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%%Title: ()
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currentdict end
currentfile eexec
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readonly def
currentdict end
currentfile eexec
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readonly def
currentdict end
currentfile eexec
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cleartomark
%%EndFont
%%BeginFont: BHFBFZ+MathematicalPi-Four
%!FontType1-1.0: KKCFMF+MathematicalPi-Four 1
13 dict begin
/FontName /KKCFMF+MathematicalPi-Four def 
/FontType 1 def
/FontBBox {-26 -240 928 773} readonly def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/PaintType 0 def
/FontInfo 12 dict dup begin
/version (001.000) readonly def
/Notice (Copyright (c) 1990 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (Mathematical Pi 4) readonly def
/FamilyName (Mathematical Pi) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
/UnderlinePosition -100 def
/UnderlineThickness 50 def
/Weight (Medium) def
/BaseFontName (MathematicalPi-Four) def
end def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
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readonly def
currentdict end
currentfile eexec
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/Notice (Copyright (c) 1990 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (Mathematical Pi 1) readonly def
/FamilyName (Mathematical Pi) readonly def
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end def
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readonly def
currentdict end
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%%BeginFont: FGCHZZ+Universal-GreekwithMathPi
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13 dict begin
/FontName /KKCHIM+Universal-GreekwithMathPi def 
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/version (001.000) readonly def
/Notice (Copyright (c) 1988 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (Universal Greek w. Math Pi 169) readonly def
/FamilyName (Universal) readonly def
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/UnderlinePosition -100 def
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/Weight (Medium) def
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end def
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dup 58 /H11125 put
dup 59 /H11011 put
dup 60 /H11088 put
dup 61 /H20844 put
dup 62 /H11091 put
dup 63 /H11341 put
dup 64 /H20851 put
dup 65 /H9001 put
dup 66 /H9002 put
dup 67 /H9023 put
dup 68 /H9004 put
dup 69 /H9005 put
dup 70 /H9021 put
dup 71 /H9003 put
dup 72 /H9007 put
dup 73 /H9009 put
dup 74 /H9014 put
dup 75 /H9010 put
dup 76 /H9011 put
dup 77 /H9012 put
dup 78 /H9013 put
dup 79 /H9015 put
dup 80 /H9016 put
dup 81 /H9008 put
dup 82 /H9017 put
dup 83 /H9018 put
dup 84 /H9019 put
dup 85 /H9052 put
dup 86 /H9024 put
dup 87 /H9281 put
dup 88 /H9022 put
dup 89 /H9020 put
dup 90 /H9006 put
dup 91 /H11013 put
dup 92 /H6036 put
dup 93 /H11509 put
dup 94 /H20855 put
dup 95 /H20841 put
dup 96 /H11009 put
dup 97 /H9251 put
dup 98 /H9252 put
dup 99 /H9274 put
dup 100 /H9254 put
dup 101 /H9280 put
dup 102 /H9278 put
dup 103 /H9253 put
dup 104 /H9257 put
dup 105 /H9259 put
dup 106 /H9264 put
dup 107 /H9260 put
dup 108 /H9261 put
dup 109 /H9262 put
dup 110 /H9263 put
dup 111 /H9265 put
dup 112 /H9266 put
dup 113 /H9277 put
dup 114 /H9267 put
dup 115 /H9268 put
dup 116 /H9270 put
dup 117 /H9258 put
dup 118 /H9275 put
dup 119 /H9272 put
dup 120 /H9273 put
dup 121 /H9271 put
dup 122 /H9256 put
dup 123 /bullet put
dup 124 /H9284 put
dup 125 /H11008 put
dup 126 /H20849 put
dup 167 /H9269 put
dup 169 /HV32894 put
dup 171 /H9255 put
dup 173 /H20690 put
dup 176 /HV11005 put
dup 178 /HV11021 put
dup 179 /HV11022 put
dup 181 /HV11088 put
dup 182 /H32895 put
dup 184 /H32896 put
dup 185 /H11612 put
dup 192 /HS11091 put
dup 195 /H9276 put
dup 196 /H32897 put
dup 198 /HV32898 put
dup 201 /HV11011 put
dup 210 /HV11013 put
dup 211 /HS11013 put
dup 214 /HV11091 put
dup 222 /HS11005 put
dup 242 /HS11011 put
dup 247 /HS11088 put
dup 248 /HS11021 put
dup 249 /HS11022 put
dup 251 /H9282 put
readonly def
currentdict end
currentfile eexec
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%%EndFont
%%BeginFont: CDABAZ+Universal-NewswithCommPi
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13 dict begin
/FontName /KKCGFJ+Universal-NewswithCommPi def 
/FontType 1 def
/FontBBox {-7 -227 989 764} readonly def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/PaintType 0 def
/FontInfo 12 dict dup begin
/version (001.000) readonly def
/Notice (Copyright (c) 1988 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (Universal News w. Commercial Pi 97) readonly def
/FamilyName (Universal) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
/UnderlinePosition -100 def
/UnderlineThickness 50 def
/Weight (Medium) def
/BaseFontName (Universal-NewswithCommPi) def
end def
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readonly def
currentdict end
currentfile eexec
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cleartomark
%%EndFont
%%BeginFont: HEBJZZ+EuropeanPi-Two
%!FontType1-1.0: KKCMBP+EuropeanPi-Two 1
13 dict begin
/FontName /KKCMBP+EuropeanPi-Two def 
/FontType 1 def
/FontBBox {-71 -264 1000 860} readonly def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/PaintType 0 def
/FontInfo 12 dict dup begin
/version (001.000) readonly def
/Notice (Copyright (c) 1990 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (European Pi 2) readonly def
/FamilyName (EuropeanPi) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
/UnderlinePosition -100 def
/UnderlineThickness 50 def
/Weight (Roman) def
/BaseFontName (EuropeanPi-Two) def
end def
/Encoding 256 array
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dup 103 /L50886 put
dup 104 /L50529 put
dup 105 /L50876 put
dup 106 /L50877 put
dup 107 /L50878 put
dup 108 /L50141 put
dup 109 /L50872 put
dup 110 /L54262 put
dup 111 /L50517 put
dup 112 /L50513 put
dup 113 /L09202 put
dup 114 /L1151 put
dup 115 /L1152 put
dup 116 /L1155 put
dup 117 /L1154 put
dup 118 /L50214 put
dup 119 /L50512 put
dup 120 /L50135 put
dup 121 /L50525 put
dup 122 /L50901 put
readonly def
currentdict end
currentfile eexec
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cleartomark
%%EndFont
%%BeginFont: BGCBCZ+MathematicalPi-Three
%!FontType1-1.0: KKCKOG+MathematicalPi-Three 1
13 dict begin
/FontName /KKCKOG+MathematicalPi-Three def 
/FontType 1 def
/FontBBox {-27 -292 1023 981} readonly def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/PaintType 0 def
/FontInfo 12 dict dup begin
/version (001.000) readonly def
/Notice (Copyright (c) 1990 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (Mathematical Pi 3) readonly def
/FamilyName (Mathematical Pi) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
/UnderlinePosition -100 def
/UnderlineThickness 50 def
/Weight (Medium) def
/BaseFontName (MathematicalPi-Three) def
end def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 32 /space put
dup 33 /H20906 put
dup 34 /H11369 put
dup 35 /H20910 put
dup 36 /H20911 put
dup 37 /H20912 put
dup 38 /H20914 put
dup 39 /H11333 put
dup 40 /H20905 put
dup 41 /H20919 put
dup 42 /H20904 put
dup 43 /H20921 put
dup 44 /H11011 put
dup 45 /H20917 put
dup 46 /H11229 put
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dup 48 /H20916 put
dup 49 /H20898 put
dup 50 /H20899 put
dup 51 /H20900 put
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dup 53 /H20902 put
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dup 55 /H20908 put
dup 56 /H20909 put
dup 57 /H20915 put
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dup 60 /H11015 put
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dup 62 /H11061 put
dup 63 /H11329 put
dup 64 /H20907 put
dup 65 /H11223 put
dup 66 /H20891 put
dup 67 /H20897 put
dup 68 /H20874 put
dup 69 /H20885 put
dup 70 /H20875 put
dup 71 /H20876 put
dup 72 /H20877 put
dup 73 /H20880 put
dup 74 /H20878 put
dup 75 /H20883 put
dup 76 /H20884 put
dup 77 /H20893 put
dup 78 /H20892 put
dup 79 /H20888 put
dup 80 /H20889 put
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dup 82 /H20886 put
dup 83 /H20873 put
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dup 85 /H20879 put
dup 86 /H20890 put
dup 87 /H33524 put
dup 88 /H20896 put
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dup 90 /H20895 put
dup 91 /H11398 put
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dup 93 /H11419 put
dup 94 /H20913 put
dup 95 /H20920 put
dup 96 /H11625 put
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dup 98 /H20865 put
dup 99 /H20872 put
dup 100 /H20850 put
dup 101 /H20848 put
dup 102 /H20851 put
dup 103 /H20852 put
dup 104 /H20853 put
dup 105 /H20648 put
dup 106 /H20854 put
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dup 108 /H20856 put
dup 109 /H20867 put
dup 110 /H20866 put
dup 111 /H20858 put
dup 112 /H20863 put
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dup 114 /H20859 put
dup 115 /H20849 put
dup 116 /H20860 put
dup 117 /H20841 put
dup 118 /H20864 put
dup 119 /H33526 put
dup 120 /H20871 put
dup 121 /H20862 put
dup 122 /H20870 put
dup 123 /H11370 put
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dup 125 /H11420 put
dup 126 /H11626 put
dup 162 /H11364 put
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dup 167 /H33702 put
dup 170 /H11393 put
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dup 176 /H11367 put
dup 178 /HV11011 put
dup 179 /HV11229 put
dup 181 /HV11015 put
dup 183 /H33525 put
dup 184 /HS11108 put
dup 185 /HV11108 put
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dup 192 /HS11061 put
dup 193 /H11392 put
dup 201 /HV11013 put
dup 206 /H20881 put
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dup 214 /HV11061 put
dup 227 /H33523 put
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dup 239 /HS11011 put
dup 241 /HS11229 put
dup 242 /HS11013 put
dup 247 /HS11015 put
dup 248 /H33360 put
dup 249 /H33361 put
dup 250 /HV33784 put
readonly def
currentdict end
currentfile eexec
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cleartomark
%%EndFont
%%BeginFont: EAIGZZ+Goudy-Bold
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13 dict begin
/FontName /KKDNME+Goudy-Bold def 
/FontType 1 def
/FontBBox {-152 -229 1000 945} readonly def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/PaintType 0 def
/FontInfo 12 dict dup begin
/version (001.002) readonly def
/Notice (Copyright (c) 1985, 1987, 1990 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (Goudy Bold) readonly def
/FamilyName (Goudy) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
/UnderlinePosition -112 def
/UnderlineThickness 51 def
/Weight (Bold) def
/BaseFontName (Goudy-Bold) def
end def
/Encoding StandardEncoding def
currentdict end
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cleartomark
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%%BeginFont: CHEJZZ+MathematicalPi-Five
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13 dict begin
/FontName /KKFGLH+MathematicalPi-Five def 
/FontType 1 def
/FontBBox {-12 -289 991 805} readonly def
/FontMatrix [0.001 0 0 0.001 0 0] readonly def
/PaintType 0 def
/FontInfo 12 dict dup begin
/version (001.000) readonly def
/Notice (Copyright (c) 1990 Adobe Systems Incorporated.  All Rights Reserved.) readonly def
/FullName (Mathematical Pi 5) readonly def
/FamilyName (Mathematical Pi) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
/UnderlinePosition -100 def
/UnderlineThickness 50 def
/Weight (Medium) def
/BaseFontName (MathematicalPi-Five) def
end def
/Encoding 256 array
0 1 255 {1 index exch /.notdef put} for
dup 32 /space put
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dup 167 /HV11373 put
dup 168 /HV11384 put
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dup 170 /H6189 put
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dup 172 /HV33876 put
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dup 176 /HV11372 put
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dup 180 /HV11016 put
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dup 200 /HS33522 put
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dup 208 /HV33527 put
dup 210 /HV33529 put
dup 211 /HS33529 put
dup 212 /HV11377 put
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dup 217 /H6184 put
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dup 223 /HS11371 put
dup 224 /HS11444 put
dup 228 /HS11385 put
dup 229 /HS11384 put
dup 230 /HS11388 put
dup 231 /HS11016 put
dup 233 /H11498 put
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dup 235 /HS11375 put
dup 236 /HS11376 put
dup 237 /HS11416 put
dup 238 /HS11497 put
dup 245 /H11336 put
dup 248 /H33454 put
dup 249 /H33453 put
dup 250 /HV11497 put
readonly def
currentdict end
currentfile eexec
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cleartomark
%%EndFont
%%BeginFile: l2check
%%Copyright: Copyright 1993 Adobe Systems Incorporated. All Rights Reserved.
/languagelevel where
{ pop languagelevel 1 eq }
{ true }
ifelse
{
initgraphics /Helvetica findfont 24 scalefont setfont
72 400 moveto (This file requires a PostScript (TM)) dup show
72 375 moveto (Level 2 interpreter to print.) dup show
showpage
exch = =
quit
}
if
%%EndFile

/currentpacking where{pop currentpacking true setpacking}if
userdict /PDF 75 dict put
%%BeginFile: pdfvars.prc
%%Copyright: Copyright 1987-1994 Adobe Systems Incorporated. All Rights Reserved.
userdict /PDFVars 59 dict dup begin put
/_save 0 def
/_cshow 0 def
/InitAll 0 def
/TermAll 0 def
/_lp /none def
/_doClip 0 def
%% old (PDFVars was 51, not 59)
%% % paint operators
%% /_fc 0 def			% set color before fill occurs
%% /_sc 0 def			% set color before stroke occurs
%% % color operands
%% /_gf null def		% gray fill color
%% /_cf 4 array def	% cmyk fill color
%% /_rgbf 3 array def	% rgb fill color
%% /_gs null def		% same for stroke
%% /_cs 4 array def
%% /_rgbs 3 array def
%% end old
%% new
/_sfcs 0 def
/_sfc 0 def
/_sscs 0 def
/_ssc 0 def
/_fcs 0 def
/_scs 0 def
/_f1 1 array def
/_f3 3 array def
/_f4 4 array def
/_fc null def
/_s1 1 array def
/_s3 3 array def
/_s4 4 array def
/_sc null def
%% end new
/_inT false def
/_tr -1 def
/_rise 0 def
/_ax 0 def
/_cx 0 def
/_ld 0 def
/_tm matrix def
/_ctm matrix def
/_mtx matrix def
/_hy (-) def
/_fScl 0 def
/_hs 1 def
/_pdfEncodings 2 array def
/Tj 0 def
/_italMtx[1 0 .212557 1 0 0]def
/_basefont 0 def
/_basefonto 0 def
end
%%EndFile

PDFVars begin PDF begin
%%BeginFile: pdfutil.prc
%%Copyright: Copyright 1993 Adobe Systems Incorporated. All Rights Reserved.
/bd {bind def} bind def
/ld {load def} bd
/dd { PDFVars 3 1 roll put } bd
/xdd { exch dd } bd
/Level2?
/languagelevel where { pop languagelevel 2 ge } { false } ifelse
def
/here {
dup currentdict exch known
{ currentdict exch get true }
{ pop false }
ifelse
} bd
/isdefined? { where { pop true } { false } ifelse } bd
/StartLoad { dup dup not { /_save save dd } if } bd
/EndLoad { if not { _save restore } if } bd
/npop { { pop } repeat } bd
%%EndFile

%%BeginFile: pdf.prc
%%Copyright: Copyright 1987-1994 Adobe Systems Incorporated. All Rights Reserved.
/initialize {
PDF begin
PDFVars begin
newpath
} bd
/terminate {
end
end
} bd
/setstrokeadjust isdefined?
{
true setstrokeadjust
/m/moveto ld
/l/lineto ld
/c/curveto ld
}
{
/pl {
transform
0.25 sub round 0.25 add exch
0.25 sub round 0.25 add exch
itransform
} bd
/m { pl moveto } bd
/l { pl lineto } bd
/c { pl curveto } bd
}
ifelse
/v { currentpoint 6 2 roll c } bd
/y { 2 copy c } bd
/h/closepath ld
/d/setdash ld
/j/setlinejoin ld
/J/setlinecap ld
/M/setmiterlimit ld
/w/setlinewidth ld
/cf currentflat def
/i {
dup 0 eq { pop cf } if
setflat
} bd
/ilp { /_lp /none dd } bd
/sfc {
_lp /fill ne {
_sfcs
_sfc
/_lp /fill dd
} if
} bd
/ssc {
_lp /stroke ne {
_sscs
_ssc
/_lp /stroke dd
} if
} bd
/n {
_doClip 1 ge {
_doClip 1 eq { clip } { eoclip } ifelse
/_doClip 0 dd
} if
newpath
} bd
/f {
_doClip 1 ge
{
gsave sfc fill grestore
_doClip 1 eq { clip } { eoclip } ifelse
newpath
ilp
/_doClip 0 dd
}
{ sfc fill }
ifelse
} bd
/f* {
_doClip 1 ge
{
gsave sfc eofill grestore
_doClip 1 eq { clip } { eoclip } ifelse
newpath
ilp
/_doClip 0 dd
}
{ sfc eofill }
ifelse
} bd
/S {
_doClip 1 ge
{
gsave ssc stroke grestore
_doClip 1 eq { clip } { eoclip } ifelse
newpath
ilp
/_doClip 0 dd
}
{ ssc stroke }
ifelse
} bd
/s { h S } bd
/B {
_doClip dup 1 ge
gsave f grestore
{
gsave S grestore
1 eq { clip } { eoclip } ifelse
newpath
ilp
/_doClip 0 dd
}
{ pop S }
ifelse
} bd
/b { h B } bd
/B* {
_doClip dup 1 ge
gsave f* grestore
{
gsave S grestore
1 eq { clip } { eoclip } ifelse
newpath
ilp
/_doClip 0 dd
}
{ pop S }
ifelse
} bd
/b* { h B* } bd
/W { /_doClip 1 dd } bd
/W* { /_doClip 2 dd } bd
/q/save ld
/Q { restore ilp } bd
Level2? not StartLoad {
/cs
{
dup where { pop load } if
/_sfcs { } dd
dup type /arraytype eq
{ dup 0 get /Indexed eq { 1 } { 0 } ifelse get }
if
dup /DeviceCMYK eq
{
/_fc _f4 dd
/_sfc { _fc aload pop setcmykcolor } dd
}
{
dup /DeviceRGB eq
{
/_fc _f3 dd
/_sfc { _fc aload pop setrgbcolor } dd
}
{
/_fc _f1 dd
/_sfc { _fc aload pop setgray } dd
}
ifelse
}
ifelse
pop
} bd
/CS
{
dup where { pop load } if
/_sscs { } dd
dup type /arraytype eq
{ dup 0 get /Indexed eq { 1 } { 0 } ifelse get }
if
dup /DeviceCMYK eq
{
/_sc _s4 dd
/_ssc { _sc aload pop setcmykcolor } dd
}
{
dup /DeviceRGB eq
{
/_sc _s3 dd
/_ssc { _sc aload pop setrgbcolor } dd
}
%%% /Pattern not impl'd
{
/_sc _s1 dd
/_ssc { _sc aload pop setgray } dd
}
ifelse
}
ifelse
pop
} bd
/ri { pop } bd
} EndLoad
Level2? StartLoad {
/cs
{
dup where { pop load } if
dup /_fcs xdd
/_sfcs { _fcs setcolorspace } dd
dup type /arraytype eq
{ dup 0 get /Indexed eq { 1 } { 0 } ifelse get }
if
dup /DeviceCMYK eq
{ /_fc _f4 dd }
{
dup /DeviceRGB eq dup /CIEBasedABC eq or
{ /_fc _f3 dd }
{ /_fc _f1 dd }
ifelse
}
ifelse
pop
/_sfc { _fc aload pop setcolor } dd
} bd
/CS
{
dup where { pop load } if
dup /_scs xdd
/_sscs { _scs setcolorspace } dd
dup type /arraytype eq
{ dup 0 get /Indexed eq { 1 } { 0 } ifelse get }
if
dup /DeviceCMYK eq
{ /_sc _s4 dd }
{
dup /DeviceRGB eq dup /CIEBasedABC eq or
{ /_sc _s3 dd }
{ /_sc _s1 dd }
ifelse
}
ifelse
pop
/_ssc { _sc aload pop setcolor } dd
} bd
/ri {
/findcolorrendering isdefined?
{
findcolorrendering pop
dup /ColorRendering resourcestatus
{
pop pop
/ColorRendering findresource
setcolorrendering
}
{ pop }
ifelse
}
{ pop }
ifelse
} bd
} EndLoad
/sc
{
_fc astore pop
ilp
} bd
/SC
{
_sc astore pop
ilp
} bd
/g { /DefaultGray cs sc } bd
/rg { /DefaultRGB cs sc } bd
/k { /DeviceCMYK cs sc } bd
/pc { /DeviceGray cs pop 0.5 sc } bd
/G { /DefaultGray CS SC } bd
/RG { /DefaultRGB CS SC } bd
/K { /DeviceCMYK CS SC } bd
/PC { /DeviceGray CS pop 0.5 SC } bd
/cm { _mtx astore concat } bd
/re {
4 2 roll m
1 index 0 rlineto
0 exch rlineto
neg 0 rlineto
h
} bd
/RC/rectclip ld
/EF/execform ld
/PS { cvx exec } bd
/initgs {
/DefaultGray where
{ pop }
{ /DefaultGray /DeviceGray dd }
ifelse
/DefaultRGB where
{ pop }
{ /DefaultRGB /DeviceRGB dd }
ifelse
0 g 0 G
[]0 d 0 j 0 J 10 M 1 w
} bd
%%EndFile

%%BeginFile: pdftext.prc

%%Copyright: Copyright 1987-1994 Adobe Systems Incorporated. All Rights Reserved.
PDF /PDFText 52 dict dup begin put
/initialize { /TZ isdefined? not { PDFText begin } if } bd
/terminate { currentdict PDFText eq { end } if } bd
/CopyFont {
{
1 index /FID ne 2 index /UniqueID ne and
{ def } { pop pop } ifelse
} forall
} bd
/modEnc {
/_enc xdd
/_icode 0 dd
counttomark 1 sub -1 0
{
index
dup type /nametype eq
{
_enc _icode 3 -1 roll put
_icode 1 add
}
if
/_icode xdd
} for
cleartomark
_enc
} bd
/trEnc {
/_enc xdd
255 -1 0 {
exch dup -1 eq
{ pop /.notdef }
{ Encoding exch get }
ifelse
_enc 3 1 roll put
} for
pop
_enc
} bd
/TE {
/_i xdd
StandardEncoding 256 array copy modEnc
_pdfEncodings exch _i exch put
} bd
/TZ
{
/_usePDFEncoding xdd
findfont
dup length 2 add dict
begin
{
1 index /FID ne { def } { pop pop } ifelse
} forall
/FontName exch def
_usePDFEncoding 0 ge
{
/Encoding _pdfEncodings _usePDFEncoding get def
pop
}
{
_usePDFEncoding -1 eq
{
counttomark 0 eq
{ pop }
{
Encoding 256 array copy
modEnc /Encoding exch def
}
ifelse
}
{
256 array
trEnc /Encoding exch def
}
ifelse
}
ifelse
FontName currentdict
end
definefont pop
}
bd
/swj {
dup 4 1 roll
dup length exch stringwidth
exch 5 -1 roll 3 index mul add
4 1 roll 3 1 roll mul add
6 2 roll /_cnt 0 dd
{1 index eq {/_cnt _cnt 1 add dd} if} forall pop
exch _cnt mul exch _cnt mul 2 index add 4 1 roll 2 index add 4 1 roll pop pop
} bd
/jss {
4 1 roll
{
2 npop
(0) exch 2 copy 0 exch put
gsave
32 eq
{
exch 6 index 6 index 6 index 5 -1 roll widthshow
currentpoint
}
{
false charpath currentpoint
4 index setmatrix stroke
}
ifelse
grestore
moveto
2 copy rmoveto
} exch cshow
6 npop
} def
/jsp
{
{
2 npop
(0) exch 2 copy 0 exch put
32 eq
{ exch 5 index 5 index 5 index 5 -1 roll widthshow }
{ false charpath }
ifelse
2 copy rmoveto
} exch cshow
5 npop
} bd
/trj { _cx 0 32 _ax 0 6 5 roll } bd
/pjsf { trj sfc awidthshow } bd
/pjss { trj _ctm ssc jss } bd
/pjsc { trj jsp } bd
/_Tjdef [
/pjsf load
/pjss load
{
dup
currentpoint 3 2 roll
pjsf
newpath moveto
pjss
} bind
{
trj swj rmoveto
} bind
{
dup currentpoint 4 2 roll gsave
pjsf
grestore 3 1 roll moveto
pjsc
} bind
{
dup currentpoint 4 2 roll
currentpoint gsave newpath moveto
pjss
grestore 3 1 roll moveto
pjsc
} bind
{
dup currentpoint 4 2 roll gsave
dup currentpoint 3 2 roll
pjsf
newpath moveto
pjss
grestore 3 1 roll moveto
pjsc
} bind
/pjsc load
] def
/BT
{
/_inT true dd
_ctm currentmatrix pop matrix _tm copy pop
0 _rise translate _hs 1 scale
0 0 moveto
} bd
/ET
{
/_inT false dd
_tr 3 gt {clip} if
_ctm setmatrix newpath
} bd
/Tj {
  userdict begin /$$copystring exch def $$copystring end _Tj
} bd
/Tr {
_inT { _tr 3 le {currentpoint newpath moveto} if } if
dup /_tr xdd
_Tjdef exch get /_Tj xdd
} bd
/iTm { _ctm setmatrix _tm concat 0 _rise translate _hs 1 scale } bd
/Tm { _tm astore pop iTm 0 0 moveto } bd
/Td { _mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto } bd
/TD { dup /_ld xdd Td } bd
/Tf {
dup 1000 div /_fScl xdd
exch findfont exch scalefont setfont
} bd
/TL { neg /_ld xdd } bd
/Tw { /_cx xdd } bd
/Tc { /_ax xdd } bd
/Ts { /_rise xdd currentpoint iTm moveto } bd
/Tz { 100 div /_hs xdd iTm } bd
/Tk { exch pop _fScl mul neg 0 rmoveto } bd
/T* { 0 _ld Td } bd
/' { 0 0 3 -1 roll " } bd
/" { exch Tc exch Tw T* Tj } bd
/TJ {
{
dup type /stringtype eq
{ Tj }
{ 0 exch Tk }
ifelse
} forall
} bd
/T- { _hy Tj } bd
/d0/setcharwidth ld
/d1 { setcachedevice /sfc{}dd /ssc{}dd } bd
/nND {{/.notdef} repeat} bd
/T3Defs {
/BuildChar
{
1 index /Encoding get exch get
1 index /BuildGlyph get exec
}
def
/BuildGlyph {
exch begin
GlyphProcs exch get exec
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T*
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T*
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T*
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T*
[(investigation,)-416 (and)-416 (still)-416 (many)-416 (others)-416 (are)-416 (possible.)-416 (However,)]TJ
T*
[(for)-477 (the)-477 (full)-477 (assessment)-477 (of)-477 (a)-477 (model)-477 (and)-477 (for)-477 (getting)-477 (useful)]TJ
T*
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T*
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T*
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T*
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[(although)-403 (not)-403 (beyond)-403 (it,)-403 (contrary)-403 (to)-403 (what)-403 (a)-403 (pessimist)-403 (could)]TJ
T*
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[(,)-80 (...)]TJ
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(1)Tj
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(!)Tj
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[(i.e.,)-559 (with)-559 (the)-559 (true)-559 (quark-gluon)-559 (vertex)-559 (re-)]TJ
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(f)Tj
/F15 1 Tf
0.418 0 TD
(.)Tj
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[(The)-287 (case)]TJ
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(\304)Tj
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(f)Tj
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(5)Tj
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[(0)-367 (corresponds)-287 (to)-287 (the)-287 (chiral)-287 (limit,)-287 (where)-287 (the)]TJ
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[(current)-365 (quark)-365 (mass)]TJ
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(f)Tj
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(5)Tj
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[(0,)-365 (and)-365 (where)-365 (the)-365 (constituent)-365 (quark)]TJ
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[(mass)-564 (stems)-564 (exclusively)-564 (from)-564 (dynamical)-564 (chiral)-564 (symmetry)]TJ
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(x)Tj
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(SB)Tj
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0.316 Tc
(!@)Tj
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0.982 0 TD
(3)Tj
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(#)Tj
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0 Tc
[(.)-316 (For)]TJ
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(u)Tj
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(and)Tj
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(d)Tj
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[(quarks,)-316 (the)-316 (chiral)-316 (limit)-316 (is)]TJ
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[(a)-444 (very)-444 (good)-444 (approximation.)-444 (Solving)-444 (Eq.)]TJ
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(~)Tj
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(2)Tj
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(!)Tj
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(with)Tj
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(\304)Tj
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(u)Tj
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(5)Tj
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(d)Tj
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(5)Tj
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[(0)-389 (leads)-309 (to)]TJ
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(M)Tj
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(ud)Tj
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(\(0\))Tj
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(5)Tj
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(B)Tj
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(d)Tj
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(\(0\)/)Tj
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(A)Tj
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(d)Tj
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(\(0\))Tj
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(5)Tj
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0 Tc
[(356)-309 (MeV)]TJ
-20.736 -1.15 TD
[(for)-536 (the)-536 (gluon)-536 (propagator)]TJ
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11.143 0 TD
(~)Tj
/F15 1 Tf
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(3)Tj
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(!)Tj
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(\261)Tj
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(~)Tj
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(6)Tj
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(!)Tj
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[(with)-536 (parameters)-536 (quoted)]TJ
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[(above)-333 (and)-333 (used)-333 (in)-333 (Ref.)]TJ
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(@)Tj
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(5)Tj
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(#)Tj
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(.)Tj
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(When)Tj
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(m)Tj
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(\304)Tj
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(f)Tj
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(\336)Tj
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[(0,)-302 (the)-302 (SD)-302 (equation)]TJ
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(~)Tj
/F15 1 Tf
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(2)Tj
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0.5 0 TD
(!)Tj
/F15 1 Tf
0.635 0 TD
[(must)-302 (be)-302 (regularized)-302 (by)]TJ
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0.494 Tc
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/F15 1 Tf
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1.25 0 TD
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/F15 1 Tf
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3.365 0 TD
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2.965 66.83 TD
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(f)Tj
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(\))Tj
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-16.091 -1.15 TD
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0 Tc
[(375)-278 (MeV,)-278 (just)-278 (5%)-278 (above)-278 (its)-278 (value)-278 (in)-278 (the)-278 (chiral)-278 (limit.)-278 (For)]TJ
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23.219 0 TD
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-24.132 -1.386 TD
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3.209 0 TD
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[(\))-374 (i)0 (s)-293 (7)0 (3)-293 (MeV,)-293 (giving)-293 (us)-293 (the)-293 (strange)-293 (quark)-293 (con-)]TJ
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0 Tc
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(5)Tj
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18.959 0 TD
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(3)Tj
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452.061 590.289 l
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BT
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(A)Tj
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BT
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0.199 Tc
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(f)Tj
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(l)Tj
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6.985 0 0 6.985 403.989 560.151 Tm
(3)Tj
ET
396.575 551.044 m
409.105 551.044 l
S 
BT
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15.174 0 0 12.645 396.575 540.266 Tm
(A)Tj
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BT
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(A)Tj
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429.233 568.057 m
435.022 568.057 l
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BT
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(2)Tj
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(f)Tj
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(~)Tj
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(f)Tj
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(5)Tj
/F15 1 Tf
0.913 0 TD
(0)Tj
ET
422.493 551.044 m
482.221 551.044 l
S 
BT
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(~)Tj
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(7)Tj
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0.5 0 TD
(!)Tj
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0 Tc
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3.338 0 TD
(@)Tj
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(12,7)Tj
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1.75 0 TD
(#)Tj
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8.742 0 TD
(@)Tj
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2.144 0 TD
(~)Tj
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(!)Tj
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(and)Tj
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(~)Tj
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1 0 TD
(!)Tj
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(low)Tj
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1.5 0 TD
(#)Tj
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0.08 Tc
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9.978 0 0 9.978 408.288 498.464 Tm
0 Tc
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(Bell-Jackiw)Tj
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5.11 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(ABJ)Tj
/F10 1 Tf
1.778 0 TD
(!)Tj
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[(,)-333 (o)0 (r)-333 (axial,)-333 (anomaly.)]TJ
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[(Of)-312 (course,)-312 (for)-312 (heavier)]TJ
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9.273 0 TD
0.08 Tc
(qq)Tj
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(\305)Tj
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0 Tc
[(composites)-312 (one)-312 (cannot)-312 (circum-)]TJ
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[(vent)-471 (solving)-471 (the)-471 (BS)-471 (equation)-471 (by)-471 (invoking)-471 (the)-471 (chiral-limit)]TJ
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0 -1.166 TD
(~)Tj
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0.333 0 TD
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(p)Tj
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(m)Tj
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(!)Tj
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1.08 0 TD
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(~)Tj
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0.333 0 TD
(7)Tj
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0.5 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(.)-336 (This)-336 (is)-336 (obvious)-336 (when)]TJ
-15.234 -1.166 TD
[(they)-351 (contain)]TJ
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5.368 0 TD
(c)Tj
/F15 1 Tf
0.875 0 TD
(or)Tj
/F17 1 Tf
1.184 0 TD
(b)Tj
/F15 1 Tf
0.931 0 TD
[(quarks,)-351 (for)-351 (which)-351 (the)-351 (whole)-351 (concept)-351 (of)]TJ
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[(the)-305 (chiral)-305 (limit)-305 (is)-305 (of)-305 (course)-305 (useless)-305 (even)-305 (qualitatively.)-305 (When)]TJ
T*
[(strange)-252 (quarks)-252 (are)-252 (present,)-252 (Eq.)]TJ
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12.535 0 TD
(~)Tj
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0.333 0 TD
(7)Tj
/F10 1 Tf
0.5 0 TD
(!)Tj
/F15 1 Tf
0.585 0 TD
[(can)-252 (be)-252 (regarded)-252 (only)-252 (as)-252 (an)]TJ
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(``exploratory'')Tj
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6.346 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(8)Tj
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0.5 0 TD
(#)Tj
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0.737 0 TD
[(expression)-404 (and)-404 (is)-404 (useful)-404 (for)-404 (considering)]TJ
-7.917 -1.15 TD
[(the)-419 (chiral)-419 (limit,)-419 (since)-419 (this)-419 (limit)-419 (is)]TJ
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14.629 0 TD
(qualitatively)Tj
/F15 1 Tf
5.419 0 TD
(meaningful)Tj
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[(for)-336 (the)]TJ
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3.061 0 TD
(s)Tj
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0.805 0 TD
[(quarks.)-336 (Nonetheless,)-336 (we)-336 (need)-336 (the)]TJ
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14.012 0 TD
(quantitative)Tj
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(pre-)Tj
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[(dictions)-457 (of)-457 (Jain)-457 (and)-457 (Munczek's)-457 (model)-457 (for)-457 (the)]TJ
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20.041 0 TD
0.08 Tc
(ss)Tj
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(\305)Tj
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0 Tc
(pseudo-)Tj
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[(scalar)-399 (bound)-399 (state,)-399 (which)-399 (is)-399 (not)-399 (physical,)-399 (but)-399 (enters)-399 (as)-399 (the)]TJ
0 -1.166 TD
[(heaviest)-441 (component)-441 (in)-441 (the)-441 (pseudoscalars)]TJ
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(h)Tj
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(and)Tj
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(h)Tj
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(8)Tj
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[(,)-522 (intro-)]TJ
-21.609 -1.15 TD
[(duced)-333 (in)-333 (the)-333 (next)-333 (section.)]TJ
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[(Therefore,)-358 (we)-358 (must)-358 (obtain)-358 (the)-358 (bound-state)-358 (vertex)]TJ
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20.696 0 TD
(G)Tj
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0.08 Tc
(ss)Tj
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0 Tc
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(G)Tj
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0.08 Tc
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(~)Tj
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(q)Tj
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(,)Tj
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(p)Tj
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(!)Tj
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(5)Tj
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(ig)Tj
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0 Tc
(st)Tj
0 1 TD
(2)Tj
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(C)Tj
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(F)Tj
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(E)Tj
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(d)Tj
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(4)Tj
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(q)Tj
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(8)Tj
ET
416.446 272.88 m
441.981 272.88 l
S 
BT
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(~)Tj
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(2)Tj
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(p)Tj
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(!)Tj
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(4)Tj
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(g)Tj
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(m)Tj
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(s)Tj
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(S)Tj
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(q)Tj
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(8)Tj
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(1)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
490.226 272.88 m
496.213 272.88 l
S 
BT
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(2)Tj
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(D)Tj
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(G)Tj
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0.08 Tc
(ss)Tj
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[(,)-480 (this)]TJ
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[(usual)-420 (procedure)-420 (implicitly)-420 (assumes)-420 (nonet)-420 (symmetry.)-420 (How-)]TJ
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[(ever,)-371 (it)-371 (is)-371 (ultimately)-371 (broken)-371 (by)-371 (nonabelian)]TJ
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(u)Tj
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(&)Tj
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10.874 0 0 9.876 424.075 313.951 Tm
(u)Tj
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(&)Tj
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(u)Tj
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(u)Tj
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(&)Tj
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(.)Tj
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5.545 0 TD
(~)Tj
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0.333 0 TD
(13)Tj
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1 0 TD
(!)Tj
/F15 1 Tf
-24.272 -2.09 TD
[(The)-277 (determination)-277 (of)-277 (the)-277 (speci\256c)-277 (value)-277 (that)-277 (the)-277 (mixing)-277 (angle)]TJ
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(u)Tj
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[(should)-290 (take)-290 (is)-290 (a)-290 (dif\256cult)-290 (issue)-290 (which)-290 (will)-290 (be)-290 (handled)-290 (sepa-)]TJ
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[(rately)-377 (in)-377 (Sec.)-377 (V.)-377 (We)-377 (will)-377 (keep)-377 (our)-377 (discussion)-377 (general)-377 (until)]TJ
T*
[(we)-261 (evaluate)-261 (those)-261 (of)-261 (our)-261 (results)-261 (which)-261 (are)-261 (independent)-261 (of)-261 (the)]TJ
0 -1.166 TD
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(u)Tj
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[(\320such)-361 (as)-361 (the)-361 (decay)-361 (constants)-361 (of)-361 (the)-361 (unmixed)]TJ
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(h)Tj
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6.985 0 0 6.985 347.211 233.147 Tm
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[(\320and)-317 (point)-317 (out)-317 (those)-317 (quantities)-317 (for)-317 (evalua-)]TJ
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ET
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BT
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S 
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[(where)-326 (we)-326 (have)-326 (for)-326 (convenience)-326 (introduced)-326 (the)-326 (auxiliary)-326 (de-)]TJ
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[(\))-80 (,)-399 (so)-319 (that)-319 (using)-319 (the)-319 (de\256-)]TJ
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T*
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S 
BT
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S 
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ET
228.41 404.821 m
234.397 404.821 l
S 
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ET
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138.47 369.054 l
S 
BT
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(17)Tj
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1 0 TD
(!)Tj
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[(It)-422 (turns)-422 (out)-422 (that)-422 (this)-422 (equation)-422 (can)-422 (also)-422 (be)-422 (applied)-422 (for)]TJ
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(\305)Tj
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(5)Tj
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0 Tc
[(0,)-333 (as)-333 (the)-333 (limit)-333 (exists.)]TJ
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[(In)-686 (the)-686 (isospin)-686 (limit,)-686 (we)-686 (get)]TJ
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(5)Tj
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(f)Tj
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(p)Tj
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0 Tc
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(@)Tj
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(5)Tj
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0.5 0 TD
(#)Tj
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[(.)-419 (For)-419 (the)-419 (axial)-419 (decay)]TJ
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[(constant)-414 (of)-414 (the)]TJ
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0.08 Tc
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(\305)Tj
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[(pseudoscalar)-414 (bound)-414 (state,)-414 (we)-414 (obtain)]TJ
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(f)Tj
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0.08 Tc
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0 Tc
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(5)Tj
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[(This)-452 (factor)-452 (with)-452 (respect)-452 (to)]TJ
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(is)Tj
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[(very)-318 (reasonable)-318 (and)-318 (even)-318 (expected,)-318 (since)-318 (the)-318 (model)]TJ
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(@)Tj
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(#)Tj
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(also)Tj
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[(predicts)-454 (the)-454 (decay)-454 (constant)-454 (of)-454 (the)-454 (charged)-454 (kaon)]TJ
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(f)Tj
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(K)Tj
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(1)Tj
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(f)Tj
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(ud)Tj
10.477 0 0 6.985 292.583 248.763 Tm
(\305)Tj
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0 Tc
[(114)-580 (MeV)]TJ
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(5)Tj
/F15 1 Tf
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(1.23)Tj
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(f)Tj
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(p)Tj
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[(.)-80 (\))-940 (Equation)]TJ
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(~)Tj
/F15 1 Tf
0.333 0 TD
(16)Tj
/F10 1 Tf
1 0 TD
(!)Tj
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[(then)-860 (yields)]TJ
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(f)Tj
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(h)Tj
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(5)Tj
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[(122.1)-915 (MeV)-915 (and)]TJ
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(f)Tj
/F10 1 Tf
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(h)Tj
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(5)Tj
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[(107.6)-915 (MeV.)-915 (Note)-915 (that)]TJ
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(h)Tj
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(1.31)Tj
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(f)Tj
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[(,)-551 (which)-470 (is)-470 (rather)-470 (close)-470 (to)-470 (the)-470 (result)]TJ
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(h)Tj
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(5)Tj
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(1.25)Tj
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(f)Tj
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(@)Tj
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(17)Tj
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1 0 TD
(#)Tj
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[(,)-257 (obtained)-257 (in)-257 (the)-257 (chiral)-257 (perturbation)-257 (theory)-257 (\()]TJ
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(x)Tj
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(PT)Tj
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(!)Tj
/F15 1 Tf
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[(.)-257 (Evalu-)]TJ
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[(ating)-277 (the)-277 (matrix)-277 (elements)-277 (of)-277 (the)-277 (pertinent)-277 (mixtures)-277 (yields)-277 (the)]TJ
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(8)Tj
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[(decay)-333 (constants)]TJ
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(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 59.135 132.208 Tm
(h)Tj
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(S)Tj
/F15 1 Tf
9.978 0 0 9.978 82.921 142.523 Tm
(1)Tj
ET
79.537 137.384 m
92.066 137.384 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 79.537 126.607 Tm
(A)Tj
ET
86.278 135.173 m
92.066 135.173 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 86.278 125.779 Tm
(3)Tj
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(cos)Tj
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(u)Tj
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(2)Tj
/F4 1 Tf
15.174 0 0 12.645 120.266 143.351 Tm
(A)Tj
ET
127.003 151.917 m
132.792 151.917 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 127.003 142.523 Tm
(2)Tj
ET
120.263 137.384 m
132.792 137.384 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 120.263 126.607 Tm
(A)Tj
ET
127.003 135.173 m
132.792 135.173 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 127.003 125.779 Tm
(3)Tj
0.58 0.853 TD
(sin)Tj
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(u)Tj
/F9 1 Tf
18.315 0 0 33.596 150.772 132.191 Tm
(D)Tj
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(2)Tj
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(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 165.523 132.208 Tm
(p)Tj
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(1)Tj
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(S)Tj
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(2)Tj
/F4 1 Tf
15.174 0 0 12.645 196.937 143.351 Tm
(A)Tj
ET
203.649 151.917 m
209.438 151.917 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 203.649 142.523 Tm
(2)Tj
ET
196.909 137.384 m
209.438 137.384 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 196.909 126.607 Tm
(A)Tj
ET
203.649 135.173 m
209.438 135.173 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 203.649 125.779 Tm
(3)Tj
0.58 0.853 TD
(cos)Tj
/F10 1 Tf
9.978 0 2.769 9.978 222.738 134.291 Tm
(u)Tj
/F8 1 Tf
9.978 0 0 9.978 228.527 134.291 Tm
(2)Tj
/F15 1 Tf
1.251 0.825 TD
(1)Tj
ET
237.634 137.384 m
250.163 137.384 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 237.634 126.607 Tm
(A)Tj
ET
244.375 135.173 m
250.163 135.173 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 244.375 125.779 Tm
(3)Tj
0.58 0.853 TD
(sin)Tj
/F10 1 Tf
9.978 0 2.769 9.978 261.807 134.291 Tm
(u)Tj
/F9 1 Tf
18.315 0 0 33.596 268.143 132.191 Tm
(D)Tj
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(2)Tj
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9.978 0 0 9.978 278.723 134.291 Tm
(f)Tj
6.985 0 0 6.985 282.894 132.208 Tm
0.08 Tc
(ss)Tj
10.477 0 0 6.985 285.391 134.402 Tm
(\305)Tj
/F15 1 Tf
9.978 0 0 9.978 290.944 134.291 Tm
(,)Tj
/F10 1 Tf
-1.055 -1.963 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
0 Tc
(18)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F17 1 Tf
-24.295 -3.843 TD
(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 55.473 74.273 Tm
(h)Tj
/F11 1 Tf
9.278 0 0 9.278 60.299 72.646 Tm
(8)Tj
/F8 1 Tf
9.978 0 0 9.978 63.867 76.357 Tm
(5)Tj
/F9 1 Tf
18.315 0 0 33.596 73.197 74.256 Tm
(S)Tj
/F4 1 Tf
15.174 0 0 12.645 79.456 85.416 Tm
(A)Tj
ET
86.185 93.983 m
91.973 93.983 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 86.185 84.589 Tm
(2)Tj
ET
79.444 79.449 m
91.973 79.449 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 79.444 68.672 Tm
(A)Tj
ET
86.185 77.238 m
91.973 77.238 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 86.185 67.844 Tm
(3)Tj
0.58 0.853 TD
(cos)Tj
/F10 1 Tf
9.978 0 2.769 9.978 105.274 76.357 Tm
(u)Tj
/F8 1 Tf
9.978 0 0 9.978 111.062 76.357 Tm
(1)Tj
/F15 1 Tf
1.251 0.825 TD
(1)Tj
ET
120.169 79.449 m
132.698 79.449 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 120.169 68.672 Tm
(A)Tj
ET
126.91 77.238 m
132.698 77.238 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 126.91 67.844 Tm
(3)Tj
0.58 0.853 TD
(sin)Tj
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9.978 0 2.769 9.978 144.343 76.357 Tm
(u)Tj
/F9 1 Tf
18.315 0 0 33.596 150.678 74.256 Tm
(D)Tj
/F15 1 Tf
6.985 0 0 6.985 156.609 90.768 Tm
(2)Tj
/F17 1 Tf
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(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 165.429 74.273 Tm
(p)Tj
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9.978 0 0 9.978 170.646 76.357 Tm
(1)Tj
/F9 1 Tf
18.315 0 0 33.596 179.976 74.256 Tm
(S)Tj
/F15 1 Tf
9.978 0 0 9.978 189.606 84.589 Tm
(1)Tj
ET
186.208 79.449 m
198.737 79.449 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 186.208 68.672 Tm
(A)Tj
ET
192.949 77.238 m
198.737 77.238 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 192.949 67.844 Tm
(3)Tj
0.58 0.853 TD
(cos)Tj
/F10 1 Tf
9.978 0 2.769 9.978 212.038 76.357 Tm
(u)Tj
/F8 1 Tf
9.978 0 0 9.978 217.826 76.357 Tm
(2)Tj
/F4 1 Tf
15.174 0 0 12.645 226.937 85.416 Tm
(A)Tj
ET
233.674 93.983 m
239.462 93.983 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 233.674 84.589 Tm
(2)Tj
ET
226.933 79.449 m
239.462 79.449 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 226.933 68.672 Tm
(A)Tj
ET
233.674 77.238 m
239.462 77.238 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 233.674 67.844 Tm
(3)Tj
0.58 0.853 TD
(sin)Tj
/F10 1 Tf
9.978 0 2.769 9.978 251.107 76.357 Tm
(u)Tj
/F9 1 Tf
18.315 0 0 33.596 257.442 74.256 Tm
(D)Tj
/F15 1 Tf
6.985 0 0 6.985 263.373 90.768 Tm
(2)Tj
/F17 1 Tf
9.978 0 0 9.978 268.022 76.357 Tm
(f)Tj
6.985 0 0 6.985 272.193 74.273 Tm
0.08 Tc
(ss)Tj
10.477 0 0 6.985 274.691 76.467 Tm
(\305)Tj
/F15 1 Tf
9.978 0 0 9.978 280.243 76.357 Tm
(.)Tj
/F10 1 Tf
0.018 -1.963 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
0 Tc
(19)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F13 1 Tf
8.98 0 0 8.98 336.881 589.255 Tm
(IV.)Tj
/F7 1 Tf
8.98 0 1.695 8.98 352.09 589.255 Tm
(p)Tj
/F13 1 Tf
6.236 0 0 6.236 359.291 592.826 Tm
(0)Tj
8.98 0 0 8.98 362.908 589.255 Tm
(,)Tj
/F7 1 Tf
8.98 0 3.39 8.98 365.87 589.255 Tm
(h)Tj
/F13 1 Tf
6.236 0 0 6.236 372.577 587.37 Tm
(8)Tj
8.98 0 0 8.98 377.192 589.255 Tm
(,)Tj
/F7 1 Tf
8.98 0 3.39 8.98 380.154 589.255 Tm
(h)Tj
/F13 1 Tf
6.236 0 0 6.236 386.861 587.37 Tm
(0)Tj
/F1 1 Tf
8.98 0 0 8.98 390.478 589.255 Tm
(\230)Tj
/F7 1 Tf
8.98 0 2.494 8.98 400.176 589.255 Tm
0.08 Tc
(gg)Tj
/F13 1 Tf
8.98 0 0 8.98 412.584 589.255 Tm
0 Tc
[(,)-413 (AND)]TJ
/F7 1 Tf
8.98 0 3.39 8.98 440.972 589.255 Tm
(h)Tj
/F13 1 Tf
8.98 0 0 8.98 447.679 589.255 Tm
(,)Tj
/F7 1 Tf
8.98 0 3.39 8.98 450.641 589.255 Tm
(h)Tj
/F11 1 Tf
9.666 0 0 9.666 457.348 588.96 Tm
(8)Tj
/F1 1 Tf
8.98 0 0 8.98 461.066 589.255 Tm
(\230)Tj
/F7 1 Tf
8.98 0 2.494 8.98 470.763 589.255 Tm
0.08 Tc
(gg)Tj
/F13 1 Tf
8.98 0 0 8.98 486.159 589.255 Tm
0 Tc
(PROCESSES)Tj
/F15 1 Tf
9.978 0 0 9.978 326.954 570.631 Tm
[(The)-322 (transition)-322 (amplitudes)-322 (for)]TJ
/F10 1 Tf
9.978 0 3.767 9.978 448.452 570.631 Tm
(h)Tj
/F15 1 Tf
9.978 0 0 9.978 455.347 570.631 Tm
(,)Tj
/F10 1 Tf
9.978 0 3.767 9.978 458.641 570.631 Tm
(h)Tj
/F11 1 Tf
10.826 0 0 10.826 465.537 570.271 Tm
(8)Tj
/F2 1 Tf
9.978 0 0 9.978 469.701 570.631 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 480.478 570.631 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 496.387 570.631 Tm
0 Tc
[(can)-322 (be)-322 (obtained)]TJ
-18.181 -1.166 TD
[(from)-293 (the)]TJ
/F10 1 Tf
9.978 0 2.769 9.978 352.421 558.992 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 365.115 558.992 Tm
0 Tc
[(-transition)-293 (amplitudes)-293 (for)]TJ
/F10 1 Tf
9.978 0 3.767 9.978 470.338 558.992 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 477.234 556.909 Tm
(8)Tj
9.978 0 0 9.978 484.21 558.992 Tm
(and)Tj
/F10 1 Tf
9.978 0 3.767 9.978 501.544 558.992 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 508.44 556.909 Tm
(0)Tj
9.978 0 0 9.978 515.416 558.992 Tm
[(by)-293 (forming)]TJ
-20.088 -1.15 TD
[(the)-438 (appropriate)-438 (mixtures,)-438 (in)-438 (line)-438 (with)-438 (Eqs.)]TJ
/F10 1 Tf
18.396 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(10)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.398 0 TD
(\261)Tj
/F10 1 Tf
0.565 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(13)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(.)-438 (The)]TJ
/F10 1 Tf
9.978 0 3.767 9.978 314.98 535.878 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 321.876 533.795 Tm
(8)Tj
9.978 0 0 9.978 326.925 535.878 Tm
(,)Tj
/F10 1 Tf
9.978 0 3.767 9.978 330.218 535.878 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 337.114 533.795 Tm
(0)Tj
/F2 1 Tf
9.978 0 0 9.978 341.165 535.878 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 351.942 535.878 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 369.025 535.878 Tm
0 Tc
[(amplitudes)-440 (are)-440 (in)-440 (turn)-440 (calculated)-440 (in)-440 (the)-440 (same)]TJ
-5.416 -1.166 TD
[(way)-333 (as)]TJ
/F10 1 Tf
9.978 0 1.882 9.978 346.559 524.239 Tm
(p)Tj
/F15 1 Tf
6.985 0 0 6.985 354.014 528.208 Tm
(0)Tj
9.978 0 0 9.978 358.065 524.239 Tm
(,)Tj
/F10 1 Tf
9.978 0 3.767 9.978 361.359 524.239 Tm
(h)Tj
/F17 1 Tf
6.985 0 0 6.985 368.255 522.156 Tm
(c)Tj
/F15 1 Tf
9.978 0 0 9.978 373.411 524.239 Tm
(,)Tj
/F10 1 Tf
9.978 0 3.767 9.978 376.705 524.239 Tm
(h)Tj
/F17 1 Tf
6.985 0 0 6.985 383.601 522.156 Tm
(b)Tj
/F2 1 Tf
9.978 0 0 9.978 387.651 524.239 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 398.429 524.239 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 414.445 524.239 Tm
0 Tc
[(in)-333 (Refs.)]TJ
/F10 1 Tf
3.527 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(9,10)Tj
/F10 1 Tf
1.75 0 TD
(#)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
-14.711 -1.15 TD
[(This)-502 (means)-502 (that)-502 (we)-502 (assume)-502 (that)-502 (these)-502 (decays)-502 (proceed)]TJ
-1.2 -1.15 TD
[(through)-366 (the)-366 (triangle)-366 (graph)]TJ
/F10 1 Tf
11.129 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(depicted)-366 (in)-366 (Fig.)-366 (1)]TJ
/F10 1 Tf
7.348 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-366 (and)-366 (that)-366 (we)]TJ
-19.142 -1.15 TD
[(calculate)-333 (the)-333 (pertinent)-333 (amplitudes)]TJ
/F10 1 Tf
14.052 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(18)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F17 1 Tf
-10.53 -2.563 TD
(T)Tj
6.985 0 0 6.985 369.939 461.693 Tm
(P)Tj
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T*
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(!)Tj
ET
179.597 679.025 m
212.689 679.025 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 193.249 669.631 Tm
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2.098 0.632 TD
(2)Tj
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/F7 1 Tf
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9.777 0 0 9.777 235.892 675.74 Tm
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/F15 1 Tf
6.985 0 0 6.985 263.216 679.901 Tm
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(J)Tj
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(~)Tj
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(23)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
-24.268 -2.243 TD
(where)Tj
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(H)Tj
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(6)Tj
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/F11 1 Tf
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(q)Tj
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(\))Tj
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([)Tj
9.777 0 0 9.777 138.389 629.994 Tm
(@)Tj
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9.978 0 0 9.978 142.569 630.187 Tm
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(f)Tj
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(q)Tj
/F11 1 Tf
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(8)Tj
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(2)Tj
9.978 0 0 9.978 176.021 630.187 Tm
(\))Tj
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(6)Tj
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(H)Tj
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(f)Tj
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/F17 1 Tf
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(q)Tj
/F15 1 Tf
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(2)Tj
9.978 0 0 9.978 214.552 630.187 Tm
(\))Tj
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9.777 0 0 9.777 218.791 629.994 Tm
(#)Tj
/F15 1 Tf
9.978 0 0 9.978 222.797 630.187 Tm
[(,)-501 (for)]TJ
/F17 1 Tf
2.338 0 TD
(H)Tj
/F8 1 Tf
0.802 0 TD
(5)Tj
/F17 1 Tf
0.913 0 TD
(A)Tj
/F15 1 Tf
1.112 0 TD
(or)Tj
/F17 1 Tf
1.254 0 TD
(B)Tj
/F15 1 Tf
0.691 0 TD
(.)Tj
-24.271 -1.187 TD
(This)Tj
/F17 1 Tf
2.053 0 TD
(Ansatz)Tj
/F10 1 Tf
2.942 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(i)Tj
/F10 1 Tf
0.278 0 TD
(!)Tj
/F15 1 Tf
0.608 0 TD
[(satis\256es)-275 (the)-275 (WTI)]TJ
/F10 1 Tf
7.102 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(22)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(,)Tj
/F10 1 Tf
0.525 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(ii)Tj
/F10 1 Tf
0.556 0 TD
(!)Tj
/F15 1 Tf
0.608 0 TD
[(reduces)-275 (to)-275 (the)-275 (bare)]TJ
-17.004 -1.15 TD
[(vertex)-573 (in)-573 (the)-573 (free-\256eld)-573 (limit)-573 (as)-573 (must)-573 (be)-573 (in)-573 (perturbation)]TJ
T*
(theory,)Tj
/F10 1 Tf
3.308 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(iii)Tj
/F10 1 Tf
0.834 0 TD
(!)Tj
/F15 1 Tf
0.836 0 TD
[(has)-503 (the)-503 (same)-503 (transformation)-503 (properties)-503 (under)]TJ
-5.312 -1.15 TD
[(Lorentz)-372 (transformations)-372 (and)-372 (charge)-372 (conjugation)-372 (as)-372 (the)-372 (bare)]TJ
T*
(vertex,)Tj
/F10 1 Tf
3.113 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(iv)Tj
/F10 1 Tf
0.778 0 TD
(!)Tj
/F15 1 Tf
0.697 0 TD
[(has)-364 (no)-364 (kinematic)-364 (singularities,)-364 (and)]TJ
/F10 1 Tf
14.678 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(v)Tj
/F10 1 Tf
0.5 0 TD
(!)Tj
/F15 1 Tf
0.697 0 TD
[(does)-364 (not)]TJ
-21.128 -1.15 TD
[(introduce)-291 (any)-291 (new)-291 (parameters)-291 (as)-291 (it)-291 (is)-291 (completely)-291 (determined)]TJ
T*
[(by)-333 (the)-333 (quark)-333 (propagator)]TJ
/F10 1 Tf
10.163 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1)Tj
/F10 1 Tf
0.5 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
-10.129 -1.166 TD
[(For)-438 (the)-438 (meson)]TJ
/F17 1 Tf
6.561 0 TD
(P)Tj
/F15 1 Tf
1.129 0 TD
[(whose)-438 (\257avor)-438 (content)-438 (is)-438 (given)-438 (by)-438 (Eq.)]TJ
/F10 1 Tf
-8.89 -1.15 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(15)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-333 (the)-333 (GIA)-333 (yields)-333 (the)-333 (amplitude)]TJ
/F17 1 Tf
-0.188 -3.313 TD
(T)Tj
6.985 0 0 6.985 72.825 490.779 Tm
(P)Tj
/F10 1 Tf
6.985 0 1.939 6.985 72.651 497.761 Tm
(m)Tj
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(n)Tj
9.777 0 0 9.777 81.803 493.135 Tm
(~)Tj
/F17 1 Tf
9.978 0 0 9.978 86.042 493.328 Tm
(k)Tj
/F15 1 Tf
0.524 0 TD
(,)Tj
/F17 1 Tf
0.33 0 TD
(k)Tj
/F11 1 Tf
10.826 0 0 10.826 99.795 492.968 Tm
(8)Tj
/F10 1 Tf
9.777 0 0 9.777 104.191 493.231 Tm
(!)Tj
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9.978 0 0 9.978 108.081 493.328 Tm
(5)Tj
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16.452 0 0 16.452 124.046 491.403 Tm
(\()Tj
/F17 1 Tf
6.985 0 0 6.985 117.595 485.745 Tm
(f)Tj
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(5)Tj
/F17 1 Tf
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(u)Tj
/F15 1 Tf
0.58 0 TD
(,)Tj
/F17 1 Tf
0.33 0 TD
(d)Tj
/F15 1 Tf
0.58 0 TD
(,)Tj
/F17 1 Tf
0.33 0 TD
(s)Tj
9.978 0 0 9.978 146.172 493.328 Tm
(a)Tj
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(f)Tj
-0.035 1 TD
(P)Tj
9.978 0 0 9.978 156.956 493.328 Tm
(Q)Tj
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(f)Tj
/F15 1 Tf
-0.06 1 TD
(2)Tj
/F17 1 Tf
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(N)Tj
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(c)Tj
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(~)Tj
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(2)Tj
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(!)Tj
/F9 1 Tf
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(E)Tj
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6.985 0 0 6.985 219.789 505.528 Tm
(4)Tj
/F17 1 Tf
9.978 0 0 9.978 223.84 501.559 Tm
(q)Tj
ET
209.049 496.42 m
234.584 496.42 l
S 
BT
/F10 1 Tf
9.777 0 0 9.777 208.933 484.622 Tm
(~)Tj
/F15 1 Tf
9.978 0 0 9.978 213.172 484.815 Tm
(2)Tj
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9.978 0 1.882 9.978 218.961 484.815 Tm
(p)Tj
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(!)Tj
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6.985 0 0 6.985 230.539 488.784 Tm
(4)Tj
/F8 1 Tf
9.978 0 0 9.978 117.184 457.56 Tm
(3)Tj
/F15 1 Tf
0.913 0 TD
(tr)Tj
/F9 1 Tf
16.631 0 0 29.228 132.689 455.868 Tm
(H)Tj
/F10 1 Tf
9.978 0 0 9.978 138.142 457.56 Tm
(G)Tj
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6.985 0 0 6.985 145.454 455.012 Tm
(f)Tj
/F10 1 Tf
6.985 0 1.939 6.985 145.035 461.993 Tm
(m)Tj
/F9 1 Tf
15.761 0 0 28.913 150.439 456.185 Tm
(S)Tj
/F17 1 Tf
9.978 0 0 9.978 155.829 457.56 Tm
(q)Tj
/F8 1 Tf
0.58 0 TD
(2)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
172.216 460.653 m
178.203 460.653 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 172.315 451.259 Tm
(2)Tj
0.74 0.632 TD
(,)Tj
/F17 1 Tf
0.33 0 TD
(k)Tj
/F8 1 Tf
0.524 0 TD
(1)Tj
/F17 1 Tf
0.913 0 TD
(q)Tj
/F8 1 Tf
0.58 0 TD
(2)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
213.729 460.653 m
219.716 460.653 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 213.829 451.259 Tm
(2)Tj
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(D)Tj
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(f)Tj
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(S)Tj
/F17 1 Tf
9.978 0 0 9.978 239.991 457.56 Tm
(k)Tj
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(1)Tj
/F17 1 Tf
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(q)Tj
/F8 1 Tf
0.58 0 TD
(2)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
270.717 460.653 m
276.704 460.653 l
S 
BT
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9.978 0 0 9.978 270.816 451.259 Tm
(2)Tj
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(D)Tj
/F8 1 Tf
9.978 0 0 9.978 117.184 424.003 Tm
(3)Tj
/F10 1 Tf
0.913 0 TD
(G)Tj
/F17 1 Tf
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(f)Tj
/F10 1 Tf
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(n)Tj
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15.761 0 0 28.913 137.426 422.629 Tm
(S)Tj
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9.978 0 0 9.978 142.816 424.003 Tm
(k)Tj
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(1)Tj
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(q)Tj
/F8 1 Tf
0.58 0 TD
(2)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
173.548 427.096 m
179.535 427.096 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 173.648 417.702 Tm
(2)Tj
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(,)Tj
/F17 1 Tf
0.33 0 TD
(q)Tj
/F8 1 Tf
0.58 0 TD
(1)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
200.721 427.096 m
206.708 427.096 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 200.82 417.702 Tm
(2)Tj
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15.761 0 0 28.913 207.179 422.629 Tm
(D)Tj
/F8 1 Tf
9.978 0 0 9.978 117.184 390.447 Tm
(3)Tj
/F17 1 Tf
0.913 0 TD
(S)Tj
6.985 0 0 6.985 132.5 388.363 Tm
(f)Tj
/F9 1 Tf
15.761 0 0 28.913 135.604 389.072 Tm
(S)Tj
/F17 1 Tf
9.978 0 0 9.978 140.994 390.447 Tm
(q)Tj
/F8 1 Tf
0.58 0 TD
(1)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
157.385 393.539 m
163.372 393.539 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 157.484 384.145 Tm
(2)Tj
/F9 1 Tf
15.761 0 0 28.913 163.843 389.072 Tm
(D)Tj
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9.978 0 0 9.978 168.949 390.447 Tm
(G)Tj
/F17 1 Tf
6.985 0 0 6.985 176.261 388.363 Tm
0.199 Tc
(ff)Tj
10.477 0 0 6.985 178.427 390.557 Tm
(\305)Tj
/F10 1 Tf
9.777 0 0 9.777 182.398 390.254 Tm
(~)Tj
/F17 1 Tf
9.978 0 0 9.978 186.637 390.447 Tm
(q)Tj
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0.58 0 TD
(,)Tj
/F17 1 Tf
0.35 0 TD
(p)Tj
/F10 1 Tf
9.777 0 0 9.777 201.938 390.351 Tm
(!)Tj
/F17 1 Tf
9.978 0 0 9.978 205.829 390.447 Tm
(S)Tj
6.985 0 0 6.985 212.034 388.363 Tm
(f)Tj
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15.761 0 0 28.913 215.138 389.072 Tm
(S)Tj
/F17 1 Tf
9.978 0 0 9.978 220.527 390.447 Tm
(q)Tj
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0.58 0 TD
(2)Tj
/F17 1 Tf
1.083 0.825 TD
(p)Tj
ET
236.914 393.539 m
242.901 393.539 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 237.013 384.145 Tm
(2)Tj
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15.761 0 0 28.913 243.371 389.072 Tm
(D)Tj
16.631 0 0 29.228 248.676 388.755 Tm
(J)Tj
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9.978 0 0 9.978 117.184 365.122 Tm
(1)Tj
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(~)Tj
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9.978 0 0 9.978 130.418 365.122 Tm
(k)Tj
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($)Tj
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(k)Tj
/F11 1 Tf
10.826 0 0 10.826 151.655 364.762 Tm
(8)Tj
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9.978 0 0 9.978 155.818 365.122 Tm
(,)Tj
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(m)Tj
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($)Tj
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9.978 0 1.882 9.978 177.344 365.122 Tm
(n)Tj
9.777 0 0 9.777 183.365 365.026 Tm
(!)Tj
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9.978 0 0 9.978 187.255 365.122 Tm
(.)Tj
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9.336 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
0 Tc
(24)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
-24.268 -2.526 TD
[(The)-496 (coef\256cients)]TJ
/F17 1 Tf
7.156 0 TD
(a)Tj
6.985 0 0 6.985 129.174 337.365 Tm
(f)Tj
-0.035 1 TD
(P)Tj
/F15 1 Tf
9.978 0 0 9.978 138.7 339.914 Tm
[(of)-496 (various)-496 (\257avor)-496 (components)]TJ
/F9 1 Tf
10.874 0 0 9.876 267.567 339.914 Tm
(u)Tj
/F17 1 Tf
9.978 0 0 9.978 271.271 339.914 Tm
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(ff)Tj
14.967 0 0 9.978 274.375 342.108 Tm
(\305)Tj
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10.276 0 0 10.976 280.172 339.367 Tm
(&)Tj
/F15 1 Tf
9.978 0 0 9.978 289.289 339.914 Tm
0 Tc
(in)Tj
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(P)Tj
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(5)Tj
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9.978 0 1.882 9.978 67.819 327.909 Tm
(p)Tj
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(0)Tj
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(,)Tj
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(h)Tj
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(8)Tj
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(,)Tj
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(h)Tj
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(0)Tj
9.978 0 0 9.978 109.801 327.909 Tm
[(,)-562 (are)-482 (given)-482 (below)-482 (Eq.)]TJ
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9.989 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(15)Tj
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1 0 TD
(!)Tj
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0.333 0 TD
(.)Tj
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0.732 0 TD
(Q)Tj
6.985 0 0 6.985 241.815 325.825 Tm
(f)Tj
/F15 1 Tf
9.978 0 0 9.978 249.542 327.909 Tm
[(denotes)-482 (the)]TJ
-19.842 -1.166 TD
[(charge)-287 (of)-287 (the)-287 (quark)-287 (\257avor)]TJ
/F17 1 Tf
10.823 0 TD
(f)Tj
/F15 1 Tf
0.418 0 TD
[(.)-367 (The)-287 (dependence)-287 (on)-287 (the)-287 (\257avor)]TJ
/F17 1 Tf
12.94 0 TD
(f)Tj
/F15 1 Tf
-24.181 -1.15 TD
[(has)-399 (been)-399 (indicated)-399 (on)-399 (the)-399 (BS)-399 (vertices,)-399 (dressed)-399 (propagators)]TJ
T*
[(and)-479 (electromagnetic)-479 (vertices)-479 (in)-479 (the)-479 (loop)-479 (integral)-479 (for)-479 (each)]TJ
0 -1.213 TD
[(quark)-344 (\257avor.)-344 (It)-344 (is)-344 (convenient)-344 (to)-344 (separate)-344 (out)-344 (the)]TJ
/F17 1 Tf
20.179 0 TD
(a)Tj
6.985 0 0 6.985 259.111 278.668 Tm
(f)Tj
-0.035 1 TD
(P)Tj
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9.978 0 0 9.978 267.126 281.217 Tm
(and)Tj
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1.788 0 TD
(Q)Tj
6.985 0 0 6.985 293.39 278.668 Tm
(f)Tj
/F15 1 Tf
-0.06 1 TD
(2)Tj
9.978 0 0 9.978 51.562 269.212 Tm
[(dependence)-324 (by)-324 (denoting)-324 (each)-324 (integral)]TJ
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15.725 0 TD
(@)Tj
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0.333 0 TD
[(times)-324 (\()]TJ
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2.904 0 TD
(2)Tj
/F17 1 Tf
0.913 0 TD
(N)Tj
6.985 0 0 6.985 257.326 267.128 Tm
(c)Tj
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[(Regardless)-645 (of)-645 (what)-645 (the)-645 (chiral-limit)-645 (solutions)-645 (for)-645 (the)]TJ
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[(,)-452 (which)-452 (is)-452 (perfectly)-452 (adequate)-452 (for)]TJ
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(d)Tj
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[(i.e.,)-333 (for)-333 (a)-333 (Goldstone)]TJ
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[(.)-413 (There,)]TJ
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(N)Tj
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ET
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259.245 91.891 l
S 
BT
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[(to)-333 (which)-333 (we)-333 (stick)-333 (throughout.)-333 (In)-333 (terms)-333 (of)]TJ
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(T)Tj
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[(this)-592 (leads)-592 (to)-592 (the)-592 (standard)-592 (form)-592 (of)-592 (the)-592 (successful)-592 (axial-)]TJ
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[(anomaly)-333 (result)]TJ
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(N)Tj
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(c)Tj
ET
397.653 644.839 m
437.457 644.839 l
S 
BT
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ET
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S 
BT
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(5)Tj
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(1)Tj
ET
490.558 644.839 m
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S 
BT
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(~)Tj
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(28)Tj
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(!)Tj
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[(Note)-450 (that)-450 (this)-450 (reproduction)-450 (of)-450 (the)-450 (chiral)-450 (limit)-450 (relation)-450 (be-)]TJ
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[(tween)-554 (the)]TJ
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9.978 0 0 9.978 402.56 598.745 Tm
0 Tc
[(decay)-554 (amplitude)-554 (and)-554 (the)-554 (pion)-554 (axial-)]TJ
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[(current)-427 (decay)-427 (constant)]TJ
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9.839 0 TD
(f)Tj
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(p)Tj
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9.978 0 0 9.978 424.036 587.106 Tm
[(,)-507 (i)0 (s)-427 (not)-427 (dependent)-427 (on)-427 (the)-427 (pion's)]TJ
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[(internal)-361 (structure)]TJ
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(~)Tj
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[(or)-361 (the)-361 (interaction)-361 (kernel)-361 (that)-361 (produces)-361 (it)]TJ
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16.66 0 TD
(!)Tj
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-24.268 -1.15 TD
[(in)-345 (any)-345 (way)]TJ
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(@)Tj
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(7,12)Tj
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1.75 0 TD
(#)Tj
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0.678 0 TD
[(and)-345 (this)-345 (is)-345 (an)-345 (important)-345 (advantage)-345 (of)-345 (the)]TJ
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[(coupled)-460 (SD-BS)-460 (approach)-460 (over)-460 (most)-460 (other)-460 (bound-state)-460 (ap-)]TJ
T*
[(proaches,)-281 (since)-281 (the)-281 (axial)-281 (anomaly)-281 (is)-281 (on)-281 (fundamental)-281 (grounds)]TJ
T*
[(known)-440 (to)-440 (be)-440 (independent)-440 (of)-440 (the)-440 (structure.)]TJ
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(~)Tj
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0.333 0 TD
[(Those)-440 (calcula-)]TJ
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[(tions)-393 (of)]TJ
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(0)Tj
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9.978 0 0 9.978 389.445 518.094 Tm
0 Tc
[(which)-393 (rely)-393 (on)-393 (the)-393 (details)-393 (of)-393 (the)-393 (hadronic)]TJ
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[(structure,)-463 (be)-463 (it)-463 (in)-463 (the)-463 (context)-463 (of)-463 (the)-463 (BS)-463 (equation)-463 (without)]TJ
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[(dynamical)-288 (chiral)-288 (symmetry)-288 (breaking)]TJ
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(~)Tj
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(D)Tj
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(h)Tj
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(0)Tj
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(6)Tj
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(p)Tj
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235.208 358.472 l
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(1)Tj
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(p)Tj
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(~)Tj
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(!)Tj
/F15 1 Tf
9.978 0 0 9.978 220.539 346.867 Tm
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(N)Tj
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(c)Tj
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(.)Tj
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(~)Tj
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(32)Tj
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(!)Tj
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[(Derivation)-385 (of)-385 (Eqs.)]TJ
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8.016 0 TD
(~)Tj
/F15 1 Tf
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(31)Tj
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(!)Tj
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(and)Tj
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(~)Tj
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0.333 0 TD
(32)Tj
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(!)Tj
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[(shows)-385 (that)-385 (irrespective)-385 (of)]TJ
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[(any)-544 (speci\256c)-544 (model)-544 (choice,)-544 (any)]TJ
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(\305)Tj
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[(bound-state)-544 (approach)]TJ
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(~)Tj
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[(such)-416 (as)-416 (our)-416 (coupled)-416 (SD-BS)-416 (approach)-416 (in)-416 (conjunction)-416 (with)]TJ
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[(the)-326 (GIA)]TJ
/F10 1 Tf
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(!)Tj
/F17 1 Tf
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[(which)-326 (has)-326 (the)-326 (merit)]TJ
/F15 1 Tf
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[(of)-326 (reproducing)-326 (the)-326 (anomalous)]TJ
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[(amplitude)-545 (in)-545 (the)-545 (chiral)-545 (limit,)-545 (Eq.)]TJ
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15.047 0 TD
(~)Tj
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(26)Tj
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(!)Tj
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(or)Tj
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(~)Tj
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(28)Tj
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(!)Tj
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(,)Tj
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[(should)-277 (give)-277 (the)-277 (relations)]TJ
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10.162 0 TD
(~)Tj
/F15 1 Tf
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(31)Tj
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(!)Tj
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(and)Tj
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(~)Tj
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(32)Tj
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(!)Tj
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(f)Tj
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(\305)Tj
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(h)Tj
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(8)Tj
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(and)Tj
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(f)Tj
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(\305)Tj
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(h)Tj
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(0)Tj
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[(,)-357 (when)]TJ
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[(pions)-311 (are)-311 (approximated)-311 (by)-311 (the)-311 (chiral)-311 (limit.)-311 (The)-311 (concrete)-311 (nu-)]TJ
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[(merical)-460 (values)-460 (of)]TJ
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(f)Tj
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(\305)Tj
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(h)Tj
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(8)Tj
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(f)Tj
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(\305)Tj
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(h)Tj
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(0)Tj
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[(depend)-460 (on)-460 (what)-460 (the)-460 (model)]TJ
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[(predictions)-333 (for)]TJ
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(p)Tj
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(and)Tj
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(T)Tj
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(\304)Tj
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(ss)Tj
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(\305)Tj
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9.978 0 0 9.978 161.445 217.859 Tm
0 Tc
(are.)Tj
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[(Since)-273 (in)-273 (the)-273 (coupled)-273 (SD-BS)-273 (approach)-273 (we)-273 (can)-273 (numerically)]TJ
-1.2 -1.386 TD
(evaluate)Tj
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3.751 0 TD
(T)Tj
14.967 0 0 9.978 88.712 194.746 Tm
(\304)Tj
6.985 0 0 6.985 95.338 190.468 Tm
0.08 Tc
(ss)Tj
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(\305)Tj
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9.978 0 0 9.978 101.891 192.552 Tm
0 Tc
[(\()-80 (0,0\))-499 (for)-419 (arbitrary)-419 (values)-419 (of)-419 (the)]TJ
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13.809 0 TD
(s)Tj
/F15 1 Tf
0.469 0 TD
[(-quark)-419 (mass,)]TJ
-19.323 -1.15 TD
(Eqs.)Tj
/F10 1 Tf
2.065 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(31)Tj
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1 0 TD
(!)Tj
/F15 1 Tf
0.648 0 TD
(and)Tj
/F10 1 Tf
1.759 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(32)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.648 0 TD
[(give)-315 (our)-315 (predictions)-315 (for)-315 (the)-315 (effects)-315 (of)-315 (the)]TJ
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0.08 Tc
[(S)80 (U)80 (\(3\))]TJ
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(f)Tj
/F15 1 Tf
9.978 0 0 9.978 85.546 169.438 Tm
0 Tc
[(breaking)-388 (on)]TJ
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9.978 0 2.769 9.978 138.17 169.438 Tm
0.08 Tc
(gg)Tj
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9.978 0 0 9.978 154.731 169.438 Tm
0 Tc
[(decays)-388 (in)-388 (the)]TJ
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(h)Tj
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9.978 0 0 9.978 220.332 169.438 Tm
(-)Tj
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9.978 0 3.767 9.978 223.655 169.438 Tm
(h)Tj
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10.826 0 0 10.826 230.551 169.078 Tm
(8)Tj
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9.978 0 0 9.978 238.58 169.438 Tm
[(system.)-388 (In)-388 (the)]TJ
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0.08 Tc
[(S)80 (U)80 (\(3\))]TJ
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(f)Tj
/F15 1 Tf
9.978 0 0 9.978 85.515 155.605 Tm
0 Tc
(limit)Tj
/F10 1 Tf
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(~)Tj
/F15 1 Tf
0.333 0 TD
(where)Tj
/F17 1 Tf
2.827 0 TD
(T)Tj
14.967 0 0 9.978 139.465 157.799 Tm
(\304)Tj
6.985 0 0 6.985 146.091 153.522 Tm
0.08 Tc
(ss)Tj
10.477 0 0 6.985 148.588 155.716 Tm
(\305)Tj
/F8 1 Tf
9.978 0 0 9.978 152.644 155.605 Tm
(5)Tj
/F17 1 Tf
0.913 0 TD
(T)Tj
14.967 0 0 9.978 161.477 157.799 Tm
(\304)Tj
6.985 0 0 6.985 168.103 153.522 Tm
(uu)Tj
10.477 0 0 6.985 171.762 155.716 Tm
(\305)Tj
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9.978 0 0 9.978 176.206 155.605 Tm
0 Tc
[(\))-464 (and)-384 (the)-384 (chiral)-384 (limit)-384 (applied)]TJ
-12.492 -1.386 TD
[(also)-459 (to)]TJ
/F17 1 Tf
3.306 0 TD
(s)Tj
/F15 1 Tf
0.928 0 TD
[(quarks,)-459 (we)-459 (obviously)-459 (recover)]TJ
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12.919 0 TD
(f)Tj
14.967 0 0 9.978 221.046 143.966 Tm
(\305)Tj
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6.985 0 2.636 6.985 226.883 139.689 Tm
(h)Tj
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5.987 0 0 5.987 231.709 137.208 Tm
(8)Tj
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9.978 0 0 9.978 235.182 141.772 Tm
(5)Tj
/F17 1 Tf
0.973 0 TD
(f)Tj
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(p)Tj
/F15 1 Tf
9.978 0 0 9.978 255.776 141.772 Tm
[(,)-539 (but)-459 (also)]TJ
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(f)Tj
14.967 0 0 9.978 50.495 127.752 Tm
(\305)Tj
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6.985 0 2.636 6.985 56.332 123.474 Tm
(h)Tj
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(0)Tj
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9.978 0 0 9.978 64.631 125.558 Tm
(5)Tj
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0.973 0 TD
(f)Tj
/F10 1 Tf
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(p)Tj
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9.978 0 0 9.978 85.225 125.558 Tm
[(,)-367 (since)-287 (nonet)-287 (symmetry)-287 (in)-287 (the)-287 (sense)-287 (of)-287 (Ref.)]TJ
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17.88 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(16)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.62 0 TD
[(is)-287 (a)]TJ
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[(starting)-333 (assumption)-333 (of)-333 (ours.)]TJ
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[(For)-1470 (our)-1470 (present)-1470 (model)-1470 (choice)]TJ
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18.071 0 TD
(@)Tj
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0.333 0 TD
(5)Tj
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0.5 0 TD
(#)Tj
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0.333 0 TD
[(,)-1470 (where)]TJ
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(T)Tj
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(\304)Tj
6.985 0 0 6.985 57.91 84.311 Tm
0.08 Tc
(ss)Tj
10.477 0 0 6.985 60.407 86.505 Tm
(\305)Tj
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9.978 0 0 9.978 64.463 86.394 Tm
0 Tc
[(\()-80 (0,0\))]TJ
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2.076 0 TD
(5)Tj
/F15 1 Tf
0.913 0 TD
(0.62)Tj
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1.75 0 TD
(T)Tj
14.967 0 0 9.978 111.475 88.588 Tm
(\304)Tj
6.985 0 0 6.985 118.1 84.311 Tm
0.08 Tc
(uu)Tj
10.477 0 0 6.985 121.759 86.505 Tm
(\305)Tj
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9.978 0 0 9.978 126.203 86.394 Tm
0 Tc
[(\()-80 (0,0\))-80 (,)-413 (Eqs.)]TJ
/F10 1 Tf
4.822 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(31)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.666 0 TD
(and)Tj
/F10 1 Tf
1.777 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(32)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.666 0 TD
(give)Tj
/F17 1 Tf
-11.593 -2.486 TD
(f)Tj
14.967 0 0 9.978 114.598 63.78 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 120.435 59.502 Tm
(h)Tj
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5.987 0 0 5.987 125.261 57.022 Tm
(8)Tj
/F8 1 Tf
9.978 0 0 9.978 128.733 61.586 Tm
(5)Tj
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0.913 0 TD
[(73.64)-580 (MeV)]TJ
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4.885 0 TD
(5)Tj
/F15 1 Tf
0.913 0 TD
(0.797)Tj
/F17 1 Tf
2.31 0 TD
(f)Tj
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6.985 0 1.318 6.985 222.919 59.502 Tm
(p)Tj
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9.978 0 0 9.978 229.633 61.586 Tm
(,)Tj
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5.089 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(33)Tj
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1 0 TD
(!)Tj
/F17 1 Tf
8.608 66.229 TD
(f)Tj
14.967 0 0 9.978 377.936 724.609 Tm
(\305)Tj
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(p)Tj
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(h)Tj
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(~)Tj
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0.333 0 TD
(33)Tj
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1 0 TD
(!)Tj
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[(ever,)-576 (for)-576 (the)]TJ
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6.088 0 TD
(s)Tj
/F15 1 Tf
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[(-quark)-576 (mass)-576 (realistically)-576 (heavier)-576 (than)-576 (the)]TJ
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(u)Tj
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0.58 0 TD
(,)Tj
/F17 1 Tf
0.33 0 TD
(d)Tj
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6.985 0 2.636 6.985 398.291 543.674 Tm
(h)Tj
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(8)Tj
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(f)Tj
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(p)Tj
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[(holds)-344 (in)-344 (the)-344 (coupled)-344 (SD-BS)-344 (ap-)]TJ
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[(proach)-257 (generally,)-257 (i.e.,)-257 (independently)-257 (of)-257 (chosen)-257 (model)-257 (details.)]TJ
0 -1.386 TD
[(To)-251 (see)-251 (this,)-251 (let)-251 (us)-251 (start)-251 (by)-251 (noting)-251 (that)]TJ
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(p)Tj
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(h)Tj
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(.)Tj
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(T)Tj
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(p)Tj
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411.097 512.444 l
S 
BT
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[(3)-80 (,)-469 (and)-389 (since)-389 (we)-389 (can)-389 (rewrite)-389 (Eq.)]TJ
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13.881 0 TD
(~)Tj
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(27)Tj
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1 0 TD
(!)Tj
/F15 1 Tf
-24.266 -1.405 TD
(for)Tj
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(h)Tj
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6.985 0 0 6.985 336.833 487.346 Tm
(8)Tj
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(as)Tj
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-0.969 -3.063 TD
(T)Tj
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(h)Tj
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5.987 0 0 5.987 345.712 454.303 Tm
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(!)Tj
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(5)Tj
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1.063 0.825 TD
(T)Tj
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(p)Tj
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5.987 0 0 5.987 392.075 467.099 Tm
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416.251 461.959 l
S 
BT
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15.174 0 0 12.645 392.111 451.182 Tm
(A)Tj
ET
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404.64 459.748 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 398.852 450.354 Tm
(3)Tj
/F8 1 Tf
1.894 0.853 TD
(1)Tj
/F15 1 Tf
1.063 0.825 TD
(1)Tj
ET
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434.143 461.959 l
S 
BT
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9.978 0 0 9.978 428.355 452.565 Tm
(9)Tj
1.248 1.457 TD
(2)Tj
ET
437.437 461.959 m
449.966 461.959 l
S 
BT
/F4 1 Tf
15.174 0 0 12.645 437.437 451.182 Tm
(A)Tj
ET
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449.966 459.748 l
S 
BT
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(6)Tj
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(@)Tj
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(\304)Tj
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0.08 Tc
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(\305)Tj
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(T)Tj
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(\304)Tj
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(#)Tj
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(,)Tj
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(~)Tj
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(35)Tj
/F10 1 Tf
1 0 TD
(!)Tj
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-24.27 -2.516 TD
[(the)-351 (inequality)]TJ
/F17 1 Tf
5.984 0 TD
(f)Tj
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(\305)Tj
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(h)Tj
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(8)Tj
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(,)Tj
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(f)Tj
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(p)Tj
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9.978 0 0 9.978 409.754 414.17 Tm
[(is)-351 (in)-351 (our)-351 (approach)-351 (simply)-351 (the)-351 (conse-)]TJ
-9.498 -1.405 TD
[(quence)-300 (of)-300 (the)-300 (fact)-300 (that)-300 (the)]TJ
/F10 1 Tf
10.91 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(``reduced'')Tj
/F10 1 Tf
4.497 0 TD
(!)Tj
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0.08 Tc
(gg)Tj
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9.978 0 0 9.978 494.04 400.15 Tm
0 Tc
[(amplitude)-300 (of)-300 (the)]TJ
/F17 1 Tf
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0.08 Tc
(ss)Tj
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(\305)Tj
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9.978 0 0 9.978 324.342 386.317 Tm
0 Tc
[(-pseudoscalar)-450 (bound)-450 (state)]TJ
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11.181 0 TD
(T)Tj
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(\304)Tj
6.985 0 0 6.985 442.254 384.233 Tm
0.08 Tc
(ss)Tj
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(\305)Tj
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9.978 0 0 9.978 453.297 386.317 Tm
0 Tc
[(is)-450 (smaller)-450 (than)-450 (the)-450 (corre-)]TJ
-13.862 -1.386 TD
[(sponding)-342 (nonstrange)]TJ
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0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 418.294 372.484 Tm
0 Tc
(amplitude)Tj
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4.342 0 TD
(T)Tj
14.967 0 0 9.978 461.344 374.678 Tm
(\304)Tj
6.985 0 0 6.985 467.969 370.4 Tm
0.08 Tc
(dd)Tj
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(\305)Tj
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9.978 0 0 9.978 481.861 372.484 Tm
(\()Tj
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0.413 0 TD
(5)Tj
/F17 1 Tf
0.913 0 TD
(T)Tj
14.967 0 0 9.978 494.817 374.678 Tm
(\304)Tj
6.985 0 0 6.985 501.442 370.4 Tm
(uu)Tj
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(\305)Tj
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(5)Tj
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0.913 0 TD
(T)Tj
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(\304)Tj
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(p)Tj
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(0)Tj
9.978 0 0 9.978 537.11 372.484 Tm
0 Tc
[(in)-342 (the)]TJ
-22.262 -1.15 TD
[(isosymmetric)-485 (limit)]TJ
/F10 1 Tf
7.764 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-485 (for)-485 (any)-485 (realistic)-485 (relationship)-485 (between)]TJ
-8.097 -1.15 TD
[(the)-333 (nonstrange)-333 (and)-333 (much)-333 (larger)-333 (strange)-333 (quark)-333 (masses.)]TJ
1.2 -1.15 TD
[(Only)-349 (in)-349 (the)-349 (chiral)-349 (limit)]TJ
/F10 1 Tf
9.911 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(and)-349 (close)-349 (to)-349 (it)]TJ
/F10 1 Tf
5.88 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-349 (subtle)-349 (cancella-)]TJ
-17.657 -1.166 TD
[(tions)-307 (between)-307 (the)-307 (bound-state)-307 (vertices,)-307 (WTI-preserving)]TJ
/F17 1 Tf
22.806 0 TD
0.08 Tc
(qq)Tj
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(g)Tj
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0 Tc
[(vertices)-531 (and)-531 (dynamically)-531 (dressed)-531 (propagators)-531 (lead)-531 (to)-531 (the)]TJ
0 -1.15 TD
[(large)-471 (anomalous)-471 (amplitude)]TJ
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11.745 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(26)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-471 (o)0 (r)-471 (its)-471 (slight)-471 (modi\256cation)]TJ
/F10 1 Tf
-13.411 -1.15 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(the)-291 (size)-291 (of)-291 (which)-291 (is)-291 (controlled)-291 (by)-291 (Veltman-Sutherland)-291 (theo-)]TJ
-0.333 -1.166 TD
(rem)Tj
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1.555 0 TD
(!)Tj
/F15 1 Tf
0.664 0 TD
[(for)-331 (small)]TJ
/F17 1 Tf
3.994 0 TD
(u)Tj
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0.911 0 TD
(and)Tj
/F17 1 Tf
1.775 0 TD
(d)Tj
/F15 1 Tf
0.911 0 TD
[(masses.)-331 (Signi\256cantly)-331 (away)-331 (from)-331 (the)]TJ
-9.809 -1.15 TD
[(chiral)-364 (limit,)-364 (what)-364 (happens)-364 (is)-364 (basically)-364 (a)-364 (simple)-364 (suppression)]TJ
0 -1.386 TD
(of)Tj
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1.121 0 TD
(T)Tj
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(\304)Tj
6.985 0 0 6.985 332.931 252.967 Tm
0.199 Tc
(ff)Tj
10.477 0 0 6.985 335.096 255.161 Tm
(\305)Tj
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9.978 0 0 9.978 339.183 255.05 Tm
0 Tc
[(\()-80 (0,0\))-368 (by)-288 (the)-288 (large)-288 (quark)-288 (mass)-288 (in)-288 (the)-288 (propagators)-288 (in)-288 (the)]TJ
-2.426 -1.15 TD
[(triangle)-338 (loop)-338 (of)-338 (Fig.)-338 (1.)-338 (Essentials)-338 (and)-338 (generality)-338 (of)-338 (the)-338 (sup-)]TJ
T*
[(pression)-289 (mechanism)-289 (can)-289 (be)-289 (understood)-289 (in)-289 (basic)-289 (terms)-289 (in)-289 (two)]TJ
/F10 1 Tf
T*
(~)Tj
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0.333 0 TD
(related)Tj
/F10 1 Tf
2.721 0 TD
(!)Tj
/F15 1 Tf
0.87 0 TD
[(ways,)-538 (through)-537 (the)]TJ
/F17 1 Tf
8.251 0 TD
[(simple)-537 (free)-537 (quark)-538 (loop)]TJ
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10.427 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(QL)Tj
/F10 1 Tf
1.333 0 TD
(!)Tj
/F15 1 Tf
-24.268 -1.15 TD
[(model)-333 (and)-333 (the)-333 (Goldberger-Treiman)]TJ
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14.773 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(GT)Tj
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1.333 0 TD
(!)Tj
/F15 1 Tf
0.666 0 TD
(relation.)Tj
/F10 1 Tf
-15.905 -1.15 TD
(~)Tj
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0.333 0 TD
(i)Tj
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T*
[(the)-294 (GT)-294 (relation)-294 (at)-294 (the)-294 (quark)-294 (level)-294 (is)-294 (especially)-294 (transparent)-294 (in)]TJ
T*
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(28)Tj
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[(coupled)-670 (SD-BS)-670 (approach,)-670 (with)-670 (its)-670 (dynamically)-670 (dressed)]TJ
T*
[(quarks)-269 (and)-269 (BS)-269 (vertices,)-269 (the)-269 (GT)-269 (relation)-269 (for)-269 (quarks)-269 (and)-269 (Gold-)]TJ
T*
[(stone)-447 (bosons)-447 (is)-447 (given)-447 (by)-447 (the)-447 (chiral-limit)-447 (relation)]TJ
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(@)Tj
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[(.)-437 (The)-437 (chiral-limit)-437 (analytic)-437 (derivation)-437 (of)-437 (Eq.)]TJ
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(~)Tj
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(26)Tj
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(7)Tj
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19.116 0 TD
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[(context.)-278 (For)-278 (massive)-278 (pions,)-278 (the)]TJ
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[(ated)-457 (numerically,)-457 (but)-457 (in)-457 (fact)-457 (changes)-457 (very)-457 (little,)-457 (implying)]TJ
26.4 67.08 TD
[(that)-280 (the)-280 (GT)-280 (relation)-280 (continue)-280 (to)-280 (hold)-280 (very)-280 (accurately.)-280 (As)-280 (just)]TJ
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[(rough)-480 (approximation)-480 (for)-480 (the)]TJ
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[(This,)-1215 (together)-1215 (with)-1215 (Eq.)]TJ
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13.304 0 TD
(~)Tj
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(26)Tj
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1 i
0 J
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0.499 w
10 M
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356.723 683.887 m
362.511 683.887 l
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[(\))-80 (.)-545 (For)]TJ
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[(the)-340 (model)]TJ
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[(,)-340 (this)-340 (gives)-340 (the)-340 (GT)-340 (relation-based)-340 (estimate)]TJ
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17.741 0 TD
(T)Tj
14.967 0 0 9.978 547.289 663.253 Tm
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[(.)-366 (This)-286 (is)-286 (indeed)-286 (in)-286 (expected)-286 (rough)-286 (agreement)-286 (with)]TJ
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[(the)-424 (accurate,)-424 (numerically)-424 (obtained)-424 (prediction)-424 (of)-424 (the)-424 (model)]TJ
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(@)Tj
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(5)Tj
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[(,)-314 (that)]TJ
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[(\))-440 (would)-360 (be)-360 (unreasonable.)-360 (Bound)-360 (state)-360 (de-)]TJ
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[(scriptions)-395 (that)-395 (would)-395 (be)-395 (obtained)-395 (by)-395 (using)-395 (kernels)-395 (suppos-)]TJ
T*
[(edly)-367 (better)-367 (than)-367 (ours)]TJ
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T*
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(p)Tj
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431.739 227.894 l
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S 
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486.303 225.683 l
S 
BT
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(3)Tj
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(,)Tj
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(~)Tj
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0.333 0 TD
(36)Tj
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1 0 TD
(!)Tj
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[(where)-270 (the)-270 (axial-current)-270 (decay)-270 (constant)]TJ
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(f)Tj
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(h)Tj
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(8)Tj
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[(standpoint)-491 (of)-491 (our)-491 (approach)]TJ
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(@)Tj
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[(see)-491 (Eq.)]TJ
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3.62 0 TD
(~)Tj
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(29)Tj
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[(amplitudes)-289 (of)]TJ
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(8)Tj
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[(and)-289 (the)-289 (chiral)-289 (pion)]TJ
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(#)Tj
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(,)Tj
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(f)Tj
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(h)Tj
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(d)Tj
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[(\))-370 (obviously)]TJ
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[(corresponds)-401 (to)]TJ
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[(our)-461 (f)]TJ
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(h)Tj
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(8)Tj
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[(.)-481 (Can)]TJ
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(d)Tj
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[(resolve)-401 (the)-401 (discrepancy)-401 (be-)]TJ
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[(tween)-398 (our)]TJ
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(h)Tj
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(8)Tj
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(5)Tj
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(h)Tj
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(8)Tj
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(5)Tj
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(1.25)Tj
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(f)Tj
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(p)Tj
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/F15 1 Tf
0.333 0 TD
(30)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.731 0 TD
[(started)-398 (closing)-398 (from)-398 (the)-398 (side)-398 (of)]TJ
/F10 1 Tf
9.978 0 1.882 9.978 207.369 441.774 Tm
(x)Tj
/F15 1 Tf
9.978 0 0 9.978 213.716 441.774 Tm
[(PT)-398 (by)-398 (incorporating)]TJ
-16.251 -1.15 TD
[(into)-333 (it)-333 (the)-333 (corrections)-333 (due)-333 (to)-333 (quark)-333 (loops.)]TJ
/F13 1 Tf
8.98 0 0 8.98 120.657 404.357 Tm
(C.)Tj
/F7 1 Tf
8.98 0 3.39 8.98 132.373 404.357 Tm
(h)Tj
/F13 1 Tf
8.98 0 0 8.98 139.08 404.357 Tm
(,)Tj
/F7 1 Tf
8.98 0 3.39 8.98 142.042 404.357 Tm
(h)Tj
/F11 1 Tf
9.666 0 0 9.666 148.749 404.062 Tm
(8)Tj
/F1 1 Tf
8.98 0 0 8.98 152.467 404.357 Tm
(\230)Tj
/F7 1 Tf
8.98 0 2.494 8.98 162.164 404.357 Tm
0.08 Tc
(gg)Tj
/F13 1 Tf
8.98 0 0 8.98 177.56 404.357 Tm
0 Tc
[(decay)-333 (widths)]TJ
/F15 1 Tf
9.978 0 0 9.978 63.536 387.728 Tm
(The)Tj
/F10 1 Tf
9.978 0 3.767 9.978 82.606 387.728 Tm
(h)Tj
/F15 1 Tf
9.978 0 0 9.978 89.502 387.728 Tm
(,)Tj
/F10 1 Tf
9.978 0 3.767 9.978 92.796 387.728 Tm
(h)Tj
/F11 1 Tf
10.826 0 0 10.826 99.692 387.368 Tm
(8)Tj
/F2 1 Tf
9.978 0 0 9.978 103.855 387.728 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 114.632 387.728 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 130.881 387.728 Tm
0 Tc
[(amplitudes)-356 (are)-356 (given)-356 (in)-356 (terms)-356 (of)-356 (the)]TJ
/F10 1 Tf
9.978 0 2.769 9.978 284.35 387.728 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 51.562 376.089 Tm
0 Tc
[(amplitudes)-333 (of)]TJ
/F10 1 Tf
9.978 0 3.767 9.978 110.311 376.089 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 117.207 374.006 Tm
(8)Tj
9.978 0 0 9.978 124.58 376.089 Tm
(and)Tj
/F10 1 Tf
9.978 0 3.767 9.978 142.311 376.089 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 149.207 374.006 Tm
(0)Tj
9.978 0 0 9.978 156.579 376.089 Tm
(as)Tj
/F17 1 Tf
-6.454 -2.016 TD
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 98.53 353.886 Tm
(h)Tj
9.777 0 0 9.777 103.24 355.776 Tm
(~)Tj
/F15 1 Tf
9.978 0 0 9.978 107.479 355.969 Tm
(0,0)Tj
/F10 1 Tf
9.777 0 0 9.777 120.184 355.873 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 124.074 355.969 Tm
(5)Tj
/F15 1 Tf
0.913 0 TD
(cos)Tj
/F10 1 Tf
9.978 0 2.769 9.978 146.486 355.969 Tm
(u)Tj
/F17 1 Tf
9.978 0 0 9.978 154.069 355.969 Tm
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 160.416 353.886 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 165.242 351.405 Tm
(8)Tj
/F10 1 Tf
9.777 0 0 9.777 168.598 355.776 Tm
(~)Tj
/F15 1 Tf
9.978 0 0 9.978 172.837 355.969 Tm
(0,0)Tj
/F10 1 Tf
9.777 0 0 9.777 185.542 355.873 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 189.433 355.969 Tm
(2)Tj
/F15 1 Tf
0.913 0 TD
(sin)Tj
/F10 1 Tf
9.978 0 2.769 9.978 210.188 355.969 Tm
(u)Tj
/F17 1 Tf
9.978 0 0 9.978 217.771 355.969 Tm
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 224.118 353.886 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 228.944 351.405 Tm
(0)Tj
/F10 1 Tf
9.777 0 0 9.777 232.3 355.776 Tm
(~)Tj
/F15 1 Tf
9.978 0 0 9.978 236.539 355.969 Tm
(0,0)Tj
/F10 1 Tf
9.777 0 0 9.777 249.244 355.873 Tm
(!)Tj
/F15 1 Tf
9.978 0 0 9.978 253.135 355.969 Tm
(,)Tj
/F10 1 Tf
2.736 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(38)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F17 1 Tf
-20.565 -2.755 TD
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 94.882 326.395 Tm
(h)Tj
/F11 1 Tf
9.278 0 0 9.278 99.708 324.768 Tm
(8)Tj
/F10 1 Tf
9.777 0 0 9.777 103.16 328.286 Tm
(~)Tj
/F15 1 Tf
9.978 0 0 9.978 107.399 328.479 Tm
(0,0)Tj
/F10 1 Tf
9.777 0 0 9.777 120.104 328.382 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 123.995 328.479 Tm
(5)Tj
/F15 1 Tf
0.913 0 TD
(sin)Tj
/F10 1 Tf
9.978 0 2.769 9.978 144.75 328.479 Tm
(u)Tj
/F17 1 Tf
9.978 0 0 9.978 152.333 328.479 Tm
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 158.68 326.395 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 163.506 323.915 Tm
(8)Tj
/F10 1 Tf
9.777 0 0 9.777 166.862 328.286 Tm
(~)Tj
/F15 1 Tf
9.978 0 0 9.978 171.101 328.479 Tm
(0,0)Tj
/F10 1 Tf
9.777 0 0 9.777 183.806 328.382 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 187.697 328.479 Tm
(1)Tj
/F15 1 Tf
0.913 0 TD
(cos)Tj
/F10 1 Tf
9.978 0 2.769 9.978 210.108 328.479 Tm
(u)Tj
/F17 1 Tf
9.978 0 0 9.978 217.691 328.479 Tm
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 224.038 326.395 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 228.864 323.915 Tm
(0)Tj
/F10 1 Tf
9.777 0 0 9.777 232.22 328.286 Tm
(~)Tj
/F15 1 Tf
9.978 0 0 9.978 236.46 328.479 Tm
(0,0)Tj
/F10 1 Tf
9.777 0 0 9.777 249.164 328.382 Tm
(!)Tj
/F15 1 Tf
9.978 0 0 9.978 253.055 328.479 Tm
(.)Tj
/F10 1 Tf
2.743 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(39)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
-24.27 -2.605 TD
(Expressing)Tj
/F17 1 Tf
5.003 0 TD
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 107.833 300.402 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 112.659 297.921 Tm
(8)Tj
9.978 0 0 9.978 116.131 302.485 Tm
[(\()-80 (0,0\))-639 (and)]TJ
/F17 1 Tf
4.639 0 TD
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 168.766 300.402 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 173.592 297.921 Tm
(0)Tj
9.978 0 0 9.978 177.064 302.485 Tm
[(\()-80 (0,0\))-639 (through)-559 (the)]TJ
/F10 1 Tf
9.978 0 2.769 9.978 257.759 302.485 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 270.454 302.485 Tm
0 Tc
(-decay)Tj
-21.938 -1.625 TD
(constants)Tj
/F17 1 Tf
4.222 0 TD
(f)Tj
14.967 0 0 9.978 92.027 288.465 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 97.864 284.187 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 102.69 281.707 Tm
(8)Tj
/F10 1 Tf
9.978 0 0 9.978 110.556 286.271 Tm
(~)Tj
/F15 1 Tf
0.333 0 TD
(31)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.773 0 TD
(and)Tj
/F17 1 Tf
1.944 0 TD
(f)Tj
14.967 0 0 9.978 149.308 288.465 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 155.145 284.187 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 159.971 281.707 Tm
(0)Tj
/F10 1 Tf
9.978 0 0 9.978 167.837 286.271 Tm
(~)Tj
/F15 1 Tf
0.333 0 TD
(32)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-440 (w)0 (e)-440 (arrive)-440 (at)-440 (the)-440 (standard)]TJ
/F10 1 Tf
-13.319 -1.405 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(e.g.,)-311 (see)-311 (Ref.)]TJ
/F10 1 Tf
5.597 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(26)Tj
/F10 1 Tf
1 0 TD
(#!)Tj
/F15 1 Tf
0.977 0 TD
[(formulas)-311 (for)-311 (the)]TJ
/F10 1 Tf
9.978 0 3.767 9.978 202.385 272.251 Tm
(h)Tj
/F15 1 Tf
9.978 0 0 9.978 212.382 272.251 Tm
(and)Tj
/F10 1 Tf
9.978 0 3.767 9.978 229.891 272.251 Tm
(h)Tj
/F11 1 Tf
10.826 0 0 10.826 236.787 271.891 Tm
(8)Tj
/F15 1 Tf
9.978 0 0 9.978 244.051 272.251 Tm
[(decay)-311 (widths)]TJ
/F17 1 Tf
-16.993 -3.46 TD
(W)Tj
/F10 1 Tf
9.777 0 0 9.777 83.492 237.538 Tm
(~)Tj
9.978 0 3.767 9.978 87.731 237.73 Tm
(h)Tj
/F2 1 Tf
9.978 0 0 9.978 94.627 237.73 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 105.405 237.73 Tm
0.08 Tc
(gg)Tj
9.777 0 0 9.777 118.331 237.634 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 122.222 237.73 Tm
(5)Tj
/F10 1 Tf
9.978 0 2.769 9.978 134.357 246.427 Tm
(a)Tj
/F15 1 Tf
6.985 0 0 6.985 141.253 243.879 Tm
0 Tc
(em)Tj
0 1 TD
(2)Tj
ET
0 G
1 i
0 J
0 j
0.499 w
10 M
[]0 d
131.323 240.823 m
152.804 240.823 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 131.323 229.218 Tm
(64)Tj
/F10 1 Tf
9.978 0 1.882 9.978 141.301 229.218 Tm
(p)Tj
/F15 1 Tf
6.985 0 0 6.985 148.756 233.186 Tm
(3)Tj
/F17 1 Tf
9.978 0 0 9.978 156.917 246.427 Tm
(M)Tj
/F10 1 Tf
6.985 0 2.636 6.985 166.377 243.879 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 166.378 250.86 Tm
(3)Tj
ET
156.098 240.823 m
171.87 240.823 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 156.098 229.218 Tm
(3)Tj
/F17 1 Tf
0.64 0 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 166.656 226.67 Tm
(p)Tj
/F15 1 Tf
6.985 0 0 6.985 166.657 233.651 Tm
(2)Tj
/F9 1 Tf
17.348 0 0 36.176 171.717 233.96 Tm
(F)Tj
/F17 1 Tf
9.978 0 0 9.978 179.302 245.962 Tm
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 183.473 243.879 Tm
(p)Tj
ET
177.163 240.823 m
190.227 240.823 l
S 
BT
/F17 1 Tf
9.978 0 0 9.978 177.761 229.218 Tm
(f)Tj
14.967 0 0 9.978 176.095 231.412 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 181.933 227.134 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 186.759 224.654 Tm
(8)Tj
9.978 0 0 9.978 190.231 237.73 Tm
(cos)Tj
/F10 1 Tf
9.978 0 2.769 9.978 203.532 237.73 Tm
(u)Tj
/F8 1 Tf
9.978 0 0 9.978 209.32 237.73 Tm
(2)Tj
/F4 1 Tf
15.174 0 0 12.645 218.431 238.558 Tm
(A)Tj
ET
225.164 247.124 m
230.953 247.124 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 225.164 237.73 Tm
(8)Tj
/F17 1 Tf
0.794 0.825 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 237.261 243.879 Tm
(p)Tj
ET
230.953 240.823 m
244.018 240.823 l
S 
BT
/F17 1 Tf
9.978 0 0 9.978 231.551 229.218 Tm
(f)Tj
14.967 0 0 9.978 229.886 231.412 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 235.723 227.134 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 240.549 224.654 Tm
(0)Tj
9.978 0 0 9.978 244.021 237.73 Tm
(sin)Tj
/F10 1 Tf
9.978 0 2.769 9.978 255.666 237.73 Tm
(u)Tj
/F9 1 Tf
17.348 0 0 36.176 261.61 233.96 Tm
(G)Tj
/F15 1 Tf
6.985 0 0 6.985 266.748 252.142 Tm
(2)Tj
9.978 0 0 9.978 270.799 237.73 Tm
(,)Tj
/F10 1 Tf
0.963 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(40)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F17 1 Tf
-22.388 -4.822 TD
(W)Tj
/F10 1 Tf
9.777 0 0 9.777 79.32 189.42 Tm
(~)Tj
9.978 0 3.767 9.978 83.559 189.612 Tm
(h)Tj
/F11 1 Tf
10.826 0 0 10.826 90.455 189.252 Tm
(8)Tj
/F2 1 Tf
9.978 0 0 9.978 94.618 189.612 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 105.395 189.612 Tm
0.08 Tc
(gg)Tj
9.777 0 0 9.777 118.322 189.516 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 122.213 189.612 Tm
(5)Tj
/F10 1 Tf
9.978 0 2.769 9.978 134.348 198.309 Tm
(a)Tj
/F15 1 Tf
6.985 0 0 6.985 141.244 195.761 Tm
0 Tc
(em)Tj
0 1 TD
(2)Tj
ET
131.312 192.705 m
152.793 192.705 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 131.312 181.1 Tm
(64)Tj
/F10 1 Tf
9.978 0 1.882 9.978 141.29 181.1 Tm
(p)Tj
/F15 1 Tf
6.985 0 0 6.985 148.745 185.068 Tm
(3)Tj
/F17 1 Tf
9.978 0 0 9.978 156.237 199.018 Tm
(M)Tj
/F10 1 Tf
6.985 0 2.636 6.985 165.696 195.761 Tm
(h)Tj
/F11 1 Tf
9.278 0 0 9.278 170.522 194.133 Tm
(8)Tj
/F15 1 Tf
6.985 0 0 6.985 165.698 204.16 Tm
(3)Tj
ET
156.087 192.705 m
174.09 192.705 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 157.201 181.1 Tm
(3)Tj
/F17 1 Tf
0.64 0 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 167.759 178.551 Tm
(p)Tj
/F15 1 Tf
6.985 0 0 6.985 167.76 185.533 Tm
(2)Tj
/F9 1 Tf
17.348 0 0 36.176 173.937 185.842 Tm
(F)Tj
/F17 1 Tf
9.978 0 0 9.978 181.521 197.844 Tm
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 185.693 195.761 Tm
(p)Tj
ET
179.382 192.705 m
192.447 192.705 l
S 
BT
/F17 1 Tf
9.978 0 0 9.978 179.98 181.1 Tm
(f)Tj
14.967 0 0 9.978 178.315 183.294 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 184.152 179.016 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 188.978 176.536 Tm
(8)Tj
9.978 0 0 9.978 192.451 189.612 Tm
(sin)Tj
/F10 1 Tf
9.978 0 2.769 9.978 204.095 189.612 Tm
(u)Tj
/F8 1 Tf
9.978 0 0 9.978 209.883 189.612 Tm
(1)Tj
/F4 1 Tf
15.174 0 0 12.645 218.994 190.44 Tm
(A)Tj
ET
225.726 199.006 m
231.514 199.006 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 225.726 189.612 Tm
(8)Tj
/F17 1 Tf
0.794 0.825 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 237.823 195.761 Tm
(p)Tj
ET
231.514 192.705 m
244.579 192.705 l
S 
BT
/F17 1 Tf
9.978 0 0 9.978 232.112 181.1 Tm
(f)Tj
14.967 0 0 9.978 230.447 183.294 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 236.284 179.016 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 241.11 176.536 Tm
(0)Tj
9.978 0 0 9.978 244.583 189.612 Tm
(cos)Tj
/F10 1 Tf
9.978 0 2.769 9.978 257.883 189.612 Tm
(u)Tj
/F9 1 Tf
17.348 0 0 36.176 263.827 185.842 Tm
(G)Tj
/F15 1 Tf
6.985 0 0 6.985 268.966 204.024 Tm
(2)Tj
9.978 0 0 9.978 273.016 189.612 Tm
(.)Tj
/F10 1 Tf
0.741 -2.212 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(41)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
-24.268 -2.28 TD
[(The)-319 (version)-319 (of)-319 (Eqs.)]TJ
/F10 1 Tf
8.358 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(40)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.652 0 TD
(and)Tj
/F10 1 Tf
1.763 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(41)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.652 0 TD
[(in)-319 (which)-319 (the)-319 (axial-current)]TJ
-14.091 -1.386 TD
[(decay)-337 (constants)]TJ
/F17 1 Tf
6.787 0 TD
(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 123.456 128.877 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 128.282 126.397 Tm
(8)Tj
9.978 0 0 9.978 135.114 130.961 Tm
(and)Tj
/F17 1 Tf
1.841 0 TD
(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 157.651 128.877 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 162.477 126.397 Tm
(0)Tj
9.978 0 0 9.978 169.308 130.961 Tm
[(appear)-337 (in)-337 (place)-337 (of)]TJ
/F17 1 Tf
7.793 0 TD
(f)Tj
14.967 0 0 9.978 245.396 133.155 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 251.234 128.877 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 256.06 126.397 Tm
(8)Tj
9.978 0 0 9.978 262.891 130.961 Tm
(and)Tj
/F17 1 Tf
1.841 0 TD
(f)Tj
14.967 0 0 9.978 279.591 133.155 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 285.428 128.877 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 290.254 126.397 Tm
(0)Tj
9.978 0 0 9.978 293.727 130.961 Tm
(,)Tj
-24.27 -1.389 TD
[(requires)-428 (a)-428 (derivation)-428 (where)-428 (PCAC)]TJ
/F10 1 Tf
14.916 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(partial)-428 (conservation)-428 (of)]TJ
-15.249 -1.15 TD
[(axial)-302 (vector)-302 (current)]TJ
/F10 1 Tf
7.879 0 TD
(!)Tj
/F15 1 Tf
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[(and)-302 (the)-302 (soft)-302 (meson)-302 (technique)-302 (is)-302 (applied)]TJ
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(to)Tj
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(h)Tj
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(h)Tj
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(34)Tj
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(#)Tj
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[(.)-488 (These)-488 (assumptions)-488 (are)-488 (impeccable)-488 (for)]TJ
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(~)Tj
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(f)Tj
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(f)Tj
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(p)Tj
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9.978 0 0 9.978 152.059 80.158 Tm
[(\))-80 (,)-392 (but)]TJ
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2.645 0 TD
(not)Tj
/F15 1 Tf
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[(for)-312 (the)]TJ
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(h)Tj
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[(complex.)-312 (In)]TJ
-19.761 -1.166 TD
[(fact,)-296 (the)-296 (latter)-296 (is)-296 (quite)-296 (dubious)-296 (for)-296 (the)-296 (heavy)]TJ
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(34)Tj
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1 0 TD
(#)Tj
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0.296 Tc
[(.W)296 (ed)296 (o)]TJ
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0 Tc
[(not)-311 (need)-311 (and)-311 (do)-311 (not)-311 (use)-311 (these)-311 (assumptions)-311 (since)-311 (we)]TJ
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[(calculate)-370 (the)]TJ
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(h)Tj
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6.985 0 0 6.985 376.906 721.828 Tm
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(,)Tj
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9.978 0 3.767 9.978 385.249 723.912 Tm
(h)Tj
/F15 1 Tf
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9.978 0 2.769 9.978 406.973 723.912 Tm
0.08 Tc
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/F15 1 Tf
9.978 0 0 9.978 423.355 723.912 Tm
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[(amplitudes,)-370 (i.e.,)]TJ
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(f)Tj
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(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 496.476 721.828 Tm
(h)Tj
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(and)Tj
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(f)Tj
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(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 531.329 721.828 Tm
(h)Tj
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5.987 0 0 5.987 536.155 719.348 Tm
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[(.W)450 (e)]TJ
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0 Tc
[(also)-255 (calculate)]TJ
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(f)Tj
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(h)Tj
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(@)Tj
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(5)Tj
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(#)Tj
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[(,)-388 (namely,)-388 (Eqs.)]TJ
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(~)Tj
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(33)Tj
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(and)Tj
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(~)Tj
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(34)Tj
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[(,)-388 (the)-388 (best)-388 (achievable)]TJ
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(@)Tj
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(#)Tj
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[(to)-438 (the)-438 (experi-)]TJ
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(6)Tj
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(exp)Tj
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(6)Tj
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(~)Tj
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(42)Tj
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(!)Tj
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(12.0\311)Tj
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(~)Tj
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(!)Tj
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(~)Tj
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(43)Tj
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(!)Tj
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(W)Tj
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(h)Tj
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(8)Tj
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(~)Tj
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(44)Tj
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1 0 TD
(!)Tj
/F15 1 Tf
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[(However,)-378 (the)-378 (present)-378 (approach)-378 (is)-378 (capable)-378 (of)]TJ
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18.891 0 TD
(predicting)Tj
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(the)Tj
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(u)Tj
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0.08 Tc
(gg)Tj
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9.978 0 0 9.978 314.98 483.999 Tm
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[(The)-421 (issue)-421 (of)-421 (predicting)]TJ
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(u)Tj
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[(section.)-513 (There)-513 (is)-513 (another)-513 (mixing-independent)-513 (quantity)-513 (re-)]TJ
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[(lated)-310 (to)]TJ
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(f)Tj
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(\305)Tj
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(h)Tj
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(f)Tj
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(h)Tj
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(0)Tj
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[(.)-81 (I)314 (ti)314 (st)314 (h)314 (e)]TJ
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(R)Tj
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0 Tc
[(ratio,)-314 (which)-314 (is)-314 (in)-314 (fact)-314 (measurable)-314 (because)-314 (it)-314 (is)]TJ
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[(the)-333 (combination)-333 (of)]TJ
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(R)Tj
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(F)Tj
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(h)Tj
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(3)Tj
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(1)Tj
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(W)Tj
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(~)Tj
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(h)Tj
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(8)Tj
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(h)Tj
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(8)Tj
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(3)Tj
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(G)Tj
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(p)Tj
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(0)Tj
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(!)Tj
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(5)Tj
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(1)Tj
ET
360.108 353.341 m
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BT
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9.978 0 0 9.978 360.108 343.947 Tm
(3)Tj
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(S)Tj
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(f)Tj
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(h)Tj
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(8)Tj
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(2)Tj
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(1)Tj
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(8)Tj
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(f)Tj
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		{1.8 exp}bind]
	>>] put
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1 i
0 J
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10 M
[]0 d
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[(which)-419 (shows)-419 (that)-419 (in)-419 (our)-419 (approach)]TJ
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[(\()-80 (0,0\))]TJ
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[(\()-80 (0,0\))]TJ
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202.153 574.381 m
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BT
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[(\))-775 (i)0 (n)-695 (the)-695 (chiral)]TJ
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[(limit,)-288 (and)-288 (that)-287 (this)-288 (result)-287 (remains)-288 (an)-288 (excellent)-287 (approximation)]TJ
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[(for)-306 (realistic)]TJ
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[(\()-80 (0,0\))-425 (depends)-345 (on)-345 (the)-345 (quality)-345 (of)-345 (the)-345 (bound-state)-345 (solution,)]TJ
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[(but)-250 (regardless)-250 (of)-250 (concrete)-250 (model)-250 (choices)-250 (and)-250 (results,)-250 (the)-250 (gen-)]TJ
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(\304)Tj
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[(\()-80 (0,0\))]TJ
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[(0)-580 (enables)-500 (Eq.)]TJ
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(~)Tj
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(46)Tj
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(!)Tj
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(to)Tj
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[(provide)-476 (the)-476 (bounds)-476 (3)]TJ
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(.)Tj
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(R)Tj
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(.)Tj
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(25/9)Tj
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0 Tc
[(Hence,)-476 (if)-476 (ex-)]TJ
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(R)Tj
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[(25/9)-496 (by)-496 (a)-496 (signi\256cant)-496 (amount,)-496 (this)]TJ
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[(``inert'')-461 (with)-461 (respect)-461 (to)-461 (the)-461 (interactions)-461 (with)-461 (photons,)-461 (be-)]TJ
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[(cause)-358 (this)-358 (can)-358 (lower)-358 (the)-358 (bound)]TJ
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(R)Tj
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(.)Tj
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[(25/9)-358 (most)-358 (ef\256caciously.)]TJ
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[(We)-351 (will)-351 (be)-351 (able)-351 (to)-351 (address)-351 (this)-351 (in)-351 (more)-351 (detail)-351 (after)-351 (the)-351 (dis-)]TJ
T*
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[(V.)-333 (COPING)-333 (WITH)-333 (MIXING)-333 (OF)-333 (ETAS)]TJ
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[(IN)-333 (COUPLED)-333 (SD-BS)-333 (APPROACH)]TJ
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(8)Tj
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[(.)-340 (This)-260 (is)-260 (how)-260 (we)-260 (established,)-260 (in)]TJ
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[(Sec.)-307 (IV,)-307 (that)]TJ
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[(.)-275 (O)0 (n)-275 (the)-275 (other)-275 (hand,)-275 (the)-275 (angle)]TJ
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[(basis,)-328 (such)-328 (as)-328 (the)-328 (one)-328 (predicted)-328 (by)-328 (our)-328 (SD-BS)]TJ
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(47)Tj
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[(below.)-330 (Obviously,)-330 (for)-330 (a)-330 (sat-)]TJ
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[(procedure)-419 (should)-419 (give)-419 (the)-419 (mixing)-419 (angle)-419 (close)-419 (to)-419 (the)-419 (angle)]TJ
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9.978 0 0 9.978 184.185 201.793 Tm
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(-)Tj
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[(complex,)-256 (subtleties)-256 (arise)-256 (from)-256 (the)-256 (interplay)-256 (of)]TJ
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[(the)-283 (mixing)-283 (due)-283 (to)-283 (the)-283 (SU\()-80 (3\))]TJ
/F17 1 Tf
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9.978 0 0 9.978 172.672 178.515 Tm
[(breaking)-283 (with)-283 (the)-283 (U)]TJ
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(A)Tj
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[(\(1)80 (\))]TJ
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1.609 0 TD
0 Tc
(gluon)Tj
/F15 1 Tf
-22.323 -1.166 TD
[(axial)-407 (ABJ)-407 (anomaly,)-407 (which)-407 (couples)-407 (to)-407 (the)-407 (\257avor-singlet)]TJ
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[(and)-263 (removes)-263 (the)-263 (nonet)-263 (symmetry.)]TJ
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13.841 0 TD
(~)Tj
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[(For)-263 (a)-263 (simple)-263 (introduction,)]TJ
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[(see)-356 (Sec.)-356 (12.8)-356 (of)-356 (Ref.)]TJ
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9.029 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(2)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
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[(and)-356 (Secs.)-356 (III-3,)-356 (VII-4,)-356 (and)-356 (X-3)-356 (of)]TJ
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2.055 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(26)Tj
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1 0 TD
(#!)Tj
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[(.)-361 (Namely,)-361 (in)-361 (the)-361 (coupled)-361 (SD-BS)-361 (approach,)-361 (where)]TJ
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[(the)-562 (states)-563 (with)-563 (good)-563 (SU\()-80 (3\))]TJ
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(f)Tj
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[(quantum)-562 (numbers)-563 (are)-562 (con-)]TJ
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[(structed)-483 (from)-483 (the)]TJ
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0.2 Tc
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(f)Tj
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(5)Tj
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0.913 0 TD
(u)Tj
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(d)Tj
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0.58 0 TD
(,)Tj
/F17 1 Tf
0.33 0 TD
(s)Tj
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0.469 0 TD
[(\))-563 (obtained)-483 (in)]TJ
7.398 51.299 TD
[(Sec.)-586 (II,)-586 (the)-586 (eta)-586 (\()-80 (mass\))]TJ
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(M)Tj
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(,)Tj
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(~)Tj
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(!)Tj
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(2)Tj
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(08)Tj
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(M)Tj
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(G)Tj
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(5)Tj
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(F)Tj
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(2)Tj
ET
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415.723 573.128 l
S 
BT
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9.978 0 0 9.978 409.935 563.734 Tm
(3)Tj
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(ss)Tj
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(\305)Tj
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(2)Tj
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(1)Tj
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1.063 0.825 TD
(1)Tj
ET
448.058 573.128 m
453.847 573.128 l
S 
BT
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9.978 0 0 9.978 448.058 563.734 Tm
(2)Tj
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(M)Tj
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(p)Tj
/F15 1 Tf
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(2)Tj
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(D)Tj
/F4 1 Tf
15.174 0 0 12.645 486.694 578.596 Tm
(A)Tj
ET
493.43 587.163 m
499.218 587.163 l
S 
BT
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9.978 0 0 9.978 493.43 577.769 Tm
(2)Tj
ET
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499.218 572.63 l
S 
BT
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(~)Tj
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(p)Tj
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(2)Tj
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(2)Tj
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0.928 0 TD
(M)Tj
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(ss)Tj
10.477 0 0 6.985 540.877 568.086 Tm
(\305)Tj
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(2)Tj
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(!)Tj
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15.174 0 0 12.645 411.661 547.036 Tm
(A)Tj
ET
418.397 555.602 m
424.185 555.602 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 418.397 546.208 Tm
(2)Tj
ET
411.656 541.069 m
424.185 541.069 l
S 
BT
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(3)Tj
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(~)Tj
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(M)Tj
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(p)Tj
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(2)Tj
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(2)Tj
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(M)Tj
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(ss)Tj
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(\305)Tj
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(2)Tj
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(!)Tj
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(2)Tj
ET
485.717 541.568 m
491.505 541.568 l
S 
BT
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9.978 0 0 9.978 485.717 532.173 Tm
(3)Tj
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(S)Tj
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9.978 0 0 9.978 497.082 546.707 Tm
(1)Tj
ET
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502.863 541.568 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 497.075 532.173 Tm
(2)Tj
/F17 1 Tf
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(M)Tj
6.985 0 0 6.985 513.967 534.83 Tm
(ss)Tj
10.477 0 0 6.985 516.464 537.024 Tm
(\305)Tj
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(2)Tj
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(1)Tj
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(M)Tj
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(p)Tj
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6.985 0 0 6.985 539.24 542.908 Tm
(2)Tj
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(D)Tj
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(G)Tj
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(~)Tj
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0.333 0 TD
0 Tc
(47)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F17 1 Tf
-24.268 -2.43 TD
(if)Tj
/F15 1 Tf
0.936 0 TD
[(we)-380 (neglect)-380 (the)-380 (gluon)-380 (anomaly)-380 (for)-380 (the)-380 (moment.)-380 (In)-380 (agree-)]TJ
-0.936 -1.15 TD
[(ment)-383 (with)-383 (other)-383 (cases)-383 (when)-383 (the)-383 (gluon)-383 (ABJ)-383 (anomaly)-383 (is)-383 (not)]TJ
0 -1.166 TD
[(included,)-489 (or)-489 (is)-489 (turned)-489 (off,)-489 (as)-489 (in)]TJ
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14.196 0 TD
(N)Tj
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(c)Tj
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9.978 0 0 9.978 467.746 469.247 Tm
(!)Tj
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1.08 0 TD
(`)Tj
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1.236 0 TD
(limit)Tj
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2.379 0 TD
(~)Tj
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[(e.g.,)-489 (Refs.)]TJ
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(@)Tj
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(37,26)Tj
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2.25 0 TD
(#!)Tj
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0.666 0 TD
[(,)-345 (the)-345 (diagonalization)-345 (of)-345 (Eq.)]TJ
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11.559 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(47)Tj
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1 0 TD
(!)Tj
/F15 1 Tf
0.678 0 TD
[(yields)-345 (an)]TJ
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(h)Tj
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9.978 0 0 9.978 533.3 457.608 Tm
(degen-)Tj
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[(erate)-399 (with)-399 (the)-399 (pion,)]TJ
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8.581 0 TD
(M)Tj
/F10 1 Tf
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(h)Tj
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(2)Tj
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(5)Tj
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(M)Tj
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(p)Tj
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(2)Tj
9.978 0 0 9.978 440.321 443.775 Tm
[(,)-479 (and)-399 (without)-399 (the)]TJ
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0.08 Tc
(ss)Tj
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(\305)Tj
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0 Tc
(compo-)Tj
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(nent,)Tj
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(h)Tj
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(5)Tj
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0.913 0 TD
0.08 Tc
[(\(1)80 (/)]TJ
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14.723 0 0 12.271 365.565 430.265 Tm
(A)Tj
ET
372.104 438.571 m
377.892 438.571 l
S 
BT
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9.978 0 0 9.978 372.104 429.576 Tm
(2\)\()Tj
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1.406 0 TD
(uu)Tj
14.967 0 0 9.978 391.366 431.77 Tm
(\305)Tj
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9.978 0 0 9.978 397.714 429.576 Tm
(1)Tj
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(dd)Tj
14.967 0 0 9.978 412.055 431.77 Tm
(\305)Tj
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0 Tc
[(\))-80 (,)-382 (whereas)]TJ
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(h)Tj
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(8)Tj
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9.978 0 0 9.978 478.613 429.576 Tm
[(is)-302 (a)-302 (pure)]TJ
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0.08 Tc
(ss)Tj
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(\305)Tj
/F15 1 Tf
9.978 0 0 9.978 528.856 429.576 Tm
0 Tc
(pseudo-)Tj
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[(scalar,)-300 (with)]TJ
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19.669 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(38)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.878 0 TD
(conve-)Tj
-21.881 -1.15 TD
[(niently)-397 (parametrized)-397 (the)-397 (nonet)-397 (of)]TJ
/F10 1 Tf
14.262 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(pseudoscalar)Tj
/F10 1 Tf
5.165 0 TD
(!)Tj
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0.73 0 TD
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-20.491 -1.15 TD
[(bosons)-411 (in)-411 (terms)-411 (of)-411 (nine)-411 (\256elds)-411 (entering)-411 (in)-411 (the)-411 (lowest)-411 (order)]TJ
T*
[(Lagrangian)-675 (consistent)-675 (with)-675 (current)-675 (algebra)-675 (and)-675 (explicit)]TJ
T*
[(breaking)-319 (by)-319 (the)-319 (quark)-319 (masses,)-319 (but)-319 (the)-319 (effect)-319 (of)-319 (the)-319 (breaking)]TJ
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(A)Tj
/F15 1 Tf
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[(is)-406 (included)-406 (only)-406 (via)]TJ
/F17 1 Tf
8.735 0 TD
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8.512 0 TD
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/F10 1 Tf
9.978 0 3.767 9.978 281.81 184.173 Tm
(h)Tj
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(0)Tj
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(.)Tj
-24.273 -1.166 TD
[(This)-276 (is)-276 (justi\256ed)-276 (if)-276 (one)-276 (relies)-276 (on)-276 (large)]TJ
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15.095 0 TD
(N)Tj
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(c)Tj
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[(arguments,)-276 (since)]TJ
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(h)Tj
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(0)Tj
9.978 0 0 9.978 51.562 160.894 Tm
[(is)-288 (indeed)-288 (a)-288 (Goldstone)-288 (boson)-288 (in)-288 (the)-288 (limit)]TJ
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16.474 0 TD
(N)Tj
6.985 0 0 6.985 223.392 158.811 Tm
(c)Tj
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9.978 0 0 9.978 227.051 160.894 Tm
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1.08 0 TD
0.368 Tc
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1.368 0 TD
0 Tc
(39,26)Tj
/F10 1 Tf
2.25 0 TD
(#)Tj
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[(,)-288 (and)]TJ
-22.619 -1.166 TD
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(h)Tj
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(0)Tj
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[(mass)-359 (is)-359 (introduced)-359 (as)-359 (an)-359 (extra)-359 (parameter)-359 (on)-359 (top)-359 (of)]TJ
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[(that,)-333 (which)-333 (basically)-333 (corresponds)-333 (to)-333 (our)-333 (scheme.)]TJ
1.2 -1.386 TD
[(Precisely)-368 (in)-368 (the)-368 (light)-368 (of)]TJ
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/F15 1 Tf
9.978 0 0 9.978 171.369 123.948 Tm
[(PT,)-368 (our)-368 (result)]TJ
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6.075 0 TD
(~)Tj
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(34)Tj
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1 0 TD
(!)Tj
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0.701 0 TD
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(\305)Tj
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6.985 0 2.636 6.985 272.348 121.864 Tm
(h)Tj
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5.987 0 0 5.987 277.173 119.384 Tm
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(ap-)Tj
-23.327 -1.389 TD
[(pears)-277 (very)-277 (reasonable)-277 (in)-277 (spite)-277 (of)-277 (missing)-277 (the)-277 (contributions)-277 (of)]TJ
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0 -1.166 TD
(O)Tj
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0.08 Tc
[(\(1)80 (/)]TJ
/F17 1 Tf
1.191 0 TD
(N)Tj
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(c)Tj
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9.978 0 0 9.978 82.505 98.453 Tm
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[(\))-80 (,)-633 (supporting)-553 (our)-553 (relying)-553 (on)-553 (the)-553 (nonet)-553 (symmetry)]TJ
-3.101 -1.15 TD
[(scheme.)-284 (Namely,)-284 (it)-284 (is)-284 (in)-284 (excellent)-284 (agreement)-284 (with)-284 (the)-284 (results)]TJ
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(x)Tj
/F15 1 Tf
9.978 0 0 9.978 69.231 73.145 Tm
[(PT,)-302 (being)-302 (right)-302 (between)]TJ
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10.127 0 TD
(f)Tj
14.967 0 0 9.978 168.61 75.339 Tm
(\305)Tj
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6.985 0 2.636 6.985 174.448 71.062 Tm
(h)Tj
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5.987 0 0 5.987 179.274 68.581 Tm
(0)Tj
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(')Tj
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(1.1)Tj
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(f)Tj
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(p)Tj
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6.321 0 TD
(@)Tj
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(27)Tj
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1 0 TD
(#)Tj
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-24.267 -1.625 TD
(and)Tj
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1.949 0 TD
(f)Tj
14.967 0 0 9.978 69.34 59.125 Tm
(\305)Tj
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(h)Tj
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(0)Tj
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9.978 0 0 9.978 83.475 56.931 Tm
(5)Tj
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0.913 0 TD
[(\()-80 (1.04)]TJ
/F8 1 Tf
2.163 0 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
(0.04\))Tj
/F17 1 Tf
2.223 0 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 149.634 54.848 Tm
(p)Tj
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9.978 0 0 9.978 159.287 56.931 Tm
[(of)-445 (Ref.)]TJ
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3.416 0 TD
(@)Tj
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0.333 0 TD
(17)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.333 0 TD
[(.)-445 (Finally,)-445 (the)-445 (robust-)]TJ
10.522 67.065 TD
[(ness)-511 (of)-511 (our)]TJ
/F10 1 Tf
9.978 0 2.769 9.978 369.056 726.106 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
9.978 0 0 9.978 386.844 726.106 Tm
0 Tc
[(amplitudes)-511 (to)-511 (kernel)-511 (variations,)-511 (resulting)]TJ
-7.202 -1.2 TD
[(from)-475 (the)-475 (good)-475 (chiral)-475 (features)-475 (of)-475 (the)-475 (SD-BS)-475 (approach)]TJ
/F10 1 Tf
23.434 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(as)Tj
-23.767 -1.2 TD
[(explained)-333 (in)-333 (Sec.)-333 (IV)-250 (B)]TJ
/F10 1 Tf
9.331 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-333 (also)-333 (supports)-333 (our)-333 (scheme.)]TJ
-8.464 -1.216 TD
[(We)-259 (therefore)-259 (pursue)-259 (the)-259 (procedure)-259 (of)-259 (removing)-259 (the)-259 (U)]TJ
6.985 0 0 6.985 542.158 687.937 Tm
(A)Tj
9.978 0 0 9.978 547.201 690.021 Tm
0.08 Tc
[(\(1)80 (\))]TJ
-23.273 -1.2 TD
0 Tc
[(problem)-327 (by)-327 (lumping)-327 (the)-327 (effects)-327 (of)-327 (the)-327 (gluon)-327 (anomaly)-327 (into)-327 (a)]TJ
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(single)Tj
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(h)Tj
/F15 1 Tf
6.985 0 0 6.985 348.625 663.826 Tm
(0)Tj
9.978 0 0 9.978 352.675 665.909 Tm
[(-mass)-292 (shift)-292 (parameter)]TJ
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8.984 0 TD
(l)Tj
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(h)Tj
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9.978 0 0 9.978 456.404 665.909 Tm
[(as)-292 (in)-292 (Eq.)]TJ
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3.847 0 TD
(~)Tj
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0.333 0 TD
(48)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(.)-292 (Then,)-292 (with)]TJ
-19.687 -1.216 TD
[(our)-289 (result)]TJ
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4.148 0 TD
(M)Tj
6.985 0 0 6.985 365.824 651.688 Tm
0.08 Tc
(ss)Tj
10.477 0 0 6.985 368.322 653.882 Tm
(\305)Tj
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9.978 0 0 9.978 372.378 653.771 Tm
(5)Tj
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0 Tc
[(0.721)-580 (GeV,)-369 (and)-289 (with)-289 (the)-289 (experimental)-289 (pion)]TJ
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(mass)Tj
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2.348 0 TD
(M)Tj
/F10 1 Tf
6.985 0 1.318 6.985 347.865 639.55 Tm
(p)Tj
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5.987 0 0 5.987 353.082 641.633 Tm
(0)Tj
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9.978 0 0 9.978 356.555 641.633 Tm
(5)Tj
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0.913 0 TD
[(0.135)-333 (GeV)]TJ
/F10 1 Tf
4.804 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(which)-333 (the)-333 (present)-333 (SD-BS)-333 (approach)]TJ
-10.217 -1.2 TD
[(readily)-280 (reproduces)-280 (when)-280 (the)-280 (strict)-280 (chiral)-280 (limit)-280 (is)-280 (relaxed)]TJ
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22.853 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(5)Tj
/F10 1 Tf
0.5 0 TD
(#!)Tj
/F15 1 Tf
0.666 0 TD
(,)Tj
-24.352 -1.216 TD
[(and)-386 (with)-386 (the)-386 (choice)]TJ
/F10 1 Tf
8.599 0 TD
(l)Tj
6.985 0 2.636 6.985 407.132 615.438 Tm
(h)Tj
/F8 1 Tf
9.978 0 0 9.978 411.958 617.522 Tm
(5)Tj
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0.913 0 TD
[(1.165)-580 (GeV)]TJ
6.985 0 0 6.985 468.146 621.49 Tm
(2)Tj
9.978 0 0 9.978 472.197 617.522 Tm
[(,)-466 (w)0 (e)-386 (get)]TJ
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(u)Tj
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9.978 0 0 9.978 516.672 617.522 Tm
0.08 Tc
(52)Tj
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1.826 0 TD
0 Tc
[(12.7\311)-80 (,)]TJ
-22.04 -1.216 TD
[(which)-335 (is)-335 (very)-335 (close)-335 (to)]TJ
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(u)Tj
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(exp)Tj
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0.08 Tc
(52)Tj
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1.826 0 TD
0 Tc
[(12.0\311)-415 (favored)-335 (by)-335 (the)-335 (empiri-)]TJ
-12.811 -1.216 TD
(cal)Tj
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0.08 Tc
(gg)Tj
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9.978 0 0 9.978 345.273 593.246 Tm
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[(widths.)-299 (Moreover,)-299 (we)-299 (then)-299 (reproduce)-299 (the)-299 (experimen-)]TJ
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[(tal)-250 (value)-250 (of)-250 (the)]TJ
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(h)Tj
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9.978 0 0 9.978 386.429 580.643 Tm
(mass,)Tj
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2.514 0 TD
(M)Tj
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(h)Tj
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0.928 0 TD
(M)Tj
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(h)Tj
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6.985 0 0 6.985 444.524 585.076 Tm
(exp)Tj
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9.978 0 0 9.978 454.61 580.643 Tm
(5)Tj
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0.913 0 TD
[(0.547)-250 (GeV.)-250 (Admittedly,)]TJ
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(the)Tj
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9.978 0 3.767 9.978 331.235 568.14 Tm
(h)Tj
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10.826 0 0 10.826 338.131 567.779 Tm
(8)Tj
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9.978 0 0 9.978 346.357 568.14 Tm
[(mass)-407 (is)-407 (then)-407 (somewhat)-407 (too)-407 (high,)]TJ
/F17 1 Tf
14.207 0 TD
(M)Tj
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(h)Tj
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9.278 0 0 9.278 502.403 564.429 Tm
(8)Tj
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9.978 0 0 9.978 505.971 568.14 Tm
(5)Tj
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[(1.18)-580 (GeV.)]TJ
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[(Of)-397 (course,)-397 (we)-397 (could)-397 (in)-397 (principle)-397 (pick)-397 (such)-397 (a)-397 (value)-397 (of)]TJ
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23 0 TD
(l)Tj
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(h)Tj
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9.978 0 0 9.978 557.139 556.002 Tm
(,)Tj
-24.269 -1.216 TD
[(that)-399 (this)-399 (other)-399 (mass)]TJ
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8.612 0 TD
(M)Tj
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(h)Tj
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9.278 0 0 9.278 415.201 540.153 Tm
(8)Tj
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9.978 0 0 9.978 422.755 543.864 Tm
[(would)-399 (be)-399 (reproduced,)-399 (or)-399 (still)-399 (an-)]TJ
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[(other)-399 (value)-399 (\()]TJ
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(l)Tj
6.985 0 2.636 6.985 375.537 529.177 Tm
(h)Tj
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9.978 0 0 9.978 380.363 531.261 Tm
(5)Tj
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0.913 0 TD
[(0.677)-580 (GeV)]TJ
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(2)Tj
9.978 0 0 9.978 440.602 531.261 Tm
[(\))-480 (t)0 (o)-399 (reproduce)-399 (empirical)]TJ
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10.579 0 TD
(M)Tj
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(h)Tj
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6.985 0 0 6.985 555.616 535.694 Tm
(2)Tj
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9.978 0 0 9.978 314.98 517.584 Tm
(1)Tj
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0.928 0 TD
(M)Tj
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6.985 0 2.636 6.985 333.698 514.327 Tm
(h)Tj
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9.278 0 0 9.278 338.524 512.699 Tm
(8)Tj
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6.985 0 0 6.985 333.699 522.726 Tm
(2)Tj
9.978 0 0 9.978 343.589 517.584 Tm
[(.)-376 (Naturally,)]TJ
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4.963 0 TD
(M)Tj
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6.985 0 2.636 6.985 402.573 515.5 Tm
(h)Tj
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9.978 0 0 9.978 410.35 517.584 Tm
[(would)-296 (then)-296 (be)-296 (spoiled,)-296 (but)-296 (this)-296 (is)-296 (not)]TJ
-9.558 -1.308 TD
[(the)-444 (main)-444 (reason)-444 (why)-444 (the)-444 (two)-444 (latter)-444 (possibilities)-444 (are)-444 (disfa-)]TJ
0 -1.2 TD
[(vored)-274 (in)-274 (the)-274 (present)-274 (approach.)-274 (The)-274 (main)-274 (problem)-274 (is)-274 (that)-274 (they)]TJ
0 -1.216 TD
[(yield)-458 (so)-458 (negative)-458 (values)-458 (of)-458 (the)-458 (mixing)-458 (angle)-458 (\()]TJ
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(u)Tj
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(52)Tj
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1.826 0 TD
0 Tc
(21.4\311)Tj
-22.372 -1.334 TD
(when)Tj
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2.461 0 TD
(M)Tj
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(h)Tj
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6.985 0 0 6.985 349.001 471.546 Tm
(2)Tj
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(M)Tj
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(h)Tj
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9.278 0 0 9.278 377.37 462.229 Tm
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6.985 0 0 6.985 372.545 472.255 Tm
(2)Tj
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[(is)-281 (\256tted,)-281 (and)]TJ
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(u)Tj
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9.978 0 0 9.978 442.002 467.113 Tm
0.08 Tc
(52)Tj
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[(22.8\311)-361 (when)]TJ
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(M)Tj
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(h)Tj
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(8)Tj
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(2)Tj
9.978 0 0 9.978 530.492 467.113 Tm
[(is)-281 (\256tted)]TJ
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[(to)-399 (experiment)]TJ
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5.676 0 TD
(!)Tj
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[(,)-399 (that)-399 (they)-399 (are)-399 (incompatible)-399 (with)-399 (the)-399 (present)]TJ
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[(approach.)-589 (In)-589 (the)-589 (present)-589 (model)]TJ
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14.305 0 TD
(@)Tj
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(5)Tj
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(#)Tj
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[(,)-589 (s)0 (o)-589 (negative)-589 (mixing)]TJ
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[(angles)-488 (obviously)-488 (yield)-488 (unacceptable)]TJ
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(gg)Tj
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(gg)Tj
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9.978 0 0 9.978 372.708 418.314 Tm
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[(widths)-368 (favor)-368 (the)-368 (mixing)-368 (angle)]TJ
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(exp)Tj
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9.978 0 0 9.978 516.699 418.314 Tm
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(52)Tj
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1.826 0 TD
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[(12.0\311)-80 (,)]TJ
-22.043 -1.166 TD
[(and)-779 (this)-779 (speaks)-779 (in)-779 (favor)-779 (of)-779 (the)-779 (\256rst)-779 (possibility,)]TJ
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(h)Tj
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(5)Tj
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0.913 0 TD
[(1.165)-580 (GeV)]TJ
6.985 0 0 6.985 371.168 399.005 Tm
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(@)Tj
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(41)Tj
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1 0 TD
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[(,)-350 (are)-350 (natural)-350 (for)-350 (constitu-)]TJ
-14.288 -1.15 TD
[(ent)-333 (quark)-333 (approaches)-333 (in)-333 (general.)]TJ
1.2 -1.166 TD
[(The)-300 (procedure)-300 (leading)-300 (to)]TJ
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[(12.7\311)-380 (is)-300 (also)-300 (corroborated)]TJ
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[(by)-271 (the)-271 (results)-271 (of)-271 (some)-271 (different)-271 (approaches,)-271 (most)-271 (notably,)-271 (by)]TJ
T*
[(the)-347 (results)-347 (of)-347 (the)-347 (instanton)-347 (liquid)-347 (model,)-347 (where)-347 (one)-347 (can)-347 (ac-)]TJ
T*
[(tually)-345 (calculate)-345 (the)-345 (gluon)-345 (anomaly)-345 (mass)-345 (shift)-345 (instead)-345 (of)-345 (pa-)]TJ
T*
[(rametrizing)-416 (it.)-416 (As)-416 (Shuryak)]TJ
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11.524 0 TD
(@)Tj
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(42)Tj
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(#)Tj
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[(induced)-412 (interaction)-412 (leads)-412 (simultaneously)-412 (to)-412 (both)-412 (light)-412 (pion)]TJ
0 -1.166 TD
[(and)-312 (heavy)]TJ
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(h)Tj
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(8)Tj
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[(,)-392 (i.e.,)-312 (the)-312 (dynamics)-312 (provided)-312 (by)-312 (instantons)-312 (can)]TJ
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[(take)-333 (care)-333 (of)-333 (the)-333 (effects)-333 (of)-333 (the)]TJ
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[(vide)-562 (the)-562 (light)-562 (pseudoscalars)-562 (as)-562 (the)-562 (Goldstone)-562 (bosons)-562 (of)]TJ
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(x)Tj
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9.978 0 0 9.978 65.113 599.391 Tm
[(SB.)-435 (While)-435 (the)-435 (instanton-induced)-435 (interaction)-435 (may)-435 (there-)]TJ
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T*
[(include)-289 (in)-289 (the)-289 (interaction)-289 (kernel)-289 (of)-289 (the)-289 (coupled)-289 (SD-BS)-289 (equa-)]TJ
T*
[(tions,)-363 (the)-363 (results)-363 (of)-363 (Alkofer)]TJ
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(43)Tj
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[(that)-531 (due)-531 (to)-531 (instantons,)-531 (the)-531 (U\()-80 (1)-80 (\))]TJ
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[(;)-553 (i)0 (t)-473 (i)0 (s)-473 (equal)-473 (to)-473 (approximately)-473 (1.1)]TJ
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(\257avors)Tj
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(N)Tj
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(#)Tj
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[(12.7\311)-80 (.)-80 (\))-688 (However,)-608 (these)-608 (values)-608 (are)]TJ
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(89)Tj
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(or)Tj
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(96)Tj
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(6)Tj
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[(8)-355 (MeV)]TJ
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[(tions)-465 (discussed)-465 (below)]TJ
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(!)Tj
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(@)Tj
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(45)Tj
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(#)Tj
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(Q)Tj
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[(\(0)80 (,)]TJ
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(tation)Tj
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[(,)-384 (where)]TJ
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[(0)-464 (i)0 (s)-384 (the)-384 (momentum-squared)-384 (of)]TJ
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(46)Tj
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1 0 TD
(#)Tj
/F15 1 Tf
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(h)Tj
/F15 1 Tf
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[(\()-80 (exp2)-80 (\))]TJ
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0.913 0 TD
(91)Tj
/F8 1 Tf
1 0 TD
(6)Tj
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0.913 0 TD
[(6)-660 (MeV)-414 (and)]TJ
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(f)Tj
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(h)Tj
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(8)Tj
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[(\()-80 (exp2)-80 (\))]TJ
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(78)Tj
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1 0 TD
(6)Tj
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[(obtained)-428 (from)-428 (the)-428 (experimental)-428 (decay)-428 (amplitudes)-428 (into)-428 (two)]TJ
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[(on-shell)-471 (photons)-471 (under)-471 (the)-471 (assumption)-471 (that)-471 (one)-471 (can)-471 (write)]TJ
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(h)Tj
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(\()Tj
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(8)Tj
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(\))Tj
9.978 0 0 9.978 157.951 126.533 Tm
[(in)-322 (analogy)-322 (with)-322 (the)-322 (axial)-322 (anomaly)]TJ
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(~)Tj
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0.333 0 TD
(28)Tj
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1 0 TD
(!)Tj
/F15 1 Tf
0.907 0 TD
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[(-quark)-320 (mass,)-320 (as)-320 (well)-320 (as)-320 (the)-320 (masses)-320 (of)]TJ
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(h)Tj
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T*
[(procedure)-333 (can)-333 (yield)-333 (only)-333 (a)-333 (rough)-333 (qualitative)-333 (estimate.)]TJ
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14.177 0 TD
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/F10 1 Tf
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7.78 0 TD
(@)Tj
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(44)Tj
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1 0 TD
(#)Tj
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(@)Tj
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(6)Tj
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0.5 0 TD
(#)Tj
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(47)Tj
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(#)Tj
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1.75 0 TD
(6)Tj
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(6)Tj
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2.223 0 TD
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(5)Tj
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(120)Tj
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1.5 0 TD
(6)Tj
/F15 1 Tf
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(@)Tj
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(47)Tj
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1 0 TD
(#)Tj
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10.772 0 TD
(@)Tj
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(45)Tj
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(#)Tj
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(h)Tj
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1 i
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0 j
0.499 w
10 M
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340.551 443.426 l
S 
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(f)Tj
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(h)Tj
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6.985 0 0 6.985 350.147 432.349 Tm
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(h)Tj
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(8)Tj
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(\))Tj
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[(.)-424 (Then,)-344 (the)-344 (pole)-344 (\256ts)-344 (to)-344 (the)-344 (data)-344 (could)-344 (smoothly)]TJ
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(@)Tj
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(48)Tj
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(h)Tj
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(8)Tj
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[(\))-80 (,)-408 (i.e.,)-328 (the)-328 (pole)-328 (\256ts)-328 (would)-328 (then)-328 (agree)-328 (not)-328 (only)]TJ
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[(with)-318 (the)-318 (QCD)-318 (asymptotic)-318 (form)-318 (1/)]TJ
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(Q)Tj
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(2)Tj
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[(,)-398 (but)-318 (also)-318 (with)-318 (its)-318 (coef-)]TJ
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[(\256cient.)-296 (However,)-296 (note)-296 (that)-296 (the)-296 (values)-296 (of)]TJ
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16.629 0 TD
(f)Tj
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(h)Tj
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[(above,)-397 (are)]TJ
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(all)Tj
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[(close)-397 (to)]TJ
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3.627 0 TD
(m)Tj
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(r)Tj
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0.08 Tc
(/\(2)Tj
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(p)Tj
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14.723 0 0 12.271 446.593 374.08 Tm
(A)Tj
ET
453.121 382.385 m
458.909 382.385 l
S 
BT
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9.978 0 0 9.978 453.121 373.391 Tm
(2\))Tj
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0.993 0 TD
(5)Tj
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0 Tc
[(86.4)-397 (MeV,)-397 (indicating)]TJ
-15.751 -1.15 TD
[(that)-285 (a)-285 (connection)-285 (with)-285 (the)-285 (vector-meson)-285 (dominance)-285 (interpre-)]TJ
0 -1.166 TD
(tation)Tj
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(~)Tj
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(that)Tj
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1.834 0 TD
(L)Tj
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(h)Tj
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6.985 0 0 6.985 375.49 348.194 Tm
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6.985 0 2.636 6.985 378.375 348.194 Tm
(h)Tj
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(8)Tj
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(')Tj
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(m)Tj
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(r)Tj
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9.978 0 0 9.978 410.819 350.277 Tm
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(@)Tj
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(45,46)Tj
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2.25 0 TD
(#)Tj
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0.667 0 TD
[(may)-334 (indeed)-334 (exist)-334 (at)-334 (the)-334 (in-)]TJ
-13.602 -1.166 TD
[(vestigated)-304 (range)-304 (of)]TJ
/F17 1 Tf
8.021 0 TD
(Q)Tj
/F15 1 Tf
6.985 0 0 6.985 403.016 342.607 Tm
(2)Tj
9.978 0 0 9.978 407.067 338.638 Tm
[(.)-384 (O)0 (n)-304 (the)-304 (other)-304 (hand,)-304 (since)-304 (Gasser)-304 (and)]TJ
-9.229 -1.15 TD
[(Leutwyler's)-437 (model-independent)-437 (calculation)]TJ
/F10 1 Tf
18.251 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(47)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.333 0 TD
[(,)-437 (Scadron's)]TJ
/F10 1 Tf
-19.917 -1.15 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(44)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.821 0 TD
[(GT)-488 (estimates,)-488 (Burden)]TJ
/F17 1 Tf
9.712 0 TD
[(et)-300 (al.)]TJ
/F10 1 Tf
2.538 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(6)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.333 0 TD
[(,)-488 (and)-488 (the)-488 (present)-488 (ap-)]TJ
-15.57 -1.166 TD
[(proach,)-306 (all)-306 (agree)-306 (that)]TJ
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8.92 0 TD
(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 408.153 301.966 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 412.979 301.966 Tm
(\()Tj
/F10 1 Tf
6.985 0 2.636 6.985 415.863 301.966 Tm
(h)Tj
/F11 1 Tf
9.278 0 0 9.278 420.689 300.339 Tm
(8)Tj
/F15 1 Tf
6.985 0 0 6.985 424.258 301.966 Tm
(\))Tj
9.978 0 0 9.978 430.195 304.05 Tm
[(should)-306 (be)-306 (noticeably)-306 (larger)-306 (than)]TJ
/F17 1 Tf
-11.487 -1.284 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 319.75 289.154 Tm
(p)Tj
/F15 1 Tf
9.978 0 0 9.978 326.463 291.237 Tm
[(,)-456 (the)-376 (extraction)-376 (of)]TJ
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7.946 0 TD
(f)Tj
/F10 1 Tf
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(h)Tj
/F15 1 Tf
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(exp)Tj
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(and)Tj
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1.88 0 TD
(f)Tj
/F10 1 Tf
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(h)Tj
/F11 1 Tf
9.278 0 0 9.278 451.508 286.353 Tm
(8)Tj
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(exp)Tj
9.978 0 0 9.978 460.517 291.237 Tm
[(from)-376 (the)-376 (transition)-376 (form)]TJ
-14.586 -1.274 TD
(factors)Tj
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3.125 0 TD
(T)Tj
/F10 1 Tf
6.985 0 2.636 6.985 352.511 276.44 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 357.337 276.44 Tm
(\()Tj
/F10 1 Tf
6.985 0 2.636 6.985 360.221 276.44 Tm
(h)Tj
/F11 1 Tf
9.278 0 0 9.278 365.047 274.813 Tm
(8)Tj
/F15 1 Tf
6.985 0 0 6.985 368.616 276.44 Tm
(\))Tj
9.978 0 0 9.978 371.5 278.524 Tm
0.08 Tc
[(\(0)80 (,)]TJ
/F8 1 Tf
1.163 0 TD
(2)Tj
/F17 1 Tf
0.913 0 TD
(Q)Tj
/F15 1 Tf
6.985 0 0 6.985 400.22 282.492 Tm
(2)Tj
9.978 0 0 9.978 404.271 278.524 Tm
0 Tc
[(\))-484 (probably)-404 (cannot)-404 (be)-404 (done)-404 (accurately)]TJ
-8.949 -1.166 TD
[(at)-264 (the)-264 (ranges)-264 (of)]TJ
/F17 1 Tf
6.445 0 TD
(Q)Tj
/F15 1 Tf
6.985 0 0 6.985 387.291 270.853 Tm
(2)Tj
9.978 0 0 9.978 393.981 266.885 Tm
[(investigated)-264 (so)-264 (far.)-264 (That)-264 (this)-264 (is)-264 (indeed)-264 (so,)]TJ
-7.918 -1.166 TD
[(is)-712 (indicated)-712 (by)-712 (the)-712 (experimental)-712 (value)]TJ
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18.212 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(35)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F17 1 Tf
1.105 0 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 525.191 253.162 Tm
(p)Tj
/F15 1 Tf
5.987 0 0 5.987 530.408 255.246 Tm
(0)Tj
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9.978 0 0 9.978 533.881 255.246 Tm
(5)Tj
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0.913 0 TD
(84.1)Tj
/F8 1 Tf
-22.852 -1.226 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
[(2.8)-580 (MeV)]TJ
/F10 1 Tf
9.777 0 0 9.777 368.588 242.816 Tm
(@)Tj
9.978 0 0 9.978 372.768 243.008 Tm
(')Tj
/F17 1 Tf
0.913 0 TD
(m)Tj
/F10 1 Tf
6.985 0 1.318 6.985 389.882 240.925 Tm
(r)Tj
/F15 1 Tf
9.978 0 0 9.978 395.43 243.008 Tm
0.08 Tc
(/\(2)Tj
/F10 1 Tf
9.978 0 1.882 9.978 408.913 243.008 Tm
(p)Tj
/F4 1 Tf
14.723 0 0 12.271 416.368 243.697 Tm
(A)Tj
ET
422.898 252.003 m
428.686 252.003 l
S 
BT
/F15 1 Tf
9.978 0 0 9.978 422.898 243.008 Tm
0 Tc
[(2)-80 (\))-500 (again)]TJ
/F10 1 Tf
3.579 0 TD
(#)Tj
/F15 1 Tf
0.333 0 TD
[(,)-420 (extracted)-420 (by)-420 (the)-420 (same)]TJ
-14.728 -1.15 TD
[(method.)-475 (The)-475 (central)-475 (value)-475 (is)-475 (10%)-475 (below)-475 (well)-475 (established)]TJ
/F17 1 Tf
0.06 -1.213 TD
(f)Tj
/F10 1 Tf
6.985 0 1.318 6.985 319.75 216.882 Tm
(p)Tj
/F15 1 Tf
6.985 0 0 6.985 319.751 223.863 Tm
(exp)Tj
/F8 1 Tf
9.978 0 0 9.978 329.837 219.43 Tm
(5)Tj
/F15 1 Tf
0.913 0 TD
(92.4)Tj
/F8 1 Tf
1.75 0 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
[(0.3)-289 (MeV.)-289 (This)-289 (cannot)-289 (be)-289 (explained)-289 (by)-289 (the)-289 (small)]TJ
-5.065 -1.321 TD
[(isospin)-491 (violation,)-491 (indicating)-491 (that)]TJ
/F17 1 Tf
14.165 0 TD
(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 460.486 203.703 Tm
(h)Tj
/F15 1 Tf
6.985 0 0 6.985 460.488 210.685 Tm
(exp)Tj
9.978 0 0 9.978 475.475 206.252 Tm
(and)Tj
/F17 1 Tf
1.995 0 TD
(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 499.553 202.995 Tm
(h)Tj
/F11 1 Tf
9.278 0 0 9.278 504.379 201.368 Tm
(8)Tj
/F15 1 Tf
6.985 0 0 6.985 499.555 211.394 Tm
(exp)Tj
9.978 0 0 9.978 514.541 206.252 Tm
[(could)-491 (have)]TJ
-20 -1.258 TD
[(been)-333 (underestimated)-333 (too.)]TJ
1.2 -1.166 TD
[(Our)-364 (predictions)-364 (for)-364 (the)]TJ
/F10 1 Tf
9.978 0 3.767 9.978 425.152 182.064 Tm
(h)Tj
/F15 1 Tf
9.978 0 0 9.978 435.676 182.064 Tm
(and)Tj
/F10 1 Tf
9.978 0 3.767 9.978 453.713 182.064 Tm
(h)Tj
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10.826 0 0 10.826 460.609 181.704 Tm
(8)Tj
/F15 1 Tf
9.978 0 0 9.978 468.4 182.064 Tm
[(two-photon)-364 (widths)-364 (are)]TJ
-15.376 -1.386 TD
[(also)-251 (totally)-251 (\256xed)-251 (now,)-251 (being)-251 (given)-251 (by)-251 (our)]TJ
/F17 1 Tf
16.983 0 TD
(f)Tj
14.967 0 0 9.978 482.768 170.425 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 488.605 166.147 Tm
(h)Tj
/F15 1 Tf
5.987 0 0 5.987 493.431 163.667 Tm
(8)Tj
9.978 0 0 9.978 499.407 168.231 Tm
(and)Tj
/F17 1 Tf
1.755 0 TD
(f)Tj
14.967 0 0 9.978 515.251 170.425 Tm
(\305)Tj
/F10 1 Tf
6.985 0 2.636 6.985 521.088 166.147 Tm
(h)Tj
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5.987 0 0 5.987 525.914 163.667 Tm
(0)Tj
9.978 0 0 9.978 531.89 168.231 Tm
[(used)-251 (in)]TJ
-21.739 -1.389 TD
(Eqs.)Tj
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2.07 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(40)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.653 0 TD
(and)Tj
/F10 1 Tf
1.764 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(41)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-320 (without)-320 (any)-320 (additional)-320 (parameters)-320 (to)-320 (ad-)]TJ
-7.487 -1.166 TD
[(just.)-298 (Our)-298 (preferred)-298 (angle)]TJ
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9.978 0 2.769 9.978 417.485 142.736 Tm
(u)Tj
/F8 1 Tf
9.978 0 0 9.978 423.274 142.736 Tm
0.08 Tc
(52)Tj
/F15 1 Tf
1.826 0 TD
0 Tc
[(12.7\311)-378 (leads)-298 (to)-298 (the)-298 (predictions)]TJ
/F10 1 Tf
-12.68 -1.15 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(displayed)-333 (also)-333 (in)-333 (Table)-333 (I)]TJ
/F10 1 Tf
10.164 0 TD
(!)Tj
/F17 1 Tf
-3.458 -2.016 TD
(W)Tj
/F10 1 Tf
9.777 0 0 9.777 394.212 110.948 Tm
(~)Tj
9.978 0 3.767 9.978 398.451 111.141 Tm
(h)Tj
/F2 1 Tf
9.978 0 0 9.978 405.347 111.141 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 416.124 111.141 Tm
0.08 Tc
(gg)Tj
9.777 0 0 9.777 429.051 111.044 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 432.942 111.141 Tm
(5)Tj
/F15 1 Tf
0.913 0 TD
0 Tc
[(0.561)-580 (keV,)]TJ
/F10 1 Tf
10.2 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(49)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F17 1 Tf
-17.437 -2.207 TD
(W)Tj
/F10 1 Tf
9.777 0 0 9.777 392.131 88.931 Tm
(~)Tj
9.978 0 3.767 9.978 396.37 89.124 Tm
(h)Tj
/F11 1 Tf
10.826 0 0 10.826 403.266 88.764 Tm
(8)Tj
/F2 1 Tf
9.978 0 0 9.978 407.43 89.124 Tm
(!)Tj
/F10 1 Tf
9.978 0 2.769 9.978 418.207 89.124 Tm
0.08 Tc
(gg)Tj
9.777 0 0 9.777 431.134 89.028 Tm
(!)Tj
/F8 1 Tf
9.978 0 0 9.978 435.024 89.124 Tm
(5)Tj
/F15 1 Tf
0.913 0 TD
0 Tc
[(4.913)-580 (keV.)]TJ
/F10 1 Tf
9.991 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(50)Tj
/F10 1 Tf
1 0 TD
(!)Tj
/F15 1 Tf
-24.268 -2.04 TD
[(These)-318 (predictions)-318 (are)-318 (at)-318 (\256rst)-318 (sight)-318 (not)-318 (very)-318 (successful)-318 (since,)]TJ
0 -1.15 TD
[(according)-558 (to)-558 (Table)-558 (I,)-558 (our)-558 (best)-558 (predictions)-558 (overshoot)-558 (the)]TJ
ET
314.98 643.048 m
560.435 643.048 l
S 
314.98 640.553 m
560.435 640.553 l
S 
314.98 621.938 m
560.435 621.938 l
S 
314.98 578.534 m
560.435 578.534 l
S 
314.98 576.04 m
560.435 576.04 l
S 
BT
/F15 1 Tf
8.98 0 0 8.98 326.951 727.268 Tm
[(TABLE)-412 (I.)-523 (Comparison)-412 (of)-412 (the)-412 (calculated)]TJ
/F10 1 Tf
8.98 0 2.494 8.98 483.094 727.268 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
8.98 0 0 8.98 498.217 727.268 Tm
0 Tc
[(decay)-412 (widths)]TJ
/F10 1 Tf
5.823 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(in)Tj
-26.561 -1.222 TD
(eV)Tj
/F10 1 Tf
1.166 0 TD
(!)Tj
/F15 1 Tf
0.76 0 TD
(of)Tj
/F10 1 Tf
8.98 0 1.695 8.98 343.584 716.292 Tm
(p)Tj
/F15 1 Tf
6.236 0 0 6.236 350.291 719.864 Tm
(0)Tj
8.98 0 0 8.98 353.908 716.292 Tm
(,)Tj
/F10 1 Tf
8.98 0 3.39 8.98 356.87 716.292 Tm
(h)Tj
/F15 1 Tf
8.98 0 0 8.98 363.074 716.292 Tm
[(,)-507 (and)]TJ
/F10 1 Tf
8.98 0 3.39 8.98 386.669 716.292 Tm
(h)Tj
/F11 1 Tf
9.666 0 0 9.666 392.873 715.997 Tm
(8)Tj
/F15 1 Tf
8.98 0 0 8.98 400.423 716.292 Tm
[(with)-427 (their)-427 (average)-427 (experimental)-427 (widths,)-427 (as)]TJ
-9.515 -1.24 TD
[(well)-415 (as)-415 (the)-415 (experimental)-415 (widths)]TJ
/F17 1 Tf
13.74 0 TD
(W)Tj
/F15 1 Tf
6.236 0 0 6.236 446.566 702.887 Tm
(NEW)Tj
0 1 TD
(exp)Tj
8.98 0 0 8.98 464.493 705.161 Tm
[(obtained)-415 (when)-415 (only)-415 (more)]TJ
-16.65 -1.222 TD
[(recent)-332 (measurements)-332 (are)-332 (taken)-332 (into)-332 (account.)-332 (The)-332 (widths)-332 (are)-332 (calcu-)]TJ
T*
[(lated)-329 (using)-329 (the)-329 (empirical)-329 (masses)-329 (in)-329 (the)-329 (phase-space)-329 (factors)-329 (in)-329 (con-)]TJ
T*
[(junction)-299 (with)-299 (calculated)-299 (amplitudes.)-299 (The)-299 (tabulated)]TJ
/F10 1 Tf
8.98 0 3.39 8.98 501.42 672.233 Tm
(h)Tj
/F15 1 Tf
8.98 0 0 8.98 510.306 672.233 Tm
(and)Tj
/F10 1 Tf
8.98 0 3.39 8.98 525.955 672.233 Tm
(h)Tj
/F11 1 Tf
9.666 0 0 9.666 532.159 671.939 Tm
(8)Tj
/F15 1 Tf
8.98 0 0 8.98 538.558 672.233 Tm
(calcu-)Tj
-24.897 -1.222 TD
[(lated)-373 (widths)-373 (correspond)-373 (to)-373 (the)-373 (case)-373 (when)-373 (their)-373 (mixing)-373 (adjusts)-373 (the)]TJ
0 -1.222 TD
[(mass)-333 (of)]TJ
/F10 1 Tf
8.98 0 3.39 8.98 346.396 650.282 Tm
(h)Tj
/F15 1 Tf
8.98 0 0 8.98 355.588 650.282 Tm
[(to)-333 (its)-333 (empirical)-333 (mass.)]TJ
/F17 1 Tf
-4.497 -2.444 TD
2.12 Tc
(PW)Tj
/F15 1 Tf
3.644 0 TD
(\()Tj
/F17 1 Tf
0.438 0 TD
(P)Tj
/F2 1 Tf
0.691 0 TD
(!)Tj
/F10 1 Tf
8.98 0 2.494 8.98 367.757 628.33 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
8.98 0 0 8.98 379.177 628.33 Tm
(\))Tj
/F17 1 Tf
2.894 0 TD
(W)Tj
/F15 1 Tf
6.236 0 0 6.236 413.365 631.902 Tm
0 Tc
(exp)Tj
8.98 0 0 8.98 422.37 628.33 Tm
(\()Tj
/F17 1 Tf
0.438 0 TD
(P)Tj
/F2 1 Tf
0.691 0 TD
(!)Tj
/F10 1 Tf
8.98 0 2.494 8.98 442.203 628.33 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
8.98 0 0 8.98 453.623 628.33 Tm
(\))Tj
/F17 1 Tf
4.045 -0.017 TD
(W)Tj
/F15 1 Tf
6.236 0 0 6.236 498.143 625.901 Tm
0 Tc
(NEW)Tj
0 1 TD
(exp)Tj
8.98 0 0 8.98 512.343 628.174 Tm
(\()Tj
/F17 1 Tf
0.438 0 TD
(P)Tj
/F2 1 Tf
0.691 0 TD
(!)Tj
/F10 1 Tf
8.98 0 2.494 8.98 532.176 628.174 Tm
0.08 Tc
(gg)Tj
/F15 1 Tf
8.98 0 0 8.98 543.596 628.174 Tm
(\))Tj
/F10 1 Tf
8.98 0 1.695 8.98 314.98 609.715 Tm
(p)Tj
/F15 1 Tf
6.236 0 0 6.236 321.687 613.287 Tm
(0)Tj
8.98 0 0 8.98 355.686 609.715 Tm
0 Tc
[(7.7)-4957 (7.74)]TJ
/F8 1 Tf
7.957 0 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
[(0.56)-4664 (not)-333 (applicable)]TJ
/F10 1 Tf
8.98 0 3.39 8.98 314.98 597.742 Tm
(h)Tj
/F15 1 Tf
8.98 0 0 8.98 340.2 597.742 Tm
(0.56)Tj
/F8 1 Tf
1.75 0 TD
(3)Tj
/F15 1 Tf
0.913 0 TD
(10)Tj
/F8 1 Tf
6.236 0 0 6.236 373.093 601.313 Tm
(1)Tj
/F15 1 Tf
0.913 0 TD
(3)Tj
8.98 0 0 8.98 394.483 597.742 Tm
[(\()-80 (0.46)]TJ
/F8 1 Tf
2.163 0 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
(0.04\))Tj
/F8 1 Tf
2.163 0 TD
(3)Tj
/F15 1 Tf
0.913 0 TD
(10)Tj
/F8 1 Tf
6.236 0 0 6.236 458.705 601.313 Tm
(1)Tj
/F15 1 Tf
0.913 0 TD
(3)Tj
8.98 0 0 8.98 479.614 597.742 Tm
[(\()-80 (0.51)]TJ
/F8 1 Tf
2.163 0 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
(0.026\))Tj
/F8 1 Tf
2.663 0 TD
(3)Tj
/F15 1 Tf
0.913 0 TD
(10)Tj
/F8 1 Tf
6.236 0 0 6.236 548.325 601.313 Tm
(1)Tj
/F15 1 Tf
0.913 0 TD
(3)Tj
/F10 1 Tf
8.98 0 3.39 8.98 314.98 585.768 Tm
(h)Tj
/F11 1 Tf
9.666 0 0 9.666 321.184 585.473 Tm
(8)Tj
/F15 1 Tf
8.98 0 0 8.98 342.445 585.768 Tm
(4.9)Tj
/F8 1 Tf
1.25 0 TD
(3)Tj
/F15 1 Tf
0.913 0 TD
(10)Tj
/F8 1 Tf
6.236 0 0 6.236 370.848 589.34 Tm
(1)Tj
/F15 1 Tf
0.913 0 TD
(3)Tj
8.98 0 0 8.98 394.483 585.768 Tm
[(\()-80 (4.26)]TJ
/F8 1 Tf
2.163 0 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
(0.19\))Tj
/F8 1 Tf
2.163 0 TD
(3)Tj
/F15 1 Tf
0.913 0 TD
(10)Tj
/F8 1 Tf
6.236 0 0 6.236 458.705 589.34 Tm
(1)Tj
/F15 1 Tf
0.913 0 TD
(3)Tj
8.98 0 0 8.98 481.859 585.768 Tm
[(\()-80 (4.53)]TJ
/F8 1 Tf
2.163 0 TD
(6)Tj
/F15 1 Tf
0.913 0 TD
(0.59\))Tj
/F8 1 Tf
2.163 0 TD
(3)Tj
/F15 1 Tf
0.913 0 TD
(10)Tj
/F8 1 Tf
6.236 0 0 6.236 546.08 589.34 Tm
(1)Tj
/F15 1 Tf
0.913 0 TD
(3)Tj
/F10 1 Tf
8.98 0 3.39 8.98 51.562 752.165 Tm
(h)Tj
/F15 1 Tf
8.98 0 0 8.98 60.754 752.165 Tm
(AND)Tj
/F10 1 Tf
8.98 0 3.39 8.98 83.193 752.165 Tm
(h)Tj
/F11 1 Tf
9.666 0 0 9.666 89.397 751.87 Tm
(8)Tj
/F15 1 Tf
8.98 0 0 8.98 96.102 752.165 Tm
[(IN)-333 (A)-333 (COUPLED)-333 (SCHWINGER-DYSON)-333 (AN)]TJ
18.884 0 TD
0.25 Tc
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[(less,)-263 (it)-263 (turns)-263 (out)-263 (that)-263 (the)-263 (\256t)-263 (to)-263 (the)-263 (data)-263 (is)-263 (still)-263 (not)-263 (improved)-263 (as)]TJ
T*
[(much)-259 (as)-259 (one)-259 (would)-259 (expect)-259 (when)-259 (an)-259 (additional)-259 (free)-259 (parameter)]TJ
T*
[(is)-413 (introduced,)-413 (so)-413 (that)-413 (we)-413 (did)-413 (not)-413 (detect)-413 (indications)-413 (for)-413 (the)]TJ
T*
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(5)Tj
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[(1.80.)-299 (This)-299 (is)-299 (much)-299 (further)-299 (from)-299 (the)-299 (present)-299 (central)-299 (experi-)]TJ
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(R)Tj
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(R)Tj
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[(important)-254 (to)-254 (point)-254 (out)-254 (that,)-254 (at)-254 (least)-254 (from)-254 (the)-254 (standpoint)-254 (of)-254 (our)]TJ
T*
[(approach,)-404 (such)-404 (a)-404 (violation)-404 (would)-404 (be)-404 (a)-404 (strong)-404 (indication)-404 (of)]TJ
T*
[(the)-340 (presence)-340 (of)-340 (some)-340 (``inert'')-340 (admixture,)-340 (such)-340 (as)-340 (gluonium.)]TJ
T*
[(At)-351 (present,)-351 (however,)-351 (the)-351 (data)-351 (are)-351 (consistent)-351 (with)-351 (the)-351 (bound)]TJ
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(.)Tj
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[(out)-375 (gluonium)-375 (admixture,)-375 (and)-375 (even)-375 (favor)-375 (the)-375 (value)]TJ
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(5)Tj
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(2.87)Tj
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(5)Tj
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(with-)Tj
-22.49 -1.15 TD
[(out)-565 (glueballs,)-565 (over)-565 (the)-565 (value)-565 (with)-565 (the)-565 (admixture)-565 (quoted)]TJ
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[(above.)-389 (Moreover,)-389 (the)]TJ
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(h)Tj
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[(calculation)-589 (also)-589 (lead)-589 (to)-589 (the)-589 (identi\256cation)-589 (of)-589 (their)-589 (axial-)]TJ
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[(.)-388 (More)-308 (precisely,)-308 (the)-308 (observation)-308 (that)]TJ
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[(for)-693 (realistic)]TJ
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(s)Tj
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0.469 0 TD
[(-quark)-693 (masses,)]TJ
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[(\()-80 (0,0\))-774 (always)]TJ
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[(SD-BS)-406 (approach,)-406 (or)-406 (our)-406 (result)-406 (obtained)-406 (using)-406 (the)-406 (concrete)]TJ
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(5)Tj
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[(,)-335 (namely,)]TJ
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[(.)-348 (The)-348 (apparent)-348 (contra-)]TJ
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(x)Tj
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[(PT)-418 (was)-418 (dis-)]TJ
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[(cussed)-401 (in)-401 (detail)-401 (in)-401 (Sec.)-401 (IV)-250 (B.)-401 (Let)-401 (us)-401 (now)-401 (address)-401 (the)-401 (inti-)]TJ
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[(mately)-382 (related)-382 (issue)-382 (of)-382 (different)-382 (preferred)-382 (mixing)-382 (angles)-382 (in)]TJ
T*
[(these)-333 (respective)-333 (approaches.)]TJ
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(51)Tj
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T*
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1 0 TD
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T*
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0 -1.166 TD
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(A)Tj
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(f)Tj
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0 Tc
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[(SB)-396 (in)-396 (Jain)-396 (and)-396 (Munczek's)-396 (approach.)-396 (Bra-)]TJ
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[(mon)-563 (and)-563 (Scadron)]TJ
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8.188 0 TD
(@)Tj
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(41)Tj
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1 0 TD
(#)Tj
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15.457 0 TD
(T)Tj
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0.105 Tc
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1.742 0 TD
0 Tc
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9.978 0 0 9.978 385.795 471.107 Tm
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0.08 Tc
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0 Tc
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(cays.)Tj
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(@)Tj
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[(When)-399 (extracted)-399 (just)-399 (from)]TJ
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(h)Tj
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(8)Tj
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3.89 0 TD
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10.665 0 TD
(2)Tj
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(6)Tj
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0.913 0 TD
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[(more)-413 (negative)-413 (values)]TJ
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(~)Tj
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18.529 0 TD
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(h)Tj
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(f)Tj
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(h)Tj
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(0)Tj
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0.08 Tc
(\),)Tj
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0 Tc
[(differing)-333 (from)-333 (that)-333 (in)-333 (the)-333 (constituent-quark)-333 (approaches.)]TJ
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[(-breaking)-455 (is)-455 (\256xed)-455 (by)-455 (Jain)-455 (and)-455 (Munc-)]TJ
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2.477 0 TD
(@)Tj
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0.333 0 TD
(5)Tj
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(#)Tj
/F15 1 Tf
0.7 0 TD
[(choice)-367 (of)-367 (parameters,)-367 (so)-367 (that)-367 (our)-367 (calculated)-367 (value)]TJ
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(u)Tj
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[(varies)-264 (only)-264 (if)-264 (we)-264 (vary)]TJ
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(l)Tj
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(h)Tj
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9.978 0 0 9.978 438.395 352.664 Tm
[(which)-264 (parametrizes)-264 (the)-264 (effects)]TJ
-12.369 -1.15 TD
[(of)-274 (the)-274 (gluon)-274 (anomaly.)-274 (In)-274 (light)-274 (of)-274 (Bramon)-274 (and)-274 (Scadron's)]TJ
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22.936 0 TD
(@)Tj
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0.333 0 TD
(41)Tj
/F10 1 Tf
1 0 TD
(#)Tj
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[(observations)-572 (discussed)-572 (above,)-572 (and)-572 (the)-572 (fact)-572 (that)-572 (that)-572 (our)]TJ
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[(S)80 (U)80 (\(3\))]TJ
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6.985 0 0 6.985 342.181 315.992 Tm
(f)Tj
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[(breaking)-378 (leads)-378 (to)-378 (the)-378 (ratio)-378 (of)-378 (strange-to-nonstrange)]TJ
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[(constituent)-284 (masses)-284 (of)-284 (1.63,)-284 (it)-284 (is)-284 (understandable)-284 (and)-284 (expected)]TJ
T*
[(that)-319 (our)-319 (constituent)-319 (approach)-319 (should)-319 (give)-319 (a)-319 (reasonably)-319 (good)]TJ
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[(description)-467 (of)]TJ
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(h)Tj
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9.978 0 0 9.978 383.844 283.487 Tm
(,)Tj
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(h)Tj
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(8)Tj
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(gg)Tj
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[(for)-467 (angles)-467 (less)-467 (negative)-467 (than)-467 (in)]TJ
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(x)Tj
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[(PT;)-361 (i.e.,)-361 (it)-361 (is)-361 (no)-361 (longer)-361 (surprising)-361 (that)-361 (our)-361 (preferred)-361 (angle)]TJ
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[(turned)-439 (out)-439 (to)-439 (be)]TJ
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9.978 0 2.769 9.978 387.914 260.209 Tm
(u)Tj
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9.978 0 0 9.978 393.703 260.209 Tm
0.08 Tc
(52)Tj
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1.826 0 TD
0 Tc
[(12.7\311)-80 (.)-519 (However,)-439 (it)-439 (is)-439 (not)-439 (only)-439 (that)]TJ
-9.716 -1.15 TD
[(these)-389 (values)-389 (are)-389 (the)-389 (preferred)-389 (ones)-389 (in)-389 (our)-389 (presently)-389 (chosen)]TJ
T*
(model)Tj
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2.798 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(5)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.631 0 TD
[(because)-298 (they)-298 (are)-298 (more)-298 (empirically)-298 (successful)-298 (than)]TJ
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[(other)-305 (values.)-305 (In)-305 (addition)-305 (to)-305 (that,)-305 (since)-305 (in)-305 (the)-305 (coupled)-305 (SD-BS)]TJ
0 -1.386 TD
(approach)Tj
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4.044 0 TD
(f)Tj
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(\305)Tj
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6.985 0 2.636 6.985 359.503 209.869 Tm
(h)Tj
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5.987 0 0 5.987 364.329 207.388 Tm
(8)Tj
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9.978 0 0 9.978 367.801 211.952 Tm
(,)Tj
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0.973 0 TD
(f)Tj
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6.985 0 1.318 6.985 381.682 209.869 Tm
(p)Tj
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9.978 0 0 9.978 390.082 211.952 Tm
[(rather)-319 (generally)]TJ
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6.691 0 TD
(~)Tj
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0.333 0 TD
[(for)-319 (any)-319 (realistic)-319 (value)-319 (of)]TJ
-14.551 -1.389 TD
[(strange)-392 (quark)-392 (mass)]TJ
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7.95 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-392 (the)-392 (consistency)-392 (with)-392 (the)-392 (experimental)]TJ
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(h)Tj
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(,)Tj
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(h)Tj
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(8)Tj
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[(,)-291 (would)-291 (agree)-291 (bet-)]TJ
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[(ter)-480 (with)-480 (such)-480 (a)]TJ
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[(17\311)-80 (.)-560 (I)0 (n)-480 (our)-480 (approach,)-480 (the)]TJ
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[(physical)-302 (mechanisms)-302 (which)-302 (are)-302 (now)-302 (absent,)-302 (are)-302 (those)-302 (corre-)]TJ
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(x)Tj
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[(substantial)-660 (enlargements)-660 (beyond)-660 (the)-660 (present)-660 (framework.)]TJ
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[(PT)-355 (one)-355 (might)]TJ
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[(pose)-449 (the)-449 (question)-449 (of)-449 (what)-449 (the)-449 (effects)-449 (of)-449 (higher)-449 (loops)-449 (and)]TJ
T*
[(vector)-333 (mesons)-333 (would)-333 (be.)-333 (At)-333 (present,)-333 (no)-333 (approach)-333 (can)-333 (claim)]TJ
T*
[(to)-391 (have)-391 (all)-391 (the)-391 (relevant)-391 (physics)-391 (included,)-391 (and)-391 (therefore)-391 (the)]TJ
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(u)Tj
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(45)Tj
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1 0 TD
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0.671 0 TD
[(is)-338 (de-)]TJ
-22.318 -1.15 TD
[(scribed)-330 (reasonably)-330 (well)-330 (by)-330 (our)-330 (approach.)-330 (What)-330 (if)-330 (more)-330 (pre-)]TJ
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[(cise)-287 (measurements)]TJ
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7.85 0 TD
(~)Tj
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(F)Tj
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(@)Tj
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(36)Tj
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[(low)-348 (25/9?)-348 (A)-348 (strong)-348 (violation)-348 (of)-348 (this)-348 (bound)]TJ
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18.06 0 TD
(~)Tj
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0.913 0 TD
(2.5\))Tj
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[(would)-348 (indicate)-348 (that)-348 (important)-348 (admixtures)-348 (other)-348 (than)]TJ
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(h)Tj
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[(the)-283 (following)-283 (possibility)-283 (is)-283 (also)-283 (viable:)-283 (some)-283 (of)-283 (the)-283 (values)-283 (in)]TJ
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(h)Tj
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[(bound)-477 (can)-477 (also)-477 (mean)-477 (that)-477 (the)-477 (prediction)-477 (of)]TJ
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(f)Tj
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(h)Tj
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[(,)-514 (i)0 (s)-434 (favored)-434 (over)-434 (our)-434 (prediction.)-434 (This)-434 (would)-434 (indicate)]TJ
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[(that)-827 (in)-827 (the)-827 (case)-827 (of)-827 (the)]TJ
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(h)Tj
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(8)Tj
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[(complex,)-827 (the)-827 (ladder-)]TJ
11.203 67.09 TD
[(approximated)-382 (SD-BS)-382 (approach)-382 (makes)-382 (a)-382 (larger)-382 (error)-382 (by)-382 (ne-)]TJ
0 -1.15 TD
[(glecting)-449 (meson)-449 (loops)-449 (than,)-449 (e.g.,)-449 (in)-449 (the)-449 (case)-449 (of)-449 (the)-449 (charge)]TJ
T*
[(pion)-373 (form)-373 (factor)-373 (calculated)-373 (in)-373 (the)-373 (context)-373 (of)-373 (SD)-373 (equations,)]TJ
T*
[(where)-370 (the)-370 (contribution)-370 (of)-370 (meson)-370 (loops)-370 (was)-370 (estimated)-370 (to)-370 (be)]TJ
T*
[(much)-333 (smaller)-333 (than)-333 (that)-333 (of)-333 (the)-333 (quark)-333 (core)]TJ
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17.105 0 TD
(@)Tj
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(52)Tj
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(#)Tj
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(.)Tj
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[(The)-459 (quantities)-459 (dependent)-459 (on)-459 (the)]TJ
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(h)Tj
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(8)Tj
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[(axial-current)-672 (decay)-672 (constants)]TJ
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13.24 0 TD
(f)Tj
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(h)Tj
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(f)Tj
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(h)Tj
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9.278 0 0 9.278 493.511 653.383 Tm
(8)Tj
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[(,)-753 (masses,)-672 (and)]TJ
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0.08 Tc
(gg)Tj
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[(-decay)-331 (widths)-331 (of)]TJ
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(h)Tj
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(-)Tj
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(8)Tj
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12.542 0 TD
(~)Tj
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0.333 0 TD
(or)Tj
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[(other)-381 (theoretical)-381 (predictions)-381 (such)-381 (as)]TJ
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1.167 0 TD
(!)Tj
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0.714 0 TD
[(considering)-381 (that,)]TJ
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[(except)-262 (for)-262 (parametrizing)-262 (the)-262 (mass)-262 (shift)-262 (due)-262 (to)-262 (coupling)-262 (of)]TJ
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(h)Tj
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6.985 0 0 6.985 556.401 620.093 Tm
(0)Tj
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[(to)-336 (non-Abelian)-336 (axial)-336 (anomaly,)-336 (we)-336 (did)-336 (not)-336 (do)-336 (any)-336 (parameter)]TJ
0 -1.15 TD
[(\256tting,)-600 (but)-600 (used)-600 (the)-600 (parameters)-600 (obtained)-600 (from)-600 (Jain)-600 (and)]TJ
T*
(Munczek's)Tj
/F10 1 Tf
4.868 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(5)Tj
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0.5 0 TD
(#)Tj
/F15 1 Tf
0.758 0 TD
[(broad)-425 (\256t)-425 (to)-425 (the)-425 (meson)-425 (spectrum)-425 (and)-425 (decay)]TJ
-6.46 -1.15 TD
[(constants.)-288 (We)-288 (conclude)-288 (that)-288 (their)-288 (model)]TJ
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16.53 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(5)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
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0.621 0 TD
[(again)-288 (performed)]TJ
-17.983 -1.15 TD
(well.)Tj
1.2 -1.15 TD
[(Since)-293 (the)-293 (coupled)-293 (SD-BS)-293 (approach)-293 (is,)-293 (due)-293 (to)-293 (the)-293 (key)-293 (role)]TJ
-1.2 -1.166 TD
[(of)-336 (D)]TJ
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(x)Tj
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9.978 0 0 9.978 340.196 541.689 Tm
[(SB,)-336 (akin)-336 (to)-336 (the)-336 (NJL)-336 (model)-336 (conceptually,)-336 (the)-336 (progress)]TJ
-2.527 -1.15 TD
[(we)-333 (made)-333 (is)-333 (best)-333 (illustrated)-333 (through)-333 (the)-333 (comparison)-333 (with)-333 (the)]TJ
0 -1.166 TD
[(analysis)-284 (of)-284 (the)]TJ
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9.978 0 1.882 9.978 376.121 518.576 Tm
(p)Tj
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6.985 0 0 6.985 383.575 522.544 Tm
(0)Tj
9.978 0 0 9.978 387.626 518.576 Tm
(,)Tj
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9.978 0 3.767 9.978 390.92 518.576 Tm
(h)Tj
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9.978 0 0 9.978 397.816 518.576 Tm
(!)Tj
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0.08 Tc
(gg)Tj
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9.978 0 0 9.978 424.116 518.576 Tm
0 Tc
[(decays)-284 (and)-284 (properties)-284 (of)-284 (the)-284 (pion,)]TJ
-10.938 -1.166 TD
[(kaon,)-267 (and)]TJ
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9.978 0 3.767 9.978 356.603 506.937 Tm
(h)Tj
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9.978 0 0 9.978 363.499 506.937 Tm
[(,)-347 (performed)-267 (in)-267 (a)-267 (NJL)-267 (model)]TJ
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11.54 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(extended)-267 (to)-267 (include)]TJ
-16.735 -1.15 TD
[(three)-682 (\257avors)-682 (and)-682 (the)-682 ('t)-682 (Hooft)-682 (determinantal)-682 (instanton-)]TJ
T*
[(induced)-623 (interaction)]TJ
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8.066 0 TD
(!)Tj
/F15 1 Tf
0.956 0 TD
[(in)-623 (Ref.)]TJ
/F10 1 Tf
3.717 0 TD
(@)Tj
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0.333 0 TD
(53)Tj
/F10 1 Tf
1 0 TD
(#)Tj
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0.956 0 TD
[(and)-623 (in)-623 (parts)-623 (of)-623 (Refs.)]TJ
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-15.028 -1.166 TD
(@)Tj
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0.333 0 TD
(54,55)Tj
/F10 1 Tf
2.25 0 TD
(#)Tj
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0.333 0 TD
0.333 Tc
(.\()Tj
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9.978 0 3.767 9.978 354.015 472.348 Tm
(h)Tj
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10.826 0 0 10.826 360.91 471.988 Tm
(8)Tj
/F15 1 Tf
9.978 0 0 9.978 368.396 472.348 Tm
0 Tc
[(was)-333 (not)-333 (treated)-333 (in)-333 (Refs.)]TJ
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10.08 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
0.065 Tc
[(5)65 (3\2615)65 (5)]TJ
/F10 1 Tf
2.63 0 TD
(#)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
0.25 0 TD
(!)Tj
/F15 1 Tf
-17.779 -1.15 TD
0 Tc
[(For)-488 (the)-488 (choice)-488 (of)-488 (model)-488 (parameters)-488 (preferred)-488 (by)-488 (Tak-)]TJ
-1.2 -1.15 TD
[(izawa,)-405 (Oka,)-405 (and)-405 (Nemoto)]TJ
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10.786 0 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
0.065 Tc
[(5)65 (3\2615)65 (5)]TJ
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2.63 0 TD
(#)Tj
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0.333 0 TD
0 Tc
[(,)-405 (the)-405 (experimental)-405 (ampli-)]TJ
-14.081 -1.166 TD
[(tude)-329 (for)]TJ
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(h)Tj
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9.978 0 0 9.978 357.257 437.76 Tm
(!)Tj
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9.978 0 2.769 9.978 368.035 437.76 Tm
0.08 Tc
(gg)Tj
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9.978 0 0 9.978 384.011 437.76 Tm
0 Tc
[(is)-329 (reproduced,)-329 (but)-329 (the)]TJ
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(h)Tj
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9.978 0 0 9.978 486.295 437.76 Tm
[(mass)-329 (is)-329 (7%)-329 (below)]TJ
-17.169 -1.166 TD
[(the)-508 (experimental)-508 (value.)-508 (The)-508 (mixing)-508 (angle)-508 (is)]TJ
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(u)Tj
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9.978 0 0 9.978 516.683 426.121 Tm
0.08 Tc
(52)Tj
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(h)Tj
/F15 1 Tf
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(de-)Tj
-23.325 -1.216 TD
[(pend.)-406 (However,)-406 (their)-406 (axial)-406 (current)-406 (decay)-406 (constant)]TJ
/F17 1 Tf
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(f)Tj
/F10 1 Tf
6.985 0 2.636 6.985 531.549 711.884 Tm
(h)Tj
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(5)Tj
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(114)Tj
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[(MeV)-368 (is)-368 (close)-368 (to)-368 (ours.)-368 (Extending)-368 (the)-368 (treatment)-368 (of)-368 (the)]TJ
/F10 1 Tf
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(9,10)Tj
/F10 1 Tf
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(#)Tj
/F15 1 Tf
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/F10 1 Tf
9.978 0 3.767 9.978 523.485 689.692 Tm
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(g)Tj
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9.978 0 0 9.978 335.906 677.554 Tm
[(transition)-381 (form)-381 (factors)-381 (is)-381 (presently)-381 (under)-381 (investigation)]TJ
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1 0 TD
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8.98 0 0 8.98 387.822 628.662 Tm
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/F15 1 Tf
9.978 0 0 9.978 326.954 609.704 Tm
[(The)-348 (authors)-348 (acknowledge)-348 (useful)-348 (discussions)-348 (with)-348 (P.)-348 (Jain)]TJ
-1.2 -1.2 TD
[(and)-512 (the)-512 (support)-512 (of)-512 (the)-512 (Croatian)-512 (Ministry)-512 (of)-512 (Science)-512 (and)]TJ
0 -1.15 TD
[(Technology)-333 (Contract)-333 (Nos.)-333 (1)-65 (\261)-65 (1)0 (9)-65 (\261)-65 (222)-333 (and)-333 (009802.)]TJ
ET
0 G
1 i
0 J
0 j
0.499 w
10 M
[]0 d
183.271 549.717 m
428.729 549.717 l
S 
BT
/F10 1 Tf
8.98 0 0 8.98 56.064 520.532 Tm
(@)Tj
/F15 1 Tf
0.333 0 TD
(1)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
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[(C.D.)-377 (Roberts)-377 (and)-377 (A.G.)-377 (Williams,)-377 (Prog.)-377 (Part.)-377 (Nucl.)-377 (Phys.)]TJ
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24.086 0 TD
(33)Tj
/F15 1 Tf
1 0 TD
(,)Tj
-25.086 -1.333 TD
(477)Tj
/F10 1 Tf
1.833 0 TD
(~)Tj
/F15 1 Tf
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(1994)Tj
/F10 1 Tf
2 0 TD
(!)Tj
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0.333 0 TD
(.)Tj
/F10 1 Tf
-5.997 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(2)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(V.)-402 (A.)-402 (Miransky,)]TJ
/F17 1 Tf
7.232 0 TD
[(Dynamical)-402 (Symmetry)-402 (Breaking)-402 (in)-402 (Quantum)]TJ
-7.232 -1.333 TD
[(Field)-333 (Theories)]TJ
/F10 1 Tf
6.276 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(World)-333 (Scienti\256c,)-333 (Singapore,)-333 (1993)]TJ
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13.886 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-22.327 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(3)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
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[(P.)-333 (Jain)-333 (and)-333 (H.)-333 (J.)-333 (Munczek,)-333 (Phys.)-333 (Rev.)-333 (D)]TJ
/F13 1 Tf
17.215 0 TD
(44)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (1873)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1991)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-25.295 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(4)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(H.)-333 (J.)-333 (Munczek)-333 (and)-333 (P.)-333 (Jain,)-333 (Phys.)-333 (Rev.)-333 (D)]TJ
/F13 1 Tf
17.215 0 TD
(46)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (438)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1992)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-24.795 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(5)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(P.)-333 (Jain)-333 (and)-333 (H.)-333 (J.)-333 (Munczek,)-333 (Phys.)-333 (Rev.)-333 (D)]TJ
/F13 1 Tf
17.215 0 TD
(48)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (5403)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1993)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-25.295 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(6)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(C.)-329 (J.)-329 (Burden,)-329 (Lu)-329 (Qian,)-329 (C.)-329 (D.)-329 (Roberts,)-329 (P.)-329 (C.)-329 (Tandy,)-329 (and)-329 (M.)-329 (J.)]TJ
0 -1.333 TD
[(Thomson,)-333 (Phys.)-333 (Rev.)-333 (C)]TJ
/F13 1 Tf
10.082 0 TD
(55)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (2649)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1997)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-18.162 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(7)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(C.)-333 (D.)-333 (Roberts,)-333 (Nucl.)-333 (Phys.)]TJ
/F13 1 Tf
11.303 0 TD
(A605)Tj
/F15 1 Tf
2.222 0 TD
[(,)-333 (475)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-20.105 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(8)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(C.)-321 (J.)-321 (Burden,)-321 (C.)-321 (D.)-321 (Roberts,)-321 (and)-321 (M.)-321 (J.)-321 (Thompson,)-321 (Phys.)-321 (Lett.)]TJ
0 -1.278 TD
(B)Tj
/F13 1 Tf
1 0 TD
(371)Tj
/F15 1 Tf
1.5 0 TD
[(,)-333 (163)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-9.08 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(9)Tj
/F10 1 Tf
0.5 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(D.)-333 (Kekez)-333 (and)-333 (D.)-333 (Klabuc)]TJ
9.773 0.111 TD
(\317)Tj
0.389 -0.111 TD
[(ar,)-333 (Phys.)-333 (Lett.)-333 (B)]TJ
/F13 1 Tf
7.081 0 TD
(387)Tj
/F15 1 Tf
1.5 0 TD
0.333 Tc
[(,1)333 (4)]TJ
/F10 1 Tf
1.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
0 Tc
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-25.322 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(10)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(D.)-270 (Kekez)-270 (and)-270 (D.)-270 (Klabuc)]TJ
9.52 0.111 TD
(\317)Tj
0.389 -0.111 TD
[(ar,)-270 (in)]TJ
/F17 1 Tf
2.344 0 TD
[(Proceedings)-270 (of)-270 (the)-270 (International)]TJ
-12.253 -1.278 TD
[(Conference)-311 (``Hadron)-311 (Structure)-311 ('96,'')]TJ
/F15 1 Tf
15.603 0 TD
[(Stara)-311 (Lesna,)-311 (High)-311 (Tatra)]TJ
-15.603 -1.278 TD
[(Mountains,)-476 (Slovakia,)-476 (1996,)-476 (edited)-476 (by)-476 (L.)-476 (Martinovic)]TJ
21.747 0.111 TD
(\317)Tj
0.865 -0.111 TD
[(and)-476 (P.)]TJ
-22.612 -1.278 TD
(Striz)Tj
1.501 0.111 TD
(\317)Tj
0.389 -0.111 TD
(enec)Tj
/F10 1 Tf
2.165 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(Polygra\256a)-333 (SAV,)-333 (Bratislava,)-333 (1996)]TJ
/F10 1 Tf
13.664 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-333 (pp.)-333 (166)-65 (\261)-65 (171.)]TJ
/F10 1 Tf
-20.383 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(11)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(P.)-333 (Maris)-333 (and)-333 (C.)-333 (D.)-333 (Roberts,)-333 (Phys.)-333 (Rev.)-333 (C)]TJ
/F13 1 Tf
17.55 0 TD
(56)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (3369)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1997)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-26.13 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(12)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(M.)-406 (Bando,)-406 (M.)-406 (Harada,)-406 (and)-406 (T.)-406 (Kugo,)-406 (Prog.)-406 (Theor.)-406 (Phys.)]TJ
/F13 1 Tf
24.084 0 TD
(91)Tj
/F15 1 Tf
1 0 TD
(,)Tj
-25.084 -1.278 TD
(927)Tj
/F10 1 Tf
1.833 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1994)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-6.497 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(13)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(A.)-266 (Bender,)-266 (C.)-266 (D.)-266 (Roberts,)-266 (and)-266 (L.)-266 (v.)-266 (Smekal,)-266 (Phys.)-266 (Lett.)-266 (B)]TJ
/F13 1 Tf
23.585 0 TD
(380)Tj
/F15 1 Tf
1.5 0 TD
(,)Tj
-25.085 -1.278 TD
(7)Tj
/F10 1 Tf
0.833 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-5.497 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(14)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(C.)-333 (D.)-333 (Roberts,)-333 (nucl-th/9609039.)]TJ
/F10 1 Tf
-1.999 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(15)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(M.R.)-500 (Frank,)-500 (K.L.)-500 (Mitchell,)-500 (C.D.)-500 (Roberts,)-500 (and)-500 (P.C.)-500 (Tandy,)]TJ
0 -1.278 TD
[(Phys.)-333 (Lett.)-333 (B)]TJ
/F13 1 Tf
5.721 0 TD
(359)Tj
/F15 1 Tf
1.5 0 TD
0.333 Tc
[(,1)333 (7)]TJ
/F10 1 Tf
1.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
0 Tc
(1995)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-13.801 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(16)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(F.)-253 (J.)-253 (Gilman)-253 (and)-253 (R.)-253 (Kauffmann,)-253 (Phys.)-253 (Rev.)-253 (D)]TJ
/F13 1 Tf
18.664 0 TD
(36)Tj
/F15 1 Tf
1 0 TD
[(,)-253 (2761)]TJ
/F10 1 Tf
2.756 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1987)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-27.084 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(17)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(J.)-338 (F.)-338 (Donoghue,)-338 (B.)-338 (R.)-338 (Holstein,)-338 (and)-338 (Y.-C.)-338 (R.)-338 (Lin,)-338 (Phys.)-338 (Rev.)]TJ
0 -1.278 TD
(Lett.)Tj
/F13 1 Tf
2.194 0 TD
(55)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (2766)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1985)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-10.774 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(18)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(C.)-265 (Itzykson)-265 (and)-265 (J.-B.)-265 (Zuber,)]TJ
/F17 1 Tf
11.656 0 TD
[(Quantum)-265 (Field)-265 (Theory)]TJ
/F10 1 Tf
9.461 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(McGraw-)Tj
-21.45 -1.278 TD
[(Hill,)-333 (Singapore,)-333 (1980)]TJ
/F10 1 Tf
8.776 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-11.108 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(19)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(R.)-333 (Alkofer)-333 (and)-333 (C.)-333 (D.)-333 (Roberts,)-333 (Phys.)-333 (Lett.)-333 (B)]TJ
/F13 1 Tf
18.438 0 TD
(369)Tj
/F15 1 Tf
1.5 0 TD
[(,)-333 (101)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-27.018 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(20)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(M.)-333 (R.)-333 (Frank,)-333 (Phys.)-333 (Rev.)-333 (C)]TJ
/F13 1 Tf
11.358 0 TD
(51)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (987)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1995)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-19.438 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(21)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(J.)-333 (S.)-333 (Ball)-333 (and)-333 (T.-W.)-333 (Chiu,)-333 (Phys.)-333 (Rev.)-333 (D)]TJ
/F13 1 Tf
16.911 0 TD
(22)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (2542)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1980)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-25.491 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(22)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(M.)-333 (Horbatsch)-333 (and)-333 (R.)-333 (Koniuk,)-333 (Phys.)-333 (Rev.)-333 (D)]TJ
/F13 1 Tf
18.3 0 TD
(47)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (210)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1993)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-26.38 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(23)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(I.)-333 (Guiasu)-333 (and)-333 (R.)-333 (Koniuk,)-333 (Phys.)-333 (Lett.)-333 (B)]TJ
/F13 1 Tf
16.412 0 TD
(314)Tj
/F15 1 Tf
1.5 0 TD
[(,)-333 (408)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1993)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-24.992 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(24)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(C.R.)-519 (Mu)]TJ
3.326 0.111 TD
(\310)Tj
0.417 -0.111 TD
[(nz,)-519 (J.)-519 (Resag,)-519 (B.C.)-519 (Metsch,)-519 (and)-519 (H.R.)-519 (Petry,)-519 (Nucl.)]TJ
-3.742 -1.278 TD
(Phys.)Tj
/F13 1 Tf
2.528 0 TD
(A578)Tj
/F15 1 Tf
2.222 0 TD
[(,)-333 (418)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1994)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-11.83 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(25)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(C.R.)-333 (Mu)]TJ
3.139 0.111 TD
(\310)Tj
0.417 -0.111 TD
[(nz,)-333 (Nucl.)-333 (Phys.)]TJ
/F13 1 Tf
6.581 0 TD
(A609)Tj
/F15 1 Tf
2.222 0 TD
[(,)-333 (364)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-19.439 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(26)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(J.)-273 (F.)-273 (Donoghue,)-273 (E.)-273 (Golowich,)-273 (and)-273 (B.)-273 (R.)-273 (Holstein,)]TJ
/F17 1 Tf
20.288 0 TD
[(Dynamics)-273 (of)]TJ
-20.288 -1.278 TD
[(the)-307 (Standard)-307 (Model)]TJ
/F10 1 Tf
8.364 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(Cambridge)-307 (University)-307 (Press,)-307 (Cambridge,)]TJ
-8.697 -1.278 TD
[(England,)-333 (1992)]TJ
/F10 1 Tf
5.916 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
21.086 51.611 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(27)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(J.)-477 (Bijnens,)-477 (A.)-477 (Bramon,)-477 (and)-477 (F.)-477 (Cornet,)-477 (Z.)-477 (Phys.)-477 (C)]TJ
/F13 1 Tf
22.107 0 TD
(46)Tj
/F15 1 Tf
1 0 TD
[(,)-477 (599)]TJ
/F10 1 Tf
-23.107 -1.333 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1990)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-4.665 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(28)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(Ll.)-273 (Ametller,)-273 (J.)-273 (Bijnens,)-273 (A.)-273 (Bramon,)-273 (and)-273 (F.)-273 (Cornet,)-273 (Phys.)-273 (Rev.)]TJ
0 -1.333 TD
(D)Tj
/F13 1 Tf
1.055 0 TD
(45)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (986)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1992)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-9.135 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(29)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(P.)-333 (C.)-333 (Tandy,)-333 (Prog.)-333 (Part.)-333 (Nucl.)-333 (Phys.)]TJ
/F13 1 Tf
15.246 0 TD
(39)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (117)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1997)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-23.326 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(30)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(T.)-333 (N.)-333 (Pham,)-333 (Phys.)-333 (Lett.)-333 (B)]TJ
/F13 1 Tf
11.08 0 TD
(246)Tj
/F15 1 Tf
1.5 0 TD
[(,)-333 (175)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1990)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-19.66 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(31)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(Y.)-333 (Kitazawa,)-333 (Phys.)-333 (Lett.)]TJ
/F13 1 Tf
10.385 0 TD
(151B)Tj
/F15 1 Tf
2.167 0 TD
[(,)-333 (165)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1985)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-19.632 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(32)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(Particle)-253 (Data)-253 (Group,)-253 (L.)-253 (Montanet)]TJ
/F17 1 Tf
13.709 0 TD
[(et)-333 (al.)]TJ
/F15 1 Tf
2.083 0 TD
[(,)-253 (Phys.)-253 (Rev.)-253 (D)]TJ
/F13 1 Tf
6.042 0 TD
(50)Tj
/F15 1 Tf
1 0 TD
[(,)-253 (1173)]TJ
/F10 1 Tf
-22.835 -1.333 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1994)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-4.665 -1.333 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(33)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(J.)-434 (F.)-434 (Donoghue)-434 (and)-434 (B.)-434 (R.)-434 (Holstein,)-434 (Phys.)-434 (Rev.)-434 (D)]TJ
/F13 1 Tf
21.649 0 TD
(40)Tj
/F15 1 Tf
1 0 TD
[(,)-434 (2378)]TJ
/F10 1 Tf
-22.649 -1.278 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1989)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-4.665 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(34)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(G.)-460 (R.)-460 (Farrar)-460 (and)-460 (G.)-460 (T.)-460 (Gabagadze,)-460 (Phys.)-460 (Lett.)-460 (B)]TJ
/F13 1 Tf
21.626 0 TD
(397)Tj
/F15 1 Tf
1.5 0 TD
[(,)-460 (104)]TJ
/F10 1 Tf
-23.126 -1.278 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1997)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-4.665 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(35)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(Particle)-339 (Data)-339 (Group,)-339 (R.)-339 (M.)-339 (Barnett)]TJ
/F17 1 Tf
14.782 0 TD
[(et)-333 (al.)]TJ
/F15 1 Tf
2.083 0 TD
[(,)-339 (Phys.)-339 (Rev.)-339 (D)]TJ
/F13 1 Tf
6.384 0 TD
(54)Tj
/F15 1 Tf
1 0 TD
0.339 Tc
(,1)Tj
/F10 1 Tf
-24.249 -1.278 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
0 Tc
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-4.665 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(36)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(F.)-442 (Anulli)]TJ
/F17 1 Tf
4.246 0 TD
[(et)-333 (al.)]TJ
/F15 1 Tf
2.083 0 TD
0.442 Tc
[(,i)442 (n)]TJ
/F17 1 Tf
1.912 0 TD
0 Tc
[(The)-442 (Second)-442 (DA)]TJ
/F10 1 Tf
6.605 0 TD
(F)Tj
/F17 1 Tf
0.858 0 TD
[(NE)-442 (Physics)-442 (Handbook)]TJ
/F15 1 Tf
9.383 0 TD
(,)Tj
-25.087 -1.278 TD
[(edited)-617 (by)-617 (L.)-617 (Maiani)]TJ
/F17 1 Tf
9.608 0 TD
[(et)-333 (al.)]TJ
/F10 1 Tf
2.701 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(INFN-LNF-Divisione)-617 (Ricerca,)]TJ
-12.641 -1.278 TD
[(Frascati,)-333 (1995)]TJ
/F10 1 Tf
5.749 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-333 (Vol.)-333 (II,)-333 (p.)-333 (607.)]TJ
/F10 1 Tf
-8.08 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(37)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(G.)-333 (Veneziano,)-333 (Nucl.)-333 (Phys.)]TJ
/F13 1 Tf
11.218 0 TD
(B159)Tj
/F15 1 Tf
2.167 0 TD
[(,)-333 (213)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1979)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-20.465 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(38)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(J.)-456 (Bijnens,)-456 (A.)-456 (Bramon,)-456 (and)-456 (F.)-456 (Cornet,)-456 (Phys.)-456 (Rev.)-456 (Lett.)]TJ
/F13 1 Tf
24.086 0 TD
(61)Tj
/F15 1 Tf
1 0 TD
(,)Tj
-25.086 -1.278 TD
(1453)Tj
/F10 1 Tf
2.333 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1988)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-6.997 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(39)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(G.)-405 (Ecker,)-405 (J.)-405 (Gasser,)-405 (A.)-405 (Pich,)-405 (and)-405 (E.)-405 (De)-405 (Rafael,)-405 (Nucl.)-405 (Phys.)]TJ
/F13 1 Tf
0 -1.278 TD
(B321)Tj
/F15 1 Tf
2.167 0 TD
[(,)-333 (311)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1989)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-9.247 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(40)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(P.)-421 (Ball,)-421 (J.)-421 (M.)-421 (Fre)]TJ
7.131 0.111 TD
(\301)Tj
0.389 -0.111 TD
[(re,)-421 (and)-421 (M.)-421 (Tytgat,)-421 (Phys.)-421 (Lett.)-421 (B)]TJ
/F13 1 Tf
14.144 0 TD
(365)Tj
/F15 1 Tf
1.5 0 TD
[(,)-421 (367)]TJ
/F10 1 Tf
-23.164 -1.278 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1996)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-4.665 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(41)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(A.)-288 (Bramon)-288 (and)-288 (M.)-288 (D.)-288 (Scadron,)-288 (Phys.)-288 (Lett.)-288 (B)]TJ
/F13 1 Tf
18.593 0 TD
(234)Tj
/F15 1 Tf
1.5 0 TD
[(,)-288 (346)]TJ
/F10 1 Tf
2.326 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1990)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-27.084 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(42)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(E.)-333 (V.)-333 (Shuryak,)-333 (hep-ph/9503427.)]TJ
/F10 1 Tf
-1.999 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(43)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(R.)-399 (Alkofer,)-399 (M.)-399 (Nowak,)-399 (J.)-399 (Verbaarschot,)-399 (and)-399 (I.)-399 (Zahed,)-399 (Phys.)]TJ
0 -1.278 TD
[(Lett.)-333 (B)]TJ
/F13 1 Tf
3.193 0 TD
(233)Tj
/F15 1 Tf
1.5 0 TD
[(,)-333 (205)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1989)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-11.774 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(44)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(M.)-333 (D.)-333 (Scadron,)-333 (Phys.)-333 (Rev.)-333 (D)]TJ
/F13 1 Tf
12.412 0 TD
(29)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (2076)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1984)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-20.992 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(45)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(CELLO)-466 (Collaboration,)-466 (H.-J.)-466 (Behrend)]TJ
/F17 1 Tf
16.168 0 TD
[(et)-333 (al.)]TJ
/F15 1 Tf
2.083 0 TD
[(,)-466 (Z)0 (.)-466 (Phys.)-466 (C)]TJ
/F13 1 Tf
5.837 0 TD
(49)Tj
/F15 1 Tf
1 0 TD
(,)Tj
-25.088 -1.278 TD
(401)Tj
/F10 1 Tf
1.833 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1991)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-6.497 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(46)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
(TPC/2)Tj
/F10 1 Tf
8.98 0 2.494 8.98 356.397 148.853 Tm
(g)Tj
/F15 1 Tf
8.98 0 0 8.98 365.639 148.853 Tm
[(Collaboration,)-393 (H.)-393 (Aihara)]TJ
/F17 1 Tf
10.623 0 TD
[(et)-333 (al.)]TJ
/F15 1 Tf
2.083 0 TD
[(,)-393 (Phys.)-393 (Rev.)-393 (Lett.)]TJ
/F13 1 Tf
7.74 0 TD
(64)Tj
/F15 1 Tf
1 0 TD
(,)Tj
-25.088 -1.278 TD
(172)Tj
/F10 1 Tf
1.833 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1990)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-6.497 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(47)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(J.)-333 (Gasser)-333 (and)-333 (H.)-333 (Leutwyler,)-333 (Nucl.)-333 (Phys.)]TJ
/F13 1 Tf
16.854 0 TD
(B250)Tj
/F15 1 Tf
2.167 0 TD
[(,)-333 (465)]TJ
/F10 1 Tf
2.415 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1985)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-26.101 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(48)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(G.)-259 (P.)-259 (Lepage)-259 (and)-259 (S.)-259 (J.)-259 (Brodsky,)-259 (Phys.)-259 (Rev.)-259 (D)]TJ
/F13 1 Tf
18.622 0 TD
(22)Tj
/F15 1 Tf
1 0 TD
[(,)-259 (2157)]TJ
/F10 1 Tf
2.769 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1980)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(;)Tj
-25.057 -1.278 TD
[(S.)-333 (J.)-333 (Brodsky)-333 (and)-333 (G.)-333 (P.)-333 (Lepage,)]TJ
/F17 1 Tf
13.578 0 TD
(ibid.)Tj
/F13 1 Tf
2.139 0 TD
(24)Tj
/F15 1 Tf
1 0 TD
[(,)-333 (1808)]TJ
/F10 1 Tf
2.915 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
(1981)Tj
/F10 1 Tf
2 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
(.)Tj
/F10 1 Tf
-24.297 -1.278 TD
(@)Tj
/F15 1 Tf
0.333 0 TD
(49)Tj
/F10 1 Tf
1 0 TD
(#)Tj
/F15 1 Tf
0.666 0 TD
[(G.)-470 (Farrar,)-470 (in)]TJ
/F17 1 Tf
5.853 0 TD
[(ICHEP)-470 ('96)]TJ
/F15 1 Tf
4.747 0 TD
[(,)-470 (Proceedings)-470 (of)-470 (28th)-470 (International)]TJ
-10.6 -1.278 TD
[(Conference)-427 (on)-427 (High-energy)-427 (Physics,)-427 (Warsaw,)-427 (Poland,)-427 (1996,)]TJ
T*
[(edited)-418 (by)-418 (Z.)-418 (Ajduk)-418 (and)-418 (A.K.)-418 (Wroblewski)]TJ
/F10 1 Tf
18.004 0 TD
(~)Tj
/F15 1 Tf
0.333 0 TD
[(World)-418 (Scienti\256c,)]TJ
-18.337 -1.278 TD
[(Singapore,)-333 (1997)]TJ
/F10 1 Tf
6.638 0 TD
(!)Tj
/F15 1 Tf
0.333 0 TD
[(,)-333 (pp.)-333 (470)-65 (\261)-65 (473,)-333 (hep-ph/9612354.)]TJ
/F10 1 Tf
8.98 0 3.39 8.98 51.562 752.165 Tm
(h)Tj
/F15 1 Tf
8.98 0 0 8.98 60.754 752.165 Tm
(AND)Tj
/F10 1 Tf
8.98 0 3.39 8.98 83.193 752.165 Tm
(h)Tj
/F11 1 Tf
9.666 0 0 9.666 89.397 751.87 Tm
(8)Tj
/F15 1 Tf
8.98 0 0 8.98 96.102 752.165 Tm
[(IN)-333 (A)-333 (COUPLED)-333 (SCHWINGER-DYSON)-333 (AN)]TJ
18.884 0 TD
0.25 Tc
(D...)Tj
17.995 -0.106 TD
0 Tc
[(PHYSICAL)-333 (REVIEW)-333 (D)]TJ
/F13 1 Tf
10.497 0 TD
(58)Tj
/F15 1 Tf
1.333 0 TD
(096003)Tj
-27.502 -80 TD
(096003-15)Tj
ET
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[ 39/quoteright 96/quoteleft 127/mu/Agrave/Aacute/Acircumflex
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/Eth/Ntilde/Ograve/Oacute/Ocircumflex/Otilde
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/Yacute/Thorn/copyright/registered/trademark/plusminus
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/acircumflex/atilde/adieresis/aring/ccedilla/egrave
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/idieresis/ntilde/ograve/eth/AE/oacute
/ordfeminine/ocircumflex/otilde/odieresis/ugrave/Lslash
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