 a(and) p
Fk 1855 4074 a(\034) p Fh 1891 4086 a(c) p Fo 1925 4074
a('s) 0 4172 y(in) p 97 4172 a(these) p 309 4172 a(equations) p
681 4172 a(tak) n(e) p 861 4172 a(the) p 1004 4172 a(pro) r(duct) p
1316 4172 a(form) p 1512 4172 a(of) p Fk 1606 4172 a(\026) p
Fh 1656 4184 a(l) p Fj 1700 4172 a(\002) p Fk 1783 4172
a(\034) p Fh 1819 4184 a(c) p Fo 1854 4172 a(.) 165 4269
y(W) p 243 4269 a(e) p 302 4269 a(next) p 483 4269 a(in) n(v) n
(estigate) p 890 4269 a(ho) n(w) p 1057 4269 a(a) p 1120
4269 a(c) n(hoice) p 1361 4269 a(of) p 1449 4269 a(con) n(trol) p
1723 4269 a(param-) 0 4367 y(eters) p 213 4367 a(and/or) p
505 4367 a(system) p 795 4367 a(parameters) p 1239 4367
a(a\013ects) p 1510 4367 a(stabilit) n(y) p 1847 4367
a(and) 0 4464 y(transien) n(t) p 360 4464 a(p) r(erformance) p
848 4464 a(of) p 954 4464 a(the) p 1108 4464 a(net) n(w) n(ork.) p
1491 4464 a(After) p 1720 4464 a(in) n(v) n(esti-) 0
4562 y(gating) p 262 4562 a(the) p 414 4562 a(stabilit) n(y) p
746 4562 a(region) p 1004 4562 a(\() p Fk(\016) p Fh
1073 4574 a(c) p Fg 1103 4583 a(sh) p Fo 1174 4562 a(,) p
Fk(\016) p Fh 1234 4574 a(c) p Fg 1264 4583 a(lo) p Fo
1321 4562 a(\)) p 1389 4562 a(for) p 1525 4562 a(a) p
1603 4562 a(n) n(um) n(b) r(er) p 1914 4562 a(of) 0 4659
y(parameter) p 399 4659 a(sets) p 564 4659 a(on) p Fk
681 4659 a(\026) p Fh 731 4671 a(l) p Fg 752 4679 a(B) p
Fo 805 4659 a(,) p Fk 859 4659 a(\015) p Fh 902 4671
a(c) p Fo 936 4659 a(,) p 989 4659 a(and) p Fk 1152 4659
a(\034) p Fh 1188 4671 a(c) p Fo 1223 4659 a(,) p 1276
4659 a(w) n(e) p 1400 4659 a(ha) n(v) n(e) p 1594 4659
a(found) p 1829 4659 a(that) 0 4756 y(the) p 142 4756
a(stabilit) n(y) p 465 4756 a(region) p 713 4756 a(is) p
796 4756 a(the) p 938 4756 a(same) p 1145 4756 a(if) p
1220 4756 a(the) p 1362 4756 a(follo) n(wing) p 1712
4756 a(v) p 1751 4756 a(alue) p 1925 4756 a(is) 0 4854
y(iden) n(tical) p Fk 165 5044 a(F) p Fh 218 5056 a(c) p
Fj 276 5044 a(\021) 373 4988 y(jC) p 445 4988 a(j) p
Fk 482 4988 a(\015) p Fh 525 5000 a(c) p 373 5025 186
4 v Fk 374 5101 a(\026) p Fh 424 5113 a(l) p Fg 445 5121
a(B) p Fk 512 5101 a(\034) p Fo 1833 5044 a(\(16\)) p
Fk 0 5256 a(F) p Fh 53 5268 a(c) p Fo 111 5256 a(has) p
255 5256 a(the) p 394 5256 a(follo) n(wing) p 741 5256
a(meaning.) p 1104 5256 a(As) p 1223 5256 a(Eq.) p 1370
5256 a(\(2\)) p 1499 5256 a(indicates,) p 1866 5256 a(the) 0
5354 y(source) p 250 5354 a(host) p 425 5354 a(adjusts) p
705 5354 a(its) p 816 5354 a(windo) n(w) p 1113 5354
a(size) p 1265 5354 a(to) p 1362 5354 a(transmit) p 1694
5354 a(extra) p Fk 1904 5354 a(\015) p Fh 1947 5366 a(c) p
Fo 0 5451 a(pac) n(k) n(ets) p 298 5451 a(in) n(to) p
470 5451 a(the) p 618 5451 a(net) n(w) n(ork) p 938 5451
a(p) r(er) p 1088 5451 a(its) p 1208 5451 a(R) p 1262
5451 a(TT.) p 1437 5451 a(In) p 1545 5451 a(the) p 1693
5451 a(net) n(w) n(ork) 0 5549 y(con\014guration) p 505
5549 a(used) p 696 5549 a(in) p 794 5549 a(this) p 958
5549 a(section,) p 1260 5549 a(since) p 1465 5549 a(extra) p
Fk 1681 5549 a(\015) p Fh 1724 5561 a(c) p Fo 1787 5549
a(pac) n(k-) 0 5646 y(ets) p 132 5646 a(of) p 229 5646
a(all) p 347 5646 a(connections) p 798 5646 a(are) p
939 5646 a(queued) p 1225 5646 a(in) p 1324 5646 a(the) p
1470 5646 a(single) p 1703 5646 a(router's) 0 5744 y(bu\013er,) p
267 5744 a(the) p 416 5744 a(n) n(um) n(b) r(er) p 723
5744 a(of) p 823 5744 a(pac) n(k) n(ets) p 1121 5744
a(in) p 1224 5744 a(the) p 1372 5744 a(router's) p 1682
5744 a(bu\013er) p 1925 5744 a(is) 0 5841 y(giv) n(en) p
217 5841 a(b) n(y) p 332 5841 a(the) p 475 5841 a(follo) n(wing) p
826 5841 a(equation.) p Fk 2335 382 a(q) p Ft 2375 348
a(\003) p Fh 2372 403 a(l) p Fg 2393 411 a(B) p Fo 2480
382 a(=) p Fi 2635 304 a(X) p Fh 2578 486 a(c) p Ft(2C) p
Fz 2692 486 a(\() p Fh(l) p Fg 2739 494 a(B) p Fz 2787
486 a(\)) p Fk 2827 382 a(\015) p Fh 2870 394 a(c) p
Fo 2927 382 a(=) p Fj 3014 382 a(jC) p Fh 3081 394 a(sh) p
Fj 3156 382 a(j) p Fk(\015) p Fh 3222 394 a(c) p Fg 3252
403 a(sh) p Fo 3340 382 a(+) p Fj 3423 382 a(jC) p Fh
3490 394 a(lo) p Fj 3548 382 a(j) p Fk(\015) p Fh 3614
394 a(c) p Fg 3644 403 a(lo) p Fo 2170 654 a(Since) p
2391 654 a(the) p 2539 654 a(pac) n(k) n(et) p 2804 654
a(w) n(aiting) p 3101 654 a(time) p 3295 654 a(in) p
3396 654 a(the) p 3543 654 a(router's) p 3853 654 a(bu\013er) p
4095 654 a(is) 2170 752 y(giv) n(en) p 2385 752 a(b) n(y) p
Fk 2498 752 a(q) p Ft 2538 722 a(\003) p Fk 2576 752
a(=\026) p Fh 2668 764 a(l) p Fg 2689 772 a(B) p Fo 2742
752 a(,) p Fk 2791 752 a(F) p Fh 2844 764 a(c) p Fo 2904
752 a(is) p 2985 752 a(though) n(t) p 3294 752 a(of) p
3387 752 a(as) p 3487 752 a(the) p 3627 752 a(pac) n(k) n(et) p
3886 752 a(w) n(aiting) 2170 849 y(time) p 2359 849 a(for) p
2485 849 a(a) p 2554 849 a(TCP) p 2757 849 a(connection,) p
3195 849 a(divided) p 3487 849 a(b) n(y) p 3602 849 a(its) p
3717 849 a(propagation) 2170 947 y(dela) n(y) p 2353
947 a(.) p 2411 947 a(Namely) p 2681 947 a(,) p Fk 2729
947 a(F) p Fh 2782 959 a(c) p Fo 2841 947 a(can) p 2990
947 a(b) r(e) p 3100 947 a(seen) p 3278 947 a(as) p 3377
947 a(an) p 3489 947 a(index) p 3710 947 a(represen) n(ting) 2170
1044 y(the) p 2317 1044 a(amoun) n(t) p 2624 1044 a(of) p
2722 1044 a(the) p 2870 1044 a(pac) n(k) n(et) p 3135
1044 a(w) n(aiting) p 3432 1044 a(time) p 3625 1044 a(in) p
3726 1044 a(the) p 3873 1044 a(router's) 2170 1141 y(bu\013er) p
2403 1141 a(compared) p 2776 1141 a(to) p 2872 1141 a(the) p
3010 1141 a(R) p 3064 1141 a(TT.) p 3229 1141 a(In) p
3328 1141 a(what) p 3530 1141 a(follo) n(ws,) p 3822
1141 a(w) n(e) p 3939 1141 a(there-) 2170 1239 y(fore) p
2334 1239 a(discuss) p 2612 1239 a(based) p 2843 1239
a(on) p 2959 1239 a(the) p 3102 1239 a(v) p 3141 1239
a(alue) p 3316 1239 a(of) p Fk 3411 1239 a(F) p Fh 3464
1251 a(c) p Fo 3498 1239 a(.) 2170 2112 y @beginspecial
50 @llx 50 @lly 230 @urx 176 @ury 2377 @rwi 732 @rhi
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0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
1.000 UL
LT2
2711 1939 M
gsave
init
(F=) it ns nln
(1) sm ns nln
(.) it ns nln
(5) sm ns nln
Right
(F=) it ns n
(1) sm ns n
(.) it ns n
(5) sm ns n
grestore
2795 1939 M
399 0 V
1018 2352 M
-24 -16 V
0 -16 V
-24 -16 V
-25 -16 V
0 -16 V
-24 -17 V
0 -16 V
-24 -16 V
0 -16 V
-24 -16 V
0 -16 V
-24 -16 V
0 -16 V
-25 -16 V
0 -16 V
-24 -17 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
-24 -16 V
0 -16 V
-24 -16 V
0 -16 V
-24 -16 V
0 -17 V
-25 -16 V
-24 -16 V
0 -16 V
-24 -16 V
-24 -16 V
-24 -16 V
-24 -16 V
-25 0 V
-24 -16 V
-24 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
24 -16 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
-24 16 V
-24 -16 V
-24 -16 V
-24 0 V
-25 16 V
-24 0 V
-24 16 V
0 16 V
-24 16 V
-24 17 V
-24 16 V
0 16 V
-25 16 V
0 16 V
-24 16 V
-24 16 V
0 16 V
-24 16 V
0 16 V
-24 17 V
-24 16 V
0 16 V
-25 16 V
0 16 V
-24 16 V
0 16 V
-24 16 V
0 16 V
-24 16 V
0 17 V
-24 16 V
0 16 V
-24 16 V
0 16 V
-25 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
-24 17 V
0 16 V
0 16 V
-24 16 V
0 16 V
-24 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
-25 17 V
0 16 V
0 16 V
-24 16 V
0 16 V
-24 16 V
0 16 V
-24 16 V
0 16 V
-24 16 V
0 17 V
-24 16 V
-25 16 V
-24 16 V
-24 16 V
-24 16 V
24 -16 V
24 -16 V
24 -16 V
25 -16 V
24 -16 V
0 -17 V
24 -16 V
0 -16 V
24 -16 V
0 -16 V
24 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
25 -17 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
24 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
24 -17 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
25 -16 V
0 -16 V
24 -16 V
0 -16 V
24 -16 V
0 -17 V
24 -16 V
0 -16 V
24 -16 V
0 -16 V
24 -16 V
0 -16 V
25 -16 V
0 -16 V
24 -16 V
24 -17 V
0 -16 V
24 -16 V
0 -16 V
24 -16 V
24 -16 V
0 -16 V
25 -16 V
0 -16 V
24 -16 V
24 -17 V
24 -16 V
0 -16 V
24 -16 V
24 0 V
25 -16 V
24 0 V
24 16 V
24 16 V
0 16 V
24 16 V
0 17 V
0 16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
currentpoint stroke M
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
24 0 V
24 16 V
25 0 V
24 16 V
24 16 V
24 16 V
24 16 V
0 16 V
24 16 V
25 16 V
0 17 V
24 16 V
0 16 V
24 16 V
0 16 V
24 16 V
0 16 V
24 16 V
0 16 V
0 16 V
24 17 V
0 16 V
25 16 V
0 16 V
24 16 V
0 16 V
24 16 V
0 16 V
24 16 V
0 16 V
24 17 V
0 16 V
25 16 V
24 16 V
0 16 V
24 16 V
1.000 UL
LT3
2711 1799 M
gsave
init
(F=) it ns nln
(0) sm ns nln
(.) it ns nln
(1) sm ns nln
(5) sm ns nln
Right
(F=) it ns n
(0) sm ns n
(.) it ns n
(1) sm ns n
(5) sm ns n
grestore
2795 1799 M
399 0 V
655 2352 M
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
-25 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -17 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
24 -16 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 0 V
24 0 V
24 0 V
24 0 V
24 0 V
25 0 V
24 16 V
0 16 V
0 16 V
24 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
-24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
-25 16 V
0 17 V
0 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
-24 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
-24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
-24 16 V
0 17 V
0 16 V
0 16 V
0 16 V
-25 16 V
-24 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
-24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
24 -16 V
25 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
25 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
24 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -17 V
0 -16 V
0 -16 V
0 -16 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
currentpoint stroke M
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-24 0 V
-25 0 V
-24 0 V
-24 0 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
24 16 V
0 16 V
0 16 V
0 16 V
24 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
25 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
24 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
24 16 V
0 16 V
0 16 V
0 17 V
0 16 V
0 16 V
0 16 V
0 16 V
0 16 V
1.000 UL
LT4
2711 1659 M
gsave
init
(F=) it ns nln
(0) sm ns nln
(.) it ns nln
(0) sm ns nln
(1) sm ns nln
(5) sm ns nln
Right
(F=) it ns n
(0) sm ns n
(.) it ns n
(0) sm ns n
(1) sm ns n
(5) sm ns n
grestore
2795 1659 M
399 0 V
607 2352 M
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
-25 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
-24 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -16 V
0 -17 V
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@endspecial Fr 2170 2225 a(Fig.) p 2321 2225 a(4) p Fy
2456 2225 a(Stabilit) n(y) p 2745 2225 a(region) p 2961
2225 a(in) p 3046 2225 a(the) p Fd 3171 2225 a(\016) p
Fc 3202 2233 a(c) p Fg 3230 2245 a(sh) p Fy 3301 2225
a({) p Fd(\016) p Fc 3367 2233 a(c) p Fg 3395 2245 a(lo) p
Fy 3480 2225 a(plane) p 3671 2225 a(for) p 3783 2225
a(propagation) 2170 2304 y(dela) n(y) p 2354 2304 a(for) p
2462 2304 a(\001) p Fc 2521 2316 a(l) p Fg 2541 2328
a(sh) p Fd 2611 2304 a(=) p Fy(\001) p Fc 2705 2316 a(l) p
Fg 2725 2328 a(lo) p Fy 2803 2304 a(=) p 2877 2304 a(1) p
Fd(=) p Fy(4.) p Fo 2335 2655 a(In) p 2456 2655 a(Figs.) p
2675 2655 a(4) p 2761 2655 a(and) p 2939 2655 a(5,) p
3052 2655 a(w) n(e) p 3191 2655 a(sho) n(w) p 3413 2655
a(stabilit) n(y) p 3753 2655 a(regions) p 4052 2655 a(for) 2170
2752 y(\001) p Fh 2239 2764 a(l) p Fg 2260 2773 a(sh) p
Fk 2331 2752 a(=) p Fo(\001) p Fh 2442 2764 a(l) p Fg
2463 2773 a(lo) p Fo 2572 2752 a(=) p 2689 2752 a(1) p
Fk(=) p Fo(4) p 2859 2752 a(and) p 3038 2752 a(for) p
3183 2752 a(\001) p Fh 3252 2764 a(l) p Fg 3273 2773
a(sh) p Fk 3343 2752 a(=) p Fo(\001) p Fh 3454 2764 a(l) p
Fg 3475 2773 a(lo) p Fo 3585 2752 a(=) p 3702 2752 a(2) p
Fk(=) p Fo(3,) p 3899 2752 a(resp) r(ec-) 2170 2850 y(tiv) n(ely) p
2364 2850 a(.) p 2455 2850 a(In) p 2570 2850 a(these) p
2793 2850 a(\014gures,) p Fk 3093 2850 a(F) p Fh 3146
2862 a(c) p Fo 3218 2850 a(is) p 3312 2850 a(c) n(hanged) p
3643 2850 a(from) p 3850 2850 a(0.015) p 4077 2850 a(to) 2170
2947 y(150) p 2322 2947 a(while) p 2538 2947 a(satisfying) p
2907 2947 a(the) p 3049 2947 a(relation) p Fk 3353 2947
a(F) p Fh 3406 2959 a(c) p Fg 3436 2968 a(sh) p Fo 3530
2947 a(=) p Fk 3618 2947 a(F) p Fh 3671 2959 a(c) p Fg
3701 2968 a(lo) p Fo 3758 2947 a(.) p 3818 2947 a(Recalling) 2170
3045 y(that) p 2349 3045 a(\001) p Fh 2418 3057 a(l) p
Fg 2439 3066 a(sh) p Fk 2533 3045 a(<) p Fo 2621 3045
a(\001) p Fh 2690 3057 a(l) p Fg 2711 3066 a(lo) p Fo
2768 3045 a(,) p 2819 3045 a(these) p 3031 3045 a(\014gures) p
3294 3045 a(suggest) p 3585 3045 a(that) p 3765 3045
a(when) p Fk 3981 3045 a(F) p Fh 4034 3057 a(c) p Fo
4095 3045 a(is) 2170 3142 y(small,) p 2410 3142 a(the) p
2551 3142 a(maxim) n(um) p 2938 3142 a(v) p 2977 3142
a(alue) p 3151 3142 a(of) p Fk 3245 3142 a(\016) p Fh
3282 3154 a(c) p Fg 3312 3163 a(lo) p Fo 3396 3142 a(is) p
3478 3142 a(larger) p 3713 3142 a(than) p 3905 3142 a(that) p
4084 3142 a(of) p Fk 2170 3240 a(\016) p Fh 2207 3252
a(c) p Fg 2237 3261 a(sh) p Fo 2307 3240 a(.) p 2368
3240 a(When) p Fk 2611 3240 a(F) p Fh 2664 3252 a(c) p
Fo 2726 3240 a(is) p 2810 3240 a(small,) p 3051 3240
a(the) p 3194 3240 a(R) p 3248 3240 a(TT) p 3397 3240
a(observ) n(ed) p 3739 3240 a(b) n(y) p 3855 3240 a(a) p
3924 3240 a(source) 2170 3337 y(host) p 2345 3337 a(is) p
2424 3337 a(mostly) p 2689 3337 a(determined) p 3118
3337 a(b) n(y) p 3228 3337 a(the) p 3366 3337 a(propagation) p
3823 3337 a(dela) n(y) p 4006 3337 a(.) p 4063 3337 a(So) 2170
3434 y(the) p 2310 3434 a(maxim) n(um) p 2695 3434 a(v) p
2734 3434 a(alue) p 2906 3434 a(of) p Fk 2998 3434 a(\016) p
Fh 3035 3446 a(c) p Fg 3065 3455 a(lo) p Fo 3147 3434
a(is) p 3228 3434 a(larger) p 3460 3434 a(than) p 3651
3434 a(the) p 3791 3434 a(maxim) n(um) 2170 3532 y(v) p
2209 3532 a(alue) p 2383 3532 a(of) p Fk 2477 3532 a(\016) p
Fh 2514 3544 a(c) p Fg 2544 3553 a(sh) p Fo 2614 3532
a(.) p 2674 3532 a(On) p 2811 3532 a(the) p 2953 3532
a(other) p 3169 3532 a(hand,) p 3398 3532 a(when) p Fk
3614 3532 a(F) p Fh 3667 3544 a(c) p Fo 3728 3532 a(is) p
3810 3532 a(large,) p 4036 3532 a(the) 2170 3629 y(maxim) n(um) p
2567 3629 a(v) p 2606 3629 a(alue) p 2791 3629 a(of) p
Fk 2895 3629 a(\016) p Fh 2932 3641 a(c) p Fo 3003 3629
a(ac) n(hieving) p 3376 3629 a(stabilit) n(y) p 3709
3629 a(seems) p 3955 3629 a(to) p 4066 3629 a(b) r(e) 2170
3727 y(indep) r(enden) n(t) p 2644 3727 a(of) p 2743
3727 a(the) p 2890 3727 a(di\013erence) p 3265 3727 a(in) p
3366 3727 a(propagation) p 3831 3727 a(dela) n(ys) p
4084 3727 a(of) 2170 3824 y(TCP) p 2380 3824 a(connections.) p
2879 3824 a(Figures) p 3180 3824 a(4) p 3255 3824 a(and) p
3423 3824 a(5) p 3498 3824 a(indicate,) p 3842 3824 a(for) p
3976 3824 a(large) p Fk 2170 3922 a(F) p Fh 2223 3934
a(c) p Fo 2257 3922 a(,) p 2305 3922 a(the) p 2445 3922
a(stabilit) n(y) p 2765 3922 a(region) p 3010 3922 a(is) p
3090 3922 a(0) p Fk 3155 3922 a(<) p 3243 3922 a(\016) p
Fh 3280 3934 a(c) p Fg 3310 3943 a(sh) p Fk 3380 3922
a(;) p 3417 3922 a(\016) p Fh 3454 3934 a(c) p Fg 3484
3943 a(lo) p Fk 3564 3922 a(<) p Fo 3651 3922 a(2.) p
3751 3922 a(F) p 3798 3922 a(rom) p 3966 3922 a(these) 2170
4019 y(observ) p 2400 4019 a(ations,) p 2668 4019 a(when) p
Fk 2886 4019 a(F) p Fh 2939 4031 a(c) p Fo 3002 4019
a(is) p 3086 4019 a(large) p 3290 4019 a(\(i.e.,) p 3480
4019 a(the) p 3624 4019 a(pac) n(k) n(et) p 3886 4019
a(w) n(aiting) 2170 4117 y(time) p 2370 4117 a(is) p
2463 4117 a(larger\),) p 2767 4117 a(the) p 2921 4117
a(net) n(w) n(ork) p 3247 4117 a(can) p 3410 4117 a(alw) n(a) n(ys) p
3686 4117 a(b) r(e) p 3809 4117 a(stabilized) 2170 4214
y(with,) p 2383 4214 a(for) p 2511 4214 a(example,) p
2859 4214 a(\() p Fk(\016) p Fh 2928 4226 a(c) p Fg 2958
4235 a(sh) p Fk 3029 4214 a(;) p 3066 4214 a(\016) p
Fh 3103 4226 a(c) p Fg 3133 4235 a(lo) p Fo 3190 4214
a(\)) p 3250 4214 a(=) p 3343 4214 a(\(1,) p 3468 4214
a(1\).) p 3604 4214 a(Ho) n(w) n(ev) n(er,) p 3962 4214
a(when) p Fk 2170 4311 a(F) p Fh 2223 4323 a(c) p Fo
2284 4311 a(is) p 2367 4311 a(small) p 2584 4311 a(\(i.e.,) p
2773 4311 a(the) p 2915 4311 a(pac) n(k) n(et) p 3175
4311 a(w) n(aiting) p 3467 4311 a(time) p 3656 4311 a(is) p
3739 4311 a(smaller\),) p Fk 4080 4311 a(\016) p Fh 4117
4323 a(c) p Fo 2170 4409 a(m) n(ust) p 2376 4409 a(b) r(e) p
2489 4409 a(c) n(hosen) p 2755 4409 a(carefully) p 3092
4409 a(according) p 3466 4409 a(to) p 3567 4409 a(the) p
3710 4409 a(di\013erence) p 4082 4409 a(in) 2170 4506
y(propagation) p 2632 4506 a(dela) n(ys.) 2170 5383 y
@beginspecial 50 @llx 50 @lly 230 @urx 176 @ury 2377
@rwi 732 @rhi @setspecial
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@endspecial Fr 2170 5496 a(Fig.) p 2321 5496 a(5) p Fy
2456 5496 a(Stabilit) n(y) p 2745 5496 a(region) p 2961
5496 a(in) p 3046 5496 a(the) p Fd 3171 5496 a(\016) p
Fc 3202 5504 a(c) p Fg 3230 5516 a(sh) p Fy 3301 5496
a({) p Fd(\016) p Fc 3367 5504 a(c) p Fg 3395 5516 a(lo) p
Fy 3480 5496 a(plane) p 3671 5496 a(for) p 3783 5496
a(propagation) 2170 5576 y(dela) n(y) p 2354 5576 a(for) p
2462 5576 a(\001) p Fc 2521 5588 a(l) p Fg 2541 5600
a(sh) p Fd 2611 5576 a(=) p Fy(\001) p Fc 2705 5588 a(l) p
Fg 2725 5600 a(lo) p Fy 2803 5576 a(=) p 2877 5576 a(2) p
Fd(=) p Fy(3.) p 90 rotate dyy eop
%%Page: 6 6
6 5 bop Fy 0 142 a(6) p Fz 2257 71 a(IEICE) p 2464 71
a(TRANS.) p 2735 71 a(COMMUN.,) p 3111 71 a(V) n(OL.E85{B,) p
3500 71 a(NO.1) p 3675 71 a(JANUAR) p 3948 71 a(Y) p
4019 71 a(2002) p Fo 0 477 a(4.3) p 189 477 a(T) p 242
477 a(ransien) n(t) p 559 477 a(Beha) n(vior) 0 673 y(F) p
47 673 a(or) p 142 673 a(an) p 250 673 a(e\016cien) n(t) p
549 673 a(op) r(eration) p 914 673 a(of) p 1001 673 a(the) p
1137 673 a(windo) n(w-based) p 1663 673 a(\015o) n(w) p
1829 673 a(con-) 0 770 y(trol) p 165 770 a(mec) n(hanism,) p
625 770 a(con) n(trol) p 912 770 a(parameters) p 1349
770 a(should) p 1620 770 a(b) r(e) p 1741 770 a(con\014g-) 0
868 y(ured) p 203 868 a(b) n(y) p 332 868 a(taking) p
601 868 a(accoun) n(t) p 921 868 a(of) p 1029 868 a(transien) n(t) p
1391 868 a(p) r(erformance,) p 1907 868 a(as) 0 965 y(w) n(ell) p
174 965 a(as) p 281 965 a(stabilit) n(y) p 570 965 a(.) p
646 965 a(In) p 755 965 a(what) p 968 965 a(follo) n(w,) p
1238 965 a(w) n(e) p 1366 965 a(therefore) p 1720 965
a(in) n(v) n(esti-) 0 1062 y(gate) p 175 1062 a(ho) n(w) p
343 1062 a(con) n(trol) p 618 1062 a(parameters) p 1043
1062 a(are) p 1176 1062 a(c) n(hosen) p 1437 1062 a(to) p
1534 1062 a(optimize) p 1866 1062 a(the) 0 1160 y(transien) n(t) p
357 1160 a(p) r(erformance) p 841 1160 a(of) p 944 1160
a(TCP) p 1157 1160 a(connections) p 1613 1160 a(while) p
1838 1160 a(pre-) 0 1257 y(serving) p 291 1257 a(the) p
441 1257 a(stabilit) n(y) p 772 1257 a(of) p 873 1257
a(the) p 1024 1257 a(net) n(w) n(ork.) p 1393 1257 a(Namely) p
1663 1257 a(,) p 1723 1257 a(w) n(e) p 1852 1257 a(will) 0
1355 y(deriv) n(e) p 246 1355 a(the) p 390 1355 a(optimal) p
695 1355 a(v) p 734 1355 a(alues) p 944 1355 a(of) p
Fk 1039 1355 a(\016) p Fh 1076 1367 a(c) p Fo 1139 1355
a(and) p Fk 1301 1355 a(\015) p Fh 1344 1367 a(c) p Fo
1407 1355 a(to) p 1510 1355 a(minimize) p 1866 1355 a(the) 0
1452 y(settling-time:) p 527 1452 a(i.e.,) p 690 1452
a(the) p 839 1452 a(time) p 1033 1452 a(tak) n(en) p
1264 1452 a(for) p 1396 1452 a(the) p 1544 1452 a(windo) n(w) p
1851 1452 a(size) 0 1550 y(of) p 105 1550 a(the) p 258
1550 a(source) p 523 1550 a(host) p 713 1550 a(and) p
885 1550 a(the) p 1038 1550 a(n) n(um) n(b) r(er) p 1350
1550 a(of) p 1455 1550 a(pac) n(k) n(ets) p 1759 1550
a(in) p 1866 1550 a(the) 0 1647 y(router's) p 305 1647
a(bu\013er) p 543 1647 a(to) p 645 1647 a(con) n(v) n(erge.) 165
1745 y(As) p 286 1745 a(discussed) p 646 1745 a(in) p
741 1745 a(Section) p 1030 1745 a(3.3,) p 1186 1745 a(transien) n(t) p
1533 1745 a(p) r(erformance) 0 1842 y(of) p 91 1842 a(the) p
230 1842 a(net) n(w) n(ork) p 543 1842 a(is) p 623 1842
a(mostly) p 890 1842 a(determined) p 1320 1842 a(b) n(y) p
Fj 1432 1842 a(j) p Fk(\025) p Fj(j) p Fo 1551 1842 a(as) p
1649 1842 a(indicated) 0 1939 y(b) n(y) p 110 1939 a(Eq.\(15\).) p
439 1939 a(Note) p 634 1939 a(that) p 809 1939 a(the) p
946 1939 a(actual) p 1190 1939 a(transien) n(t) p 1533
1939 a(p) r(erformance) 0 2037 y(is) p 85 2037 a(a\013ected) p
394 2037 a(not) p 543 2037 a(only) p 727 2037 a(b) n(y) p
845 2037 a(the) p 989 2037 a(v) p 1028 2037 a(alue) p
1206 2037 a(of) p Fj 1302 2037 a(j) p Fk(\025) p Fj(j) p
Fo 1426 2037 a(but) p 1580 2037 a(also) p 1749 2037 a(b) n(y) p
1866 2037 a(the) 0 2134 y(length) p 258 2134 a(of) p
Fk 356 2134 a(\034) p Fo 401 2134 a(\001) p Fh 470 2146
a(LC) t(M) p Fo 673 2134 a(since) p 881 2134 a(the) p
1028 2134 a(state) p 1235 2134 a(c) n(hanges) p 1546
2134 a(p) r(er) p Fk 1695 2134 a(\034) p Fo 1740 2134
a(\001) p Fh 1809 2146 a(LC) t(M) p Fo 0 2232 a(in) p
98 2232 a(Eq.) p 249 2232 a(\(13\).) p 459 2232 a(So,) p
598 2232 a(when) p Fj 815 2232 a(j) p Fk(\025) p Fj(j) p
Fo 938 2232 a(is) p 1022 2232 a(same,) p 1254 2232 a(the) p
1398 2232 a(ramp-up) p 1735 2232 a(time) p 1925 2232
a(is) 0 2329 y(not) p 148 2329 a(same) p 356 2329 a(for) p
483 2329 a(a) p 552 2329 a(di\013eren) n(t) p Fk 880
2329 a(\034) p Fo 925 2329 a(\001) p Fh 994 2341 a(LC) t(M) p
Fo 1165 2329 a(.) 0 3129 y @beginspecial 50 @llx 50 @lly
230 @urx 176 @ury 2377 @rwi 732 @rhi @setspecial
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LT1
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gsave
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1.000 UL
LT2
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%%Trailer
%%DocumentFonts: Helvetica-Ryumin

%%EndDocument
@endspecial Fr 0 3242 a(Fig.) p 151 3242 a(6) p Fb 286
3242 a(j) p Fd(\025) p Fb(j) p Fy 407 3242 a(in) p 506
3242 a(the) p Fd 645 3242 a(\016) p Fc 676 3250 a(c) p
Fg 704 3262 a(sh) p Fy 774 3242 a({) p Fd(\016) p Fc
840 3250 a(c) p Fg 868 3262 a(lo) p Fy 966 3242 a(plane) p
1172 3242 a(for) p Fd 1297 3242 a(F) p Fc 1342 3250 a(c) p
Fg 1370 3262 a(sh) p Fy 1488 3242 a(=) p Fd 1590 3242
a(F) p Fc 1635 3250 a(c) p Fg 1663 3262 a(lo) p Fy 1768
3242 a(=) p 1871 3242 a(4) p Fd(:) p Fy(5,) 0 3322 y(\001) p
Fc 59 3334 a(l) p Fg 79 3346 a(sh) p Fd 149 3322 a(=) p
Fy(\001) p Fc 243 3334 a(l) p Fg 263 3346 a(lo) p Fy
340 3322 a(=) p 415 3322 a(1) p Fd(=) p Fy(2.) p Fo 165
3600 a(Figure) p 420 3600 a(6) p 482 3600 a(sho) n(ws) p
713 3600 a(lines) p 895 3600 a(for) p 1014 3600 a(di\013eren) n(t) p
1335 3600 a(v) p 1374 3600 a(alues) p 1574 3600 a(of) p
Fj 1662 3600 a(j) p Fk(\025) p Fj(j) p Fo 1776 3600 a(in) p
1866 3600 a(the) p Fk 0 3697 a(\016) p Fh 37 3709 a(c) p
Fg 67 3718 a(sh) p Fo 137 3697 a({) p Fk(\016) p Fh 216
3709 a(c) p Fg 246 3718 a(lo) p Fo 331 3697 a(plane) p
554 3697 a(when) p 772 3697 a(the) p 916 3697 a(ratio) p
1116 3697 a(of) p 1212 3697 a(propagation) p 1675 3697
a(dela) n(ys) p 1925 3697 a(is) 0 3795 y(1:2.) p 202
3795 a(The) p 384 3795 a(follo) n(wing) p 746 3795 a(parameters) p
1188 3795 a(are) p 1339 3795 a(used:) p 1584 3795 a(the) p
1739 3795 a(b) r(ottle-) 0 3892 y(nec) n(k) p 198 3892
a(bandwidth) p Fk 622 3892 a(\026) p Fh 672 3904 a(l) p
Fg 693 3912 a(B) p Fo 785 3892 a(=) p 888 3892 a(2) p
966 3892 a([pac) n(k) n(et/ms],) p 1451 3892 a(the) p
1603 3892 a(n) n(um) n(b) r(er) p 1914 3892 a(of) 0 3990
y(TCP) p 215 3990 a(connections) p Fk 674 3990 a(N) p
Fh 741 4002 a(c) p Fg 771 4011 a(sh) p Fo 882 3990 a(=) p
Fk 987 3990 a(N) p Fh 1054 4002 a(c) p Fg 1084 4011 a(lo) p
Fo 1182 3990 a(=) p 1288 3990 a(3,) p 1393 3990 a(the) p
1547 3990 a(propagation) 0 4087 y(dela) n(y) p Fk 220
4087 a(\034) p Fo 294 4087 a(=) p 388 4087 a(1) p 460
4087 a([ms],) p 663 4087 a(the) p 810 4087 a(con) n(trol) p
1092 4087 a(parameter) p Fk 1493 4087 a(\015) p Fh 1536
4099 a(c) p Fg 1566 4108 a(sh) p Fo 1665 4087 a(=) p
Fk 1758 4087 a(\015) p Fh 1801 4099 a(c) p Fg 1831 4108
a(lo) p Fo 1916 4087 a(=) 0 4185 y(3) p 72 4185 a([pac) n(k) n(et].) p
419 4185 a(The) p 593 4185 a(v) p 632 4185 a(alue) p
810 4185 a(of) p Fk 907 4185 a(F) p Fh 960 4197 a(c) p
Fo 1025 4185 a(is) p Fk 1111 4185 a(F) p Fh 1164 4197
a(c) p Fg 1194 4206 a(sh) p Fo 1292 4185 a(=) p Fk 1384
4185 a(F) p Fh 1437 4197 a(c) p Fg 1467 4206 a(lo) p
Fo 1553 4185 a(=) p 1645 4185 a(4) p Fk(:) p Fo(5.) p
1819 4185 a(This) 0 4282 y(\014gure) p 230 4282 a(indicates) p
575 4282 a(that,) p 777 4282 a(when) p 992 4282 a(the) p
1134 4282 a(p) r(oin) n(t) p 1349 4282 a(\() p Fk(\016) p
Fh 1418 4294 a(c) p Fg 1448 4303 a(sh) p Fo 1519 4282
a(,) p Fk 1569 4282 a(\016) p Fh 1606 4294 a(c) p Fg
1636 4303 a(lo) p Fo 1693 4282 a(\)) p 1751 4282 a(is) p
1833 4282 a(out-) 0 4380 y(side) p 165 4380 a(of) p 259
4380 a(the) p 401 4380 a(line) p Fj 556 4380 a(j) p Fk(\025) p
Fj(j) p Fo 674 4380 a(=) p 762 4380 a(1) p Fk(:) p Fo(0,) p
918 4380 a(the) p 1060 4380 a(net) n(w) n(ork) p 1375
4380 a(is) p 1457 4380 a(unstable.) p 1821 4380 a(Also) 0
4477 y(the) p 149 4477 a(transien) n(t) p 505 4477 a(p) r(erformance) p
986 4477 a(is) p 1076 4477 a(almost) p 1350 4477 a(optimal) p
1661 4477 a(when) p 1884 4477 a(in-) 0 4574 y(side) p
167 4574 a(the) p 309 4574 a(line) p Fj 466 4574 a(j) p
Fk(\025) p Fj(j) p Fo 584 4574 a(=) p 672 4574 a(0) p
Fk(:) p Fo(2.) 165 4672 y(W) p 243 4672 a(e) p 313 4672
a(next) p 504 4672 a(sho) n(w) p 713 4672 a(the) p 861
4672 a(v) p 900 4672 a(alue) p 1079 4672 a(of) p Fj 1178
4672 a(j) p Fk(\025) p Fj(j) p Fo 1305 4672 a(with) p
1498 4672 a(a) p 1571 4672 a(small) p Fk 1793 4672 a(F) p
Fh 1846 4684 a(c) p Fo 1912 4672 a(in) 0 4769 y(the) p
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a(sh) p Fo 294 4769 a({) p Fk(\016) p Fh 373 4781 a(c) p
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%%Trailer
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%%EndDocument
@endspecial Fr 2170 1027 a(Fig.) p 2321 1027 a(7) p Fb
2456 1027 a(j) p Fd(\025) p Fb(j) p Fy 2568 1027 a(in) p
2659 1027 a(the) p Fd 2790 1027 a(\016) p Fc 2821 1035
a(c) p Fg 2849 1047 a(sh) p Fy 2919 1027 a({) p Fd(\016) p
Fc 2985 1035 a(c) p Fg 3013 1047 a(lo) p Fy 3103 1027
a(plane) p 3300 1027 a(for) p Fd 3416 1027 a(F) p Fc
3461 1035 a(c) p Fg 3489 1047 a(sh) p Fy 3594 1027 a(=) p
Fd 3683 1027 a(F) p Fc 3728 1035 a(c) p Fg 3756 1047
a(lo) p Fy 3847 1027 a(=) p 3935 1027 a(0) p Fd(:) p
Fy(0045,) 2170 1106 y(\001) p Fc 2229 1118 a(l) p Fg
2249 1130 a(sh) p Fd 2319 1106 a(=) p Fy(\001) p Fc 2413
1118 a(l) p Fg 2433 1130 a(lo) p Fy 2510 1106 a(=) p
2585 1106 a(1) p Fd(=) p Fy(2.) p Fk 2170 1353 a(\034) p
Fo 2252 1353 a(are) p 2400 1353 a(uncon) n(trollable) p
2951 1353 a(parameters,) p 3415 1353 a(the) p 3567 1353
a(con) n(trol) p 3856 1353 a(parame-) 2170 1450 y(ter) p
Fk 2296 1450 a(\015) p Fh 2339 1462 a(c) p Fo 2397 1450
a(can) p 2546 1450 a(b) r(e) p 2656 1450 a(c) n(hosen) p
2919 1450 a(freely) p 3142 1450 a(at) p 3240 1450 a(the) p
3380 1450 a(source) p 3631 1450 a(host.) p 3842 1450
a(Hence,) p 4110 1450 a(a) 2170 1547 y(larger) p Fk 2398
1547 a(\015) p Fh 2441 1559 a(c) p Fo 2495 1547 a(is) p
2571 1547 a(required) p 2889 1547 a(to) p 2983 1547 a(ac) n(hiev) n(e) p
3264 1547 a(a) p 3325 1547 a(b) r(etter) p 3565 1547
a(transien) n(t) p 3906 1547 a(p) r(erfor-) 2170 1645
y(mance.) p 2460 1645 a(As) p 2582 1645 a(suggested) p
2956 1645 a(b) n(y) p 3071 1645 a(Eq.) p 3222 1645 a(\(17\),) p
3419 1645 a(the) p 3562 1645 a(n) n(um) n(b) r(er) p
3863 1645 a(of) p 3957 1645 a(pac) n(k-) 2170 1742 y(ets) p
2302 1742 a(queued) p 2588 1742 a(in) p 2688 1742 a(the) p
2833 1742 a(router's) p 3141 1742 a(bu\013er) p 3381
1742 a(is) p 3467 1742 a(prop) r(ortional) p 3947 1742
a(to) p Fk 4051 1742 a(\015) p Fh 4094 1754 a(c) p Fo
4128 1742 a(.) 2170 1840 y(In) p 2274 1840 a(other) p
2491 1840 a(w) n(ords,) p 2753 1840 a(there) p 2966 1840
a(is) p 3050 1840 a(a) p 3119 1840 a(trade-o\013) p 3454
1840 a(b) r(et) n(w) n(een) p 3775 1840 a(the) p 3918
1840 a(pac) n(k) n(et) 2170 1937 y(w) n(aiting) p 2454
1937 a(time) p 2634 1937 a(in) p 2721 1937 a(the) p 2855
1937 a(router's) p 3151 1937 a(bu\013er) p 3380 1937
a(and) p 3532 1937 a(the) p 3666 1937 a(transien) n(t) p
4006 1937 a(p) r(er-) 2170 2035 y(formance.) p 2575 2035
a(As) p 2703 2035 a(w) n(e) p 2831 2035 a(ha) n(v) n(e) p
3027 2035 a(discussed) p 3394 2035 a(in) p 3496 2035
a(Section) p 3791 2035 a(3.3,) p 3955 2035 a(if) p 4036
2035 a(the) 2170 2132 y(con) n(trol) p 2454 2132 a(parameter) p
Fk 2856 2132 a(\015) p Fh 2899 2144 a(c) p Fo 2965 2132
a(can) p 3123 2132 a(b) r(e) p 3240 2132 a(set) p 3375
2132 a(to) p 3481 2132 a(a) p 3555 2132 a(su\016cien) n(tly) p
3976 2132 a(large) 2170 2230 y(v) p 2209 2230 a(alue,) p
2413 2230 a(the) p 2561 2230 a(net) n(w) n(ork) p 2881
2230 a(can) p 3038 2230 a(b) r(e) p 3155 2230 a(stabilized) p
3529 2230 a(with) p 3723 2230 a(0) p Fk 3795 2230 a(<) p
3890 2230 a(\016) p Fh 3927 2242 a(c) p Fk 3991 2230
a(<) p Fo 4087 2230 a(2.) 2170 2327 y(Ho) n(w) n(ev) n(er,) p
2538 2327 a(b) r(ecause) p 2854 2327 a(of) p 2957 2327
a(some) p 3173 2327 a(reason) p 3440 2327 a(suc) n(h) p
3636 2327 a(as) p 3746 2327 a(the) p 3897 2327 a(limited) 2170
2424 y(bu\013er) p 2409 2424 a(size) p 2568 2424 a(of) p
2665 2424 a(the) p 2809 2424 a(b) r(ottlenec) n(k) p
3214 2424 a(router,) p Fk 3489 2424 a(\015) p Fh 3532
2436 a(c) p Fo 3595 2424 a(sometimes) p 3999 2424 a(ma) n(y) 2170
2522 y(not) p 2316 2522 a(tak) n(e) p 2495 2522 a(a) p
2562 2522 a(large) p 2764 2522 a(v) p 2803 2522 a(alue.) p
3010 2522 a(In) p 3112 2522 a(suc) n(h) p 3298 2522 a(cases,) p
Fk 3529 2522 a(\016) p Fh 3566 2534 a(c) p Fo 3626 2522
a(should) p 3887 2522 a(b) r(e) p 3999 2522 a(con-) 2170
2619 y(\014gured) p 2448 2619 a(carefully) p 2787 2619
a(b) n(y) p 2903 2619 a(taking) p 3161 2619 a(accoun) n(t) p
3469 2619 a(of) p 3565 2619 a(the) p 3709 2619 a(di\013erence) p
4082 2619 a(in) 2170 2717 y(propagation) p 2632 2717
a(dela) n(ys) p 2881 2717 a(of) p 2976 2717 a(TCP) p
3180 2717 a(connections.) p Fu 2170 2907 a(5.) p 2340
2907 a(Case) p 2568 2907 a(of) p 2677 2907 a(Multiple) p
3066 2907 a(Bottlenec) m(k) p 3545 2907 a(Links) p Fo
2170 3098 a(5.1) p 2359 3098 a(Net) n(w) n(ork) p 2691
3098 a(Con\014guration) 2170 3289 y(As) p 2287 3289 a(sho) n(wn) p
2534 3289 a(in) p 2625 3289 a(Fig.) p 2789 3289 a(8,) p
2877 3289 a(a) p 2940 3289 a(rather) p 3184 3289 a(simple) p
3438 3289 a(net) n(w) n(ork) p 3748 3289 a(mo) r(del) p
3990 3289 a(with) 2170 3386 y(m) n(ultiple) p 2505 3386
a(b) r(ottlenec) n(k) p 2917 3386 a(links) p 3123 3386
a(is) p 3216 3386 a(used) p 3415 3386 a(in) p 3521 3386
a(the) p 3674 3386 a(follo) n(wing) p 4033 3386 a(n) n(u-) 2170
3484 y(merical) p 2463 3484 a(examples.) p 2858 3484
a(The) p 3030 3484 a(mo) r(del) p 3279 3484 a(consists) p
3586 3484 a(of) p 3682 3484 a(three) p 3896 3484 a(routers) p
Fk 2170 3581 a(n) p Fh 2220 3593 a(i) p Fo 2280 3581
a(\(1) p Fj 2385 3581 a(\024) p Fk 2481 3581 a(n) p Fj
2562 3581 a(\024) p Fo 2657 3581 a(3\)) p 2764 3581 a(connected) p
3156 3581 a(in) p 3258 3581 a(serial.) p 3522 3581 a(TCP) p
3731 3581 a(connections) 2170 3678 y(are) p 2316 3678
a(classi\014ed) p 2670 3678 a(in) n(to) p 2846 3678 a(three) p
3065 3678 a(groups) p 3341 3678 a(called) p Fk 3583 3678
a(C) p Fh 3642 3690 a(i) p Fo 3705 3678 a(\(1) p Fj 3814
3678 a(\024) p Fk 3914 3678 a(i) p Fj 3978 3678 a(\024) p
Fo 4077 3678 a(3\)) 2170 3776 y(according) p 2553 3776
a(to) p 2664 3776 a(their) p 2872 3776 a(paths.) p 3158
3776 a(W) p 3236 3776 a(e) p 3310 3776 a(call) p 3472
3776 a(a) p 3550 3776 a(TCP) p 3764 3776 a(connection) 2170
3873 y(b) r(elonging) p 2545 3873 a(to) p Fk 2646 3873
a(C) p Fh 2705 3885 a(i) p Fo 2761 3873 a(as) p Fk 2862
3873 a(c) p Fh 2898 3885 a(i) p Fo 2953 3873 a(\(1) p
Fj 3050 3873 a(\024) p Fk 3137 3873 a(i) p Fj 3189 3873
a(\024) p Fo 3277 3873 a(3\)) p 3378 3873 a(for) p 3504
3873 a(brevit) n(y) p 3754 3873 a(.) p 3813 3873 a(Links) p
4038 3873 a(b) r(e-) 2170 3971 y(t) n(w) n(een) p 2403
3971 a(routers) p 2682 3971 a(\(i.e.,) p Fk 2869 3971
a(l) p Fz 2894 3983 a(1) p Fo 2956 3971 a(and) p Fk 3115
3971 a(l) p Fz 3140 3983 a(2) p Fo 3177 3971 a(\)) p
3234 3971 a(are) p 3370 3971 a(assumed) p 3700 3971 a(to) p
3799 3971 a(b) r(e) p 3909 3971 a(b) r(ottle-) 2170 4068
y(nec) n(k) p 2354 4068 a(links) p 2546 4068 a(in) p
2638 4068 a(this) p 2795 4068 a(mo) r(del.) p 3073 4068
a(In) p 3172 4068 a(other) p 3384 4068 a(w) n(ords,) p
3641 4068 a(link) p 3800 4068 a(capacities) 2170 4166
y(of) p 2270 4166 a(all) p 2390 4166 a(other) p 2613
4166 a(links) p 2814 4166 a(are) p 2958 4166 a(assumed) p
3297 4166 a(to) p 3403 4166 a(b) r(e) p 3522 4166 a(larger) p
3763 4166 a(than) p 3962 4166 a(those) 2170 4263 y(of) p
Fk 2269 4263 a(l) p Fz 2294 4275 a(1) p Fo 2363 4263
a(and) p Fk 2529 4263 a(l) p Fz 2554 4275 a(2) p Fo 2591
4263 a(.) p 2664 4263 a(Hence,) p 2939 4263 a(TCP) p
3148 4263 a(connection) p Fk 3567 4263 a(c) p Fz 3603
4275 a(1) p Fo 3673 4263 a(tra) n(v) n(erses) p 4022
4263 a(t) n(w) n(o) 2170 4361 y(b) r(ottlenec) n(k) p
2581 4361 a(links,) p 2811 4361 a(whereas) p 3133 4361
a(TCP) p 3345 4361 a(connections) p Fk 3800 4361 a(c) p
Fz 3836 4373 a(2) p Fo 3909 4361 a(and) p Fk 4078 4361
a(c) p Fz 4114 4373 a(3) p Fo 2170 4458 a(do) p 2287
4458 a(a) p 2357 4458 a(single) p 2590 4458 a(b) r(ottlenec) n(k) p
2995 4458 a(link.) p 3196 4458 a(W) p 3274 4458 a(e) p
3340 4458 a(set) p 3471 4458 a(\001) p Fh 3540 4470 a(l) p
Ff 3561 4478 a(1) p Fo 3623 4458 a(=) p 3714 4458 a(\001) p
Fh 3783 4470 a(l) p Ff 3804 4478 a(2) p Fo 3866 4458
a(=) p 3956 4458 a(1) p 4027 4458 a(but) 2170 4555 y(\001) p
Fh 2239 4567 a(l) p Fo 2290 4555 a(=) p 2379 4555 a(0) p
2449 4555 a(for) p 2577 4555 a(all) p 2694 4555 a(other) p
2912 4555 a(links.) p 3144 4555 a(So) p 3260 4555 a(the) p
3404 4555 a(propagation) p 3866 4555 a(dela) n(y) p 4084
4555 a(of) 2170 4653 y(eac) n(h) p 2357 4653 a(TCP) p
2561 4653 a(connection) p 2976 4653 a(is) p 3060 4653
a(prop) r(ortional) p 3537 4653 a(to) p 3639 4653 a(the) p
3782 4653 a(n) n(um) n(b) r(er) p 4084 4653 a(of) 2170
4750 y(b) r(ottlenec) n(k) p 2574 4750 a(links) p 2770
4750 a(that) p 2950 4750 a(it) p 3033 4750 a(tra) n(v) n(erses.) 2170
5509 y @beginspecial 4 @llx 742 @lly 195 @urx 833 @ury
2377 @rwi 732 @rhi @setspecial
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@endspecial Fr 2170 5622 a(Fig.) p 2321 5622 a(8) p Fy
2456 5622 a(Net) n(w) n(ork) p 2732 5622 a(con\014guration) p
3153 5622 a(in) p 3229 5622 a(the) p 3344 5622 a(case) p
3487 5622 a(of) p 3561 5622 a(m) n(ultiple) p 3832 5622
a(b) r(ottlenec) n(k) 2170 5701 y(links) p 90 rotate
dyy eop
%%Page: 7 7
7 6 bop Fz 0 71 a(T) p 42 71 a(AKA) n(GAKI) p 387 71
a(et) p 464 71 a(al.:) p 576 71 a(ANAL) p 759 71 a(YSIS) p
928 71 a(OF) p 1044 71 a(A) p 1115 71 a(WINDO) n(W-BASED) p
1693 71 a(FLO) n(W) p 1915 71 a(CONTR) n(OL) p 2270 71
a(MECHANISM) p 2712 71 a(BASED) p 2961 71 a(ON) p 3083
71 a(TCP) p 3245 71 a(VEGAS) p Fy 4116 142 a(7) p Fo
0 477 a(5.2) p 189 477 a(Throughput) p 655 477 a(and) p
817 477 a(F) p 864 477 a(airness) 0 674 y(Figure) p 263
674 a(9) p 334 674 a(sho) n(ws) p 574 674 a(the) p 719
674 a(throughput) p 1159 674 a(v) p 1198 674 a(alues) p
1407 674 a(of) p 1503 674 a(TCP) p 1709 674 a(connec-) 0
772 y(tions.) p 237 772 a(In) p 342 772 a(this) p 504
772 a(\014gure,) p 759 772 a(the) p 903 772 a(capacit) n(y) p
1231 772 a(of) p 1326 772 a(the) p 1469 772 a(link) p
Fk 1634 772 a(l) p Fz 1659 784 a(1) p Fo 1724 772 a(is) p
1808 772 a(\014xed) 0 869 y(at) p Fk 108 869 a(\026) p
Fh 158 881 a(l) p Fo 217 869 a(=) p 316 869 a(20) p 433
869 a([pac) n(k) n(et/ms]) p 889 869 a(while) p 1112
869 a(the) p 1261 869 a(capacit) n(y) p 1595 869 a(of) p
1696 869 a(the) p 1845 869 a(link) p Fk 0 966 a(l) p
Fz 25 978 a(2) p Fo 91 966 a(is) p 175 966 a(c) n(hanged.) p
531 966 a(F) p 578 966 a(or) p 682 966 a(other) p 900
966 a(parameters,) p 1354 966 a(the) p 1498 966 a(follo) n(wing) p
1850 966 a(v) p 1889 966 a(al-) 0 1064 y(ues) p 155 1064
a(are) p 305 1064 a(used:) p Fj 550 1064 a(j) p Fk(C) p
Fh 632 1076 a(i) p Fj 660 1064 a(j) p Fo 726 1064 a(=) p
833 1064 a(10) p 955 1064 a(\(1) p Fj 1071 1064 a(\024) p
Fk 1178 1064 a(i) p Fj 1249 1064 a(\024) p Fo 1356 1064
a(3\),) p Fk 1495 1064 a(\034) p Fo 1583 1064 a(=) p
1690 1064 a(1) p 1810 1064 a([ms],) p Fk 0 1161 a(\015) p
Fh 43 1173 a(c) p Fg 73 1181 a(i) p Fo 131 1161 a(=) p
224 1161 a(3) p 297 1161 a([ms]) p 476 1161 a(\(1) p
Fj 578 1161 a(\024) p Fk 671 1161 a(i) p Fj 727 1161
a(\024) p Fo 820 1161 a(3\).) p 964 1161 a(As) p 1089
1161 a(can) p 1245 1161 a(b) r(e) p 1361 1161 a(seen) p
1544 1161 a(from) p 1744 1161 a(Fig.) p 1916 1161 a(9,) 0
1259 y(when) p 214 1259 a(t) n(w) n(o) p 368 1259 a(b) r(ottlenec) n(k)
p 768 1259 a(links) p 962 1259 a(ha) n(v) n(e) p 1150
1259 a(the) p 1290 1259 a(same) p 1495 1259 a(capacit) n(y) p
1820 1259 a(\(i.e.,) p Fk 0 1356 a(\026) p Fh 50 1368
a(l) p Ff 71 1376 a(2) p Fo 158 1356 a(=) p 272 1356
a(20\),) p 459 1356 a(w) n(e) p 597 1356 a(ha) n(v) n(e) p
805 1356 a(a) p 890 1356 a(relation:) p Fk 1260 1356
a(\032) p Ft 1303 1326 a(\003) p Fh 1303 1377 a(c) p
Ff 1333 1385 a(2) p Fo 1419 1356 a(=) p Fk 1533 1356
a(\032) p Ft 1576 1326 a(\003) p Fh 1576 1377 a(c) p
Ff 1606 1385 a(3) p Fo 1693 1356 a(=) p 1807 1356 a(2) p
Fk(\032) p Ft 1892 1326 a(\003) p Fh 1892 1377 a(c) p
Ff 1922 1385 a(1) p Fo 1958 1356 a(.) 0 1454 y(Namely) p
270 1454 a(,) p 327 1454 a(the) p 475 1454 a(throughput) p
919 1454 a(of) p 1018 1454 a(the) p 1166 1454 a(TCP) p
1375 1454 a(connection) p 1796 1454 a(is) p 1884 1454
a(in-) 0 1551 y(v) n(ersely) p 277 1551 a(prop) r(ortional) p
757 1551 a(to) p 861 1551 a(the) p 1006 1551 a(n) n(um) n(b) r(er) p
1310 1551 a(of) p 1407 1551 a(b) r(ottlenec) n(k) p 1812
1551 a(links) 0 1648 y(it) p 90 1648 a(tra) n(v) n(erses.) p
487 1648 a(On) p 632 1648 a(the) p 781 1648 a(con) n(trary) p
1081 1648 a(,) p 1138 1648 a(when) p Fk 1361 1648 a(\026) p
Fh 1411 1660 a(l) p Ff 1432 1668 a(2) p Fo 1503 1648
a(is) p 1593 1648 a(su\016cien) n(tly) 0 1746 y(large,) p
248 1746 a(TCP) p 470 1746 a(connections) p Fk 935 1746
a(c) p Fz 971 1758 a(1) p Fo 1053 1746 a(and) p Fk 1232
1746 a(c) p Fz 1268 1758 a(2) p Fo 1350 1746 a(receiv) n(e) p
1640 1746 a(the) p 1801 1746 a(same) 0 1843 y(throughput.) 0
2650 y @beginspecial 50 @llx 50 @lly 230 @urx 176 @ury
2377 @rwi 732 @rhi @setspecial
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Fc 364 2855 a(l) p Fy 388 2843 a(.) p Fo 0 3209 a(5.3) p
189 3209 a(Stabilit) n(y) p 526 3209 a(and) p 687 3209
a(T) p 740 3209 a(ransien) n(t) p 1057 3209 a(P) n(erformance) 0
3405 y(W) p 78 3405 a(e) p 154 3405 a(sho) n(w) p 370
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1117 3405 a(in) p 1224 3405 a(Fig.) p 1404 3405 a(10.) p
1579 3405 a(In) p 1693 3405 a(this) p 1866 3405 a(\014g-) 0
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Fk 865 3503 a(l) p Fz 890 3515 a(2) p Fo 972 3503 a(are) p
1129 3503 a(giv) n(en) p 1364 3503 a(the) p 1525 3503
a(same) p 1750 3503 a(capac-) 0 3600 y(it) n(y) p 144
3600 a(\(denoted) p 510 3600 a(b) n(y) p Fk 645 3600
a(\026) p Fh 695 3612 a(l) p Fo 720 3600 a(\)) p 800
3600 a(but) p Fk 972 3600 a(\026) p Fh 1022 3612 a(l) p
Fo 1095 3600 a(is) p 1198 3600 a(c) n(hanged) p 1538
3600 a(from) p 1754 3600 a(0.2) p 1907 3600 a(to) 0 3697
y(2,000) p 218 3697 a([pac) n(k) n(et/ms].) p 704 3697
a(The) p 875 3697 a(net) n(w) n(ork) p 1193 3697 a(is) p
1277 3697 a(stabilized) p 1648 3697 a(when) p 1866 3697
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390 3795 a(\016) p Fh 427 3807 a(c) p Ff 457 3815 a(2) p
Fo 493 3795 a(\)) p 554 3795 a(resides) p 823 3795 a(in) p
921 3795 a(the) p 1064 3795 a(region) p 1314 3795 a(surrounded) p
1750 3795 a(b) n(y) p 1866 3795 a(the) 0 3892 y(b) r(oundary) p
366 3892 a(line.) p 552 3892 a(TCP) p 748 3892 a(connections) p
Fk 1188 3892 a(c) p Fz 1224 3904 a(2) p Fo 1281 3892
a(and) p Fk 1434 3892 a(c) p Fz 1470 3904 a(3) p Fo 1527
3892 a(are) p 1657 3892 a(giv) n(en) p 1866 3892 a(the) 0
3990 y(same) p 209 3990 a(v) p 248 3990 a(alue) p 425
3990 a(of) p Fk 521 3990 a(\016) p Fh 558 4002 a(c) p
Fo 592 3990 a(.) p 656 3990 a(Other) p 897 3990 a(parameters) p
1328 3990 a(are) p 1468 3990 a(equal) p 1689 3990 a(to) p
1791 3990 a(those) 0 4087 y(of) p 94 4087 a(Fig.) p 263
4087 a(9.) p 365 4087 a(Figure) p 626 4087 a(10) p 736
4087 a(sho) n(ws) p 974 4087 a(that) p 1154 4087 a(the) p
1296 4087 a(stabilit) n(y) p 1619 4087 a(region) p 1868
4087 a(b) r(e-) 0 4185 y(comes) p 242 4185 a(0) p Fj
306 4185 a(\024) p Fk 394 4185 a(\016) p Fh 431 4197
a(c) p Ff 461 4205 a(1) p Fk 497 4185 a(;) p 534 4185
a(\016) p Fh 571 4197 a(c) p Ff 601 4205 a(2) p Fj 660
4185 a(\024) p Fo 748 4185 a(2) p 814 4185 a(as) p 912
4185 a(the) p 1052 4185 a(link) p 1213 4185 a(capacit) n(y) p
Fk 1537 4185 a(\026) p Fh 1587 4197 a(l) p Fo 1637 4185
a(con) n(v) n(erges) 0 4282 y(to) p 103 4282 a(zero.) p
317 4282 a(Namely) p 587 4282 a(,) p 640 4282 a(when) p
859 4282 a(the) p 1004 4282 a(link) p 1169 4282 a(capacit) n(y) p
1499 4282 a(is) p 1584 4282 a(v) n(ery) p 1768 4282 a(small,) 0
4380 y(the) p 148 4380 a(con) n(trol) p 432 4380 a(parameter) p
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a(of) p 1036 4380 a(a) p 1110 4380 a(TCP) p 1319 4380
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552 4769 a(to) p 651 4769 a(3.5) p 783 4769 a(and) p
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1516 4769 a(.) p 1575 4769 a(It) p 1662 4769 a(indicates) 0
4867 y(that) p 181 4867 a(a) p 251 4867 a(larger) p 488
4867 a(v) p 527 4867 a(alue) p Fk 704 4867 a(\016) p
Fh 741 4879 a(c) p Fo 804 4867 a(can) p 957 4867 a(b) r(e) p
1071 4867 a(assigned) p 1401 4867 a(to) p 1504 4867 a(TCP) p
1709 4867 a(connec-) 0 4964 y(tion) p 183 4964 a(tra) n(v) n(ersing) p
581 4964 a(more) p 801 4964 a(b) r(ottlenec) n(k) p 1216
4964 a(links) p 1425 4964 a(without) p 1746 4964 a(deteri-) 0
5062 y(orating) p 295 5062 a(net) n(w) n(ork) p 621 5062
a(stabilit) n(y) p 910 5062 a(.) p 997 5062 a(Note) p
1206 5062 a(that) p 1395 5062 a(the) p 1547 5062 a(propagation) 0
5159 y(dela) n(y) p 219 5159 a(of) p 316 5159 a(the) p
461 5159 a(TCP) p 668 5159 a(connection) p 1085 5159
a(as) p 1189 5159 a(w) n(ell) p 1360 5159 a(as) p 1464
5159 a(the) p 1610 5159 a(n) n(um) n(b) r(er) p 1914
5159 a(of) 0 5256 y(b) r(ottlenec) n(k) p 404 5256 a(links) p
600 5256 a(is) p 684 5256 a(also) p 850 5256 a(a) p 920
5256 a(k) n(ey) p 1069 5256 a(factor) p 1307 5256 a(in) p
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688 5451 a(in) p 800 5451 a(Section) p 1107 5451 a(3.3,) p
1284 5451 a(stabilit) n(y) p 1623 5451 a(and) p 1801
5451 a(tran-) 0 5549 y(sien) n(t) p 197 5549 a(p) r(erformance) p
674 5549 a(of) p 769 5549 a(the) p 913 5549 a(net) n(w) n(ork) p
1230 5549 a(is) p 1315 5549 a(determined) p 1750 5549
a(b) n(y) p 1866 5549 a(the) 0 5646 y(eigen) n(v) p 222
5646 a(alues) p Fk 437 5646 a(\025) p Fh 485 5658 a(i) p
Fo 513 5646 a(.) p 595 5646 a(Although) p Fk 969 5646
a(\025) p Fo(,) p 1077 5646 a(the) p 1228 5646 a(maxim) n(um) p
1623 5646 a(of) p Fk 1725 5646 a(\025) p Fh 1773 5658
a(i) p Fo 1801 5646 a(,) p 1861 5646 a(has) 0 5744 y(the) p
153 5744 a(signi\014can) n(t) p 558 5744 a(impact) p
845 5744 a(on) p 971 5744 a(stabilit) n(y) p 1305 5744
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1351 5841 a(alues) p Fk 1571 5841 a(\025) p Fh 1619 5853
a(i) p Fo 1687 5841 a(giv) n(es) p 1902 5841 a(us) 2170
914 y @beginspecial 50 @llx 50 @lly 230 @urx 176 @ury
2377 @rwi 732 @rhi @setspecial
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@endspecial Fr 2170 1027 a(Fig.) p 2321 1027 a(10) p
Fy 2496 1027 a(Stabilit) n(y) p 2777 1027 a(region) p
2984 1027 a(in) p 3061 1027 a(the) p Fd 3178 1027 a(\016) p
Fc 3209 1035 a(c) p Ff 3237 1045 a(1) p Fy 3273 1027
a({) p Fd(\016) p Fc 3339 1035 a(c) p Fy 3390 1027 a(plane) p
3573 1027 a(for) p 3676 1027 a(the) p 3792 1027 a(case) p
3937 1027 a(of) p 4012 1027 a(m) n(ul-) 2170 1106 y(tiple) p
2331 1106 a(b) r(ottlenec) n(k) p 2674 1106 a(links) p
Fo 2170 1355 a(more) p 2372 1355 a(information) p 2816
1355 a(to) p 2912 1355 a(understand) p 3341 1355 a(the) p
3478 1355 a(windo) n(w-based) p 4006 1355 a(\015o) n(w) 2170
1452 y(con) n(trol) p 2452 1452 a(mec) n(hanism) p 2882
1452 a(based) p 3116 1452 a(on) p 3234 1452 a(TCP) p
3441 1452 a(V) p 3496 1452 a(egas.) p 3717 1452 a(In) p
3823 1452 a(what) p 4033 1452 a(fol-) 2170 1550 y(lo) n(ws,) p
2377 1550 a(w) n(e) p 2500 1550 a(in) n(v) n(estigate) p
2913 1550 a(ho) n(w) p 3087 1550 a(eac) n(h) p 3275 1550
a(eigen) n(v) p 3497 1550 a(alue) p 3672 1550 a(is) p
3756 1550 a(a\013ected) p 4063 1550 a(b) n(y) 2170 1647
y(the) p 2317 1647 a(con) n(trol) p 2600 1647 a(parameter) p
Fk 3001 1647 a(\016) p Fh 3038 1659 a(c) p Fo 3072 1647
a(.) p 3144 1647 a(Figure) p 3409 1647 a(11) p 3524 1647
a(sho) n(ws) p 3766 1647 a(the) p 3913 1647 a(tra) p
4025 1647 a(jec-) 2170 1745 y(tories) p 2407 1745 a(of) p
2511 1745 a(the) p 2664 1745 a(eigen) n(v) p 2886 1745
a(alues) p Fk 3103 1745 a(\025) p Fh 3151 1757 a(i) p
Fo 3216 1745 a(\(1) p Fj 3329 1745 a(\024) p Fk 3433
1745 a(i) p Fj 3501 1745 a(\024) p Fo 3605 1745 a(5\)) p
3716 1745 a(in) p 3823 1745 a(the) p 3976 1745 a(com-) 2170
1842 y(plex) p 2352 1842 a(plane) p 2578 1842 a(for) p
Fk 2710 1842 a(\026) p Fh 2760 1854 a(l) p Fo 2816 1842
a(=) p 2911 1842 a(0) p Fk(:) p Fo(2) p 3050 1842 a([pac) n(k) n
(et/ms].) p 3546 1842 a(In) p 3654 1842 a(this) p 3821
1842 a(\014gure,) p Fk 4080 1842 a(\016) p Fh 4117 1854
a(c) p Fo 2170 1940 a(\(=) p Fk 2292 1940 a(\016) p Fh
2329 1952 a(c) p Fg 2359 1960 a(i) p Fk 2389 1940 a(;) p
Fo 2426 1940 a(1) p Fj 2493 1940 a(\024) p Fk 2583 1940
a(i) p Fj 2637 1940 a(\024) p Fo 2727 1940 a(3\)) p 2830
1940 a(is) p 2915 1940 a(c) n(hanged) p 3237 1940 a(from) p
3435 1940 a(0) p 3505 1940 a(to) p 3608 1940 a(2.1) p
3744 1940 a(while) p 3962 1940 a(other) 2170 2037 y(parameters) p
2602 2037 a(are) p 2744 2037 a(unc) n(hanged) p 3159
2037 a(from) p 3358 2037 a(Fig.) p 3530 2037 a(10.) p
3680 2037 a(One) p 3858 2037 a(can) p 4013 2037 a(\014nd) 2170
2134 y(that) p 2348 2134 a(three) p 2558 2134 a(eigen) n(v) p
2780 2134 a(alues,) p Fk 3009 2134 a(\025) p Fz 3057
2146 a(1) p Fo 3095 2134 a(,) p Fk 3144 2134 a(\025) p
Fz 3192 2146 a(2) p Fo 3256 2134 a(and) p Fk 3415 2134
a(\025) p Fz 3463 2146 a(3) p Fo 3501 2134 a(,) p 3550
2134 a(go) p 3659 2134 a(outside) p 3943 2134 a(of) p
4036 2134 a(the) 2170 2232 y(unit) p 2350 2232 a(circle) p
2572 2232 a(as) p 2679 2232 a(the) p 2827 2232 a(con) n(trol) p
3112 2232 a(parameter) p Fk 3514 2232 a(\016) p Fh 3551
2244 a(c) p Fo 3617 2232 a(b) r(ecomes) p 3953 2232 a(large.) 2170
2329 y(On) p 2312 2329 a(the) p 2458 2329 a(con) n(trary) p
2758 2329 a(,) p 2811 2329 a(other) p 3032 2329 a(eigen) n(v) p
3254 2329 a(alues,) p Fk 3488 2329 a(\025) p Fz 3536
2341 a(4) p Fo 3605 2329 a(and) p Fk 3770 2329 a(\025) p
Fz 3818 2341 a(5) p Fo 3856 2329 a(,) p 3911 2329 a(almost) 2170
2427 y(sta) n(y) p 2353 2427 a(\014xed.) p 2609 2427
a(Namely) p 2879 2427 a(,) p 2940 2427 a(stabilit) n(y) p
3271 2427 a(of) p 3373 2427 a(the) p 3524 2427 a(net) n(w) n(ork) p
3848 2427 a(is) p 3939 2427 a(deter-) 2170 2524 y(mined) p
2419 2524 a(only) p 2601 2524 a(b) n(y) p 2717 2524 a(those) p
2934 2524 a(three) p 3146 2524 a(eigen) n(v) p 3368 2524
a(alues.) 2566 3303 y @beginspecial 46 @llx 469 @lly
544 @urx 801 @ury 1426 @rwi 732 @rhi @setspecial
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/L { lineto } bd
/RL { rlineto } bd
/M { moveto } bd
/RM { rmoveto } bd
/S { stroke } bd
/F { fill } bd
/TR { translate } bd
/RO { rotate } bd
/SC { scale } bd
/MU { mul } bd
/DI { div } bd
/DU { dup } bd
/NE { neg } bd
/AD { add } bd
/SU { sub } bd
/PO { pop } bd
/EX { exch } bd
/CO { concat } bd
/CL { clip } bd
/EC { eoclip } bd
/EF { eofill } bd
/IM { image } bd
/IMM { imagemask } bd
/ARY { array } bd
/SG { setgray } bd
/RG { setrgbcolor } bd
/SD { setdash } bd
/W { setlinewidth } bd
/SM { setmiterlimit } bd
/SLC { setlinecap } bd
/SLJ { setlinejoin } bd
/SH { show } bd
/FF { findfont } bd
/MS { makefont setfont } bd
/AR { arcto 4 {pop} repeat } bd
/CURP { currentpoint } bd
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/TGRM { savematrix setmatrix } def

end

%%EndProlog
%%Page: 1 1

%%PageBoundingBox: 46 469 544 801
tgifdict begin
/tgifsavedpage save def

1 SM
1 W

0 SG

72 0 MU 72 11.695 MU TR
72 128 DI 50.000 MU 100 DI DU NE SC

GS

/tgiforigctm matrix currentmatrix def

% BOX
0 SG
NP 1049 721 M 1075 721 L 1075 747 L 1049 747 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1049 721 M 1075 721 L 1075 747 L 1049 747 L CP
      S
   GR
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 315 M
      1050 315 L
      1095 316 L
      1139 320 L
      1183 325 L
      1226 332 L
      1268 341 L
      1309 353 L
      1349 366 L
      1388 381 L
      1424 397 L
      1459 416 L
      1492 436 L
      1523 457 L
      1551 480 L
      1577 504 L
      1600 530 L
      1620 556 L
      1638 583 L
      1652 611 L
      1664 640 L
      1672 669 L
      1678 698 L
      1680 728 L
      1679 757 L
      1675 787 L
      1668 816 L
      1658 845 L
      1644 873 L
      1628 900 L
      1609 927 L
      1587 953 L
      1562 978 L
      1535 1001 L
      1506 1023 L
      1474 1044 L
      1440 1063 L
      1404 1080 L
      1366 1096 L
      1327 1110 L
      1286 1122 L
      1244 1132 L
      1201 1140 L
      1158 1146 L
      1114 1150 L
      1069 1152 L
      1025 1152 L
      980 1150 L
      936 1146 L
      893 1139 L
      850 1131 L
      808 1121 L
      768 1108 L
      729 1094 L
      691 1078 L
      656 1060 L
      622 1041 L
      590 1020 L
      561 998 L
      534 974 L
      510 949 L
      488 924 L
      470 897 L
      454 869 L
      441 841 L
      431 812 L
      424 783 L
      421 753 L
      420 724 L
      423 694 L
      429 665 L
      438 636 L
      450 607 L
      465 579 L
      483 552 L
      503 526 L
      527 501 L
      553 477 L
      581 454 L
      612 433 L
      645 413 L
      681 395 L
      718 378 L
      756 364 L
      796 351 L
      838 340 L
      880 331 L
      923 324 L
      967 319 L
      1012 316 L
      1056 315 L
      1101 317 L
      1145 320 L
      1189 326 L
      1232 333 L
      1274 343 L
      1315 354 L
      1355 368 L
      1393 383 L
      1429 400 L
   TGSM
   1 W
   S
GR

% BOX
0 SG
NP 1658 720 M 1684 720 L 1684 746 L 1658 746 L CP F
GS
   10 SM
   GS
      NP 1658 720 M 1684 720 L 1684 746 L 1658 746 L CP
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 13 13 TGEL
CP 1 SG F
   0 SG
GS
   GS
      NP 1671 735 13 13 TGEL
      S
   GR
GR

% BOX
0 SG
NP 1548 721 M 1574 721 L 1574 747 L 1548 747 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1548 721 M 1574 721 L 1574 747 L 1548 747 L CP
      S
   GR
GR

% BOX
0 SG
NP 1884 721 M 1910 721 L 1910 747 L 1884 747 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1884 721 M 1910 721 L 1910 747 L 1884 747 L CP
      S
   GR
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 1153 M
      1043 1153 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 1170 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 943 M
      1043 943 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 960 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1043 734 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 751 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 525 M
      1043 525 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 542 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 315 M
      1043 315 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 332 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      420 734 M
      420 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      420 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      735 734 M
      735 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      735 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1050 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1050 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1365 734 M
      1365 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1365 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1680 734 M
      1680 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1680 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   [4 4] 0 SD
   NP
      168 734 M
      1932 734 L
   TGSM
   1 W
   S
   [] 0 SD
GR

% POLY/OPEN-SPLINE
0 SG
GS
   [4 4] 0 SD
   NP
      1050 1320 M
      1050 148 L
   TGSM
   1 W
   S
   [] 0 SD
GR

% TEXT
NP
0 SG
   GS
      1 W
      1806 751 M
      GS
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (Re) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1050 249 M
      GS
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (Im) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1429 400 M
      1464 418 L
   TGSM
   1 W
   S
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1605 721 M
      1631 747 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1605 747 M
      1631 721 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      949 721 M
      975 747 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      949 747 M
      975 721 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      306 721 M
      332 747 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      306 747 M
      332 721 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1561 720 M
      1561 748 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1547 734 M
      1575 734 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1062 720 M
      1062 748 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1048 734 M
      1076 734 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1897 720 M
      1897 748 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1883 734 M
      1911 734 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1717 247 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (1) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1779 217 M
      1805 243 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1779 243 M
      1805 217 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1792 266 M
      1792 294 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1778 280 M
      1806 280 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1717 347 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (3) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (3) SH
      GR
   GR

% BOX
0 SG
NP 1779 317 M 1805 317 L 1805 343 L 1779 343 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1779 317 M 1805 317 L 1805 343 L 1779 343 L CP
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1717 397 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (4) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (4) SH
      GR
   GR

% BOX
0 SG
NP 1779 367 M 1805 367 L 1805 393 L 1779 393 L CP F
GS
   10 SM
   GS
      NP 1779 367 M 1805 367 L 1805 393 L 1779 393 L CP
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1717 447 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (5) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (5) SH
      GR
   GR

% OVAL
0 SG
NP 1792 425 13 13 TGEL
CP 1 SG F
   0 SG
GS
   GS
      NP 1792 425 13 13 TGEL
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1717 297 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (2) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (2) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1043 734 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      420 734 M
      420 741 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      735 734 M
      735 741 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1050 741 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1365 734 M
      1365 741 L
   TGSM
   2 W
   S
   1 W
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1618 734 8 8 TGEL F
GS
   GS
      NP 1618 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1561 734 8 8 TGEL F
GS
   GS
      NP 1561 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1561 734 8 8 TGEL F
GS
   GS
      NP 1561 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1604 734 8 8 TGEL F
GS
   GS
      NP 1604 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1538 734 8 8 TGEL F
GS
   GS
      NP 1538 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1538 734 8 8 TGEL F
GS
   GS
      NP 1538 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1591 734 8 8 TGEL F
GS
   GS
      NP 1591 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1515 734 8 8 TGEL F
GS
   GS
      NP 1515 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1515 734 8 8 TGEL F
GS
   GS
      NP 1515 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1578 734 8 8 TGEL F
GS
   GS
      NP 1578 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1493 734 8 8 TGEL F
GS
   GS
      NP 1493 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1493 734 8 8 TGEL F
GS
   GS
      NP 1493 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1565 734 8 8 TGEL F
GS
   GS
      NP 1565 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1471 734 8 8 TGEL F
GS
   GS
      NP 1471 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1471 734 8 8 TGEL F
GS
   GS
      NP 1471 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1552 734 8 8 TGEL F
GS
   GS
      NP 1552 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1450 734 8 8 TGEL F
GS
   GS
      NP 1450 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1450 734 8 8 TGEL F
GS
   GS
      NP 1450 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1539 734 8 8 TGEL F
GS
   GS
      NP 1539 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1429 734 8 8 TGEL F
GS
   GS
      NP 1429 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1429 734 8 8 TGEL F
GS
   GS
      NP 1429 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1526 734 8 8 TGEL F
GS
   GS
      NP 1526 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1409 734 8 8 TGEL F
GS
   GS
      NP 1409 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1409 734 8 8 TGEL F
GS
   GS
      NP 1409 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1513 734 8 8 TGEL F
GS
   GS
      NP 1513 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1390 734 8 8 TGEL F
GS
   GS
      NP 1390 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1390 734 8 8 TGEL F
GS
   GS
      NP 1390 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1500 734 8 8 TGEL F
GS
   GS
      NP 1500 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1371 734 8 8 TGEL F
GS
   GS
      NP 1371 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1371 734 8 8 TGEL F
GS
   GS
      NP 1371 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1486 734 8 8 TGEL F
GS
   GS
      NP 1486 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1352 734 8 8 TGEL F
GS
   GS
      NP 1352 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1352 734 8 8 TGEL F
GS
   GS
      NP 1352 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1473 734 8 8 TGEL F
GS
   GS
      NP 1473 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 734 8 8 TGEL F
GS
   GS
      NP 1334 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 734 8 8 TGEL F
GS
   GS
      NP 1334 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1460 734 8 8 TGEL F
GS
   GS
      NP 1460 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1317 734 8 8 TGEL F
GS
   GS
      NP 1317 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1317 734 8 8 TGEL F
GS
   GS
      NP 1317 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1447 734 8 8 TGEL F
GS
   GS
      NP 1447 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1300 734 8 8 TGEL F
GS
   GS
      NP 1300 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1300 734 8 8 TGEL F
GS
   GS
      NP 1300 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1434 734 8 8 TGEL F
GS
   GS
      NP 1434 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1284 734 8 8 TGEL F
GS
   GS
      NP 1284 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1284 734 8 8 TGEL F
GS
   GS
      NP 1284 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1421 734 8 8 TGEL F
GS
   GS
      NP 1421 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1268 734 8 8 TGEL F
GS
   GS
      NP 1268 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1268 734 8 8 TGEL F
GS
   GS
      NP 1268 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1408 734 8 8 TGEL F
GS
   GS
      NP 1408 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1253 734 8 8 TGEL F
GS
   GS
      NP 1253 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1253 734 8 8 TGEL F
GS
   GS
      NP 1253 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1395 734 8 8 TGEL F
GS
   GS
      NP 1395 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1239 734 8 8 TGEL F
GS
   GS
      NP 1239 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1239 734 8 8 TGEL F
GS
   GS
      NP 1239 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1382 734 8 8 TGEL F
GS
   GS
      NP 1382 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1224 734 8 8 TGEL F
GS
   GS
      NP 1224 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1224 734 8 8 TGEL F
GS
   GS
      NP 1224 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1368 734 8 8 TGEL F
GS
   GS
      NP 1368 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 734 8 8 TGEL F
GS
   GS
      NP 1211 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 734 8 8 TGEL F
GS
   GS
      NP 1211 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1355 734 8 8 TGEL F
GS
   GS
      NP 1355 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1198 734 8 8 TGEL F
GS
   GS
      NP 1198 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1198 734 8 8 TGEL F
GS
   GS
      NP 1198 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1342 734 8 8 TGEL F
GS
   GS
      NP 1342 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1186 734 8 8 TGEL F
GS
   GS
      NP 1186 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1186 734 8 8 TGEL F
GS
   GS
      NP 1186 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1329 734 8 8 TGEL F
GS
   GS
      NP 1329 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1174 734 8 8 TGEL F
GS
   GS
      NP 1174 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1174 734 8 8 TGEL F
GS
   GS
      NP 1174 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1316 734 8 8 TGEL F
GS
   GS
      NP 1316 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1162 734 8 8 TGEL F
GS
   GS
      NP 1162 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1162 734 8 8 TGEL F
GS
   GS
      NP 1162 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1303 734 8 8 TGEL F
GS
   GS
      NP 1303 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1151 734 8 8 TGEL F
GS
   GS
      NP 1151 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1151 734 8 8 TGEL F
GS
   GS
      NP 1151 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1290 734 8 8 TGEL F
GS
   GS
      NP 1290 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1141 734 8 8 TGEL F
GS
   GS
      NP 1141 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1141 734 8 8 TGEL F
GS
   GS
      NP 1141 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1277 734 8 8 TGEL F
GS
   GS
      NP 1277 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1132 734 8 8 TGEL F
GS
   GS
      NP 1132 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1132 734 8 8 TGEL F
GS
   GS
      NP 1132 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1264 734 8 8 TGEL F
GS
   GS
      NP 1264 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1122 734 8 8 TGEL F
GS
   GS
      NP 1122 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1122 734 8 8 TGEL F
GS
   GS
      NP 1122 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1250 734 8 8 TGEL F
GS
   GS
      NP 1250 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1114 734 8 8 TGEL F
GS
   GS
      NP 1114 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1114 734 8 8 TGEL F
GS
   GS
      NP 1114 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1237 734 8 8 TGEL F
GS
   GS
      NP 1237 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1106 734 8 8 TGEL F
GS
   GS
      NP 1106 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1106 734 8 8 TGEL F
GS
   GS
      NP 1106 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1224 734 8 8 TGEL F
GS
   GS
      NP 1224 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1098 734 8 8 TGEL F
GS
   GS
      NP 1098 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1098 734 8 8 TGEL F
GS
   GS
      NP 1098 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 734 8 8 TGEL F
GS
   GS
      NP 1211 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1091 734 8 8 TGEL F
GS
   GS
      NP 1091 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1091 734 8 8 TGEL F
GS
   GS
      NP 1091 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1198 734 8 8 TGEL F
GS
   GS
      NP 1198 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1085 734 8 8 TGEL F
GS
   GS
      NP 1085 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1085 734 8 8 TGEL F
GS
   GS
      NP 1085 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1185 734 8 8 TGEL F
GS
   GS
      NP 1185 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1079 734 8 8 TGEL F
GS
   GS
      NP 1079 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1079 734 8 8 TGEL F
GS
   GS
      NP 1079 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1172 734 8 8 TGEL F
GS
   GS
      NP 1172 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1074 734 8 8 TGEL F
GS
   GS
      NP 1074 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1074 734 8 8 TGEL F
GS
   GS
      NP 1074 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1159 734 8 8 TGEL F
GS
   GS
      NP 1159 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1069 734 8 8 TGEL F
GS
   GS
      NP 1069 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1069 734 8 8 TGEL F
GS
   GS
      NP 1069 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1145 734 8 8 TGEL F
GS
   GS
      NP 1145 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1064 734 8 8 TGEL F
GS
   GS
      NP 1064 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1064 734 8 8 TGEL F
GS
   GS
      NP 1064 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1132 734 8 8 TGEL F
GS
   GS
      NP 1132 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1061 734 8 8 TGEL F
GS
   GS
      NP 1061 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1061 734 8 8 TGEL F
GS
   GS
      NP 1061 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1119 734 8 8 TGEL F
GS
   GS
      NP 1119 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1058 734 8 8 TGEL F
GS
   GS
      NP 1058 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1058 734 8 8 TGEL F
GS
   GS
      NP 1058 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1106 734 8 8 TGEL F
GS
   GS
      NP 1106 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1055 734 8 8 TGEL F
GS
   GS
      NP 1055 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1055 734 8 8 TGEL F
GS
   GS
      NP 1055 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1093 734 8 8 TGEL F
GS
   GS
      NP 1093 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1053 734 8 8 TGEL F
GS
   GS
      NP 1053 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1053 734 8 8 TGEL F
GS
   GS
      NP 1053 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1080 734 8 8 TGEL F
GS
   GS
      NP 1080 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 734 8 8 TGEL F
GS
   GS
      NP 1051 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 734 8 8 TGEL F
GS
   GS
      NP 1051 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1067 734 8 8 TGEL F
GS
   GS
      NP 1067 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1050 734 8 8 TGEL F
GS
   GS
      NP 1050 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1050 734 8 8 TGEL F
GS
   GS
      NP 1050 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1054 734 8 8 TGEL F
GS
   GS
      NP 1054 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1050 734 8 8 TGEL F
GS
   GS
      NP 1050 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1050 734 8 8 TGEL F
GS
   GS
      NP 1050 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1041 734 8 8 TGEL F
GS
   GS
      NP 1041 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1050 734 8 8 TGEL F
GS
   GS
      NP 1050 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1050 734 8 8 TGEL F
GS
   GS
      NP 1050 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1027 734 8 8 TGEL F
GS
   GS
      NP 1027 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 734 8 8 TGEL F
GS
   GS
      NP 1051 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 734 8 8 TGEL F
GS
   GS
      NP 1051 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1014 734 8 8 TGEL F
GS
   GS
      NP 1014 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1052 734 8 8 TGEL F
GS
   GS
      NP 1052 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1052 734 8 8 TGEL F
GS
   GS
      NP 1052 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1001 734 8 8 TGEL F
GS
   GS
      NP 1001 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1054 734 8 8 TGEL F
GS
   GS
      NP 1054 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1054 734 8 8 TGEL F
GS
   GS
      NP 1054 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 988 734 8 8 TGEL F
GS
   GS
      NP 988 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1056 734 8 8 TGEL F
GS
   GS
      NP 1056 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1056 734 8 8 TGEL F
GS
   GS
      NP 1056 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 975 734 8 8 TGEL F
GS
   GS
      NP 975 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1059 734 8 8 TGEL F
GS
   GS
      NP 1059 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1059 734 8 8 TGEL F
GS
   GS
      NP 1059 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 962 734 8 8 TGEL F
GS
   GS
      NP 962 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1062 734 8 8 TGEL F
GS
   GS
      NP 1062 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1062 734 8 8 TGEL F
GS
   GS
      NP 1062 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 949 734 8 8 TGEL F
GS
   GS
      NP 949 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1066 734 8 8 TGEL F
GS
   GS
      NP 1066 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1066 734 8 8 TGEL F
GS
   GS
      NP 1066 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 936 734 8 8 TGEL F
GS
   GS
      NP 936 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1071 734 8 8 TGEL F
GS
   GS
      NP 1071 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1071 734 8 8 TGEL F
GS
   GS
      NP 1071 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 923 734 8 8 TGEL F
GS
   GS
      NP 923 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 909 734 8 8 TGEL F
GS
   GS
      NP 909 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1081 734 8 8 TGEL F
GS
   GS
      NP 1081 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1081 734 8 8 TGEL F
GS
   GS
      NP 1081 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 896 734 8 8 TGEL F
GS
   GS
      NP 896 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1087 734 8 8 TGEL F
GS
   GS
      NP 1087 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1087 734 8 8 TGEL F
GS
   GS
      NP 1087 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 883 734 8 8 TGEL F
GS
   GS
      NP 883 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1094 734 8 8 TGEL F
GS
   GS
      NP 1094 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1094 734 8 8 TGEL F
GS
   GS
      NP 1094 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 870 734 8 8 TGEL F
GS
   GS
      NP 870 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1101 734 8 8 TGEL F
GS
   GS
      NP 1101 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1101 734 8 8 TGEL F
GS
   GS
      NP 1101 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 857 734 8 8 TGEL F
GS
   GS
      NP 857 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1109 734 8 8 TGEL F
GS
   GS
      NP 1109 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1109 734 8 8 TGEL F
GS
   GS
      NP 1109 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 844 734 8 8 TGEL F
GS
   GS
      NP 844 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1117 734 8 8 TGEL F
GS
   GS
      NP 1117 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1117 734 8 8 TGEL F
GS
   GS
      NP 1117 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 831 734 8 8 TGEL F
GS
   GS
      NP 831 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1126 734 8 8 TGEL F
GS
   GS
      NP 1126 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1126 734 8 8 TGEL F
GS
   GS
      NP 1126 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 818 734 8 8 TGEL F
GS
   GS
      NP 818 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1136 734 8 8 TGEL F
GS
   GS
      NP 1136 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1136 734 8 8 TGEL F
GS
   GS
      NP 1136 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 805 734 8 8 TGEL F
GS
   GS
      NP 805 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1146 734 8 8 TGEL F
GS
   GS
      NP 1146 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1146 734 8 8 TGEL F
GS
   GS
      NP 1146 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 791 734 8 8 TGEL F
GS
   GS
      NP 791 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1156 734 8 8 TGEL F
GS
   GS
      NP 1156 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1156 734 8 8 TGEL F
GS
   GS
      NP 1156 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 778 734 8 8 TGEL F
GS
   GS
      NP 778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1167 734 8 8 TGEL F
GS
   GS
      NP 1167 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1167 734 8 8 TGEL F
GS
   GS
      NP 1167 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 765 734 8 8 TGEL F
GS
   GS
      NP 765 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1179 734 8 8 TGEL F
GS
   GS
      NP 1179 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1179 734 8 8 TGEL F
GS
   GS
      NP 1179 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 752 734 8 8 TGEL F
GS
   GS
      NP 752 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1191 734 8 8 TGEL F
GS
   GS
      NP 1191 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1191 734 8 8 TGEL F
GS
   GS
      NP 1191 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 739 734 8 8 TGEL F
GS
   GS
      NP 739 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1204 734 8 8 TGEL F
GS
   GS
      NP 1204 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1204 734 8 8 TGEL F
GS
   GS
      NP 1204 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 726 734 8 8 TGEL F
GS
   GS
      NP 726 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1217 734 8 8 TGEL F
GS
   GS
      NP 1217 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1217 734 8 8 TGEL F
GS
   GS
      NP 1217 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 713 734 8 8 TGEL F
GS
   GS
      NP 713 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1231 734 8 8 TGEL F
GS
   GS
      NP 1231 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1231 734 8 8 TGEL F
GS
   GS
      NP 1231 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 700 734 8 8 TGEL F
GS
   GS
      NP 700 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1245 734 8 8 TGEL F
GS
   GS
      NP 1245 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1245 734 8 8 TGEL F
GS
   GS
      NP 1245 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 687 734 8 8 TGEL F
GS
   GS
      NP 687 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1260 734 8 8 TGEL F
GS
   GS
      NP 1260 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1260 734 8 8 TGEL F
GS
   GS
      NP 1260 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 673 734 8 8 TGEL F
GS
   GS
      NP 673 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1275 734 8 8 TGEL F
GS
   GS
      NP 1275 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1275 734 8 8 TGEL F
GS
   GS
      NP 1275 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 660 734 8 8 TGEL F
GS
   GS
      NP 660 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1291 734 8 8 TGEL F
GS
   GS
      NP 1291 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1291 734 8 8 TGEL F
GS
   GS
      NP 1291 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 647 734 8 8 TGEL F
GS
   GS
      NP 647 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1308 734 8 8 TGEL F
GS
   GS
      NP 1308 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1308 734 8 8 TGEL F
GS
   GS
      NP 1308 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 634 734 8 8 TGEL F
GS
   GS
      NP 634 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1325 734 8 8 TGEL F
GS
   GS
      NP 1325 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1325 734 8 8 TGEL F
GS
   GS
      NP 1325 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 621 734 8 8 TGEL F
GS
   GS
      NP 621 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1342 734 8 8 TGEL F
GS
   GS
      NP 1342 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1342 734 8 8 TGEL F
GS
   GS
      NP 1342 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 608 734 8 8 TGEL F
GS
   GS
      NP 608 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1360 734 8 8 TGEL F
GS
   GS
      NP 1360 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1360 734 8 8 TGEL F
GS
   GS
      NP 1360 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 595 734 8 8 TGEL F
GS
   GS
      NP 595 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1379 734 8 8 TGEL F
GS
   GS
      NP 1379 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1379 734 8 8 TGEL F
GS
   GS
      NP 1379 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 582 734 8 8 TGEL F
GS
   GS
      NP 582 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1398 734 8 8 TGEL F
GS
   GS
      NP 1398 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1398 734 8 8 TGEL F
GS
   GS
      NP 1398 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 569 734 8 8 TGEL F
GS
   GS
      NP 569 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1418 734 8 8 TGEL F
GS
   GS
      NP 1418 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1418 734 8 8 TGEL F
GS
   GS
      NP 1418 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 555 734 8 8 TGEL F
GS
   GS
      NP 555 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1438 734 8 8 TGEL F
GS
   GS
      NP 1438 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1438 734 8 8 TGEL F
GS
   GS
      NP 1438 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 542 734 8 8 TGEL F
GS
   GS
      NP 542 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1459 734 8 8 TGEL F
GS
   GS
      NP 1459 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1459 734 8 8 TGEL F
GS
   GS
      NP 1459 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 529 734 8 8 TGEL F
GS
   GS
      NP 529 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1481 734 8 8 TGEL F
GS
   GS
      NP 1481 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1481 734 8 8 TGEL F
GS
   GS
      NP 1481 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 516 734 8 8 TGEL F
GS
   GS
      NP 516 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1503 734 8 8 TGEL F
GS
   GS
      NP 1503 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1503 734 8 8 TGEL F
GS
   GS
      NP 1503 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 503 734 8 8 TGEL F
GS
   GS
      NP 503 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1525 734 8 8 TGEL F
GS
   GS
      NP 1525 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1525 734 8 8 TGEL F
GS
   GS
      NP 1525 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 490 734 8 8 TGEL F
GS
   GS
      NP 490 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1548 734 8 8 TGEL F
GS
   GS
      NP 1548 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1548 734 8 8 TGEL F
GS
   GS
      NP 1548 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 477 734 8 8 TGEL F
GS
   GS
      NP 477 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1572 734 8 8 TGEL F
GS
   GS
      NP 1572 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1572 734 8 8 TGEL F
GS
   GS
      NP 1572 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 464 734 8 8 TGEL F
GS
   GS
      NP 464 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1596 734 8 8 TGEL F
GS
   GS
      NP 1596 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1596 734 8 8 TGEL F
GS
   GS
      NP 1596 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 450 734 8 8 TGEL F
GS
   GS
      NP 450 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1620 734 8 8 TGEL F
GS
   GS
      NP 1620 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1620 734 8 8 TGEL F
GS
   GS
      NP 1620 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 437 734 8 8 TGEL F
GS
   GS
      NP 437 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1646 734 8 8 TGEL F
GS
   GS
      NP 1646 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1646 734 8 8 TGEL F
GS
   GS
      NP 1646 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 424 734 8 8 TGEL F
GS
   GS
      NP 424 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 734 8 8 TGEL F
GS
   GS
      NP 1671 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 734 8 8 TGEL F
GS
   GS
      NP 1671 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1698 734 8 8 TGEL F
GS
   GS
      NP 1698 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1698 734 8 8 TGEL F
GS
   GS
      NP 1698 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 411 734 8 8 TGEL F
GS
   GS
      NP 411 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1725 734 8 8 TGEL F
GS
   GS
      NP 1725 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1725 734 8 8 TGEL F
GS
   GS
      NP 1725 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 398 734 8 8 TGEL F
GS
   GS
      NP 398 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1752 734 8 8 TGEL F
GS
   GS
      NP 1752 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1752 734 8 8 TGEL F
GS
   GS
      NP 1752 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 385 734 8 8 TGEL F
GS
   GS
      NP 385 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 372 734 8 8 TGEL F
GS
   GS
      NP 372 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1809 734 8 8 TGEL F
GS
   GS
      NP 1809 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1809 734 8 8 TGEL F
GS
   GS
      NP 1809 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 359 734 8 8 TGEL F
GS
   GS
      NP 359 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1838 734 8 8 TGEL F
GS
   GS
      NP 1838 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1838 734 8 8 TGEL F
GS
   GS
      NP 1838 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 346 734 8 8 TGEL F
GS
   GS
      NP 346 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1867 734 8 8 TGEL F
GS
   GS
      NP 1867 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1867 734 8 8 TGEL F
GS
   GS
      NP 1867 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 332 734 8 8 TGEL F
GS
   GS
      NP 332 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1897 734 8 8 TGEL F
GS
   GS
      NP 1897 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1897 734 8 8 TGEL F
GS
   GS
      NP 1897 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 319 734 8 8 TGEL F
GS
   GS
      NP 319 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 733 8 8 TGEL F
GS
   GS
      NP 1671 733 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1671 735 8 8 TGEL F
GS
   GS
      NP 1671 735 8 8 TGEL
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1700 620 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=2.1) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      200 660 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=2.1) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      770 650 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=1.1) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1380 630 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=0.1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1500 640 M
      70 50 atan DU cos 22.000 MU 1550 exch SU
      exch sin 22.000 MU 710 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1550 710 22.000 9.000 50 70 TGAT
   1 SG CP F
   0 SG
   NP
      1550 710 22.000 9.000 50 70 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1530 650 M
      50 60 atan DU cos 22.000 MU 1590 exch SU
      exch sin 22.000 MU 700 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1590 700 22.000 9.000 60 50 TGAT
   1 SG CP F
   0 SG
   NP
      1590 700 22.000 9.000 60 50 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1870 630 M
      70 20 atan DU cos 22.000 MU 1890 exch SU
      exch sin 22.000 MU 700 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1890 700 22.000 9.000 20 70 TGAT
   1 SG CP F
   0 SG
   NP
      1890 700 22.000 9.000 20 70 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      310 670 M
      40 10 atan DU cos 22.000 MU 320 exch SU
      exch sin 22.000 MU 710 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      320 710 22.000 9.000 10 40 TGAT
   1 SG CP F
   0 SG
   NP
      320 710 22.000 9.000 10 40 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      920 670 M
      40 30 atan DU cos 22.000 MU 950 exch SU
      exch sin 22.000 MU 710 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      950 710 22.000 9.000 30 40 TGAT
   1 SG CP F
   0 SG
   NP
      950 710 22.000 9.000 30 40 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      930 660 M
      50 120 atan DU cos 22.000 MU 1050 exch SU
      exch sin 22.000 MU 710 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1050 710 22.000 9.000 120 50 TGAT
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@endspecial Fr 2170 3416 a(Fig.) p 2321 3416 a(11) p
Fy 2496 3416 a(T) p 2541 3416 a(ra) t(jectories) p 2883
3416 a(of) p 2961 3416 a(eigen) n(v) l(alues) p 3323
3416 a(in) p 3403 3416 a(the) p 3523 3416 a(complex) p
3797 3416 a(plane) p 3983 3416 a(\() p Fd(\026) p Fc
4052 3428 a(l) p Fy 4096 3416 a(=) 2170 3496 y(0) p Fd(:) p
Fy(2) p 2284 3496 a([pac) n(k) n(et/ms]\)) p Fo 2335
3746 a(Ph) n(ysical) p 2671 3746 a(meaning) p 3010 3746
a(of) p 3112 3746 a(the) p 3261 3746 a(eigen) n(v) p
3483 3746 a(alue) p Fk 3665 3746 a(\025) p Fh 3713 3758
a(i) p Fo 3775 3746 a(can) p 3934 3746 a(b) r(e) p 4054
3746 a(in-) 2170 3844 y(terpreted) p 2524 3844 a(through) p
2831 3844 a(its) p 2941 3844 a(corresp) r(onding) p 3468
3844 a(eigen) n(v) n(ector.) p 3930 3844 a(Let) p 4072
3844 a(us) 2170 3941 y(explain) p 2460 3941 a(this) p
2624 3941 a(with) p 2815 3941 a(an) p 2933 3941 a(example.) p
3296 3941 a(When) p 3541 3941 a(the) p 3686 3941 a(link) p
3851 3941 a(capacit) n(y) 2170 4039 y(b) r(ecomes) p
2500 4039 a(zero) p 2676 4039 a(\(i.e.,) p Fk 2865 4039
a(\026) p Fh 2915 4051 a(l) p Fj 2963 4039 a(!) p Fo
3070 4039 a(0\),) p 3194 4039 a(eigen) n(v) p 3416 4039
a(alues) p Fk 3623 4039 a(\025) p Fh 3671 4051 a(i) p
Fo 3727 4039 a(con) n(v) n(erge) p 4066 4039 a(to) 2335
4197 y([) p Fk(\025) p Fz 2406 4209 a(1) p Fk 2527 4197
a(\025) p Fz 2575 4209 a(2) p Fk 2696 4197 a(\025) p
Fz 2744 4209 a(3) p Fk 2865 4197 a(\025) p Fz 2913 4209
a(4) p Fk 3033 4197 a(\025) p Fz 3081 4209 a(5) p Fo
3119 4197 a(]) 2369 4319 y(=) p 2466 4319 a([1) p Fj
2549 4319 a(\000) p Fk 2632 4319 a(\016) p Fh 2669 4331
a(c) p Ff 2699 4339 a(1) p Fo 2819 4319 a(\(1) p Fj 2911
4319 a(\000) p Fk 2994 4319 a(\016) p Fh 3031 4331 a(c) p
Ff 3061 4339 a(2) p Fo 3097 4319 a(\)) p Fz 3129 4285
a(2) p Fo 3250 4319 a(\(1) p Fj 3342 4319 a(\000) p Fk
3425 4319 a(\016) p Fh 3462 4331 a(c) p Ff 3492 4339
a(3) p Fo 3528 4319 a(\)) p Fz 3560 4285 a(2) p Fo 3680
4319 a(1) p 3805 4319 a(1]) 2170 4477 y(This) p 2363
4477 a(indicates) p 2712 4477 a(that) p 2895 4477 a(the) p
3041 4477 a(stabilit) n(y) p 3367 4477 a(condition) p
3734 4477 a(is) p 3821 4477 a(0) p Fj 3890 4477 a(\024) p
Fk 3983 4477 a(\025) p Fh 4031 4489 a(i) p Fj 4087 4477
a(\024) p Fo 2170 4574 a(2) p 2233 4574 a(\(1) p Fj 2329
4574 a(\024) p Fk 2417 4574 a(i) p Fj 2469 4574 a(\024) p
Fo 2556 4574 a(3\).) p 2688 4574 a(With) p 2896 4574
a(a) p 2958 4574 a(little) p 3150 4574 a(calculation,) p
3588 4574 a(one) p 3733 4574 a(can) p 3879 4574 a(con\014rm) 2170
4672 y(that) p 2353 4672 a(eigen) n(v) n(ectors) p 2821
4672 a(for) p Fk 2952 4672 a(\025) p Fh 3000 4684 a(i) p
Fo 3059 4672 a(\(1) p Fj 3161 4672 a(\024) p Fk 3255
4672 a(i) p Fj 3312 4672 a(\024) p Fo 3406 4672 a(3\)) p
3511 4672 a(ha) n(v) n(e) p 3706 4672 a(zeros,) p 3941
4672 a(whic) n(h) 2170 4769 y(corresp) r(onds) p 2617
4769 a(to) p Fk 2710 4769 a(w) p Fh 2769 4781 a(c) p
Fg 2799 4789 a(j) p Fo 2853 4769 a(\() p Fk(i) p Fj 2937
4769 a(6) p Fo(=) p Fk 3024 4769 a(j) p Fo 3063 4769
a(\).) p 3153 4769 a(Namely) p 3423 4769 a(,) p 3466
4769 a(this) p 3619 4769 a(means) p 3865 4769 a(that) p
4036 4769 a(the) 2170 4867 y(con) n(trol) p 2446 4867
a(parameter) p Fk 2839 4867 a(\016) p Fh 2876 4879 a(c) p
Fo 2934 4867 a(of) p 3025 4867 a(a) p 3091 4867 a(TCP) p
3292 4867 a(connection) p 3703 4867 a(has) p 3848 4867
a(no) p 3960 4867 a(e\013ect) 2170 4964 y(on) p 2285
4964 a(stabilit) n(y) p 2608 4964 a(of) p 2702 4964 a(windo) n(w) p
3004 4964 a(sizes) p 3193 4964 a(of) p 3288 4964 a(other) p
3504 4964 a(TCP) p 3708 4964 a(connections.) 2335 5062
y(W) p 2413 5062 a(e) p 2477 5062 a(then) p 2665 5062
a(fo) r(cus) p 2877 5062 a(on) p 2991 5062 a(the) p 3133
5062 a(case) p 3308 5062 a(where) p 3547 5062 a(the) p
3689 5062 a(link) p 3851 5062 a(capacit) n(y) 2170 5159
y(is) p 2262 5159 a(normal.) p 2600 5159 a(In) p 2712
5159 a(Fig.) p 2890 5159 a(12,) p 3034 5159 a(tra) p
3146 5159 a(jectories) p 3479 5159 a(of) p 3582 5159
a(eigen) n(v) p 3804 5159 a(alues) p Fk 4019 5159 a(\025) p
Fh 4067 5171 a(i) p Fo 4095 5159 a('s) 2170 5256 y(are) p
2321 5256 a(plotted) p 2620 5256 a(for) p Fk 2760 5256
a(\026) p Fh 2810 5268 a(l) p Fo 2880 5256 a(=) p 2989
5256 a(20) p 3113 5256 a([pac) n(k) n(et/ms].) p 3634
5256 a(In) p 3750 5256 a(this) p 3925 5256 a(\014gure,) p
Fk 2170 5354 a(\016) p Fh 2207 5366 a(c) p Fo 2260 5354
a(\(=) p Fk 2380 5354 a(\016) p Fh 2417 5366 a(c) p Fg
2447 5374 a(i) p Fk 2477 5354 a(;) p Fo 2514 5354 a(1) p
Fj 2579 5354 a(\024) p Fk 2666 5354 a(i) p Fj 2718 5354
a(\024) p Fo 2805 5354 a(3\)) p 2899 5354 a(is) p 2974
5354 a(c) n(hanged) p 3286 5354 a(from) p 3474 5354 a(0) p
3535 5354 a(to) p 3628 5354 a(4.6) p 3753 5354 a(while) p
3962 5354 a(other) 2170 5451 y(parameters) p 2608 5451
a(are) p 2755 5451 a(unc) n(hanged.) p 3224 5451 a(All) p
3368 5451 a(eigen) n(v) p 3590 5451 a(alues) p Fk 3805
5451 a(\025) p Fh 3853 5463 a(i) p Fo 3882 5451 a('s) p
3973 5451 a(sho) n(w) 2170 5549 y(complex) p 2494 5549
a(tra) p 2606 5549 a(jectories) p 2929 5549 a(in) p 3025
5549 a(this) p 3186 5549 a(\014gure.) p 3448 5549 a(In) p
3551 5549 a(particular,) p Fk 3956 5549 a(\025) p Fz
4004 5561 a(4) p Fo 4068 5549 a(go) 2170 5646 y(left) p
2317 5646 a(on) p 2435 5646 a(the) p 2580 5646 a(real) p
2744 5646 a(axis,) p 2938 5646 a(and) p Fk 3102 5646
a(\025) p Fz 3150 5658 a(2) p Fo 3217 5646 a(and) p Fk
3381 5646 a(\025) p Fz 3429 5658 a(3) p Fo 3496 5646
a(go) p 3609 5646 a(righ) n(t) p 3812 5646 a(along) p
4036 5646 a(the) 2170 5744 y(real) p 2327 5744 a(axis) p
2490 5744 a(as) p Fk 2587 5744 a(\016) p Fh 2624 5756
a(c) p Fo 2680 5744 a(increases.) p 3058 5744 a(Consequen) n(tly) p
3539 5744 a(,) p 3585 5744 a(when) p Fk 3797 5744 a(\016) p
Fh 3834 5756 a(c) p Fo 3890 5744 a(reac) n(hes) 2170
5841 y(ab) r(out) p 2411 5841 a(4.5,) p Fk 2572 5841
a(\025) p Fz 2620 5853 a(2) p Fo 2658 5841 a(,) p Fk
2713 5841 a(\025) p Fz 2761 5853 a(3) p Fo 2798 5841
a(,) p 2853 5841 a(and) p Fk 3018 5841 a(\025) p Fz 3066
5853 a(4) p Fo 3135 5841 a(go) p 3249 5841 a(outside) p
3539 5841 a(of) p 3637 5841 a(the) p 3783 5841 a(unit) p
3962 5841 a(circle) p 90 rotate dyy eop
%%Page: 8 8
8 7 bop Fy 0 142 a(8) p Fz 2257 71 a(IEICE) p 2464 71
a(TRANS.) p 2735 71 a(COMMUN.,) p 3111 71 a(V) n(OL.E85{B,) p
3500 71 a(NO.1) p 3675 71 a(JANUAR) p 3948 71 a(Y) p
4019 71 a(2002) p Fo 0 378 a(so) p 102 378 a(that) p
282 378 a(the) p 425 378 a(net) n(w) n(ork) p 741 378
a(b) r(ecomes) p 1071 378 a(unstable.) p 1436 378 a(Recall) p
1686 378 a(that) p 1866 378 a(the) 0 476 y(smaller) p
296 476 a(absolute) p 633 476 a(v) p 672 476 a(alues) p
890 476 a(of) p 993 476 a(eigen) n(v) p 1215 476 a(alues,) p
1457 476 a(the) p 1610 476 a(b) r(etter) p 1866 476 a(the) 0
573 y(transien) n(t) p 358 573 a(p) r(erformance) p 843
573 a(b) r(ecomes.) p 1233 573 a(Th) n(us,) p 1478 573
a(it) p 1570 573 a(is) p 1663 573 a(exp) r(ected) 0 671
y(that) p 175 671 a(the) p 312 671 a(transien) n(t) p
656 671 a(p) r(erformance) p 1126 671 a(is) p 1204 671
a(impro) n(v) n(ed) p 1562 671 a(b) n(y) p 1672 671 a(c) n(ho) r(osing)
0 768 y(the) p 143 768 a(con) n(trol) p 422 768 a(parameter) p
Fk 819 768 a(\016) p Fh 856 780 a(c) p Fo 918 768 a(appropriately) p
1400 768 a(.) 396 1547 y @beginspecial 40 @llx 469 @lly
592 @urx 819 @ury 1426 @rwi 732 @rhi @setspecial
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      1072 1222 L
      1020 1222 L
      969 1219 L
      917 1214 L
      866 1207 L
      817 1197 L
      768 1185 L
      721 1171 L
      675 1154 L
      631 1135 L
      590 1115 L
      550 1092 L
      514 1068 L
      479 1042 L
      448 1014 L
      420 985 L
      395 955 L
      373 924 L
      354 892 L
      339 859 L
      328 825 L
      320 791 L
      316 756 L
      315 722 L
      318 687 L
      325 653 L
      336 619 L
      350 586 L
      367 554 L
      388 522 L
      412 491 L
      440 462 L
      470 434 L
      503 408 L
      539 383 L
      578 360 L
      619 338 L
      662 319 L
      707 302 L
      754 287 L
      802 274 L
      852 264 L
      902 256 L
      954 250 L
      1005 247 L
      1057 246 L
      1109 247 L
      1161 251 L
      1212 258 L
      1262 266 L
      1311 278 L
      1359 291 L
      1405 307 L
      1450 324 L
      1493 344 L
   TGSM
   1 W
   S
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1493 344 M
      1533 366 L
   TGSM
   1 W
   S
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 142 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (1) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1767 716 M
      1803 752 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1767 752 M
      1803 716 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      925 716 M
      961 752 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      925 752 M
      961 716 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1051 716 M
      1087 752 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1051 752 M
      1087 716 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1814 107 M
      1850 143 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1814 143 M
      1850 107 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      967 639 M
      967 677 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      948 658 M
      986 658 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1872 682 M
      1872 720 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1853 701 M
      1891 701 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1832 166 M
      1832 204 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1813 185 M
      1851 185 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 262 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (3) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (3) SH
      GR
   GR

% BOX
0 SG
NP 949 792 M 985 792 L 985 828 L 949 828 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 949 792 M 985 792 L 985 828 L 949 828 L CP
      S
   GR
GR

% BOX
0 SG
NP 1854 749 M 1890 749 L 1890 785 L 1854 785 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1854 749 M 1890 749 L 1890 785 L 1854 785 L CP
      S
   GR
GR

% BOX
0 SG
NP 1814 227 M 1850 227 L 1850 263 L 1814 263 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1814 227 M 1850 227 L 1850 263 L 1814 263 L CP
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 322 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (4) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (4) SH
      GR
   GR

% BOX
0 SG
NP 1346 683 M 1382 683 L 1382 719 L 1346 719 L CP F
GS
   10 SM
   GS
      NP 1346 683 M 1382 683 L 1382 719 L 1346 719 L CP
      S
   GR
GR

% BOX
0 SG
NP 168 716 M 204 716 L 204 752 L 168 752 L CP F
GS
   10 SM
   GS
      NP 168 716 M 204 716 L 204 752 L 168 752 L CP
      S
   GR
GR

% BOX
0 SG
NP 1814 287 M 1850 287 L 1850 323 L 1814 323 L CP F
GS
   10 SM
   GS
      NP 1814 287 M 1850 287 L 1850 323 L 1814 323 L CP
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 382 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (5) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (5) SH
      GR
   GR

% OVAL
0 SG
NP 1832 365 18 18 TGEL
CP 1 SG F
   0 SG
GS
   GS
      NP 1832 365 18 18 TGEL
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 202 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (2) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (2) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 978 M
      1043 978 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1043 734 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 490 M
      1043 490 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      315 734 M
      315 741 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1050 741 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1417 734 M
      1417 741 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1785 734 M
      1785 741 L
   TGSM
   2 W
   S
   1 W
GR

% OVAL
0 SG
NP 1785 734 8 8 TGEL F
GS
   GS
      NP 1785 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1785 734 8 8 TGEL F
GS
   GS
      NP 1785 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1785 734 8 8 TGEL F
GS
   GS
      NP 1785 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1364 701 8 8 TGEL F
GS
   GS
      NP 1364 701 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1364 767 8 8 TGEL F
GS
   GS
      NP 1364 767 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1765 734 8 8 TGEL F
GS
   GS
      NP 1765 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1723 734 8 8 TGEL F
GS
   GS
      NP 1723 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1714 734 8 8 TGEL F
GS
   GS
      NP 1714 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1388 700 8 8 TGEL F
GS
   GS
      NP 1388 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1388 768 8 8 TGEL F
GS
   GS
      NP 1388 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1745 734 8 8 TGEL F
GS
   GS
      NP 1745 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1651 734 8 8 TGEL F
GS
   GS
      NP 1651 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1630 734 8 8 TGEL F
GS
   GS
      NP 1630 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1422 696 8 8 TGEL F
GS
   GS
      NP 1422 696 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1422 772 8 8 TGEL F
GS
   GS
      NP 1422 772 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1724 734 8 8 TGEL F
GS
   GS
      NP 1724 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1546 713 8 8 TGEL F
GS
   GS
      NP 1546 713 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1546 755 8 8 TGEL F
GS
   GS
      NP 1546 755 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1475 669 8 8 TGEL F
GS
   GS
      NP 1475 669 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1475 799 8 8 TGEL F
GS
   GS
      NP 1475 799 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1704 734 8 8 TGEL F
GS
   GS
      NP 1704 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1505 670 8 8 TGEL F
GS
   GS
      NP 1505 670 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1505 798 8 8 TGEL F
GS
   GS
      NP 1505 798 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1476 627 8 8 TGEL F
GS
   GS
      NP 1476 627 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1476 841 8 8 TGEL F
GS
   GS
      NP 1476 841 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1683 734 8 8 TGEL F
GS
   GS
      NP 1683 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1462 601 8 8 TGEL F
GS
   GS
      NP 1462 601 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1462 867 8 8 TGEL F
GS
   GS
      NP 1462 867 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1479 644 8 8 TGEL F
GS
   GS
      NP 1479 644 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1479 824 8 8 TGEL F
GS
   GS
      NP 1479 824 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1663 734 8 8 TGEL F
GS
   GS
      NP 1663 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1446 581 8 8 TGEL F
GS
   GS
      NP 1446 581 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1446 887 8 8 TGEL F
GS
   GS
      NP 1446 887 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1456 624 8 8 TGEL F
GS
   GS
      NP 1456 624 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1456 844 8 8 TGEL F
GS
   GS
      NP 1456 844 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1642 734 8 8 TGEL F
GS
   GS
      NP 1642 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1430 565 8 8 TGEL F
GS
   GS
      NP 1430 565 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1430 903 8 8 TGEL F
GS
   GS
      NP 1430 903 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1434 609 8 8 TGEL F
GS
   GS
      NP 1434 609 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1434 859 8 8 TGEL F
GS
   GS
      NP 1434 859 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1621 734 8 8 TGEL F
GS
   GS
      NP 1621 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1413 552 8 8 TGEL F
GS
   GS
      NP 1413 552 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1413 916 8 8 TGEL F
GS
   GS
      NP 1413 916 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1413 596 8 8 TGEL F
GS
   GS
      NP 1413 596 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1413 872 8 8 TGEL F
GS
   GS
      NP 1413 872 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1601 734 8 8 TGEL F
GS
   GS
      NP 1601 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1397 541 8 8 TGEL F
GS
   GS
      NP 1397 541 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1397 927 8 8 TGEL F
GS
   GS
      NP 1397 927 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1394 586 8 8 TGEL F
GS
   GS
      NP 1394 586 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1394 882 8 8 TGEL F
GS
   GS
      NP 1394 882 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1580 734 8 8 TGEL F
GS
   GS
      NP 1580 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1381 532 8 8 TGEL F
GS
   GS
      NP 1381 532 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1381 936 8 8 TGEL F
GS
   GS
      NP 1381 936 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1375 577 8 8 TGEL F
GS
   GS
      NP 1375 577 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1375 891 8 8 TGEL F
GS
   GS
      NP 1375 891 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1559 734 8 8 TGEL F
GS
   GS
      NP 1559 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1365 524 8 8 TGEL F
GS
   GS
      NP 1365 524 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1365 944 8 8 TGEL F
GS
   GS
      NP 1365 944 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1356 570 8 8 TGEL F
GS
   GS
      NP 1356 570 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1356 898 8 8 TGEL F
GS
   GS
      NP 1356 898 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1537 734 8 8 TGEL F
GS
   GS
      NP 1537 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1349 517 8 8 TGEL F
GS
   GS
      NP 1349 517 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1349 951 8 8 TGEL F
GS
   GS
      NP 1349 951 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1338 564 8 8 TGEL F
GS
   GS
      NP 1338 564 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1338 904 8 8 TGEL F
GS
   GS
      NP 1338 904 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1516 734 8 8 TGEL F
GS
   GS
      NP 1516 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 512 8 8 TGEL F
GS
   GS
      NP 1334 512 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 956 8 8 TGEL F
GS
   GS
      NP 1334 956 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1321 559 8 8 TGEL F
GS
   GS
      NP 1321 559 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1321 909 8 8 TGEL F
GS
   GS
      NP 1321 909 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1495 734 8 8 TGEL F
GS
   GS
      NP 1495 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1320 507 8 8 TGEL F
GS
   GS
      NP 1320 507 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1320 961 8 8 TGEL F
GS
   GS
      NP 1320 961 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1304 554 8 8 TGEL F
GS
   GS
      NP 1304 554 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1304 914 8 8 TGEL F
GS
   GS
      NP 1304 914 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1306 503 8 8 TGEL F
GS
   GS
      NP 1306 503 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1306 965 8 8 TGEL F
GS
   GS
      NP 1306 965 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1473 734 8 8 TGEL F
GS
   GS
      NP 1473 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1287 551 8 8 TGEL F
GS
   GS
      NP 1287 551 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1287 917 8 8 TGEL F
GS
   GS
      NP 1287 917 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1292 500 8 8 TGEL F
GS
   GS
      NP 1292 500 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1292 968 8 8 TGEL F
GS
   GS
      NP 1292 968 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1452 734 8 8 TGEL F
GS
   GS
      NP 1452 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1271 548 8 8 TGEL F
GS
   GS
      NP 1271 548 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1271 920 8 8 TGEL F
GS
   GS
      NP 1271 920 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1279 497 8 8 TGEL F
GS
   GS
      NP 1279 497 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1279 971 8 8 TGEL F
GS
   GS
      NP 1279 971 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1430 734 8 8 TGEL F
GS
   GS
      NP 1430 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1255 546 8 8 TGEL F
GS
   GS
      NP 1255 546 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1255 922 8 8 TGEL F
GS
   GS
      NP 1255 922 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1266 495 8 8 TGEL F
GS
   GS
      NP 1266 495 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1266 973 8 8 TGEL F
GS
   GS
      NP 1266 973 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1408 734 8 8 TGEL F
GS
   GS
      NP 1408 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1240 545 8 8 TGEL F
GS
   GS
      NP 1240 545 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1240 923 8 8 TGEL F
GS
   GS
      NP 1240 923 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1254 493 8 8 TGEL F
GS
   GS
      NP 1254 493 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1254 975 8 8 TGEL F
GS
   GS
      NP 1254 975 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1387 734 8 8 TGEL F
GS
   GS
      NP 1387 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1225 544 8 8 TGEL F
GS
   GS
      NP 1225 544 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1225 924 8 8 TGEL F
GS
   GS
      NP 1225 924 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1242 492 8 8 TGEL F
GS
   GS
      NP 1242 492 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1242 976 8 8 TGEL F
GS
   GS
      NP 1242 976 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 543 8 8 TGEL F
GS
   GS
      NP 1211 543 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 925 8 8 TGEL F
GS
   GS
      NP 1211 925 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1365 734 8 8 TGEL F
GS
   GS
      NP 1365 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1231 491 8 8 TGEL F
GS
   GS
      NP 1231 491 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1231 977 8 8 TGEL F
GS
   GS
      NP 1231 977 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1197 544 8 8 TGEL F
GS
   GS
      NP 1197 544 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1197 924 8 8 TGEL F
GS
   GS
      NP 1197 924 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1343 734 8 8 TGEL F
GS
   GS
      NP 1343 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1220 490 8 8 TGEL F
GS
   GS
      NP 1220 490 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1220 978 8 8 TGEL F
GS
   GS
      NP 1220 978 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1183 544 8 8 TGEL F
GS
   GS
      NP 1183 544 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1183 924 8 8 TGEL F
GS
   GS
      NP 1183 924 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1321 734 8 8 TGEL F
GS
   GS
      NP 1321 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1210 490 8 8 TGEL F
GS
   GS
      NP 1210 490 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1210 978 8 8 TGEL F
GS
   GS
      NP 1210 978 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1170 545 8 8 TGEL F
GS
   GS
      NP 1170 545 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1170 923 8 8 TGEL F
GS
   GS
      NP 1170 923 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1299 734 8 8 TGEL F
GS
   GS
      NP 1299 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1200 489 8 8 TGEL F
GS
   GS
      NP 1200 489 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1200 979 8 8 TGEL F
GS
   GS
      NP 1200 979 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1157 546 8 8 TGEL F
GS
   GS
      NP 1157 546 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1157 922 8 8 TGEL F
GS
   GS
      NP 1157 922 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1277 734 8 8 TGEL F
GS
   GS
      NP 1277 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1191 489 8 8 TGEL F
GS
   GS
      NP 1191 489 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1191 979 8 8 TGEL F
GS
   GS
      NP 1191 979 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1145 548 8 8 TGEL F
GS
   GS
      NP 1145 548 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1145 920 8 8 TGEL F
GS
   GS
      NP 1145 920 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1256 734 8 8 TGEL F
GS
   GS
      NP 1256 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1182 489 8 8 TGEL F
GS
   GS
      NP 1182 489 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1182 979 8 8 TGEL F
GS
   GS
      NP 1182 979 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1133 550 8 8 TGEL F
GS
   GS
      NP 1133 550 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1133 918 8 8 TGEL F
GS
   GS
      NP 1133 918 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1234 734 8 8 TGEL F
GS
   GS
      NP 1234 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1173 489 8 8 TGEL F
GS
   GS
      NP 1173 489 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1173 979 8 8 TGEL F
GS
   GS
      NP 1173 979 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1121 552 8 8 TGEL F
GS
   GS
      NP 1121 552 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1121 916 8 8 TGEL F
GS
   GS
      NP 1121 916 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1213 734 8 8 TGEL F
GS
   GS
      NP 1213 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1164 490 8 8 TGEL F
GS
   GS
      NP 1164 490 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1164 978 8 8 TGEL F
GS
   GS
      NP 1164 978 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1110 555 8 8 TGEL F
GS
   GS
      NP 1110 555 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1110 913 8 8 TGEL F
GS
   GS
      NP 1110 913 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1193 734 8 8 TGEL F
GS
   GS
      NP 1193 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1156 490 8 8 TGEL F
GS
   GS
      NP 1156 490 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1156 978 8 8 TGEL F
GS
   GS
      NP 1156 978 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1099 558 8 8 TGEL F
GS
   GS
      NP 1099 558 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1099 910 8 8 TGEL F
GS
   GS
      NP 1099 910 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1172 734 8 8 TGEL F
GS
   GS
      NP 1172 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1148 490 8 8 TGEL F
GS
   GS
      NP 1148 490 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1148 978 8 8 TGEL F
GS
   GS
      NP 1148 978 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1089 561 8 8 TGEL F
GS
   GS
      NP 1089 561 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1089 907 8 8 TGEL F
GS
   GS
      NP 1089 907 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1152 734 8 8 TGEL F
GS
   GS
      NP 1152 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1140 490 8 8 TGEL F
GS
   GS
      NP 1140 490 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1140 978 8 8 TGEL F
GS
   GS
      NP 1140 978 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1079 564 8 8 TGEL F
GS
   GS
      NP 1079 564 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1079 904 8 8 TGEL F
GS
   GS
      NP 1079 904 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1133 734 8 8 TGEL F
GS
   GS
      NP 1133 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1133 491 8 8 TGEL F
GS
   GS
      NP 1133 491 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1133 977 8 8 TGEL F
GS
   GS
      NP 1133 977 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1069 568 8 8 TGEL F
GS
   GS
      NP 1069 568 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1069 900 8 8 TGEL F
GS
   GS
      NP 1069 900 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1115 734 8 8 TGEL F
GS
   GS
      NP 1115 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1125 491 8 8 TGEL F
GS
   GS
      NP 1125 491 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1125 977 8 8 TGEL F
GS
   GS
      NP 1125 977 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1060 572 8 8 TGEL F
GS
   GS
      NP 1060 572 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1060 896 8 8 TGEL F
GS
   GS
      NP 1060 896 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1097 734 8 8 TGEL F
GS
   GS
      NP 1097 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1118 491 8 8 TGEL F
GS
   GS
      NP 1118 491 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1118 977 8 8 TGEL F
GS
   GS
      NP 1118 977 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 576 8 8 TGEL F
GS
   GS
      NP 1051 576 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 892 8 8 TGEL F
GS
   GS
      NP 1051 892 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1080 734 8 8 TGEL F
GS
   GS
      NP 1080 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1110 491 8 8 TGEL F
GS
   GS
      NP 1110 491 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1110 977 8 8 TGEL F
GS
   GS
      NP 1110 977 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1043 580 8 8 TGEL F
GS
   GS
      NP 1043 580 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1043 888 8 8 TGEL F
GS
   GS
      NP 1043 888 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1063 734 8 8 TGEL F
GS
   GS
      NP 1063 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1102 492 8 8 TGEL F
GS
   GS
      NP 1102 492 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1102 976 8 8 TGEL F
GS
   GS
      NP 1102 976 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1035 584 8 8 TGEL F
GS
   GS
      NP 1035 584 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1035 884 8 8 TGEL F
GS
   GS
      NP 1035 884 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1048 734 8 8 TGEL F
GS
   GS
      NP 1048 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1095 492 8 8 TGEL F
GS
   GS
      NP 1095 492 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1095 976 8 8 TGEL F
GS
   GS
      NP 1095 976 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1028 589 8 8 TGEL F
GS
   GS
      NP 1028 589 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1028 879 8 8 TGEL F
GS
   GS
      NP 1028 879 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1034 734 8 8 TGEL F
GS
   GS
      NP 1034 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1087 493 8 8 TGEL F
GS
   GS
      NP 1087 493 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1087 975 8 8 TGEL F
GS
   GS
      NP 1087 975 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1021 594 8 8 TGEL F
GS
   GS
      NP 1021 594 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1021 874 8 8 TGEL F
GS
   GS
      NP 1021 874 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1020 734 8 8 TGEL F
GS
   GS
      NP 1020 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1080 493 8 8 TGEL F
GS
   GS
      NP 1080 493 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1080 975 8 8 TGEL F
GS
   GS
      NP 1080 975 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1014 598 8 8 TGEL F
GS
   GS
      NP 1014 598 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1014 870 8 8 TGEL F
GS
   GS
      NP 1014 870 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1008 734 8 8 TGEL F
GS
   GS
      NP 1008 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1072 494 8 8 TGEL F
GS
   GS
      NP 1072 494 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1072 974 8 8 TGEL F
GS
   GS
      NP 1072 974 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1008 603 8 8 TGEL F
GS
   GS
      NP 1008 603 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1008 865 8 8 TGEL F
GS
   GS
      NP 1008 865 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 996 734 8 8 TGEL F
GS
   GS
      NP 996 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1064 494 8 8 TGEL F
GS
   GS
      NP 1064 494 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1064 974 8 8 TGEL F
GS
   GS
      NP 1064 974 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1002 609 8 8 TGEL F
GS
   GS
      NP 1002 609 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1002 859 8 8 TGEL F
GS
   GS
      NP 1002 859 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 986 734 8 8 TGEL F
GS
   GS
      NP 986 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1057 495 8 8 TGEL F
GS
   GS
      NP 1057 495 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1057 973 8 8 TGEL F
GS
   GS
      NP 1057 973 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 997 614 8 8 TGEL F
GS
   GS
      NP 997 614 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 997 854 8 8 TGEL F
GS
   GS
      NP 997 854 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 977 734 8 8 TGEL F
GS
   GS
      NP 977 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1049 496 8 8 TGEL F
GS
   GS
      NP 1049 496 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1049 972 8 8 TGEL F
GS
   GS
      NP 1049 972 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 992 619 8 8 TGEL F
GS
   GS
      NP 992 619 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 992 849 8 8 TGEL F
GS
   GS
      NP 992 849 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 969 734 8 8 TGEL F
GS
   GS
      NP 969 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1041 497 8 8 TGEL F
GS
   GS
      NP 1041 497 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1041 971 8 8 TGEL F
GS
   GS
      NP 1041 971 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 987 624 8 8 TGEL F
GS
   GS
      NP 987 624 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 987 844 8 8 TGEL F
GS
   GS
      NP 987 844 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 961 734 8 8 TGEL F
GS
   GS
      NP 961 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1033 498 8 8 TGEL F
GS
   GS
      NP 1033 498 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1033 970 8 8 TGEL F
GS
   GS
      NP 1033 970 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 983 630 8 8 TGEL F
GS
   GS
      NP 983 630 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 983 838 8 8 TGEL F
GS
   GS
      NP 983 838 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 955 734 8 8 TGEL F
GS
   GS
      NP 955 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1025 499 8 8 TGEL F
GS
   GS
      NP 1025 499 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1025 969 8 8 TGEL F
GS
   GS
      NP 1025 969 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 979 635 8 8 TGEL F
GS
   GS
      NP 979 635 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 979 833 8 8 TGEL F
GS
   GS
      NP 979 833 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 951 734 8 8 TGEL F
GS
   GS
      NP 951 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1017 501 8 8 TGEL F
GS
   GS
      NP 1017 501 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1017 967 8 8 TGEL F
GS
   GS
      NP 1017 967 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 975 641 8 8 TGEL F
GS
   GS
      NP 975 641 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 975 827 8 8 TGEL F
GS
   GS
      NP 975 827 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 947 734 8 8 TGEL F
GS
   GS
      NP 947 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1008 502 8 8 TGEL F
GS
   GS
      NP 1008 502 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1008 966 8 8 TGEL F
GS
   GS
      NP 1008 966 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 972 647 8 8 TGEL F
GS
   GS
      NP 972 647 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 972 821 8 8 TGEL F
GS
   GS
      NP 972 821 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 945 734 8 8 TGEL F
GS
   GS
      NP 945 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1000 504 8 8 TGEL F
GS
   GS
      NP 1000 504 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1000 964 8 8 TGEL F
GS
   GS
      NP 1000 964 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 969 652 8 8 TGEL F
GS
   GS
      NP 969 652 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 969 816 8 8 TGEL F
GS
   GS
      NP 969 816 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 943 734 8 8 TGEL F
GS
   GS
      NP 943 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 992 505 8 8 TGEL F
GS
   GS
      NP 992 505 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 992 963 8 8 TGEL F
GS
   GS
      NP 992 963 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 967 658 8 8 TGEL F
GS
   GS
      NP 967 658 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 967 810 8 8 TGEL F
GS
   GS
      NP 967 810 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 943 734 8 8 TGEL F
GS
   GS
      NP 943 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 983 507 8 8 TGEL F
GS
   GS
      NP 983 507 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 983 961 8 8 TGEL F
GS
   GS
      NP 983 961 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 965 663 8 8 TGEL F
GS
   GS
      NP 965 663 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 965 805 8 8 TGEL F
GS
   GS
      NP 965 805 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 945 734 8 8 TGEL F
GS
   GS
      NP 945 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 974 509 8 8 TGEL F
GS
   GS
      NP 974 509 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 974 959 8 8 TGEL F
GS
   GS
      NP 974 959 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 963 669 8 8 TGEL F
GS
   GS
      NP 963 669 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 963 799 8 8 TGEL F
GS
   GS
      NP 963 799 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 948 734 8 8 TGEL F
GS
   GS
      NP 948 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 966 511 8 8 TGEL F
GS
   GS
      NP 966 511 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 966 957 8 8 TGEL F
GS
   GS
      NP 966 957 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 961 675 8 8 TGEL F
GS
   GS
      NP 961 675 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 961 793 8 8 TGEL F
GS
   GS
      NP 961 793 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 953 734 8 8 TGEL F
GS
   GS
      NP 953 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 957 514 8 8 TGEL F
GS
   GS
      NP 957 514 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 957 954 8 8 TGEL F
GS
   GS
      NP 957 954 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 959 680 8 8 TGEL F
GS
   GS
      NP 959 680 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 959 788 8 8 TGEL F
GS
   GS
      NP 959 788 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 960 734 8 8 TGEL F
GS
   GS
      NP 960 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 948 516 8 8 TGEL F
GS
   GS
      NP 948 516 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 948 952 8 8 TGEL F
GS
   GS
      NP 948 952 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 957 685 8 8 TGEL F
GS
   GS
      NP 957 685 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 957 783 8 8 TGEL F
GS
   GS
      NP 957 783 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 969 734 8 8 TGEL F
GS
   GS
      NP 969 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 939 519 8 8 TGEL F
GS
   GS
      NP 939 519 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 939 949 8 8 TGEL F
GS
   GS
      NP 939 949 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 955 689 8 8 TGEL F
GS
   GS
      NP 955 689 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 955 779 8 8 TGEL F
GS
   GS
      NP 955 779 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 979 734 8 8 TGEL F
GS
   GS
      NP 979 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 929 522 8 8 TGEL F
GS
   GS
      NP 929 522 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 929 946 8 8 TGEL F
GS
   GS
      NP 929 946 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 954 693 8 8 TGEL F
GS
   GS
      NP 954 693 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 954 775 8 8 TGEL F
GS
   GS
      NP 954 775 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 990 734 8 8 TGEL F
GS
   GS
      NP 990 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 920 524 8 8 TGEL F
GS
   GS
      NP 920 524 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 920 944 8 8 TGEL F
GS
   GS
      NP 920 944 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 955 695 8 8 TGEL F
GS
   GS
      NP 955 695 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 955 773 8 8 TGEL F
GS
   GS
      NP 955 773 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1000 734 8 8 TGEL F
GS
   GS
      NP 1000 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 911 527 8 8 TGEL F
GS
   GS
      NP 911 527 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 911 941 8 8 TGEL F
GS
   GS
      NP 911 941 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 957 698 8 8 TGEL F
GS
   GS
      NP 957 698 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 957 770 8 8 TGEL F
GS
   GS
      NP 957 770 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1008 734 8 8 TGEL F
GS
   GS
      NP 1008 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 901 531 8 8 TGEL F
GS
   GS
      NP 901 531 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 901 937 8 8 TGEL F
GS
   GS
      NP 901 937 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 960 701 8 8 TGEL F
GS
   GS
      NP 960 701 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 960 767 8 8 TGEL F
GS
   GS
      NP 960 767 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1016 734 8 8 TGEL F
GS
   GS
      NP 1016 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 891 534 8 8 TGEL F
GS
   GS
      NP 891 534 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 891 934 8 8 TGEL F
GS
   GS
      NP 891 934 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 965 703 8 8 TGEL F
GS
   GS
      NP 965 703 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 965 765 8 8 TGEL F
GS
   GS
      NP 965 765 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1023 734 8 8 TGEL F
GS
   GS
      NP 1023 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 882 537 8 8 TGEL F
GS
   GS
      NP 882 537 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 882 931 8 8 TGEL F
GS
   GS
      NP 882 931 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 972 707 8 8 TGEL F
GS
   GS
      NP 972 707 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 972 761 8 8 TGEL F
GS
   GS
      NP 972 761 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1029 734 8 8 TGEL F
GS
   GS
      NP 1029 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 872 540 8 8 TGEL F
GS
   GS
      NP 872 540 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 872 928 8 8 TGEL F
GS
   GS
      NP 872 928 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 980 711 8 8 TGEL F
GS
   GS
      NP 980 711 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 980 757 8 8 TGEL F
GS
   GS
      NP 980 757 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1033 734 8 8 TGEL F
GS
   GS
      NP 1033 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 862 544 8 8 TGEL F
GS
   GS
      NP 862 544 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 862 924 8 8 TGEL F
GS
   GS
      NP 862 924 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 989 716 8 8 TGEL F
GS
   GS
      NP 989 716 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 989 752 8 8 TGEL F
GS
   GS
      NP 989 752 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1036 734 8 8 TGEL F
GS
   GS
      NP 1036 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 853 548 8 8 TGEL F
GS
   GS
      NP 853 548 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 853 920 8 8 TGEL F
GS
   GS
      NP 853 920 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1003 729 8 8 TGEL F
GS
   GS
      NP 1003 729 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1003 739 8 8 TGEL F
GS
   GS
      NP 1003 739 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1033 734 8 8 TGEL F
GS
   GS
      NP 1033 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 843 552 8 8 TGEL F
GS
   GS
      NP 843 552 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 843 916 8 8 TGEL F
GS
   GS
      NP 843 916 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 986 734 8 8 TGEL F
GS
   GS
      NP 986 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1039 720 8 8 TGEL F
GS
   GS
      NP 1039 720 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1039 748 8 8 TGEL F
GS
   GS
      NP 1039 748 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 834 556 8 8 TGEL F
GS
   GS
      NP 834 556 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 834 912 8 8 TGEL F
GS
   GS
      NP 834 912 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 986 734 8 8 TGEL F
GS
   GS
      NP 986 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1052 716 8 8 TGEL F
GS
   GS
      NP 1052 716 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1052 752 8 8 TGEL F
GS
   GS
      NP 1052 752 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 824 560 8 8 TGEL F
GS
   GS
      NP 824 560 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 824 908 8 8 TGEL F
GS
   GS
      NP 824 908 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 988 734 8 8 TGEL F
GS
   GS
      NP 988 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1065 713 8 8 TGEL F
GS
   GS
      NP 1065 713 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1065 755 8 8 TGEL F
GS
   GS
      NP 1065 755 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 815 565 8 8 TGEL F
GS
   GS
      NP 815 565 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 815 903 8 8 TGEL F
GS
   GS
      NP 815 903 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 992 734 8 8 TGEL F
GS
   GS
      NP 992 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1078 711 8 8 TGEL F
GS
   GS
      NP 1078 711 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1078 757 8 8 TGEL F
GS
   GS
      NP 1078 757 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 806 570 8 8 TGEL F
GS
   GS
      NP 806 570 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 806 898 8 8 TGEL F
GS
   GS
      NP 806 898 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1092 709 8 8 TGEL F
GS
   GS
      NP 1092 709 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1092 759 8 8 TGEL F
GS
   GS
      NP 1092 759 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 996 734 8 8 TGEL F
GS
   GS
      NP 996 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 797 576 8 8 TGEL F
GS
   GS
      NP 797 576 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 797 892 8 8 TGEL F
GS
   GS
      NP 797 892 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1106 708 8 8 TGEL F
GS
   GS
      NP 1106 708 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1106 760 8 8 TGEL F
GS
   GS
      NP 1106 760 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1001 734 8 8 TGEL F
GS
   GS
      NP 1001 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 788 582 8 8 TGEL F
GS
   GS
      NP 788 582 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 788 886 8 8 TGEL F
GS
   GS
      NP 788 886 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1120 707 8 8 TGEL F
GS
   GS
      NP 1120 707 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1120 761 8 8 TGEL F
GS
   GS
      NP 1120 761 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1007 734 8 8 TGEL F
GS
   GS
      NP 1007 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 779 588 8 8 TGEL F
GS
   GS
      NP 779 588 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 779 880 8 8 TGEL F
GS
   GS
      NP 779 880 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1136 706 8 8 TGEL F
GS
   GS
      NP 1136 706 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1136 762 8 8 TGEL F
GS
   GS
      NP 1136 762 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1012 734 8 8 TGEL F
GS
   GS
      NP 1012 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 770 595 8 8 TGEL F
GS
   GS
      NP 770 595 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 770 873 8 8 TGEL F
GS
   GS
      NP 770 873 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1152 705 8 8 TGEL F
GS
   GS
      NP 1152 705 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1152 763 8 8 TGEL F
GS
   GS
      NP 1152 763 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1017 734 8 8 TGEL F
GS
   GS
      NP 1017 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 762 603 8 8 TGEL F
GS
   GS
      NP 762 603 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 762 865 8 8 TGEL F
GS
   GS
      NP 762 865 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1170 705 8 8 TGEL F
GS
   GS
      NP 1170 705 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1170 763 8 8 TGEL F
GS
   GS
      NP 1170 763 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1021 734 8 8 TGEL F
GS
   GS
      NP 1021 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 753 612 8 8 TGEL F
GS
   GS
      NP 753 612 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 753 856 8 8 TGEL F
GS
   GS
      NP 753 856 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1188 704 8 8 TGEL F
GS
   GS
      NP 1188 704 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1188 764 8 8 TGEL F
GS
   GS
      NP 1188 764 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1026 734 8 8 TGEL F
GS
   GS
      NP 1026 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 744 622 8 8 TGEL F
GS
   GS
      NP 744 622 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 744 846 8 8 TGEL F
GS
   GS
      NP 744 846 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1207 703 8 8 TGEL F
GS
   GS
      NP 1207 703 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1207 765 8 8 TGEL F
GS
   GS
      NP 1207 765 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1030 734 8 8 TGEL F
GS
   GS
      NP 1030 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 736 633 8 8 TGEL F
GS
   GS
      NP 736 633 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 736 835 8 8 TGEL F
GS
   GS
      NP 736 835 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1227 703 8 8 TGEL F
GS
   GS
      NP 1227 703 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1227 765 8 8 TGEL F
GS
   GS
      NP 1227 765 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1033 734 8 8 TGEL F
GS
   GS
      NP 1033 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 727 647 8 8 TGEL F
GS
   GS
      NP 727 647 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 727 821 8 8 TGEL F
GS
   GS
      NP 727 821 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1248 702 8 8 TGEL F
GS
   GS
      NP 1248 702 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1248 766 8 8 TGEL F
GS
   GS
      NP 1248 766 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1037 734 8 8 TGEL F
GS
   GS
      NP 1037 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 719 663 8 8 TGEL F
GS
   GS
      NP 719 663 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 719 805 8 8 TGEL F
GS
   GS
      NP 719 805 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1271 702 8 8 TGEL F
GS
   GS
      NP 1271 702 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1271 766 8 8 TGEL F
GS
   GS
      NP 1271 766 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1040 734 8 8 TGEL F
GS
   GS
      NP 1040 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 711 686 8 8 TGEL F
GS
   GS
      NP 711 686 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 711 782 8 8 TGEL F
GS
   GS
      NP 711 782 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1294 702 8 8 TGEL F
GS
   GS
      NP 1294 702 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1294 766 8 8 TGEL F
GS
   GS
      NP 1294 766 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1042 734 8 8 TGEL F
GS
   GS
      NP 1042 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 670 734 8 8 TGEL F
GS
   GS
      NP 670 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 734 734 8 8 TGEL F
GS
   GS
      NP 734 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1318 701 8 8 TGEL F
GS
   GS
      NP 1318 701 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1318 767 8 8 TGEL F
GS
   GS
      NP 1318 767 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1045 734 8 8 TGEL F
GS
   GS
      NP 1045 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 607 734 8 8 TGEL F
GS
   GS
      NP 607 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1343 701 8 8 TGEL F
GS
   GS
      NP 1343 701 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1343 767 8 8 TGEL F
GS
   GS
      NP 1343 767 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 781 734 8 8 TGEL F
GS
   GS
      NP 781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1047 734 8 8 TGEL F
GS
   GS
      NP 1047 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 566 734 8 8 TGEL F
GS
   GS
      NP 566 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1369 701 8 8 TGEL F
GS
   GS
      NP 1369 701 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1369 767 8 8 TGEL F
GS
   GS
      NP 1369 767 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 805 734 8 8 TGEL F
GS
   GS
      NP 805 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1049 734 8 8 TGEL F
GS
   GS
      NP 1049 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 531 734 8 8 TGEL F
GS
   GS
      NP 531 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1396 700 8 8 TGEL F
GS
   GS
      NP 1396 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1396 768 8 8 TGEL F
GS
   GS
      NP 1396 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 823 734 8 8 TGEL F
GS
   GS
      NP 823 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 734 8 8 TGEL F
GS
   GS
      NP 1051 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 500 734 8 8 TGEL F
GS
   GS
      NP 500 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1424 700 8 8 TGEL F
GS
   GS
      NP 1424 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1424 768 8 8 TGEL F
GS
   GS
      NP 1424 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 838 734 8 8 TGEL F
GS
   GS
      NP 838 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1053 734 8 8 TGEL F
GS
   GS
      NP 1053 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 471 734 8 8 TGEL F
GS
   GS
      NP 471 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1453 700 8 8 TGEL F
GS
   GS
      NP 1453 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1453 768 8 8 TGEL F
GS
   GS
      NP 1453 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 850 734 8 8 TGEL F
GS
   GS
      NP 850 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1055 734 8 8 TGEL F
GS
   GS
      NP 1055 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 444 734 8 8 TGEL F
GS
   GS
      NP 444 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1483 700 8 8 TGEL F
GS
   GS
      NP 1483 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1483 768 8 8 TGEL F
GS
   GS
      NP 1483 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 860 734 8 8 TGEL F
GS
   GS
      NP 860 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1057 734 8 8 TGEL F
GS
   GS
      NP 1057 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 418 734 8 8 TGEL F
GS
   GS
      NP 418 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1513 700 8 8 TGEL F
GS
   GS
      NP 1513 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1513 768 8 8 TGEL F
GS
   GS
      NP 1513 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 870 734 8 8 TGEL F
GS
   GS
      NP 870 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1058 734 8 8 TGEL F
GS
   GS
      NP 1058 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 392 734 8 8 TGEL F
GS
   GS
      NP 392 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1545 700 8 8 TGEL F
GS
   GS
      NP 1545 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1545 768 8 8 TGEL F
GS
   GS
      NP 1545 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 878 734 8 8 TGEL F
GS
   GS
      NP 878 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1060 734 8 8 TGEL F
GS
   GS
      NP 1060 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 368 734 8 8 TGEL F
GS
   GS
      NP 368 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1578 700 8 8 TGEL F
GS
   GS
      NP 1578 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1578 768 8 8 TGEL F
GS
   GS
      NP 1578 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 886 734 8 8 TGEL F
GS
   GS
      NP 886 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1061 734 8 8 TGEL F
GS
   GS
      NP 1061 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 344 734 8 8 TGEL F
GS
   GS
      NP 344 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1611 700 8 8 TGEL F
GS
   GS
      NP 1611 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1611 768 8 8 TGEL F
GS
   GS
      NP 1611 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 893 734 8 8 TGEL F
GS
   GS
      NP 893 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1062 734 8 8 TGEL F
GS
   GS
      NP 1062 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 320 734 8 8 TGEL F
GS
   GS
      NP 320 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1646 700 8 8 TGEL F
GS
   GS
      NP 1646 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1646 768 8 8 TGEL F
GS
   GS
      NP 1646 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 900 734 8 8 TGEL F
GS
   GS
      NP 900 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1063 734 8 8 TGEL F
GS
   GS
      NP 1063 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 297 734 8 8 TGEL F
GS
   GS
      NP 297 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1681 700 8 8 TGEL F
GS
   GS
      NP 1681 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1681 768 8 8 TGEL F
GS
   GS
      NP 1681 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 906 734 8 8 TGEL F
GS
   GS
      NP 906 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1064 734 8 8 TGEL F
GS
   GS
      NP 1064 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 274 734 8 8 TGEL F
GS
   GS
      NP 274 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1717 700 8 8 TGEL F
GS
   GS
      NP 1717 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1717 768 8 8 TGEL F
GS
   GS
      NP 1717 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 912 734 8 8 TGEL F
GS
   GS
      NP 912 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1065 734 8 8 TGEL F
GS
   GS
      NP 1065 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 252 734 8 8 TGEL F
GS
   GS
      NP 252 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1755 700 8 8 TGEL F
GS
   GS
      NP 1755 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1755 768 8 8 TGEL F
GS
   GS
      NP 1755 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 917 734 8 8 TGEL F
GS
   GS
      NP 917 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1066 734 8 8 TGEL F
GS
   GS
      NP 1066 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 230 734 8 8 TGEL F
GS
   GS
      NP 230 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1793 700 8 8 TGEL F
GS
   GS
      NP 1793 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1793 768 8 8 TGEL F
GS
   GS
      NP 1793 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 922 734 8 8 TGEL F
GS
   GS
      NP 922 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1067 734 8 8 TGEL F
GS
   GS
      NP 1067 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 208 734 8 8 TGEL F
GS
   GS
      NP 208 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1832 701 8 8 TGEL F
GS
   GS
      NP 1832 701 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1832 767 8 8 TGEL F
GS
   GS
      NP 1832 767 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 927 734 8 8 TGEL F
GS
   GS
      NP 927 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1068 734 8 8 TGEL F
GS
   GS
      NP 1068 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 186 734 8 8 TGEL F
GS
   GS
      NP 186 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1872 701 8 8 TGEL F
GS
   GS
      NP 1872 701 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1872 767 8 8 TGEL F
GS
   GS
      NP 1872 767 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 932 734 8 8 TGEL F
GS
   GS
      NP 932 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1069 734 8 8 TGEL F
GS
   GS
      NP 1069 734 8 8 TGEL
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1550 590 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=0) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      150 640 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=4.6) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1900 630 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=4.6) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1090 640 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=4.6) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      200 650 M
      50 -10 atan DU cos 22.000 MU 190 exch SU
      exch sin 22.000 MU 700 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      190 700 22.000 9.000 -10 50 TGAT
   1 SG CP F
   0 SG
   NP
      190 700 22.000 9.000 -10 50 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1950 640 M
      40 -60 atan DU cos 22.000 MU 1890 exch SU
      exch sin 22.000 MU 680 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1890 680 22.000 9.000 -60 40 TGAT
   1 SG CP F
   0 SG
   NP
      1890 680 22.000 9.000 -60 40 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1950 650 M
      100 -50 atan DU cos 22.000 MU 1900 exch SU
      exch sin 22.000 MU 750 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1900 750 22.000 9.000 -50 100 TGAT
   1 SG CP F
   0 SG
   NP
      1900 750 22.000 9.000 -50 100 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1080 630 M
      80 -130 atan DU cos 22.000 MU 950 exch SU
      exch sin 22.000 MU 710 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      950 710 22.000 9.000 -130 80 TGAT
   1 SG CP F
   0 SG
   NP
      950 710 22.000 9.000 -130 80 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1110 650 M
      60 -30 atan DU cos 22.000 MU 1080 exch SU
      exch sin 22.000 MU 710 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1080 710 22.000 9.000 -30 60 TGAT
   1 SG CP F
   0 SG
   NP
      1080 710 22.000 9.000 -30 60 TGAT
   CP F
GR

% TEXT
NP
0 SG
   GS
      1 W
      720 660 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=2.3) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      930 600 M
      -70 40 atan DU cos 22.000 MU 970 exch SU
      exch sin 22.000 MU 530 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      970 530 22.000 9.000 40 -70 TGAT
   1 SG CP F
   0 SG
   NP
      970 530 22.000 9.000 40 -70 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      820 670 M
      260 140 atan DU cos 22.000 MU 960 exch SU
      exch sin 22.000 MU 930 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      960 930 22.000 9.000 140 260 TGAT
   1 SG CP F
   0 SG
   NP
      960 930 22.000 9.000 140 260 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      840 670 M
      120 90 atan DU cos 22.000 MU 930 exch SU
      exch sin 22.000 MU 790 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      930 790 22.000 9.000 90 120 TGAT
   1 SG CP F
   0 SG
   NP
      930 790 22.000 9.000 90 120 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      880 670 M
      40 50 atan DU cos 22.000 MU 930 exch SU
      exch sin 22.000 MU 710 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      930 710 22.000 9.000 50 40 TGAT
   1 SG CP F
   0 SG
   NP
      930 710 22.000 9.000 50 40 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      930 640 M
      10 20 atan DU cos 22.000 MU 950 exch SU
      exch sin 22.000 MU 650 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      950 650 22.000 9.000 20 10 TGAT
   1 SG CP F
   0 SG
   NP
      950 650 22.000 9.000 20 10 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1540 580 M
      90 -170 atan DU cos 22.000 MU 1370 exch SU
      exch sin 22.000 MU 670 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1370 670 22.000 9.000 -170 90 TGAT
   1 SG CP F
   0 SG
   NP
      1370 670 22.000 9.000 -170 90 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1540 590 M
      160 -160 atan DU cos 22.000 MU 1380 exch SU
      exch sin 22.000 MU 750 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1380 750 22.000 9.000 -160 160 TGAT
   1 SG CP F
   0 SG
   NP
      1380 750 22.000 9.000 -160 160 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1680 600 M
      100 90 atan DU cos 22.000 MU 1770 exch SU
      exch sin 22.000 MU 700 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1770 700 22.000 9.000 90 100 TGAT
   1 SG CP F
   0 SG
   NP
      1770 700 22.000 9.000 90 100 TGAT
   CP F
GR

GR
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%%Trailer
%MatchingCreationDate: Wed Aug 30 07:27:46 2000
%%DocumentFonts: Symbol
%%+ Helvetica
%%EOF

%%EndDocument
@endspecial Fr 0 1660 a(Fig.) p 151 1660 a(12) p Fy 326
1660 a(T) p 371 1660 a(ra) t(jectories) p 713 1660 a(of) p
791 1660 a(eigen) n(v) l(alues) p 1153 1660 a(in) p 1233
1660 a(the) p 1353 1660 a(complex) p 1627 1660 a(plane) p
1813 1660 a(\() p Fd(\026) p Fc 1882 1672 a(l) p Fy 1926
1660 a(=) 0 1740 y(20) p 94 1740 a([pac) n(k) n(et/ms]\)) p
Fo 165 1991 a(Ho) n(w) n(ev) n(er,) p 525 1991 a(when) p
744 1991 a(the) p 888 1991 a(link) p 1054 1991 a(capacit) n(y) p
Fk 1383 1991 a(\026) p Fh 1433 2003 a(l) p Fo 1488 1991
a(is) p 1573 1991 a(large,) p 1801 1991 a(tran-) 0 2089
y(sien) n(t) p 203 2089 a(p) r(erformance) p 685 2089
a(cannot) p 964 2089 a(b) r(e) p 1083 2089 a(impro) n(v) n(ed.) p
1498 2089 a(It) p 1594 2089 a(can) p 1753 2089 a(b) r(e) p
1873 2089 a(ex-) 0 2186 y(plained) p 295 2186 a(from) p
497 2186 a(Fig.) p 671 2186 a(13.) p 829 2186 a(In) p
937 2186 a(this) p 1104 2186 a(\014gure,) p 1364 2186
a(tra) p 1476 2186 a(jectories) p 1806 2186 a(of) p Fk
1905 2186 a(\025) p Fh 1953 2198 a(i) p Fo 0 2284 a(are) p
132 2284 a(plotted) p 412 2284 a(for) p Fk 533 2284 a(\026) p
Fh 583 2296 a(l) p Fo 632 2284 a(=) p 719 2284 a(2000) p
907 2284 a([pac) n(k) n(et/ms]) p 1351 2284 a(and) p
Fk 1506 2284 a(\016) p Fh 1543 2296 a(c) p Fo 1598 2284
a(\(=) p Fk 1718 2284 a(\016) p Fh 1755 2296 a(c) p Fg
1785 2304 a(i) p Fk 1815 2284 a(;) p Fo 1852 2284 a(1) p
Fj 1916 2284 a(\024) p Fk 0 2381 a(i) p Fj 54 2381 a(\024) p
Fo 144 2381 a(3\)) p 247 2381 a(are) p 387 2381 a(c) n(hanged) p
709 2381 a(from) p 906 2381 a(0.1) p 1042 2381 a(to) p
1145 2381 a(1.0.) p 1315 2381 a(One) p 1491 2381 a(can) p
1645 2381 a(\014nd) p 1812 2381 a(from) 0 2478 y(this) p
173 2478 a(\014gure) p 414 2478 a(that) p Fk 605 2478
a(\025) p Fz 653 2490 a(1) p Fo 729 2478 a(nev) n(er) p
961 2478 a(gets) p 1143 2478 a(close) p 1353 2478 a(to) p
1465 2478 a(the) p 1619 2478 a(origin.) p 1919 2478 a(It) 0
2576 y(is) p 85 2576 a(also) p 253 2576 a(true) p 430
2576 a(for) p 559 2576 a(other) p 777 2576 a(eigen) n(v) p
999 2576 a(alues.) p 1244 2576 a(Hence,) p 1515 2576
a(the) p 1660 2576 a(transien) n(t) 0 2673 y(p) r(erformance) p
468 2673 a(cannot) p 733 2673 a(b) r(e) p 839 2673 a(impro) n(v) n(ed) p
1194 2673 a(regardless) p 1571 2673 a(of) p 1658 2673
a(the) p 1794 2673 a(v) p 1833 2673 a(alue) 0 2771 y(of) p
95 2771 a(the) p 238 2771 a(con) n(trol) p 517 2771 a(parameter) p
Fk 914 2771 a(\016) p Fh 951 2783 a(c) p Fo 985 2771
a(.) 396 3550 y @beginspecial 46 @llx 469 @lly 569 @urx
819 @ury 1426 @rwi 732 @rhi @setspecial
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%%Title: eigen2-sub
%%CreationDate: Wed Aug 30 06:29:32 2000
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%%BeginProlog

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/tgifarrowtipdict 8 dict def
tgifarrowtipdict /mtrx matrix put

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      0 0 moveto
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/TGMAX
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/W { setlinewidth } bd
/SM { setmiterlimit } bd
/SLC { setlinecap } bd
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/SH { show } bd
/FF { findfont } bd
/MS { makefont setfont } bd
/AR { arcto 4 {pop} repeat } bd
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end

%%EndProlog
%%Page: 1 1

%%PageBoundingBox: 46 469 569 819
tgifdict begin
/tgifsavedpage save def

1 SM
1 W

0 SG

72 0 MU 72 11.695 MU TR
72 128 DI 50.000 MU 100 DI DU NE SC

GS

/tgiforigctm matrix currentmatrix def

% BOX
0 SG
NP 1019 1238 M 1045 1238 L 1045 1264 L 1019 1264 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1019 1238 M 1045 1238 L 1045 1264 L 1019 1264 L CP
      S
   GR
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 1222 M
      1043 1222 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 1239 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 978 M
      1043 978 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 995 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1043 734 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 751 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 490 M
      1043 490 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 507 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 246 M
      1043 246 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1026 263 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      315 734 M
      315 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      315 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      682 734 M
      682 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      682 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (-0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 734 M
      1050 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1050 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1417 734 M
      1417 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1417 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (0.5) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1785 734 M
      1785 741 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1785 798 M
      GS
        GS
        0
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) TGSW 
        AD
        GR
      2 DI NE 0 RM
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (1) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   [4 4] 0 SD
   NP
      168 734 M
      1932 734 L
   TGSM
   1 W
   S
   [] 0 SD
GR

% POLY/OPEN-SPLINE
0 SG
GS
   [4 4] 0 SD
   NP
      1050 1320 M
      1050 148 L
   TGSM
   1 W
   S
   [] 0 SD
GR

% TEXT
NP
0 SG
   GS
      1 W
      1932 751 M
      GS
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (Re) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1050 165 M
      GS
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (Im) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1050 246 M
      1050 246 L
      1102 247 L
      1154 251 L
      1205 257 L
      1255 265 L
      1304 276 L
      1353 289 L
      1399 304 L
      1444 322 L
      1487 341 L
      1527 363 L
      1566 386 L
      1601 411 L
      1634 438 L
      1664 466 L
      1691 496 L
      1715 526 L
      1736 558 L
      1753 591 L
      1766 624 L
      1776 658 L
      1782 692 L
      1785 727 L
      1784 761 L
      1779 795 L
      1771 830 L
      1759 863 L
      1743 896 L
      1724 928 L
      1702 959 L
      1676 989 L
      1648 1018 L
      1616 1046 L
      1581 1071 L
      1544 1095 L
      1505 1118 L
      1463 1138 L
      1419 1156 L
      1373 1173 L
      1325 1187 L
      1277 1199 L
      1227 1208 L
      1176 1215 L
      1124 1220 L
      1072 1222 L
      1020 1222 L
      969 1219 L
      917 1214 L
      866 1207 L
      817 1197 L
      768 1185 L
      721 1171 L
      675 1154 L
      631 1135 L
      590 1115 L
      550 1092 L
      514 1068 L
      479 1042 L
      448 1014 L
      420 985 L
      395 955 L
      373 924 L
      354 892 L
      339 859 L
      328 825 L
      320 791 L
      316 756 L
      315 722 L
      318 687 L
      325 653 L
      336 619 L
      350 586 L
      367 554 L
      388 522 L
      412 491 L
      440 462 L
      470 434 L
      503 408 L
      539 383 L
      578 360 L
      619 338 L
      662 319 L
      707 302 L
      754 287 L
      802 274 L
      852 264 L
      902 256 L
      954 250 L
      1005 247 L
      1057 246 L
      1109 247 L
      1161 251 L
      1212 258 L
      1262 266 L
      1311 278 L
      1359 291 L
      1405 307 L
      1450 324 L
      1493 344 L
   TGSM
   1 W
   S
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1493 344 M
      1533 366 L
   TGSM
   1 W
   S
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1756 716 M
      1792 752 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1756 752 M
      1792 716 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1814 107 M
      1850 143 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1814 143 M
      1850 107 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1213 675 M
      1213 713 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1194 694 M
      1232 694 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1215 358 M
      1215 396 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1196 377 M
      1234 377 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1832 166 M
      1832 204 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1813 185 M
      1851 185 L
   TGSM
   2 W
   S
   1 W
GR

% BOX
0 SG
NP 1195 756 M 1231 756 L 1231 792 L 1195 792 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1195 756 M 1231 756 L 1231 792 L 1195 792 L CP
      S
   GR
GR

% BOX
0 SG
NP 1197 1073 M 1233 1073 L 1233 1109 L 1197 1109 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1197 1073 M 1233 1073 L 1233 1109 L 1197 1109 L CP
      S
   GR
GR

% BOX
0 SG
NP 1814 227 M 1850 227 L 1850 263 L 1814 263 L CP 1 SG F
   0 SG
GS
   10 SM
   GS
      NP 1814 227 M 1850 227 L 1850 263 L 1814 263 L CP
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 322 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (4) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (4) SH
      GR
   GR

% BOX
0 SG
NP 1628 716 M 1664 716 L 1664 752 L 1628 752 L CP F
GS
   10 SM
   GS
      NP 1628 716 M 1664 716 L 1664 752 L 1628 752 L CP
      S
   GR
GR

% BOX
0 SG
NP 1246 436 M 1282 436 L 1282 472 L 1246 472 L CP F
GS
   10 SM
   GS
      NP 1246 436 M 1282 436 L 1282 472 L 1246 472 L CP
      S
   GR
GR

% BOX
0 SG
NP 1072 300 M 1108 300 L 1108 336 L 1072 336 L CP F
GS
   10 SM
   GS
      NP 1072 300 M 1108 300 L 1108 336 L 1072 336 L CP
      S
   GR
GR

% BOX
0 SG
NP 1814 287 M 1850 287 L 1850 323 L 1814 323 L CP F
GS
   10 SM
   GS
      NP 1814 287 M 1850 287 L 1850 323 L 1814 323 L CP
      S
   GR
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 382 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (5) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (5) SH
      GR
   GR

% OVAL
0 SG
NP 1616 734 18 18 TGEL
CP 1 SG F
   0 SG
GS
   GS
      NP 1616 734 18 18 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1264 1014 18 18 TGEL
CP 1 SG F
   0 SG
GS
   GS
      NP 1264 1014 18 18 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1090 1150 18 18 TGEL
CP 1 SG F
   0 SG
GS
   GS
      NP 1090 1150 18 18 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1832 365 18 18 TGEL
CP 1 SG F
   0 SG
GS
   GS
      NP 1832 365 18 18 TGEL
      S
   GR
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1785 734 M
      1785 741 L
   TGSM
   2 W
   S
   1 W
GR

% OVAL
0 SG
NP 1784 734 8 8 TGEL F
GS
   GS
      NP 1784 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1646 734 8 8 TGEL F
GS
   GS
      NP 1646 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1616 734 8 8 TGEL F
GS
   GS
      NP 1616 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1213 694 8 8 TGEL F
GS
   GS
      NP 1213 694 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1213 774 8 8 TGEL F
GS
   GS
      NP 1213 774 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1784 734 8 8 TGEL F
GS
   GS
      NP 1784 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1630 734 8 8 TGEL F
GS
   GS
      NP 1630 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1597 734 8 8 TGEL F
GS
   GS
      NP 1597 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1223 693 8 8 TGEL F
GS
   GS
      NP 1223 693 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1223 775 8 8 TGEL F
GS
   GS
      NP 1223 775 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1784 734 8 8 TGEL F
GS
   GS
      NP 1784 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1614 734 8 8 TGEL F
GS
   GS
      NP 1614 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1577 734 8 8 TGEL F
GS
   GS
      NP 1577 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1233 690 8 8 TGEL F
GS
   GS
      NP 1233 690 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1233 778 8 8 TGEL F
GS
   GS
      NP 1233 778 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1784 734 8 8 TGEL F
GS
   GS
      NP 1784 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1597 734 8 8 TGEL F
GS
   GS
      NP 1597 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1557 734 8 8 TGEL F
GS
   GS
      NP 1557 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1245 688 8 8 TGEL F
GS
   GS
      NP 1245 688 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1245 780 8 8 TGEL F
GS
   GS
      NP 1245 780 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1784 734 8 8 TGEL F
GS
   GS
      NP 1784 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1579 734 8 8 TGEL F
GS
   GS
      NP 1579 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1535 734 8 8 TGEL F
GS
   GS
      NP 1535 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1257 685 8 8 TGEL F
GS
   GS
      NP 1257 685 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1257 783 8 8 TGEL F
GS
   GS
      NP 1257 783 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1784 734 8 8 TGEL F
GS
   GS
      NP 1784 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1558 734 8 8 TGEL F
GS
   GS
      NP 1558 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1512 734 8 8 TGEL F
GS
   GS
      NP 1512 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1272 681 8 8 TGEL F
GS
   GS
      NP 1272 681 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1272 787 8 8 TGEL F
GS
   GS
      NP 1272 787 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1535 734 8 8 TGEL F
GS
   GS
      NP 1535 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1490 734 8 8 TGEL F
GS
   GS
      NP 1490 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1288 675 8 8 TGEL F
GS
   GS
      NP 1288 675 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1288 793 8 8 TGEL F
GS
   GS
      NP 1288 793 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1503 734 8 8 TGEL F
GS
   GS
      NP 1503 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1474 734 8 8 TGEL F
GS
   GS
      NP 1474 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1304 666 8 8 TGEL F
GS
   GS
      NP 1304 666 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1304 802 8 8 TGEL F
GS
   GS
      NP 1304 802 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1466 716 8 8 TGEL F
GS
   GS
      NP 1466 716 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1466 752 8 8 TGEL F
GS
   GS
      NP 1466 752 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1319 654 8 8 TGEL F
GS
   GS
      NP 1319 654 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1319 814 8 8 TGEL F
GS
   GS
      NP 1319 814 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1449 700 8 8 TGEL F
GS
   GS
      NP 1449 700 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1449 768 8 8 TGEL F
GS
   GS
      NP 1449 768 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1329 640 8 8 TGEL F
GS
   GS
      NP 1329 640 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1329 828 8 8 TGEL F
GS
   GS
      NP 1329 828 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1437 685 8 8 TGEL F
GS
   GS
      NP 1437 685 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1437 783 8 8 TGEL F
GS
   GS
      NP 1437 783 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 627 8 8 TGEL F
GS
   GS
      NP 1334 627 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 841 8 8 TGEL F
GS
   GS
      NP 1334 841 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1427 672 8 8 TGEL F
GS
   GS
      NP 1427 672 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1427 796 8 8 TGEL F
GS
   GS
      NP 1427 796 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1336 614 8 8 TGEL F
GS
   GS
      NP 1336 614 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1336 854 8 8 TGEL F
GS
   GS
      NP 1336 854 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1420 660 8 8 TGEL F
GS
   GS
      NP 1420 660 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1420 808 8 8 TGEL F
GS
   GS
      NP 1420 808 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1336 602 8 8 TGEL F
GS
   GS
      NP 1336 602 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1336 866 8 8 TGEL F
GS
   GS
      NP 1336 866 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1413 650 8 8 TGEL F
GS
   GS
      NP 1413 650 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1413 818 8 8 TGEL F
GS
   GS
      NP 1413 818 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1336 591 8 8 TGEL F
GS
   GS
      NP 1336 591 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1336 877 8 8 TGEL F
GS
   GS
      NP 1336 877 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1407 640 8 8 TGEL F
GS
   GS
      NP 1407 640 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1407 828 8 8 TGEL F
GS
   GS
      NP 1407 828 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 581 8 8 TGEL F
GS
   GS
      NP 1334 581 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 887 8 8 TGEL F
GS
   GS
      NP 1334 887 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1402 631 8 8 TGEL F
GS
   GS
      NP 1402 631 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1402 837 8 8 TGEL F
GS
   GS
      NP 1402 837 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1333 572 8 8 TGEL F
GS
   GS
      NP 1333 572 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1333 896 8 8 TGEL F
GS
   GS
      NP 1333 896 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1397 622 8 8 TGEL F
GS
   GS
      NP 1397 622 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1397 846 8 8 TGEL F
GS
   GS
      NP 1397 846 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1330 563 8 8 TGEL F
GS
   GS
      NP 1330 563 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1330 905 8 8 TGEL F
GS
   GS
      NP 1330 905 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1783 734 8 8 TGEL F
GS
   GS
      NP 1783 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1328 555 8 8 TGEL F
GS
   GS
      NP 1328 555 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1328 913 8 8 TGEL F
GS
   GS
      NP 1328 913 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1392 614 8 8 TGEL F
GS
   GS
      NP 1392 614 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1392 854 8 8 TGEL F
GS
   GS
      NP 1392 854 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1325 547 8 8 TGEL F
GS
   GS
      NP 1325 547 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1325 921 8 8 TGEL F
GS
   GS
      NP 1325 921 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1387 607 8 8 TGEL F
GS
   GS
      NP 1387 607 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1387 861 8 8 TGEL F
GS
   GS
      NP 1387 861 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1322 539 8 8 TGEL F
GS
   GS
      NP 1322 539 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1322 929 8 8 TGEL F
GS
   GS
      NP 1322 929 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1383 600 8 8 TGEL F
GS
   GS
      NP 1383 600 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1383 868 8 8 TGEL F
GS
   GS
      NP 1383 868 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1320 532 8 8 TGEL F
GS
   GS
      NP 1320 532 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1320 936 8 8 TGEL F
GS
   GS
      NP 1320 936 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1378 593 8 8 TGEL F
GS
   GS
      NP 1378 593 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1378 875 8 8 TGEL F
GS
   GS
      NP 1378 875 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1316 525 8 8 TGEL F
GS
   GS
      NP 1316 525 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1316 943 8 8 TGEL F
GS
   GS
      NP 1316 943 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1374 586 8 8 TGEL F
GS
   GS
      NP 1374 586 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1374 882 8 8 TGEL F
GS
   GS
      NP 1374 882 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1313 518 8 8 TGEL F
GS
   GS
      NP 1313 518 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1313 950 8 8 TGEL F
GS
   GS
      NP 1313 950 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1370 580 8 8 TGEL F
GS
   GS
      NP 1370 580 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1370 888 8 8 TGEL F
GS
   GS
      NP 1370 888 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1310 511 8 8 TGEL F
GS
   GS
      NP 1310 511 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1310 957 8 8 TGEL F
GS
   GS
      NP 1310 957 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1366 574 8 8 TGEL F
GS
   GS
      NP 1366 574 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1366 894 8 8 TGEL F
GS
   GS
      NP 1366 894 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1307 505 8 8 TGEL F
GS
   GS
      NP 1307 505 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1307 963 8 8 TGEL F
GS
   GS
      NP 1307 963 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1362 568 8 8 TGEL F
GS
   GS
      NP 1362 568 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1362 900 8 8 TGEL F
GS
   GS
      NP 1362 900 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1304 499 8 8 TGEL F
GS
   GS
      NP 1304 499 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1304 969 8 8 TGEL F
GS
   GS
      NP 1304 969 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1358 562 8 8 TGEL F
GS
   GS
      NP 1358 562 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1358 906 8 8 TGEL F
GS
   GS
      NP 1358 906 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1300 492 8 8 TGEL F
GS
   GS
      NP 1300 492 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1300 976 8 8 TGEL F
GS
   GS
      NP 1300 976 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1354 557 8 8 TGEL F
GS
   GS
      NP 1354 557 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1354 911 8 8 TGEL F
GS
   GS
      NP 1354 911 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1297 487 8 8 TGEL F
GS
   GS
      NP 1297 487 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1297 981 8 8 TGEL F
GS
   GS
      NP 1297 981 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1350 551 8 8 TGEL F
GS
   GS
      NP 1350 551 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1350 917 8 8 TGEL F
GS
   GS
      NP 1350 917 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1782 734 8 8 TGEL F
GS
   GS
      NP 1782 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1294 481 8 8 TGEL F
GS
   GS
      NP 1294 481 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1294 987 8 8 TGEL F
GS
   GS
      NP 1294 987 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1346 546 8 8 TGEL F
GS
   GS
      NP 1346 546 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1346 922 8 8 TGEL F
GS
   GS
      NP 1346 922 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1290 475 8 8 TGEL F
GS
   GS
      NP 1290 475 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1290 993 8 8 TGEL F
GS
   GS
      NP 1290 993 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1342 541 8 8 TGEL F
GS
   GS
      NP 1342 541 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1342 927 8 8 TGEL F
GS
   GS
      NP 1342 927 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1287 470 8 8 TGEL F
GS
   GS
      NP 1287 470 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1287 998 8 8 TGEL F
GS
   GS
      NP 1287 998 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1338 536 8 8 TGEL F
GS
   GS
      NP 1338 536 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1338 932 8 8 TGEL F
GS
   GS
      NP 1338 932 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1283 464 8 8 TGEL F
GS
   GS
      NP 1283 464 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1283 1004 8 8 TGEL F
GS
   GS
      NP 1283 1004 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 531 8 8 TGEL F
GS
   GS
      NP 1334 531 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1334 937 8 8 TGEL F
GS
   GS
      NP 1334 937 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1280 459 8 8 TGEL F
GS
   GS
      NP 1280 459 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1280 1009 8 8 TGEL F
GS
   GS
      NP 1280 1009 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1331 526 8 8 TGEL F
GS
   GS
      NP 1331 526 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1331 942 8 8 TGEL F
GS
   GS
      NP 1331 942 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1276 454 8 8 TGEL F
GS
   GS
      NP 1276 454 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1276 1014 8 8 TGEL F
GS
   GS
      NP 1276 1014 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1327 522 8 8 TGEL F
GS
   GS
      NP 1327 522 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1327 946 8 8 TGEL F
GS
   GS
      NP 1327 946 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1273 449 8 8 TGEL F
GS
   GS
      NP 1273 449 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1273 1019 8 8 TGEL F
GS
   GS
      NP 1273 1019 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1323 517 8 8 TGEL F
GS
   GS
      NP 1323 517 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1323 951 8 8 TGEL F
GS
   GS
      NP 1323 951 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1269 444 8 8 TGEL F
GS
   GS
      NP 1269 444 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1269 1024 8 8 TGEL F
GS
   GS
      NP 1269 1024 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1319 513 8 8 TGEL F
GS
   GS
      NP 1319 513 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1319 955 8 8 TGEL F
GS
   GS
      NP 1319 955 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1266 439 8 8 TGEL F
GS
   GS
      NP 1266 439 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1266 1029 8 8 TGEL F
GS
   GS
      NP 1266 1029 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1316 508 8 8 TGEL F
GS
   GS
      NP 1316 508 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1316 960 8 8 TGEL F
GS
   GS
      NP 1316 960 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1262 434 8 8 TGEL F
GS
   GS
      NP 1262 434 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1262 1034 8 8 TGEL F
GS
   GS
      NP 1262 1034 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1312 504 8 8 TGEL F
GS
   GS
      NP 1312 504 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1312 964 8 8 TGEL F
GS
   GS
      NP 1312 964 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1258 429 8 8 TGEL F
GS
   GS
      NP 1258 429 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1258 1039 8 8 TGEL F
GS
   GS
      NP 1258 1039 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1308 500 8 8 TGEL F
GS
   GS
      NP 1308 500 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1308 968 8 8 TGEL F
GS
   GS
      NP 1308 968 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1781 734 8 8 TGEL F
GS
   GS
      NP 1781 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1255 425 8 8 TGEL F
GS
   GS
      NP 1255 425 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1255 1043 8 8 TGEL F
GS
   GS
      NP 1255 1043 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1305 496 8 8 TGEL F
GS
   GS
      NP 1305 496 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1305 972 8 8 TGEL F
GS
   GS
      NP 1305 972 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1251 420 8 8 TGEL F
GS
   GS
      NP 1251 420 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1251 1048 8 8 TGEL F
GS
   GS
      NP 1251 1048 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1301 492 8 8 TGEL F
GS
   GS
      NP 1301 492 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1301 976 8 8 TGEL F
GS
   GS
      NP 1301 976 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1248 415 8 8 TGEL F
GS
   GS
      NP 1248 415 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1248 1053 8 8 TGEL F
GS
   GS
      NP 1248 1053 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1297 488 8 8 TGEL F
GS
   GS
      NP 1297 488 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1297 980 8 8 TGEL F
GS
   GS
      NP 1297 980 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1244 411 8 8 TGEL F
GS
   GS
      NP 1244 411 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1244 1057 8 8 TGEL F
GS
   GS
      NP 1244 1057 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1294 484 8 8 TGEL F
GS
   GS
      NP 1294 484 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1294 984 8 8 TGEL F
GS
   GS
      NP 1294 984 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1240 407 8 8 TGEL F
GS
   GS
      NP 1240 407 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1240 1061 8 8 TGEL F
GS
   GS
      NP 1240 1061 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1290 480 8 8 TGEL F
GS
   GS
      NP 1290 480 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1290 988 8 8 TGEL F
GS
   GS
      NP 1290 988 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1237 402 8 8 TGEL F
GS
   GS
      NP 1237 402 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1237 1066 8 8 TGEL F
GS
   GS
      NP 1237 1066 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1286 476 8 8 TGEL F
GS
   GS
      NP 1286 476 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1286 992 8 8 TGEL F
GS
   GS
      NP 1286 992 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1233 398 8 8 TGEL F
GS
   GS
      NP 1233 398 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1233 1070 8 8 TGEL F
GS
   GS
      NP 1233 1070 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1283 472 8 8 TGEL F
GS
   GS
      NP 1283 472 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1283 996 8 8 TGEL F
GS
   GS
      NP 1283 996 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1229 394 8 8 TGEL F
GS
   GS
      NP 1229 394 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1229 1074 8 8 TGEL F
GS
   GS
      NP 1229 1074 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1279 469 8 8 TGEL F
GS
   GS
      NP 1279 469 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1279 999 8 8 TGEL F
GS
   GS
      NP 1279 999 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1226 390 8 8 TGEL F
GS
   GS
      NP 1226 390 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1226 1078 8 8 TGEL F
GS
   GS
      NP 1226 1078 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1275 465 8 8 TGEL F
GS
   GS
      NP 1275 465 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1275 1003 8 8 TGEL F
GS
   GS
      NP 1275 1003 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1222 385 8 8 TGEL F
GS
   GS
      NP 1222 385 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1222 1083 8 8 TGEL F
GS
   GS
      NP 1222 1083 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1272 461 8 8 TGEL F
GS
   GS
      NP 1272 461 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1272 1007 8 8 TGEL F
GS
   GS
      NP 1272 1007 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1218 381 8 8 TGEL F
GS
   GS
      NP 1218 381 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1218 1087 8 8 TGEL F
GS
   GS
      NP 1218 1087 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1268 458 8 8 TGEL F
GS
   GS
      NP 1268 458 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1268 1010 8 8 TGEL F
GS
   GS
      NP 1268 1010 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1780 734 8 8 TGEL F
GS
   GS
      NP 1780 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1215 377 8 8 TGEL F
GS
   GS
      NP 1215 377 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1215 1091 8 8 TGEL F
GS
   GS
      NP 1215 1091 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1264 454 8 8 TGEL F
GS
   GS
      NP 1264 454 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1264 1014 8 8 TGEL F
GS
   GS
      NP 1264 1014 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 373 8 8 TGEL F
GS
   GS
      NP 1211 373 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 1095 8 8 TGEL F
GS
   GS
      NP 1211 1095 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1261 451 8 8 TGEL F
GS
   GS
      NP 1261 451 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1261 1017 8 8 TGEL F
GS
   GS
      NP 1261 1017 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1207 369 8 8 TGEL F
GS
   GS
      NP 1207 369 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1207 1099 8 8 TGEL F
GS
   GS
      NP 1207 1099 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1257 447 8 8 TGEL F
GS
   GS
      NP 1257 447 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1257 1021 8 8 TGEL F
GS
   GS
      NP 1257 1021 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1204 365 8 8 TGEL F
GS
   GS
      NP 1204 365 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1204 1103 8 8 TGEL F
GS
   GS
      NP 1204 1103 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1254 444 8 8 TGEL F
GS
   GS
      NP 1254 444 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1254 1024 8 8 TGEL F
GS
   GS
      NP 1254 1024 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1200 362 8 8 TGEL F
GS
   GS
      NP 1200 362 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1200 1106 8 8 TGEL F
GS
   GS
      NP 1200 1106 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1250 441 8 8 TGEL F
GS
   GS
      NP 1250 441 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1250 1027 8 8 TGEL F
GS
   GS
      NP 1250 1027 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1196 358 8 8 TGEL F
GS
   GS
      NP 1196 358 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1196 1110 8 8 TGEL F
GS
   GS
      NP 1196 1110 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1246 437 8 8 TGEL F
GS
   GS
      NP 1246 437 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1246 1031 8 8 TGEL F
GS
   GS
      NP 1246 1031 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1193 354 8 8 TGEL F
GS
   GS
      NP 1193 354 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1193 1114 8 8 TGEL F
GS
   GS
      NP 1193 1114 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1243 434 8 8 TGEL F
GS
   GS
      NP 1243 434 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1243 1034 8 8 TGEL F
GS
   GS
      NP 1243 1034 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1189 350 8 8 TGEL F
GS
   GS
      NP 1189 350 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1189 1118 8 8 TGEL F
GS
   GS
      NP 1189 1118 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1239 431 8 8 TGEL F
GS
   GS
      NP 1239 431 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1239 1037 8 8 TGEL F
GS
   GS
      NP 1239 1037 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1185 347 8 8 TGEL F
GS
   GS
      NP 1185 347 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1185 1121 8 8 TGEL F
GS
   GS
      NP 1185 1121 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1236 428 8 8 TGEL F
GS
   GS
      NP 1236 428 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1236 1040 8 8 TGEL F
GS
   GS
      NP 1236 1040 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1182 343 8 8 TGEL F
GS
   GS
      NP 1182 343 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1182 1125 8 8 TGEL F
GS
   GS
      NP 1182 1125 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1232 425 8 8 TGEL F
GS
   GS
      NP 1232 425 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1232 1043 8 8 TGEL F
GS
   GS
      NP 1232 1043 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1178 339 8 8 TGEL F
GS
   GS
      NP 1178 339 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1178 1129 8 8 TGEL F
GS
   GS
      NP 1178 1129 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1229 422 8 8 TGEL F
GS
   GS
      NP 1229 422 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1229 1046 8 8 TGEL F
GS
   GS
      NP 1229 1046 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1779 734 8 8 TGEL F
GS
   GS
      NP 1779 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1174 336 8 8 TGEL F
GS
   GS
      NP 1174 336 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1174 1132 8 8 TGEL F
GS
   GS
      NP 1174 1132 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1225 418 8 8 TGEL F
GS
   GS
      NP 1225 418 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1225 1050 8 8 TGEL F
GS
   GS
      NP 1225 1050 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1170 332 8 8 TGEL F
GS
   GS
      NP 1170 332 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1170 1136 8 8 TGEL F
GS
   GS
      NP 1170 1136 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1221 415 8 8 TGEL F
GS
   GS
      NP 1221 415 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1221 1053 8 8 TGEL F
GS
   GS
      NP 1221 1053 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1167 329 8 8 TGEL F
GS
   GS
      NP 1167 329 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1167 1139 8 8 TGEL F
GS
   GS
      NP 1167 1139 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1218 412 8 8 TGEL F
GS
   GS
      NP 1218 412 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1218 1056 8 8 TGEL F
GS
   GS
      NP 1218 1056 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1163 325 8 8 TGEL F
GS
   GS
      NP 1163 325 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1163 1143 8 8 TGEL F
GS
   GS
      NP 1163 1143 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1214 409 8 8 TGEL F
GS
   GS
      NP 1214 409 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1214 1059 8 8 TGEL F
GS
   GS
      NP 1214 1059 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1159 322 8 8 TGEL F
GS
   GS
      NP 1159 322 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1159 1146 8 8 TGEL F
GS
   GS
      NP 1159 1146 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 406 8 8 TGEL F
GS
   GS
      NP 1211 406 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1211 1062 8 8 TGEL F
GS
   GS
      NP 1211 1062 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1156 318 8 8 TGEL F
GS
   GS
      NP 1156 318 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1156 1150 8 8 TGEL F
GS
   GS
      NP 1156 1150 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1207 403 8 8 TGEL F
GS
   GS
      NP 1207 403 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1207 1065 8 8 TGEL F
GS
   GS
      NP 1207 1065 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1152 315 8 8 TGEL F
GS
   GS
      NP 1152 315 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1152 1153 8 8 TGEL F
GS
   GS
      NP 1152 1153 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1204 400 8 8 TGEL F
GS
   GS
      NP 1204 400 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1204 1068 8 8 TGEL F
GS
   GS
      NP 1204 1068 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1148 311 8 8 TGEL F
GS
   GS
      NP 1148 311 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1148 1157 8 8 TGEL F
GS
   GS
      NP 1148 1157 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1200 398 8 8 TGEL F
GS
   GS
      NP 1200 398 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1200 1070 8 8 TGEL F
GS
   GS
      NP 1200 1070 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1144 308 8 8 TGEL F
GS
   GS
      NP 1144 308 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1144 1160 8 8 TGEL F
GS
   GS
      NP 1144 1160 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1196 395 8 8 TGEL F
GS
   GS
      NP 1196 395 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1196 1073 8 8 TGEL F
GS
   GS
      NP 1196 1073 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1141 305 8 8 TGEL F
GS
   GS
      NP 1141 305 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1141 1163 8 8 TGEL F
GS
   GS
      NP 1141 1163 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1193 392 8 8 TGEL F
GS
   GS
      NP 1193 392 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1193 1076 8 8 TGEL F
GS
   GS
      NP 1193 1076 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1137 301 8 8 TGEL F
GS
   GS
      NP 1137 301 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1137 1167 8 8 TGEL F
GS
   GS
      NP 1137 1167 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1189 389 8 8 TGEL F
GS
   GS
      NP 1189 389 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1189 1079 8 8 TGEL F
GS
   GS
      NP 1189 1079 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1778 734 8 8 TGEL F
GS
   GS
      NP 1778 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1133 298 8 8 TGEL F
GS
   GS
      NP 1133 298 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1133 1170 8 8 TGEL F
GS
   GS
      NP 1133 1170 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1186 386 8 8 TGEL F
GS
   GS
      NP 1186 386 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1186 1082 8 8 TGEL F
GS
   GS
      NP 1186 1082 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1130 295 8 8 TGEL F
GS
   GS
      NP 1130 295 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1130 1173 8 8 TGEL F
GS
   GS
      NP 1130 1173 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1182 384 8 8 TGEL F
GS
   GS
      NP 1182 384 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1182 1084 8 8 TGEL F
GS
   GS
      NP 1182 1084 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1126 291 8 8 TGEL F
GS
   GS
      NP 1126 291 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1126 1177 8 8 TGEL F
GS
   GS
      NP 1126 1177 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1179 381 8 8 TGEL F
GS
   GS
      NP 1179 381 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1179 1087 8 8 TGEL F
GS
   GS
      NP 1179 1087 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1122 288 8 8 TGEL F
GS
   GS
      NP 1122 288 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1122 1180 8 8 TGEL F
GS
   GS
      NP 1122 1180 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1175 378 8 8 TGEL F
GS
   GS
      NP 1175 378 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1175 1090 8 8 TGEL F
GS
   GS
      NP 1175 1090 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1118 285 8 8 TGEL F
GS
   GS
      NP 1118 285 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1118 1183 8 8 TGEL F
GS
   GS
      NP 1118 1183 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1172 375 8 8 TGEL F
GS
   GS
      NP 1172 375 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1172 1093 8 8 TGEL F
GS
   GS
      NP 1172 1093 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1115 282 8 8 TGEL F
GS
   GS
      NP 1115 282 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1115 1186 8 8 TGEL F
GS
   GS
      NP 1115 1186 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1168 373 8 8 TGEL F
GS
   GS
      NP 1168 373 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1168 1095 8 8 TGEL F
GS
   GS
      NP 1168 1095 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1111 279 8 8 TGEL F
GS
   GS
      NP 1111 279 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1111 1189 8 8 TGEL F
GS
   GS
      NP 1111 1189 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1164 370 8 8 TGEL F
GS
   GS
      NP 1164 370 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1164 1098 8 8 TGEL F
GS
   GS
      NP 1164 1098 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1107 276 8 8 TGEL F
GS
   GS
      NP 1107 276 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1107 1192 8 8 TGEL F
GS
   GS
      NP 1107 1192 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1161 367 8 8 TGEL F
GS
   GS
      NP 1161 367 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1161 1101 8 8 TGEL F
GS
   GS
      NP 1161 1101 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1103 273 8 8 TGEL F
GS
   GS
      NP 1103 273 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1103 1195 8 8 TGEL F
GS
   GS
      NP 1103 1195 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1157 365 8 8 TGEL F
GS
   GS
      NP 1157 365 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1157 1103 8 8 TGEL F
GS
   GS
      NP 1157 1103 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1100 269 8 8 TGEL F
GS
   GS
      NP 1100 269 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1100 1199 8 8 TGEL F
GS
   GS
      NP 1100 1199 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1154 362 8 8 TGEL F
GS
   GS
      NP 1154 362 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1154 1106 8 8 TGEL F
GS
   GS
      NP 1154 1106 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1096 266 8 8 TGEL F
GS
   GS
      NP 1096 266 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1096 1202 8 8 TGEL F
GS
   GS
      NP 1096 1202 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1150 360 8 8 TGEL F
GS
   GS
      NP 1150 360 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1150 1108 8 8 TGEL F
GS
   GS
      NP 1150 1108 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1092 263 8 8 TGEL F
GS
   GS
      NP 1092 263 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1092 1205 8 8 TGEL F
GS
   GS
      NP 1092 1205 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1147 357 8 8 TGEL F
GS
   GS
      NP 1147 357 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1147 1111 8 8 TGEL F
GS
   GS
      NP 1147 1111 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1777 734 8 8 TGEL F
GS
   GS
      NP 1777 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1088 260 8 8 TGEL F
GS
   GS
      NP 1088 260 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1088 1208 8 8 TGEL F
GS
   GS
      NP 1088 1208 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1143 355 8 8 TGEL F
GS
   GS
      NP 1143 355 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1143 1113 8 8 TGEL F
GS
   GS
      NP 1143 1113 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1085 257 8 8 TGEL F
GS
   GS
      NP 1085 257 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1085 1211 8 8 TGEL F
GS
   GS
      NP 1085 1211 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1140 352 8 8 TGEL F
GS
   GS
      NP 1140 352 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1140 1116 8 8 TGEL F
GS
   GS
      NP 1140 1116 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1081 254 8 8 TGEL F
GS
   GS
      NP 1081 254 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1081 1214 8 8 TGEL F
GS
   GS
      NP 1081 1214 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1136 349 8 8 TGEL F
GS
   GS
      NP 1136 349 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1136 1119 8 8 TGEL F
GS
   GS
      NP 1136 1119 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1077 251 8 8 TGEL F
GS
   GS
      NP 1077 251 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1077 1217 8 8 TGEL F
GS
   GS
      NP 1077 1217 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1132 347 8 8 TGEL F
GS
   GS
      NP 1132 347 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1132 1121 8 8 TGEL F
GS
   GS
      NP 1132 1121 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1073 248 8 8 TGEL F
GS
   GS
      NP 1073 248 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1073 1220 8 8 TGEL F
GS
   GS
      NP 1073 1220 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1129 345 8 8 TGEL F
GS
   GS
      NP 1129 345 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1129 1123 8 8 TGEL F
GS
   GS
      NP 1129 1123 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1070 246 8 8 TGEL F
GS
   GS
      NP 1070 246 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1070 1222 8 8 TGEL F
GS
   GS
      NP 1070 1222 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1125 342 8 8 TGEL F
GS
   GS
      NP 1125 342 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1125 1126 8 8 TGEL F
GS
   GS
      NP 1125 1126 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1066 243 8 8 TGEL F
GS
   GS
      NP 1066 243 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1066 1225 8 8 TGEL F
GS
   GS
      NP 1066 1225 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1122 340 8 8 TGEL F
GS
   GS
      NP 1122 340 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1122 1128 8 8 TGEL F
GS
   GS
      NP 1122 1128 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1062 240 8 8 TGEL F
GS
   GS
      NP 1062 240 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1062 1228 8 8 TGEL F
GS
   GS
      NP 1062 1228 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1118 337 8 8 TGEL F
GS
   GS
      NP 1118 337 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1118 1131 8 8 TGEL F
GS
   GS
      NP 1118 1131 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1059 237 8 8 TGEL F
GS
   GS
      NP 1059 237 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1059 1231 8 8 TGEL F
GS
   GS
      NP 1059 1231 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1115 335 8 8 TGEL F
GS
   GS
      NP 1115 335 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1115 1133 8 8 TGEL F
GS
   GS
      NP 1115 1133 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1055 234 8 8 TGEL F
GS
   GS
      NP 1055 234 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1055 1234 8 8 TGEL F
GS
   GS
      NP 1055 1234 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1111 332 8 8 TGEL F
GS
   GS
      NP 1111 332 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1111 1136 8 8 TGEL F
GS
   GS
      NP 1111 1136 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1051 1237 8 8 TGEL F
GS
   GS
      NP 1051 1237 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1108 330 8 8 TGEL F
GS
   GS
      NP 1108 330 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1108 1138 8 8 TGEL F
GS
   GS
      NP 1108 1138 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1052 223 8 8 TGEL F
GS
   GS
      NP 1052 223 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1047 1240 8 8 TGEL F
GS
   GS
      NP 1047 1240 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1776 734 8 8 TGEL F
GS
   GS
      NP 1776 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1104 328 8 8 TGEL F
GS
   GS
      NP 1104 328 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1104 1140 8 8 TGEL F
GS
   GS
      NP 1104 1140 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1044 226 8 8 TGEL F
GS
   GS
      NP 1044 226 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1044 1242 8 8 TGEL F
GS
   GS
      NP 1044 1242 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1775 734 8 8 TGEL F
GS
   GS
      NP 1775 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1101 325 8 8 TGEL F
GS
   GS
      NP 1101 325 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1101 1143 8 8 TGEL F
GS
   GS
      NP 1101 1143 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1040 223 8 8 TGEL F
GS
   GS
      NP 1040 223 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1040 1245 8 8 TGEL F
GS
   GS
      NP 1040 1245 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1775 734 8 8 TGEL F
GS
   GS
      NP 1775 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1097 323 8 8 TGEL F
GS
   GS
      NP 1097 323 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1097 1145 8 8 TGEL F
GS
   GS
      NP 1097 1145 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1036 220 8 8 TGEL F
GS
   GS
      NP 1036 220 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1036 1248 8 8 TGEL F
GS
   GS
      NP 1036 1248 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1775 734 8 8 TGEL F
GS
   GS
      NP 1775 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1094 321 8 8 TGEL F
GS
   GS
      NP 1094 321 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1094 1147 8 8 TGEL F
GS
   GS
      NP 1094 1147 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1032 1251 8 8 TGEL F
GS
   GS
      NP 1032 1251 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1775 734 8 8 TGEL F
GS
   GS
      NP 1775 734 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1090 318 8 8 TGEL F
GS
   GS
      NP 1090 318 8 8 TGEL
      S
   GR
GR

% OVAL
0 SG
NP 1090 1150 8 8 TGEL F
GS
   GS
      NP 1090 1150 8 8 TGEL
      S
   GR
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1032 203 M
      1032 236 L
   TGSM
   2 W
   S
   1 W
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1018 219 M
      1046 219 L
   TGSM
   2 W
   S
   1 W
GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 142 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (1) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (1) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 202 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (2) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (2) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1757 262 M
      GS
        GS
        0
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) TGSW 
        AD
            /Helvetica FF [40 0 0 -40 0 0] MS
            (3) TGSW 
        AD
        GR
      NE 0 RM
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (l) SH
            0 SG
            /Helvetica FF [40 0 0 -40 0 0] MS
            (3) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1500 620 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=0.1) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1360 460 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=0.5) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      770 370 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=1.0) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1060 600 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=0.1) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      740 1120 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=1.0) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1380 1050 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=0.5) SH
      GR
   GR

% TEXT
NP
0 SG
   GS
      1 W
      1540 870 M
      GS
            0 SG
            /Symbol FF [70 0 0 -70 0 0] MS
            (d) SH
            0 SG
            /Helvetica FF [70 0 0 -70 0 0] MS
            (c=0.1,0.5,1.0) SH
      GR
   GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      980 310 M
      -60 40 atan DU cos 22.000 MU 1020 exch SU
      exch sin 22.000 MU 250 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1020 250 22.000 9.000 40 -60 TGAT
   1 SG CP F
   0 SG
   NP
      1020 250 22.000 9.000 40 -60 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      980 310 M
      10 70 atan DU cos 22.000 MU 1050 exch SU
      exch sin 22.000 MU 320 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1050 320 22.000 9.000 70 10 TGAT
   1 SG CP F
   0 SG
   NP
      1050 320 22.000 9.000 70 10 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1110 620 M
      140 80 atan DU cos 22.000 MU 1190 exch SU
      exch sin 22.000 MU 760 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1190 760 22.000 9.000 80 140 TGAT
   1 SG CP F
   0 SG
   NP
      1190 760 22.000 9.000 80 140 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1140 610 M
      60 50 atan DU cos 22.000 MU 1190 exch SU
      exch sin 22.000 MU 670 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1190 670 22.000 9.000 50 60 TGAT
   1 SG CP F
   0 SG
   NP
      1190 670 22.000 9.000 50 60 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1350 420 M
      -40 -110 atan DU cos 22.000 MU 1240 exch SU
      exch sin 22.000 MU 380 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1240 380 22.000 9.000 -110 -40 TGAT
   1 SG CP F
   0 SG
   NP
      1240 380 22.000 9.000 -110 -40 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1350 430 M
      10 -60 atan DU cos 22.000 MU 1290 exch SU
      exch sin 22.000 MU 440 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1290 440 22.000 9.000 -60 10 TGAT
   1 SG CP F
   0 SG
   NP
      1290 440 22.000 9.000 -60 10 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1610 630 M
      70 0 atan DU cos 22.000 MU 1610 exch SU
      exch sin 22.000 MU 700 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1610 700 22.000 9.000 0 70 TGAT
   1 SG CP F
   0 SG
   NP
      1610 700 22.000 9.000 0 70 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1620 630 M
      60 20 atan DU cos 22.000 MU 1640 exch SU
      exch sin 22.000 MU 690 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1640 690 22.000 9.000 20 60 TGAT
   1 SG CP F
   0 SG
   NP
      1640 690 22.000 9.000 20 60 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1720 800 M
      -40 30 atan DU cos 22.000 MU 1750 exch SU
      exch sin 22.000 MU 760 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1750 760 22.000 9.000 30 -40 TGAT
   1 SG CP F
   0 SG
   NP
      1750 760 22.000 9.000 30 -40 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1370 1030 M
      -10 -70 atan DU cos 22.000 MU 1300 exch SU
      exch sin 22.000 MU 1020 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1300 1020 22.000 9.000 -70 -10 TGAT
   1 SG CP F
   0 SG
   NP
      1300 1020 22.000 9.000 -70 -10 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      1370 1040 M
      50 -120 atan DU cos 22.000 MU 1250 exch SU
      exch sin 22.000 MU 1090 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1250 1090 22.000 9.000 -120 50 TGAT
   1 SG CP F
   0 SG
   NP
      1250 1090 22.000 9.000 -120 50 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      950 1100 M
      40 100 atan DU cos 22.000 MU 1050 exch SU
      exch sin 22.000 MU 1140 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1050 1140 22.000 9.000 100 40 TGAT
   1 SG CP F
   0 SG
   NP
      1050 1140 22.000 9.000 100 40 TGAT
   CP F
GR

% POLY/OPEN-SPLINE
0 SG
GS
   NP
      960 1120 M
      110 60 atan DU cos 22.000 MU 1020 exch SU
      exch sin 22.000 MU 1230 exch SU L
   TGSM
   7 W
   S
   1 W
GR
GS
   TGSM
   NP
      1020 1230 22.000 9.000 60 110 TGAT
   1 SG CP F
   0 SG
   NP
      1020 1230 22.000 9.000 60 110 TGAT
   CP F
GR

GR
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@endspecial Fr 0 3663 a(Fig.) p 151 3663 a(13) p Fy 326
3663 a(T) p 371 3663 a(ra) t(jectories) p 713 3663 a(of) p
791 3663 a(eigen) n(v) l(alues) p 1153 3663 a(in) p 1233
3663 a(the) p 1353 3663 a(complex) p 1627 3663 a(plane) p
1813 3663 a(\() p Fd(\026) p Fc 1882 3675 a(l) p Fy 1926
3663 a(=) 0 3743 y(2000) p 165 3743 a([pac) n(k) n(et/ms]\)) p
Fu 0 4089 a(6.) p 170 4089 a(Conclusion) p Fo 0 4282
a(In) p 114 4282 a(this) p 287 4282 a(pap) r(er,) p 556
4282 a(w) n(e) p 688 4282 a(ha) n(v) n(e) p 890 4282
a(fo) r(cused) p 1196 4282 a(on) p 1322 4282 a(the) p
1476 4282 a(windo) n(w-based) 0 4380 y(\015o) n(w) p
171 4380 a(con) n(trol) p 449 4380 a(mec) n(hanism) p
874 4380 a(based) p 1103 4380 a(on) p 1216 4380 a(the) p
1357 4380 a(congestion) p 1762 4380 a(a) n(v) n(oid-) 0
4477 y(ance) p 190 4477 a(mec) n(hanism) p 617 4477 a(of) p
713 4477 a(TCP) p 917 4477 a(V) p 972 4477 a(egas.) p
1187 4477 a(Its) p 1310 4477 a(b) r(eha) n(vior) p 1650
4477 a(in) p 1748 4477 a(steady) 0 4574 y(state) p 208
4574 a(has) p 361 4574 a(b) r(een) p 562 4574 a(analyzed) p
910 4574 a(b) n(y) p 1030 4574 a(applying) p 1374 4574
a(a) p 1448 4574 a(con) n(trol) p 1732 4574 a(theory) p
1959 4574 a(.) 0 4672 y(A) p 97 4672 a(net) n(w) n(ork) p
420 4672 a(mo) r(del) p 674 4672 a(considered) p 1088
4672 a(in) p 1192 4672 a(this) p 1361 4672 a(pap) r(er) p
1601 4672 a(consists) p 1914 4672 a(of) 0 4769 y(TCP) p
199 4769 a(connections) p 641 4769 a(with) p 825 4769
a(di\013eren) n(t) p 1147 4769 a(propagation) p 1603
4769 a(dela) n(ys) p 1847 4769 a(and) 0 4867 y(m) n(ultiple) p
338 4867 a(b) r(ottlenec) n(k) p 754 4867 a(links.) p
1020 4867 a(W) p 1098 4867 a(e) p 1175 4867 a(ha) n(v) n(e) p
1379 4867 a(\014rst) p 1563 4867 a(deriv) n(ed) p 1866
4867 a(the) 0 4964 y(equilibrium) p 443 4964 a(v) p 482
4964 a(alues) p 692 4964 a(of) p 789 4964 a(the) p 934
4964 a(windo) n(w) p 1238 4964 a(size) p 1398 4964 a(and) p
1561 4964 a(the) p 1706 4964 a(n) n(um) n(b) r(er) 0
5062 y(of) p 101 5062 a(pac) n(k) n(ets) p 401 5062 a(in) p
505 5062 a(the) p 655 5062 a(b) r(ottlenec) n(k) p 1065
5062 a(router's) p 1377 5062 a(bu\013er.) p 1668 5062
a(W) p 1746 5062 a(e) p 1817 5062 a(ha) n(v) n(e) 0 5159
y(sho) n(wn,) p 285 5159 a(in) p 390 5159 a(the) p 541
5159 a(case) p 724 5159 a(of) p 827 5159 a(a) p 904 5159
a(single) p 1143 5159 a(b) r(ottlenec) n(k) p 1555 5159
a(link,) p 1752 5159 a(that) p 1940 5159 a(a) 0 5256
y(fair) p 151 5256 a(bandwidth) p 567 5256 a(allo) r(cation) p
949 5256 a(to) p 1051 5256 a(all) p 1168 5256 a(connections) p
1617 5256 a(can) p 1770 5256 a(b) r(e) p 1884 5256 a(re-) 0
5354 y(alized) p 238 5354 a(b) n(y) p 357 5354 a(setting) p
Fk 632 5354 a(\015) p Fh 675 5366 a(c) p Fo 709 5354
a('s) p 796 5354 a(of) p 893 5354 a(all) p 1012 5354
a(connections) p 1463 5354 a(iden) n(tically) p 1830
5354 a(,) p 1884 5354 a(re-) 0 5451 y(gardless) p 323
5451 a(of) p 425 5451 a(the) p 576 5451 a(di\013erence) p
956 5451 a(in) p 1060 5451 a(their) p 1267 5451 a(propagation) p
1736 5451 a(dela) n(ys.) 0 5549 y(W) p 78 5549 a(e) p
149 5549 a(ha) n(v) n(e) p 346 5549 a(also) p 519 5549
a(sho) n(wn) p 776 5549 a(that) p 962 5549 a(the) p 1111
5549 a(windo) n(w-based) p 1650 5549 a(\015o) n(w) p
1829 5549 a(con-) 0 5646 y(trol) p 156 5646 a(mec) n(hanism) p
583 5646 a(based) p 813 5646 a(on) p 927 5646 a(TCP) p
1131 5646 a(V) p 1186 5646 a(egas) p 1365 5646 a(has) p
1513 5646 a(a) p 1581 5646 a(bias) p 1751 5646 a(on) p
1866 5646 a(the) 0 5744 y(n) n(um) n(b) r(er) p 303 5744
a(of) p 398 5744 a(b) r(ottlenec) n(k) p 803 5744 a(links) p
1000 5744 a(and) p 1162 5744 a(the) p 1306 5744 a(b) r(ottlenec) n(k) p
1710 5744 a(link) p 1875 5744 a(ca-) 0 5841 y(pacit) n(y) p
215 5841 a(.) p 279 5841 a(W) p 357 5841 a(e) p 423 5841
a(ha) n(v) n(e) p 616 5841 a(quan) n(titativ) n(ely) p
1150 5841 a(sho) n(wn) p 1404 5841 a(that) p 1585 5841
a(the) p 1729 5841 a(con) n(trol) 2170 378 y(parameter) p
Fk 2575 378 a(\016) p Fh 2612 390 a(c) p Fo 2681 378
a(has) p 2836 378 a(an) p 2959 378 a(imp) r(ortan) n(t) p
3359 378 a(role) p 3529 378 a(to) p 3638 378 a(con) n(trol) p
3925 378 a(stabil-) 2170 476 y(it) n(y) p 2303 476 a(and) p
2473 476 a(transien) n(t) p 2831 476 a(p) r(erformance) p
3315 476 a(of) p 3418 476 a(the) p 3570 476 a(net) n(w) n(ork.) p
3944 476 a(If) p 4036 476 a(the) 2170 573 y(TCP) p 2376
573 a(connection,) p 2817 573 a(whic) n(h) p 3057 573
a(has) p 3207 573 a(a) p 3279 573 a(small) p 3498 573
a(propagation) p 3962 573 a(dela) n(y) 2170 671 y(or) p
2264 671 a(tra) n(v) n(erses) p 2600 671 a(less) p 2745
671 a(b) r(ottlenec) n(k) p 3141 671 a(links,) p 3354
671 a(c) n(hange) p 3620 671 a(its) p 3728 671 a(windo) n(w) p
4021 671 a(size) 2170 768 y(excessiv) n(ely) p 2591 768
a(\(i.e.,) p Fk 2787 768 a(\016) p Fh 2824 780 a(c) p
Fo 2890 768 a(is) p 2979 768 a(set) p 3114 768 a(large\),) p
3379 768 a(the) p 3527 768 a(net) n(w) n(ork) p 3849
768 a(b) r(ecomes) 2170 866 y(unstable.) p 2551 866 a(W) p
2629 866 a(e) p 2699 866 a(ha) n(v) n(e) p 2896 866 a(found) p
3134 866 a(that) p 3319 866 a(stabilit) n(y) p 3648 866
a(condition) p 4017 866 a(and) 2170 963 y(transien) n(t) p
2510 963 a(p) r(erformance) p 2977 963 a(of) p 3063 963
a(the) p 3197 963 a(net) n(w) n(ork) p 3504 963 a(are) p
3634 963 a(hea) n(vily) p 3909 963 a(dep) r(en-) 2170
1060 y(den) n(t) p 2356 1060 a(on) p 2471 1060 a(a) p
2539 1060 a(ratio) p 2737 1060 a(of) p 2831 1060 a(the) p
2974 1060 a(propagation) p 3435 1060 a(dela) n(y) p 3651
1060 a(and) p 3812 1060 a(the) p 3954 1060 a(R) p 4008
1060 a(TT.) 2170 1158 y(W) p 2248 1158 a(e) p 2310 1158
a(ha) n(v) n(e) p 2498 1158 a(also) p 2662 1158 a(sho) n(wn) p
2911 1158 a(ho) n(w) p 3081 1158 a(to) p 3179 1158 a(c) n(ho) r(ose) p
3439 1158 a(the) p 3579 1158 a(con) n(trol) p 3856 1158
a(parame-) 2170 1255 y(ter) p Fk 2300 1255 a(\015) p
Fh 2343 1267 a(c) p Fo 2405 1255 a(for) p 2532 1255 a(ac) n(hieving) p
2897 1255 a(b) r(etter) p 3145 1255 a(transien) n(t) p
3494 1255 a(p) r(erformance.) p 4004 1255 a(One) 2170
1353 y(problem) p 2499 1353 a(of) p 2600 1353 a(the) p
2748 1353 a(windo) n(w-based) p 3288 1353 a(\015o) n(w) p
3466 1353 a(con) n(trol) p 3752 1353 a(mec) n(hanism) 2170
1450 y(based) p 2396 1450 a(on) p 2507 1450 a(TCP) p
2707 1450 a(V) p 2762 1450 a(egas) p 2938 1450 a(is) p
3017 1450 a(its) p 3128 1450 a(undesirable) p 3562 1450
a(transien) n(t) p 3906 1450 a(p) r(erfor-) 2170 1548
y(mance) p 2428 1548 a(with) p 2617 1548 a(a) p 2687
1548 a(large) p 2890 1548 a(bandwidth{dela) n(y) p 3536
1548 a(pro) r(duct.) 2335 1645 y(As) p 2456 1645 a(a) p
2524 1645 a(future) p 2769 1645 a(w) n(ork,) p 2994 1645
a(designing) p 3357 1645 a(a) p 3425 1645 a(comp) r(ensator) p
3910 1645 a(for) p 4036 1645 a(the) 2170 1742 y(windo) n(w-based) p
2714 1742 a(\015o) n(w) p 2897 1742 a(con) n(trol) p
3187 1742 a(mec) n(hanism) p 3624 1742 a(to) p 3736 1742
a(impro) n(v) n(e) p 4063 1742 a(its) 2170 1840 y(transien) n(t) p
2519 1840 a(p) r(erformance) p 2994 1840 a(w) n(ould) p
3237 1840 a(b) r(e) p 3350 1840 a(in) n(teresting.) p
Fr 2170 2020 a(References) p Fy 2225 2203 a([1]) p 2341
2203 a(L.) p 2431 2203 a(S.) p 2516 2203 a(Brakmo,) p
2807 2203 a(S.) p 2892 2203 a(W.) p 3010 2203 a(O'Malley) p
3287 2203 a(,) p 3333 2203 a(and) p 3473 2203 a(L.) p
3563 2203 a(L.) p 3653 2203 a(P) n(eterson,) p 3966 2203
a(\\TCP) 2341 2286 y(V) p 2388 2286 a(egas:) p 2568 2286
a(New) p 2726 2286 a(tec) n(hniques) p 3071 2286 a(for) p
3178 2286 a(congestion) p 3523 2286 a(detection) p 3828
2286 a(and) p 3965 2286 a(a) n(v) n(oid-) 2341 2369 y(ance,") p
2559 2369 a(in) p Fq 2644 2369 a(Pr) l(o) l(c) l(e) l(e) l(dings) p
3027 2369 a(of) p 3113 2369 a(A) n(CM) p 3307 2369 a(SIGCOMM) p
3690 2369 a('94) p Fy(,) p 3831 2369 a(pp.) p 3955 2369
a(24{35,) 2341 2451 y(Octob) r(er) p 2613 2451 a(1994.) 2225
2534 y([2]) p 2341 2534 a(J.) p 2417 2534 a(S.) p 2497
2534 a(Ahn,) p 2669 2534 a(P) p 2711 2534 a(.) p 2752
2534 a(B.) p 2842 2534 a(Danzig,) p 3097 2534 a(Z.) p
3181 2534 a(Liu,) p 3325 2534 a(and) p 3459 2534 a(L.) p
3544 2534 a(Y) p 3591 2534 a(an,) p 3706 2534 a(\\Ev) l(aluation) p
4094 2534 a(of) 2341 2617 y(TCP) p 2510 2617 a(V) p 2557
2617 a(egas:) p 2735 2617 a(em) n(ulation) p 3058 2617
a(and) p 3190 2617 a(exp) r(erimen) n(t,") p Fq 3608
2617 a(A) n(CM) p 3795 2617 a(SIGCOMM) 2341 2699 y(Computer) p
2683 2699 a(Communic) l(ation) p 3210 2699 a(R) l(eview) p
Fy(,) p 3482 2699 a(v) n(ol.) p 3626 2699 a(25,) p 3753
2699 a(pp.) p 3885 2699 a(185{195,) 2341 2782 y(August) p
2586 2782 a(1995.) 2225 2865 y([3]) p 2341 2865 a(P) p
2383 2865 a(.) p 2425 2865 a(Danzig,) p 2682 2865 a(Z.) p
2767 2865 a(Liu,) p 2912 2865 a(and) p 3048 2865 a(L.) p
3135 2865 a(Y) p 3182 2865 a(an,) p 3298 2865 a(\\An) p
3448 2865 a(ev) l(aluation) p 3786 2865 a(of) p 3866
2865 a(tcp) p 3986 2865 a(v) n(egas) 2341 2947 y(b) n(y) p
2439 2947 a(liv) n(e) p 2568 2947 a(em) n(ulation,") p
2950 2947 a(1995.) 2225 3030 y([4]) p 2341 3030 a(U.) p
2440 3030 a(Hengartner,) p 2835 3030 a(J.) p 2918 3030
a(Bolliger,) p 3204 3030 a(and) p 3345 3030 a(T.) p 3443
3030 a(Gross,) p 3664 3030 a(\\TCP) p 3876 3030 a(v) n(egas) p
4069 3030 a(re-) 2341 3113 y(visited,") p 2621 3113 a(in) p
Fq 2704 3113 a(INF) n(OCOM) p 3078 3113 a(\(3\)) p Fy(,) p
3216 3113 a(pp.) p 3338 3113 a(1546{1555,) p 3698 3113
a(2000.) 2225 3195 y([5]) p 2341 3195 a(O.) p 2441 3195
a(A.) p 2539 3195 a(Hellal) p 2744 3195 a(and) p 2883
3195 a(E.) p 2976 3195 a(Altman,) p 3256 3195 a(\\Analysis) p
3576 3195 a(of) p 3659 3195 a(TCP) p 3835 3195 a(V) p
3882 3195 a(egas) p 4037 3195 a(and) 2341 3278 y(TCP) p
2514 3278 a(Reno,") p 2750 3278 a(in) p Fq 2833 3278
a(Pr) l(o) l(c) l(e) l(e) l(dings) p 3213 3278 a(of) p
3297 3278 a(IEEE) p 3495 3278 a(ICC) p 3650 3278 a('97) p
Fy(,) p 3788 3278 a(June) p 3957 3278 a(1997.) 2225 3361
y([6]) p 2341 3361 a(A.) p 2438 3361 a(Kumar,) p 2699
3361 a(\\Comp) r(erativ) n(e) p 3153 3361 a(p) r(erformance) p
3558 3361 a(analysis) p 3825 3361 a(of) p 3907 3361 a(v) n(ersions) 2341
3444 y(of) p 2423 3444 a(TCP) p 2599 3444 a(in) p 2683
3444 a(a) p 2744 3444 a(lo) r(cal) p 2912 3444 a(net) n(w) n(ork) p
3183 3444 a(with) p 3346 3444 a(a) p 3406 3444 a(lossy) p
3580 3444 a(link,") p Fq 3776 3444 a(IEEE/A) n(CM) 2341
3526 y(T) p 2387 3526 a(r) l(ansactions) p 2770 3526
a(on) p 2877 3526 a(Networking) p Fy(,) p 3279 3526 a(v) n(ol.) p
3418 3526 a(6,) p 3504 3526 a(pp.) p 3632 3526 a(485{498,) p
3929 3526 a(August) 2341 3609 y(1998.) 2225 3692 y([7]) p
2341 3692 a(J.) p 2414 3692 a(Mo,) p 2553 3692 a(R.) p
2642 3692 a(J.) p 2715 3692 a(La,) p 2833 3692 a(V.) p
2924 3692 a(Anan) n(tharam,) p 3350 3692 a(and) p 3482
3692 a(J.) p 3555 3692 a(W) p 3621 3692 a(alrand,) p
3856 3692 a(\\Analysis) 2341 3774 y(and) p 2473 3774
a(comparison) p 2842 3774 a(of) p 2918 3774 a(TCP) p
3086 3774 a(Reno) p 3263 3774 a(and) p 3396 3774 a(TCP) p
3565 3774 a(V) p 3612 3774 a(egas,") p 3816 3774 a(in) p
Fq 3894 3774 a(Pr) l(o) l(c) l(e) l(e) l(d-) 2341 3857
y(ings) p 2490 3857 a(of) p 2574 3857 a(IEEE) p 2772
3857 a(INF) n(OCOM) p 3146 3857 a('99) p Fy(,) p 3284
3857 a(Marc) n(h) p 3504 3857 a(1999.) 2225 3940 y([8]) p
2341 3940 a(T.) p 2434 3940 a(Bonald,) p 2694 3940 a(\\Comparison) p
3121 3940 a(of) p 3200 3940 a(TCP) p 3372 3940 a(Reno) p
3552 3940 a(and) p 3688 3940 a(TCP) p 3860 3940 a(V) p
3907 3940 a(egas) p 4059 3940 a(via) 2341 4022 y(\015uid) p
2501 4022 a(appro) n(ximation,") p 3027 4022 a(no) n(v) n(em) n(v) n
(er) p 3341 4022 a(1998.) 2225 4105 y([9]) p 2341 4105
a(H.) p 2440 4105 a(Ohsaki,) p 2702 4105 a(M.) p 2813
4105 a(Murata,) p 3090 4105 a(T.) p 3188 4105 a(Ushio,) p
3410 4105 a(and) p 3551 4105 a(H.) p 3651 4105 a(Miy) n(ahara,) p
3990 4105 a(\\Sta-) 2341 4188 y(bilit) n(y) p 2528 4188
a(analysis) p 2796 4188 a(of) p 2880 4188 a(windo) n(w-based) p
3336 4188 a(\015o) n(w) p 3486 4188 a(con) n(trol) p
3726 4188 a(mec) n(hanism) p 4092 4188 a(in) 2341 4270
y(TCP/IP) p 2629 4270 a(net) n(w) n(orks,") p Fq 2988
4270 a(1999) p 3165 4270 a(IEEE) p 3369 4270 a(International) p
3808 4270 a(Confer) l(enc) l(e) 2341 4353 y(on) p 2443
4353 a(Contr) l(ol) p 2701 4353 a(Applic) l(ations) p
Fy(,) p 3126 4353 a(pp.) p 3248 4353 a(1603{1606,) p
3609 4353 a(August) p 3854 4353 a(1999.) 2189 4436 y([10]) p
2341 4436 a(L.) p 2439 4436 a(W.) p 2565 4436 a(S.) p
2658 4436 a(H.) p 2765 4436 a(Lo) n(w,) p 2950 4436 a(Larry) p
3156 4436 a(P) n(eterson,) p 3478 4436 a(\\Understanding) p
4001 4436 a(TCP) 2341 4518 y(V) p 2388 4518 a(egas:) p
2568 4518 a(A) p 2645 4518 a(dualit) n(y) p 2884 4518
a(mo) r(del,") p 3149 4518 a(june) p 3303 4518 a(2001.) 2189
4601 y([11]) p 2341 4601 a(L.) p 2420 4601 a(P) p 2462
4601 a(.) p 2498 4601 a(Stev) n(en) p 2718 4601 a(Lo) n(w) p
2862 4601 a(and) p 2992 4601 a(L.) p 3071 4601 a(W) p
3137 4601 a(ang,) p 3285 4601 a(\\Understanding) p 3789
4601 a(TCP) p 3955 4601 a(V) p 4002 4601 a(egas:) 2341
4684 y(Theory) p 2592 4684 a(and) p 2736 4684 a(practice,") p
3066 4684 a(F) p 3106 4684 a(ebruary) p 3374 4684 a(2000.) p
3585 4684 a(a) n(v) l(ailable) p 3882 4684 a(at) p Fa
3975 4684 a(http:) 2341 4766 y(//www.ee.mu.oz.au/staff/) q(slow) q(/re)
q(sear) q(ch/) p Fy 3676 4766 a(.) 2189 4849 y([12]) p
2341 4849 a(B.-K.) p 2538 4849 a(Kim) p 2701 4849 a(and) p
2845 4849 a(C.) p 2946 4849 a(Thompson,) p 3323 4849
a(\\Optimal) p 3643 4849 a(feedbac) n(k) p 3937 4849
a(con) n(trol) 2341 4932 y(of) p 2422 4932 a(ABR) p 2601
4932 a(tra\016c) p 2806 4932 a(in) p 2889 4932 a(A) p
2936 4932 a(TM) p 3076 4932 a(net) n(w) n(orks,") p 3429
4932 a(in) p Fq 3512 4932 a(Pr) l(o) l(c) l(e) l(e) l(dings) p
3894 4932 a(of) p 3979 4932 a(IEEE) 2341 5014 y(GLOBECOM) p
2789 5014 a('98) p Fy(,) p 2926 5014 a(pp.) p 3048 5014
a(844{848,) p 3338 5014 a(No) n(v) n(em) n(b) r(er) p
3671 5014 a(1998.) 2189 5097 y([13]) p 2341 5097 a(H.) p
2443 5097 a(Zhang) p 2665 5097 a(and) p 2809 5097 a(O.) p
2913 5097 a(W.) p 3035 5097 a(Y) p 3082 5097 a(ang,) p
3243 5097 a(\\Design) p 3516 5097 a(of) p 3603 5097 a(robust) p
3829 5097 a(congestion) 2341 5180 y(con) n(trollers) p
2680 5180 a(for) p 2784 5180 a(A) p 2831 5180 a(TM) p
2967 5180 a(net) n(w) n(orks,") p 3315 5180 a(in) p Fq
3394 5180 a(Pr) l(o) l(c) l(e) l(e) l(dings) p 3771 5180
a(of) p 3851 5180 a(IEEE) p 4045 5180 a(IN-) 2341 5262
y(F) n(OCOM) p 2635 5262 a('97) p Fy(,) p 2773 5262 a(April) p
2955 5262 a(1997.) 2189 5345 y([14]) p 2341 5345 a(A.) p
2440 5345 a(Kolaro) n(v) p 2710 5345 a(and) p 2850 5345
a(G.) p 2952 5345 a(Ramam) n(urth) n(y) p 3352 5345 a(,) p
3400 5345 a(\\A) p 3515 5345 a(con) n(trol) p 3756 5345
a(theoretic) p 4053 5345 a(ap-) 2341 5428 y(proac) n(h) p
2571 5428 a(to) p 2659 5428 a(the) p 2782 5428 a(design) p
2999 5428 a(of) p 3081 5428 a(closed-lo) r(op) p 3445
5428 a(rate) p 3591 5428 a(based) p 3789 5428 a(\015o) n(w) p
3937 5428 a(con) n(trol) 2341 5510 y(for) p 2444 5510
a(high) p 2597 5510 a(sp) r(eed) p 2787 5510 a(A) p 2834
5510 a(TM) p 2969 5510 a(net) n(w) n(orks,") p 3317 5510
a(in) p Fq 3395 5510 a(Pr) l(o) l(c) l(e) l(e) l(dings) p
3772 5510 a(of) p 3851 5510 a(IEEE) p 4045 5510 a(IN-) 2341
5593 y(F) n(OCOM) p 2635 5593 a('97) p Fy(,) p 2773 5593
a(pp.) p 2894 5593 a(293{301,) p 3185 5593 a(April) p
3367 5593 a(1997.) 2189 5676 y([15]) p 2341 5676 a(L.) p
2425 5676 a(S.) p 2504 5676 a(Brakmo) p 2769 5676 a(and) p
2903 5676 a(L.) p 2988 5676 a(L.) p 3072 5676 a(P) n(eterson,) p
3379 5676 a(\\TCP) p 3585 5676 a(V) p 3632 5676 a(egas:) p
3811 5676 a(End) p 3958 5676 a(to) p 4041 5676 a(end) 2341
5758 y(congestion) p 2688 5758 a(a) n(v) n(oidance) p
3014 5758 a(on) p 3115 5758 a(a) p 3176 5758 a(global) p
3386 5758 a(In) n(ternet,") p Fq 3714 5758 a(IEEE) p
3914 5758 a(Journal) 2341 5841 y(on) p 2448 5841 a(Sele) l(cte) l(d) p
2721 5841 a(A) n(r) l(e) l(as) p 2924 5841 a(in) p 3017
5841 a(Communic) l(ations) p Fy(,) p 3588 5841 a(v) n(ol.) p
3727 5841 a(13,) p 3848 5841 a(pp.) p 3975 5841 a(1465{) p
90 rotate dyy eop
%%Page: 9 9
9 8 bop Fz 0 71 a(T) p 42 71 a(AKA) n(GAKI) p 387 71
a(et) p 464 71 a(al.:) p 576 71 a(ANAL) p 759 71 a(YSIS) p
928 71 a(OF) p 1044 71 a(A) p 1115 71 a(WINDO) n(W-BASED) p
1693 71 a(FLO) n(W) p 1915 71 a(CONTR) n(OL) p 2270 71
a(MECHANISM) p 2712 71 a(BASED) p 2961 71 a(ON) p 3083
71 a(TCP) p 3245 71 a(VEGAS) p Fy 4116 142 a(9) 171 378
y(1480,) p 355 378 a(Octob) r(er) p 627 378 a(1995.) 19
461 y([16]) p 171 461 a(G.) p 269 461 a(Hasega) n(w) n(a,) p
612 461 a(M.) p 720 461 a(Murata,) p 992 461 a(and) p
1129 461 a(H.) p 1225 461 a(Miy) n(ahara,) p 1560 461
a(\\F) p 1635 461 a(airness) p 1867 461 a(and) 171 544
y(stabilit) n(y) p 443 544 a(of) p 521 544 a(congestion) p
864 544 a(con) n(trol) p 1099 544 a(mec) n(hanism) p
1460 544 a(of) p 1538 544 a(TCP,") p 1764 544 a(in) p
Fq 1844 544 a(Pr) l(o-) 171 626 y(c) l(e) l(e) l(dings) p
446 626 a(of) p 531 626 a(11th) p 692 626 a(ITC) p 849
626 a(Sp) l(e) l(cial) p 1087 626 a(Seminar) p Fy(,) p
1392 626 a(pp.) p 1516 626 a(255{262,) p 1809 626 a(Octo-) 171
709 y(b) r(er) p 294 709 a(1998.) 19 792 y([17]) p 171
792 a(Keiic) n(hi) p 411 792 a(T) p 456 792 a(ak) l(agaki,) p
735 792 a(Hiro) n(yuki) p 1029 792 a(Ohsaki) p 1270 792
a(and) p 1411 792 a(Masa) n(yuki) p 1732 792 a(Murata,) 171
874 y(\\Analysis) p 486 874 a(of) p 563 874 a(a) p 619
874 a(windo) n(w-based) p 1070 874 a(\015o) n(w) p 1214
874 a(con) n(trol) p 1448 874 a(mec) n(hanism) p 1808
874 a(based) 171 957 y(on) p 270 957 a(TCP) p 445 957
a(V) p 492 957 a(egas) p 646 957 a(in) p 730 957 a(heterogeneous) p
1186 957 a(net) n(w) n(ork) p 1456 957 a(en) n(vironmen) n(t,") p
1918 957 a(to) 171 1040 y(app) r(ear) p 404 1040 a(in) p
Fq 488 1040 a(Pr) l(o) l(c) l(e) l(e) l(dings) p 869
1040 a(of) p 953 1040 a(ICC2001) p Fy(,) p 1271 1040
a(June) p 1441 1040 a(2001.) 19 1122 y([18]) p 171 1122
a(G.) p 295 1122 a(F.) p 410 1122 a(F) p 450 1122 a(ranklin) p
717 1122 a(and) p 880 1122 a(J.) p 986 1122 a(D.) p 1108
1122 a(P) n(o) n(w) n(ell,) p Fq 1383 1122 a(Digital) p
1641 1122 a(Contr) l(ol) p 1923 1122 a(of) 171 1205 y(Dyanamic) p
506 1205 a(Systems) p Fy(.) p 798 1205 a(Addision-W) p
1161 1205 a(esley) p 1327 1205 a(Publishing) p 1673 1205
a(Compan) n(y) p 1960 1205 a(,) 171 1288 y(1980.) p 90 rotate
dyy eop
%%Trailer
end
userdict /end-hook known{end-hook}if
%%EOF