{VERSION 3 0 "IBM INTEL NT" "3.0" } {USTYLETAB {CSTYLE "Maple Input" -1 0 "Courier" 0 1 255 0 0 1 0 1 0 0 1 0 0 0 0 }{PSTYLE "Normal" -1 0 1 {CSTYLE "" -1 -1 "" 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 }0 0 0 -1 -1 -1 0 0 0 0 0 0 -1 0 }{PSTYLE "Maple Plot " 0 13 1 {CSTYLE "" -1 -1 "" 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 }3 0 0 -1 -1 -1 0 0 0 0 0 0 -1 0 }} {SECT 0 {EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 8 "restart:" }}}{EXCHG {PARA 0 "" 0 "" {TEXT -1 8 "bifolium" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 0 "" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 35 "fx:=t-> cos(t):\nfy:=t->1/2+sin(t)/2:" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 24 "gx:=t->t:\ngy:=t->t**2/4:" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 411 "L1:=NULL:\nepsilon:=0.001:\nn:=10:\nfor k from 0 to n do \nu: =fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=0..2):\nif u<>NULL then L1:=L1,[0.5 *(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)] fi:\nod:\nL1:=[L1]:\nL3:=N ULL:\nfor k from 0 to n do \nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=-2.. 0):\nif u<>NULL then L3:=L3,[0.5*(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*P i/n)] fi:\nod:\nL3:=[L3]:\nL4:=map(x->[-x[1],x[2]],L1):\nL2:=map(x->[- x[1],x[2]],L3):" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 1015 "ani1:= NULL:\nfor k from 0 to n do\nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=0..2 ): \nani1:=ani1,plot([[[fx(-Pi/2+k*Pi/n),fy(-Pi/2+k*Pi/n)],[gx(u),gy(u )]],[[0.5*(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)]]],style=[line,poi nt],symbol=circle,color=black)\nod:\nani3:=NULL:\nfor k from 0 to n do \nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=-2..0): \nani3:=ani3,plot([[[fx (-Pi/2+k*Pi/n),fy(-Pi/2+k*Pi/n)],[gx(u),gy(u)]],[[0.5*(fx(-Pi/2+k*Pi/n )+gx(u)),fy(-Pi/2+k*Pi/n)]]],style=[line,point],symbol=circle,color=bl ack)\nod:\nani2:=NULL:\nfor k from n-1 to 0 by -1 do\nu:=fsolve(gy(tt) =fy(-Pi/2+k*Pi/n),tt=-2..0): \nani2:=ani2,plot([[[-fx(-Pi/2+k*Pi/n),fy (-Pi/2+k*Pi/n)],[-gx(u),gy(u)]],[[-0.5*(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi /2+k*Pi/n)]]],style=[line,point],symbol=circle,color=black)\nod:\nani4 :=NULL:\nfor k from n-1 to 0 by -1 do\nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/ n),tt=0..2): \nani4:=ani4,plot([[[-fx(-Pi/2+k*Pi/n),fy(-Pi/2+k*Pi/n)], [-gx(u),gy(u)]],[[-0.5*(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)]]],st yle=[line,point],symbol=circle,color=black)\nod:" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 175 "display([plot([[fx(t),fy(t),t=0..2*Pi],[gx(t ),gy(t),t=-2..2],L1,L2,L3,L4],color=[blue$2,red$4]),display([ani1,ani2 ,ani3,ani4],insequence=true)],axes=none,scaling=constrained);" }} {PARA 13 "" 1 "" {TEXT -1 0 "" }}{PARA 0 "" 0 "" {TEXT -1 0 "" }}} {EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 0 "" }}}{EXCHG {PARA 0 "" 0 "" {TEXT -1 11 "doublecoeur" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 8 " restart:" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 29 "fx:=t->cos(t): \nfy:=t->sin(t):" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 36 "gx:=t-> 2*cos(t):\ngy:=t->1+22*sin(t):" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 345 "L:=NULL:\nepsilon:=0.001:\nn:=10:\nfor k from 0 to n do \nu:= fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=Pi/2+epsilon..3*Pi/2):\nL:=L,[0.5*(f x(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)]:\nod:\nfor k from 0 to n do \+ \nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=-Pi/2+epsilon..Pi/2):\nL:=L,[0. 5*(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)]\nod:\nL:=[L]:\nLL:=map(x- >[-x[1],x[2]],L):" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 0 "" }}} {EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 1045 "ani1:=NULL:\nfor k from 0 \+ to n do\nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=Pi/2..3*Pi/2): \nani1:=a ni1,plot([[[fx(-Pi/2+k*Pi/n),fy(-Pi/2+k*Pi/n)],[gx(u),gy(u)]],[[0.5*(f x(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)]]],style=[line,point],symbol=c ircle,color=black)\nod:\nani3:=NULL:\nfor k from 0 to n do\nu:=fsolve( gy(tt)=fy(-Pi/2+k*Pi/n),tt=-Pi/2..Pi/2): \nani3:=ani3,plot([[[fx(-Pi/2 +k*Pi/n),fy(-Pi/2+k*Pi/n)],[gx(u),gy(u)]],[[0.5*(fx(-Pi/2+k*Pi/n)+gx(u )),fy(-Pi/2+k*Pi/n)]]],style=[line,point],symbol=circle,color=black)\n od:\nani2:=NULL:\nfor k from n-1 to 0 by -1 do\nu:=fsolve(gy(tt)=fy(-P i/2+k*Pi/n),tt=-Pi/2..Pi/2): \nani2:=ani2,plot([[[-fx(-Pi/2+k*Pi/n),fy (-Pi/2+k*Pi/n)],[-gx(u),gy(u)]],[[-0.5*(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi /2+k*Pi/n)]]],style=[line,point],symbol=circle,color=black)\nod:\nani4 :=NULL:\nfor k from n-1 to 0 by -1 do\nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/ n),tt=Pi/2..3*Pi/2): \nani4:=ani4,plot([[[-fx(-Pi/2+k*Pi/n),fy(-Pi/2+k *Pi/n)],[-gx(u),gy(u)]],[[-0.5*(fx(-Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/ n)]]],style=[line,point],symbol=circle,color=black)\nod:\n\n" }}} {EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 170 "display([plot([[fx(t),fy(t) ,t=0..2*Pi],[gx(t),gy(t),t=0..2*Pi],L,LL],color=[blue$2,red$2]),displa y([ani1,ani2,ani3,ani4],insequence=true)],axes=none,scaling=constraine d);" }}{PARA 13 "" 1 "" {TEXT -1 0 "" }}}{EXCHG {PARA 0 "" 0 "" {TEXT -1 22 "quartique de bernoulli" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 26 "restart:r:=evalf(sqrt(2)):" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 29 "fx:=t->cos(t):\nfy:=t->sin(t):" }}}{EXCHG {PARA 0 "> \+ " 0 "" {MPLTEXT 1 0 33 "gx:=t->r*cos(t):\ngy:=t->r*sin(t):" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 25 "P:=x->2-x^2: Q:=x->1-x^2:" }}} {EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 523 "ani3:=NULL:\nfor k from 0 t o n do\nu:=fsolve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=-Pi/2..Pi/2): \nani3:=ani 3,plot([[[fx(-Pi/2+k*Pi/n),fy(-Pi/2+k*Pi/n)],[gx(u),gy(u)]],[[0.5*(fx( -Pi/2+k*Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)]]],style=[line,point],symbol=cir cle,color=black)\nod:\nani4:=NULL:\nfor k from n-1 to 0 by -1 do\nu:=f solve(gy(tt)=fy(-Pi/2+k*Pi/n),tt=Pi/2..3*Pi/2): \nani4:=ani4,plot([[[- fx(-Pi/2+k*Pi/n),fy(-Pi/2+k*Pi/n)],[-gx(u),gy(u)]],[[-0.5*(fx(-Pi/2+k* Pi/n)+gx(u)),fy(-Pi/2+k*Pi/n)]]],style=[line,point],symbol=circle,colo r=black)\nod:\n\n" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 355 "displ ay([plot([[sqrt(P(x)),x,x=-r..r],[-sqrt(P(x)),x,x=-r..r],[sqrt(Q(x)),x ,x=-1..1],[-sqrt(Q(x)),x,x=-1..1],[(sqrt(P(x))+sqrt(Q(x)))/2,x,x=-1..1 ],[(sqrt(P(x))-sqrt(Q(x)))/2,x,x=-1..1],[(-sqrt(P(x))+sqrt(Q(x)))/2,x, x=-1..1],[(-sqrt(P(x))-sqrt(Q(x)))/2,x,x=-1..1]],color=[blue$4,red$4]) ,display([ani3,ani4],insequence=true)],axes=none,scaling=constrained); " }}{PARA 13 "" 1 "" {GLPLOT2D 369 269 269 {PLOTDATA 2 "6'-%(ANIMATEG6 77.-%'CURVESG6&7$7$\"\"!$!\"\"F,7$$\"0++]*********!#:F--%&STYLEG6#%%LI NEG-%'COLOURG6&%$RGBGF,F,F,-%'SYMBOLG6#%'CIRCLEG-F(6&7#7$$\"1+++)***** **\\!#;F--F46#%&POINTGF7F;-%+AXESLABELSG6$%!GFL-%%VIEWG6$%(DEFAULTGFP- F(6$7_o7$$\"11jmx^\\[K!#?$!1+++iN@99F27$$\"125l/7DV5FE$!1i07L.O59F27$$ \"11s1\"GtVZ\"FE$!1C6C/r]19F27$$\"1ljECt\\/=FE$!1'oh`(Ql-9F27$$\"1+-G2 %GA3#FE$!1[A[Y1!))R\"F27$$\"1C1GHHqYDFE$!1rLs)=%4\"R\"F27$$\"1DlZ\"HPm $HFE$!1&\\k4t(Q$Q\"F27$$\"1,pz^-r'e$FE$!1VnW:[(zO\"F27$$\"1vK$)f%)3ITF E$!1!**G***=c_8F27$$\"1eRbaj`B\\FE$!1@)p\"40uD8F27$$\"1f&)*y9MHf&FE$!1 ^1T=\">*)H\"F27$$\"1^$[#H>2ZiFE$!1u-Mfcvo7F27$$\"1&3#zZ)3c#oFE$!1(*)p- ?#fQ7F27$$\"1*)zIu#)3FyFE$!1tg:'Rly<\"F27$$\"1mc$yx\"3o')FE$!1T=%f@Fu6 \"F27$$\"101\"y:CeM*FE$!1hwD'G$Rh5F27$$\"1R`AR=:m**FE$!1o:o(RtL+\"F27$ $\"1p\"eGJ\"f`5F2$!1W'y\"f9pL%*FE7$$\"1q6ec6B/6F2$!1Zc]&Gtb$))FE7$$\"1 THp[`w]6F2$!1sT\"eAN.A)FE7$$\"1hlgI'4w=\"F2$!1ko&z?L%ywFE7$$\"1O#*f>+! \\A\"F2$!1%Q$*\\))z$oqFE7$$\"1[^Fj@Ee7F2$!1,JZC;#eX'FE7$$\"1%obuOSoG\" F2$!1'HwhB3b'eFE7$$\"1%)>Eb.&*48F2$!1D&pl7Z%H`FE7$$\"1KmDX+6M8F2$!1$[1 $='=?p%FE7$$\"1^W!y')*)=N\"F2$!11E?O5\"F2$\"1i8ecL?V))FE 7$$\"1k(G51RR0\"F2$\"1cw]Ji!)H%*FE7$$\"1!4gr<>-(**FE$\"1I]gR#pH+\"F27$ $\"1Whc>HoL$*FE$\"1au-?6Yi5F27$$\"1i*Gb%z$>n)FE$\"1zzazz7<6F27$$\"1vev IO;)z(FE$\"1K/rpByz6F27$$\"14m5gBlvoFE$\"1Q,=.7#eB\"F27$$\"1A/h#HP)3jF E$\"1m3\\Xdpl7F27$$\"1)f)='4w+n&FE$\"1&f,yGqbH\"F27$$\"1;C)4$*yd'\\FE$ \"1o')pOS;C8F27$$\"1R[o[zmBTFE$\"1Tdf&ydFN\"F27$$\"1hdwUA5\"e$FE$\"11o pH<7o8F27$$\"1E_(yh>?$HFE$\"1ryztc[$Q\"F27$$\"1i2w$=(oUDFE$\"1.%[ekn6R \"F27$$\"1C.(=%f$*y?FE$\"1N*)*yh\\))R\"F27$$\"1ZWyw+k,=FE$\"1-U#Rg!p-9 F27$$\"1K-dXb.s9FE$\"1o%\\**eJlS\"F27$$\"1(*f*Qy%fT5FE$\"1MZ(fds.T\"F2 7$FU$\"1+++iN@99F2-F86&F:F,F,$\"*++++\"!\")-F(6$7_o7$$!11jmx^\\[KFWFX7 $$!125l/7DV5FEFgn7$$!11s1\"GtVZ\"FEF\\o7$$!1ljECt\\/=FEFao7$$!1+-G2%GA 3#FEFfo7$$!1C1GHHqYDFEF[p7$$!1DlZ\"HPm$HFEF`p7$$!1,pz^-r'e$FEFep7$$!1v K$)f%)3ITFEFjp7$$!1eRbaj`B\\FEF_q7$$!1f&)*y9MHf&FEFdq7$$!1^$[#H>2ZiFEF iq7$$!1&3#zZ)3c#oFEF^r7$$!1*)zIu#)3FyFEFcr7$$!1mc$yx\"3o')FEFhr7$$!101 \"y:CeM*FEF]s7$$!1R`AR=:m**FEFbs7$$!1p\"eGJ\"f`5F2Fgs7$$!1q6ec6B/6F2F \\t7$$!1THp[`w]6F2Fat7$$!1hlgI'4w=\"F2Fft7$$!1O#*f>+!\\A\"F2F[u7$$!1[^ Fj@Ee7F2F`u7$$!1%obuOSoG\"F2Feu7$$!1%)>Eb.&*48F2Fju7$$!1KmDX+6M8F2F_v7 $$!1^W!y')*)=N\"F2Fdv7$$!1&=TY@1'p8F2Fiv7$$!1NZqE/s#Q\"F2F^w7$$!1`c7h* =WR\"F2Fcw7$$!1#pVj-0IS\"F2Fhw7$$!1A7FG!e$49F2F]x7$$!1??9)pyGT\"F2Fbx7 $$!188GtG@99F2Fhx7$$!1z\\ga*)*GT\"F2F^y7$$!19kxP)4&49F2Fcy7$$!1Q'o^#R[ .9F2Fhy7$$!1&o@$H`k%R\"F2F]z7$$!1cpu$4!Q$Q\"F2Fbz7$$!10\\!R*\\&*p8F2Fg z7$$!16GKIw/_8F2F\\[l7$$!1Tp#H;iJL\"F2Fa[l7$$!1hEnzQ%*48F2Ff[l7$$!1u%4 M6TgG\"F2F[\\l7$$!1G7FJWgc7F2F`\\l7$$!1bC<`%QbA\"F2Fe\\l7$$!1$ez\"f7H* =\"F2Fj\\l7$$!14k!e:y(\\6F2F_]l7$$!1Di8*>?O5\"F2Fd]l7$$!1k(G51RR0\"F2F i]l7$$!1!4gr<>-(**FEF^^l7$$!1Whc>HoL$*FEFc^l7$$!1i*Gb%z$>n)FEFh^l7$$!1 vevIO;)z(FEF]_l7$$!14m5gBlvoFEFb_l7$$!1A/h#HP)3jFEFg_l7$$!1)f)='4w+n&F EF\\`l7$$!1;C)4$*yd'\\FEFa`l7$$!1R[o[zmBTFEFf`l7$$!1hdwUA5\"e$FEF[al7$ $!1E_(yh>?$HFEF`al7$$!1i2w$=(oUDFEFeal7$$!1C.(=%f$*y?FEFjal7$$!1ZWyw+k ,=FEF_bl7$$!1K-dXb.s9FEFdbl7$$!1(*f*Qy%fT5FEFibl7$FgclF\\clF^cl-F(6$7_ oF+7$$\"1Jk@d'**oP(Fdx$!1n;HdNvs**FE7$$\"1yD,?$RD/\"FE$!1MLe9r]X**FE7$ $\"1*\\#GuA(fF\"FE$!1,](=ng#=**FE7$$\"1cuB4yNs9FE$!1nm;HU,\"*)*FE7$$\" 1Npy'*3z+=FE$!1++vV8_O)*FE7$$\"1B8`Ih^w?FE$!1MLLe%G?y*FE7$$\"1TQYJr=OD FE$!1++](oUIn*FE7$$\"1%G&e[NT?HFE$!1nmm;p0k&*FE7$$\"1'Gkq$fY\"[$FE$!1+ +vV5Su$*FE7$$\"1*R\"3d;![&RFE$!1LL$3(eMbFE$!1mmm\"4m(G$ )FE7$$\"18**H-%f#HhFE$!1ML$3i.9!zFE7$$\"1ri^Nc\\3mFE$!1nm;/R=0vFE7$$\" 1gl'faLr/(FE$!1++]P8#\\4(FE7$$\"1dnjs%HaFE7$$\"1Z1e+6Nh')FE$!1+++]$*4)*\\FE7$$\"1:_+\"3ds*))FE$!1++ +]_&\\c%FE7$$\"1(GE3]N$*4*FE$!1+++]1aZTFE7$$\"1y-$=zZFE*FE$!1nm;/#)[oP FE7$$\"1IF>)f#eL%*FE$!1MLL$=exJ$FE7$$\"1V7=H\\If&*FE$!1MLLL2$f$HFE7$$ \"1j56>%yXo*FE$!1++]PYx\"\\#FE7$$\"19>'>!*4tx*FE$!1MLLL7i)4#FE7$$\"1Fh >K5.g)*FE$!1++]P'psm\"FE7$$\"1pBi\"oV2#**FE$!1++]74_c7FE7$$\"1\"o%3*=m c'**FE$!1JLL$3x%z#)Fdx7$$\"1du\\%3h0***FE$!1MLL3s$QM%Fdx7$$\"0G&QF^*** ***F2$!1^omm;zr)*!#>7$$\"1R2K>Vq!***FE$\"1y*FE$\"1)****\\_qn2#FE7$$\"1Wv$4m Wqo*FE$\"1)***\\i&p@[#FE7$$\"1\\tky/Ug&*FE$\"1)****\\2'HKHFE7$$\"1c!ez 0!)oU*FE$\"1lmmmZvOLFE7$$\"1D!*\\-?qi#*FE$\"1+++]2goPFE7$$\"1ILE@Ro$4* FE$\"1KL$eR<*fTFE7$$\"1\"f%eX^`&)))FE$\"1+++])Hxe%FE7$$\"1DIn2b'em)FE$ \"1lm;H!o-*\\FE7$$\"1(=*zS\"f&4%)FE$\"1****\\7k.6aFE7$$\"1&p3sIf,8)FE$ \"1mmm;WTAeFE7$$\"1c[JlKx.yFE$\"1****\\i!*3`iFE7$$\"15V`oXZ_uFE$\"1MLL L*zym'FE7$$\"1%)Q?)e4+0(FE$\"1LLL3N1#4(FE7$$\"1_Th$[5**f'FE$\"1mm;HYt7 vFE7$$\"1qyiCh)>8'FE$\"1*******p(G**yFE7$$\"1@,y!QMT^&FE$\"1mmmT6KU$)F E7$$\"1')*oZS?='[FE$\"1LLLLbdQ()FE7$$\"1e/FE;-hWFE$\"1nm\"zW?)\\*)FE7$ $\"1qj$>D\\$4SFE$\"1++]i`1h\"*FE7$$\"1\")RQ\\fL6NFE$\"1++++PDj$*FE7$$ \"1\"G)fhN(e\"HFE$\"1++]P?Wl&*FE7$$\"1H;Bq;AKDFE$\"1+]7G:3u'*FE7$$\"1v O>U4Dt?FE$\"1++v=5s#y*FE7$$\"1MW(eL^zz\"FE$\"1+D1k2/P)*FE7$$\"1H.f%oH+ Z\"FE$\"1+]P40O\"*)*FE7$$\"1#>z^*=&RF\"FE$\"1^7.#Q?&=**FE7$$\"1P%\\8H' )3/\"FE$\"1+voa-oX**FE7$$\"1&=hJ*p=ltFdx$\"1\\PMF,%G(**FE7$F,$\"\"\"F, F^cl-F(6$7_oF+7$$!1Jk@d'**oP(FdxFc`m7$$!1yD,?$RD/\"FEFh`m7$$!1*\\#GuA( fF\"FEF]am7$$!1cuB4yNs9FEFbam7$$!1Npy'*3z+=FEFgam7$$!1B8`Ih^w?FEF\\bm7 $$!1TQYJr=ODFEFabm7$$!1%G&e[NT?HFEFfbm7$$!1'Gkq$fY\"[$FEF[cm7$$!1*R\"3 d;![&RFEF`cm7$$!1'pC*=pM(eMbFEF_ dm7$$!18**H-%f#HhFEFddm7$$!1ri^Nc\\3mFEFidm7$$!1gl'faLr/(FEF^em7$$!1dn j)f#eL%*FEF[hm7$$!1V7=H\\If&*FEF`hm7$$!1j56>% yXo*FEFehm7$$!19>'>!*4tx*FEFjhm7$$!1Fh>K5.g)*FEF_im7$$!1pBi\"oV2#**FEF dim7$$!1\"o%3*=mc'**FEFiim7$$!1du\\%3h0***FEF^jm7$$!0G&QF^******F2Fcjm 7$$!1R2K>Vq!***FEFijm7$$!1_4RW'Rn'**FEF^[n7$$!1'Q!p2+8C**FEFc[n7$$!1s: 1(pJ;')*FEFh[n7$$!1GKN_W(>y*FEF]\\n7$$!1Wv$4mWqo*FEFb\\n7$$!1\\tky/Ug& *FEFg\\n7$$!1c!ez0!)oU*FEF\\]n7$$!1D!*\\-?qi#*FEFa]n7$$!1ILE@Ro$4*FEFf ]n7$$!1\"f%eX^`&)))FEF[^n7$$!1DIn2b'em)FEF`^n7$$!1(=*zS\"f&4%)FEFe^n7$ $!1&p3sIf,8)FEFj^n7$$!1c[JlKx.yFEF__n7$$!15V`oXZ_uFEFd_n7$$!1%)Q?)e4+0 (FEFi_n7$$!1_Th$[5**f'FEF^`n7$$!1qyiCh)>8'FEFc`n7$$!1@,y!QMT^&FEFh`n7$ $!1')*oZS?='[FEF]an7$$!1e/FE;-hWFEFban7$$!1qj$>D\\$4SFEFgan7$$!1\")RQ \\fL6NFEF\\bn7$$!1\"G)fhN(e\"HFEFabn7$$!1H;Bq;AKDFEFfbn7$$!1vO>U4Dt?FE F[cn7$$!1MW(eL^zz\"FEF`cn7$$!1H.f%oH+Z\"FEFecn7$$!1#>z^*=&RF\"FEFjcn7$ $!1P%\\8H')3/\"FEF_dn7$$!1&=hJ*p=ltFdxFddnFfdnF^cl-F(6$7jn7$$\"1++++++ +]FEF-7$$\"1+*3:Vo$[bFEFh`m7$$\"1(R/QE%3!z&FEFbam7$$\"1c;_O)>3)fFEFgam 7$$\"1o$*\\.%=\\9'FEF\\bm7$$\"1;t])z$REkFEFabm7$$\"1jie\")\\1pmFEFfbm7 $$\"1O))4^Q3NqFEF[cm7$$\"1k$\\lX8UN(FEF`cm7$$\"1J))3c#>^'zFEFjcm7$$\"1 #yK#**Q+#[)FEF_dm7$$\"1K#Gu;&4H*)FEFddm7$$\"1Kx(R1:uH*FEFidm7$$\"1e/!o q*QS'*FEF^em7$$\"1K@&4bW+'**FEFcem7$$\"1*y.')=nZ-\"F2Fhem7$$\"1U#)y!=v 90\"F2F]fm7$$\"1UoeP:!G2\"F2Fbfm7$$\"1#=-RHTX4\"F2Fgfm7$$\"1.\\#*z$=T6 \"F2F\\gm7$$\"1$*eOb1)48\"F2Fagm7$$\"16Pz+qnW6F2Ffgm7$$\"1bu=5=0f6F2F[ hm7$$\"1%=g.hm'p6F2F`hm7$$\"1eP#o?t-=\"F2Fehm7$$\"1^p1\"F2F_im7$$\"1pr\\0uM+7F2Fdim7$$\"1Oo$3DxT?\"F2Fiim7$$\"1&f Q\")>,j?\"F2F^jm7$$\"1()GGlj527F2Fcjm7$$\"1!)>i@MJ17F2Fijm7$$\"1K;o6)o U?\"F2F^[n7$$\"1NO[zfj+7F2Fc[n7$$\"1Tf5[LJ&>\"F2Fh[n7$$\"1$*)[RhR&)=\" F2F]\\n7$$\"1oE;6B[!=\"F2Fb\\n7$$\"1P1@J4wp6F2Fg\\n7$$\"1^GJgn[e6F2F\\ ]n7$$\"1+=`bJnW6F2Fa]n7$$\"1&=5\"Hz]I6F2Ff]n7$$\"1V@LSG986F2F[^n7$$\"1 74h:[\"\\4\"F2F`^n7$$\"1IiU'eyP2\"F2Fe^n7$$\"17\">:#f!40\"F2Fj^n7$$\"1 g#>\"p#=W-\"F2F__n7$$\"1vgzJ'3?'**FEFd_n7$$\"1.r21ilU'*FEFi_n7$$\"1t<_ 2pv!H*FEF^`n7$$\"1S_y.6^\"Gcua&FEF_dn7$FcaoFg dn-F86&F:F`clF,F,-F(6$7coFbao7$$\"1\\VK@1!fu%FE$!1MekynP')**FE7$$\"1!R %y?7uWYFEFc`m7$$\"1g\"pSuk(oXFE$!1,v$fLI\"f**FE7$$\"1Bj\\6\"He]%FEFh`m 7$$\"1\\Zje@b-WFEF]am7$$\"1Spcaks*)o#FEFidm7$$\" 1**Q$3;cKf#FEF^em7$$\"1v`JL*G+^#FEFcem7$$\"1[m>*\\y&RCFEFhem7$$\"1Q]#G *>hxBFEF]fm7$$\"1?5vWrMIBFEFbfm7$$\"1u6WQ=1%G#FEFgfm7$$\"17QC=n#RC#FEF \\gm7$$\"1WE$G0r/@#FEFagm7$$\"1Jo5;A-%=#FEFfgm7$$\"1==o.b$p:#FEF[hm7$$ \"1'f?W\\ _j5w?FEFiim7$$\"1'\\))o*3Xs ?FEF^jm7$$\"1!fVa_o52#FEFcjm7$$\"1m!**o*)HC2#FEFijm7$$\"1q`Us%[f2#FEF^ [n7$$\"1nf9(yHA3#FEFc[n7$$\"1My*Ry,:4#FEFh[n7$$\"10d8(o@M5#FEF]\\n7$$ \"1K\"*o]%yx6#FEFb\\n7$$\"1A!fM$))=P@FEFg\\n7$$\"1`/\"=%FEF`c n7$$\"1[2c%3@(=VFEFecn7$$\"1-,1(eMMS%FEFjcn7$$\"1'[i,**pl]%FEF_dn7$$\" 1)pE-'oTpXFE$\"1Cc,\">g#f**FE7$$\"1VK].QGXYFEFddn7$$\"15bVmNHYZFE$\"1v =nj+U')**FEFi\\pFj\\p-F(6$7co7$$!1+++++++]FEF-7$$!1\\VK@1!fu%FEFb]p7$$ !1!R%y?7uWYFEFc`m7$$!1g\"pSuk(oXFEFj]p7$$!1Bj\\6\"He]%FEFh`m7$$!1\\Zje @b-WFEF]am7$$!1Spcaks*)o#FEFidm7$$!1**Q$3;cKf#FEF^em7$$!1v` JL*G+^#FEFcem7$$!1[m>*\\y&RCFEFhem7$$!1Q]#G*>hxBFEF]fm7$$!1?5vWrMIBFEF bfm7$$!1u6WQ=1%G#FEFgfm7$$!17QC=n#RC#FEF\\gm7$$!1WE$G0r/@#FEFagm7$$!1J o5;A-%=#FEFfgm7$$!1==o.b$p:#FEF[hm7$$!1'f?W\\_j5w?FEFiim7$$!1'\\))o*3Xs?FEF^jm7$$!1!fVa_o52#FEFcjm7$$!1m!**o*)H C2#FEFijm7$$!1q`Us%[f2#FEF^[n7$$!1nf9(yHA3#FEFc[n7$$!1My*Ry,:4#FEFh[n7 $$!10d8(o@M5#FEF]\\n7$$!1K\"*o]%yx6#FEFb\\n7$$!1A!fM$))=P@FEFg\\n7$$!1 `/\"=%FEF`cn 7$$!1[2c%3@(=VFEFecn7$$!1-,1(eMMS%FEFjcn7$$!1'[i,**pl]%FEF_dn7$$!1)pE- 'oTpXFEF\\jp7$$!1VK].QGXYFEFddn7$$!15bVmNHYZFEFdjp7$FjjpFgdnFj\\p-F(6$ 7jnFijp7$$!1+*3:Vo$[bFEFh`m7$$!1(R/QE%3!z&FEFbam7$$!1c;_O)>3)fFEFgam7$ $!1o$*\\.%=\\9'FEF\\bm7$$!1;t])z$REkFEFabm7$$!1jie\")\\1pmFEFfbm7$$!1O ))4^Q3NqFEF[cm7$$!1k$\\lX8UN(FEF`cm7$$!1J))3c#>^'zFEFjcm7$$!1#yK#**Q+# [)FEF_dm7$$!1K#Gu;&4H*)FEFddm7$$!1Kx(R1:uH*FEFidm7$$!1e/!oq*QS'*FEF^em 7$$!1K@&4bW+'**FEFcem7$$!1*y.')=nZ-\"F2Fhem7$$!1U#)y!=v90\"F2F]fm7$$!1 UoeP:!G2\"F2Fbfm7$$!1#=-RHTX4\"F2Fgfm7$$!1.\\#*z$=T6\"F2F\\gm7$$!1$*eO b1)48\"F2Fagm7$$!16Pz+qnW6F2Ffgm7$$!1bu=5=0f6F2F[hm7$$!1%=g.hm'p6F2F`h m7$$!1eP#o?t-=\"F2Fehm7$$!1^p1\"F2F_im7$$!1p r\\0uM+7F2Fdim7$$!1Oo$3DxT?\"F2Fiim7$$!1&fQ\")>,j?\"F2F^jm7$$!1()GGlj5 27F2Fcjm7$$!1!)>i@MJ17F2Fijm7$$!1K;o6)oU?\"F2F^[n7$$!1NO[zfj+7F2Fc[n7$ $!1Tf5[LJ&>\"F2Fh[n7$$!1$*)[RhR&)=\"F2F]\\n7$$!1oE;6B[!=\"F2Fb\\n7$$!1 P1@J4wp6F2Fg\\n7$$!1^GJgn[e6F2F\\]n7$$!1+=`bJnW6F2Fa]n7$$!1&=5\"Hz]I6F 2Ff]n7$$!1V@LSG986F2F[^n7$$!174h:[\"\\4\"F2F`^n7$$!1IiU'eyP2\"F2Fe^n7$ $!17\">:#f!40\"F2Fj^n7$$!1g#>\"p#=W-\"F2F__n7$$!1vgzJ'3?'**FEFd_n7$$!1 .r21ilU'*FEFi_n7$$!1t<_2pv!H*FEF^`n7$$!1S_y.6^\"Gcua&FEF_ dnF[hqFj\\p7.-F(6&7$7$$\"1v%\\P%*p,4$FE$!1Q:&H;l0^*FE7$$\"1+++*Hdm/\"F 2$!1+++i^c5&*FEF3F7F;-F(6&7#7$$\"1PZ(oYr$ynFEFjcrFFF7F;FIFMFQFcclF]`mF idnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$$\"1JZ#H__y(eFE$!1v%\\P%*p,4)FE7$$\"1+ ++LK&*f6F2$!1+++V*p,4)FEF3F7F;-F(6&7#7$$\"1mBYECpQ()FEF^erFFF7F;FIFMFQ FcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$$\"1v%\\P%*p,4)FE$!1JZ#H__y(e FE7$$\"1+++!*pF'G\"F2$!1+++BD&y(eFEF3F7F;-F(6&7#7$$\"1uu=#*pkZ5F2FbfrF FF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$$\"1Q:&H;l0^*FE$!1 v%\\P%*p,4$FE7$$\"1+++5$R+Q\"F2$!1+++W*p,4$FEF3F7F;-F(6&7#7$$\"1xv98za l6F2FfgrFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$FgdnF,7$F \\clF,F3F7F;-F(6&7#7$$\"1+++\"y1r?\"F2F,FFF7F;FIFMFQFcclF]`mFidnF_aoF \\]pFfjpF\\hq7.-F(6&7$7$FdgrFhcr7$Figr$\"1+++W*p,4$FEF3F7F;-F(6&7#7$Fa hrFhcrFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$F`frF\\er7$ Fefr$\"1+++BD&y(eFEF3F7F;-F(6&7#7$F]grF\\erFFF7F;FIFMFQFcclF]`mFidnF_a oF\\]pFfjpF\\hq7.-F(6&7$7$F\\erF`fr7$Faer$\"1+++V*p,4)FEF3F7F;-F(6&7#7 $FierF`frFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$FhcrFdgr 7$F]dr$\"1+++i^c5&*FEF3F7F;-F(6&7#7$FedrFdgrFFF7F;FIFMFQFcclF]`mFidnF_ aoF\\]pFfjpF\\hq7.-F(6&7$Ffdn7$F0FgdnF3F7F;-F(6&7#7$FCFgdnFFF7F;FIFMFQ FcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$FfgrFdgr7$F]dr$\"1+++n^c5&*FE F3F7F;-F(6&7#7$$\"1j_7B:?)o$FEFdgrFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfj pF\\hq7.-F(6&7$7$FbfrF`fr7$Faer$\"1+++S*p,4)FEF3F7F;-F(6&7#7$$\"1Mw`.* R3'GFEF`frFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$F^erF\\ er7$Fefr$\"1+++ED&y(eFEF3F7F;-F(6&7#7$$\"1j_7y**H'Q#FEF\\erFFF7F;FIFMF QFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$FjcrFhcr7$Figr$\"1+++S*p,4$F EF3F7F;-F(6&7#7$$\"1JU_oR\"\\9#FEFhcrFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]p FfjpF\\hq7.-F(6&7$7$F-F,7$F\\cl$!1+++`'*>,e!#DF3F7F;-F(6&7#7$$\"1+++5y 1r?FEF,FFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$FjcrFfgr7$ $\"1+++4$R+Q\"F2$!1+++^*p,4$FEF3F7F;-F(6&7#7$$\"1JU_jR\"\\9#FEFfgrFFF7 F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$F^erFbfr7$Fefr$!1+++D D&y(eFEF3F7F;-F(6&7#7$F`_sFbfrFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\ hq7.-F(6&7$7$FbfrF^er7$$\"1+++KK&*f6F2$!1+++]*p,4)FEF3F7F;-F(6&7#7$$\" 1Mw`)*)R3'GFEF^erFFF7F;FIFMFQFcclF]`mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$7$ FfgrFjcr7$F]dr$!1+++l^c5&*FEF3F7F;-F(6&7#7$Fd]sFjcrFFF7F;FIFMFQFcclF]` mFidnF_aoF\\]pFfjpF\\hq7.-F(6&7$F+7$$\"0++!)*********F2$!0++!)******** *F2F3F7F;-F(6&7#7$$\"1+++********\\FEF-FFF7F;FIFMFQFcclF]`mFidnF_aoF\\ ]pFfjpF\\hq-%(SCALINGG6#%,CONSTRAINEDGFI-%*AXESSTYLEG6#%%NONEGFM" 1 2 0 1 0 2 9 1 1 1 1.000000 45.000000 44.000000 0 }}}}{EXCHG {PARA 0 "> \+ " 0 "" {MPLTEXT 1 0 0 "" }}}}{MARK "23 1 0" 2 }{VIEWOPTS 1 1 0 1 1 1803 }