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currentdict end 1 index exch definefont pop MFontDict 1 index null put } if exch pop exch pop } def /ISOLatin1 { (ISOLatin1) MCreateEncoding } def /ISO8859 { (ISOLatin1) MCreateEncoding } def /Mcopyfont { dup maxlength dict exch { 1 index /FID eq { pop pop } { 2 index 3 1 roll put } ifelse } forall } def /Plain /Courier findfont Mcopyfont definefont pop /Bold /Courier-Bold findfont Mcopyfont definefont pop /Italic /Courier-Oblique findfont Mcopyfont definefont pop /MathPictureStart { gsave Mtransform Mlmarg Mbmarg translate Mwidth Mlmarg Mrmarg add sub /Mwidth exch def Mheight Mbmarg Mtmarg add sub /Mheight exch def /Mtmatrix matrix currentmatrix def /Mgmatrix matrix currentmatrix def } bind def /MathPictureEnd { grestore
} bind def /MFill { 0 0 moveto Mwidth 0 lineto Mwidth Mheight lineto 0 Mheight lineto fill } bind def /MPlotRegion { 3 index Mwidth mul 2 index Mheight mul translate exch sub Mheight mul /Mheight exch def exch sub Mwidth mul /Mwidth exch def } bind def /MathSubStart { Momatrix Mgmatrix Mtmatrix Mwidth Mheight 7 -2 roll moveto Mtmatrix setmatrix currentpoint Mgmatrix setmatrix 9 -2 roll moveto Mtmatrix setmatrix currentpoint 2 copy translate /Mtmatrix matrix currentmatrix def 3 -1 roll exch sub /Mheight exch def sub /Mwidth exch def } bind def /MathSubEnd { /Mheight exch def /Mwidth exch def /Mtmatrix exch def dup setmatrix /Mgmatrix exch def /Momatrix exch def } bind def /Mdot { moveto 0 0 rlineto stroke } bind def /Mtetra { moveto
lineto lineto lineto fill } bind def /Metetra { moveto lineto lineto lineto closepath gsave fill grestore 0 setgray stroke } bind def /Mistroke { flattenpath 0 0 0 { 4 2 roll pop pop } { 4 -1 roll 2 index sub dup mul 4 -1 roll 2 index sub dup mul add sqrt 4 -1 roll add 3 1 roll } { stop } { stop } pathforall pop pop currentpoint stroke moveto currentdash 3 -1 roll add setdash } bind def /Mfstroke { stroke currentdash pop 0 setdash } bind def /Mrotsboxa {
gsave dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def grestore Msboxa 3 -1 roll /Mtmatrix exch def /Mrot 0 def } bind def /Msboxa { newpath 5 -1 roll Mvboxa pop Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Msboxa1 5 -3 roll Msboxa1 Mboxrot [ 7 -2 roll 2 copy [ 3 1 roll 10 -1 roll 9 -1 roll ] 6 1 roll 5 -2 roll ] } bind def /Msboxa1 { sub 2 div dup
2 index 1 add mul 3 -1 roll -1 add 3 -1 roll mul } bind def /Mvboxa { Mfixwid { Mvboxa1 } { dup Mwidthcal 0 exch { add } forall exch Mvboxa1 4 index 7 -1 roll add 4 -1 roll pop 3 1 roll } ifelse } bind def /Mvboxa1 { gsave newpath [ true 3 -1 roll { Mbbox 5 -1 roll { 0 5 1 roll } { 7 -1 roll exch sub (m) stringwidth pop .3 mul sub 7 1 roll 6 -1 roll 4 -1 roll Mmin 3 -1 roll 5 index add 5 -1 roll 4 -1 roll
Mmax 4 -1 roll } ifelse false } forall { stop } if counttomark 1 add 4 roll ] grestore } bind def /Mbbox { 1 dict begin 0 0 moveto /temp (T) def { gsave currentpoint newpath moveto temp 0 3 -1 roll put temp false charpath flattenpath currentpoint pathbbox grestore moveto lineto moveto} forall pathbbox newpath end } bind def /Mmin { 2 copy gt { exch } if pop } bind def /Mmax { 2 copy lt { exch } if pop } bind def /Mrotshowa { dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix
matrix currentmatrix def Mgmatrix setmatrix Mshowa /Mtmatrix exch def /Mrot 0 def } bind def /Mshowa { 4 -2 roll moveto 2 index Mtmatrix setmatrix Mvboxa 7 1 roll Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Mshowa1 4 1 roll Mshowa1 rmoveto currentpoint Mfixwid { Mshowax } { Mshoway } ifelse pop pop pop pop Mgmatrix setmatrix } bind def /Mshowax { 0 1 4 index length -1 add { 2 index 4 index 2 index get 3 index add moveto 4 index exch get Mfixdash { Mfixdashp } if show } for } bind def /Mfixdashp {
dup length 1 gt 1 index true exch { 45 eq and } forall and { gsave (--) stringwidth pop (-) stringwidth pop sub 2 div 0 rmoveto dup length 1 sub { (-) show } repeat grestore } if } bind def /Mshoway { 3 index Mwidthcal 5 1 roll 0 1 4 index length -1 add { 2 index 4 index 2 index get 3 index add moveto 4 index exch get [ 6 index aload length 2 add -1 roll { pop Strform
stringwidth pop neg exch add 0 rmoveto } exch kshow cleartomark } for pop } bind def /Mwidthcal { [ exch { Mwidthcal1 } forall ] [ exch dup Maxlen -1 add 0 1 3 -1 roll { [ exch 2 index { 1 index Mget exch } forall pop Maxget exch } for pop ] Mreva } bind def /Mreva { [ exch aload length -1 1 {1 roll} for ] } bind def /Mget { 1 index
length -1 add 1 index ge { get } { pop pop 0 } ifelse } bind def /Maxlen { [ exch { length } forall Maxget } bind def /Maxget { counttomark -1 add 1 1 3 -1 roll { pop Mmax } for exch pop } bind def /Mwidthcal1 { [ exch { Strform stringwidth pop } forall ] } bind def /Strform { /tem (x) def tem 0 3 -1 roll put tem } bind def /Mshowa1 { 2 copy add 4 1 roll sub mul
sub -2 div } bind def /MathScale { Mwidth Mheight Mlp translate scale /yscale exch def /ybias exch def /xscale exch def /xbias exch def /Momatrix xscale yscale matrix scale xbias ybias matrix translate matrix concatmatrix def /Mgmatrix matrix currentmatrix def } bind def /Mlp { 3 copy Mlpfirst { Mnodistort { Mmin dup } if 4 index 2 index 2 index Mlprun 11 index 11 -1 roll 10 -4 roll Mlp1 8 index 9 -5 roll Mlp1 4 -1 roll and { exit } if 3 -1 roll pop pop } loop exch 3 1 roll 7 -3 roll pop pop pop } bind def /Mlpfirst { 3 -1 roll dup length 2 copy -2 add get aload
pop pop pop 4 -2 roll -1 add get aload pop pop pop 6 -1 roll 3 -1 roll 5 -1 roll sub div 4 1 roll exch sub div } bind def /Mlprun { 2 copy 4 index 0 get dup 4 1 roll Mlprun1 3 copy 8 -2 roll 9 -1 roll { 3 copy Mlprun1 3 copy 11 -3 roll /gt Mlpminmax 8 3 roll 11 -3 roll /lt Mlpminmax 8 3 roll } forall pop pop pop pop 3 1 roll pop pop aload pop 5 -1 roll aload pop exch 6 -1 roll Mlprun2 8 2 roll 4 -1 roll Mlprun2 6 2 roll 3 -1 roll Mlprun2 4 2 roll exch Mlprun2 6 2 roll } bind def /Mlprun1 { aload pop exch
6 -1 roll 5 -1 roll mul add 4 -2 roll mul 3 -1 roll add } bind def /Mlprun2 { 2 copy add 2 div 3 1 roll exch sub } bind def /Mlpminmax { cvx 2 index 6 index 2 index exec { 7 -3 roll 4 -1 roll } if 1 index 5 index 3 -1 roll exec { 4 1 roll pop 5 -1 roll aload pop pop 4 -1 roll aload pop [ 8 -2 roll pop 5 -2 roll pop 6 -2 roll pop 5 -1 roll ] 4 1 roll pop } { pop pop pop } ifelse } bind def /Mlp1 { 5 index 3 index sub 5 index 2 index mul 1 index le
1 index 0 le or dup not { 1 index 3 index div .99999 mul 8 -1 roll pop 7 1 roll } if 8 -1 roll 2 div 7 -2 roll pop sub 5 index 6 -3 roll pop pop mul sub exch } bind def /intop 0 def /inrht 0 def /inflag 0 def /outflag 0 def /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def /Minner { outflag 1 eq { /outflag 0 def /intop 0 def /inrht 0 def } if 5 index gsave Mtmatrix setmatrix Mvboxa pop grestore 3 -1 roll pop dup intop gt { /intop exch def } { pop } ifelse dup inrht
gt { /inrht exch def } { pop } ifelse pop /inflag 1 def } bind def /Mouter { /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def inflag 1 eq { dup 0 lt { dup intop mul neg /yadtop exch def } if dup 0 gt { dup intop mul /yadbot exch def } if pop dup 0 lt { dup inrht mul neg /xadrht exch def } if dup 0 gt { dup inrht mul /xadlft exch def } if
pop /outflag 1 def } { pop pop} ifelse /inflag 0 def /inrht 0 def /intop 0 def } bind def /Mboxout { outflag 1 eq { 4 -1 roll xadlft leadjust add sub 4 1 roll 3 -1 roll yadbot leadjust add sub 3 1 roll exch xadrht leadjust add add exch yadtop leadjust add add /outflag 0 def /xadlft 0 def /yadbot 0 def /xadrht 0 def /yadtop 0 def } if } bind def /leadjust { (m) stringwidth pop .5 mul } bind def /Mrotcheck { dup 90 eq { yadbot /yadbot xadrht def
/xadrht yadtop def /yadtop xadlft def /xadlft exch def } if dup cos 1 index sin Checkaux dup cos 1 index sin neg exch Checkaux 3 1 roll pop pop } bind def /Checkaux { 4 index exch 4 index mul 3 1 roll mul add 4 1 roll } bind def /Mboxrot { Mrot 90 eq { brotaux 4 2 roll } if Mrot 180 eq { 4 2 roll brotaux 4 2 roll brotaux } if Mrot 270 eq { 4 2 roll
brotaux } if } bind def /brotaux { neg exch neg } bind def /Mabsproc { 0 matrix defaultmatrix dtransform idtransform dup mul exch dup mul add sqrt } bind def /Mabswid { Mabsproc setlinewidth } bind def /Mabsdash { exch [ exch { Mabsproc } forall ] exch setdash } bind def /MBeginOrig { Momatrix concat} bind def /MEndOrig { Mgmatrix setmatrix} bind def /sampledsound where { pop} { /sampledsound { exch pop exch 5 1 roll mul 4 idiv mul 2 idiv exch pop exch /Mtempproc exch def { Mtempproc pop} repeat } bind def } ifelse /g { setgray} bind def /k { setcmykcolor} bind def /m { moveto} bind def /p { gsave} bind def /r { setrgbcolor} bind def /w { setlinewidth} bind def
/C { curveto} bind def /F { fill} bind def /L { lineto} bind def /P { grestore} bind def /s { stroke} bind def /setcmykcolor where { pop} { /setcmykcolor { 4 1 roll [ 4 1 roll ] { 1 index sub 1 sub neg dup 0 lt { pop 0 } if dup 1 gt { pop 1 } if exch } forall pop setrgbcolor } bind def } ifelse /Mcharproc { currentfile (x) readhexstring pop 0 get exch div } bind def /Mshadeproc { dup 3 1 roll { dup Mcharproc
3 1 roll } repeat 1 eq { setgray } { 3 eq { setrgbcolor } { setcmykcolor } ifelse } ifelse } bind def /Mrectproc { 3 index 2 index moveto 2 index 3 -1 roll lineto dup 3 1 roll lineto lineto fill } bind def /Mcolorimage { 7 1 roll pop pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index
9 index Mshadeproc Mrectproc } for pop } for pop pop pop pop } bind def /Mimage { pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index Mcharproc setgray Mrectproc } for pop } for pop pop pop } bind def MathPictureStart /Courier findfont 10 scalefont setfont 0.0238095 0.0907029 0.0147151 0.0588604 [ [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale 1 setlinecap 1 setlinejoin newpath [ ] 0 setdash 0 g p P 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip
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p
p
p
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.002 w .40901 .74986 m .40145 .75705 L p .3889 .76787 L 0 0 0 r F P s P p .002 w .40145 .75705 m .41765 .74479 L p .41567 .74478 L .788 .997 .795 r F P s P p .002 w .40638 .74469 m .40145 .75705 L p .41567 .74478 L .788 .997 .795 r F P s P p .002 w .38511 .77126 m .40145 .75705 L p .39994 .75728 L .761 .979 .722 r F P s P p .002 w .39415 .75824 m .38511 .77126 L p .37188 .78375 L 0 0 0 r F P s P p .002 w .39055 .7587 m .38511 .77126 L p .39994 .75728 L .761 .979 .722 r F P s P p .002 w .38511 .77126 m .36863 .78747 L p .37188 .78375 L 0 0 0 r F P s P p .002 w .35197 .80571 m .36435 .77719 L .37926 .76735 L p 0 0 0 r F P s P p .002 w .36863 .78747 m .38511 .77126 L p .38393 .77169 L .726 .947 .643 r
F P s P p .002 w .37926 .76735 m .36863 .78747 L p .35482 .80171 L 0 0 0 r F P s P p .002 w .3745 .77515 m .36863 .78747 L p .38393 .77169 L .726 .947 .643 r F P s P p .002 w .36863 .78747 m .35197 .80571 L p .35482 .80171 L 0 0 0 r F P s P p .002 w .33511 .82604 m .3494 .78776 L .36435 .77719 L p 0 0 0 r F P s P p .002 w .36435 .77719 m .35197 .80571 L .33511 .82604 L p 0 0 0 r F P s P p .002 w .61419 .30132 m .68538 .42532 L .69578 .39646 L p .693 .521 .649 r F P s P p .002 w .68538 .42532 m .61419 .30132 L .60821 .34163 L p .694 .525 .655 r F P s P p .002 w .61419 .30132 m .53398 .30123 L .53273 .34103 L p .772 .585 .647 r F P s P
p .002 w .53273 .34103 m .60821 .34163 L .61419 .30132 L p .772 .585 .647 r F P s P p .002 w .43872 .73524 m .43373 .73448 L .41765 .74479 L p .633 .958 .792 r F P s P p .002 w .43373 .73448 m .43872 .73524 L .45357 .72901 L p .698 .981 .892 r F P s P p .002 w .31803 .84849 m .33442 .79906 L .3494 .78776 L p 0 0 0 r F P s P p .002 w .3494 .78776 m .33511 .82604 L .31803 .84849 L p 0 0 0 r F P s P p .002 w .51313 .71118 m .50928 .7191 L .51444 .71964 L closepath p .613 .746 .94 r F P s P p .002 w .51313 .71118 m .51444 .71964 L .51947 .71952 L closepath p .589 .728 .94 r F P s P p .002 w .51313 .71118 m .50453 .71805 L .50928 .7191 L closepath p .637 .775 .946 r F P s P p .002 w .57555 .73451 m .56854 .74504 L .5824 .75857 L p
.472 .534 .839 r F P s P p .002 w .56854 .74504 m .57555 .73451 .509 .577 .859 r F P s P p .002 w .5599 .72544 m .5547 .73355 L .509 .577 .859 r F P s P p .002 w .45357 .72901 m .44972 .72606 .698 .981 .892 r F P s P p .002 w .44972 .72606 m .45357 .72901 .727 .957 .946 r F P s P p .002 w .53643 .21691 m .44116 .36804 .828 .628 .632 r F P s P p .002 w .44513 .39621 m .53522 .25984 .828 .628 .632 r F P s P p .002 w .51313 .71118 m .51947 .71952 .582 .725 .941 r F P s P p .002 w .30071 .87314 m .31939 .81111 0 0 0 r F P s
L .5599 .72544 L p
.56854 .74504 L p
L .43373 .73448 L p
L .46843 .72348 L p
L .44513 .39621 L p
L .53643 .21691 L p
L .52381 .71855 L closepath p
L .33442 .79906 L p
P p .002 w .33442 .79906 m .31803 .84849 L .30071 .87314 L p 0 0 0 r F P s P p .002 w .59126 .74576 m .5824 .75857 L .5963 .77414 L p .438 .493 .819 r F P s P p .002 w .5824 .75857 m .59126 .74576 L .57555 .73451 L p .472 .534 .839 r F P s P p .002 w .5547 .73355 m .5599 .72544 L .54429 .71853 L p .55 .624 .879 r F P s P p .002 w .54429 .71853 m .54086 .72408 L .5547 .73355 L p .55 .624 .879 r F P s P p .002 w .51313 .71118 m .5007 .71654 L .50453 .71805 L closepath p .647 .801 .957 r F P s P p .002 w .46843 .72348 m .46564 .71954 L .44972 .72606 L p .727 .957 .946 r F P s P p .002 w .46564 .71954 m .46843 .72348 L .48331 .71867 L p .726 .902 .957 r F P s P p .002 w
.60706 .75922 m .5963 .77414 L .61026 .7918 L p .406 .456 .799 r F P s P p .002 w .5963 .77414 m .60706 .75922 L .59126 .74576 L p .438 .493 .819 r F P s P p .002 w .28313 .90003 m .30431 .82391 L .31939 .81111 L p 0 0 .022 r F P s P p .002 w .31939 .81111 m .30071 .87314 L .28313 .90003 L p 0 0 .022 r F P s P p .002 w .54086 .72408 m .54429 .71853 L .52871 .71378 L p .592 .674 .897 r F P s P p .002 w .52871 .71378 m .52701 .71662 L .54086 .72408 L p .592 .674 .897 r F P s P p .002 w .51313 .71118 m .52381 .71855 L .52701 .71662 L closepath p .602 .729 .934 r F P s P p .002 w .5007 .71654 m .4982 .71457 L .48331 .71867 L p .673 .819 .953 r F P s P p .002 w .51313 .71118 m .4982 .71457 L .5007 .71654 L closepath p .647 .811 .962 r F P
s P p .002 w .48331 .71867 m .4815 .71489 L .46564 .71954 L p .726 .902 .957 r F P s P p .002 w .4815 .71489 m .48331 .71867 L .4982 .71457 L p .707 .835 .943 r F P s P p .002 w .26525 .92924 m .28917 .83747 L .30431 .82391 L p 0 0 .064 r F P s P p .002 w .30431 .82391 m .28313 .90003 L .26525 .92924 L p 0 0 .064 r F P s P p .002 w .62297 .77493 m .61026 .7918 L .6243 .81156 L p .377 .421 .78 r F P s P p .002 w .61026 .7918 m .62297 .77493 L .60706 .75922 L p .406 .456 .799 r F P s P p .002 w .51313 .71118 m .52701 .71662 L .52871 .71378 L closepath p .631 .726 .916 r F P s P p .002 w .4982 .71457 m .49732 .71211 L .4815 .71489 L p .707 .835 .943 r F P s P p
.002 w .51313 .71118 m .49732 .652 .802 .955 r F P s P p .002 w .24705 .96084 m .27396 .011 0 .099 r F P s P p .002 w .28917 .83747 m .26525 .011 0 .099 r F P s P p .002 w .60821 .34163 m .67489 .694 .525 .655 r F P s P p .002 w .67489 .45301 m .60821 .695 .531 .661 r F P s P p .002 w .60821 .34163 m .53273 .771 .589 .653 r F P s P p .002 w .53147 .37915 m .60215 .771 .589 .653 r F P s P p .002 w .78602 .62381 m .71629 .589 .435 .641 r F P s P p .002 w .52872 .71032 m .52871 .596 .668 .89 r
.71211 L .4982 .71457 L closepath p
.8518 L .28917 .83747 L p
.92924 L .24705 .96084 L p
.45301 L .68538 .42532 L p
.34163 L .60215 .38023 L p
.34103 L .53147 .37915 L p
.38023 L .60821 .34163 L p
.33533 L .70609 .36645 L p
.71378 L .54429 .71853 L p
F P s P p .002 w .51313 .71118 m .52871 .71378 L .52872 .71032 L closepath .65 .713 .894 r F P s P p .002 w .54435 .71081 m .54429 .71853 L .5599 .72544 L p .568 .616 .86 r F P s P p .002 w .54429 .71853 m .54435 .71081 L .52872 .71032 L p .596 .668 .89 r F P s P p .002 w .63901 .79291 m .6243 .81156 L .63842 .83345 L p .351 .39 .762 r F P s P p .002 w .6243 .81156 m .63901 .79291 L .62297 .77493 L p .377 .421 .78 r F P s P p .002 w .51313 .71118 m .52704 .70672 L .52385 .70361 L closepath .655 .701 .881 r F P s P p .002 w .51313 .71118 m .52385 .70361 L .51949 .70152 L closepath .661 .717 .89 r F P s P p .002 w .51313 .71118 m .51949 .70152 L .51443 .70082 L closepath .679 .742 .899 r F P s P
p
p
p
p
p .002 w .51313 .71118 m .51443 .70082 L .50923 .70157 L closepath .701 .762 .899 r F P s P p .002 w .51313 .71118 m .50923 .70157 L .50445 .70352 L closepath .713 .768 .896 r F P s P p .002 w .51313 .71118 m .50445 .70352 L .50062 .70625 L closepath .709 .768 .898 r F P s P p .002 w .51313 .71118 m .50062 .70625 L .49816 .70925 L closepath .691 .771 .912 r F P s P p .002 w .51313 .71118 m .49816 .70925 L .49732 .71211 L closepath .669 .784 .935 r F P s P p .002 w .51313 .71118 m .52872 .71032 L .52704 .70672 L closepath .655 .701 .881 r F P s P p .002 w .48313 .70953 m .4815 .71489 L .49732 .71211 L p .72 .836 .937 r F P s P p .002 w .49732 .71211 m .49816 .70925 L .48313 .70953 L p .72 .836 .937 r F P s P p .002 w .56002 .71268 m .5599 .72544 L .57555 .73451 L p
p
p
p
p
p
p
.543 .57 .832 r F P s P p .002 w .5599 .72544 m .56002 .71268 L .54435 .71081 L p .568 .616 .86 r F P s P p .002 w .2285 .99493 m .25868 .8669 L .27396 .8518 L p .033 0 .128 r F P s P p .002 w .27396 .8518 m .24705 .96084 L .2285 .99493 L p .033 0 .128 r F P s P p .002 w .53522 .25984 m .44513 .39621 L .44912 .42338 L p .827 .631 .637 r F P s P p .002 w .44912 .42338 m .53398 .30123 L .53522 .25984 L p .827 .631 .637 r F P s P p .002 w .52704 .70672 m .52872 .71032 L .54435 .71081 L p .618 .682 .888 r F P s P p .002 w .46803 .71203 m .46564 .71954 L .4815 .71489 L p .754 .893 .94 r F P s P p .002 w .4815 .71489 m .48313 .70953 L .46803 .71203 L p .754 .893 .94 r F P s
P p .002 w .57575 .71592 m .57555 .73451 L .59126 .74576 L p .52 .531 .807 r F P s P p .002 w .57555 .73451 m .57575 .71592 L .56002 .71268 L p .543 .57 .832 r F P s P p .002 w .48805 .70293 m .48313 .70953 L .49816 .70925 L p .717 .815 .926 r F P s P p .002 w .49816 .70925 m .50062 .70625 L .48805 .70293 L p .717 .815 .926 r F P s P p .002 w .6552 .8132 m .63842 .83345 L .65266 .85753 L p .328 .362 .745 r F P s P p .002 w .63842 .83345 m .6552 .8132 L .63901 .79291 L p .351 .39 .762 r F P s P p .002 w .20957 1.03158 m .24332 .88279 L .25868 .8669 L p .051 0 .152 r F P s P p .002 w .25868 .8669 m .2285 .99493 L .20957 1.03158 L p .051 0 .152 r F P s P p .002 w
.54435 .71081 m .54101 .70225 L .52704 .70672 L p .618 .682 .888 r F P s P p .002 w .52385 .70361 m .52704 .70672 L .54101 .70225 L p .655 .701 .881 r F P s P p .002 w .45282 .71676 m .44972 .72606 L .46564 .71954 L p .782 .942 .93 r F P s P p .002 w .46564 .71954 m .46803 .71203 L .45282 .71676 L p .782 .942 .93 r F P s P p .002 w .54101 .70225 m .54435 .71081 L .56002 .71268 L p .602 .631 .853 r F P s P p .002 w .70609 .36645 m .7712 .62855 L .78602 .62381 L p .589 .435 .641 r F P s P p .002 w .7712 .62855 m .70609 .36645 L .69578 .39646 L p .591 .44 .645 r F P s P p .002 w .49571 .69618 m .48805 .70293 L .50062 .70625 L p .712 .778 .904 r F P s P p .002 w .50062 .70625 m .50445 .70352 L .49571 .69618 L p .712 .778 .904 r F P
s P p .002 w .54101 .70225 m .53462 .655 .701 .881 r F P s P p .002 w .51949 .70152 m .52385 .688 .712 .867 r F P s P p .002 w .59155 .72053 m .59126 .501 .497 .784 r F P s P p .002 w .59126 .74576 m .59155 .52 .531 .807 r F P s P p .002 w .60215 .38023 m .66433 .695 .531 .661 r F P s P p .002 w .66433 .47948 m .60215 .696 .536 .667 r F P s P p .002 w .60215 .38023 m .53147 .77 .594 .66 r F P s P p .002 w .53019 .41554 m .59601 .77 .594 .66 r F P s P p
.69463 L .52385 .70361 L p
.70361 L .53462 .69463 L p
.74576 L .60706 .75922 L p
.72053 L .57575 .71592 L p
.47948 L .67489 .45301 L p
.38023 L .59601 .41706 L p
.37915 L .53019 .41554 L p
.41706 L .60215 .38023 L p
.002 w .19024 1.07092 m .22788 .89948 L .24332 .88279 L p .067 0 .174 r F P s P p .002 w .24332 .88279 m .20957 1.03158 L .19024 1.07092 L p .067 0 .174 r F P s P p .002 w .55502 .69777 m .56002 .71268 L .57575 .71592 L p .586 .589 .822 r F P s P p .002 w .56002 .71268 m .55502 .69777 L .54101 .70225 L p .602 .631 .853 r F P s P p .002 w .5053 .69083 m .49571 .69618 L .50445 .70352 L p .71 .742 .877 r F P s P p .002 w .50445 .70352 m .50923 .70157 L .5053 .69083 L p .71 .742 .877 r F P s P p .002 w .43749 .72376 m .43373 .73448 L .44972 .72606 L p .799 .978 .903 r F P s P p .002 w .44972 .72606 m .45282 .71676 L .43749 .72376 L p .799 .978 .903 r F P s P p .002 w .53462 .69463 m .52588 .68966 L .51949 .70152 L p .688 .712 .867 r
F P s P p .002 w .51443 .70082 m .51949 .70152 L .52588 .68966 L p .705 .716 .857 r F P s P p .002 w .47539 .70123 m .46803 .71203 L .48313 .70953 L p .762 .851 .918 r F P s P p .002 w .48313 .70953 m .48805 .70293 L .47539 .70123 L p .762 .851 .918 r F P s P p .002 w .52588 .68966 m .51573 .68836 L .51443 .70082 L p .705 .716 .857 r F P s P p .002 w .50923 .70157 m .51443 .70082 L .51573 .68836 L p .71 .722 .859 r F P s P p .002 w .51573 .68836 m .5053 .69083 L .50923 .70157 L p .71 .722 .859 r F P s P p .002 w .53462 .69463 m .54101 .70225 L .55502 .69777 L p .65 .659 .845 r F P s P p .002 w .53398 .30123 m .44912 .42338 L .45312 .44953 L p .825 .633 .643 r F P s P
p .002 w .45312 .44953 m .53273 .825 .633 .643 r F P s P p .002 w .67157 .83587 m .65266 .306 .336 .729 r F P s P p .002 w .65266 .85753 m .67157 .328 .362 .745 r F P s P p .002 w .69578 .39646 m .75643 .591 .44 .645 r F P s P p .002 w .75643 .63328 m .69578 .593 .445 .651 r F P s P p .002 w .60744 .72655 m .60706 .484 .468 .764 r F P s P p .002 w .60706 .75922 m .60744 .501 .497 .784 r F P s P p .002 w .56908 .69326 m .57575 .572 .554 .796 r F P s P p .002 w .57575 .71592 m .56908
.34103 L .53398 .30123 L p
.85753 L .66703 .88383 L p
.83587 L .6552 .8132 L p
.63328 L .7712 .62855 L p
.39646 L .68538 .42532 L p
.75922 L .62297 .77493 L p
.72655 L .59155 .72053 L p
.71592 L .59155 .72053 L p
.69326 L .55502 .69777 L p
.586 .589 .822 r F P s P p .002 w .55502 .69777 m .54543 .65 .659 .845 r F P s P p .002 w .52588 .68966 m .53462 .695 .681 .833 r F P s P p .002 w .42202 .73306 m .41765 .801 .997 .857 r F P s P p .002 w .43373 .73448 m .43749 .801 .997 .857 r F P s P p .002 w .48692 .68916 m .47539 .756 .792 .882 r F P s P p .002 w .48805 .70293 m .49571 .756 .792 .882 r F P s P p .002 w .54543 .68426 m .55502 .644 .624 .815 r F P s P p .002 w .59601 .41706 m .65369 .696 .536 .667 r F P s
.68426 L .53462 .69463 L p
.69463 L .54543 .68426 L p
.74479 L .43373 .73448 L p
.72376 L .42202 .73306 L p
.70123 L .48805 .70293 L p
.69618 L .48692 .68916 L p
.69777 L .56908 .69326 L p
.50471 L .66433 .47948 L p
P p .002 w .65369 .50471 m .59601 .41706 .696 .543 .674 r F P s P p .002 w .59601 .41706 m .53019 .41554 .769 .598 .667 r F P s P p .002 w .5289 .45015 m .5898 .45204 L .769 .598 .667 r F P s P p .002 w .46263 .70116 m .45282 .71676 .801 .882 .904 r F P s P p .002 w .46803 .71203 m .47539 .70123 .801 .882 .904 r F P s P p .002 w .54543 .68426 m .53229 .67558 .695 .681 .833 r F P s P p .002 w .51573 .68836 m .52588 .68966 .724 .696 .823 r F P s P p .002 w .50135 .67897 m .48692 .68916 .748 .742 .846 r F P s P p .002 w
L .5898 .45204 L p
L .5289 .45015 L p
.59601 .41706 L p
L .46803 .71203 L p
L .46263 .70116 L p
L .52588 .68966 L p
L .53229 .67558 L p
L .49571 .69618 L p
.49571 .69618 m .5053 .69083 L .50135 .67897 L p .748 .742 .846 r F P s P p .002 w .53229 .67558 m .51704 .6738 L .51573 .68836 L p .724 .696 .823 r F P s P p .002 w .5053 .69083 m .51573 .68836 L .51704 .6738 L p .739 .712 .826 r F P s P p .002 w .68538 .42532 m .74171 .638 L .75643 .63328 L p .593 .445 .651 r F P s P p .002 w .74171 .638 m .68538 .42532 L .67489 .45301 L p .595 .451 .656 r F P s P p .002 w .58319 .68875 m .59155 .72053 L .60744 .72655 L p .56 .525 .772 r F P s P p .002 w .59155 .72053 m .58319 .68875 L .56908 .69326 L p .572 .554 .796 r F P s P p .002 w .51704 .6738 m .50135 .67897 L .5053 .69083 L p .739 .712 .826 r F P s P p .002 w .68814 .86097 m .66703 .88383 L .68155 .91241 L p .287 .313 .714 r F P
s P p .002 w .66703 .88383 m .68814 .306 .336 .729 r F P s P p .002 w .53273 .34103 m .45312 .823 .636 .65 r F P s P p .002 w .45714 .47464 m .53147 .823 .636 .65 r F P s P p .002 w .56908 .69326 m .55627 .644 .624 .815 r F P s P p .002 w .53229 .67558 m .54543 .699 .656 .804 r F P s P p .002 w .62343 .73396 m .62297 .469 .442 .746 r F P s P p .002 w .62297 .77493 m .62343 .484 .468 .764 r F P s P p .002 w .55627 .67248 m .56908 .637 .595 .789 r F P s P p
.86097 L .67157 .83587 L p
.44953 L .45714 .47464 L p
.37915 L .53273 .34103 L p
.67248 L .54543 .68426 L p
.68426 L .55627 .67248 L p
.77493 L .63901 .79291 L p
.73396 L .60744 .72655 L p
.69326 L .58319 .68875 L p
.002 w .41765 .74479 m .42202 .73306 L .40638 .74469 L p .788 .997 .795 r F P s P p .002 w .5898 .45204 m .64299 .52868 L .65369 .50471 L p .696 .543 .674 r F P s P p .002 w .64299 .52868 m .5898 .45204 L .58354 .48511 L p .697 .55 .683 r F P s P p .002 w .5898 .45204 m .5289 .45015 L .5276 .48291 L p .768 .603 .675 r F P s P p .002 w .5276 .48291 m .58354 .48511 L .5898 .45204 L p .768 .603 .675 r F P s P p .002 w .55627 .67248 m .53873 .65929 L .53229 .67558 L p .699 .656 .804 r F P s P p .002 w .51704 .6738 m .53229 .67558 L .53873 .65929 L p .737 .679 .794 r F P s P p .002 w .67489 .45301 m .72704 .64269 L .74171 .638 L p .595 .451 .656 r F P s P p .002 w .72704 .64269 m .67489 .45301 L .66433 .47948 L p .597 .458 .663 r
F P s P p .002 w .47807 .68247 m .46263 .792 .802 .86 r F P s P p .002 w .47539 .70123 m .48692 .792 .802 .86 r F P s P p .002 w .44976 .70275 m .43749 .836 .907 .887 r F P s P p .002 w .45282 .71676 m .46263 .836 .907 .887 r F P s P p .002 w .58319 .68875 m .56713 .637 .595 .789 r F P s P p .002 w .53873 .65929 m .55627 .7 .634 .779 r F P s P p .002 w .60744 .72655 m .59735 .56 .525 .772 r F P s P p .002 w .56713 .65931 m .58319 .632 .57 .768 r F P s P
.70116 L .47539 .70123 L p
.68916 L .47807 .68247 L p
.72376 L .45282 .71676 L p
.70116 L .44976 .70275 L p
.65931 L .55627 .67248 L p
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.68421 L .58319 .68875 L p
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L .81207 1.11121 L p
.7744 .86779 L p
.79331 1.0668 L p
.3856 .6336 L p
.35527 .76229 L p
.32477 .83978 L p
s P p .002 w .32477 .83978 m .35527 .76229 L .34094 .77817 L p .951 .955 .684 r F P s P p .002 w .23477 1.00387 m .2285 .99493 L .24705 .96084 L p 0 0 0 r F P s P p .002 w .24705 .96084 m .25365 .96489 L .23477 1.00387 L p 0 0 0 r F P s P p .002 w .32633 .79603 m .3856 .6336 L .37589 .63058 L p .939 .802 .682 r F P s P p .002 w .3856 .6336 m .32633 .79603 L .34094 .77817 L p .934 .804 .692 r F P s P p .002 w .81207 1.11121 m .81043 .91534 L .79227 .89068 L p .391 .308 .642 r F P s P p .002 w .79227 .89068 m .79331 1.0668 L .81207 1.11121 L p .391 .308 .642 r F P s P p .002 w .31144 .81596 m .37589 .63058 L .36608 .62792 L p .944 .8 .671 r F P s P p
.002 w .37589 .63058 m .31144 .81596 L .32633 .79603 L p .939 .802 .682 r F P s P p .002 w .32633 .79603 m .29001 .89643 L .30757 .86669 L p .953 .95 .659 r F P s P p .002 w .30757 .86669 m .34094 .77817 L .32633 .79603 L p .953 .95 .659 r F P s P p .002 w .21538 1.04622 m .20957 1.03158 L .2285 .99493 L p 0 0 0 r F P s P p .002 w .2285 .99493 m .23456 1.00357 L p .21538 1.04622 L 0 0 0 r F P s P p .002 w .20957 1.03158 m .21538 1.04622 L .19542 1.0921 L p 0 0 0 r F P s P p .002 w .2485 .91771 m .19685 1.08738 L p .21538 1.04622 L .95 .92 .558 r F P s P p .002 w .19685 1.08738 m .19542 1.0921 L .21538 1.04622 L p .95 .92 .558 r F P s P p .002 w .23456 1.00357 m .23477 1.00387 L .21538 1.04622 L p 0 0 0 r
F P s P p .002 w .83128 1.15884 m .8289 .94181 L .81043 .91534 L p .387 .301 .637 r F P s P p .002 w .81043 .91534 m .81207 1.11121 L .83128 1.15884 L p .387 .301 .637 r F P s P p .002 w .29624 .83801 m .36608 .62792 L .35617 .62562 L p .947 .798 .662 r F P s P p .002 w .36608 .62792 m .29624 .83801 L .31144 .81596 L p .944 .8 .671 r F P s P p .002 w .31144 .81596 m .27204 .92912 L .29001 .89643 L p .954 .945 .636 r F P s P p .002 w .29001 .89643 m .32633 .79603 L .31144 .81596 L p .954 .945 .636 r F P s P p .002 w .19542 1.0921 m .19024 1.07092 L .20957 1.03158 L p 0 0 0 r F P s P p .002 w .2807 .86226 m .35617 .62562 L .34616 .62368 L p .951 .796 .653 r F P s P
p .002 w .35617 .62562 m .2807 .86226 L .29624 .83801 L p .947 .798 .662 r F P s P p .002 w .26479 .88879 m .34616 .62368 L .33604 .6221 L p .954 .794 .645 r F P s P p .002 w .34616 .62368 m .26479 .88879 L .2807 .86226 L p .951 .796 .653 r F P s P p .002 w .29624 .83801 m .25365 .96489 L .27204 .92912 L p .954 .939 .615 r F P s P p .002 w .27204 .92912 m .31144 .81596 L .29624 .83801 L p .954 .939 .615 r F P s P p .002 w .33604 .6221 m .2485 .91771 L .26479 .88879 L p .954 .794 .645 r F P s P p .002 w .2807 .86226 m .23477 1.00387 L .25365 .96489 L p .953 .933 .595 r F P s P p .002 w .25365 .96489 m .29624 .83801 L .2807 .86226 L p .953 .933 .595 r F P s P p .002 w .26479 .88879 m .21538 1.04622 L .23477 1.00387 L p
.952 .926 .576 r F P s P p .002 w .23477 1.00387 m .2807 .86226 L .26479 .88879 L p .952 .926 .576 r F P s P p .002 w .21538 1.04622 m .26479 .88879 L .2485 .91771 L p .95 .92 .558 r F P s P p .002 w .64195 .03384 m .89557 .40335 L s .89557 .40335 m .96616 1.2344 L s .96616 1.2344 m .66918 .91524 L s .66918 .91524 m .64195 .03384 L s .11326 .24433 m .03384 1.09893 L s .03384 1.09893 m .66918 .91524 L s .66918 .91524 m .64195 .03384 L s .64195 .03384 m .11326 .24433 L s P p p .002 w .03384 1.09893 m .39054 1.37334 L s P p .002 w .11716 1.16303 m .1178 1.1546 L s P [(-2)] .11588 1.1799 .07589 -1 Mshowa
p .002 w .22415 1.24534 m .22461 1.23689 L s P [(0)] .22323 1.26223 .05462 -1 Mshowa p .002 w .32314 1.32149 m .32344 1.31303 L s P [(2)] .32254 1.3384 .03552 -1 Mshowa p .001 w .13925 1.18002 m .13961 1.17496 L s P p .001 w .16098 1.19674 m .16132 1.19168 L s P p .001 w .18237 1.2132 m .18269 1.20813 L s P p .001 w .20342 1.22939 m .20372 1.22433 L s P p .001 w .24456 1.26104 m .24482 1.25597 L s P p .001 w .26466 1.2765 m .26489 1.27143 L s P p .001 w .28445 1.29172 m .28466 1.28665 L s P p .001 w .30394 1.30672 m
.30414 1.30165 L s P p .001 w .09472 1.14577 m .09513 1.14071 L s P p .001 w .07191 1.12822 m .07234 1.12316 L s P p .001 w .04872 1.11038 m .04917 1.10532 L s P p .001 w .34205 1.33604 m .34222 1.33097 L s P p .001 w .36069 1.35038 m .36084 1.3453 L s P p .001 w .37906 1.3645 m .37918 1.35943 L s P P p P MathSubEnd P P MathPictureEnd end showpage -7 185 a endTexFig -7 1356 a 30785864 18418893 4736286 17103257 35522150 35522150 startTexFig -7 1356 a /Mathdict 150 dict def Mathdict begin /Mlmarg 1.0 72 mul def /Mrmarg 1.0 72 mul def /Mbmarg 1.0 72 mul def
/Mtmarg 1.0 72 mul def /Mwidth 8.5 72 mul def /Mheight 11 72 mul def /Mtransform { } bind def /Mnodistort true def /Mfixwid true def /Mfixdash false def /Mrot 0 def /Mpstart { MathPictureStart } bind def /Mpend { MathPictureEnd } bind def /Mscale { 0 1 0 1 5 -1 roll MathScale } bind def /ISOLatin1Encoding dup where { pop pop } { [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /minus /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /asciitilde /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /dotlessi /grave /acute /circumflex /tilde /macron /breve /dotaccent /dieresis /.notdef /ring /cedilla /.notdef /hungarumlaut /ogonek /caron /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis ] def
} ifelse /MFontDict 50 dict def /MStrCat { exch dup length 2 index length add string dup 3 1 roll copy length exch dup 4 2 roll exch putinterval } def /MCreateEncoding { 1 index 255 string cvs (-) MStrCat 1 index MStrCat cvn exch (Encoding) MStrCat cvn dup where { exch get } { pop StandardEncoding } ifelse 3 1 roll dup MFontDict exch known not { 1 index findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding 3 index def currentdict end 1 index exch definefont pop MFontDict 1 index null put } if exch pop exch pop } def /ISOLatin1 { (ISOLatin1) MCreateEncoding } def /ISO8859 { (ISOLatin1) MCreateEncoding } def /Mcopyfont { dup maxlength dict
exch { 1 index /FID eq { pop pop } { 2 index 3 1 roll put } ifelse } forall } def /Plain /Courier findfont Mcopyfont definefont pop /Bold /Courier-Bold findfont Mcopyfont definefont pop /Italic /Courier-Oblique findfont Mcopyfont definefont pop /MathPictureStart { gsave Mtransform Mlmarg Mbmarg translate Mwidth Mlmarg Mrmarg add sub /Mwidth exch def Mheight Mbmarg Mtmarg add sub /Mheight exch def /Mtmatrix matrix currentmatrix def /Mgmatrix matrix currentmatrix def } bind def /MathPictureEnd { grestore } bind def /MFill { 0 0 moveto Mwidth 0 lineto Mwidth Mheight lineto 0 Mheight lineto fill } bind def /MPlotRegion { 3 index Mwidth mul 2 index Mheight mul translate exch sub Mheight mul
/Mheight exch def exch sub Mwidth mul /Mwidth exch def } bind def /MathSubStart { Momatrix Mgmatrix Mtmatrix Mwidth Mheight 7 -2 roll moveto Mtmatrix setmatrix currentpoint Mgmatrix setmatrix 9 -2 roll moveto Mtmatrix setmatrix currentpoint 2 copy translate /Mtmatrix matrix currentmatrix def 3 -1 roll exch sub /Mheight exch def sub /Mwidth exch def } bind def /MathSubEnd { /Mheight exch def /Mwidth exch def /Mtmatrix exch def dup setmatrix /Mgmatrix exch def /Momatrix exch def } bind def /Mdot { moveto 0 0 rlineto stroke } bind def /Mtetra { moveto lineto lineto lineto fill } bind def /Metetra { moveto lineto lineto lineto closepath gsave fill grestore 0 setgray stroke
} bind def /Mistroke { flattenpath 0 0 0 { 4 2 roll pop pop } { 4 -1 roll 2 index sub dup mul 4 -1 roll 2 index sub dup mul add sqrt 4 -1 roll add 3 1 roll } { stop } { stop } pathforall pop pop currentpoint stroke moveto currentdash 3 -1 roll add setdash } bind def /Mfstroke { stroke currentdash pop 0 setdash } bind def /Mrotsboxa { gsave dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index
-1 mul translate /Mtmatrix matrix currentmatrix def grestore Msboxa 3 -1 roll /Mtmatrix exch def /Mrot 0 def } bind def /Msboxa { newpath 5 -1 roll Mvboxa pop Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Msboxa1 5 -3 roll Msboxa1 Mboxrot [ 7 -2 roll 2 copy [ 3 1 roll 10 -1 roll 9 -1 roll ] 6 1 roll 5 -2 roll ] } bind def /Msboxa1 { sub 2 div dup 2 index 1 add mul 3 -1 roll -1 add 3 -1 roll mul } bind def /Mvboxa { Mfixwid { Mvboxa1 } { dup Mwidthcal
0 exch { add } forall exch Mvboxa1 4 index 7 -1 roll add 4 -1 roll pop 3 1 roll } ifelse } bind def /Mvboxa1 { gsave newpath [ true 3 -1 roll { Mbbox 5 -1 roll { 0 5 1 roll } { 7 -1 roll exch sub (m) stringwidth pop .3 mul sub 7 1 roll 6 -1 roll 4 -1 roll Mmin 3 -1 roll 5 index add 5 -1 roll 4 -1 roll Mmax 4 -1 roll } ifelse false } forall { stop } if counttomark 1 add 4 roll ] grestore } bind def /Mbbox { 1 dict begin
0 0 moveto /temp (T) def { gsave currentpoint newpath moveto temp 0 3 -1 roll put temp false charpath flattenpath currentpoint pathbbox grestore moveto lineto moveto} forall pathbbox newpath end } bind def /Mmin { 2 copy gt { exch if } pop } bind def /Mmax { 2 copy lt { exch } if pop } bind def /Mrotshowa { dup /Mrot exch def Mrotcheck Mtmatrix dup setmatrix 7 1 roll 4 index 4 index translate rotate 3 index -1 mul 3 index -1 mul translate /Mtmatrix matrix currentmatrix def Mgmatrix setmatrix Mshowa /Mtmatrix exch def /Mrot 0 def } bind def /Mshowa { 4 -2 roll moveto 2 index Mtmatrix setmatrix Mvboxa 7 1 roll
Mboxout 6 -1 roll 5 -1 roll 4 -1 roll Mshowa1 4 1 roll Mshowa1 rmoveto currentpoint Mfixwid { Mshowax } { Mshoway } ifelse pop pop pop pop Mgmatrix setmatrix } bind def /Mshowax { 0 1 4 index length -1 add { 2 index 4 index 2 index get 3 index add moveto 4 index exch get Mfixdash { Mfixdashp } if show } for } bind def /Mfixdashp { dup length 1 gt 1 index true exch { 45 eq and } forall and { gsave (--) stringwidth pop
(-) stringwidth pop sub 2 div 0 rmoveto dup length 1 sub { (-) show } repeat grestore } if } bind def /Mshoway { 3 index Mwidthcal 5 1 roll 0 1 4 index length -1 add { 2 index 4 index 2 index get 3 index add moveto 4 index exch get [ 6 index aload length 2 add -1 roll { pop Strform stringwidth pop neg exch add 0 rmoveto } exch kshow cleartomark } for pop } bind def /Mwidthcal { [ exch
{ Mwidthcal1 } forall ] [ exch dup Maxlen -1 add 0 1 3 -1 roll { [ exch 2 index { 1 index Mget exch } forall pop Maxget exch } for pop ] Mreva } bind def /Mreva [ exch aload length -1 1 {1 roll} for ] } bind def /Mget { 1 index length -1 add 1 index ge { get } { pop pop 0 } ifelse } bind def /Maxlen [ exch
{
{
{ length } forall Maxget } bind def /Maxget { counttomark -1 add 1 1 3 -1 roll { pop Mmax } for exch pop } bind def /Mwidthcal1 { [ exch { Strform stringwidth pop } forall ] } bind def /Strform { /tem (x) def tem 0 3 -1 roll put tem } bind def /Mshowa1 { 2 copy add 4 1 roll sub mul sub -2 div } bind def /MathScale { Mwidth Mheight Mlp translate scale /yscale exch def /ybias exch def /xscale exch def /xbias exch def /Momatrix xscale yscale matrix scale xbias ybias matrix translate
matrix concatmatrix def /Mgmatrix matrix currentmatrix def } bind def /Mlp { 3 copy Mlpfirst { Mnodistort { Mmin dup } if 4 index 2 index 2 index Mlprun 11 index 11 -1 roll 10 -4 roll Mlp1 8 index 9 -5 roll Mlp1 4 -1 roll and { exit } if 3 -1 roll pop pop } loop exch 3 1 roll 7 -3 roll pop pop pop } bind def /Mlpfirst { 3 -1 roll dup length 2 copy -2 add get aload pop pop pop 4 -2 roll -1 add get aload pop pop pop 6 -1 roll 3 -1 roll 5 -1 roll sub div 4 1 roll exch sub div } bind def /Mlprun {
2 copy 4 index 0 get dup 4 1 roll Mlprun1 3 copy 8 -2 roll 9 -1 roll { 3 copy Mlprun1 3 copy 11 -3 roll /gt Mlpminmax 8 3 roll 11 -3 roll /lt Mlpminmax 8 3 roll } forall pop pop pop pop 3 1 roll pop pop aload pop 5 -1 roll aload pop exch 6 -1 roll Mlprun2 8 2 roll 4 -1 roll Mlprun2 6 2 roll 3 -1 roll Mlprun2 4 2 roll exch Mlprun2 6 2 roll } bind def /Mlprun1 { aload pop exch 6 -1 roll 5 -1 roll mul add 4 -2 roll mul 3 -1 roll add } bind def /Mlprun2 { 2 copy add 2 div 3 1 roll exch sub } bind def /Mlpminmax { cvx
2 index 6 index 2 index exec { 7 -3 roll 4 -1 roll } if 1 index 5 index 3 -1 roll exec { 4 1 roll pop 5 -1 roll aload pop pop 4 -1 roll aload pop [ 8 -2 roll pop 5 -2 roll pop 6 -2 roll pop 5 -1 roll ] 4 1 roll pop } { pop pop pop } ifelse } bind def /Mlp1 { 5 index 3 index sub 5 index 2 index mul 1 index le 1 index 0 le or dup not { 1 index 3 index div .99999 mul 8 -1 roll pop 7 1 roll } if 8 -1 roll 2 div
7 -2 roll pop sub 5 index 6 -3 roll pop pop mul sub exch } bind def /intop 0 def /inrht 0 def /inflag 0 def /outflag 0 def /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def /Minner { outflag 1 eq { /outflag 0 def /intop 0 def /inrht 0 def } if 5 index gsave Mtmatrix setmatrix Mvboxa pop grestore 3 -1 roll pop dup intop gt { /intop exch def } { pop } ifelse dup inrht gt { /inrht exch def } { pop } ifelse pop /inflag 1 def } bind def /Mouter { /xadrht 0 def /xadlft 0 def /yadtop 0 def /yadbot 0 def
inflag 1 eq { dup 0 lt { dup intop mul neg /yadtop exch def } if dup 0 gt { dup intop mul /yadbot exch def } if pop dup 0 lt { dup inrht mul neg /xadrht exch def } if dup 0 gt { dup inrht mul /xadlft exch def } if pop /outflag 1 def } { pop pop} ifelse /inflag 0 def /inrht 0 def /intop 0 def } bind def /Mboxout { outflag 1 eq { 4 -1 roll
xadlft leadjust add sub 4 1 roll 3 -1 roll yadbot leadjust add sub 3 1 roll exch xadrht leadjust add add exch yadtop leadjust add add /outflag 0 def /xadlft 0 def /yadbot 0 def /xadrht 0 def /yadtop 0 def } if } bind def /leadjust { (m) stringwidth pop .5 mul } bind def /Mrotcheck { dup 90 eq { yadbot /yadbot xadrht def /xadrht yadtop def /yadtop xadlft def /xadlft exch def } if dup cos 1 index sin Checkaux
dup cos 1 index sin neg exch Checkaux 3 1 roll pop pop } bind def /Checkaux { 4 index exch 4 index mul 3 1 roll mul add 4 1 roll } bind def /Mboxrot { Mrot 90 eq { brotaux 4 2 roll } if Mrot 180 eq { 4 2 roll brotaux 4 2 roll brotaux } if Mrot 270 eq { 4 2 roll brotaux } if } bind def /brotaux { neg exch neg } bind def /Mabsproc { 0 matrix defaultmatrix dtransform idtransform dup mul exch dup mul add sqrt
} bind def /Mabswid { Mabsproc setlinewidth } bind def /Mabsdash { exch [ exch { Mabsproc } forall ] exch setdash } bind def /MBeginOrig { Momatrix concat} bind def /MEndOrig { Mgmatrix setmatrix} bind def /sampledsound where { pop} { /sampledsound { exch pop exch 5 1 roll mul 4 idiv mul 2 idiv exch pop exch /Mtempproc exch def { Mtempproc pop} repeat } bind def } ifelse /g { setgray} bind def /k { setcmykcolor} bind def /m { moveto} bind def /p { gsave} bind def /r { setrgbcolor} bind def /w { setlinewidth} bind def /C { curveto} bind def /F { fill} bind def /L { lineto} bind def /P { grestore} bind def /s { stroke} bind def /setcmykcolor where { pop} { /setcmykcolor { 4 1 roll [ 4 1 roll ] { 1 index
sub 1 sub neg dup 0 lt { pop 0 } if dup 1 gt { pop 1 } if exch } forall pop setrgbcolor } bind def } ifelse /Mcharproc { currentfile (x) readhexstring pop 0 get exch div } bind def /Mshadeproc { dup 3 1 roll { dup Mcharproc 3 1 roll } repeat 1 eq { setgray } { 3 eq { setrgbcolor } { setcmykcolor } ifelse } ifelse
} bind def /Mrectproc { 3 index 2 index moveto 2 index 3 -1 roll lineto dup 3 1 roll lineto lineto fill } bind def /Mcolorimage { 7 1 roll pop pop matrix invertmatrix concat 2 exch exp 1 sub 3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index 9 index Mshadeproc Mrectproc } for pop } for pop pop pop pop } bind def /Mimage { pop matrix invertmatrix concat 2 exch exp 1 sub
3 1 roll 1 1 2 index { 1 1 4 index { dup 1 sub exch 2 index dup 1 sub exch 7 index Mcharproc setgray Mrectproc } for pop } for pop pop pop } bind def MathPictureStart /Courier findfont 10 scalefont setfont 0.0238095 0.0907029 0.632749 0.0588604 [ [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale 1 setlinecap 1 setlinejoin newpath [ ] 0 setdash 0 g p P 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath p p 0.0238095 0.0147151 0.477324 0.603319 MathSubStart /Courier findfont 10 scalefont setfont -0.185773 1.39942 0.0349854 1.39942 [ p /Times-Roman findfont 12 scalefont setfont [(C)] .5 1.46356 0 -1.5 Msboxa P [(-2)] .50165 1.41874 .00212 -1 Msboxa [(0)] .66611 1.37895 -0.02647 -1 Msboxa [(2)] .83702 1.33758 -0.0566 -1 Msboxa [(-2)] .11593 1.23493 .071 -1 Msboxa [(0)] .22226 1.31725 .05128 -1 Msboxa [(2)] .32111 1.39376 .03345 -1 Msboxa
[(-5)] .09162 .31864 1 -0.38788 Msboxa [(-2.5)] .07708 .48487 1 -0.36811 Msboxa [(0)] .06146 .66334 1 -0.34681 Msboxa [(2.5)] .04466 .85547 1 -0.32379 Msboxa [(5)] .02653 1.06289 1 -0.29884 Msboxa [ 0 0 0 0 ] [ 1 1.46356 0 0 ] ] MathScale 1 setlinecap 1 setlinejoin newpath [ ] 0 setdash p /Times-Roman findfont 12 scalefont setfont [(C)] .5 1.46356 0 -1.5 Mshowa P p p .002 w .38906 1.42858 m .96501 1.28882 L s P p .002 w .50169 1.40125 m .50171 1.3925 L s P [(-2)] .50165 1.41874 .00212 -1 Mshowa p .002 w .66565 1.36146 m .66542 1.35272 L s P [(0)] .66611 1.37895 -0.02647 -1 Mshowa p .002 w .83603 1.32012 m .83553 1.31139 L s P [(2)] .83702 1.33758 -0.0566 -1 Mshowa p .001 w .53399 1.39341 m .53397 1.38816 L s P p .001 w .56653 1.38551 m .56648 1.38027 L s P p .001 w .59932 1.37756 m
.59924 1.37231 L s P p .001 w .63236 1.36954 m .63225 1.36429 L s P p .001 w .6992 1.35332 m .69903 1.34807 L s P p .001 w .73301 1.34512 m .73281 1.33987 L s P p .001 w .76708 1.33685 m .76685 1.3316 L s P p .001 w .80142 1.32852 m .80116 1.32327 L s P p .001 w .46963 1.40903 m .46967 1.40378 L s P p .001 w .43782 1.41675 m .43789 1.4115 L s P p .001 w .40624 1.42441 m .40634 1.41916 L s P p .001 w .8709 1.31165 m .87058 1.30642 L s P p .001 w
.90606 1.30312 m .90569 1.29789 L s P p .001 w .94149 1.29453 m .94109 1.28929 L s P P p p .002 w .03499 1.15368 m .38906 1.42858 L s P p .002 w .11717 1.21748 m .11779 1.20876 L s P [(-2)] .11593 1.23493 .071 -1 Mshowa p .002 w .22316 1.29978 m .22361 1.29104 L s P [(0)] .22226 1.31725 .05128 -1 Mshowa p .002 w .3217 1.37628 m .32199 1.36754 L s P [(2)] .32111 1.39376 .03345 -1 Mshowa p .001 w .139 1.23444 m .13935 1.2292 L s P p .001 w .16051 1.25114 m .16084 1.2459 L s P p .001 w .1817 1.26759 m .18201 1.26235 L s P p .001 w
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P p .002 w .49501 .75191 m .50447 .75425 L .50829 .7444 L p .678 .744 .9 r F P s P p .002 w .51345 .74458 m .50829 .7444 L .50447 .75425 L p .674 .742 .901 r F P s P p .002 w .52475 .75224 m .53341 .74908 L .5228 .74213 L p .654 .75 .92 r F P s P p .002 w .5228 .74213 m .51846 .74377 L .52475 .75224 L p .654 .75 .92 r F P s P p .002 w .41813 .70497 m .42256 .68912 L .40786 .66977 L p .239 .352 .778 r F P s P p .002 w .42256 .68912 m .41813 .70497 L .4336 .71769 L p .35 .46 .832 r F P s P p .002 w .47506 .75399 m .46758 .74267 L .45282 .74341 L p .608 .656 .872 r F P s P p .002 w .46758 .74267 m .47506 .75399 L .48737 .74716 L p .63 .705 .9 r F P s P p .002 w
.49501 .75191 m .48737 .74716 L .47506 .75399 L p .68 .726 .885 r F P s P p .002 w .58995 .76128 m .58109 .76924 L .59489 .78234 L p .351 .501 .868 r F P s P p .002 w .58109 .76924 m .58995 .76128 L .57432 .75077 L p .46 .591 .897 r F P s P p .002 w .57432 .75077 m .56733 .75902 L .58109 .76924 L p .46 .591 .897 r F P s P p .002 w .6057 .77626 m .59489 .78234 L .60875 .79893 L p .22 .39 .82 r F P s P p .002 w .59489 .78234 m .6057 .77626 L .58995 .76128 L p .351 .501 .868 r F P s P p .002 w .48737 .74716 m .49501 .75191 L .50355 .74319 L p .667 .745 .909 r F P s P p .002 w .50829 .7444 m .50355 .74319 L .49501 .75191 L p .678 .744 .9 r F P s P p .002 w .56733 .75902 m .57432 .75077 L .55875 .74381 L p .544 .659 .911 r F P
s P p .002 w .55875 .74381 m .55357 .75109 L .56733 .75902 L p .544 .659 .911 r F P s P p .002 w .45282 .74341 m .4492 .72626 L .4336 .71769 L p .481 .541 .842 r F P s P p .002 w .4492 .72626 m .45282 .74341 L .46758 .74267 L p .543 .62 .879 r F P s P p .002 w .53341 .74908 m .53979 .74487 L .52599 .73979 L p .647 .746 .921 r F P s P p .002 w .52599 .73979 m .5228 .74213 L .53341 .74908 L p .647 .746 .921 r F P s P p .002 w .62163 .79668 m .60875 .79893 L .62272 .81963 L p .079 .266 .753 r F P s P p .002 w .60875 .79893 m .62163 .79668 L .6057 .77626 L p .22 .39 .82 r F P s P p .002 w .55357 .75109 m .55875 .74381 L .54321 .7395 L p .603 .705 .916 r F P s P p
.002 w .54321 .7395 m .53979 .74487 L .55357 .75109 L p .603 .705 .916 r F P s P p .002 w .40728 1.07759 m .36354 .90938 L .35058 .94451 L p .694 .5 .621 r F P s P p .002 w .36354 .90938 m .40728 1.07759 L .41681 1.01057 L p .696 .51 .632 r F P s P p .002 w .53021 .3433 m .4559 .54072 L .45996 .56292 L p .835 .612 .601 r F P s P p .002 w .45996 .56292 m .52903 .40259 L .53021 .3433 L p .835 .612 .601 r F P s P p .002 w .39334 .64518 m .41146 .65966 L .39891 .64147 L p 0 .075 .634 r F P s P p .002 w .41146 .65966 m .39334 .64518 L .40786 .66977 L p 0 .264 .772 r F P s P p .002 w .48737 .74716 m .4824 .74082 L .46758 .74267 L p .63 .705 .9 r F P s P p .002 w .4824 .74082 m .48737 .74716 L .49973 .74104 L p .645 .738 .917 r
F P s P p .002 w .50355 .74319 m .49973 .74104 L .48737 .74716 L p .667 .745 .909 r F P s P p .002 w .62936 .51187 m .58147 .44725 L .57556 .50265 L p .769 .571 .631 r F P s P p .002 w .58147 .44725 m .52655 .50242 L .52527 .54346 L p .826 .614 .617 r F P s P p .002 w .52527 .54346 m .57556 .50265 L .58147 .44725 L p .826 .614 .617 r F P s P p .002 w .46758 .74267 m .46488 .73147 L .4492 .72626 L p .543 .62 .879 r F P s P p .002 w .46488 .73147 m .46758 .74267 L .4824 .74082 L p .594 .685 .905 r F P s P p .002 w .4336 .71769 m .4374 .7039 L .42256 .68912 L p .35 .46 .832 r F P s P p .002 w .4374 .7039 m .4336 .71769 L .4492 .72626 L p .45 .556 .872 r F P s P
p .002 w .51214 .73527 m .50829 .7444 L .51345 .74458 L closepath p .663 .755 .919 r F P s P p .002 w .51214 .73527 m .51345 .74458 L .51846 .74377 L closepath p .661 .753 .919 r F P s P p .002 w .63781 .82354 m .62272 .81963 L .63684 .84509 L p 0 .14 .673 r F P s P p .002 w .62272 .81963 m .63781 .82354 L .62163 .79668 L p .079 .266 .753 r F P s P p .002 w .51214 .73527 m .50355 .74319 L .50829 .7444 L closepath p .66 .751 .918 r F P s P p .002 w .51214 .73527 m .51846 .74377 L .5228 .74213 L closepath p .654 .751 .921 r F P s P p .002 w .53979 .74487 m .54321 .7395 L .52768 .73694 L p .638 .735 .918 r F P s P p .002 w .52768 .73694 m .52599 .73979 L .53979 .74487 L p .638 .735 .918 r F P s P p .002 w .50179 1.35878 m .51031 1.36385 L p
.53431 1.17029 L .833 .593 .576 r F P s P p .002 w .51031 1.36385 m .53576 1.23488 L .53431 1.17029 L p .833 .593 .576 r F P s P p .002 w .53431 1.17029 m .49257 1.35586 L .50179 1.35878 L p .833 .593 .576 r F P s P p .002 w .51214 .73527 m .49973 .74104 L .50355 .74319 L closepath p .657 .745 .915 r F P s P p .002 w .40728 1.07759 m .46556 1.0688 L .46974 1.00627 L p .804 .592 .615 r F P s P p .002 w .46974 1.00627 m .41681 1.01057 L .40728 1.07759 L p .804 .592 .615 r F P s P p .002 w .51214 .73527 m .5228 .74213 L .52599 .73979 L closepath p .649 .75 .923 r F P s P p .002 w .4824 .74082 m .48062 .73415 L .46488 .73147 L p .594 .685 .905 r F P s P p .002 w .48062 .73415 m .4824 .74082 L .49725 .73823 L p .631 .729 .918 r F P s
P p .002 w .49973 .74104 m .49725 .73823 L .4824 .74082 L p .645 .738 .917 r F P s P p .002 w .51214 .73527 m .49725 .73823 L .49973 .74104 L closepath p .656 .742 .913 r F P s P p .002 w .4492 .72626 m .45232 .71484 L .4374 .7039 L p .45 .556 .872 r F P s P p .002 w .45232 .71484 m .4492 .72626 L .46488 .73147 L p .532 .634 .897 r F P s P p .002 w .51214 .73527 m .52599 .73979 L .52768 .73694 L closepath p .65 .75 .923 r F P s P p .002 w .62936 .51187 m .66735 .68558 L .68174 .68097 L p .586 .427 .633 r F P s P p .002 w .66735 .68558 m .62936 .51187 L .6192 .5547 L p .592 .443 .648 r F P s P p .002 w .57556 .50265 m .6192 .5547 L .62936 .51187 L p .769 .571 .631 r F P s P p .002 w
.49725 .73823 m .49638 .73513 L .48062 .73415 L p .631 .729 .918 r F P s P p .002 w .51214 .73527 m .49638 .73513 L .49725 .73823 L closepath p .655 .744 .915 r F P s P p .002 w .40786 .66977 m .42406 .67514 L .41146 .65966 L p 0 .264 .772 r F P s P p .002 w .42406 .67514 m .40786 .66977 L .42256 .68912 L p .169 .429 .865 r F P s P p .002 w .55889 .73366 m .55875 .74381 L .57432 .75077 L p .534 .62 .884 r F P s P p .002 w .55875 .74381 m .55889 .73366 L .54327 .73308 L p .591 .684 .906 r F P s P p .002 w .54327 .73308 m .54321 .7395 L .55875 .74381 L p .591 .684 .906 r F P s P p .002 w .54321 .7395 m .54327 .73308 L .5277 .73384 L p .631 .728 .917 r F P s P p .002 w .5277 .73384 m .52768 .73694 L .54321 .7395 L p .631 .728 .917 r F P
s P p .002 w .65433 .85797 m .63684 .84509 L .65118 .87603 L p 0 .023 .588 r F P s P p .002 w .63684 .84509 m .65433 .85797 L .63781 .82354 L p 0 .14 .673 r F P s P p .002 w .46488 .73147 m .46728 .72268 L .45232 .71484 L p .532 .634 .897 r F P s P p .002 w .46728 .72268 m .46488 .73147 L .48062 .73415 L p .594 .692 .911 r F P s P p .002 w .39734 1.15698 m .35058 .94451 L .33736 .98493 L p .692 .492 .612 r F P s P p .002 w .35058 .94451 m .39734 1.15698 L .40728 1.07759 L p .694 .5 .621 r F P s P p .002 w .51214 .73527 m .52768 .73694 L .5277 .73384 L closepath p .654 .747 .918 r F P s P p .002 w .57455 .73626 m .57432 .75077 L .58995 .76128 L p .464 .541 .85 r F P s P p
.002 w .57432 .75077 m .57455 .534 .62 .884 r F P s P p .002 w .48062 .73415 m .48225 .594 .692 .911 r F P s P p .002 w .48225 .72818 m .48062 .634 .73 .917 r F P s P p .002 w .49638 .73513 m .49721 .634 .73 .917 r F P s P p .002 w .51214 .73527 m .49721 .652 .749 .921 r F P s P p .002 w .51214 .73527 m .52602 .656 .743 .914 r F P s P p .002 w .51214 .73527 m .52283 .658 .748 .917 r F P s P p .002 w .51214 .73527 m .51848 .662 .754 .918 r F P s P p .002 w .51214 .73527 m .51343 .663 .754 .918 r
.73626 L .55889 .73366 L p
.72818 L .46728 .72268 L p
.73415 L .49638 .73513 L p
.73211 L .48225 .72818 L p
.73211 L .49638 .73513 L closepath p
.73083 L .52283 .72828 L closepath p
.72828 L .51848 .72656 L closepath p
.72656 L .51343 .72586 L closepath p
.72586 L .50824 .72619 L closepath p
F P s P p .002 w .51214 .73527 m .50824 .72619 L .50348 .72745 L closepath p .658 .752 .919 r F P s P p .002 w .51214 .73527 m .50348 .72745 L .49967 .72948 L closepath p .651 .75 .922 r F P s P p .002 w .51214 .73527 m .49967 .72948 L .49721 .73211 L closepath p .649 .75 .924 r F P s P p .002 w .51214 .73527 m .5277 .73384 L .52602 .73083 L closepath p .656 .743 .914 r F P s P p .002 w .52602 .73083 m .5277 .73384 L .54327 .73308 L p .636 .733 .918 r F P s P p .002 w .5903 .74155 m .58995 .76128 L .6057 .77626 L p .389 .453 .806 r F P s P p .002 w .58995 .76128 m .5903 .74155 L .57455 .73626 L p .464 .541 .85 r F P s P p .002 w .48714 .72333 m .48225 .72818 L .49721 .73211 L p .643 .741 .92 r F P s P
p .002 w .49721 .73211 m .49967 .643 .741 .92 r F P s P p .002 w .42256 .68912 m .43669 .169 .429 .865 r F P s P p .002 w .43669 .68823 m .42256 .344 .552 .911 r F P s P p .002 w .53995 .72637 m .54327 .608 .692 .903 r F P s P p .002 w .54327 .73308 m .53995 .636 .733 .918 r F P s P p .002 w .52283 .72828 m .52602 .656 .743 .914 r F P s P p .002 w .47457 .71647 m .46728 .612 .721 .923 r F P s P p .002 w .48225 .72818 m .48714 .612 .721 .923 r F P s P p .002 w .49478 .71957 m .48714
.72948 L .48714 .72333 L p
.68823 L .42406 .67514 L p
.68912 L .4374 .7039 L p
.73308 L .55889 .73366 L p
.72637 L .52602 .73083 L p
.73083 L .53995 .72637 L p
.72268 L .48225 .72818 L p
.72333 L .47457 .71647 L p
.72333 L .49967 .72948 L p
.651 .75 .922 r F P s P p .002 w .49967 .72948 m .50348 .72745 .651 .75 .922 r F P s P p .002 w .55392 .72189 m .55889 .73366 .57 .633 .875 r F P s P p .002 w .55889 .73366 m .55392 .72189 .608 .692 .903 r F P s P p .002 w .4374 .7039 m .44933 .69926 L .344 .552 .911 r F P s P p .002 w .44933 .69926 m .4374 .7039 L .471 .635 .926 r F P s P p .002 w .6192 .5547 m .57556 .50265 L .768 .583 .648 r F P s P p .002 w .57556 .50265 m .52527 .54346 .822 .623 .633 r F P s P p .002 w .52397 .57905 m .56947 .55019 .822 .623 .633 r F P s
L .49478 .71957 L p
L .57455 .73626 L p
L .53995 .72637 L p
.43669 .68823 L p
.45232 .71484 L p
.56947 .55019 L p
L .52397 .57905 L p
L .57556 .50265 L p
P p .002 w .53995 .72637 m .53358 .72059 L .52283 .72828 L p .656 .743 .914 r F P s P p .002 w .51848 .72656 m .52283 .72828 L .53358 .72059 L p .674 .745 .904 r F P s P p .002 w .46197 .70856 m .45232 .71484 L .46728 .72268 L p .557 .689 .927 r F P s P p .002 w .46728 .72268 m .47457 .71647 L .46197 .70856 L p .557 .689 .927 r F P s P p .002 w .67129 .90115 m .65118 .87603 L .66578 .91318 L p 0 0 .507 r F P s P p .002 w .65118 .87603 m .67129 .90115 L .65433 .85797 L p 0 .023 .588 r F P s P p .002 w .52903 .40259 m .45996 .56292 L .46404 .58333 L p .832 .618 .612 r F P s P p .002 w .46404 .58333 m .5278 .45556 L .52903 .40259 L p .832 .618 .612 r F P s P p .002 w
.45232 .71484 m .46197 .70856 L .44933 .69926 L p .471 .635 .926 r F P s P p .002 w .50432 .71691 m .49478 .71957 L .50348 .72745 L p .658 .748 .917 r F P s P p .002 w .50348 .72745 m .50824 .72619 L .50432 .71691 L p .658 .748 .917 r F P s P p .002 w .60618 .75024 m .6057 .77626 L .62163 .79668 L p .316 .368 .757 r F P s P p .002 w .6057 .77626 m .60618 .75024 L .5903 .74155 L p .389 .453 .806 r F P s P p .002 w .53358 .72059 m .52486 .71692 L .51848 .72656 L p .674 .745 .904 r F P s P p .002 w .51343 .72586 m .51848 .72656 L .52486 .71692 L p .678 .742 .899 r F P s P p .002 w .6192 .5547 m .65301 .69017 L .66735 .68558 L p .592 .443 .648 r F P s P p .002 w .65301 .69017 m .6192 .5547 L .60882 .59138 L p .599 .463 .667 r F P
s P p .002 w .56947 .55019 m .60882 .59138 L .6192 .5547 L p .768 .583 .648 r F P s P p .002 w .53358 .72059 m .53995 .72637 L .55392 .72189 L p .656 .717 .894 r F P s P p .002 w .51474 .7158 m .50432 .71691 L .50824 .72619 L p .669 .743 .906 r F P s P p .002 w .50824 .72619 m .51343 .72586 L .51474 .7158 L p .669 .743 .906 r F P s P p .002 w .52486 .71692 m .51474 .7158 L .51343 .72586 L p .678 .742 .899 r F P s P p .002 w .56794 .71741 m .57455 .73626 L .5903 .74155 L p .527 .564 .836 r F P s P p .002 w .57455 .73626 m .56794 .71741 L .55392 .72189 L p .57 .633 .875 r F P s P p .002 w .38692 1.25059 m .33736 .98493 L .32383 1.03122 L p .691 .485 .604 r F P s P p
.002 w .33736 .98493 m .38692 1.25059 L .39734 1.15698 L p .692 .492 .612 r F P s P p .002 w .51568 1.36556 m .52604 1.37172 L p .53576 1.23488 L .833 .592 .573 r F P s P p .002 w .52604 1.37172 m .53726 1.30724 L .53576 1.23488 L p .833 .592 .573 r F P s P p .002 w .53576 1.23488 m .51031 1.36385 L .51568 1.36556 L p .833 .592 .573 r F P s P p .002 w .48602 .71161 m .47457 .71647 L .48714 .72333 L p .635 .744 .927 r F P s P p .002 w .48714 .72333 m .49478 .71957 L .48602 .71161 L p .635 .744 .927 r F P s P p .002 w .39734 1.15698 m .46123 1.14237 L .46556 1.0688 L p .805 .586 .605 r F P s P p .002 w .46556 1.0688 m .40728 1.07759 L .39734 1.15698 L p .805 .586 .605 r F P s P p .002 w .55392 .72189 m .54437 .71153 L .53358 .72059 L p .656 .717 .894 r
F P s P p .002 w .52486 .71692 m .53358 .72059 L .54437 .71153 L p .697 .73 .876 r F P s P p .002 w .54437 .71153 m .55392 .72189 L .56794 .71741 L p .653 .68 .863 r F P s P p .002 w .582 .7129 m .5903 .74155 L .60618 .75024 L p .484 .494 .793 r F P s P p .002 w .5903 .74155 m .582 .7129 L .56794 .71741 L p .527 .564 .836 r F P s P p .002 w .50038 .7073 m .48602 .71161 L .49478 .71957 L p .664 .744 .91 r F P s P p .002 w .49478 .71957 m .50432 .71691 L .50038 .7073 L p .664 .744 .91 r F P s P p .002 w .62221 .76305 m .62163 .79668 L .63781 .82354 L p .25 .29 .708 r F P s P p .002 w .62163 .79668 m .62221 .76305 L .60618 .75024 L p .316 .368 .757 r F P s P
p .002 w .47721 .70356 m .46197 .70856 L .47457 .71647 L p .606 .735 .936 r F P s P p .002 w .47457 .71647 m .48602 .71161 L .47721 .70356 L p .606 .735 .936 r F P s P p .002 w .54437 .71153 m .53127 .70545 L .52486 .71692 L p .697 .73 .876 r F P s P p .002 w .51474 .7158 m .52486 .71692 L .53127 .70545 L p .708 .73 .868 r F P s P p .002 w .55518 .70041 m .56794 .71741 L .582 .7129 L p .646 .636 .826 r F P s P p .002 w .56794 .71741 m .55518 .70041 L .54437 .71153 L p .653 .68 .863 r F P s P p .002 w .51605 .70453 m .50038 .7073 L .50432 .71691 L p .693 .734 .882 r F P s P p .002 w .50432 .71691 m .51474 .7158 L .51605 .70453 L p .693 .734 .882 r F P s P p .002 w .60882 .59138 m .63871 .69475 L .65301 .69017 L p
.599 .463 .667 r F P s P p .002 w .63871 .69475 m .60882 .59138 L .59827 .62237 L p .607 .487 .69 r F P s P p .002 w .60882 .59138 m .56947 .55019 L .56326 .5904 L p .766 .597 .668 r F P s P p .002 w .56326 .5904 m .59827 .62237 L .60882 .59138 L p .766 .597 .668 r F P s P p .002 w .53127 .70545 m .51605 .70453 L .51474 .7158 L p .708 .73 .868 r F P s P p .002 w .53127 .70545 m .54437 .71153 L .55518 .70041 L p .721 .708 .838 r F P s P p .002 w .56947 .55019 m .52397 .57905 L .52266 .60961 L p .817 .633 .653 r F P s P p .002 w .52266 .60961 m .56326 .5904 L .56947 .55019 L p .817 .633 .653 r F P s P p .002 w .68881 .95445 m .66578 .91318 L .68073 .95737 L p 0 0 .433 r F P s
P p .002 w .66578 .91318 m .68881 .95445 L .67129 .90115 L p 0 0 .507 r F P s P p .002 w .46836 .69539 m .44933 .69926 L .46197 .70856 L p .56 .718 .946 r F P s P p .002 w .46197 .70856 m .47721 .70356 L .46836 .69539 L p .56 .718 .946 r F P s P p .002 w .59611 .70839 m .60618 .75024 L .62221 .76305 L p .444 .43 .749 r F P s P p .002 w .60618 .75024 m .59611 .70839 L .582 .7129 L p .484 .494 .793 r F P s P p .002 w .56601 .68658 m .582 .7129 L .59611 .70839 L p .637 .592 .787 r F P s P p .002 w .582 .7129 m .56601 .68658 L .55518 .70041 L p .646 .636 .826 r F P s P p .002 w .5278 .45556 m .46404 .58333 L .46811 .60206 L p .829 .624 .626 r F P s P p .002 w
.46811 .60206 m .52655 .50242 L .5278 .45556 L p .829 .624 .626 r F P s P p .002 w .49641 .69723 m .47721 .70356 L .48602 .71161 L p .672 .739 .901 r F P s P p .002 w .48602 .71161 m .50038 .7073 L .49641 .69723 L p .672 .739 .901 r F P s P p .002 w .55518 .70041 m .5377 .69128 L .53127 .70545 L p .721 .708 .838 r F P s P p .002 w .51605 .70453 m .53127 .70545 L .5377 .69128 L p .74 .714 .827 r F P s P p .002 w .5377 .69128 m .55518 .70041 L .56601 .68658 L p .739 .683 .797 r F P s P p .002 w .59827 .62237 m .62446 .69931 L .63871 .69475 L p .607 .487 .69 r F P s P p .002 w .62446 .69931 m .59827 .62237 L .58759 .64818 L p .616 .516 .718 r F P s P p .002 w .59827 .62237 m .56326 .5904 L .55694 .62388 L p .764 .614 .693 r F P
s P p .002 w .55694 .62388 m .58759 .64818 L .59827 .62237 L p .764 .614 .693 r F P s P p .002 w .45945 .68711 m .43669 .68823 L .44933 .69926 L p .491 .689 .955 r F P s P p .002 w .44933 .69926 m .46836 .69539 L .45945 .68711 L p .491 .689 .955 r F P s P p .002 w .36971 1.32151 m .32383 1.03122 L .30992 1.08403 L p .689 .48 .598 r F P s P p .002 w .32383 1.03122 m .36971 1.32151 L .37974 1.32222 L p .691 .485 .604 r F P s P p .002 w .37974 1.32222 m .38692 1.25059 L p .32383 1.03122 L .691 .485 .604 r F P s P p .002 w .5377 .69128 m .51736 .69144 L .51605 .70453 L p .74 .714 .827 r F P s P p .002 w .50038 .7073 m .51605 .70453 L .51736 .69144 L p .722 .722 .85 r F P s P p
.002 w .57682 .66938 m .59611 .626 .551 .75 r F P s P p .002 w .62221 .76305 m .61026 .444 .43 .749 r F P s P p .002 w .59611 .70839 m .57682 .637 .592 .787 r F P s P p .002 w .38645 .62027 m .42333 0 .08 .583 r F P s P p .002 w .42333 .65238 m .38645 0 .269 .752 r F P s P p .002 w .51736 .69144 m .49641 .722 .722 .85 r F P s P p .002 w .54414 .67352 m .56601 .751 .657 .757 r F P s P p .002 w .56601 .68658 m .54414 .739 .683 .797 r F P s P p .002 w .58759 .64818 m .61026 .616 .516 .718 r
.70839 L .61026 .70385 L p
.70385 L .59611 .70839 L p
.66938 L .56601 .68658 L p
.65238 L .41418 .64322 L p
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