H(1,y);

NiMtSSJIRzYiNiQiIiJJInlHRiU=

H(2,y);

NiMtSSJIRzYiNiQiIiNJInlHRiU=

H(3,y);

NiMtSSJIRzYiNiQiIiRJInlHRiU=

H(4,y);

NiMtSSJIRzYiNiQiIiVJInlHRiU=

H(5,y);

NiMtSSJIRzYiNiQiIiZJInlHRiU=

H(6,y);

NiMtSSJIRzYiNiQiIidJInlHRiU=

A1 := (1/Pi^0.25)*(1/((2^1)*(1!))^0.5);

NiM+SSNBMUc2IiwkKiRJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIyQiKzl5MXJxISM1

A2 := (1/Pi^0.25)*(1/((2^2)*(2!))^0.5);

NiM+SSNBMkc2IiwkKiRJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIyQiKzFSYE5OISM1

A3 := (1/Pi^0.25)*(1/((2^3)*(3!))^0.5);

NiM+SSNBM0c2IiwkKiRJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIyQiK3RjUFY5ISM1

A4 := (1/Pi^0.25)*(1/((2^4)*(4!))^0.5);

NiM+SSNBNEc2IiwkKiRJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIyQiK0lPNS5eISM2

A5 := (1/Pi^0.25)*(1/((2^5)*(5!))^0.5);

NiM+SSNBNUc2IiwkKiRJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIyQiK2hJdTg7ISM2

A6 := (1/Pi^0.25)*(1/((2^6)*(6!))^0.5);

NiM+SSNBNkc2IiwkKiRJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIyQiK19cWmVZISM3

Y5 := A5*H(5,y)*exp(-0.5*y^2);

NiM+SSNZNUc2IiwkKihJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIy1JIkhHRiU2JCIiJkkieUdGJSIiIi1JJGV4cEc2JEYpSShfc3lzbGliR0YlNiMsJCokRjEiIiMkISImISIiRjIkIitoSXU4OyEjNg==

Y0 := (1/Pi^0.25)*exp(-0.5*y^2);

NiM+SSNZMEc2IiomSSNQaUdJKnByb3RlY3RlZEdGKCQhI0QhIiMtSSRleHBHNiRGKEkoX3N5c2xpYkdGJTYjLCQqJEkieUdGJSIiIyQhIiYhIiIiIiI=

plot ({Y0,Y5}, y=-6..6);

Warning, unable to evaluate 1 of the 2 functions to numeric values in the region; see the plotting command's help page to ensure the calling sequence is correct

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

int (Y0*Y5, y=-inf..inf);

NiMkIiIhRiQ=

Y00 := (1/Pi^0.25)*exp(-0.5*(y+5.432)^2);

NiM+SSRZMDBHNiIqJkkjUGlHSSpwcm90ZWN0ZWRHRigkISNEISIjLUkkZXhwRzYkRihJKF9zeXNsaWJHRiU2IywkKiQsJkkieUdGJSIiIiQiJUthISIkRjUiIiMkISImISIiRjU=

plot ({Y00,Y5}, y=-10..6);

-%%PLOTG6*-%'CURVESG6$7io7$$!#5""!$"3eiM")[#p4@#!#A7$$!3CMLLLbC^'*!#<$"3#*R/V18TB5!#@7$$!3?mmmOhzZ$*F3$"3!**)GH([mj^$F67$$!3WKLL`b`1!*F3$"39ahzX7Gi7!#?7$$!3#HLLL(G,j')F3$"3#[ep+$>riSFA7$$!3'3++])y1#\)F3$"3_-$\'3^sbpFA7$$!30nmm'*G7@$)F3$"3gnB1Lbec6!#>7$$!3!*)*****4]ji")F3$"3Rsd/*GRa!=FQ7$$!3cKLLBr9/!)F3$"3)4`kHa&R[FFQ7$$!3=mmm'4U+%yF3$"3^U0Xq1pNTFQ7$$!3!)******pq$fn(F3$"3+8Wp+i)y0'FQ7$$!39nmm;%>i](F3$"3u&p")>)**)*Q()FQ7$$!3fLLLj<]OtF3$"3#*)G5oTv[A"!#=7$$!3)pmmmRGt;(F3$"3u$y)GN6\m;Fjo7$$!3Q+++I]:)*pF3$"3*45"\'RcL?#Fjo7$$!3(QLL$G%RT#oF3$"3U@jfuR;]GFjo7$$!3YmmmEQ7]mF3$"3W+qC(*f(od$Fjo7$$!3))*******y]o\'F3$"3[N@EniwgUFjo7$$!3HLLL`xdVjF3$"3e>-Y.'pv&\Fjo7$$!3g*****\=.tD'F3$"3X9V"HM"GV`Fjo7$$!3!ommmhG5<'F3$"3cBH3,cH;dFjo7$$!3+MLL[Sv%3'F3$"3!ew+Cc++2'Fjo7$$!3I+++![z%)*fF3$"3a.b(f@$z(R'Fjo7$$!3@+++S=ADeF3$"3O%y73uFC&pFjo7$$!35++++U'>l&F3$"3\4k08EsJtFjo7$$!3K+++!G"[obF3$"3l3)**egB;W(Fjo7$$!3_+++g$)*\[&F3$"3/#\*GVRr+vFjo7$$!3i++++pDVaF3$"3I'*=&[bz2^(Fjo7$$!3s+++Sa^,aF3$"3`=N**=hw2vFjo7$$!3%*******zRxf`F3$"3u@4*GP*o"\(Fjo7$$!3/+++?D.=`F3$"3]];c.KjiuFjo7$$!3;nmmT:Tm^F3$"3U-Llk4'4D(Fjo7$$!3SLLLj0z9]F3$"3Wp%[3[w^)oFjo7$$!3p*****\b)\M[F3$"33)zDk"3K$G'Fjo7$$!3!pmmma1Ul%F3$"3YNJ9AZo]bFjo7$$!3fmmmmbZ,XF3$"3k([ztC1=([Fjo7$$!3=nmm'eW([VF3$"37*)H/*Qot<%Fjo7$$!3G++]nL"*fUF3$"338*f-n(=zPFjo7$$!3MLLL[@3rTF3$"3_A/xc")3#R$Fjo7$$!3Knm;H4D#3%F3$"3rHLU7$32-$Fjo7$$!3S+++5(>M*RF3$"3;d#>!Qb%)oEFjo7$$!3"RLL$[$eh$QF3$"34gsQpAL-@Fjo7$$!3Unmm')p*)yOF3$"3'3JZ.)zh:;Fjo7$$!3aLLL[jN1NF3$"31*e``!HFw6Fjo7$$!3l******4d"QL$F3$"3"p0IQH@GJ)FQ7$$!3w******>i^pJF3$"3>f$R=1Y*4eFQ7$$!3*)******Hn@0IF3$"3gPSivN]_RFQ7$$!3=LLL[uyLGF3$"3avmr&)**HpDFQ7$$!3[mmmm"eBm#F3$"3VEf(e&))y@;FQ7$$!3hmmmrD$\]#F3$"3^e^C\+vN5FQ7$$!3ummmwp]ZBF3$"3ambS&*['GX'FA7$$!35+++0Aqx@F3$"3%pWS*z;DnPFA7$$!3[LLLLu*y+#F3$"3?n<"yx^o8#FA7$$!3kMLLj&Q^l"F3$"3U(*o@iOM+gF67$$!3#3+++$41[8F3$"33OdWKLx%z"F67$$!3=MLLt'3k,"F3$"3+#***H]XD%Q%F/7$$!3i0+++WzPnFjo$"336i)Qhul5*!#B7$$!3g;+++e$eQ$Fjo$"3OTg6v'ppu"Fg]l7$$!3!e7+++NkU"FQ$"3gu2ski9xJ!#C7$$"3!e)*****fo$eMFjo$"3glIL%fDDB%!#D7$$"33ALLL"QSp'Fjo$"3i]-k9ih$>'!#E7$$"3p*******f!)[,"F3$"3A<N;9^#*)3(!#F7$$"3%fmmm"R$zK"F3$"3UY0-K48q*)!#G7$$"3s******zQ=q;F3$"3e)[G:[&Hn$)!#H7$$"3mJLLBW@#*>F3$"3Y\D(*G$3$o!)!#I7$$"3.******H"H)GBF3$"3eP;:G6sji!#J7$$"3mKLLL:$zl#F3$"3'*Gn'zD7Sh%!#K7$$"3E******\7Z-IF3$"3'e;2Q`#)yn#!#L7$$"32nmmYRIMLF3$"3D/x7V$*)Ha"!#M7$$"3?mmm13ltOF3$"37:!\]c6sV(!#O7$$"33LLL.x=5SF3$"3'GbnT5F2G$!#P7$$"3d******f,V>VF3$"3Qs%oXYGpo"!#Q7$$"3?LLL8p&Qn%F3$"3;is"Q<C$)*\!#S7$$"33mmmE/'3*\F3$"3avO&[/P1$>!#T7$$"3Q+++!H_)G`F3$"3KZ7cGS*>Q&!#V7$$"3O+++ION_cF3$"3)RX$QS\rr:!#W7$$""'F,$"3l)o*z<skPJ!#Y-%&COLORG6&%$RGBG$"#5!""$F,FeelFfel-F&6$7ct7$F*$!3+9z.B1(*4r!#N7$F1$!3G4-BP(3`#=Fhal7$F8$!3w^EI"3!ooFFbal7$F=$!3B2do$\2PC&F\al7$FC$!3@4"o_9'yK*)Ff`l7$FM$!3NFIX4$pSK"Fj_l7$FX$!3=;1ac2rS9Fd_l7$F\o$!3C2HJPHn?:F^_l7$Ffo$!3Ej.=TR%o`"Fh^l7$Fap$!39SA*p,&He8Fb^l7$F[q$!3$30(p!o;#=6Fg]l7$Feq$!3-X'*)H3$f#R'Fg]l7$Fir$!31)H&*f**p)**RF/7$Fcs$!3a"Hf^@oD>#F67$Fau$!3AJ8$H)Q'p')*F67$F[v$!3ND3<gr%fV$FA7$F`v$!3p>Lf"o$RIoFA7$Fev$!3i?aL'z$>-8FQ7$Fjv$!3obm9zHMv@FQ7$F_w$!3Wgr;T;R@NFQ7$Fiw$!3QAOGPOg?fFQ7$Fcx$!3\`%)>D"fM^*FQ7$Fhx$!3#o^e7AW<R"Fjo7$F]y$!3g*zf&=fme>Fjo7$Fby$!3[R*p$o[\=FFjo7$Fgy$!3Q9Lw>G#*yNFjo7$F\z$!3D\QxbLP2WFjo7$Faz$!3.#3:v70%>^Fjo7$$!3`mm;*3-&>HF3$!3C=UQo*pJR&Fjo7$Ffz$!3#\SF]_k)obFjo7$$!3]mm"z7I4z#F3$!3rz(*4"H-Eh&Fjo7$$!3#)****\2G2[FF3$!3@KgpK%eKi&Fjo7$$!3Em;HZTkEFF3$!3kx%>t"oQ:cFjo7$$!3:LL3([:_q#F3$!31z+-'HB$)f&Fjo7$$!3-+](o#oy$o#F3$!3u!fq[u'zrbFjo7$F[[l$!3&4%\s<nbNbFjo7$$!3wmm;p`k$e#F3$!3%3oC-sTcJ&Fjo7$F`[l$!3wC*R%)GnP&\Fjo7$$!3Xmm;u(>iU#F3$!3w*>>^xCuW%Fjo7$Fe[l$!3L+V**z&33!QFjo7$$!3WLL$3f/EE#F3$!35!*yKLxpfHFjo7$Fj[l$!3=DO$*z6,%*>Fjo7$$!3!omm">)*z#4#F3$!3UkdadV%=R*FQ7$F_\l$"3q#)R_w09)f"FQ7$$!3kLLeuD!Q'>F3$"331Fr7p;3tFQ7$$!3xLL$er2(>>F3$"3[FBAy!\;H"Fjo7$$!3#RL$3dGhv=F3$"3"e^gkN.T$=Fjo7$$!31MLL)*z^J=F3$"3Q(GJ=^!))\BFjo7$$!3OML$3GGLu"F3$"35b_@6/ooKFjo7$Fd\l$"3#*3i/O"[e)RFjo7$$!3=,++b"p$y:F3$"3qe#*4)HsTS%Fjo7$$!3tnmmY(*f,:F3$"3kH'>3j9Dg%Fjo7$$!3EMLe%R2C["F3$"3w'QY:xrbh%Fjo7$$!3-,+]U]@j9F3$"3h5NC2xm8YFjo7$$!3vnmT!pASW"F3$"3%)*[o%REr'f%Fjo7$$!3GMLLQ.$[U"F3$"3qr-h3vmkXFjo7$$!3anm;McW'Q"F3$"3-Vv2v0TbWFjo7$Fi\l$"3ihAxARj'G%Fjo7$$!3;ML$e'y9l7F3$"3w$\K8$)ews$Fjo7$$!3]nmm,[B#="F3$"3If"=^&3IHHFjo7$$!3<MLep#y29"F3$"3!\jx37,XX#Fjo7$$!3%3++vt@$*4"F3$"3O(*[L1+')Q>Fjo7$$!3]nmT0_'y0"F3$"3E'Q.`;_1R"Fjo7$F^]l$"3+ci!eLn()=)FQ7$$!3xumm">+et*Fjo$"3US-*GZmf8#FQ7$$!3u2++]O^2$*Fjo$!3k9eQ->+cRFQ7$$!3uSLL3rAz))Fjo$!3Q=+feOSu**FQ7$$!3qtmmm0%4X)Fjo$!3sh7&HL81e"Fjo7$$!3mRLL$[nVf(Fjo$!3a@;rn8!pk#Fjo7$Fc]l$!31hd4[t">^$Fjo7$$!3O3++]Z!)**eFjo$!3gl%\>F0s4%Fjo7$$!376+++^"=1&Fjo$!3kD#3^"z!zP%Fjo7$$!3!=,+vo<B&[Fjo$!3[.PsS"*=(R%Fjo7$$!3\7++v-#Gk%Fjo$!3+an5yUq&R%Fjo7$$!3<8+]iGKLWFjo$!3Yvy\B?UtVFjo7$$!3'Q,++XDQA%Fjo$!3\/K8g8TIVFjo7$$!3B:++D1$[!QFjo$!3M&3['[E)H=%Fjo7$Fi]l$!3)e>6s))of&RFjo7$$!3g:++Dx.vDFjo$!3sansRhF2LFjo7$$!3g9++]'RUw"Fjo$!30C4J*=WBU#Fjo7$$!339+]71%)e8Fjo$!3XPh<E5I5>Fjo7$$!3'e8++v:W`*FQ$!3YTmGu]$QO"Fjo7$$!3%38+]PD/[&FQ$!3Mi"Q#f]sFzFQ7$F^^l$!3cU([;"[/u?FQ7$$"3?s)**\7I[2$FQ$"3w&>&z45ukWFQ7$$"3;q)***\_4wvFQ$"3)pJ%46@U!4"Fjo7$$"3"o)**\Pgt27Fjo$"3tD_-Zs75<Fjo7$$"3i')****\D'yl"Fjo$"3'**)[2SB%=H#Fjo7$$"3?')***\d:"eDFjo$"3A=]^m,."H$Fjo7$Fd^l$"3/2W?mR!3+%Fjo7$$"3%Glm;HFG'QFjo$"3M*HG1_4#3UFjo7$$"3))>LL$)fGnUFjo$"3kp&G@=J5M%Fjo7$$"3S`m;H`^pWFjo$"37@AFievyVFjo7$$"3#p)***\nW<n%Fjo$"3I[7T8r9(R%Fjo7$$"3W?L$3-uR([Fjo$"3k;EzGp:'R%Fjo7$$"3%RlmmO.i2&Fjo$"3%=$4lGV#eP%Fjo7$$"3-))****\27&)eFjo$"3-^%)42#\[5%Fjo7$Fj^l$"3m&)y9g9O\NFjo7$$"3!3******4Ixb(Fjo$"3I?$e2:n&)o#Fjo7$$"3\fmmm?U@%)Fjo$"3F9c!3*[$)>;Fjo7$$"3%Q*****\!oK&))Fjo$"3vq=tb?VL5Fjo7$$"3=GLLLS6&G*Fjo$"3=jLt%HwNF%FQ7$$"3aimm;+'pr*Fjo$!3W2R*3m()z'=FQ7$F`_l$!3]&[TWmOZ(zFQ7$$"3Cmm;HR9$4"F3$!3u*=Sz]?!f=Fjo7$$"3!GLL$esSr6F3$!3_;*3p6l'4GFjo7$$"3Q****\(eq'\7F3$!3[DVs*)>h&f$Fjo7$Ff_l$!39nrCr3&[<%Fjo7$$"3mKL3i^rq8F3$!31Ce4.3P$R%Fjo7$$"3R****\2k\89F3$!3E*e;9[f'QXFjo7$$"3vK$3-.()[V"F3$!3U!)>vV8M$e%Fjo7$$"35mm"HlxiX"F3$!3tLq^:"z#4YFjo7$$"3[**\iv#owZ"F3$!33w)fZ(p\;YFjo7$$"3%GLL$)*)e!*\"F3$!3dP[j&*z40YFjo7$$"3Gmm;*Q@Ye"F3$!3%['f]cV.yVFjo7$F\`l$!3_LPhJ=@!)QFjo7$$"3sKL$e^"p]<F3$!3on%)e:l'))>$Fjo7$$"3plmm^"*>J=F3$!3;?y-YF\`BFjo7$$"3n)***\(y1<">F3$!3;QiSQNo"R"Fjo7$Fb`l$!3k1>Q8*ybj$FQ7$$"3])******4oj2#F3$"3!4azNDURG(FQ7$$"3Mlmmw<_g@F3$"3%)=^"pIIky"Fjo7$$"3=KLL`anWAF3$"3[RX.J*3^w#Fjo7$Fh`l$"3%zqeg#[*yi$Fjo7$$"3VKL$3t/6T#F3$"305\l-l)QL%Fjo7$$"3%emm;L!Q$\#F3$"3S%z?%R!y%))[Fjo7$$"3C****\KflvDF3$"3%GgZ86vaG&Fjo7$F^al$"3W6UFm&Qo_&Fjo7$$"3I**\il_YzEF3$"3o+g!*oxFlbFjo7$$"3)fm;z**)*4q#F3$"3mV?NA(fQf&Fjo7$$"3kK$3-tKDs#F3$"37ys1fT$Gh&Fjo7$$"3J****\ik1WFF3$"3b`M&QGsCi&Fjo7$$"3kKL3FR8(y#F3$"3\K"=8&*>\h&Fjo7$$"3'fmm;R,-$GF3$"3UDh]kqstbFjo7$$"3hKL$3KOj"HF3$"3lC%*Qi,b,aFjo7$Fdal$"3.$)R>,,XH^Fjo7$$"3;LLL)f(QoJF3$"3fw(4L+EGT%Fjo7$Fjal$"3w)*R!3!4UwNFjo7$$"3kmmmwt(R]$F3$"3EvRpH"G)HFFjo7$F`bl$"3)\Y3Hj_(z>Fjo7$$"3k*****\D>>%QF3$"3=eZcbaSt8Fjo7$Ffbl$"3JP7$o*p4:"*FQ7$$"3KmmmJ*3[;%F3$"3e:8%pH(HDgFQ7$F\cl$"3%=`xi@E$[QFQ7$$"3QmmmONk'\%F3$"3uQ*=][?)4AFQ7$Fbcl$"33<UO,TE;7FQ7$$"3j******p'eB$[F3$"3wH8R$e1Y)oFA7$Fhcl$"3ex'QiF#)Hx$FA7$F^dl$"3J]>0&=ivT*F67$Fddl$"3A(Q'y;Vb)=#F67$Fjdl$"3!\alSF&))oRF/-F`el6&FbelFfelFcelFfel-%+AXESLABELSG6$Q"y6"Q!F`^o-%+PROJECTIONG6#Fcel-%%VIEWG6$;$!$+"Feel$"#gFeel;$!0*pW#>Rf)e!#:$"1cGg9.Ytx!#;-%*GRIDSTYLEG6#%,RECTANGULARG-%,ORIENTATIONG6$$"#XF,F[`o-%*LINESTYLEG6#F,

int (Y00*Y5, y=-10..6);

NiMkIStjcD92WiEjNg==

Y6 := A6*H6*exp(-0.5*y^2);

NiM+SSNZNkc2IiwkKihJI1BpR0kqcHJvdGVjdGVkR0YpJCEjRCEiIywqKiZJInlHRiUiIiIsKComRi9GMCwoKiRGLyIiJSIjOyokRi8iIiMhI1siIzdGMEYwRjgqJEYvIiIkISNrRi8iIycqRjBGOEY0ISRnIkY3IiQhWyEkPyJGMEYwLUkkZXhwRzYkRilJKF9zeXNsaWJHRiU2IywkRjckISImISIiRjAkIitfXFplWSEjNw==

plot ({Y00,Y6}, y=-10..6);

-%%PLOTG6*-%'CURVESG6$7io7$$!#5""!$"3eiM")[#p4@#!#A7$$!3CMLLLbC^'*!#<$"3#*R/V18TB5!#@7$$!3?mmmOhzZ$*F3$"3!**)GH([mj^$F67$$!3WKLL`b`1!*F3$"39ahzX7Gi7!#?7$$!3#HLLL(G,j')F3$"3#[ep+$>riSFA7$$!3'3++])y1#\)F3$"3_-$\'3^sbpFA7$$!30nmm'*G7@$)F3$"3gnB1Lbec6!#>7$$!3!*)*****4]ji")F3$"3Rsd/*GRa!=FQ7$$!3cKLLBr9/!)F3$"3)4`kHa&R[FFQ7$$!3=mmm'4U+%yF3$"3^U0Xq1pNTFQ7$$!3!)******pq$fn(F3$"3+8Wp+i)y0'FQ7$$!39nmm;%>i](F3$"3u&p")>)**)*Q()FQ7$$!3fLLLj<]OtF3$"3#*)G5oTv[A"!#=7$$!3)pmmmRGt;(F3$"3u$y)GN6\m;Fjo7$$!3Q+++I]:)*pF3$"3*45"\'RcL?#Fjo7$$!3(QLL$G%RT#oF3$"3U@jfuR;]GFjo7$$!3YmmmEQ7]mF3$"3W+qC(*f(od$Fjo7$$!3))*******y]o\'F3$"3[N@EniwgUFjo7$$!3HLLL`xdVjF3$"3e>-Y.'pv&\Fjo7$$!3g*****\=.tD'F3$"3X9V"HM"GV`Fjo7$$!3!ommmhG5<'F3$"3cBH3,cH;dFjo7$$!3+MLL[Sv%3'F3$"3!ew+Cc++2'Fjo7$$!3I+++![z%)*fF3$"3a.b(f@$z(R'Fjo7$$!3@+++S=ADeF3$"3O%y73uFC&pFjo7$$!35++++U'>l&F3$"3\4k08EsJtFjo7$$!3K+++!G"[obF3$"3l3)**egB;W(Fjo7$$!3_+++g$)*\[&F3$"3/#\*GVRr+vFjo7$$!3i++++pDVaF3$"3I'*=&[bz2^(Fjo7$$!3s+++Sa^,aF3$"3`=N**=hw2vFjo7$$!3%*******zRxf`F3$"3u@4*GP*o"\(Fjo7$$!3/+++?D.=`F3$"3]];c.KjiuFjo7$$!3;nmmT:Tm^F3$"3U-Llk4'4D(Fjo7$$!3SLLLj0z9]F3$"3Wp%[3[w^)oFjo7$$!3p*****\b)\M[F3$"33)zDk"3K$G'Fjo7$$!3!pmmma1Ul%F3$"3YNJ9AZo]bFjo7$$!3fmmmmbZ,XF3$"3k([ztC1=([Fjo7$$!3=nmm'eW([VF3$"37*)H/*Qot<%Fjo7$$!3G++]nL"*fUF3$"338*f-n(=zPFjo7$$!3MLLL[@3rTF3$"3_A/xc")3#R$Fjo7$$!3Knm;H4D#3%F3$"3rHLU7$32-$Fjo7$$!3S+++5(>M*RF3$"3;d#>!Qb%)oEFjo7$$!3"RLL$[$eh$QF3$"34gsQpAL-@Fjo7$$!3Unmm')p*)yOF3$"3'3JZ.)zh:;Fjo7$$!3aLLL[jN1NF3$"31*e``!HFw6Fjo7$$!3l******4d"QL$F3$"3"p0IQH@GJ)FQ7$$!3w******>i^pJF3$"3>f$R=1Y*4eFQ7$$!3*)******Hn@0IF3$"3gPSivN]_RFQ7$$!3=LLL[uyLGF3$"3avmr&)**HpDFQ7$$!3[mmmm"eBm#F3$"3VEf(e&))y@;FQ7$$!3hmmmrD$\]#F3$"3^e^C\+vN5FQ7$$!3ummmwp]ZBF3$"3ambS&*['GX'FA7$$!35+++0Aqx@F3$"3%pWS*z;DnPFA7$$!3[LLLLu*y+#F3$"3?n<"yx^o8#FA7$$!3kMLLj&Q^l"F3$"3U(*o@iOM+gF67$$!3#3+++$41[8F3$"33OdWKLx%z"F67$$!3=MLLt'3k,"F3$"3+#***H]XD%Q%F/7$$!3i0+++WzPnFjo$"336i)Qhul5*!#B7$$!3g;+++e$eQ$Fjo$"3OTg6v'ppu"Fg]l7$$!3!e7+++NkU"FQ$"3gu2ski9xJ!#C7$$"3!e)*****fo$eMFjo$"3glIL%fDDB%!#D7$$"33ALLL"QSp'Fjo$"3i]-k9ih$>'!#E7$$"3p*******f!)[,"F3$"3A<N;9^#*)3(!#F7$$"3%fmmm"R$zK"F3$"3UY0-K48q*)!#G7$$"3s******zQ=q;F3$"3e)[G:[&Hn$)!#H7$$"3mJLLBW@#*>F3$"3Y\D(*G$3$o!)!#I7$$"3.******H"H)GBF3$"3eP;:G6sji!#J7$$"3mKLLL:$zl#F3$"3'*Gn'zD7Sh%!#K7$$"3E******\7Z-IF3$"3'e;2Q`#)yn#!#L7$$"32nmmYRIMLF3$"3D/x7V$*)Ha"!#M7$$"3?mmm13ltOF3$"37:!\]c6sV(!#O7$$"33LLL.x=5SF3$"3'GbnT5F2G$!#P7$$"3d******f,V>VF3$"3Qs%oXYGpo"!#Q7$$"3?LLL8p&Qn%F3$"3;is"Q<C$)*\!#S7$$"33mmmE/'3*\F3$"3avO&[/P1$>!#T7$$"3Q+++!H_)G`F3$"3KZ7cGS*>Q&!#V7$$"3O+++ION_cF3$"3)RX$QS\rr:!#W7$$""'F,$"3l)o*z<skPJ!#Y-%&COLORG6&%$RGBG$"#5!""$F,FeelFfel-F&6$7_u7$F*$"3#)=fC;E>+SF^bl7$F1$"3M>59+/#=*)*Fhal7$F8$"3gn/ZCLZ]9F\al7$F=$"3^k9`#4)[SEFf`l7$FC$"3%*)4sN*>#[J%F``l7$FM$"3CD+cgbVChFj_l7$FX$"3ajSElQU*Q'Fd_l7$F\o$"3g7E"Q!H!HW'F^_l7$Ffo$"3kJ2uiwF&>'Fh^l7$Fap$"33i**)*Hxb&>&Fb^l7$F[q$"3N&>&p!)\qQSFg]l7$Feq$"3#zOD<w')y=#F/7$Fir$"3U?rWTS1$G"F67$Fcs$"3#3B'>R/MblF67$Fau$"3eEFVUx0SFFA7$Ffu$"3)Q\JqTnT+&FA7$F[v$"3W*)Rg%f%[n))FA7$F`v$"3i%=8Ojx>o"FQ7$Fev$"3c7Oz&))R10$FQ7$Fjv$"3%)Q>i#HHC([FQ7$F_w$"3"*p*3l'3.?vFQ7$Fiw$"3Ie+^E<A">"Fjo7$Fcx$"3!Q:K7DeQz"Fjo7$Fhx$"3y$fyD5kWY#Fjo7$F]y$"3W<6M%)\nOKFjo7$Fby$"3Z)**\b&)yc7%Fjo7$Fgy$"3#yf,Q"QjB\Fjo7$$!3%******\'fm^KF3$"3LF_?ke]=_Fjo7$F\z$"3+%H^-#*>zU&Fjo7$$!3#*****\Z8WGJF3$"3/z984rY$\&Fjo7$$!3g*****\Zmt3$F3$"3*Qm3Q/\#HbFjo7$$!3w****\-;HYIF3$"3GCxjTYpKbFjo7$Faz$"3xY.,"zO9]&Fjo7$$!3`mm;*3-&>HF3$"3m0_?r%ybJ&Fjo7$Ffz$"35;lkP"*eb\Fjo7$$!3#)****\2G2[FF3$"3AWX9vE_:WFjo7$F[[l$"3YUVG?eq*p$Fjo7$$!3wmm;p`k$e#F3$"3NdgS>"\6!HFjo7$F`[l$"3o$z]+fb'*)>Fjo7$$!3Kmm"H<wbY#F3$"3PH=y@_#3]"Fjo7$$!3Xmm;u(>iU#F3$"3Cj]O"ee%f**FQ7$$!3gmmTvL'oQ#F3$"39=lj0fG,[FQ7$Fe[l$!3Qr>kGO#*3TFA7$$!3J++v$yb]I#F3$!38y\IG0^DgFQ7$$!3WLL$3f/EE#F3$!3%QyZ4MVc:"Fjo7$$!3bmm"zR`,A#F3$!3Y&y;457Bp"Fjo7$Fj[l$!3;&yP["yO/AFjo7$$!3!omm">)*z#4#F3$!3W#zi,U3@7$Fjo7$F_\l$!3OS*eIbCl%QFjo7$$!3xLL$er2(>>F3$!3>pXUP$oiL%Fjo7$$!31MLL)*z^J=F3$!36jZd6.m8XFjo7$$!3OML$3GGLu"F3$!3K@jDz1gaVFjo7$Fd\l$!3IO.j[$Q0'QFjo7$$!3=,++b"p$y:F3$!3UXb8`=!)zJFjo7$$!3tnmmY(*f,:F3$!3'[yPcsYLI#Fjo7$$!3-,+]U]@j9F3$!3jEB<b^62=Fjo7$$!3GMLLQ.$[U"F3$!3u3M"R$R-#G"Fjo7$$!3anm;McW'Q"F3$!3%zCBOIVDO(FQ7$Fi\l$!3wf*3x^()\y"FQ7$$!3\nm"zR/mI"F3$"3#ffmWs")*oUFQ7$$!3;ML$e'y9l7F3$"3U&)*yrl/S-"Fjo7$$!3$3+]PL"pB7F3$"3)eP]?"\1,;Fjo7$$!3]nmm,[B#="F3$"3GLO!*H0^Y@Fjo7$$!3%3++vt@$*4"F3$"31AJ"frD()4$Fjo7$F^]l$"3Hx[*f&eH,QFjo7$$!3xumm">+et*Fjo$"3m;uS7eYXSFjo7$$!3u2++]O^2$*Fjo$"3@#R(G!yj.?%Fjo7$$!3Cum;z.P$4*Fjo$"3..4W">$*HC%Fjo7$$!3uSLL3rAz))Fjo$"3uv`"G<[>E%Fjo7$$!3A2+]PQ3l')Fjo$"3k'[4T)y/dUFjo7$$!3qtmmm0%4X)Fjo$"3P7kSZlCGUFjo7$$!3mRLL$[nVf(Fjo$"3_\R[!4-z(QFjo7$Fc]l$"3Q\[fsc(o<$Fjo7$$!3*p++]d*z=jFjo$"39H([%e&)RBFFjo7$$!3O3++]Z!)**eFjo$"3s9YN!)ez4AFjo7$$!3u4++D*43[&Fjo$"3?85K#[5sk"Fjo7$$!376+++^"=1&Fjo$"3)e+ddNxz/"Fjo7$$!3\7++v-#Gk%Fjo$"3C(=$)H1,ND%FQ7$$!3'Q,++XDQA%Fjo$!3)yhTij%)z1#FQ7$$!3B:++D1$[!QFjo$!3m<Ui;Z%HM)FQ7$Fi]l$!37C>!e(>*HW"Fjo7$$!35;+]inV!)HFjo$!3Y&=^)o$f5+#Fjo7$$!3g:++Dx.vDFjo$!3h*)[%H0Qn^#Fjo7$$!35:+](oQ'p@Fjo$!3QFO&p=8!zHFjo7$$!3g9++]'RUw"Fjo$!3wtuP*)H)zP$Fjo7$$!3'e8++v:W`*FQ$!3'>c^5IuK&RFjo7$F^^l$!3[F$QBLnL>%Fjo7$$"3;q)***\_4wvFQ$!3AJ&)=N$[K/%Fjo7$$"3i')****\D'yl"Fjo$!3w_zxCU3rMFjo7$$"3T')**\i!*)z5#Fjo$!38(\'*H(\*R/$Fjo7$$"3?')***\d:"eDFjo$!3ud+%4Evr`#Fjo7$$"3,')**\(3U#3IFjo$!393KEfe+k>Fjo7$Fd^l$!3T=qqmFdR8Fjo7$$"3%Glm;HFG'QFjo$!3[9$zE>0C[(FQ7$$"3))>LL$)fGnUFjo$!3r$\.!>P,79FQ7$$"3#p)***\nW<n%Fjo$"3#Gpv!\/*zo%FQ7$$"3%RlmmO.i2&Fjo$"39[GVT2-p5Fjo7$$"3)4KL$e?m![&Fjo$"3y#)*Glr/qk"Fjo7$$"3-))****\27&)eFjo$"3sOf(*H!R3>#Fjo7$$"3/bmmT%z&*G'Fjo$"3+%3K"G&4%*o#Fjo7$Fj^l$"3"H@zzhHE8$Fjo7$$"3!3******4Ixb(Fjo$"3W7y'>#exaQFjo7$$"3\fmmm?U@%)Fjo$"3Cv6`paSAUFjo7$$"3mELLe]MP')Fjo$"3IS$o10kYD%Fjo7$$"3%Q*****\!oK&))Fjo$"3%z&>-`piiUFjo7$$"3-hmmT5>p!*Fjo$"3Y!*)p#=OKYUFjo7$$"3=GLLLS6&G*Fjo$"3e)ej^KBf?%Fjo7$$"3aimm;+'pr*Fjo$"3!>kBbf$>aSFjo7$F`_l$"3$>"pr38[6QFjo7$$"3Cmm;HR9$4"F3$"3'p5&[#*3cgJFjo7$$"3!GLL$esSr6F3$"3)oKE!4oO#G#Fjo7$$"34mm"H#*Q0@"F3$"3]*36,:w!y<Fjo7$$"3Q****\(eq'\7F3$"3@!)zUHSTU7Fjo7$$"3mKL3_A!))G"F3$"3UTP'4_"4]oFQ7$Ff_l$"315Jb$QKr:"FQ7$$"3mKL3i^rq8F3$!3)f0)\Z=@'3&FQ7$$"3R****\2k\89F3$!3_8l-#*HkA6Fjo7$$"35mm"HlxiX"F3$!3%QT")[s>Tr"Fjo7$$"3%GLL$)*)e!*\"F3$!3yk`V7]arAFjo7$$"3c***\P9S=a"F3$!3Khfi^8O%y#Fjo7$$"3Gmm;*Q@Ye"F3$!3i/^>cE:VKFjo7$$"3,LLeMESF;F3$!3lH(z?F.)ROFjo7$F\`l$!3_-TKv6inRFjo7$$"3sKL$e^"p]<F3$!3WCT:`'**3Q%Fjo7$$"3plmm^"*>J=F3$!3&3"*pCZ)p8XFjo7$$"3n)***\(y1<">F3$!3#>F-nQudO%Fjo7$Fb`l$!37/VXRenaRFjo7$$"3])******4oj2#F3$!3=ibJ9qAzKFjo7$$"3Mlmmw<_g@F3$!3ZJnqN(QFS#Fjo7$$"3a)****\h)f-AF3$!3o"pQha:v!>Fjo7$$"3=KLL`anWAF3$!3Y67+$RzZQ"Fjo7$$"3#emm;H_nG#F3$!3!GXK!p9=D%)FQ7$Fh`l$!3')>i[,D[')GFQ7$$"3slmTIp'*pBF3$"39^wb#eYoc#FQ7$$"3VKL$3t/6T#F3$"3/w?,osV))zFQ7$$"39***\7`UAX#F3$"3M%)yp*eF8L"Fjo7$$"3%emm;L!Q$\#F3$"3u?#)f`m6[=Fjo7$$"3C****\KflvDF3$"3S#G)>1kL8GFjo7$F^al$"3)eYD_>5#eOFjo7$$"3J****\ik1WFF3$"3oE$oht,fQ%Fjo7$$"3'fmm;R,-$GF3$"3N*)GD^5hO\Fjo7$$"3hKL$3KOj"HF3$"3v#QmAxVaI&Fjo7$Fdal$"3)*)Hr(Hn0)\&Fjo7$$"3^KL3P.&R/$F3$"3UfaEqo'=`&Fjo7$$"3Amm;C%Ha3$F3$"3Xa2B&[d,`&Fjo7$$"3"****\7^3p7$F3$"3k&\Gyd``\&Fjo7$$"3;LLL)f(QoJF3$"3T(\@"Q]4IaFjo7$$"37++]sdM^KF3$"3([/ae)G]>_Fjo7$Fjal$"3^Q?[!fr;#\Fjo7$$"3kmmmwt(R]$F3$"3e*Q4S(=oPTFjo7$F`bl$"3ojD9z6djKFjo7$$"3k*****\D>>%QF3$"3MlP;YZ%yV#Fjo7$Ffbl$"3[;'G?$RuH<Fjo7$$"3KmmmJ*3[;%F3$"3C]H0e%G'47Fjo7$F\cl$"3)f'4)e]L/9)FQ7$$"3QmmmONk'\%F3$"3pBc`&z7C%\FQ7$Fbcl$"31I6<!36`'GFQ7$$"3j******p'eB$[F3$"3g]=(H%\N%p"FQ7$Fhcl$"3i!>x5k\$y'*FA7$$"3ALLLej&)f^F3$"3ZRS#*>GrK^FA7$F^dl$"3%Qfq*4')z@EFA7$Fddl$"3!QCqa3zQa'F67$Fjdl$"3sEeT(H-NF"F6-F`el6&FbelFfelFcelFfel-%+AXESLABELSG6$Q"y6"Q!Fiao-%+PROJECTIONG6#Fcel-%%VIEWG6$;$!$+"Feel$"#gFeel;$!1[j,L!)=aZ!#;$"1M$)R:"p7v(Fibo-%*GRIDSTYLEG6#%,RECTANGULARG-%,ORIENTATIONG6$$"#XF,Fcco-%*LINESTYLEG6#F,

int (Y00*Y6, y=-10..6);

NiMkIitHQyN6WyghIzY=

E1 := 18000*(exp(-15.1*(r-0.266)) -1)^2;

NiM+SSNFMUc2IiwkKiQsJi1JJGV4cEc2JEkqcHJvdGVjdGVkR0YsSShfc3lzbGliR0YlNiMsJkkickdGJSQhJF4iISIiJCImbSwlISIlIiIiRjdGM0Y3IiIjIiYrIT0=

E2 := 15600 + 4900*(exp(-18*(r-0.3016)) -1)^2;

NiM+SSNFMkc2IiwmIiYrYyIiIiIqJCwmLUkkZXhwRzYkSSpwcm90ZWN0ZWRHRi5JKF9zeXNsaWJHRiU2IywmSSJyR0YlISM9JCImKUdhISIlRihGKCEiIkYoIiIjIiUrXA==

plot ({E1,E2}, r=0.22..0.5);

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