From 8b2db106cfcf49063efcbaf74baec67c8bb66bbc Mon Sep 17 00:00:00 2001
From: Pierre-Francois Loos <loos@Pierre-Francoiss-MacBook-Air.local>
Date: Mon, 7 Mar 2022 17:42:25 +0100
Subject: [PATCH] ready for submission

---
 3P.pdf     |   Bin 42394 -> 0 bytes
 HF.pdf     |   Bin 32871 -> 0 bytes
 TrUEGs.nb  | 10305 +++++++++++++++++++++------------------------------
 TrUEGs.tex |    88 +-
 4 files changed, 4167 insertions(+), 6226 deletions(-)
 delete mode 100644 3P.pdf
 delete mode 100644 HF.pdf

diff --git a/3P.pdf b/3P.pdf
deleted file mode 100644
index d662029699a89404fbe763d077374b86e5db9cde..0000000000000000000000000000000000000000
GIT binary patch
literal 0
HcmV?d00001

literal 42394
zcmV)sK$yQJP((&8F)lR<CAICY`wBE5Fd%PYY6?6&ATLa1ZfA68AT=N`AW{k-ARsSB
zX>4?5av(28Y+-a|L}g=dWMv9IJ_>Vma%Ev{3V59Cy~~a+O_Ch8&!?!RB%q6taSwpt
zLV!Sk02ks6pasDNQR1*c)Db{x!Pi&1o0&&soxi7tO>rSW5{CVUov8fs5*K$5Gxz%=
zJ^%lo?&tq0>Hhfob^YfneYOw%-@o~nAOGy%r;q>me?Msc_^(&`_*c*W{io~S{=4U&
z)5rgLmCxKh{`JS*@6VpvM{ebFrT+0Nkoocb@psoh`}en9B;Wn%Uyp7=)Xje@kL3S+
zbR+V*TFLFRwev@XyslQ}bML8~-H5!dR!jYyEg#*4ysoy^bI;>5&)a&e{yAp}<hb0^
z@9y<;^|POl_x0{OfA;$7N929Io<2)HdZBH7{`ZgneBIAIkI$9!^LWo2uJtpG`SD-=
z!^i*e@qayEZ?5P6tIt;}J*DSUKcBDF=f4)dakk%hzSuwZjZ^<zZTQWt+Uy&r@mc2#
z<lB+)ya*u6k@-2s*vR!j>+^oPJJgDGy6wKk4`kk%$Z+KT9Bppo^8d`dj=xp=uTka;
zdG0<JB7Tc^{k-Q7ptpVz@|(V&arC^c6Y0+j!?#+a5LxpDJa6Oq@e9x(G$)^n$owp&
z1DOu2eS-pe=Wow?8I+&7SZ+Z?>;ZxJpXK{=ru9Oex0CtfE8{}td5R{8NbN$pBlQ`}
zKasxd$NVv$Id-Rf9nIz+>bZ2ny>&j~iHs@)_clJ;s6sA6%Lmf~-MF{;jDh|_o|jel
zXLl#ktNyC{g~~H*JO3;bSSg>tZ8Hb$LIC4N$aR<ec{g3fKV88KIg#h(-Tbq16Pfh|
zJa4n(Z9R~Ww_-1_{Xp=24Ov8NBAm$cR!8H7Y9Tb%cp=X^bT1;f#reF9`~#^rt{iGN
zAzSiJWIb<)57HWu_=Z4g`n>zph5RP#?O*DRR6a+~1Z+_~k!PGfGw1@;3H8NSM5KJ$
zfOBLJXr;Y@cx40g=2-;e1q~mGwLLFLe>I8pGG0jMBzcgDdGkPZ3_(Pu?r`D`$7j)K
z4P<Dvu8+%*xd#<q&)oB1RU$FUh^#%zY>BuWnwnx*HQKYKHFUZ$$RDJS{z7i=4W#*n
z9;n@YLyoMXPJWLqf0nj>AcL>NR{^`w^Pg*N$dP`llYgOBeK5a~+A;8-1q>H@Hr=r{
z^dRlij1wS@$hg-F>Ccv;KG<a*sBz>w<cJ=>;1-`1n+wA;b%;!kdmz`{=4Y<#RB=O-
zEA&Q|e{&#>NK5rVE`wH9C;w=+gV*{(?q_r2J+@AybF~0+-97sP<PiGg&sx_Tm|Z=5
z5cOvtoa+ZN(zpoW*Q>uOM@A;n+WiBuEfENQ?D;<HzJ5U1jEe2G20Uh7VY?FOTn2;;
zo5%pLBRoi5>NAO~n=fqnoA0)tvd?NnMpK`L3oXBUK#K@A_~Mq}gFF^y;!M~`E$TBa
zLX%5FzWw*d?TgomWFOr?77;B~4{{NLEd}$$kn*hW>j$FMD`USIHJ10M%LPQMmu-xO
zG#V-=!W}Y~Nnmm!*vPiYGP-s|M;y?On5%!&F+TNv8ryB=6X0H8_PjTrt&pz|3;kIB
zUvH#O_3>YMOmkTmpLpm8X&gHNtjgC3%WFRSc~_S~WK8y%x4-h4{lgM+1bZToMFiH+
zgRDXX7MvrvP<_@TzTq{93{FT}sSIg8qk%LcjaJF?*B2pKJOvBueD)d4wgQ9a0cK_w
zOzk;f^A;HYmjS)AOZGQE=O^!P1G3Rdo<tVjMJf29XL}z7?;XQtC7)vegmmt~LT<Nn
zfJ`EDG;HPtcEZa3GJ*JGF08JO^g*O?Vr|4sW?X3aOI^>4=brnRLXI>a(~itSq;rQY
z6Bp{fvExEmG#;pOk1bd<*7)R9uh=UeU~oSb@~ryYEGkCSTAu+_0+rvdV%>X?$=O)5
zT_&gWEW3Cc)wj-^Zr|yERPXcb%2j<Pk;RR&`j(T^v&3^>sPL<v(M?z4f!vGAsfH<B
z`%R>B##MKJ43Y6yJ1^A2`l|yM>b^%fG6^*9cy;2Yha2}mtj}do<&IZZW~a${fghir
zoH#920-bZBCH&Gd;}|2e`5Z84aldPRS@R#qO`s4NQ(cB5x3ADX4w@V12K9m$*4)a@
zkJFR5-?dtZR4(wX4kB~uLJb!xVd=Go3q4yY_qXONn;|mnnj52!A?gDM7joOvAQ^UT
z;?WQwaRgT$Va2sIiO7iS$qiP6WW{w~f3i8AoMHXOldUk>dcKLsWb4`2sQfsZve3F4
zM25&fLyRInuBQyNj?wWTGSHq~9v8}Cp>?-o43UA>-6S!DPu4rGQ^G*&&jx-0;;zFk
zHO#Y)foSe3&9lC6gU!u$Aa0BqB>SwpNnnV~vyt$mJ<PLl-$VxI)9}6hxzKO}#vu&7
z2a&~w$@BQJveyPC_=D7{E|bV(v0;>tiubd^Wb@U|fI$<<)}{w}JX;xT!*^6eY?%6(
z@~zMi8EgahW9~0k_Tf9BA+pzo?}YhrcDa-cY<q^t)1C=`Rb;VEjImO}V4HU)!e25^
z-qx1KA(nYI3;MLM&TQ-hk##nGqsfn}E638jN54=H^K7=pPO{Es$CHk*&gQs@$g{M4
z$}cp-wVV@wHp5_>7(wPC(_WhkKel`mGQ@%lcA>{1mU*^(`8P!7*~0Q~9x^usH!uv4
zYq<)R&ByztF@|860W!uA49m617()=t09!&F!B>8q-)GCgh(bijAP!YTcCtCYj#Nfi
z9$U}7MMng{{4&6;V1t%V<;nm?Hc!{ht;zsGe%x4CTa}RjLwaVP-f^MjfeVMQB${LE
z=2nG+oF6Z?B>ojvyT?I=X;uBRU4UR)Rr-vEz_hA#{_^9q*2F$o$Q}f?RrL${g~}&y
z5x$lIFs>@yrrauwt4fE+fR@;05?F3YRXQozJlK|rEFuGsnX%TG1H14}EkFUp7V66(
zY+;Xg3UjN{wl}0Uyg?Z5hRne}4SlBDU$_ufi3b`t9uy{Yew@?0@IqJ<%!6(0gEhe%
z*ue|I&duh*E_8wkYY2jN6$Wa499YEcDveJ=V52>V2Wql;v||#PL|~#-8jXgmn|&~s
zdtso_5Nuby&}^%;^>Syp*MLc&Eg;yw9%q#!9wyplNaX;B5n%po!&j&IWe)9R7fe#~
zXczmy)_T0v$B4j4ppj$_Z0Db03Yr5u@#1OlJjhJw1M8+EM0^1mgnGq$r{!Y)YsX{I
zDB+ojBbZ&|cDoK2@)(st2<uf@6Xw5me6NmAItnej>gEy<Gwl3A-NPFOO-@Vh@8+#?
zR(4F4(L93W2v*Stu_y8iao2qy7<ZL>Y&PeVLz?@id8d<ouvv~F>#k~Ze4w7$34{D`
zNny(&E(m0D+HuEvTvGGB{6aHVLi{UyMDtNOohQDK`KSZ$Y`Xhm$Xe{fvHAF<^=2nL
z{ew&nVEa;rWLkSw8^(hmjAyIL#Dx$VbjS}`41u{<afp!3N9E+@Qg1%0FFDOWrmc47
zr26D-jC$wC-9&`0G01C3ZTvGl*r2i35LUb#g0<He*UOK431hD@)MiL)?1LHpc$~29
z8rIFrkVydV=W#e;+chnU=7M$re%Z&}gc;Ygv^~hew%4?hJq{@BxJHNFkiqM~t<I~^
zjBE6W4SCEsT&UnPuj((#5q#!VX~;FYn}#6t*6289b5bWSL?`fpV97PDCyz@CORo9*
z2GT0~3?Yvt#|z=Bn%_FniN4X}rt%gWzM%Q7J~1Bzmsy|u?S_GAZtFx3&iDse_<We~
z<?&h(W@{d{12XX7KDjSDK&I8!XfBt>M}^haIB^Yu(bn7w1cLK`hFNMCDzw@fr>P;G
zBh~H52dOmL8YZOyu-ULwKjX<DoCq`;cEuc9-ZdtiAqcX;`ZuKWh@f$HJr^1@+8Sq*
zA+Xvy%p?O4Q|mm7DUT<M^MKAXjAG}We$Ln#BR2$ATc=S{?u1rHgOUHvAgLifO6?v!
z2vN+f^>x3~CNQMqkFqa>&vHhauKURz5Eymcx9tlMj5?g&8B!Qk>;At$aJt($+Ka8^
zZZUNq$bO+lqpl;K;0U5>ox`^9ix>ib{drRip>=;Fexbo*;!Ypd5ZHO0&Zr@<^E!RV
z^7y&1^SXO~7a$mVoi19jL)VH<?pl?{sr8Mia~m)KR$b@#vJ=;Wj|W$xnA=;?WnmDQ
zkGt@GV3r%wd0~#6?7<nk(4b{(5KOkgBcEbUt%uA84>%05N#zKxgQfLyWZi^du?-rG
zhOB|>V0kR&(=PUL2gHzx4R6puE9Swvfi`F~6?0*IgBy%d83F@sFh*pE8EAeXm@?(@
zSYe?JhEoiIfi@W6DCWZs^y$8P7-F`FUkJ8Dc^p(9!GkWn0kz;d_;qtwCtlF>Ma&Qw
zWFB+!$x;eKZ8(<)(h53p{+r9%(FbS$<#AbIqD>uE8w49|(%~tO&x+vN)JJ@fUeO1e
zU@@1~r|;B3fI&E$p87&%F!(lUQX2vrZE_<j=CXG7!5N1^2*^!tDdq7{Q$i;M<P1SP
zZZZO92&^_chs2|q7u(UPW9*q1JJAV-TzQ;U9AQt|XofVOzee})S@$5Y<EGYZ^J_c$
zz)CU%cHH!H9Yb)A;>a_FE<mv377zVPt&GwwEv@G4cJzS>VhAidoc;KPnwxf_TmbRu
zv3PD!%>8ZX!nt7n?*QO?$YlsjyT#~idE8%Ec1sJ~gUo_Hu*Qoy#0`D0nq3CLv|C!d
z%pqRr#Fgqn5Zhaf)flo0`e0>xT;#{HyBtAypqP(rv)q=oOu!?126&|L8A$HD8-hbj
zLoBd&8HCfA(s0CK2wz7-<jWB^(n_na^(<1zU$1WK`GvT=H#bZj@Zn+}F#*o-2QlOC
z0r=#P|Lew|AqYVkWFylekl2vSA?9B#EK3j4oD2i%iM7p;cEp{at31xHn}hkLDQbv?
z&kVtl-Q#j1hG%O$hH6i+{T`&^K-VBQ{_+h+%>cVG2e58FuC5z;77&HK^SH6Lq&r`y
zWFn8DcR9pa&_PaeWT8_*gf3@>CQ3(Gz-c}hhTU!S%Mg4~^J8t|=B#n~AT}v1^orHD
zcmJ}6aBe>?s)ysU8)g@whTmSi@Prwcb+&GZn{ipkm&LqRn_L-3R~H~B5@ns3l*dPP
zGcFfDp#tJ|TvnXg5I5s8!mxHBb7TiPalbY{cA*pB;p4};9ha+?jR)~)Tt=A4FGNCA
zR*c0EH{^2F?0)=MH{>1!Cjf?cJTAl6^$RsHJ8YlE+!<)``;87$E;o`W46(f+H@z@(
zVVj+yJ`m2=4C?qJgcQo-uevE`TRlGDgERmm;W7(mTXqW3Mab>8XR8N&MGQzo5P&ko
zP63>~<-h$nr*6k(*l`yiH{^2nqc9+D$XQ^Vf0hxj%V8%y$ncpn<as_TDNH*Ho?{A5
zoRb(r8`XSTe?bF5nDThAZrM3^%qQTiFzoX1aF+FHFzg<LOT>eC1TRl=&x$#@wo~RQ
zMukB>c&6U7dASvTMWe)=+~L5$R$)HwL>I0-kN=wdq$)3M=H}$uCYZ7F0&!z6gMsiM
z=H>dYFAbds88<J4pm2HIT940_B;UbYU)uy91o1gT+}bONXM4pwU$YMk!qJRDPON;8
zi6wo3DPSZxPLx$Z&Ug@TA<C*CRoy&00OSVXgK#K5h_f?{O$VcFHQ0aUmMvwTuMcwL
z*LD1UhXGi!)>?CYZ4N#Nc9h4>b#g|@ab=M$3we`<c#N)y8&b>_wr^H+hHHqMghfYQ
zWx-$oaqlAH7GbF*s2SoGVNoQsnmatu2X40^ZV(oaNL>!yum}r-G6uLoXr|(g>tqD&
ziYB-rHtq_i^W}(Jh(-QrO*q&${vX20h78*)&A{|%WKD?h8M1JyTT_EQXon)`(_jvk
z!R^5i=WLk8>CgU5IM{wg*639qSJ#a{TAbEt!1ybZv(6CbXq3eXUd<gg<FCkSx(ssb
zuPoT`^>K%7H8N%)7?y^(?N?=h)H}iU^P`nQq<UDSCen}%a^vr@LE!_}`vz&l?9?H|
zCX1P=J~*nm$;}+0n)!lmAAi<vU0vMttJyaRLy9vts>n5!ad)R9BD!4}05v)y$B+5Q
zX6Mz)X;~S-F*+hnVhnLR&#YEN5Ucs!wp*Fm+6WAPh)zGT(u)E=(MOayB(|YeaMUkA
z9@KlF?u0Ev>^RKWhcJ_>*~Di0)%nRgT(JD=MELR<QD!^ZhFTZ-Du#HNuPz>J8e&tq
zB~JHhCKVAH!UmZYXZ%DrmMd)<rzf&)n}eO|_<~R~h?vGiL`cmLTj*NWb7!2n84nT5
zO3l?t9u1Ld0~&&U#yKpRi0y2blMX!$Qf<?;Y1|qQBMou8uXR#f3~|G+bvL06!9I3@
zW7r8f^P>$e>h;+=Jj7@8L5#Qzx5w#&7^dbzPqXTJVvNWjr+)OrJ-^x>U=z^JTHH&h
zT<{Iyl(gl&chCo6s2k+=VHaK35Suq$C-Bu4W!qwVj9puU8+d@XdyKV!KxnK##2gK=
zQP5+7DmY*?WU`B&tr(-vZRgNm7=I7zceQnLH~>q+0Jk5Fy@v@|5K1#*UJe9wk&(FP
z7~}@zxJePH=40DK3|h(txcN9l>3r5GHy<y95Ir===^`ZE8M0tLjz(|D5DyHF&I3b3
zY`$Cu!F;Z^n%QI@3|<)E2BjNwKyKKRX3b$}a^<>l`fw3)O36&zVQPkzIekI_umL`0
z-B(+vEdDY@g1HQ`uSfIB`rxe9_-Xv+)sLc#jfOa+0Uj-!1Lw5WRw)Z7JNYbCLT+_V
z8A!EuSe>+ifVkDUl5Tjo)p;3_3=XeBPC>DteXB&=>RcjJ)H-2xE->+c3_mnmO)r_U
zlht`>WQa3RjO-PC+~{1BQKb4TQ*L!SlgmRb2HDAwQMur2)MsHbv(sr>Q;5wV<79Da
znZrH1^R1qFd=auhnenY~zF~-kp^RRIql(%<tuy9S!P3&4*<nnniU>(H7ko}orLcfD
z9NrlXibJ(E-&2kA#5dHM+osNEf`ev|eVFVF2Jh2-2;{rzt3Ioj8KT+4j*E!>sxgfG
zo-c>Y5;Z~*0*KX|?&p%m9>Rk{$zhZq92OX2MyC^eU{jgPZAPatdJvp5$V?R@;y@Q+
zh<ya-;rL4Oj1^zHjZ%X!h9S?$xtu|RC{8su{Mq`PFT=K(oW_KKYg0QkCeC}A1k7?V
zPRjrj!XUFbbJ00uwRO_Iju~)R<a>3S)7U9s8a-dlZBFN+lyVU=qZ7;%buy#VcqZ_b
ztGVjW2ymJS);e2FAEVPrB~U8V4h4uo6E?zwnAK?{5)Oq9O^9(uaFT9_jWLSGE+A$W
z8N^A~EhOfY5iS#bxzTBK5bj>)&36ajG+l<6b6^A!Kjf=6y6Rxm@M-z>?Q9WV;`UwE
z5bkZ}$D4x2xFP()=E%FqZSiEg4u~8K;i5l41vCN)Na=<wV{RG*Elf4n{@ESR3sqls
z{P*#apS9iPgJvvYNqCT++Xb@BjSJz}C)Y~%)exJW_S)gF8Dc?a`=W>rJsSnMz&18G
zer!vyX<EcBtmg9D$0>>KnIX^qZF2z90t3t}y^MFa@LL!)HcLU3HN?)E!DsY)o{)^#
z$^!0)A!ZNSGS)lx_DRjilF2!5Yy}E+8i1`JY~sl{@4yhY1z|GK+o!hR$v|(v8N)Ti
zx7Q|}Nu3qjYvt+u<&f{MMhL_Au^@m4Y`PCeLmK!~oyYSA`1YDQx9O`+KVvih6f<Dr
z+-VlN_x1TwW-s8=&Efm%vxw0Yn8V*@^)L)xl*M;H%=N`eJ}2T1Qid8}ix||TKNOpZ
zl&4d%S)SF<RJf1bIF|j#<2UDL1Nm>)Yl0I4y{6Pp;7Du*rwD{w!C4TExLm@SNXJ8f
z!VnRA!M6{Ur$~ld<f%7$-Ol7C1O~nndBsG87*k46F%h>C)TxMmAv^QbudTN@ROH0a
zh8Aw*TN|pFq5aph>RcZ|PsA0;&W6rQYSBV6i1;m=zvz4gk}#h!;mq*6hh_n;MyN$a
zR+L&42ySqOZqklNE<pMiFqpPnl>EhytrwM@y5*vvFJ9k=UR3-=k8Dpd8s7?1G8zvB
zDa?TjVPbw&m_A!BN<!nI7Nyxo#V8OrfUi?EO6BlDzol~cP>oUooX4B>NQJ04j*e`F
zsARBPAxh1w#mB&UWNV4>NGWQ_K@~dQYS0>z(afX!`kOwqA`JL_2t;d0Jt+{aA=#{(
zf=TVA^r4_mUf+j6R57V75Uo;3LLmCF$&_0STHRT`0CiC}AuFAF7g7?27_>?f7-G<h
zh50(vpjA@7>PI^uTtXfyEohb8PFhegFsTJ4RT9I1Vo;GXzYi^_NSRv;S}Av<7WCRQ
z&8-F%Pt!ILy&tO7LLOSBL8Ckr7n*N<XqCV$^r2#NZh5HaoRWuva|vBo=tHY?VWAJL
zl6-|ew0;I4Vp%Q}wayr3)M|x5v`VWL`cRQTw?4Gukm36fh*pWOLLgcxwF-G?m9Q%0
zp_ukIra~X85W&`mRw<-H9xCSOmWNhRP_{m_O6(N+P?AZvI#guRtq!ell&?b`S}A1;
zb*Sj2TO3+>q#oi>@l7cX#o(kSDb%5&pl)$!rFXWapjFx;NI`ias&yp=mCwDUpjBcb
zi|&v<Nih+`q2!b1w>q?vm$Aj6qN;9nXywTz<)OR~@-2iuRP0siLy15%DS2q62}yaV
z7_LO1HmD>WP#*fRDX&`{TB-U8d8mccp|}oxs3Pp453LN5Y%!=fuv-j@le+8sP=i*+
zrnVTgGKjRLpOrzkE&Z(SzFgmj^t0j!dn-T1oZZULO1p6@KP%1~u0!XkAkx-(ic7n7
zo|SC7t@AW(i|?RPbykLOx2m(!#12tsC23}hIxAgKh&u88K)>CxPSI~~?s9_~RLMFk
z&FwAgG*|H=qCJgvCS;vJLg=~3V5Tt`D$c3{|1IOJGV4OcS!LISic@^ut>Ua<kcDPb
zl-;e_tg^pCvsq<qg=RBIyrIw(hj%M9#o-NwW|fH)3QdxFuPxE6vXMffS!pAML{lVR
zbGf7<U~-c!+N{b`5~|Irj3c4itg?tgwJCD2Ata?WW$2)g(-BO-&~Y|dJfY)kvSy&;
z<b^2zgpkt_%(u{SHd!i0n!UltWqt)HJ9#1GK?rGQQ$hnuJ3%}yM8HaGGDD0sd-FoH
zLnQWWGCD%+*%)E4_}@(c_C%;ZU99wye>PbUA^#MCdCNZ=4^p@Mv$<()H0;oSHmN#7
z|Jk^qZ~bTEftKk%K}u`Bdtcv&B(!n2-ilB~at-MsEGH>Kleo~>h_^_zQNs}$(O^f1
zL{wabEfFO-`Z`3SjZug#5)Hm|XhfR?8q$Qe&|`!sw1q-;(I5`GbZ9~wx2r7*ZPctn
z6Ds~R)Rj_z27fvfpe=->Qh>HYB|4Gup#7!*ZK3Xz0<=kMaZ3RjJZmUGaUp3ir2rN8
zdMiMi<dq=-ZBkZ10?G?Pr4SO(Cb30GKt<5r5>OGeDFMZWq(e+03ZTd^M4?T}iV%f1
zI`R~S;zHC5hAOm4Y!RZ+Capz?Ldok6O=uGvX^TRe#1_(oHlDt1QD~FYB1EBJe!G%X
zs?a8_MTkNhm*p)A)#3XVg(A3heIKgO#x-|~LYt&_Aqwpbq;FMd_XYO)K4hVt>4PW>
z1p@VPs6xAhbs-DwzMR^HLKoVZi$=Oor;<aK5Gv3vjYg<I5m@vKQ3gsz`WAt9I#D44
z?Gn3%2()X>a}g-0)9`$@2(%-2#MXdz`XXBc+9l(l2J~_WI*!nQb{;@)4QOZbgRKE2
zv1v;{{rDEzR!Km+v}Gaq?2>VW;Iq>nHw1>8-vtznl7Nbcu_d6Q!*2;_mntkYp#2k)
zR4G8al<J`X?NXsj0otW64+UtKbbKp7yENZYfOah|p#T+uek(vb71p5u^#hEz0<<&S
zY0+_s1-O!gCX^ieEeXYRxxNogXxFk4lF+VI!@OIn2l!ahh<50OuR|rO<7GpnC!q2-
zbfaQMY}sgs>2@8u(asa6tsB+pZHPoWwN{}K6~`YMQBwSGA&?UcNoHLo3ZT73qJv5+
zX+*~-@`Y@T=wN_c8quv2*b>n}<7P`l&D6&z4UOoa=^~A&%K|WILn1mfX+t79V48g&
z8qp!Mgc?ytuoi|ObVzFziqK&J&$j?n=M`H3I_O7l0qCHMyak{mCZOb=QYCD;=g^)n
zz30%DA9By(-kObr5PS~Fs6y~Lw84kqbCAhr>Q2cEI`U#s0}2ST<B)(#+^{8}qT_4{
z=zybk9g5GPlmVgm9HDqrU~@>=9~#hs>2!q%)S)a{D1v!Ia{JJLibiP&OgSniu0s|&
zq+X;f)Dh`KAukx(K0_2bs8hcTf^|0-pxrvrsrf^l=uI-y_aPIV+y}3%6P+ZvZ=LAW
zu1B4yBbYHE6P?P`WvWovfRm)9tsI?<3vT7;WPne~QAd0Uyh1rTrNs`R=#=>#LeWWE
zJ4B&VB14EmFF;tjLKQkGVh&B{l!+XgP!hPdCUkyc*9%FgSSMQ%I<?J&B6Mnyha%Ld
zu}BROn$U^p#8!mrxNj>$r*yud2%VqM{TZ@w!-H>2645C;QxefB0dGh|CwB)|h~iyw
zFo#BTYT<`Q^kd6TwnTK2n?;EzF2tk@p%I;2`5_Vga2*Pax=@HN`pD9QUJha5fFKl|
zcp>RQml7C+9(0kABt58Kh`9(L2t_B1%Fu%@jY{c3msaS|gD$1U3PtGBpbSOmq7}6T
zpo<n#2tXIsX9z%H#EG)7C7~ge2}$S@)jA}h3*+?KlF-HY;8uh#I%QiCx<twkMd%`F
z7>ZEnVxT$+LFkgUAOxXHioy_tE-6ze2=x~a#&YOEm*h{O2VIPcZ9(Xw*R%zp#>R(e
z%N3!HOul9bLKhDXAqZU(OobwJNx%mEC)Gcom`eb<c(%6Xo{RLPP<xthhgVFs=LOBs
zOYTVr@O#TWw~R<?PZv;DBF;;4Wl@p<6e@uvxrpSRIZ5hDv8Mr(fLmfFMv~N(($1VD
z){wF@C!U3bvNNYpzb*;@l8qt15Y?WBOvyjpJTp~Ox``~@aiQLlYEMa_E{6uiQIJGZ
z{%Jsa$v<-vwLK#<tRq9}PsH8~n(73NKnndO1)=77-vnF_niIVdsXzU_OQT8ory=|^
z%0C@hMErPt%eRcWS}HGuIVwS@Blt54LJfJzKOK3AKOF$KUg}SWAW5Y9(~u=SXrnYt
z2*jTm+^-9Wn`eZ+xBT<?E6P6)gz8WJ`t`l#pSVYMa`P-6L+a1{q!NE->MX9U{@ia-
z>d%~b>QYEq!S|U&++H&zcU*{iQ2(yDA*w%pc;NS`{@kNV;!huWP~%JeX%O_>(t6sk
zhpb*wPfQIWU9-;i;A?9=4MHCZJAJA`wn)N{Ax%<GH@srTU!m;u$p_gag`GJaGEO(V
ze8stmNZ1MI>N;hdNV9avIKhcHWt<e*Z5byVO{zGtZjRq%oP7$BjFa2Lq1oh41kL8f
zEo~8!XtVy*Y!*rm6OFN@H3%|JY%@|JQpS0U`4&1(GaVqhk&e^Vu|lBZyl3bnspE7$
zNh2Z)jk+=EIPZ`=g^qLUg{k9oD-+K_A*Y$9l>jX?uE^4Hx(s@pI!-s{aarm(@4-+U
zb)4?DG`3-~4St)g<78HV@2%rBUyqvBMU!nXKorW(n~X#XJL#=gX+0H(W10vlJ3V#*
zndD6)PGm=FJrQo9{z_uch)+@M=?Fimw4R<^LR!yfBVgzh8ZF5`EtvaKe|m7c5>cKH
zq#UIllxbNmB6S`oQ6UKR^F7EmDF}^&S3`zUJh=-Q5>XOMzC$4z^d{4TDq$OyR?>{#
zC6v?>jo!+(9HLQ+uusWIK_|+(kTj!r<~DnUXw-uDQ!-MRdN<=pp&7kzJ(x73_f7uA
z6{69{&f*J_Xw;b0w-ln_e<ZzV^Lxz_NV2c4kddY^BPAnEVN**+nx@P$sYva>1L>y?
za*HrcY1D1`F@05f2}=`&6w;NZL04kyN|T~>(v=3wJanZd0K<|&U1`!Oi~(*kni1Wb
zbfq5jOFG&QrD<aNxDc8q<>3sWX+j!(>Pp>+d<=i8fTc7ILVYMr(=E$IN>h{GE$T`s
zHBGVUQE9ru3a8N2bbmuV>?hWgj1fYJ>tiWIA)To?S9r&inVOOSD>YT7tJBAm$aL|5
z2Z-62tA<k6MW?H35v1mHDfurYr%NJ82u`2-x|QL=IHu2k*?BJCtt(JJRv5_CpVE>3
z4*97$-yPy^%1<XlO;VqJ*uggCpwOOLx?-3ll%CE|H$!=PeN2(qs5~`3Ee;^0JDr)4
z7|BjaF#ZnJ=}gMsPu1ziSb9a&oQ_D%LCNXpS}v$K9Zl&HBsd+)OD4VP2+29+rXx#s
zO}Xi~wMJ8I+SeyD5m0Q}CnI*!n)V?Zo>J4^5zUp*v{%hR=uEGVt{lwLnf9A@jbx@>
zR<~59ZSq)28q?<Pr&OnAceX|*I3=d7N~;EisZq4RIH$g}-K6_bUV434;2r83%1i5z
zbR>aiS6kc%<fgTTvK4|62$C)$X5<=AaGqk*q8uWoH8pdzFwigUX{nO*L3wJPmmUtn
z)1veb(w*ihQ72`mIj#xKsgqQp=Aq~`XGyQ9In7$$LvlLFa-ib$<Cd}ra#N#4ifu2s
zY2p$>wQ0z^ZWn0%5f|LOR|_zlT=3_a(leOMGb-lyr@x5>Zp+-S7kQi2WDfQ=DIy2y
z+L7zyBwdq7d+&VH8xeh)%#x^^Lj>j#Gm2UVaeCEIISkdFIoZ45xhCou4?^!Q-y&pJ
zZ{ZUiwOTf!Y^bcW6I|SQGe@l!vSW8)76N_efgJ<n*j<H%9GsxtDm&|0mt`Z$%uU7i
zS%ro4o}&s2DbT3G@&nNu?_gUWWm(7^+GSZttv<@KumV#saZki2&B4(=%Cc-kB!4oy
zkHRcMoOsI%713-ZP1s1}&IL#6D9i$?IeE9&3sG4X1jEj<EU@U#vMg9<&$2A*4wh|<
zM2yX&3=4@~M-`S8HCI%H<uOU#EZbn-A7xmuuANm_5Y;<tu84Vd6kQ?n|ERe_!rD=D
zWs<VGE3C}M3+)Ok)FK=eR>+P!Dy+<4%qoBPvua<2l)xK_n~w@B)J7cjR7lP{%BfIw
zcvep#r|+nqLf+p|JcW{vqj-v~=-2l_nGHF~QBP%%vbyW3P^og1Q{lPvSx|+tn4_W!
z4kylvD)<~hn8j{s6Zj~oGDy$e1y%U#yPnD*ueI&;+-@pdXFV0tG<QK2GC7ZeDxHN;
zqM%AYtEXVvbyjoP<x@J#!tC-XofT+y^^{JMujek|g}_!k%BOTx+d0aoz;QdPr-&bW
zBPQz*#0Dn1;tc*tt1Yw~&Vni;?0P*F76|~s^eCv($k^QlRlwRh3#yPp45BSBM8@l`
zs6sMs6jVW)yR)DQo*}BKRF<+i%Bhe#eUwij1)J%+$<aQ_r@#Rt&lb1Fm%huVkXRl(
z+bDl=lusdNoy=R7=m52J7f>NV{wSaVPwK3n!jd7G<c*`E$x%@y>Ze3Sm8iNB6;((D
zJ_@R|D!#5Ns<3FyQBj3riKC(lRToD=6_x(k6;-g*9|cv&?A!%aC^$I^s(=`E9Tiom
zb~!4lP&TtGs*u47axM^zHgI!Q3r>(qs)%JPa&CT;b3b;4z+Gb{${YqaS1GzSH#ci@
ziW)15tsFI0GTr{o&CNVM-8EJ+V{w~^n?>E;HCD0~%wXbXhF8hN1p;Qdh`3oxRuFOh
zcpEHR5pS~=7V&PgmW<%tDy!M%-DX5EzYpTAVho#io1=t@c(*yqrHFTnLrSu23u|=#
zsKk;P*xIyPMW{B(HY<p>Nw!%z*n?%8mCQX@wpj^~Q=<WxapZd)#9O6?+q~N>l0)!r
zvyPmDcbgG>zc%qU>ohxfx3`K4*ny?bgj?t2!Nk337G0Z)D-HUl;@)I+MtPQ7wIf)b
z#g&}+EpT(;d64oF<lLK4>rKwRRWpR;SsX#?|Jx%fxDZJUx9GaJ_&q__y@Lr{X#(Ej
z4}-t!`ctND27%Z6ki8uI-CK$4gTH%|;Su!RTcWOA!sQl?GU&U?Qn=~6^3*qd*AK|9
z@1uf?9M8?(O=7eKdpD`xMX-01-@8*$RnsM@B1o`zQ`9UGdpAX)6|r}d+XdJ6=I<uG
z`k?P7mDmw|SBHX|zN?e6Yx8$?3byIHNu2Z`>n3gyo2;9-+FzTjtJCRC)=i?~iJF^M
z@PNt8O*&$_f|_d(+03NorX>Q4sJUtB4T+h{AcI{<)ZC=3Hc_(05O0&Jn-q}=s%~0A
zST&|Dit83uV<A^JE$Ir#)pgdvB;Z`#6igHrY)LDseG~}mJW357jM%$rM!^))cMTyA
zm-Jl=Es!jz8ZJpJA+dLp5{U(S*ANs#5PR2x7GMd9zMGT{H`u#azrHtlH%-kHk#|kX
zE;cV*(4=fk!QD0H1}-e_u4&>)vL$yn1yv8+U0jGyLH2G^=BHrqrl3HQy=#Jej8w6A
zJ#0^sEu#2jf`iP9cn<FuT;9YC)j{P=%8pGcFCzbqm0B2lNnJxpT;9}GpF>>U6nt%P
zd2ykeOk%QmQxMuk=C!!q5_K1GeMMtQ=Di%^dM!F{3N3}$ycRLUql(R&B40n)ytt5R
zs*uiWp-0gF#O8J04>+}C^Co5dBAfTRQx$DmeBKnLJy`Q4RdLEi=S>m?2YWXahKNPq
zO-fr3^xYH{uteWYQQ1uN-GoTu^}YGKsj%jO*t<!w^<eL&92{k`cOS%m{o3^1q}t-a
z-t~y^i@j?$4y(72y=!4)h;hW;O*e&eQP0If&r7vhoX%?oRe8~QlM?D)!RIwQjDJQx
zZ@M+=N#{+8K5Wo=AB1L{(|NDs%qRG~Npu9!c`d+BQZm@Qb}WRCLo)ALDEjan%-yy4
z+R58B>ywWJ+ODOFs%%@Z!ufURu#jJ3&8Qj!67SOCxH!CP(^^5;T|;^x(skFsq11QK
zb=T0?BU{((Ydjsvx^_H8Vlb$>E0zH;buU9GoFG+qg<^zE-KBa8;_0r&yx^kguBIg9
zqUo-t7f(v=s?-vYkh>&T79V%j;MES)o?A*5A@1#p@`$9~E|r@V^LAy?Il;Sq+NwTB
z-tAH{9?@>sEtV*0x9gTtj-^=4AH!BO>69#`s21sV$xJc8CbBttRe-J5b4iy#67ICA
zw@w!BRL)qDaA)kd<lxS!;z*?6&KNbbBTQ%~hP*XUa%b#8q~t1Ln+UnHYilDPcX}lU
z+!;;{Eqe~e71+0P7cBwpZc32J@+|g5QH;f<?^9VSM7^DgZHak16^l@978n+!+)f<A
zU*EyGo#8c+ayymBQ#DyEQ4tmqQgG+3QK^b7GwI1lx3#lJOb4=UEy5CnT(ilBmIE?v
zZ7fp5uuyqmh#N!d?TD{L<}C^5-{RelP*{L=d--uDPIyVX9Zg5kVBHSwmEznE>0L#+
z9dW=V%I#2^2QhAK#%Gao&Egp<kScbqts~xaYVBoh9`CZ+%7{egq}JMzDVR58){aC5
zxQMkQMePF;YrD+lLd&HGCyGSdKI46WXUnkVw`jJP9lXwV(roP{mPBPI*>>fA634bT
zCcZI>ZD+NfD=4-Wm&HLfYOeIEBXm|==?dtRZ`(^0MaeL`EM`1T0&dS7<l^6UEkB~)
zcKV3o-daR^fxF|$MT#Nh>XD4wf^tkQZWH%gRNNMI8$iUp3{kzA?zUEwhDFTW7Gx+g
zb6dw)Als_B{Nf^FR#sCEO!0IZ>t%_h+mu8^B;BS(0EFDj4yDP#AR)J9k=nq=ZMS%5
zq~lsDMix<VGHy$l+26s&wM?`ixRH!o#jzI`w<_lzsknB|jT0{tajy?r#NR>0tzBur
zNyM#DqK7=(TBG6%CU31#tAi}us<RA{aI1=#i*Q?m{zATOy?Me+x~-*k7Uz<D+p^+u
zz_u+jN}GUeTc(Ih<k}V|)uD`thY}uuxvyDgrSzyO0-~*Xd`o~?PL>KA%L{0>MnP4%
z0J3b0idc(e>wk(KAla52zYC5nejaxQiml}>XIT_5Y)jBkNvF;Gc|oSlQ#2>kRx$08
zDsGTno2APWxz=+0g8D~pZI;$q%v#H8g^f~mRdN-hgj8D}K464`X`59|T|`@s$#2nY
zpIf_W#i^u<kMv5w;%Zh91Dq1_Zk>&f9^}~idU+9Xj_oAdQ4HG=bxBCDmEbYxwN2C(
zXV+R<9cFY0cCCy!k!zzEgNU@5$1|HpYo8tWrE(}D#EMv(f{n{sC`mgTS+z^_J&<aj
zT^zYeMX8mt%Gx#}H_5_S8qfb%Ka4k>($mW#KK1#p_3>Z+qxckcCFV1Mqx9=zBey#-
zbut0-jUp(X+HZl{XG7)7k=sZGqE=YKKtJP5F7vXCgmAjO`Q=#*or|b{FA?N$Qm`dZ
zgqOU3BC{luZsG>7E^bn7JjRz0))=1cxJ31f$B!^&z}LPH<7^n6N4Mz}u54k{g8=Y9
z;gb^Kt2iz(cNPTxh`-Kj-$%S}-sg`m^7ZlOKln=j@W1^3pYH#=pYAW`yL@J*QIP#y
z5w95J*y(@#U;e|#KltP}CbKI*K!mkdtN-`^m6V!gS(eU!{a5bg@BaH9<R87ozxK;m
z;(n)!?WN5QhCmkfEBwMa3=j7h6jB$Cfp0(G!f}QATz~%kO85wNURD?%#YgZE{rfBY
zZDcmR|Nnu{@OOXd_5BZhZ-3#1{11K3zqT9x)7gb&4mM~Fe|gqU`>iJN;qy{I5?-TM
z3^7_yyFE<t3l&4`<cSCvZvF(ulB$D<*I!^Tz8J~gBEOAA4=R}XYJY*<W=BlXBO?xN
z-a<dyHxfC29Z<$`rWxAC6KG&E*pK)*BimmnNn%F|M~_@B5ZOR=@G2&@np)d$%kDf8
zKw7i{TDq5{SVElk(F$t4e&dG{e#lR*D$~0*k}WHIAho|p=37UPjF^s5zx+H5fYZFH
zugV+gtW|PHu?jz>u1Ms~_Qe<Ar)26<coN*G1}`{fa#EP@FZ*kEY)!>;^j{A6;f8S_
z?K}#xbNmIap)&>Va^tFg+F)bK0@Tez1s8zjZ8Pz|_V{7ZfOzKvdCBa%r4ensKF{&B
zyJTp68meDf+Yh*T4`0r4^t0JU*|r_$bUaA2@Wct2&-ryAIA-umU?_NAyvhx|Az>Fj
z(PKYgfceqAng0o&*~e;pv*H0I{D~iBG@g=Is!!X^q-Y0_Id+8bpwjY}v&M_R_nJVW
zVw=O-Pr%frEWRdkckQ$L%h3e=^Y!~u@Yn#x-t>dThTz99RH(^#L?&&nsN>~`KQwKW
z1}ZDt80!|C{5rZ+aFMKS=2fflCw@e3v!UT7u%3$rY*0GXAV1LTIM4C69dY!630rAR
zb+9_WKxws}{Y7#upatR(+Yslg_Q)|>S@yXjGpW4+zd38$*+^x1P_!`-2X9SXCU~-O
ziOI4l_>nLFGESg7Ze$^o`FXb!RK*@V)rzo@BLgLce16zFsr}V<)yvll%BVQx*)BTH
zKlSD<Qq~&p%vY$^BC)U|NbBm{HXCNXj8;(8Dw7p7&q2zkOZ?va1Ah>V2n<v|L~2OO
z{DsjzH2X06eTp?4hwJ<i%`fnC{rFKG3WR>FyRq9iPWd_zNE&?#`k*xVLBV$Bq#Xdf
zDL-i=Vz=!HPwgZx<H4~<P2WBE_Iwd+i=kZqBVVgLd4XTE<5!$%6;Fot*X9`m!9;3W
zK>5}h3nH04@^v6c^=!|IHYu`AOrC}VKHRCNKW`;Q;6Q>KL%_4F$N{Cl`nGlBw<W^X
zjXto#Pk$f3oau^XL&x-9XQ=nstVpv>=z~zmWz%8sNfV}^Qw|%{MK)-i#l-fPk6Yg@
zqsI-FwOzq=19n)N_8$2K+A{Ymp9yVoaYT-j-S)7q&mlox>SX%=dUYifFth)$C-dKK
z{0S!~+N{dTC0rV3x62MZiX5|Yw=C%Tbpp=Z@2u+8k>C3EC^goxT6l*}R<g<_c;9yW
zb^zTQjhBU;y>r2fc8AvW>wp+6>daka(f@+Sae5EiU%0rhh3et;4KDu=`~wRfSVw*_
zAr-8~jzn#~WL5U8YF_-tzTx$t=62RujK8_@JqkivYU1sG5x6i~ZoEEcQaQ`K`TzP>
zYp3R`@;6b>D}z;SZJVwAhE~Nlri?Z=;f}h22KfDFaMwDu`t}g1MEeVa*+s_D#dD53
zKi;oIl>iy^c-y{e_5>=HNrx+jrE`S>XzTbBAmmE%%*EQegfBIixNaEeb=!=|*(Y<M
z)d<Ay3~TH}pfcJ^79Wrcx9Zy~m-Xji{C_e(pf|tx9``?kgy+M4X0^Ghw#7g2E=@Zk
zs#WcKd_M)AtbkqGA*=tj2V3RzLP|-O1mt|Qo7*X0Le2q>yv@$z$FTKe0BGVqJBzCM
zzbE9xu+{J}@~#b_l-<|Sh4LGF(i?Z}TpF*Xgde^eM_%&u=1$G{2<=2X)%&sk_*M8S
z?iEyIbpPVC?twsf0542d1?`vyem0u;P&dD<ES=1=ri~P?P%DbyO)e&w4^+&2IpoZ+
z9@3vc!hq@+8)0;H(!XVtjYOw{z!ww}bH2K~+gcy0R<A((MxZQUMu;ADL<S35C})7l
zE(Yv4cYLCq^$CICy)7j`_dX4Itn62u@YImo%x(l85!$#lxK$IRR#RJe{Ju@Bumk(L
zwN0q@<%kp3h(Mv?M!h?8LY%|lUZg$xKsm?Qa_wiv-lTCS&KQp#nKv?!fWjU|9$<qn
z7LO|t_(r-!YeSY2wZ@l!W8aXQHkI{Bi^6T2J)rS3fBt=p+qfUh3&jinLgA#<k0+?$
ze>Q0H)iiF_^mPFU_IKY(Op%f>bbS7gK@$S)FIRz-v&SU0+SW!-M-+fjXZ$Y+*ax-c
zX(IW~zRUM>`16iQZxTF|U#?k!ix1>hM!YtomZ5eoJJ<XYf=$m&=CNq;P+jE&p%Lvb
zm)pQns{3_t$ag1;1(5vw>1!hm^bNZNs!{Pie>}+_Kb?KfmEah1<ot4xhx@}CIj#-y
z0KW##oO`>lAD@FCVGmJ2=VEAto%%+Q)F75e;}q4*<?%Y&u{;WaE%|)_WbjRhEjlxZ
zS;hevl38QV3ST8GK+Y3pA^~6HZ9$yO?ZWn#YjFHxKrROoeQB3g%*Le{bNkDYp0-JA
zZ7h|UKia^Y@eQvO{t4W|n88*T?6Bt{Gs6C%?|>5X{0^7|ZnzxZVIz9$1ql%kq-q_&
zXYk53S8P*gzdi$zuG9`2$*=`x^@T&8b=)}@d0fK-Mx6zj;uTe-&YVpB#WseN(|UFn
zrkb)1Ct+Cnc;deI^%@>j(+1+-j)RQOgBuVUlzSIb&PMHXi>le9{VXi6t<rN+tXG$J
z`vy(*_z@v{tF$~8y`Ed8@zwZReOPJkc2{Targq9d|H1V3InTP{{P|z5K=R02+#scT
zM;oq{9?=9!_c)%Kz|m&Gk$A?9$S$$J@r6ak3n0xuRW0>J3(vTldd5K7Qoea0SdLt_
zvyit?EB``m(qj)^OuQOBm^8F0>(=TK4zXbQmn+W@-Iyxv6G+TpOP=EP-`;~4^R;OT
zufiAvmr^O?_6$A{mB`4TMV(NIu(HqLMSeb~a5Q5I3&DH5bPbIr-df|E$7stD44YUP
z?baAAqoE1p6*FArZD}qXweF#XGEnF2k(a=jp(*&_w&)W5WzK#b$i5RM$3JFIl{caX
z;s=WdRy!=s_@s-Zmh-ba@7I0@C9uKhbJ<|2(YA}s<6k-R8d%r6y<pN}&i<U9&z#L^
z#_@$&Q@>mi=WnG!ENACt9yjG^bD>=s$1ry_o~QhZE{!2MaIsy|hoN?R_{XGyIwT=i
zIZ;N73b_}~@CqKm>*}iAVb^~h2#eSnp|fKdGm4b!4{N`Uk!4T}lI-_|p@@~=?z_>X
z!scKILRyYMW|(mSQ;%iJMf`#ue9S5n8GC~x^w6b@oT%-ik!M=LRAXp*8*!PvE;7l~
z(Zl1U8q6*?q_J0gfY?cCDm&oq@<YZn)Q-g%9}>v*T1vG-YrGp$_w?O2hS9#;Tmg=I
zZ~K+7eq+nZV4Psox8f9O8-%d^!3DJUJanw6WgnGJbp-P5f27i>8-Z&AWRLa=Z~X)+
zLN5Vz)VKb%J2AExH^;bCPTUX73>z3{gMo2+BCbX4*oSRr@^O`;`2`(p&PN9(YO$D?
zk2|$f{00%udAowInr$#~53?z=jW-4bXmsg}ildIJ-8PO4CXdbxp>OI%pW}7;Z(c9J
zwxmCPfws=LAe0t$$3eajKLp9FnIeP9+AgQ@Qqn#+JI-8vE>_mwPC0xxYkQz1yt{n!
zs6ai8M94sxC!N{=jv>BYNOfl7jro52Mr|5Vghdh!PA}!{(U$H>X<cc0Gq!9csF5HX
zK?RRFdNpE2>TGO#aR#)@aPFgk$wSYLV7<>On@X1}D<^QcWf^HWuieGd{Bp_d_tBni
z?0+3dr0CB3ScJ*Q9HKLI`zuX6K|%3&7tyBEqVbQ=n~WY-L%)yR!jf;+9jV~su6gum
zaCIAm@w>f{3-0R$IXm=5QELAx_8sk#b;h8?XMmM~v_RQ&;ooqcoN&tXrjEqv=Wx0`
z#Of~$5$yB7-9`H{X>1DP!S@RLB#hkp8plfUYU7sNYKtBnIVE%^LEtn~4+NayKmWm8
zvk90BhYae$|N02TyvficbJs~IL9alp?~X?Gg?Aa-V{SYg-CY)AxfY@G0`+<CYhS1m
zH2G2%D;aeLn9Ctpz8Q?fWm*Iyy_$J$Fmu?(jWGJIF0_$*VO}$}vma@GZG<lbKZ~*J
zi0(}*Bo##QXXCTI+MVQ;6XBisk#fU=W^J4XRB{3R4;qhdyDkb=P4xo{*M{@Z(TyWl
zk9WUj!iNB7-<cM5pxtqp?-cB4qae_ikSkn-Zx^Za+>aF~1jrZp^B)W&8(XZ8)Ipl~
z<)Z6brp8qDqx<mu{;17^m>4RB_k47jGJ$OAA=mz}Ujhkl*OlBHD$K%A$T*=z<L&SR
z+3@He@1fy<fQ6^fp+RA0&*?Kw3zbRM=NX1I1SfwT&XtMbK}JDv*V;)(vVKNllKQOg
zfaxGW5n@A-pXXSsnJFiNw{~U4!F+dDCi1xX6u<2Jqc0cKH^zkZd^9oaj7i@)PRZ>O
z*renA<cWFh3$O2oL&vnY@25k@BMk$0=+w~mQ~UE$`mvxa9vbc?2e}8LhY25eJm6Y`
zBZ{(U(P?;QH$#8<W75BL`>ilxmTa%MWLRf*8#hmmy^E<U+8*+|of%2p2*T{17J;X2
z&UEms2<`M|;%9NPn3?chFH%nd>cSsBn9oJ1$BuPgNUZY#V4W|>Js2-^GK96?xiQqv
zSH5DK^5wZG*0rbZ;xXA?<;x2Dj;p+7BbfV0*)Ln?Ucw7U^j_tQO@womFGztJt9-O$
zl^3#C`HEr>=PF+lDGss9$DeVPk9Mr`2f~|8=PF-NN9S1O?GM^GSNXy`k6PsmGoomf
zx9{X@hgSK*>}Fc!tu0=l4}P^{l?U=#<xBgluT@^avC988h-_q4q-oF>{N)J|5~GVS
zJ`iz1<^a#cP|BX$wL&bnqqUar0ZyyB6eO1D$iQVOBiwk7<-*8*By~Is4r;`C@)u8N
zm(lJ#p7(iZ%ASP1b97`uw>~_{#J16~ZQHhO+qN~aGf5_#*tTukw)JJ+d*8c$|9!o>
zx_a;0c<NN6&Z<-ANe1<Pv*~ei?MC9$7boe`D)h<Q8Q#JPA96!TXqN%=_jsLQonzuq
zGZC6De~H`2t+~rABMTeM@osdzC(rabu_Nu{!|NpT^%#VWyPr|JqsE0^Y)h}0xy-SJ
zb0Z1&wH9%K$4Yb^$WQfi`vk+$p<|e;a<cI&Qw0?|wr9W;d*>2OS&S+B30Ey!Nk_aZ
z?xfX@YSGrfwj_HC4QJysbLZT~qWeYnm7dua&t;K}n*G;?%B-S(AGt5-k$7Q2dq(7^
zT<Uan@8DwtqF0xdJ2pyfgn|wKAD)#gS+j6&f-Qfm9Ss;A#?H=*`kg`e;tE!bUf4hL
z?;*b^e^Cy?!bhB|aeel3h{u##`F2+F`G$Oz-0yF_k4@O?eSr7*Jal#24>@f1*lmSB
zU!bCX&xf;%>FfgAOp2fby&_mKMtR5b!G8uiSqHW?9Yt+lPJ1G+r+=<NUN)B1`5>&v
z;pNFyIwPzzt!8fL?D2<zJca7L2-xeL$k=x|lsF-+t8qeH(yW5_@OT>MELC_RuVa4j
zL0rZrvGw>Y$k;bgL_U%><Lf|K`nt!q1DcoE1D{uOy^_DZ(Pb%gLENMqt06Dhp`Qip
zo2;@x+{T;`K%OAC^_%Yo19vyCsWW$V^L-T83!u-A=$XLDFKI4!^O~z}i<-53U(pAA
z4suc4Oz4RReEtOO#u_yy?oJXkQd~aY(?z~X@=;tmb$pl4yymHw#9iK@%w68M%-zXH
z2?sUw;$|-=ru91pp%Ht&l)&vKqj|i0R{-DfMQGN&tCty_XB!En$K2Xd$H@iSk6LAH
zvW|_z-ptL;#mvoE>WCiOA%mR}+owm<Cb{>49$T^g$4>#fse}jc`$u5n<BM~L>9rN!
zlZ!U!<BK<>yrwfTVY@CpHbKufkG2wr5;3F>T(SJ`NRLHL1t0lMKan~%ygQO~?;jg<
z?_Ix8$l5-D9e=GY`NXfiI0UW77L{DM^qV&au3lOQ2d!?BnPrz;WQF86qO-_ZwsFQc
zcV4nJ_$24fyK4CcuErAePgqX@^Y&ZA1HvyjQ7Xs1I#;8XH|=e`k=8Pa1gwYRtPQ;)
z8pAIFaQa=_t`e6!Z{-ZRsPz4pCt>5;U9&Wba@!x1b=zIfP5Im}q%g}r-`{4pgT+tL
z4{zz7sG>!LxOuvQF`R7peD}?R4$oY63czcNR^dr*3A5{^W0A-UWJ@)qy-r-~849d*
z<nEx@Hnxy)?<Rc^+N6FYSElBg7zPPy>f7yAr&<K;*<sb~SQ~@7B;EjJ#<T5#vK8A`
zHZ#@L;dV!O3JuWYK1qx_18Ufv|3cPu=lS4vPxOsy<zjl5ZU}(aX#e7$o3Yb=NATYj
z9dFQbsM>P8xM#=5(}@$C@I)m3)3u2*uVB~Ta$C-*2k}YRDK?eSt;TFO7{~amy`Ja|
zvO%)yjzX4$%ahX)NhNwXk~~x5E<s=GL!KD8C)By8-ak<cTErGdsfs92?$%F+HgYm=
zO>KE-p9jrU<j}nry|f8>>&oHO(t$`?OuVaY=2Q@k77&C0v|%Ek2VM(Kw1;~Wl2H}+
zcBXN@%Q>_wa6W^uJdYP6vQNK3bhgm>9)p8jsMknjjOlk<H-SOww=XsP(3-e&c*TK5
zz`Zurr}Wod*QXOB`MD?=&woXtYZoZ^xvlGs)jr>+?avbl2r1kmwGJ?YhPdebJ7*~D
zSN4$B``sDHJ+h$sB28sprZ?XpJ|7mx*>bRD{GtRM8SpMWtA566P%SOCkCcpJe%bNx
zF=9}Rc>8-mA=}#?HC{+@VtuDCHM^i;y~eA6UQn|wY)O{UaX5x=bYqXbtMkhWZ8+8W
z44U|A;lp`AicvkRXpJJF1?~v<M?iM{<bIAfiJsu~rnsgWeohCh>E9=qLqJ8_-4v_s
zgc8Be7InfOe!#PypgbXk#EKQ)_dHocOh+WFP)nER4yqZmA3?S7iC1CWBk2KGjT^@<
zC9E)`KURgEZN+N>wa^h)*7QJlDyYxb{gmO!(3hf=INQEo(66u(&#ixWqIcW$EXeG1
zU#1j3yyCYJBqPc2W6AJ}&!h46FS?kNCf3Dg536r9KdU%@M3=;SPMN~f<%Q|m=?4QE
zd;zZ65$1+q(ZI6*4btAQ5n=SnOFzlf3)zRsC(8cx5gp<KmMm5-CBp*N3?DW6IMcW9
zV%i6m;l066={+RyxKbv-?gmM)=Kg5EI%Co^UCCalT9>ed;9oY&VZ!G|keU}su`Q8p
z8tHJjcx!B7j7_VgmfUiL-7OC^kI|Nxx?a#WN2L%qsE<75SFj;s#ZJH%#_HR7h5S=*
zhIZvzhP)1&oVQM#lW8QVi`uvWKe47%LNO@xSKUu8V^F+bP3lLVb_rM@El)#D7eGo<
zs#b}%{@8z5ZOv1B?~m#8e5#8mwi`-pgbPErj?!g1BYH799bY&GMA6{dK%S?}?AN%)
zf5dlC)dvIfr>AB|(N5Iun^m<e50B*@+0qkPchAulr^|WvD-;XK)>JZ9s|YAg+d~Yp
zrk`tEjkKwg`f4-6vUHpaUB3UsaxWwAy(0p&R@IozJ$)8LX3$uQlE%Vbqs9A=B#yc&
zlb2R&dB#8UWHav36W_pd-Zdi1D4*R7N9$OjWvpTjX~QwQt6nb39Xrvmn^PragoJ7T
zsGO_Lh3I_AsJ?}^a2S1fJ9a>Ng9v1oZGlPfOU^F~YqW@KO$V22>u<U^s86H%A@93Z
zQ=`R?_~!Y$6n^zFe>7ae+oygh03FUQJ%k^D^TEsMEY1{VbxTtSM18JZ&5xTeNsGI)
zJ|vir!yFwZL+9Db7E3+wSK3hO*EWAW@Lw}pOXw4}IFqT3B!_$QW|!13?eIdz!_}Kg
za?L!VBe;1^V3HX;C~}}4MmCPudQJbJ7%0-u-m6JA>!_L~zLU40b>&BUKF-JW5Nd{+
zquI_#6JSJ)twluEn)&&`&B$asSlxh9%f%n%QH!|ZtJIpkY+umW8huUt-lYPj`WKN;
zhc~2+H@!Z3YdY^ckEqNkVDL?>fr`zWMQ`CmT6e#|qeXFSJ*fG5nsWBn#>i0DZ-;8^
z_B!Ky*6^Z9(WPtfx&r!WmZXeVU70O*RGe!&eA_Gde1l}2%o+@_*R9w~Qz7v_-n(0R
zX)bYs@6b{p&)KAaXxoCAT{j$JRynXGK%Ff#5x{rp-gf65_KV19?I0^5&@Aa)?6MjI
zNY0_B8fj>yC4<i<ltpRk{}`o}2^v{35Gtf+ZMen#Q9{X#j-u5kNz65l2!V>1U!%st
zAulwsQl+WExXu5gJ7gJ_h{<8F+~)?NzxA<G1S**Nl?nFX`r3tQPn*%t+lIWUs=02Z
z#+PD{YZ=oNTKJm{-~Pq(Sgp0D;uc$p%m{2=81*+2fxkSuiX{n(2;2VQtAPWNnc0+<
zYS&!H9GnNgMZDC8ENOsRTeOd;KcB@=X-^z$Ka@zUP5dFW3@YOLPLB=Qe8gV#;aVv;
zSud(>lWAnvW`I-97Fk+iXVjW@wCeZSQyxK}MRNc0<B}Q6_-X94j|V1El`x=*(GuT*
zX@r`iz6l$hA*o{{ZSe=GWO61;UupdVIQ0`8*Y{zy(5INAojNpD3vIGR+@3ihh2)_i
zri6RF2%Op=@Qd}aPVAu9=rYXn9?-gm9DoudFD?>ziwTs&St;77*3;lZa^%S4r+S%$
z6l5iEJxWfX64#g)O*x|bKHt%Wq!{^AcpKK?_D1FF`ovFfnUHh#v{4h0aPfT^l^Bl2
z`^%HVo>2s9)bYZX<7r*_JE81pzggvpsjNq7Sqss%?nap-b5A*$Gi`_42hIT~^PpmY
zdjk~~XJcD=X|u`?C@sYB6Q`zY*moiI*=fxwjMA+Iok<I<@O)L;cy+6(Pd9AFz<OD}
z0TPsQ{O|uUo)7vnbvl3TDlW`uz5YN4BD*JFfOpwP_p7s5^!!!jHUwCJu$R9mXAr^S
zV6i~7a}#Peajj9|8xrsNJKL>Tus8t$$Ct~-(3Wd6(a^yP(9X=W)yC!<(C71S@BMt=
zMOP-)T4e~hAKA(aq=^<5gh`*SiZL14t1BdaxBQsVFVZ4f-f!Bwg`D9}UK)ruyha?q
z6HnE6+7;(HxjK~F8cg?hHbStq39mjw>ly=H<?=w!I^)-;S<gBF9+J(aH)_d+Z(6i@
z>`y?~cu<B%=~-T_mpes*OLZr}Thw2JH}QGK4kQR0%3q>5GTLWpO3}8K5IV=jmyI|o
zgvG_DyXd@_CusrJat}`g`_g)yH`mJ9*0NmT-s94ZSTRgyB=|XHN@Hs$C0GP&OOwYn
zG+=!6%rsy;bEL2k<8G~Gv`{bc1(p@7eM|%J-RH&Sr{gZC#UE%M;+*j`6C8)Qz7&w@
zBnEAv1*a1Wz1v$CzVzh^wVATzUxRSMZ!`-VgEE^{csznGoyTSaJNxyfa$a58s%lf?
z>|cDVj+znH#S74%7coBvK6x9*Ecq;pO8#!NS8&x)(;m$>UHlFVww;-$=VcsR)MZI|
z`?Y4_;@LsAT|5V+`s%8gt)JVR8S(3c<m<BUz!CFD7ooFLqAw!1V%I|b8VVQ(2~+F#
z%_9l@-~GBW*ti8PZaCMERCLO2bTVuvH>}KL$M8;~Puh5Fm_MUN8*DlXE~B}Ylh-Bh
zF0r_G-Dio3m*8w33~9akK%4Uq4xWFzx_EOpi01d1bD&AKqb5VqJ(r8BZklhd7$T*F
zc7E4IsZ-gGCSjGsC$EHPC{u`kxo!ZZF~*Eqm$$0x=e*cQJ%+!Kf<U1xQQUXTxPyu=
z>DfjNIkO}V)lEO545|}wm@_Q?kuZm9;!o4zwD`&PI5|s1FJsc!F%y!8U@{D9h8v~;
zs=Cu~;S`C`E6liCCa&_^rTMM==U=XLgOIs&wSGO}A1mI|8O`OFj{+0Vgx8F{P+1v$
z5KNCotMw7hG^_gNc%*6ZEn9=YnSQhpwa`wO75xqR(@v7|CaJO)R35x~fxYH^QfM-S
zKipyK&kPH<P)zXsg;#)JBWi!{>|#DOlAmJ2{G@>_8sjfTa@(XXxm_>!;FLt)6^abd
zJ@tj6EV#nsl8q85ehkM)3`C}F3tU8i-$yx&)5o?O?+b2&4!O`Qfnt(yGV4hMgh$QB
zzv(cK*1`jfSGqa`mz<dkA!3wJ3Aj6gH3KJ0E{IXZdL29=Kl+!8Q)PFG*MJba!x2)H
zf!W2Q@nph|xI0j)<>=)4b({}HmQMbp4*rFBor$&3Wulg)>*yx!E1Z^+=9`c1lWLR8
zV&1);&FPb>IlgxM$=SXR5j22`soqdf!hXD|a2gnct%Fsf`K`Cf*0mKLN)4^YxtW!c
z@97B=%l<oY{X5K&+KT&$x2(2&cm~E)MY7bWyd)8s!!>bK7%(HGMH@@!#uZB^H|%ym
zxraEE>N~P(D7{Oi-?{xhy9%J+`!Q!bMnd7>UpiCxQ`*l!{dDpRPKA{KSO1l)WvS8a
z^j*3wVyI|_BqS0xQEDg^`0?f-BAE28DZ;d_ia}%f5$0!tnK*xrK>@w!o8jH<6x~$y
z39*CQjO||Y0`(YK%oKF>srj!;gR|Ud)ETCGlt~Y-P+E@iwF@T+O%9&E!xt|2sp&#{
zAKRt)i#|3O;;g<Sv#?<*XE+%Gl|D)*VL#C;`qdpgJcz4)x1MYG4smQ(oY$}zNT4Ra
z<B&DpULNb+;b|W0{K{b->ku<9XLxMOwGc0i3w!v0_VvD$AZ6(%`uIMccN?6Q?bCEH
z`CpW61+9Gsm-G$V7<7KqkAjXv`X?cohnM+3UD(nHnPk=J0zmF4yjq{(6~=*-@oe9o
z8}&4rJ+!)(l{>5H2-Mg?w#3Nxs~U%JUm!r9P>$lXXIfDRxJ7R?yLBiN4?%;om3p00
z>BQ`L`Qfg>`h!Plf9$=)rkqFQlL#n|qSy|RZlyHBb-B$U-G=>{XpAP#FTB2~S7EQI
zvC<De&E_$9@aZHpQHv}PSE;D>nSWAgIM_fAxA!Mw<r%+he7^Gf(BS6Xe%(Xj3@s{R
zbD>89zG!|R329WcCazorKU#sUX*N%@w3(4mN@ev3jJl~}J-~ZU8O=EmYOYZp%1APA
zLR~}V!TziiBWvfyOH4TP8BC0>nEkvs@pi2}ebasYIWsHAFV)2$v$oUb_GVm_+$A+u
z;}y<wX4Oby%0phG7n|0(tNro@1x20u*%@dOF*YvW^W3_r;B%t>%GE#JHWcn(UG;8_
zPvr-wxqTWSI_bE5LVf3|e7`Z%eks7E`U<#~J)~kZfB1XmQ~CagPUbi8qyMYr7F*^K
z1_q2om8uJ<;Ual!)l8p$wdVGxN5wmC2wq$=U%b)5mkq|sG9%XJW22u(hXv>{COQty
zq?V5yo`djCoi}^M5h^-Ph-h1@F=?Nn_H<hMQ;oekhi%RWAvODD^*T4b`9*ALVE4BE
z=p+P8tmrQa;GjXMpc|N{p`1HkF)&yT!l0i6Jw%Kc7kH8v{ur3`_$_QI^LAzJljsRi
zFUJXP@~L!1?Lt9&q%^;N3z#&kn$xcm6|Mr!w5hC`41j^(0^|1xNF8yjfq>t5R9+Y-
z^m#QKsN%FF6^I#aa?|4HKsQschp!1{uhWNu--7fv^5|D~1O~CrZ}#*kNbr~#+bN59
z^IWs(I`jxMre?XtwtWm?sUl*)1pn?ykl->kw>O?0AY?AlURjM6i*S;CnhpHIiCu?S
z#bM2^k;CF)G{5>~2n_-zwr4={Gw4zExbH?MZfiHNtAiue;>#eL8L~e4iWFoO__G=$
zT}(ocWH?wnKgR#793*|{&!6c=nZCV6F-XP+g6axi2zkCKB;y?9(%g&3I*@d;kY9pp
zH~_9xcFFisnvh4&hwJt@I2@AUcApf0)3!?Bc)Zf@m|zw@$@mus0rL74-fugZ5LY@e
z_!Ph$H`{kuXrL~s_?L7M^7^nL<?q<mxg^8+&{FXlZ`1;ZD-pUR!@DKIB*QSvP&WNl
z-`L*0^{MJ7;;1dC>K*jVKpCyNDC0fspG){nFY18PSAUs3ogD{yzkTM3fii9c?yvAS
za<?(X$q&~7W!;`n5<!pDQSrVj1dgwMW5RS!0n|M%n!)G%3E}lJ&LRro%}k$Y<i+kT
zof>42Kd$pBNt!mx3@Bs`duVrsSN%5D2(X@-(h0Dx0{M=QvyhEC?ConE@i>8rjAS#J
z8gDKK^PrR;BQ#tGjHyVXkbj}%*Fn50?tE7OtkLhK5is7D`Fq9|@uFDNi$P<$92ipx
z*GD{`C!n1&p2JZYaOWysU%aZ7&l5+B+?wCqFKnE^M;PJiwK2TA%z5d0n`QD|!hbld
z5I|iQ{j~C_5HOxs0G#f~cQV0u^`a9n4qv~CI*jv699!>-nm<&CktYkj;)Rlb5XgbU
zpJ?}`;0Na6CN2Nrg^qu;Oj*5Frz?1oR>Qmb@7X~|`?C5P>TJ+qZd*Sz0MRu;x~ubV
zS?ura0{-KPJsr^TFBYriKhg=rfEcZEK!@j3WVsMd>T7syvsq(N<gy>PORJn$*D0rf
zjXPy+ezQ&)ZGjHsa0IW?e4bMCH>yEsv5xD|rd1>ff(9Cx?j#TFK^LM9C~WL^uInho
zMnsIV({?tIo<4O;C}9(>_uOk8&t!d^7W2^tL*+?8xByCErrD)DSS?w6&SxZ1-L~#a
zeQ8yQ?rL)B7sOvQ`eq|r#n~n~6x<`Id9dMvS`2}VFDL@m!zG*x8Lum71+;ADbsBDt
z+1(>(QB7rAi0sH#H6%;;BMap_W|heaLT>L{`@Y605Ec)4D-?NccX@3jf43sPZnVp*
z^fl;913Xwi^c!#LhusJ9XoH95j5tel1R-7c%l3~9tl!8JA-mF09no>_;ven|5)z&o
z?S~J3NHJ~WbVxv>7L?Y|tBG_6V?w@c{SJXL=Z9X9DhxFG6~J|1zE^`jMCbXvf#!NA
zqv!_?&?XkTpdi%48n+X!p(yYe!OG}x0#RHoY6{)$i&<1WM?x|-G)r?s43$4!sz~p!
zQR*bKk_mk(dy_ra;{Xb)({@ntO=^=tXPGmkCE}`Cp#4A~C)JO25_4`i_jE!Sr{?lU
z?aP!D%7an<ML=%6Vl%1s>;lyct>YV8Kk)4%l?S{+7nNoTRxK5^)P33`AkEjCDdLdE
zgjz8V`)x<mg@KxTT`XVc;L)z6Mqc3v$PT`N<NP-PW)#Ju5C4Xa-VtYtP}VIj^r86j
z(n8;;F=~CLq_)gHUE$nSa=~S%*ad&A6h5-(^vy6l4daNqv_qStcc31^x~sRUo+<dO
zna7%%3LaFQ%*kVWEFP9uyC6&jC8iW0Bt1Djsnys7k2xl>snk$G^@rKtZCFEQOPK}e
zXcP1&AL=%unX<N?pgOk5t-MH+>7WL^i|NR|J}Tv!cXtiHcVM5`s%oTe$W?K;hoY+m
z5+MN&=2$z%Q&@q;pKkLRQi3<(6wc*MdW4~$7&uI)0hS4_pvDG_Hl%1*kht~_>mahY
zj>(n+^)rt`S|Irqz~<(#wI1NNTIUR$?9h+oIn259Mmx{qDUDH@7CS*IU0eNt^3AOc
z5W&o?{=fBj?To$pvLy0kwC$NV-Qa~~A@|5;YSC!(7{^8nmBtImEwOfs=23lC_d^qH
zA1?2IJ*8(`YDMF@-^ZOOh3GpZr%(Oxd1-%F)SD)rR?1NB-M5(Seh`3~Fk8)cO2UAk
z79n|6ZaXmf<Y?^Om0W5by_Vx8wz;WoG+?fIC<V~`C@hd6mfCQ8@rBD3PDGTIUC=A3
zX*kVkPkE1qVVT!aY7^OL_ze&i3%C2lVk|U<-?%fLWOJ+_fg9Dt(CgR?msfVK36P#T
z8lAsm-GaXzf<HP{iTrUa|9J~hAohHa)GA%mxmuoVuGGX{RWQU4P?&(6K=s=_;};EY
z0((&uLZW~-oNOl>H5_GHV;P-+86%7D1(p`BRJX{on0-RHX6CDs@!E;^ecEPllA!Dc
z!M~(8U7B!6D)=#nOC$xFW_w9xfvzuTJwYezh^>8}sprf9;UEUt5Odz^!XCOAzp&Ek
z1=!3<1GT`NKw6a}@Ilu{s`qfKz>!+iMugUn#A{;#`(7RiXcr{S8958Lb)T&y;@`E1
z)7?8ggyU23i$JVs7VLQ$W~dE5Pe?{o-k!L<yGK8f*|M^}xax>0xx-E^>8kJIbV@fF
z-rbMGlq<9T8h`jZ)MdG9f`?JAGx;jTcT@zelr6UXTQfzkEShN}2?cGi4e7u-<f~HP
z@=xOIj$Ml}Vgd3(YWLuQ>jx03@j;*e{@IXgJ&`y<+Ax@D`?@RsMXSoTFz3Ms^tp;B
zAbxn_3`0%6+<^iJG!L(_7>d0#M(pm+0ze+*<YWU{Osq|ttXIao?KzJHoahm!JxAwC
zpH9Zab8Q@Mq(V~pxcpEn$IL!oFsY70(2&JZ8Qv9d0Q>tS{G_|++**QZ2=S$WwGO;V
zWp!NEOGN|9Sucp#sNt=$Q<(gUZ5Gq*Lcs^pksJDmKP^hzpEk%IOO~J}$swOk0P$-e
zYSCd>^biiw>aSKa{6K0xZbK?Nwq=qo;k5hm_#0(5ai`?Z3Ne+!(LVfDLS53*xuUTW
zBGzNH^848sf4_V2ygWBmUCADCe5?WHBQ6hDHg1q<Z6>6=ni#f&hh?|aUgrxorh@CV
zgjm8H!z9c{{`SznwNf*iDyhEhoRm}5Z4~7CyZIu1Inw^v>u8{$e>b2uQ*-aOvcX3X
zQS8%Acs=9WM$`NoYRni&_5GzHQBdp|3feFrpwu&CwNquQrp>{Sw@LL-{8LXcJ%&Kq
zRpDv*3A;Po6@%mb(QzfOX*WKjT!TSagX4dk0@?5l+nrtqUgOD5jjZAc8;N)0NriH!
z{~&em6!W$~@2bSr+`NE*v<_F=p46V;8b}6Rjf8;2$ghK;`#bO&T-(sWthm<5w)s@@
za?EgC<7m(c9<+~$aviC}^(zERmPeJ+>TQ|b5Lh?YDmLz77V8)1VM^C2HU;zX^;=BQ
zLyZtHZMF-otMknA94d1y3i2|9A@F8Vd2ss$+b^NZJbx;G4<wG#zcf}ux=+waEV0;K
zv3Nx5FmcJ7K`Etyz@ftqPkDnEA&Z2h*LNl#H_-R3vdO0EDyC6p8fyNmr&zFqu?|1x
zJaDtnh0X`%(U`Q1H?Awj(ZGAT(J=1^k#F2$oZ?EM1Tms&&2<b%Q^Sx4qBE=YMoVTI
z-9IPh(R3AK&;=}^h3XGCL->twz|(2k=~u8kp<OjJiP%tm*n(g*(rFxb7**0&dr5w~
zfJ=KUC^kImJnyv2n5e}(Zt!05Ha_qd-Ky_nzgMx%59SQK95ynJj5a&GwyBw@ff&_1
zS?7UmLvkr<?T;UnFg1wK*3{ECgiyf@S=jFv*(b>2>&!^R%?Qn<BO&7KJxe%7ax&uU
z6*>k}*?)l08$P{t>+!$Va<#9?cD3vB35p)xWQZ+`dZzUtM%C@|AcFn<!=p4fX??Q>
z;^d<HXF^^un~Yd2Yp#?oy59p(Fsl<bKl_;D1-|>PNpp44Us<o4(m9duXw42vnFi7S
z!a=r#Thv%x=YoaAoi#A2xqFOyF*v!{iV=BNH;^0~(}Nd^AFCCH>)GgXUo!ot4`EO;
z`{aS4OQaoAWcPjJhKs&SWQ9Q>JL|?cKGe=&=2v)sOWWM&rNL1?v;n#sYQ9cS?H4D&
zhbj9b(kW2^AQ8~~QSJtkQBz{fXb%-$i5M0H-po76zJ3)nBsLGzL35|I{Jk5p9q3@a
zqJRxcx$@*F?UralQY!J~`yL$tFCbQ`=<~c7fUt8S(R9nONqBZa1$m!ntD`oEpjaXK
zc;VGTI=zWkkgL^`)gTyBWyVUWg;=?7y+cc_u2mSa(BPTe=EXn{niP0^>d`^pOM`2Y
z#GDK~a}(*Utr!<Ko%v<GF2hI&6SXRUmlK}NvZ=UM{s&Nk={352#KQ=E*xeplqBaW7
z$Pl00c-OO)onDomd@4|*rnbP-vu`AyFQXc=peS5NRpRQ;6XFJNdLK&_Rk6fB8ccHx
zml*sszxzc}dlOi1ioU-zmx%J^=3s;kYK7&=ME5bHO2|`1<uKG_zUG=LiPqtBw#?Pz
z_F%2<GL&7$SZymJ7U=N>*Xj=svEi3i@l&A=#eA(jW@<_<MsWU3+b0+uC3&z*;Py=1
zay2U#@S4z*sI)r-w%7=|<fntIMqD8}W1aHARUlEiB4sc~(<`=02|GlIfRUnuoV?(x
zBKAkL)Q+N#eg82$@lEZ=EzvlseOuWkdxMyP-UxB@l+!_bgP>|5aMb>SRA?;;Rpq!F
zk1Wf!*u*IH#9>qhVvlNST?D+pHwLosjg@x@*iY{Gc-Bgi79Q1uLZ{V?$Gu=o5ww3@
zm;QXwBK^_N{j;`O_*E36@22SX7i+2#!0rjN{uZ;a>0Hfityo$k+6&#W2$-L-ig8u3
zga+hk=FMX`5sq20q~sWaH5sQ|Tx&jvklr$^%6u<7Ahz#%#s_FGkGzIV^N?aDV?L%>
zgd?wrbSksq_Rm__Wa1;rT21%#T2yc%6^&`63klJdZcymRt6*nFLYF|}%c@Q5Llv_i
za8~pLCCzD?jD*f<YA{O6Qn~!S72o^V2t!-BW4NT{g#R;lI%<>wWUnbQlsLEQ{0mU^
zFtql%$96pDInV-qam32;hWTW>=i+Q+W8$^LZkt^ynJ;y8!En9dd7Y2>Z2N1O>iU9F
z_7`)cb5{5V;dRFvOHn2QNM{9&taMQ;itvcdDRYsM@phYn5x!8v+-I~*)q|WY*ywpP
zBgN$g7(NT|)}tsUlu6oBychmFP<mCjo7o}ciYU*FXk<ry@%C})kb}2-i=x~)f@o)l
zDrdn7tGP_G`j!nFT_X_KzKQ>e$y!e4mON8Y_PPERCTz9&)pS!H?(1dv#^rF6L+Nb?
z(N+v}6XBL>TU96U7HmQW?t!br5wt!O)QU6KIpQ<#50OqILE&RA1lr%NOaq-V9qc19
zqWY~e>0i-4O&7>QNGp5B(q$t>J_xw+f0l)|ijvKk1h;@OUTvi%O4VhFl$?h;ZL&7S
zj@u@#)d{@*U|5HBX2vFCyv8o&Ek6MXU%xdqiA5Z&j&qPxkNk9#D79n_im|l0<{c4b
z*}%Wm{S|W>Ip*@*>NAKKN38OfqzX?oW_N~?Q40jXc^c6ihId{j>VrJC1A@EY8=PK~
z6?dvhA1dMF1xK3vT;f`g48mSa>5|YhBDUfGT!P&LS!^XW#;T%2n!zdr^sB*jTH&G*
zh5o*RcQwDjR@hlth?K|ZPa{1<W<35o>>@1*_QHVf`eWKkZ>NA5#z0&Hctb^v%zX&e
zpy+IR9WSSO6DYPzQ&5bjps(YySU=nc)uRAv;Bv_$FoRmRXhYlZ6BKLNhUssSk$yCW
zv@{>5_2Em^*O#q?WkNu;!iN`*v+`R{ZDT>C*64w~$y;7VjI%PZrs7Lku&`xR?%g;^
zNixd9HOS8dGK?SG0tF%u9VD@_845!=?3`I74;VEQ&E>4}F4xO#gUh^lxIF?(u3Ukl
zwnpa?sV(qRQw?<uzBoDC*M^;8Wac2WcnqyaC>PhDKOxQRrNI~*naruHT3bT5hH__c
zqg|hazOV0c*=cz1nZX=__M869OP<4LzTGTY!^eq1G<^*UvbA~+0-JC7=;>+4bA(vf
z#3P7Ll`>~BV~n7&hy2N*-MbZ<5K~baD-=Ov3V9ZuGKqp3ZaRiv@3D+mV6sTxJN?H2
z_jiRcDE9ndE8=i?KU&?uv4JUcdHgh6+n`@4j*wPY{z~!+Fhq)5kxjTPTl9j)36E1x
zM*5@)wZ+}x?YL4Bx6)q=JnI~!y!A-sSk&U=VQWNwRa0oARKim<sz>R<0%McLG>T~8
ztz9!H7DC(4SUpwCsH0C3P~lW0t&lq0-6$zsBlI3tgsWll+$g*TFBhX<T!C1lZ8XKa
zKfr)OjT0GLk4%{zAZrOZ_w@gcb1l!aejehI5hbh<UUpD54WKkYEX-Y0&ASp&(_*P+
zY=|5BBk80G2Px?{wK-~m^fGW#WYWa6(3nQzM*7OU(~|WTwpF2H$tk+oMs4Lxk{yRX
zGoXL**FS^%4{VjqHhQ!#4K%;{-f3&k8<8OTc`xWj5Im$!rpVYnF70+Hs(Wj{)5y^k
z%(qG(GBj45|K;$Y{+x?))UBdDf%sX5Db?k#{!;OrE3I4kuG{2{PwscswcA@|`u7cc
zn`ixrebJ}jY{9$o?GgNnJrB`RZ1e0h>)O5ka;k^BS@WrwY%tu!kFhi?#i!w^7Jk3s
zT<Z@`>%R8mPmYw2EwK2QGSDp#aA5Q)d^do747=q6?y%xc5>Jne^%oJGIj|3w%(0?J
zy_}yH!<h&*)*wIxJD^*o*V;*J5F;x30)S*5`1R+pX-ha45p!IsxB&{JQUXaE1Q;C+
zeE<mk&q^eysF#uku%Wd5PB{Ns2pO+CE_LN-9n(VzV(&wfB8Fp3{PynX-}r6AN5~M6
zf{qAkpqX49P9`I9dy`NSB4Tq9F*MQ!A0qF}pkc!Z`O{KpdShHkAg`5+Xh>ViI(KR-
zdU82z_n5SsP93@x3o&W>l5s@jdSzrYY5Rt0a*yt*%X?hp`e>Ft2*|<iIn+^7YL%FF
z$3YNuWCs!HYasXS?)Ys=?v4Z5c1s+)Rz&<OI&b#%r=9+lpa~k=8}!#$$VypJOrt<>
z8*GLie7m!_tvr*)>vNQ^Lp|T`TTOc&#QC`_h`@KCKHd2GxJ!2RBFt>*h|PW3KsDTv
zf3S3KtbRG_Qu1`Uk(sJTT7fAp%_K@Ne=c=(<tSLh@bP>>o3>POqM?aTA!+b^el9&s
zeeTGe$erwcKEL@je-`t7O!<A~!nAxj|9olsde?g|P4UZ7Y|Z@|``X?5_~>f=Z0g#o
z+C@7s+foEnU!SMgj^+70)u{o*=nkScI)FJmHI}{GJwYAs8A&Q(k2j=-_54(5_2fEY
zZrM7^Z{PJkK6GGV-uH5VIWE_!Q$9~ohiAs>XuCW?YrQ-q(CRqzmqcTA-G*LPE=l&Q
zx~PiF8%>Rqx;}J1cq_TvIrN@Th8>O!pU-sza5|iO>%IOZ>bP`&fZ9K1iQjoXCfU!u
zuB2Xme!m>|+iSD*W3OCaBCqm-+HZEE8eY`v0AA^kGz6jbwAnv)QJXSzy#IDIX)k{~
z{g<tL*ToqxsQk;Vy?kp(<tA(YsCo4}os0ib&A&vJ!wF9Rv3ICn`fix9Vzm1BM)@xx
zV^(c$<-5#P+1E}p<sn4U5)WwYRXeG1)oKT;<9#io;MoFId_k%T&T!Q~<WO~(SGt0q
zuWe<b<<@Su<ab-ImA?3DaZaJl8=b}cv0QeAR~P>br2}=pF>`pvyu8$c0<*tz%Pw$y
zEq{`=|4IKGT)KOsXCx}=O=b!L)nEx3mL%*uI_4L~Wn>(}!3{6zi_z9x{4IQj@72G?
zQ6^XQ{#X19RxT~~3;TWR9UVLvo%7Uo59dib_~|^oZS6%fxFkr$QRm1CF&{1kjUkth
zKp2<v`N*Bd@?)=RfaQ=UJ@sbmM)Ot=3nm40Fso}XC*nBA%4D6H6G0(tH@5%g>c{<5
z3%k+lvm4>5zQ~$oJ4)kcLaHGYr_nSY-q2p*&Yym&XDRsHuYtQtUtTZZrjuqC!gdx(
zgr_d#_^s_<10Pl9clb1*d)!~iKfW-@#@tQcpZGreQ<M)^{4ZbSe70Y~;jJYu);#1u
z+~q{Ay<_ZvGv-}=JtlJ_hUv({v<8mW_4moOslDc3mUyi{i@Ei_3g9WPtnhM{W0olC
z%<=GMvfo+d!p!k1r(dS-y$*MNW`9YCnc+=NeT&YAI}gW=$M)lWFYI5xat68EWAAcL
z49EL6*grKo2e{v(zeVNozMgHHk;dGxY`;&Em{$*s=OezkjNC92zfY!#XOFb|Z_zh5
zjHYVs)o-;m<^EUzr}>HE732;x$cDY2`Vgk$1%2eBY0p!9T0&J~WO*VJ7;=QUl`hHC
zXYRd)PTSK1r@w`c*we>)a2@@zotIVR657VKF|g(_q@&U<qwF!Hu`+H#;jLF~X^6Dg
zhoJ1tsBX5CettM*#6T~6_tvz!x0AmAq2@$iuVm+SnY)@U%ihNtcp07X*cuf644O=9
ziy7z)8dD2D)8io|q#|yh<+V`nOsKXZr=5xsrI<@1Qd9U^M_i#u(ln_Q?YsQKGbs!C
zF8kuJIXQ1+a-+%;TDMxzHWA8+ZNg>AZN_E9^y!ua^y!ou(nXr;(nXS#$Sry&-?eMP
zmgcfZkz`~-DcW}lG&9a0VPcf|6(e0AA0wR{O?1~;9V?xD4(MvA4iZmBAwZ%*A&^6y
zKqeg7hfE+G5hT_a7A%AuMDWP@OQ5)ai>IfN@+6*U<z1+;_<Zi9dt5hkAjs$SOYLnX
z!Li|sn~Nt!X+itZgqXf?q~pLz+m$;0o(Be2P%DNAYnd|3Q^Yo%jw6=m{C&TJxMmH`
zbF?MAl%WGv7VP!f^bQPMj2}U64SoccO${N-cq<k(DsWoCHMx}L8aHRsA`A!}K`~ej
zTmZK|wKjavFg~l;Z)oU|{i`jr3+s9QB*XrB_7HaZpr8pxijU-jhzfl{Zt{Goh|}J|
z+}q*x@7B^f`g-A^4skoXH&-PGNc)cC8u}^udm)U4{quaL*d}58obwj?<)exOQ0$Ls
zd$$L&67oyO7J+C|SUI+*i%Y=<0rjhES!1)E-<8Fb`EQaG^H0mGPxfsRTER1>k+w?i
zuX`(K>%(Z9QTw$AlkuU2Qs4vJ05={N#itAU4K$jV`BDqt5ww7+zPU&k=t6B}dAC;+
zM{K)V-@MZDw^4KwW{#I6?Wc3O`x#;kP+l`|pK?4gy*EWkxVD-eEAD5}trli_k8Btp
z@Kc6gwL(?r28;qRvr6+)Yz{k0rzxyyoFeflWutkvrB|Kg&~b7s)@<f4f<#K6<X<_L
zi~(Af(?W_yf!DC8+!&TDnB?Lie^nz}NJM|VJE{K|9(Ga6)6aZ?#K!j-x0n~?s=nOj
ze^)KgG#PD)i1ja&I20}v*Z#YwlhL(tXavFGa0;7q)Pn(pY_LrWetsq5SY8{pN6xEK
zvWD2#=&OTxeh<a+yF)|kcsX#x^g;nH4K7Ch1dq{+LbvRBMeAp{q|Ff2zHm2`8{g2B
zC%*`|z_3{?#~b%$D=)VL8ZB|(=ij!AEFPno+db!_%f^dk7ftSSIFJyYLWIL=hcHY>
zD?rR%oNJv35Di{Q#3wyPS^*dVwGBjfz!Uf)&l2Xi(elOPFX4jlpoYuFu+bV$61>6J
z6$M9Q$-H;39JBdHr^&kr7oShuUoxng1@zMMLI;~JEJ%enw6g~}EH(9QVx-IJef5gR
zv5k;#kXV2k%|A<v#%ZKa6fG|f62}m*GF@xrqKgw*qQ>f>@~$#^hbS_ro*K8l2XtXA
zU(FlEW;f>1OQ`$|Yi(m1A(3QWWf~$Ayz+0>BCr@OIO6KZs81c@aC9#dU8*}^A}&P~
z{(<s!O(+2L0aLVm%GA)O=@0#ft>bb{p-v4=tPvPJ`lgz(>aX<ol4{?EnJ_idnlbLD
zuLyyhUg|<~?~Pi^?e)s*TuMwTEFtARKHr8o=I(8h#=jHhfdWAhT~UwGGUvw@X?vc7
zcwf^{Mv(R>2nTvKS?cQfz(zz&d<qsD@=qCGT^`~5<wq~d1weLub(J@dH_%KGw+Ol6
z+`cKm10On!C{4@dYHBcBc9h4QR;TrBP-W-hvcjsC6pWlFwJhZ(sZDO_$^kAKg){E3
zzJ<fzEBcNec>=)HUi8`wUh3T_!9jgVd3s6D!!~XBW)&@1IW`=5=X3lNS36lVuP~v)
zQ`ca$gn#I1%ipGxp^cOq3<ET474ioAp>)GX;Di41=eab*pDca28jWlv)~L#b#0?YM
zhSEtgGng=)KUo92&$h;y0~<@$q^FRo6IWh;%$H~qr<#VF2jb#sfA4AlfLI|1_m>|o
z5%z4b3eFnQ6lC6JQ-d5p{cH-#=AsmHLZYn7G_agCOuR-jBKF9LUK+fK2+OOJ(4sZM
z{|MI5Y=c~r_Bp!+1DA=<cA$-wtLoyBT~L5~Y(X9CP@wI`kp4qQ;oD7m6gnmsOuVGm
zF67geswKhx+HN<Fcn0deySq*I^@*{7bLu+9WY%ct=EPu?#FQCZHyX%uC0;vj{Q^0q
zGtgvlbgp{YGE6^^J+|0gRt>eQRwVoqE+@>(CzVh5MU5L}{q#MpVRzj4ut2TA>pWwu
zmjgR=r6;0Y2%=R~F}5d!U?!mF*6rmzH#3$L<_Ty}VPFgKM{}0YyQ!;9NnydOPN^Gp
zYNrmTxXt{PKXG7iBuuWQUeQMgm$unp4-QnfW6*Rau}CmuHgQBS?T)^a%dYMu*={i`
z=dRR)&oOC(dpj(KC?F8#ljjPy+T2V`$7IZMIOSS^Y>Aul){2ONi*|nKCgOw-azAuZ
zecwcwfbMv|yJl#AUZt+(+Y$a4QuP`f2HgpP5I!hm6oh=zL;vIR;xMF$-JR9YBAb07
z-<PnR)oKvx`8xF{;z46NzZBo*Av0?A3Zf`fH_&fUvx7NwKA)I?sIi`>X_BaX1Qj+d
zaBnBK(0wDI%1h^3yRR)2`c;5olFF(()iJJN(o8=Wf$uF3sEh{f<C(AJR;|<lVEFZF
z+>@9bCT3`92OCQEO5G=U0XFUgDkOA`(;6?dtKFlqTE<(R<}oL*mqESXy5KHp?6W&6
zPVMvKQuov`dM`xEO|GDJOk#SY#QdkWSD_8?818jxe3?B9()J~HtOn+aKS3#KLPiaP
z%Y!D+>dsa!S}YV*Ftm@0h{$6f0sDepM%mLXK>=+JxU$Jo0&uDk72@hmU0x-8>w705
zm^Kv3V9PNYJ)kPb+z{&7)FL<9CVgAkx@1hO7|6~RXj4gFag)8ghIKwO$F`NkG$IKX
zlF<$7^`7X-4=r4Fc*F}K1`PV<i3(IFqYM%=pq<J$nt&-lx0MER+3M&l@YTDB?wVuz
zMA#iF&zNu(Lg01x31%xj_k}xe6V7=WeChGZ4M^d5S8;fQlX-y~9Hs}ISyNt)$@aO*
z&uzeh6U9O%BjG^LXA~|u$5|wiZbP6)Sg63dSM!C$ps4ujRy<Fr0@UzEgSYFByL#IZ
zOo+>)a%h6xg55669b4K@3Q--EY440gE-++uF?ILu$91FkUg!V<PZ9wyY}A-Xc^f8d
zj&;{hB4fbi(FsJf!9h1P%8O)b)h6A`zF{~A<5zd9**o=F2E3L+c#N6h<g>T-1<Ums
z?NEiFc}*sl@1AU&w~7)sEv^ch{3u;7*$qY1&poMC)#HO)4e1&zjI3$&abK5$VyhF<
zw>kgzteX!gYJ7km-GJxMP_SKM7ZAaMMsLy9huHHMljp|m)La*(uO*#^A-|Q%n40FY
zBJYnyRr`xf^m@8u%ksdI*|@VHEVtVBR9t_bc%WGt@-UnmB`J0oy^yC+cBJSiV7lW#
z{RoJ#5HW$_=AUfOs_evR&s_im(`~l1c4B?y2O;$0u4}}>#DL6ZPSejw!9?0;EF+p9
z-}6PGbfTx@Bq4_%G3<nsc<x?0^Yz;@)&7Yps@{-q`z8$fINZ5Ve7aJfWPF%*2FVEM
zcKf>=oCBrDqoT*+d|VTAaokjRtw<jq8R~tiH<wV0Ft)~aEaMW3>_F?R(#qefBkrp0
z3xfO)o+p#80AUv6D*8=?xacmlU$gxLSrNP2g<;;>T@?IX;;H!8vrz?KD!2ZFceh(#
zu6G!~p$hX|(bD5>@7ON0LIQrWs<0r3oj{ntaeN=$eUk!APGakT$#*qPc%O+|50co~
zsDWn3j6wg(6iC}FRZOSHcqQO^_*iKLm9*Hx0wWm}K!$C%MUiV2AGTjdejQPwerIc`
z(&Lifh%g3(;`lokXjovkFJ-jcO_JyB^`RG(@cIs+bbC`|xG!iTMZ*eJHjzgkIFXOj
z$hcI{1&>3GOnZsP!f3F69dz(laGH7cHf!|ua416*4Y00Uvq@+0jZ`iHOpwZc<Lrpr
zgxAq;u8l|(f2s*?!9L^l`^XMM!JmA}{J1MO%xN0i4%)p!l;5;v@Q3pBe<_EI(!d3#
zVQX-m?bZ3JG;yf<#K?AwewGU5b!k-`g3DyuxwKO%A^5c8tz<M1`*dSUE>vd3Y_&lC
zy(a(<fH9CKhY{cu0Xj|iw2)jv$U}pAUdGAuyTlq+ZmG3JKklnTK*@3VE!~y^wJMI+
ziW8nrAFEJ`N_+cfl<Su!oriOcm5^mPlYI_Vi2mKyZg^c7p)8PYr`rT5#92uJJQEpv
zTDVAn4X_GB$G8JxA8K_}v6OCfF5ZMqEW#TfWJ@mII>kuONy;@uuFT*95axJ62Ckwz
zal=<I>+aF94!idXk6!SP8qm<d@WLPW)CNjfItk}A*TyGI0s5VI@;<a6lRs1=%Ub4<
zpfF^IfN`c`_~f02_qvt!>8{F{4x4Z(?LN6doa7W_X&>~Qv;u^pIwnC<(IBrFVUB2x
zc+tn3FjF}@y9(oQ@}T|AD}h5d8h=PZh1#Gv^ppjP0IJYlS`EBAt9!nGZb2kO!Fd9~
zQ4efJGNhBl>NbR(hhg2K$d)nFLTqmcPY%twnWDeskPHbpE70I^Bj<PUe<9yJiK0a|
zi&UqPTw!xwlY&2djciBDFqBqNj);Y2S(5z3Wz=K@!o4lA`Q+#=5x7Sl=t-d+CL43R
z!x`R3R&!@@@8<~{X}xo?oS>i8klFVXvPf4zlGAqf9c*<k7MPY5N{|)H1V8FWhc?2F
za)MjMiZHv?{btG)-l%q<K-yCtOSH2EOSBbj(x11GZDRLbjENj1Sx6IxNOD=Ge59K<
zh|aek3Xnnc1E}L}anGA-y3?MJiph|!3WqC<|K#E`Hk|*Gjt(J4&>5b*QiZFP&0Wpn
z>xM7@%&_}x@9PJf30e;u7}1cRXX0;wi7hp2j|YIg5gwP<TOk`F^YUzlznOjHf8nz?
zdP2jr^sA{$u2!rA4lz8ZrvY<VUDY5)tS}~-un<KdM5Z+o2!DP<0AW-A2C8;E{@QTp
zipaYTF{q19a)Al$JAeNAP{ffJ$N@}u`yDsmY*%mY8NZt8X|$AD9K{FK7XIepR;{2`
zzOfI>ukd#26ym|<Jh$YQ2oVh9WsfL1O;MBUgx22I6(*~8R_<j%8TyG_qXy~VAi6PL
zT;D~uyE_g8kKbbH@CfgBb3=q5Yg^u*AVHKPG&axzvXJomp-ejQdBq|03%{8Az(F{q
zN2!$$r3QP|h-ZwiwHeVuVnKPRxar(n4wKC}mNrjnlEPko*rH~{6AssT+Fg+>NT^32
z1`Sw7+a2D&@H9c_4KjIjvXPbW!&?#?UgRp&dIk8T`%?o#Q2&(tfV=kT-sXBWJALVf
zrg5DsHOWzeqQusHq>J9eiYNss>TUS<b*xG-kWwS0i`s({MQMaF^9y~3yqIpl_vWN&
zrcx+j7o?BE)y*i6em;!nJaGMTGB5b-URdSM9<B^ZJY8n!nwqd4#0L~$Y?cvY+_@+H
zu>kCtl%YjFu|+2Suci-tUz6nTl_6W>|0PTRe)o@N{U5jbzxtb9or#g2iTR(!Kbh(O
zXxRTlye{JIET-iAO}Y-?=KiPne$W}ve+vLQAprnAEi-`5$lyQqHy!(b+Zq0U+8O`b
z&hQ^^2EhOL{?99&sGY6z|C7y>hMtBV!1`Y*_<sOQX&7i20BrwNefxbs{}(^w|KSJF
zDSOzP0O;fm%uN2%7kL9mlkd<B|MjDjF)_9<5VUg#Xnm{b0W9?N0490{fX;ucg}z~Y
zn>zvi5!3$<3%!`5os0ed1MPp}|3~}ZzAJrabu_Sbvj3OM$m73i34pVs%YRV(!!Pu0
zC2ZnqVPv8xCiu_fe|xTI;$-LIXk_99_%{lQ|4*;jzvX|U^Y6Gzo7kE;n*%uh50<Ef
zwX=yMfKJr<dz^$#jO>j6r@#MW$N*qwVPX9j>wiB0?pYUVGWIxPsFyh(GpBl^qmc)Y
zMN0+A6PM?j{V6nDR$}QZ$>-z|YPC3~=V{~aYPFE8DY!-`)ySX_t|?I9aPg9elIXU)
z_u_@4X;QKj=%7P5d5#6-+r0!RB0wSiPoA!9wKN={10j^IR!v<?S7(<`b040e4uk60
zTE>W^l<4m-Tknq>PSFa*uC<O2k?i{)Hz-C4=+g>mnS5S5mJhEg!*)!ID}ImfR8DPT
zpYLkNwmWQ2wu@D^9gmkRgPz3uK1b6G_J2QIhW-4x-7kBSLl(2!LuxkRh9mCKsd&e#
zE8^b(Lv+v3ciw(Wb@BK?)Q5CalkiCmc*CH>b_}qtwZn$qaEp!A{a!cZW~=tDa&~2G
z*{3ozqRV{fERCbPPJUiy46NX6w%70lQmcs9dsJ9^eHuAf5+bReH*d#3zOGG*cyTlx
zn}b9ej;3wRc#cmDt7=$$v);S|x<<RIeDZvVL;I`Q$!-6*{;f#xv5t^)f`2`8@j-h1
zDf4lNAIrkKdv%R}gTL3N{N?L^rQ`dgB>MSv*Y)uN*-2zg{0L)I6P3`k^jUvOZ0F03
z>}7G`RwI?51*^fRB<|Wv(IP0lX{w`?$msiCNc42-n0hu5u?i_>Y4K$SnWCQ@=^!fi
zhuDdvE@qd}HR3{pV?>6cy(Md2S^@R;qc$2YTYGb0?OgE>@g4~o36X`{Yf>VkqUQu+
zt+wb=S~)a_r1`vy2tw^g*?LH2EAc-4Nm#^-?+Rjd(INDTsw?+B#B2lNs+f6hu~+5U
z=`S;#rTD++<E^%`qS65#`4;#o1Lw6wMxi8op`d))BOO`M8DQr~3jo(aq(XwIhiTwf
z@KWW31Zk-MuaU2Ss`7dMrlduXQ2GMW61QliySw8`H(WwMr8|`p>5>iwi<A@*DJ2A?
zy9ALE1^&+k+wbqZ@8#^X&&<~B?Cf)9KRX9Sqe1EO1Xyj4U>O<6hU$-M^>H(W#tfZt
z!u>1rhPRJ0V(wRW^m6Ct70Y)pP^AP$P^a)bfx0K?Jq(DkLRNQ>S=!f|)Y4knVD*4H
zMeebgYTQrby=OFb-=rE+V!dwEbJKl*qPMk%w<T;Ui*1N7dpmEo!y~GMOen@tKXU!D
zAJ{nWcH#_@I6w6`(qRq9Gxc@u!roKdgbHeQ{>0Z^s?h$&3FU_!8S4-UGD)xZYVTap
z+K^VP3h(X+F)Uc}7p`b9kVJ@|TYJqtP6}6h#f`<qdh<;eC2NFk^v9g_3^)a{dIXpn
zOMG~yFaD9j&`AX4L+7s{q#iez0-KoYYaZJ?O038UJ{J1K>LUgrQMi{G5QO7WLA9;a
zZLNtN27gGmYKI$#vHN_>5@Sy-XMa-LDWN&wQ9+>XXacS2Vn&%UvkC=o1#Iq>bK6Dc
z(YT(GuuxGYZ~f!ONz=HsmTG&`EqM{nsW+>_#D&)mQr;}iQ$VK&_n3MIui0ah*gs2?
zNE$<jMrhRc5Y7&+TK7wCSXkf5*@Ig5D{d?)=abx^+$Tmz%`=Os;9Oyat|c9*EId%Z
zZ&E~K&%qP^dV?h~bM&P7MPKWSjfYCjV)j~F@nf`G@rIbk8p60I#VT!L_Tkg?PlRXa
zpVR|+Av?Z(`l9mH@in}3<%c>PZad0jWj<Pq)sS$l=hQer5M+W(8$G<3@mf-D;(lAt
z;I?0_FlqZiN<uIYIOFGc+mcRO%sGn0YLjlud!<FjRfyj><IvzlO=p*fj!!nY^9u#i
znFj+cnxF4-Q7e5<7YX#lmVtHuHWj(>bBsg3`H<Zr8B^u{F1f4m!}g>vu@pmtIWdyS
z7tHCGj1Gz4Y9tl=jba*-=|C%NtA~1fhquFsL#Y;pU3p~Y+iESzM9uM6GzKoGBXwaU
zB!^LaWTT6Q+VZ5uU18U$=LA~!j+O@UuTxA?r)}t*r+jq8F_^Zo)=WoU{k8LemtbMy
zvK-`mIWN&kf3Xhl6n6AwL|06nA_xz>Uj81l=DO@QTSZK>zu?v6?DEhL^p5QkIsAOu
z@xdD65m~mSmXa%-v3Q0_)q1vJ@fjs@sXYQd8qLW{!z04yMu+4jM9!})AC8MEPs)zh
zWw8hE?d5u=ypPrP*}-*v(H*-(C!709i>%Wsej~}#_<r8>Vz9_&8~W{Sx{b%CO>)9d
zXWoa$dcRJ}9}VZSy}vE~6nos(zokT_MBdhP5!|ZF{ch56KIG|xz_x@=K>{1DypPlP
zcEl&KDk7hz#-7ceOD+xy<aq2HUhttVmU(b^z>$e)?hcWqmaOPSPqj2vwdNJB8T8J%
zbG=9i&;G0k{b<1nTjAVo1wo8&kJ<P0?-x8zCN>Ah)juXFu~8mtMPA%8aHs6RpB6+@
zoldQNqoYPCzN<`9gvF~ugV7l&WgaGgrJBlF?5l<@dZC^CFsQb*?HUf-x_e|NUgni7
z$)bp&eu8$bWmttB=B>NKSGE`{6q@tlcn9s2I08~M8053W#TUby%d5LF(zLutgv!<#
zJyb_!mX%&}OY*SS<K8v^h=%Iu{&VdI=FmVhjRX-wZ*YhjMz2<XG7Nj=V&#C)5)wD^
zbM@?&&=Nkj*g(c^nW83BW!N3rTU;U1X3Zj=t(**3T1TYhLtFxkY<q90C`9>*hDiIv
zfpnf}Eu@3^;><3P(x>U{d-u7R*$<yd$?xz>%I|ENTV}d4g-AcAlw@qMt9&f`<YilF
za&n{rCFNBf*vA<fi(P(CuP-|nZZy0%IUt~xFOJ^T>-0NTviCpwcERsa-Oi^6^Y+_9
z?YLQ6Z5Lj4Ea~n)Wa?^PeLJ-=zlyo})-dT&$9q*TOmEKa!I8J#8BPSd-VReeO#~h#
zHD<fh9qS)qS(;z=U2DQRe6N{v4R52_P-1Y>;$`7#_#5Yjc(OvmB8>u#Dum19n945`
zZl`M%Q}SnmG`X;)u1qLgh0xK~8?=0evw6oO_3AD*FuA8!H8SM8%sl0(Y%g`wz1o`L
zkG`?3_vBxX6y?x-_eddN0mu)B4vccm{_=gmzkIm=a(;gIbxiJvI=6#}LvN~r7Yg-T
z>SR;$ROT4Pq7pI9FVht42E2T}wSigw<gO-Knhy|Y_-btnqW%gbCNM?<JrIv`i={RS
z!CMlaeH%!?N3S!!aXsPAIl6uL9OO>Cq{E$T8Dr?CtFM<^D=RwMb|x({hf;NF<kKY8
zvn1!|AS?B}&6ZrAk;b$gYYME<>Ce+qblZO1@3ZF|)NoD8c=qM_gp3m(y$Z7?Gc2Kd
zyx%B}Jb4_P+HeHE>ai51Rf5#s9H`Jfnq-QbNL5PU3#Q1uMu$spp$OI~tuR{%bUF2T
z|Mcol74t)hkY76d*DFSO+0s_-7Dzi+4;SRA$BSaABAfu1+0Z~+U0RM)1>s?9<%ICC
zvq1c;Ad7IabMyhR{Z__)R_KVZ0UTGz&zh2Fo;4Sk9}MCG^9jO05SXAK@PP7tcd->b
z5RP^h63#Y`Rv_Nfb`tIuC>NbyQ1FyQ35cS(AQ1Q|Lki(4Z)Im=>v7u6DND=4%1IX_
zaMm70$p0Wv^8w7m3Iam8&%e9VsMEv`lR9(aQFYI{^SthHdTh`J9ClRMDOVEVZiTAy
zzg1(0boY?5MIe7@KpF9!hMh@{YW+*!ATVl0&Q29F&Va{m=WGMw(X(@waCW!*!8jdR
z&(6}r*8Tel1+^9a{o{kd&J+rqJzR90?NA2*(CN1Mea_%tC%d0#2=K47&42A9)LG@n
zA%YJg0Q=(*(Wp=0O{SA_ZAn*0EJ3?Yc;!lFZ+_i7g;({7Fa_L@0*ncgi*yWFD$(MS
z7gd6YO{+m6;Y^o<Vu~Z8iUoo<agw)E7jvsI+61QK>Vk#XBJfvB*JGHbd(G>Xv^}LW
z7smTsUK~AjUY&IRD7c^Desc3;#W*?^8dEto(VGe-3SqjHat@sSKAdSSmn{G84^Gki
zt7we;=(vr~KGdyScYZZ8%OM#@^YCA{b+P;U?Ezje8U^)kvX^?e6>na^f$!`);YDs!
z4q6MFNHgVzx#5q)6jD_m2|uMr#@`>W_Gm&>AHzQN6>onb7+*SBTH~BzKE7dj!prNL
zFohE;6s3B>;s%t4XBor0F@vzdPXvbqLo919b)xuPyqrAj@(Yh)*n6Zqt4VpPfIhhE
zR_*mXpNANw9N3(1E|qX_?C58tAa;a8nFBffFRdOou{JlJm|*+Z+(B!mCAGfD+-hiG
z_&OJ~>diDKEpAN46h#w7-0_JdAVXCoAez09?Ut(=7OS+h3>L2rUn`LXgMW(6Ei@(n
zx&E%Y4I$MV0Wtx2d8v=4$TqII_1^M%*+EGjyp&TK6;!8<VCRujQWiW)p3=F~y`LJ7
zF;JK%nSqeDDes((bT=@ju)#~Gh-u^LeB--T(TQ{6Q#!Uot?&z@M|=k&szzlU^rUso
zy97PN=Sy6(Gxjk2C_N`%(}v!d7IBqPXH1IzfEDa~vy`||)YP&OjBfpYA!7LnPHNK>
zL#>)|gL%^}^ipnZ6E+T-dSyCvc8&W_2^|U<m;~QtwAe)9kuamVm1FI)OXIQRF_Pvh
zp;?qbSXLD8)Tk#b#p|9Ib#QGVOub8IL3u5v_N{<P2ApA%G?AFzW(aCC_E0&xwtTS7
zcTtct`)1|q`z)N<<@Qw#T;6-jrIRb&Qj`MN(M`3N@`KGBkJnfmB@lxn;W+W^Eu!_N
z9d57ov<?{#q|DrvLbzSqFp(Vx?JK^8YVm4)!}r$Kc1#Yr+aO2CwwlNnD)Gv$V~%*u
z3y3s>$IK7kvw5)_sgh=f$JoN^EG#ge%kwegeVlY05Mk9xtq~=KnpvaCfUdL84=_@Y
zU({UX$U3pOeASR^KW1R>ohYlL*XJB&773$1q<xRq_}Z#aYs_13H8;DiEyVpwSf-yo
za|$7=V%6QO>*TnZ*G$i0W!T+kZc`H7Tra7sf9CkoZot}l9CN=nbwppC(JHfUX{P9Q
z8&#TI@A)i3zb6et_dmUDy;r}aY!LtE8nS!4mY`^UqQKvF6Z+Y(kSxjOp69hsid%0E
zXl^n*z(Hu!9tIgPmj{U)@cX>4yK)t*KS!+Z6=beb^HN5ZQU%Yert2{q3wu|VG#QWO
z(z%EFsy)0P<rS~*Nq;30?6m`bUPp$py-^si7gde4aKlMO#|Nb&i$VTujc{X*b-DFm
z@(}6x@xA0P7^Tf0$W88W+EP|7)OQ3Y9Z+e8B*r4Sp@NxEfs6#`(EZtY&qHOYYH@>P
z)#P5gt1a_aCOg>h+<V9kqZY~yf~BU@ptx_9F&<wXHZV3!$%&V}rzHbtAji|c#GDqj
zKK?c8QX}!V)fwSArt>itMO!lAoTDO<YVibn%H!bNA~$2Ft>uv#&N1X?|C+@E>v;-Y
zH(9BI0GnB@{C&#M%&thm^CP>@vWS{4aSjzNhCiZJvFUWnJ)ZyqslAG5F+$LJy+k@W
zMz2(_R3~3j7IMg7Z+pE&Rqj!k%LQh<$iyT-w4T8=kYF1fBQ9Yx)DuZDTQ0l~5lGB?
zZra@<O+G<3HgR~IWO?3%-1w`lB3!6%@B@KOy02d`TbkJjf%R7nrxTXX)>2`n1)26S
z5m98y#&}fuwl}w}OT{Ph7V(4JY;SV2LBBmKw=8Dp5|o=08Fbn-73;}NH~O};+t;+~
z=1NQFlBI3AdHgXS%Q(=f&)Kh_!ZG*LI}_GtA90%~jZLTH@sH&$r>o(n6AJ0g<r=9P
zUpKL_x<9PR8BLYpB#{2{$m!{EdAF}F;dDdb`_W;v$|SDqWS!np8Rq?RqZco(#}Js$
zWEHc4!7X0I_ku{X3q;`_z3<S)x<)=8C8>Vl2r{32Krl7);KPSJ$sB`@PJ{AKcy7HH
z$J|n8#uhodwjPeY=k?!euQoJFxot1xC5PwN;%(L1PIFCAN6(jOUmxKXCHN(P>MKre
z-zOabqPut4JMjhY-ev5tc!h}6m_;nTHM0jR)6n3XGiIhYq*!uz3tcLVqg?ZfFDZOe
zXdN>yn$lz)9XPOmHPn=PAJmQ!f}7oc&i4gw9D`t25Ks8zj3!?F#A<ht4*4Ctu71o5
z12-Px^orx%E~}m<Ex+Q&-+)KoiuIf%PMk|5enf&^IS82=ozFl!6{fk>VzGrEtB*ZV
zV1&8<R?m}v{X(Pc?FU;TSksURG)=bf^jEJZwp^ES9mD%(G?yd$FHHwNDR6`AfHNz~
z6kazIQCijzELvPMqNyX`=$evxNZ)IItN7xqxqx=SCFek*RD#dbstJvRtTQIcg`@LQ
z3|~qDsm(DzT(}T~@j?dg-duhIc#vc@XpKFHo9YIA&!Wl!VUsLDQ&gv9SMEeE@fWWa
z+{^i0&sy@gu)Zl~;?d+IiMXe=8v@<k+N7=*3wVU?sDz{udb*OvrV?=4vRr7<FzlJz
zV({r{)yxR{>;~VP0rQ1LFYLA!^wW|(2;8Dmv4V8Gh+v$+x<DM(*Bq@))b@gOTh`-|
z{nIp)`KuXk)JRf7bVI$uO!1Bab)|E7Tm^k9@^uUdm2xi)Yc=e*n0lX|%ztu7K$u6@
zlPV5gfBEi!8PgguYPqp*%s<k(F&{YfGMj=Uv_44fTwka&o+z;p-62n!Xg;+ZcEv5q
zWRm%O{K97KEh%b*s9bk^ID&Pj?ON-{D;YuWcyT3^ANZsU$nD5B(E7*9ZDIL!Uxq>>
zZ&}yWzn{}4dPKT@#b!zK`PIsZ^e(3vx}~g{%}Zk;=UT0E&GsKO@xP~XB;W@ASrr}O
zP$(T?Be9V5fB-v{r%GpwciIM-Z2@@$rSr(ck6P}Lv!my37Oy`jCTf-tka%<(>k|7?
z6BA7g6%n6g9&z_03{LjmN6Q_b^urS$-5p-Sc5J0sZ>2MiyfMqi5kE@`i=WWmn?V<e
zbD6Ez?w!%oZnDC72c>p@q|8zy#KEs_ho~qI_N=aTWJ)f2ulh9ooWL|kEmdV`R4eVQ
zDsmG^kMy70_;%e-@TBS+-Z7bf+zF?@0WU#lD{RI$Q$?@RC~rJ>{6TiUzlJ|PHtyU#
zTU9YXLj>h`>oF1MsORIpWr}XUzLx`vJJZ}BB;-XEe1tPz<7iuQ$Y?Vbe~`GmsE+QV
zZ!KHL*|Ty-Q!62HJ(6!%mzdfDoSxTF{0cW;qKeczj$!_bF}#O}xyE1yYBKk7p{$`S
zRLIb8aG+eExNNaVC@SAT%l(_S7E4e1iGmi9!)rbGz<O~&)Hjjvz6JHktvVX?1~*00
z0qREX7gDu31Eg@@MA>L*;Y?WbOpT{EEk2*{EybRMxNBxL_ugzI;ysS|CZb3r$)pJ{
zZ+@SWMMMoR4O4qm-*An2U}4D8IIQY{N=f$H`OhqZnaAHm&UHSmv*w(p%1=dxhn3CI
z6pZytH+}vrG<1NF(oQdPk`fOa?co?gY9+QlIUpY{KYTdPfyZ5y;QG~P{KEQv(&k5c
zJn|HccW)>4r1~8%U$Rcusa$ZLT`d%Pb=7FiMbouHj3$KQrZ>d~clOx34-4usmEg*_
zrb_Ep8Y%$Yte#l1|8z)R>_R1<L<(mSbIEpEU}Fue=6NCX!q7=h(228c!{!C<{)^je
zn(u^>DPwhEWzTa~yWm-^+B6kuq?bB`BrC?`#Ld=lHS;^;Vcn`70#9rEL=t4#CBsG+
zmg}(|t5*`39X&3xDwey4Xu{$s;a(bw0evB+4M6yKqVo>(?=l^~rEl&ZL-W?!8_)|&
zhbOih*b901+QGmcT_NQ(tQvwoaa2)tvL^g;+4(NFjI#4z4oDF6+Sqd8jeY&*oYp&7
zs9H*$o)NXKR;T#%>k(6zYNdVn$okHgF3FKQq1-(fl$WnOXlM`$VykJgQ%tNLOD}k3
zDkdTM#l5&mK~S3Q@Tef!AFgSCQ^-jQd`bPy7eVRgZMuaC=OHtjYXt7xMabeRo)WbQ
z9K^MNtv=dqbvZN`W)cUwu}M{=ZheM=eR%f@Qd8fLr<S8&=g`jwQ+-E_$@rT^h$xxU
zqp+>56Q&R)KcdzLVgxhQ4oo6J*SWPwxKB=`yyxSIu?gvy@t91vdLcT-lF<@#{-VBh
z!^d{3TF8fA>c4hWkob)GtB36j>EcK*w&%Ajn%6wvEuH_`38KMdRV!SH%^gv5fj8!_
z9EJGV`{f+-oO_x>o_#%b-9mM-uGMSBv^pThg~5gJjkYZMve*bMHr*Wv<GnqTN=L|X
zE{RI4{;oCOwaEzNlL$Rq*IZrU$7AI~0ebWDPaG2I_*b@gh7u`91I3_mt5Q3m5@Xv8
z>Jh%lej%<86N@vY!QL4qRf-jP-g@9C@MclzDXATM7IlZ5aS8ri4=pv+<HCiSh%(j-
zHL&Q!NUcWI;pdXGr4gKi0{lMiq)WpBk(Ai|pv}(D0wmOXsRbhx(n>fh3A`lM!67o3
zYb;7t(^}Ix*(>|DyR^v1QX+H2YJ%-IX=XXX5AdA>d@p_|9b%IkiQXKFwpi;Z^>wps
z^hT2#Fp-s3eQF)aV-p#8_0!5#H<^^@SCroL<qaHpG*W!BtC+khY~SJH&@nX>bzvyV
z!J%W^p(EWv#->6**g#p0A~9iQ|IO>h!mrBd%H~&)`z)WDR0eO@>D@IdC7R~HDWd6Y
zT0+*miy7-P`0aYmC!Z1_q7iYvcv$|>PPCzuUVxs%Jw)y>cZa0PF%RZPN2;f`Ion`+
z3PSBHCV@rqK$dl?t&IFh63kfW1A8XlFh`2uk({SrFq8Ka1#Cc@=S#+d+H%mK#lo~A
zY46X`sfaoi51ofuC)7Pm$2f0=LyS{k?h-I#x)N0{QD;m%U9zMp(JbC0H;TUZEx=<;
zB{l=pxS7R%R8p-gBuPQUpOt9pImNNj_YPZRO|;lB+-7<4nND0%md6y&hHKS5Kb?}u
zXE$Ltji{b120E^O;H+SUM&o069|b(_&-aZ;TD;Ry*&tMsT=(oXO9`k-Ic@bCNX3mO
zi6vY#cHh27VBgP4XzJB<&nWE;)w{BKO$@QyZ<VnNke&wtFp>3!=i=$68VgwL_X;~V
zlaW->1u$eJvI(|9adh<vcKd#lv{`ZApv|(@F1v3T!%K5MY3e*e66|0Jo9XjO&#)ap
z9=g3c{8c(Oy418)!ws_O_YG^dCarDFlMGiCDyLr_FzY-mO;uF#iQT8t`K+FKvw~G-
zRI(^_+c?UMT{lua>V+!11`o^EEvU%m=Z|e_Lod}DNX0(GZI4u|rd-OjSO)peZE2a=
z1Yl))Y-)vOYvN3}$mgoon$}>B4lYdK#M(=F>9bpwd9hh3!Jq6R;QR&*@T#$5`=#cJ
zlG;&0m5uW{6)*V5mp1x(hqXg6mWQ-`Loswh(JsiD%1bpKIX^2T&o$4bxPb`Cqf{Iq
z^bsl0T+z@uj212E-((+d|485NgK(45|Bw?|bOPeWjeZv1F|Ke+CFbOk+Sk<VqGt|=
zOb$;=_&cocRb@_ETeV%RBdp5WaNVi$v0TQ#KPpoHM9Rr%ELqNY!_+Fadu=(pX@hFk
zsnol!d;G%qtyq<#@p-S!W)Gh_ua*x_oaZp6)NWP0SaoQ5>2P_xn93;U&~T|f?0r$x
zNJ-PJQl9Kphs*}m&kuTgMg%?I<T;2$yVN@^=E*>3=pW!;2mOnCo`NvnF*_KHSMVqB
z`QwWIw@Y8}&wFs5{{n3O06y<_1HdPt%>J#=d+$0T6b@5WLSSjm)yq;UU(vCYqXyBC
zuNeK!BxOsAnePzooil5z+HhZU#5z_r^}O7oUxddhmMFRG_ApKdZd*1RyIm<ud0B1N
z`95P@1vCqOek(pHgOSVix$V>(EhgHrELB$>I+59kv+(L7v7f8-rJ42+v{)9Cea5yj
z8WL{`dZWy3KJLydU&{`RF(fl<#|$-1=g0~q6P(3|Gc<8+mGN8pSNy+xE?kX0Oi3y$
zt1ygK_LSH^CrY-X->)UHl&OjH?AfsCaLb15kaCj9;)=C<8P}TYNx*bl>Fc#i&QxJU
z|Do9*I3ECH0kGpw#iAky{)PX3p>wCe8w#*HLqnyMr49A9IkoMatlYUYU7QfkKP&t|
zLr=?o$3bB~tNegLfglSI7Yrf*0`miL24Dz)ik<};{BIN#eg<m(LP5VXexabKZcaz~
z|3N`d5x_qn!QaCQ{ud4^r67$`1*-TA+x>-w{tv|fEwp^x0VGzz+1dpq9m;?;t!(T7
ztQtU$C4e{+t5aQ}@I^JGr4<r|ezGZ80#L7=htJO<El*chM=K{30DP*5?@<zeBdI^*
zKzQ^(M!W!0$`65@#&V$IIsQ%%I4{V=<hRI*|F(rQo&JP^fw`Y8#s72eKd@U6&yVSF
z$)9$1wuqJp0Fnl@i2`)Nr>OLq4g7}NqIUfsi}a7Nq5@jnPdinzvqbfDiY5OHTk!<+
z1^#V@;2#$&sAW*~bOKrcjepkx<o7EUb)<`>rv(sC!e)W6L%M*#++a8m=EG*|;o&O8
z14R1(OdBM^)z;3!o!bRz!+vJ=Qb;QVaFGBKk(H5^<>iF~M$QN1d{RK-<K^Xt067>)
z(!9LDD=!SlQ8Ygc$OV7|EEKBjCr=P~hn~@>`cR-Q5U0cokvV(+BL~V+bx`A=#zc*U
zqJNBm>gSY3$@Tpm4vdN7@dG&&m4LP=8uI-e3djXP$pbL?09jCSLV)~79hd~bL&*%t
zgOVM^Ka~+x2bl9I4LpG1PUS}B5W&+BDV|eR*||7Nqr$4#AiNMTFBl8~!y!;O*zio7
zDlV4)qZHT#KO&t_mtcQ>#-tFyjf#uSscoEE$#20<C|VhD-OAA&bZQa5+n6`f${L>+
z1Y8&aVt)UD_~39T9AphT<H5iXIAEHnAISMT4+??80NeYE2L`s-pFDs9|JxP}0Y1-v
zwuQssz@+}*!N9!0&C#DcC?Lu|ZD9h?e`J9P{3|mY{BK)0m><|Ae~b%-^9lYfGYqw?
zf7JtckiX@F@xoz$%LnlI{vHFyD**kcEf_HKzsCSW;s4g-7yNC$9!Lam(}g?@5Yw{r
wwL+~W>hr4U;sV^2{kkqieUd?^`~7tN-8~RUkJHtMfd%;Z@tK)r)MWAh55ZaE+5i9m

diff --git a/HF.pdf b/HF.pdf
deleted file mode 100644
index aae3844ade8352a5d90ac14f0e922eb459aae2b4..0000000000000000000000000000000000000000
GIT binary patch
literal 0
HcmV?d00001

literal 32871
zcmagFV{~L)*DhQ!JGPyUt&VNmwrzDfMu#2Sw%M`Sv2EL@`o5p%yyuK@zVT(GQftpO
z=e)4?sQn`~$rVJz=$Po)V96WLt6pJQi5Q9OjjUjKc!(HeOzq5FEQr{EAthKMA|eJc
zOB)wcC*Zq{p^K@Asj<C@DJ&l!th0-gsi7^bM@F!(eDyh>)7pnmL_GrI;*NeT2x%nX
zHvqD3*u+f`V~}kSY`0T1UbM?kLv<ak(D}VSI@MEGU7UofZn=V9>DYJt^HVwPGwJpD
z<Kz8hvwF9@bC=)$`Sz9Y<Jsf$^wYQS@zWds(m(C<xq0#PP5<`i(5t@QK27tZzjtwB
z*W}Cw*L=0&W;bT+M)$_&?mgmXhDWGgw-^4ZDnh@ikDT10y7YS+b--%pji*o2TvIt-
z%X;~qW>4EX4KOyk+&x?S&q~X$*v(IqL&wlqb2ZZ;dU37V@zgJSqw57Zx#hYg(szDs
zmx9@0;F`_mLqBsu|HTmx<}!EwnPIMc)F$J(Y~`sgWAnL0-;(|M(!IW#G#MtbdTz91
z6@1pm8(<|1I;lh%+a;CdmW`iNxajloR2Bky_m-rP^~Q!1!7~<<T@=^l#YO3GQ0-P?
zIY|2qE<>mJl05HOt$#VwwG#d-wbDHg@7B&%&-!5=R?GPVjGW-Ud|uhju0eXVZj8&G
zEpQhPG_6zo`2^-sddMbWc7xRao(WGtJ8IcWSACpc(>wc6y_5kobKU46_m&pnZW)up
z0k3W7nJx0|;;W2n&%yaCm%kH=z-{M7y*%!wnpAytVTjo|T|gG<COBM{St$3-bJk@U
zKFE0S<O0pE$#134GT)7SU(;XK55cI9GPKnJaZms>`G6#t@o%_kH2b?WjUS*+zqX;Z
zd_b22@7T0ECfi)!!Sl(wPiaHRLElf$-gV);-p1mX@CQW(m+^XDGkUo0(wB`W{pV~r
z88_z|RFinT=Y67GyZpKqRi=|y+b7G=^b|*Z_;+>1)^c;oaRPn51;{Z6u8fYwX=cGB
z_E}7Q@I(Cpk2!0)XAOON3$~jv_pi8o<`+e$st>nq`slb3Iy(Yanf)f62K}U6VlfJ9
z&{PQap7E2;f*iv}EmD;3s1w{wcnSOlZ@tZWC}^`DyQ5pC$E*~jg!wiYZ|JNRf|MoJ
z=Zd3|5{eO?A_t?a-twR%yHmv8sq4<TYY%4J%<%UL?aZ0r?RkdRtMl5FVCL%L@9ShU
zOom%aPXru{(~P9DE7Y?I)SjN+Fqzv<_zk1+gUoX#@5_=tkUs<hIssBe7n5J3p9h)!
zXX?F{Qr4NsiSFb^{^Tp~wtx{KG6gmO?vwx@3D0#ya6N{24ea<BJXreW6N3Cj_GNlS
z#|K*+MY_ieAO+M0A5#pTLh$}XIJ>AR=ih8Qq?QIR_(ARsIhF6`x$d5kmMVw>NV%AY
zWU2WS_l`5BUFOu`(;)gV-OAgH=Sj^TvCsF1u{t0&xolXGZC=WJ#xa=Q$uOZ93n&;5
z4L~!496>|*A)=XZ&D&md@B_3VdnTa)7e=67!2p-vJ}}gaXRgjx=@N%qW5-)~tbt-s
z&;fIfgEG5-40b?T{r$mJsu^z^*r7q~=$7zdcTB$$T1*&ExdN<xX;~fzUdI;J*_A*<
zgzMb}K!+WGUf&lwF0LtWhbVWhFP06`vt=Kk!t462U9KIzd0Q25gi-I!LXfkF)*~LJ
zd6I0yiV}B#nUf2m(iL#Lbo~I>15Cq#6kG@}P%jur#2sP{yxysy_B3M|!UU|DP&RL4
zfn?m32q>5l*>VEpyFo1FEK~(tiSi@m0zQxhn)~C4`;oreIfI3ilKI%rt>anMDtCH;
zI(xue#ZM&rk%{9?<10DOt=@r73M0yn1RgKzb1Q8b!Qd5x9b35P91U#gfm%7e?gNS%
zen_Q*?ZRl3fvVI+q@0?`i{GQ<eV-uKp2bhG_x_Yk{#*%Ek@G(ri&J`Za)H#<)-_wK
zen!yfRQ>GlaImgZwsV4taA&rEOt^jc(i1?rMb5qK+2qc(_gIAh>VFGJo9|4X=qdAH
zxXrShY4_Gq>^v<?p73NgO^QOm3rO~j=}IQm86|_%0?a0lGI7TB@wqAo3jvOP-tz;P
zePSVt^uCZ_y8^i7p^l8}pfa$32hXSzz(+c###GF)O@2H%f!Bh^X5bmvWcq@F8?fYn
zJJf-grR>skmE%DphVa-p0d8d?O27rG-$YgG<qd|XrcxpUKwX|}FyLlpMnc&q+gi)a
z9f~;du{_hIsNc-iDblggn0X{?X92y~G|pRq6go~$`MfzW3u>|JRxE+z3@_=~AFOd+
zu-mZale{Nw5S0R3BA7ci<<D&hlXEFmp%+$RX<VvW_Ax{Y!i?3e&Vw2@eb10=VOoPa
zUj(Excy>L1s?<#-@s{85;@#?4PPdjmQ#!CeRQvSnaA9)RV_bPsYMVgHu<-d#fQpWo
zwXhuM3~yrs#8?0!GM<A1P)6-s1oIKl5oV~eIp&>{;p2j^{gmk3twsX?-eobZI1mFO
z1%wVV$kGa1LFfe7zJ*CW$O6Wi`3P`!$b0bdz)@)Tn1bHrYJ*_*S0u4nECv!W2JJFj
zb}(*u91xb+9#rZfZktMKqz`8VhNI~E?^wh(6+3~ZiWy)zG))BXnBWGz11ZNK238q8
z8N8Y$T$g?Rlf=0Qss|Z7$*iGJ-dlu7RR&4@a#BJ@FCrBcVy*@;9j)|b8yy0J71EU-
zJLVZOE8y?kryLO`G?>fa2g>H3RvF{^F?R`J-`D~D;2P+&waIyn^cXSl-T;FiQ-!9y
zuA)0$o)2bp-BMIKu1zP-ckmrW)_5A*>|TxlEDlrwac~ExZ|C9_`~f-HcYWS|g0GWI
z8`!lVB|5*2Oe={B#}|5YIE@WiUx&{IZ@*-OTVoT48BdP0kq3kvc~t5CnHjU8ecExJ
z3<x5(hK&{zT>Bm0m;kn9)T!sCco&|PyXZ}zL*=Yl`skhoYncumguOZ;p~^DM<s*v#
z{wDElVs{CY9gMhF<j+$64Yr2Pbz?WQp_x2sg352vXu4RjNYH`Nv6>5qfO0bF3oiYD
zEgxF(p)A0LQr!+*A@f@CRBe?eB6Q}H&6j~4Q~Ke9AFS_Rp3vJ+1qRX<Sj$2Tla^Y_
zEP4GxQW4<N^VEZqbnO`&m7|Cv$(uZ<)pxq2?6Dh6G6_bnesYZ+KHq%Y96l1x>cacF
zw?)z$f$BU?#{cey_`EkdX5mf6VnjBu*@y%r?5;r9^oIMA_L%KYN3ui8oF0n?xK<Vi
zeSYJ$f%~BGXDY*dzxVp-;eTQKyESt%H1I>J78c><^lCtFTAxyVDX%@_GwnS*lkABh
zR@0_ptJ@0^gX*dJ!a40$f3H2GiU{Q4La}PV-<6pWwB{u%A-f(_FpSMb@mhB>OjTb4
zf>iChDVz{(YbZznC%oNQH78S0+$BnN>H*%jO@RRoxCnU1uSax>OmcaFGMez%JP1BN
zw8p9GVTSi1O&7kK!;V&fTmCQ=B8^>j$Z<o`3uX#MVs)C(pR5b#E8}XRa$t030zHxV
z6M5_4?1gQ<>e*rx>4u8P0b<Ud8QPa<^4{sul6UQZ>?kVzCo(KO<{8=u!A9LYmI9aN
zGtaaZpg?i;k(Ln{l^}t<uho#3GI!ou!X59;re_lCJ-;hO`6$vKEg*2A%6>0)A^Npx
zsS_nbtHv99_jVsTwN)lf0MPpgW8&CdawKUq`D)9Rs`a%iMIIViVG70r5!L*w9z8%Q
zM4Z)2Atcm0egKJpX&qcRELDqNk&Ija=Ybr+q0{q81}3019(ml3?xHtDTx+Bcy2JQO
z3ALU*sGJb@d5Y>tq}zBTKIXZ^7IZvv+zfbKeUuS?ExQRVPJ{7JLz<Oqi2hEc-7}D$
zcQsN|80`!2-N!v%*50%>6|tUQ{W?~K+{nR<k)t*Q5TGSH%<I;&0DB8i*eVp>u_)QV
zCuiz)j693hE(%CXP%YKTo0)x!33_jY3>g#!2yR6)Kyf-zj3K2n;1+MNUE;Oq5kiYd
zAMXq<!2PR?XsR1b`&2Lupb&vVK&{EcA+3nij12K7nHYLK=8gT$7@(mH8Eywa%?nZ-
zS?q4UUeDkLg4QvFmx-c?eG-r9yLR+Puq%w9>&bZH5zwOsrT~>LaOxA0#{sx<Ms?6@
zw5|ma;PnNyxW$u;swINO2tsSkc%GD``2tlFFj7k`&!QpHlP=l|(<7}R{rN2Nuz<HW
zl-I@E^4&HX^GQ2JnfmzNlhQQ{#-!p)K$t2Y4HW{wYtfukHc5G$u9!n3B3uZZ`<EYS
zcmrYDg%d3;Qec47n0QnRao*SJiYbLWhz4Iw1@s_eI~uQ;@8S;MNdavILAu9_JLk>?
zm>Eq|@a%3Ye1x$2-<zONHT%oBZS4iyX#xVyyGx8>1M#j=_XXw6moo<+H9VP~5B6sA
zZfs3azmIW*<ag6k`-9>HLEi}MrW_gvt#arSaW+pmL7-pmb$LDvEc=2QMP#mVJa*NL
zxBw(bMnoUAujqb1iZ|3f`6V=K+VHEru7ijfiMWK%y$+f^@89vASHWehHyeEYzRuxL
z!5}Vi31*4#gr0|h5WEKHr-N9xC#d6I|3pE#<HHokI7UW!t3kxI%l1kz3i-Z~{eYyn
z(}9XKLm+sCOQ``;f*yD#p!l1<huIs8ZsxsD-68T~6C}zBv_bUY=hlVDL-&soExE^^
zNkT;H{A!@Tmp|}{R{0Y(o?K_%jSI0dfXOI5K^c?Pk>`YRV4SO;ZKRqIRKNEVfE#u1
zeL<ZA52#40r!L)dypiXdHXZ~^nib_NkKBx;FiFy#d=`)RMCW|Nr(wwaoxB);rq}??
z3MK;N9RNk*Ime`#K4AImy)`4vUeuZ7h5Fqf${$QZq#BYjE=)UN+3MkC!{exY`Ft#W
z+*0GP&^@O@eR%_yq4Oo^cD8&9f}s=a4o`UOTvP^*2`U9igO@ApWLw$?FtOPOn&=Aa
zX6(2O=>Nu@Z0j?En{1oqNJD0B@e8-HQuR&D7I!fex6w9|@N(O)|4C=<;f7w&4%fOf
zZk3yHZEOStqBVM6scmNUp#C<mIl0)yE4}Nkb7pmHmEKF+d0)&vUHnhv2D?5Vz1J#_
zl!i%D;5dR8t|vZGTi#H{Ve5=R^Tcw*fL*$>&sH5Gdd28t_yt9dJGM=;<8f`=Du#$_
z?CL?JIpB^8qjY>>X%oO0Gg>*c>iSC;C8ar16EN-BUByX)b?eh#zz%Ztj-1|8wHu*p
zknagd@zP|-NV(Z|G{49pw4fPcH(pj&OzOQb*xx39$IR(dp@--fK!OJ?aU3ZPlei(3
zn6H@(HCL@p2UvPSy3%5M6wF|QDrrCjZ0kgf+^cNh0|>oOHeYaC`X1qs3%wlo5R|Sy
zPz~Nvb{exXJH15f0CiOsqWGUY%T!KCJkNi6Mrlypte`89Z~@6R$Und=U}v4zdeL5A
zbiVbA9}@Xj(}t>>4hvTffC2Oa!aPUv70zRw$y|FXt=N!L;|DcZs?TN(PE^Kl;K)v^
zZjOW22Geg7?M|$Jk>@JB1j8{ZmoT%6IXO(G;+0|8&hiHcK~QNn?1kEDK_NhR|3cR?
zC@rDqLe{sTmNyB`WP_57m$fX0@qneN6Oi4>)mO(U5xt<D6^JfR{=0sDu`&%zlg{FS
z>kqD{zamrkd2M+^+$x?UmKPuJs>V_@APJ(f?}8A0Ou+gP$0|ex=T*Iik^(h5CPmlD
zyNj1vh{>XpkwMxBJ}b@BUHpq82a8BadP`>Z7_hkq-j-bM{2L^1KTKM}`lrMh9_1?Y
zPy;lek2l?2dP<!Mu1Fn*tU;@h8(@SIP$wL>@NLUvLtX1sKrzYTrbBH9E~*2gl{zVi
zO65j3FB^m?jgBTfHUj+n067aF#b+$;Nir#`anDtGDrx@ykDNL{sLJCvkGGm{g!Xd%
zN#fRMma17%)1Kz7D|~`E!)(O5tO+;luIutqLdui0PQWo}KY6Cn2ns|(kM(E}d5pD!
zhf1WF7=jN~@&Mq9Qo+ls;+C99S9Lil4@@4%lDFsxVT!H-P1mW-y6}iuk`@H3na%o|
z0=z&_R}$;aE8l2#6-?zqP~b}dA5VINTDBMO<s+#4dIv<}V|tJ4NU2V)xdqSV&{EHa
z`bPCj83l^}B{uEwb#=!ka_ijiD_dnO$rwkm>+yHqk;l9SRj|Q&AA>H9X^9*1pFAWZ
zi;F$M3k^z+r{D%;&tBjjaeLf(b#Z%e{%!F-xw?0Fn{daNmDbf{`uEF*@;CVKU{z%L
z?$kt1J`7~fWI@ZyUgy43M<ed~Fr9n3zq6*(9qDOWP47t5Jqqu5h`mhj8Zf$<y;1{t
z>SKdiU2YhxZs<lR%}~R7FSdb?iGkc8zHQeja6K3vr`BQCxb|*x(B1eXs5_T~Ea-|j
zK9Nu*f~)t-LXg8huH%M*Q8I$$Km8d%T5f!!*qVH@|H!9r=zh3kc9e^#cUAL3T%N$t
zY%XGdu{rLFm>-tCBIv!6c#_PjL-8}07}LG-Yr`U70M9IAE>UQ*UzrT@YP#g%2w3jI
zFuIU<C>-Ybx;!+VS?`r{W%iEr9`XeR`_7@g5G)c-QtewT+2t7W$#z2ZH4px9CP1pr
z^P7WW6UqTmQt?3XA(XyA##5xr7V=&FY@kMv2c#l-B@J8LUij98)7PVG?I-Si@I*rJ
zoLZFQ-;fdEO~p{oWPn710u@~XVvz?nr6C%_6w(P4n7-i^vED0<?+#N~MgvrQD=Z-j
z3AEUJ9s?*SITBdCt`XJhgIB>Yay)_s@MFih>r&WFNv(I5&7wCH%pqUmencEl^|f7;
zB^v5_N^shjt&$QC|1d;|NyiozL(6iCPBfH2P#a~08p6l!i*2roGK>%Ua4m$#Ogf_y
zj-})U$mgaO(;rJZAq|j!wXc{dBQ+3rip7j$8Yjh>Mh!`^4qeSr<$OGlph{y^COwA{
zZd|DbvXaZ&;MEVq>T$M{L8Rs{%JcGL<S-{z_o^A-ONNP!4E1+RmrQ{CE*8#R`owH%
z2F_Ec;j0O(K4==G)7RkLdhj7uCyF<!{9$;_b|r-sQsBD}B@O>`7}4oxOhgfQ?h^U3
z2H8G}ww!=0V`d>9u1DBt;~yzP>Rb&Ta9x-IlulBV5Uy{+dvNMy5iub&qK{PqGSBq#
z${bT^CQg;zRd~h^(AN7{<eHE0q{;E~sOh5kW`*~peJQ+UP(8F#F{AQ;$uw)NeTK9;
zGMT*fx_E05!=DOLqp9dn4Neax2&Ndp<hP}{rOx{u@pYNClmUr&!&))opsI>IUv-nk
zMA%th(eRh2@K!xY-c!|^Zllm&k&hL=4KyAdF0?7r2E_ky_JT_NC0yUlT(m5j43KN0
z!n^?unT<&+L;YIt+X+uk8!oR$Kd6?@`GH3;K1LQIp}ohf>ihRrko{}stsgxm8U+qq
zN6PS9!^afvWLdLcPK*m(+yjDGxUk!uI>7Z}JV0l8i4OG1i5LRFz6FcrQGVOU6&NHL
z3V|YvU<$DVung6Lk;GZkxaVZ)Awht5I-obL7knjYC(t=kvID$7t9l@j?z)PHByX(t
zD=(;*dyaZRNj*GXIpzF%A5eMD0zNr19`5OB2$M;F%RY-ER6hK=dB~d2l!v)y4=C$@
z+2*>cDzN{Bi;6Oy+{W3jj$_3KT_y5j2;xD)iyx<HuY2sN&Y~0UoNZp+-#Vg~FJ!|O
zK%yv6;38;%gTItz-ObsWBsoQrMH)vCm2o(;kBY7!Lc+_sLz6(@9jr#dJLFO<)8@UC
zOgdg*ZkwbPes@;?-nug8ZLl}9NWfEBnW3jV+dN3?y*4`su-P<qgAq&2452$Aot=AL
zNhuoOKiEd*9vjAJ+%o1($k2A^ua&25UQ*3bVLn4vCn^sB2zuuyN>0+Dh-67Zf*fk1
z%ab2=DK(9fGa$>^;Dc>x>f7QA>*Q79b}2`p;oBC*3+grSCc*b4?2MA3hGiQ21yVxu
zBt@-%Z7XITsTt~Wgbz5!9qNfK*a0+}bA=(u(~-XMlFZX~#@U-(tFQp($DJntqghsv
zIe1Z*bi&~0$ClYYysuWXti&XIMVQkn2xHNb9W+8SCU2)|y!Y~De|GLCZ$eAx(KJVm
zn{FhGa0z`#P_Q(YmeC}`_i!YqHso;pxP3X^RxwEi2}5}}yP5SE&|?NAZHm}G2v~*o
z1Vmi`76<?~Q}p(LgfZ&WfeYrCR~9FiEPXd-8GuICm)KD7*abDFLB!%AqFVPe$Ri9c
zw-80X2Cy}1F_B}p!V-G{#r9&n)sB?sWf0~KbJ|9upTCfxYT`Hj^64}=dN>^Wom)Xp
zUB#vFy^kBgP9YVb-RC!hm_e!2ByuV>|3-TH4(ATDhkfj;6J~!d;$QO_*{NLuNSiE<
z_q`bUtQbPyUmBHmMczQG%k2;E`k&^Tld!rWWv(ZpMT~;f5>O+f8ZjvF5=TJdRecLL
zljbIMmE!ejO23#hl9-=U#Vuh`P>0c6we%*EUXPc=FEO;HEX58K_S_g}^;2-+dD^vf
ztm$6kO4<O5F(*i>NjAvhmt0C-3FtUY$v=|%C)f9XWcB;m#^`C<fOdIG^<w~{RpgDT
zUF67Wxj;N8wXo4-to>kA)msOO)XWMjU-g*C3y5FvRv&046N?Wc8b4uaOs6EQzx+5>
z6MaOxU)k-7A6ersSgSGj3d*>XVF>ijYZejXL+KnC`6_?s6j$bm9lo(MyOVS{QEN(b
z)3KcT2e@<$5L?iiHBYGbDB0JQDb@F=c3frq#oM}{x|vKuM;^+1pKk0F{pWI}$k$CS
zlgq_E4u)bAwbigXRQ?6kpo<ln2~fp$@B3qmF%+ehhC_ymH5O%gy8xoSnX%NxeZ9Nt
z%<&=WGl?gw{%j1nu}GS!Mz$BT7>5S+>fX1&k#zISPx09dv6Pgw^H=rDh!p1-X|x9=
zpYx7Id__y=F}fbMWu+{L$5-5AQ%8I2{qT%NgbtYX34^PrHqwbE^utl-*9cU0;h!|C
zRdjuzdNBsMH4ExA$X#Hycgh{iXiMt>Zi8iXb;re-?f{TkEj*IUu7&R)e=uld&~3E?
z<oc%0G#3#eF1UMo-n|Z{tHN=O@-N6at_isXE_TW~Esd76#_QkI^Syq3dVNW3+pq~~
zKOK;SylTV95GX)?cpff*==ug<CrGFN1_cl)UHpzBfkeb>XSDuW%6xNjzo**<CR;_M
zbf+ObqWuGjXy`?;H*uQK<d7YN)lounp3T+`EwmuMRfPD@8X&_H##Qj1c<+SLTEA=O
zPX&=|kQ(sjQwD2|Sy(_>GpE$nn=o&PW!>A7UYuOOn<Ha3HahV_Gzcp_)oaZ?M~j02
zC}iSaIWq}i#|f8Uj)viN(k3E%cKWG{B^uQKV$OT=)));-!gDhfDVP+(R`glDP!bbS
zGN&Sqa9=BoDv4{z61X%8O-cpr@vI+QCcUi;rz?qT`obpa8t+<4Wo6^}g-JBJp|c-t
zrNswTxgi$wM@ruM0GiI~L#$k^;RW(dXo`{TR~RM;P@55`l0t*0Ji5MkC8E38Caq19
zjHzit3nj4vT1}B~fF_7OH06!PEG!HqGvZ(zt<Y$=4S`3n6A8n6ARJ|E{Z|kNON<>(
zOgRb3JTb)meq`Hm+aYp_+QP(PIRV;2aHya^Q1nT|`d$1>!6*aD+0tKU*!RJMQRvVJ
zP^28>8|`V6lt2Sa%!m`e(w*!Gg`@noh9)0vA;aC791Wvz)&=j?!Q`?KRTA3l`hgq@
z?wCw(6s{+PiA-RAOj1{D@{6A2m13kY@~a1bJAGcn1FR<a4XO1biz)I5=9fYV*O`UL
znGcJLQa4!v2}-B0Sw8+Qk&Mn%l+>Hg<e3)52%5_csB9rnH#|w&CHo4=DS2K>z0C?>
zu{JXU=nMo3#k%`S>US(1f+aKySx)NeL=SVkMo_M<R7d1hUlr@ftA-Ub$*U}~>ee|F
zlsP`ER|R=}bQ{L#&`Rij4`3hn=sGY7yRUym!(`i7p=gn)E&g_gp*J(F{RIEf21D-y
zZRZu4CZvn(71{L%owyJ%v|ScfSg4TePAB?;q+BvCpWA=R&qs?S<6zv2Rei+4Mwu*I
z3V|5<#{W5blS@i^$?H94{|h0DUNN40Qf_u&57$aT>(0?^PEdc?kBKD)>)^Gm-!h-H
z7OJ=Z&u?y_ZUlK&{oO~`HVnK9=bn^r#P~zd#YZbgv<Aj}fVqfcdf<O!7Y4J1yRY!F
zA0RsuoA`EV8MBs@W0t@ppti+CcXXGG>lL-`jrDI!{l1mb*hON7Kuq9oPpMg6(SU!|
z+esE)n@lXM9jqrRGblv%vSVN1+T;Ky3-dyC>oBp6iB&l)h}QOt<Qo)dF&V+lJ2#g)
zR9>BK(bq5M?&{fir$~g0!~G-g;a1%3f)5s}tMr=?ZId+d4?qd56gO2maMIK-GS<$s
zUEl|2R*$hBy@2;s7e|3Zz!7J9+0~K4IC@hVBW2Fw_lIPa#Sm(I1ZYF>K0>5p-3dv#
zJ%zht2CdF*7t?8EyfqOkFVLl(`j<pJD%;o}(@QGt-%gsB9v19*N8@ZR6t3$Jg!AU|
z^o0&{51x-Uc!FG~rGE>7+`D={<r;i}#=crEKtidBF6$1SoT<#YNpGH4v~{}opl^n8
zWXfXK#u>SU+wKA|q{jH%m|}yfXoUsdm-P;b?4vq=1Tt0|-8TZ-Vog?MKR#Zr?EGKl
z8P4dLFDb8Z=k|#+jWK({T9rO##9sZN^0ErvmR#YMT^m`>o)c8wdx~&G1j^PjDYit@
z>y_7x>)&f}d%x?t$F_dF8{JncW#}Yas-ioop3e<BU8~I}2%B~XpIOK+Z|cR&HQ!VV
z!FuQ>U2WPo@jD5NkXLa381b<O@T;R&w@K|C1|Hhqq$H_(u2e}e-dJ+HOkWD<{orJ&
z*4AOqCcaJgVg9ud_(lR%X}ILW2Cn3_cS?|c{!=#$(`KE-hHtMC(Db{$%?6Y_dx@b)
z`emY1STr-0Rb~E|+=E?gZN&;)s?lk%l*dGQYA2CpSG>OsEhjVGlR4^h1BrA|v5;5t
z8_D*-x>QEr+xQQArOu27yb+|k4Badm`=S{9cLb5k;PF>*0oNS8pmvI=Vm=2}OUS-J
z37-7AuM9EyZg8Dy1MGdKlwDhwaGZPjNMMA|Hv&lC3Tw~o)fxs8i=|x*EN{q{Or`5T
zJBdYGe@aaxbFVG}zl?B~#rxwo4K)u*yH%vCk=(MzpA%g{s*4)etp|4^SlpD4l7nQd
zK6{=YuW0LP=V<u@=%ey1R|fG`Ae5GUmtT%YvvV)+Z@nxP^3*%Ye(02~k0io~Ca`x5
z!OmDhcEA<W*7YTq?pAbxDT<6jxbeOZOCDaE@3&<Cv2_&?6L1V>@bG||HGz{D&+@Ym
zD^59}J1SyieTJ43r!RVKwZh7c4wcM7C$>zPxBWK6jkGjCigYlUTv<5aPQ)MzxfQ>I
zfn@$Y#(KxI_k*Ih(&se7ZD8^n+b-x1RiFsh8%B9Xb3{$=R9kKrlC*9<<UM{OYNg;@
z8}~Mu>P#K^{4;_G0Zf6gos^JLr_`gPljT$|rPsb&<rjetr^Vdp3Canh-!wLSrQZFx
zd@%9kb2!1RGp3O{ZwMmqF(xD`e{9QFIxlQU!bU18zj`)_FLI^O*j;?n3))6=(jEIH
zvdxY3#jJ2YzAdj6dT*Kv)~=lE0qzR6<Gs$y8<50%?=2i}p*Vaus5k1(>sN)l@u~Sn
zWPne4lb%XX5Rhi9je_(;K%k$EM6*cB+7Led5Ryz@W?wmNxu!e(D&^Q!v?9Z&BP(=j
zj~?Y+jp8ct)s(spF%xmiOMR)5YE<YcN<Tv-#`#2!Rhl6}HYEr7DrSG>@yoWxd9fV)
zRi|OiF^g%r#x71*$DY<pJkI3-+YF4|W>$8Cb;Zs&+9gp6`LdP{z)cRziq5mX*3E??
z8oGk_w{}Kt1V`pb7uba;Sgy^Qi?Tktw0<nwa#CXjPr{^0H+^_gaT8KL&DE2}*>t|M
z_-CnQwCg=a9Vd}-s{%L?D(^ilfgAz~)TU2JOz;ARbCFr-0pE0$UdSTo9V$MZuWsI?
z>$=dx)&3=9h6^JuQJnMwUc<t%bI%r4aURHcWcU0O+dK=m4@I_W+n%I(L@XluY~+;r
zO!_bOu?vW7U-9~}GOb5ankJf-TXMuHN_zq2KXtJQq>nh1va@dTIrbO%w;5h^q@|(U
zi2T|Mp*U@FdPQDhGb?_&J?F<Vy&P;u8yfr^M7)!wyC_J)_!&-<VbW!A6)x1evvDfP
zmbG4}d3I9U@5kbC0)gKdUsS$kx6CW?4uYNL)!Q3p^Dt}(yC1B0@^xUqZ(c5`;6ppD
z>BuA%&?+r?AVc{Rix@I0f2W+JT&H%cZd*A*+e~Ujjh<lg_!SK%HCfJ<a;4c6*Ykm}
zS9pTBZjkR)iX8Cjs9h<D*;qAwTv34oQ2>%-rv*u0;9cwTXM%da6Ng{jw(EnRM|ZY#
z)^Dv;soB3s%3Q&@SW4ShsZhYJ><{*PB(?3iWD-f+N{P~m276h<J*6t_%zY5``Mq4y
z4){<ea3PuW@FJM>@K7M-?fq}rxoFa8mtx^*QzUgK@rx#~S*M>uVdqAvl8RTcR4z)l
za-qbpwUSxA3l&QS`7*Ru$_o{$n6{--rL)!+#llM7(%FRzmD27z(WIuA0;%_o^&Bbf
zPQ^kyJC)<M9!~`u_*P&Rf9WhceHq#+8Ib6CCbg@Dx8y{Yish7hSwk|nY8j?)zEo$Q
zj><89&tAt%qH<v;Z;8?+Kdx%qeTl$H5Vh##a*2{H(h`scu&SO?HDaBNTXp435U93G
zxiBoty$sD9`clR6RKBcX9!m9FU^KNYQ0!ku_^l;MP#CIhc6Ew{+v{#+4a*7Ct|r&P
z{7b;x<xFZ_H{J8M9AFx!2nen!&g0S<lqwEH`$bL3tQo&TAuoTalDOKuUrqKubX}G=
zvh283PZm^Vq3Fw4{koSC%UEGu*SF=8zFj%1a+INoO9Q<V$6$LgBqUU^<iAikHoL_h
z`iq$_6>Oto34D|R<7mKV2~Z=HTbYY$vh3F8?6Fn$=F6nONV`5rZm<AH#$4z+`7Eq}
z3EG3nSu&69UJ{49n!J58iqG-Y^9=u>`u_KsAYzdBB7|SWTIIwJD@Y97U%R*Mh@7oU
zEU`u0!sL$$I*#sh@c1sTE>X<;r{)bRtHon4Bg^O2-~&h#pTSlIME&ezFV)@}j=$CV
ze0EKaIEnnUF@abq47D4t+@(_Dk^DLS+#VLc7r$Y9?Zxv=dUz~71|OZ9<kVG3jk}YA
zv(CZ!)&Db>#a4yTZD_rePaLChaV+!X^gamqlDofmD}GtqDCu$)Z8z%1op0tPk98`3
zQRA{lUoP!ZZH_*<{is#+WnzJ73{B{FFGJL(Csf%yd*vvT58BOp@$yyjwRp)q=|e^Y
zMtbD#x#~(ffj43HB`FZ9KbU(SQ?-5ZT`bfyv02d<`4QN~!Jzo%<y!Fm-YNgZt5ez6
zPG3b|2Z=|I0kI6xwO!e_aubOA&nNJz-2FEGdTEy%-#;%t_*2~Z#Yyh@!w0eZN*bOU
z_o<o^KAt_n`$os&mz5S}UxE)?6@B1YZu*dOluae$ZgT92{Ugw16DV+`(WPC{H`X24
z5vyGA-Z1$BsQ#|t#miI4SA+Xpg;3Oldp<O6t+Z?7LPg)+y{x(!vCLj~hlbK+0_fL1
zkn#;MyH(M*6PN?M#R>IB<?eHffKY+aC#&=`hp?yr=H;#dW9x%?FALwCjmuU%6nx)-
z?3NBX6@7Vq6@0Nqfwn*(mR*)<Dfq6U?;U%2D)?^X;LeApI0L-_ilKk3E$LzhvVdm;
zp3YiH*E#4!^{(K(r}6t*0QdajnIzEY7G9fTpe{ZB5<VG7AoJ*T?s=%zJs^cc;DKPA
z<IYn8t;W;*qjw2BH-;U-`|XN==o4-9cJ=qcP{To>83?pi)y3TNLzNFewU0n|r~d11
z#?a}z;C-&$-%8W`7d5KO`KMN^f)_s?!BI&*?<3;#pLemlrJ;C)Uc=YZ!ZF1JvwU~4
zZi~Vz!ibiHUJ|c={#haN7We{lg%QIkHzfH;IO2Z}i`@j{lVz`RkGQY1OLTGfibnm-
zP)4)_=JMXfKIDcr0Gkm2TTBbDg#NSgKKa|?KMA|Sh+G$5!;Xu>F^If-9>Cht&<0?w
zt(U}KTEIqs;eoZl3U}Uu?xW1TNQ8QcE~wbog<_GLnGMOVBYw=0=Etv;&u75Wc7oZg
z|4%R=8$5a5y_RF*p-=)RpCjTSWkfClpyVI|r?;GcaCz^30zahUr+|$A;sa6TfkN(M
zAO59(;U%#ORF&|LKM&LV9|rvY`UljR{txtDb-)XtgmqvQ&^JUN9l?KOcpnk+pZ#t3
zueCrofF}P<`PbyXct8cfgmW*644bq)*YdmA^XbQt>RgE9U#&E5<T~>?#MuF)Fs1Z;
zW?x!QT>0AN?g9bvguaZK-@0V*yKXv(W8owYiggL9*qrWlmy8OHguVptjqI)pM<+Er
z^#~WBb<mfl?WA|j!tf6WN1t4!Dn2w5jJd12ypW!Z?#D|Gh}9|OkG`7C=X&vQQ`)-V
z*f>Su=XUZ0k@<B%h5l%o*vUoy;wZPIr+8~njc^ejeJFK3d_0fbHQ;<2GRBub65PR~
zFuF=769`J6^irp)^jy-C_nK@P!bk21!t3=Kf_I3rnwBl4&^}~CCjnuJJJ08VohY)R
zS}i`|Zx<b{-GGRl%WLxEAr^V1IBNQWSxC$Ww;AhUfKE@nfo8A6G4g?!v?27Lo!3O<
z6-4IVYhqHo{}fUEvqiux^a?E36+6nm*}-TIJYCztY57gQA}nT+%`D_S3_YYP#_1P}
z9D|6x?J*2}4s0loox5)O52&)3#ouPYi+^w&cuaomLSb(|Ns3tz{@WJ_p7l?gb6~^&
z7x2GfUtni?(mjc_7SU#RyX&?+EvAhY(Z9t0Xa7G9fMAKpc{$w8!{6=KjFxblJ#<mv
zn*PQ4SIJ+TzYT$$fUfZU>kqIR$onr<U{gdOrO|&9+JOoG#()Vx&OpKEKx6*H^j}|r
z7PXH-|5pGoJ1A<}FCKXXi21*_hDQu`F+9I+4bnN``|V-`o~@Bg0oGbYq1f%1Vz*Fy
z!##k90c;G!`|G&izij@c78(^h-`yhW*W$U0(bv^7a2j!NILZ&i0Sfq^{Pw6=v~B&5
zx5-O?uj>@POpTA%b*DF6l^xS-1}Xs=#WyEBkay|fhh5_h?#Xt24w%=LDyOEK?zek3
zN+>M<UdK~TlfEc%sqOMJ_Qf9m_xG33?)T%Txr(dTYJcx{QufHt!|spO)9w$~a-^Sj
z_r)VmJ}L)((*;2nE`~edvVKY)DQqz(y?&Z{p8|S|_6;(f>#ppq)WM_<@H25IP2&{|
zD92>Rc<B!FOul~{zjFz!nZ}eTnN@$BcE7D5SeN@Y3_!ez%l;GwjbXC)@@w#Y?rXAd
zM#Q~)Jokp?=Z^#fmG#VexP{C59QmB=!=j(@WPAPt$V*1>wL5ru4ZEB=y3`%2*YS5J
z`iQyBY%gUtd~-BSnK|(t*E~R^R`x4{|E2875Cx`)<x^((kal{B(7)-qv-;r;wR0)y
zg{wLk{h7lYUc9)hL-Q$UdLp0XsP#@A1*V6E=Vhv`yY|qXWqwEeK5zR;gYd%HLGW?O
zUnM49m%sBPoWDf$H5a3Dqg}q-`?7Rrcv0UPuW_>b7in9}$BA19Jic+6yWz)|5`H`~
z&Rj^xGeVWzPle!w+_U-k56$d!hBMfR1FiK$@)dSgC-iJxTabMW{JIdfBq3Ocn$s|D
zp5M|}oaF`1_gW9TUA=ZGxZNBEPb249Mu9@P!<Ebtc@u;x`10fdo8x<+-cK+Sy2Tmn
z_zvF*GrqlM>YtO^a--EZKV`Tqz5JSb40dQgAJJ~u$S2k#v_;<|bB|@mKg)aAt-Xrb
zQh(_Zysz(S%hMgU4AIK>FMUo!cpV^)(^%UwNUK=6!P{mxDyQoPe(x(g6>MN~a2ToH
zFx!D1?#axX;1G0rjVH3{S;%^s?iZa<#@*Jlu@+J6jzrr2Q|rB25dSuDqBdJ9*o~S;
zXZDxE!8s1hnMMKqcQfTPiHCaGRvIjG>)`00B#9T%Lw#$WeiZuJ>Z>Ml3#T!+o!%}#
zZ$+LxT|Xy9&LHf0j^76!D5M#BPK#Dv4X-{xZci~<p3kvGso>F6Hqo!DDgSVaR#tV6
zbjfM9FZi<cJ2zXi21hhDPfXEq=Ev;4Ry9Jt^O}>FvcA*UbC#ZVJapL=h1`NZ5hIz5
zVRJdaeQ~;pZ|IX|B!(CBxA0Gl(Y`uAf0-1MdI_nQp<SQgXgR*Dn(O~*UjAc#3BNnJ
z644&PG~8hcbfwP+lf1iO0M}Z&Lk;x!Dw^*F&GuWD5hi~rH(vg)#>41MPFX+DC_>i)
zc|oULf&^<x{rI1mzLGCw7db-f<-gFLcJLRNtoq8}T5NE-5Sa&xd0eIBchI6UQq)$T
z1hV8#_t01J3x6CZ6V@uN-MpU<I)8~L<N^rj>)+$|5j~)&7@RkrdA7<S>0r8Su-PSl
z<x$;_RAPLofY}5)?5M%Dy%lC*wTkz*Se9+nMR*M!+<D!m#CAmSRNYiU;BgF*_~wSc
zz&Q`{#MgVru<xrsJk61)J8%jGGQMcC7DkyMy8W28d%1G|u>;w6+&<17h;T3RQ!CW_
z?r|RS>u9H_pH)5=lJ4ihmr*mY?USZ@BuOa1sV3FR?@+6gm$cXFW`q@I0k>I*;W?Zs
z%=QcPh2Oow(O-!=7v%4mf?6D}(e!y*J^BwIXudfz!0O&lB$vc>fur76{>Ds*KzLo`
zj_Hg$PcPk33pek64(i(cXx&kbDu}6D6?O$B_0y~{Oql^BfAM1rN0Qv5-0iYjJZ&xC
z&e!4P<J}%mQx;FUlgjU{>)L!f_@3UPo@7IOtX=#9jiJAdcb8na8Djg5`;M6k=9=3S
z2Ko-KE!eBEeYJdj{Q-6h53!A}I-Bpog)P8wqZ`MsUOa=0nO&Ofl6m50{z^mP)Cggr
zK>5h$=rm{N-e6gK?C?p?0FCEaTct1_jZe>1b8`mW)cWmc99$O(H{6wm@X%`#2Sl%i
z?XK$kGvLP9*4L%ddn5v*#YSO`>CT~M-}(zL+d11^UMU>{_MD-wqD5DWYOb(&mq>6v
zA}cw#I-$jz7rg%Jk>NIc`SCMDxl;r}`>Qw|11`L^1|Hu>%KYx<$M#(jp$cbu{3vrW
z>E6OsYZO;G$4s*y(upY*K3bEx;hS9SADP9%%h;ZHuR@w#I1q%N@AGjFHLfC0rmrKb
zi{}al#RFDt!SM<K^&f4TSTV6LPnld-eG3V^3@uV>Y_|APqn1wu#e4{}Xm*uamJAcB
z=1K>lljMkFPioy9=`-fa@IQX>S*?8)#gt6Dm^+||6_I^0uu;M|WXv@5NnL?MYx1wq
zTL#Mt;Lca1=Qn8mC0(_1Rh?ocI~&T!TAaVo_u_}?_EF<c*FJ~))_WhOX_BuaQ}fzP
zxW0)OadqsUwiz{<MgV2MUowU>Tc?Yep1q03!2)5=7kb2UmRyMHLXR8Tce&t{qXnmr
z!2SxQ-3!9MrXw{=*AJi2Ky-sm@r*(wrhUWUJ@|u`+swK<=`|rVTN?t#y<u6>e{*fk
zl_3?8KlC7#x5q!CNE><Z+QGR_e{2dLkw4kaZ_?ZH568>ZCVvLpEUpynO?^JpPu)B<
zwzD%XFplFWQAJHfmvMH!y1a30l^SdOWkjv3TKrX{`_j;w_LKP3j9I~^4p*}cCF@-e
zr+Y^dX-b{Y;6TPE>qrsyq1?+QouZ9>(>{h{o(6DTUEfnU(vbxEBj)jEf&qDa?zek1
z&!G~%>vxY4=iqDi%)-I!UH0N8bdqpKE3{O^^a4a!0+d0o5q4#WO+abL6OR6CdtImM
z$H%i9Q(uRyK7M8b9Kww#p-o~B(dEpw*4A8(u3@b64GlJhyRA+*HFuaP%3@p=?H&r4
z?xd|g-s<rxx5;tERijH&kvtq3KG7H3$XwiQWvL?jh+5t4e4gx|j;w@f9!qOmvn$b;
zkCDB&9Jqdgkb0^`ILz1N`E}9Ke$A2nOW|V#Q!Eq&5TSTRk^9&yr3SLY8!_lrs+(W~
zOK7lP<9TXbELZM(G{-x{Y2lQATUSo-WM?&`&vkH&4z&yj<+$!vTfVD`Pg{Z%Rj>F|
zpSX~pb(UpXZfbK6^BR=GU9S)k(<u)f9N!`oAr40BIt0mC#b9vc8f4oBWnZh7z9Z17
zOxJFzWgH#2Lte#m4VqYT`h~t5y;Sux_?DKpyA|F+wSKu}AYid@VACLttAM3e6HWw(
zY7tzjYQmRlPxxEFGK%7y1?8^UCxYk-Qq(^PTPI99FU4VzI2Rkk47K3RMe&mhB@*sH
zf@#~q7$qO~?F&Het6ZF~J-MlK>R6F;9Q#*f{Brbns>+ndU&+d=HjnCRr*9sXQIx^)
z=ku)lP*90~rqf<igM-XQdrM7YWH<JTUZkcaaVVg(d34Yl8B>DOVecM^-o+?Nz<xn<
ziU-44r>ZEpMBBQh;Q5hET%tF0uIf0vxw-C>{`r3Y38ITJods)ZXY!xnK;Y`{SmEDU
z!oTmpX+kDe7B<$u8Go-?{`c77KZAy%9xmd_F2Er}A|9T<0pJgVAtUgDh(TD8h>@O^
zh{4$KpLgK+;eYp;{(ttF|GUrhPc;+KzqSAVWe~HsbNN5e%;*^Dn26Z_JNo#SfEgVV
zFvRhHhnRsO&i^~a0t|8eHw5es{QZwgW?=Nc!<8zY4yHs53WnyU|0q^4bTS1JVES(z
zgRH5ErJ<0$2az@~#7M--$VkM@&OxO6Pqr|SEHK@f=<m4Zzq6U*PWG-2|A&Bo`~MUD
zuS3d23@T2BcFqoev5Y<c8<r$;adQ2K#b1@ez$_6{H%ntvC2^s@DgW_D$<*22)yde@
zndt9XDg7U+nEvwnudM&fj57U?kpI`v=wG0JGl3p6aj^eiQ>2}oa4Kl(zaBfwP6*M~
zqYXGVPl}Eqe-s5aJ%1GnTrb&zLjQvQogEfgAy15q0(pQ8r=Qc&=#R*R1WJOW5d}tA
z(Ywfci8XT?i<w*I+vfoblZ_dLm0QAeXEUr(JXaPkm-mAW@5%aQ`(u~)ruRJ#5g;d+
z-k_(ZCV#!Iys!aU03W7@VzbRgarNS1f;u3K7Et9q6VGkm$?QG1$Z5n8V5RA-EWC@!
zAcGIe2v5Y&jg37>oQZl|9V=&RXRV*)@GAzA5hqqor_RL?Y_*D+H2R@udZETD)vWD>
zw;(dEiMGAda@oJ5?chs+z2Iwcz<2cbi>)%oZ)`GnIVP~hu<@-%BsC{g@JF0(uzk}W
zl~TOH0vTf7%UVoh8L3?FQr8W+JI5i`19R}g0}5I^DmE?Ob?stSE!c{-t@pou-}E0+
z^>t?)?zj!Y?^F&$KxFpS0pt;36QC$(Q6`h}M;lJ|=x-?-IQ{NJzaCeKF5^gzJi(us
zyEr16$E!JN+YM4#H%HbvtcJ&_`XY2}aBN^V+0Q*7BoX0~a?XSh%{yaQQ;)Dwa0}>H
zLR6$A9y~^l42!%0U<YTi3+@v~A-Bu;B--t1ivL;^_O)tow83dCWGq|4nzL|kuynDB
zO4CxF#S;@2>`HgrFr)LlXjQU~`088NRBB>+)W>4oetLnhD#<nSe$Y%teYfBD`BcE&
zAN~1Snp>}Qv=xYI!kjB!;{(3&#a~dahbs&a${B%+iu^lW<~ogul|G)|RQDd2ym&68
z=rye)Tkx1QgYfh!YQp`{5S|)Wl0N&$DJgkB#Z=+KNfvzh032|Dw+Ib`gjT$gKZ4Q{
z-4JDjbL{rc_TGr~Yp&eL=>7qVT^TjVmEwR?7d(8L3BI4@fYUgGOGunkHOk5n4HLJX
zLl4|qh-}W52g5zliU@|L=t5e`C9~V4#SNmKfPcG#i@;jvn?)2mI<m2gqDx#9wjNtY
z*#Z2ud14w_9b~lbgz-aT+c31;lt&mlit;2*4H(yXh>`I1Pbz)A9OA561nmf|LOB}Z
zQ5UM(gMG{ttW$6&T*Z6(b<Uxr)YQlOL3902&W6AYIGL$v{g*y*in=sbzSpa&!SAb$
z+4wCj&h|$_M;A8!CP&pd6>O*n2ecfBOau#&z0@HN9TD?NAy7hUBDXxk9$_XL_();{
zgyiQfAEYBOLEl2=L{GkxY5wWevqg9%mR=?r@t?^<QSGD_b4@%EK#WsaE&i#br0ieV
z<#B|P_-hBUMaza(i8;t$^wHeBE;EEBpoNbk^pAD8YvSrrOe40fSb69q%s~9u{;j^h
z@6@!U+n55m^Cn{XV(3F0*J;udO|L%lP^&5@BDW2)t*h70jD;&jJ2A1@;4FB&LY#nT
zrs`PXozlj}7Yd`^3FcTcq&6<k<^nE<W_Z^ucH@B2nDFc?tq!iXl0MTaLRM-f461u4
z4JG5<z-Z_Gp%vc#QD}l1<o@w|RG$9cA`c?;njk{=@iy1f90G^rtvKVU=Cr&poX;D$
z#KIE^Whrc2)bq))N5&xr!UQ2gq+9ob*i#-(OR416eobEIsdR>zQV+9aZqK;~?q5j4
zN483md6Iq8-P*D&6taHZ6Uernk3QRZhxQ}-w<bqP&g)LR*cN?0F3xa{pDDj(nFkKN
z{%|KWk=xf_46j}IuzIJzmhPFeWV`Y0e+-T|PtM4tjmQ}cl@9L5jHQ>PnUqP~?#qp~
zr<R&0*U+u4pG6EK`0XE|7bP9Iy@H)l*mYWlz7sje^7eOH_|m-N&=k~{nj!WbY3OR<
z5hiPm$2g-EuaD0U%nvNKYA>r*u~o5k&D&mCts$@sofxAdA+OUoAa`nZ_&JV7x-gmC
znN7pfMqzD->t=XJ)Ia@*Y}tG97&P)df!YU?y+~r2C^@5^bI`pRG@;b|!lb2>{jFGx
z9*||4A8*WS&~W4^Zz{f3$`09{Qec6|q>-Prey<$2P)T}U(?Q^_X~lO@)9@7qH^^K|
zu&ZvpMkHU>X62p~vRR)wPCgCI1bq*4Iwoc^`A}|it%<YIWFNn|Vx@!R&QWfk`<0M?
zLt*K8ZJ`-~_jxfj%Uih()b`PS+`r3f7gZ+QS!?y}{=EK>mrqh1$D*6zsW&3&o?tUA
z-?}-2@9AnKWLArobP)lqn@#d5Eft>;mgo(pE9l7&n_8S}REQz?vzIKt?ri`!CwJD!
zL4d@im$U`;+qUo3R+dDlyadcFm;(r3K&b;uMu^msIE5ghOel#3DJoIY8}`j_sP3R$
z&K)_8h&J>q?YEsTJ#klK!(*YoNI$HfT;+P}8!#$)06#<Ig&BN6)cbyhc7t<Nh(||m
z|NI@Se+A{BKe+36CrCp}Dz`$=MJP4BN$LQ;L7Cr2js$0%i`7vBotFE>F6dR^0Y&Er
zhXl#wAPm=0F{s^l*&1}W0Ps&Ka3>DWsQHlezDh<+Qi}mc#BCe;p2I75BQnb2Wd|b<
zB0RB8_OCyjM7wYaf`+zXJSiM7R>`r*>PKXwqOoxg`aHKU74?5=qUOTd{YJK}!7;yq
z&iKtR&GiK6EK2ZU4y7g4EeOph+#mm{HX)0+8Kh{%xQSXb(etEkP@rvqdvJyQ1lFW{
zWuM|nS3ASJB3jKTCT3#pgumUm{l2}s&2K2m`PPP+yGUIj#a;2;ZYk`V4?J|s)C1M}
zo&$@-%7};}$}pfqoL)IcEG=;1W0=;|E9ITGrhWOb1?A#ndM;ObTXfrY+j;x5e_5F)
z_gv!{)F${SAI+@S=1Q3Kz^k^7k0AJc8Y+~@9dp~(12Ke1B;GL#;wi8zbxkyjta!xp
zhOY3B0K{FY;AOFQO=iL2u_#5Bq|t1uju}CH=5ilTpWQxA>;77wPWDM%8+QZaAFLDT
zN(6j3^<eiO*@)Tw78O|0I&&k85a!&dRyE(7dv&F%y!RS^T;l}<Eg=}Hh;L(M3@!0}
zr)fFx>*29T;z?mb<thk6OF)ToCb^EMDu@^-V$;Y@m!PvGs{CK=eRn*S@Be?YvXU7G
zbtI8_7RRx7wh);id+%(Lnar$^Y@+O$86srM%pQ?V5?R0dXuPZU_<X+qd>@bR<M;M(
zyYK6DU*mPXuIoOo=kxWtuagn=oc?p<`0xdW@L7JGLb@y0+EDgBH9o7Pd-(4vqSMXI
zv$&U1F6A}eAuGqJis0_29F;^GxF@V-V<K8lsWjez5Di~`f7v0@)pzgi9w+w`E0cBO
zV}F6}y3Sj-j~i~y5^A4C1|~j(Jqx};ms^{QxzxNQ^mH=7t7DUZCp%e)U|OLn$qUzF
z@$#5S!Ia5LxFbw0Es7TG4pmW{uA+Oes$+SnT-%b@^0VIA*Ls-HPJP9)Om%iqd*$1r
z9*;HZ?u7<(gSM4C4E+?IDLvzfO~oqqC=b3XVUKlrP(KlP;i$hH#}IK4LK4B&n!B4B
zW{AgZ9;<5}{M2<>$Sk-iVa7@Rb|JY~5&X?eiAKgy4YzE>7=H=nX6LQM$xB2my9n&b
zv?=}>HP*9*yB(dk9*Cc&Ouo_EJ2p$;(mSS45|!m(JU#Q$QoJ>Q@zHS4h@~XhVmHGj
zafqpTq$W6|XdeX1T#7Ffw7EC1<ZLW$I3xP*G@j-BLqP|_O8%~Uxh3Yk74T;gVHde2
zxJN-qYzg&q5k&!7=8RbloV|BfnjT$^x4hNnIF$W9x%DD+5>tpw<}DDE_g2LxX9VH;
zh_LlW6Q-1EXL*W7)r2l<<fo%)aP)AXNw49@w#UNHB>G0%tvUtrFgj2jxvSylXFbbt
z3Uu!+jUMqp73d#p1a?}qXhE+ACK+|XsKY7}h6tOw*XiCL?-}}~Ie!uJQ!U9~@Na!$
zsREH}E52@byGfm3K0oK28zp5LNYLwEiDhId8Kyvh9gob+3Ql6?0*hX%rLXSc!+uDk
z(g@K_5y^S`Te>977aM#dVpS=ytemVa(${a|O1pTTtC0@eWNqq54xDjxMU}ePAxNn;
zTB!^qEahS|Pp9WcEE|6)+Lkk0DY~JaP&D;i$A{T;X|vjvx5PrLupp;QCQWFXcXaM^
zxENo2F`Zgb|Liq_JO)Zl3IbETGcm=*xe$r4rP25@<v64WX|0zWUVd`aKv|!3N7`h#
zX4i7$r4>tP_^ZdEP`=mT8BjTl#wrERTd^BrR3gLV?ndf1=LwO+#XEqD(duJ~K<~;j
zN>$}jD8+RqfZ>*Ei4;v+?!BsKISMYmq466#Mm4z#br;g4cdEencaE8xp6EtRALzzR
z-=i_9JZHcW0oUF>j+?d<dIO1=#;jf5A+UJA{Gfm|T{1QK@%8MN6~;pB0jGs5=be{|
zqmQja7T;XQrWfCZrwTK_T(9BS+f;HeX=pz!u5#CzMB(L-pAB}M)z&f3hQdcd4biTC
zP}X(oynuOAM?SYyy_eh<G<2UTU=U#46uq)mA*WPus6x~`6wyaOZKy~@^2TLL;B1$Y
z+k-xu=nJi%Z~JwOrd`pxF=t~0XCCz_xaxZ-eNcREY)L=j9G{QSJ?i1`VXs%rE2&$o
z1{TnrvKs*)mvfuAB<pFkqC}F_<S5z567-*@Mvsi#-X@Rc8Nv+10ysGfZjN$>J$bwT
zgtpWRa+#C_uQZbI2*ox8Y&qqYi>qt2Eg>gvzaGY!%N5>Dgws5(AhwrLxG_f;pzV$I
zHq(>k8^oHsWt2xeBUl5>>S^2JA-V4-pTB2P`<OX!P-%WJ&UaxQ!mt18k>gROqu`^i
zW5Fcdq%P--k6n(m<AFowPY!N<xJbz!b5Id;z#4PF5OeTF<|tq0Xi#QCvyD?~PK9jG
zPh3!HkhV`KV=@hwJq=T9H?SPMzT~4Fcb)R`B&{PsyvCkrgyl*>o2adgcc)+~TkLaR
z!q};hDzI<6Etd<03salY6wAZ(*7Zeaqp3oQL&kcs!kYRy(kuh0A#3BH*Js8#%AKJO
zvi8zf0=MDBH6Uu<ecAFf7dh`i3(@$<3=!@k20n_h;9(qV2>~Ol+%FciPrHcpQl>+|
z^oOEP`J~$Dr`?CxrZw+GNOTRXq~J7M+a<Hnt>3tCRQ!%9!OvOyqhEy#i+{iA^o>r&
zX+MkmwwGn8H=cifWJ&j=fo4(xD(cc+raHVl%FM5n7UVu2T)WDJKOF1RA=W5~D7nNZ
z^?rw-qS}a<r15s?aDpl$oA{1`5~raF#hDVFYyR>1@BFEoo@BXDKt`Oz<GYZTbYm|^
zzj)|}$5?<jTgwyWl`3^%f-{8f&Xc%2InD~h+=%=A2E=#<=Jx*Nj?&`U5R*u^I=8SY
z;Z>!Dr*!7kyc$UvVZGuOgbB>@8Isw(rZ+%pzRPN4WQ5+##_fS3A?;vH3f9lh@6kLR
z>z^*UM@rP3$(TGvI>KL-{#F~LbDJ%9V<LqhWIG<|_Aq1B#Z9`KaW9jf8jor3+2wE#
zdX$_XQ}UOZz%~=u27?u2^1ks^k7q;c$eYqC&n$fB;JUKsu-RQEqx_TUG1s}CUT5r7
zT@l79t_e()#4!zgFBV{l8)sRUR&J->>92OZlND2Am9&za>wIm-)7mS~J~^4})_77=
z2jj;PjR(sh<Jh0+H3l+tH>6Go#>w{fNngHppYIye)qscOV%Esq=t`rQI({U}_KT0?
zMaxWfgM}`@Z|tS~ed)&nY-@CspVM{&P)EA_^7Hiy>%!ytPSx`?w_m=uXhedomR`!*
z4xN6GX)~T5`7E8GP*1;vkR~BRr~FDmY1jL*?Sa)gAD0TY{1VrFy^4Y?z)d(jw^~59
z9Q|P4hbS>_-)q`p)=Bpba`NS{@yM|K$PmsX(JMiX8j+p(D9=4ZU7A-!!JMwvb+IG!
ztkxT)1==W^=3v*2N$MRn$e-D=6BgwgU50=oxWDsA(4UE<?~Kb=S_aLm{1xK@usA=q
z>C%a4ux<hq2CVb@hp(olwN*X2l#x?C*Hflhjtka<Wnf2$ops$ORW@p8^V!xv=C0q%
z^eRXSeYrlT>Pr&hlwiBTaMh2JZ&_XGUO9{4)ydpApUunGS@gGc`DQg#F^=Wh==-p$
zk*iu`@KaOBKB+;c!u>kL8x?rK#sh(>GuN(QnIdw=RRf4e7&h1h-}25|Jw7YFb90jm
z+YjbY<RR@EDi(n+U3FH&Nsc}Rb`?u3`*^<lK`z(QHRXJcSaWt*42|1JkC|8j4R1lT
zv0!y~|AK1X;9IF^?RigQz7mpUTOHR8eYN?Ir;@4fJ^Tx^erFp2W5Ez7c1If-`t#mr
zU+FV6DJX8_U|?@%>u6(tLcO6y3i?(6cc-MPBCa9Mdc(}h$bnti#!BD%M+QlKD>F-1
zF!Ra1t6#;I`X&Hh_alqwS8k6T27!aw5ilMw6bVp#P#6;WjpLJc)VDM<5V1C~Gy(%C
z1sGQm2Lm)mh~)a3L@S0)v%|g##Pn^YjLb|-0U8mg=A?*<qmh*wnCEK&bVBNT0^JW_
zq8P!zC;Z(ngx+_S7R|T*VTi94I^A|WVJ^j_#nDxuZ^KURi0V5Sp(TH77@&lTs{^2e
zw6(Dfx(K>@Wg`<aU}6Hc5&?){qZ3=9`>JSfXk>3@Z31SNHUv6p=IHw4mWq?Dt)-C_
zy6Y$X`bJQq+x}y$0DAccHF^`Q1p#POBn$@TLer>Rkdrg|`um}y^An+oW_`c&nSa-P
zwEU}8|6{);tbvX4&|TsD-W7JK6N`NvKtp|CAOPJR02QGpd+mMYcyHLKTAQJ_*aJrM
zcgFQ+4ZlDCKZxnSeE!ik{m!@|AUud)7}va;x|TOIsD(_{Ivl^)jKUmKwEf{@<)RB?
zsRw3PSFTrm?kX+Bj*l&#ASiYZjHkSVZHA$troXzh)*hx&GD0Ph-d6W$cdF?{ULyF5
zum|kObx<B5NJZwksZVwhQM9|imh^#=nJSdAW6yJPFX`hU-vS>z1m2P`a;ab4Wc~}6
zUF-fbb;~YI&-;b<-MUq`YMtn|JX=Ql7dY#9kv)4&wU72M939U$TE3{-d;i%67JEQ9
zH%)MT`?0BKQc;*fYwdXso$AQp&WU?9#P%~Y^D^-|28r|w^shN%Y&t$3w#`NmL^L17
zjO;y8#<JkcjhNIY*=;Uu-leUvxP6~^MyczP??|mqe14tWO=Bg4W6h943d-dD*Usk+
z970NVeT5`TM(K=;$JAq+Q|@mLrA3~3o@6z%=`xhjf|`64uJ0YyM#L9dx*~(HYTLRZ
zCcCv3`axc6lNwq6nRu0EBKeY0kaM_w(7Rdr7UoHsPV4<uZ1(c>YERqae1_LrTDo5j
zox|8^CyeX#9xr}*&pJ5J<+x>Xvy5*&zvFTR<FxJa^;>I?+2gP6Z0P3E9`xT1r)B-n
zEO4+;qDAc0I=H`&aYR&<O2r?lGq}dT`z|=D>abUCWggc%jNMeoyfs)lb@*!bB0khL
zjxqa+>cO1ZwblNCvqOnwWh!C8+cDk`_3+eks1~;6B%wE<@0i)>`N~b=gJl_OP%07`
zPw}1VGtv&T<L+!wR;yplb?I$m&g)JRoHYyyx#i%;5|aXQa7vXt6Iz+SA$I3Q?j2#(
zI6qLvp2+P9PSoj%x9y^3(X_-M5eIg^06Zf1s)efje3wBdqGp+{=gSE)QK$FC_uDtv
zjN@o2;A|8~wpY_EYw;{BM7xZ+UMr6oO#}D`#fTTlGHy$lVN%NhOJ;M(6miR!b92$N
zG22_E%T(4a6y_@#zNjS8XYY`za=BOds{Nv<3|Y?h77`kc6}Ge3TPtkh6Fwcjo0E_M
zzNxj^KF-X?WQxo6{)PA^zRxqf7jNITucUEBXmom(cvModPjm1SoVR?ndjEDOvx?3=
z4``BouHRWEnp<hSk}u9Bn0hwa4?Iwn131^R2cw4PdXz051l(ShY@us?l&kY4Qc6kn
z4Ymp+W02@m?tPTzSv~c9b0#y8GT&ttC%wcjFym?Jr!VtmMxQ)&6=jS>s5rH^QNIpX
zBd{(oPv)|Ilq;*CfQn)g%Y5P^NU?~NN_HB~rmauM#AegVWso(YWE$Cex0p_MF*sWZ
zFRx&3H=1AEV&J+ij4uLO_}u4{?UUFkmWURK%VZngr$+;2Klz>h5|T-1_(sjr5s&Wj
zQ&kyQvP3XEYze}qbR&<)gB`M>(dfHJTvf#*3wx96dKBQIR+}_X!5~jVqQzp7YyH6i
z)ZYpZP0T3ht<?CU1ai-~m~QuAdls?OXOp%`)~DFBEByi4U#S8Lt$9`%NJw)jdsm|h
zoCQ*c$KOiQKEqUEab^D|Q-NQU7Ng4Q$T5ALRgewq0clWp3*k(<9p6lPudoMV=aL|3
z|J=pULqM!ZF9>o53xYDq_of~tkQ!I>>qimXxh|tEAZ^0M6cev{#d?}U`!3$59}8%n
z#FuwQg_>7Fs8Un&iCQ(z0o6JOuc;yV)LL1*tA|@SxtLGAd&6w=>(Hq?`4*42*$!t@
z_RmX(l6VuZXHD(UV{Ev12HLT<Gh~4tzL0lSAv$JaQLx3{K75KN`}zLkM=6Qn+86Q$
zu7u!~;^Qh}@v@FKKwirRMTezGWU4ZmDmix6-OWl^U9n_0ITKl+Uyn(wBF-@;E0Kz!
z!W^E^G8|n(OOntN$8b1GIg}=uAgsuJx*QtDYANJ)QNY}Ix|*b@Ha8Vft=;VSievfZ
z1+L<2L($Weqt(!`+n_>7*e(Q1t#Fc8GNjN*vX}9?AC-dIN|8<xgT&kOJU-pZ!z@DO
z{-YNy=R|~QmJ1ddS{Wp|pDW~uLxim5B9wA(d2xA?%Lz1DwzS>nf1<rrmrp)-GaYMF
zQ0m%H-J1U9Am8988EVIJ;=IjQ*3s?h1pqlY#=Oo9k_ap2$>+7o&X{c@cSSBN>`H3)
zG!b_yEN2E9zaG@tFQw>~;d<zqAR?QKIRf%X|LC9cL`p)$fhCaQ&N*08r=<L%I;fHj
zHC6(wroWth5`nW>&-04xxWGYH>H33qnnh6y1*w+2eRXjgx;E}D$k`9V+y-yqO5uiF
zi+EV$bhm6hYG3Lo%)b>JTVPP^x!8Qi!$5`zLx^d>i!ds>;u0xa%VsP$%t@|~L@ny>
z>v_@yikI0KJU(Rh_i+<Qg;U}$DUj$T@L(yB2EHV;JM;MAn?<+o(*ne=Ft@2+bciKk
zk}qk`*okJ}Kc51BMbKjcoJ$P*aa?>XNnIi>NjF-r_`vL1FuF(rh5dQ3a$nIyXm*V-
zI<dV-crWfsEQ(H@PmMcWf2NieNI3ZD`f=cRkyQE7UesovTELVJJ$>u!wEjz188>jK
zh~`VU=7KgJy<I*I?X3mvrWq48=R;92Hfw%hgjx-$XxijUL8r!N^p_jYi%I!$`XuU(
zuN#B0x3%amf3X0LxT0bObwYZQTg3Dvb*I--2M+5%QW%G!=SUAbfrI_|bFw;0(Mw}z
z=}9JH-*om$&A!QvQN6E``6<>KF`-Y!l|ET!72@f>NW5M<9C^&QER99HY@=|nJ%sSu
zJ*e<{v2}EfASdQ6dl0B@I?!AFe6rTao3IR0*7f6lg*+_2yu%0L)LJ2H#&%Pky8<+$
z!5cj9NV`h%EYI)r_K3Rk_DltiaAs|?$9Q9MS`0s5@EkN`|76Q8toMSwfs9_}HD+|-
znwi0HC3WRU)$1j71MK>^$tR-Sm8-j&WmBJ{965_xT^v{LU{4l^G^{f_qvEHmFrD{&
zk*eEtH9P+E>Res;+hY5Zs}{=jf3cEBFM7TKBp3{e`~i^AF8S|ExbF+3A3piNTp;}h
zkj$GP06_A>r>hpT>(dd_bBv=M4bAjC^*R>bbcv=JHMg2wnd*yY8F6$Bug~lrcfUsO
zdo*Y2-Z6!VYC&;WlHkx{=6u287_M=iFOQOzAs8!gXvtx?sM>$`h}5pDrg6Hn8AF%+
z)FSbnRv$^8vF<~Ix13iGr~IN*m8}TQ*77?;KbT*^(wQ<?5GQsOz~5P@%)^_$@#PCi
zn`EE^jB=zWC^siV)3oNsvxqSv&uko<dZP2r>}yK{YR$FXNbCJMc(l$VM#T|vykdzn
ze%(fykGOLm>x%W;#{7jD(Wd!f#vef$u%8|Ke=LOmSY)59V$o~YuYgEVT}fVEkyT#b
z(bULF-_guK|3`-Jfas@t{|t+u01je@a-$FcLPMc|KXC5<h>K9DpO)2VTm<7f5&VIR
z(AAuX{wrMcHTnaX7~jJ;&_NB~XVo9}_*&tAfs6jeKL5M8=wwj8hKzi}MJE^t1_%Fw
zfxbUj{{#X53IqL3AO8m!2zC-W@+S=RHOS_t!T1Xf1n9)~aG1a1Kz_kMJSf;N7^wCp
zu_O6>S^ek4_`@iOp>Kob5wzqi9$t0Zd*aLDqA;KF=*tIq^o#k-D-W?Ao(ec4FM;7p
zN%(-@HO-V>%`#_T;h9`)>&Ph<#m!V~MOUkwJa)}@%;m91*ehfsuFl2`w}E|8K6dfh
zti`V%9j?_*uJ0Rv#6EXwr3aUmN7H?%&7IGJ1!GwJlvm>x7pofa^LP3fg}bNxjwqfD
zat?JXZ1jX+oLX5oC9d$?ZhXvosx7-!Z9*jAEvxk2DFc^2raRAXIaeHFvC$`4>S+y(
zg92u+E4V>F#12eX4-GHnnMfx~R@J=E-{JE10JbO2z->JQL2Q-AU;9fgb>Wu;Pz@5q
zQca{8W7^~`fTgFFQDH`-?1OH8go%d+H+4$-SD!einy<y=x`xTBI?&zBP03o4iJ3i3
z#Mo?<lmAwFyUK53cwW)JMNv1zuKs{6E|;O>)RY3gRRlKFNnwpg8{7Hz0+BY&yCnOo
z^U5I34E4U2?76H>Yc0?x|E`b>Lpg;Rp4Pd?)H&2$bC=24%wl5<{5Q?^;i|Sqq0?Vf
z!i{P5xm)S4=lP;WCR7;0WY2er$-fU#>5^N@dGE1Qxh*3{cN3N07eQ;oJ5h=s)-fa-
zY?61g#5It8h~<hrwtL?rLwf(j;2mgePAi}3sS29$FqUgE?`o;t*Y5JUu~_mr$vm--
z8n~TwBh)Ap8K!8k$iiMAwV(~(P$*qlo+xi!z7uz3_Rit>Q{t`~KXt;*ha-n0`yVPX
z-aT=5w9#tT*&!x=GEySs#p`9GWGi>zj1^jVmTFbxY^}nYT_uL_F?;R8heJ<~D|>C{
zy`_(-kv{hVL*kk(a>2yK`V9Oc?iC~x{y7n6_cpYiU-3Mn(BuxmwNCHvIn_No1U~&S
zg;Z^p@KKOZ7THXoP175Mfq<imCEWpQk{><K^Lm+bdzTBhZSN~son6(qTg;C&*%#g<
zxO;|UNpZP85H>7IVzNDXH%?(k%rOi`A7_830mNpwyp5Zhuq1#HIIUBoR1mNU!One&
z%bJ3z)|9j%zg3H6GG*0~H9#&39mw(3(&t;b_gcjFSR8M?naQ<!BGtKp{jJFPPIo^w
z2T)goE`&n2fy}L3Fk|_KmX8^vf1CJa)CR)iwL0EoFv#a)<vE*qa_eA@rOYoz!HV>6
zZ<zYMGixy)7G`xleJe0Zd|he4gYC6MCC)zN9@DVg8qNeuNB=sqj-$~Xr`Kc2o8763
z>;eN}vj4?%wKzibbE{7aH3wgF*ycQL=RD{3X@48@%bPFZrq{5jWOtFIojy*s$n7TX
zrOzZhSOtyUW(7xtH+zE5%4J^&*kJSOxSLsgx_w71Kk<PruFDkeZi#5whTcK^Zcv@5
zx13PUagtj1;+xLQqylh)B$v4!2Adzalw^>#^W!Ev&naJs+;EbQ^Awx55065MliHMA
z4bghT`ivdFe=?+nRxT|8dqrf2ycc>WIB6R8f|ethbvo9z`bBo7$)1jAVh;m93!$c9
z`Oa&tS*y*7-GE)CS|xAoW9LIEr`a^?5P>A3Po<;SJ)(S-v}@3!Fe;P#Ur=W_N$Jw^
z!(J-!NYvI6pI_|ol;jzfr+w@v4pqBNp{9~t(i8Y;IOt=M|IUIMp&nJWErWHV&CIFZ
zs9i*!L69j`_>?q%s0~@@)Wsk{{nI5dCKdGyDjE#EdE)wm?Y!ztTAg>!2{fH8q^F#{
z`|SNvB_y(iZnn$T#$ny=xYJ~7dDngKcuH||eS_gZcTe`77&9d$UWNMOSQ*&@qx$(2
zr_4{dgU(<Xs(N9IsvR@`PnO7ia_*vnUgsU0!|R6;omol4LAZ88^q&NHD^!BKBr-^2
z&M}gVD^e+3Iqjr;YfXIqN*tSfYg<=)hiz8>dKb~GGTl{!W@wxAoy37l8?<5@yD?P}
z&*%LSf{O71)jd5i5bDMuD$xYFtSZjeruMCbQT4Pr%5z)ZK{v=Emj<L9TUD>CE=C>(
zKd+rvnWLI02MceVO(u;l`<TT)6z!Z)ELHqQg3PeKq>0Ib>fxcLj?J}K7q^tE^kal&
zS+;wo!H9>UuRtC6HY>KI@Jk1pSu-CksDrz=?Oq(&CJvT@r#>6K&~6Y74=B-$F#<8e
z%g8@3IvPBYOYOwS)mi+2_!78kFdALH3Z;nkC%o$6E<D>P66zlU%CTnG*);p`*<<QJ
z^iX?C$T3vK;Dyuljuf3piRT?rB5KWD`aaP4_UKqEJRHOrsT@Lo=ZU&R^$e0Nl|!S1
z6&@2Nbu$PO_+A*H(z(s5uY27$OBf;635gNyE_CR3JnsY3R@YLu*!aM)kcB1mS-A0N
z)}YOJY*Uxa#<DJ$02CALX08&Y)p-g36K^NgXtqd(6Ue`pOkC3_+c=pbn8!LxBOzk>
z`dq6-N~m(z@${S6ji=2Imn+W%m|89jkck{Ap>U%3L!pI8Y#fqfMk+B+Swas~)Ar2(
ztt!8<y%xL0?Osb|e15}6E0@fQujQxbFNb(WG1zC+v0oZ$qbr^E$Zu=wy@2Oth9baB
zLX=}^CxAMtSjusIkt!D|A_I{h#qUL@S|G&Y;(bW9Q^Dcck>GX<e6};Do^@>UpRn;r
zd4*mloF0XWLa8#IHa<%togDr^yZR!?jpMQ0J!GU2{d@{}gVg2Js~oH9mmg9<>wNt#
zi0xkU<uwoTiN6~rL%5$HcQbjW9Yz=|Yp0|oaxsP_YxdLLPD{#MGK01od!x}?tDO5A
z(Z>va*<KWWZ|X@KDTc1OfIeyKgSGdL12;N{z=V%>MZC8=9fWiel$}Uatg?>AsUOH6
zJ@D^-y4hn={YpUk!pA`&kc}<DE9rB(;ej*scHOGo3&dm!cOP(kf`_;ZjyrUqwkv7_
zudHRs5z>nHV?4juTbqQNF@C2XIj^R&B4pkWP5B(9b62q}MU!>LC_&pYtQf`HL9$Vt
zVEO2drd>Anu{K|_(uG~JSyO&VZ-EFw6FS7hTd4$GxVTch!lb_0k2XPlo`j2Bl|&b=
z?CC$;e<VC6>AhFo)+ZlpUF;a;ADEfJrR1M!+_INJt-6q?2{q%&ph!%J%XO9hn2_+w
zQmHg2a1-<KgHFyYse+x5n6N%<Jq|WZJlQm@1zFBnIM_FcIC1uHNnOL^Cgo&gbD+_t
zpoRx^g%}x1EuJCQAn{c)@_tFetAs0?@2_m0QOI@=4tksr%UKuA*|OEVzVLu%t9ins
z2$F0}+&7@{YCUl_J$DT3)d#NY1q=3qt<BD@o1Ke82Ib?}X_WIowL01<4JtoeZ)dp5
zr}9!^rbl5jGRd&orSKK&K+A>=XRNff;tTR7t6oatBHT3gZrQR~J2?4<6zh`jY2yu|
zDfpfn8~5J0y5*O8l24R9rDeTKHe}29)xyuwvZl5=-jR4C*~-g4S}dMhW-wyfrMxjh
zc#A4;LSn5=sas3gibdhxr4GiA;>_@I{OI^;WT?GtDPwq}KfU=4&LDcpOc(EvY5EVv
z6&h7H$Y<N^i<pfWcDzJF1TMyOx!uqC(8pOTo1uFHDfRkllLb3NAM1o_pME%M8a1iJ
zz{f9JQ6*qrye+WKVOH;)xSeF)Ut7@8QBmD&7)}wf8BrSA_nbY=TPnRz$4JuO(2UV&
zWeXvbXE>3bB_#pui=X;AsPv_K970GbXTqd-WTNT4{ZUqM8A>@1c`ZTdFcvX>jrG1v
zOw0CD1fx<-X{+`v=})w6@^5B|rK7ZDG7_I&&h_t0qZrH_lo-TczF|?s)tz9Gq}N%L
zH3EDYOL<W_wES{nr*Y9HH*ZCG>7yfy0V|IhGs?gQwi@VG){0(BE9oS+7)^S*(SeLb
z<!s9Y$fUD!>1{jjq*Fl8;$q!IRQhU`F7xW7{XNYb`bAWOq*bon2dWl_U7ty0$VCvF
zR24z@UZQ;UoAZRcG-W7xA1bfK^^nN)s5Qrck7BT%asShxGOZ5&>%vziA*ECyTZQ(_
zkgc9bc4SjIV`ELUf1?KuyixL{MS$x_5cN(h3HPw>)Mp|}@<;TdB-@FAPd}1G^ez)G
zXI4&~NWoBuOkd&fN;Qu(oNWHl{q}a|jH-?^)NJhOcN>b8`&SPeSEVZx$<~bfYj+8p
zl^Sa~rzfthE#E$<cNsPDDy#H;@Y(tT#M+0xc~Zef>fMCw`SCiVV*X0k^~FyR&eG>)
zO;gi%tP1+p`ng#JU2QjCI*nllxEIaP_+fa<>e&igeU>=?>_O+7*@iqmw*%eWvQ_iE
zCv-#7<xNt925(1~>cigIR91k>4kX#@l`NiB4Lmn`-Z}Zg_WkHG|8m{YCq|1Q4xeL;
zmPOKYe}?iW5a=6}hr_tIeqh(1otxhn5!iqK%}#*J_-96>-{DNi&O@>4B1_^ab$fGD
z!*rg&nnPM9M~Dwm-?8`mitWtW@)fd0MZEHKtS&gdygsFDPydvLs)?{o|3u8Yuq!M{
z)7J5%q3qQuOQ7wWl-ZXFXeXfC+gYcCz0W*!xiGci@S$7@`Fb}alBYqMiwOMUV65|1
zH8q~2PdK~rc=r6GBB9rxN%6We3(BRq!ScQ8q)h<d68+3)bl#jCderZn>%60%QTePh
z6re+HS|84_Mkh(wKPkRXY8W~df9p*!ef|wpy+fVdiG_ZBN#(>YKj;wX4-@|Eb^8PU
z|1BLNA$eUyO5^{&e;9C^{`$fP?7txg{=q-|H-`CN=0U!)J7`YeH~;W2Jjl;P;vZxF
zE9LW7Jjmbl@qfaDoH%rU=Rsg!-P%9#AU|vP{lWfcs`D2f<X>O#zrNsqeZl|wg8%ge
z|LY6>*BAV+FZlngFBtZV6Y~#WF#KmP=C=hB{GVS>{{Pt*d}5j(;OB=g82+=n?T>}<
z--4gN@dKir#s3$5!9aZOuNVmaJ%;$79Hjq%f&Rum|GOCIWKjRJFZla|^-o>>D-85E
zef%F_pc5-A|Biu9p6Fi!mjC3JNAIiPaDvig%?#0zwI>+%$L<MEK<qH|r-)zp&+LeT
zlNC?`DExCwF#PA3=<D`2hE4{+H(@gy=$qNwfT0{vE?`dzW>ZH;TV76JYYISUVy|y&
zYG&ZTVPkJ{^=qty81OaOKo~igUs6I+5(41@0=~I{Gq)IUa6=$S7;uIHhd2ZRTtX1Q
z8J$J~dp~gV00-cxN8kG)Ljl+DuW59CIFJ_(T)-s0UZ0!+`HwSjjcy0sCc3Sk+d$WI
zl1A(G?V1Z{6D>mmXE^!*%A(V-Z`W`@FBn=MK*$Z~g4PoToWJM!p+EXQTF-Cwo#=^f
z1L!w8FIs0H`Qr>jo$Tqsd15Xz8*6d&J|N662n-70g25pu2#O1;`PHKGHimz5_YZ&!
z1djY3wIQYt#MaxGoXn4tnex-V8|bv0{%s>mV55uQv9^o7kug353`gPv>VEqHb8~S4
zlfxMNRR)KmWBE_+fvvyEpa^tm|L-zD_?ryKfervi|NK-IfdD%2iwrOY0{Hm(RR-rm
z{$3V_M4_kcFZtk5^e!U5%Ag1oI$Hjhd{Ch1@9hFIp5JwbqPT(ZoZri$L+yW;p?H38
z7Y0E<es32Byt(kFd@v*e_=o+Ae!xUP{HZJ)@~6JR;Bffw`oZ8x^rZN;J|yJN`XQm{
zH*kK-hxjWQdaC@E@6UDt9vsx~?E>9^{H`A$Lx1r7QXd@hXPp5V*PqHlfzN^8%K`)Z
zr~05=Xd3U=Hqe9lhs@DlA9z2+9v}U&uVUtAgr4_k>PXqf#u0q-RDJ!|fqtC>eDe8t
b@|o=5sBiCh@}vL{HUfdq$S9#GiU0oqJ;pB|

diff --git a/TrUEGs.nb b/TrUEGs.nb
index 7504ff5..3823fc0 100644
--- a/TrUEGs.nb
+++ b/TrUEGs.nb
@@ -10,10 +10,10 @@
 NotebookFileLineBreakTest
 NotebookFileLineBreakTest
 NotebookDataPosition[       158,          7]
-NotebookDataLength[    746947,      17116]
-NotebookOptionsPosition[    725566,      16776]
-NotebookOutlinePosition[    725959,      16792]
-CellTagsIndexPosition[    725916,      16789]
+NotebookDataLength[    637442,      15065]
+NotebookOptionsPosition[    616869,      14738]
+NotebookOutlinePosition[    617265,      14754]
+CellTagsIndexPosition[    617222,      14751]
 WindowFrame->Normal*)
 
 (* Beginning of Notebook Content *)
@@ -25,6 +25,8 @@ Cell["Initialization", "Title",
   3.726041773223225*^9}},ExpressionUUID->"f14a9b83-4155-4933-b4bd-\
 86482283a3f0"],
 
+Cell[CellGroupData[{
+
 Cell[BoxData[{
  RowBox[{"Needs", "[", "\"\<MaTeX`\>\"", "]"}], "\[IndentingNewLine]", 
  RowBox[{
@@ -38,8 +40,34 @@ mathpazo,xcolor,bm,mhchem,siunitx}\>\"", "}"}]}]}], "]"}], ";"}]}], "Input",
  CellChangeTimes->{{3.7288240181604652`*^9, 3.728824027007351*^9}, {
   3.733131339213026*^9, 3.733131352923026*^9}, {3.8307412261178923`*^9, 
   3.8307412292891083`*^9}},
+ CellLabel->"In[1]:=",ExpressionUUID->"f63df8ff-a805-43cf-b25e-970437446449"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData["\<\"Ghostscript is not found at /usr/local/bin/gs\"\>"], "Print",
  CellLabel->
-  "In[110]:=",ExpressionUUID->"f63df8ff-a805-43cf-b25e-970437446449"],
+  "During evaluation of \
+In[1]:=",ExpressionUUID->"5cb064db-9a96-49d8-b73d-03704506f017"],
+
+Cell[BoxData["\<\"Please configure Ghostscript using \
+ConfigureMaTeX[\\\"Ghostscript\\\" -> \\\"path to gs \
+executable\[Ellipsis]\\\"]\"\>"], "Print",
+ CellLabel->
+  "During evaluation of \
+In[1]:=",ExpressionUUID->"a1b2528f-5340-4604-8b03-168c2a162b5a"],
+
+Cell[BoxData[
+ InterpretationBox["\<\"\\!\\(\\*TemplateBox[List[\\\"\\\\\\\"Click \
+here\\\\\\\"\\\", \\\"paclet:MaTeX/tutorial/ConfiguringMaTeX\\\"], \
+\\\"HyperlinkPaclet\\\"]\\) for documentation on configuring MaTeX.\"\>",
+  StringForm["`` for documentation on configuring MaTeX.", 
+   Hyperlink["Click here", "paclet:MaTeX/tutorial/ConfiguringMaTeX"]],
+  Editable->False]], "Print",
+ CellLabel->
+  "During evaluation of \
+In[1]:=",ExpressionUUID->"cd6f07bd-300c-4ba1-83eb-469c1e63eaf6"]
+}, Open  ]]
+}, Open  ]],
 
 Cell[BoxData[
  RowBox[{
@@ -287,7 +315,7 @@ Cell[BoxData[
  InitializationCell->True,
  CellChangeTimes->{{3.7432300298738956`*^9, 3.74323016561016*^9}},
  CellLabel->"In[13]:=",ExpressionUUID->"2fd619d6-5e78-47b6-adfc-2c3a75428669"]
-}, Closed]],
+}, Open  ]],
 
 Cell[CellGroupData[{
 
@@ -3662,7 +3690,7 @@ Cell[BoxData[{
    RowBox[{
     RowBox[{"{", 
      RowBox[{
-      RowBox[{"M", "=", "5"}], ",", 
+      RowBox[{"M", "=", "10"}], ",", 
       RowBox[{"d", "=", "2"}]}], "}"}], ",", "\[IndentingNewLine]", 
     RowBox[{
      RowBox[{
@@ -3761,34 +3789,16 @@ Cell[BoxData[{
         RowBox[{"{", 
          RowBox[{"j", ",", "M"}], "}"}]}], "]"}]}], ";"}]}], 
    "\[IndentingNewLine]", "]"}], ";"}]}], "Input",
- CellChangeTimes->{{3.742918604620111*^9, 3.7429186131351423`*^9}, 
-   3.742918719955948*^9, {3.74291885295679*^9, 3.742918854648775*^9}, 
-   3.742922362967875*^9, 3.742980439148241*^9, 3.742980540306929*^9, {
-   3.742994989188118*^9, 3.742995016518692*^9}, {3.742995150772037*^9, 
-   3.7429951513978567`*^9}, 3.7429952985264072`*^9, {3.74299538074587*^9, 
-   3.7429953808123302`*^9}, {3.742996132486848*^9, 3.7429961349036427`*^9}, 
-   3.7429963078815823`*^9, {3.742996660743409*^9, 3.742996660843338*^9}, {
-   3.742996945034573*^9, 3.742996945161457*^9}, 3.7430081967857656`*^9, 
-   3.743009059579871*^9, 3.743009234820531*^9, 3.743009382026333*^9, {
-   3.7430094920285807`*^9, 3.74300951455619*^9}, 3.74300961041049*^9, 
-   3.743009666438663*^9, {3.7430098539824047`*^9, 3.743009854170718*^9}, 
-   3.743009922023739*^9, 3.743134546286873*^9, 3.743134666275275*^9, {
-   3.74322049794233*^9, 3.7432204980603647`*^9}, {3.743247376064542*^9, 
-   3.743247418681962*^9}, {3.819389816415174*^9, 3.819389816573246*^9}, {
-   3.819442666471469*^9, 3.819442666582307*^9}, 3.8194494164767103`*^9, {
-   3.8195576801631603`*^9, 3.8195576803225803`*^9}, 3.819557945453573*^9},
  CellLabel->
-  "In[153]:=",ExpressionUUID->"fc6fe6fa-c5e9-41cb-966e-1e14dcc26ff6"],
-
-Cell[CellGroupData[{
+  "In[185]:=",ExpressionUUID->"fc6fe6fa-c5e9-41cb-966e-1e14dcc26ff6"],
 
 Cell[BoxData[
  RowBox[{
   RowBox[{"With", "[", 
    RowBox[{
     RowBox[{"{", 
-     RowBox[{"M", "=", "5"}], "}"}], ",", "\[IndentingNewLine]", 
-    RowBox[{"tab3P1", "=", 
+     RowBox[{"M", "=", "10"}], "}"}], ",", "\[IndentingNewLine]", 
+    RowBox[{"tab3P3", "=", 
      RowBox[{"Table", "[", "\[IndentingNewLine]", 
       RowBox[{
        RowBox[{
@@ -3834,757 +3844,145 @@ Cell[BoxData[
                 RowBox[{"(", 
                  RowBox[{
                   RowBox[{
-                  "c", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}],
+                  "c", "\[LeftDoubleBracket]", "3", "\[RightDoubleBracket]"}],
                    ".", "f"}], ")"}], "2"], 
                RowBox[{"Sin", "[", "\[Theta]", "]"}]}], ",", 
               RowBox[{"{", 
                RowBox[{"\[Theta]", ",", "0", ",", "\[Pi]"}], "}"}], ",", 
-              RowBox[{"WorkingPrecision", "\[Rule]", "30"}]}], "]"}]}], ",", 
+              RowBox[{"WorkingPrecision", "->", "30"}]}], "]"}]}], ",", 
            RowBox[{"{", 
             RowBox[{"\[ScriptL]", ",", "0", ",", "2"}], "}"}]}], "]"}]}], ";",
          "\[IndentingNewLine]", 
-        RowBox[{
-         RowBox[{"n", "[", "\[Theta]_", "]"}], "=", 
+        RowBox[{"(*", 
          RowBox[{
           RowBox[{
-           RowBox[{"(", 
-            RowBox[{
-             RowBox[{
-             "\[Rho]", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}],
-              "-", 
-             FractionBox[
-              RowBox[{
-              "\[Rho]", "\[LeftDoubleBracket]", "3", 
-               "\[RightDoubleBracket]"}], "5"]}], ")"}], 
-           SuperscriptBox[
-            RowBox[{
-             SubscriptBox["Y", 
-              RowBox[{"0", ",", "0"}]], "[", 
-             RowBox[{"\[Theta]", ",", "0"}], "]"}], "2"]}], "+", 
-          RowBox[{
-           RowBox[{"(", 
-            RowBox[{
-             RowBox[{
-             "\[Rho]", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}],
-              "-", 
-             RowBox[{"2", 
-              FractionBox[
-               RowBox[{
-               "\[Rho]", "\[LeftDoubleBracket]", "2", 
-                "\[RightDoubleBracket]"}], "3"]}], "+", 
-             FractionBox[
-              RowBox[{
-              "\[Rho]", "\[LeftDoubleBracket]", "3", 
-               "\[RightDoubleBracket]"}], "5"]}], ")"}], 
-           SuperscriptBox[
-            RowBox[{
-             SubscriptBox["Y", 
-              RowBox[{"1", ",", "0"}]], "[", 
-             RowBox[{"\[Theta]", ",", "0"}], "]"}], "2"]}]}]}], ";", 
-        "\[IndentingNewLine]", 
-        RowBox[{"Print", "[", 
-         RowBox[{"NIntegrate", "[", 
-          RowBox[{
-           RowBox[{"4", "\[Pi]", " ", 
-            RowBox[{"n", "[", "\[Theta]", "]"}], 
-            RowBox[{"Sin", "[", "\[Theta]", "]"}]}], ",", 
-           RowBox[{"{", 
-            RowBox[{"\[Theta]", ",", "0", ",", "\[Pi]"}], "}"}]}], "]"}], 
-         "]"}], ";", "\[IndentingNewLine]", 
-        RowBox[{"Print", "[", 
-         RowBox[{"NIntegrate", "[", 
-          RowBox[{
+           RowBox[{"n", "[", "\[Theta]_", "]"}], "=", 
            RowBox[{
-            SuperscriptBox[
-             RowBox[{"(", 
-              RowBox[{
-               RowBox[{
-                SubscriptBox["Y", 
-                 RowBox[{"1", ",", "0"}]], "[", 
-                RowBox[{
-                 SubscriptBox["\[Theta]", "1"], ",", "0"}], "]"}], "-", 
-               RowBox[{
-                SubscriptBox["Y", 
-                 RowBox[{"1", ",", "0"}]], "[", 
-                RowBox[{
-                 SubscriptBox["\[Theta]", "2"], ",", "0"}], "]"}]}], ")"}], 
-             "2"], 
-            RowBox[{"Sin", "[", 
-             SubscriptBox["\[Theta]", "1"], "]"}], 
-            RowBox[{"Sin", "[", 
-             SubscriptBox["\[Theta]", "2"], "]"}]}], ",", 
-           RowBox[{"{", 
-            RowBox[{
-             SubscriptBox["\[Theta]", "1"], ",", "0", ",", "\[Pi]"}], "}"}], 
-           ",", 
-           RowBox[{"{", 
-            RowBox[{
-             SubscriptBox["\[Theta]", "2"], ",", "0", ",", "\[Pi]"}], "}"}]}],
-           "]"}], "]"}], ";", "\[IndentingNewLine]", 
-        RowBox[{"Print", "[", 
-         RowBox[{"Plot", "[", 
-          RowBox[{
-           RowBox[{"{", 
             RowBox[{
              RowBox[{"(", 
               RowBox[{
                RowBox[{
-                SubscriptBox["Y", 
-                 RowBox[{"0", ",", "0"}]], "[", 
-                RowBox[{"\[Theta]", ",", "0"}], "]"}], "+", 
-               RowBox[{
-                FractionBox["1", "5"], 
+               "\[Rho]", "\[LeftDoubleBracket]", "1", 
+                "\[RightDoubleBracket]"}], "-", 
+               FractionBox[
                 RowBox[{
-                 SubscriptBox["Y", 
-                  RowBox[{"2", ",", "0"}]], "[", 
-                 RowBox[{"\[Theta]", ",", "0"}], "]"}]}]}], ")"}], ",", 
-             RowBox[{"(", 
+                "\[Rho]", "\[LeftDoubleBracket]", "3", 
+                 "\[RightDoubleBracket]"}], "5"]}], ")"}], 
+             SuperscriptBox[
               RowBox[{
                SubscriptBox["Y", 
                 RowBox[{"0", ",", "0"}]], "[", 
-               RowBox[{"\[Theta]", ",", "0"}], "]"}], ")"}]}], "}"}], ",", 
-           RowBox[{"{", 
-            RowBox[{"\[Theta]", ",", "0", ",", "\[Pi]"}], "}"}]}], "]"}], 
-         "]"}], ";", "\[IndentingNewLine]", 
+               RowBox[{"\[Theta]", ",", "0"}], "]"}], "2"]}], "+", 
+            RowBox[{
+             RowBox[{"(", 
+              RowBox[{
+               RowBox[{
+               "\[Rho]", "\[LeftDoubleBracket]", "1", 
+                "\[RightDoubleBracket]"}], "-", 
+               RowBox[{"2", 
+                FractionBox[
+                 RowBox[{
+                 "\[Rho]", "\[LeftDoubleBracket]", "2", 
+                  "\[RightDoubleBracket]"}], "3"]}], "+", 
+               FractionBox[
+                RowBox[{
+                "\[Rho]", "\[LeftDoubleBracket]", "3", 
+                 "\[RightDoubleBracket]"}], "5"]}], ")"}], 
+             SuperscriptBox[
+              RowBox[{
+               SubscriptBox["Y", 
+                RowBox[{"1", ",", "0"}]], "[", 
+               RowBox[{"\[Theta]", ",", "0"}], "]"}], "2"]}]}]}], ";", 
+          "\[IndentingNewLine]", 
+          RowBox[{"Print", "[", 
+           RowBox[{"NIntegrate", "[", 
+            RowBox[{
+             RowBox[{"4", "\[Pi]", " ", 
+              RowBox[{"n", "[", "\[Theta]", "]"}], 
+              RowBox[{"Sin", "[", "\[Theta]", "]"}]}], ",", 
+             RowBox[{"{", 
+              RowBox[{"\[Theta]", ",", "0", ",", "\[Pi]"}], "}"}]}], "]"}], 
+           "]"}], ";", "\[IndentingNewLine]", 
+          RowBox[{"Print", "[", 
+           RowBox[{"NIntegrate", "[", 
+            RowBox[{
+             RowBox[{
+              SuperscriptBox[
+               RowBox[{"(", 
+                RowBox[{
+                 RowBox[{
+                  SubscriptBox["Y", 
+                   RowBox[{"1", ",", "0"}]], "[", 
+                  RowBox[{
+                   SubscriptBox["\[Theta]", "1"], ",", "0"}], "]"}], "-", 
+                 RowBox[{
+                  SubscriptBox["Y", 
+                   RowBox[{"1", ",", "0"}]], "[", 
+                  RowBox[{
+                   SubscriptBox["\[Theta]", "2"], ",", "0"}], "]"}]}], ")"}], 
+               "2"], 
+              RowBox[{"Sin", "[", 
+               SubscriptBox["\[Theta]", "1"], "]"}], 
+              RowBox[{"Sin", "[", 
+               SubscriptBox["\[Theta]", "2"], "]"}]}], ",", 
+             RowBox[{"{", 
+              RowBox[{
+               SubscriptBox["\[Theta]", "1"], ",", "0", ",", "\[Pi]"}], "}"}],
+              ",", 
+             RowBox[{"{", 
+              RowBox[{
+               SubscriptBox["\[Theta]", "2"], ",", "0", ",", "\[Pi]"}], 
+              "}"}]}], "]"}], "]"}], ";", "\[IndentingNewLine]", 
+          RowBox[{"Print", "[", 
+           RowBox[{"Plot", "[", 
+            RowBox[{
+             RowBox[{"{", 
+              RowBox[{
+               RowBox[{"(", 
+                RowBox[{
+                 RowBox[{
+                  SubscriptBox["Y", 
+                   RowBox[{"0", ",", "0"}]], "[", 
+                  RowBox[{"\[Theta]", ",", "0"}], "]"}], "+", 
+                 RowBox[{
+                  FractionBox["1", "5"], 
+                  RowBox[{
+                   SubscriptBox["Y", 
+                    RowBox[{"2", ",", "0"}]], "[", 
+                   RowBox[{"\[Theta]", ",", "0"}], "]"}]}]}], ")"}], ",", 
+               RowBox[{"(", 
+                RowBox[{
+                 SubscriptBox["Y", 
+                  RowBox[{"0", ",", "0"}]], "[", 
+                 RowBox[{"\[Theta]", ",", "0"}], "]"}], ")"}]}], "}"}], ",", 
+             RowBox[{"{", 
+              RowBox[{"\[Theta]", ",", "0", ",", "\[Pi]"}], "}"}]}], "]"}], 
+           "]"}], ";"}], "*)"}], "\[IndentingNewLine]", 
         RowBox[{"{", 
-         RowBox[{
-          RowBox[{"N", "[", "R", "]"}], ",", 
-          RowBox[{"Chop", "[", 
+         RowBox[{"R", ",", 
+          RowBox[{
            RowBox[{
+           "\[Rho]", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}], 
+           "-", 
+           RowBox[{
+            FractionBox["2", "3"], 
             RowBox[{
-            "\[Rho]", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}], 
-            "-", 
+            "\[Rho]", "\[LeftDoubleBracket]", "2", 
+             "\[RightDoubleBracket]"}]}], "+", 
+           RowBox[{
+            FractionBox["1", "5"], 
             RowBox[{
-             FractionBox["2", "3"], 
-             RowBox[{
-             "\[Rho]", "\[LeftDoubleBracket]", "2", 
-              "\[RightDoubleBracket]"}]}], "+", 
-            RowBox[{
-             FractionBox["1", "5"], 
-             RowBox[{
-             "\[Rho]", "\[LeftDoubleBracket]", "3", 
-              "\[RightDoubleBracket]"}]}]}], "]"}]}], "}"}]}], ",", 
+            "\[Rho]", "\[LeftDoubleBracket]", "3", 
+             "\[RightDoubleBracket]"}]}]}]}], "}"}]}], ",", 
        "\[IndentingNewLine]", 
        RowBox[{"{", 
         RowBox[{"R", ",", "\[IndentingNewLine]", 
-         RowBox[{"-", "5.4"}], ",", 
-         RowBox[{"-", "5.4"}], ",", "1"}], "}"}]}], "]"}]}]}], 
-   "\[IndentingNewLine]", "]"}], ";"}]], "Input",
- CellChangeTimes->{
-  3.7169719668102694`*^9, 3.725887849338797*^9, {3.725887899762218*^9, 
-   3.725887922914515*^9}, {3.725887992098515*^9, 3.725888054354484*^9}, {
-   3.725888190363358*^9, 3.725888220466589*^9}, {3.725888405954722*^9, 
-   3.7258884143609447`*^9}, {3.725888474666101*^9, 3.725888479977105*^9}, {
-   3.725888867994993*^9, 3.725888870697344*^9}, {3.7258889297858877`*^9, 
-   3.725888934808717*^9}, {3.725888967938243*^9, 3.725889013634396*^9}, {
-   3.725889098059265*^9, 3.725889127921206*^9}, {3.725948058954719*^9, 
-   3.7259480590574303`*^9}, 3.72594816605788*^9, {3.7259484228037577`*^9, 
-   3.7259484452333307`*^9}, {3.7428020644337606`*^9, 
-   3.7428020663834143`*^9}, {3.74280212730392*^9, 3.74280222326132*^9}, 
-   3.742813402384555*^9, {3.7428134755684967`*^9, 3.742813490200959*^9}, 
-   3.742814183560895*^9, {3.742819919975389*^9, 3.742819921001403*^9}, {
-   3.7428199815500298`*^9, 3.742819983199623*^9}, {3.742877775652999*^9, 
-   3.7428779074014883`*^9}, {3.7428779855771227`*^9, 3.742878008161315*^9}, {
-   3.7428782383972187`*^9, 3.742878269832116*^9}, {3.742878722461308*^9, 
-   3.7428787571128817`*^9}, {3.742878822183488*^9, 3.742878822578849*^9}, {
-   3.7428788828839493`*^9, 3.7428788901191797`*^9}, {3.74287901611771*^9, 
-   3.742879142617798*^9}, {3.742879199059029*^9, 3.7428791995390997`*^9}, 
-   3.742901214891993*^9, {3.74290164400101*^9, 3.742901906207686*^9}, {
-   3.742901977623595*^9, 3.742902002095676*^9}, {3.742902032247851*^9, 
-   3.742902129781516*^9}, {3.742902162525971*^9, 3.74290222166597*^9}, {
-   3.742902276796481*^9, 3.742902287956953*^9}, {3.74290235927039*^9, 
-   3.7429024146277122`*^9}, {3.7429024507177353`*^9, 
-   3.7429025388586197`*^9}, {3.742903006310214*^9, 3.7429030105077744`*^9}, {
-   3.742903134891645*^9, 3.742903234602419*^9}, {3.742903317285879*^9, 
-   3.7429033173754187`*^9}, {3.742903361602311*^9, 3.74290336281636*^9}, {
-   3.742905076823636*^9, 3.7429050778905582`*^9}, {3.742918166486006*^9, 
-   3.742918220012596*^9}, {3.742918311916502*^9, 3.742918313196629*^9}, {
-   3.7429183606868353`*^9, 3.742918373040654*^9}, 3.742918421383092*^9, {
-   3.742918494233326*^9, 3.742918623848249*^9}, {3.74291880637696*^9, 
-   3.7429188584054213`*^9}, {3.742918994743949*^9, 3.742919000933652*^9}, {
-   3.742919057477284*^9, 3.7429190853953876`*^9}, {3.742919151618346*^9, 
-   3.742919208160902*^9}, {3.742920743629745*^9, 3.742920743849949*^9}, 
-   3.742922144965681*^9, {3.742922177083435*^9, 3.742922183503256*^9}, 
-   3.742922225061594*^9, 3.742922262893311*^9, {3.742922314745081*^9, 
-   3.7429223742620287`*^9}, {3.74292246647335*^9, 3.742922597303072*^9}, {
-   3.742922649922433*^9, 3.7429226518828707`*^9}, {3.742923296115052*^9, 
-   3.742923318322493*^9}, {3.742980141599243*^9, 3.74298028080587*^9}, {
-   3.742980310806139*^9, 3.7429803255358543`*^9}, {3.742980357754479*^9, 
-   3.742980398957408*^9}, {3.7429804420837727`*^9, 3.7429804467641287`*^9}, {
-   3.742980541432966*^9, 3.742980548122097*^9}, {3.742980578285955*^9, 
-   3.742980578400919*^9}, {3.7429806326930037`*^9, 3.742980650442853*^9}, {
-   3.742980694195736*^9, 3.742980749099784*^9}, {3.742981142831009*^9, 
-   3.742981146671338*^9}, {3.742995040906142*^9, 3.7429950736953487`*^9}, {
-   3.742995103988391*^9, 3.742995134262944*^9}, {3.742995247787807*^9, 
-   3.742995324266892*^9}, {3.742995360656518*^9, 3.742995384384591*^9}, {
-   3.7429954237133417`*^9, 3.742995433990855*^9}, {3.74299547198099*^9, 
-   3.742995484920415*^9}, {3.742995760731353*^9, 3.7429957673259373`*^9}, {
-   3.742995847653798*^9, 3.7429958543557777`*^9}, {3.7429960931764708`*^9, 
-   3.742996100192951*^9}, {3.742996300021468*^9, 3.742996312749928*^9}, {
-   3.742996623983343*^9, 3.742996683485918*^9}, {3.742996763260223*^9, 
-   3.7429967667513227`*^9}, {3.742996823435986*^9, 3.742996947881322*^9}, {
-   3.7429969858904467`*^9, 3.7429969890918093`*^9}, {3.742997154797719*^9, 
-   3.742997179630937*^9}, {3.742997221183319*^9, 3.7429972234251423`*^9}, {
-   3.742997256190982*^9, 3.742997295285985*^9}, {3.742997325738884*^9, 
-   3.7429973513749123`*^9}, {3.74299738735357*^9, 3.7429974112679663`*^9}, {
-   3.742997461552939*^9, 3.7429974669219646`*^9}, {3.743008210683326*^9, 
-   3.743008225538146*^9}, 3.743009057265111*^9, {3.743009239073036*^9, 
-   3.7430092656499767`*^9}, {3.743009361125576*^9, 3.743009373039097*^9}, {
-   3.7430094955856752`*^9, 3.7430095437002373`*^9}, {3.7430096137618933`*^9, 
-   3.743009669733102*^9}, {3.743009863885*^9, 3.7430099872406483`*^9}, {
-   3.743010046219955*^9, 3.743010048241816*^9}, {3.7430103170795507`*^9, 
-   3.743010344854659*^9}, {3.743011088494897*^9, 3.7430111264389553`*^9}, {
-   3.7430111611489353`*^9, 3.743011161959427*^9}, {3.743017152694162*^9, 
-   3.743017214293683*^9}, {3.7430172717293787`*^9, 3.74301731611399*^9}, {
-   3.743050381548286*^9, 3.7430504265925217`*^9}, {3.743050459093212*^9, 
-   3.743050513236857*^9}, {3.743058479430113*^9, 3.743058512638873*^9}, {
-   3.7430585676431007`*^9, 3.743058581876259*^9}, 3.743058631064424*^9, {
-   3.7430936684137993`*^9, 3.743093679241973*^9}, {3.743093711275429*^9, 
-   3.7430937413274803`*^9}, {3.743093773814063*^9, 3.743093775701182*^9}, {
-   3.7430940895099916`*^9, 3.743094095858829*^9}, 3.743134557856875*^9, {
-   3.743134593968667*^9, 3.743134730681005*^9}, {3.743136067507962*^9, 
-   3.7431360880238857`*^9}, {3.7432205013549223`*^9, 3.743220521207345*^9}, {
-   3.743247446515685*^9, 3.743247452091736*^9}, {3.81938878253341*^9, 
-   3.8193888149384604`*^9}, {3.819388952172921*^9, 3.8193889550278263`*^9}, {
-   3.819389430387745*^9, 3.819389449928714*^9}, {3.819389485687158*^9, 
-   3.819389516461465*^9}, {3.819389574545333*^9, 3.8193896633216057`*^9}, {
-   3.819389758305996*^9, 3.8193897593540983`*^9}, {3.819389823211083*^9, 
-   3.819389823319272*^9}, {3.819389853860545*^9, 3.819389856569173*^9}, {
-   3.819389961728573*^9, 3.819389999750451*^9}, {3.81939004776691*^9, 
-   3.81939005503032*^9}, {3.819390159953825*^9, 3.819390160748537*^9}, {
-   3.8193901910509577`*^9, 3.8193901969896383`*^9}, {3.819391170163006*^9, 
-   3.819391214528372*^9}, {3.819391250405773*^9, 3.819391260125876*^9}, {
-   3.8193912988176937`*^9, 3.819391332996833*^9}, {3.8194426706069717`*^9, 
-   3.8194428979408407`*^9}, {3.819442934469702*^9, 3.81944304819543*^9}, {
-   3.819443082201737*^9, 3.8194431628107367`*^9}, {3.819443307914974*^9, 
-   3.819443316858253*^9}, 3.819448958104372*^9, {3.819448994463859*^9, 
-   3.819448998831089*^9}, {3.819449054543648*^9, 3.8194490546304207`*^9}, 
-   3.819449404157199*^9, {3.819449509900063*^9, 3.819449512165042*^9}, {
-   3.819449628315366*^9, 3.81944963056225*^9}, {3.8194496808111143`*^9, 
-   3.8194496827632837`*^9}, {3.819449715306533*^9, 3.819449732873859*^9}, 
-   3.819449787993197*^9, {3.819449843713666*^9, 3.8194498450264606`*^9}, {
-   3.8194498825129747`*^9, 3.819449885786566*^9}, {3.819528590495921*^9, 
-   3.819528593077222*^9}, {3.819557684697259*^9, 3.819557684824532*^9}, {
-   3.819557757600494*^9, 3.819557827756126*^9}, {3.8195579201973867`*^9, 
-   3.819557947680461*^9}, {3.819557998562777*^9, 3.819558054993888*^9}, {
-   3.819558966239147*^9, 3.8195589818925543`*^9}, {3.825567110363276*^9, 
-   3.825567111200262*^9}, {3.825567162919621*^9, 3.825567271541833*^9}, {
-   3.825567303042*^9, 3.825567359790016*^9}, {3.825567522151163*^9, 
-   3.8255676220698223`*^9}, {3.825567660465777*^9, 3.825567661591798*^9}, {
-   3.82557148531474*^9, 3.8255717236852407`*^9}, {3.8255717707448053`*^9, 
-   3.825571826151437*^9}, {3.8255719551560507`*^9, 3.825572021842815*^9}, {
-   3.825572061279435*^9, 3.8255720790918293`*^9}, {3.825572111175202*^9, 
-   3.825572270831332*^9}, {3.8255723051679153`*^9, 3.8255723083511963`*^9}, {
-   3.8255723889006977`*^9, 3.825572526841219*^9}, {3.825573072160391*^9, 
-   3.825573100758876*^9}, {3.825573909551299*^9, 3.8255739375791807`*^9}},
+         RowBox[{"-", "40"}], ",", 
+         RowBox[{"-", "5"}], ",", 
+         FractionBox["5", "10"]}], "}"}]}], "]"}]}]}], "\[IndentingNewLine]", 
+   "]"}], ";"}]], "Input",
  CellLabel->
-  "In[155]:=",ExpressionUUID->"a06ef68f-50cc-4e7f-bfb8-5863cadce9e2"],
-
-Cell[CellGroupData[{
-
-Cell[BoxData["0.`"], "Print",
- CellChangeTimes->{
-  3.8255672096922817`*^9, {3.825567329431567*^9, 3.825567360544487*^9}, {
-   3.825567529947542*^9, 3.825567535706521*^9}, {3.825567571012645*^9, 
-   3.8255676226274357`*^9}, 3.8255676621501913`*^9, {3.825571483354911*^9, 
-   3.82557148656466*^9}, {3.825571527257399*^9, 3.825571623797057*^9}, {
-   3.825571668169786*^9, 3.825571724944263*^9}, {3.8255718168030024`*^9, 
-   3.825571826640697*^9}, {3.825571972720669*^9, 3.825572022262472*^9}, {
-   3.825572071708784*^9, 3.8255722713061132`*^9}, {3.825572306100123*^9, 
-   3.825572308773279*^9}, {3.825572411777607*^9, 3.825572429967472*^9}, {
-   3.825572460371621*^9, 3.82557252728852*^9}, {3.825573081360861*^9, 
-   3.825573101175577*^9}, {3.825573920939762*^9, 3.825573938285533*^9}, 
-   3.830742539932773*^9},
- CellLabel->
-  "During evaluation of \
-In[155]:=",ExpressionUUID->"5130f48f-f8c3-47ec-ba36-e818d9baf5f9"],
-
-Cell[BoxData["0.6366197721494714`"], "Print",
- CellChangeTimes->{
-  3.8255672096922817`*^9, {3.825567329431567*^9, 3.825567360544487*^9}, {
-   3.825567529947542*^9, 3.825567535706521*^9}, {3.825567571012645*^9, 
-   3.8255676226274357`*^9}, 3.8255676621501913`*^9, {3.825571483354911*^9, 
-   3.82557148656466*^9}, {3.825571527257399*^9, 3.825571623797057*^9}, {
-   3.825571668169786*^9, 3.825571724944263*^9}, {3.8255718168030024`*^9, 
-   3.825571826640697*^9}, {3.825571972720669*^9, 3.825572022262472*^9}, {
-   3.825572071708784*^9, 3.8255722713061132`*^9}, {3.825572306100123*^9, 
-   3.825572308773279*^9}, {3.825572411777607*^9, 3.825572429967472*^9}, {
-   3.825572460371621*^9, 3.82557252728852*^9}, {3.825573081360861*^9, 
-   3.825573101175577*^9}, {3.825573920939762*^9, 3.825573938285533*^9}, 
-   3.830742539995569*^9},
- CellLabel->
-  "During evaluation of \
-In[155]:=",ExpressionUUID->"eae4f0fe-60ff-4935-b530-68c55531752f"],
-
-Cell[BoxData[
- GraphicsBox[{{{}, {}, 
-    TagBox[
-     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
-      1.], LineBox[CompressedData["
-1:eJw12Xk8VN/7AHBbZpQta/Yo5aOSELI9N9n1FQqfhKQsqWxJZSmVrZTsSpZK
-1kK2rJWE0J1pLMkdkZSlLNnNDPI7nz9+f83r/Zp75znLc849z1x5N19bdw42
-NrZodja2/z45326k/tjvb3DWRSSuYysdFH+90ZVNOgKGYec625FZL/eeIRJP
-gvJw2KMPyGVL8HlziSd8FTs8+R55RMSL8SrRF76xfXn/BvmuRBtfSf1FSPwu
-p1CDnKfklM1Wchmk7ZVIL5EbtWZUjz4OgRCHuYA8ZLpJRFNu4nUI1Al3f/Rf
-PGVe5dCmG/C0tGcwDjlarTcgt/4WeLyfGwxHFtF5XE+tjITFgQF3f+QnB725
-GMXRYPX+4UVXZBVzjf/J598GzSRlshVyvfXfFIvHsWDUnrxNB/nzycSdmYn3
-gV+e5w/ff/1RV9H+0RIPX7hksxfl6HBZK+nr5aYE+Nkl39uPzAXOik/qk8Al
-R4DIQe4wbGrfX5MMLGNSbiRygslOn47KFFAT5mG4I8tazb6aL04D8kkLdQXk
-nzb2J2KKHsCbE+lSf2Xp8Nyufl06/yFg10Vj+5C1nSPNTB4/guKd5esxyLbn
-JegPErNBLOYR1idDB15teJtq+hg43v97ugB5ptZ/8/eWxxBklcx3GfnV696q
-S01PYEftK4YA8qGWx3+z6nPANU1gl6o0HXaYdlv/OvAMUuO2xS5I0WFj+4Yc
-9ZpnoDIud7EamYZ7m7ZV5gJ3Gl+/NrJzj0b8bHE+DL+6yKssSQfM3nNYd3cB
-DAlfLx6WoMP2vocaUUUFgLfO9z5E/t3/t08yvxCS/F3fcyJf/tEmb/T4Odwr
-/h9XqzganzmnitTEUrBdILS4ROlwTzRdr5HvJUjHTjtnitChqyxSbr/tSxD4
-IIZrIJ/47TQi2/8SeK0lb7gI08HnxCb/uckyiBKxtcncTIdkfa+Yh4KV4KJg
-lN/GRweCOHqO364Sfux+7myCLBsEVrceVsL9I+DSxEuH/BIxkQsKVTB4Msqg
-ahMd6uRasjGNV6Cc9el6FA8dvrErVI851MAGy3GlL1yof1l86U4ZNaDDPpJ8
-ANlLhxnaOVQDqcG5/0vnpMNcAM2w/mwtfPVRyrPnQPnx8xo1LqQOxh9ZM+rW
-CVBu7R/Zn90AHxKSLNVYBOi2WGw0vNgIslFpkgNTBAj25H3SSmqEU5bVSeLI
-P4c5UvZUNEJ5qmKa9SQBcWz1chLzjcCZXqn/5jcBw7q79s8EvIOUoq0CMWME
-xJRvcs0KaIK5jIiZz0ME9GbjVSz/ZhhzEN/l1EXA8xKlkJmEZgiXU7Pz6iQg
-/HUENlrWDKm0m4IXaQT806/3sXO2GTLm6nQjqASEihUPFfi3wE7z/51L6SBg
-2717mxz8WyFwztnjYhMBfsFWpyr82sBv8ddDuTICLHz0CsjxbVA68kWc6yW6
-3k35j3NpGzj+q6c/VoLaY84dRp5ugyNqwdcLXxCgL/HmgfO5dnB6a/dLpoCA
-jTV7aCSPDrhrw7rfmkVA7iIvOJ3AgbVVTVEiloALNe5xHNtoYMr7ybHnJIHW
-s81Wdg0amMe6dxm7EDBD6JWvG9HgREz2xyonAgJXhHtXPWjAWfnOKOE4AcEG
-TTLLRTRQcFF10TxKQFSzbPGEWidwSOYkHjAh4DHty8cewy7AywRh5y4CesbN
-efLdemD8udVY3Uwf3Nm7xPbqeB9IWws5aV7qA/9dbSmNuV9hUyG9caX/C7BO
-nysZ8BkCAaWDh+9pfAG31/bW8R7D8CuEXP4+thdOz/Y0Nsb8BC8PWOHs+Ax3
-Vat986JGQXVqsyiJ/zNwNFZrRQSPA8VMlzRr0wOblS2p3x78hp3suNzPiG4w
-yzbMmUmchP7H/VvrPnSB+B/c5Hr1NLjWPvK5zNYF6R/q2DnPzsAIxdhf0KQT
-9GQOrm89MwtXTi2WWuXQYNeQ4M+wwDkIH86J/cBOg+ICIa+qgHmYyB/SEl+m
-QsTntwc5L89Djez4jb45KjhxXJCyCZkHrR6vSxnTVNjo9IE6eWse6I4NzrtH
-qeAhELp/e8o8eCtS7M5/psLWoBGOpOp5WB0SmrtQSYXkQzWZfqvzsGzRrRge
-SIXQQefuXVEL8P2t3p6taxRYMNXPdL+zADdrA67mMilwvkzaMztuAeg5Qhl7
-lihwIqKfJZS2ADKePl4mfyigo3xcgZW/AFRWiHb6dwowLx3zb2tfgGabiDsf
-WykQxGcp4M63CLFhTX4nkigwHaRMZG1eBFHXYkf9eAp4DPHk9Ikuwj9bz2kr
-3KOAfUWb5mHZRRD/9LlrIYoC+4+buKjvXYSU1suPXgej9j07WMxuswh/OaoO
-DLpRwF9P2zIreREucF0/f2o/Bdh8kq/ff7AI6voTvl1qFIjLnqkIz1iEZwnd
-UiaqFCjiKJQ+/WwRjCITfPfvosBwm8T0zspFeLhzSlxDngLH7Fbiy7oXIUvG
-Yb6MjwKaPm96m4WWIGrb8cmKcRyasyU3vRJbgpqFNMWQURxsO4MgX3IJhmO+
-Shj/xMFHY2/BbYUlqJfN2P/9Gw75rOyrVmpL8ILWbabzBYct0Tek+2yWQDJ3
-0tavFa2jbCO3ifgl6Hjw48qfPBwMlvUT96UswdS/jxpGn+Fww0qr6fLDJZD7
-9tbs+1McyGv/KHA9XQIxuUy9oSwcRB0FhqUrluDlxpSnG9JwUBWhn7L6vASH
-77f/mI7G4eK57oRkYgncFkNmJaNweNWEv6MPLIFflLu1RQQO+v5v5T1Hl8Cs
-5g9nRTgOFtRn368vL0H7rh3WL67i4B7je6pMYhlSWLsmDc7jUPDNK2FZZhk0
-srzMH3vjMKnp9k5fYRlw38p1rrM4BIwck+9QXgZhQ6urfe44hBvqfB/WXYYL
-yYrF+SdxSF/lOiXisgzu90Wvjh3FgeaX7nr5Kbo/XiLsjwEOyvGCK4F5y/Cy
-wWFjpz4Ot0qjUgKKlmH1Y/+9Kj0cNKcDOi6Uo/jsn65E6+CQec5S40zTMij4
-/h6x0sTB22OVZDO8DO9cqfbnVdB8RQY8tRpdhq0HBj3D9uAgkzuud/j3MrSw
-Dl1M2I3i/+jxN51bhsP2K1eblHHQOlXcr8/BAKGX9v8z24kDl5NLqbICAxIy
-dXR/bMXBJaTHXGkHA+a23d+0Hbk63eKnojIDNk7GEp5yKD6hKSGvxoCYbm1f
-hgwOnfYCt8QNGfD9sHWUvhTqX1CkjKgJA86f/mqWKolDRMpKtZAFA4ZvBmyc
-k8BBu2dsks+WAdfSTsaWb8Ehy6bRnsuNARK+UTEOYjgw/DRn2T0YEOxUZtom
-ivIv/kXs+lkG/HXbQtJD3vDpQSPLnwGMZMXo3SI4nD/srzx7gwGJRYP39wnh
-0HpurHk6kgE/ahKO1W3GQS7W+eTkbQZE7rglaYLc1W6ePJbAAG2B5CIPQRwO
-mCr8HXjCgOJGr8GP/Dho5HTEfMhlwO9n26J9kFXWA4TLChmg6bIqLIKsUP1e
-KaKMAXcVnemefDhIC5+vuFDFANppfhExZDFfEQOHWjQ+X/aqfeDFYdNO96PK
-7xjAtZ1fWg2Z+xbfoHALA1yfTY9NbMKB7VuV11obA+wLox4UIC+kcl+j0Rjw
-el66QBl5eq6EXNfDgAyHA6SZjTiMWzkk5fQxYCLU3LIGeYC7oCBoCLXn+dWb
-Nsh9btbqrj8ZUG5efkkBuesN47X5OBr/LgGrJR4ccMknZuqTDPDpzdhEQW4N
-Mu+WnmHAabXTJXnIjV2zztwLDLgjfF7zFnKdSvr4n2UGeC6+zXFDrrxjeJFY
-YYD6U48lI+TS0d9rTesMGFLzVFFGLjJMinnByQRBgTZLIeRnWbrCqSQmSE3F
-Wa2R0XyzfmRe38QEUlej5gTyA/u7SmcFmHB3sxvXV+TEco0KW2F0v1VQ9Sfk
-u/wD+nriTMi7wmbdihzlHdmmKIW+7+SgvkW+0brnqIAcExpGru1rQA5V6B1g
-KDChOelScD1y0LVrXsM7mDDJPVbwGtmPvmP+ozITCmq7GpqQvTU/hVWpMGHL
-Ja1XHchnEi+Ts9WYwGkjnPIZ2WVaLilGkwk/Kk4f/4H8r0WbTIAOEwZtFTkX
-kI/m+RWcMGBC675jiSTUXysOCXVjQybI5kxwyyKbubx7rWLCBEmzUVctZMO6
-s2ZbLJiQJWjw+CiynphQN7sVE4x0J5sDkDUD6pwnbJhgb/eLmoysSnUb77Fj
-Al1nz5taZMWoirV8ZxT/lPthXjS/W4dPxCScYgJ5xHjiALKkAZdwiDsTVl8Z
-+3oj8y8dU7K6wITe3YE7epDJtmvlWv5MCIq5fZwP5RdHSa6+/CUmHH8a62+O
-vOy+ZLsQygSFH1LWHchz77IGBsKZoKEdKyaA8ndSxtTrQwQTRvML39kjD31O
-C0u/i5xa0jKN3G58oADLYMI1dcrNg2i9XPlwTeX6YyZQRK1O5CIrmTdXvn7G
-BLOjH9N5BdB8Hj7yTqeYCf0vjK1GkI2OutM13jAhkPh06y1arws9Ra4Xm5DN
-aPEGaH3n2M+MlrUyoby9nfMdModjyLzKJyaEq4pI0YRR/rom8P4zhObXsHWj
-ONpP/IZ7Ez1/oniFdofKkOXOSEvkjTPB4mnmkJU4Dtc88xW3zTJh+sczs2S0
-H+n5vDaQ4WAB7Xhwuynaz6pDfvlt3s4CDaMLbjbyOHisqSwfUWLBwEzOJ3kF
-tN6vB4bF7WbByC/HrEXkwJvrtzftZ4GYg+PJ/O04qN0Wzdlggn5vccBLXQmH
-ktSDn5meLHDqo7lO7UX5tSX6hPZ5FhT/w902r4oDXzr+PciPBeKT9++u7UP7
-W6bD9PwVFqg9CtwtpYH212cXSNO3WZAWseXtNW0ccsseHhh+zgLreyd/jR5E
-+bxyQrmvlAVxPEfa+A6h/DGWlaJWsKDq4Wi8lhEODX1PV2vrWTBq9msgyQSH
-7vXnbxM+suDVfpGTvpY4sFu9MT44wYJKtzN1ZXY4OP8etnmsvAI3X79NPIWe
-jwoauYapKiuwJh+2aeQC2o/CPNXvqq3AuzNup8/5ov5vnhS5orMC3yQVS8MD
-cIjVXvxyxGIFBtnGn1Ou4FAbRXJZP7sCuU0rwzOR6Pm+bbe3S+EKpCW4eh5H
-z//4xFj7wuIVmDZq03VF54ONHBOGC2UrQJrlc/VG5we274VSd+pW4OJYX0pM
-EcrHrJ2Uqo8rsGfkbe5kOXoeSm5T5ZteAV6qGdW2GbVHSHKpXm0VWnyP4Ym/
-cPhz4+owt9YqRDX1enBMovGa7aPa6K7C9i1pepemcXClpeWPHVqFhbm/qWfm
-cTgcJ3pc2G4VQgMvzp9dw2Hbxs0N3pdXgcS/o4BfiAJd7OSbEg2r8CCBp65O
-H53/ih+6WDeugvmnBO5bGAV4HHfpRjevguqh5X+tDlEAK7daWMBX4fCsAe+0
-GQVK3FI8aAOr4H+tN9XmGAVi3ytYRq+vwpqS0J2CcxR0jtMXWTRcA+vGpN3x
-GRSoIl/Mo7WvwdM7CZ2iJCqMht6YekNZg4z08yedNlJhy+x9jeLONTB72u6c
-y4fOv8SLptvEGtz99rXAQIQKRkWjg4a/1kBDmt8tTp4KXZaO4lXkv1AROfT8
-iR4VZuIOxjw0/QtPbi/2JaDz825RQW+3lr9gG6Ca5jVBhT9xSyLqvesgGy+1
-4/4GGmyLjt7r682GbS9a7wvJoMGwYz/dcIwNK/P2ZG/Q7wSzkW5mlQ87VqGa
-+ucjoxOuBLh7iU2xY0KxHwsGS7vA6tUjC7EgDkxC3EzSPrQbple9QzmXODAf
-Qek7Tfo98OTLjUqfi5xYfgrn7DtWD7C89F2vrnBi9+1a81+//wwyawkn/IO5
-sBpr9pDwK70wahrbQebagD2fCh0p2PcF3u/AQTZ2A7ajg/tpAPEFvMl5XPI8
-3BhdrbXnm0cfVD/erv8+gRvbtVLnoz3VB9vXjULeJXFjjepReRv+9EG8s3vt
-2xRu7BRhX9iJ6jEvybz9DQ+5sd6vwO+x0AeSyTtVqp5wY44vW8zCV/ogNFpZ
-Lr+MG3O4YSwbzEOAoY8qe2wnN7Zuq2MWvp0Aqq5ei+1mEkb33Bv51p6AOzWX
-VkyESVgkZlqp8S8BpvtL9+mKkrCedNsnBah+bFRRyNomQcJ2KnyvuIvqywp5
-8uWFrSSsMVC3zNiNgAekHqVUVRJWGd7VGHyBgNPd5+4SR0iY+tjY8PRNArZa
-5zZRbEjYawNHZd0IAr7ig4x3R0lYd52BYlQkAfatNu5FDiRsMlJBY0sMAWa1
-WgYhJ0kYK76lePc9VO9mc85I+5Kw3NNsFLE0Ahjej466xpEw/pOzpVOFBNwP
-ziFdjydh53r/9VJ6TsCOO8/rMxNRPEfnuFOo3rYrrN/Wn0rCfHcMyn9C9Xj5
-WP+8XTYJs+7WdU6rIOD8Gelky5ck7KB5M72/gYAh58wezS4Stj/erkKNSsDl
-C7kxdj0kLMwqPkznEwH8YcV6gb0kzMnL5DlGQ/V8xutnZXQSJpT4d69ZFwHp
-9IHA3T9I2B674t5DvQQcc5AVVVggYXWjS45TAwS0WWfb8YmRMROLNx6kSQK8
-m0fekLaQsVejfus4Mp/2biUOSTJGqFf/kzBFgK1cLWtJhoz9sgE10T8E9E91
-ZQ8pkjHZ4yL8vHMETN/h/l2xn4wJG5e0VS4TEP/38NESLTJ2TP3HmdMMAtQD
-khoKDpCxJdve+4JMAq4c33o/U5+M2W+xSvBgEcChpKMRbUzGumUZ+uxrBIi2
-XLjmaEfGKJocUrPsdKjRrhw75kDGHH9viI/hoIPjC5b1keNkLCzzcIIsJx2y
-kqK3GTmTMfYsQW0TLjoouT1p2+NOxvz2RglFcNNBb71HiP0SGUt5NfG1diMd
-BgOkQleCyJi/YuUGnU10uDF6amTxChlbsMiuqUFupUxX/w4lYyUKbg1lvHQ4
-kkF27okgY1qjh7UT+engdkAvPz+ZjH21DB7nFaLD2SnK4tdUMnbTubT+BrLf
-k5NGQg/J2O7sjroF5Os8t76HZqL+CyrpfRamQwbRLmWbh8Y7FDcNF6VDzr0T
-3tEFZCxmKTRoFLno4FRNQxEZezmwkWYhRofaQkH7naVkrHiPMSe/OB16rzrE
-r1aTsRflfz2ubaHDwJ5fg/vqyNjk3VO/PiP//B68x7OBjCnQGlJ2SdBh3jyr
-o7ORjD0rXTjXiSwoOcKV346uXy/bRJKigzg16OjXj2RM9Yx0/xFk2Zvkp5up
-ZKx99XV3KvKe37sgtIuMlX+2xuSk6WBRF3DVpp+MtfYGc0nK0MHGh6staoCM
-cTx1lTqG/K9CqljDNzT+lkOOd5E979RW7PhJxjI0zx5dRvYxsORwGiVj5wdt
-eJVl6RA099U6YZyMFagmTTkiRziyTa9MkrFkyk+lauRY/kS9fX/ImO1q381h
-5MSmbbEes2QsNXOKi1eODk+UTZU6F8lY2h6TG8eRCwb7grgZZIx+LSAkDPll
-oneLLouM1ZHiM7OR37DuueX9JWO0ikvHB5FbSuTK+tl4sPAa5XkWMu5Wti7I
-yYO9qS6qFN1Khx6xQ1YmG3gwwTtTmSrI/R09GSEkHoxImygxRh6+5jHxkocH
-CyYyxxyRf6sxDoxu4sF0vqyZ+iDPjt6OkeLnwewLN9CuIzPSpb5YC/JgHIzS
-6/eR162KFaOEeLAzK8v2mcjcnBBYL8KDZYQQdoXIfNW0phkxHqyZZh1a8d//
-7efcNu+Q4MEmhx076pGl5BZOnpDiwRSUF6EJWaE7siRehgfzL5EZaEVWjhZf
-a5HjwQZI3U/+e3+wT7fQckWeB/v/9wv/B3OE2a4=
-       "]]},
-     Annotation[#, "Charting`Private`Tag$6586061#1"]& ], 
-    TagBox[
-     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
-      1.], LineBox[CompressedData["
-1:eJxTTMoPSmViYGAwAWIQzbyf69xj00K73NlOAdd5L9kH5UjemjFpvj2MP/FT
-zOZpk9bD+dZHvbicig/A+QVVfombC07A+bk7UvuYlC/A+VdeeHIuT7oC53fp
-f2PYFnkDzi/UPjH1wNI7cP6v5Ox1d/MewPlJe8MCJqQ9gvOTP145cKDjCZzf
-Y7A9f1nbMzif6cB285aqF3C+oJb3ufszXsH5HvOdFn+Y9AbOF39/xq1++zs4
-f9bxXYzMmR/gfBtZx/8KKR/hfO0HAk9qSz7B+WtXCGVsLfoM59fci72s3fYF
-4T8bC+95U74i/DffJen1hG9w/oWCWQnli77D+ZbuSv/uLvwB5590tVzhMOcn
-nL9040zLR6t/wfmiyjpZcSt/w/mXGDmaJPf8gfO3chQvu3DyL5yvIyqQlXT0
-H5z/vu+biPG1/3C+cnu7fn4WgwOM/yjq9i2n5wi+x9PLP7fmMcL5FUWpGWJv
-EXy/bbO9xMqY4Px3f7JqmL8h+AuvN27JK2aG839l2CZU/kbwZf9OjC6sYoHz
-n7l3n+JgYYXzD6udsZfrRvCzOJaxKHKywfnbF6jYHp6I4J+ztjkaJMgO5//I
-mh2c0IfgnwiYH8orxgHnJ1naLF8+BcH32lVUGXgbwTe0Xun9W5ETzgcAGZV9
-hQ==
-       "]]},
-     Annotation[#, "Charting`Private`Tag$6586061#2"]& ]}, {}},
-  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
-  Axes->{True, True},
-  AxesLabel->{None, None},
-  AxesOrigin->{0, 0.21901648978669475`},
-  DisplayFunction->Identity,
-  Frame->{{False, False}, {False, False}},
-  FrameLabel->{{None, None}, {None, None}},
-  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
-  GridLines->{None, None},
-  GridLinesStyle->Directive[
-    GrayLevel[0.5, 0.4]],
-  ImagePadding->All,
-  Method->{
-   "DefaultBoundaryStyle" -> Automatic, 
-    "DefaultGraphicsInteraction" -> {
-     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
-      "Effects" -> {
-       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
-        "Droplines" -> {
-         "freeformCursorMode" -> True, 
-          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
-    AbsolutePointSize[6], "ScalingFunctions" -> None, 
-    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
-        (Identity[#]& )[
-         Part[#, 1]], 
-        (Identity[#]& )[
-         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
-        (Identity[#]& )[
-         Part[#, 1]], 
-        (Identity[#]& )[
-         Part[#, 2]]}& )}},
-  PlotRange->
-   NCache[{{0, Pi}, {0.21901648978669475`, 0.40825141787488534`}}, {{
-     0, 3.141592653589793}, {0.21901648978669475`, 0.40825141787488534`}}],
-  PlotRangeClipping->True,
-  PlotRangePadding->{{
-     Scaled[0.02], 
-     Scaled[0.02]}, {
-     Scaled[0.05], 
-     Scaled[0.05]}},
-  Ticks->{Automatic, Automatic}]], "Print",
- CellChangeTimes->{
-  3.8255672096922817`*^9, {3.825567329431567*^9, 3.825567360544487*^9}, {
-   3.825567529947542*^9, 3.825567535706521*^9}, {3.825567571012645*^9, 
-   3.8255676226274357`*^9}, 3.8255676621501913`*^9, {3.825571483354911*^9, 
-   3.82557148656466*^9}, {3.825571527257399*^9, 3.825571623797057*^9}, {
-   3.825571668169786*^9, 3.825571724944263*^9}, {3.8255718168030024`*^9, 
-   3.825571826640697*^9}, {3.825571972720669*^9, 3.825572022262472*^9}, {
-   3.825572071708784*^9, 3.8255722713061132`*^9}, {3.825572306100123*^9, 
-   3.825572308773279*^9}, {3.825572411777607*^9, 3.825572429967472*^9}, {
-   3.825572460371621*^9, 3.82557252728852*^9}, {3.825573081360861*^9, 
-   3.825573101175577*^9}, {3.825573920939762*^9, 3.825573938285533*^9}, 
-   3.830742540082362*^9},
- CellLabel->
-  "During evaluation of \
-In[155]:=",ExpressionUUID->"3e3dcdca-0747-4edb-9af7-eaf67d14584a"]
-}, Open  ]]
-}, Open  ]],
-
-Cell[CellGroupData[{
-
-Cell[BoxData[
- RowBox[{
-  RowBox[{"c", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}], ".", 
-  "f"}]], "Input",
- CellLabel->"In[19]:=",ExpressionUUID->"1f97a01c-9972-4922-bceb-32c17a62dd77"],
-
-Cell[BoxData[
- RowBox[{
-  RowBox[{"-", "1.`100."}], "-", 
-  RowBox[{
-  "0.6660896595288369837750595633814123143644527999298307832026914869308821862\
-45827286981907799313178903210290074453607`100.", " ", 
-   RowBox[{"Sin", "[", 
-    FractionBox["\[Theta]", "2"], "]"}]}], "+", 
-  RowBox[{
-  "0.1543019681579606815169353767709585338433194042746124159263784027280382150\
-081074927027021490868382888283122389272635`100.", " ", 
-   SuperscriptBox[
-    RowBox[{"Sin", "[", 
-     FractionBox["\[Theta]", "2"], "]"}], "2"]}], "-", 
-  RowBox[{
-  "0.0609437978689942788140198108196572164327823535140529733524034957007686231\
-53585618017326574353455327405494235393306`100.", " ", 
-   SuperscriptBox[
-    RowBox[{"Sin", "[", 
-     FractionBox["\[Theta]", "2"], "]"}], "3"]}], "+", 
-  RowBox[{
-  "0.0148466816826512856612160305412564672437907002971798279794449940508434954\
-922640856502501938014606571747890614151183`100.", " ", 
-   SuperscriptBox[
-    RowBox[{"Sin", "[", 
-     FractionBox["\[Theta]", "2"], "]"}], "4"]}]}]], "Output",
- CellChangeTimes->{3.8255671306013823`*^9},
- CellLabel->"Out[19]=",ExpressionUUID->"09dd10ea-6b66-4aae-8729-61fe9daa8cfe"]
-}, Open  ]],
-
-Cell[BoxData["\[IndentingNewLine]"], "Input",
- CellChangeTimes->{
-  3.825567130724227*^9},ExpressionUUID->"57afc89b-9ca1-4df9-834b-\
-218a004d45c4"],
-
-Cell[CellGroupData[{
-
-Cell[BoxData[
- RowBox[{
-  SuperscriptBox[
-   RowBox[{"(", 
-    RowBox[{
-     RowBox[{"Cos", "[", 
-      SubscriptBox["\[Theta]", "1"], "]"}], "-", 
-     RowBox[{"Cos", "[", 
-      SubscriptBox["\[Theta]", "2"], "]"}]}], ")"}], "2"], "//", 
-  "TrigFactor"}]], "Input",
- CellChangeTimes->{{3.819558842678885*^9, 3.8195588744575863`*^9}},
- CellLabel->
-  "In[141]:=",ExpressionUUID->"2438edc6-221c-4b60-bf8b-3d70d6ff12bb"],
-
-Cell[BoxData[
- RowBox[{"4", " ", 
-  SuperscriptBox[
-   RowBox[{"Sin", "[", 
-    RowBox[{
-     FractionBox[
-      SubscriptBox["\[Theta]", "1"], "2"], "-", 
-     FractionBox[
-      SubscriptBox["\[Theta]", "2"], "2"]}], "]"}], "2"], " ", 
-  SuperscriptBox[
-   RowBox[{"Sin", "[", 
-    RowBox[{
-     FractionBox[
-      SubscriptBox["\[Theta]", "1"], "2"], "+", 
-     FractionBox[
-      SubscriptBox["\[Theta]", "2"], "2"]}], "]"}], "2"]}]], "Output",
- CellChangeTimes->{{3.819558859086911*^9, 3.819558874912162*^9}},
- CellLabel->
-  "Out[141]=",ExpressionUUID->"c9bd8e93-a480-4036-a458-76653945c9c3"]
-}, Open  ]],
-
-Cell[CellGroupData[{
-
-Cell[BoxData[
- RowBox[{"Plot", "[", 
-  RowBox[{
-   RowBox[{"{", 
-    RowBox[{
-     RowBox[{"c", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}], ".",
-      "f"}], "}"}], ",", 
-   RowBox[{"{", 
-    RowBox[{"\[Theta]", ",", "0", ",", "\[Pi]"}], "}"}], ",", 
-   RowBox[{"PlotRange", "\[Rule]", "All"}], ",", 
-   RowBox[{"ImageSize", "\[Rule]", "Large"}], ",", 
-   RowBox[{"PlotLegends", "\[Rule]", "Automatic"}]}], "]"}]], "Input",
- CellChangeTimes->{{3.819557700391287*^9, 3.819557725339135*^9}, {
-  3.819557836763838*^9, 3.819557940197953*^9}, {3.8195579704366198`*^9, 
-  3.8195579833058367`*^9}, {3.819558035796234*^9, 3.819558036951989*^9}, {
-  3.819558068208893*^9, 3.81955813981747*^9}, {3.819558837202861*^9, 
-  3.819558837640895*^9}, {3.819558885770865*^9, 3.819558936658802*^9}},
- CellLabel->
-  "In[149]:=",ExpressionUUID->"75603725-0506-477c-b0bd-726fd243172d"],
-
-Cell[BoxData[
- GraphicsBox[{{{}, {}, 
-    TagBox[
-     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
-      1.], LineBox[CompressedData["
-1:eJwV1nc8lH8cAPCzz48GGZVESLKbKLqnkpFCCqlE9h4lshVRKckOIe65s/cs
-+l5ClJAtszKikL3z+9xfXu/XZ36/z3N39pk561kyEgiEUwwEAv0vE/qv6ecx
-11M/9CtrNjen0f7xdyf3RuqQxM7fuGs/O41W8+UseiJMSKaDPgl9w9NohMdm
-uTTCmaQoqXymuWEafVMLqsYj/EmJMTHNC5HTqMMk4sCriOckzV/FcWoHp5Ge
-w65vcRHJJF3rwmt/DKfQi9kbRTEReSS83ExlvuYPOll7/r8zd2gk085rysIp
-48jFS/tWkUs96TeL4jZVwhhyLLcMYxRtIT1xDGiVLhxG7b802alm7aTk6NZV
-5Xs/0BO5RUKpUTcpZfWk/9GUIeQqVR9Nw/tI1F6hiqHSfrRqbp/b7zRE8old
-F7RN/4bMqgx0w61+kC68DBtRFe1G5jPtNNqjYVL5qwnpZxUd6Kl8mTMleJSU
-nePLV1bZhhhpZQpBXr9IjQRHjwqGVsQlqdU0GDdBerzdbqTKsAVpJJ9J+xvx
-h6TXobNrcPIL4p9uVPMvmyK1PTvBInLuM4r/+IaByfYviWeeO1Fyth4pC57e
-FLaYIa2wYuGJm3VIamj7sK/bLKlWMcG4jr8W5aRz25TcniNVbJlUdPD+gHwG
-jNukgudJX6hOD6VH3iNXZUWtpKgFkt7pJe2DXjS0mqxq9jt8kZRSUHb3Ycg7
-1OISb+qRukRKEfFMjRKsRErqIv/6Xy+TKqvy0yo43qCGc0rpWOIKaZi5x45F
-phzhBS+VfmStkqJqTQrtdUsRr6i03c2MNRLhQPlwbkUxamUgPthVuU5KCdAf
-9JMoQiXEO5SWhg3S8l0FM9XaAiTNu93OrPYfKWD9iP/5hHw0HbbIc6Rzk5T/
-yzIqazEXiYaEyDnbETDTMVmV9j056Me13m9nxgiY8K1q8YKHWUhjpG2lxIkB
-a3kwbinMnol8pcK881wYMGyVV5XInIkKXTU20m8zYKZn5a3m/mUggX+VhER3
-8NrI7bb5DDTFR2F74MeADQmpxb4ZykBRGvd4tcMYMOF+Lj2xigw0lLXn0GgO
-xNX35Zg4ZKB7ty1t+CYZsBRGjVfn+tLRI60p6xPTDBhh90H1hK50FCvmYX1z
-BvIHiMHzremotPORFWUB9pnnf1fQkI7mTmRbHP8H898mLxqUpSMnpjlTg22M
-mGkQ4b5WZDoyjwowijnEiAlPPH/VfjEdaZcmnOdzh3hkrJXIFyqymTPb5L0H
-nqIpRzVQUaC8ZDGvFyMW8G1qklhHReWZ5YK8fowY7YZY/+o7KhJJ7vi7Ixj6
-Bbl/JRRQ0WLItliuGHBTolhUNBUlGQX+5CxlxLDPT1ZbTKloat3Oh2mREUvp
-Dwy02qQgo6taB1eWGLEhM0bW6HUKqimS6pxagfnr/Mx1KxT00u6P3LcNiNt8
-dJKbpyDVbsef+SxMWMD0rSGhcQpKKHI5f5OXCRM+ynnOvY2CNOzcd1YcZcII
-XM2hMxkUVFRrUJt7HPI7+B0dqRS0d5/CbbIixDW8qL/JFDTXtfT5uTLE9WRE
-p5MpKOmcp7+VKvQbpPJzx1DQvLDP6I4rkJ8utFn3gIJed90vdrrDhJmig9tG
-jClotFZ+MOwuxOOssz2vU5B08SB7ngfUx8v93G5EQaXhKibT3pCPZ/KrX6Gg
-Rs0VdpcgJiwlx9Ct9TwFLb91MXGNZsKGbMUrzRUpSDvF5D+3Mqh/q+RhxUtB
-UWFbj0VVwH4meX5aOyiox6fKpPgtuC5r5jAXBVkYCZTMIyYM+2DPw76Fgjy5
-u0zu1kM821yslZmCyEHaJe49sJ9wqETnPI5WbVRMPddgn9RdzxI6cXT+rSR2
-dwPmy3jsmmjHUcKWncKumxAXH4s70YYj5cLZQRsmZozwUcnhezOO/NaoJlc5
-mOH9PXdWrQFHTGHcJgoCEF+iUO0rccRZNGa8cIIZG8o2+LOHjKMbLB0qM8qQ
-L1f5hJqKoxzDasHJU8wYlrq4cOQ1jrTXE/uHzzBjpiHCsnpJOAo/p2fcfp4Z
-C2iuZiLH4Yinu/JG0TWox7gUE5/hSHDjxXVXL6jXTjPvvIcjjR8XK2J9oH54
-jebrgSO3j+z87/yg3tFm6wF3HH16cb/1v0DY74/1Hf87OHIXd9Ukh4KlnU6q
-O+GoRUdXoSsR8lXPOB+ywNGD1K07VBDs/3RnveUl2Dfkk4v5e4hfE1DQ0MVR
-t0Nw0+MPzBjtZqGltA6OZBX+Pe78yIylsESvrVzAUe/nSYJLC/j4xmCGBo6O
-LjROpX6H/W+an7iO4WhUPfQTkZkFG/orW7YijyMzLVPh/awsmHClhS0vuF/7
-mPtpIgtGUOxLPCyHo3b9wX1enCxYgOvsfVcZHFWbH/H8zQP5yR6CDJI4euXf
-e6BpP+T3BJlaieLoSpnUw0h16B+YeJXED+d7Q+jN02TBMA4B/0d8ONJ61yHf
-qAWuslht5cXRmVr/PmZd6L+zf9yeB0fybW1H3K+yYLT+/4JzuOB5Tnv/uGoL
-/pJx34kTRx/EG0l7QyF/NIp9gBHen7DB83zPID6WXnoV3LIwq7/1OfQfL7Vq
-Z8DRQM0uh38RsM+c8+cmAo6WzazjBuJh3za5x83/yEg6mXEmKRNskTWyuUpG
-hax86zHZUJ/td/oJWMnpINvzXOgfKPmcF6ymoivoXwj9jjStya6Q0a3eV5om
-byAeTV13WCKjGH6lVKFPsB/z+3yeeTLa438hh78R+hOfZeXMkVHaqEn5tibI
-tzANUQfnlwQ3bX5lwUwfzvf7zpLR58vtq4M9LFjKWv34/F8yIoQ7X04Zh3m8
-G1EcU2RkR6Qw72NnxQjJGjvaf0E+46NnZzlYMeGVdBQAlt6w5bPawophA4e0
-ZcHTMzISWVysWIpfNufTMTJy6y3ROrabFQs4PPX70igZ+ebWRmhKQdyNtpt1
-mIwG0qkCDjLQP69Lj/aTjLC0x+QwOejPyWvkDWaMu1jadoQVG4rg/Tz3g4yC
-73f0GCtDPLZTZOo7GYVfGRG+fZEVo7VEhLMNkdGM9seMKB1W+D16urNpkIz0
-NDMOl12CeRLY9Wgw7ylH1XV92Ceag1McHH9gwTr4JsSl/q7oDJAReZU5L94Z
-fKn5X00fGbEsjCpUucK8xrvkGLDVdD1t8A54J9usDfjg8NNWsXvQT/FiwDZw
-7heexdwA2OfcGU2LXjIqSxFT+fAC4vOdz6S+kZHYpqr3+0g4zxap5+zgcGPL
-ChQNzti141cPGdnsphyrfAn13hLJFPDuqAOyJa/hfsO7cw+Cg2fVHYrSIC7W
-kMUBntW1ySzAYZ+D4mJT3fB8tmSI52bAfVLiAovBPiGSQtQCOE9x2rAa+NfI
-eWO8COI6imRpsL6qfUJaCcxHMt3cYFmGbP6UCsh/h14OdZHRoJfM9pfvYX9T
-kv198BkneYbQr1C/6B3S1QnnbdQlPW6j92veXwMWkHL1DekAf+yULADPjxWs
-BPZAv6pMy6dg/NaRWZ/vsO8H0RB1MDftsrz3Tzgf59ezCmC/vW5OniPgzgjT
-A2CD3uKJu+NQL7etjAgm6h//6TQD9YWS75s74P0qMtjnOAf7ZZVZV4O/c3mY
-2C/AeTYHrEvAb5rKeq3hnzvT2U+uiWBxme5dVmv092HZMxwcEbpsaLEBngzv
-DgLbayi1mzKwYUNLfdFO4G6KEbcJExtmSt2YNQersnjpGrOwYbS3FmlG4D3V
-bxqN2NmwgNix1XPgppPKtXpcbPB553QWAT8pv7umtoMNS8Hq7u0Gqx/LO3SS
-F/qrJzZyg2myIkmiuyCuQtNhBvtmXW/nF4B56Sm+G+1kdEIi+j9OQTZMGK+e
-XQQX7SN6zAtDfupi3gTYJel0zi8R6FeRvDgMlhbw/tknBo4ovz8IpvBM6dRK
-gHc5mXWAzV4cCK6QBN+nlLaAhbbeqsyRhvOIBV9oBMextUvEyEP/f/dO1ID1
-g7aYPDkM85OlX9DA3Azq0X5H4bwX68WrwE2+AZ9vH2fDsIpXqxXg0NUKBmtF
-6Ld/k6MMrOExp3D9BMxzJl0rBjPPSzvpKEOco3C4APzexYp89hTcF2tWZh7Y
-bzL5mwIG+Yz+WTn089v1bJc+A/eBBY5mgZdGudWFVSEeueV6JrjY/IIvjxrs
-4+hGzKDfx9DDIqIGuGPrFBUsY4zG1zXBzkc56J7oWRaa0YL57iomFPr9GBw2
-GLkIrnkwjoPN2+yf9ujAeRqMM+gW1sWrv1wCv5BIoruvcWD5/WVwrcpHul9q
-7pQr1Yf7oi6L0vsZ1F2yzDSE/fhKiujmPhuakGQE53vRfJc+vxnVfI24Dj6I
-26aDnyr/YwsxhvuNjgyj769RoXDK2wT23b/yk34+luOubs63oF/dUdtscHVh
-Zqa5OezLQhHMpd+X3PCQoSXcD3sOIR98MluQ/4I15MdmchWClyUML2K2EOcn
-6NLvvxgPDzxqD/WPt70tBcsmM/3d4wzzHMZ4Kun3I6AizuUK59lwZ0Rgapz7
-DZY7sO8H7d3V9PuIGK+fdId6Zoe6enD/VtHN7/dgXoqvEf39iQ+9cazTC+Zl
-O/PQ368dD5tfv/ODfgpRm13gFgb27sIA6NcbK9tHP7/fma3UB1B/fG/gEJj1
-XonX82Cw3o34cfr+dgmXTcOgXtTMlf55eO6VxuYfDvve7JZnon+en2S9fRUB
-+YYrfOxg/Yy3or0x8Hx0jK7wggvHeuf0k2FeVqS/HNjBYk+UVj7Ye27VFszk
-JqZhVwj1dg4truD4QOn1R8VQz+L83hPckKpsUVcO8Qc2c4/p877fOHr6PZyf
-Wh2UBR4yftV+vBX2E6lpnAV7OOKP9Nuhf8Ei5zp4q2+Oslsn9FPzuskC318q
-iVXkgm+Q/5r1yE5w/Ld+N+mf9PfF+sUp8BXDvbwi82CH6eRn4HrdZP0tfEQs
-YPjL7kPw/WtXM/KObScRo12SrDgB3qIoLcG4m4hhS+cMVcF6QhWri4JEbKhG
-9IUhuHeyNXloPxFL0Qn46wueesI6UXQMHHOD+AnMW+vod00f+nEY7DSG7/9y
-xeKxK4Yw76TGkiX4Wvaqro4R9FdO/+QETooMEVU1hv7GnhcDwBJmr+tlLKG+
-avNNKlh5s52b4S7kz3AtDIMHbgv4rLkTMYJ7x9If8P3RWyML92B+uc/EPLju
-y1TZhA/YzCmJGX7PdBKJxu1BRExYoEVJFGympEylRoFbXxKNwbaTXxb6YiDf
-nqPcAuzy2kSV+yXEtbK0HcD+7IHffV6BhbXkvcGJPQ0CehSYbydSFQtOe3bd
-LiQd6o/zJiWBM09Plldmwv75m+Y4uCJju8GBPKjfLH1VCO70NAxfLwP/bXn/
-GdwvMz5w6A2c70P8h6/g4e9eMtaVEB91Te8Cz2kmffpKA7+03f0TvH33CDO1
-ASyT/XIZzN/kfrnvM9xvLEvuBnjvA2IqVxMRM3VsSmOE/wdkJqRIPq3QX2rx
-MCf4/Jvbnpd6Ib+p65sg+JITc31wP+zLObCwD3xVJIavchD6P2Kc2Q+2flJR
-JD4M/Vx5QmTATqe0GG+MQv36232HwO6zfbovfsF9MCwmHAUHXSNMrf2Bfr9T
-ZU+CQ7dGKB+ahvywHrVT4Ihq0VCrGbCY5KnT4NeS6hJfF+D5D+Q0qIHTB7rd
-WZdhvlmusSY4P8Ku9uQq7B9p3qIFfrf6zIzyD+o3Ii/pgmtzhQp6CewY4fio
-iR640axgczsTO4btTbhwBdzOd1ZbjYUdC1B6zW8A7v3UnujNBvnYL5oh+Ief
-1e98dnr+LQ0j8MThZaVRDogvbeRcA8+MPn4ksJUdSxEsnLkOXo4X6NLdDvG9
-t3cYgze1c/YHc0P/8iM7boJZmUhub3nYMeGByb90bylrqf7Lx44NvYnLNgHz
-2Jtxie+CeZkyaqZgAaF5k+sC7PB7RK2iW6TtYW64IDtGO8uw4xZYMoR/o1YI
-5uUpqtF96GSG1to+6FesZUj3/4aG4XE=
-       "]]},
-     Annotation[#, "Charting`Private`Tag$23099#1"]& ]}, {}},
-  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
-  Axes->{True, True},
-  AxesLabel->{None, None},
-  AxesOrigin->{0, 0},
-  DisplayFunction->Identity,
-  Frame->{{False, False}, {False, False}},
-  FrameLabel->{{None, None}, {None, None}},
-  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
-  GridLines->{None, None},
-  GridLinesStyle->Directive[
-    GrayLevel[0.5, 0.4]],
-  ImagePadding->All,
-  ImageSize->Large,
-  Method->{
-   "DefaultBoundaryStyle" -> Automatic, 
-    "DefaultGraphicsInteraction" -> {
-     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
-      "Effects" -> {
-       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
-        "Droplines" -> {
-         "freeformCursorMode" -> True, 
-          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
-    AbsolutePointSize[6], "ScalingFunctions" -> None, 
-    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
-        (Identity[#]& )[
-         Part[#, 1]], 
-        (Identity[#]& )[
-         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
-        (Identity[#]& )[
-         Part[#, 1]], 
-        (Identity[#]& )[
-         Part[#, 2]]}& )}},
-  PlotRange->{All, All},
-  PlotRangeClipping->True,
-  PlotRangePadding->{{
-     Scaled[0.02], 
-     Scaled[0.02]}, {
-     Scaled[0.05], 
-     Scaled[0.05]}},
-  Ticks->{Automatic, Automatic}]], "Output",
- CellChangeTimes->{{3.819557696534634*^9, 3.8195577259468946`*^9}, {
-   3.819557760697797*^9, 3.819558002173208*^9}, {3.81955803262062*^9, 
-   3.81955814052495*^9}, 3.819558839069467*^9, {3.8195588926642313`*^9, 
-   3.819558937141407*^9}},
- CellLabel->
-  "Out[149]=",ExpressionUUID->"dde512e3-daf4-47ad-a682-cc46fac9e729"]
-}, Open  ]],
+  "In[197]:=",ExpressionUUID->"a06ef68f-50cc-4e7f-bfb8-5863cadce9e2"],
 
 Cell[CellGroupData[{
 
@@ -4607,7 +4005,7 @@ Cell[BoxData[
            RowBox[{"-", "0.00135"}], ",", "0.001"}], "}"}]}], "}"}]}], ",", 
       RowBox[{"PlotTheme", "\[Rule]", "\"\<Scientific\>\""}], ",", 
       RowBox[{"AxesStyle", "\[Rule]", "Thick"}], ",", 
-      RowBox[{"BaseStyle", "\[Rule]", "16"}], ",", 
+      RowBox[{"BaseStyle", "\[Rule]", "18"}], ",", 
       RowBox[{"GridLines", "\[Rule]", "Automatic"}], ",", 
       RowBox[{"AxesStyle", "\[Rule]", 
        RowBox[{"Directive", "[", 
@@ -4618,27 +4016,35 @@ Cell[BoxData[
       RowBox[{"FrameLabel", "\[Rule]", 
        RowBox[{"{", 
         RowBox[{
-         RowBox[{"MaTeX", "[", 
-          RowBox[{"\"\<R/a_0\>\"", ",", 
-           RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}], ",", 
-         RowBox[{"MaTeX", "[", 
+         RowBox[{"Style", "[", 
+          RowBox[{"\"\<\[Mu]\>\"", ",", 
+           RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}], ",", 
+         RowBox[{"Style", "[", 
           RowBox[{
-          "\"\<c_0 - \\\\frac{2 c_1}{3} + \\\\frac{c_2}{5}\>\"", ",", 
-           RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}]}], "}"}]}], ",", 
+          "\"\<\!\(\*SubscriptBox[\(c\), \(0\)]\)-\!\(\*FractionBox[\(2 \
+\*SubscriptBox[\(c\), \(1\)]\), \
+\(3\)]\)+\!\(\*FractionBox[SubscriptBox[\(c\), \(2\)], \(5\)]\)\>\"", ",", 
+           RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}]}], "}"}]}], ",", 
       RowBox[{"PlotLegends", "\[Rule]", 
        RowBox[{"Placed", "[", 
         RowBox[{
          RowBox[{"{", 
           RowBox[{
-           RowBox[{"MaTeX", "[", 
-            RowBox[{"\"\<\\\\text{$^3P$ ground state}\>\"", ",", 
-             RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}], ",", 
-           RowBox[{"MaTeX", "[", 
-            RowBox[{"\"\<\\\\text{$^3P$ first excited state}\>\"", ",", 
-             RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}], ",", 
-           RowBox[{"MaTeX", "[", 
-            RowBox[{"\"\<\\\\text{$^3P$ second excited state}\>\"", ",", 
-             RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}]}], "}"}], ",", 
+           RowBox[{"Style", "[", 
+            RowBox[{
+            "\"\<\!\(\*SuperscriptBox[\(\[InvisiblePrefixScriptBase]\), \
+\(3\)]\)P ground state\>\"", ",", 
+             RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}], ",", 
+           RowBox[{"Style", "[", 
+            RowBox[{
+            "\"\<\!\(\*SuperscriptBox[\(\[InvisiblePrefixScriptBase]\), \
+\(3\)]\)P first excited state\>\"", ",", 
+             RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}], ",", 
+           RowBox[{"Style", "[", 
+            RowBox[{
+            "\"\<\!\(\*SuperscriptBox[\(\[InvisiblePrefixScriptBase]\), \
+\(3\)]\)P second excited state\>\"", ",", 
+             RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}]}], "}"}], ",", 
          RowBox[{"{", 
           RowBox[{"Left", ",", "Bottom"}], "}"}]}], "]"}]}]}], "]"}], 
     "\[IndentingNewLine]", ",", "\[IndentingNewLine]", 
@@ -4663,1202 +4069,1327 @@ Cell[BoxData[
        RowBox[{"{", 
         RowBox[{"Automatic", ",", "Medium"}], "}"}]}]}], "]"}]}], 
    "\[IndentingNewLine]", "}"}], "]"}]], "Input",
- CellChangeTimes->{{3.819443319521805*^9, 3.8194433371857653`*^9}, {
-  3.8194490088634768`*^9, 3.81944901751068*^9}, {3.8194490484098167`*^9, 
-  3.819449063777493*^9}, {3.8194495281320133`*^9, 3.8194496659140577`*^9}, {
-  3.81944970029033*^9, 3.819449701185473*^9}, {3.819449747193801*^9, 
-  3.81944975896939*^9}, {3.819449850553174*^9, 3.819450040091752*^9}, {
-  3.8194500785122967`*^9, 3.8194501963871927`*^9}, {3.83074155439583*^9, 
-  3.830741560871292*^9}, {3.8307418252306633`*^9, 
-  3.830741830583344*^9}},ExpressionUUID->"6619aa61-41df-4561-afa2-\
-5b697e931325"],
+ CellLabel->
+  "In[198]:=",ExpressionUUID->"6619aa61-41df-4561-afa2-5b697e931325"],
 
 Cell[BoxData[
  TagBox[
-  GraphicsBox[{{{{}, {}, {{}, {}}}, {{}, {{
-        {RGBColor[0.9, 0.36, 0.054], PointSize[0.012833333333333334`], 
-         AbsoluteThickness[1.6], CapForm["Butt"], 
-         GeometricTransformationBox[InsetBox[
-           FormBox[
-            StyleBox[
-             GraphicsBox[
-              {EdgeForm[None], DiskBox[{0, 0}]}],
-             StripOnInput->False,
-             GraphicsBoxOptions->{DefaultBaseStyle->Directive[
-               PointSize[0.012833333333333334`], 
-               RGBColor[0.9, 0.36, 0.054], 
-               CapForm["Butt"], 
-               AbsoluteThickness[1.6]]}],
-            TraditionalForm], {0., 0.}, Automatic, Offset[10]], {{{-5.3257, 
-          0.}}, {{-5.3257, 0.}}}]}, 
-        {RGBColor[0.365248, 0.427802, 0.758297], PointSize[
-         0.012833333333333334`], AbsoluteThickness[1.6], CapForm["Butt"], 
-         GeometricTransformationBox[InsetBox[
-           FormBox[
-            StyleBox[
-             GraphicsBox[
-              {EdgeForm[None], 
-               PolygonBox[{{-1, -1}, {1, -1}, {1, 1}, {-1, 1}}]}],
-             StripOnInput->False,
-             GraphicsBoxOptions->{DefaultBaseStyle->Directive[
-               PointSize[0.012833333333333334`], 
-               RGBColor[0.365248, 0.427802, 0.758297], 
-               CapForm["Butt"], 
-               AbsoluteThickness[1.6]]}],
-            TraditionalForm], {0., 0.}, Automatic, Offset[10]], {{{-15.9, 
-          0.}}, {{-15.9, 0.}}}]}, 
-        {RGBColor[0.945109, 0.593901, 0.], PointSize[0.012833333333333334`], 
-         AbsoluteThickness[1.6], CapForm["Butt"], 
-         GeometricTransformationBox[InsetBox[
-           FormBox[
-            StyleBox[
-             GraphicsBox[
-              {EdgeForm[None], 
-               PolygonBox[{{0, 1}, {1, 0}, {0, -1}, {-1, 0}}]}],
-             StripOnInput->False,
-             GraphicsBoxOptions->{DefaultBaseStyle->Directive[
-               PointSize[0.012833333333333334`], 
-               RGBColor[0.945109, 0.593901, 0.], 
-               CapForm["Butt"], 
-               AbsoluteThickness[1.6]]}],
-            TraditionalForm], {0., 0.}, Automatic, Offset[10]], {{{-30.9, 
-          0.}}, {{-30.9, 0.}}}]}}, {
-        {RGBColor[0.9, 0.36, 0.054], PointSize[0.012833333333333334`], 
-         AbsoluteThickness[1.6], CapForm["Butt"]}, 
-        {RGBColor[0.365248, 0.427802, 0.758297], PointSize[
-         0.012833333333333334`], AbsoluteThickness[1.6], CapForm["Butt"]}, 
-        {RGBColor[0.945109, 0.593901, 0.], PointSize[0.012833333333333334`], 
-         AbsoluteThickness[1.6], CapForm[
-         "Butt"]}, {}, {}, {}, {}, {}, {}, {}}, {
-        {RGBColor[0.9, 0.36, 0.054], PointSize[0.012833333333333334`], 
-         AbsoluteThickness[1.6], CapForm["Butt"]}, 
-        {RGBColor[0.365248, 0.427802, 0.758297], PointSize[
-         0.012833333333333334`], AbsoluteThickness[1.6], CapForm["Butt"]}, 
-        {RGBColor[0.945109, 0.593901, 0.], PointSize[0.012833333333333334`], 
-         AbsoluteThickness[1.6], CapForm[
-         "Butt"]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}}}, InsetBox[
+  GraphicsBox[{{{{}, {{}, {}, 
+       {RGBColor[0.9, 0.36, 0.054], PointSize[0.009166666666666668], 
+        AbsoluteThickness[1.6], CapForm["Butt"], LineBox[CompressedData["
+1:eJwsm3dcjX8Ux5saKg0l0k573FvdUbd7u8PKyMjIKkL2CGWFUD+yZaWFpIQ2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+         "]]}, 
+       {RGBColor[0.365248, 0.427802, 0.758297], PointSize[
+        0.009166666666666668], AbsoluteThickness[1.6], CapForm["Butt"], 
+        LineBox[CompressedData["
+1:eJw8nHdcje8bx9t7H5KRTdqd6ux9TiQj38xIoYwkFMrISIoiiUIiI9kZGaG4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+         "]]}, 
+       {RGBColor[0.945109, 0.593901, 0.], PointSize[0.009166666666666668], 
+        AbsoluteThickness[1.6], CapForm["Butt"], LineBox[CompressedData["
+1:eJwtmnlcTO8Xx5NokUiLSJbSRlHT7PtSWrWS7AnZsoUsyb6lflkifaMkEVmz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+         "]]}}, {{}, {}}}, {{}, {
+       {RGBColor[0.9, 0.36, 0.054], PointSize[0.012833333333333334`], 
+        AbsoluteThickness[1.6], CapForm["Butt"], 
+        GeometricTransformationBox[InsetBox[
+          FormBox[
+           StyleBox[
+            GraphicsBox[
+             {EdgeForm[None], DiskBox[{0, 0}]}],
+            StripOnInput->False,
+            GraphicsBoxOptions->{DefaultBaseStyle->Directive[
+              PointSize[0.012833333333333334`], 
+              RGBColor[0.9, 0.36, 0.054], 
+              CapForm["Butt"], 
+              AbsoluteThickness[1.6]]}],
+           TraditionalForm], {0., 0.}, Automatic, Offset[10]], {{{-5.3257, 
+         0.}}, {{-5.3257, 0.}}}]}, 
+       {RGBColor[0.365248, 0.427802, 0.758297], PointSize[
+        0.012833333333333334`], AbsoluteThickness[1.6], CapForm["Butt"], 
+        GeometricTransformationBox[InsetBox[
+          FormBox[
+           StyleBox[
+            GraphicsBox[
+             {EdgeForm[None], 
+              PolygonBox[{{-1, -1}, {1, -1}, {1, 1}, {-1, 1}}]}],
+            StripOnInput->False,
+            GraphicsBoxOptions->{DefaultBaseStyle->Directive[
+              PointSize[0.012833333333333334`], 
+              RGBColor[0.365248, 0.427802, 0.758297], 
+              CapForm["Butt"], 
+              AbsoluteThickness[1.6]]}],
+           TraditionalForm], {0., 0.}, Automatic, Offset[10]], {{{-15.9, 
+         0.}}, {{-15.9, 0.}}}]}, 
+       {RGBColor[0.945109, 0.593901, 0.], PointSize[0.012833333333333334`], 
+        AbsoluteThickness[1.6], CapForm["Butt"], 
+        GeometricTransformationBox[InsetBox[
+          FormBox[
+           StyleBox[
+            GraphicsBox[
+             {EdgeForm[None], PolygonBox[{{0, 1}, {1, 0}, {0, -1}, {-1, 0}}]}],
+            StripOnInput->False,
+            GraphicsBoxOptions->{DefaultBaseStyle->Directive[
+              PointSize[0.012833333333333334`], 
+              RGBColor[0.945109, 0.593901, 0.], 
+              CapForm["Butt"], 
+              AbsoluteThickness[1.6]]}],
+           TraditionalForm], {0., 0.}, Automatic, Offset[10]], {{{-30.9, 
+         0.}}, {{-30.9, 0.}}}]}}, {{}, {}}}}, InsetBox[
      TemplateBox[{
-       GraphicsBox[{
-         Thickness[0.00893415527561869], 
-         StyleBox[{
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGI7IGYC4jMg4PPDngEEAowdIPx/cP7B7n1NJo8ZHOwr
-I1aY/jV2MAaBz4wOX3fe6vqbauKg/knl5SxODocniQuvmZw3gejn4YXzq+//
-uGW8WhDOnzUTCCxFHByaHh2foY3g1/+2KjiXYQznS8+L0zzdYOTwHwTiBR0i
-xbdfZNhn6JCeBgTPuOF8mY1i85kUEPyS5SUb/vFzOXR7vWIxOWgIcc8ZDof9
-tbIW6UcMHexKHGtPx7A7fN4QkD3ruKGDCdhDbA5L7u/jm6MMNe8BG0S/IFR/
-D5eD9wl229muUPkEHofb0jWJRqGGDjGqETLn/vDB+eBwaxCG8x+4xjvOuijq
-0AMyb6MBnH98145eNgN9OH8GyN87dSD+vS/kcP5q2Bt9aW2HJbeWPzY8zAPn
-+z/xvGQazAHnQ/zD4pASe8eNuULb4TrvbbHUMkaHFl7/9VNUdeDxuV71SfO8
-tToOLeK1rJnHftuD9VvrOjz2e5nwV/6HfS0o/Dv0oOH7yX7qBP4qM289h5yp
-CYUWn7/Z+98CeuiSDtR/P+xFQB76ou0w/8TkJdnLftofP+y0NnOfFjx9gOPb
-Xwsevs+ztL9Nl9WC2s8J54P9u18AzgeHh6GoA9h8E21Iergp7gCzPxoU3jWS
-DkdB4XdB16E/otufMUAKGm56cD44/hgN4Hxw/E01cHBbc3Q5Q4SkQyPL0X5D
-cUOHN2253UazxSHpI8XQIQ0MxByiFRw/Js8xdNAApW9PUQd9rZXCF7YYwuMH
-nD4vGDpEgdyzR8yhYE337YwJRg59IPsMJBxOg8JDzhjONwDpv4Lgg+PrhQkk
-/cwRcTgFUj/PFBq+fHA+WP0Hdjj/y76PW9OnMUPSa7KpQyo4vv7ao+Q/pPwM
-AGkkpqI=
-            "]], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZjR2DA5dDXI4rjYxJhJiV5cakhl
-k2omMe5HZgMAEs4CVw==
-            "], CompressedData["
-1:eJxdk31IU1EYxjeVQioKLaw528bcx51su1enDlF6KhKlxBShUZaZn31YQkqY
-E0nT0JVpaFiKlEUWmZpoipSGJopfZYaFSV8YSegfmohgZTv36hn0wvnjx33u
-Oc953vcoTpyLTnIWiURi+9plX072dYtUkRKeNceYQXA4HhOtuROuQs5yUPqI
-mcMQqY1qGHWP3N+YOCTzpUbkaFnsX3cHa6bya4YHWMp102GGlTIWlzdFNpbv
-W9OzKL9ScHhMqkZF6eaLAT5G2ILDO5K7lVghFadAWH1vncisxELnXGvKohQi
-UqwSW7NuZAy/kmJvab5b8k8FCuTrVUPlUsFftRwvbZ15pgQphglb5ZgpTLP5
-VklQRPZ/qxB09RLhHJkSsSqLdOS5BM2Gs/fEUm/h+5AELq7FsoQGB7cj71uf
-WUWZJTl4q+n/LYFL3YmnNHR/Ps8dDD0/asLTGu/LUH/+wS+ibyo01H+Tyh5c
-hFq4330pnhI/v1VI5GP0osyfZ91J+arFFineIkMEydVZjZjZsbnKSzKab/bn
-pQm/I3IkHJ0MdW7XQq+QLZwZN1Lu79nz5OQnI9rI/T5okV5v+5gKFgHEn5iB
-xaNtVFTCIo7MgysDj4p3rqm17Kp/hvY7e77p4OkgRsh1hYWMND5OB9L2pO0c
-Aon+q07YX86hhfi3+lC2kv87DJS7crzMKd4sQrIsD/3TWMr8HH3XO9il9zp3
-QQcvftD0qCTz9FgDkx8pH8q8rVwdZT6fSQa+RDamQV9H+7V1TVrk83OqFfRd
-2tV3oEEj6c8sI+T3TC3oS3XCnJSo6X3W+ED/+pCqCqPjO5mPYg4ppJ+hOsp8
-7pUGyr/sMdz+wWJDqCrTqZjFVPzdcVMXh5nzrduW9+vRU1h3aKCZQy55l9Na
-vHeb3/36AYc/i5lfqqNUyLDLBhs4Yd5rlVT///v+B7q0ssM=
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1,
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {
-             1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCwBmIQ3RtcojLd3s5hs/mPQylZmg4+J9htZy+1c0iJvePG
-vEPL4YZ0TaLRVDuHGTOBQFLbYcn9fXxzgm0ctjs0PTr+Q8vhDAjssXZYr/qk
-ed5bbYctIHO0rB2eJC68ZuKv42BiDATJVnD+fxBYbwnnF6zpvp3xwMJhSntr
-1OU72g4ga2ZaWsDtA7sn1BxCi2o59IHce9/MITUNCNo04HxdRfkvOdPU4PwN
-enmLGW1UHEDOOjvLHOLOOUoOySB/nbBwUL72KJghRsnhhtAnx/Nt5g7V93/c
-Ms5WcIgQ336RIc7c4UD3viaTx/IQ93iaO/REdPszCiD4b9pyu42k5eB8sD+D
-ZRwOti0PPzXJ3EF+14J9qX7SDl933ur6G2rhUAM2X8rB7+LEmH+fzRwUQPJ5
-4g7TJvBXme02g7jvjZiDxNQrnBlNZg4PXOMdZ00UgfPB9swUgvNlNorNZ1rA
-6RCj4Pgx+Y25g32JY+3pOYwOPV6vWEw+WsL5HzYEZM8Kt4Hz7YHRNsPaDuLe
-zbxwPtg/s8XgfLD79aQdePzXT0mtsHWIUY2QORcjB5GPtoHzwfF3wRLOB/vj
-jwWcD/bfbAtIvMvLw/mw8Ibx9+TXvJ15VcFhIyje9lg4rBXS4UvXU3TwBsW7
-qiUkPB4qOkSC4sfO0sF5QrNQGpeSwxdQ+LpC+VJKDqBkkRZm6VAJMt9aCZLO
-6i0djMFAyeEzKDymW0Ls11aCpnMEv57laL9huhWcX7JV9PdpO2uI+44qQdLh
-U2uIezYqQ9OVjcOpw05rM/epQOL7q42DLyiemdXgfEh4q8P5XuB0reHA46Za
-yvTKxkFu+QsPvf0aDhpvefcZnLSB50f0/AkAMzmeWg==
-             "], {{
-             25.814099999999996`, 13.6141}, {26.89529999999999, 13.6141}, {
-             27.626599999999993`, 12.7234}, {27.626599999999993`, 11.3734}, {
-             27.626599999999993`, 10.339100000000002`}, {26.959400000000002`, 
-             9.625}, {25.989099999999993`, 9.625}, {24.924999999999997`, 
-             9.625}, {24.2094, 10.4516}, {24.2094, 11.674999999999999`}, {
-             24.2094, 12.898400000000002`}, {24.796899999999997`, 13.6141}, {
-             25.814099999999996`, 13.6141}}, {{26.5609, 6.478129999999999}, {
-             28.357799999999994`, 6.478129999999999}, {28.978099999999998`, 
-             6.1125}, {28.978099999999998`, 5.07813}, {28.978099999999998`, 
-             3.7125000000000004`}, {27.7219, 2.6953099999999997`}, {
-             26.053099999999997`, 2.6953099999999997`}, {24.670299999999994`, 
-             2.6953099999999997`}, {23.7172, 3.5046899999999996`}, {23.7172, 
-             4.6812499999999995`}, {23.7172, 5.3968799999999995`}, {
-             24.129699999999996`, 6.0484399999999985`}, {24.7656, 6.31875}, {
-             25.020299999999995`, 6.445309999999999}, {25.4656, 
-             6.478129999999999}, {26.5609, 6.478129999999999}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1,
-             0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGIdIGYCYt+LE2P+Ods7PM/S/jZdVsthi/mPQym3EPz5
-NjpXZtk5wPnFW0V/n3ZzcNDXWil84YkmnD9jAn+V2Wl1OF+4clLJ2SUKcP6O
-YKuI/+6yDu6qpUyzHBwcvuz7uDX9moxDA8vRfsPv9g6tCuyqZ7bIOGzRy1vM
-aGPvIALS34Lgv2nL7TaaLeXA479+SqqBg0OMaoTMuT1SDjelaxKNUh0czoCB
-lIP5taO5JjMQ/PrfVgXnDuDm/47JPfpvlyPcfBgfZn+P1ysWk0BHuPvkHT8m
-n/nq4JCaBgTPZBxmgsBHqH/EZOF8mP9h/E0gf8iowfngcGfWgNjn5Ohw/mrY
-G/3Z0PBchuBXRKwwPfsYwU8H2cvn5JAQEqS+QFPTYU337QwGfScHA1B8qGg4
-XMyPZz8XieBvANmb4+Tgc4LddvZXbQdvEB3q5MDC2SWfrKfjEFyiMv2/gZPD
-k8SF10z8dRz218papPMg+Dtvdf1NPe8I54Pt73OEhp+2g33To+Mzkh0dzG32
-Bk1j1Ib7b84i5Z1/nmvA+TD7wObdd4Cb93lDQPascgcHH1B4LNaGhC+vg0PA
-LVDEajvA0ifMfPT0CgBoEj14
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 
-            4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJeKK32pHne2VUuDk8SF14z8ddxuJwfz36u0RnO318r
-a5G+xcmh9rdVwTkOTTj/TfFW0d/eKnB+wNvLH2cslHdIOHxZOzXT2WFnsFXE
-/3ZJhxOaVpNO57vA+T1er1hMVrrC+XUgczvcHJwnNAulaSnA+WD736vA+TNm
-AoGlpgOImnnQFe4+dPfrTljww7DNxUF86hXODCdth0SQexxd4XyHpkfHZ5x2
-dcjM/9B6UkQDzn/gGu8466AynA92j5SCw0a9vMWMKa4O/0FgvjTEnv0ucD7Y
-f9+d4Xyw+wqdHUoPb3OdeVcBzn8UIb79YoIqnP/3W+mDOYaaDibGQHDZGe4+
-dPcDAL4pwwE=
-            "]], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGIZIAaxQYAJSjNCxZiR+AxobFxqkMWJYZNqPrXcQIl6
-YtwAANeLAk0=
-            "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJrIGYC4vbl4aeMzng5sHB2ySfr6ThcyI9nP7fTy+FJ
-4sJrJv46DstfeOj9D/Ry8Lk4MebfYm0H82tHc01eeDoE3JKuSTTSdthfK2uR
-XuPpYG6zN2gaI4L/PEv723RZLYfjmlaTTh9H8ENKVKb/l/CC83u8XrGYKHo5
-6GutFL7wRBPOnzGBv8rstDqcfwYE5ijB+TNB4KUiRJzFyyE1DQjYFB0ixLdf
-ZLjm6VB9/8ctY28FB5bFk6wY53o6yO9asC/1nJxDZcQK07PRng7qn1Reznop
-6zD5G1v8DB4EX+iT4/m0ox5wPtg/PR4OMaoRMufmyDlUgPRneziYGAPBZXmH
-nbe6/qb6e0Dsy1ZwCAb5z8HDwX3N0eUMGYpwfvnhba4zzyrB+bDwLt4q+vu0
-ngc8vNd0385gOO4OD++boGCOdYeHd+Lhy9qpH93g4Q3jw8JzCsg/Nu5wPjg8
-+hB83QkLfhhOc4eHN4wPC28Y/46m7Jr/xUpwvvOEZqE0KwUHialXODMWuUPC
-o0YO7l5w+D+TgYTvZ3eH9UI6fOn/pOD+BYcnp5QDKyg+tiL4rqqlTLMEPOF8
-cHpL9ITE6xuo/hmeDiKVk0rOtsjA4x/mHhgfFj/gcJQHph9wApGFp7c3bbnd
-RrOlHBJA4bUQmp7OSDnkcP5ckL4YwQfbfxDBTwf56x5uvsqT5nlns7zh5sP4
-MPfuAKUPcW+HVgV21TNbZBzu7+ObY3zJy+HLvo9b06/JOMDyHzi9WMjC+cIg
-/UsUHNDzJwDBuJoy
-            "]], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa
-jwDSKwJB
-            "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJzIGYC4oqIFaZnb/s5vGnL7TaaLeVwVNNq0ulwf4cz
-YCDlcCE/nv1cJIK/v1bWIr0GwQ8pUZn+fwZu/hvefQYzhQLg5sP4IpWTSs62
-yEDMv+jv0KrArnpmiwxEX4+/w5d9H7emX5NxmGujc2VWm7+D+5qjyxksZOF8
-YZD+JQpwvgfIYcfV4Hz55S889Oq1HEq2iv4+Lebv8CRx4TUTfx0HlSfN884a
-+cH5XzYEZM967gvng+3f4+ugqyj/JUdMx+HuPr45xpN8HX68fX3Aslnb4QNI
-/Xcfh83mPw6lZGnC+SycXfLJejoON6RrEo2e+sDNE/nkeD6t1sfB5+LEmH+L
-tR3smx4dnyHs4xBwC6RQ2+E4KLyXezuY2+wNmsaI4D/P0v42XVbLwcQYCD4j
-+HtB4e/iA+dP+cYWP8PHx0Ffa6XwhSeacP6MCfxVZqfV4XxYeMH4O4KtIv67
-Q8PTzQce3gmHL2unMvrA40Pe8WPymaXe8PiC8WHxaX7taK6JgY9DjGqEzLk9
-Ug5rum9nMKT7wON/KTAa/i9E8FkWT7JivIvgb9DLW8wo4gvXn5oGBPN84ebD
-+DD7VUHx5+QLd5/PCXbb2X8R7ofFB8x/MD7M/zC+GSi8E9Xh/OO7dvSyXdCA
-+K/W1+HEYae1mXFakPT5E8G/D0oPTX5wPiz/zFmkvPPPcQ04PyP/Q+vJEDUH
-9PwFAL4FlSs=
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0,
-              1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-             0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQLe4R8EficKDDFvMfh1K8tB0OX9ZOlewKdFir+qR5
-Hq+Ow0wQyA10eJK48JqJv45DhPj2iwxeCP5b3n0GM/UQ/Pv7+OYYiwU6nDjs
-tDZTTsdhw8OXUzf9CXAQ6fF6xbJF28EYBBYHOBwHydtpOXQDhU0yAxwSQoLU
-F3hqOnzeEJA9yznAISX2jhvzDzU43/fixJh/zipw/vtF6xXO7lB0ALs/PsDh
-738gsJd3eLF9PfPzCQEOrQrsqme2yDhcPZpr0rA5wCFCNULm3B0pB385sSzf
-xwEO6p9UXs7ilHIQ/uR4Pk01EM6Xd/yYfMYSwQc52yQw0KHm/o9bxt5SEP+F
-BTpUgPjdUhD/HA90cJ7QLJRmpQAJv0OBDm/acruNZks5PBaRPfn0c6BDDMj+
-PVIO7cvDTxmxBDmcAQMph/21shbpAgi+ptWk0/USCD4oGs6qIfjSrx+ZSdkE
-wc0D+8cZKr9GChI+4Qh+cInK9P85QXD3wPgilZNKzrbIQPxjFwQPL7B+6SCH
-L/s+bk2/JgN3z45gq4j/7rJwvjBI/xIFVPfKGDnsvNX1N5U/yMG+MmKFqa2R
-wxtQ+ngU6JAMjk9Dh/x49nOSBwMh9lw3hKSPgkCH60LAiFiG4OtrrRS+YGLo
-sLWl5sLmlQg+KJr/70bwYekXbD4Hgg9Op30GDujpGwDb803L
-             
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQLe4R8EficKDDGRDIUXGA8ZWvPQpmiFFyyI9nPyd5
-MNDBeUKzUBqXkkNlxArTs5sDHcI5xdqN/RUddt7q+ps6PdAh4O3ljzMWyjvU
-rNuWVJ8a6KD6SeXlrJWyDltbai5sNkXw25eHnzK6EwDnS79+ZCY1J8DBfc3R
-5QwdinC+1Lw4zdMBqnD+nEXKO/8c13BY3X07g+FygIMMSP6ClsNb3n0GM/UC
-4fxur1csJqEIvo3OlVnPagMd0tNAQMuhFuS+hYEOf96+PmC5WNNhwoIfhs+2
-BTr8/Vb6YI6hJtz/MPtg/FSQ9jYEHxZeAJv9kKs=
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4uZAz7kN24Idum08d6V9UnSA8UPeXv44o1He
-4erRXJOGzcEOM2aCgKxDgJxYlu/qYAf5XQv2pfJJO7QvDz9l9CDYYQ5I+qek
-wxMR2ZNP2UMcdgZbRfxvl3Tg+LkgfbMZgg+W343gN4Hskwp1eNOW2230WxbO
-d57QLJQmpQTn88cG3DcSV3YQ+eR4Pk0w1KET5N5Lyg6R4tsvMvwLccjM/9B6
-skTF4dOGgOxZj0McHkUAJRxUHUAUw6EQB4mpVzgzFqk6aFpNOl2fEeJwBgR0
-1BwK4tnPSYqGOLBwdsknr1NzAHvzZ7DD32+lD+YEqsP5cxYp7/xzXAPOP3HY
-aW1mnJZDj9crFhPZEAdxkPlO2pDwiUbwd97q+ps6H03+cohDC6//+imqWnC+
-x/5aWYvlGnD+q+Ktor9fqztURKwwPfsewQe7+0OIg//FiTH/Dms6KDh+TD7z
-McTBHaS/Xcvhxfb1zM+/hDj8ePv6gGWztsOa7tsZDPtDHHQV5b/kiOk4pIHA
-rBCHJ4kLr5n46zhsePhy6qYCBJ8TFF+/guH8dJD6TVB+vxacb2IMBJvV4XxY
-eILpE8EOKbF33JglVB2+gOLjO1Q+R8VBwiPgj4RwiMOMCfxVZtwqDiElKtP/
-e4Q4fFi0XuFsh7LDg318c4z7QhzCOcXajfmV4eml/PA215l7lSDhcz4EEv9C
-CH4pSP6uApxfc//HLWNvOYcDwGBJnxMCSc8PpR3aQOk1BMG30bky6xkngg92
-z5VgSHqUloPzhSsnlZxdogDno+cXGB8AZep5vw==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4h9s8TN85oY6TJ/AX2XWrekA4xuDQLICnH/f
-Nd5xlqCMw4QFPwyf7Qt1UP+k8nIWp5RDj9crFhPeMDjfTbWUaZYKgh9SojL9
-v02Yw5u23G6jaCkHCY+APxLOYQ5nwEDK4YmI7MmnxWEONfd/3DLWlnPg+Lkg
-fXNamMPf/0BgLw+x3zfMIUY1QuZcjJxDpPj2iwx2YQ4VIPXccg6cIPVaCP6a
-7tsZDMwIPti8T6EOvRHd/owB8nA+f2zAfSNzRTgf5v8X29czPy8Jg/OPXNZO
-lawLcxCfeoUzw0kbrv7Pt9IHcwQRfI/9tbIW7jpw/pT21qjLc3QdFBw/Jp/5
-GupgarM3aNpBPQcbnSuznv0NdbgtXZNolGrgsLWl5sLmj6EOy1946P2faODw
-DeTfm6EO+lorhS+EGDioPWmed3ZXqAMoOP7LGzgEyIll+c4OdWDh7JJPfqfv
-4FXdrO8zL9Sh5tOGgOxfehD5+VD18Qj+i+Ktor+zdeH8gFsgB2g7MIBAQKiD
-zwl229miWnD+ZvMfh1KyEOkBFh4AdaPuxA==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-              0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1,
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBGIQDQYXwh0euMY7zmJUcJiw4Ifhs1PhDm/acruNZks5
-BJeoTP/PE+FwBgww+ff38c0xlkLw/eXEsnzlEfz1D19O3WQR4RCjGiFzbo+U
-Q826bUn1qRFw82F8kcpJJWdbZBzkHT8mn7GF8pfIOAh9cjyfphrh0KrArnpm
-i4yDMIivGOHgvubocgYLWTjfeUKzUJqWApx/4WrYG/3fqnD+fxCYr+Xwhnef
-wcxv4Q5PEhdeM/HXcXBTLWWa1YDgv9i+nvl5CILftjz8lJFOuIPPCXbb2V+1
-HWaCAGu4Q82nDQHZVtoOIGrW+TCIvKkWnG+gtVL4goqGw5HL2qmSr8IcXhVv
-Ff39Wt0hABQ+38Mc5ixS3vnnuYbDBlD48IQ7pKeBgJaD6pPmeWfFwuHuBdvn
-iuB/Y4uf4bMUwQe790y4Q+At6ZrEIk0HWHyycHbJJ/epQezLDoeHB1j9gzCH
-E7t29LIZqDqs6b6dwbA8DBL/G5Xh/PLD21xnvlWA81NBznsmA3HftTAH9U8q
-L2dxSjlIeAT8kVAPh/PB8WWJ4HP+XJC+2SvcYQbIH5ZSDgqg+A0Md6i4/+OW
-cbeUA3r6AwDoMygu
-             "], {{95.25, 8.670309999999999}, {
-             94.78909999999999, 8.018749999999999}, {93.7875, 
-             7.4156299999999975`}, {93.1672, 7.4156299999999975`}, {
-             92.53129999999999, 7.4156299999999975`}, {91.975, 
-             8.003129999999999}, {91.975, 8.687499999999998}, {91.975, 
-             9.274999999999999}, {92.29379999999999, 9.831249999999999}, {
-             92.77030000000002, 10.132799999999998`}, {93.1672, 10.3719}, {
-             94.04219999999998, 10.593800000000002`}, {95.25, 
-             10.768799999999999`}, {95.25, 8.670309999999999}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4sOXtVMlX0U4TJ/AX2XWrekA4xuDQLICnH/f
-Nd5xlqCMw/5TC123cUc6qH9SeTmLU8rBuTvn+e9IBP+IwoaijEIEP0+o+cCp
-zkiHN2253UbRUg4yUSnW9/sjHc6AgZRDgkCE5ZYDkQ4193/cMtaWc3gTuEOu
-dXOkw9//QGAv76BuyLFGZlakQ4xqhMy5GDmHTseEpxe6Ih0qQOq55RyKMya+
-rSlH8LXbxW6e80fwi0Dy9pEOvRHd/owB8nA+f2zAfSNzRTgf5v8ae9O4XQeR
-+CLr3B+einQQn3qFM8NJG67+z7fSB3MEEXyP/bWyFu46cP6U9taoy3N0HTaf
-KNs33ynSwdRmb9C0g3oOy2YDQ8gr0uG2dE2iUaqBgxcPk3a7XaTD8hceev8n
-GjisdX9YJaIW6aCvtVL4QoiBQxif7qa57JEOoOD4L2/gIP36kZnUiwgHFs4u
-+eR3+g7iHgF/JF5HONR82hCQ/UsPIv8mAqI+HsF/UbxV9He2LpwfcAvkAG1I
-PMyJcPA5wW47W1QLzt9s/uNQShYiPcDCAwBojvfP
-            "]], 
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQ7f6wSmRdf7TD3/9AYC/vcF7p9s+6pmiHA937mkwe
-yzscUdhQlOEY7eC65uhyhgpZB5funOe/NaMdUtOA4JmMQ8uBUwtd/0XB+Rl7
-SiZL7EHwy/fNl9JvjXJYI6TDl75PziFBIMJyS0aUQ/nhba4z3yo4+Jh3OiaE
-Rjk4T2gWSvulCDHPL8phLUj9PSUH/ySgBp8oB11F+S8521QcXLZ9/nvlAYL/
-5e+Vipdq0XD+8tlAFwdFO7Bwdsknn1NxABn/dEa0w5xFyjv/qKs6BOyQa309
-M9phJhioOtSIrHN/OCva4dfb1wcsHyP4BlorhS+4qMH5Z0DgjaZDOJ/uprn+
-0Q5PEhdeM/HXcWAJAwrcjYLznywFOmAHgm9vGrfLsyfKQR9k3hNthy0nyvbN
-T4pyMLfZGzRNUdthjUxUijV/lMMfkP2LNR0EmoEB8DbSYcYE/iqz1epw/pT2
-1qjLMSpwvvK1R8EMMUoO64syJr79E+kgXDmp5OwSBYcVHy/5JklAw/uenAMP
-k3a7mGOUAyh6/9dLw+NjZ7BVxP92SYftwOCsuIjgHwc6T+o7gg/2t0y0g/on
-lZezOKUcPEAGukU7yO9asC9VTxoSnonRDiFvL3+c8VDaYc775ce8y6MdWhXY
-Vc9skXFgB3mwOtrhy76PW9PFZB3Q0xsA7agjQw==
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQveLjJd8kh2iHX29fH7B8rOrwJnCHXCt3tIORMRBc
-VnXw752eJ/Q5ymGL+Y9DKadUHTx4mLTbzyH47g+rRNbNR/DL982X0m+Ngutv
-OXBqoatflMOFq2Fv9H8j+DWfNgRkV6k73AdZEBTlcPoMEOhoOITz6W6aGx/l
-8ChCfPtFBk2H9UUZE9+WRDmkp4GAlkOCQITllgVRDuJTr3BmOGk7bP/890rF
-RQQf5l4YX/+uClsjb7TDdoemR8dvaDnotIvdPCcf7TClvTXq8h9Nhwlva+xN
-zaIdju3a0cv2QcMhIsX6vr9ttIPvxYkx/5g1HNDDBwBQm4mn
-             "]}]}, {
-           Thickness[0.00893415527561869]}, StripOnInput -> False]}, {
-        ImageSize -> {111.93531257783312`, 22.58844333748443}, 
-         BaselinePosition -> Scaled[0.29815266074630126`], 
-         ImageSize -> {112., 23.}, PlotRange -> {{0., 111.93}, {0., 22.59}}, 
-         AspectRatio -> Automatic}], 
-       GraphicsBox[{
-         Thickness[0.007054176072234764], 
-         StyleBox[{
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGI7IGYC4jMg4PPDngEEAowdIPx/cP7B7n1NJo8ZHOwr
-I1aY/jV2MAaBz4wOX3fe6vqbauKg/knl5SxODocniQuvmZw3gejn4YXzq+//
-uGW8WhDOnzUTCCxFHByaHh2foY3g1/+2KjiXYQznS8+L0zzdYOTwHwTiBR0i
-xbdfZNhn6JCeBgTPuOF8mY1i85kUEPyS5SUb/vFzOXR7vWIxOWgIcc8ZDof9
-tbIW6UcMHexKHGtPx7A7fN4QkD3ruKGDCdhDbA5L7u/jm6MMNe8BG0S/IFR/
-D5eD9wl229muUPkEHofb0jWJRqGGDjGqETLn/vDB+eBwaxCG8x+4xjvOuijq
-0AMyb6MBnH98145eNgN9OH8GyN87dSD+vS/kcP5q2Bt9aW2HJbeWPzY8zAPn
-+z/xvGQazAHnQ/zD4pASe8eNuULb4TrvbbHUMkaHFl7/9VNUdeDxuV71SfO8
-tToOLeK1rJnHftuD9VvrOjz2e5nwV/6HfS0o/Dv0oOH7yX7qBP4qM289h5yp
-CYUWn7/Z+98CeuiSDtR/P+xFQB76ou0w/8TkJdnLftofP+y0NnOfFjx9gOPb
-Xwsevs+ztL9Nl9WC2s8J54P9u18AzgeHh6GoA9h8E21Iergp7gCzPxoU3jWS
-DkdB4XdB16E/otufMUAKGm56cD44/hgN4Hxw/E01cHBbc3Q5Q4SkQyPL0X5D
-cUOHN2253UazxSHpI8XQIQ0MxByiFRw/Js8xdNAApW9PUQd9rZXCF7YYwuMH
-nD4vGDpEgdyzR8yhYE337YwJRg59IPsMJBxOg8JDzhjONwDpv4Lgg+PrhQkk
-/cwRcTgFUj/PFBq+fHA+WP0Hdjj/y76PW9OnMUPSa7KpQyo4vv7ao+Q/pPwM
-AGkkpqI=
-            "]], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZjR2DA5dDXI4rjYxJhJiV5cakhl
-k2omMe5HZgMAEs4CVw==
-            "], CompressedData["
-1:eJxdk31IU1EYxjeVQioKLaw528bcx51su1enDlF6KhKlxBShUZaZn31YQkqY
-E0nT0JVpaFiKlEUWmZpoipSGJopfZYaFSV8YSegfmohgZTv36hn0wvnjx33u
-Oc953vcoTpyLTnIWiURi+9plX072dYtUkRKeNceYQXA4HhOtuROuQs5yUPqI
-mcMQqY1qGHWP3N+YOCTzpUbkaFnsX3cHa6bya4YHWMp102GGlTIWlzdFNpbv
-W9OzKL9ScHhMqkZF6eaLAT5G2ILDO5K7lVghFadAWH1vncisxELnXGvKohQi
-UqwSW7NuZAy/kmJvab5b8k8FCuTrVUPlUsFftRwvbZ15pgQphglb5ZgpTLP5
-VklQRPZ/qxB09RLhHJkSsSqLdOS5BM2Gs/fEUm/h+5AELq7FsoQGB7cj71uf
-WUWZJTl4q+n/LYFL3YmnNHR/Ps8dDD0/asLTGu/LUH/+wS+ibyo01H+Tyh5c
-hFq4330pnhI/v1VI5GP0osyfZ91J+arFFineIkMEydVZjZjZsbnKSzKab/bn
-pQm/I3IkHJ0MdW7XQq+QLZwZN1Lu79nz5OQnI9rI/T5okV5v+5gKFgHEn5iB
-xaNtVFTCIo7MgysDj4p3rqm17Kp/hvY7e77p4OkgRsh1hYWMND5OB9L2pO0c
-Aon+q07YX86hhfi3+lC2kv87DJS7crzMKd4sQrIsD/3TWMr8HH3XO9il9zp3
-QQcvftD0qCTz9FgDkx8pH8q8rVwdZT6fSQa+RDamQV9H+7V1TVrk83OqFfRd
-2tV3oEEj6c8sI+T3TC3oS3XCnJSo6X3W+ED/+pCqCqPjO5mPYg4ppJ+hOsp8
-7pUGyr/sMdz+wWJDqCrTqZjFVPzdcVMXh5nzrduW9+vRU1h3aKCZQy55l9Na
-vHeb3/36AYc/i5lfqqNUyLDLBhs4Yd5rlVT///v+B7q0ssM=
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1,
-              0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1,
-              3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {
-             1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}, {{0, 2, 0}, {1, 3, 
-             3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 
-             3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBWIQbd/06PiMbGsHXv/1U1IljBy+77zV9VfU2kH9Le8+
-A0sjhxvSNYlGT60cboJoVyOH/DXdtzM2IPjh4tsvMugh+P3BJSrT51s6/AcD
-Q4cvIPNcLR22mP84lDLL0IHLTbWUKcrCIQKkr8/Awe/ixJh/j80dPm8IyJ7F
-buDwJHHhNZP15g4PQAoW6MH5cxYp7/zTrgPnB9wCWajtkAYC08wcfE6w2842
-1YLzf719fcCyWROu/g+IvxjBF66cVHJ2iQKcvyPYKuK/u6yDiTEQLDZ3+LLv
-49b0azIOdb+tCs5JmDu0KrCrntki4/AiS/vb9FgzBxGQ/hYE/01bbrfRbCmH
-A7WyFulfzB3OgAEm/9Rhp7WZcRZwPjiY9iP4y1946P03tHSIUY2QObdHyuE5
-yH35VnDzYXyY/eD4m20Jd1+31ysWE0FLuPvB8cJqCfcfjA/zP4wPCx99rZXC
-F65Ywfl/vpU+mPPRysEfFN5B2nD1sPCH8VtACeipLpx/XeiT4/ljBpD4trJ0
-qAWFo4UhxH+KVnA+OL30I/j1IPqGlUO0guPHZBlDB5UnzfPOWlnDzYOl18eg
-cLiP4MPSLwAYsEa/
-             "], CompressedData["
-1:eJxTTMoPSmViYGCQAWIQfaRtefgpJjsHXUX5LzliOg4R4tsvMtyzdXiSuPCa
-ib+Ow9QJ/FVm2rYOG/TyFjPO0XZYcn8f35xgG4ft5j8OpWhpO5gYA0GytYPE
-vDjN0x+04Pz1qk+a5/FqOXC4qZYy/ULwz4DAHBtU/hobB5Eer1csVzTh/AtX
-w97o71aH84UrJ5WcXaIA5+8Itor47y4LsXeBjcOXfR+3pl+TcUhNAwIxG4dW
-BXbVM1tkHKaD3B9t7SAC0t+C4L9py+02mi3lsPSFh97/jzYQc89g8hNi77gx
-R9jC+U+ztL9N34ubv7dW1iI9xB5uPowPs1/9Le8+g5l2cPeVbBX9fZrPDu5+
-WHzA/Afjw/yPHl8AwpXMQQ==
-             "], {{29.421899999999994`, 
-             17.618800000000004`}, {28.945299999999992`, 
-             17.618800000000004`}, {28.532799999999995`, 
-             17.206299999999995`}, {28.532799999999995`, 
-             16.729699999999998`}, {28.532799999999995`, 16.2688}, {
-             28.945299999999992`, 15.854700000000001`}, {29.4063, 
-             15.854700000000001`}, {29.867199999999997`, 
-             15.854700000000001`}, {30.296899999999994`, 16.2688}, {
-             30.296899999999994`, 16.729699999999998`}, {30.296899999999994`, 
-             17.173399999999997`}, {29.867199999999997`, 
-             17.618800000000004`}, {29.421899999999994`, 
-             17.618800000000004`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1,
-             0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGIdIGYC4gaWo/2G3+0dnmdpf5suq+VQvFX092k3Bzjf
-/NrRXJMZCD6P//opqQscHPS1VgpfeKIJ58+YwF9ldlodzheunFRydokCnL8j
-2Criv7usw/19fHOMZzk4fNn3cWv6NRmH29I1iUahDg6tCuyqZ7bIODxNXHjN
-5L29gwhIfwuC/6Ytt9totpTD8hceev87HRxiVCNkzu2Rgrh3n4PDGTCQcriY
-H89+7iOCLz71CmeGlCNO/pRvbPEzRJzg5sP4MPvVnzTPO7vKEe6+nbe6/qb6
-OzqkpgHBMxkHYxDwdoT4R0wWzof5H8bfpJe3mFFGDc73vTgx5h+zhsNkkH1z
-HB3OXw17oz8bGp4MTnC+8CfH82m2CP5/EEh3ckgICVJfoKnp4K5ayjSrw8nB
-ABQfKhoO2Zw/F6RvRvC9T7Dbzj7q5OADor9qOzwBhed6JwcWzi75ZD0dhze8
-+wxmdjlBxP11HCLEt19kSEPwg0tUpv/XQPDB9j+HhZ+2w01Q/O11dDC32Rs0
-jVEb7r85i5R3/nmuAefD7AObZ+EIN6/H6xWLyUUHBx9QeCzWhoRvuoNDwC2Q
-wdoOsPQJMx89vQIAbxouwQ==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4vk2OldmuTk7dNt47kr7pOgA44e8vfxxRqO8
-g7tqKdMsB2eHGTNBQNbB/NrRXBMDZwf5XQv2pfJJOyx/4aH3f6azwxyQ9E9J
-h4TDl7VTXzo77Ay2ivjfLumwpvt2BoO7C5yfCJIPdIXzF4Ds43NzeNOW2230
-WxbOd57QLJQmpQTn88cG3DcSV3Y4UCtrkf7H1aET5N5Lyg4+J9htZ191dcjM
-/9B6skTFoe63VcG5Ba4OjyLEt190UIXIx7o6SEy9wpmxSNXhDe8+g5mrXBzO
-gICOmkNFxArTs8wuDiycXfLJ69Qg4mecHf5+K30wJ1Adzp+zSHnnn+MacP6J
-w05rM+O0HDbq5S1mFHFxEAeZ76TtYAEKnwkIPo//+impEq6o8g2uDi28QAlV
-LTjfYz/QY8s14PxXxVtFf79Wd+jxesVishPBNzEGgt2uDv4XJ8b8O6zpcFO6
-JtFor6uDO0h/u5ZDDufPBemHXR1+vH19wLJZ2+HLhoDsWeGuDrqK8l9yxHQc
-0kCAz9XhSeLCayb+Og5/YnKP/tvlAueD4+u8M5yfDlJvB+X3a8H5YHdsVofz
-YeEJFs92dkiJvePGLKHqUA+KjxNQ+RwVhxOaVpNO/wempwn8VWbcKg4OTY+O
-z8h2cfiwaL3C2Q5lB1C0MXxzcQjnFGs35leGp5fyw9tcZ+5VgoRPBTT+hRD8
-UpD8XQU4v+b+j1vG3nKQeBdyhaTnh9IOK0DptdEFzhf55Hg+7a0znA92T7Mz
-JD1Ky8H5wpWTSs4uUYDz0fMLjA8Afgd1CA==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4pASlen/Fdwdpk/grzLr1nSA8Y1BIFkBzr/v
-Gu84S1DGoW15+CmjFHcH9U8qL2dxSjnU/bYqOMfgAed/2hCQPUsfwefxXz8l
-NcHD4U1bbrdRtJTD5G9s8TNyPBzOgIGUg96EBT8Mz3k41Nz/cctYW86hMmKF
-6dnNHg5//wOBvbxDMMj+Bg+HGNUImXMxcg7iU69wZiR5OFSA1HND1Vsj+Adq
-ZS3S37jD+RUg+dPuDr0R3f6MAfJwPn9swH0jc0U4H+Z/82tHc00ueMD5b3j3
-Gcx85AGx10kbrv7Pt9IHcwQRfI/9QIvddeD8Ke2tUZfn6Dose+Gh9/+iu4Op
-zd6gaQf1HB7s45tj/Mjd4bZ0TaJRqoHDxfx49nMn3R2Wg9RNNICE9wx3B32t
-lcIXQgwcNurlLWaMcXcABcd/eQMHlsWTrBhl3R1YOLvkk9/pO/yKyT36T8nd
-oQYU8L/0IPKqUPXxCP6L4q2iv7N14fyAWyAHaDukgUCbm4PPCXbb2aJacP5m
-8x+HUrIQ6QEWHgDA+u7p
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQ3bo8/JRRjp/D3/9AYC/vcCE/nv1coJ/Dge59TSaP
-5R2+bAjInnXe18F1zdHlDBWyDrW/rQrOLfB1SE0DgmcyDgmHL2uneiL4LIsn
-WTEe9YHznyQuvGYS7uOwRkiHL32fnIPOhAU/DOV8HMoPb3Od+VbB4QPI/O/e
-Ds4TmoXSfilCzHvp7bAWpP6eksMN6ZpEo6feDrqK8l9ytqlAzOXzhfPf8u4z
-mDkLwb+7j2+O8SdfBxbOLvnkcyoOc210rsyq83OYs0h55x91VQcX1VKmWQ1+
-DjPBQBWiv8nP4dfb1wcsHyP4BlorhS+4qMH5Z0DgjabDBr28xYxvfCH+8tdx
-ML92NNeEA8EH+3+vD5wv8MnxfFqqj4M+yLwn2g5LX3jo/Rf0cTC32Rs0TVHb
-wcQYCLK9Hf6A7F+s6QCKhv/q3g4zJvBXma1Wh/OntLdGXY5RgfOVrz0KZohR
-cpgP8p+bt4Nw5aSSs0sUHHxOsNvOrvWGhPc9OYc13bczGM57Q/TVS8PjY2ew
-VcT/dkmH45pWk06/R/D/xOQe/WflC+eDw7vN10H9k8rLWZxSkPRx09dBfteC
-fal60g6uoPAU8HMIeXv544yH0g45nD8XpFv7ObQqsKue2SLj4ND06PgMZz+H
-L/s+bk0Xk3VAT28A3pEhjg==
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQ7XOC3Xb2WV+HX29fH7B8rOpQEbHC9Gyyr4ORMRBc
-VnX4E5N79J+Rr8MW8x+HUk6pOlzIj2c/99IHzm9dHn7KqAfBf5K48JpJuA9c
-f8Lhy9qpL70dLlwNe6P/G8Gv+bQhILtK3WHGTCD46O1w+gwQ6Gg4bNDLW8zI
-4+PwKEJ8+0UGTYe5NjpXZpn5OKSngYCWg+6EBT8M+3wcxKde4cxw0nY4rmk1
-6fR7BB/mXhT5dF+H7Q5Nj47f0HLYWytrkd7j6zClvTXq8h9Nhx6vVywmO30d
-ju3a0cv2QcNhz62uv6nHfR18L06M+ces4YAePgAM2I4f
-             "]}], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZiR+AxksEk1hxj1lJhJLb2UuBMA
-8t8CMw==
-            "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJjIGYC4uASlen/WwIcZswEgkpVB+FPjufTRAMd/oPA
-fi2H60dzTRqkAx22OzQ9Ov5Dy4Hj54L0zWqBEPWS2hB15gj+/X18c4zdMPnP
-s7S/Tf+r7aD6pHne2U8BcP6Ghy+nbioJcNgAkshVc9h5q+tvqjpUXlbLQfr1
-IzMpiQAHmXlxmqcvaDm82L6e+TlPgEPNpw0B2VbaDlO+scXPuOLv8CRx4TUT
-fx0HV9VSplkv/BzeFG8V/b1a20EFbJ8fxP03tBx8TrDbzpb1d5izSHnnn+Na
-EPc5+cP9u6b7dgZDvr8DC2eXfLKflkMOJ9DDzf4OG/TyFjPe0XSIyT36b5N1
-gENG/ofWkyEqDjz+66ekevg7uK45upyhQtZh6QsPvf+W/g6paUDwTMbhA9CZ
-s+T9HUQqJ5WcbZFxMDEGAm4EH+ZedP4ZMJCC6J/uD+fLO35MPrMU6t56aYfl
-IPtW+juEvL38ccZBaQeJqVc4Mw4h7P8DcvAjqP41cg5bW2oubGYMcOi08dyV
-pqQACU+OAAeQs4yTFSDhHRLgsPLby4ozDcoO4PRxIMChVYFd9cwWGYcI8e0X
-GQ5B+VNkHMQ9Av5InA5w6I/o9mfcIO3gLyeW5Xs5wEF+14J9qXzSDrtB8Xk7
-wOFNW2630Wwph8WTrBh9BQLh/kHn167bllQvieB/BvlfGTdf02rS6fqIQLj5
-MD4sPMHusw+Eu79/wQ/DZ0ZQ+SMy8PS8I9gq4r+7LDy9g82zlnNAzx8ATHt7
-EA==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYCYo6fC9I3MwU7JIQEqS/wVHeA8eWWv/DQ26/h
-UBmxwvQse7DDetUnzfN4tRxebF/P/Fwg2CHglnRNopG2Q/vy8FNGL4IcfE6w
-287+qu3grlrKNOtIkMOTxIXXTPx1HCYs+GH4bBaCf/iydqpkFoKfH89+TtIw
-yEGkx+sVyxZtB+nXj8ykvgQ6yIPsr4fatybQYbtD06PjEpoOxiDQHuggC5K/
-rwbnG4FoYRU4/4FrvOOsifIOj0VkTz59HuiwM9gq4n+7JMS9BUFwPtj+pQi+
-8CfH82kfgxxiVCNkzu2Rcrh+NNek4XeQQ39Etz/jBmm4/2fMBIKdspDwYgt2
-OAMCa+Qg5j0MctgBMi9d1kHbatLp+gNBDl/2fdyafk0G4p7ZCP6a7tsZDNoI
-PticB4EO6WlAoKYI5+8A+T9CFc6Hxc/nDQHZs4SDHOYsUt75Z7kWxP/5CD7M
-PhgfrP9MkIO+1krhCyxaDuIeAX8k7gdB/GOp6XB/H98c42dBGOkBxgcA3hr4
-8w==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQAWIQnZ4GBJ+CHVg4u+ST9XQcvrPFz/B5GezwJHHhNRN/
-HQfhT47n07YGO/hcnBjzb7G2g7bVpNP1DcEOAbekaxKNtB3e8O4zmOkV7GBu
-szdoGiOC/zxL+9t0WS2H9uXhp4wKEPwX29czP5+B4IeUqEz/PyfYQV9rpfCF
-J5pw/owJ/FVmp9XhfOHKSSVnlyjA+TuCrSL+u8s62OhcmfVsZrDDl30ft6Zf
-k3HYeavrb2p5sEOrArvqmS0yDq6qpUyzPIIdRED6WxD8N2253UazpRy8q5v1
-fdYFO5wBA0x+bO7Rf5uOI/gF8eznJB/i5k9Y8MPwmVsI3HwYH2a/zOtHZlIS
-IXD31azbllT/FeF+WHzA/Afjw/yPHl8AAavKxw==
-             "], {{79.05630000000001,
-              17.618800000000004`}, {78.5797, 17.618800000000004`}, {78.1672, 
-             17.206299999999995`}, {78.1672, 16.729699999999998`}, {78.1672, 
-             16.2688}, {78.5797, 15.854700000000001`}, {79.04059999999998, 
-             15.854700000000001`}, {79.5016, 15.854700000000001`}, {
-             79.93130000000001, 16.2688}, {79.93130000000001, 
-             16.729699999999998`}, {79.93130000000001, 17.173399999999997`}, {
-             79.5016, 17.618800000000004`}, {79.05630000000001, 
-             17.618800000000004`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4h9s8TN89oY4TJ/AX2XWrekA4xuDQLICnH/f
-Nd5xlqCMw4QFPwyf3QtxUP+k8nIWp5RDj9crFhPdUDjfTbWUaZYLgh9SojL9
-f0yow5u23G6jaCkHCY+APxLJoQ5nwEDK4YmI7Mmnk0Mdau7/uGWsLefA8XNB
-+ua2UIe//4HAXh5if26oQ4xqhMy5GDmHSPHtFxniQh0qQOq55Rw4Qeq9EPw1
-3bczGJQRfLB5QqEOvRHd/owB8nA+f2zAfSNzRTgf5v8X29czP5+C4B+5rJ0q
-OS/UQXzqFc4MJ224+j/fSh/MEUTwPfbXylq468D5U9pboy7P0XVQcPyYfEY0
-1MHUZm/QtIN6DjY6V2Y9kw11uC1dk2iUauCwtaXmwmbBUIflLzz0/k80cPgG
-8u/PEAd9rZXCF0IMHNSeNM87eyvEARQc/+UNHALkxLJ8d4c4sHB2ySe/03fw
-qm7W99kX4lDzaUNA9i89iPx+qPp4BP9F8VbR39m6cH7ALZADtB0YQKAgxMHn
-BLvtbFEtOH+z+Y9DKVmI9AALDwCKk+oK
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQPWHBD8NnSeEOf/8Dgb28w9aWmgubQ8MdDnTvazJ5
-LO/gplrKNEsk3MF1zdHlDBWyDj1er1hM/oY5pKYBwTMZh9p125LqLyL4AXJi
-Wb79CP6BWlmL9IgwhzVCOnzp++QcnojInnxqHeZQfnib68y3Cg6uIPM1whyc
-JzQLpf1ShJinGOawFqT+npLDzltdf1Plwxx0FeW/5GxTcWAAgS0I/pHL2qmS
-vxB8G50rs56phjuwcHbJJ59TcZB5/chMKifcYc4i5Z1/1FUdCuLZz0nmhjvM
-BANViP68cIdfb18fsHyM4BtorRS+4KIG558BgTeaDqpPmuedVQp3eJK48JqJ
-v47Di+3rmZ9vCIPzwf7vRvCvHs01aYgPc9AHmfdE20HB8WPyGdMwB3ObvUHT
-FLUdQMGU9ijU4Q/I/sWaEHsOhDrMmMBfZbZaHc6f0t4adTlGBc5XvvYomCFG
-CeK/C6EOwpWTSs4uUXD4tCEge9brUEh435NzWDLJitFXJMwBFL3/66Xh8bEz
-2Crif7ukw4aHL6duWoLge1U36/ucQvDB4f0hzEH9k8rLWZxSkPQhGe4gv2vB
-vlQ9aUh4moY7hLy9/HHGQ2mHpkDPuQ1e4Q6tCuyqZ7bIOLzl3Wcw0y/c4cu+
-j1vTxWQd0NMbAFoVG9Y=
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQ/WlDQPYs4XCHX29fH7B8rOrA+XNB+uZ7YQ5GxkBw
-WdXBq7pZ3+dYmMMW8x+HUk6pOmxtqbmweSGCP2HBD8NnRQj+gVpZi/QIhP7a
-dduS6hXDHC5cDXuj/xvBrwFZXKXuMBMEVMMcTp8BAh0NB9UnzfPOGoU5PIoQ
-336RQdNB5vUjMymPMIf0NBDQcngiInvyaXGYg/jUK5wZTtoOGx6+nLppCYIP
-cy+K/IMwh+0OTY+O39ByWNN9O4Phc5jDlPbWqMt/NB2EPjmeT+MMdzi2a0cv
-2wcNBy2rSafrBcIdfC9OjPnHrOGAHj4Ad4aOoQ==
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0,
-              1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-             0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQ3Xzg1EJXs0iHLeY/DqV4aTt8Z4uf4fM3wmGt6pPm
-ebw6DmdA4EGEw5PEhddM/HUcur1esZjsRfAVHD8mn1mI4At9cjyf1hnhcOKw
-09pMOR2HxyKyJ5/mRziI9AA1btF2SAMBsQiH4yB5Oy2HA7WyFul3wh0SQoLU
-F3hqOoCsPbst3CEl9o4b8w81ON/34sSYf84qcP77ResVzu5QdPCsbtb3uRTu
-8Pc/ENjLO0i/fmQmxRLh0KrArnpmi4wDx88F6ZvVIhwiVCNkzt2RcmgK9Jzb
-EBbhoP5J5eUsTikHV9VSplkzEPzgEpXp/9cg+PtB7jsS4VBz/8ctY28piP9O
-RjhUgPjdUg73/Xun51lFOjhPaBZKs1JwiEyxvu9vGunwpi2322i2lMOJsn3z
-pdIjHWJA9u+RcmiY6tydUx4JCdczUg53VNgapzYj+PuB0bGtG8F36c55/nsm
-gj/n/fJj3usR5nnwMGm3b4PKr5FyaHdMeHrhFIJ/peKlmuEDhHtgfJHKSSVn
-W2QcjihsKMrYGAkPL/4Iyy0n+iIdvuz7uDX9mgzcPTuCrSL+u8vC+cIg/UsU
-UN0rY+SwGeThpkgH+8qIFaa2Rg7Pf6/8eCk00iEZHJ+GDvamcbs8TSIdPm8I
-yJ513RCSPh5HOFwHBewyBF9fa6XwBRNDh/VFGRPfykTC+atlolKs9RF8WPoF
-m8+B4EeIb7/I0GfggJ6+AYAoWoc=
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQ3Xzg1EJXs0iHMyCQo+IA4ytfexTMEKPkYG8at8vT
-JNLBeUKzUBqXksPTC0q3f6pFOoRzirUb+ys6bD5Rtm8+V6RDwNvLH2cslHdY
-//Dl1E03IhxUP6m8nLVS1uHF9vXMz1cg+Dtvdf1N9Ufw/eXEsnz5Ixzc1xxd
-ztChCOdLzYvTPB2gCufPWaS8889xDYf7+/jmGLtFOMiA5C9oOSg4fkw+sxDB
-318ra5F+AsHPj2c/J/kxwiE9DQS0HF6qGXKsEYl0+PP29QHLxZoO6kCujFak
-w99vpQ/mGGrC/Q+zD8ZPBWlvQ/Bh4QUAE2yNbA==
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4hp707hdmtEO3Taeu9I+KTrA+CFvL3+c0Sjv
-IN/6OnCHWrTDjJkgIOvgwcOk3S4X7SC/a8G+VD5pB/Y1MlEpwdEOc0DSPyUd
-/Hun5wlVRzvsDLaK+N8u6RCwQ6719UoE/3jZvvlS+jFwPksYn+6m3hiHN225
-3Ua/ZeF85wnNQmlSSnA+f2zAfSNxZYfvwY+Xzm6JcegEufeSssPb5ce8zQtj
-HDLzP7SeLFFx4I+w3HIiLMbhUYT49osOqg6lIOtMYxwkpl7hzFik6rD/1ELX
-bbejHc6AgI6aw3ag8wI7oh1YOLvkk9epQcRzoh3+fit9MCdQHc6fs0h555/j
-GnD+icNOazPjtBxWfLzkmzQh2kEcZL6TNiR8ziH4W04APSwUgyrvFuPQwuu/
-foqqFpzvsb9W1mK5Bpz/qnir6O/X6g6xuzx5mJIR/PKXaoYcKTEO/hcnxvw7
-rOmwwHXb579AvjtIf7uWw5Ols48oZMQ4/Hj7+oBls7aDOCgAjWIcdBXlv+SI
-6TgINB84tZA3xuFJ4sJrJv46DlOcu3OeP46G86+fA4ZwLoIPVq8K5fdrwfkm
-xkCwWR3Oh4Un2H020Q4psXfcmCVUHdodE55eyILK56g4tACVu7YB09ME/ioz
-bhUH/ySBCMs90Q4fFq1XONuh7HBEYUNRBmOMQzinWLsxvzI8vZQf3uY6c6+S
-w3ml2z/rnKDxL4Tgl4Lk7yrA+TX3f9wy9pZzCAUmn7n8MZD0/FDaoX4q0MPH
-o+H8FmDylqtF8K9UAD3gEQ1Jj9JycL5w5aSSs0sU4Hz0/ALjAwAplm+S
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4i9/r1S8FIt1mD6Bv8qsW9MBxjcGgWQFOP++
-a7zjLEEZh57peULNFrEO6p9UXs7ilHLgj7DccqINwZ/wtsbedB6Cb3Pfv3f6
-tliHN2253UbRUg4v1Aw51uyJdTgDBlIOundV2BrfxjrU3P9xy1hbzmG7XOvr
-wAexDn//A4G9PMT+Y7EOMaoRMudi5BxC+HQ3zd0e61ABUs8t52BrGrfLcwmC
-/z348dLZNQi+PUg+J9ahN6LbnzFAHs7njw24b2SuCOfD/O/Bw6Td/g7Bd39Y
-JbLue6yD+NQrnBlO2nD1f76VPpgjiOB77K+VtXDXgfOntLdGXZ6j69Aw1bk7
-Jz/WwdRmb9C0g3oOBRkT39aUxzrclq5JNEo1cBC9ee57cHasw/IXHnr/Jxo4
-1Iisc38YFOugr7VS+EKIgYPC7Z91WSaxDqDg+C9v4LC+CGiASKwDC2eXfPI7
-fQeZqBTr++LA8Pu0ISD7l56DaadjwlMJqPp4BP9F8VbR39m6cH7ALZADtB1m
-zASCkzEOPifYbWeLasH5m81/HErJQqQHWHgAAKrM9zQ=
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-              0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1,
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBGIQPWMmEHjGOzxwjXecxajgILLO/WGVS7zDm7bcbqPZ
-Ug429/17p7fFO5wBA0z+hrnvlx+bjOCbdjomPJ2B4P9Z+fGS76Z4hxjVCJlz
-e6Qcjpftmy91H2E+jC9SOankbIuMQ/1U5+6c7VD+EhmHJxeUbv+cF+/QqsCu
-emaLjEPsLk8eptnxDu5rji5nsJCF850nNAulaSnA+Reuhr3R/60K5/8Hgfla
-DlcqXqoZFsQ7PElceM3EX8dBnCWMT/dXHJzvwcOk3X4OwX/+G+iBpXEOPifY
-bWd/1XZYIxOVYl0f51DzaUNAtpW2A9D33uaeUHlTLTjfQGul8AUVDYf9pxa6
-bkuOc3hVvFX092t1SPgUxDnMWaS8889zDYeWA0AFbXEO6WkgoOWwAhhcSRPi
-4O4F27cfwf/yF+gDOYR/wO51i3cIvCVdk1ik6QCLTxbOLvnkPjWH9UUZE98+
-iYOHx3lgcNZFxTmc2LWjl81A1aE2a0/JZIU4SPxvVIbzyw9vc535VgHOTwU5
-75kMxH0BcQ7qn1RezuKUckgQiLDcsgDBB4f3ZgTf1jRul+eROIi7LKUc2EEe
-Oh3nUHH/xy3jbikH9PQHADE9MKY=
-             "], {{125.14999999999998`, 
-             8.670309999999999}, {124.68899999999996`, 8.018749999999999}, {
-             123.68799999999997`, 7.4156299999999975`}, {123.06699999999996`, 
-             7.4156299999999975`}, {122.43099999999998`, 
-             7.4156299999999975`}, {121.87499999999999`, 8.003129999999999}, {
-             121.87499999999999`, 8.687499999999998}, {121.87499999999999`, 
-             9.274999999999999}, {122.19400000000002`, 9.831249999999999}, {
-             122.67000000000002`, 10.132799999999998`}, {123.06699999999996`, 
-             10.3719}, {123.942, 10.593800000000002`}, {125.14999999999998`, 
-             10.768799999999999`}, {125.14999999999998`, 
-             8.670309999999999}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYCYp1Nc98v10twmD6Bv8qsW9MBxjcGgWQFOP++
-a7zjLEEZh591WXtK7BMc1D+pvJzFKeVgfd+/d3oagv975cdLvkUI/gWl2z/r
-6hIc3rTldhtFSzksP+Zt3tmY4HAGDKQcTi903fZ5ZoJDzf0ft4y15Rz6D33V
-iJmc4PD3PxDYy0Psb0twiFGNkDkXI+cQu8uTh6k+waECpJ5bzuGyb5JARCmC
-r39Xha0xEU0+MsGhN6LbnzFAHs7njw24b2SuCOfD/B9uueVE2SwE//riAluu
-+QkO4lOvcGY4acPV//lW+mCOIILvsb9W1sJdB86f0t4adXmOrsPnv1cqXkYl
-OJja7A2adlDPIfs5MITiEhxuS9ckGqUaOOyfL6V/NyLBYfkLD73/Ew0cgLZd
-X+yT4KCvtVL4QoiBw2GFDUUZtgkOoOD4L2/g0J0DNEA3wYGFs0s++Z2+g2PC
-0wtK+sDw+7QhIPuXnsP578GPl+pD1ccj+C+Kt4r+ztaF8wNugRygDVHHnuDg
-c4LddraoFpy/2fzHoZQsRHqAhQcAoNP+Vw==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQbct1fXFBY6LD3/9AYC/vwKjdLnazKtHhQPe+JpPH
-8g6/V3685BuV6OC65uhyhgpZB+v7/r3T/RIdUtOA4JmMw+2fdVl7LBD889+D
-Hy8VR/CvVLxUM/yT4LBGSIcvfZ+cw+mFrts+v01wKD+8zXXmWwUHe9O4XZ5P
-EhycJzQLpf1ShJj3IMFhLUj9PSWHA6eAGu4nOOgqyn/J2abisLtksgSLViKc
-D+SF8fki+DnPgS5OSnRg4eySTz6n4mACNJ6nLdFhziLlnX/UVR0Of9WI6Qfy
-Z4KBqgPQ97Zc7YkOv96+PmD5GME30FopfMFFDc4/AwJvNB2OKGwoykhMdHiS
-uPCaib+Ow2yQgAaC3w1ygCiCb7nlRNm+/wkO+iDznmg7fP4LDJFXCQ7mNnuD
-pilqO7xffszb/GCCwx+Q/Ys1HZRBAbAhwWHGBP4qs9XqcP6U9taoyzEqcL7y
-tUfBDDFKDsDYSRLYkeAgXDmp5OwSBYd8oeYDp45Cw/uenMN8Kf27KrcSHEDR
-+79eGh4fO4OtIv63SzqAgjNMKRHOBzlPzRTBB+tzT3RQ/6TychanlMN+kIEx
-iQ7yuxbsS9WThoRnVqJDyNvLH2c8lHZIn/i2xr400aFVgV31zBYZh7kgD5Yn
-OnzZ93FrupisA3p6AwDBey0b
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQnS/UfOBUZKLDr7evD1g+VnXoP/RVI8Y+0cHIGAgu
-qzo4Jjy9oGSc6LDF/MehlFOqDvvnS+nfVUDwbbmuLy7gRPCvVLxUM/yTANd/
-+2dd1p4HCQ4Xroa90f+N4Nd82hCQXaXu0AGy4FGCw+kzQKCj4XBEYUNRxssE
-h0cR4tsvMmg6fLzkmyTwJcEhPQ0EtBxOL3Td9hlon/jUK5wZTtoOJZMlWMKU
-EHyYe2F8A441MlEOiQ7bHZoeHb+h5aB/V4Wt0TPRYUp7a9TlP5oOyQIRlltC
-Eh2O7drRy/ZBw+G4t3mnY0Sig+/FiTH/mDUc0MMHAKzTip4=
-             "]}]}, {
-           Thickness[0.007054176072234764]}, StripOnInput -> False]}, {
-        ImageSize -> {141.75865504358654`, 22.58844333748443}, 
-         BaselinePosition -> Scaled[0.29815266074630126`], 
-         ImageSize -> {142., 23.}, PlotRange -> {{0., 141.76}, {0., 22.59}}, 
-         AspectRatio -> Automatic}], 
-       GraphicsBox[{
-         Thickness[0.0061330880098129405`], 
-         StyleBox[{
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGI7IGYC4jMg4PPDngEEAowdIPx/cP7B7n1NJo8ZHOwr
-I1aY/jV2MAaBz4wOX3fe6vqbauKg/knl5SxODocniQuvmZw3gejn4YXzq+//
-uGW8WhDOnzUTCCxFHByaHh2foY3g1/+2KjiXYQznS8+L0zzdYOTwHwTiBR0i
-xbdfZNhn6JCeBgTPuOF8mY1i85kUEPyS5SUb/vFzOXR7vWIxOWgIcc8ZDof9
-tbIW6UcMHexKHGtPx7A7fN4QkD3ruKGDCdhDbA5L7u/jm6MMNe8BG0S/IFR/
-D5eD9wl229muUPkEHofb0jWJRqGGDjGqETLn/vDB+eBwaxCG8x+4xjvOuijq
-0AMyb6MBnH98145eNgN9OH8GyN87dSD+vS/kcP5q2Bt9aW2HJbeWPzY8zAPn
-+z/xvGQazAHnQ/zD4pASe8eNuULb4TrvbbHUMkaHFl7/9VNUdeDxuV71SfO8
-tToOLeK1rJnHftuD9VvrOjz2e5nwV/6HfS0o/Dv0oOH7yX7qBP4qM289h5yp
-CYUWn7/Z+98CeuiSDtR/P+xFQB76ou0w/8TkJdnLftofP+y0NnOfFjx9gOPb
-Xwsevs+ztL9Nl9WC2s8J54P9u18AzgeHh6GoA9h8E21Iergp7gCzPxoU3jWS
-DkdB4XdB16E/otufMUAKGm56cD44/hgN4Hxw/E01cHBbc3Q5Q4SkQyPL0X5D
-cUOHN2253UazxSHpI8XQIQ0MxByiFRw/Js8xdNAApW9PUQd9rZXCF7YYwuMH
-nD4vGDpEgdyzR8yhYE337YwJRg59IPsMJBxOg8JDzhjONwDpv4Lgg+PrhQkk
-/cwRcTgFUj/PFBq+fHA+WP0Hdjj/y76PW9OnMUPSa7KpQyo4vv7ao+Q/pPwM
-AGkkpqI=
-            "]], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZjR2DA5dDXI4rjYxJhJiV5cakhl
-k2omMe5HZgMAEs4CVw==
-            "], CompressedData["
-1:eJxdk31IU1EYxjeVQioKLaw528bcx51su1enDlF6KhKlxBShUZaZn31YQkqY
-E0nT0JVpaFiKlEUWmZpoipSGJopfZYaFSV8YSegfmohgZTv36hn0wvnjx33u
-Oc953vcoTpyLTnIWiURi+9plX072dYtUkRKeNceYQXA4HhOtuROuQs5yUPqI
-mcMQqY1qGHWP3N+YOCTzpUbkaFnsX3cHa6bya4YHWMp102GGlTIWlzdFNpbv
-W9OzKL9ScHhMqkZF6eaLAT5G2ILDO5K7lVghFadAWH1vncisxELnXGvKohQi
-UqwSW7NuZAy/kmJvab5b8k8FCuTrVUPlUsFftRwvbZ15pgQphglb5ZgpTLP5
-VklQRPZ/qxB09RLhHJkSsSqLdOS5BM2Gs/fEUm/h+5AELq7FsoQGB7cj71uf
-WUWZJTl4q+n/LYFL3YmnNHR/Ps8dDD0/asLTGu/LUH/+wS+ibyo01H+Tyh5c
-hFq4330pnhI/v1VI5GP0osyfZ91J+arFFineIkMEydVZjZjZsbnKSzKab/bn
-pQm/I3IkHJ0MdW7XQq+QLZwZN1Lu79nz5OQnI9rI/T5okV5v+5gKFgHEn5iB
-xaNtVFTCIo7MgysDj4p3rqm17Kp/hvY7e77p4OkgRsh1hYWMND5OB9L2pO0c
-Aon+q07YX86hhfi3+lC2kv87DJS7crzMKd4sQrIsD/3TWMr8HH3XO9il9zp3
-QQcvftD0qCTz9FgDkx8pH8q8rVwdZT6fSQa+RDamQV9H+7V1TVrk83OqFfRd
-2tV3oEEj6c8sI+T3TC3oS3XCnJSo6X3W+ED/+pCqCqPjO5mPYg4ppJ+hOsp8
-7pUGyr/sMdz+wWJDqCrTqZjFVPzdcVMXh5nzrduW9+vRU1h3aKCZQy55l9Na
-vHeb3/36AYc/i5lfqqNUyLDLBhs4Yd5rlVT///v+B7q0ssM=
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4htCnxzPLzNz6Lbx3JX2SdEBxg95e/njjEZ5
-B9UnzfPOzjJzmDETBGQduNxUS5mqzBzkdy3Yl8on7fAiS/vbdF9zhzkg6Z+S
-DjEKjh+T35g77Ay2ivjfLunwaUNA9qzlFnA+WH6PFZx/HWSfmY3Dm7bcbqPf
-snC+84RmoTQpJTifPzbgvpG4soP41CucGUI2Dp0g915SdtDXWil84Yi1Q2b+
-h9aTJSoO0yfwV5lFWzs8ihDfftFBFSJ/xcpBAqRvkapDyVbR36fzLB3OgICO
-mkO31ysWE0ULBxbOLvnkdWoOJsZAsNnc4e+30gdzAtXh/DmLlHf+Oa4B5584
-7LQ2M07L4Q9InaMFxF1O2pDwsbKE87eY/ziU4mUF53OA5KWsHVp4/ddPUdWC
-8z3218paLNeA818VAx36Wt1hg17eYsYeBP8/CPRbO/hfnBjz77Cmgw+Inmzt
-4A7S367lkL+m+3bGAmuHH29fH7Bs1nao/21VcO6ElYOuovyXHDEdh/Q0IDCz
-cniSuPCaib+OQ19wicr0fks4Hxxf283hfJDytGlmEH6/FpwPCQd1OB8Wngwg
-8MHMISX2jhuzhKrDDFB8rDaHyOeoOGi85d1nIGkBEedWcZCeF6d5+oOFw4dF
-6xXOdig7+Jxgt53NauUQzinWbsyvDE8v5Ye3uc7cqwQJHy5rSPwLIfilIPm7
-CnB+zf0ft4y95RyOg+LJzgqSnh9KOzwHpVdZSzj/ADDY0r+Yw/kyIPcomEPS
-o7QcnC9cOank7BIFOB89v8D4AK/SXwo=
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQvfNW19/U+44Of/8Dgb28A8viSVaMRx0dDnTvazJ5
-LO+g+qR53lknRwfXNUeXM1TIOmzUy1vMKOLokJoGBM9kHCZ/Y4ufsccBzje/
-djTXxALB19daKXxhir3DGiEdvvR9cg5H2paHn1Kydyg/vM115lsFB58T7Laz
-r9o5OE9oFkr7peig/pZ3n8FOO4e1IPX3lBwk5sVpnt5g56CrKP8lZ5uKw0wQ
-aHSA8+UdPyaf4XWE84U/OZ5PS3V0YOHskk8+p+JwMT+e/dxHR4c5i5R3/lFX
-daiMWGF69rMjxJyZqhD9Xx0dfr19fcDyMYJvAHK3ixqcfwYE3mg6PE5ceM0k
-3tHhCYj213HI5vy5IL3aAc4H+98Awe/xesVistEeEg5PtB22mP84lMJl72Bu
-szdomqI2xNw9tg5/QPYv1oSEm5mtw4wJ/FVmq9Xh/CntrVGXY1TgfOVrj4IZ
-YpQcltzfxzen2NZBuHJSydklCg5/vpU+mPPQFhLe9+Qc9tfKWqS32DmAovd/
-vTQ8PnYGW0X8b5d0+B2Te/RfkgOcrz9hwQ/DdQg+OJh+Ojiof1J5OYtTCpI+
-fB0d5Hct2JeqJ+1QAQrPZkeHkLeXP854KO0w30bnyqx1jg6tCuyqZ7bIOBRv
-Ff19epujw5d9H7emi8k6oKc3AK+iITg=
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQXf/bquCcg6PDr7evD1g+VnVY3X07g+G6g4ORMRBc
-VnXQnbDgh+EyB4ct5j8OpZxSdWBZPMmKMRbBL9kq+vv0P3s4X19rpfCFKfZw
-/epvefcZ7LRzuHA17I3+bwS/5tOGgOwqdYcZM4HgpJ3D6TNAoKPhcPyw09rM
-f3YOjyLEt19k0HRYcn8f35xge4f0NBDQckg8fFk7ldHBQXzqFc4MJ22H3zG5
-R/8lIfgw96LI33Jw2O7Q9Oj4DS2Hz0BrZ/13cJjS3hp1+Y+mw/5aWYt0HUeH
-Y7t29LJ90HB4A3TeTCtHB9+LE2P+MWs4oIcPADoCjb0=
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4jXdtzMY4l0dEkKC1Bd4qjvA+HLLX3jo7ddw
-6PF6xWKS6eqwXvVJ8zxeLYcczp8L0qtdHQJuSdckGmk7LAMq+6/p6uBzgt12
-9ldtB5Cys49cHJ4kLrxm4q/jsPNW19/UfgRfwfFj8hldBL8yYoXp2d3ODiIg
-i7ZoO1zOj2c/5+jsIA+yv17LIRtk32Ynh+0OTY+OS2g6/AeBdCcHWZD8fTU4
-38gYCIRV4PwHrvGOsybKOyQcvqydqunssDPYKuJ/uyTEvZYucH4FyP7FCP6B
-WlmLdBtXhxjVCJlze6QcXFVLmWYFuDr0R3T7M26Qhvt/xkwg2CkLCa90V4cz
-ILBGDuIfaVeHHSDz0mUd3vDuM5h5y8Xhy76PW9OvyTgkgtwzEcH/vCEge9Z6
-Zzgf5A1jaWeH9DQgUFOE83eA/B+hCufD4qf+t1XBuQZnhzmLlHf+Wa7lwAAC
-Fi5wPsw+GN8EpP+zi4O+1krhCyxaDic0rSadFof6x1LTIUJ8+0UGNcz0AOMD
-ALrR8W4=
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 
-            4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJeKP1lQ0D2rO/uDk8SF14z8ddxWGCjc2XWOTc4v8fr
-FYsJo5tD7W+rgnMcmnD+m+Ktor+9VeD8gLeXP85YKO+gO2HBD8Ntbg47g60i
-/rdLOkz5xhY/Y487nB8hvv0iwzcPON/nBLvt7KueDs4TmoXStBTgfLD971Xg
-/BkzgcBS0yENBPg84e5Dd/+vmNyj/y65O4hPvcKZ4aTtoAdyT58HnM/jv35K
-qoSnQ2b+h9aTIhpw/gPXeMdZB5XhfLB7pBQc6kD+3uDh8B8E5ks7bNDLW8zI
-g+CD/efiDueD3bfPzaH08DbXmXcV4PxHII8nqML5f7+VPphjqOnAAAIKCPei
-ux8AwwS4MQ==
-            "]], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa
-jwDSKwJB
-            "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJzIGYC4oqIFaZno30d3rTldhvNlnI4qmk16fR1X4cz
-YCDlcCE/nv3cTQR/f62sRfofBD+kRGX6fwk/nPwb0jWJRkv94ObD+CKVk0rO
-tshAzA/0c2hVYFc9s0UGoo/Hz+HLvo9b06/JOMy10bkyi83PwX3N0eUMFrJw
-vjBI/xIFON8D5LDjanC+/PIXHnr1Wg4lW0V/n57m6/AkceE1E38dB5UnzfPO
-bvKB879sCMielY7gg+238XHQVZT/kiOm43B3H98cYyEfhx9vXx+wbNZ2+ABS
-X+7tsNn8x6GULE04n4WzSz5ZTwfiv1RvuHkinxzPp/31cvC5ODHm32JtB/um
-R8dnTPZyCLgFUqjtcBwU3upeDuY2e4OmMSL4z7O0v02X1XIwMQaCYgQfHP5H
-EPwp39jiZ5zxctDXWil84YkmnD9jAn+V2Wl1OB8WXjD+jmCriP/usg7zQeF1
-zAse3gmHL2unNnrB40Pe8WPyGVUveHzB+LD4NL92NNdkg5dDjGqEzLk9Ug5r
-um9nMDz3gsc/KBr+K3rD+SyLJ1kxxiL4G/TyFjNO8YbrT00DAjkfuPkwPsx+
-dVD8HfKGu8/nBLvt7FpvuPth8QHzH4wP8z+MbwYK70R1OP/4rh29bBc0IP77
-6+1w4rDT2sw4LUj6rPSB8++D0gOTL5wPyz9zFinv/HNcA87PyP/QejJEzQE9
-fwEAKpeNkQ==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0,
-              1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-             0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQveHhy6mb/gQ4bDH/cSjFS9shNvfov02HAxzWqj5p
-nser42AMAssDHJ4kLrxm4q/j8HlDQPasZgS/fXn4KaMMBL8iYoXpWf8AhxOH
-ndZmyuk4eFc36/uYBTiI9Hi9Ytmi7TBjJhDs9Hc4DpK303LwOcFuO9vV3yEh
-JEh9gaemg/jUK5wZv/wcUmLvuDH/UIPzfS9OjPnnrALnv1+0XuHsDkWH+MOX
-tVMN/R3+/gcCe3kHlsWTrBin+ju0KrCrntki43B3H98c41v+DhGqETLn7kg5
-vNi+nvm5TICD+ieVl7M4pRxWd9/OYIhH8Hfe6vqbWozgqwOD4WxXgEPN/R+3
-jL2lIP7rD3CoAPG7pRzOgABDoIPzhGahNCsFhxhQ+P0OcHjTltttNFvKoXbd
-tqR63UCHGJD9e6Qc5B0/Jp+xDYToOyPlECG+/SKDF4IP8o5kEIK/v1bWIj0B
-wd/aUnNhcynCPLB/aqDya6QcQMFsMhHBf8O7z2DmskC4e2B8kcpJJWdbZBwq
-Qf4pD4SHVzdIf2igw5d9H7emX5OBu2dHsFXEf3dZOF8YpH+JAqp7ZYwcgktU
-pv/3CHSwBxlsawRJHzKBDsng+DR04Py5IH3zrwBIOrpuCEkfqwIcrgt9cjy/
-DMHX11opfMHE0MFfTizL9zGCD0o+M78i+LD0CzafA8EHh2ufgQN6+gYAF9hX
-FA==
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQveHhy6mb/gQ4nAGBHBUHGF/52qNghhglB86fC9I3
-/wpwcJ7QLJTGpeQg/MnxfNrbAIdwTrF2Y39Fh+ASlen/LwQ4BLy9/HHGQnkH
-cY+APxLzAxxUP6m8nLVS1sFfTizLNx/Bl3f8mHxGFMHPAVmw2t/Bfc3R5Qwd
-inC+1Lw4zdMBqnD+nEXKO/8c13BwVS1lmsUT4CADkr+g5dC+PPyUUQaCr/qk
-ed7ZPgT/+tFck4btAQ7paSCgBXHf7QCHP29fH7BcrOmgbTXpdP2HAIe/30of
-zDHUhPsfZh+MnwrS3obgw8ILAIzdmE4=
-             "]}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQ/Y0tfoZPZ4jD3/9AYC/vIPP6kZlUTYjDge59TSaP
-5R3WdN/OYLAOcXBdc3Q5Q4Wsw6cNAdmzlEMcUtOA4JmMwxMR2ZNPvwfD+Vtb
-ai5s3orgqz5pnne2LthhjZAOX/o+OQfP6mZ9n6Rgh/LD21xnvlWAmO8f7OA8
-oVko7ZcixDz3YIe1IPX3lBwUHD8mn3ENdtBVlP+Ss03FIR1k7i0EX8tq0ul6
-hRA4f9EkK0ZfnxAHFs4u+eRzKg5NgZ5zGyaFOMxZpLzzj7qqw9WjuSYNk0Mc
-ZoKBKkT/lBCHX29fH7B8jOAbaK0UvuCiBuefAYE3mg49Xq9YTDxDHJ4kLrxm
-4q/jECAnluV7PRjOB/t/I4Jvo3Nl1rPWYAd9kHlPtB3al4efMooJdjC32Rs0
-TVEbYi5HsMMfkP2LNR2MQeB5kMOMCfxVZqvV4fwp7a1Rl2NU4Hzla4+CGWKU
-HJpB/vsW5CBcOank7BIFhwjx7RcZhKDhfU/OgfPngvTNVsEOoOj9Xy8Nj4+d
-wVYR/9slHSQ8Av5InEbwNzx8OXXTBwQfFNxpYiEO6p9UXs7ilIKkD4cQB/ld
-C/al6kk7XAOFZ3SIQ8jbyx9nPJR2eLF9PfPzghCHVgV21TNbZBxCSlSm/y8J
-cfiy7+PWdDFZB/T0BgDv7xtg
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHSG+/SKDVYjDr7evD1g+VnUoiGc/J8ka4mBkDASX
-VR02PHw5ddObYIct5j8OpZxSdZB5/chM6gSC/50tfobPTARf9UnzvLN1wXD9
-T0RkTz51D3a4cDXsjf5vBL/m04aA7Cp1BwYQ8Al2OH0GCHQ0HHq8XrGYRAY7
-PAI7TNOhOdBzbkNesEN6GghoOXhXN+v7zAp2EJ96hTPDSdtBwiPgj8RpBB/m
-XhR59hCH7Q5Nj47f0HIQ+uR4Pk0yxGFKe2vU5T+aDhURK0zP6oc4HNu1o5ft
-g4bDhAU/DJ+ZhTj4XpwY849ZwwE9fABjO4ZR
-             "]}], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZiR+AxksEk1hxj1lJhJLb2UuBMA
-8t8CMw==
-            "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJjIGYC4o7l4aeMboQ6zJgJBJWqDq6qpUyzMsIc/oPA
-fi0Hzp8L0jfnhTlsd2h6dPyHloONzpVZzyrDIOoltR1MjIGgG8EX+uR4Pm0m
-Jv95lva36X+1HSLEt19kcEPwn4jInnx6PNRhg+qT5nm5ag5vePcZzKwKhcjL
-ajkEyIll+WaHOsjMi9M8fUHLQeb1IzOphFCHmk8bArKttB1q121LqrcNdXiS
-uPCaib+Ow7WjuSYNx0Mc3hRvFf29WhvinzMhEPff0ILY/yjEYc4i5Z1/jms5
-LJlkxej7JQTVv1yhDiycXfLJfloOL7avZ34uAnSfXt5ixjuaDhMW/DB81hfq
-kJH/ofVkiIrDzltdf1O/hzi4rjm6nKFC1qENFJ4fQhxS04DgmYzDmu7bGQyP
-QxxEKieVnG2RcTgDAjcQfJh70flgdWekIPrlQ+H8I5e1UyXVQiHurZd2AMef
-RqhDyNvLH2cclHY4UCtrkW4SCrd/w8OXUze5QPWvkYP4JyTUodPGc1eakgIk
-PGNCHUDRaJysAAnv5aEOK7+9rDjToAzxj0iYQ6sCu+qZLTIOPV6vWExEofwp
-Mg5e1c36PnJhDv0R3f6MG6QdmgI95zaohTnI71qwL5VP2uEtKD71whzetOV2
-G82WcrgK8l9yGNw/6Hywe3MQfFCyOFuGmx+Te/TfptUI82F8WHh6gtw3CeF+
-cPi1QeWPyMDT845gq4j/7rLw9A42z1rOAT1/AABUt34K
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYCYmudK7OehUY4JIQEqS/wVHeA8eWWv/DQ26/h
-sKb7dgZDdITDetUnzfN4tRykXz8yk0qJcAi4JV2TaKTtsOtW199U6wgHnxPs
-trO/ajtURqwwPSse4fAkceE1E38dhyOXtVMl34XD+T/Y4mf47EXwl0yyYvRt
-CXcQ6fF6xbJF2yFATizL1z3cQR5kf72WgwzIPoZwh+0OTY+OS2g6pIHArTAH
-WZD8fTU438gYCIRV4PwHrvGOsybKO0h4BPyRsA532BlsFfG/XdJhJ8i9hxF8
-sP0/EHw31VKmWS4RDjGqETLn9kg5cP5ckL7ZL8KhP6Lbn3GDNNz/M2YCwU5Z
-SHhFRjicAYE1cg6LQeaZRDjsAJmXLusQm3v03ybhCIcv+z5uTb8m4yAGcs/7
-cDj/wT6+OcZ1CD4DCJiEO6SD/KGmCOfvAPk/QhXOh8UPKFrOpoU7zFmkvPPP
-ci2I/w8h+DD7YPz/ICAf4aCvtVL4AouWg2d1s76PEdQ/lpoOQp8cz6dZYqYH
-GB8Azi7qIQ==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQAWIQLdR84NRC10gHFs4u+WQ9HQfhde4Pq2wiHZ4kLrxm
-4q/jUJe1p2QyR6SDz8WJMf8WazvE5h79t+lyhEPALemaRCNtB3nHj8ln5kY4
-mNvsDZrGiOA/z9L+Nl1Wy2Hnra6/qYcRfOnXj8yk3iD4bcvDTxl9iHDQ11op
-fOGJJpw/YwJ/ldlpdThfuHJSydklCnD+jmCriP/usg758eznJN9GOHzZ93Fr
-+jUZhze8+wxmnopwaFVgVz2zRcahImKF6dnZEQ4iIP0tCP6bttxuo9lSDts+
-/71SwRjpcAYMMPnVIsAAkULw7U3jdnma4OarG3KskZkVCTcfxofZL37z3Pfg
-7Ei4+xIFIiy3eETC3Q+LD5j/YHyY/9HjCwBsg8wN
-             "], {{
-             100.35599999999998`, 17.618800000000004`}, {99.8797, 
-             17.618800000000004`}, {99.46719999999999, 17.206299999999995`}, {
-             99.46719999999999, 16.729699999999998`}, {99.46719999999999, 
-             16.2688}, {99.8797, 15.854700000000001`}, {100.341, 
-             15.854700000000001`}, {100.80199999999999`, 
-             15.854700000000001`}, {101.23099999999998`, 16.2688}, {
-             101.23099999999998`, 16.729699999999998`}, {101.23099999999998`, 
-             17.173399999999997`}, {100.80199999999999`, 
-             17.618800000000004`}, {100.35599999999998`, 
-             17.618800000000004`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4p7peULNAlEO0yfwV5l1azrA+MYgkKwA5993
-jXecJSjjoG7IsUbGKMpB/ZPKy1mcUg4rPl7yTWpA8HXaxW6em47gX6l4qWa4
-IcrhTVtut1G0lEPLgVMLXbdFOZwBAymH42X75ks9j3Kouf/jlrG2nEPADrnW
-1zejHP7+BwJ7eYj9B6IcYlQjZM7FyDm8X37M23xjlEMFSD23nMP1c9+DH89F
-8Ce8rbE3LUPwb4DkU6MceiO6/RkD5OF8/tiA+0bminA+zP9Pls4+ovACwX9Q
-JbLO/WOUg/jUK5wZTtpw9X++lT6YI4jge+yvlbVw14Hzp7S3Rl2eo+sgo39X
-hS0zysHUZm/QtIN6DjxM2u1ihVEOt6VrEo1SDRzWF2VMfJsS5bD8hYfe/4kG
-DkDbHlb5RDnoa60UvhBi4LCnZLIEi16UAyg4/ssbOHiADOCLcmDh7JJPfqfv
-sP3z3ysVgsDw+7QhIPuXnsN5pds/64Sg6uMR/BfFW0V/Z+vC+QG3QA7QdjAB
-xfPhSAefE+y2s0W14PzN5j8OpWQh0gMsPABco/jw
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQvdb9YZXIthiHv/+BwF7ewbTTMeHpihiHA937mkwe
-yzvotIvdPJce4+C65uhyhgpZhxUfL/kmBcQ4pKYBwTMZhxdqhhxrVBD880q3
-f9Y9iobz76iwNU5dHe2wRkiHL32fnMPxsn3zpfqjHcoPb3Od+VbBYcPc98uP
-VUc7OE9oFkr7pQgxryTaYS1I/T0lhy0ngBqKoh10FeW/5GxTcVgjE5VizR4D
-50ekWN/390XweZi028UqYxxYOLvkk8+pOMwBGu+9P8ZhziLlnX/UVR22y7W+
-DjwQ4zATDFQdHlSJrHM/GOPw6+3rA5aPEXwDrZXCF1zU4PwzIPBG02FPyWQJ
-lrIYhyeJC6+Z+Os4ZIAFEHwPkAPuRcP5y2cfUdiwKdpBH2TeE20HGf27Kmyd
-0Q7mNnuDpilqOwg0Hzi10DTa4Q/I/sWaDuUvgQEgEu0wYwJ/ldlqdTh/Sntr
-1OUYFThf+dqjYIYYJQfxm+e+BytHOwhXTio5u0TBgT/CcssJO2h435NzKMiY
-+LYmPdoBFL3/66Xh8bEz2Crif7ukAyg4739H8HWBzmuUjYHzTYyBwDnGQf2T
-ystZnFIO64uABubEOMjvWrAvVU8aEp4dMQ4hby9/nPFQ2oEljE9309wYh1YF
-dtUzW2QccoVAHoxx+LLv49Z0MVkH9PQGAOGnF2U=
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQzR9hueVEWozDr7evD1g+VnUI2CHX+towxsHIGAgu
-qzps/fz3SoVkjMMW8x+HUk6pOqwvypj49ks0gu/+sErkGIJ/R4WtcerqaLj+
-F2qGHGtKoh0uXA17o/8bwa/5tCEgu0rdwWUbyIJoh9NngEBHw2FPyWQJlrZo
-h0cR4tsvMmg6iN889z14drRDehoIaDkcL9s3X+p4tIP41CucGU7aDjJRKdb3
-vyP4MPfC+FOcu3OeG8c4bHdoenT8hpbDhLc19qZuMQ5T2lujLv/RdPge/Hjp
-7JgYh2O7dvSyfdBw2H9qoeu25BgH34sTY/4xazighw8Al+6Phg==
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0,
-              1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-             0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQvfXz3ysVnXEOW8x/HErx0nbomZ4n1BwQ57BW9Unz
-PF4dh/KXaoYcJnEOTxIXXjPx13FY8fGSb5IAgr/Addvnv19i4fzvwY+Xzr4T
-63DisNPaTDkdB/9eoIGHYx1EerxesWzRdpgxEwgyYx2Og+TttBxC+XQ3zdWP
-dUgICVJf4Knp4NKd8/w3Z6xDSuwdN+YfanC+78WJMf+cVeD894vWK5zdoeig
-e1eFrVE11uHvfyCwl3eY8375Me/wWIdWBXbVM1tkHAJ2yLW+rox1iFCNkDl3
-R8qhxt40btfKWAf1TyovZ3FKOWyYC9TwGsG/UgH0MEMcnB8Ccp94nEPN/R+3
-jL2lIP6TiXOoAPG7pRwEmg+cWtgb5+A8oVkozUoBEn4dcQ5v2nK7jWZLOfxZ
-CQywXXEOMSD790g5bDlRtm/+qTiHM2Ag5cAfYbnlxDUE/wswOl7eQ/BL982X
-0n+L4J9Xuv2zjikebh7YP5zxEPk1Ug57SiZLsMgh+OxrZKJSjOPh7oHxRSon
-lZxtkYH4hyUeHl7g8H0Y5/Bl38et6ddk4O7ZEWwV8d9dFs4XBulfooDqXhkj
-h+e/gR6+GudgXxmxwtTWyEFGHxhBK+McksHxaehQkDHxbU17nMPnDQHZs64b
-OhwHBoeUeZzDdaFPjueXIfj6WiuFL5gYOjxZOvuIQgGCfxeUoJoQfFj6BZvP
-geBHiG+/yNBn4ICevgFnL2W1
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQvfXz3ysVnXEOZ0AgR8UBxle+9iiYIUbJoSBj4tua
-9jgH5wnNQmlcSg7iLGF8ulVxDuGcYu3G/ooOT3+v/HgpNs4h4O3ljzMWyjtM
-ce7Oea4d56D6SeXlrJWyDhl7SiZL/ImF87ecKNs3fxGCf17p9s+6pFgH9zVH
-lzN0KML5UvPiNE8HqML5cxYp7/xzXMPhiMKGooyZsQ4yIPkLWg4LXLd9/vsF
-wb+jwtY4VToOzrc1jdvl6RLnkJ4GAloOMlEp1vfT4xz+vH19wHKxpkMEkOtf
-G+fw91vpgzmGmnD/w+yD8VNB2tsQfFh4AQBzf5tk
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4nDLLSfK7BIcum08d6V9UnSA8UPeXv44o1He
-QSOm/9BXmwSHGTNBQNZh/3wp/bsWCQ7yuxbsS+WTdpj7fvkx7+AEhzkg6Z+S
-Do4JTy8opSc47Ay2ivjfLulw+CvQhDoE/++VipdqBxH82UcUNhR9SHB405bb
-bfRbFs53ntAslCalBOfzxwbcNxJXdpjq3J3z/HWCQyfIvZeUHSa8rbE3fZTg
-kJn/ofVkiYrDQtdtn/9eSXB4FCG+/aKDqgPIOsMjCQ4SU69wZixSdfhZl7Wn
-ZHqCwxkQ0FFzADnvUG6CAwtnl3zyOjWH/yAQn+Dw91vpgzmB6nD+nEXKO/8c
-14DzTxx2WpsZp+WQL9R84FRhgoM4yHwnbUj4TEDwP4M8vAlN/kyCQwuv//op
-qlpwvsf+WlmL5Rpw/qviraK/X6s7nCjbN1/qNoIfyqe7aS6Q739xYsy/w5oO
-2XtKJkvcSXBwB+lv13IAhs7vlXcTHH68fX3AslnbYSkoAA8lOOgqyn/JEdNx
-UL4NDIENCQ5PEhdeM/HXcUi2vu/fOxvBZ20EhnACgg9WbwPl92vB+SbGQLBZ
-Hc6HhSfYfe4JDimxd9yYJVQdYnd58jDFQ+VzVBxAyvfkANPTBP4qM24VhwOn
-gDHWnuDwYdF6hbMdyg6/V3685LsqwSGcU6zdmF8Znl7KD29znblXyYFRu13s
-5ilo/Ash+KUg+bsKcH7N/R+3jL3lHEDJJ2MjND0/lHaITAF5GMGPBiZvjQwE
-nzkM6AFfaHqUloPzhSsnlZxdogDno+cXGB8Ac6iLsw==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4skSLGF8pokO0yfwV5l1azrA+MYgkKwA5993
-jXecJSjjEP/0gtJt10QH9U8qL2dxSjksdN32+W8Ogp8sEGG5pQLBN+90THja
-kujwpi232yhayoFfd9Pc9+2JDmfAQMrBgGONTNSCRIea+z9uGWvLOXzViOk/
-NDPR4e9/ILCXh9jfm+gQoxohcy5GzuGwwoaijNZEhwqQem45B4stJ8r2VSP4
-U527c56nI/iWIPn4RIfeiG5/xgB5OJ8/NuC+kbkinA/z//75Uvp3FyD4tlzX
-FxcsTXQQn3qFM8NJG67+z7fSB3MEEXyP/bWyFu46cP6U9taoy3N0HaJTrO/7
-JyY6mNrsDZp2UM/hsm+SQERqosNt6ZpEo1QDBxW2xqnOQPXLX3jo/Z9o4AC0
-zZYrONFBX2ul8IUQAwftdrGb55wTHUDB8V/ewOHjJaABJokOLJxd8snv9B2W
-H/M27wTGT82nDQHZv/QcTOJ2efKYQdXHI/gvireK/s7WhfMDboEcoO2QngYE
-fIkOPifYbWeLasH5m81/HErJQqQHWHgAALdK6HQ=
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-              0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1,
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBGIQnZ4GBH5JDg9c4x1nMSo4LC6w5bruneTwpi2322i2
-lIN5p2PC05wkhzNggMkvzpj4tqYYwTeJ2+XJU4bgT88Taj7QlOQQoxohc26P
-lMPfKxUv1WYizIfxRSonlZxtkXGITLG+798K5S+RceBm0m4Xq0xyaFVgVz2z
-RcbhRNm++VLlSQ7ua44uZ7CQhfOdJzQLpWkpwPkXroa90f+tCuf/B4H5Wg7M
-YXy6mxKTHJ4kLrxm4q/jsHT2EYUNagj+/vlS+ncFEPxekAf+JDr4nGC3nf1V
-2+H98mPe5i8THWo+bQjIttJ2APre3vQcVN5UC8430FopfEFFw+FnXdaektuJ
-Dq+Kt4r+fq0OCZ9HiQ5zFinv/PNcw+E2SMGbRAdwPKRpOeQDg+vUx0S4e8H2
-cSLcP1mCJYzPEsEHu9cnySHwlnRNYpGmAyw+WTi75JP71Bw+XvJNEpBBhAcj
-MDhvXkt0OLFrRy+bgarDjXPfgx/vTITE/0ZlOL/88DbXmW8V4PxUkLnPZCDu
-u5jooP5J5eUsTimH0wtdt33+ieCDw5s5Cc632AIU4U5ymDETCCylHOaCPMSf
-5FBx/8ct424pB/T0BwDk/jM2
-             "], {{146.45000000000002`, 
-             8.670309999999999}, {145.989, 8.018749999999999}, {
-             144.98799999999997`, 7.4156299999999975`}, {144.36699999999996`, 
-             7.4156299999999975`}, {143.73099999999997`, 
-             7.4156299999999975`}, {143.17499999999998`, 8.003129999999999}, {
-             143.17499999999998`, 8.687499999999998}, {143.17499999999998`, 
-             9.274999999999999}, {143.494, 9.831249999999999}, {143.97, 
-             10.132799999999998`}, {144.36699999999996`, 10.3719}, {145.242, 
-             10.593800000000002`}, {146.45000000000002`, 
-             10.768799999999999`}, {146.45000000000002`, 
-             8.670309999999999}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4uPe5p2ON5Icpk/grzLr1nSA8Y1BIFkBzr/v
-Gu84S1DGYbIESxjfyyQH9U8qL2dxSjlcqXipZiiQDOdPde7OeS6N4GfvKZks
-oZHs8KYtt9soWsrBMeHpBSXtZIczYCDlkGJ937/XOdmh5v6PW8bacg4aMf2H
-vtokO/z9DwT28hD7DZIdYlQjZM7FyDl8D368dDbQvAqQem45h+znv1d+lEPw
-T5Ttmy/FjeDngOSZkh16I7r9GQPk4Xz+2ID7RuaKcD7M/x8v+SYJuCD4BbZc
-1xd7JDuIT73CmeGkDVf/51vpgzmCCL7H/lpZC3cdOH9Ke2vU5Tm6Dr3T84Sa
-WZIdTG32Bk07qOfA2ggMIY5kh9vSNYlGqQYO4ZZbTpQB1S9/4aH3f6KBA/f1
-xQW235Ic9LVWCl8IMXCI3eXJw/Q8yQEUHP/lDRxU2IAGXE9yYOHskk9+p+9w
-+2dd1h5g/NR82hCQ/UvPIX3i2xr7m1D18Qj+i+Ktor+zdeH8gFsgB2g7zASB
-jUkOPifYbWeLasH5m81/HErJQqQHWHgAAMLo+uc=
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQfWNxgS2XdorD3/9AYC/vMOeIwoYilRSHA937mkwe
-yztMde7Oec6c4uC65uhyhgpZhysVL9UMfyQ7pKYBwTMZh5LJEixhjxD8jIlv
-a+wPIvj5Qs0HTi1NdlgjpMOXvk/OIcX6vn/v9GSH8sPbXGe+VXC4ce578OPe
-ZAfnCc1Cab8UIeZ1JTusBam/p+QQDdLQmeygqyj/JWebikMon+6muZcRfJ1N
-c98v/4bgszUCXcyT4sDC2SWffE7FAWT8Uv0UhzmLlHf+UVd1iOk/9FXDIMVh
-JhioOgB9f30xkP/r7esDlo8RfAOtlcIXXNTg/DMg8EbTIW6XJw8Td4rDk8SF
-10z8dRxMQAKXkuF8FZAD9iP4V3yTBCJWJjvog8x7ou3QOz1PqHlKsoO5zd6g
-aYraDh2OCU8vZCU7/AHZv1jTYQ8oAKKSHWZM4K8yW60O509pb426HKMC5ytf
-exTMEKPk0JPz/PfKxGQH4cpJJWeXKDhwrJGJSsmHhvc9OQeLLSfK9jUnO4Ci
-93+9NDw+dgZbRfxvl3TgBwbn+9MI/gyg8w7cQ/DBwfQx2UH9k8rLWZxSDhGW
-QAPZUhzkdy3Yl6onDQlPkRSHkLeXP854KO3AqN0udlMuxaFVgV31zBYZB4tO
-oAcVUhy+7Pu4NV1M1gE9vQEAELAaHw==
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQzbFGJiqFOcXh19vXBywfqzpoxPQf+voi2cHIGAgu
-qzrc+VmXtedOssMW8x+HUk6pOkRYbjlRdgrBv7G4wJZrM4KfL9R84NRShP6S
-yRIsYV3JDheuhr3R/43g13zaEJBdpe6gfBtoQU+yw+kzQKCj4RC/y5OHaXKy
-w6MI8e0XGTQdenKe/145N9khPQ0EtBxSrO/79wLtE596hTPDSduBX3fT3Pen
-EXyYe2H80wtdt31+meyw3aHp0fEbWg4nyvbNl/qc7DClvTXq8h9Nhz8rP17y
-/ZfscGzXjl62DxoOCU8vKN1mTHHwvTgx5h+zhgN6+AAANaCQaA==
-             "]}]}, {
-           Thickness[0.0061330880098129405`]}, StripOnInput -> False]}, {
-        ImageSize -> {163.05480448318804`, 22.58844333748443}, 
-         BaselinePosition -> Scaled[0.29815266074630126`], 
-         ImageSize -> {164., 23.}, PlotRange -> {{0., 163.05}, {0., 22.59}}, 
-         AspectRatio -> Automatic}]},
+       StyleBox[
+       "\"\\!\\(\\*SuperscriptBox[\\(\[InvisiblePrefixScriptBase]\\), \
+\\(3\\)]\\)P ground state\"", FontSize -> 18, StripOnInput -> False], 
+       StyleBox[
+       "\"\\!\\(\\*SuperscriptBox[\\(\[InvisiblePrefixScriptBase]\\), \
+\\(3\\)]\\)P first excited state\"", FontSize -> 18, StripOnInput -> False], 
+       StyleBox[
+       "\"\\!\\(\\*SuperscriptBox[\\(\[InvisiblePrefixScriptBase]\\), \
+\\(3\\)]\\)P second excited state\"", FontSize -> 18, StripOnInput -> False]},
+      
       "PointLegend",
       DisplayFunction->(FormBox[
         StyleBox[
@@ -5890,7 +5421,53 @@ EXyYe2H80wtdt31+meyw3aHp0fEbWg4nyvbNl/qc7DClvTXq8h9Nhz8rP17y
                     AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, 
                     ImageSize -> {20, 10}, PlotRangePadding -> None, 
                     ImagePadding -> Automatic, 
-                    BaselinePosition -> (Scaled[0.1] -> Baseline)], #}}, 
+                    BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
+                   GraphicsBox[{{
+                    Directive[
+                    EdgeForm[
+                    Directive[
+                    Opacity[0.3], 
+                    GrayLevel[0]]], 
+                    PointSize[0.5], 
+                    RGBColor[0.365248, 0.427802, 0.758297], 
+                    CapForm["Butt"], 
+                    AbsoluteThickness[1.6]], {
+                    LineBox[{{0, 10}, {20, 10}}]}}, {
+                    Directive[
+                    EdgeForm[
+                    Directive[
+                    Opacity[0.3], 
+                    GrayLevel[0]]], 
+                    PointSize[0.5], 
+                    RGBColor[0.365248, 0.427802, 0.758297], 
+                    CapForm["Butt"], 
+                    AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, 
+                    ImageSize -> {20, 10}, PlotRangePadding -> None, 
+                    ImagePadding -> Automatic, 
+                    BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
+                   GraphicsBox[{{
+                    Directive[
+                    EdgeForm[
+                    Directive[
+                    Opacity[0.3], 
+                    GrayLevel[0]]], 
+                    PointSize[0.5], 
+                    RGBColor[0.945109, 0.593901, 0.], 
+                    CapForm["Butt"], 
+                    AbsoluteThickness[1.6]], {
+                    LineBox[{{0, 10}, {20, 10}}]}}, {
+                    Directive[
+                    EdgeForm[
+                    Directive[
+                    Opacity[0.3], 
+                    GrayLevel[0]]], 
+                    PointSize[0.5], 
+                    RGBColor[0.945109, 0.593901, 0.], 
+                    CapForm["Butt"], 
+                    AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, 
+                    ImageSize -> {20, 10}, PlotRangePadding -> None, 
+                    ImagePadding -> Automatic, 
+                    BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}}, 
                  GridBoxAlignment -> {
                   "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, 
                  AutoDelete -> False, 
@@ -5913,63 +5490,53 @@ EXyYe2H80wtdt31+meyw3aHp0fEbWg4nyvbNl/qc7DClvTXq8h9Nhz8rP17y
       InterpretationFunction:>(RowBox[{"PointLegend", "[", 
          RowBox[{
            RowBox[{"{", 
-             RowBox[{"Directive", "[", 
-               RowBox[{
-                 RowBox[{"PointSize", "[", "0.012833333333333334`", "]"}], 
-                 ",", 
-                 InterpretationBox[
-                  ButtonBox[
-                   TooltipBox[
-                    GraphicsBox[{{
-                    GrayLevel[0], 
-                    RectangleBox[{0, 0}]}, {
-                    GrayLevel[0], 
-                    RectangleBox[{1, -1}]}, {
-                    RGBColor[0.9, 0.36, 0.054], 
-                    RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> 
-                    "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, 
-                    FrameStyle -> 
-                    RGBColor[0.6000000000000001, 0.24, 0.036000000000000004`],
-                     FrameTicks -> None, PlotRangePadding -> None, ImageSize -> 
-                    Dynamic[{
-                    Automatic, 1.35 CurrentValue["FontCapHeight"]/
-                    AbsoluteCurrentValue[Magnification]}]], 
-                    StyleBox[
-                    RowBox[{"RGBColor", "[", 
-                    RowBox[{"0.9`", ",", "0.36`", ",", "0.054`"}], "]"}], 
-                    NumberMarks -> False]], Appearance -> None, 
-                   BaseStyle -> {}, BaselinePosition -> Baseline, 
-                   DefaultBaseStyle -> {}, ButtonFunction :> 
-                   With[{Typeset`box$ = EvaluationBox[]}, 
-                    If[
-                    Not[
-                    AbsoluteCurrentValue["Deployed"]], 
-                    SelectionMove[Typeset`box$, All, Expression]; 
-                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
-                    FrontEnd`Private`$ColorSelectorInitialColor = 
-                    RGBColor[0.9, 0.36, 0.054]; 
-                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
-                    MathLink`CallFrontEnd[
-                    FrontEnd`AttachCell[Typeset`box$, 
-                    FrontEndResource["RGBColorValueSelector"], {
-                    0, {Left, Bottom}}, {Left, Top}, 
-                    "ClosingActions" -> {
-                    "SelectionDeparture", "ParentChanged", 
-                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
-                   Automatic, Method -> "Preemptive"], 
-                  RGBColor[0.9, 0.36, 0.054], Editable -> False, Selectable -> 
-                  False], ",", 
-                 RowBox[{"CapForm", "[", "\"Butt\"", "]"}], ",", 
-                 RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], 
-             "}"}], ",", 
+             RowBox[{
+               RowBox[{"Directive", "[", 
+                 RowBox[{
+                   RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], 
+                   ",", 
+                   
+                   TemplateBox[<|"color" -> RGBColor[0.9, 0.36, 0.054]|>, 
+                    "RGBColorSwatchTemplate"], ",", 
+                   RowBox[{"CapForm", "[", "\"Butt\"", "]"}], ",", 
+                   RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], 
+               ",", 
+               RowBox[{"Directive", "[", 
+                 RowBox[{
+                   RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], 
+                   ",", 
+                   
+                   TemplateBox[<|
+                    "color" -> RGBColor[0.365248, 0.427802, 0.758297]|>, 
+                    "RGBColorSwatchTemplate"], ",", 
+                   RowBox[{"CapForm", "[", "\"Butt\"", "]"}], ",", 
+                   RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], 
+               ",", 
+               RowBox[{"Directive", "[", 
+                 RowBox[{
+                   RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], 
+                   ",", 
+                   
+                   TemplateBox[<|
+                    "color" -> RGBColor[0.945109, 0.593901, 0.]|>, 
+                    "RGBColorSwatchTemplate"], ",", 
+                   RowBox[{"CapForm", "[", "\"Butt\"", "]"}], ",", 
+                   RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
+              "}"}], ",", 
            RowBox[{"{", 
              RowBox[{#, ",", #2, ",", #3}], "}"}], ",", 
            RowBox[{"LegendMarkers", "\[Rule]", 
              RowBox[{"{", 
-               RowBox[{"{", 
-                 RowBox[{"False", ",", "Automatic"}], "}"}], "}"}]}], ",", 
+               RowBox[{
+                 RowBox[{"{", 
+                   RowBox[{"False", ",", "Automatic"}], "}"}], ",", 
+                 RowBox[{"{", 
+                   RowBox[{"False", ",", "Automatic"}], "}"}], ",", 
+                 RowBox[{"{", 
+                   RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", 
            RowBox[{"Joined", "\[Rule]", 
-             RowBox[{"{", "True", "}"}]}], ",", 
+             RowBox[{"{", 
+               RowBox[{"True", ",", "True", ",", "True"}], "}"}]}], ",", 
            RowBox[{"LabelStyle", "\[Rule]", 
              RowBox[{"{", 
                RowBox[{"FontFamily", "\[Rule]", "\"Times\""}], "}"}]}], ",", 
@@ -5980,220 +5547,22 @@ EXyYe2H80wtdt31+meyw3aHp0fEbWg4nyvbNl/qc7DClvTXq8h9Nhz8rP17y
    AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
    Axes->{False, False},
    AxesLabel->{None, None},
-   AxesOrigin->{0, 0},
+   AxesOrigin->{-4.270833333333344, 0},
    AxesStyle->Thickness[Large],
-   BaseStyle->16,
+   BaseStyle->18,
    DisplayFunction->Identity,
    Frame->{{True, True}, {True, True}},
    FrameLabel->{{
       FormBox[
-       GraphicsBox[{
-         Thickness[0.010628122010840685`], 
-         StyleBox[{
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-            0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ1IGYC4or7P24Zd0s5LH/hofe/0NAh5O3ljzMYZeD8
-A937mkyaZRy2mP84lFJl5NCqwK565ouMg/S8OM3TAsYO24OtIv63yzqoPmme
-d7bKGK7/84aA7FnbjR12gOSPSzrEKDh+TL5j7HD2DBDkiMP5D1zjHWdNFIHz
-t3ptsJizk9+Bx021lMnL2GEmGHDA7bcvcaw9PYfRwRgENhs6sOr/4rrU89Me
-bB+7AZy/1aHp0fEdOnD+m+Ktor9XazrIbBSbz6TA5AByxhkeDQfVTyovZ3ny
-wPlg/00RhPPB/lko4nB8145etg0aDv9BQF7C4XmW9rfpsloO8rsW7Ev1k3aY
-PoG/yixbG6LvjJQDC2eXfDKfjoP7mqPLGW5IOkxpb426vEfbQaRyUslZF1EH
-HUX5LzlmWg6zQd67KeQAcx8DCCwQcEB1Lxec3xfR7c9YwObw51vpgzkfteB8
-kR6vVywlunD+X5B8oQEk/h5zOdT/tio4J2Hk0A+SnyAADT8jB2GQe54IOuyv
-lbVI/2IEjR9hh9vSNYlGosYQ96aIwvlBoPBwlIDzYekHHP7HjeD8rztvdf1N
-RfBh6QkAoBQWdw==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{11.075, 
-             17.718799999999998`}, {9.20469, 17.718799999999998`}, {
-             8.249999999999998, 16.2328}, {8.249999999999998, 
-             13.312499999999998`}, {8.249999999999998, 11.898400000000002`}, {
-             8.503129999999999, 10.6797}, {8.92656, 10.087499999999999`}, {
-             9.348440000000002, 9.496879999999999}, {10.024999999999999`, 
-             9.157809999999998}, {10.773400000000002`, 9.157809999999998}, {
-             12.5969, 9.157809999999998}, {13.514099999999997`, 10.7281}, {
-             13.514099999999997`, 13.818800000000003`}, {13.514099999999997`, 
-             16.462500000000002`}, {12.7297, 17.718799999999998`}, {11.075, 
-             17.718799999999998`}}, {{10.857799999999997`, 
-             17.295299999999997`}, {12.0297, 17.295299999999997`}, {
-             12.499999999999998`, 16.112499999999997`}, {12.499999999999998`, 
-             13.215600000000002`}, {12.499999999999998`, 
-             10.643799999999999`}, {12.0406, 9.581249999999999}, {10.9297, 
-             9.581249999999999}, {9.75938, 9.581249999999999}, {
-             9.264059999999999, 10.799999999999999`}, {9.264059999999999, 
-             13.746899999999997`}, {9.264059999999999, 16.2938}, {9.71094, 
-             17.295299999999997`}, {10.857799999999997`, 
-             17.295299999999997`}}}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}}, {{{28.67809999999999, 16.031299999999998`}, {
-            28.9609, 16.031299999999998`}, {29.260900000000007`, 
-            16.031299999999998`}, {29.260900000000007`, 
-            16.364099999999997`}, {29.260900000000007`, 
-            16.698400000000003`}, {28.9609, 16.698400000000003`}, {
-            28.67809999999999, 16.698400000000003`}, {19.665599999999998`, 
-            16.698400000000003`}, {19.382800000000003`, 
-            16.698400000000003`}, {19.082800000000002`, 
-            16.698400000000003`}, {19.082800000000002`, 
-            16.364099999999997`}, {19.082800000000002`, 
-            16.031299999999998`}, {19.382800000000003`, 
-            16.031299999999998`}, {19.665599999999998`, 
-            16.031299999999998`}, {28.67809999999999, 16.031299999999998`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGINIGYCYuFPjufT1jo6vMjS/jY91twBxl9yfx/fnM9m
-Dhfz49nPaTo7MICBOQb/d0zu0X9FCH778vBTRntw81kWT7JidHWFm1/326rg
-nIOrg8Zb3n0GnuZw/ooXHnr/CxF81SfN886uQvD7gktUpt9H8Pn8109J5bCA
-m78cpD/RwuEPyH1RLg7PQf7ztYD476+zw0wQ8ISqb3VyUAfZb2nh8CRx4TWT
-784OW8x/HErxsnaY8o0tfsYeF4enIP1vbSD6fkL5Z23h/JKtor9P/7OD87u9
-XrGYZDrA7QeH208HB1fVUqZZEc5wvu6EBT8MjznB+eJTr3BmJDk5gLz3/4KD
-QzHYXEeHbM6fC9KzHSDhecfRwaYyYoXpWjuIe8Wd4Hyw/YZODjyg8MiwdwAF
-s3GQE4TWcoCYM9sJ4u9YBwf7pkfHZyg7w/lvgMEw8xIa38nF4cRhp7WZ9+zh
-/P21shbpLXZwPjg+g20h+t46O6SmAYGaDcR97M4O4eLbLzLYWTmgpzcA8usO
-Gg==
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-            0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ1IGYCYr0JC34Yxnk4lGwV/X3azsaBZfEkK8ZeBP+m
-dE2i0VwPh3qWo/2G7rYO2Zw/F6Sv9nB4nqX9bfpdWwd5x4/JZ/Z6OHzYEJA9
-y90Orn9/raxFeosdRN7Vw0HjLe8+g5V2DhJTr3Bm/HKH89d0385gmI/g8/qv
-n5LK4e5wVeiT43kxO4c0EJjmBrd/no3OlVlqbg7/QaDexqHH6xWLyU1XiH1X
-rOB8dZB5mpZw/qG25eGnFplD/KXn5mBiDASXzRwSD1/WTr2I4O+81fU31d4d
-zg8pUZn+f4G7g4HWSuELKuYOdb+tCs4JeDg4ND06PuO2OcQ9ZR4O4iB/NVlA
-3Jvm4eB3cWLMv8sWDsc1rSaddvdwmD6Bv8pstYWDCNBbaVvdHVJi77gxvzB3
-YACBDHe4+8DmK7ijunedG5xfGbHC9Gyxm4PXCXbb2a4WcP51UHi1WcL5xw87
-rc20s3b4E5N79N8uNwcfkPqnNhDz5Nyh4WfrkADyv6c7JJwO2kLip8rdYekL
-D73/D6HyOxF8VlD8inrA+bD0sxcU/lMQ/AMg9xoh+LD0BABsyxAI
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4k8bArJnpXs6mBgDwWYrh9XdtzMYyhH89DQg
-sPNyuC70yfF8mrXDcU2rSaftvRxmzASCTGuHhMOXtVMdEfw/MblH/zkh+O3L
-w08Z+SD4e251/U3193KIEN9+kcEPwV9yfx/fHGYEv+63VcE5DVM4PyX2jhtz
-hwncPV93giRMHFSeNM87+8rT4QwIxJg47K+VtUif4gkxLxjBvwFy/zdjB4mp
-VzgzmrwcGMDABIOfw/lzQfpkBB9s/3IEH+zfkwh+OMgf/7wg9v8xdnBXLWWa
-JeDtwO0GZPwydphvo3NllhuCD1bf5g13D4wPc6/PCXbb2abecP+4gMx7gPBv
-j9crFpOLiPCA8WHhBeP/+Vb6YE6gjYN906PjM3Z7OUjMi9M8nWDjsAYUv+FQ
-/T+g8ffS02H6BP4qs9nWUHs9HXj8109JtbB2QE8fAIRc61Y=
-            "]]}, {
-           Thickness[0.006780741842916356]}, StripOnInput -> False], 
-         StyleBox[{
-           
-           JoinedCurveBox[{{{0, 2, 0}}}, {{{35.142199999999995`, 
-            16.171099999999996`}, {56.5531, 16.171099999999996`}}}, 
-            CurveClosed -> {0}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxdk21Ik1EUx5+t5gtpaS/q9NGmbtNAxbdyiLpjcZ/nYQhGVu5DsLTWEtMl
-zsDQEC3DpAjfmit0lTADdQZJKmQSiZYaCGK4PlRqVGCEZmaart09ekcdOB9+
-3Mu59/z/54Tm6o9pt1EUJXBkmiOFjpz3HohtViHo2B21U1cYBhN6jfubGhef
-w9GFIGPEPfXuQSmM4XiJ4EnSyouzKhlsf1iXLEAMBFu+cDEaORh69q2Ndrl4
-9VTB0EY8++95Cwsj/b033bqlhLM9/a4nWMMIO9/JkPAsZ4HtGLJQRhqib5tX
-4poYwmr/pxNUtYsXu4/mm/QMyBalX02PaLAFleXEn2DA2OyIPhpaUqImTYcY
-iMDnr2iIwfVCGLj8fsWWkC+GhmU3jTFq89xTzOtRyoAV6xESCF6Z1gatmYH9
-/eYBbWEg9NlurGvfulgxNVSQWMESbne0bf/Iwi11babAx59wX1ay2s76El4a
-WOjRNYlAkr5wZkzLQutIfVu+fFXJyEqEpnaG8B+sp8rFS7jfXwguNJ4uUvxY
-Vzr97EcQif9fIyR+/sT1T4pgLuf+VKIeQZvNMht3xAOc9TkE9GO/VqFkF3/f
-F/F6TXvDYHmwQpeCAGOz2G3TFwRV/uWivGoBHDdI79jVCAIq6YbYrGXl1nwo
-cqPTRIMLyi19UzsfKBOLvyuddfJcXG3Jfh3vxRJ26jm81f8az0kceb8e+1PG
-wUWLoXsjcwfM4n5aOUjAUexD+APSpJuK9hDuxP5d8ePn+RLH+3tADNN4PqI5
-sON4HggBjZOe51dZ2FtaZxifCwKonBk2jrLQi/3S0cSfe/g/v2lePw8OnunL
-vjWXSECF9wRxED41k0XNhxKWYh4LJ0zhMMuho/bdecrKwgwe5IpI/j/jDGHZ
-XFXL+GEXO/X4jOCqt2MQP0Xw9a4hsl//7/NfFHu04g==
-            "]], 
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-            0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJFIGYC4v8g8DnAITn2jhszh4FD7bptSfWyQXD+/lpZ
-i3QdBH/Dw5dTNzlg8m0rI1aYxiL4h9uWh5/ahNAP48PMh/Fh9qPzz4BAjCmc
-z+u/fkrqDARf4y3vPoOXpg6cPxekb76H4At/cjyfdhKTD9MP48PMh/Fh9ss7
-fkw+Y+uP6h55BH/Hra6/qd/9MPgw/8P4sPCB6YfxYebD+DD70fkb9PIWM+5R
-g/MNtFYKX3BB8CWmXuHMWKQK9z+MDwsfdD5MP4wPMx89/gFlCQi+
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-            0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ1IGYC4g0PX07dxBHqULJV9PdpOxsHmdePzKQUEPyO
-5eGnjDRCHepZjvYbuts6BMiJZfnqhzo8z9L+Nv2urYOm1aTT9RahDh82BGTP
-creD699fK2uR3mIHkf8T4qDxlnefwUo7B9UnzfPOXkPwC+LZz0muRPAVHD8m
-n4kNcbgq9MnxvJidwxkQUAmB2/9i+3rm52+CHf6DQL2Nw4N9fHOMjwVD7Lti
-Beerg8zTtITzD7UBPbLI3CGkRGX6/w/BDibGQHDZzMGzulnfxykEzv/GFj/D
-pxLBP3JZO1VyVYiDgdZK4Qsq5g4R4tsvMjwKcXBoenR8xm1ziHtEQh3Ep17h
-zGiygLiXJ9TB7+LEmH+XLRxq121Lqv8b4jB9An+V2WoLhyWTrBh9t4Q4pMTe
-cWN+Ye4wEwR6Q+DuA5ufFYLqXgME/+rRXJMG4RAHrxPstrNdLeD866DwarOE
-848fdlqbaWftIOER8EfCPMTBB6T+qQ3EvIwQaPjZOniB/F8X4tDj9YrF5KAt
-JH6mhTgsfeGh9/8hVH4bgg+O3ycIPiz97AWF/xQE/wDIvUYIPiw9AQBdaBll
-
-            "]], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGINIGYC4k8bArJnxYc6bDH/cSilysQBxudyUy1l0jJx
-kHn9yEzqQ6iDiTEIYPKfiMiefModBufH5h79t0kdN/8MCOwJg5sfICeW5bs7
-zEH1SfO8s1kI/kwQ6ETwb0nXJBptRfBtKyNWmN5F8Dfq5S1m/IMwnwEEHEwh
-dEqYg8y8OM3TBqYOB2plLdIdwhxeZGl/m65r6lC7bltS/cZQhx6vVywmiqYO
-Ry5rp0rahTn4nGC3nV1q7hBSojL9f0eYg9/FiTH/Nls4tC0PP2W0IMwhQnz7
-RYY4Szj/y85bXX9dreB8jbe8+wxWWsPt19daKXyhxcZBwfFj8hlGBP/BPr45
-xqdC4fwlk6wYfZeEOlwV+uR43s3GoSnQc25DXahDDEjjGmuHH2zxM3wKQx1S
-Yu+4MXNYQcK3HcEHmz8x1CE9DQimWUHMnxfqMAMUnp7WEHfvCnW4DjJ/mrXD
-1paaC5vfIvhg9xuEwfmcPxekb44Kc/gPAu+t4Hyw/15awvndoPBjtITYZxUG
-iQcZC4cJC34YPnsUConPlWYO6OkNABjzCWk=
-            "]], 
-           
-           JoinedCurveBox[{{{0, 2, 0}}}, {{{78.4531, 16.171099999999996`}, {
-            91.89409999999998, 16.171099999999996`}}}, CurveClosed -> {0}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1,
-             0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJrIGYC4kjx7RcZzoU4ZOR/aD15RdWhx+sVi0lgqIMo
-iLFF1eHBPr45xl2hDq+Kt4r+Xq3q0LY8/JQRSxic/40tfoYPZxhcf4CcWJYv
-e5iDx/5aWYt0NTi/4bdVwbkVCH7ALemaRCF1ON/34sSYf80Ifguv//opR9Xh
-5ifH3nFjjtCA2/8oAujwBg2HJyKyJ59uD3X4DwLxGnD3wtSbGANBMIIPNl8a
-wW8K9Jzb8C4EVf+iELj54PCYGwJXD5afFwL3H9j8+SEOZjZ7g6YxqsL5Z88A
-wR9lOH/2TCDwVHSQef3ITGpOiIPrmqPLGSpkHAri2c9JzgxxqLj/45bxakkH
-kU+O59PWhjiof1J5OctTEmL/3RCH1DQgcJNx2PDw5dRNP0IcakDqtWUd3vDu
-M5ipFQrng8OnB8EH6z8Z6uAOsu+GBJz/ui232+i3IJz/Zd/HrenXWCHu6wh1
-mH9i8pJstd/24PCXRPA9q5v1fR6FwPlXj+aaNKwHuudF069pO//bg81bGOLw
-ovZx9nkdZgeQs9OKQhxmgPw/k9cBFKwMUSEO/k88L5le5ob4tzDEIQDEn8zi
-AFZWC42PegZI/HaHOIg1yUwxuPzVfskkK0bfFVD5/x/tQ0pUpv+/EOJgu3aR
-vUnxe/sz4HBH8F9sX8/83CEUzge7rzMUYo/kd3tw+B8MhYTvMkYHMY+APxL/
-Qx2W3Fr+2LCZwyEm9+i/TfJhDq0K7KpnpgjA+Rrg+BGF82Hx+QMUXmdDHfhj
-A+4bHVeApN9IBF/TatLpeg0EH+w/5lCH0sPbXGfGKjiA3X8kxIEBBBLkHNDz
-JwDv9J2A
-            "]]}, {
-           JoinForm[{"Miter", 10.}], 
-           Thickness[0.006780741842916356]}, StripOnInput -> False]}, {
-        ImageSize -> {94.08659526774595, 34.861070983810706`}, 
-         BaselinePosition -> Scaled[0.3495664698586527], 
-         ImageSize -> {95., 35.}, PlotRange -> {{0., 94.09}, {0., 34.86}}, 
-         AspectRatio -> Automatic}], TraditionalForm], None}, {
-      FormBox["$Failed", TraditionalForm], None}},
+       StyleBox[
+       "\"\\!\\(\\*SubscriptBox[\\(c\\), \
+\\(0\\)]\\)-\\!\\(\\*FractionBox[\\(2 \\*SubscriptBox[\\(c\\), \\(1\\)]\\), \
+\\(3\\)]\\)+\\!\\(\\*FractionBox[SubscriptBox[\\(c\\), \\(2\\)], \
+\\(5\\)]\\)\"", FontSize -> 18, StripOnInput -> False], TraditionalForm], 
+      None}, {
+      FormBox[
+       StyleBox["\"\[Mu]\"", FontSize -> 18, StripOnInput -> False], 
+       TraditionalForm], None}},
    FrameStyle->Directive[
      GrayLevel[0], 
      Thickness[Large]],
@@ -6221,7 +5590,1279 @@ JwDv9J2A
       Scaled[0.02]}, {0, 0}},
    Ticks->{Automatic, Automatic}],
   InterpretTemplate[Legended[
-    Graphics[{{{}, {}, {{}, {}}}, {{}, {{{
+    Graphics[{{{}, {{{}, {}, {
+          Hue[0.67, 0.6, 0.6], 
+          Directive[
+           PointSize[0.009166666666666668], 
+           RGBColor[0.9, 0.36, 0.054], 
+           CapForm["Butt"], 
+           AbsoluteThickness[1.6]], 
+          Line[CompressedData["
+1:eJwsm3dcjX8Ux5saKg0l0k573FvdUbd7u8PKyMjIKkL2CGWFUD+yZaWFpIQ2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+           "]]}, {
+          Hue[0.9060679774997897, 0.6, 0.6], 
+          Directive[
+           PointSize[0.009166666666666668], 
+           RGBColor[0.365248, 0.427802, 0.758297], 
+           CapForm["Butt"], 
+           AbsoluteThickness[1.6]], 
+          Line[CompressedData["
+1:eJw8nHdcje8bx9t7H5KRTdqd6ux9TiQj38xIoYwkFMrISIoiiUIiI9kZGaG4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+           "]]}, {
+          Hue[0.1421359549995791, 0.6, 0.6], 
+          Directive[
+           PointSize[0.009166666666666668], 
+           RGBColor[0.945109, 0.593901, 0.], 
+           CapForm["Butt"], 
+           AbsoluteThickness[1.6]], 
+          Line[CompressedData["
+1:eJwtmnlcTO8Xx5NokUiLSJbSRlHT7PtSWrWS7AnZsoUsyb6lflkifaMkEVmz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+           "]]}}}, {{}, {}}}, {{}, {{{
           Directive[
            PointSize[0.012833333333333334`], 
            RGBColor[0.9, 0.36, 0.054], 
@@ -6272,253 +6913,18 @@ JwDv9J2A
                  RGBColor[0.945109, 0.593901, 0.], 
                  CapForm["Butt"], 
                  AbsoluteThickness[1.6]]}], {0., 0.}, Automatic, 
-            Offset[10]], {{{-30.9, 0.}}, {{-30.9, 0.}}}]}}, {{
-          Directive[
-           PointSize[0.012833333333333334`], 
-           RGBColor[0.9, 0.36, 0.054], 
-           CapForm["Butt"], 
-           AbsoluteThickness[1.6]]}, {
-          Directive[
-           PointSize[0.012833333333333334`], 
-           RGBColor[0.365248, 0.427802, 0.758297], 
-           CapForm["Butt"], 
-           AbsoluteThickness[1.6]]}, {
-          Directive[
-           PointSize[0.012833333333333334`], 
-           RGBColor[0.945109, 0.593901, 0.], 
-           CapForm["Butt"], 
-           AbsoluteThickness[1.6]]}, {}, {}, {}, {}, {}, {}, {}}, {{
-          Directive[
-           PointSize[0.012833333333333334`], 
-           RGBColor[0.9, 0.36, 0.054], 
-           CapForm["Butt"], 
-           AbsoluteThickness[1.6]]}, {
-          Directive[
-           PointSize[0.012833333333333334`], 
-           RGBColor[0.365248, 0.427802, 0.758297], 
-           CapForm["Butt"], 
-           AbsoluteThickness[1.6]]}, {
-          Directive[
-           PointSize[0.012833333333333334`], 
-           RGBColor[0.945109, 0.593901, 0.], 
-           CapForm["Butt"], 
-           AbsoluteThickness[
-           1.6]]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}}}, {
+            Offset[10]], {{{-30.9, 0.}}, {{-30.9, 0.}}}]}}}, {{}, {}}}}, {
      DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> 
       GoldenRatio^(-1), Axes -> {False, False}, AxesLabel -> {None, None}, 
-      AxesOrigin -> {0, 0}, AxesStyle -> Thickness[Large], BaseStyle -> 16, 
-      DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, 
-      FrameLabel -> {{
-         Graphics[{
-           Thickness[0.010628122010840685`], 
-           Style[{
-             
-             FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ1IGYC4or7P24Zd0s5LH/hofe/0NAh5O3ljzMYZeD8
-A937mkyaZRy2mP84lFJl5NCqwK565ouMg/S8OM3TAsYO24OtIv63yzqoPmme
-d7bKGK7/84aA7FnbjR12gOSPSzrEKDh+TL5j7HD2DBDkiMP5D1zjHWdNFIHz
-t3ptsJizk9+Bx021lMnL2GEmGHDA7bcvcaw9PYfRwRgENhs6sOr/4rrU89Me
-bB+7AZy/1aHp0fEdOnD+m+Ktor9XazrIbBSbz6TA5AByxhkeDQfVTyovZ3ny
-wPlg/00RhPPB/lko4nB8145etg0aDv9BQF7C4XmW9rfpsloO8rsW7Ev1k3aY
-PoG/yixbG6LvjJQDC2eXfDKfjoP7mqPLGW5IOkxpb426vEfbQaRyUslZF1EH
-HUX5LzlmWg6zQd67KeQAcx8DCCwQcEB1Lxec3xfR7c9YwObw51vpgzkfteB8
-kR6vVywlunD+X5B8oQEk/h5zOdT/tio4J2Hk0A+SnyAADT8jB2GQe54IOuyv
-lbVI/2IEjR9hh9vSNYlGosYQ96aIwvlBoPBwlIDzYekHHP7HjeD8rztvdf1N
-RfBh6QkAoBQWdw==
-              "]], 
-             
-             FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-               3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{11.075, 
-               17.718799999999998`}, {9.20469, 17.718799999999998`}, {
-               8.249999999999998, 16.2328}, {8.249999999999998, 
-               13.312499999999998`}, {8.249999999999998, 
-               11.898400000000002`}, {8.503129999999999, 10.6797}, {8.92656, 
-               10.087499999999999`}, {9.348440000000002, 9.496879999999999}, {
-               10.024999999999999`, 9.157809999999998}, {10.773400000000002`, 
-               9.157809999999998}, {12.5969, 9.157809999999998}, {
-               13.514099999999997`, 10.7281}, {13.514099999999997`, 
-               13.818800000000003`}, {13.514099999999997`, 
-               16.462500000000002`}, {12.7297, 17.718799999999998`}, {11.075, 
-               17.718799999999998`}}, {{10.857799999999997`, 
-               17.295299999999997`}, {12.0297, 17.295299999999997`}, {
-               12.499999999999998`, 16.112499999999997`}, {
-               12.499999999999998`, 13.215600000000002`}, {
-               12.499999999999998`, 10.643799999999999`}, {12.0406, 
-               9.581249999999999}, {10.9297, 9.581249999999999}, {9.75938, 
-               9.581249999999999}, {9.264059999999999, 10.799999999999999`}, {
-               9.264059999999999, 13.746899999999997`}, {9.264059999999999, 
-               16.2938}, {9.71094, 17.295299999999997`}, {10.857799999999997`,
-                17.295299999999997`}}}], 
-             
-             FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-              3}, {0, 1, 0}}}, {{{28.67809999999999, 16.031299999999998`}, {
-              28.9609, 16.031299999999998`}, {29.260900000000007`, 
-              16.031299999999998`}, {29.260900000000007`, 
-              16.364099999999997`}, {29.260900000000007`, 
-              16.698400000000003`}, {28.9609, 16.698400000000003`}, {
-              28.67809999999999, 16.698400000000003`}, {19.665599999999998`, 
-              16.698400000000003`}, {19.382800000000003`, 
-              16.698400000000003`}, {19.082800000000002`, 
-              16.698400000000003`}, {19.082800000000002`, 
-              16.364099999999997`}, {19.082800000000002`, 
-              16.031299999999998`}, {19.382800000000003`, 
-              16.031299999999998`}, {19.665599999999998`, 
-              16.031299999999998`}, {28.67809999999999, 
-              16.031299999999998`}}}], 
-             FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 
-              1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {
-              0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGINIGYCYuFPjufT1jo6vMjS/jY91twBxl9yfx/fnM9m
-Dhfz49nPaTo7MICBOQb/d0zu0X9FCH778vBTRntw81kWT7JidHWFm1/326rg
-nIOrg8Zb3n0GnuZw/ooXHnr/CxF81SfN886uQvD7gktUpt9H8Pn8109J5bCA
-m78cpD/RwuEPyH1RLg7PQf7ztYD476+zw0wQ8ISqb3VyUAfZb2nh8CRx4TWT
-784OW8x/HErxsnaY8o0tfsYeF4enIP1vbSD6fkL5Z23h/JKtor9P/7OD87u9
-XrGYZDrA7QeH208HB1fVUqZZEc5wvu6EBT8MjznB+eJTr3BmJDk5gLz3/4KD
-QzHYXEeHbM6fC9KzHSDhecfRwaYyYoXpWjuIe8Wd4Hyw/YZODjyg8MiwdwAF
-s3GQE4TWcoCYM9sJ4u9YBwf7pkfHZyg7w/lvgMEw8xIa38nF4cRhp7WZ9+zh
-/P21shbpLXZwPjg+g20h+t46O6SmAYGaDcR97M4O4eLbLzLYWTmgpzcA8usO
-Gg==
-              "]], 
-             
-             FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ1IGYCYr0JC34Yxnk4lGwV/X3azsaBZfEkK8ZeBP+m
-dE2i0VwPh3qWo/2G7rYO2Zw/F6Sv9nB4nqX9bfpdWwd5x4/JZ/Z6OHzYEJA9
-y90Orn9/raxFeosdRN7Vw0HjLe8+g5V2DhJTr3Bm/HKH89d0385gmI/g8/qv
-n5LK4e5wVeiT43kxO4c0EJjmBrd/no3OlVlqbg7/QaDexqHH6xWLyU1XiH1X
-rOB8dZB5mpZw/qG25eGnFplD/KXn5mBiDASXzRwSD1/WTr2I4O+81fU31d4d
-zg8pUZn+f4G7g4HWSuELKuYOdb+tCs4JeDg4ND06PuO2OcQ9ZR4O4iB/NVlA
-3Jvm4eB3cWLMv8sWDsc1rSaddvdwmD6Bv8pstYWDCNBbaVvdHVJi77gxvzB3
-YACBDHe4+8DmK7ijunedG5xfGbHC9Gyxm4PXCXbb2a4WcP51UHi1WcL5xw87
-rc20s3b4E5N79N8uNwcfkPqnNhDz5Nyh4WfrkADyv6c7JJwO2kLip8rdYekL
-D73/D6HyOxF8VlD8inrA+bD0sxcU/lMQ/AMg9xoh+LD0BABsyxAI
-              "]], 
-             
-             FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {
-              1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4k8bArJnpXs6mBgDwWYrh9XdtzMYyhH89DQg
-sPNyuC70yfF8mrXDcU2rSaftvRxmzASCTGuHhMOXtVMdEfw/MblH/zkh+O3L
-w08Z+SD4e251/U3193KIEN9+kcEPwV9yfx/fHGYEv+63VcE5DVM4PyX2jhtz
-hwncPV93giRMHFSeNM87+8rT4QwIxJg47K+VtUif4gkxLxjBvwFy/zdjB4mp
-VzgzmrwcGMDABIOfw/lzQfpkBB9s/3IEH+zfkwh+OMgf/7wg9v8xdnBXLWWa
-JeDtwO0GZPwydphvo3NllhuCD1bf5g13D4wPc6/PCXbb2abecP+4gMx7gPBv
-j9crFpOLiPCA8WHhBeP/+Vb6YE6gjYN906PjM3Z7OUjMi9M8nWDjsAYUv+FQ
-/T+g8ffS02H6BP4qs9nWUHs9HXj8109JtbB2QE8fAIRc61Y=
-              "]]}, 
-            Thickness[0.006780741842916356]], 
-           Style[{
-             
-             JoinedCurve[{{{0, 2, 0}}}, {{{35.142199999999995`, 
-              16.171099999999996`}, {56.5531, 16.171099999999996`}}}, 
-              CurveClosed -> {0}], 
-             
-             FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {
-              1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxdk21Ik1EUx5+t5gtpaS/q9NGmbtNAxbdyiLpjcZ/nYQhGVu5DsLTWEtMl
-zsDQEC3DpAjfmit0lTADdQZJKmQSiZYaCGK4PlRqVGCEZmaart09ekcdOB9+
-3Mu59/z/54Tm6o9pt1EUJXBkmiOFjpz3HohtViHo2B21U1cYBhN6jfubGhef
-w9GFIGPEPfXuQSmM4XiJ4EnSyouzKhlsf1iXLEAMBFu+cDEaORh69q2Ndrl4
-9VTB0EY8++95Cwsj/b033bqlhLM9/a4nWMMIO9/JkPAsZ4HtGLJQRhqib5tX
-4poYwmr/pxNUtYsXu4/mm/QMyBalX02PaLAFleXEn2DA2OyIPhpaUqImTYcY
-iMDnr2iIwfVCGLj8fsWWkC+GhmU3jTFq89xTzOtRyoAV6xESCF6Z1gatmYH9
-/eYBbWEg9NlurGvfulgxNVSQWMESbne0bf/Iwi11babAx59wX1ay2s76El4a
-WOjRNYlAkr5wZkzLQutIfVu+fFXJyEqEpnaG8B+sp8rFS7jfXwguNJ4uUvxY
-Vzr97EcQif9fIyR+/sT1T4pgLuf+VKIeQZvNMht3xAOc9TkE9GO/VqFkF3/f
-F/F6TXvDYHmwQpeCAGOz2G3TFwRV/uWivGoBHDdI79jVCAIq6YbYrGXl1nwo
-cqPTRIMLyi19UzsfKBOLvyuddfJcXG3Jfh3vxRJ26jm81f8az0kceb8e+1PG
-wUWLoXsjcwfM4n5aOUjAUexD+APSpJuK9hDuxP5d8ePn+RLH+3tADNN4PqI5
-sON4HggBjZOe51dZ2FtaZxifCwKonBk2jrLQi/3S0cSfe/g/v2lePw8OnunL
-vjWXSECF9wRxED41k0XNhxKWYh4LJ0zhMMuho/bdecrKwgwe5IpI/j/jDGHZ
-XFXL+GEXO/X4jOCqt2MQP0Xw9a4hsl//7/NfFHu04g==
-              "]], 
-             
-             FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJFIGYC4v8g8DnAITn2jhszh4FD7bptSfWyQXD+/lpZ
-i3QdBH/Dw5dTNzlg8m0rI1aYxiL4h9uWh5/ahNAP48PMh/Fh9qPzz4BAjCmc
-z+u/fkrqDARf4y3vPoOXpg6cPxekb76H4At/cjyfdhKTD9MP48PMh/Fh9ss7
-fkw+Y+uP6h55BH/Hra6/qd/9MPgw/8P4sPCB6YfxYebD+DD70fkb9PIWM+5R
-g/MNtFYKX3BB8CWmXuHMWKQK9z+MDwsfdD5MP4wPMx89/gFlCQi+
-              "]], 
-             
-             FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ1IGYC4g0PX07dxBHqULJV9PdpOxsHmdePzKQUEPyO
-5eGnjDRCHepZjvYbuts6BMiJZfnqhzo8z9L+Nv2urYOm1aTT9RahDh82BGTP
-creD699fK2uR3mIHkf8T4qDxlnefwUo7B9UnzfPOXkPwC+LZz0muRPAVHD8m
-n4kNcbgq9MnxvJidwxkQUAmB2/9i+3rm52+CHf6DQL2Nw4N9fHOMjwVD7Lti
-Beerg8zTtITzD7UBPbLI3CGkRGX6/w/BDibGQHDZzMGzulnfxykEzv/GFj/D
-pxLBP3JZO1VyVYiDgdZK4Qsq5g4R4tsvMjwKcXBoenR8xm1ziHtEQh3Ep17h
-zGiygLiXJ9TB7+LEmH+XLRxq121Lqv8b4jB9An+V2WoLhyWTrBh9t4Q4pMTe
-cWN+Ye4wEwR6Q+DuA5ufFYLqXgME/+rRXJMG4RAHrxPstrNdLeD866DwarOE
-848fdlqbaWftIOER8EfCPMTBB6T+qQ3EvIwQaPjZOniB/F8X4tDj9YrF5KAt
-JH6mhTgsfeGh9/8hVH4bgg+O3ycIPiz97AWF/xQE/wDIvUYIPiw9AQBdaBll
-
-              "]], 
-             
-             FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 
-              1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {
-              0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGINIGYC4k8bArJnxYc6bDH/cSilysQBxudyUy1l0jJx
-kHn9yEzqQ6iDiTEIYPKfiMiefModBufH5h79t0kdN/8MCOwJg5sfICeW5bs7
-zEH1SfO8s1kI/kwQ6ETwb0nXJBptRfBtKyNWmN5F8Dfq5S1m/IMwnwEEHEwh
-dEqYg8y8OM3TBqYOB2plLdIdwhxeZGl/m65r6lC7bltS/cZQhx6vVywmiqYO
-Ry5rp0rahTn4nGC3nV1q7hBSojL9f0eYg9/FiTH/Nls4tC0PP2W0IMwhQnz7
-RYY4Szj/y85bXX9dreB8jbe8+wxWWsPt19daKXyhxcZBwfFj8hlGBP/BPr45
-xqdC4fwlk6wYfZeEOlwV+uR43s3GoSnQc25DXahDDEjjGmuHH2zxM3wKQx1S
-Yu+4MXNYQcK3HcEHmz8x1CE9DQimWUHMnxfqMAMUnp7WEHfvCnW4DjJ/mrXD
-1paaC5vfIvhg9xuEwfmcPxekb44Kc/gPAu+t4Hyw/15awvndoPBjtITYZxUG
-iQcZC4cJC34YPnsUConPlWYO6OkNABjzCWk=
-              "]], 
-             
-             JoinedCurve[{{{0, 2, 0}}}, {{{78.4531, 16.171099999999996`}, {
-              91.89409999999998, 16.171099999999996`}}}, CurveClosed -> {0}], 
-             
-             
-             FilledCurve[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-              1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {
-              0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJrIGYC4kjx7RcZzoU4ZOR/aD15RdWhx+sVi0lgqIMo
-iLFF1eHBPr45xl2hDq+Kt4r+Xq3q0LY8/JQRSxic/40tfoYPZxhcf4CcWJYv
-e5iDx/5aWYt0NTi/4bdVwbkVCH7ALemaRCF1ON/34sSYf80Ifguv//opR9Xh
-5ifH3nFjjtCA2/8oAujwBg2HJyKyJ59uD3X4DwLxGnD3wtSbGANBMIIPNl8a
-wW8K9Jzb8C4EVf+iELj54PCYGwJXD5afFwL3H9j8+SEOZjZ7g6YxqsL5Z88A
-wR9lOH/2TCDwVHSQef3ITGpOiIPrmqPLGSpkHAri2c9JzgxxqLj/45bxakkH
-kU+O59PWhjiof1J5OctTEmL/3RCH1DQgcJNx2PDw5dRNP0IcakDqtWUd3vDu
-M5ipFQrng8OnB8EH6z8Z6uAOsu+GBJz/ui232+i3IJz/Zd/HrenXWCHu6wh1
-mH9i8pJstd/24PCXRPA9q5v1fR6FwPlXj+aaNKwHuudF069pO//bg81bGOLw
-ovZx9nkdZgeQs9OKQhxmgPw/k9cBFKwMUSEO/k88L5le5ob4tzDEIQDEn8zi
-AFZWC42PegZI/HaHOIg1yUwxuPzVfskkK0bfFVD5/x/tQ0pUpv+/EOJgu3aR
-vUnxe/sz4HBH8F9sX8/83CEUzge7rzMUYo/kd3tw+B8MhYTvMkYHMY+APxL/
-Qx2W3Fr+2LCZwyEm9+i/TfJhDq0K7KpnpgjA+Rrg+BGF82Hx+QMUXmdDHfhj
-A+4bHVeApN9IBF/TatLpeg0EH+w/5lCH0sPbXGfGKjiA3X8kxIEBBBLkHNDz
-JwDv9J2A
-              "]]}, 
-            JoinForm[{"Miter", 10.}], 
-            Thickness[0.006780741842916356]]}, {
-          ImageSize -> {94.08659526774595, 34.861070983810706`}, 
-           BaselinePosition -> Scaled[0.3495664698586527], 
-           ImageSize -> {95., 35.}, PlotRange -> {{0., 94.09}, {0., 34.86}}, 
-           AspectRatio -> Automatic}], None}, {$Failed, None}}, FrameStyle -> 
-      Directive[
+      AxesOrigin -> {-4.270833333333344, 0}, AxesStyle -> Thickness[Large], 
+      BaseStyle -> 18, DisplayFunction :> Identity, 
+      Frame -> {{True, True}, {True, True}}, FrameLabel -> {{
+         Style[
+         "\!\(\*SubscriptBox[\(c\), \(0\)]\)-\!\(\*FractionBox[\(2 \
+\*SubscriptBox[\(c\), \(1\)]\), \
+\(3\)]\)+\!\(\*FractionBox[SubscriptBox[\(c\), \(2\)], \(5\)]\)", FontSize -> 
+          18], None}, {
+         Style["\[Mu]", FontSize -> 18], None}}, FrameStyle -> Directive[
         GrayLevel[0], 
         Thickness[Large]], 
       FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}}, 
@@ -6543,1148 +6949,39 @@ JwDv9J2A
      Unevaluated[
       PointLegend[{
         Directive[
-         PointSize[0.012833333333333334`], 
+         PointSize[0.009166666666666668], 
          RGBColor[0.9, 0.36, 0.054], 
          CapForm["Butt"], 
+         AbsoluteThickness[1.6]], 
+        Directive[
+         PointSize[0.009166666666666668], 
+         RGBColor[0.365248, 0.427802, 0.758297], 
+         CapForm["Butt"], 
+         AbsoluteThickness[1.6]], 
+        Directive[
+         PointSize[0.009166666666666668], 
+         RGBColor[0.945109, 0.593901, 0.], 
+         CapForm["Butt"], 
          AbsoluteThickness[1.6]]}, {
-        Graphics[{
-          Thickness[0.00893415527561869], 
-          Style[{
-            
-            FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-              3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGI7IGYC4jMg4PPDngEEAowdIPx/cP7B7n1NJo8ZHOwr
-I1aY/jV2MAaBz4wOX3fe6vqbauKg/knl5SxODocniQuvmZw3gejn4YXzq+//
-uGW8WhDOnzUTCCxFHByaHh2foY3g1/+2KjiXYQznS8+L0zzdYOTwHwTiBR0i
-xbdfZNhn6JCeBgTPuOF8mY1i85kUEPyS5SUb/vFzOXR7vWIxOWgIcc8ZDof9
-tbIW6UcMHexKHGtPx7A7fN4QkD3ruKGDCdhDbA5L7u/jm6MMNe8BG0S/IFR/
-D5eD9wl229muUPkEHofb0jWJRqGGDjGqETLn/vDB+eBwaxCG8x+4xjvOuijq
-0AMyb6MBnH98145eNgN9OH8GyN87dSD+vS/kcP5q2Bt9aW2HJbeWPzY8zAPn
-+z/xvGQazAHnQ/zD4pASe8eNuULb4TrvbbHUMkaHFl7/9VNUdeDxuV71SfO8
-tToOLeK1rJnHftuD9VvrOjz2e5nwV/6HfS0o/Dv0oOH7yX7qBP4qM289h5yp
-CYUWn7/Z+98CeuiSDtR/P+xFQB76ou0w/8TkJdnLftofP+y0NnOfFjx9gOPb
-Xwsevs+ztL9Nl9WC2s8J54P9u18AzgeHh6GoA9h8E21Iergp7gCzPxoU3jWS
-DkdB4XdB16E/otufMUAKGm56cD44/hgN4Hxw/E01cHBbc3Q5Q4SkQyPL0X5D
-cUOHN2253UazxSHpI8XQIQ0MxByiFRw/Js8xdNAApW9PUQd9rZXCF7YYwuMH
-nD4vGDpEgdyzR8yhYE337YwJRg59IPsMJBxOg8JDzhjONwDpv4Lgg+PrhQkk
-/cwRcTgFUj/PFBq+fHA+WP0Hdjj/y76PW9OnMUPSa7KpQyo4vv7ao+Q/pPwM
-AGkkpqI=
-             "]], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZjR2DA5dDXI4rjYxJhJiV5cakhl
-k2omMe5HZgMAEs4CVw==
-             "], CompressedData["
-1:eJxdk31IU1EYxjeVQioKLaw528bcx51su1enDlF6KhKlxBShUZaZn31YQkqY
-E0nT0JVpaFiKlEUWmZpoipSGJopfZYaFSV8YSegfmohgZTv36hn0wvnjx33u
-Oc953vcoTpyLTnIWiURi+9plX072dYtUkRKeNceYQXA4HhOtuROuQs5yUPqI
-mcMQqY1qGHWP3N+YOCTzpUbkaFnsX3cHa6bya4YHWMp102GGlTIWlzdFNpbv
-W9OzKL9ScHhMqkZF6eaLAT5G2ILDO5K7lVghFadAWH1vncisxELnXGvKohQi
-UqwSW7NuZAy/kmJvab5b8k8FCuTrVUPlUsFftRwvbZ15pgQphglb5ZgpTLP5
-VklQRPZ/qxB09RLhHJkSsSqLdOS5BM2Gs/fEUm/h+5AELq7FsoQGB7cj71uf
-WUWZJTl4q+n/LYFL3YmnNHR/Ps8dDD0/asLTGu/LUH/+wS+ibyo01H+Tyh5c
-hFq4330pnhI/v1VI5GP0osyfZ91J+arFFineIkMEydVZjZjZsbnKSzKab/bn
-pQm/I3IkHJ0MdW7XQq+QLZwZN1Lu79nz5OQnI9rI/T5okV5v+5gKFgHEn5iB
-xaNtVFTCIo7MgysDj4p3rqm17Kp/hvY7e77p4OkgRsh1hYWMND5OB9L2pO0c
-Aon+q07YX86hhfi3+lC2kv87DJS7crzMKd4sQrIsD/3TWMr8HH3XO9il9zp3
-QQcvftD0qCTz9FgDkx8pH8q8rVwdZT6fSQa+RDamQV9H+7V1TVrk83OqFfRd
-2tV3oEEj6c8sI+T3TC3oS3XCnJSo6X3W+ED/+pCqCqPjO5mPYg4ppJ+hOsp8
-7pUGyr/sMdz+wWJDqCrTqZjFVPzdcVMXh5nzrduW9+vRU1h3aKCZQy55l9Na
-vHeb3/36AYc/i5lfqqNUyLDLBhs4Yd5rlVT///v+B7q0ssM=
-             "]], 
-            FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-              1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {
-              1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCwBmIQ3RtcojLd3s5hs/mPQylZmg4+J9htZy+1c0iJvePG
-vEPL4YZ0TaLRVDuHGTOBQFLbYcn9fXxzgm0ctjs0PTr+Q8vhDAjssXZYr/qk
-ed5bbYctIHO0rB2eJC68ZuKv42BiDATJVnD+fxBYbwnnF6zpvp3xwMJhSntr
-1OU72g4ga2ZaWsDtA7sn1BxCi2o59IHce9/MITUNCNo04HxdRfkvOdPU4PwN
-enmLGW1UHEDOOjvLHOLOOUoOySB/nbBwUL72KJghRsnhhtAnx/Nt5g7V93/c
-Ms5WcIgQ336RIc7c4UD3viaTx/IQ93iaO/REdPszCiD4b9pyu42k5eB8sD+D
-ZRwOti0PPzXJ3EF+14J9qX7SDl933ur6G2rhUAM2X8rB7+LEmH+fzRwUQPJ5
-4g7TJvBXme02g7jvjZiDxNQrnBlNZg4PXOMdZ00UgfPB9swUgvNlNorNZ1rA
-6RCj4Pgx+Y25g32JY+3pOYwOPV6vWEw+WsL5HzYEZM8Kt4Hz7YHRNsPaDuLe
-zbxwPtg/s8XgfLD79aQdePzXT0mtsHWIUY2QORcjB5GPtoHzwfF3wRLOB/vj
-jwWcD/bfbAtIvMvLw/mw8Ibx9+TXvJ15VcFhIyje9lg4rBXS4UvXU3TwBsW7
-qiUkPB4qOkSC4sfO0sF5QrNQGpeSwxdQ+LpC+VJKDqBkkRZm6VAJMt9aCZLO
-6i0djMFAyeEzKDymW0Ls11aCpnMEv57laL9huhWcX7JV9PdpO2uI+44qQdLh
-U2uIezYqQ9OVjcOpw05rM/epQOL7q42DLyiemdXgfEh4q8P5XuB0reHA46Za
-yvTKxkFu+QsPvf0aDhpvefcZnLSB50f0/AkAMzmeWg==
-              "], {{
-              25.814099999999996`, 13.6141}, {26.89529999999999, 13.6141}, {
-              27.626599999999993`, 12.7234}, {27.626599999999993`, 11.3734}, {
-              27.626599999999993`, 10.339100000000002`}, {26.959400000000002`,
-               9.625}, {25.989099999999993`, 9.625}, {24.924999999999997`, 
-              9.625}, {24.2094, 10.4516}, {24.2094, 11.674999999999999`}, {
-              24.2094, 12.898400000000002`}, {24.796899999999997`, 13.6141}, {
-              25.814099999999996`, 13.6141}}, {{26.5609, 6.478129999999999}, {
-              28.357799999999994`, 6.478129999999999}, {28.978099999999998`, 
-              6.1125}, {28.978099999999998`, 5.07813}, {28.978099999999998`, 
-              3.7125000000000004`}, {27.7219, 2.6953099999999997`}, {
-              26.053099999999997`, 2.6953099999999997`}, {24.670299999999994`,
-               2.6953099999999997`}, {23.7172, 3.5046899999999996`}, {23.7172,
-               4.6812499999999995`}, {23.7172, 5.3968799999999995`}, {
-              24.129699999999996`, 6.0484399999999985`}, {24.7656, 6.31875}, {
-              25.020299999999995`, 6.445309999999999}, {25.4656, 
-              6.478129999999999}, {26.5609, 6.478129999999999}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-             0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0,
-              1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGIdIGYCYt+LE2P+Ods7PM/S/jZdVsthi/mPQym3EPz5
-NjpXZtk5wPnFW0V/n3ZzcNDXWil84YkmnD9jAn+V2Wl1OF+4clLJ2SUKcP6O
-YKuI/+6yDu6qpUyzHBwcvuz7uDX9moxDA8vRfsPv9g6tCuyqZ7bIOGzRy1vM
-aGPvIALS34Lgv2nL7TaaLeXA479+SqqBg0OMaoTMuT1SDjelaxKNUh0czoCB
-lIP5taO5JjMQ/PrfVgXnDuDm/47JPfpvlyPcfBgfZn+P1ysWk0BHuPvkHT8m
-n/nq4JCaBgTPZBxmgsBHqH/EZOF8mP9h/E0gf8iowfngcGfWgNjn5Ohw/mrY
-G/3Z0PBchuBXRKwwPfsYwU8H2cvn5JAQEqS+QFPTYU337QwGfScHA1B8qGg4
-XMyPZz8XieBvANmb4+Tgc4LddvZXbQdvEB3q5MDC2SWfrKfjEFyiMv2/gZPD
-k8SF10z8dRz218papPMg+Dtvdf1NPe8I54Pt73OEhp+2g33To+Mzkh0dzG32
-Bk1j1Ib7b84i5Z1/nmvA+TD7wObdd4Cb93lDQPascgcHH1B4LNaGhC+vg0PA
-LVDEajvA0ifMfPT0CgBoEj14
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJeKK32pHne2VUuDk8SF14z8ddxuJwfz36u0RnO318r
-a5G+xcmh9rdVwTkOTTj/TfFW0d/eKnB+wNvLH2cslHdIOHxZOzXT2WFnsFXE
-/3ZJhxOaVpNO57vA+T1er1hMVrrC+XUgczvcHJwnNAulaSnA+WD736vA+TNm
-AoGlpgOImnnQFe4+dPfrTljww7DNxUF86hXODCdth0SQexxd4XyHpkfHZ5x2
-dcjM/9B6UkQDzn/gGu8466AynA92j5SCw0a9vMWMKa4O/0FgvjTEnv0ucD7Y
-f9+d4Xyw+wqdHUoPb3OdeVcBzn8UIb79YoIqnP/3W+mDOYaaDibGQHDZGe4+
-dPcDAL4pwwE=
-             "]], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGIZIAaxQYAJSjNCxZiR+AxobFxqkMWJYZNqPrXcQIl6
-YtwAANeLAk0=
-             "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJrIGYC4vbl4aeMzng5sHB2ySfr6ThcyI9nP7fTy+FJ
-4sJrJv46DstfeOj9D/Ry8Lk4MebfYm0H82tHc01eeDoE3JKuSTTSdthfK2uR
-XuPpYG6zN2gaI4L/PEv723RZLYfjmlaTTh9H8ENKVKb/l/CC83u8XrGYKHo5
-6GutFL7wRBPOnzGBv8rstDqcfwYE5ijB+TNB4KUiRJzFyyE1DQjYFB0ixLdf
-ZLjm6VB9/8ctY28FB5bFk6wY53o6yO9asC/1nJxDZcQK07PRng7qn1Reznop
-6zD5G1v8DB4EX+iT4/m0ox5wPtg/PR4OMaoRMufmyDlUgPRneziYGAPBZXmH
-nbe6/qb6e0Dsy1ZwCAb5z8HDwX3N0eUMGYpwfvnhba4zzyrB+bDwLt4q+vu0
-ngc8vNd0385gOO4OD++boGCOdYeHd+Lhy9qpH93g4Q3jw8JzCsg/Nu5wPjg8
-+hB83QkLfhhOc4eHN4wPC28Y/46m7Jr/xUpwvvOEZqE0KwUHialXODMWuUPC
-o0YO7l5w+D+TgYTvZ3eH9UI6fOn/pOD+BYcnp5QDKyg+tiL4rqqlTLMEPOF8
-cHpL9ITE6xuo/hmeDiKVk0rOtsjA4x/mHhgfFj/gcJQHph9wApGFp7c3bbnd
-RrOlHBJA4bUQmp7OSDnkcP5ckL4YwQfbfxDBTwf56x5uvsqT5nlns7zh5sP4
-MPfuAKUPcW+HVgV21TNbZBzu7+ObY3zJy+HLvo9b06/JOMDyHzi9WMjC+cIg
-/UsUHNDzJwDBuJoy
-             "]], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa
-jwDSKwJB
-             "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJzIGYC4oqIFaZnb/s5vGnL7TaaLeVwVNNq0ulwf4cz
-YCDlcCE/nv1cJIK/v1bWIr0GwQ8pUZn+fwZu/hvefQYzhQLg5sP4IpWTSs62
-yEDMv+jv0KrArnpmiwxEX4+/w5d9H7emX5NxmGujc2VWm7+D+5qjyxksZOF8
-YZD+JQpwvgfIYcfV4Hz55S889Oq1HEq2iv4+Lebv8CRx4TUTfx0HlSfN884a
-+cH5XzYEZM967gvng+3f4+ugqyj/JUdMx+HuPr45xpN8HX68fX3Aslnb4QNI
-/Xcfh83mPw6lZGnC+SycXfLJejoON6RrEo2e+sDNE/nkeD6t1sfB5+LEmH+L
-tR3smx4dnyHs4xBwC6RQ2+E4KLyXezuY2+wNmsaI4D/P0v42XVbLwcQYCD4j
-+HtB4e/iA+dP+cYWP8PHx0Ffa6XwhSeacP6MCfxVZqfV4XxYeMH4O4KtIv67
-Q8PTzQce3gmHL2unMvrA40Pe8WPymaXe8PiC8WHxaX7taK6JgY9DjGqEzLk9
-Ug5rum9nMKT7wON/KTAa/i9E8FkWT7JivIvgb9DLW8wo4gvXn5oGBPN84ebD
-+DD7VUHx5+QLd5/PCXbb2X8R7ofFB8x/MD7M/zC+GSi8E9Xh/OO7dvSyXdCA
-+K/W1+HEYae1mXFakPT5E8G/D0oPTX5wPiz/zFmkvPPPcQ04PyP/Q+vJEDUH
-9PwFAL4FlSs=
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {
-              0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-              0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQLe4R8EficKDDFvMfh1K8tB0OX9ZOlewKdFir+qR5
-Hq+Ow0wQyA10eJK48JqJv45DhPj2iwxeCP5b3n0GM/UQ/Pv7+OYYiwU6nDjs
-tDZTTsdhw8OXUzf9CXAQ6fF6xbJF28EYBBYHOBwHydtpOXQDhU0yAxwSQoLU
-F3hqOnzeEJA9yznAISX2jhvzDzU43/fixJh/zipw/vtF6xXO7lB0ALs/PsDh
-738gsJd3eLF9PfPzCQEOrQrsqme2yDhcPZpr0rA5wCFCNULm3B0pB385sSzf
-xwEO6p9UXs7ilHIQ/uR4Pk01EM6Xd/yYfMYSwQc52yQw0KHm/o9bxt5SEP+F
-BTpUgPjdUhD/HA90cJ7QLJRmpQAJv0OBDm/acruNZks5PBaRPfn0c6BDDMj+
-PVIO7cvDTxmxBDmcAQMph/21shbpAgi+ptWk0/USCD4oGs6qIfjSrx+ZSdkE
-wc0D+8cZKr9GChI+4Qh+cInK9P85QXD3wPgilZNKzrbIQPxjFwQPL7B+6SCH
-L/s+bk2/JgN3z45gq4j/7rJwvjBI/xIFVPfKGDnsvNX1N5U/yMG+MmKFqa2R
-wxtQ+ngU6JAMjk9Dh/x49nOSBwMh9lw3hKSPgkCH60LAiFiG4OtrrRS+YGLo
-sLWl5sLmlQg+KJr/70bwYekXbD4Hgg9Op30GDujpGwDb803L
-              
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQLe4R8EficKDDGRDIUXGA8ZWvPQpmiFFyyI9nPyd5
-MNDBeUKzUBqXkkNlxArTs5sDHcI5xdqN/RUddt7q+ps6PdAh4O3ljzMWyjvU
-rNuWVJ8a6KD6SeXlrJWyDltbai5sNkXw25eHnzK6EwDnS79+ZCY1J8DBfc3R
-5QwdinC+1Lw4zdMBqnD+nEXKO/8c13BY3X07g+FygIMMSP6ClsNb3n0GM/UC
-4fxur1csJqEIvo3OlVnPagMd0tNAQMuhFuS+hYEOf96+PmC5WNNhwoIfhs+2
-BTr8/Vb6YI6hJtz/MPtg/FSQ9jYEHxZeAJv9kKs=
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4uZAz7kN24Idum08d6V9UnSA8UPeXv44o1He
-4erRXJOGzcEOM2aCgKxDgJxYlu/qYAf5XQv2pfJJO7QvDz9l9CDYYQ5I+qek
-wxMR2ZNP2UMcdgZbRfxvl3Tg+LkgfbMZgg+W343gN4Hskwp1eNOW2230WxbO
-d57QLJQmpQTn88cG3DcSV3YQ+eR4Pk0w1KET5N5Lyg6R4tsvMvwLccjM/9B6
-skTF4dOGgOxZj0McHkUAJRxUHUAUw6EQB4mpVzgzFqk6aFpNOl2fEeJwBgR0
-1BwK4tnPSYqGOLBwdsknr1NzAHvzZ7DD32+lD+YEqsP5cxYp7/xzXAPOP3HY
-aW1mnJZDj9crFhPZEAdxkPlO2pDwiUbwd97q+ps6H03+cohDC6//+imqWnC+
-x/5aWYvlGnD+q+Ktor9fqztURKwwPfsewQe7+0OIg//FiTH/Dms6KDh+TD7z
-McTBHaS/Xcvhxfb1zM+/hDj8ePv6gGWztsOa7tsZDPtDHHQV5b/kiOk4pIHA
-rBCHJ4kLr5n46zhsePhy6qYCBJ8TFF+/guH8dJD6TVB+vxacb2IMBJvV4XxY
-eILpE8EOKbF33JglVB2+gOLjO1Q+R8VBwiPgj4RwiMOMCfxVZtwqDiElKtP/
-e4Q4fFi0XuFsh7LDg318c4z7QhzCOcXajfmV4eml/PA215l7lSDhcz4EEv9C
-CH4pSP6uApxfc//HLWNvOYcDwGBJnxMCSc8PpR3aQOk1BMG30bky6xkngg92
-z5VgSHqUloPzhSsnlZxdogDno+cXGB8AZep5vw==
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4h9s8TN85oY6TJ/AX2XWrekA4xuDQLICnH/f
-Nd5xlqCMw4QFPwyf7Qt1UP+k8nIWp5RDj9crFhPeMDjfTbWUaZYKgh9SojL9
-v02Yw5u23G6jaCkHCY+APxLOYQ5nwEDK4YmI7MmnxWEONfd/3DLWlnPg+Lkg
-fXNamMPf/0BgLw+x3zfMIUY1QuZcjJxDpPj2iwx2YQ4VIPXccg6cIPVaCP6a
-7tsZDMwIPti8T6EOvRHd/owB8nA+f2zAfSNzRTgf5v8X29czPy8Jg/OPXNZO
-lawLcxCfeoUzw0kbrv7Pt9IHcwQRfI/9tbIW7jpw/pT21qjLc3QdFBw/Jp/5
-GupgarM3aNpBPQcbnSuznv0NdbgtXZNolGrgsLWl5sLmj6EOy1946P2faODw
-DeTfm6EO+lorhS+EGDioPWmed3ZXqAMoOP7LGzgEyIll+c4OdWDh7JJPfqfv
-4FXdrO8zL9Sh5tOGgOxfehD5+VD18Qj+i+Ktor+zdeH8gFsgB2g7MIBAQKiD
-zwl229miWnD+ZvMfh1KyEOkBFh4AdaPuxA==
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-              0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 
-              1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {
-              1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBGIQDQYXwh0euMY7zmJUcJiw4Ifhs1PhDm/acruNZks5
-BJeoTP/PE+FwBgww+ff38c0xlkLw/eXEsnzlEfz1D19O3WQR4RCjGiFzbo+U
-Q826bUn1qRFw82F8kcpJJWdbZBzkHT8mn7GF8pfIOAh9cjyfphrh0KrArnpm
-i4yDMIivGOHgvubocgYLWTjfeUKzUJqWApx/4WrYG/3fqnD+fxCYr+Xwhnef
-wcxv4Q5PEhdeM/HXcXBTLWWa1YDgv9i+nvl5CILftjz8lJFOuIPPCXbb2V+1
-HWaCAGu4Q82nDQHZVtoOIGrW+TCIvKkWnG+gtVL4goqGw5HL2qmSr8IcXhVv
-Ff39Wt0hABQ+38Mc5ixS3vnnuYbDBlD48IQ7pKeBgJaD6pPmeWfFwuHuBdvn
-iuB/Y4uf4bMUwQe790y4Q+At6ZrEIk0HWHyycHbJJ/epQezLDoeHB1j9gzCH
-E7t29LIZqDqs6b6dwbA8DBL/G5Xh/PLD21xnvlWA81NBznsmA3HftTAH9U8q
-L2dxSjlIeAT8kVAPh/PB8WWJ4HP+XJC+2SvcYQbIH5ZSDgqg+A0Md6i4/+OW
-cbeUA3r6AwDoMygu
-              "], {{95.25, 8.670309999999999}, {
-              94.78909999999999, 8.018749999999999}, {93.7875, 
-              7.4156299999999975`}, {93.1672, 7.4156299999999975`}, {
-              92.53129999999999, 7.4156299999999975`}, {91.975, 
-              8.003129999999999}, {91.975, 8.687499999999998}, {91.975, 
-              9.274999999999999}, {92.29379999999999, 9.831249999999999}, {
-              92.77030000000002, 10.132799999999998`}, {93.1672, 10.3719}, {
-              94.04219999999998, 10.593800000000002`}, {95.25, 
-              10.768799999999999`}, {95.25, 8.670309999999999}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4sOXtVMlX0U4TJ/AX2XWrekA4xuDQLICnH/f
-Nd5xlqCMw/5TC123cUc6qH9SeTmLU8rBuTvn+e9IBP+IwoaijEIEP0+o+cCp
-zkiHN2253UbRUg4yUSnW9/sjHc6AgZRDgkCE5ZYDkQ4193/cMtaWc3gTuEOu
-dXOkw9//QGAv76BuyLFGZlakQ4xqhMy5GDmHTseEpxe6Ih0qQOq55RyKMya+
-rSlH8LXbxW6e80fwi0Dy9pEOvRHd/owB8nA+f2zAfSNzRTgf5v8ae9O4XQeR
-+CLr3B+einQQn3qFM8NJG67+z7fSB3MEEXyP/bWyFu46cP6U9taoy3N0HTaf
-KNs33ynSwdRmb9C0g3oOy2YDQ8gr0uG2dE2iUaqBgxcPk3a7XaTD8hceev8n
-GjisdX9YJaIW6aCvtVL4QoiBQxif7qa57JEOoOD4L2/gIP36kZnUiwgHFs4u
-+eR3+g7iHgF/JF5HONR82hCQ/UsPIv8mAqI+HsF/UbxV9He2LpwfcAvkAG1I
-PMyJcPA5wW47W1QLzt9s/uNQShYiPcDCAwBojvfP
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQ7f6wSmRdf7TD3/9AYC/vcF7p9s+6pmiHA937mkwe
-yzscUdhQlOEY7eC65uhyhgpZB5funOe/NaMdUtOA4JmMQ8uBUwtd/0XB+Rl7
-SiZL7EHwy/fNl9JvjXJYI6TDl75PziFBIMJyS0aUQ/nhba4z3yo4+Jh3OiaE
-Rjk4T2gWSvulCDHPL8phLUj9PSUH/ySgBp8oB11F+S8521QcXLZ9/nvlAYL/
-5e+Vipdq0XD+8tlAFwdFO7Bwdsknn1NxABn/dEa0w5xFyjv/qKs6BOyQa309
-M9phJhioOtSIrHN/OCva4dfb1wcsHyP4BlorhS+4qMH5Z0DgjaZDOJ/uprn+
-0Q5PEhdeM/HXcWAJAwrcjYLznywFOmAHgm9vGrfLsyfKQR9k3hNthy0nyvbN
-T4pyMLfZGzRNUdthjUxUijV/lMMfkP2LNR0EmoEB8DbSYcYE/iqz1epw/pT2
-1qjLMSpwvvK1R8EMMUoO64syJr79E+kgXDmp5OwSBYcVHy/5JklAw/uenAMP
-k3a7mGOUAyh6/9dLw+NjZ7BVxP92SYftwOCsuIjgHwc6T+o7gg/2t0y0g/on
-lZezOKUcPEAGukU7yO9asC9VTxoSnonRDiFvL3+c8VDaYc775ce8y6MdWhXY
-Vc9skXFgB3mwOtrhy76PW9PFZB3Q0xsA7agjQw==
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQveLjJd8kh2iHX29fH7B8rOrwJnCHXCt3tIORMRBc
-VnXw752eJ/Q5ymGL+Y9DKadUHTx4mLTbzyH47g+rRNbNR/DL982X0m+Ngutv
-OXBqoatflMOFq2Fv9H8j+DWfNgRkV6k73AdZEBTlcPoMEOhoOITz6W6aGx/l
-8ChCfPtFBk2H9UUZE9+WRDmkp4GAlkOCQITllgVRDuJTr3BmOGk7bP/890rF
-RQQf5l4YX/+uClsjb7TDdoemR8dvaDnotIvdPCcf7TClvTXq8h9Nhwlva+xN
-zaIdju3a0cv2QcMhIsX6vr9ttIPvxYkx/5g1HNDDBwBQm4mn
-              "]}]}, 
-           Thickness[0.00893415527561869]]}, {
-         ImageSize -> {111.93531257783312`, 22.58844333748443}, 
-          BaselinePosition -> Scaled[0.29815266074630126`], 
-          ImageSize -> {112., 23.}, PlotRange -> {{0., 111.93}, {0., 22.59}}, 
-          AspectRatio -> Automatic}], 
-        Graphics[{
-          Thickness[0.007054176072234764], 
-          Style[{
-            
-            FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-              3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGI7IGYC4jMg4PPDngEEAowdIPx/cP7B7n1NJo8ZHOwr
-I1aY/jV2MAaBz4wOX3fe6vqbauKg/knl5SxODocniQuvmZw3gejn4YXzq+//
-uGW8WhDOnzUTCCxFHByaHh2foY3g1/+2KjiXYQznS8+L0zzdYOTwHwTiBR0i
-xbdfZNhn6JCeBgTPuOF8mY1i85kUEPyS5SUb/vFzOXR7vWIxOWgIcc8ZDof9
-tbIW6UcMHexKHGtPx7A7fN4QkD3ruKGDCdhDbA5L7u/jm6MMNe8BG0S/IFR/
-D5eD9wl229muUPkEHofb0jWJRqGGDjGqETLn/vDB+eBwaxCG8x+4xjvOuijq
-0AMyb6MBnH98145eNgN9OH8GyN87dSD+vS/kcP5q2Bt9aW2HJbeWPzY8zAPn
-+z/xvGQazAHnQ/zD4pASe8eNuULb4TrvbbHUMkaHFl7/9VNUdeDxuV71SfO8
-tToOLeK1rJnHftuD9VvrOjz2e5nwV/6HfS0o/Dv0oOH7yX7qBP4qM289h5yp
-CYUWn7/Z+98CeuiSDtR/P+xFQB76ou0w/8TkJdnLftofP+y0NnOfFjx9gOPb
-Xwsevs+ztL9Nl9WC2s8J54P9u18AzgeHh6GoA9h8E21Iergp7gCzPxoU3jWS
-DkdB4XdB16E/otufMUAKGm56cD44/hgN4Hxw/E01cHBbc3Q5Q4SkQyPL0X5D
-cUOHN2253UazxSHpI8XQIQ0MxByiFRw/Js8xdNAApW9PUQd9rZXCF7YYwuMH
-nD4vGDpEgdyzR8yhYE337YwJRg59IPsMJBxOg8JDzhjONwDpv4Lgg+PrhQkk
-/cwRcTgFUj/PFBq+fHA+WP0Hdjj/y76PW9OnMUPSa7KpQyo4vv7ao+Q/pPwM
-AGkkpqI=
-             "]], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZjR2DA5dDXI4rjYxJhJiV5cakhl
-k2omMe5HZgMAEs4CVw==
-             "], CompressedData["
-1:eJxdk31IU1EYxjeVQioKLaw528bcx51su1enDlF6KhKlxBShUZaZn31YQkqY
-E0nT0JVpaFiKlEUWmZpoipSGJopfZYaFSV8YSegfmohgZTv36hn0wvnjx33u
-Oc953vcoTpyLTnIWiURi+9plX072dYtUkRKeNceYQXA4HhOtuROuQs5yUPqI
-mcMQqY1qGHWP3N+YOCTzpUbkaFnsX3cHa6bya4YHWMp102GGlTIWlzdFNpbv
-W9OzKL9ScHhMqkZF6eaLAT5G2ILDO5K7lVghFadAWH1vncisxELnXGvKohQi
-UqwSW7NuZAy/kmJvab5b8k8FCuTrVUPlUsFftRwvbZ15pgQphglb5ZgpTLP5
-VklQRPZ/qxB09RLhHJkSsSqLdOS5BM2Gs/fEUm/h+5AELq7FsoQGB7cj71uf
-WUWZJTl4q+n/LYFL3YmnNHR/Ps8dDD0/asLTGu/LUH/+wS+ibyo01H+Tyh5c
-hFq4330pnhI/v1VI5GP0osyfZ91J+arFFineIkMEydVZjZjZsbnKSzKab/bn
-pQm/I3IkHJ0MdW7XQq+QLZwZN1Lu79nz5OQnI9rI/T5okV5v+5gKFgHEn5iB
-xaNtVFTCIo7MgysDj4p3rqm17Kp/hvY7e77p4OkgRsh1hYWMND5OB9L2pO0c
-Aon+q07YX86hhfi3+lC2kv87DJS7crzMKd4sQrIsD/3TWMr8HH3XO9il9zp3
-QQcvftD0qCTz9FgDkx8pH8q8rVwdZT6fSQa+RDamQV9H+7V1TVrk83OqFfRd
-2tV3oEEj6c8sI+T3TC3oS3XCnJSo6X3W+ED/+pCqCqPjO5mPYg4ppJ+hOsp8
-7pUGyr/sMdz+wWJDqCrTqZjFVPzdcVMXh5nzrduW9+vRU1h3aKCZQy55l9Na
-vHeb3/36AYc/i5lfqqNUyLDLBhs4Yd5rlVT///v+B7q0ssM=
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-              0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 
-              1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {
-              1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}, {{0, 2, 0}, {1,
-               3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {
-              0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-              0}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBWIQbd/06PiMbGsHXv/1U1IljBy+77zV9VfU2kH9Le8+
-A0sjhxvSNYlGT60cboJoVyOH/DXdtzM2IPjh4tsvMugh+P3BJSrT51s6/AcD
-Q4cvIPNcLR22mP84lDLL0IHLTbWUKcrCIQKkr8/Awe/ixJh/j80dPm8IyJ7F
-buDwJHHhNZP15g4PQAoW6MH5cxYp7/zTrgPnB9wCWajtkAYC08wcfE6w2842
-1YLzf719fcCyWROu/g+IvxjBF66cVHJ2iQKcvyPYKuK/u6yDiTEQLDZ3+LLv
-49b0azIOdb+tCs5JmDu0KrCrntki4/AiS/vb9FgzBxGQ/hYE/01bbrfRbCmH
-A7WyFulfzB3OgAEm/9Rhp7WZcRZwPjiY9iP4y1946P03tHSIUY2QObdHyuE5
-yH35VnDzYXyY/eD4m20Jd1+31ysWE0FLuPvB8cJqCfcfjA/zP4wPCx99rZXC
-F65Ywfl/vpU+mPPRysEfFN5B2nD1sPCH8VtACeipLpx/XeiT4/ljBpD4trJ0
-qAWFo4UhxH+KVnA+OL30I/j1IPqGlUO0guPHZBlDB5UnzfPOWlnDzYOl18eg
-cLiP4MPSLwAYsEa/
-              "], CompressedData["
-1:eJxTTMoPSmViYGCQAWIQfaRtefgpJjsHXUX5LzliOg4R4tsvMtyzdXiSuPCa
-ib+Ow9QJ/FVm2rYOG/TyFjPO0XZYcn8f35xgG4ft5j8OpWhpO5gYA0GytYPE
-vDjN0x+04Pz1qk+a5/FqOXC4qZYy/ULwz4DAHBtU/hobB5Eer1csVzTh/AtX
-w97o71aH84UrJ5WcXaIA5+8Itor47y4LsXeBjcOXfR+3pl+TcUhNAwIxG4dW
-BXbVM1tkHKaD3B9t7SAC0t+C4L9py+02mi3lsPSFh97/jzYQc89g8hNi77gx
-R9jC+U+ztL9N34ubv7dW1iI9xB5uPowPs1/9Le8+g5l2cPeVbBX9fZrPDu5+
-WHzA/Afjw/yPHl8AwpXMQQ==
-              "], {{29.421899999999994`, 
-              17.618800000000004`}, {28.945299999999992`, 
-              17.618800000000004`}, {28.532799999999995`, 
-              17.206299999999995`}, {28.532799999999995`, 
-              16.729699999999998`}, {28.532799999999995`, 16.2688}, {
-              28.945299999999992`, 15.854700000000001`}, {29.4063, 
-              15.854700000000001`}, {29.867199999999997`, 
-              15.854700000000001`}, {30.296899999999994`, 16.2688}, {
-              30.296899999999994`, 16.729699999999998`}, {30.296899999999994`,
-               17.173399999999997`}, {29.867199999999997`, 
-              17.618800000000004`}, {29.421899999999994`, 
-              17.618800000000004`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-             0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0,
-              1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGIdIGYC4gaWo/2G3+0dnmdpf5suq+VQvFX092k3Bzjf
-/NrRXJMZCD6P//opqQscHPS1VgpfeKIJ58+YwF9ldlodzheunFRydokCnL8j
-2Criv7usw/19fHOMZzk4fNn3cWv6NRmH29I1iUahDg6tCuyqZ7bIODxNXHjN
-5L29gwhIfwuC/6Ytt9totpTD8hceev87HRxiVCNkzu2Rgrh3n4PDGTCQcriY
-H89+7iOCLz71CmeGlCNO/pRvbPEzRJzg5sP4MPvVnzTPO7vKEe6+nbe6/qb6
-OzqkpgHBMxkHYxDwdoT4R0wWzof5H8bfpJe3mFFGDc73vTgx5h+zhsNkkH1z
-HB3OXw17oz8bGp4MTnC+8CfH82m2CP5/EEh3ckgICVJfoKnp4K5ayjSrw8nB
-ABQfKhoO2Zw/F6RvRvC9T7Dbzj7q5OADor9qOzwBhed6JwcWzi75ZD0dhze8
-+wxmdjlBxP11HCLEt19kSEPwg0tUpv/XQPDB9j+HhZ+2w01Q/O11dDC32Rs0
-jVEb7r85i5R3/nmuAefD7AObZ+EIN6/H6xWLyUUHBx9QeCzWhoRvuoNDwC2Q
-wdoOsPQJMx89vQIAbxouwQ==
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4vk2OldmuTk7dNt47kr7pOgA44e8vfxxRqO8
-g7tqKdMsB2eHGTNBQNbB/NrRXBMDZwf5XQv2pfJJOyx/4aH3f6azwxyQ9E9J
-h4TDl7VTXzo77Ay2ivjfLumwpvt2BoO7C5yfCJIPdIXzF4Ds43NzeNOW2230
-WxbOd57QLJQmpQTn88cG3DcSV3Y4UCtrkf7H1aET5N5Lyg4+J9htZ191dcjM
-/9B6skTFoe63VcG5Ba4OjyLEt190UIXIx7o6SEy9wpmxSNXhDe8+g5mrXBzO
-gICOmkNFxArTs8wuDiycXfLJ69Qg4mecHf5+K30wJ1Adzp+zSHnnn+MacP6J
-w05rM+O0HDbq5S1mFHFxEAeZ76TtYAEKnwkIPo//+impEq6o8g2uDi28QAlV
-LTjfYz/QY8s14PxXxVtFf79Wd+jxesVishPBNzEGgt2uDv4XJ8b8O6zpcFO6
-JtFor6uDO0h/u5ZDDufPBemHXR1+vH19wLJZ2+HLhoDsWeGuDrqK8l9yxHQc
-0kCAz9XhSeLCayb+Og5/YnKP/tvlAueD4+u8M5yfDlJvB+X3a8H5YHdsVofz
-YeEJFs92dkiJvePGLKHqUA+KjxNQ+RwVhxOaVpNO/wempwn8VWbcKg4OTY+O
-z8h2cfiwaL3C2Q5lB1C0MXxzcQjnFGs35leGp5fyw9tcZ+5VgoRPBTT+hRD8
-UpD8XQU4v+b+j1vG3nKQeBdyhaTnh9IOK0DptdEFzhf55Hg+7a0znA92T7Mz
-JD1Ky8H5wpWTSs4uUYDz0fMLjA8Afgd1CA==
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4pASlen/Fdwdpk/grzLr1nSA8Y1BIFkBzr/v
-Gu84S1DGoW15+CmjFHcH9U8qL2dxSjnU/bYqOMfgAed/2hCQPUsfwefxXz8l
-NcHD4U1bbrdRtJTD5G9s8TNyPBzOgIGUg96EBT8Mz3k41Nz/cctYW86hMmKF
-6dnNHg5//wOBvbxDMMj+Bg+HGNUImXMxcg7iU69wZiR5OFSA1HND1Vsj+Adq
-ZS3S37jD+RUg+dPuDr0R3f6MAfJwPn9swH0jc0U4H+Z/82tHc00ueMD5b3j3
-Gcx85AGx10kbrv7Pt9IHcwQRfI/9QIvddeD8Ke2tUZfn6Dose+Gh9/+iu4Op
-zd6gaQf1HB7s45tj/Mjd4bZ0TaJRqoHDxfx49nMn3R2Wg9RNNICE9wx3B32t
-lcIXQgwcNurlLWaMcXcABcd/eQMHlsWTrBhl3R1YOLvkk9/pO/yKyT36T8nd
-oQYU8L/0IPKqUPXxCP6L4q2iv7N14fyAWyAHaDukgUCbm4PPCXbb2aJacP5m
-8x+HUrIQ6QEWHgDA+u7p
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQ3bo8/JRRjp/D3/9AYC/vcCE/nv1coJ/Dge59TSaP
-5R2+bAjInnXe18F1zdHlDBWyDrW/rQrOLfB1SE0DgmcyDgmHL2uneiL4LIsn
-WTEe9YHznyQuvGYS7uOwRkiHL32fnIPOhAU/DOV8HMoPb3Od+VbB4QPI/O/e
-Ds4TmoXSfilCzHvp7bAWpP6eksMN6ZpEo6feDrqK8l9ytqlAzOXzhfPf8u4z
-mDkLwb+7j2+O8SdfBxbOLvnkcyoOc210rsyq83OYs0h55x91VQcX1VKmWQ1+
-DjPBQBWiv8nP4dfb1wcsHyP4BlorhS+4qMH5Z0DgjabDBr28xYxvfCH+8tdx
-ML92NNeEA8EH+3+vD5wv8MnxfFqqj4M+yLwn2g5LX3jo/Rf0cTC32Rs0TVHb
-wcQYCLK9Hf6A7F+s6QCKhv/q3g4zJvBXma1Wh/OntLdGXY5RgfOVrz0KZohR
-cpgP8p+bt4Nw5aSSs0sUHHxOsNvOrvWGhPc9OYc13bczGM57Q/TVS8PjY2ew
-VcT/dkmH45pWk06/R/D/xOQe/WflC+eDw7vN10H9k8rLWZxSkPRx09dBfteC
-fal60g6uoPAU8HMIeXv544yH0g45nD8XpFv7ObQqsKue2SLj4ND06PgMZz+H
-L/s+bk0Xk3VAT28A3pEhjg==
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQ7XOC3Xb2WV+HX29fH7B8rOpQEbHC9Gyyr4ORMRBc
-VnX4E5N79J+Rr8MW8x+HUk6pOlzIj2c/99IHzm9dHn7KqAfBf5K48JpJuA9c
-f8Lhy9qpL70dLlwNe6P/G8Gv+bQhILtK3WHGTCD46O1w+gwQ6Gg4bNDLW8zI
-4+PwKEJ8+0UGTYe5NjpXZpn5OKSngYCWg+6EBT8M+3wcxKde4cxw0nY4rmk1
-6fR7BB/mXhT5dF+H7Q5Nj47f0HLYWytrkd7j6zClvTXq8h9Nhx6vVywmO30d
-ju3a0cv2QcNhz62uv6nHfR18L06M+ces4YAePgAM2I4f
-              "]}], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZiR+AxksEk1hxj1lJhJLb2UuBMA
-8t8CMw==
-             "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJjIGYC4uASlen/WwIcZswEgkpVB+FPjufTRAMd/oPA
-fi2H60dzTRqkAx22OzQ9Ov5Dy4Hj54L0zWqBEPWS2hB15gj+/X18c4zdMPnP
-s7S/Tf+r7aD6pHne2U8BcP6Ghy+nbioJcNgAkshVc9h5q+tvqjpUXlbLQfr1
-IzMpiQAHmXlxmqcvaDm82L6e+TlPgEPNpw0B2VbaDlO+scXPuOLv8CRx4TUT
-fx0HV9VSplkv/BzeFG8V/b1a20EFbJ8fxP03tBx8TrDbzpb1d5izSHnnn+Na
-EPc5+cP9u6b7dgZDvr8DC2eXfLKflkMOJ9DDzf4OG/TyFjPe0XSIyT36b5N1
-gENG/ofWkyEqDjz+66ekevg7uK45upyhQtZh6QsPvf+W/g6paUDwTMbhA9CZ
-s+T9HUQqJ5WcbZFxMDEGAm4EH+ZedP4ZMJCC6J/uD+fLO35MPrMU6t56aYfl
-IPtW+juEvL38ccZBaQeJqVc4Mw4h7P8DcvAjqP41cg5bW2oubGYMcOi08dyV
-pqQACU+OAAeQs4yTFSDhHRLgsPLby4ozDcoO4PRxIMChVYFd9cwWGYcI8e0X
-GQ5B+VNkHMQ9Av5InA5w6I/o9mfcIO3gLyeW5Xs5wEF+14J9qXzSDrtB8Xk7
-wOFNW2630Wwph8WTrBh9BQLh/kHn167bllQvieB/BvlfGTdf02rS6fqIQLj5
-MD4sPMHusw+Eu79/wQ/DZ0ZQ+SMy8PS8I9gq4r+7LDy9g82zlnNAzx8ATHt7
-EA==
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYCYo6fC9I3MwU7JIQEqS/wVHeA8eWWv/DQ26/h
-UBmxwvQse7DDetUnzfN4tRxebF/P/Fwg2CHglnRNopG2Q/vy8FNGL4IcfE6w
-287+qu3grlrKNOtIkMOTxIXXTPx1HCYs+GH4bBaCf/iydqpkFoKfH89+TtIw
-yEGkx+sVyxZtB+nXj8ykvgQ6yIPsr4fatybQYbtD06PjEpoOxiDQHuggC5K/
-rwbnG4FoYRU4/4FrvOOsifIOj0VkTz59HuiwM9gq4n+7JMS9BUFwPtj+pQi+
-8CfH82kfgxxiVCNkzu2Rcrh+NNek4XeQQ39Etz/jBmm4/2fMBIKdspDwYgt2
-OAMCa+Qg5j0MctgBMi9d1kHbatLp+gNBDl/2fdyafk0G4p7ZCP6a7tsZDNoI
-PticB4EO6WlAoKYI5+8A+T9CFc6Hxc/nDQHZs4SDHOYsUt75Z7kWxP/5CD7M
-PhgfrP9MkIO+1krhCyxaDuIeAX8k7gdB/GOp6XB/H98c42dBGOkBxgcA3hr4
-8w==
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 
-              3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQAWIQnZ4GBJ+CHVg4u+ST9XQcvrPFz/B5GezwJHHhNRN/
-HQfhT47n07YGO/hcnBjzb7G2g7bVpNP1DcEOAbekaxKNtB3e8O4zmOkV7GBu
-szdoGiOC/zxL+9t0WS2H9uXhp4wKEPwX29czP5+B4IeUqEz/PyfYQV9rpfCF
-J5pw/owJ/FVmp9XhfOHKSSVnlyjA+TuCrSL+u8s62OhcmfVsZrDDl30ft6Zf
-k3HYeavrb2p5sEOrArvqmS0yDq6qpUyzPIIdRED6WxD8N2253UazpRy8q5v1
-fdYFO5wBA0x+bO7Rf5uOI/gF8eznJB/i5k9Y8MPwmVsI3HwYH2a/zOtHZlIS
-IXD31azbllT/FeF+WHzA/Afjw/yPHl8AAavKxw==
-              "], {{
-              79.05630000000001, 17.618800000000004`}, {78.5797, 
-              17.618800000000004`}, {78.1672, 17.206299999999995`}, {78.1672, 
-              16.729699999999998`}, {78.1672, 16.2688}, {78.5797, 
-              15.854700000000001`}, {79.04059999999998, 
-              15.854700000000001`}, {79.5016, 15.854700000000001`}, {
-              79.93130000000001, 16.2688}, {79.93130000000001, 
-              16.729699999999998`}, {79.93130000000001, 
-              17.173399999999997`}, {79.5016, 17.618800000000004`}, {
-              79.05630000000001, 17.618800000000004`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4h9s8TN89oY4TJ/AX2XWrekA4xuDQLICnH/f
-Nd5xlqCMw4QFPwyf3QtxUP+k8nIWp5RDj9crFhPdUDjfTbWUaZYLgh9SojL9
-f0yow5u23G6jaCkHCY+APxLJoQ5nwEDK4YmI7Mmnk0Mdau7/uGWsLefA8XNB
-+ua2UIe//4HAXh5if26oQ4xqhMy5GDmHSPHtFxniQh0qQOq55Rw4Qeq9EPw1
-3bczGJQRfLB5QqEOvRHd/owB8nA+f2zAfSNzRTgf5v8X29czP5+C4B+5rJ0q
-OS/UQXzqFc4MJ224+j/fSh/MEUTwPfbXylq468D5U9pboy7P0XVQcPyYfEY0
-1MHUZm/QtIN6DjY6V2Y9kw11uC1dk2iUauCwtaXmwmbBUIflLzz0/k80cPgG
-8u/PEAd9rZXCF0IMHNSeNM87eyvEARQc/+UNHALkxLJ8d4c4sHB2ySe/03fw
-qm7W99kX4lDzaUNA9i89iPx+qPp4BP9F8VbR39m6cH7ALZADtB0YQKAgxMHn
-BLvtbFEtOH+z+Y9DKVmI9AALDwCKk+oK
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQPWHBD8NnSeEOf/8Dgb28w9aWmgubQ8MdDnTvazJ5
-LO/gplrKNEsk3MF1zdHlDBWyDj1er1hM/oY5pKYBwTMZh9p125LqLyL4AXJi
-Wb79CP6BWlmL9IgwhzVCOnzp++QcnojInnxqHeZQfnib68y3Cg6uIPM1whyc
-JzQLpf1ShJinGOawFqT+npLDzltdf1Plwxx0FeW/5GxTcWAAgS0I/pHL2qmS
-vxB8G50rs56phjuwcHbJJ59TcZB5/chMKifcYc4i5Z1/1FUdCuLZz0nmhjvM
-BANViP68cIdfb18fsHyM4BtorRS+4KIG558BgTeaDqpPmuedVQp3eJK48JqJ
-v47Di+3rmZ9vCIPzwf7vRvCvHs01aYgPc9AHmfdE20HB8WPyGdMwB3ObvUHT
-FLUdQMGU9ijU4Q/I/sWaEHsOhDrMmMBfZbZaHc6f0t4adTlGBc5XvvYomCFG
-CeK/C6EOwpWTSs4uUXD4tCEge9brUEh435NzWDLJitFXJMwBFL3/66Xh8bEz
-2Crif7ukw4aHL6duWoLge1U36/ucQvDB4f0hzEH9k8rLWZxSkPQhGe4gv2vB
-vlQ9aUh4moY7hLy9/HHGQ2mHpkDPuQ1e4Q6tCuyqZ7bIOLzl3Wcw0y/c4cu+
-j1vTxWQd0NMbAFoVG9Y=
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQ/WlDQPYs4XCHX29fH7B8rOrA+XNB+uZ7YQ5GxkBw
-WdXBq7pZ3+dYmMMW8x+HUk6pOmxtqbmweSGCP2HBD8NnRQj+gVpZi/QIhP7a
-dduS6hXDHC5cDXuj/xvBrwFZXKXuMBMEVMMcTp8BAh0NB9UnzfPOGoU5PIoQ
-336RQdNB5vUjMymPMIf0NBDQcngiInvyaXGYg/jUK5wZTtoOGx6+nLppCYIP
-cy+K/IMwh+0OTY+O39ByWNN9O4Phc5jDlPbWqMt/NB2EPjmeT+MMdzi2a0cv
-2wcNBy2rSafrBcIdfC9OjPnHrOGAHj4Ad4aOoQ==
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {
-              0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-              0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQ3Xzg1EJXs0iHLeY/DqV4aTt8Z4uf4fM3wmGt6pPm
-ebw6DmdA4EGEw5PEhddM/HUcur1esZjsRfAVHD8mn1mI4At9cjyf1hnhcOKw
-09pMOR2HxyKyJ5/mRziI9AA1btF2SAMBsQiH4yB5Oy2HA7WyFul3wh0SQoLU
-F3hqOoCsPbst3CEl9o4b8w81ON/34sSYf84qcP77ResVzu5QdPCsbtb3uRTu
-8Pc/ENjLO0i/fmQmxRLh0KrArnpmi4wDx88F6ZvVIhwiVCNkzt2RcmgK9Jzb
-EBbhoP5J5eUsTikHV9VSplkzEPzgEpXp/9cg+PtB7jsS4VBz/8ctY28piP9O
-RjhUgPjdUg73/Xun51lFOjhPaBZKs1JwiEyxvu9vGunwpi2322i2lMOJsn3z
-pdIjHWJA9u+RcmiY6tydUx4JCdczUg53VNgapzYj+PuB0bGtG8F36c55/nsm
-gj/n/fJj3usR5nnwMGm3b4PKr5FyaHdMeHrhFIJ/peKlmuEDhHtgfJHKSSVn
-W2QcjihsKMrYGAkPL/4Iyy0n+iIdvuz7uDX9mgzcPTuCrSL+u8vC+cIg/UsU
-UN0rY+SwGeThpkgH+8qIFaa2Rg7Pf6/8eCk00iEZHJ+GDvamcbs8TSIdPm8I
-yJ513RCSPh5HOFwHBewyBF9fa6XwBRNDh/VFGRPfykTC+atlolKs9RF8WPoF
-m8+B4EeIb7/I0GfggJ6+AYAoWoc=
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQ3Xzg1EJXs0iHMyCQo+IA4ytfexTMEKPkYG8at8vT
-JNLBeUKzUBqXksPTC0q3f6pFOoRzirUb+ys6bD5Rtm8+V6RDwNvLH2cslHdY
-//Dl1E03IhxUP6m8nLVS1uHF9vXMz1cg+Dtvdf1N9Ufw/eXEsnz5Ixzc1xxd
-ztChCOdLzYvTPB2gCufPWaS8889xDYf7+/jmGLtFOMiA5C9oOSg4fkw+sxDB
-318ra5F+AsHPj2c/J/kxwiE9DQS0HF6qGXKsEYl0+PP29QHLxZoO6kCujFak
-w99vpQ/mGGrC/Q+zD8ZPBWlvQ/Bh4QUAE2yNbA==
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4hp707hdmtEO3Taeu9I+KTrA+CFvL3+c0Sjv
-IN/6OnCHWrTDjJkgIOvgwcOk3S4X7SC/a8G+VD5pB/Y1MlEpwdEOc0DSPyUd
-/Hun5wlVRzvsDLaK+N8u6RCwQ6719UoE/3jZvvlS+jFwPksYn+6m3hiHN225
-3Ua/ZeF85wnNQmlSSnA+f2zAfSNxZYfvwY+Xzm6JcegEufeSssPb5ce8zQtj
-HDLzP7SeLFFx4I+w3HIiLMbhUYT49osOqg6lIOtMYxwkpl7hzFik6rD/1ELX
-bbejHc6AgI6aw3ag8wI7oh1YOLvkk9epQcRzoh3+fit9MCdQHc6fs0h555/j
-GnD+icNOazPjtBxWfLzkmzQh2kEcZL6TNiR8ziH4W04APSwUgyrvFuPQwuu/
-foqqFpzvsb9W1mK5Bpz/qnir6O/X6g6xuzx5mJIR/PKXaoYcKTEO/hcnxvw7
-rOmwwHXb579AvjtIf7uWw5Ols48oZMQ4/Hj7+oBls7aDOCgAjWIcdBXlv+SI
-6TgINB84tZA3xuFJ4sJrJv46DlOcu3OeP46G86+fA4ZwLoIPVq8K5fdrwfkm
-xkCwWR3Oh4Un2H020Q4psXfcmCVUHdodE55eyILK56g4tACVu7YB09ME/ioz
-bhUH/ySBCMs90Q4fFq1XONuh7HBEYUNRBmOMQzinWLsxvzI8vZQf3uY6c6+S
-w3ml2z/rnKDxL4Tgl4Lk7yrA+TX3f9wy9pZzCAUmn7n8MZD0/FDaoX4q0MPH
-o+H8FmDylqtF8K9UAD3gEQ1Jj9JycL5w5aSSs0sU4Hz0/ALjAwAplm+S
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4i9/r1S8FIt1mD6Bv8qsW9MBxjcGgWQFOP++
-a7zjLEEZh57peULNFrEO6p9UXs7ilHLgj7DccqINwZ/wtsbedB6Cb3Pfv3f6
-tliHN2253UbRUg4v1Aw51uyJdTgDBlIOundV2BrfxjrU3P9xy1hbzmG7XOvr
-wAexDn//A4G9PMT+Y7EOMaoRMudi5BxC+HQ3zd0e61ABUs8t52BrGrfLcwmC
-/z348dLZNQi+PUg+J9ahN6LbnzFAHs7njw24b2SuCOfD/O/Bw6Td/g7Bd39Y
-JbLue6yD+NQrnBlO2nD1f76VPpgjiOB77K+VtXDXgfOntLdGXZ6j69Aw1bk7
-Jz/WwdRmb9C0g3oOBRkT39aUxzrclq5JNEo1cBC9ee57cHasw/IXHnr/Jxo4
-1Iisc38YFOugr7VS+EKIgYPC7Z91WSaxDqDg+C9v4LC+CGiASKwDC2eXfPI7
-fQeZqBTr++LA8Pu0ISD7l56DaadjwlMJqPp4BP9F8VbR39m6cH7ALZADtB1m
-zASCkzEOPifYbWeLasH5m81/HErJQqQHWHgAAKrM9zQ=
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-              0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 
-              1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {
-              1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBGIQPWMmEHjGOzxwjXecxajgILLO/WGVS7zDm7bcbqPZ
-Ug429/17p7fFO5wBA0z+hrnvlx+bjOCbdjomPJ2B4P9Z+fGS76Z4hxjVCJlz
-e6Qcjpftmy91H2E+jC9SOankbIuMQ/1U5+6c7VD+EhmHJxeUbv+cF+/QqsCu
-emaLjEPsLk8eptnxDu5rji5nsJCF850nNAulaSnA+Reuhr3R/60K5/8Hgfla
-DlcqXqoZFsQ7PElceM3EX8dBnCWMT/dXHJzvwcOk3X4OwX/+G+iBpXEOPifY
-bWd/1XZYIxOVYl0f51DzaUNAtpW2A9D33uaeUHlTLTjfQGul8AUVDYf9pxa6
-bkuOc3hVvFX092t1SPgUxDnMWaS8889zDYeWA0AFbXEO6WkgoOWwAhhcSRPi
-4O4F27cfwf/yF+gDOYR/wO51i3cIvCVdk1ik6QCLTxbOLvnkPjWH9UUZE98+
-iYOHx3lgcNZFxTmc2LWjl81A1aE2a0/JZIU4SPxvVIbzyw9vc535VgHOTwU5
-75kMxH0BcQ7qn1RezuKUckgQiLDcsgDBB4f3ZgTf1jRul+eROIi7LKUc2EEe
-Oh3nUHH/xy3jbikH9PQHADE9MKY=
-              "], {{125.14999999999998`, 
-              8.670309999999999}, {124.68899999999996`, 8.018749999999999}, {
-              123.68799999999997`, 7.4156299999999975`}, {123.06699999999996`,
-               7.4156299999999975`}, {122.43099999999998`, 
-              7.4156299999999975`}, {121.87499999999999`, 
-              8.003129999999999}, {121.87499999999999`, 8.687499999999998}, {
-              121.87499999999999`, 9.274999999999999}, {122.19400000000002`, 
-              9.831249999999999}, {122.67000000000002`, 
-              10.132799999999998`}, {123.06699999999996`, 10.3719}, {123.942, 
-              10.593800000000002`}, {125.14999999999998`, 
-              10.768799999999999`}, {125.14999999999998`, 
-              8.670309999999999}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYCYp1Nc98v10twmD6Bv8qsW9MBxjcGgWQFOP++
-a7zjLEEZh591WXtK7BMc1D+pvJzFKeVgfd+/d3oagv975cdLvkUI/gWl2z/r
-6hIc3rTldhtFSzksP+Zt3tmY4HAGDKQcTi903fZ5ZoJDzf0ft4y15Rz6D33V
-iJmc4PD3PxDYy0Psb0twiFGNkDkXI+cQu8uTh6k+waECpJ5bzuGyb5JARCmC
-r39Xha0xEU0+MsGhN6LbnzFAHs7njw24b2SuCOfD/B9uueVE2SwE//riAluu
-+QkO4lOvcGY4acPV//lW+mCOIILvsb9W1sJdB86f0t4adXmOrsPnv1cqXkYl
-OJja7A2adlDPIfs5MITiEhxuS9ckGqUaOOyfL6V/NyLBYfkLD73/Ew0cgLZd
-X+yT4KCvtVL4QoiBw2GFDUUZtgkOoOD4L2/g0J0DNEA3wYGFs0s++Z2+g2PC
-0wtK+sDw+7QhIPuXnsP578GPl+pD1ccj+C+Kt4r+ztaF8wNugRygDVHHnuDg
-c4LddraoFpy/2fzHoZQsRHqAhQcAoNP+Vw==
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQbct1fXFBY6LD3/9AYC/vwKjdLnazKtHhQPe+JpPH
-8g6/V3685BuV6OC65uhyhgpZB+v7/r3T/RIdUtOA4JmMw+2fdVl7LBD889+D
-Hy8VR/CvVLxUM/yT4LBGSIcvfZ+cw+mFrts+v01wKD+8zXXmWwUHe9O4XZ5P
-EhycJzQLpf1ShJj3IMFhLUj9PSWHA6eAGu4nOOgqyn/J2abisLtksgSLViKc
-D+SF8fki+DnPgS5OSnRg4eySTz6n4mACNJ6nLdFhziLlnX/UVR0Of9WI6Qfy
-Z4KBqgPQ97Zc7YkOv96+PmD5GME30FopfMFFDc4/AwJvNB2OKGwoykhMdHiS
-uPCaib+Ow2yQgAaC3w1ygCiCb7nlRNm+/wkO+iDznmg7fP4LDJFXCQ7mNnuD
-pilqO7xffszb/GCCwx+Q/Ys1HZRBAbAhwWHGBP4qs9XqcP6U9taoyzEqcL7y
-tUfBDDFKDsDYSRLYkeAgXDmp5OwSBYd8oeYDp45Cw/uenMN8Kf27KrcSHEDR
-+79eGh4fO4OtIv63SzqAgjNMKRHOBzlPzRTBB+tzT3RQ/6TychanlMN+kIEx
-iQ7yuxbsS9WThoRnVqJDyNvLH2c8lHZIn/i2xr400aFVgV31zBYZh7kgD5Yn
-OnzZ93FrupisA3p6AwDBey0b
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQnS/UfOBUZKLDr7evD1g+VnXoP/RVI8Y+0cHIGAgu
-qzo4Jjy9oGSc6LDF/MehlFOqDvvnS+nfVUDwbbmuLy7gRPCvVLxUM/yTANd/
-+2dd1p4HCQ4Xroa90f+N4Nd82hCQXaXu0AGy4FGCw+kzQKCj4XBEYUNRxssE
-h0cR4tsvMmg6fLzkmyTwJcEhPQ0EtBxOL3Td9hlon/jUK5wZTtoOJZMlWMKU
-EHyYe2F8A441MlEOiQ7bHZoeHb+h5aB/V4Wt0TPRYUp7a9TlP5oOyQIRlltC
-Eh2O7drRy/ZBw+G4t3mnY0Sig+/FiTH/mDUc0MMHAKzTip4=
-              "]}]}, 
-           Thickness[0.007054176072234764]]}, {
-         ImageSize -> {141.75865504358654`, 22.58844333748443}, 
-          BaselinePosition -> Scaled[0.29815266074630126`], 
-          ImageSize -> {142., 23.}, PlotRange -> {{0., 141.76}, {0., 22.59}}, 
-          AspectRatio -> Automatic}], 
-        Graphics[{
-          Thickness[0.0061330880098129405`], 
-          Style[{
-            
-            FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-              3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGI7IGYC4jMg4PPDngEEAowdIPx/cP7B7n1NJo8ZHOwr
-I1aY/jV2MAaBz4wOX3fe6vqbauKg/knl5SxODocniQuvmZw3gejn4YXzq+//
-uGW8WhDOnzUTCCxFHByaHh2foY3g1/+2KjiXYQznS8+L0zzdYOTwHwTiBR0i
-xbdfZNhn6JCeBgTPuOF8mY1i85kUEPyS5SUb/vFzOXR7vWIxOWgIcc8ZDof9
-tbIW6UcMHexKHGtPx7A7fN4QkD3ruKGDCdhDbA5L7u/jm6MMNe8BG0S/IFR/
-D5eD9wl229muUPkEHofb0jWJRqGGDjGqETLn/vDB+eBwaxCG8x+4xjvOuijq
-0AMyb6MBnH98145eNgN9OH8GyN87dSD+vS/kcP5q2Bt9aW2HJbeWPzY8zAPn
-+z/xvGQazAHnQ/zD4pASe8eNuULb4TrvbbHUMkaHFl7/9VNUdeDxuV71SfO8
-tToOLeK1rJnHftuD9VvrOjz2e5nwV/6HfS0o/Dv0oOH7yX7qBP4qM289h5yp
-CYUWn7/Z+98CeuiSDtR/P+xFQB76ou0w/8TkJdnLftofP+y0NnOfFjx9gOPb
-Xwsevs+ztL9Nl9WC2s8J54P9u18AzgeHh6GoA9h8E21Iergp7gCzPxoU3jWS
-DkdB4XdB16E/otufMUAKGm56cD44/hgN4Hxw/E01cHBbc3Q5Q4SkQyPL0X5D
-cUOHN2253UazxSHpI8XQIQ0MxByiFRw/Js8xdNAApW9PUQd9rZXCF7YYwuMH
-nD4vGDpEgdyzR8yhYE337YwJRg59IPsMJBxOg8JDzhjONwDpv4Lgg+PrhQkk
-/cwRcTgFUj/PFBq+fHA+WP0Hdjj/y76PW9OnMUPSa7KpQyo4vv7ao+Q/pPwM
-AGkkpqI=
-             "]], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZjR2DA5dDXI4rjYxJhJiV5cakhl
-k2omMe5HZgMAEs4CVw==
-             "], CompressedData["
-1:eJxdk31IU1EYxjeVQioKLaw528bcx51su1enDlF6KhKlxBShUZaZn31YQkqY
-E0nT0JVpaFiKlEUWmZpoipSGJopfZYaFSV8YSegfmohgZTv36hn0wvnjx33u
-Oc953vcoTpyLTnIWiURi+9plX072dYtUkRKeNceYQXA4HhOtuROuQs5yUPqI
-mcMQqY1qGHWP3N+YOCTzpUbkaFnsX3cHa6bya4YHWMp102GGlTIWlzdFNpbv
-W9OzKL9ScHhMqkZF6eaLAT5G2ILDO5K7lVghFadAWH1vncisxELnXGvKohQi
-UqwSW7NuZAy/kmJvab5b8k8FCuTrVUPlUsFftRwvbZ15pgQphglb5ZgpTLP5
-VklQRPZ/qxB09RLhHJkSsSqLdOS5BM2Gs/fEUm/h+5AELq7FsoQGB7cj71uf
-WUWZJTl4q+n/LYFL3YmnNHR/Ps8dDD0/asLTGu/LUH/+wS+ibyo01H+Tyh5c
-hFq4330pnhI/v1VI5GP0osyfZ91J+arFFineIkMEydVZjZjZsbnKSzKab/bn
-pQm/I3IkHJ0MdW7XQq+QLZwZN1Lu79nz5OQnI9rI/T5okV5v+5gKFgHEn5iB
-xaNtVFTCIo7MgysDj4p3rqm17Kp/hvY7e77p4OkgRsh1hYWMND5OB9L2pO0c
-Aon+q07YX86hhfi3+lC2kv87DJS7crzMKd4sQrIsD/3TWMr8HH3XO9il9zp3
-QQcvftD0qCTz9FgDkx8pH8q8rVwdZT6fSQa+RDamQV9H+7V1TVrk83OqFfRd
-2tV3oEEj6c8sI+T3TC3oS3XCnJSo6X3W+ED/+pCqCqPjO5mPYg4ppJ+hOsp8
-7pUGyr/sMdz+wWJDqCrTqZjFVPzdcVMXh5nzrduW9+vRU1h3aKCZQy55l9Na
-vHeb3/36AYc/i5lfqqNUyLDLBhs4Yd5rlVT///v+B7q0ssM=
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4htCnxzPLzNz6Lbx3JX2SdEBxg95e/njjEZ5
-B9UnzfPOzjJzmDETBGQduNxUS5mqzBzkdy3Yl8on7fAiS/vbdF9zhzkg6Z+S
-DjEKjh+T35g77Ay2ivjfLunwaUNA9qzlFnA+WH6PFZx/HWSfmY3Dm7bcbqPf
-snC+84RmoTQpJTifPzbgvpG4soP41CucGUI2Dp0g915SdtDXWil84Yi1Q2b+
-h9aTJSoO0yfwV5lFWzs8ihDfftFBFSJ/xcpBAqRvkapDyVbR36fzLB3OgICO
-mkO31ysWE0ULBxbOLvnkdWoOJsZAsNnc4e+30gdzAtXh/DmLlHf+Oa4B5584
-7LQ2M07L4Q9InaMFxF1O2pDwsbKE87eY/ziU4mUF53OA5KWsHVp4/ddPUdWC
-8z3218paLNeA818VAx36Wt1hg17eYsYeBP8/CPRbO/hfnBjz77Cmgw+Inmzt
-4A7S367lkL+m+3bGAmuHH29fH7Bs1nao/21VcO6ElYOuovyXHDEdh/Q0IDCz
-cniSuPCaib+OQ19wicr0fks4Hxxf283hfJDytGlmEH6/FpwPCQd1OB8Wngwg
-8MHMISX2jhuzhKrDDFB8rDaHyOeoOGi85d1nIGkBEedWcZCeF6d5+oOFw4dF
-6xXOdig7+Jxgt53NauUQzinWbsyvDE8v5Ye3uc7cqwQJHy5rSPwLIfilIPm7
-CnB+zf0ft4y95RyOg+LJzgqSnh9KOzwHpVdZSzj/ADDY0r+Yw/kyIPcomEPS
-o7QcnC9cOank7BIFOB89v8D4AK/SXwo=
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQvfNW19/U+44Of/8Dgb28A8viSVaMRx0dDnTvazJ5
-LO+g+qR53lknRwfXNUeXM1TIOmzUy1vMKOLokJoGBM9kHCZ/Y4ufsccBzje/
-djTXxALB19daKXxhir3DGiEdvvR9cg5H2paHn1Kydyg/vM115lsFB58T7Laz
-r9o5OE9oFkr7peig/pZ3n8FOO4e1IPX3lBwk5sVpnt5g56CrKP8lZ5uKw0wQ
-aHSA8+UdPyaf4XWE84U/OZ5PS3V0YOHskk8+p+JwMT+e/dxHR4c5i5R3/lFX
-daiMWGF69rMjxJyZqhD9Xx0dfr19fcDyMYJvAHK3ixqcfwYE3mg6PE5ceM0k
-3tHhCYj213HI5vy5IL3aAc4H+98Awe/xesVistEeEg5PtB22mP84lMJl72Bu
-szdomqI2xNw9tg5/QPYv1oSEm5mtw4wJ/FVmq9Xh/CntrVGXY1TgfOVrj4IZ
-YpQcltzfxzen2NZBuHJSydklCg5/vpU+mPPQFhLe9+Qc9tfKWqS32DmAovd/
-vTQ8PnYGW0X8b5d0+B2Te/RfkgOcrz9hwQ/DdQg+OJh+Ojiof1J5OYtTCpI+
-fB0d5Hct2JeqJ+1QAQrPZkeHkLeXP854KO0w30bnyqx1jg6tCuyqZ7bIOBRv
-Ff19epujw5d9H7emi8k6oKc3AK+iITg=
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQXf/bquCcg6PDr7evD1g+VnVY3X07g+G6g4ORMRBc
-VnXQnbDgh+EyB4ct5j8OpZxSdWBZPMmKMRbBL9kq+vv0P3s4X19rpfCFKfZw
-/epvefcZ7LRzuHA17I3+bwS/5tOGgOwqdYcZM4HgpJ3D6TNAoKPhcPyw09rM
-f3YOjyLEt19k0HRYcn8f35xge4f0NBDQckg8fFk7ldHBQXzqFc4MJ22H3zG5
-R/8lIfgw96LI33Jw2O7Q9Oj4DS2Hz0BrZ/13cJjS3hp1+Y+mw/5aWYt0HUeH
-Y7t29LJ90HB4A3TeTCtHB9+LE2P+MWs4oIcPADoCjb0=
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4jXdtzMY4l0dEkKC1Bd4qjvA+HLLX3jo7ddw
-6PF6xWKS6eqwXvVJ8zxeLYcczp8L0qtdHQJuSdckGmk7LAMq+6/p6uBzgt12
-9ldtB5Cys49cHJ4kLrxm4q/jsPNW19/UfgRfwfFj8hldBL8yYoXp2d3ODiIg
-i7ZoO1zOj2c/5+jsIA+yv17LIRtk32Ynh+0OTY+OS2g6/AeBdCcHWZD8fTU4
-38gYCIRV4PwHrvGOsybKOyQcvqydqunssDPYKuJ/uyTEvZYucH4FyP7FCP6B
-WlmLdBtXhxjVCJlze6QcXFVLmWYFuDr0R3T7M26Qhvt/xkwg2CkLCa90V4cz
-ILBGDuIfaVeHHSDz0mUd3vDuM5h5y8Xhy76PW9OvyTgkgtwzEcH/vCEge9Z6
-Zzgf5A1jaWeH9DQgUFOE83eA/B+hCufD4qf+t1XBuQZnhzmLlHf+Wa7lwAAC
-Fi5wPsw+GN8EpP+zi4O+1krhCyxaDic0rSadFof6x1LTIUJ8+0UGNcz0AOMD
-ALrR8W4=
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJeKP1lQ0D2rO/uDk8SF14z8ddxWGCjc2XWOTc4v8fr
-FYsJo5tD7W+rgnMcmnD+m+Ktor+9VeD8gLeXP85YKO+gO2HBD8Ntbg47g60i
-/rdLOkz5xhY/Y487nB8hvv0iwzcPON/nBLvt7KueDs4TmoXStBTgfLD971Xg
-/BkzgcBS0yENBPg84e5Dd/+vmNyj/y65O4hPvcKZ4aTtoAdyT58HnM/jv35K
-qoSnQ2b+h9aTIhpw/gPXeMdZB5XhfLB7pBQc6kD+3uDh8B8E5ks7bNDLW8zI
-g+CD/efiDueD3bfPzaH08DbXmXcV4PxHII8nqML5f7+VPphjqOnAAAIKCPei
-ux8AwwS4MQ==
-             "]], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGIZIIaxWZDYzFDMAOUzoLFxqUEWJ8YcYswk1V5i9NLa
-jwDSKwJB
-             "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJzIGYC4oqIFaZno30d3rTldhvNlnI4qmk16fR1X4cz
-YCDlcCE/nv3cTQR/f62sRfofBD+kRGX6fwk/nPwb0jWJRkv94ObD+CKVk0rO
-tshAzA/0c2hVYFc9s0UGoo/Hz+HLvo9b06/JOMy10bkyi83PwX3N0eUMFrJw
-vjBI/xIFON8D5LDjanC+/PIXHnr1Wg4lW0V/n57m6/AkceE1E38dB5UnzfPO
-bvKB879sCMielY7gg+238XHQVZT/kiOm43B3H98cYyEfhx9vXx+wbNZ2+ABS
-X+7tsNn8x6GULE04n4WzSz5ZTwfiv1RvuHkinxzPp/31cvC5ODHm32JtB/um
-R8dnTPZyCLgFUqjtcBwU3upeDuY2e4OmMSL4z7O0v02X1XIwMQaCYgQfHP5H
-EPwp39jiZ5zxctDXWil84YkmnD9jAn+V2Wl1OB8WXjD+jmCriP/usg7zQeF1
-zAse3gmHL2unNnrB40Pe8WPyGVUveHzB+LD4NL92NNdkg5dDjGqEzLk9Ug5r
-um9nMDz3gsc/KBr+K3rD+SyLJ1kxxiL4G/TyFjNO8YbrT00DAjkfuPkwPsx+
-dVD8HfKGu8/nBLvt7FpvuPth8QHzH4wP8z+MbwYK70R1OP/4rh29bBc0IP77
-6+1w4rDT2sw4LUj6rPSB8++D0gOTL5wPyz9zFinv/HNcA87PyP/QejJEzQE9
-fwEAKpeNkQ==
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {
-              0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-              0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQveHhy6mb/gQ4bDH/cSjFS9shNvfov02HAxzWqj5p
-nser42AMAssDHJ4kLrxm4q/j8HlDQPasZgS/fXn4KaMMBL8iYoXpWf8AhxOH
-ndZmyuk4eFc36/uYBTiI9Hi9Ytmi7TBjJhDs9Hc4DpK303LwOcFuO9vV3yEh
-JEh9gaemg/jUK5wZv/wcUmLvuDH/UIPzfS9OjPnnrALnv1+0XuHsDkWH+MOX
-tVMN/R3+/gcCe3kHlsWTrBin+ju0KrCrntki43B3H98c41v+DhGqETLn7kg5
-vNi+nvm5TICD+ieVl7M4pRxWd9/OYIhH8Hfe6vqbWozgqwOD4WxXgEPN/R+3
-jL2lIP7rD3CoAPG7pRzOgABDoIPzhGahNCsFhxhQ+P0OcHjTltttNFvKoXbd
-tqR63UCHGJD9e6Qc5B0/Jp+xDYToOyPlECG+/SKDF4IP8o5kEIK/v1bWIj0B
-wd/aUnNhcynCPLB/aqDya6QcQMFsMhHBf8O7z2DmskC4e2B8kcpJJWdbZBwq
-Qf4pD4SHVzdIf2igw5d9H7emX5OBu2dHsFXEf3dZOF8YpH+JAqp7ZYwcgktU
-pv/3CHSwBxlsawRJHzKBDsng+DR04Py5IH3zrwBIOrpuCEkfqwIcrgt9cjy/
-DMHX11opfMHE0MFfTizL9zGCD0o+M78i+LD0CzafA8EHh2ufgQN6+gYAF9hX
-FA==
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQveHhy6mb/gQ4nAGBHBUHGF/52qNghhglB86fC9I3
-/wpwcJ7QLJTGpeQg/MnxfNrbAIdwTrF2Y39Fh+ASlen/LwQ4BLy9/HHGQnkH
-cY+APxLzAxxUP6m8nLVS1sFfTizLNx/Bl3f8mHxGFMHPAVmw2t/Bfc3R5Qwd
-inC+1Lw4zdMBqnD+nEXKO/8c13BwVS1lmsUT4CADkr+g5dC+PPyUUQaCr/qk
-ed7ZPgT/+tFck4btAQ7paSCgBXHf7QCHP29fH7BcrOmgbTXpdP2HAIe/30of
-zDHUhPsfZh+MnwrS3obgw8ILAIzdmE4=
-              "]}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQ/Y0tfoZPZ4jD3/9AYC/vIPP6kZlUTYjDge59TSaP
-5R3WdN/OYLAOcXBdc3Q5Q4Wsw6cNAdmzlEMcUtOA4JmMwxMR2ZNPvwfD+Vtb
-ai5s3orgqz5pnne2LthhjZAOX/o+OQfP6mZ9n6Rgh/LD21xnvlWAmO8f7OA8
-oVko7ZcixDz3YIe1IPX3lBwUHD8mn3ENdtBVlP+Ss03FIR1k7i0EX8tq0ul6
-hRA4f9EkK0ZfnxAHFs4u+eRzKg5NgZ5zGyaFOMxZpLzzj7qqw9WjuSYNk0Mc
-ZoKBKkT/lBCHX29fH7B8jOAbaK0UvuCiBuefAYE3mg49Xq9YTDxDHJ4kLrxm
-4q/jECAnluV7PRjOB/t/I4Jvo3Nl1rPWYAd9kHlPtB3al4efMooJdjC32Rs0
-TVEbYi5HsMMfkP2LNR2MQeB5kMOMCfxVZqvV4fwp7a1Rl2NU4Hzla4+CGWKU
-HJpB/vsW5CBcOank7BIFhwjx7RcZhKDhfU/OgfPngvTNVsEOoOj9Xy8Nj4+d
-wVYR/9slHSQ8Av5InEbwNzx8OXXTBwQfFNxpYiEO6p9UXs7ilIKkD4cQB/ld
-C/al6kk7XAOFZ3SIQ8jbyx9nPJR2eLF9PfPzghCHVgV21TNbZBxCSlSm/y8J
-cfiy7+PWdDFZB/T0BgDv7xtg
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHSG+/SKDVYjDr7evD1g+VnUoiGc/J8ka4mBkDASX
-VR02PHw5ddObYIct5j8OpZxSdZB5/chM6gSC/50tfobPTARf9UnzvLN1wXD9
-T0RkTz51D3a4cDXsjf5vBL/m04aA7Cp1BwYQ8Al2OH0GCHQ0HHq8XrGYRAY7
-PAI7TNOhOdBzbkNesEN6GghoOXhXN+v7zAp2EJ96hTPDSdtBwiPgj8RpBB/m
-XhR59hCH7Q5Nj47f0HIQ+uR4Pk0yxGFKe2vU5T+aDhURK0zP6oc4HNu1o5ft
-g4bDhAU/DJ+ZhTj4XpwY849ZwwE9fABjO4ZR
-              "]}], 
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI5IAaxQYAJSjNCxZiR+AxksEk1hxj1lJhJLb2UuBMA
-8t8CMw==
-             "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJjIGYC4o7l4aeMboQ6zJgJBJWqDq6qpUyzMsIc/oPA
-fi0Hzp8L0jfnhTlsd2h6dPyHloONzpVZzyrDIOoltR1MjIGgG8EX+uR4Pm0m
-Jv95lva36X+1HSLEt19kcEPwn4jInnx6PNRhg+qT5nm5ag5vePcZzKwKhcjL
-ajkEyIll+WaHOsjMi9M8fUHLQeb1IzOphFCHmk8bArKttB1q121LqrcNdXiS
-uPCaib+Ow7WjuSYNx0Mc3hRvFf29WhvinzMhEPff0ILY/yjEYc4i5Z1/jms5
-LJlkxej7JQTVv1yhDiycXfLJfloOL7avZ34uAnSfXt5ixjuaDhMW/DB81hfq
-kJH/ofVkiIrDzltdf1O/hzi4rjm6nKFC1qENFJ4fQhxS04DgmYzDmu7bGQyP
-QxxEKieVnG2RcTgDAjcQfJh70flgdWekIPrlQ+H8I5e1UyXVQiHurZd2AMef
-RqhDyNvLH2cclHY4UCtrkW4SCrd/w8OXUze5QPWvkYP4JyTUodPGc1eakgIk
-PGNCHUDRaJysAAnv5aEOK7+9rDjToAzxj0iYQ6sCu+qZLTIOPV6vWExEofwp
-Mg5e1c36PnJhDv0R3f6MG6QdmgI95zaohTnI71qwL5VP2uEtKD71whzetOV2
-G82WcrgK8l9yGNw/6Hywe3MQfFCyOFuGmx+Te/TfptUI82F8WHh6gtw3CeF+
-cPi1QeWPyMDT845gq4j/7rLw9A42z1rOAT1/AABUt34K
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYCYmudK7OehUY4JIQEqS/wVHeA8eWWv/DQ26/h
-sKb7dgZDdITDetUnzfN4tRykXz8yk0qJcAi4JV2TaKTtsOtW199U6wgHnxPs
-trO/ajtURqwwPSse4fAkceE1E38dhyOXtVMl34XD+T/Y4mf47EXwl0yyYvRt
-CXcQ6fF6xbJF2yFATizL1z3cQR5kf72WgwzIPoZwh+0OTY+OS2g6pIHArTAH
-WZD8fTU438gYCIRV4PwHrvGOsybKO0h4BPyRsA532BlsFfG/XdJhJ8i9hxF8
-sP0/EHw31VKmWS4RDjGqETLn9kg5cP5ckL7ZL8KhP6Lbn3GDNNz/M2YCwU5Z
-SHhFRjicAYE1cg6LQeaZRDjsAJmXLusQm3v03ybhCIcv+z5uTb8m4yAGcs/7
-cDj/wT6+OcZ1CD4DCJiEO6SD/KGmCOfvAPk/QhXOh8UPKFrOpoU7zFmkvPPP
-ci2I/w8h+DD7YPz/ICAf4aCvtVL4AouWg2d1s76PEdQ/lpoOQp8cz6dZYqYH
-GB8Azi7qIQ==
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 
-              3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQAWIQLdR84NRC10gHFs4u+WQ9HQfhde4Pq2wiHZ4kLrxm
-4q/jUJe1p2QyR6SDz8WJMf8WazvE5h79t+lyhEPALemaRCNtB3nHj8ln5kY4
-mNvsDZrGiOA/z9L+Nl1Wy2Hnra6/qYcRfOnXj8yk3iD4bcvDTxl9iHDQ11op
-fOGJJpw/YwJ/ldlpdThfuHJSydklCnD+jmCriP/usg758eznJN9GOHzZ93Fr
-+jUZhze8+wxmnopwaFVgVz2zRcahImKF6dnZEQ4iIP0tCP6bttxuo9lSDts+
-/71SwRjpcAYMMPnVIsAAkULw7U3jdnma4OarG3KskZkVCTcfxofZL37z3Pfg
-7Ei4+xIFIiy3eETC3Q+LD5j/YHyY/9HjCwBsg8wN
-              "], {{
-              100.35599999999998`, 17.618800000000004`}, {99.8797, 
-              17.618800000000004`}, {99.46719999999999, 
-              17.206299999999995`}, {99.46719999999999, 
-              16.729699999999998`}, {99.46719999999999, 16.2688}, {99.8797, 
-              15.854700000000001`}, {100.341, 15.854700000000001`}, {
-              100.80199999999999`, 15.854700000000001`}, {101.23099999999998`,
-               16.2688}, {101.23099999999998`, 16.729699999999998`}, {
-              101.23099999999998`, 17.173399999999997`}, {100.80199999999999`,
-               17.618800000000004`}, {100.35599999999998`, 
-              17.618800000000004`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4p7peULNAlEO0yfwV5l1azrA+MYgkKwA5993
-jXecJSjjoG7IsUbGKMpB/ZPKy1mcUg4rPl7yTWpA8HXaxW6em47gX6l4qWa4
-IcrhTVtut1G0lEPLgVMLXbdFOZwBAymH42X75ks9j3Kouf/jlrG2nEPADrnW
-1zejHP7+BwJ7eYj9B6IcYlQjZM7FyDm8X37M23xjlEMFSD23nMP1c9+DH89F
-8Ce8rbE3LUPwb4DkU6MceiO6/RkD5OF8/tiA+0bminA+zP9Pls4+ovACwX9Q
-JbLO/WOUg/jUK5wZTtpw9X++lT6YI4jge+yvlbVw14Hzp7S3Rl2eo+sgo39X
-hS0zysHUZm/QtIN6DjxM2u1ihVEOt6VrEo1SDRzWF2VMfJsS5bD8hYfe/4kG
-DkDbHlb5RDnoa60UvhBi4LCnZLIEi16UAyg4/ssbOHiADOCLcmDh7JJPfqfv
-sP3z3ysVgsDw+7QhIPuXnsN5pds/64Sg6uMR/BfFW0V/Z+vC+QG3QA7QdjAB
-xfPhSAefE+y2s0W14PzN5j8OpWQh0gMsPABco/jw
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQvdb9YZXIthiHv/+BwF7ewbTTMeHpihiHA937mkwe
-yzvotIvdPJce4+C65uhyhgpZhxUfL/kmBcQ4pKYBwTMZhxdqhhxrVBD880q3
-f9Y9iobz76iwNU5dHe2wRkiHL32fnMPxsn3zpfqjHcoPb3Od+VbBYcPc98uP
-VUc7OE9oFkr7pQgxryTaYS1I/T0lhy0ngBqKoh10FeW/5GxTcVgjE5VizR4D
-50ekWN/390XweZi028UqYxxYOLvkk8+pOMwBGu+9P8ZhziLlnX/UVR22y7W+
-DjwQ4zATDFQdHlSJrHM/GOPw6+3rA5aPEXwDrZXCF1zU4PwzIPBG02FPyWQJ
-lrIYhyeJC6+Z+Os4ZIAFEHwPkAPuRcP5y2cfUdiwKdpBH2TeE20HGf27Kmyd
-0Q7mNnuDpilqOwg0Hzi10DTa4Q/I/sWaDuUvgQEgEu0wYwJ/ldlqdTh/Sntr
-1OUYFThf+dqjYIYYJQfxm+e+BytHOwhXTio5u0TBgT/CcssJO2h435NzKMiY
-+LYmPdoBFL3/66Xh8bEz2Crif7ukAyg4739H8HWBzmuUjYHzTYyBwDnGQf2T
-ystZnFIO64uABubEOMjvWrAvVU8aEp4dMQ4hby9/nPFQ2oEljE9309wYh1YF
-dtUzW2QccoVAHoxx+LLv49Z0MVkH9PQGAOGnF2U=
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQzR9hueVEWozDr7evD1g+VnUI2CHX+towxsHIGAgu
-qzps/fz3SoVkjMMW8x+HUk6pOqwvypj49ks0gu/+sErkGIJ/R4WtcerqaLj+
-F2qGHGtKoh0uXA17o/8bwa/5tCEgu0rdwWUbyIJoh9NngEBHw2FPyWQJlrZo
-h0cR4tsvMmg6iN889z14drRDehoIaDkcL9s3X+p4tIP41CucGU7aDjJRKdb3
-vyP4MPfC+FOcu3OeG8c4bHdoenT8hpbDhLc19qZuMQ5T2lujLv/RdPge/Hjp
-7JgYh2O7dvSyfdBw2H9qoeu25BgH34sTY/4xazighw8Al+6Phg==
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {
-              0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 
-              0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQB2IQvfXz3ysVnXEOW8x/HErx0nbomZ4n1BwQ57BW9Unz
-PF4dh/KXaoYcJnEOTxIXXjPx13FY8fGSb5IAgr/Addvnv19i4fzvwY+Xzr4T
-63DisNPaTDkdB/9eoIGHYx1EerxesWzRdpgxEwgyYx2Og+TttBxC+XQ3zdWP
-dUgICVJf4Knp4NKd8/w3Z6xDSuwdN+YfanC+78WJMf+cVeD894vWK5zdoeig
-e1eFrVE11uHvfyCwl3eY8375Me/wWIdWBXbVM1tkHAJ2yLW+rox1iFCNkDl3
-R8qhxt40btfKWAf1TyovZ3FKOWyYC9TwGsG/UgH0MEMcnB8Ccp94nEPN/R+3
-jL2lIP6TiXOoAPG7pRwEmg+cWtgb5+A8oVkozUoBEn4dcQ5v2nK7jWZLOfxZ
-CQywXXEOMSD790g5bDlRtm/+qTiHM2Ag5cAfYbnlxDUE/wswOl7eQ/BL982X
-0n+L4J9Xuv2zjikebh7YP5zxEPk1Ug57SiZLsMgh+OxrZKJSjOPh7oHxRSon
-lZxtkYH4hyUeHl7g8H0Y5/Bl38et6ddk4O7ZEWwV8d9dFs4XBulfooDqXhkj
-h+e/gR6+GudgXxmxwtTWyEFGHxhBK+McksHxaehQkDHxbU17nMPnDQHZs64b
-OhwHBoeUeZzDdaFPjueXIfj6WiuFL5gYOjxZOvuIQgGCfxeUoJoQfFj6BZvP
-geBHiG+/yNBn4ICevgFnL2W1
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQAWIQvfXz3ysVnXEOZ0AgR8UBxle+9iiYIUbJoSBj4tua
-9jgH5wnNQmlcSg7iLGF8ulVxDuGcYu3G/ooOT3+v/HgpNs4h4O3ljzMWyjtM
-ce7Oea4d56D6SeXlrJWyDhl7SiZL/ImF87ecKNs3fxGCf17p9s+6pFgH9zVH
-lzN0KML5UvPiNE8HqML5cxYp7/xzXMPhiMKGooyZsQ4yIPkLWg4LXLd9/vsF
-wb+jwtY4VToOzrc1jdvl6RLnkJ4GAloOMlEp1vfT4xz+vH19wHKxpkMEkOtf
-G+fw91vpgzmGmnD/w+yD8VNB2tsQfFh4AQBzf5tk
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-             3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJTIGYC4nDLLSfK7BIcum08d6V9UnSA8UPeXv44o1He
-QSOm/9BXmwSHGTNBQNZh/3wp/bsWCQ7yuxbsS+WTdpj7fvkx7+AEhzkg6Z+S
-Do4JTy8opSc47Ay2ivjfLulw+CvQhDoE/++VipdqBxH82UcUNhR9SHB405bb
-bfRbFs53ntAslCalBOfzxwbcNxJXdpjq3J3z/HWCQyfIvZeUHSa8rbE3fZTg
-kJn/ofVkiYrDQtdtn/9eSXB4FCG+/aKDqgPIOsMjCQ4SU69wZixSdfhZl7Wn
-ZHqCwxkQ0FFzADnvUG6CAwtnl3zyOjWH/yAQn+Dw91vpgzmB6nD+nEXKO/8c
-14DzTxx2WpsZp+WQL9R84FRhgoM4yHwnbUj4TEDwP4M8vAlN/kyCQwuv//op
-qlpwvsf+WlmL5Rpw/qviraK/X6s7nCjbN1/qNoIfyqe7aS6Q739xYsy/w5oO
-2XtKJkvcSXBwB+lv13IAhs7vlXcTHH68fX3AslnbYSkoAA8lOOgqyn/JEdNx
-UL4NDIENCQ5PEhdeM/HXcUi2vu/fOxvBZ20EhnACgg9WbwPl92vB+SbGQLBZ
-Hc6HhSfYfe4JDimxd9yYJVQdYnd58jDFQ+VzVBxAyvfkANPTBP4qM24VhwOn
-gDHWnuDwYdF6hbMdyg6/V3685LsqwSGcU6zdmF8Znl7KD29znblXyYFRu13s
-5ilo/Ash+KUg+bsKcH7N/R+3jL3lHEDJJ2MjND0/lHaITAF5GMGPBiZvjQwE
-nzkM6AFfaHqUloPzhSsnlZxdogDno+cXGB8Ac6iLsw==
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4skSLGF8pokO0yfwV5l1azrA+MYgkKwA5993
-jXecJSjjEP/0gtJt10QH9U8qL2dxSjksdN32+W8Ogp8sEGG5pQLBN+90THja
-kujwpi232yhayoFfd9Pc9+2JDmfAQMrBgGONTNSCRIea+z9uGWvLOXzViOk/
-NDPR4e9/ILCXh9jfm+gQoxohcy5GzuGwwoaijNZEhwqQem45B4stJ8r2VSP4
-U527c56nI/iWIPn4RIfeiG5/xgB5OJ8/NuC+kbkinA/z//75Uvp3FyD4tlzX
-FxcsTXQQn3qFM8NJG67+z7fSB3MEEXyP/bWyFu46cP6U9taoy3N0HaJTrO/7
-JyY6mNrsDZp2UM/hsm+SQERqosNt6ZpEo1QDBxW2xqnOQPXLX3jo/Z9o4AC0
-zZYrONFBX2ul8IUQAwftdrGb55wTHUDB8V/ewOHjJaABJokOLJxd8snv9B2W
-H/M27wTGT82nDQHZv/QcTOJ2efKYQdXHI/gvireK/s7WhfMDboEcoO2QngYE
-fIkOPifYbWeLasH5m81/HErJQqQHWHgAALdK6HQ=
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-              0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 
-              1, 0}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {
-              1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQBGIQnZ4GBH5JDg9c4x1nMSo4LC6w5bruneTwpi2322i2
-lIN5p2PC05wkhzNggMkvzpj4tqYYwTeJ2+XJU4bgT88Taj7QlOQQoxohc26P
-lMPfKxUv1WYizIfxRSonlZxtkXGITLG+798K5S+RceBm0m4Xq0xyaFVgVz2z
-RcbhRNm++VLlSQ7ua44uZ7CQhfOdJzQLpWkpwPkXroa90f+tCuf/B4H5Wg7M
-YXy6mxKTHJ4kLrxm4q/jsHT2EYUNagj+/vlS+ncFEPxekAf+JDr4nGC3nf1V
-2+H98mPe5i8THWo+bQjIttJ2APre3vQcVN5UC8430FopfEFFw+FnXdaektuJ
-Dq+Kt4r+fq0OCZ9HiQ5zFinv/PNcw+E2SMGbRAdwPKRpOeQDg+vUx0S4e8H2
-cSLcP1mCJYzPEsEHu9cnySHwlnRNYpGmAyw+WTi75JP71Bw+XvJNEpBBhAcj
-MDhvXkt0OLFrRy+bgarDjXPfgx/vTITE/0ZlOL/88DbXmW8V4PxUkLnPZCDu
-u5jooP5J5eUsTimH0wtdt33+ieCDw5s5Cc632AIU4U5ymDETCCylHOaCPMSf
-5FBx/8ct424pB/T0BwDk/jM2
-              "], {{146.45000000000002`, 
-              8.670309999999999}, {145.989, 8.018749999999999}, {
-              144.98799999999997`, 7.4156299999999975`}, {144.36699999999996`,
-               7.4156299999999975`}, {143.73099999999997`, 
-              7.4156299999999975`}, {143.17499999999998`, 
-              8.003129999999999}, {143.17499999999998`, 8.687499999999998}, {
-              143.17499999999998`, 9.274999999999999}, {143.494, 
-              9.831249999999999}, {143.97, 10.132799999999998`}, {
-              144.36699999999996`, 10.3719}, {145.242, 10.593800000000002`}, {
-              146.45000000000002`, 10.768799999999999`}, {146.45000000000002`,
-               8.670309999999999}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 
-             0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1,
-              0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 
-             1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJlIGYC4uPe5p2ON5Icpk/grzLr1nSA8Y1BIFkBzr/v
-Gu84S1DGYbIESxjfyyQH9U8qL2dxSjlcqXipZiiQDOdPde7OeS6N4GfvKZks
-oZHs8KYtt9soWsrBMeHpBSXtZIczYCDlkGJ937/XOdmh5v6PW8bacg4aMf2H
-vtokO/z9DwT28hD7DZIdYlQjZM7FyDl8D368dDbQvAqQem45h+znv1d+lEPw
-T5Ttmy/FjeDngOSZkh16I7r9GQPk4Xz+2ID7RuaKcD7M/x8v+SYJuCD4BbZc
-1xd7JDuIT73CmeGkDVf/51vpgzmCCL7H/lpZC3cdOH9Ke2vU5Tm6Dr3T84Sa
-WZIdTG32Bk07qOfA2ggMIY5kh9vSNYlGqQYO4ZZbTpQB1S9/4aH3f6KBA/f1
-xQW235Ic9LVWCl8IMXCI3eXJw/Q8yQEUHP/lDRxU2IAGXE9yYOHskk9+p+9w
-+2dd1h5g/NR82hCQ/UvPIX3i2xr7m1D18Qj+i+Ktor+zdeH8gFsgB2g7zASB
-jUkOPifYbWeLasH5m81/HErJQqQHWHgAAMLo+uc=
-             "]], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-              0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGDQAGIQfWNxgS2XdorD3/9AYC/vMOeIwoYilRSHA937mkwe
-yztMde7Oec6c4uC65uhyhgpZhysVL9UMfyQ7pKYBwTMZh5LJEixhjxD8jIlv
-a+wPIvj5Qs0HTi1NdlgjpMOXvk/OIcX6vn/v9GSH8sPbXGe+VXC4ce578OPe
-ZAfnCc1Cab8UIeZ1JTusBam/p+QQDdLQmeygqyj/JWebikMon+6muZcRfJ1N
-c98v/4bgszUCXcyT4sDC2SWffE7FAWT8Uv0UhzmLlHf+UVd1iOk/9FXDIMVh
-JhioOgB9f30xkP/r7esDlo8RfAOtlcIXXNTg/DMg8EbTIW6XJw8Td4rDk8SF
-10z8dRxMQAKXkuF8FZAD9iP4V3yTBCJWJjvog8x7ou3QOz1PqHlKsoO5zd6g
-aYraDh2OCU8vZCU7/AHZv1jTYQ8oAKKSHWZM4K8yW60O509pb426HKMC5ytf
-exTMEKPk0JPz/PfKxGQH4cpJJWeXKDhwrJGJSsmHhvc9OQeLLSfK9jUnO4Ci
-93+9NDw+dgZbRfxvl3TgBwbn+9MI/gyg8w7cQ/DBwfQx2UH9k8rLWZxSDhGW
-QAPZUhzkdy3Yl6onDQlPkRSHkLeXP854KO3AqN0udlMuxaFVgV31zBYZB4tO
-oAcVUhy+7Pu4NV1M1gE9vQEAELAaHw==
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQzbFGJiqFOcXh19vXBywfqzpoxPQf+voi2cHIGAgu
-qzrc+VmXtedOssMW8x+HUk6pOkRYbjlRdgrBv7G4wJZrM4KfL9R84NRShP6S
-yRIsYV3JDheuhr3R/43g13zaEJBdpe6gfBtoQU+yw+kzQKCj4RC/y5OHaXKy
-w6MI8e0XGTQdenKe/145N9khPQ0EtBxSrO/79wLtE596hTPDSduBX3fT3Pen
-EXyYe2H80wtdt31+meyw3aHp0fEbWg4nyvbNl/qc7DClvTXq8h9Nhz8rP17y
-/ZfscGzXjl62DxoOCU8vKN1mTHHwvTgx5h+zhgN6+AAANaCQaA==
-              "]}]}, 
-           Thickness[0.0061330880098129405`]]}, {
-         ImageSize -> {163.05480448318804`, 22.58844333748443}, 
-          BaselinePosition -> Scaled[0.29815266074630126`], 
-          ImageSize -> {164., 23.}, PlotRange -> {{0., 163.05}, {0., 22.59}}, 
-          AspectRatio -> Automatic}]}, LegendMarkers -> {{False, Automatic}}, 
-       Joined -> {True}, LabelStyle -> {FontFamily -> "Times"}, LegendLayout -> 
-       "Column"]], {Left, Bottom}, Identity]]& ],
+        Style[
+        "\!\(\*SuperscriptBox[\(\[InvisiblePrefixScriptBase]\), \(3\)]\)P \
+ground state", FontSize -> 18], 
+        Style[
+        "\!\(\*SuperscriptBox[\(\[InvisiblePrefixScriptBase]\), \(3\)]\)P \
+first excited state", FontSize -> 18], 
+        Style[
+        "\!\(\*SuperscriptBox[\(\[InvisiblePrefixScriptBase]\), \(3\)]\)P \
+second excited state", FontSize -> 18]}, 
+       LegendMarkers -> {{False, Automatic}, {False, Automatic}, {
+         False, Automatic}}, Joined -> {True, True, True}, 
+       LabelStyle -> {FontFamily -> "Times"}, LegendLayout -> "Column"]], {
+     Left, Bottom}, Identity]]& ],
   AutoDelete->True,
   Editable->True,
   SelectWithContents->False,
   Selectable->True]], "Output",
- CellChangeTimes->{{3.8194433229611483`*^9, 3.8194433376204233`*^9}, {
-   3.819448952806275*^9, 3.819449065328403*^9}, 3.819449479885154*^9, {
-   3.8194495790538*^9, 3.819449612025311*^9}, {3.819449650363661*^9, 
-   3.819449666201268*^9}, 3.819449701649157*^9, {3.819449737681958*^9, 
-   3.8194497593939047`*^9}, 3.819449831598805*^9, {3.819449868587122*^9, 
-   3.81945004208081*^9}, {3.819450087283841*^9, 3.8194501011219177`*^9}, {
-   3.819450161688531*^9, 3.819450200201569*^9}, 3.830741568815795*^9},
  CellLabel->
-  "Out[112]=",ExpressionUUID->"9d744fe8-28f2-4d69-9f69-3b1ca48103fd"]
+  "Out[198]=",ExpressionUUID->"826737d4-2b6e-4de9-b31d-fe96204e193e"]
 }, Open  ]],
 
 Cell[BoxData[
@@ -7936,8 +7233,7 @@ Cell[BoxData[
    3.8307365554896917`*^9, {3.830736622565399*^9, 3.830736632714836*^9}, {
    3.830736684566133*^9, 3.830736684613557*^9}, {3.830736827507369*^9, 
    3.830736827619969*^9}, 3.83073685845255*^9},
- CellLabel->
-  "In[123]:=",ExpressionUUID->"0096765c-1955-4233-8b61-c68add30afd7"],
+ CellLabel->"In[17]:=",ExpressionUUID->"0096765c-1955-4233-8b61-c68add30afd7"],
 
 Cell[CellGroupData[{
 
@@ -8559,8 +7855,7 @@ Cell[BoxData[
   3.830741150283545*^9, 3.830741187675805*^9}, {3.830741932329652*^9, 
   3.830741935369385*^9}, {3.8307420158647823`*^9, 3.830742032583829*^9}, {
   3.8307424050983667`*^9, 3.830742408854731*^9}},
- CellLabel->
-  "In[147]:=",ExpressionUUID->"d3a32aba-35d9-4b11-8965-8489f6e162bc"],
+ CellLabel->"In[18]:=",ExpressionUUID->"d3a32aba-35d9-4b11-8965-8489f6e162bc"],
 
 Cell[CellGroupData[{
 
@@ -8576,7 +7871,7 @@ Cell[BoxData[
       RowBox[{"All", ",", "All"}], "}"}]}], ",", 
     RowBox[{"PlotTheme", "\[Rule]", "\"\<Scientific\>\""}], ",", 
     RowBox[{"AxesStyle", "\[Rule]", "Thick"}], ",", 
-    RowBox[{"BaseStyle", "\[Rule]", "16"}], ",", 
+    RowBox[{"BaseStyle", "\[Rule]", "18"}], ",", 
     RowBox[{"GridLines", "\[Rule]", "Automatic"}], ",", 
     RowBox[{"AxesStyle", "\[Rule]", 
      RowBox[{"Directive", "[", 
@@ -8599,36 +7894,32 @@ Cell[BoxData[
     RowBox[{"FrameLabel", "\[Rule]", 
      RowBox[{"{", 
       RowBox[{
-       RowBox[{"MaTeX", "[", 
-        RowBox[{"\"\<\\\\theta\>\"", ",", 
-         RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}], ",", 
-       RowBox[{"MaTeX", "[", 
-        RowBox[{"\"\<\\\\rho^\\\\text{HF}(\\\\theta)\>\"", ",", 
+       RowBox[{"Style", "[", 
+        RowBox[{"\"\<\[Theta]\>\"", ",", 
+         RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}], ",", 
+       RowBox[{"Style", "[", 
+        RowBox[{
+        "\"\<\!\(\*SuperscriptBox[OverscriptBox[\(\[Rho]\), \(~\)], \
+\(HF\)]\)(\[Theta])\>\"", ",", 
          RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}]}], "}"}]}], ",", 
     RowBox[{"PlotLegends", "\[Rule]", 
      RowBox[{"Placed", "[", 
       RowBox[{
        RowBox[{"{", 
         RowBox[{
-         RowBox[{"MaTeX", "[", 
-          RowBox[{"\"\<R = \\\\SI{-8.0}{\\\\bohr}\>\"", ",", 
-           RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}], ",", 
-         RowBox[{"MaTeX", "[", 
-          RowBox[{"\"\<R = \\\\SI{-7.0}{\\\\bohr}\>\"", ",", 
-           RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}], ",", 
-         RowBox[{"MaTeX", "[", 
-          RowBox[{"\"\<R = \\\\SI{-6.0}{\\\\bohr}\>\"", ",", 
-           RowBox[{"FontSize", "\[Rule]", "16"}]}], "]"}]}], "}"}], ",", 
+         RowBox[{"Style", "[", 
+          RowBox[{"\"\<\[Mu] = -8\>\"", ",", 
+           RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}], ",", 
+         RowBox[{"Style", "[", 
+          RowBox[{"\"\<\[Mu] = -7\>\"", ",", 
+           RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}], ",", 
+         RowBox[{"Style", "[", 
+          RowBox[{"\"\<\[Mu] = -6\>\"", ",", 
+           RowBox[{"FontSize", "\[Rule]", "18"}]}], "]"}]}], "}"}], ",", 
        RowBox[{"{", 
         RowBox[{"Center", ",", "Bottom"}], "}"}]}], "]"}]}]}], "]"}], 
   "\[IndentingNewLine]"}]], "Input",
- CellChangeTimes->{
-  3.830650204873693*^9, {3.83074105076658*^9, 3.830741065739704*^9}, {
-   3.830741163748386*^9, 3.830741217656344*^9}, {3.8307420451716013`*^9, 
-   3.830742126065907*^9}, {3.8307421994522667`*^9, 3.830742354825471*^9}, {
-   3.830742399708128*^9, 3.83074246778266*^9}},
- CellLabel->
-  "In[152]:=",ExpressionUUID->"0d9be6fe-c20c-4b13-b4c3-a4f6c73c3a1d"],
+ CellLabel->"In[23]:=",ExpressionUUID->"0d9be6fe-c20c-4b13-b4c3-a4f6c73c3a1d"],
 
 Cell[BoxData[
  TagBox[
@@ -8636,959 +7927,505 @@ Cell[BoxData[
       TagBox[
        {RGBColor[0.9, 0.36, 0.054], Thickness[Large], Opacity[1.], CapForm[
         "Butt"], LineBox[CompressedData["
-1:eJwV13k8VF8UAHBmDEObvSSJkORXSkjovBSFIpSSQrJHdrIkIkuL7CFLkbUQ
-spRIi5I22VPCGDPjJS2Ylfyuv+bz/czn89659557zjsKTj5WLgQ+Pr7j/Hx8
-S7/EZyIfx7X89pi/21Fbbh2+R3myVW99mgWE0Q8oqIvZAvfhNucvqQ5g+pdn
-9FvUAyYk3dkNqT7w4PNDxTbRUBgyjn1RnHoJzDGGnoNoIvQ5pG7KS70Jj1KP
-xy9blQ1WXjJDWakF8GChqr9PuBxS/p6qy0ytBkO9MO/1c02g124qYhjQBvW7
-Q0wUi96Cb5j5mTrfDugKKk1pudMN3k0uSYSNXbBDJ2BrFGUAehkmwqVOvdB4
-PWJP5L9vcHUbk6/BdhBmcbWrymmjEBZisoXmOQiEKY+c8Nuj4PEs95h0xCC0
-8J/59a5oFA5a7KsIzh+ES7/3u9s9GgUhn2RrnfFBELUayNXqG4XYKrWSJq8v
-ELBw89SA1BhE/udg1nxpCMJeK73tSR0Dvy0dGW3F30B5SOz+SDgFqC7UqDsN
-30DJSoxy/zIFbO7weUW9+QbHnBw7/RMpsFtK1xCb/Ab3Mycf/c6kAGGxfPqZ
-+jBcfZW4rrKGAqnd1w48qxuG/NCk25tpFKgNteC0PP8O96pXuxqYjQP37Lmq
-4fOjoHO0otVAkAqOYjMXngaPAtO5utVlGRXaW8P23Y4chZqjWjcTRamQLHN1
-8EQSWved2vJXa6mw6VMZobdyFLZuDpsnb6PC0d00m86pUSj69Xz0nQ0VqkTP
-LDZ4joEG09bCpIgKTi02R5JdKXC1vc0mX2MCdjSsEZfxoUAkM9deWWsCCNVD
-PXdDKJDCe6tQpjsBhXfsj9clUKDS2It2x3ACKDGu9v0VFCj2iHnmcHQCnEyD
-vdb9ooDbcPg5qRDkgYyEspBx8Ok43x78eALO/ulta0uggmrUeEv7Dho4hiUf
-b0qmQq2Cqf4abRqcIh6ars6iwqBFXr2bLg1spF7KFpRR4eLKlqIFoMFB3Zrg
-ix1UsDD60EQ6TIOt0TfUd5MnYPWj83KJrjRgixpn1cVPAO+/3hifWzS4rtHo
-UxJHg+X/nK0t/tCgc8cALSiJBq3bA9QZMzQga7FOG2XSwOzez7ZIJg1idXUO
-UYtp0LizW7mYR4Nww0ZVxXYa3NMZVBwg0cHzaONYHpEOHxmzhG4ZOhy40Gid
-EUUHt8/pM5oYHQhtjTqxYQx4kmVI2RxPh4oV4iULlxlwemThvl8iHazsvCRD
-rjGAtiAV0niNDkXMDX88chnQzr9vnUEyHfb/d7XCopUB3wa9pzWy6RCXc0pO
-ljAJI80uIi0VdBAJ4ifWJk7CLuUHIaHv6SCmZvZxJAuH+zJjrSuXoecKFYh1
-3MGB21W57d1yFMfE36MPy3AISuXzjlvJAOe7OV+jmnAgOe8/yhFjQNManKEw
-iMM39g7Bz2sYYC+USHRe/QMklvOFmqgw4AH19S5Gxg/4MXbT0BNjwMECw6Lf
-qVMgWbTe+4UfA1b/em98qXEakjX2h6t3MyDnzRN+osdvaOzOu/dYZRL05fYu
-bnD+A+I/1KckfSZhy6go9WLgX7hIqOz0b5yEyjJx93r/GZj9NPSXMzsJsX3P
-9hJDZmDaIiqWOTcJpwjespbhM5DdG5f5lzkJIqfefJyKmYEvpUq7J9mT4Loq
-QkspYwa+PrkW2DU/CRuCJwhpjTOgEcSyixPAIX1fU57v/AykvGOK3ZDAIeL7
-6Z4tcbMg4yosO70Nh9kDBnkuV2dh4w2RKy81cPCqWedWkDQLpIW7tlnbcbCL
-/coVvzULKn4UDNPEYbearSK3dBYm5bt4Cdo4cIKO+nW8nYUhq8xXC/o4BK8w
-W+WyYg40Fx0r/UxwmA5W+5IvNgeJVdVZmqY4uI4KFw1KzcFc/dqxWWSbug7t
-Q+vnwHx9bnzQIRy0bI3tNbfNwYD2Q3kfCxTfvb2V/JZzoF78RH7fMRz89HeZ
-5afPwdNQ3yvnHHHgO59+6WbWHETbqjYuP4NDUsHvuqjcOUhwHrSoRK4glK87
-e28O0uK/PppywoHSITO96dEcfGhJ3e/sgsPRY7zkmp45WJTJ2KntiYP2+db+
-V+JMsG77qHE2AIdXBWuXNUgzYZfRSOlvZKvPwVC6lgn+b5UjLgbicH7ntrJE
-RSb0pavrZQThUMotCDXfwQQtN+llLSE4rImPXjdoyYRTefTan+EoLwv2O/1I
-ZsK+PdVan2Nw2MMySN2egZ438pBhHYtDtLnOi5BsJrwOWNXdh0xe2KwoUMiE
-4ynZxgNXcJA6uYqyro4J66XmKrvicdCQHDpj3seEYafhbXnXcAg415OS/oUJ
-PWJ/FSWu49Dw4v3zoWEmrDHyPZCAbOD3TMGNxoTLEREbfW/gYPrx3tglFoo/
-p15e+yYOLgk+Z2pkWFB/wWQyJxWHshH3FJYcC2S0GrqIaThMaTs9N1BkQb+9
-2MQ5ZP+JowqdaizY5XwlTTcdhyjD3WMUPRYcNlTge5eBQ868wBlJexbQ1ZtH
-2tE97fLNcQwpZMHfZ5qia/NxUEsW5QWWsOCt9ticE3JMdVyGfwULzpVKy91H
-1p727/SuZcEe38BtugU45J0z2+n8ggWBdTcdDqF77uk6L2RJYcFHpf3vzAvR
-eV3xLzSnseCMG6vhGrJcMUP/EM4CScKnsTfIXeO9fgf+smB+zZlZgyIcdM5U
-fjUgsKEh54ywwj0cBE7ZV6spskFX6EX/i2Ic7MN7TVRV2GCCexXPIDfmmFKV
-1djAB0Y1G0vQ+79oyyjsYENm/qqoaOTPNqtiVhuyodJAjqVZitYXfEVOypgN
-P+8bPrBHjs3gNYqbsiGo8GVeAvKuXvrUCis27IoO0RpCzrdssxFwYgOTJKsV
-iOoW21f7D78rG6glNzqzkK2SH1xb9GBD/s/i20+RSZ+y2rh+bJD9Evibvxzd
-30N+an+i2fBvxMkpBvn1Ofqr6StsELTs776LLH/ttMNUIhuUnh+LfIbc/dYk
-nZ7CBn6dnXFsZN0Div+G77KhMb78+JkKHHYWdSa8KWZDunKSSijy1kV/iZpy
-NlT5V+skIys2vlSNrWHDYYGgDU+R10l41XnXs+FGOx+7C1naR3LP8cdsyN6W
-JTaBvGyTi7Xaczb0R7eILLuPg2DMiu8S7Www2qmNr0PmG6l3X+hA61FKXrYV
-eTZTMLKriw3V355LmCNP/60iP+llw93WeO4pZIb58bSiQTb4ii7beA55WLCs
-LHiUDXMv1XSvIA86HdF0pLKBdLNJJQW5u5XdYsJgw8Nc2rFc5Pdr7x7UnGLD
-VEXV6xLk18EmPet+s2F8TCT0IXJb95/TgrPIPXNej5GfbM1h/GKx4dJFz8Ln
-yI+uGgZ84bEh0shZ5i1yNQ1feLHIhsn5758/IVcYpiU8IHJgxUj/uz7ke/l6
-EplCHLieclDoK3I+dzzv0jIOYErbY0eQs2yuq3qs4oCPWJLhOHJq7c46KwkO
-3DI4bUhDvr5y2EB/NQfyWLkxDOQ4zysdyrIcqGGbCeLI0a//s14lzwFPZ4/O
-JUco9g+zFTlQ2jH7acnBkZHuFBUOFMtNSy/Zd0hl5p0aBwReHytYep6n9qeL
-9Vs5UJuk7rH0PufUEHLBDg4wqwICl+Kxn5ZPS9DmgG+H+vOleE+Ydsj57+aA
-ON3WYmk91iW+ZXZ7OLAhemF9P7I5QUbTyJADGiFrNbqQD9o/b9lqjP6XfHR5
-ab8Mn3gcXGPKAZkVH6VfIOtLi/fwm3MgPtpramm/tf2fnP5hyQExXhqxBlnj
-oxOj9xgHCrxNTpUiK8fVLZSe5oDThsDupfPdQLFLSDnDgSN2c7+Wzn/tHgGJ
-cBcOVMSuswhFXsk8qmruzYFzm0K7TyOTrRZqdfw4YDfVwlzKL0JVsYFCEAea
-td+cAmSWC9NqNoID/VGm03LIf5/nDw9HcWBIdkBmOfKU3AH3N7Ec6PY/HM9B
-+T3ad+tiznW0P6sVVLuR3xrplmG5HDCrLrgchnzhTeTWS3c4cO94c40jsqrJ
-q0ct9zjgEpzMb4wcd8ji+e5KDhxKrSSuRN5v7TK0s5UDHnFtaWnofs72VjgG
-vODAYZWaTn/kIpvftJrXHOj5x1S0RCacDJ/Z+okDFNJXnWXIbY4pyzePcsC+
-P3luqZ74UvpT3agciHlQp3sYWd55nUwJgwPvO34UKCFHupUqb/zDgcY0wZ4u
-VI/0z7fskSNwQWvrn/71yI3hk75iSly4/++1Twqqh64LW1kWqlyQxycpdsjS
-lwIvJqlzIWflyjBl5MDLi4nLtLiQHsqQbED1dUeiVBHJmAvchUm+D6j+VmXu
-7eO4cUHm0Mrez3dRfq2Jt9vlxYXw9Wuzk5BX5LwfC/blwljFnVhTZK+849Mz
-F7iQffrTp2eo/qvd8xaaTuRCk8F9vTuoPxTXZOtS7nOhrOZ76q48lM88O7XB
-ai4smLKxn7kof4zWy36s40KFwN6dd5GfDhbOP27mgnfAsh+CyD2L95+lvOOC
-faZZ/tscHPjNW432/uBCq9qCoTrqX6dxiuUdNR5kKqT2uaH+qLiz2DBzKw/4
-SsmxJGTGRTfN6zt4oPnqzcXCFLR+sSnJC7t5EKY0bz2UjMO1XXMDFqY80HY8
-kbIX9dvHcUL2ix486NAdj55G/Vtqo7qnfTkPFL0+f3uJ+n9y6jWb8koe/Ge3
-xWgvsgjhh+FsDQ94lkqUFvT9wDdWLnv1CQ/cJPc3P7qM8jF/04f6dzxQeZgw
-kxWF+uHajRorpnlQcevfG70IFI/4WmbzjnmQDdUI+umPw6/oUIqgzjyU6MWu
-s0L2/DP40VJvHmp73xAb/HBw7LpVSt83D6MphWnhvjgcSpKylTg2Dx4bbF4u
-eOOwUUTsqWfIPJh9sn783R3VV37yZZmn85BECmuXskf1ujLb/kjbPJTrG/q5
-nsZB+OQWvfhX8xAYvMO34RQOWK357Oz7edhVs97jqB3KB6cM167hecDZ+lYJ
-J9B+vVQ0i1+chze/WSe7rNB9uGIgOWe4AHWvI2WpxjjUkwNKut4ugNi2lKDt
-/+GgLiXq6dT+DzyrjewPsCbhVxJTUrN/EcJmzg8b1k/Cxvj4bT6efNjde5L8
-GX6TQDn5dciQzofpyvYTv2yehIMTPZz68/xYUZumglgfAy74u7hL/+THXip2
-eUtcZECC2bTb7l/8mLG+eeLFcAbcUgpxs//Dj9mMrG2ihTKgoT/BtWSOH1O4
-vM+kIZgBM7sfOGv/48dyVB8vN/VlwHnijKPNKgJWmN9RYniWAWfTo2wztxMw
-3aqrYl4HGWDecNtUOpiAbRoV8tZexQD3GadFqQsErPmCNit4BQNiNNQeSYUR
-MDfVqIMNaN5pqmiSk4okYA/9VutuJzNAsaDvt0QcAatMf79+DT8DmPGrboll
-ErDLnJe2ZX/pkG8bM768gYB9/hgh3d5Lh+l5zwgik4DRmtb8vphOB9sTZps5
-LAI2+IJgcy6VDq/qtvRPcwhY3z9VseNoPsv2nNo2tEDAXhrnRW6+jua1Qe/x
-hyQi5kPgcR7H0OF2na+pvRQREwpPvx7vT4eDnsFrHu8kYhPMyvJ2czrcHYh+
-dD6AiHGptNHD/HSgtWuMJAURsQo96RPx/2ig/mhEuDqEiEl/36XeiubPhmQD
-h1/hRGz/yM/vG9F8+t6EI+wbS8Q8EqalP+Fo3m32dfDLIGJnJZwlC3toYH7H
-QSSwkYjp7AnYrFREA667gWMoj4hZf9I4ObGLBqbNaljQAhGjrhAJydaiwe0V
-azb4LRKxuyG5GaZoHtev/TviThTAbnLsPhRtoUEkr9ThxDIBjOlxdHj7ehoQ
-k8QddGQFsPqnKzWeENBcXUc/PbdbANN3m9X0eDsBcgspdn5hAljDHr+2qkMT
-cJBy+PGtCAEsyveguvbBCQh8I7y6NVIA8641sHy8bwI6U6K7RWIEMBfpnse1
-uycgWMXP5N41AUzVVrfST3UCuiyO6AzkCmCiYxIOcsQJuFy4UsLgmQDGGfjq
-JF1PBdqBa51kARLmt66gZ1KECk5mjhuUBUmYi6+5ihOJCsPmWsF7ySTM+LNr
-Sd/iOPQeG1EIW07CVGgqylWz4/DirGboD0kSxmCNflH6Pg55l75u+qhMwjoP
-VYhvejgORxu3XEk7QMLMab4knyPj8FLlPay/RsIUJZRX3o6mgGnSiKn0DRKW
-dMl3wTCcAl1zf4+tvEnC7DLtD9ECKfD9lYzXv1QStlbWQ0DenQJsJ7es7zkk
-bAWN9vSEOQXUCwh/8itImHVO+okpGQpkrtYtlO8kYbWrJffeqBwDT3KJgIKw
-INZPnw+8+noUGu8oGbxMEcRExs+N75cfho96+u1WYkJYYGG3QP7pQWB73rZ2
-TBLCbtamD6Rs6YGOIwXHVkiTsV2ZN1ycxTvBSVe/tDSdjPnotEa+GG8Gj58f
-5r5lkrFsHUstx6Bm8L3rsF88m4wp7VH88EuwGS4Jx4xF5JGxzgfESxObn0Du
-l7eyViVk7IvecsHtPk3QH3o8eb6RjBVvulwfynoEpk/8Qy2/kjHzt8zvzXwP
-wPK8QEfcMLIdhWeicB9OKGZKPx0hY1vkysideyvA7erjOhUqGfNezvfs7uUy
-iD3JN82bImPpv1ZiT4nF0Mq94VTyj4y9487XkMi50F4lX/OVTxi7PXXe4v2B
-HHjvVLMoShTGnr0uN74SnwVfO3tzw4WEsXTFAepnwQxg58gOHBEVxkRdTMq/
-C1+HRfNK5ThxYWyfUYn7q4QEECRCYLOkMFYZHOCeJ3QFJM85ianICGN33lwY
-dxSJAFn5WQc7WWFsu6ccfBMKAsWeK1XJcsJYg8W4bbaIF6jFr15olxfGlK3I
-xgMip2C7XrkZT0EYe6ib8sDVMnzP/6lVx2w=
+1:eJwV13k8VdsXAHDudblIMo898qK6lQYh4zrkSciUKRVSxhAqKooiQ3qFKBkr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          "]]},
-       Annotation[#, "Charting`Private`Tag$6583489#1"]& ], 
+       Annotation[#, "Charting`Private`Tag$14372#1"]& ], 
       TagBox[
        {RGBColor[0.365248, 0.427802, 0.758297], Thickness[Large], Opacity[1.],
          CapForm["Butt"], LineBox[CompressedData["
-1:eJwd2Xk4VN8bAPBZKCoVIRJKKSEhspTeSyohshOlJCRlSULWKES2kJ2Qrehr
-L2VJFFIpO8k+cyf7PmP9Hb+/5vk8c8+ds77nfZ/Zb2Gve5NEIBBmiQTCxie5
-asuPIVnH01PCyt5diQ9PC9MqTwo81wblP/8qtPRNYOm/Y5Zdkeaw5UluGof+
-LRjhtKGXRtrDjtvt3kN6btB9zr/mVaQ3dNzriA/QC4I288jDSZFhkMl63FZN
-Nw507Xi7YyNTYPcMR5vlxRyImDEriol8C8o3Ln+YUXgPJ+vUt6jcq4bIB85n
-H001gIO71vUih3pQdNkvJNv/G+68uxlKOtAM9+sLGUnQCa34BdYsi1bgaVFf
-N/DthafHFgilJp2geK6T2kftB/cHF8Qotp0gsaPpdPBUP9yqSjTg9uiEXuOo
-XklGP6hpn8l1Se4E9+9K07ZbBmCzfbie3FAnmAXfsokXHwD/fNHMd3Zd8FK+
-8wbFfgC8jpprfPDuhs8VabzSMwPgKFYfXf3qD3j4CRzIHBmE4ZvDPqmlf6BX
-8JFmzdggGKYS7Hy+/oFz1ctMXbODoMiloILR/sAtwY+HFohDQFrPmagS7wVp
-c8nzk/xDEPk7+HxVUS/cGO3p6NUfgkI3bUbFp7+Q9uv+TFHlECzduJ3fe7cf
-0rJudIY+GoZr7LOuH136YQy48LmAYairdD+T4NUPLTl7Ag2fDUM479NO49B+
-6J3c5b0tdhgO/8wmteb1w/nsMaczecOgr0gxbBzrh7KHN7/9bR+G/J3X10tt
-B0Bni5xv+6ER4KzEG6KdBsDnxP6cArERcLvtEOXsPgCMz4bRgZIjoPrF+4j0
-0wHI6iv8dERxBHoeJuvl5QzAfdKmRIWLI8BC7clKxwdA6Z3IWLjTCFhUGF4K
-txqE6fYpslj5CEiX8nDw2g8CPa6xpa9yBEhvu1tePhiE17mCU2GfRyAt9apR
-UeAgBPBc5RlsGoFBP6ur7bmDECTx/K5WH3qfuovd3slBUG9runeBTAGLjujA
-7Adonm4HGPScp4B0s5G6lM8QiNo316xpUIDUwLutPHAIBLR0fvFfokBaeVLY
-t7ghqCIx9WoZU2Aw6VXMxIchUGOrXvGwQe+zLMmQIQxDTEvBj62BFLgx3Vpd
-HTgMpB13AjbXUuCae7jRu/BheCF37oT1VwqYkTUn3qJ5Vm6as/zcSAFDrs98
-Kdlo3u+rajj+ooCaQoGLZ/0w0OYmPdP/UkDC95m4IssI+I/Yht2gU4C+81xs
-UcAIuDMr771xhApzccRjr8NGIDtC8IaROBWmhSrq0l6MAI+ioYvaMSr8k5GZ
-jcgagYzGe1v3y1LRvhbScvg6AjlyHDJvMCrUpK6Rj26mAB+rQ6K4ERVCJMvs
-M59Q4AHpSjnFlwqN0h2U+6EU4NGL1bLzpwKL7OKVszEU2P7IkXfyCRX8FeQ0
-h19R4BiZx2wsmAoPVcpEhOooQPQcaa2LpoKtftlAEpkK/Pv0IhayqXDetUwv
-2ocKv752spl/R+3dOxotA6ng9EioO+wn6o/HorJMOBVatMyEK39R4bSvnGRL
-ChWCkiOUd7VT4cTTsm3sVVRoS3j0M+UvFQ4mltWFrFLh5a+m46qTVCBVl8n5
-u+PwM7E9smE7DrlsHJmrj3Ao61vI7NiJg66pHeeDYBwuB73gG+LAIX1h3/St
-RByCAyykZrhxUD36NFe7Eod8q31m0wI4PIk34+cj0eCU5CcOFwkcttwnkguD
-aODsyTz+WgOHwhpTR7FIGrwrstG/fRG9d2dpX0Y8DfKjrZxEtHF4/dr244vX
-NPhyO+1Pgi4OmoMt9z2/06C0/m+htQkOodqZuBr7P+ACUna0FQ7soho/+mL/
-wctTOi5m3jhQNqew16f+A7rLnH6lDw7lIzP6/2X/A/YGXg8BNC7Ll/E9Pu/+
-gWZy0+sufxze8fzD93f+A7XnH7+efIrD1c1BZMvdo3Bhbeur/6JweDP8RR6P
-HoWClKGLttk4+Nbs8WhOGoXasB8LsTk4ikd3q969GoV8HD/4JRcHghn3uaCS
-UYjaPLp7bx4Oei039UTbRsGzPiq4tACHpU9Md+04xyDUKUY+qxwHtRSV9KnI
-MSg1+t3t9w2HgPrm3kcJY5DAL6aU2ITDl+mrPFwZY2DAn3Og6DsOZ1UfPlMo
-GYM7zvaP//zEQYVW9OBRxxgEJxxv52/F4dRxYU3OvePgkJPtYvYHB8mvm+fl
-Xo0D1YU1qWMUB/up6GONeePQb8R3u3YMrRvvQVuz0nEYo9xZeTuOw1E7rM/n
-6zjYJ8g4+E3iIMru1tBAGwdvN5effLM4HDT9l2QqMQE/B6rWdy3hsHuy6Zx3
-2QQQCy4aSWymQWxE1XVa1QTI7nmqM4vMI1PooVc/AQYVhdplLMhuLwoPd03A
-kz2tV05tocEesoVA89IEqDorjyqy0UBg9+L8vtOT8OOrCOfWXTQ4BPtf1dRO
-wo0bv58SBWiQObCrWvz7JOjs2vYjB/mQ/6aemLZJaOkTVNERpMHhhtGdtymT
-YBW78ilpHw2ijphWsjJNgcYledWjB2gQUyQsWig8BRVjzraHRWgQ/7WcSL41
-BTdfVr8Ml6LBVP9/bpN2U3DQtTxttzQNzi9lTvc4TEGDgevOZOQ58ecDxa5T
-sHK4UjbnOA20Im9/sgqcgsim5Kp3sjQgXdnr25g1Bduv7QitUKDB7RlPQiRl
-Cq5YdVTfUKZBzVZnV69/U5B2TG2uC5lH2HbKdgL9fu/efG0VtO+NDPvPLEzB
-VEF7mcIZGuyrkKieZ56G/vJncixnadAa0OdtIjwNrcVm/mFq6JzxK6/vs5wG
-v4pXyxraNFAza3WysJkGI1MGXwWyfoI1Jd1uGgow1i9HL6H+8IZ+P3R/Go7b
-m5az6aDxc/UkiD+ZhmesNvL1ujSgs92Xl8+eBguNe6IihjQoXst21B6bhlNR
-xqmxZjQQ69857Ok8Az9Z2/Wv2KDxU/fVuLjOAEedKut/yA4Tkqn2HjOw64Pu
-A9It1H7lktl1/xmo9C72zUQ+xRvRqho1A5/qFE1GbWmgqctet7UYPe/DetXm
-Dg3satkz42ZnICTOY1TKiQZ52Rw2JU6z4JL1mJvjIQ3826qUyQ9mQSpXm98U
-2Yx0h0/n4Sxcazswko68xezrjzG/WfD/9OudjAcNrHZ4yB6MnoUC/JaLniea
-T5cR0vOyWfjyS97tsTfaH2feJTmszEJO7uWxj3408Ph7pUXsyRzYPZn65RuM
-1vu8UtLNp3MwMy5+7QOyXcFe65TQOfhzKKR8DtnUv2eJ48UcHFZfbLEKoYGi
-qInQUtYcOIicS1B7RgPGfX3H+oY5eMgcH0gKo4ELm8aOm2zzYNV0WfISioMT
-LqJdyezzIDvhYOaHbNXPmt7JNQ/TI2yGpciGRfUnNAXm4Uj4dAHfcxrImpy7
-evzYPPi6DW0bRp7LUM4j6swDy4EE3dvRNHA8Ja+RHDUPCtdDRPRjaUC4G+Ud
-FjsPT98cYPVCDk2ZKvJJnIejUxMVWci5pJy9NzLmQT+JJ2MJebCed+Jw8Tyw
-zzpZJMeh/WOwHF7QMg8VRqkZvShOn7hb2V7LsQCabWwHTibRoDZlz9ZS7gXY
-MmjmZ46s+8sFsvYsQB2HaZkf8l2ZY9lBQgswwHsx/hty1lKKm5b0AhxNN9Mw
-SUb7P8B3b6fOAnQZhunbpdBgKUXVYjR8AfKiRn87vKTB6UWlSKnoBXjp0ykV
-ieyrJVfzIG4BGrUyTYuQWVaPCDGlLUBC+ccd88hcl3cM7i1aAKuYD/T7aTSQ
-5Oy+rtW2AHqae+rupNPg3u2WiKiuBThTb/g9GLm0pulTd+8CJI80p+QgKzlW
-7bemLADNTj99GFn9R8aA9+ICKO+8f8A4gwY3A+2vF/AuAt/A6prMKxpk99lE
-LPIvAqVUOlMbeeyExScloUWQervGbYvsNKK/v1F0ERxLpQ2SkX1UFAcGTy6C
-BteoClMmOn8rTNc5ry7C3x+F3XXIzQ7x1x6kLULrgGSpYDYNRMN3LjtnLsJA
-RLWENLLf2yfRTrmL0BP4y0UV+cSEU+OdwkWQlbp83wY56baGjGXNIviHKYnl
-I9tarWzWGVwEzW/SzpI5aL0eO6VpURZhmBE0AMj8r/BTmv8Woe/SHL82cvNQ
-q+P5mUUIWsHJd5Dlruf1KJHoQHNL98tEZjK7+lZUiA5vfvBf3JlLg6sPWy+I
-HKLDxMvv2XuRy+LVh4VF6cB9RbpFBNm26wTvfmk6fLZljsKQfxnu8NutQofe
-/Sp1d5BFXR7zc52jg8M0S4wrsn/0chmHOh0WDc1k/ZDlW6ljbLp0OCMW0/cC
-OVmn2pDJgg47L3QMVCLTHU5ME63ooBbmd6geWTf8TfD6LTqQmeIUfiEz/4yt
-XnKkQ6jaZOMgsp2mo+i0Lx3mXf/Ekf+fZ1BrJx7Tof6vpc5WZMHgK+ZjQXRo
-lpbv4ED+3XAhihqB+sdTeHE/ssJ5obXel3QIL4sdOYksk94Y+PUVHTZtT55S
-RpZYd9pVkEMHvUt1384jC5V9FvEvoMNzC/sZXeS9u+yK7pTQ4Zv6uJIxMrc9
-52mj93Rw1fYzuYK89TDKFz7RQe7TBMEaeZMf299ddXTwG60KuY1M6CuxWa2n
-Q9ebVNweeS5mk1dzMxqPXtBOV+SJmXyW8lY6pCY9+/MQGdcyep7eSYcT5+Jd
-vZF7N2Vnu/Sj9bD4su8JcqfFpePXhulQODgoHrQx3kp6xQWcDs+6iKwhyE17
-XqodH6PDYZJQSejGfLlcaNk7RQcPcRWpCOTq39NXNs3RoULpuudz5HKJeHxy
-kQ7mkl5x0cjFT1XudS3TYR9n7OONvO4t5d9qzTodGGz5ynHIuSrPA9+QGQDG
-Vd/jkTOST+6K2cyAWJVvRxKRk5eGkry3MmBd6pdBEnKsYYjIrR0M+J3arJOM
-HFkoU6S7iwGNAg38Kcgh23uVTu1mAJNO+fsNP7F9XC/MhzyTLpyK7PvlqN4O
-QQa8/fX4+oY9hNp76UIMMGgzv7NhFy8vm8FDDHizKHVhww7dh2a/iTKgQ21l
-buN9tid+epZIMODyRKXDhi0jH7CkSDPgyAH3jxv9uToh+DzwBAOey0l0bvTX
-WL2e30mRAfoRPZ83xqOX6ZBtepoBvq8feScga5F4j59VYUAU98GtG+NXu/qp
-QuIcA0xdq61ikVXKb6nxqDOAOcQ4Mgb5FDdHC1ELjUdo/FkU8gmn8iujOgw4
-vM/bJBJZ8ocF3mrAABffHfNhyMJPilazrjBAoPZY4lPkfYOmgRHXGfCRuSYr
-AHnPaaZdD28ygO22kZ8/8vYFfRGtOwzYph6R64nMortaKOfIAP7v8gtuyKT8
-V0r77zMg4gmN3QV58eaC7pwHAwJi7ry/gzzzKbm314cBl5JVz95CHuM/b/PV
-nwGLp8VfWiL3t73wjA9hQHGkbMNl5IazCtlYIgPmiPbdqsiuX70kvFMZ4HU+
-4sZpZJELtcUVGQyQ9DMvlttYT03tT4p5DLj4hS3vCLKq3s1umUoGTC3xLG/Z
-OA+tudfu1TBgOZdYQ0JON5yiFHzZWM/iS0vo/JMuP5yV+InWuy6kDkeuvhax
-7Ug/Aw6+9WH7jOww2B5pPcyAIqLSrvfIgpZ7eTNxBvRZ0/rzkb2ss4QPTDMg
-cP/h1jjkU3crTvOTlqDid9OejXhW9pDmwH5wCT641x9lRbZalVjUFlmCtheH
-S5ZR/OT2dvYMFV+CruVWpglk50frQVtll+C1s+zqL2TpIK505nNLcE38h+4L
-5PwY5TaG9RJM3nz7YjfyVZ4AU3m7JajsP5e1CZktvmnAxWEJfm1K855H8d4u
-yWhi1nUJNj/6/PT3xv2RcWfzRNAS7I+J3foU+VVBnMLg6yUodpmunMhC+3nZ
-VLTz7RJs/dD9sQdZ8qwA34+iJRQX9wXXI3/sTFt5/2EJgjP/xr5Ebll/XRXx
-bQnq8EU3HWSiVuVZ5dElMM6+YJKN7q8r/wZ1UkWX4bLg48/S6L4TknmlEiOx
-DFHfV3p4kXFP6+Mh0stw7dX3OgKyM/sYp6viMjj8TWD7ge7XYPn5Dm31ZeDH
-ft+1Qn7/ZPPV9VvLcFYL9wpF9zHXAXHbqzmovcqzHR/RfR8eGWyYk7cMBX0z
-P+KRt5BGVeYKkJuqjd2QCQM5fE/Ll8GjtOKbLPJY8uHvJd+WIbtZR/JNKroP
-9xyQZJtYhg769ZVQlH84c+xZ+CC9AtzzMv3iKF+Z9HUb3CS3Ah69zWtMyLbT
-nT90Tq6AJdcM/ieRBteaX2RRz6zAr7MDgiHImqFcJrsMVuBBhwwvnkCDA1vY
-P9o+WIGIJjWIQfnTbyLLI96PK1Bqccnz2wsUr/Pirl6qXoFH+yemkpBZL4ud
-DKhdAcPaQGkHZKxQa26uaQWuCZQLciLnW0RbNfeugFbGoTSTGDRfn4U0AtZX
-wJZT6nxPFDoPj5U451VW4UzPEeb3ETQoYbmX2dywCif27pv585QGFA/f8crv
-q6CNT73NROaZDpPJ+7UKPjLRmAOyR9ebmqCuVTjpztNNQlbNpfxVoa3Cs+dy
-Y8Kojv+tcXl3Ccsa/Bzm87wRgOqlUOXAuPNrED83WfUB5c/iXDttLerWYE6t
-aqAb5eO73n5486phDdTqbqxEIi+pWU/i39eg9L5TlzpyvUels337GuwrGe16
-747i6bCdtwd1DbKuT45HuaF8pqghKoZ1HXQ5i8XhAYpPun5VjRfXgWmIetQC
-1QeToQucx9vXoZclMr7ZGq3vlEDN0W70vVERwRP5n+55e5G/6yD+s1fgCPIw
-d2wDP2Ud9Gp++/pY0aA7WcGLZWEdov3edIjdpIGFUeXsxBYC9qai7razBQ0u
-WhOv1IoSMA3HcY1GVP9oxkYXfRInYAcbav/ZIas3HNlSJUHAqOncMjuQ1cR0
-y95LE7BPrgq1uqYofk+msb9VJGDJRQVNbSYon3mg+iVOnYDJV3Vu+4bqqwMB
-AcfsbQlYvndbwF1Unzm1y3hZ2BGwlJJzjzcjVwsPNhncJWAV/2oFU1E9d7X2
-lO0pJwKmo/7iSLMWyh+JMxms7gSM9/oBH7GLNODwMNuTEUTATL9PFfy4gOKd
-oxRzVzYBC52qfV+D6kud6r96TbkELCOuR1gLOXVHSFrVGwIWPuW8Z6MePZ1P
-gcz/CBjuYBA/jtHAfTTB/d47NF6+F/07AcX3m5um2OoJWAdT3gCcRPXC5Z5u
-FSoBq7FmXFRE9fA2JaOsazQCFqJ8cTkH1cuygi33vEYJ2NgZyzUe5MChxm3l
-kwTs4z0X4rwkDY7ZlZ+WohOwpeLNfzIk0P7zjEsTZCViN6OPDA8eQec91ch2
-RZSIFYedmvqJ6vvTj1pO7DlKxPrT/ThFkG0stcnyx4jYp9t7bLwFULwSOZ94
-7zgRm6uZeSHGj9az4MSPfyeJ2N/UrfNue9D5qeGS7tIkYivNXc7jnGi9RloY
-JXdR+2nR18KsNPAUC3341oGI3Zv8qnSXhQaFjmqr2U5E7NdegdmSzTTgW/tI
-SHQhYlSJ6WqVTej8cmdufuRFxM4c/1SnQ0b1pJorl1YoESvg+KOnuopD/+u9
-UpQ8ImbJtfOE0xQOXDPthX1vidhSbHFM4iQO6vIRMl0FRCzjoNxk3QQORbXM
-8k0lRMwgiO8R1zgOT3onThdWELELBxc2ZdNwEN/xSdPrOxG77PdPNW4QB1en
-mzbc40SsfH5oU1oLDoEaE9aKk0TsZLmF+/PfOLw4+MD66jQRU7qk6uX3C4fS
-9kCrzHkiJsy9LGH+E4dZxTeWJ9aIWE2N8RLTNxzukmevGe4gYS9Fwm+w1OBw
-I8rHJEaKhIkMBzj25ePgdIfVpPw4CaPjoS3JeTg8Ohdp/FeWhFHk8n3M3uCQ
-Sk83OqRIwr7Wbi/6nYPDX7OvBqUqJOxAQb9cbgYOxsLbddv1SJi3N/87cjwO
-WqUJ6twuJEzhAj+u7YeDzazFOpcrCSM2quuN++LgJylazOVOwt7Z/1kL9MHh
-Xe47fi4vEqb3jbTjgycOQiltU7uekLA+rrkuVlccFgJ2vGCPIWG2X/k1Ltnh
-kGziN7StlISFcnINOOqh9jHqsdvekbDrRz5ebNHBoaWF/eK2chJmFShVJn0J
-Bxat1NKtlSRsYeLrg1FNNF6ViqAtX0jYK6mjTqrncDgntniMpZ2E1YyXm0XK
-4zCxYutBXiBhsrbWpqF8OJgYaxxhLJKwY/Pd4cW8ONQWibVPMEiYgdDOyM7d
-OMTZjh3rXiVhPNlsk7ycOKh23hn6j5mMjQdrtftuwyGhyEH9KhcZUxtWtR9e
-oYKarQvPexkyZv2zWmekhwpFdYZ1+SfIWFNs74fqLioI7JdzypAnYys3e3Pj
-Oqgw27H4LewUGTtD8d2u2kKF5LNu3laqZCwqXzjPvZEKc/s8KLv0yRhvUZDm
-nXdUeNnhW3z3HhkbsO4+YBxJBUqdZF/ofTLGMtuzKzeMCuLFfaxvH5AxK6HY
-GnoIFUrDlcwnH5Kxz3f9L4UEUKHpAoPVwR/53VJPsAcV6B8czB2jyRhPlbDg
-v5tU0Eo13+JcRsba796r2n6CClGh22Wj3pOxPX+mWmekqdDlUWFe/IGMzbRw
-a7Qco4KlCV/JXBUZmxNIuRh0hApuHB3m9+vJWC2fv0nDXipk+GuVuHSRsaXB
-1pUYEhWWbJSuuS2TMRu5yS363yig/kEUu79KxsS+lPUuf6VAAhvPPsd1Mpb9
-tE0utZYCpwpn+mzITJimb6Xr3woKeC1nmRtvZcL+ZImNSf5HAXIoh7kcHxNm
-bDIeKRZFgW1F1CvzikyYwJJKm7UJBcyY25SmTzFh224S+BMNKJBnVMM/fpoJ
-40gnpDfpUEBrJbF3WIUJO9w7ck1InQLhZ3WvtKozYbM7z1ulKlKAs/OjWdFl
-JuxA6oXXw3sowL8aYerozoS5/4la8+ocAbXBi+9feDBhpPchM90tI+D8lXV3
-pRcTxlovJi79cwQaI3x/b/Fjwn6ept78XTcCLoccL2QEM2EZ8n65XYUj0Kx9
-Sa4jkQmbYDqoQAwZgUdp23cpVTFhpcUwmaY4ApTzwY0sTMxYmm2pf17gMFho
-XNsnvIkZszlLtRx6NAy9WrIuyizMWFhOggin5zC0GvTtd9/GjAmLGehZOQ5D
-zY3jbqOczFjkRQmm7ybDkOTdc/iHMDN2bOG5dtqRYdAvE3v8/Dwz9tby0MHr
-dUPw+VATCAQzYwpSZgn9Y4OgHtqnzv2MGVvPDuhVogxC8/yMwfYwZmyWy/x6
-TN8g/K3ltVuLZMY2xeqIKfweBLqFdezfePT7cpUlZ8sGQTyFNJ2cy4wJ5QTw
-ufsMQsxuhTTBRtR/E5tozR2DYMuSybSfdRMmwKF5KkBgAMpSDyp9jtiEPQxz
-sjZ/1Qs/Tp6q02XfjNU4MPy/VHUC3TZB71roZizoY2rSOfsWqL+UYsDGzYLJ
-82c/DrjRCBYKp7KyolgwnxSjO8+Of4Rb49/n/8SwYO9r+nq6Pn8Ah5fmqhxx
-LJicHIPEq/8BvFn9BjySWLBenUFNB+dySOxq4NPNRM9/fhgRWPwO2t2MwlfK
-WLBjr68cDJUuAfVyJzedHhZsSGXRpU7rDejcZap/0suCpVwNU+m2ew3GQjHc
-H/tYsLfBm7oGnuaC9dP3RYeGWTC3el6eb1+ywf8yYWJ5DPU3/VwF++lXULn0
-zCJzjQXLF/eOTDJIhLp8wYIeAivGwnLK4kl4PDRZFKzvJLNiOwxuXbf4Fgs9
-ja2JDzezYpKJJUaLWDTQ4/k6Lu1kxepYcrguG4XAulae8BMOVox2PNU1tCkQ
-NpHB+QMnK6Zw7/dQqfJj4LxtwX6IlxU7rGSh22bkAXyCc+amfKi9zrneGeX7
-INTyOD+cnxU7K2iqsc3YDkQDdq/WCbKi/Stqpm5sBlInczSW97NiOeZ+dzb+
-H/8fMvC9BQ==
+1:eJwV2Hk4VF0YAPBZyFIqaylKik+yVFQS3ktFIbJEskUIUUhEspSyJCFr2ZK9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          "]]},
-       Annotation[#, "Charting`Private`Tag$6583489#2"]& ], 
+       Annotation[#, "Charting`Private`Tag$14372#1"]& ], 
       TagBox[
        {RGBColor[0.945109, 0.593901, 0.], Thickness[Large], Opacity[1.], 
         CapForm["Butt"], LineBox[CompressedData["
-1:eJwV2Hc8lV0cAPA77ERmAxUZhWjY4XeSBpWWUSEjEklGKKHySlZCtozslMou
-SmhYpUmE7Ou55rXvJXmPf/h8P+fe5z7nPOf5jSNpe+WkPYVEIl3Ef1b+U9/y
-NPeruukyj/IJGvP66srQq/ZsfHAMxE5G+kdVnIGFF8p27dFWYG0x9d64whEG
-hS8yy6KvwOmqvyqyFdfh94HA2uzom9BI8ZBsfhUCLVbRcinR96FbpXMu9WUi
-nHRe/zshOg30p2SfLRY/hqgpi+K46OewkLxNJvjRK9jzwZBHz6MafPxMHNqt
-G8HVx8im2LUesh5rDepr/IDLL+0jKFu+ArUhw3ykog1+EgbcubY/YaxlE2+B
-7B8IVZ4jlZ1pg8NFQkMcx3rBx9tAgebUBoXjgjSe073g+PahiahvG1iFtUpy
-2/TCoWP78r1S26BASfnIjHsvcF6JPKXe3wYWH7qM78T1QuAz+ZyXzu3AzX8u
-PKqzF/y3Wx2uvPkbkvbqGhrZ9YGbQn1sdXYnqCLO4gO2/TBgP3ArvawTLrNr
-9RY59oNpOsn5Vl0nJBfed13v1g9aIpp6iN4JnXu6i1tu9gNl+fH4W8UuYC+K
-b+VJ6Yfo72EH3xZ3gfDwDppDaz8UXT/GelPzB/7LsvrK0B+AhfOXnnW59MC+
-rt4CB4FBsBaYvvbaqweS/iRZc68dhA9VPvuS/Xvg2HcR8xzxQYhcH9p2OqIH
-lCRtFb7LDYLclzzKz4IeuHrd1HRSZxCMtWimjaM9kF/P/GDkOAjP1tgslzn1
-ws5/3/giXg+CcBXREIvXZag9vCepZhCuX3KNuerTC+YyGpsyPw6C/seb23aF
-9gLdP4PI/joIHTdSTxU87oVoPaFvVwcGgWuoIzeT6IWalqltmqtoYPvG9Hjk
-hT5IMFyaszehwa6ydYLrr/TBY+W3bfvO0oDy/PePR959kJ9Buy9uRYOM9HNm
-xcF9EFF+KajqIg36/rtwrjW/D1Sq2D+/v4GvZ+jlLD7RB82//SI607F/xQbn
-effDN0fu7weH8PW/mhnuvNUPEUvDboEj+PoN63krgvvh+imS4usJfP2KlPtN
-if1grTg/L87E10/Jjhuv7IcEtm7lLK4hsLUrzVIhDcDDVV6KTVuH4Pzkz+rq
-4AHQ107cEm4/BNY+kWYvIwdgpGfzt6mLQ2BBPTL+PGEAUgR5/Uych8BU5J1Y
-Wt4AJLH2tfF5DMEhzUIvv/oBSLZcbDlxawiUbt9T1OLC69Z4pHpD0hAw1xxI
-KL47CBntHqJ1jUMwk0hWfnJ/ECRcXqUVfh6CSak3HzLiB+HPiOSlhK9DMKyi
-Mh2VOwhreIW+nW0dgq7TUkaudYPAcyJXtLh3CGrT/1G3c9IgkafoavH8EITv
-KL+SE0SDZs77FKokAY27ftE8I2igke5denkLAVyq85b742hw9am4cIsMAYGa
-6kcGsmkQFivZlShPwA298q1SH2ignNzSvribACfj8t4U6hB4PtCw3HKAgIPX
-yk/F4nmViKgn8l/E3/f51WgXjOehGz0i5ERAre/8XpXIISANBCqJOBOge1t9
-x4+0IbhU3xXB50qAWmg5r8DbIXjPs2Wu05sA6YflH8KXhsAmLmb/cBABlOpy
-9UAfAjje6ki2ZhCQv1owZymAANdWcnB6FgEnzZ2FvcMI+J2ZmeOQQ0Dm3OZJ
-x4cEdGx9KDr6mAD97aH5x6oI4JsV429+QUBQkoWEGIUOX7oyvjDfEKBElIXF
-8NCB8UyZHPmWgFZVgYXVQnRwlJsVla4hQO7bh1aSNB2E8zUW9N4TUM+pHEnb
-T4fgLfOj5o0E8HiSqUUhdHhv1T36t4WAolpzN4VoOtydW3p6/hcBZ9eUdWcl
-0cGlxMGvro2AJ0+cXsc/ocOgidDZoA4CjvT98PT7TIfcySvHensIiDiWQxwS
-GIaUje/v8Y0QICB/uLk7YRjkJhbNziwRQONME6hPH4bvDx87mvwjoGJwyvhF
-3jB4nZLXOLZMgN2jpI5bL4dBfMxIWJtMh5frhgnJtmG4VvCEfZGNDuc4Q6h2
-a0eA9Y/0nJ+XDrsHOw8c2TQCO7uTIglsrnc7QlXkRmBazPnE29V0KPJvW8Ou
-PgJeOhrXL/DTgX1ObmOO6QgMl448TBakw9OBjxpE7Ahc91Xhy1xHh9u1G3y/
-puBxteO9Z9fTcTx0efsyewS2z54vXbOBDiQL0QMhpSOQfbLpopcYHU79sD8l
-3zICqPCXmvxGOizUsLk4C4+Ct6EjqG7BzyntdKGx+Cic0mzY0Iyd5fd0Rlt6
-FErV5NfZ4+dipGl8Y7XKKPjVi96+J0OHRy8yg5+dGgWZotv69XJ0OJSml8mI
-HoXXIbtNhxTwc6n/2hWQPAoZ+fIJlxXp8HHy3DqRrFGobI5tnsTer3/jnmbp
-KOzdMSQ1s50OevRi74Bfo/Alc/WLHmU8P0G9IuGeUQg/qd9puoMO1Xu+juYQ
-o2B4iE+gCRsiRm2aWKNg3GmcWrCTDtq7ZY4Ii49BjqjaPfPddLhhURyUIz0G
-u7oT9tViV9zZW6OxfQysy6xF5VTooNlmqWapOwZRY4wNI9hqfnGbc6zHoOlx
-0ICFGh08c6TNNRzHoPnjvdoS7JIvRbGNbmMw/efGVx51/DylvvBMBODv15Xe
-KcTeUcc5q549BmOFswl0DTpcYcQqNxaMwZrv0Zq7NenwbL20k0XZGMS2HJC4
-gb3dGXXfqhuDr0Xu5exadJAXuN7QQB+D0LU81zn24PdCi5PNYmoMfn6Ov6qH
-nXc+Vnd8YQzWmq376IstV1ZYLMg7DhwhB66OYkubD6eYK42DQLyF7kttOpwP
-vNY2pjYOey/flx/CzijgELoF45B8ZM9NYR06SJK2BGcdHwcTL7lLTtjW2wpr
-1c6Mw+JfJscD7PSTsFRvMw6j1AvCFdgbs83dx9zHYXlC5h5Vlw6WzfSnN2+M
-g6PA8l8Z7Ifz3kMCgeNgKn9r6AD2BsMYC7XYcagI8FYNxD7jIRVfnzIOdvSL
-KenYCQ9ffDubMw5vYpjBldhrJz4duFmO77+kfXp0ZTzqrQ397Th81r8nQAU6
-rFMp8j1VPw7dgQoNa7ETWrPi33wdB7mYRnGFlfHr8UVy7eNgoH+TT2dlXCz0
-c1TvOGxbZ5l+FHt9lS+xSB+Hq/u8flpgJ1lfoV6YGgfZ/I6nTtgbqLYbvy6M
-w+aehwreK+PZxppa1Al4urX+ZAC22KGDxlmrJmCdl5N0OPbDYc0rfMITAI73
-M2Kwxe8phl4TnwCFE3u/JK+MK2/K7pOegOfyIU8fYUt8F6g+sn0CZtJctHOw
-U6+ydZSpTsA2Luatx9gb187PbtadACEHed8nK+Ov6GvCDkzAW2fuHU+xN1l0
-KswaTYC4Z3zqynj6v+YDVmYT8ORuS8PK9zc/qrFpsJqALWbvileun76vxHf3
-xQmQ3Gt1LgNbkpYTn+I6AZ1Hc5oeYmcEJxZxXp+AeuWYpVhsKYXwz263J8Bs
-35a5eyvjn/2JjpAJeBFxpDwQe4urG/VA9ASY13Du88HOErTb+CJpAlapHE52
-wZYuNdXckDkBJ4hVtTYr42YGxoFPJuBssM6rU9gyC3uujBdPQOWF7wH62LIg
-mV37fgKs3YgYKeycXqFqxc8TkB96sJd/ZTyQoyOuZQKGKz9w/sX7Qa5hZM0l
-Gl4v90/DX7HzLv1RaBmfgLyNW5+8wt7K9+0AzE/A550GRx9hx2wzr+JmY0A/
-m4fuZeyfPj+bdLkYsF1SP+oEtvCno+0evAyIs7j0WQU71gXNdAkzoIFXl5uJ
-93tcsYx8kQwDmpJV37lht7KlqQ9tY4DLFUrsUWxR03X7xZUYoDzObrUVO57J
-Yx2kxoAOH87+3/h9S9BhxJ49yACRnxx/dmO3RThm3j/MAIZ/VhYn9rqevhfv
-jzEguYzi/hu/v4kBLU1Kpxkg/E9hqx92Ul0FmerIgBIHYZVyHB8YPS+uTzgz
-wPYwGxGEfXAhZ7LDlQHn/Z2+mGDPKD7oLbnGgG/1B3UncXwxir5UcyGYAdIm
-ze82YlMsxW835uL1WJ7KMcHx6rSXIKvsCQPOmYdrrcd+fp/LLfM5A6TUu9Z2
-4nhnUTtj7VvOAJ1/AqVW2GVyn5FSHQM8nwSlnVOlw6UpP1I0jQEfYnSstHF8
-rV119Zr/MANQwajS7C48PxknhtM4Azal37cswP5oZtqzb44BruWdnWLYm98o
-Vc+yTwJfTvjdSRzPf97tvnlGZhI8XKoe31LC8Vxi7/Jmu0lQcqj4qrYN5xeL
-n+62F/HnAdm2bqWDcbIDLdN5Eqre/bbzxL60PuKzrOckbD+/710hzkdJIh3J
-ikGT8G6XEZ+0LB2Yqz01NPImQVZMU5ohheP5vzy3Y6OToDrdjHaI00GhZ82A
-39UpiL+wxi8Z5+OCPMGLpe7TMDAQp27CIMD3j+UPhaAZuGP9MezbVwJmDuqk
-2IfOwLT0udKz2M6F4g5pETPwS5cuPPCFAPPAjgXB+Bk4H+V2bb6ZAC35M1IL
-uTPAcNTv3/yZAJansVt9wwz4vmJr8W8gwGv1YX771bPgkn/vwqVaAty0NQ6n
-xszCYmBFgmwpASSXmJv3E2ahPLohob4E1y9pjOJbD2fhxr9bNCfsfMpj8fNZ
-s7C30c75RTEBffXrx+VKZkG/bL8iFBFgbLIYWfhjFuzF+z9deo7rQZeq1veC
-czBib7JAzSfgfdqGVWWic2DelG/5AtdzJ795Qe6GObjDc2+9JbaLinJeiNQc
-UPfuflieR0DuQtp1o11zoPUypMU1l4B1d2+Lt52Yg9tAOzuD68WFNH3bkcg5
-kOjoebI3Hdej8zrRO2Pn4N/InuzpNAJuG6nXeifOwStdLYEcbK6lbVJsGXNw
-bdcFPV5skbP8feLFc1CaCYJ/UgjYIfzbxqhlDlaTxJ7GJxPgcelHVEz7HOx0
-CJ85jl1W+6nmd9ccTD1wLeHB1nF7K+lAmwPauhfJN5MIMGzO6r05Pwcu5bX8
-VxIJsA++YlO4fh62ryM32sUTkNd9MWpeYh5S1dnzZbBH1WxrdKTm4Wp6MftQ
-HAHug8aSjfLzsH6aa+cl7Ft6Wr19e+bBVcfg3PVYApL+stkIn5uH3Q/6DhQ8
-IOCra5K1d8Y8XGvS+XY1kgD5yDWLV3OwWQtFh7D/ex4U654/DynnbDkksNXG
-3RsvF81Dfk4Npe4+ASmXDqvY1c7DH5M8k83YThf+cp7om4d/P6ZvE/fw87rj
-nmFEm4cgiI14hy2RTWgfGcb378DiS8P+2v/T7eDUPJzlCrhkhq1uU9ChQ2HC
-c/66uM/hBLBZnHsuL8UESfuLzV9wXX/uxk+DrbJMuCPmLV2EXZ5kOCAjzwQf
-xcWJGGyndrX1kruYoHi4dsgc+5sp/39r9Zigvf2LxUQonp/XHQmRA0zYJsNn
-04IdGLtYLmjIBHl1r45KbI2fQ6OrTzJBXVF4dyh26olqUzZbJkScKL6iiM10
-VZskX2DCy4+OcqLYJyOfhi07MiHXZMCEhM3+JaF6wY0JqlOX1raG4PftiJv8
-5G0m7OdJVrqL/fHS0PvxO0yQ6TNMvYq9KczSajSECZf09t6xxf7eYBAzFMUE
-uag9rwBb86DUv65HTMj+SKtYDiZAJbMxuC6bCX36pcqT2ErL7kKFj5kQdSt8
-bT+2VPm7rYGFTJi1uYXqscWFnIsvlzLBubrwdiW26BVhXbNXTPhzVETtOfYq
-OVxv1zCh814CMx6b47/Vf4Q+MKFOsZHjHjapu/TiUj0TvH+cCA7Anonj8P/6
-lQlemv8NumCPTz3jqvjJBP4N2jX22ISR2YPMNiZs2O+4xhK7iyMvz6uHCUpD
-WtxHsdtsj++2HmDCg9KRov3Y36uYbwwIJoj5bfuqi/1pw6NDu0eZkBTKstbA
-/uhl8EOcwYSSb9b2u7Crv09acswwgXvsfJcidoVSEjExzwThjZwNctgloXoe
-7YtMMD9qtHUL9nPa8FLtMhOMeHQWN2Ln6z0Ifkplwdmw1r1i2Fmpe4TiOFnA
-KpD4uxY7daE/5eYqFqTMCcuLYCeYhm915GdBQ2RVkyB2dJFK8UkhFiwbifeu
-wQ7n69LRXsuClnxlJ37sIKc79TJiLBh5z7rAh3374/ZT/JtYMGN349dqbF+p
-1i6mFAtesEoqV+zl73+xT5YFEwk5Qiufd/0tO90kz4Ko5WPdK3ZS++JXqsSC
-4KgXG1d+zy7amyttFwt+nqn7JoB9bnzTg2A1Fo5/D5hC2KcN6yXctVhQ+Vfg
-gSj2qRzXPHNdFsTt0Hu0HtuIsn73fj0WHDwquUUC+9C5mjdKB1jA8+jpOkls
-vQrHQ+sMWSAk2XtbBltbVPAH2YgFsY6V5+Sx1dwrLEdOsKDpjfpzZewdzbbE
-TxMWtHOe9FDFlgkqXsq1ZEH3RSNTPezNfebBUTYs+BIn62mAvUGXTeiGPQtu
-EsGcJ7D55oy3Gl1mQe7xn0E22Fwnl4rU3VgwVvLCwwmb8ixbR9KTBQFtSz88
-sOft507O+OL72fJ5/C72VE1qV9ct/Hya4XE09qjEwYt1gSx4gth+pWD3tMT7
-JYWz4EOeVXgpdsN+zTz0kAXWBmcsh7Gv1fkr3UxngZxI1xgLe6vB+5I3WSw4
-7lDJzoPfv6Ajx2q0CvD6Jx9pUsDWP2X/W6WKBVaTXE89sWd+5lt71LLgKRUT
-O9OUQSv8iD8/LvsxBZty9sa00hcW6BefWazDrraO4t3WwwLZM/dKpHC8cO1r
-jXYYYMHrhU9FWtib7MTX5xAsMA3UUz+F7e+QK7NlkgX8bJ7f72Bru7zRlaAs
-QD2v3bFJ7PIbdFcB6QV4Xr39aC+OdxeWlOaPbV2ASa2dmWQcP0VvXvWLUFyA
-47z1flLYVwOWQ1apLoBltmq1PfauEJFM9gMLsE0p1WsK+1nc3haWwwLuXx3D
-pSPw/lp311zDeQG0cw3Ej2KvTvrU6+W6APvTk5S8sJ1TzManry2ADzHd3oAt
-n3WZczxkAV7Ubz/ojfNBdmGiZt+TBZASsjQbxvnDadFcvu35Avy5dqR8bRTe
-P/s3ijUXL4CyS3DQfuzXbRl/X1UuwGLhUfcM7B/LT95GNS2AX+8nH5toAshG
-Vfv3jixAg8wBxRmcvyyH+06kyy+CP21VrxPOh1Iq2XpxSovgs3lTezY24eew
-O3zXIizWzWr1Yl8VGBW+prUIkc6b95xJICBMY/bXMcNFmIt9KWeE8+2rIM5z
-y46LwOBgBRzG+Vlki6LTuceL4MsvUhyN831kdJjp44JFiCI/uNWDzUMZ0Zsp
-XAR9wfoaJVw/kHofi4VWLMLOJzypn7BHU+U+lzYtgtzGkpLVGTgfbtiyY/X4
-InTxxvBl4/rjquCGucpdf+H2K/spGVzffCdzBax//RfnlSbVs2U4vhYknjte
-/RcWyvcKVmNzn1XYc/f9X/gvV3G/bDkBqMhoZubTX9g17/90GvuZbeyFr11/
-4UJ4tUf0Kzy/d1KH7y7/hd06ld7dr/H+vaMjPKu3BN9NE+uK3xFQyuWR87Vh
-Ccba6lJlvxOgKLLGyfbDPzgqb3hwZpyAiYg54d2ty5CkbWtjyUeHUcbG2u2/
-l2Ep8qRaM/bwyYNXtv5ZBvEmkRZdfjoMiCY0SNCWIdBF2XnTGjr8TtX055pb
-BrKlymCXAB1szaqmx3lI6ILzgy3HROhw1IFs+V6ehFaRFnMXxehwJCG2uEaR
-hF76ba89j+tdw4ZtPG+VSOjgVtU7TdiHFE6Wv9pFQve2nCcnSdBBbyJD4LkW
-NtO8eNcmOmh4639MNCQhjqP3qCdx/bzl7l3lK04kZLPawwjh+tu9VcXf1pmE
-Xu2vu5uIXS3T98nEhYQkYjsMprDPvdd20nYnoUKz/PMZuJ5PIk9lcfvg67V7
-fP4rTwdBX4sNWSEkVG4h75G4nQ42TdyO8WEkJPXb/ekw9osN5eWh90jo7cFM
-8z24PzB6JWDiFkVCh3gGRDuwQ+c+3tdNJKForbo/QrifoLjtZG/PI6G8zok0
-R9xvnKj+c+pTPgnpXrPLKsRO5w/PePuUhNDsBA8LW/cZDXJekFAaQ4V1B/cz
-PiPJPh4vSejcjkdqCSp0mLLnYKyuJ6FGpohQCu6H9pYW65IbSagqfH/qb+xI
-Npt7M00k1P2kymst7qeUMivlO76QULq3Os99bKceV/u8XyRUw3gR66lBh76z
-Hb/1hkho8+ww3ybcv/HqmOVa00lo/NX0P2Ns1U0/PPxHSOgLs4YSih3c38hb
-MUFCmZvCdCexlZ0rdHcy8fyZd41LcL942kht1bEFEpKW93/Rhx2wo+iX818S
-wrtJYA3uN1tnHrvmkcjoUYFClwO2r19ixiZuMnrLYXl+Fe5fc6xEruisIiOn
-oqdlO7G/7I3aY76ajA6/jSKZYUtxhPyMEyCjm9ZprqnYRwi2RyVCZFSvxPGg
-Gtuz8dbl7yJkdOK7f1Yvdn3ENQ6+DWRU0iR4bzPur6dcZ74riJPR83021rrY
-Yqdc0ww2kpFNi5yYObbL2osad6TIaOfRqxC1cv7D6mfLlCajeSSVnY9d22H1
-rVqWjAScEoZrsUXSzZz+ypORNdq4moGtG/BDbcN2Mto3YkhjAzpctDtG1VAm
-I5G66/HrsKMPNH0x2Ym/3126ceW86PXWgw89dpMRdHH5aGPTeN5djFIlo2ae
-G7lHsPnHdFWfq5ORxnGhbHNsjS8V5M+aZBSg+svVEdu2UK15eA8ZufY1cnlh
-hz8oSuLSJaOvGyedbmOXeio5yCIyKj55ODYM+49Z/m59PTz/oPY7K+dFXFqy
-JFt9Mtpml6S1ch6zSzzj080DZJSsGla4cl5j/k8iMeUQGXXQcolc7MCeRPtK
-QzK6xD7StXL+86xWZFf7ETL6VH30/jPstqyof3NGZPR5uG7hOTb57uom4RNk
-9G3+2MYX2PKOIfG7TpHR3uXf8yufNz7MbnfchIx+VFrcWTlf8t9+e4eLGRn1
-hdW9z8PO41/6G3aGjP648ZZkYn+fvNbw2JyMUoTFTqRgL/6Yia2zJKN3b3sT
-V86PpMtcbQetyGi73dHwlfMxo4RRJaotGR1NMJBdOT+75nNxcbMdGeUkVNuv
-rFeGxUCd7gUyUjyUfGhlPT/pWsdYXMTrtaPm01ns2c2d1j5OZHT1v3UMQ+xD
-gz9YpS74fjzGVslh+ylE3HjuSkapqbvPC2MXuR1aynMno2o5iVuklfO6f69J
-D73ISL+SQW3B++O4vndA7DUyCnQ77/AGOzB0J9t9HzJK+hMakoU9LprDGeBP
-Rmck/lGuYG+xtA65cYuMcsMaTU9in87csMozgIzah4/YrpwX1Sjf57sYREYz
-zxwTZ/B+jzl0TcQogoxufA0ytcduiNgVfzAS79+j99R0sf/9HF23N5qMNHXE
-q0WwHWxsxFXi8PPteFxfjd9HLR/DLRtS8fwntvlxYF+pZssWSicjk6rN3j/x
-+5zF8VZ2dQYZ0Y7t5n2EvfrBbnlSDhldbrMlqWH3PBHfSSsgo4Nry7uMcHwQ
-mWot6n5ORjoO5/wEsA01olTaC8noerLX4++adCh+z67xqZSMqFzRacexg7rG
-dYve4PnLOH3RwvGpcsvj6idvycjQPyZ1EscvhuN5vewavN+bDo7kYJ+Z+7U/
-4QNeH+d3s7zYivw1R/w/49/v3Zn0URXHb5Mbzd5fcHwI+LzZDTsuWfW42zcy
-qjJuFtmAvSyXf8quhYzylC32OeD4+h09OGvYhfev6z+vcRyPr7nbXxQdI6Oy
-j2sjnynj+Hd43EFrgoyW5AIyVbHjpb0dzk2S0RRxvqICx/+y1uALObNkdOd6
-CFGF88W01lM7tX9kxBD8t/xMAccX6rS1KT8FhR2rHVCQw/un84a1jwAFFXVV
-kqJl8ftbymadKkRBBrdj52dl6PDEQdSKtpaCSnySL5VL04Fo0rT02kxB3qOx
-0ptx/jsfc+tM3E4Kmg5pfxCE86f7Ze4zFbspaJXTLdkGnG8DDkSf/qNKQWvy
-jJ24sdOZmWayWhR0X2FmIWA9jgcWdSZlehQkJ9Ize0YU7y8ZvpOtpyjIV6Z6
-KQbne6OyZENRLwoqiAy6qUjC8WzadlnkGgV99906sHOZgP92yJeI+FBQ1YbQ
-BZV/BLzMfykh4k9BIa2xu1X+4notrYUhFERBheqT8aJMAubu8scLxFHQtzPz
-OxwnCFjzofWwQAIFeY7dzTyE6xEFSipJIImCzE5UZcqMEWDtq+i0JhVbiE2/
-bZiARlcDHf4cfH/T299vouF+7sx//bxlFBQDpu9UO/Hvxxkm8L6koOfPPP+N
-/sb15Q+Bo7wVFJSYkJ3xqB33H0bpZauqKCjLgCpB/UWAu96bEJ6PFHSBXTMx
-5xsBBxTmlblaKcghMCz/8kdcn/118qXOUdCTvQ9YIwUEnDl9eBtrnoI4ZZRX
-GT/F9V6xQus4i4Kqdc+efoXru0SnUeXfSxQ0kxnz8EYursfaLve/YKciVW/B
-+39wvZhc7Gp4ToSK7PaWKIvj+vaQk9e6VypU1Mwhv3DBk4DiD6YfnqlRUfpG
-6T3uHgRslFR3z9KgotFHp9x83AiY/jXfdF+bij5fCyu5fRnPf//1mxf0qShW
-aPr0JXvcr2z2pQkZU5GBQZ/SY2MCHv26XeLiQUUF7XUf3u4ggPZhR3eEJxUt
-xd7fv0sJ14Ml3dzPvanIT/Tln3QFAsoidawmblCR5kHZk+6yuF83YHG7BlLR
-uo1ejEExApiVrlZusVR0/T1b9moO3G+mW/FcLaei3pl9tMO/hiAmgk815hUV
-HQrhMtD+OQTtvm+sSiqpiDPAzWXrtyGwOyNWOvOWiib+i52bbhyC64K/rDzr
-qagoSbrIrGoIsgKNSr3aqUjt8KrQY1lDsHBRx/r6IhX5azxPGnceAsNKeeS5
-REWWCiy+SMchSF69brPbMhWlnZAI3X5hCLSLprovUtnQfq/OcAurIfBfzLU6
-vYoNZRR8Dws9MQTUCEErdTE2JGkY/kJadQh4i4csZ7XYEE9Ce88+Fg0s2Ft0
-JrXZ0N2gHxa2szQoMKuVGNNlQ8XBto98J2lg9Pdh14AeG9LZ1OqbRadB5P6T
-lj8N2RCf6F2DmnYaCLe9tig+y4aqHg9mbH9FA4mlKHM3HzZkPRcx/f4qDQ71
-HX0V78uGzubkSy1cocHVOu61Vf5s6FPPOnH5SzRojLr9nec/NvRwb4K9jw0N
-vGTdDLLC2FCC4YX1nUdp8PXYcfVfD9lQ+B4dyJChQUAGn5DOWzwfz2MTCt8G
-gXYwrJGLjR1xBLyT+r52EGwPW2+W4WBH1uUFAvUCg9BlpOq1l4sddbSIRr1c
-NQg/TbolfXjZ0eZ3t7RDlgeg9vzu6yPC7MiYc4c0nTYAKTc75Jpl2JHOh/1q
-GSUDYFyucOfBQXbk4KG/YerwALyT/QQbw9gRe+7hyt+O/WAY0W0oeo8dad6Y
-PDpm2w9fZ6dM+O6zo+DkJwsL5v3w5/1653/R7MgH+T7iNOoHpq1Dwp8kdpS1
-LLGJtrMfFNMok6n57Kj1ms2rcmYfxK3VzNjUyI7U00J4CwL6wIkrh02SmwNl
-Kg0oE3d7oTxdWuddFAfacfjcAeqRP9C8R/vDSQFOxN+2ZFKv2w5Mp+RT1hGc
-SHnjt6DKxh9QfzzNZLUoF9rfxdKRaW0EW03t3NwYLiR8O9WXlvsaHMc+z3bG
-cSGdYHeNU2qvwfWRlb5gIheC349Mi99Xwk3u/3p9U7jQgszxAKPeCnjY3iB2
-MocL2az9IjS3/hW0XjeL/FvOhXTL2FXUQkrBsML9+okOLjTe5KFeWfMUTriw
-1Qd1cSGhx7U7d3Y+gdNScaKvu7nQ5STdrKS5fHAIfVUsO8CFbl49f89A4TEE
-niWNL45yIe3tyyVSMdlQtXDPNucfFzKXMTqmWf8QPjzbVNhB4kYaQwzWzGIS
-fLItXF5D5UadPOp+WcqJ0NH48+ENTm7Ue9zOsC8uFphJYr+Or+FGnwhB0+6G
-cFg2KpAJEuRGEZv2htfsCAEOKlytFOZGq3uHLybE3wHhS7YCsuu50XUP3S0m
-jb4gtmnGylyMG/WEXlP/Hu8JUj/uPIuU4EZOHr8kwxqdQf7u2qUPm7hR9F7d
-8oZGC9i55/HhRUlu9EaWcf08r6/u/0GIvL8=
+1:eJwV2Hk4lF0UAPCZsVcUWbImhSJSlhDOTVJRKolklz1ftkT2SrZKCCEk+1KE
+qCSyby2KpFDWMWMZlGWG5Lv+4fk9950z75333nPPeXfYuhnakwgEghP+s/6f
+qXbDxxFlD63txb8yz2wK0JKk1hwSe3AaJNt4L0RXmcLy83123+OsYEdIQPrZ
+KmcY43WiV8a5QWfUba6dVdfhh25ofU5cMKArE8vtryPhq1WcdFrcfeiSZe98
+9CoZDF0FfyTFPYZx5Z1h9PICiP1tXp4YVwKr/j700Cev4VCT3gZtr3ewdUmI
+uce6Hdz9DGzK3VvB93fiSW3VLvjvlX00aWcnCLlbfB6v6oVuygmOPNtuGDvQ
+6Jkv9ROi9i0SKk17oVLBZzvz6SHw8zkhS3bpBbd4XxH2C0PgXJt6nj+gF5qc
+wJjVZgiOnz5SeC29F3SqnwTMeQ4Bm1vMuYMjvaAg5RF4M3EIQotlcl+5foc6
+R9ec6P4hCJKz0n8T/APsH+sc1bcbBg/Z1oR3Of1wev/CtSO2IzBqPxqSUdkP
+hxISs0qcR8A4g+Aa0tIPH2jm+/k9RkCdT00bUfthE3e8x5fgESCtFdBq9w7A
+9V3K0WxpIxD35c6x2vIBcNnKEWfXMwJl108z3tb9BEa0h8O0zigsX7pcPHBl
+EGTqXMXtuMfAmvuPb/W1QZikn/jCIjAGTTV+Rx4FDcLcz8mOTJExiBGM6r0Q
+PQhCRtEpH6XHQPpTPqn72SCw2pypn9YcAyN1snH71CDcreffq+88BsVbbNYq
+XYbgebvn5ajqMeCtobQl4N+FyvZc42HdGFy/7B5/1W8I4Oeg3+PmMdBpDt5z
+IGoIeL5ZHcnsHIM+//RzzwqG4LeZuIzH6Biwj/flZVGGwM5CI0R5Ixls3xqf
+iXEYhktrJ/Rsz5PhQOU2HkG3YbCwo8uii2QglfzoeuIzDOoRW0a2WZEhM8PS
+pDxiGHSf3Ppe5USG4VsOlj2FwzCQu1e8zh/H07vmKjKDr1+MHe7NwP6WEJHv
+MwJN7QayOuM4fqeJ3v6QEaDrFXaETOL4bYKbqiJG4LCSVtirGRy/Ku1+R/II
+KKqgc4J0HD8tJ5H2ZgSCWq/dy2AfB1u7imwlwigQ2+7fb9k9Dpfmut+9ixiF
+eDmrhAj7cbD2izF5FTMKY6eoR2acxsGc6SStJGkUdln3zZ51HQdjvgbhx/mj
+MAHyBhu9xuG4Wum1wNZR+Fh25oxByDjI37i3V519DNqTDXQEUsaBvkU3qTx8
+DAwvqpQ2tI/DfDJxX9H9MbgsuFmj+MM4zEm8bcp8OAbfHDZzJHSOw4SS0p/Y
+vDEIFtHyNOkZh4ELEgbuLWPg/+B2TcnQONRn/GOSYyODk2KvzPOlcbir8NIt
+N4wMnopfe9fEKdB+4BvZO5oMCQkD91x2UoBdecniaCIZ6jjzaJ8lKRCqdvDk
+aA4ZzrwmVSfKUMBf++VuiSYytHGk1tEVKeBi9HIojWkcHvkVmIjrUuCY78tz
+CXhe9p9uVG9ywp/3+9ZuFzEOFVlx3NwuFKgPWDqsFDMOQs/AhMeVAlo3Dip0
+PR6Hx+HCbze6U0Al6uUm7lp8vffjfT98KLAr9WXT3dVxcIr3SBwPowDp3cuD
+oX4U4Chyzu7KpEAhJ0/u6k0KkFkbuNKzKWBo5srrc4cCF4vWFOxzKZC1KD7n
+nEqB7nitfGoBBXTkogpP11DgLP1eScdzCoSlmIsKk6gQ11MTvfiWAvKUyjvx
+G6gw26/WeK+WAj3K3MucW6lgzftnYEcdBaQ/N/UQdlGBXCzfhhop0Mq2L4Z8
+lApX87a/N22nwAZvIlNZJBVSdbynl79SoKzezEM2Dsc/9KPU5hu+ry2Vv7JT
+qMDRdT+sqZcCRUUu1Q+LqFASPXI5tI8CJ4e7vAM/UCH762fPX4MUiD6dSznO
+PQE1s6e+bpqkALeM/sdfSRNge6F/0mQVz5vtMXdrxgRYZ0qTjP5RoGrst9Hz
+/Al4HKn39dQaBeyepPSFvJqAw+p1VepEKrzaNkHZ0TsBau/pNQxmKliyRTLZ
+CUxCU2Z/NNcmKiiO9eue3D4JwzfMvcex2RsUopSkJ6H8wLZDNZxUKAvq3cJy
+cBLgQbOr/WYqsCxKi+UaT0JEvld2Cg8Vno42q1ISJkFM5qZW5jYq3KgXCuhM
+m4RbMu38FwWpOB9eqX2VMwmqwVyzm4WoQDDn142smASTuZFn3sJUONdlf07m
+6ySkfV6L2SNGheU65iuuvFPwM8q/UWknFT49vlBqJDIF5vH6OR+wswOfzmvs
+moKJL+L5dvi5GKgZ+XMqTUHAaZLIPUkqPHmeFVF8bgr6rCMWWqSpcPyxdtZs
+3BSEaysqjctSIby1c+Dmoylw32oc8N9eKjTPWW7jy54C3Zi5V3PYR3X876lV
+4OvvlQrOy1FBm1ruc/PbFJS4T9UO7sPz49Eu4x2cghvZXr+NFajw7lDnVC5l
+Cm7nxcl1YEP0lE0HYwpGBmJanu2ngoai5ElekWkQYhHoNFOkgr95eVjurmkI
+FaXdrceuun24TlVuGm4UyjtIK1FBrddCxUJrGpL/e+szia0SmCieaz0No0dD
+zSxUqOCdu8tM1XkaBu0lUAX2i09lCe0e08DVUGS08SB+nhKfNszcnIZb1N0C
+ZdgKLWwLB3Om4WzqjqMTqlRwm03Y1/5sGlpO+UwpqlGhWHCXi3nlNMitjff4
+Y8u5ol8hLdNQ6pccxKpOBRnu621t1GnYke5qxnaICs7qbMzmv6fhsXaXxRHs
+/EsJWrTlaXhUolAZiC1dWVrOs4kGd7x3eU5j7zKbSDOTp0HxmXmT1xpUuBTq
+2zutQgMZpe36FOzMZ6xbQ4AGzdPNuXyaVNhB2BmRfYYGomKVGZexrfeU1quY
+0qCiOfpIPHaGIay22tCgLI/1whtssRwzz2lPGgibjf9k1qKCxUfq02B/Giha
+9ZyXxk5d8hnnDqXB61X3Y8exhfTizVUSaJCklJt1G9vUS+JhaxoNLKlveDKx
+k1Kff76YSwMldy+Wt9gCM+91g1/SoKG3OIi2Ph5ba0OtpUHbVq8sZqDCNqWy
+gHOtNAg/L2kriJ3Uk/3wbScNCl71Ve9dH7/+sEz6Ow1iOYoqtNbHhaM+xA7R
+YLgp1+A0tmBNAGWFSoNV4aFIS+wUazcmh9/4+gkXZ1dsISZbsc5lGki9Ozfj
+uz6eY6SmzjQDlT8KREOxhY8fM8reOAN7pP0W72GnTqi5cfHOwBrq9E/EFrm3
+N8pXZAb6PSpL0tbH923PGd41AxKlyvFZ2KJfuN+dlJuB6KzzsvnY6VeZ+yqV
+Z+B7iohPEbaYwNKCuNYM6Cfcv/5sffw1dcsd3Rm4rlmmVIy93bxfdsFgBpqp
+YYXr4xn/PupamcyAcirXwPrnxZ/U2bRZzcAE8cTH9fgZR14EKDrNwJKnUkg2
+9g5y7sM0d+y5D/Pp2JkRyWVs12egVZZbPglbQvbuB48bM4B86HIx6+Mfgih9
+kTMw0B2wGIa9092DSTduBsJpCZEB2Nk8dmLPU/D1AupUd+xdFcZqQlkzQNaz
+FLBbHzc5YRRaNAOrcot8xtiSy4fcaOUzYMI5T9bFloIdOfWNM9CiMcomiZ07
+tPXd3g8zcOHKCzOe9fFQ1r7ErzPQZJkb+Q+vB+m2yS2XyTNQ657q34Wdf/mn
+7FfaDMgWex2pxt7N9VkXlmbg4xDPdBZ2/B6zGg7mWRC4h6bdsLv9uju02Gfh
+zPmHx4ywed+f+u61aRaKXujeOYidcAXND/DOAmlVoWcZr/fEckmZMslZcDC+
+WnwVu4f58cHxPbMgOPM9/Aw2v/G2oyLys7DZ39dUFvshfYN1mMosnB+unBrA
++y1Jczbh4rFZOH1Mj/Ugdm+0c9Z9/VlcrcR1b8DeNjj8vPE0NiO1YADv3+Sb
+XzvkL8zCGyNJtxDslJYqIpPzLBTSRpKrcH6YHXx+fcZ1FpJ72c9HYR9bzp3r
+c5+FjFc5R0yx5/c+GHrhOwsqmgvv5nF+MYi7XOcQMQt793ldksAmWYjcaM+b
+hZXJDyGmOF9duMbDqCyahXvnXgiLYpfcZ/fIKpmFD/fPEQZxvjOvn7cOeDkL
+SoQ9Ty9hV0p/QPItsxDFRSu3VabC5d+BhDjyLBSbBBYjnF/rN171DZqYhUf6
+d28zDuD5SbrMutBmoUsw5k0pdrOJ8eCRxVlQ//LkhDi2+Fv5dwssc3CFn8y9
+iPN5d/ivYFPJOXCScHK7LY/zuejhNXG7ORjkCOTU2IPPF/NuT1unOfjbKZjX
+t5sKRo8cyVmuc9Cf3VHqh31ZMPqDlPccOJAvib/E51EKX9+jvWFzUH/k8509
+UlSgc3qrqubPwXetiOEFCZzP/+V7nJ6aAwPnjBAVESrIDm4ZDbz6G0Ty1t5m
+4vP4WT6PU4XnH/ALZz1mOUuBgJ8WXbJh8/D+5n3r/k4KzB/TTLOPmoePWQkx
+9tiupSKOj6Pn4UFY1CLtEwXMQvuWeR7OQ2NSrwMJW13GVGI5bx52sK1NyH6g
+AMPbyKO1bR5Ghm9wRbVR4Bqn/mZ7zgXIDOpZu1ZPAQ8NVf30+AWoXrkzdKCC
+AoQr8cH3kxbg2ZQNufsFrl8ez5aHpC4AiPSp+mAXkgpELmUvgAFJsbW6nALD
+rYI06RcLsI+lJkW/jAJG51diSrsW4NJEuZVvCa4Hr9T0NPIsAj3i0+cthRRo
+fCy0sZJ/Ec6MILW3uJ4z/HwN8oQWgTlcjeGMfUVpX36kxCKu31duNeZTIG/5
+8XWDA4vwkHTsQ2AeBbaF3xDpPbsI5L8BHsQcCiw/1rGdjFkE6OteMcjA9eiS
+Ztz+hEUYzeinE7BvGBys90leBMOnIU7lj3F9vLpHgjlzEa5sHskQxOa7uHlY
+pHwRxha7gybTKKDA+8PG4OsiWJfcVcx5RAGvy12x8d8XgXpVLdgSu7L+fd2P
+gUVY/XhWexu2pkftDkcyNtfovnspFND7mD0UvLQInqePPg9IpoB9hJtNqeAS
+HNzQcMPzIQXyfznFLokuQS9XtJ0i9pSKbZ2mxBJ8/7tSP59IAc8xox3tMksw
+I1/1xxc7RFt9aPjQEhQc9pINT6BAyl9mG15LHG9jkvSbBxTodE+x9slcgkyy
+ddfNGArIxGxZuZq7BFtVvlYaY98qCUvwLFyC85zTG2WxVWie7f+VLYG8ZPLG
+r/cpkHZZX8mufglYllrt5LFdHP6ynR1eggf+l1IX7+Hnddsz04C8BDGWZwo/
+Y4vmUDROTizB3YMM2WfYnSPdHsd+L8HRocUoe+yDNs/6NEl0uHi1u6rvLgWY
+zS1LZCTowPbOankA1/WW/t0ndkvRwX3+5Nl32C9T9EYlZehwuTBfNAvb5buK
+4I4DdDgWukHABfuz8eZbAtp0MA1bjl6NwvO7dluUT5cOGYJDD0awQxNWXvLo
+0SGGTOVqx1btHp/iNKTDr6cvHJOw08++M2a2pcOXjou56th0d5U5ogMd7Otv
+WO7CNox5emfNmQ68U/b3uLBZPiW9W/aggyPb09OjkXi/nfSQmbtBh6J9LE4J
+2M2Xxxtpt+mgcZj27Sb29jsWVlORdLg6w1/rjv2l7UT8eCwdPvLa/DmFrXZM
+4t/AEzqwd19Y4MRWymqPaMmhA016j8taBO5X1jy3lhbQ4XX0ytk5bImXDbtD
+S+mg0/TZrwdbZKtr+X8VdOA6NfGmDZvfjVfL5DUdBk3k3d9ib5TG9XYdnv89
+ywO52Ky3OH9ubaKDUrY5eoRN+FXhtNpKhyi+wroY7PlE1qDOTjqksp8TC8Sm
+/S5mr+qmw/6itwwvbIqByYOsXjrARMLxy9gDrPn51wbp0FlQgMywe23PKFqP
+0uH8jTnqOewvNfS3Jyh08MiqZT2F/V7oyXHFKTp8NRd8qIvdfO1El8gsHXie
+MD1C2O++zFmwztMhb8MtnkPYVfIplJklOgj1PVpVxn4Rpe31fYUOH5bPmu/H
+LiFPrNav0UGFkS8vh12o/SDiKRMD3m3KvroHOzv90NZENgaM8OjKS2GnL4+k
+BW9kgFBMrNlO7CTju7udNzNgoiTirzh2XJlSueFWBszpyHFvx77LNaCpIcCA
+7taQZFHsMJfbrZLCDNAxD00Qwb7RLHdu83YGCLSosqw7QKJngC7BgN2+6RRh
+7GtBQU7DUgxwu10B6+PuP6T+dMgw4HdR4Ib1eC4qnwIr5HH804vHxbDt4nzY
+Hx9ggGaA2Mr691vStj+IUGFA0Mi8uAT2Bb1WUU91Bgz/9KnahX0u1z3fTAt/
+/kpOizS2AUlQ8ag2AxrU/Y/LYh+3rHsrr4vvJ3ZRYx+2dpXz8W16DIhy5M1R
+xNbg5+kiGjDgysXPIarYKp5VFpNnGXD+2Z5OTWyFj7aU7vMMaNETfHAEWzKs
+fDXPggGshk+9zmCLD5tFxNowILbraKwJtpAW81Z/ewZwf7KVsMLmWjTabfAf
+A0Tub37shs1uuFp20IMBFplxUb7YpOIczR3eDBh/H0y9gb1kv2g4H8CA5n3+
+xETs33XpAwMhDPgxdb0qA3tK9JhTSygD0tsbyEXYg18fBqbcZUC9EH9yA3bb
+UbV8lMqA5f5nl+jYvi1B8sEZDCAfsvvNhvfX7hONL95m4+d97j/2bdhhJ0/X
+qT/Dv2+JRrsats45+x9KNQxw7BfIuoU9311o7VXPgF37S1weYmcZz5JLm/H3
+JfG/LsImXfT/I/8Jz3fDxomv2O+sYzftGcTXz9ulKOB84T7cE+c4ygD2touJ
+x7G324kI5lIYoNUWtM0GO8gxT3LnHH6ezEvFD7A1rrzVEiUtA22EV2IN+6U/
+1Z171zKef/uGGZzvHFbll07vXgbn/zgsN+P8yR98NTB67zL4p3cpK2BfvbkW
+uVF5Gcw5Yj29sA9E8mWx6C5D2VNNUQLOv8WJh78yHJeh4+wuoQPReH1tCzdT
+dV2GR7zNuRexOVPeD11zX4ar5M6KW9iuaSa0P77LkKIbfvEbtkz2f2y0yGW4
+LbWjKhSfBzmlyWrDRctQ51XwbAmfHy4rZjK9JcugpCixQTIWr5+jYsIfy5eB
+sWnoqyF2dW/m39dvloGrLqmqBLtrrag2tmMZ5DJLXlyJowDRoObo4cllSFOW
+PE6Mp4DFxPDZDJkV6DohWe2Dz0MJpRztRPkVsP+7WFKGTQl0VLx7YAUQ5TYn
+Dfsq9xSvr/oKNN7gYnFIosAd1YVvp/VW4FHYtsGL+Lx9HcZmuea8Aj9u8Qtc
+wOcz3869LpYFKyAkJ7Wcjs/7mLg7xgXPVqBhRKl+CnsDaVJ7vnQF1t7/WVXH
+9QJhqEA4qmoFYq2VP/ViT6VLf6joWIGqM1GfBDPxeSi0U4GTtgLM3n4rz7Px
+/fAILb458BcAXQ7aj+ubL0T2m4LVf4FwmTxlV4nz67NkyzPv/oKphkd9OzbH
+RdlD4Y1/oVPsMk3hJQVQmcH8/Pu/wHS4/dg/7GLbBIfOgb+QkzP0O/U1nl+D
+hH742l8odQx4S63G6/e2Ju+C9iqU29xJfNtAgQp2r9zOtlXgjxl03/eFAnv5
+trjYNv0DvRufeVZoFJiJXuRV7FkDslF8sw0XFaZmxerlfqxBQ6lO3BfsCcNj
+brt/roHT0WbpI5upMMqf1CZKXoPSTJOnO7dQ4Ue6WhD74hrIF6oShrmpYGtS
+84e2gYDYvrDOG/JR4ZQj0aJRhoDk+/SG/wlT4WRSQnndXgLiFeD+44DrXb22
+PRtq5Qko0K3o6Ufs47KGL18fIKDjBSt8aaJU0J7J5C5RJ6ATPHKZytupoOqj
+05ysR0BXTmTnGuH6eWd4+D43FwLie3vHVBvX3549SkG2rgSkaHQn8hH2O8nh
+9+evEJBpop72PLZlo4aLhieOx4kj4Ho+hfg7m8OPgH5X9t/7J0MFngBzoexI
+Agou6qSkyFHBpoPD+eEdAhL/V7ttCvu50MuXUfcIyEf8YY0G7g8MXnOf94gl
+oKXVXY792FGLzfe1kgnobPETDj7cT5A89rN8zyeg2OR/wS643zj77ue594V4
+/mpC/mXYGZvvZtY+JSDWsZO96/2KVjEZcp8TEOeXwfIw3M/4TT7y83pFQAqt
+0x1JSlT4bc86y9lKQBKO5RZpuB86XFGuRWwnILeR6F8/sGOYbe7NdxCQqM2L
+YgHcT8lnvZHp+0RANlbh++5juwy62+d/IyDtxDcJ3qpUGL7Y90N7nIAiYyMa
+xXD/tknTJM+aSkCbvAIKjbCVt3d5BU0SkF2ZSnYkdsRI+6aqGQKCtB8ds9j7
+XKu09tMJiKM06XU57hcvGKhsPL1MQMcab2wcxr6pUPbN9S9+Hk1Ntptxv9kz
+X+CeTyCiUh8uIUfsgMDkzO0cRNShuMt3A+5fc6343DQ3EpEl0b1OAfvT4dhD
+ZpxE9MXTkGiMLcEa2Z3ITUTd1ZYWadgnKcxPXmwlIrG+Zu9abO/2kP++8BHR
+n93agYPYrdG+rFxCRHQk7dfZ7bi//u0+/0VWhIgy5pSENbGFz7k/PiFGROGf
+md6bYl8RcFK9LUFE6Yb2/ffX3/8wRpizdhGREqe4agF2fZ/V53dSRGQblu1V
+h82XYeLyV4aINj3Xv7n+vkjrZpeKkBwRUZ3vnGUCKjjZnWZS3UdE1gsf6fzY
+cbodn87vJyL/Szuu7cGu3n0s1UuRiMTt7raoY5M3NDjFKhORke62ST3szdNa
+yiUHiciU3vHTFFv1UxXxgxr+PvZnGY7YtqUqHycOEREhq1b+KvbdB2Up7FpE
+1JvIGh6MXeEt7yiFiMj97K28SOyfJoWKOtpEtHtIOToOm11dimCrQ0TKCyJq
+KdgHRDLfB+sSUd+Acm4Gttk/0eS040RUcTegKwc7dDDZ/o0eEW1NmKwpwC6u
+5zvw/SQRHdob4PAUuzc79t+iARG92iPVuv5+iBjO2cF7lojq2QaH1i3jHPnw
+wDki8htJL12/3kifxe7MeSIyDjRWLsQOkruhcMWEiK6pMVxysfM3r/69Y0pE
+rOK+Z55gf5nzbSswI6JHA/Uj6/e70jWf0GJBRA8bWiQerL//qXS3HbMioqhW
+r41R2AZJU/JMtkSUHVH2aP338PVzWhG3IyJR3SufvdbfL5mPtmg54HHq/UIH
+7Pda1vHmTkRUQ1rbdQF7Qbzf2s8F31/rE63j2MfHuhgVV4iIPYD32C7sQNlo
+/xJ3IrpMNkzgxi7zOL6a70lEnFUqBavr6+tfNSH1GhHF87EIf8E+o+NzM8EX
+35+hr3cVdmjUfub7fkSUdCkz+gk2jT+X7WYQEV0y2rF4GXunhXWkfwgR0b4v
+otPYF7KENnrfJKKF4NAj+7Hr9t3ncgojojeeNU5zeL3HH/flM4gmIrSgQLLF
+bos+8PBYDBEdDTP8ro79r3tq2+E4Ito48M+UB9vRxkZEKZGIPl34eOYt3o/q
+fno7hdJxvAHaEAnb7R1zztYMIjL7ubWrE+/nbNZaKc5MIqILmlilYXM+UJQh
+5BJRo/vM4QPYg0Ui+8nPiEi2TPGvHs4PfL97yn6V4PXqKfqAE1tPNVbpeykR
+sZT5VX5Uo0J5I4vq+wq8P4V3PzqJHTZA0yp7S0Sz2jr5Kjg/vdlZ8K6olog8
+HZqvTOP8Net8STunDt+PZndZJrbp4rejSU1EdOow51N27L2b604GfSCi0QPb
+5OuVcf4+7//R5xMRWWyVeOqKnfhI+YzHZyK6zRqfxIe9Jl14zu4rEX3v21Rh
+i/PrF/Tgot4AEZ27nN9MxfnY19PeiX+aiJ5HHk0t2Ifznz7NUX2GiE6IpeQq
+YD/c5eNoOYeff4vziwqc/yt7IhxyF/D6Nb/W+RqfF3/Un9qp/CMifQdyQ4Es
+zi9Mf6yNN5NQRKeZjZQ0Xj/9/tZ+3CR06lLg1btSeP9WMFunbyWhar5btrOS
+VChy5LciC5BQjvV0Y+kuKlA61CyuiZMQ57ehi0L4/LsUH2KauJ+EbGJGQkPw
++en5H4dplSIJnYha4GrA5+1N3bgLP5VJSAPU9JiwM+hZJlLqJGTb39gWIIjz
+gXnL+UptEjquUpN5jh+vL0kuw55zJORzI84xGp/3BpWP9PivkZCCY5uDJAHn
+sz+2a3y+JJS690+DzBoFbinIvODzI6Gh5cEvcv8o8KrwlShfEAlt2cuzuvcv
+rtcef53dGkZCv5Snj2ymU2AxfPND7kQSsvvTmmkzQ4EtTT363EkkVJOym+sw
+rkdkSekE7hQSouccYBObpoB1wF6XLekkpBMil9w5QYF29xOam3NJKFqM8VeA
+jPs501sjmypJKP+UbqNcP/7+RL2kTa9ISLQumD76A9eXXdynNlWREHfgx4Tk
+77j/MMio3FhDQq4nfEkrPRTw1H4buaGZhCz8Qy6lf6aAruzSPvYeEmqYuwT2
+zbg+++sSwLRIQmI556VHnlHA9IL+HsYSCbmZdRzQf4rrvXLZHhqDhGQNvl5/
+juu7ZJepfT9WSSjjVn+pZx6ux3r/G3nOwoT8GhXufsX14qNydz1LPiZUq+K9
+yvMA92cu17a9VmJCclXC/1l4U6C8ybipWIUJXeZOzHfyooDYjoOe2apMaElZ
+/7u7BwX+fFvquK/BhDKD07l9/8PzP3o92EGHCf3cGJRhY4/7FfEA8lYjJuT8
+5NLJx0YUePLtxosrXkyouNrmQYUCBchNCr+ivZkQL+EP5255XA+++MVR4sOE
+tldPPkmUpUBljKbVjD8TMrjHtdFJCvfrJxgc7qFMSDltW0KfMAXob9ytPBKY
+0DExWwkmVtxvZlhtuPqSCRVw6wgd/jYO8dFcyvGvmVD1wWLf/d3j8D3grdWL
+N0zI5GNDsujncbAzFa6Yr2VC/6kbC1Lbx+E6zzcr71YmdHenQOPJmnHIDjWo
+uPYdxwt96a+TPQ7LTprW11eYUN87lbMjruOg90YGea8yoU8sx+pDncfhEec2
+cY81JmT266C6hMM4aJT9/uXExIxM47NUzlqNQ9BKntWFjcxoUy3sCT47DkzR
+PFYHhZnRj77rKoLK47CpfNxiQZ0Z/TbN1lBlkMGc5avmnAYz8r6rWGm8QIZn
+JvWi01rMqNzKku4+RwaDv6kDo9rMSF5H9FMSlQwxRw0tuvWYkU1OeVzFdzLw
+9labl19kRhyqgn07XpNBdDXWzMOPGbUstnC9vkqG48OnXj8MYEZf62U0aG5k
+uNrCIVATxIzO08YVxS6ToT32xpcNt5hRSbmI3xUbMlyT8jiRfYcZreWVS3ee
+IkPn6TMHv6Uyo6dFCdqJkmS4mcm1VbOWGc0n5A1v/zwG5GN32tmZWVARew9n
+s8AY2Opbi0uysqBhj7W/b7jHYMBA+dphdhYkZVcS8HTjGHSf/7XDbxMLivj2
+dnfg2ijUX1K8PsnLguhJ3DwD5FFIC+6T/ijJgi5UD+xOfDEKRi9lbz84xoLe
+7VkRJuuPQoPUexC7w4I4iX1zH51HQC/6lx7/PRa0dTowbMh2BDoXfp/nus+C
+/ks6pDxjNgI/GwVd/8WxoIR8qcGVUyNAt3VM+pnCgmw89Bx+7B+BvY9Jc+mF
+LEi3sonnKX0YEgXUMre3YxN33n9ycxhc2HOZd3CwouSr+QID4UPwMmOXZkMs
+K1K8auc+o/8TPh7SaDLkZkMPXG65vNT6DnSXR+eso9mQUjT7huL2Lmg98/g8
+Jz87quCnVvH0tIOtmkZeXjw72hJRm/glrxqcpz8s9Ceyo1BpziegUg3uT6x0
+eJLZUVNkA2dG4xsI5rg1FJDGjuZv5/UcGqqC1O9twoa57MhfXiZrVPA19Fw3
+ifn7kh3Jy6Ycko6sAL0qz+tn+9hR/5yASl7dUzh7hbk1bADHezj2SbS/CC5I
+JPJX/2JHGjnTQ+GLheAY9bpcapQd9S2f2aAqWwChFwm0lSl2dKty8fnW+Byo
+Wb5nm/uPHQmZch6TbE2FpuLtpX0EDsQvPrd/eCUF3tuWrm1h4kD+B24vxO1L
+hr727lR/Ng7EeOJxpCsxAegpwt/ObOFAdda8Jzva7sKawTPJMB4OZLjpEtNz
+hUhgZYKrb3g5UN8ZNZvIh7eB97Itt5QgB5qebtl2uD0AhLfPW5kJc6AnldH7
+Gh56g0TX7eIYUQ6U27tfwKfdFWTCBVabtnMgt0qXpxXt5rD/UIH+yg4OdNcz
+58/pTQFa/wM6b9O7
          "]]},
-       Annotation[#, "Charting`Private`Tag$6583489#3"]& ]}, {}}, InsetBox[
+       Annotation[#, "Charting`Private`Tag$14372#1"]& ]}, {}}, InsetBox[
      TemplateBox[{
-       GraphicsBox[{
-         Thickness[0.011672697560406212`], 
-         StyleBox[{
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI1IAaxQYAJSjNCxZjR2DA5dDXI4rjYpKrHpZcY95DK
-ppabKTGTVHfiEgcA+NYCcw==
-            "], CompressedData["
-1:eJxllHtIU2EYxueFvICXbbrZPGubbuo03ZmKmkW+VpalobTAlTcop5VF/qGm
-qVFKEmipYXgLK4osmmllKSZmLbG8JoJWSopGWGngBbOs1r7zzU+oFz4Ov3N5
-3svzciSHTu7TmLFYLBPDiTAcU8OpQnHACpxrE+Q9oIRYmZrq32IPeSvBaf1B
-Snhe1J7vr2ODwvMu942/Ehbb5x6nZHIgarAs7g93jd0/FtT2ddOE66bDffRl
-NJwXW8h6/TlQokqXVtjRWG+KDVdK7U4HeCkgjslnDXoUiRIYsRnlaQIssc4S
-Bf5+hliwwDxMQUh6aF7PmCnWLaegF0XkSkgH0j28yj9DZgpPFPnWCHA/uab4
-vlaA9TMtMfcKgHrAu2Y6YU14Om8qdWDGhvD+2aG5SokjrOq1qILV+i4eYWZ+
-P3iwmp/pZ4xL6uNmX07vk3IwN1EwEZYYWl3Ghl3azjpWkJAw813uBsLF6qIo
-E3sRqFD+G2yIZq4iQOPwG2JDzvjye79YMa5jMx+8JaLF48MKwppkQ3xS4D6K
-+UAj/3bQxr74oOY3D7Iu0SBuvd6u+caH17pt9Ufv0yBCbOtE/KznbLRN2eqE
-/dEb/eUJwCaqoVzjpMR1xzlDmrZo9IhYif3iCgmf0j0Jq9orITwqF2r1Ohf4
-tZQxcfUcTZjZtzs+hCPRft30gho0391ieBS4/CLpmNy4F+sJe8xLP1fL+YRX
-/RCgfbaX4/rPiPD1gwtko7k9FYNdfPS4b4wEMlB9Qlfi51nzzhJloIz4nxQ/
-ttMsa41/o7oH15jJ926NK9FeR7jhubQJIJnxwY3ov2ptubgu2v0/ZuamoqAJ
-9WHtBg5ob25RQKE+GmWQhHTchNjHl1L8/pAIwtAevRVC+LM8YVCdB96Le2Jo
-hvzJrmUP3GeFBHLmG6NTD8rBdXhSxWpzgQaZwWBvT3As3vPFvFwKy7NfOzYV
-eOG5lcowb/cmzOTzUxBeMMhVf6fxHl9wBSTX16o07okIdIV1Md0PlRCOnmfx
-YIQzHzpw2/g/KXAkzPiS4EAYz82KfP/v/+kvoGcbfg==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-            3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJ+KP3nW+mDOYU2DtMn8FeZeWs4gPkbEfwjbcvDTzHZ
-YvC9T7Dbzv6K4D+IEN9+cYEmXD+M/3Xnra6/pQi+Y9Oj4zOqjeD8/yBgj+CX
-bBX9ffqdIQYfZh+MD3MPTD8Kv94I1T9I/oO5R7hyUsnZK4pw98L4MP+g88M5
-xdqN65Xg/JkgoKkM14/CL0TwYe5B4dsj+DD/oPNh9sH4MPfA9MP4sPCE8dH9
-BwCivPAD
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}}, {{{45.6781, 10.531300000000002`}, {
-            45.96090000000001, 10.531300000000002`}, {46.2609, 
-            10.531300000000002`}, {46.2609, 10.8641}, {46.2609, 11.1984}, {
-            45.96090000000001, 11.1984}, {45.6781, 11.1984}, {
-            36.665600000000005`, 11.1984}, {36.382799999999996`, 11.1984}, {
-            36.08279999999999, 11.1984}, {36.08279999999999, 10.8641}, {
-            36.08279999999999, 10.531300000000002`}, {36.382799999999996`, 
-            10.531300000000002`}, {36.665600000000005`, 
-            10.531300000000002`}, {45.6781, 10.531300000000002`}}}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1,
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQAWIQ3bY8/JSRjafD8yztb9NjNRzqflsVnHvh4fDr7esD
-lofVHXQnLPhheMzDISEkSH1BprpDwuHL2qkzPRzklr/w0Nuv5gDW7wOV71R1
-yOb8uSBd2cPhwtWwN/rSKnD+HU3ZNf+LleD8GNUImXMxchD9ZzwcdgZbRfxv
-l3S4v49vjvEmTzj/Pe8+g5m7vOD89DQgmObt8MA13nEWowKc323juSvtkzKc
-/wLkn1o1hx8xuUf/eXk7bNLLW8x4R93BxBgIkr0g/mvWdNhfK2uRLuPtcB7k
-3mptB5FPjufTYr0dZObFaZ6+oAPnz5gJBDv14HzVJ83zzu4ycGBZPMmK8ayX
-w3UhoMQyQ4j8V084H2SdMTOCD/ZfkIfD32+lD+YUGsD5L4q3iv7u1oXz/4Dc
-l6zt0O31isWk08NhPchCXS0H9PgCAH3mxeU=
-             "], {{52.31409999999999, 
-             11.3891}, {53.31559999999999, 10.9438}, {53.918800000000005`, 
-             10.165599999999998`}, {53.918800000000005`, 9.306249999999999}, {
-             53.918800000000005`, 7.971879999999999}, {52.91720000000001, 
-             6.921880000000001}, {51.62970000000001, 6.921880000000001}, {
-             50.27969999999999, 6.921880000000001}, {49.4047, 
-             7.876560000000001}, {49.4047, 9.35469}, {49.4047, 10.5141}, {
-             49.86559999999999, 11.2453}, {51.042199999999994`, 
-             11.960899999999999`}, {52.31409999999999, 11.3891}}, {{
-             51.34379999999999, 13.423399999999999`}, {50.34379999999999, 
-             13.915599999999998`}, {49.8344, 14.5516}, {49.8344, 
-             15.346899999999998`}, {49.8344, 16.395300000000002`}, {50.5969, 
-             17.110899999999997`}, {51.72659999999999, 17.110899999999997`}, {
-             52.885899999999985`, 17.110899999999997`}, {53.64840000000001, 
-             16.3469}, {53.64840000000001, 15.187499999999998`}, {
-             53.64840000000001, 14.281299999999996`}, {53.25159999999999, 
-             13.660899999999996`}, {52.218800000000016`, 12.9938}, {
-             51.34379999999999, 13.423399999999999`}}}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-            57.7703, 8.464060000000002}, {57.293800000000005`, 
-            8.464060000000002}, {56.8656, 8.018749999999999}, {56.8656, 
-            7.5421900000000015`}, {56.8656, 7.065629999999998}, {
-            57.293800000000005`, 6.62031}, {57.754699999999985`, 6.62031}, {
-            58.264099999999985`, 6.62031}, {58.7078, 7.050000000000001}, {
-            58.7078, 7.5421900000000015`}, {58.7078, 8.018749999999999}, {
-            58.264099999999985`, 8.464060000000002}, {57.7703, 
-            8.464060000000002}}}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             63.97970000000001, 17.6516}, {61.517199999999995`, 17.6516}, {
-             60.26089999999999, 15.695299999999998`}, {60.26089999999999, 
-             11.850000000000001`}, {60.26089999999999, 9.990630000000001}, {
-             60.59529999999999, 8.384379999999998}, {61.1516, 
-             7.606249999999999}, {61.7078, 6.82656}, {62.596899999999984`, 
-             6.38281}, {63.58279999999999, 6.38281}, {65.98279999999998, 
-             6.38281}, {67.1906, 8.44844}, {67.1906, 12.517199999999997`}, {
-             67.1906, 15.998399999999998`}, {66.1578, 17.6516}, {
-             63.97970000000001, 17.6516}}, {{63.69379999999999, 
-             17.095299999999998`}, {65.2359, 17.095299999999998`}, {
-             65.85629999999999, 15.537500000000001`}, {65.85629999999999, 
-             11.7219}, {65.85629999999999, 8.337499999999997}, {
-             65.25159999999998, 6.939060000000001}, {63.78909999999999, 
-             6.939060000000001}, {62.2484, 6.939060000000001}, {
-             61.59529999999999, 8.543750000000001}, {61.59529999999999, 
-             12.421899999999999`}, {61.59529999999999, 15.774999999999999`}, {
-             62.18439999999998, 17.095299999999998`}, {63.69379999999999, 
-             17.095299999999998`}}}], 
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1,
-              3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGAwAGIQLfP6kZmUT7CD+/5aWYt0HQcbnSuznjkGO8jMi9M8
-vUHHASysEOxw4rDT2kw5HQeOnwvSN38LckiJvePGPEPHQfiT4/m0p0EOWx2a
-Hh3foeNgDdJ/EsEHy69F8PPj2c9JzgxyOLprRy/bBB2HmSBQG+SQmgYEajoO
-b3n3Gcy0C3LYbv7jUIqWtkNwicr0/zJBDj4n2G1nm2o5fN4QkD2LOcjBA+Sw
-5RoOqk+a5529FuhgZAwEl1Ud/OXEsny3Bzp023juSmNSgvN7Irr9GQXk4fz9
-3fuaTJxlHJoDPec2HAt0mAFyh6QUxP03Efz25eGnjD4g+BMW/DB8Jhbk8B8E
-6qUdatdtS6q3DXJQ/aTyctZKWYfFk6wYfTOCIP7iVHB4LCJ78ml/kIP7mqPL
-GSoUIfqPBUHc90gZEj4rgxweuMY7ztoo7/CdLX6Gz9IghxjVCJlzc+Qg7l0c
-5OAK1i8L5xuA/FssA+fL71qwL5VPGhJfa4Ig7rWUcojJPfpv024EX9wj4I/E
-ZQT/DAj8CXIIeXv544yH0hD/BgQ7OE9oFkqTUnAoAMWXZ7CDcOWkkrNHFBzW
-dN/OYHAOdlC+9iiYYY6CwxOQ/+yh/B4Fh4qIFaZnrYMdqu//uGWcrQBxn3Qw
-JLzk5SE0dzDE3h45uP0wPjh+PyP44PB9GwTXD+ODw4tRAc4Hu1cLwQeHr5MC
-JH7fBUHcE63ggJ7eAXc5VfM=
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHZt79N+m70EOTxIXXjPp13L4zhY/w+dhkENK7B03
-Zgl1h0jx7RcZzgU5/P1W+mBOoarD7ltdf1NXBzm4TGgWSjul7CD8yfF8WmGQ
-w1ohHb50OUWHnSB54yCHMyDQI+eg+qR53lkhBP8N7z6DmWwIvrbVpNP1DEEO
-DCCQIA/nK197FMzQowDnC1dOKjk7RckhuERl+n8ZqH4fNQd31VKmWQ5BDskg
-997QgMhHBDk0sBztN5yu5bC/VtYivSDIYbv5j0MpWtoOPV6vWEwWIviuIP07
-EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             81.27499999999999, 12.218799999999998`}, {79.40469999999999, 
-             12.218799999999998`}, {78.44999999999999, 10.732799999999997`}, {
-             78.44999999999999, 7.812499999999997}, {78.44999999999999, 
-             6.398439999999999}, {78.7031, 5.179690000000001}, {79.1266, 
-             4.5874999999999995`}, {79.54840000000002, 3.9968799999999995`}, {
-             80.225, 3.65781}, {80.9734, 3.65781}, {82.7969, 3.65781}, {
-             83.71409999999999, 5.22813}, {83.71409999999999, 8.31875}, {
-             83.71409999999999, 10.962499999999999`}, {82.9297, 
-             12.218799999999998`}, {81.27499999999999, 
-             12.218799999999998`}}, {{81.0578, 11.7953}, {82.2297, 11.7953}, {
-             82.69999999999999, 10.612499999999997`}, {82.69999999999999, 
-             7.715629999999997}, {82.69999999999999, 5.143750000000001}, {
-             82.24059999999999, 4.08125}, {81.12970000000001, 4.08125}, {
-             79.95940000000002, 4.08125}, {79.46409999999999, 
-             5.300000000000001}, {79.46409999999999, 8.246879999999999}, {
-             79.46409999999999, 10.7938}, {79.91090000000001, 11.7953}, {
-             81.0578, 11.7953}}}]}, {
-           Thickness[0.011672697560406212`]}, StripOnInput -> False]}, {
-        ImageSize -> {85.66971855541718, 21.12078704856787}, BaselinePosition -> 
-         Scaled[0.31887090512778543`], ImageSize -> {86., 22.}, 
-         PlotRange -> {{0., 85.66999999999999}, {0., 21.12}}, AspectRatio -> 
-         Automatic}], 
-       GraphicsBox[{
-         Thickness[0.011672697560406212`], 
-         StyleBox[{
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI1IAaxQYAJSjNCxZjR2DA5dDXI4rjYpKrHpZcY95DK
-ppabKTGTVHfiEgcA+NYCcw==
-            "], CompressedData["
-1:eJxllHtIU2EYxueFvICXbbrZPGubbuo03ZmKmkW+VpalobTAlTcop5VF/qGm
-qVFKEmipYXgLK4osmmllKSZmLbG8JoJWSopGWGngBbOs1r7zzU+oFz4Ov3N5
-3svzciSHTu7TmLFYLBPDiTAcU8OpQnHACpxrE+Q9oIRYmZrq32IPeSvBaf1B
-Snhe1J7vr2ODwvMu942/Ehbb5x6nZHIgarAs7g93jd0/FtT2ddOE66bDffRl
-NJwXW8h6/TlQokqXVtjRWG+KDVdK7U4HeCkgjslnDXoUiRIYsRnlaQIssc4S
-Bf5+hliwwDxMQUh6aF7PmCnWLaegF0XkSkgH0j28yj9DZgpPFPnWCHA/uab4
-vlaA9TMtMfcKgHrAu2Y6YU14Om8qdWDGhvD+2aG5SokjrOq1qILV+i4eYWZ+
-P3iwmp/pZ4xL6uNmX07vk3IwN1EwEZYYWl3Ghl3azjpWkJAw813uBsLF6qIo
-E3sRqFD+G2yIZq4iQOPwG2JDzvjye79YMa5jMx+8JaLF48MKwppkQ3xS4D6K
-+UAj/3bQxr74oOY3D7Iu0SBuvd6u+caH17pt9Ufv0yBCbOtE/KznbLRN2eqE
-/dEb/eUJwCaqoVzjpMR1xzlDmrZo9IhYif3iCgmf0j0Jq9orITwqF2r1Ohf4
-tZQxcfUcTZjZtzs+hCPRft30gho0391ieBS4/CLpmNy4F+sJe8xLP1fL+YRX
-/RCgfbaX4/rPiPD1gwtko7k9FYNdfPS4b4wEMlB9Qlfi51nzzhJloIz4nxQ/
-ttMsa41/o7oH15jJ926NK9FeR7jhubQJIJnxwY3ov2ptubgu2v0/ZuamoqAJ
-9WHtBg5ob25RQKE+GmWQhHTchNjHl1L8/pAIwtAevRVC+LM8YVCdB96Le2Jo
-hvzJrmUP3GeFBHLmG6NTD8rBdXhSxWpzgQaZwWBvT3As3vPFvFwKy7NfOzYV
-eOG5lcowb/cmzOTzUxBeMMhVf6fxHl9wBSTX16o07okIdIV1Md0PlRCOnmfx
-YIQzHzpw2/g/KXAkzPiS4EAYz82KfP/v/+kvoGcbfg==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-            3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJ+KP3nW+mDOYU2DtMn8FeZeWs4gPkbEfwjbcvDTzHZ
-YvC9T7Dbzv6K4D+IEN9+cYEmXD+M/3Xnra6/pQi+Y9Oj4zOqjeD8/yBgj+CX
-bBX9ffqdIQYfZh+MD3MPTD8Kv94I1T9I/oO5R7hyUsnZK4pw98L4MP+g88M5
-xdqN65Xg/JkgoKkM14/CL0TwYe5B4dsj+DD/oPNh9sH4MPfA9MP4sPCE8dH9
-BwCivPAD
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}}, {{{45.6781, 10.531300000000002`}, {
-            45.96090000000001, 10.531300000000002`}, {46.2609, 
-            10.531300000000002`}, {46.2609, 10.8641}, {46.2609, 11.1984}, {
-            45.96090000000001, 11.1984}, {45.6781, 11.1984}, {
-            36.665600000000005`, 11.1984}, {36.382799999999996`, 11.1984}, {
-            36.08279999999999, 11.1984}, {36.08279999999999, 10.8641}, {
-            36.08279999999999, 10.531300000000002`}, {36.382799999999996`, 
-            10.531300000000002`}, {36.665600000000005`, 
-            10.531300000000002`}, {45.6781, 10.531300000000002`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1,
-             0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1,
-             0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGIVIGYCYh7/9VNSIzwc+iO6/RkLpB3e8O4zmJnl4fCm
-LbfbaLaUw7IXHnr/d3o4nAEDTL7FtaO5JicQ/DQQuIabL+/4MfmMqifcfGMQ
-qPZ0EK6cVHL2iILDmu7bGQz3PR2MQOLCKg43pGsSjVK9HPwuToz591jdYcZM
-ILjp7RCtADRIxxDOvy70yfH8MkOI+X+9HNJB9k4zdJhvo3Nl1jYvB/GpVzgz
-Jhk6XMiPZz8niODfBJlf6wnng4ybKekJ19+2PPyUUYgH3Pz/IGDvAVcfIb79
-IoMbMPyCS1Sm8xvg5LNwdsknn9OH8zPyP7SeLMHkw8w/umtHL9sEHQeWxZOs
-GGsRfHB4dXs4JMTecWOO0HPI5vy5IH22h0MyiK9h4HAR5L+VHg71v60KznkY
-ODxJXHjNhN0Tzgf7S80bzgeH71UvBx1F+S8533Qh7pnm5XDisNPaTDkdqDov
-h/WqT5rn6Wo5oKcXAG1w+hI=
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-            57.7703, 8.464060000000002}, {57.293800000000005`, 
-            8.464060000000002}, {56.8656, 8.018749999999999}, {56.8656, 
-            7.5421900000000015`}, {56.8656, 7.065629999999998}, {
-            57.293800000000005`, 6.62031}, {57.754699999999985`, 6.62031}, {
-            58.264099999999985`, 6.62031}, {58.7078, 7.050000000000001}, {
-            58.7078, 7.5421900000000015`}, {58.7078, 8.018749999999999}, {
-            58.264099999999985`, 8.464060000000002}, {57.7703, 
-            8.464060000000002}}}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             63.97970000000001, 17.6516}, {61.517199999999995`, 17.6516}, {
-             60.26089999999999, 15.695299999999998`}, {60.26089999999999, 
-             11.850000000000001`}, {60.26089999999999, 9.990630000000001}, {
-             60.59529999999999, 8.384379999999998}, {61.1516, 
-             7.606249999999999}, {61.7078, 6.82656}, {62.596899999999984`, 
-             6.38281}, {63.58279999999999, 6.38281}, {65.98279999999998, 
-             6.38281}, {67.1906, 8.44844}, {67.1906, 12.517199999999997`}, {
-             67.1906, 15.998399999999998`}, {66.1578, 17.6516}, {
-             63.97970000000001, 17.6516}}, {{63.69379999999999, 
-             17.095299999999998`}, {65.2359, 17.095299999999998`}, {
-             65.85629999999999, 15.537500000000001`}, {65.85629999999999, 
-             11.7219}, {65.85629999999999, 8.337499999999997}, {
-             65.25159999999998, 6.939060000000001}, {63.78909999999999, 
-             6.939060000000001}, {62.2484, 6.939060000000001}, {
-             61.59529999999999, 8.543750000000001}, {61.59529999999999, 
-             12.421899999999999`}, {61.59529999999999, 15.774999999999999`}, {
-             62.18439999999998, 17.095299999999998`}, {63.69379999999999, 
-             17.095299999999998`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1,
-              3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGAwAGIQLfP6kZmUT7CD+/5aWYt0HQcbnSuznjkGO8jMi9M8
-vUHHASysEOxw4rDT2kw5HQeOnwvSN38LckiJvePGPEPHQfiT4/m0p0EOWx2a
-Hh3foeNgDdJ/EsEHy69F8PPj2c9JzgxyOLprRy/bBB2HmSBQG+SQmgYEajoO
-b3n3Gcy0C3LYbv7jUIqWtkNwicr0/zJBDj4n2G1nm2o5fN4QkD2LOcjBA+Sw
-5RoOqk+a5529FuhgZAwEl1Ud/OXEsny3Bzp023juSmNSgvN7Irr9GQXk4fz9
-3fuaTJxlHJoDPec2HAt0mAFyh6QUxP03Efz25eGnjD4g+BMW/DB8Jhbk8B8E
-6qUdatdtS6q3DXJQ/aTyctZKWYfFk6wYfTOCIP7iVHB4LCJ78ml/kIP7mqPL
-GSoUIfqPBUHc90gZEj4rgxweuMY7ztoo7/CdLX6Gz9IghxjVCJlzc+Qg7l0c
-5OAK1i8L5xuA/FssA+fL71qwL5VPGhJfa4Ig7rWUcojJPfpv024EX9wj4I/E
-ZQT/DAj8CXIIeXv544yH0hD/BgQ7OE9oFkqTUnAoAMWXZ7CDcOWkkrNHFBzW
-dN/OYHAOdlC+9iiYYY6CwxOQ/+yh/B4Fh4qIFaZnrYMdqu//uGWcrQBxn3Qw
-JLzk5SE0dzDE3h45uP0wPjh+PyP44PB9GwTXD+ODw4tRAc4Hu1cLwQeHr5MC
-JH7fBUHcE63ggJ7eAXc5VfM=
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHZt79N+m70EOTxIXXjPp13L4zhY/w+dhkENK7B03
-Zgl1h0jx7RcZzgU5/P1W+mBOoarD7ltdf1NXBzm4TGgWSjul7CD8yfF8WmGQ
-w1ohHb50OUWHnSB54yCHMyDQI+eg+qR53lkhBP8N7z6DmWwIvrbVpNP1DEEO
-DCCQIA/nK197FMzQowDnC1dOKjk7RckhuERl+n8ZqH4fNQd31VKmWQ5BDskg
-997QgMhHBDk0sBztN5yu5bC/VtYivSDIYbv5j0MpWtoOPV6vWEwWIviuIP07
-EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             81.27499999999999, 12.218799999999998`}, {79.40469999999999, 
-             12.218799999999998`}, {78.44999999999999, 10.732799999999997`}, {
-             78.44999999999999, 7.812499999999997}, {78.44999999999999, 
-             6.398439999999999}, {78.7031, 5.179690000000001}, {79.1266, 
-             4.5874999999999995`}, {79.54840000000002, 3.9968799999999995`}, {
-             80.225, 3.65781}, {80.9734, 3.65781}, {82.7969, 3.65781}, {
-             83.71409999999999, 5.22813}, {83.71409999999999, 8.31875}, {
-             83.71409999999999, 10.962499999999999`}, {82.9297, 
-             12.218799999999998`}, {81.27499999999999, 
-             12.218799999999998`}}, {{81.0578, 11.7953}, {82.2297, 11.7953}, {
-             82.69999999999999, 10.612499999999997`}, {82.69999999999999, 
-             7.715629999999997}, {82.69999999999999, 5.143750000000001}, {
-             82.24059999999999, 4.08125}, {81.12970000000001, 4.08125}, {
-             79.95940000000002, 4.08125}, {79.46409999999999, 
-             5.300000000000001}, {79.46409999999999, 8.246879999999999}, {
-             79.46409999999999, 10.7938}, {79.91090000000001, 11.7953}, {
-             81.0578, 11.7953}}}]}, {
-           Thickness[0.011672697560406212`]}, StripOnInput -> False]}, {
-        ImageSize -> {85.66971855541718, 21.12078704856787}, BaselinePosition -> 
-         Scaled[0.31887090512778543`], ImageSize -> {86., 22.}, 
-         PlotRange -> {{0., 85.66999999999999}, {0., 21.12}}, AspectRatio -> 
-         Automatic}], 
-       GraphicsBox[{
-         Thickness[0.011672697560406212`], 
-         StyleBox[{
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGI1IAaxQYAJSjNCxZjR2DA5dDXI4rjYpKrHpZcY95DK
-ppabKTGTVHfiEgcA+NYCcw==
-            "], CompressedData["
-1:eJxllHtIU2EYxueFvICXbbrZPGubbuo03ZmKmkW+VpalobTAlTcop5VF/qGm
-qVFKEmipYXgLK4osmmllKSZmLbG8JoJWSopGWGngBbOs1r7zzU+oFz4Ov3N5
-3svzciSHTu7TmLFYLBPDiTAcU8OpQnHACpxrE+Q9oIRYmZrq32IPeSvBaf1B
-Snhe1J7vr2ODwvMu942/Ehbb5x6nZHIgarAs7g93jd0/FtT2ddOE66bDffRl
-NJwXW8h6/TlQokqXVtjRWG+KDVdK7U4HeCkgjslnDXoUiRIYsRnlaQIssc4S
-Bf5+hliwwDxMQUh6aF7PmCnWLaegF0XkSkgH0j28yj9DZgpPFPnWCHA/uab4
-vlaA9TMtMfcKgHrAu2Y6YU14Om8qdWDGhvD+2aG5SokjrOq1qILV+i4eYWZ+
-P3iwmp/pZ4xL6uNmX07vk3IwN1EwEZYYWl3Ghl3azjpWkJAw813uBsLF6qIo
-E3sRqFD+G2yIZq4iQOPwG2JDzvjye79YMa5jMx+8JaLF48MKwppkQ3xS4D6K
-+UAj/3bQxr74oOY3D7Iu0SBuvd6u+caH17pt9Ufv0yBCbOtE/KznbLRN2eqE
-/dEb/eUJwCaqoVzjpMR1xzlDmrZo9IhYif3iCgmf0j0Jq9orITwqF2r1Ohf4
-tZQxcfUcTZjZtzs+hCPRft30gho0391ieBS4/CLpmNy4F+sJe8xLP1fL+YRX
-/RCgfbaX4/rPiPD1gwtko7k9FYNdfPS4b4wEMlB9Qlfi51nzzhJloIz4nxQ/
-ttMsa41/o7oH15jJ926NK9FeR7jhubQJIJnxwY3ov2ptubgu2v0/ZuamoqAJ
-9WHtBg5ob25RQKE+GmWQhHTchNjHl1L8/pAIwtAevRVC+LM8YVCdB96Le2Jo
-hvzJrmUP3GeFBHLmG6NTD8rBdXhSxWpzgQaZwWBvT3As3vPFvFwKy7NfOzYV
-eOG5lcowb/cmzOTzUxBeMMhVf6fxHl9wBSTX16o07okIdIV1Md0PlRCOnmfx
-YIQzHzpw2/g/KXAkzPiS4EAYz82KfP/v/+kvoGcbfg==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-            3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJ+KP3nW+mDOYU2DtMn8FeZeWs4gPkbEfwjbcvDTzHZ
-YvC9T7Dbzv6K4D+IEN9+cYEmXD+M/3Xnra6/pQi+Y9Oj4zOqjeD8/yBgj+CX
-bBX9ffqdIQYfZh+MD3MPTD8Kv94I1T9I/oO5R7hyUsnZK4pw98L4MP+g88M5
-xdqN65Xg/JkgoKkM14/CL0TwYe5B4dsj+DD/oPNh9sH4MPfA9MP4sPCE8dH9
-BwCivPAD
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-             3}, {0, 1, 0}}}, {{{45.6781, 10.531300000000002`}, {
-            45.96090000000001, 10.531300000000002`}, {46.2609, 
-            10.531300000000002`}, {46.2609, 10.8641}, {46.2609, 11.1984}, {
-            45.96090000000001, 11.1984}, {45.6781, 11.1984}, {
-            36.665600000000005`, 11.1984}, {36.382799999999996`, 11.1984}, {
-            36.08279999999999, 11.1984}, {36.08279999999999, 10.8641}, {
-            36.08279999999999, 10.531300000000002`}, {36.382799999999996`, 
-            10.531300000000002`}, {36.665600000000005`, 
-            10.531300000000002`}, {45.6781, 10.531300000000002`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1,
-              4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-             3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQBmIQfQYETLwd/nwrfTAn0dAh4fBl7dSXXg7XhT45nl9m
-6KA/YcEPQzUvh/21shbpKoYOKk+a55295OlgDAKXDRx+x+Qe/Zfl6fAfBOQN
-IPpnejhs0ctbzFij6/BpQ0D2LHUPh/NXw97oz9aE8x9FiG+/6KAK5z9wjXec
-xajgcH8f3xzjUx4OO4OtIv63Szq4q5YyzbrgCef3eL1iMbnpBefPt9G5Mmue
-t8NMEOBUgPOntLdGXY5RgfN9L06M+cesATFfyNshPQ0EtBzEp17hzLDygvPB
-4XHFE84/rmk16fR0T4h5fzQhfHlPh1OHndZm1mlA/Mvp6eB9gt12tqmGw5PE
-hddM2D0dToPM0dFwCC5Rmf7/g4fDq+Ktor9fqzs4ND06PkPaE2LPGl2I+455
-OtyWrkk0SjVwgMWH9Lw4zdMOhg7o8QMAV+zH2w==
-             "], {{51.85309999999998,
-              12.2469}, {53.0609, 12.2469}, {53.87190000000001, 11.1984}, {
-             53.87190000000001, 9.625}, {53.87190000000001, 
-             7.971879999999999}, {53.0609, 6.906249999999999}, {
-             51.837500000000006`, 6.906249999999999}, {50.4859, 
-             6.906249999999999}, {49.7547, 8.067189999999998}, {49.7547, 
-             10.1969}, {49.7547, 10.7531}, {49.818799999999996`, 11.0547}, {
-             49.993799999999986`, 11.325}, {50.34379999999999, 11.8656}, {
-             51.09059999999999, 12.2469}, {51.85309999999998, 12.2469}}}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-            57.7703, 8.464060000000002}, {57.293800000000005`, 
-            8.464060000000002}, {56.8656, 8.018749999999999}, {56.8656, 
-            7.5421900000000015`}, {56.8656, 7.065629999999998}, {
-            57.293800000000005`, 6.62031}, {57.754699999999985`, 6.62031}, {
-            58.264099999999985`, 6.62031}, {58.7078, 7.050000000000001}, {
-            58.7078, 7.5421900000000015`}, {58.7078, 8.018749999999999}, {
-            58.264099999999985`, 8.464060000000002}, {57.7703, 
-            8.464060000000002}}}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             63.97970000000001, 17.6516}, {61.517199999999995`, 17.6516}, {
-             60.26089999999999, 15.695299999999998`}, {60.26089999999999, 
-             11.850000000000001`}, {60.26089999999999, 9.990630000000001}, {
-             60.59529999999999, 8.384379999999998}, {61.1516, 
-             7.606249999999999}, {61.7078, 6.82656}, {62.596899999999984`, 
-             6.38281}, {63.58279999999999, 6.38281}, {65.98279999999998, 
-             6.38281}, {67.1906, 8.44844}, {67.1906, 12.517199999999997`}, {
-             67.1906, 15.998399999999998`}, {66.1578, 17.6516}, {
-             63.97970000000001, 17.6516}}, {{63.69379999999999, 
-             17.095299999999998`}, {65.2359, 17.095299999999998`}, {
-             65.85629999999999, 15.537500000000001`}, {65.85629999999999, 
-             11.7219}, {65.85629999999999, 8.337499999999997}, {
-             65.25159999999998, 6.939060000000001}, {63.78909999999999, 
-             6.939060000000001}, {62.2484, 6.939060000000001}, {
-             61.59529999999999, 8.543750000000001}, {61.59529999999999, 
-             12.421899999999999`}, {61.59529999999999, 15.774999999999999`}, {
-             62.18439999999998, 17.095299999999998`}, {63.69379999999999, 
-             17.095299999999998`}}}], 
-           
-           FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1,
-              3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGAwAGIQLfP6kZmUT7CD+/5aWYt0HQcbnSuznjkGO8jMi9M8
-vUHHASysEOxw4rDT2kw5HQeOnwvSN38LckiJvePGPEPHQfiT4/m0p0EOWx2a
-Hh3foeNgDdJ/EsEHy69F8PPj2c9JzgxyOLprRy/bBB2HmSBQG+SQmgYEajoO
-b3n3Gcy0C3LYbv7jUIqWtkNwicr0/zJBDj4n2G1nm2o5fN4QkD2LOcjBA+Sw
-5RoOqk+a5529FuhgZAwEl1Ud/OXEsny3Bzp023juSmNSgvN7Irr9GQXk4fz9
-3fuaTJxlHJoDPec2HAt0mAFyh6QUxP03Efz25eGnjD4g+BMW/DB8Jhbk8B8E
-6qUdatdtS6q3DXJQ/aTyctZKWYfFk6wYfTOCIP7iVHB4LCJ78ml/kIP7mqPL
-GSoUIfqPBUHc90gZEj4rgxweuMY7ztoo7/CdLX6Gz9IghxjVCJlzc+Qg7l0c
-5OAK1i8L5xuA/FssA+fL71qwL5VPGhJfa4Ig7rWUcojJPfpv024EX9wj4I/E
-ZQT/DAj8CXIIeXv544yH0hD/BgQ7OE9oFkqTUnAoAMWXZ7CDcOWkkrNHFBzW
-dN/OYHAOdlC+9iiYYY6CwxOQ/+yh/B4Fh4qIFaZnrYMdqu//uGWcrQBxn3Qw
-JLzk5SE0dzDE3h45uP0wPjh+PyP44PB9GwTXD+ODw4tRAc4Hu1cLwQeHr5MC
-JH7fBUHcE63ggJ7eAXc5VfM=
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHZt79N+m70EOTxIXXjPp13L4zhY/w+dhkENK7B03
-Zgl1h0jx7RcZzgU5/P1W+mBOoarD7ltdf1NXBzm4TGgWSjul7CD8yfF8WmGQ
-w1ohHb50OUWHnSB54yCHMyDQI+eg+qR53lkhBP8N7z6DmWwIvrbVpNP1DEEO
-DCCQIA/nK197FMzQowDnC1dOKjk7RckhuERl+n8ZqH4fNQd31VKmWQ5BDskg
-997QgMhHBDk0sBztN5yu5bC/VtYivSDIYbv5j0MpWtoOPV6vWEwWIviuIP07
-EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
-             "]}], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             81.27499999999999, 12.218799999999998`}, {79.40469999999999, 
-             12.218799999999998`}, {78.44999999999999, 10.732799999999997`}, {
-             78.44999999999999, 7.812499999999997}, {78.44999999999999, 
-             6.398439999999999}, {78.7031, 5.179690000000001}, {79.1266, 
-             4.5874999999999995`}, {79.54840000000002, 3.9968799999999995`}, {
-             80.225, 3.65781}, {80.9734, 3.65781}, {82.7969, 3.65781}, {
-             83.71409999999999, 5.22813}, {83.71409999999999, 8.31875}, {
-             83.71409999999999, 10.962499999999999`}, {82.9297, 
-             12.218799999999998`}, {81.27499999999999, 
-             12.218799999999998`}}, {{81.0578, 11.7953}, {82.2297, 11.7953}, {
-             82.69999999999999, 10.612499999999997`}, {82.69999999999999, 
-             7.715629999999997}, {82.69999999999999, 5.143750000000001}, {
-             82.24059999999999, 4.08125}, {81.12970000000001, 4.08125}, {
-             79.95940000000002, 4.08125}, {79.46409999999999, 
-             5.300000000000001}, {79.46409999999999, 8.246879999999999}, {
-             79.46409999999999, 10.7938}, {79.91090000000001, 11.7953}, {
-             81.0578, 11.7953}}}]}, {
-           Thickness[0.011672697560406212`]}, StripOnInput -> False]}, {
-        ImageSize -> {85.66971855541718, 21.12078704856787}, BaselinePosition -> 
-         Scaled[0.31887090512778543`], ImageSize -> {86., 22.}, 
-         PlotRange -> {{0., 85.66999999999999}, {0., 21.12}}, AspectRatio -> 
-         Automatic}]},
+       StyleBox["\"\[Mu] = -8\"", FontSize -> 18, StripOnInput -> False], 
+       StyleBox["\"\[Mu] = -7\"", FontSize -> 18, StripOnInput -> False], 
+       StyleBox["\"\[Mu] = -6\"", FontSize -> 18, StripOnInput -> False]},
       "LineLegend",
       DisplayFunction->(FormBox[
         StyleBox[
@@ -9705,145 +8542,29 @@ EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
                RowBox[{"Directive", "[", 
                  RowBox[{
                    RowBox[{"Opacity", "[", "1.`", "]"}], ",", 
-                   InterpretationBox[
-                    ButtonBox[
-                    TooltipBox[
-                    GraphicsBox[{{
-                    GrayLevel[0], 
-                    RectangleBox[{0, 0}]}, {
-                    GrayLevel[0], 
-                    RectangleBox[{1, -1}]}, {
-                    RGBColor[0.9, 0.36, 0.054], 
-                    RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> 
-                    "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, 
-                    FrameStyle -> 
-                    RGBColor[0.6000000000000001, 0.24, 0.036000000000000004`],
-                     FrameTicks -> None, PlotRangePadding -> None, ImageSize -> 
-                    Dynamic[{
-                    Automatic, 1.35 CurrentValue["FontCapHeight"]/
-                    AbsoluteCurrentValue[Magnification]}]], 
-                    StyleBox[
-                    RowBox[{"RGBColor", "[", 
-                    RowBox[{"0.9`", ",", "0.36`", ",", "0.054`"}], "]"}], 
-                    NumberMarks -> False]], Appearance -> None, 
-                    BaseStyle -> {}, BaselinePosition -> Baseline, 
-                    DefaultBaseStyle -> {}, ButtonFunction :> 
-                    With[{Typeset`box$ = EvaluationBox[]}, 
-                    If[
-                    Not[
-                    AbsoluteCurrentValue["Deployed"]], 
-                    SelectionMove[Typeset`box$, All, Expression]; 
-                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
-                    FrontEnd`Private`$ColorSelectorInitialColor = 
-                    RGBColor[0.9, 0.36, 0.054]; 
-                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
-                    MathLink`CallFrontEnd[
-                    FrontEnd`AttachCell[Typeset`box$, 
-                    FrontEndResource["RGBColorValueSelector"], {
-                    0, {Left, Bottom}}, {Left, Top}, 
-                    "ClosingActions" -> {
-                    "SelectionDeparture", "ParentChanged", 
-                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
-                    Automatic, Method -> "Preemptive"], 
-                    RGBColor[0.9, 0.36, 0.054], Editable -> False, Selectable -> 
-                    False], ",", 
+                   
+                   TemplateBox[<|"color" -> RGBColor[0.9, 0.36, 0.054]|>, 
+                    "RGBColorSwatchTemplate"], ",", 
                    RowBox[{"CapForm", "[", "\"Butt\"", "]"}], ",", 
                    RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", 
                    RowBox[{"Thickness", "[", "Large", "]"}]}], "]"}], ",", 
                RowBox[{"Directive", "[", 
                  RowBox[{
                    RowBox[{"Opacity", "[", "1.`", "]"}], ",", 
-                   InterpretationBox[
-                    ButtonBox[
-                    TooltipBox[
-                    GraphicsBox[{{
-                    GrayLevel[0], 
-                    RectangleBox[{0, 0}]}, {
-                    GrayLevel[0], 
-                    RectangleBox[{1, -1}]}, {
-                    RGBColor[0.365248, 0.427802, 0.758297], 
-                    RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> 
-                    "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, 
-                    FrameStyle -> 
-                    RGBColor[
-                    0.2434986666666667, 0.28520133333333336`, 
-                    0.5055313333333333], FrameTicks -> None, PlotRangePadding -> 
-                    None, ImageSize -> 
-                    Dynamic[{
-                    Automatic, 1.35 CurrentValue["FontCapHeight"]/
-                    AbsoluteCurrentValue[Magnification]}]], 
-                    StyleBox[
-                    RowBox[{"RGBColor", "[", 
-                    RowBox[{"0.365248`", ",", "0.427802`", ",", "0.758297`"}],
-                     "]"}], NumberMarks -> False]], Appearance -> None, 
-                    BaseStyle -> {}, BaselinePosition -> Baseline, 
-                    DefaultBaseStyle -> {}, ButtonFunction :> 
-                    With[{Typeset`box$ = EvaluationBox[]}, 
-                    If[
-                    Not[
-                    AbsoluteCurrentValue["Deployed"]], 
-                    SelectionMove[Typeset`box$, All, Expression]; 
-                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
-                    FrontEnd`Private`$ColorSelectorInitialColor = 
-                    RGBColor[0.365248, 0.427802, 0.758297]; 
-                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
-                    MathLink`CallFrontEnd[
-                    FrontEnd`AttachCell[Typeset`box$, 
-                    FrontEndResource["RGBColorValueSelector"], {
-                    0, {Left, Bottom}}, {Left, Top}, 
-                    "ClosingActions" -> {
-                    "SelectionDeparture", "ParentChanged", 
-                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
-                    Automatic, Method -> "Preemptive"], 
-                    RGBColor[0.365248, 0.427802, 0.758297], Editable -> False,
-                     Selectable -> False], ",", 
+                   
+                   TemplateBox[<|
+                    "color" -> RGBColor[0.365248, 0.427802, 0.758297]|>, 
+                    "RGBColorSwatchTemplate"], ",", 
                    RowBox[{"CapForm", "[", "\"Butt\"", "]"}], ",", 
                    RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", 
                    RowBox[{"Thickness", "[", "Large", "]"}]}], "]"}], ",", 
                RowBox[{"Directive", "[", 
                  RowBox[{
                    RowBox[{"Opacity", "[", "1.`", "]"}], ",", 
-                   InterpretationBox[
-                    ButtonBox[
-                    TooltipBox[
-                    GraphicsBox[{{
-                    GrayLevel[0], 
-                    RectangleBox[{0, 0}]}, {
-                    GrayLevel[0], 
-                    RectangleBox[{1, -1}]}, {
-                    RGBColor[0.945109, 0.593901, 0.], 
-                    RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> 
-                    "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, 
-                    FrameStyle -> RGBColor[0.6300726666666667, 0.395934, 0.], 
-                    FrameTicks -> None, PlotRangePadding -> None, ImageSize -> 
-                    Dynamic[{
-                    Automatic, 1.35 CurrentValue["FontCapHeight"]/
-                    AbsoluteCurrentValue[Magnification]}]], 
-                    StyleBox[
-                    RowBox[{"RGBColor", "[", 
-                    RowBox[{"0.945109`", ",", "0.593901`", ",", "0.`"}], 
-                    "]"}], NumberMarks -> False]], Appearance -> None, 
-                    BaseStyle -> {}, BaselinePosition -> Baseline, 
-                    DefaultBaseStyle -> {}, ButtonFunction :> 
-                    With[{Typeset`box$ = EvaluationBox[]}, 
-                    If[
-                    Not[
-                    AbsoluteCurrentValue["Deployed"]], 
-                    SelectionMove[Typeset`box$, All, Expression]; 
-                    FrontEnd`Private`$ColorSelectorInitialAlpha = 1; 
-                    FrontEnd`Private`$ColorSelectorInitialColor = 
-                    RGBColor[0.945109, 0.593901, 0.]; 
-                    FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; 
-                    MathLink`CallFrontEnd[
-                    FrontEnd`AttachCell[Typeset`box$, 
-                    FrontEndResource["RGBColorValueSelector"], {
-                    0, {Left, Bottom}}, {Left, Top}, 
-                    "ClosingActions" -> {
-                    "SelectionDeparture", "ParentChanged", 
-                    "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> 
-                    Automatic, Method -> "Preemptive"], 
-                    RGBColor[0.945109, 0.593901, 0.], Editable -> False, 
-                    Selectable -> False], ",", 
+                   
+                   TemplateBox[<|
+                    "color" -> RGBColor[0.945109, 0.593901, 0.]|>, 
+                    "RGBColorSwatchTemplate"], ",", 
                    RowBox[{"CapForm", "[", "\"Butt\"", "]"}], ",", 
                    RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", 
                    RowBox[{"Thickness", "[", "Large", "]"}]}], "]"}]}], "}"}],
@@ -9863,159 +8584,18 @@ EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
    AxesLabel->{None, None},
    AxesOrigin->{0, 0},
    AxesStyle->Thickness[Large],
-   BaseStyle->16,
+   BaseStyle->18,
    DisplayFunction->Identity,
    Frame->{{True, True}, {True, True}},
    FrameLabel->{{
       FormBox[
-       GraphicsBox[{
-         Thickness[0.020279862096937742`], 
-         StyleBox[{
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-             3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {
-             1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGBQB2IQ/bL2cfb5NawOM2YCwU5ZBxA1M5LDQX7Xgn2pftIO
-L0Dyb3gg8pJSDsKVk0rOLhGE8w9272syYRZF5R+WcOiP6PZn3CANoSdIO9Tc
-/3HL2FvOIeDt5Y8zFso7pKYBAZuiw1ohHb50O0WHFl7/9VOWqsD5r4q3iv5+
-rQ7n1/+2Kjj3QsuhF2RegLzDVoemR8d36MDthfFjVCNkzsWIw/khYPtEHI4f
-dlqbaafj0K7ArnrmiqDDFvMfh1K8tB2+7Pu4NT2M3+FJ4sJrJv1aDuqfVF7O
-OsntcP5q2Bv92ZoOdiWOtadlOB10FeW/5JRpOJgYgwC7w6+3rw9YHlZ3gIVf
-SuwdN+Yfag48jnxeMzJZHDLzP7SeNFFz2O61wWKOJaNDBogfogLx97N/9nc0
-Zdf8T1ZymA52/x8Iv1jBwXOr//Hktu/2YH9ZAv0F0l/5xf4/CMQLOGyQ3qZ7
-KuejfbN4LWtmG7ND7YumX9Msv0Lk65kg4THzN1z+Ou9tsVQzBoi7NFkcWkDi
-x5gh/JUsDktuLX9s2MwMj3dw/CUzO/SAwtmAF84/AKKVBeF8cLhNE4WbB47f
-bCm4uaqgcFwp64CevgDtShRM
-             "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQvVZIhy99nrjDj7evD1g2azv8B4H50nD+jmCriP/L
-ZR2eZ2l/my6rBef//Vb6YE6hOpw/pb016nKMikN/RLc/4wZph/LD21xn/lVw
-ONi9r8nksYRDjGqEzLk5cg5rQPbtE4foc5d18FhzdDmDhJiDSOWkkrMtMg59
-IP0GInA+2H1xAnD+GRDo4XFgAIEEeTjfGAyU4Pwt5j8OpZxShfhnP1B/j9cr
-li2aEPPuCTtsd2h6dPyHlsMD13jHWRtFHPxvSdckBmnD3QPzP3r4AAA4W4hl
-
-             "]}], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGIdIIaxWaBsBiifAY3NCJVnRmMTo54YcXraNZjdRk+7
-cIkDALmJAos=
-            "], CompressedData["
-1:eJxdlFtIFHEUxnfTMCiRLtCD2YXdkdkZ2p0Zd2SLpLO9JF2o1EosAgtdKigf
-DDFatuziWzez1ZQFK9pCwnrKHqIkumBsKpERvUj4IFQPGQjh1jbH7TtL/eH/
-8GNmzne+c5k1B49XNeS5XC63c3c7d55zI43OGTeoJDlV6Y+tJfDp/BeXzLhO
-H5ZMh0deGnSucMfAtQadorPrm96GDAqWOadapxhzZYAmapc/GqMcb34aLQm1
-a6RMnk2k6v6+36FJvK5uPhr9eLDz6I2IKVzEMgusf5+3WPI9y7j8ZRIfDP25
-z7otyS9+uehk+UJL8n/oP3bLnTbFHxj+wdT2+VWXHhS+WN3sja+yJd4iDhey
-RS89c2KiN2xLPqXse0uOp9lH0qZ9q8PfD22zaPj5pvuHE7b4BaMe4IrW2rt2
-yhAeupDcO9xmZPX6bKk34oOhj34hP9Qf+aPf8AeGf/DH4lP11nyLtr4uqOjp
-NIjLlXFbxG2I1Bg0Wd83HsyY1Mn16Q8IB7R7S0fzNeGem57H6QKfcIZPTJV4
-28eu7P+dp4oeGPmAke/Pb1+erfOo4mclB9roE7+9rBfRpB5g1Mvg/G6rUt+O
-9vN171bkePT9nq+BT6XCXI7GO4rwL9ZZrEg/lrVebU7VeCQ+GPpTR/SZeNQr
-+WXnR5H8B9nooCL+wPAPxryCMc+Ih3mHHvYB+WBfwNin8g1Pqq4PeWXfEA/7
-iHqAUS/wCD+fVeV71BvxwdBHv5Af+on80W/4A8M/uDhxwPemyczuZ79KZ/j9
-FpMG+AdU6BPGPIIxr+C5fu4yhLFvYOwD9P7/f/4Bv/1HKA==
-            "]], 
-           FilledCurveBox[CompressedData["
-1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4GEjqydGLy71uPSSqp5Ut1Fi
-JjHitLALAM7SAnU=
-            "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJvIGYC4hUvPPT+M5o59AeXqEy3N3Tg9V8/JTXCzMH7
-BLvtbFdDh1vSNYlGW80c6n9bFZzzMHQoWNN9O8PBHM4Hy6tawPk8IP0VFnDz
-/oPAeguHJff38c1RNnSoA6k7YeGQngYE1wwg9t2wgKiTN4CYZ2oJ59s3PTo+
-Q9sSbh4ufiPL0X7DcgQfbO4KTD7M/OdZ2t+m3zWC2w/jw9x3BgRsjBy8QOFw
-1MKh2+sVi4mikUO0guPH5D0WDjdB5rAawf0HFn+D8L//xYkx/y4bOiwHha+i
-hcMW8x+HUk4ZOnzdeavrb6g5nO8HVmcG58+YwF9llm0Gcc9ZQwdY/MDMg/Ft
-KyNWmPKaOpRsFf19Os7M4VDb8vBTSqYOoGBNm2bm4ANyt6opxB8+5nB+D8gf
-DxH8CPHtFxn6LBxMjIFAGMp/B3XvLxOH5Ng7bswWlg4pIPqFicOfb6UP5jhC
-w/MGgv8XRE9E8PlB8ieMIf5Yi8kH+6PRxMEG5I+9lhB3i5k6PElceM3kvqXD
-qcNOazPnmTp82hCQPcvd0uFAraxF+hJTB9UnzfPOvrKAiC83hYRnKoI/DRR+
-0uZw9eDwbTaDm/cFpE4cwYeEuymcLzMvTvN0AW4+WP0qY7h9ML4ayF1e0Piw
-g4UDNPzPmEDShYWpQwwondwxcegDpV95BN8BnE5N4HxZUMKp14XzG0Dpe7o2
-3LwWcARow+0Dx1+wNtw9D0AR6YDgu+8HBki7FsQ/CVD1k7Xg5s2YCQJaDi9A
-8ZNrCuefBPmbzwxVvtYMrh8cvsbmcPNhfJj9YH/ON4O7D5xOBM3g7oelZ5j/
-YHyY/9HLJwCHCBrk
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-            3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ5IGYCYtbFk6wYTR0c7Eoca0/PYXWA8ZfcWv7YkJkN
-ztf4pPJyliebQ/1vq4JzAg4OZ0Cgh8MhRsHxYzKPnUPV/R+3jFeLOPhenBjz
-r9nW4b5rvOOshQpwfs2nDQHZu1Th/PQ0IGjTdviy81bXX1U7B/W3vPsMVho4
-dHu9YjGRdHA4fdhpbeY+I7j9f7+VPpjzEcHndlMtZfqF4F8X+uR4ns0YzjfQ
-Wil8QcXYYX+trEW6DlS/obHDZ6AzZskj+OJTr3BmcCH4+iB9U+wc+oNLVKbz
-G0HcNdMW4u7H+g69IPH9Ng4zZgKBpQ7E/z02Dh4gi9o14HyYf2F8cHgoKjvY
-Nz06PmO3jYOJMQjIQfy/1BYafmJQvh1E/jMP3H2Q8GeBux/Gh/kPxof5vy+i
-259xA4IPi18Ab5zNTA==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-            3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {
-            1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGAAYWEgZgLi+TY6V2bFOTv8BwNDhzXdtzMY2BF87xPstrPX
-OjmoPmmed3aVIUTc38lh8f19fHM+G0DEZzk6mBiDgL7DlG9s8TNEHB3S00BA
-C87fAFLYqwLnrxXS4Uv/JwcxP9TRYcZMIJCUcnBXLWWaxeAE5++vlbVIz0Hw
-3/DuM5j5ysnBAGRdsYzDA6AzjL2cHTptPHelKSlAzL/iDLH/mRJEfZCLg4HW
-SuELKhpw/p9vpQ/mfNSB808edlqbuc7AQeiT4/k0Vhe4/9HD5/OGgOxZ650c
-/C5OjPn3WN3hYn48+zlLZzgfHB5Fzg4zJvBXmZ1WdxABmTfV2WGL+Y9DKV3q
-EP9lODtk5H9oPRmi4iAMkpd1dnBfc3Q5Q4UixL93nBwC3l7+OGOhvIN906Pj
-MzYDw/+TystZK2UdJoP8V+PkIFI5qeRsiwzEPfYIPjg8jzrC+U8SF14zWe/o
-IAzib1GA86e0t0ZdrlGB88HhW6nqAI7GzY4OL7K0v02vVYO4b6+jg8TUK5wZ
-TeoOFteO5pq8cIT77zFIvzwiPNDDB+x+bWeIu1INHSoiVpieXY3gM4DADmeH
-5Ng7bswSBnD+cVB82OnA+eevhr3Rj9Z22KiXt5hxizPE3flacPOmg9zTrQlJ
-h83ODgG3pGsSgzQh6l2cIf6z1HSQd/yYfGavE5yfzflzQboxgs/jv35K6g9H
-uP5KkPmXHeHm1/+2KjjH4eQwFcT31oWmcycHW5DCWAO4/8H+4TB02ACy/4wT
-JP25GELSxy8nuP/RwwcAG2iLCg==
-            "]], 
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-            3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ5IGYC4kv58eznHN0daj5tCMjepeoA44v2eL1iCdFw
-kJh6hTNDy91hg17eYsYYHQfWxZOsGLe6OfwHAX4Dh1vSNYlGpm4O0QqOH5Nl
-jBxA1JlaV4e/30ofzDE0duD1Xz8lNQPBd2h6dHxGNIJvYgwEwa4OBWu6b2co
-IPjXhT45nmdD8LndVEuZfhnB+WD9H40g5lW7OhhorRS+sMTIYco3tvgZPm4O
-xVtFf5/+Z+CgO2HBD8Njbg4y8+I0T2/QgfNh/oXx3dccXc7AoeDwJHHhNZNy
-N4cv+z5uTQ8TcSgBmZPn6nCwe1+TyWN2uP0an1RezvJkg/OX3Fr+2JAZwbcr
-caw9PYcVzi9cXrLh33kWuP8h+lng4QPjw8IPxvc5wW4729bNYcZMIIjkdcjh
-/LkgfbebwwGQe5TFHSyuHc010XCHuLdMDh5/a4R0+NLfKTmgxy8Aw1PP3w==
-
-            "]]}, {
-           Thickness[0.020279862096937742`]}, StripOnInput -> False]}, {
-        ImageSize -> {49.30489663760896, 22.770191780821918`}, 
-         BaselinePosition -> Scaled[0.29577284846851404`], 
-         ImageSize -> {50., 23.}, 
-         PlotRange -> {{0., 49.309999999999995`}, {0., 22.77}}, AspectRatio -> 
-         Automatic}], TraditionalForm], None}, {
+       StyleBox[
+       "\"\\!\\(\\*SuperscriptBox[OverscriptBox[\\(\[Rho]\\), \\(~\\)], \\(HF\
+\\)]\\)(\[Theta])\"", FontSize -> 16, StripOnInput -> False], 
+       TraditionalForm], None}, {
       FormBox[
-       GraphicsBox[{
-         Thickness[0.10050251256281406`], 
-         StyleBox[{
-           
-           FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3,
-             3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 
-            3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {
-            1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGAAYWEgZgLiVgV21TNfJBz+g4Ghg8eao8sZLMTg/LNngCBH
-2EH1SfO8s6sMIeL1Ag6L7+/jm/PZwOFl7ePs82tYHUyMQUDfwf+J5yXTyb/s
-09NAQAvO3wAyoFcFzl8rpMOX/k/OYSYIRDI6zADRklIO6p9UXs7i5IHzD3bv
-azJJFoTz20DuDRF1MABZVyzj8NA13nFWoIRDp43nrjQlBQeRykklZ5fIOIDt
-f6bk4DyhWSjNS8HBQGul8AUVDTj/z7fSB3M+6sD5Jw87rc1cZ+BQc//HLWNt
-Obj/0cMnRjVC5lyNsIPfxYkx/x6rOyjsWrAv9Zw4nP9l38et6dMkHWZM4K8y
-O63uUAEyb7WUwxbzH4dSutQdhEHuc5F0yMj/0HoyRAVi32sxB3dQuFcoQvz7
-WMQh4O3ljzMWykPsmwMMf1C4rJSF6H8iCPFni4zDVq8NFnN+8sP5kPDkgPPB
-8fKZDaJviwKcP6W9NepyjQqcDw7fSlVoPLI7vMjS/ja9Vg3in2vsDhJTr3Bm
-NKk7LLm1/LFhMxfcfxD9vHD/o4cPmB8j7uB9gt12dqqhw3pQvMdJw/ngYN0v
-7ZAce8eNWcIAzj8Oig87HTj//NWwN/rR2hD+fGmHJ4kLr5nka8HNmw5yT7cm
-PJ0E3JKuSQzShKiXl4CIW2pC4uudMJx/nfe2WKoZP5zfIl7LmtnGDdcfDXK/
-DSfcfFB2ONPD4zAVxPfWdQAHl7Ggg21lxArTWAO4/8H+4TB0YACBBBFI+nMx
-hIanKNz/6OEDACxYkYw=
-            "]]}, {
-           Thickness[0.10050251256281406`]}, StripOnInput -> False]}, {
-        ImageSize -> {9.946699875466999, 21.12078704856787}, BaselinePosition -> 
-         Scaled[0.31887090512778543`], ImageSize -> {10., 22.}, 
-         PlotRange -> {{0., 9.950000000000001}, {0., 21.12}}, AspectRatio -> 
-         Automatic}], TraditionalForm], None}},
+       StyleBox["\"\[Theta]\"", FontSize -> 18, StripOnInput -> False], 
+       TraditionalForm], None}},
    FrameStyle->Directive[
      GrayLevel[0], 
      Thickness[Large]],
@@ -10026,7 +8606,7 @@ hIanKNz/6OEDACxYkYw=
          FractionBox["\[Pi]", "2"], TraditionalForm]}, {
         NCache[Pi, 3.141592653589793], 
         FormBox["\[Pi]", TraditionalForm]}}, {}}},
-   GridLines->{Automatic, Automatic},
+   GridLines->{{}, Automatic},
    GridLinesStyle->Directive[
      GrayLevel[0.5, 0.4]],
    ImagePadding->All,
@@ -10069,123 +8649,123 @@ hIanKNz/6OEDACxYkYw=
            AbsoluteThickness[1.6], 
            Thickness[Large]], 
           Line[CompressedData["
-1:eJwV13k8VF8UAHBmDEObvSSJkORXSkjovBSFIpSSQrJHdrIkIkuL7CFLkbUQ
-spRIi5I22VPCGDPjJS2Ylfyuv+bz/czn89659557zjsKTj5WLgQ+Pr7j/Hx8
-S7/EZyIfx7X89pi/21Fbbh2+R3myVW99mgWE0Q8oqIvZAvfhNucvqQ5g+pdn
-9FvUAyYk3dkNqT7w4PNDxTbRUBgyjn1RnHoJzDGGnoNoIvQ5pG7KS70Jj1KP
-xy9blQ1WXjJDWakF8GChqr9PuBxS/p6qy0ytBkO9MO/1c02g124qYhjQBvW7
-Q0wUi96Cb5j5mTrfDugKKk1pudMN3k0uSYSNXbBDJ2BrFGUAehkmwqVOvdB4
-PWJP5L9vcHUbk6/BdhBmcbWrymmjEBZisoXmOQiEKY+c8Nuj4PEs95h0xCC0
-8J/59a5oFA5a7KsIzh+ES7/3u9s9GgUhn2RrnfFBELUayNXqG4XYKrWSJq8v
-ELBw89SA1BhE/udg1nxpCMJeK73tSR0Dvy0dGW3F30B5SOz+SDgFqC7UqDsN
-30DJSoxy/zIFbO7weUW9+QbHnBw7/RMpsFtK1xCb/Ab3Mycf/c6kAGGxfPqZ
-+jBcfZW4rrKGAqnd1w48qxuG/NCk25tpFKgNteC0PP8O96pXuxqYjQP37Lmq
-4fOjoHO0otVAkAqOYjMXngaPAtO5utVlGRXaW8P23Y4chZqjWjcTRamQLHN1
-8EQSWved2vJXa6mw6VMZobdyFLZuDpsnb6PC0d00m86pUSj69Xz0nQ0VqkTP
-LDZ4joEG09bCpIgKTi02R5JdKXC1vc0mX2MCdjSsEZfxoUAkM9deWWsCCNVD
-PXdDKJDCe6tQpjsBhXfsj9clUKDS2It2x3ACKDGu9v0VFCj2iHnmcHQCnEyD
-vdb9ooDbcPg5qRDkgYyEspBx8Ok43x78eALO/ulta0uggmrUeEv7Dho4hiUf
-b0qmQq2Cqf4abRqcIh6ars6iwqBFXr2bLg1spF7KFpRR4eLKlqIFoMFB3Zrg
-ix1UsDD60EQ6TIOt0TfUd5MnYPWj83KJrjRgixpn1cVPAO+/3hifWzS4rtHo
-UxJHg+X/nK0t/tCgc8cALSiJBq3bA9QZMzQga7FOG2XSwOzez7ZIJg1idXUO
-UYtp0LizW7mYR4Nww0ZVxXYa3NMZVBwg0cHzaONYHpEOHxmzhG4ZOhy40Gid
-EUUHt8/pM5oYHQhtjTqxYQx4kmVI2RxPh4oV4iULlxlwemThvl8iHazsvCRD
-rjGAtiAV0niNDkXMDX88chnQzr9vnUEyHfb/d7XCopUB3wa9pzWy6RCXc0pO
-ljAJI80uIi0VdBAJ4ifWJk7CLuUHIaHv6SCmZvZxJAuH+zJjrSuXoecKFYh1
-3MGB21W57d1yFMfE36MPy3AISuXzjlvJAOe7OV+jmnAgOe8/yhFjQNManKEw
-iMM39g7Bz2sYYC+USHRe/QMklvOFmqgw4AH19S5Gxg/4MXbT0BNjwMECw6Lf
-qVMgWbTe+4UfA1b/em98qXEakjX2h6t3MyDnzRN+osdvaOzOu/dYZRL05fYu
-bnD+A+I/1KckfSZhy6go9WLgX7hIqOz0b5yEyjJx93r/GZj9NPSXMzsJsX3P
-9hJDZmDaIiqWOTcJpwjespbhM5DdG5f5lzkJIqfefJyKmYEvpUq7J9mT4Loq
-QkspYwa+PrkW2DU/CRuCJwhpjTOgEcSyixPAIX1fU57v/AykvGOK3ZDAIeL7
-6Z4tcbMg4yosO70Nh9kDBnkuV2dh4w2RKy81cPCqWedWkDQLpIW7tlnbcbCL
-/coVvzULKn4UDNPEYbearSK3dBYm5bt4Cdo4cIKO+nW8nYUhq8xXC/o4BK8w
-W+WyYg40Fx0r/UxwmA5W+5IvNgeJVdVZmqY4uI4KFw1KzcFc/dqxWWSbug7t
-Q+vnwHx9bnzQIRy0bI3tNbfNwYD2Q3kfCxTfvb2V/JZzoF78RH7fMRz89HeZ
-5afPwdNQ3yvnHHHgO59+6WbWHETbqjYuP4NDUsHvuqjcOUhwHrSoRK4glK87
-e28O0uK/PppywoHSITO96dEcfGhJ3e/sgsPRY7zkmp45WJTJ2KntiYP2+db+
-V+JMsG77qHE2AIdXBWuXNUgzYZfRSOlvZKvPwVC6lgn+b5UjLgbicH7ntrJE
-RSb0pavrZQThUMotCDXfwQQtN+llLSE4rImPXjdoyYRTefTan+EoLwv2O/1I
-ZsK+PdVan2Nw2MMySN2egZ438pBhHYtDtLnOi5BsJrwOWNXdh0xe2KwoUMiE
-4ynZxgNXcJA6uYqyro4J66XmKrvicdCQHDpj3seEYafhbXnXcAg415OS/oUJ
-PWJ/FSWu49Dw4v3zoWEmrDHyPZCAbOD3TMGNxoTLEREbfW/gYPrx3tglFoo/
-p15e+yYOLgk+Z2pkWFB/wWQyJxWHshH3FJYcC2S0GrqIaThMaTs9N1BkQb+9
-2MQ5ZP+JowqdaizY5XwlTTcdhyjD3WMUPRYcNlTge5eBQ868wBlJexbQ1ZtH
-2tE97fLNcQwpZMHfZ5qia/NxUEsW5QWWsOCt9ticE3JMdVyGfwULzpVKy91H
-1p727/SuZcEe38BtugU45J0z2+n8ggWBdTcdDqF77uk6L2RJYcFHpf3vzAvR
-eV3xLzSnseCMG6vhGrJcMUP/EM4CScKnsTfIXeO9fgf+smB+zZlZgyIcdM5U
-fjUgsKEh54ywwj0cBE7ZV6spskFX6EX/i2Ic7MN7TVRV2GCCexXPIDfmmFKV
-1djAB0Y1G0vQ+79oyyjsYENm/qqoaOTPNqtiVhuyodJAjqVZitYXfEVOypgN
-P+8bPrBHjs3gNYqbsiGo8GVeAvKuXvrUCis27IoO0RpCzrdssxFwYgOTJKsV
-iOoW21f7D78rG6glNzqzkK2SH1xb9GBD/s/i20+RSZ+y2rh+bJD9Evibvxzd
-30N+an+i2fBvxMkpBvn1Ofqr6StsELTs776LLH/ttMNUIhuUnh+LfIbc/dYk
-nZ7CBn6dnXFsZN0Div+G77KhMb78+JkKHHYWdSa8KWZDunKSSijy1kV/iZpy
-NlT5V+skIys2vlSNrWHDYYGgDU+R10l41XnXs+FGOx+7C1naR3LP8cdsyN6W
-JTaBvGyTi7Xaczb0R7eILLuPg2DMiu8S7Www2qmNr0PmG6l3X+hA61FKXrYV
-eTZTMLKriw3V355LmCNP/60iP+llw93WeO4pZIb58bSiQTb4ii7beA55WLCs
-LHiUDXMv1XSvIA86HdF0pLKBdLNJJQW5u5XdYsJgw8Nc2rFc5Pdr7x7UnGLD
-VEXV6xLk18EmPet+s2F8TCT0IXJb95/TgrPIPXNej5GfbM1h/GKx4dJFz8Ln
-yI+uGgZ84bEh0shZ5i1yNQ1feLHIhsn5758/IVcYpiU8IHJgxUj/uz7ke/l6
-EplCHLieclDoK3I+dzzv0jIOYErbY0eQs2yuq3qs4oCPWJLhOHJq7c46KwkO
-3DI4bUhDvr5y2EB/NQfyWLkxDOQ4zysdyrIcqGGbCeLI0a//s14lzwFPZ4/O
-JUco9g+zFTlQ2jH7acnBkZHuFBUOFMtNSy/Zd0hl5p0aBwReHytYep6n9qeL
-9Vs5UJuk7rH0PufUEHLBDg4wqwICl+Kxn5ZPS9DmgG+H+vOleE+Ydsj57+aA
-ON3WYmk91iW+ZXZ7OLAhemF9P7I5QUbTyJADGiFrNbqQD9o/b9lqjP6XfHR5
-ab8Mn3gcXGPKAZkVH6VfIOtLi/fwm3MgPtpramm/tf2fnP5hyQExXhqxBlnj
-oxOj9xgHCrxNTpUiK8fVLZSe5oDThsDupfPdQLFLSDnDgSN2c7+Wzn/tHgGJ
-cBcOVMSuswhFXsk8qmruzYFzm0K7TyOTrRZqdfw4YDfVwlzKL0JVsYFCEAea
-td+cAmSWC9NqNoID/VGm03LIf5/nDw9HcWBIdkBmOfKU3AH3N7Ec6PY/HM9B
-+T3ad+tiznW0P6sVVLuR3xrplmG5HDCrLrgchnzhTeTWS3c4cO94c40jsqrJ
-q0ct9zjgEpzMb4wcd8ji+e5KDhxKrSSuRN5v7TK0s5UDHnFtaWnofs72VjgG
-vODAYZWaTn/kIpvftJrXHOj5x1S0RCacDJ/Z+okDFNJXnWXIbY4pyzePcsC+
-P3luqZ74UvpT3agciHlQp3sYWd55nUwJgwPvO34UKCFHupUqb/zDgcY0wZ4u
-VI/0z7fskSNwQWvrn/71yI3hk75iSly4/++1Twqqh64LW1kWqlyQxycpdsjS
-lwIvJqlzIWflyjBl5MDLi4nLtLiQHsqQbED1dUeiVBHJmAvchUm+D6j+VmXu
-7eO4cUHm0Mrez3dRfq2Jt9vlxYXw9Wuzk5BX5LwfC/blwljFnVhTZK+849Mz
-F7iQffrTp2eo/qvd8xaaTuRCk8F9vTuoPxTXZOtS7nOhrOZ76q48lM88O7XB
-ai4smLKxn7kof4zWy36s40KFwN6dd5GfDhbOP27mgnfAsh+CyD2L95+lvOOC
-faZZ/tscHPjNW432/uBCq9qCoTrqX6dxiuUdNR5kKqT2uaH+qLiz2DBzKw/4
-SsmxJGTGRTfN6zt4oPnqzcXCFLR+sSnJC7t5EKY0bz2UjMO1XXMDFqY80HY8
-kbIX9dvHcUL2ix486NAdj55G/Vtqo7qnfTkPFL0+f3uJ+n9y6jWb8koe/Ge3
-xWgvsgjhh+FsDQ94lkqUFvT9wDdWLnv1CQ/cJPc3P7qM8jF/04f6dzxQeZgw
-kxWF+uHajRorpnlQcevfG70IFI/4WmbzjnmQDdUI+umPw6/oUIqgzjyU6MWu
-s0L2/DP40VJvHmp73xAb/HBw7LpVSt83D6MphWnhvjgcSpKylTg2Dx4bbF4u
-eOOwUUTsqWfIPJh9sn783R3VV37yZZmn85BECmuXskf1ujLb/kjbPJTrG/q5
-nsZB+OQWvfhX8xAYvMO34RQOWK357Oz7edhVs97jqB3KB6cM167hecDZ+lYJ
-J9B+vVQ0i1+chze/WSe7rNB9uGIgOWe4AHWvI2WpxjjUkwNKut4ugNi2lKDt
-/+GgLiXq6dT+DzyrjewPsCbhVxJTUrN/EcJmzg8b1k/Cxvj4bT6efNjde5L8
-GX6TQDn5dciQzofpyvYTv2yehIMTPZz68/xYUZumglgfAy74u7hL/+THXip2
-eUtcZECC2bTb7l/8mLG+eeLFcAbcUgpxs//Dj9mMrG2ihTKgoT/BtWSOH1O4
-vM+kIZgBM7sfOGv/48dyVB8vN/VlwHnijKPNKgJWmN9RYniWAWfTo2wztxMw
-3aqrYl4HGWDecNtUOpiAbRoV8tZexQD3GadFqQsErPmCNit4BQNiNNQeSYUR
-MDfVqIMNaN5pqmiSk4okYA/9VutuJzNAsaDvt0QcAatMf79+DT8DmPGrboll
-ErDLnJe2ZX/pkG8bM768gYB9/hgh3d5Lh+l5zwgik4DRmtb8vphOB9sTZps5
-LAI2+IJgcy6VDq/qtvRPcwhY3z9VseNoPsv2nNo2tEDAXhrnRW6+jua1Qe/x
-hyQi5kPgcR7H0OF2na+pvRQREwpPvx7vT4eDnsFrHu8kYhPMyvJ2czrcHYh+
-dD6AiHGptNHD/HSgtWuMJAURsQo96RPx/2ig/mhEuDqEiEl/36XeiubPhmQD
-h1/hRGz/yM/vG9F8+t6EI+wbS8Q8EqalP+Fo3m32dfDLIGJnJZwlC3toYH7H
-QSSwkYjp7AnYrFREA667gWMoj4hZf9I4ObGLBqbNaljQAhGjrhAJydaiwe0V
-azb4LRKxuyG5GaZoHtev/TviThTAbnLsPhRtoUEkr9ThxDIBjOlxdHj7ehoQ
-k8QddGQFsPqnKzWeENBcXUc/PbdbANN3m9X0eDsBcgspdn5hAljDHr+2qkMT
-cJBy+PGtCAEsyveguvbBCQh8I7y6NVIA8641sHy8bwI6U6K7RWIEMBfpnse1
-uycgWMXP5N41AUzVVrfST3UCuiyO6AzkCmCiYxIOcsQJuFy4UsLgmQDGGfjq
-JF1PBdqBa51kARLmt66gZ1KECk5mjhuUBUmYi6+5ihOJCsPmWsF7ySTM+LNr
-Sd/iOPQeG1EIW07CVGgqylWz4/DirGboD0kSxmCNflH6Pg55l75u+qhMwjoP
-VYhvejgORxu3XEk7QMLMab4knyPj8FLlPay/RsIUJZRX3o6mgGnSiKn0DRKW
-dMl3wTCcAl1zf4+tvEnC7DLtD9ECKfD9lYzXv1QStlbWQ0DenQJsJ7es7zkk
-bAWN9vSEOQXUCwh/8itImHVO+okpGQpkrtYtlO8kYbWrJffeqBwDT3KJgIKw
-INZPnw+8+noUGu8oGbxMEcRExs+N75cfho96+u1WYkJYYGG3QP7pQWB73rZ2
-TBLCbtamD6Rs6YGOIwXHVkiTsV2ZN1ycxTvBSVe/tDSdjPnotEa+GG8Gj58f
-5r5lkrFsHUstx6Bm8L3rsF88m4wp7VH88EuwGS4Jx4xF5JGxzgfESxObn0Du
-l7eyViVk7IvecsHtPk3QH3o8eb6RjBVvulwfynoEpk/8Qy2/kjHzt8zvzXwP
-wPK8QEfcMLIdhWeicB9OKGZKPx0hY1vkysideyvA7erjOhUqGfNezvfs7uUy
-iD3JN82bImPpv1ZiT4nF0Mq94VTyj4y9487XkMi50F4lX/OVTxi7PXXe4v2B
-HHjvVLMoShTGnr0uN74SnwVfO3tzw4WEsXTFAepnwQxg58gOHBEVxkRdTMq/
-C1+HRfNK5ThxYWyfUYn7q4QEECRCYLOkMFYZHOCeJ3QFJM85ianICGN33lwY
-dxSJAFn5WQc7WWFsu6ccfBMKAsWeK1XJcsJYg8W4bbaIF6jFr15olxfGlK3I
-xgMip2C7XrkZT0EYe6ib8sDVMnzP/6lVx2w=
+1:eJwV13k8VdsXAHDudblIMo898qK6lQYh4zrkSciUKRVSxhAqKooiQ3qFKBkr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            "]]}, 
-         "Charting`Private`Tag$6583489#1"], 
+         "Charting`Private`Tag$14372#1"], 
         Annotation[{
           Directive[
            Opacity[1.], 
@@ -10194,173 +8774,173 @@ xgMip2C7XrkZT0EYe6ib8sDVMnzP/6lVx2w=
            AbsoluteThickness[1.6], 
            Thickness[Large]], 
           Line[CompressedData["
-1:eJwd2Xk4VN8bAPBZKCoVIRJKKSEhspTeSyohshOlJCRlSULWKES2kJ2Qrehr
-L2VJFFIpO8k+cyf7PmP9Hb+/5vk8c8+ds77nfZ/Zb2Gve5NEIBBmiQTCxie5
-asuPIVnH01PCyt5diQ9PC9MqTwo81wblP/8qtPRNYOm/Y5Zdkeaw5UluGof+
-LRjhtKGXRtrDjtvt3kN6btB9zr/mVaQ3dNzriA/QC4I288jDSZFhkMl63FZN
-Nw507Xi7YyNTYPcMR5vlxRyImDEriol8C8o3Ln+YUXgPJ+vUt6jcq4bIB85n
-H001gIO71vUih3pQdNkvJNv/G+68uxlKOtAM9+sLGUnQCa34BdYsi1bgaVFf
-N/DthafHFgilJp2geK6T2kftB/cHF8Qotp0gsaPpdPBUP9yqSjTg9uiEXuOo
-XklGP6hpn8l1Se4E9+9K07ZbBmCzfbie3FAnmAXfsokXHwD/fNHMd3Zd8FK+
-8wbFfgC8jpprfPDuhs8VabzSMwPgKFYfXf3qD3j4CRzIHBmE4ZvDPqmlf6BX
-8JFmzdggGKYS7Hy+/oFz1ctMXbODoMiloILR/sAtwY+HFohDQFrPmagS7wVp
-c8nzk/xDEPk7+HxVUS/cGO3p6NUfgkI3bUbFp7+Q9uv+TFHlECzduJ3fe7cf
-0rJudIY+GoZr7LOuH136YQy48LmAYairdD+T4NUPLTl7Ag2fDUM479NO49B+
-6J3c5b0tdhgO/8wmteb1w/nsMaczecOgr0gxbBzrh7KHN7/9bR+G/J3X10tt
-B0Bni5xv+6ER4KzEG6KdBsDnxP6cArERcLvtEOXsPgCMz4bRgZIjoPrF+4j0
-0wHI6iv8dERxBHoeJuvl5QzAfdKmRIWLI8BC7clKxwdA6Z3IWLjTCFhUGF4K
-txqE6fYpslj5CEiX8nDw2g8CPa6xpa9yBEhvu1tePhiE17mCU2GfRyAt9apR
-UeAgBPBc5RlsGoFBP6ur7bmDECTx/K5WH3qfuovd3slBUG9runeBTAGLjujA
-7Adonm4HGPScp4B0s5G6lM8QiNo316xpUIDUwLutPHAIBLR0fvFfokBaeVLY
-t7ghqCIx9WoZU2Aw6VXMxIchUGOrXvGwQe+zLMmQIQxDTEvBj62BFLgx3Vpd
-HTgMpB13AjbXUuCae7jRu/BheCF37oT1VwqYkTUn3qJ5Vm6as/zcSAFDrs98
-Kdlo3u+rajj+ooCaQoGLZ/0w0OYmPdP/UkDC95m4IssI+I/Yht2gU4C+81xs
-UcAIuDMr771xhApzccRjr8NGIDtC8IaROBWmhSrq0l6MAI+ioYvaMSr8k5GZ
-jcgagYzGe1v3y1LRvhbScvg6AjlyHDJvMCrUpK6Rj26mAB+rQ6K4ERVCJMvs
-M59Q4AHpSjnFlwqN0h2U+6EU4NGL1bLzpwKL7OKVszEU2P7IkXfyCRX8FeQ0
-h19R4BiZx2wsmAoPVcpEhOooQPQcaa2LpoKtftlAEpkK/Pv0IhayqXDetUwv
-2ocKv752spl/R+3dOxotA6ng9EioO+wn6o/HorJMOBVatMyEK39R4bSvnGRL
-ChWCkiOUd7VT4cTTsm3sVVRoS3j0M+UvFQ4mltWFrFLh5a+m46qTVCBVl8n5
-u+PwM7E9smE7DrlsHJmrj3Ao61vI7NiJg66pHeeDYBwuB73gG+LAIX1h3/St
-RByCAyykZrhxUD36NFe7Eod8q31m0wI4PIk34+cj0eCU5CcOFwkcttwnkguD
-aODsyTz+WgOHwhpTR7FIGrwrstG/fRG9d2dpX0Y8DfKjrZxEtHF4/dr244vX
-NPhyO+1Pgi4OmoMt9z2/06C0/m+htQkOodqZuBr7P+ACUna0FQ7soho/+mL/
-wctTOi5m3jhQNqew16f+A7rLnH6lDw7lIzP6/2X/A/YGXg8BNC7Ll/E9Pu/+
-gWZy0+sufxze8fzD93f+A7XnH7+efIrD1c1BZMvdo3Bhbeur/6JweDP8RR6P
-HoWClKGLttk4+Nbs8WhOGoXasB8LsTk4ikd3q969GoV8HD/4JRcHghn3uaCS
-UYjaPLp7bx4Oei039UTbRsGzPiq4tACHpU9Md+04xyDUKUY+qxwHtRSV9KnI
-MSg1+t3t9w2HgPrm3kcJY5DAL6aU2ITDl+mrPFwZY2DAn3Og6DsOZ1UfPlMo
-GYM7zvaP//zEQYVW9OBRxxgEJxxv52/F4dRxYU3OvePgkJPtYvYHB8mvm+fl
-Xo0D1YU1qWMUB/up6GONeePQb8R3u3YMrRvvQVuz0nEYo9xZeTuOw1E7rM/n
-6zjYJ8g4+E3iIMru1tBAGwdvN5effLM4HDT9l2QqMQE/B6rWdy3hsHuy6Zx3
-2QQQCy4aSWymQWxE1XVa1QTI7nmqM4vMI1PooVc/AQYVhdplLMhuLwoPd03A
-kz2tV05tocEesoVA89IEqDorjyqy0UBg9+L8vtOT8OOrCOfWXTQ4BPtf1dRO
-wo0bv58SBWiQObCrWvz7JOjs2vYjB/mQ/6aemLZJaOkTVNERpMHhhtGdtymT
-YBW78ilpHw2ijphWsjJNgcYledWjB2gQUyQsWig8BRVjzraHRWgQ/7WcSL41
-BTdfVr8Ml6LBVP9/bpN2U3DQtTxttzQNzi9lTvc4TEGDgevOZOQ58ecDxa5T
-sHK4UjbnOA20Im9/sgqcgsim5Kp3sjQgXdnr25g1Bduv7QitUKDB7RlPQiRl
-Cq5YdVTfUKZBzVZnV69/U5B2TG2uC5lH2HbKdgL9fu/efG0VtO+NDPvPLEzB
-VEF7mcIZGuyrkKieZ56G/vJncixnadAa0OdtIjwNrcVm/mFq6JzxK6/vs5wG
-v4pXyxraNFAza3WysJkGI1MGXwWyfoI1Jd1uGgow1i9HL6H+8IZ+P3R/Go7b
-m5az6aDxc/UkiD+ZhmesNvL1ujSgs92Xl8+eBguNe6IihjQoXst21B6bhlNR
-xqmxZjQQ69857Ok8Az9Z2/Wv2KDxU/fVuLjOAEedKut/yA4Tkqn2HjOw64Pu
-A9It1H7lktl1/xmo9C72zUQ+xRvRqho1A5/qFE1GbWmgqctet7UYPe/DetXm
-Dg3satkz42ZnICTOY1TKiQZ52Rw2JU6z4JL1mJvjIQ3826qUyQ9mQSpXm98U
-2Yx0h0/n4Sxcazswko68xezrjzG/WfD/9OudjAcNrHZ4yB6MnoUC/JaLniea
-T5cR0vOyWfjyS97tsTfaH2feJTmszEJO7uWxj3408Ph7pUXsyRzYPZn65RuM
-1vu8UtLNp3MwMy5+7QOyXcFe65TQOfhzKKR8DtnUv2eJ48UcHFZfbLEKoYGi
-qInQUtYcOIicS1B7RgPGfX3H+oY5eMgcH0gKo4ELm8aOm2zzYNV0WfISioMT
-LqJdyezzIDvhYOaHbNXPmt7JNQ/TI2yGpciGRfUnNAXm4Uj4dAHfcxrImpy7
-evzYPPi6DW0bRp7LUM4j6swDy4EE3dvRNHA8Ja+RHDUPCtdDRPRjaUC4G+Ud
-FjsPT98cYPVCDk2ZKvJJnIejUxMVWci5pJy9NzLmQT+JJ2MJebCed+Jw8Tyw
-zzpZJMeh/WOwHF7QMg8VRqkZvShOn7hb2V7LsQCabWwHTibRoDZlz9ZS7gXY
-MmjmZ46s+8sFsvYsQB2HaZkf8l2ZY9lBQgswwHsx/hty1lKKm5b0AhxNN9Mw
-SUb7P8B3b6fOAnQZhunbpdBgKUXVYjR8AfKiRn87vKTB6UWlSKnoBXjp0ykV
-ieyrJVfzIG4BGrUyTYuQWVaPCDGlLUBC+ccd88hcl3cM7i1aAKuYD/T7aTSQ
-5Oy+rtW2AHqae+rupNPg3u2WiKiuBThTb/g9GLm0pulTd+8CJI80p+QgKzlW
-7bemLADNTj99GFn9R8aA9+ICKO+8f8A4gwY3A+2vF/AuAt/A6prMKxpk99lE
-LPIvAqVUOlMbeeyExScloUWQervGbYvsNKK/v1F0ERxLpQ2SkX1UFAcGTy6C
-BteoClMmOn8rTNc5ry7C3x+F3XXIzQ7x1x6kLULrgGSpYDYNRMN3LjtnLsJA
-RLWENLLf2yfRTrmL0BP4y0UV+cSEU+OdwkWQlbp83wY56baGjGXNIviHKYnl
-I9tarWzWGVwEzW/SzpI5aL0eO6VpURZhmBE0AMj8r/BTmv8Woe/SHL82cvNQ
-q+P5mUUIWsHJd5Dlruf1KJHoQHNL98tEZjK7+lZUiA5vfvBf3JlLg6sPWy+I
-HKLDxMvv2XuRy+LVh4VF6cB9RbpFBNm26wTvfmk6fLZljsKQfxnu8NutQofe
-/Sp1d5BFXR7zc52jg8M0S4wrsn/0chmHOh0WDc1k/ZDlW6ljbLp0OCMW0/cC
-OVmn2pDJgg47L3QMVCLTHU5ME63ooBbmd6geWTf8TfD6LTqQmeIUfiEz/4yt
-XnKkQ6jaZOMgsp2mo+i0Lx3mXf/Ekf+fZ1BrJx7Tof6vpc5WZMHgK+ZjQXRo
-lpbv4ED+3XAhihqB+sdTeHE/ssJ5obXel3QIL4sdOYksk94Y+PUVHTZtT55S
-RpZYd9pVkEMHvUt1384jC5V9FvEvoMNzC/sZXeS9u+yK7pTQ4Zv6uJIxMrc9
-52mj93Rw1fYzuYK89TDKFz7RQe7TBMEaeZMf299ddXTwG60KuY1M6CuxWa2n
-Q9ebVNweeS5mk1dzMxqPXtBOV+SJmXyW8lY6pCY9+/MQGdcyep7eSYcT5+Jd
-vZF7N2Vnu/Sj9bD4su8JcqfFpePXhulQODgoHrQx3kp6xQWcDs+6iKwhyE17
-XqodH6PDYZJQSejGfLlcaNk7RQcPcRWpCOTq39NXNs3RoULpuudz5HKJeHxy
-kQ7mkl5x0cjFT1XudS3TYR9n7OONvO4t5d9qzTodGGz5ynHIuSrPA9+QGQDG
-Vd/jkTOST+6K2cyAWJVvRxKRk5eGkry3MmBd6pdBEnKsYYjIrR0M+J3arJOM
-HFkoU6S7iwGNAg38Kcgh23uVTu1mAJNO+fsNP7F9XC/MhzyTLpyK7PvlqN4O
-QQa8/fX4+oY9hNp76UIMMGgzv7NhFy8vm8FDDHizKHVhww7dh2a/iTKgQ21l
-buN9tid+epZIMODyRKXDhi0jH7CkSDPgyAH3jxv9uToh+DzwBAOey0l0bvTX
-WL2e30mRAfoRPZ83xqOX6ZBtepoBvq8feScga5F4j59VYUAU98GtG+NXu/qp
-QuIcA0xdq61ikVXKb6nxqDOAOcQ4Mgb5FDdHC1ELjUdo/FkU8gmn8iujOgw4
-vM/bJBJZ8ocF3mrAABffHfNhyMJPilazrjBAoPZY4lPkfYOmgRHXGfCRuSYr
-AHnPaaZdD28ygO22kZ8/8vYFfRGtOwzYph6R64nMortaKOfIAP7v8gtuyKT8
-V0r77zMg4gmN3QV58eaC7pwHAwJi7ry/gzzzKbm314cBl5JVz95CHuM/b/PV
-nwGLp8VfWiL3t73wjA9hQHGkbMNl5IazCtlYIgPmiPbdqsiuX70kvFMZ4HU+
-4sZpZJELtcUVGQyQ9DMvlttYT03tT4p5DLj4hS3vCLKq3s1umUoGTC3xLG/Z
-OA+tudfu1TBgOZdYQ0JON5yiFHzZWM/iS0vo/JMuP5yV+InWuy6kDkeuvhax
-7Ug/Aw6+9WH7jOww2B5pPcyAIqLSrvfIgpZ7eTNxBvRZ0/rzkb2ss4QPTDMg
-cP/h1jjkU3crTvOTlqDid9OejXhW9pDmwH5wCT641x9lRbZalVjUFlmCtheH
-S5ZR/OT2dvYMFV+CruVWpglk50frQVtll+C1s+zqL2TpIK505nNLcE38h+4L
-5PwY5TaG9RJM3nz7YjfyVZ4AU3m7JajsP5e1CZktvmnAxWEJfm1K855H8d4u
-yWhi1nUJNj/6/PT3xv2RcWfzRNAS7I+J3foU+VVBnMLg6yUodpmunMhC+3nZ
-VLTz7RJs/dD9sQdZ8qwA34+iJRQX9wXXI3/sTFt5/2EJgjP/xr5Ebll/XRXx
-bQnq8EU3HWSiVuVZ5dElMM6+YJKN7q8r/wZ1UkWX4bLg48/S6L4TknmlEiOx
-DFHfV3p4kXFP6+Mh0stw7dX3OgKyM/sYp6viMjj8TWD7ge7XYPn5Dm31ZeDH
-ft+1Qn7/ZPPV9VvLcFYL9wpF9zHXAXHbqzmovcqzHR/RfR8eGWyYk7cMBX0z
-P+KRt5BGVeYKkJuqjd2QCQM5fE/Ll8GjtOKbLPJY8uHvJd+WIbtZR/JNKroP
-9xyQZJtYhg769ZVQlH84c+xZ+CC9AtzzMv3iKF+Z9HUb3CS3Ah69zWtMyLbT
-nT90Tq6AJdcM/ieRBteaX2RRz6zAr7MDgiHImqFcJrsMVuBBhwwvnkCDA1vY
-P9o+WIGIJjWIQfnTbyLLI96PK1Bqccnz2wsUr/Pirl6qXoFH+yemkpBZL4ud
-DKhdAcPaQGkHZKxQa26uaQWuCZQLciLnW0RbNfeugFbGoTSTGDRfn4U0AtZX
-wJZT6nxPFDoPj5U451VW4UzPEeb3ETQoYbmX2dywCif27pv585QGFA/f8crv
-q6CNT73NROaZDpPJ+7UKPjLRmAOyR9ebmqCuVTjpztNNQlbNpfxVoa3Cs+dy
-Y8Kojv+tcXl3Ccsa/Bzm87wRgOqlUOXAuPNrED83WfUB5c/iXDttLerWYE6t
-aqAb5eO73n5486phDdTqbqxEIi+pWU/i39eg9L5TlzpyvUels337GuwrGe16
-747i6bCdtwd1DbKuT45HuaF8pqghKoZ1HXQ5i8XhAYpPun5VjRfXgWmIetQC
-1QeToQucx9vXoZclMr7ZGq3vlEDN0W70vVERwRP5n+55e5G/6yD+s1fgCPIw
-d2wDP2Ud9Gp++/pY0aA7WcGLZWEdov3edIjdpIGFUeXsxBYC9qai7razBQ0u
-WhOv1IoSMA3HcY1GVP9oxkYXfRInYAcbav/ZIas3HNlSJUHAqOncMjuQ1cR0
-y95LE7BPrgq1uqYofk+msb9VJGDJRQVNbSYon3mg+iVOnYDJV3Vu+4bqqwMB
-AcfsbQlYvndbwF1Unzm1y3hZ2BGwlJJzjzcjVwsPNhncJWAV/2oFU1E9d7X2
-lO0pJwKmo/7iSLMWyh+JMxms7gSM9/oBH7GLNODwMNuTEUTATL9PFfy4gOKd
-oxRzVzYBC52qfV+D6kud6r96TbkELCOuR1gLOXVHSFrVGwIWPuW8Z6MePZ1P
-gcz/CBjuYBA/jtHAfTTB/d47NF6+F/07AcX3m5um2OoJWAdT3gCcRPXC5Z5u
-FSoBq7FmXFRE9fA2JaOsazQCFqJ8cTkH1cuygi33vEYJ2NgZyzUe5MChxm3l
-kwTs4z0X4rwkDY7ZlZ+WohOwpeLNfzIk0P7zjEsTZCViN6OPDA8eQec91ch2
-RZSIFYedmvqJ6vvTj1pO7DlKxPrT/ThFkG0stcnyx4jYp9t7bLwFULwSOZ94
-7zgRm6uZeSHGj9az4MSPfyeJ2N/UrfNue9D5qeGS7tIkYivNXc7jnGi9RloY
-JXdR+2nR18KsNPAUC3341oGI3Zv8qnSXhQaFjmqr2U5E7NdegdmSzTTgW/tI
-SHQhYlSJ6WqVTej8cmdufuRFxM4c/1SnQ0b1pJorl1YoESvg+KOnuopD/+u9
-UpQ8ImbJtfOE0xQOXDPthX1vidhSbHFM4iQO6vIRMl0FRCzjoNxk3QQORbXM
-8k0lRMwgiO8R1zgOT3onThdWELELBxc2ZdNwEN/xSdPrOxG77PdPNW4QB1en
-mzbc40SsfH5oU1oLDoEaE9aKk0TsZLmF+/PfOLw4+MD66jQRU7qk6uX3C4fS
-9kCrzHkiJsy9LGH+E4dZxTeWJ9aIWE2N8RLTNxzukmevGe4gYS9Fwm+w1OBw
-I8rHJEaKhIkMBzj25ePgdIfVpPw4CaPjoS3JeTg8Ohdp/FeWhFHk8n3M3uCQ
-Sk83OqRIwr7Wbi/6nYPDX7OvBqUqJOxAQb9cbgYOxsLbddv1SJi3N/87cjwO
-WqUJ6twuJEzhAj+u7YeDzazFOpcrCSM2quuN++LgJylazOVOwt7Z/1kL9MHh
-Xe47fi4vEqb3jbTjgycOQiltU7uekLA+rrkuVlccFgJ2vGCPIWG2X/k1Ltnh
-kGziN7StlISFcnINOOqh9jHqsdvekbDrRz5ebNHBoaWF/eK2chJmFShVJn0J
-Bxat1NKtlSRsYeLrg1FNNF6ViqAtX0jYK6mjTqrncDgntniMpZ2E1YyXm0XK
-4zCxYutBXiBhsrbWpqF8OJgYaxxhLJKwY/Pd4cW8ONQWibVPMEiYgdDOyM7d
-OMTZjh3rXiVhPNlsk7ycOKh23hn6j5mMjQdrtftuwyGhyEH9KhcZUxtWtR9e
-oYKarQvPexkyZv2zWmekhwpFdYZ1+SfIWFNs74fqLioI7JdzypAnYys3e3Pj
-Oqgw27H4LewUGTtD8d2u2kKF5LNu3laqZCwqXzjPvZEKc/s8KLv0yRhvUZDm
-nXdUeNnhW3z3HhkbsO4+YBxJBUqdZF/ofTLGMtuzKzeMCuLFfaxvH5AxK6HY
-GnoIFUrDlcwnH5Kxz3f9L4UEUKHpAoPVwR/53VJPsAcV6B8czB2jyRhPlbDg
-v5tU0Eo13+JcRsba796r2n6CClGh22Wj3pOxPX+mWmekqdDlUWFe/IGMzbRw
-a7Qco4KlCV/JXBUZmxNIuRh0hApuHB3m9+vJWC2fv0nDXipk+GuVuHSRsaXB
-1pUYEhWWbJSuuS2TMRu5yS363yig/kEUu79KxsS+lPUuf6VAAhvPPsd1Mpb9
-tE0utZYCpwpn+mzITJimb6Xr3woKeC1nmRtvZcL+ZImNSf5HAXIoh7kcHxNm
-bDIeKRZFgW1F1CvzikyYwJJKm7UJBcyY25SmTzFh224S+BMNKJBnVMM/fpoJ
-40gnpDfpUEBrJbF3WIUJO9w7ck1InQLhZ3WvtKozYbM7z1ulKlKAs/OjWdFl
-JuxA6oXXw3sowL8aYerozoS5/4la8+ocAbXBi+9feDBhpPchM90tI+D8lXV3
-pRcTxlovJi79cwQaI3x/b/Fjwn6ept78XTcCLoccL2QEM2EZ8n65XYUj0Kx9
-Sa4jkQmbYDqoQAwZgUdp23cpVTFhpcUwmaY4ApTzwY0sTMxYmm2pf17gMFho
-XNsnvIkZszlLtRx6NAy9WrIuyizMWFhOggin5zC0GvTtd9/GjAmLGehZOQ5D
-zY3jbqOczFjkRQmm7ybDkOTdc/iHMDN2bOG5dtqRYdAvE3v8/Dwz9tby0MHr
-dUPw+VATCAQzYwpSZgn9Y4OgHtqnzv2MGVvPDuhVogxC8/yMwfYwZmyWy/x6
-TN8g/K3ltVuLZMY2xeqIKfweBLqFdezfePT7cpUlZ8sGQTyFNJ2cy4wJ5QTw
-ufsMQsxuhTTBRtR/E5tozR2DYMuSybSfdRMmwKF5KkBgAMpSDyp9jtiEPQxz
-sjZ/1Qs/Tp6q02XfjNU4MPy/VHUC3TZB71roZizoY2rSOfsWqL+UYsDGzYLJ
-82c/DrjRCBYKp7KyolgwnxSjO8+Of4Rb49/n/8SwYO9r+nq6Pn8Ah5fmqhxx
-LJicHIPEq/8BvFn9BjySWLBenUFNB+dySOxq4NPNRM9/fhgRWPwO2t2MwlfK
-WLBjr68cDJUuAfVyJzedHhZsSGXRpU7rDejcZap/0suCpVwNU+m2ew3GQjHc
-H/tYsLfBm7oGnuaC9dP3RYeGWTC3el6eb1+ywf8yYWJ5DPU3/VwF++lXULn0
-zCJzjQXLF/eOTDJIhLp8wYIeAivGwnLK4kl4PDRZFKzvJLNiOwxuXbf4Fgs9
-ja2JDzezYpKJJUaLWDTQ4/k6Lu1kxepYcrguG4XAulae8BMOVox2PNU1tCkQ
-NpHB+QMnK6Zw7/dQqfJj4LxtwX6IlxU7rGSh22bkAXyCc+amfKi9zrneGeX7
-INTyOD+cnxU7K2iqsc3YDkQDdq/WCbKi/Stqpm5sBlInczSW97NiOeZ+dzb+
-H/8fMvC9BQ==
-           "]]}, "Charting`Private`Tag$6583489#2"], 
+1:eJwV2Hk4VF0YAPBZyFIqaylKik+yVFQS3ktFIbJEskUIUUhEspSyJCFr2ZK9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+           "]]}, "Charting`Private`Tag$14372#1"], 
         Annotation[{
           Directive[
            Opacity[1.], 
@@ -10369,214 +8949,213 @@ H/8fMvC9BQ==
            AbsoluteThickness[1.6], 
            Thickness[Large]], 
           Line[CompressedData["
-1:eJwV2Hc8lV0cAPA77ERmAxUZhWjY4XeSBpWWUSEjEklGKKHySlZCtozslMou
-SmhYpUmE7Ou55rXvJXmPf/h8P+fe5z7nPOf5jSNpe+WkPYVEIl3Ef1b+U9/y
-NPeruukyj/IJGvP66srQq/ZsfHAMxE5G+kdVnIGFF8p27dFWYG0x9d64whEG
-hS8yy6KvwOmqvyqyFdfh94HA2uzom9BI8ZBsfhUCLVbRcinR96FbpXMu9WUi
-nHRe/zshOg30p2SfLRY/hqgpi+K46OewkLxNJvjRK9jzwZBHz6MafPxMHNqt
-G8HVx8im2LUesh5rDepr/IDLL+0jKFu+ArUhw3ykog1+EgbcubY/YaxlE2+B
-7B8IVZ4jlZ1pg8NFQkMcx3rBx9tAgebUBoXjgjSe073g+PahiahvG1iFtUpy
-2/TCoWP78r1S26BASfnIjHsvcF6JPKXe3wYWH7qM78T1QuAz+ZyXzu3AzX8u
-PKqzF/y3Wx2uvPkbkvbqGhrZ9YGbQn1sdXYnqCLO4gO2/TBgP3ArvawTLrNr
-9RY59oNpOsn5Vl0nJBfed13v1g9aIpp6iN4JnXu6i1tu9gNl+fH4W8UuYC+K
-b+VJ6Yfo72EH3xZ3gfDwDppDaz8UXT/GelPzB/7LsvrK0B+AhfOXnnW59MC+
-rt4CB4FBsBaYvvbaqweS/iRZc68dhA9VPvuS/Xvg2HcR8xzxQYhcH9p2OqIH
-lCRtFb7LDYLclzzKz4IeuHrd1HRSZxCMtWimjaM9kF/P/GDkOAjP1tgslzn1
-ws5/3/giXg+CcBXREIvXZag9vCepZhCuX3KNuerTC+YyGpsyPw6C/seb23aF
-9gLdP4PI/joIHTdSTxU87oVoPaFvVwcGgWuoIzeT6IWalqltmqtoYPvG9Hjk
-hT5IMFyaszehwa6ydYLrr/TBY+W3bfvO0oDy/PePR959kJ9Buy9uRYOM9HNm
-xcF9EFF+KajqIg36/rtwrjW/D1Sq2D+/v4GvZ+jlLD7RB82//SI607F/xQbn
-effDN0fu7weH8PW/mhnuvNUPEUvDboEj+PoN63krgvvh+imS4usJfP2KlPtN
-if1grTg/L87E10/Jjhuv7IcEtm7lLK4hsLUrzVIhDcDDVV6KTVuH4Pzkz+rq
-4AHQ107cEm4/BNY+kWYvIwdgpGfzt6mLQ2BBPTL+PGEAUgR5/Uych8BU5J1Y
-Wt4AJLH2tfF5DMEhzUIvv/oBSLZcbDlxawiUbt9T1OLC69Z4pHpD0hAw1xxI
-KL47CBntHqJ1jUMwk0hWfnJ/ECRcXqUVfh6CSak3HzLiB+HPiOSlhK9DMKyi
-Mh2VOwhreIW+nW0dgq7TUkaudYPAcyJXtLh3CGrT/1G3c9IgkafoavH8EITv
-KL+SE0SDZs77FKokAY27ftE8I2igke5denkLAVyq85b742hw9am4cIsMAYGa
-6kcGsmkQFivZlShPwA298q1SH2ignNzSvribACfj8t4U6hB4PtCw3HKAgIPX
-yk/F4nmViKgn8l/E3/f51WgXjOehGz0i5ERAre/8XpXIISANBCqJOBOge1t9
-x4+0IbhU3xXB50qAWmg5r8DbIXjPs2Wu05sA6YflH8KXhsAmLmb/cBABlOpy
-9UAfAjje6ki2ZhCQv1owZymAANdWcnB6FgEnzZ2FvcMI+J2ZmeOQQ0Dm3OZJ
-x4cEdGx9KDr6mAD97aH5x6oI4JsV429+QUBQkoWEGIUOX7oyvjDfEKBElIXF
-8NCB8UyZHPmWgFZVgYXVQnRwlJsVla4hQO7bh1aSNB2E8zUW9N4TUM+pHEnb
-T4fgLfOj5o0E8HiSqUUhdHhv1T36t4WAolpzN4VoOtydW3p6/hcBZ9eUdWcl
-0cGlxMGvro2AJ0+cXsc/ocOgidDZoA4CjvT98PT7TIfcySvHensIiDiWQxwS
-GIaUje/v8Y0QICB/uLk7YRjkJhbNziwRQONME6hPH4bvDx87mvwjoGJwyvhF
-3jB4nZLXOLZMgN2jpI5bL4dBfMxIWJtMh5frhgnJtmG4VvCEfZGNDuc4Q6h2
-a0eA9Y/0nJ+XDrsHOw8c2TQCO7uTIglsrnc7QlXkRmBazPnE29V0KPJvW8Ou
-PgJeOhrXL/DTgX1ObmOO6QgMl448TBakw9OBjxpE7Ahc91Xhy1xHh9u1G3y/
-puBxteO9Z9fTcTx0efsyewS2z54vXbOBDiQL0QMhpSOQfbLpopcYHU79sD8l
-3zICqPCXmvxGOizUsLk4C4+Ct6EjqG7BzyntdKGx+Cic0mzY0Iyd5fd0Rlt6
-FErV5NfZ4+dipGl8Y7XKKPjVi96+J0OHRy8yg5+dGgWZotv69XJ0OJSml8mI
-HoXXIbtNhxTwc6n/2hWQPAoZ+fIJlxXp8HHy3DqRrFGobI5tnsTer3/jnmbp
-KOzdMSQ1s50OevRi74Bfo/Alc/WLHmU8P0G9IuGeUQg/qd9puoMO1Xu+juYQ
-o2B4iE+gCRsiRm2aWKNg3GmcWrCTDtq7ZY4Ii49BjqjaPfPddLhhURyUIz0G
-u7oT9tViV9zZW6OxfQysy6xF5VTooNlmqWapOwZRY4wNI9hqfnGbc6zHoOlx
-0ICFGh08c6TNNRzHoPnjvdoS7JIvRbGNbmMw/efGVx51/DylvvBMBODv15Xe
-KcTeUcc5q549BmOFswl0DTpcYcQqNxaMwZrv0Zq7NenwbL20k0XZGMS2HJC4
-gb3dGXXfqhuDr0Xu5exadJAXuN7QQB+D0LU81zn24PdCi5PNYmoMfn6Ov6qH
-nXc+Vnd8YQzWmq376IstV1ZYLMg7DhwhB66OYkubD6eYK42DQLyF7kttOpwP
-vNY2pjYOey/flx/CzijgELoF45B8ZM9NYR06SJK2BGcdHwcTL7lLTtjW2wpr
-1c6Mw+JfJscD7PSTsFRvMw6j1AvCFdgbs83dx9zHYXlC5h5Vlw6WzfSnN2+M
-g6PA8l8Z7Ifz3kMCgeNgKn9r6AD2BsMYC7XYcagI8FYNxD7jIRVfnzIOdvSL
-KenYCQ9ffDubMw5vYpjBldhrJz4duFmO77+kfXp0ZTzqrQ397Th81r8nQAU6
-rFMp8j1VPw7dgQoNa7ETWrPi33wdB7mYRnGFlfHr8UVy7eNgoH+TT2dlXCz0
-c1TvOGxbZ5l+FHt9lS+xSB+Hq/u8flpgJ1lfoV6YGgfZ/I6nTtgbqLYbvy6M
-w+aehwreK+PZxppa1Al4urX+ZAC22KGDxlmrJmCdl5N0OPbDYc0rfMITAI73
-M2Kwxe8phl4TnwCFE3u/JK+MK2/K7pOegOfyIU8fYUt8F6g+sn0CZtJctHOw
-U6+ydZSpTsA2Luatx9gb187PbtadACEHed8nK+Ov6GvCDkzAW2fuHU+xN1l0
-KswaTYC4Z3zqynj6v+YDVmYT8ORuS8PK9zc/qrFpsJqALWbvileun76vxHf3
-xQmQ3Gt1LgNbkpYTn+I6AZ1Hc5oeYmcEJxZxXp+AeuWYpVhsKYXwz263J8Bs
-35a5eyvjn/2JjpAJeBFxpDwQe4urG/VA9ASY13Du88HOErTb+CJpAlapHE52
-wZYuNdXckDkBJ4hVtTYr42YGxoFPJuBssM6rU9gyC3uujBdPQOWF7wH62LIg
-mV37fgKs3YgYKeycXqFqxc8TkB96sJd/ZTyQoyOuZQKGKz9w/sX7Qa5hZM0l
-Gl4v90/DX7HzLv1RaBmfgLyNW5+8wt7K9+0AzE/A550GRx9hx2wzr+JmY0A/
-m4fuZeyfPj+bdLkYsF1SP+oEtvCno+0evAyIs7j0WQU71gXNdAkzoIFXl5uJ
-93tcsYx8kQwDmpJV37lht7KlqQ9tY4DLFUrsUWxR03X7xZUYoDzObrUVO57J
-Yx2kxoAOH87+3/h9S9BhxJ49yACRnxx/dmO3RThm3j/MAIZ/VhYn9rqevhfv
-jzEguYzi/hu/v4kBLU1Kpxkg/E9hqx92Ul0FmerIgBIHYZVyHB8YPS+uTzgz
-wPYwGxGEfXAhZ7LDlQHn/Z2+mGDPKD7oLbnGgG/1B3UncXwxir5UcyGYAdIm
-ze82YlMsxW835uL1WJ7KMcHx6rSXIKvsCQPOmYdrrcd+fp/LLfM5A6TUu9Z2
-4nhnUTtj7VvOAJ1/AqVW2GVyn5FSHQM8nwSlnVOlw6UpP1I0jQEfYnSstHF8
-rV119Zr/MANQwajS7C48PxknhtM4Azal37cswP5oZtqzb44BruWdnWLYm98o
-Vc+yTwJfTvjdSRzPf97tvnlGZhI8XKoe31LC8Vxi7/Jmu0lQcqj4qrYN5xeL
-n+62F/HnAdm2bqWDcbIDLdN5Eqre/bbzxL60PuKzrOckbD+/710hzkdJIh3J
-ikGT8G6XEZ+0LB2Yqz01NPImQVZMU5ohheP5vzy3Y6OToDrdjHaI00GhZ82A
-39UpiL+wxi8Z5+OCPMGLpe7TMDAQp27CIMD3j+UPhaAZuGP9MezbVwJmDuqk
-2IfOwLT0udKz2M6F4g5pETPwS5cuPPCFAPPAjgXB+Bk4H+V2bb6ZAC35M1IL
-uTPAcNTv3/yZAJansVt9wwz4vmJr8W8gwGv1YX771bPgkn/vwqVaAty0NQ6n
-xszCYmBFgmwpASSXmJv3E2ahPLohob4E1y9pjOJbD2fhxr9bNCfsfMpj8fNZ
-s7C30c75RTEBffXrx+VKZkG/bL8iFBFgbLIYWfhjFuzF+z9deo7rQZeq1veC
-czBib7JAzSfgfdqGVWWic2DelG/5AtdzJ795Qe6GObjDc2+9JbaLinJeiNQc
-UPfuflieR0DuQtp1o11zoPUypMU1l4B1d2+Lt52Yg9tAOzuD68WFNH3bkcg5
-kOjoebI3Hdej8zrRO2Pn4N/InuzpNAJuG6nXeifOwStdLYEcbK6lbVJsGXNw
-bdcFPV5skbP8feLFc1CaCYJ/UgjYIfzbxqhlDlaTxJ7GJxPgcelHVEz7HOx0
-CJ85jl1W+6nmd9ccTD1wLeHB1nF7K+lAmwPauhfJN5MIMGzO6r05Pwcu5bX8
-VxIJsA++YlO4fh62ryM32sUTkNd9MWpeYh5S1dnzZbBH1WxrdKTm4Wp6MftQ
-HAHug8aSjfLzsH6aa+cl7Ft6Wr19e+bBVcfg3PVYApL+stkIn5uH3Q/6DhQ8
-IOCra5K1d8Y8XGvS+XY1kgD5yDWLV3OwWQtFh7D/ex4U654/DynnbDkksNXG
-3RsvF81Dfk4Npe4+ASmXDqvY1c7DH5M8k83YThf+cp7om4d/P6ZvE/fw87rj
-nmFEm4cgiI14hy2RTWgfGcb378DiS8P+2v/T7eDUPJzlCrhkhq1uU9ChQ2HC
-c/66uM/hBLBZnHsuL8UESfuLzV9wXX/uxk+DrbJMuCPmLV2EXZ5kOCAjzwQf
-xcWJGGyndrX1kruYoHi4dsgc+5sp/39r9Zigvf2LxUQonp/XHQmRA0zYJsNn
-04IdGLtYLmjIBHl1r45KbI2fQ6OrTzJBXVF4dyh26olqUzZbJkScKL6iiM10
-VZskX2DCy4+OcqLYJyOfhi07MiHXZMCEhM3+JaF6wY0JqlOX1raG4PftiJv8
-5G0m7OdJVrqL/fHS0PvxO0yQ6TNMvYq9KczSajSECZf09t6xxf7eYBAzFMUE
-uag9rwBb86DUv65HTMj+SKtYDiZAJbMxuC6bCX36pcqT2ErL7kKFj5kQdSt8
-bT+2VPm7rYGFTJi1uYXqscWFnIsvlzLBubrwdiW26BVhXbNXTPhzVETtOfYq
-OVxv1zCh814CMx6b47/Vf4Q+MKFOsZHjHjapu/TiUj0TvH+cCA7Anonj8P/6
-lQlemv8NumCPTz3jqvjJBP4N2jX22ISR2YPMNiZs2O+4xhK7iyMvz6uHCUpD
-WtxHsdtsj++2HmDCg9KRov3Y36uYbwwIJoj5bfuqi/1pw6NDu0eZkBTKstbA
-/uhl8EOcwYSSb9b2u7Crv09acswwgXvsfJcidoVSEjExzwThjZwNctgloXoe
-7YtMMD9qtHUL9nPa8FLtMhOMeHQWN2Ln6z0Ifkplwdmw1r1i2Fmpe4TiOFnA
-KpD4uxY7daE/5eYqFqTMCcuLYCeYhm915GdBQ2RVkyB2dJFK8UkhFiwbifeu
-wQ7n69LRXsuClnxlJ37sIKc79TJiLBh5z7rAh3374/ZT/JtYMGN349dqbF+p
-1i6mFAtesEoqV+zl73+xT5YFEwk5Qiufd/0tO90kz4Ko5WPdK3ZS++JXqsSC
-4KgXG1d+zy7amyttFwt+nqn7JoB9bnzTg2A1Fo5/D5hC2KcN6yXctVhQ+Vfg
-gSj2qRzXPHNdFsTt0Hu0HtuIsn73fj0WHDwquUUC+9C5mjdKB1jA8+jpOkls
-vQrHQ+sMWSAk2XtbBltbVPAH2YgFsY6V5+Sx1dwrLEdOsKDpjfpzZewdzbbE
-TxMWtHOe9FDFlgkqXsq1ZEH3RSNTPezNfebBUTYs+BIn62mAvUGXTeiGPQtu
-EsGcJ7D55oy3Gl1mQe7xn0E22Fwnl4rU3VgwVvLCwwmb8ixbR9KTBQFtSz88
-sOft507O+OL72fJ5/C72VE1qV9ct/Hya4XE09qjEwYt1gSx4gth+pWD3tMT7
-JYWz4EOeVXgpdsN+zTz0kAXWBmcsh7Gv1fkr3UxngZxI1xgLe6vB+5I3WSw4
-7lDJzoPfv6Ajx2q0CvD6Jx9pUsDWP2X/W6WKBVaTXE89sWd+5lt71LLgKRUT
-O9OUQSv8iD8/LvsxBZty9sa00hcW6BefWazDrraO4t3WwwLZM/dKpHC8cO1r
-jXYYYMHrhU9FWtib7MTX5xAsMA3UUz+F7e+QK7NlkgX8bJ7f72Bru7zRlaAs
-QD2v3bFJ7PIbdFcB6QV4Xr39aC+OdxeWlOaPbV2ASa2dmWQcP0VvXvWLUFyA
-47z1flLYVwOWQ1apLoBltmq1PfauEJFM9gMLsE0p1WsK+1nc3haWwwLuXx3D
-pSPw/lp311zDeQG0cw3Ej2KvTvrU6+W6APvTk5S8sJ1TzManry2ADzHd3oAt
-n3WZczxkAV7Ubz/ojfNBdmGiZt+TBZASsjQbxvnDadFcvu35Avy5dqR8bRTe
-P/s3ijUXL4CyS3DQfuzXbRl/X1UuwGLhUfcM7B/LT95GNS2AX+8nH5toAshG
-Vfv3jixAg8wBxRmcvyyH+06kyy+CP21VrxPOh1Iq2XpxSovgs3lTezY24eew
-O3zXIizWzWr1Yl8VGBW+prUIkc6b95xJICBMY/bXMcNFmIt9KWeE8+2rIM5z
-y46LwOBgBRzG+Vlki6LTuceL4MsvUhyN831kdJjp44JFiCI/uNWDzUMZ0Zsp
-XAR9wfoaJVw/kHofi4VWLMLOJzypn7BHU+U+lzYtgtzGkpLVGTgfbtiyY/X4
-InTxxvBl4/rjquCGucpdf+H2K/spGVzffCdzBax//RfnlSbVs2U4vhYknjte
-/RcWyvcKVmNzn1XYc/f9X/gvV3G/bDkBqMhoZubTX9g17/90GvuZbeyFr11/
-4UJ4tUf0Kzy/d1KH7y7/hd06ld7dr/H+vaMjPKu3BN9NE+uK3xFQyuWR87Vh
-Ccba6lJlvxOgKLLGyfbDPzgqb3hwZpyAiYg54d2ty5CkbWtjyUeHUcbG2u2/
-l2Ep8qRaM/bwyYNXtv5ZBvEmkRZdfjoMiCY0SNCWIdBF2XnTGjr8TtX055pb
-BrKlymCXAB1szaqmx3lI6ILzgy3HROhw1IFs+V6ehFaRFnMXxehwJCG2uEaR
-hF76ba89j+tdw4ZtPG+VSOjgVtU7TdiHFE6Wv9pFQve2nCcnSdBBbyJD4LkW
-NtO8eNcmOmh4639MNCQhjqP3qCdx/bzl7l3lK04kZLPawwjh+tu9VcXf1pmE
-Xu2vu5uIXS3T98nEhYQkYjsMprDPvdd20nYnoUKz/PMZuJ5PIk9lcfvg67V7
-fP4rTwdBX4sNWSEkVG4h75G4nQ42TdyO8WEkJPXb/ekw9osN5eWh90jo7cFM
-8z24PzB6JWDiFkVCh3gGRDuwQ+c+3tdNJKForbo/QrifoLjtZG/PI6G8zok0
-R9xvnKj+c+pTPgnpXrPLKsRO5w/PePuUhNDsBA8LW/cZDXJekFAaQ4V1B/cz
-PiPJPh4vSejcjkdqCSp0mLLnYKyuJ6FGpohQCu6H9pYW65IbSagqfH/qb+xI
-Npt7M00k1P2kymst7qeUMivlO76QULq3Os99bKceV/u8XyRUw3gR66lBh76z
-Hb/1hkho8+ww3ybcv/HqmOVa00lo/NX0P2Ns1U0/PPxHSOgLs4YSih3c38hb
-MUFCmZvCdCexlZ0rdHcy8fyZd41LcL942kht1bEFEpKW93/Rhx2wo+iX818S
-wrtJYA3uN1tnHrvmkcjoUYFClwO2r19ixiZuMnrLYXl+Fe5fc6xEruisIiOn
-oqdlO7G/7I3aY76ajA6/jSKZYUtxhPyMEyCjm9ZprqnYRwi2RyVCZFSvxPGg
-Gtuz8dbl7yJkdOK7f1Yvdn3ENQ6+DWRU0iR4bzPur6dcZ74riJPR83021rrY
-Yqdc0ww2kpFNi5yYObbL2osad6TIaOfRqxC1cv7D6mfLlCajeSSVnY9d22H1
-rVqWjAScEoZrsUXSzZz+ypORNdq4moGtG/BDbcN2Mto3YkhjAzpctDtG1VAm
-I5G66/HrsKMPNH0x2Ym/3126ceW86PXWgw89dpMRdHH5aGPTeN5djFIlo2ae
-G7lHsPnHdFWfq5ORxnGhbHNsjS8V5M+aZBSg+svVEdu2UK15eA8ZufY1cnlh
-hz8oSuLSJaOvGyedbmOXeio5yCIyKj55ODYM+49Z/m59PTz/oPY7K+dFXFqy
-JFt9Mtpml6S1ch6zSzzj080DZJSsGla4cl5j/k8iMeUQGXXQcolc7MCeRPtK
-QzK6xD7StXL+86xWZFf7ETL6VH30/jPstqyof3NGZPR5uG7hOTb57uom4RNk
-9G3+2MYX2PKOIfG7TpHR3uXf8yufNz7MbnfchIx+VFrcWTlf8t9+e4eLGRn1
-hdW9z8PO41/6G3aGjP648ZZkYn+fvNbw2JyMUoTFTqRgL/6Yia2zJKN3b3sT
-V86PpMtcbQetyGi73dHwlfMxo4RRJaotGR1NMJBdOT+75nNxcbMdGeUkVNuv
-rFeGxUCd7gUyUjyUfGhlPT/pWsdYXMTrtaPm01ns2c2d1j5OZHT1v3UMQ+xD
-gz9YpS74fjzGVslh+ylE3HjuSkapqbvPC2MXuR1aynMno2o5iVuklfO6f69J
-D73ISL+SQW3B++O4vndA7DUyCnQ77/AGOzB0J9t9HzJK+hMakoU9LprDGeBP
-Rmck/lGuYG+xtA65cYuMcsMaTU9in87csMozgIzah4/YrpwX1Sjf57sYREYz
-zxwTZ/B+jzl0TcQogoxufA0ytcduiNgVfzAS79+j99R0sf/9HF23N5qMNHXE
-q0WwHWxsxFXi8PPteFxfjd9HLR/DLRtS8fwntvlxYF+pZssWSicjk6rN3j/x
-+5zF8VZ2dQYZ0Y7t5n2EvfrBbnlSDhldbrMlqWH3PBHfSSsgo4Nry7uMcHwQ
-mWot6n5ORjoO5/wEsA01olTaC8noerLX4++adCh+z67xqZSMqFzRacexg7rG
-dYve4PnLOH3RwvGpcsvj6idvycjQPyZ1EscvhuN5vewavN+bDo7kYJ+Z+7U/
-4QNeH+d3s7zYivw1R/w/49/v3Zn0URXHb5Mbzd5fcHwI+LzZDTsuWfW42zcy
-qjJuFtmAvSyXf8quhYzylC32OeD4+h09OGvYhfev6z+vcRyPr7nbXxQdI6Oy
-j2sjnynj+Hd43EFrgoyW5AIyVbHjpb0dzk2S0RRxvqICx/+y1uALObNkdOd6
-CFGF88W01lM7tX9kxBD8t/xMAccX6rS1KT8FhR2rHVCQw/un84a1jwAFFXVV
-kqJl8ftbymadKkRBBrdj52dl6PDEQdSKtpaCSnySL5VL04Fo0rT02kxB3qOx
-0ptx/jsfc+tM3E4Kmg5pfxCE86f7Ze4zFbspaJXTLdkGnG8DDkSf/qNKQWvy
-jJ24sdOZmWayWhR0X2FmIWA9jgcWdSZlehQkJ9Ize0YU7y8ZvpOtpyjIV6Z6
-KQbne6OyZENRLwoqiAy6qUjC8WzadlnkGgV99906sHOZgP92yJeI+FBQ1YbQ
-BZV/BLzMfykh4k9BIa2xu1X+4notrYUhFERBheqT8aJMAubu8scLxFHQtzPz
-OxwnCFjzofWwQAIFeY7dzTyE6xEFSipJIImCzE5UZcqMEWDtq+i0JhVbiE2/
-bZiARlcDHf4cfH/T299vouF+7sx//bxlFBQDpu9UO/Hvxxkm8L6koOfPPP+N
-/sb15Q+Bo7wVFJSYkJ3xqB33H0bpZauqKCjLgCpB/UWAu96bEJ6PFHSBXTMx
-5xsBBxTmlblaKcghMCz/8kdcn/118qXOUdCTvQ9YIwUEnDl9eBtrnoI4ZZRX
-GT/F9V6xQus4i4Kqdc+efoXru0SnUeXfSxQ0kxnz8EYursfaLve/YKciVW/B
-+39wvZhc7Gp4ToSK7PaWKIvj+vaQk9e6VypU1Mwhv3DBk4DiD6YfnqlRUfpG
-6T3uHgRslFR3z9KgotFHp9x83AiY/jXfdF+bij5fCyu5fRnPf//1mxf0qShW
-aPr0JXvcr2z2pQkZU5GBQZ/SY2MCHv26XeLiQUUF7XUf3u4ggPZhR3eEJxUt
-xd7fv0sJ14Ml3dzPvanIT/Tln3QFAsoidawmblCR5kHZk+6yuF83YHG7BlLR
-uo1ejEExApiVrlZusVR0/T1b9moO3G+mW/FcLaei3pl9tMO/hiAmgk815hUV
-HQrhMtD+OQTtvm+sSiqpiDPAzWXrtyGwOyNWOvOWiib+i52bbhyC64K/rDzr
-qagoSbrIrGoIsgKNSr3aqUjt8KrQY1lDsHBRx/r6IhX5azxPGnceAsNKeeS5
-REWWCiy+SMchSF69brPbMhWlnZAI3X5hCLSLprovUtnQfq/OcAurIfBfzLU6
-vYoNZRR8Dws9MQTUCEErdTE2JGkY/kJadQh4i4csZ7XYEE9Ce88+Fg0s2Ft0
-JrXZ0N2gHxa2szQoMKuVGNNlQ8XBto98J2lg9Pdh14AeG9LZ1OqbRadB5P6T
-lj8N2RCf6F2DmnYaCLe9tig+y4aqHg9mbH9FA4mlKHM3HzZkPRcx/f4qDQ71
-HX0V78uGzubkSy1cocHVOu61Vf5s6FPPOnH5SzRojLr9nec/NvRwb4K9jw0N
-vGTdDLLC2FCC4YX1nUdp8PXYcfVfD9lQ+B4dyJChQUAGn5DOWzwfz2MTCt8G
-gXYwrJGLjR1xBLyT+r52EGwPW2+W4WBH1uUFAvUCg9BlpOq1l4sddbSIRr1c
-NQg/TbolfXjZ0eZ3t7RDlgeg9vzu6yPC7MiYc4c0nTYAKTc75Jpl2JHOh/1q
-GSUDYFyucOfBQXbk4KG/YerwALyT/QQbw9gRe+7hyt+O/WAY0W0oeo8dad6Y
-PDpm2w9fZ6dM+O6zo+DkJwsL5v3w5/1653/R7MgH+T7iNOoHpq1Dwp8kdpS1
-LLGJtrMfFNMok6n57Kj1ms2rcmYfxK3VzNjUyI7U00J4CwL6wIkrh02SmwNl
-Kg0oE3d7oTxdWuddFAfacfjcAeqRP9C8R/vDSQFOxN+2ZFKv2w5Mp+RT1hGc
-SHnjt6DKxh9QfzzNZLUoF9rfxdKRaW0EW03t3NwYLiR8O9WXlvsaHMc+z3bG
-cSGdYHeNU2qvwfWRlb5gIheC349Mi99Xwk3u/3p9U7jQgszxAKPeCnjY3iB2
-MocL2az9IjS3/hW0XjeL/FvOhXTL2FXUQkrBsML9+okOLjTe5KFeWfMUTriw
-1Qd1cSGhx7U7d3Y+gdNScaKvu7nQ5STdrKS5fHAIfVUsO8CFbl49f89A4TEE
-niWNL45yIe3tyyVSMdlQtXDPNucfFzKXMTqmWf8QPjzbVNhB4kYaQwzWzGIS
-fLItXF5D5UadPOp+WcqJ0NH48+ENTm7Ue9zOsC8uFphJYr+Or+FGnwhB0+6G
-cFg2KpAJEuRGEZv2htfsCAEOKlytFOZGq3uHLybE3wHhS7YCsuu50XUP3S0m
-jb4gtmnGylyMG/WEXlP/Hu8JUj/uPIuU4EZOHr8kwxqdQf7u2qUPm7hR9F7d
-8oZGC9i55/HhRUlu9EaWcf08r6/u/0GIvL8=
-           "]]}, 
-         "Charting`Private`Tag$6583489#3"]}}, {}}, {
+1:eJwV2Hk4lF0UAPCZsVcUWbImhSJSlhDOTVJRKolklz1ftkT2SrZKCCEk+1KE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+           "]]}, "Charting`Private`Tag$14372#1"]}}, {}}, {
      DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
       AxesOrigin -> {0, 0}, 
       FrameTicks -> {{Automatic, {}}, {{0, Rational[1, 2] Pi, Pi}, {}}}, 
-      GridLines -> {Automatic, Automatic}, DisplayFunction -> Identity, 
+      GridLines -> {{}, Automatic}, DisplayFunction -> Identity, 
       PlotRangePadding -> {{
          Scaled[0.02], 
          Scaled[0.02]}, {
@@ -10584,157 +9163,12 @@ jb4gtmnGylyMG/WEXlP/Hu8JUj/uPIuU4EZOHr8kwxqdQf7u2qUPm7hR9F7d
          Scaled[0.05]}}, PlotRangeClipping -> True, ImagePadding -> All, 
       DisplayFunction -> Identity, AspectRatio -> GoldenRatio^(-1), 
       Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0},
-       AxesStyle -> Thickness[Large], BaseStyle -> 16, DisplayFunction :> 
+       AxesStyle -> Thickness[Large], BaseStyle -> 18, DisplayFunction :> 
       Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{
-         Graphics[{
-           Thickness[0.020279862096937742`], 
-           Style[{
-             
-             FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-               3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-               3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-               3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-               3}}}, {CompressedData["
-1:eJxTTMoPSmViYGBQB2IQ/bL2cfb5NawOM2YCwU5ZBxA1M5LDQX7Xgn2pftIO
-L0Dyb3gg8pJSDsKVk0rOLhGE8w9272syYRZF5R+WcOiP6PZn3CANoSdIO9Tc
-/3HL2FvOIeDt5Y8zFso7pKYBAZuiw1ohHb50O0WHFl7/9VOWqsD5r4q3iv5+
-rQ7n1/+2Kjj3QsuhF2RegLzDVoemR8d36MDthfFjVCNkzsWIw/khYPtEHI4f
-dlqbaafj0K7ArnrmiqDDFvMfh1K8tB2+7Pu4NT2M3+FJ4sJrJv1aDuqfVF7O
-OsntcP5q2Bv92ZoOdiWOtadlOB10FeW/5JRpOJgYgwC7w6+3rw9YHlZ3gIVf
-SuwdN+Yfag48jnxeMzJZHDLzP7SeNFFz2O61wWKOJaNDBogfogLx97N/9nc0
-Zdf8T1ZymA52/x8Iv1jBwXOr//Hktu/2YH9ZAv0F0l/5xf4/CMQLOGyQ3qZ7
-KuejfbN4LWtmG7ND7YumX9Msv0Lk65kg4THzN1z+Ou9tsVQzBoi7NFkcWkDi
-x5gh/JUsDktuLX9s2MwMj3dw/CUzO/SAwtmAF84/AKKVBeF8cLhNE4WbB47f
-bCm4uaqgcFwp64CevgDtShRM
-               "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQvVZIhy99nrjDj7evD1g2azv8B4H50nD+jmCriP/L
-ZR2eZ2l/my6rBef//Vb6YE6hOpw/pb016nKMikN/RLc/4wZph/LD21xn/lVw
-ONi9r8nksYRDjGqEzLk5cg5rQPbtE4foc5d18FhzdDmDhJiDSOWkkrMtMg59
-IP0GInA+2H1xAnD+GRDo4XFgAIEEeTjfGAyU4Pwt5j8OpZxShfhnP1B/j9cr
-li2aEPPuCTtsd2h6dPyHlsMD13jHWRtFHPxvSdckBmnD3QPzP3r4AAA4W4hl
-
-               "]}], 
-             FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGIdIIaxWaBsBiifAY3NCJVnRmMTo54YcXraNZjdRk+7
-cIkDALmJAos=
-              "], CompressedData["
-1:eJxdlFtIFHEUxnfTMCiRLtCD2YXdkdkZ2p0Zd2SLpLO9JF2o1EosAgtdKigf
-DDFatuziWzez1ZQFK9pCwnrKHqIkumBsKpERvUj4IFQPGQjh1jbH7TtL/eH/
-8GNmzne+c5k1B49XNeS5XC63c3c7d55zI43OGTeoJDlV6Y+tJfDp/BeXzLhO
-H5ZMh0deGnSucMfAtQadorPrm96GDAqWOadapxhzZYAmapc/GqMcb34aLQm1
-a6RMnk2k6v6+36FJvK5uPhr9eLDz6I2IKVzEMgusf5+3WPI9y7j8ZRIfDP25
-z7otyS9+uehk+UJL8n/oP3bLnTbFHxj+wdT2+VWXHhS+WN3sja+yJd4iDhey
-RS89c2KiN2xLPqXse0uOp9lH0qZ9q8PfD22zaPj5pvuHE7b4BaMe4IrW2rt2
-yhAeupDcO9xmZPX6bKk34oOhj34hP9Qf+aPf8AeGf/DH4lP11nyLtr4uqOjp
-NIjLlXFbxG2I1Bg0Wd83HsyY1Mn16Q8IB7R7S0fzNeGem57H6QKfcIZPTJV4
-28eu7P+dp4oeGPmAke/Pb1+erfOo4mclB9roE7+9rBfRpB5g1Mvg/G6rUt+O
-9vN171bkePT9nq+BT6XCXI7GO4rwL9ZZrEg/lrVebU7VeCQ+GPpTR/SZeNQr
-+WXnR5H8B9nooCL+wPAPxryCMc+Ih3mHHvYB+WBfwNin8g1Pqq4PeWXfEA/7
-iHqAUS/wCD+fVeV71BvxwdBHv5Af+on80W/4A8M/uDhxwPemyczuZ79KZ/j9
-FpMG+AdU6BPGPIIxr+C5fu4yhLFvYOwD9P7/f/4Bv/1HKA==
-              "]], 
-             FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4GEjqydGLy71uPSSqp5Ut1Fi
-JjHitLALAM7SAnU=
-              "], CompressedData["
-1:eJxTTMoPSmVmYGBgBGJvIGYC4hUvPPT+M5o59AeXqEy3N3Tg9V8/JTXCzMH7
-BLvtbFdDh1vSNYlGW80c6n9bFZzzMHQoWNN9O8PBHM4Hy6tawPk8IP0VFnDz
-/oPAeguHJff38c1RNnSoA6k7YeGQngYE1wwg9t2wgKiTN4CYZ2oJ59s3PTo+
-Q9sSbh4ufiPL0X7DcgQfbO4KTD7M/OdZ2t+m3zWC2w/jw9x3BgRsjBy8QOFw
-1MKh2+sVi4mikUO0guPH5D0WDjdB5rAawf0HFn+D8L//xYkx/y4bOiwHha+i
-hcMW8x+HUk4ZOnzdeavrb6g5nO8HVmcG58+YwF9llm0Gcc9ZQwdY/MDMg/Ft
-KyNWmPKaOpRsFf19Os7M4VDb8vBTSqYOoGBNm2bm4ANyt6opxB8+5nB+D8gf
-DxH8CPHtFxn6LBxMjIFAGMp/B3XvLxOH5Ng7bswWlg4pIPqFicOfb6UP5jhC
-w/MGgv8XRE9E8PlB8ieMIf5Yi8kH+6PRxMEG5I+9lhB3i5k6PElceM3kvqXD
-qcNOazPnmTp82hCQPcvd0uFAraxF+hJTB9UnzfPOvrKAiC83hYRnKoI/DRR+
-0uZw9eDwbTaDm/cFpE4cwYeEuymcLzMvTvN0AW4+WP0qY7h9ML4ayF1e0Piw
-g4UDNPzPmEDShYWpQwwondwxcegDpV95BN8BnE5N4HxZUMKp14XzG0Dpe7o2
-3LwWcARow+0Dx1+wNtw9D0AR6YDgu+8HBki7FsQ/CVD1k7Xg5s2YCQJaDi9A
-8ZNrCuefBPmbzwxVvtYMrh8cvsbmcPNhfJj9YH/ON4O7D5xOBM3g7oelZ5j/
-YHyY/9HLJwCHCBrk
-              "]], 
-             
-             FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ5IGYCYtbFk6wYTR0c7Eoca0/PYXWA8ZfcWv7YkJkN
-ztf4pPJyliebQ/1vq4JzAg4OZ0Cgh8MhRsHxYzKPnUPV/R+3jFeLOPhenBjz
-r9nW4b5rvOOshQpwfs2nDQHZu1Th/PQ0IGjTdviy81bXX1U7B/W3vPsMVho4
-dHu9YjGRdHA4fdhpbeY+I7j9f7+VPpjzEcHndlMtZfqF4F8X+uR4ns0YzjfQ
-Wil8QcXYYX+trEW6DlS/obHDZ6AzZskj+OJTr3BmcCH4+iB9U+wc+oNLVKbz
-G0HcNdMW4u7H+g69IPH9Ng4zZgKBpQ7E/z02Dh4gi9o14HyYf2F8cHgoKjvY
-Nz06PmO3jYOJMQjIQfy/1BYafmJQvh1E/jMP3H2Q8GeBux/Gh/kPxof5vy+i
-259xA4IPi18Ab5zNTA==
-              "]], 
-             
-             FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGAAYWEgZgLi+TY6V2bFOTv8BwNDhzXdtzMY2BF87xPstrPX
-OjmoPmmed3aVIUTc38lh8f19fHM+G0DEZzk6mBiDgL7DlG9s8TNEHB3S00BA
-C87fAFLYqwLnrxXS4Uv/JwcxP9TRYcZMIJCUcnBXLWWaxeAE5++vlbVIz0Hw
-3/DuM5j5ysnBAGRdsYzDA6AzjL2cHTptPHelKSlAzL/iDLH/mRJEfZCLg4HW
-SuELKhpw/p9vpQ/mfNSB808edlqbuc7AQeiT4/k0Vhe4/9HD5/OGgOxZ650c
-/C5OjPn3WN3hYn48+zlLZzgfHB5Fzg4zJvBXmZ1WdxABmTfV2WGL+Y9DKV3q
-EP9lODtk5H9oPRmi4iAMkpd1dnBfc3Q5Q4UixL93nBwC3l7+OGOhvIN906Pj
-MzYDw/+TystZK2UdJoP8V+PkIFI5qeRsiwzEPfYIPjg8jzrC+U8SF14zWe/o
-IAzib1GA86e0t0ZdrlGB88HhW6nqAI7GzY4OL7K0v02vVYO4b6+jg8TUK5wZ
-TeoOFteO5pq8cIT77zFIvzwiPNDDB+x+bWeIu1INHSoiVpieXY3gM4DADmeH
-5Ng7bswSBnD+cVB82OnA+eevhr3Rj9Z22KiXt5hxizPE3flacPOmg9zTrQlJ
-h83ODgG3pGsSgzQh6l2cIf6z1HSQd/yYfGavE5yfzflzQboxgs/jv35K6g9H
-uP5KkPmXHeHm1/+2KjjH4eQwFcT31oWmcycHW5DCWAO4/8H+4TB02ACy/4wT
-JP25GELSxy8nuP/RwwcAG2iLCg==
-              "]], 
-             
-             FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGJ5IGYC4kv58eznHN0daj5tCMjepeoA44v2eL1iCdFw
-kJh6hTNDy91hg17eYsYYHQfWxZOsGLe6OfwHAX4Dh1vSNYlGpm4O0QqOH5Nl
-jBxA1JlaV4e/30ofzDE0duD1Xz8lNQPBd2h6dHxGNIJvYgwEwa4OBWu6b2co
-IPjXhT45nmdD8LndVEuZfhnB+WD9H40g5lW7OhhorRS+sMTIYco3tvgZPm4O
-xVtFf5/+Z+CgO2HBD8Njbg4y8+I0T2/QgfNh/oXx3dccXc7AoeDwJHHhNZNy
-N4cv+z5uTQ8TcSgBmZPn6nCwe1+TyWN2uP0an1RezvJkg/OX3Fr+2JAZwbcr
-caw9PYcVzi9cXrLh33kWuP8h+lng4QPjw8IPxvc5wW4729bNYcZMIIjkdcjh
-/LkgfbebwwGQe5TFHSyuHc010XCHuLdMDh5/a4R0+NLfKTmgxy8Aw1PP3w==
-
-              "]]}, 
-            Thickness[0.020279862096937742`]]}, {
-          ImageSize -> {49.30489663760896, 22.770191780821918`}, 
-           BaselinePosition -> Scaled[0.29577284846851404`], 
-           ImageSize -> {50., 23.}, 
-           PlotRange -> {{0., 49.309999999999995`}, {0., 22.77}}, AspectRatio -> 
-           Automatic}], None}, {
-         Graphics[{
-           Thickness[0.10050251256281406`], 
-           Style[{
-             
-             FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1,
-               3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}}}, CompressedData["
-1:eJxTTMoPSmVmYGAAYWEgZgLiVgV21TNfJBz+g4Ghg8eao8sZLMTg/LNngCBH
-2EH1SfO8s6sMIeL1Ag6L7+/jm/PZwOFl7ePs82tYHUyMQUDfwf+J5yXTyb/s
-09NAQAvO3wAyoFcFzl8rpMOX/k/OYSYIRDI6zADRklIO6p9UXs7i5IHzD3bv
-azJJFoTz20DuDRF1MABZVyzj8NA13nFWoIRDp43nrjQlBQeRykklZ5fIOIDt
-f6bk4DyhWSjNS8HBQGul8AUVDTj/z7fSB3M+6sD5Jw87rc1cZ+BQc//HLWNt
-Obj/0cMnRjVC5lyNsIPfxYkx/x6rOyjsWrAv9Zw4nP9l38et6dMkHWZM4K8y
-O63uUAEyb7WUwxbzH4dSutQdhEHuc5F0yMj/0HoyRAVi32sxB3dQuFcoQvz7
-WMQh4O3ljzMWykPsmwMMf1C4rJSF6H8iCPFni4zDVq8NFnN+8sP5kPDkgPPB
-8fKZDaJviwKcP6W9NepyjQqcDw7fSlVoPLI7vMjS/ja9Vg3in2vsDhJTr3Bm
-NKk7LLm1/LFhMxfcfxD9vHD/o4cPmB8j7uB9gt12dqqhw3pQvMdJw/ngYN0v
-7ZAce8eNWcIAzj8Oig87HTj//NWwN/rR2hD+fGmHJ4kLr5nka8HNmw5yT7cm
-PJ0E3JKuSQzShKiXl4CIW2pC4uudMJx/nfe2WKoZP5zfIl7LmtnGDdcfDXK/
-DSfcfFB2ONPD4zAVxPfWdQAHl7Ggg21lxArTWAO4/8H+4TB0YACBBBFI+nMx
-hIanKNz/6OEDACxYkYw=
-              "]]}, 
-            Thickness[0.10050251256281406`]]}, {
-          ImageSize -> {9.946699875466999, 21.12078704856787}, 
-           BaselinePosition -> Scaled[0.31887090512778543`], 
-           ImageSize -> {10., 22.}, 
-           PlotRange -> {{0., 9.950000000000001}, {0., 21.12}}, AspectRatio -> 
-           Automatic}], None}}, FrameStyle -> Directive[
+         Style[
+         "\!\(\*SuperscriptBox[OverscriptBox[\(\[Rho]\), \(~\)], \(HF\)]\)(\
+\[Theta])", FontSize -> 16], None}, {
+         Style["\[Theta]", FontSize -> 18], None}}, FrameStyle -> Directive[
         GrayLevel[0], 
         Thickness[Large]], 
       FrameTicks -> {{Automatic, None}, {{0, Rational[1, 2] Pi, Pi}, None}}, 
@@ -10783,488 +9217,16 @@ hIanKNz/6OEDACxYkYw=
          CapForm["Butt"], 
          AbsoluteThickness[1.6], 
          Thickness[Large]]}, {
-        Graphics[{
-          Thickness[0.011672697560406212`], 
-          Style[{
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI1IAaxQYAJSjNCxZjR2DA5dDXI4rjYpKrHpZcY95DK
-ppabKTGTVHfiEgcA+NYCcw==
-             "], CompressedData["
-1:eJxllHtIU2EYxueFvICXbbrZPGubbuo03ZmKmkW+VpalobTAlTcop5VF/qGm
-qVFKEmipYXgLK4osmmllKSZmLbG8JoJWSopGWGngBbOs1r7zzU+oFz4Ov3N5
-3svzciSHTu7TmLFYLBPDiTAcU8OpQnHACpxrE+Q9oIRYmZrq32IPeSvBaf1B
-Snhe1J7vr2ODwvMu942/Ehbb5x6nZHIgarAs7g93jd0/FtT2ddOE66bDffRl
-NJwXW8h6/TlQokqXVtjRWG+KDVdK7U4HeCkgjslnDXoUiRIYsRnlaQIssc4S
-Bf5+hliwwDxMQUh6aF7PmCnWLaegF0XkSkgH0j28yj9DZgpPFPnWCHA/uab4
-vlaA9TMtMfcKgHrAu2Y6YU14Om8qdWDGhvD+2aG5SokjrOq1qILV+i4eYWZ+
-P3iwmp/pZ4xL6uNmX07vk3IwN1EwEZYYWl3Ghl3azjpWkJAw813uBsLF6qIo
-E3sRqFD+G2yIZq4iQOPwG2JDzvjye79YMa5jMx+8JaLF48MKwppkQ3xS4D6K
-+UAj/3bQxr74oOY3D7Iu0SBuvd6u+caH17pt9Ufv0yBCbOtE/KznbLRN2eqE
-/dEb/eUJwCaqoVzjpMR1xzlDmrZo9IhYif3iCgmf0j0Jq9orITwqF2r1Ohf4
-tZQxcfUcTZjZtzs+hCPRft30gho0391ieBS4/CLpmNy4F+sJe8xLP1fL+YRX
-/RCgfbaX4/rPiPD1gwtko7k9FYNdfPS4b4wEMlB9Qlfi51nzzhJloIz4nxQ/
-ttMsa41/o7oH15jJ926NK9FeR7jhubQJIJnxwY3ov2ptubgu2v0/ZuamoqAJ
-9WHtBg5ob25RQKE+GmWQhHTchNjHl1L8/pAIwtAevRVC+LM8YVCdB96Le2Jo
-hvzJrmUP3GeFBHLmG6NTD8rBdXhSxWpzgQaZwWBvT3As3vPFvFwKy7NfOzYV
-eOG5lcowb/cmzOTzUxBeMMhVf6fxHl9wBSTX16o07okIdIV1Md0PlRCOnmfx
-YIQzHzpw2/g/KXAkzPiS4EAYz82KfP/v/+kvoGcbfg==
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-             3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJ+KP3nW+mDOYU2DtMn8FeZeWs4gPkbEfwjbcvDTzHZ
-YvC9T7Dbzv6K4D+IEN9+cYEmXD+M/3Xnra6/pQi+Y9Oj4zOqjeD8/yBgj+CX
-bBX9ffqdIQYfZh+MD3MPTD8Kv94I1T9I/oO5R7hyUsnZK4pw98L4MP+g88M5
-xdqN65Xg/JkgoKkM14/CL0TwYe5B4dsj+DD/oPNh9sH4MPfA9MP4sPCE8dH9
-BwCivPAD
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-             3}, {0, 1, 0}}}, {{{45.6781, 10.531300000000002`}, {
-             45.96090000000001, 10.531300000000002`}, {46.2609, 
-             10.531300000000002`}, {46.2609, 10.8641}, {46.2609, 11.1984}, {
-             45.96090000000001, 11.1984}, {45.6781, 11.1984}, {
-             36.665600000000005`, 11.1984}, {36.382799999999996`, 11.1984}, {
-             36.08279999999999, 11.1984}, {36.08279999999999, 10.8641}, {
-             36.08279999999999, 10.531300000000002`}, {36.382799999999996`, 
-             10.531300000000002`}, {36.665600000000005`, 
-             10.531300000000002`}, {45.6781, 10.531300000000002`}}}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}, {{1, 4, 3}, {1,
-               3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQAWIQ3bY8/JSRjafD8yztb9NjNRzqflsVnHvh4fDr7esD
-lofVHXQnLPhheMzDISEkSH1BprpDwuHL2qkzPRzklr/w0Nuv5gDW7wOV71R1
-yOb8uSBd2cPhwtWwN/rSKnD+HU3ZNf+LleD8GNUImXMxchD9ZzwcdgZbRfxv
-l3S4v49vjvEmTzj/Pe8+g5m7vOD89DQgmObt8MA13nEWowKc323juSvtkzKc
-/wLkn1o1hx8xuUf/eXk7bNLLW8x4R93BxBgIkr0g/mvWdNhfK2uRLuPtcB7k
-3mptB5FPjufTYr0dZObFaZ6+oAPnz5gJBDv14HzVJ83zzu4ycGBZPMmK8ayX
-w3UhoMQyQ4j8V084H2SdMTOCD/ZfkIfD32+lD+YUGsD5L4q3iv7u1oXz/4Dc
-l6zt0O31isWk08NhPchCXS0H9PgCAH3mxeU=
-              "], {{52.31409999999999, 
-              11.3891}, {53.31559999999999, 10.9438}, {53.918800000000005`, 
-              10.165599999999998`}, {53.918800000000005`, 
-              9.306249999999999}, {53.918800000000005`, 7.971879999999999}, {
-              52.91720000000001, 6.921880000000001}, {51.62970000000001, 
-              6.921880000000001}, {50.27969999999999, 6.921880000000001}, {
-              49.4047, 7.876560000000001}, {49.4047, 9.35469}, {49.4047, 
-              10.5141}, {49.86559999999999, 11.2453}, {51.042199999999994`, 
-              11.960899999999999`}, {52.31409999999999, 11.3891}}, {{
-              51.34379999999999, 13.423399999999999`}, {50.34379999999999, 
-              13.915599999999998`}, {49.8344, 14.5516}, {49.8344, 
-              15.346899999999998`}, {49.8344, 16.395300000000002`}, {50.5969, 
-              17.110899999999997`}, {51.72659999999999, 
-              17.110899999999997`}, {52.885899999999985`, 
-              17.110899999999997`}, {53.64840000000001, 16.3469}, {
-              53.64840000000001, 15.187499999999998`}, {53.64840000000001, 
-              14.281299999999996`}, {53.25159999999999, 
-              13.660899999999996`}, {52.218800000000016`, 12.9938}, {
-              51.34379999999999, 13.423399999999999`}}}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             57.7703, 8.464060000000002}, {57.293800000000005`, 
-             8.464060000000002}, {56.8656, 8.018749999999999}, {56.8656, 
-             7.5421900000000015`}, {56.8656, 7.065629999999998}, {
-             57.293800000000005`, 6.62031}, {57.754699999999985`, 6.62031}, {
-             58.264099999999985`, 6.62031}, {58.7078, 7.050000000000001}, {
-             58.7078, 7.5421900000000015`}, {58.7078, 8.018749999999999}, {
-             58.264099999999985`, 8.464060000000002}, {57.7703, 
-             8.464060000000002}}}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-              63.97970000000001, 17.6516}, {61.517199999999995`, 17.6516}, {
-              60.26089999999999, 15.695299999999998`}, {60.26089999999999, 
-              11.850000000000001`}, {60.26089999999999, 9.990630000000001}, {
-              60.59529999999999, 8.384379999999998}, {61.1516, 
-              7.606249999999999}, {61.7078, 6.82656}, {62.596899999999984`, 
-              6.38281}, {63.58279999999999, 6.38281}, {65.98279999999998, 
-              6.38281}, {67.1906, 8.44844}, {67.1906, 12.517199999999997`}, {
-              67.1906, 15.998399999999998`}, {66.1578, 17.6516}, {
-              63.97970000000001, 17.6516}}, {{63.69379999999999, 
-              17.095299999999998`}, {65.2359, 17.095299999999998`}, {
-              65.85629999999999, 15.537500000000001`}, {65.85629999999999, 
-              11.7219}, {65.85629999999999, 8.337499999999997}, {
-              65.25159999999998, 6.939060000000001}, {63.78909999999999, 
-              6.939060000000001}, {62.2484, 6.939060000000001}, {
-              61.59529999999999, 8.543750000000001}, {61.59529999999999, 
-              12.421899999999999`}, {61.59529999999999, 
-              15.774999999999999`}, {62.18439999999998, 
-              17.095299999999998`}, {63.69379999999999, 
-              17.095299999999998`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {
-              1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGAwAGIQLfP6kZmUT7CD+/5aWYt0HQcbnSuznjkGO8jMi9M8
-vUHHASysEOxw4rDT2kw5HQeOnwvSN38LckiJvePGPEPHQfiT4/m0p0EOWx2a
-Hh3foeNgDdJ/EsEHy69F8PPj2c9JzgxyOLprRy/bBB2HmSBQG+SQmgYEajoO
-b3n3Gcy0C3LYbv7jUIqWtkNwicr0/zJBDj4n2G1nm2o5fN4QkD2LOcjBA+Sw
-5RoOqk+a5529FuhgZAwEl1Ud/OXEsny3Bzp023juSmNSgvN7Irr9GQXk4fz9
-3fuaTJxlHJoDPec2HAt0mAFyh6QUxP03Efz25eGnjD4g+BMW/DB8Jhbk8B8E
-6qUdatdtS6q3DXJQ/aTyctZKWYfFk6wYfTOCIP7iVHB4LCJ78ml/kIP7mqPL
-GSoUIfqPBUHc90gZEj4rgxweuMY7ztoo7/CdLX6Gz9IghxjVCJlzc+Qg7l0c
-5OAK1i8L5xuA/FssA+fL71qwL5VPGhJfa4Ig7rWUcojJPfpv024EX9wj4I/E
-ZQT/DAj8CXIIeXv544yH0hD/BgQ7OE9oFkqTUnAoAMWXZ7CDcOWkkrNHFBzW
-dN/OYHAOdlC+9iiYYY6CwxOQ/+yh/B4Fh4qIFaZnrYMdqu//uGWcrQBxn3Qw
-JLzk5SE0dzDE3h45uP0wPjh+PyP44PB9GwTXD+ODw4tRAc4Hu1cLwQeHr5MC
-JH7fBUHcE63ggJ7eAXc5VfM=
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHZt79N+m70EOTxIXXjPp13L4zhY/w+dhkENK7B03
-Zgl1h0jx7RcZzgU5/P1W+mBOoarD7ltdf1NXBzm4TGgWSjul7CD8yfF8WmGQ
-w1ohHb50OUWHnSB54yCHMyDQI+eg+qR53lkhBP8N7z6DmWwIvrbVpNP1DEEO
-DCCQIA/nK197FMzQowDnC1dOKjk7RckhuERl+n8ZqH4fNQd31VKmWQ5BDskg
-997QgMhHBDk0sBztN5yu5bC/VtYivSDIYbv5j0MpWtoOPV6vWEwWIviuIP07
-EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-              81.27499999999999, 12.218799999999998`}, {79.40469999999999, 
-              12.218799999999998`}, {78.44999999999999, 
-              10.732799999999997`}, {78.44999999999999, 7.812499999999997}, {
-              78.44999999999999, 6.398439999999999}, {78.7031, 
-              5.179690000000001}, {79.1266, 4.5874999999999995`}, {
-              79.54840000000002, 3.9968799999999995`}, {80.225, 3.65781}, {
-              80.9734, 3.65781}, {82.7969, 3.65781}, {83.71409999999999, 
-              5.22813}, {83.71409999999999, 8.31875}, {83.71409999999999, 
-              10.962499999999999`}, {82.9297, 12.218799999999998`}, {
-              81.27499999999999, 12.218799999999998`}}, {{81.0578, 11.7953}, {
-              82.2297, 11.7953}, {82.69999999999999, 10.612499999999997`}, {
-              82.69999999999999, 7.715629999999997}, {82.69999999999999, 
-              5.143750000000001}, {82.24059999999999, 4.08125}, {
-              81.12970000000001, 4.08125}, {79.95940000000002, 4.08125}, {
-              79.46409999999999, 5.300000000000001}, {79.46409999999999, 
-              8.246879999999999}, {79.46409999999999, 10.7938}, {
-              79.91090000000001, 11.7953}, {81.0578, 11.7953}}}]}, 
-           Thickness[0.011672697560406212`]]}, {
-         ImageSize -> {85.66971855541718, 21.12078704856787}, 
-          BaselinePosition -> Scaled[0.31887090512778543`], 
-          ImageSize -> {86., 22.}, 
-          PlotRange -> {{0., 85.66999999999999}, {0., 21.12}}, AspectRatio -> 
-          Automatic}], 
-        Graphics[{
-          Thickness[0.011672697560406212`], 
-          Style[{
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI1IAaxQYAJSjNCxZjR2DA5dDXI4rjYpKrHpZcY95DK
-ppabKTGTVHfiEgcA+NYCcw==
-             "], CompressedData["
-1:eJxllHtIU2EYxueFvICXbbrZPGubbuo03ZmKmkW+VpalobTAlTcop5VF/qGm
-qVFKEmipYXgLK4osmmllKSZmLbG8JoJWSopGWGngBbOs1r7zzU+oFz4Ov3N5
-3svzciSHTu7TmLFYLBPDiTAcU8OpQnHACpxrE+Q9oIRYmZrq32IPeSvBaf1B
-Snhe1J7vr2ODwvMu942/Ehbb5x6nZHIgarAs7g93jd0/FtT2ddOE66bDffRl
-NJwXW8h6/TlQokqXVtjRWG+KDVdK7U4HeCkgjslnDXoUiRIYsRnlaQIssc4S
-Bf5+hliwwDxMQUh6aF7PmCnWLaegF0XkSkgH0j28yj9DZgpPFPnWCHA/uab4
-vlaA9TMtMfcKgHrAu2Y6YU14Om8qdWDGhvD+2aG5SokjrOq1qILV+i4eYWZ+
-P3iwmp/pZ4xL6uNmX07vk3IwN1EwEZYYWl3Ghl3azjpWkJAw813uBsLF6qIo
-E3sRqFD+G2yIZq4iQOPwG2JDzvjye79YMa5jMx+8JaLF48MKwppkQ3xS4D6K
-+UAj/3bQxr74oOY3D7Iu0SBuvd6u+caH17pt9Ufv0yBCbOtE/KznbLRN2eqE
-/dEb/eUJwCaqoVzjpMR1xzlDmrZo9IhYif3iCgmf0j0Jq9orITwqF2r1Ohf4
-tZQxcfUcTZjZtzs+hCPRft30gho0391ieBS4/CLpmNy4F+sJe8xLP1fL+YRX
-/RCgfbaX4/rPiPD1gwtko7k9FYNdfPS4b4wEMlB9Qlfi51nzzhJloIz4nxQ/
-ttMsa41/o7oH15jJ926NK9FeR7jhubQJIJnxwY3ov2ptubgu2v0/ZuamoqAJ
-9WHtBg5ob25RQKE+GmWQhHTchNjHl1L8/pAIwtAevRVC+LM8YVCdB96Le2Jo
-hvzJrmUP3GeFBHLmG6NTD8rBdXhSxWpzgQaZwWBvT3As3vPFvFwKy7NfOzYV
-eOG5lcowb/cmzOTzUxBeMMhVf6fxHl9wBSTX16o07okIdIV1Md0PlRCOnmfx
-YIQzHzpw2/g/KXAkzPiS4EAYz82KfP/v/+kvoGcbfg==
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-             3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJ+KP3nW+mDOYU2DtMn8FeZeWs4gPkbEfwjbcvDTzHZ
-YvC9T7Dbzv6K4D+IEN9+cYEmXD+M/3Xnra6/pQi+Y9Oj4zOqjeD8/yBgj+CX
-bBX9ffqdIQYfZh+MD3MPTD8Kv94I1T9I/oO5R7hyUsnZK4pw98L4MP+g88M5
-xdqN65Xg/JkgoKkM14/CL0TwYe5B4dsj+DD/oPNh9sH4MPfA9MP4sPCE8dH9
-BwCivPAD
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-             3}, {0, 1, 0}}}, {{{45.6781, 10.531300000000002`}, {
-             45.96090000000001, 10.531300000000002`}, {46.2609, 
-             10.531300000000002`}, {46.2609, 10.8641}, {46.2609, 11.1984}, {
-             45.96090000000001, 11.1984}, {45.6781, 11.1984}, {
-             36.665600000000005`, 11.1984}, {36.382799999999996`, 11.1984}, {
-             36.08279999999999, 11.1984}, {36.08279999999999, 10.8641}, {
-             36.08279999999999, 10.531300000000002`}, {36.382799999999996`, 
-             10.531300000000002`}, {36.665600000000005`, 
-             10.531300000000002`}, {45.6781, 10.531300000000002`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 
-             0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3,
-              3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 
-             1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgBGIVIGYCYh7/9VNSIzwc+iO6/RkLpB3e8O4zmJnl4fCm
-LbfbaLaUw7IXHnr/d3o4nAEDTL7FtaO5JicQ/DQQuIabL+/4MfmMqifcfGMQ
-qPZ0EK6cVHL2iILDmu7bGQz3PR2MQOLCKg43pGsSjVK9HPwuToz591jdYcZM
-ILjp7RCtADRIxxDOvy70yfH8MkOI+X+9HNJB9k4zdJhvo3Nl1jYvB/GpVzgz
-Jhk6XMiPZz8niODfBJlf6wnng4ybKekJ19+2PPyUUYgH3Pz/IGDvAVcfIb79
-IoMbMPyCS1Sm8xvg5LNwdsknn9OH8zPyP7SeLMHkw8w/umtHL9sEHQeWxZOs
-GGsRfHB4dXs4JMTecWOO0HPI5vy5IH22h0MyiK9h4HAR5L+VHg71v60KznkY
-ODxJXHjNhN0Tzgf7S80bzgeH71UvBx1F+S8533Qh7pnm5XDisNPaTDkdqDov
-h/WqT5rn6Wo5oKcXAG1w+hI=
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             57.7703, 8.464060000000002}, {57.293800000000005`, 
-             8.464060000000002}, {56.8656, 8.018749999999999}, {56.8656, 
-             7.5421900000000015`}, {56.8656, 7.065629999999998}, {
-             57.293800000000005`, 6.62031}, {57.754699999999985`, 6.62031}, {
-             58.264099999999985`, 6.62031}, {58.7078, 7.050000000000001}, {
-             58.7078, 7.5421900000000015`}, {58.7078, 8.018749999999999}, {
-             58.264099999999985`, 8.464060000000002}, {57.7703, 
-             8.464060000000002}}}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-              63.97970000000001, 17.6516}, {61.517199999999995`, 17.6516}, {
-              60.26089999999999, 15.695299999999998`}, {60.26089999999999, 
-              11.850000000000001`}, {60.26089999999999, 9.990630000000001}, {
-              60.59529999999999, 8.384379999999998}, {61.1516, 
-              7.606249999999999}, {61.7078, 6.82656}, {62.596899999999984`, 
-              6.38281}, {63.58279999999999, 6.38281}, {65.98279999999998, 
-              6.38281}, {67.1906, 8.44844}, {67.1906, 12.517199999999997`}, {
-              67.1906, 15.998399999999998`}, {66.1578, 17.6516}, {
-              63.97970000000001, 17.6516}}, {{63.69379999999999, 
-              17.095299999999998`}, {65.2359, 17.095299999999998`}, {
-              65.85629999999999, 15.537500000000001`}, {65.85629999999999, 
-              11.7219}, {65.85629999999999, 8.337499999999997}, {
-              65.25159999999998, 6.939060000000001}, {63.78909999999999, 
-              6.939060000000001}, {62.2484, 6.939060000000001}, {
-              61.59529999999999, 8.543750000000001}, {61.59529999999999, 
-              12.421899999999999`}, {61.59529999999999, 
-              15.774999999999999`}, {62.18439999999998, 
-              17.095299999999998`}, {63.69379999999999, 
-              17.095299999999998`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {
-              1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGAwAGIQLfP6kZmUT7CD+/5aWYt0HQcbnSuznjkGO8jMi9M8
-vUHHASysEOxw4rDT2kw5HQeOnwvSN38LckiJvePGPEPHQfiT4/m0p0EOWx2a
-Hh3foeNgDdJ/EsEHy69F8PPj2c9JzgxyOLprRy/bBB2HmSBQG+SQmgYEajoO
-b3n3Gcy0C3LYbv7jUIqWtkNwicr0/zJBDj4n2G1nm2o5fN4QkD2LOcjBA+Sw
-5RoOqk+a5529FuhgZAwEl1Ud/OXEsny3Bzp023juSmNSgvN7Irr9GQXk4fz9
-3fuaTJxlHJoDPec2HAt0mAFyh6QUxP03Efz25eGnjD4g+BMW/DB8Jhbk8B8E
-6qUdatdtS6q3DXJQ/aTyctZKWYfFk6wYfTOCIP7iVHB4LCJ78ml/kIP7mqPL
-GSoUIfqPBUHc90gZEj4rgxweuMY7ztoo7/CdLX6Gz9IghxjVCJlzc+Qg7l0c
-5OAK1i8L5xuA/FssA+fL71qwL5VPGhJfa4Ig7rWUcojJPfpv024EX9wj4I/E
-ZQT/DAj8CXIIeXv544yH0hD/BgQ7OE9oFkqTUnAoAMWXZ7CDcOWkkrNHFBzW
-dN/OYHAOdlC+9iiYYY6CwxOQ/+yh/B4Fh4qIFaZnrYMdqu//uGWcrQBxn3Qw
-JLzk5SE0dzDE3h45uP0wPjh+PyP44PB9GwTXD+ODw4tRAc4Hu1cLwQeHr5MC
-JH7fBUHcE63ggJ7eAXc5VfM=
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHZt79N+m70EOTxIXXjPp13L4zhY/w+dhkENK7B03
-Zgl1h0jx7RcZzgU5/P1W+mBOoarD7ltdf1NXBzm4TGgWSjul7CD8yfF8WmGQ
-w1ohHb50OUWHnSB54yCHMyDQI+eg+qR53lkhBP8N7z6DmWwIvrbVpNP1DEEO
-DCCQIA/nK197FMzQowDnC1dOKjk7RckhuERl+n8ZqH4fNQd31VKmWQ5BDskg
-997QgMhHBDk0sBztN5yu5bC/VtYivSDIYbv5j0MpWtoOPV6vWEwWIviuIP07
-EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-              81.27499999999999, 12.218799999999998`}, {79.40469999999999, 
-              12.218799999999998`}, {78.44999999999999, 
-              10.732799999999997`}, {78.44999999999999, 7.812499999999997}, {
-              78.44999999999999, 6.398439999999999}, {78.7031, 
-              5.179690000000001}, {79.1266, 4.5874999999999995`}, {
-              79.54840000000002, 3.9968799999999995`}, {80.225, 3.65781}, {
-              80.9734, 3.65781}, {82.7969, 3.65781}, {83.71409999999999, 
-              5.22813}, {83.71409999999999, 8.31875}, {83.71409999999999, 
-              10.962499999999999`}, {82.9297, 12.218799999999998`}, {
-              81.27499999999999, 12.218799999999998`}}, {{81.0578, 11.7953}, {
-              82.2297, 11.7953}, {82.69999999999999, 10.612499999999997`}, {
-              82.69999999999999, 7.715629999999997}, {82.69999999999999, 
-              5.143750000000001}, {82.24059999999999, 4.08125}, {
-              81.12970000000001, 4.08125}, {79.95940000000002, 4.08125}, {
-              79.46409999999999, 5.300000000000001}, {79.46409999999999, 
-              8.246879999999999}, {79.46409999999999, 10.7938}, {
-              79.91090000000001, 11.7953}, {81.0578, 11.7953}}}]}, 
-           Thickness[0.011672697560406212`]]}, {
-         ImageSize -> {85.66971855541718, 21.12078704856787}, 
-          BaselinePosition -> Scaled[0.31887090512778543`], 
-          ImageSize -> {86., 22.}, 
-          PlotRange -> {{0., 85.66999999999999}, {0., 21.12}}, AspectRatio -> 
-          Automatic}], 
-        Graphics[{
-          Thickness[0.011672697560406212`], 
-          Style[{
-            FilledCurve[CompressedData["
-1:eJxTTMoPymNmYGBgBGI1IAaxQYAJSjNCxZjR2DA5dDXI4rjYpKrHpZcY95DK
-ppabKTGTVHfiEgcA+NYCcw==
-             "], CompressedData["
-1:eJxllHtIU2EYxueFvICXbbrZPGubbuo03ZmKmkW+VpalobTAlTcop5VF/qGm
-qVFKEmipYXgLK4osmmllKSZmLbG8JoJWSopGWGngBbOs1r7zzU+oFz4Ov3N5
-3svzciSHTu7TmLFYLBPDiTAcU8OpQnHACpxrE+Q9oIRYmZrq32IPeSvBaf1B
-Snhe1J7vr2ODwvMu942/Ehbb5x6nZHIgarAs7g93jd0/FtT2ddOE66bDffRl
-NJwXW8h6/TlQokqXVtjRWG+KDVdK7U4HeCkgjslnDXoUiRIYsRnlaQIssc4S
-Bf5+hliwwDxMQUh6aF7PmCnWLaegF0XkSkgH0j28yj9DZgpPFPnWCHA/uab4
-vlaA9TMtMfcKgHrAu2Y6YU14Om8qdWDGhvD+2aG5SokjrOq1qILV+i4eYWZ+
-P3iwmp/pZ4xL6uNmX07vk3IwN1EwEZYYWl3Ghl3azjpWkJAw813uBsLF6qIo
-E3sRqFD+G2yIZq4iQOPwG2JDzvjye79YMa5jMx+8JaLF48MKwppkQ3xS4D6K
-+UAj/3bQxr74oOY3D7Iu0SBuvd6u+caH17pt9Ufv0yBCbOtE/KznbLRN2eqE
-/dEb/eUJwCaqoVzjpMR1xzlDmrZo9IhYif3iCgmf0j0Jq9orITwqF2r1Ohf4
-tZQxcfUcTZjZtzs+hCPRft30gho0391ieBS4/CLpmNy4F+sJe8xLP1fL+YRX
-/RCgfbaX4/rPiPD1gwtko7k9FYNdfPS4b4wEMlB9Qlfi51nzzhJloIz4nxQ/
-ttMsa41/o7oH15jJ926NK9FeR7jhubQJIJnxwY3ov2ptubgu2v0/ZuamoqAJ
-9WHtBg5ob25RQKE+GmWQhHTchNjHl1L8/pAIwtAevRVC+LM8YVCdB96Le2Jo
-hvzJrmUP3GeFBHLmG6NTD8rBdXhSxWpzgQaZwWBvT3As3vPFvFwKy7NfOzYV
-eOG5lcowb/cmzOTzUxBeMMhVf6fxHl9wBSTX16o07okIdIV1Md0PlRCOnmfx
-YIQzHzpw2/g/KXAkzPiS4EAYz82KfP/v/+kvoGcbfg==
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-             3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 
-             3, 3}, {0, 1, 0}}}, CompressedData["
-1:eJxTTMoPSmVmYGBgAmJ+KP3nW+mDOYU2DtMn8FeZeWs4gPkbEfwjbcvDTzHZ
-YvC9T7Dbzv6K4D+IEN9+cYEmXD+M/3Xnra6/pQi+Y9Oj4zOqjeD8/yBgj+CX
-bBX9ffqdIQYfZh+MD3MPTD8Kv94I1T9I/oO5R7hyUsnZK4pw98L4MP+g88M5
-xdqN65Xg/JkgoKkM14/CL0TwYe5B4dsj+DD/oPNh9sH4MPfA9MP4sPCE8dH9
-BwCivPAD
-             "]], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 
-             3}, {0, 1, 0}}}, {{{45.6781, 10.531300000000002`}, {
-             45.96090000000001, 10.531300000000002`}, {46.2609, 
-             10.531300000000002`}, {46.2609, 10.8641}, {46.2609, 11.1984}, {
-             45.96090000000001, 11.1984}, {45.6781, 11.1984}, {
-             36.665600000000005`, 11.1984}, {36.382799999999996`, 11.1984}, {
-             36.08279999999999, 11.1984}, {36.08279999999999, 10.8641}, {
-             36.08279999999999, 10.531300000000002`}, {36.382799999999996`, 
-             10.531300000000002`}, {36.665600000000005`, 
-             10.531300000000002`}, {45.6781, 10.531300000000002`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1,
-               4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}}, {CompressedData["
-1:eJxTTMoPSmViYGCQBmIQfQYETLwd/nwrfTAn0dAh4fBl7dSXXg7XhT45nl9m
-6KA/YcEPQzUvh/21shbpKoYOKk+a55295OlgDAKXDRx+x+Qe/Zfl6fAfBOQN
-IPpnejhs0ctbzFij6/BpQ0D2LHUPh/NXw97oz9aE8x9FiG+/6KAK5z9wjXec
-xajgcH8f3xzjUx4OO4OtIv63Szq4q5YyzbrgCef3eL1iMbnpBefPt9G5Mmue
-t8NMEOBUgPOntLdGXY5RgfN9L06M+cesATFfyNshPQ0EtBzEp17hzLDygvPB
-4XHFE84/rmk16fR0T4h5fzQhfHlPh1OHndZm1mlA/Mvp6eB9gt12tqmGw5PE
-hddM2D0dToPM0dFwCC5Rmf7/g4fDq+Ktor9fqzs4ND06PkPaE2LPGl2I+455
-OtyWrkk0SjVwgMWH9Lw4zdMOhg7o8QMAV+zH2w==
-              "], {{
-              51.85309999999998, 12.2469}, {53.0609, 12.2469}, {
-              53.87190000000001, 11.1984}, {53.87190000000001, 9.625}, {
-              53.87190000000001, 7.971879999999999}, {53.0609, 
-              6.906249999999999}, {51.837500000000006`, 6.906249999999999}, {
-              50.4859, 6.906249999999999}, {49.7547, 8.067189999999998}, {
-              49.7547, 10.1969}, {49.7547, 10.7531}, {49.818799999999996`, 
-              11.0547}, {49.993799999999986`, 11.325}, {50.34379999999999, 
-              11.8656}, {51.09059999999999, 12.2469}, {51.85309999999998, 
-              12.2469}}}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-             57.7703, 8.464060000000002}, {57.293800000000005`, 
-             8.464060000000002}, {56.8656, 8.018749999999999}, {56.8656, 
-             7.5421900000000015`}, {56.8656, 7.065629999999998}, {
-             57.293800000000005`, 6.62031}, {57.754699999999985`, 6.62031}, {
-             58.264099999999985`, 6.62031}, {58.7078, 7.050000000000001}, {
-             58.7078, 7.5421900000000015`}, {58.7078, 8.018749999999999}, {
-             58.264099999999985`, 8.464060000000002}, {57.7703, 
-             8.464060000000002}}}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-              63.97970000000001, 17.6516}, {61.517199999999995`, 17.6516}, {
-              60.26089999999999, 15.695299999999998`}, {60.26089999999999, 
-              11.850000000000001`}, {60.26089999999999, 9.990630000000001}, {
-              60.59529999999999, 8.384379999999998}, {61.1516, 
-              7.606249999999999}, {61.7078, 6.82656}, {62.596899999999984`, 
-              6.38281}, {63.58279999999999, 6.38281}, {65.98279999999998, 
-              6.38281}, {67.1906, 8.44844}, {67.1906, 12.517199999999997`}, {
-              67.1906, 15.998399999999998`}, {66.1578, 17.6516}, {
-              63.97970000000001, 17.6516}}, {{63.69379999999999, 
-              17.095299999999998`}, {65.2359, 17.095299999999998`}, {
-              65.85629999999999, 15.537500000000001`}, {65.85629999999999, 
-              11.7219}, {65.85629999999999, 8.337499999999997}, {
-              65.25159999999998, 6.939060000000001}, {63.78909999999999, 
-              6.939060000000001}, {62.2484, 6.939060000000001}, {
-              61.59529999999999, 8.543750000000001}, {61.59529999999999, 
-              12.421899999999999`}, {61.59529999999999, 
-              15.774999999999999`}, {62.18439999999998, 
-              17.095299999999998`}, {63.69379999999999, 
-              17.095299999999998`}}}], 
-            
-            FilledCurve[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 
-              3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {
-              1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 
-              3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {CompressedData["
-1:eJxTTMoPSmViYGAwAGIQLfP6kZmUT7CD+/5aWYt0HQcbnSuznjkGO8jMi9M8
-vUHHASysEOxw4rDT2kw5HQeOnwvSN38LckiJvePGPEPHQfiT4/m0p0EOWx2a
-Hh3foeNgDdJ/EsEHy69F8PPj2c9JzgxyOLprRy/bBB2HmSBQG+SQmgYEajoO
-b3n3Gcy0C3LYbv7jUIqWtkNwicr0/zJBDj4n2G1nm2o5fN4QkD2LOcjBA+Sw
-5RoOqk+a5529FuhgZAwEl1Ud/OXEsny3Bzp023juSmNSgvN7Irr9GQXk4fz9
-3fuaTJxlHJoDPec2HAt0mAFyh6QUxP03Efz25eGnjD4g+BMW/DB8Jhbk8B8E
-6qUdatdtS6q3DXJQ/aTyctZKWYfFk6wYfTOCIP7iVHB4LCJ78ml/kIP7mqPL
-GSoUIfqPBUHc90gZEj4rgxweuMY7ztoo7/CdLX6Gz9IghxjVCJlzc+Qg7l0c
-5OAK1i8L5xuA/FssA+fL71qwL5VPGhJfa4Ig7rWUcojJPfpv024EX9wj4I/E
-ZQT/DAj8CXIIeXv544yH0hD/BgQ7OE9oFkqTUnAoAMWXZ7CDcOWkkrNHFBzW
-dN/OYHAOdlC+9iiYYY6CwxOQ/+yh/B4Fh4qIFaZnrYMdqu//uGWcrQBxn3Qw
-JLzk5SE0dzDE3h45uP0wPjh+PyP44PB9GwTXD+ODw4tRAc4Hu1cLwQeHr5MC
-JH7fBUHcE63ggJ7eAXc5VfM=
-              "], CompressedData["
-1:eJxTTMoPSmViYGAQBmIQHZt79N+m70EOTxIXXjPp13L4zhY/w+dhkENK7B03
-Zgl1h0jx7RcZzgU5/P1W+mBOoarD7ltdf1NXBzm4TGgWSjul7CD8yfF8WmGQ
-w1ohHb50OUWHnSB54yCHMyDQI+eg+qR53lkhBP8N7z6DmWwIvrbVpNP1DEEO
-DCCQIA/nK197FMzQowDnC1dOKjk7RckhuERl+n8ZqH4fNQd31VKmWQ5BDskg
-997QgMhHBDk0sBztN5yu5bC/VtYivSDIYbv5j0MpWtoOPV6vWEwWIviuIP07
-EPwJC34YPjsV5JAQEqS+gFPbAT18AL0WhiM=
-              "]}], 
-            
-            FilledCurve[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 
-              3}}, {{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}}}, {{{
-              81.27499999999999, 12.218799999999998`}, {79.40469999999999, 
-              12.218799999999998`}, {78.44999999999999, 
-              10.732799999999997`}, {78.44999999999999, 7.812499999999997}, {
-              78.44999999999999, 6.398439999999999}, {78.7031, 
-              5.179690000000001}, {79.1266, 4.5874999999999995`}, {
-              79.54840000000002, 3.9968799999999995`}, {80.225, 3.65781}, {
-              80.9734, 3.65781}, {82.7969, 3.65781}, {83.71409999999999, 
-              5.22813}, {83.71409999999999, 8.31875}, {83.71409999999999, 
-              10.962499999999999`}, {82.9297, 12.218799999999998`}, {
-              81.27499999999999, 12.218799999999998`}}, {{81.0578, 11.7953}, {
-              82.2297, 11.7953}, {82.69999999999999, 10.612499999999997`}, {
-              82.69999999999999, 7.715629999999997}, {82.69999999999999, 
-              5.143750000000001}, {82.24059999999999, 4.08125}, {
-              81.12970000000001, 4.08125}, {79.95940000000002, 4.08125}, {
-              79.46409999999999, 5.300000000000001}, {79.46409999999999, 
-              8.246879999999999}, {79.46409999999999, 10.7938}, {
-              79.91090000000001, 11.7953}, {81.0578, 11.7953}}}]}, 
-           Thickness[0.011672697560406212`]]}, {
-         ImageSize -> {85.66971855541718, 21.12078704856787}, 
-          BaselinePosition -> Scaled[0.31887090512778543`], 
-          ImageSize -> {86., 22.}, 
-          PlotRange -> {{0., 85.66999999999999}, {0., 21.12}}, AspectRatio -> 
-          Automatic}]}, LegendMarkers -> None, 
+        Style["\[Mu] = -8", FontSize -> 18], 
+        Style["\[Mu] = -7", FontSize -> 18], 
+        Style["\[Mu] = -6", FontSize -> 18]}, LegendMarkers -> None, 
        LabelStyle -> {FontFamily -> "Times"}, LegendLayout -> "Column"]], {
      Center, Bottom}, Identity]]& ],
   AutoDelete->True,
   Editable->True,
   SelectWithContents->False,
   Selectable->True]], "Output",
- GeneratedCell->False,
- CellAutoOverwrite->False,
- CellChangeTimes->{{3.830741181448613*^9, 3.830741206945387*^9}, 
-   3.8307419038028193`*^9, {3.830742026981884*^9, 3.830742065379548*^9}, {
-   3.830742110095232*^9, 3.830742119211772*^9}, {3.830742208915197*^9, 
-   3.830742259424131*^9}, {3.830742295643413*^9, 3.830742305084087*^9}, {
-   3.830742344511018*^9, 3.830742359786695*^9}, {3.830742410825529*^9, 
-   3.830742468137369*^9}, 
-   3.830742591677536*^9},ExpressionUUID->"c0746594-48e5-4310-b7c3-\
-59e7ccc0000f"]
+ CellLabel->"Out[23]=",ExpressionUUID->"fab28477-49a9-4922-9e62-38257f87c619"]
 }, Open  ]],
 
 Cell[BoxData["\[IndentingNewLine]"], "Input",
@@ -11276,7 +9238,7 @@ Cell[BoxData["\[IndentingNewLine]"], "Input",
  CellChangeTimes->{
   3.830741197492989*^9},ExpressionUUID->"eead3199-3345-46f2-a4c0-\
 2fec2d348b90"]
-}, Open  ]],
+}, Closed]],
 
 Cell[CellGroupData[{
 
@@ -16774,9 +14736,9 @@ t+UVKN/E4SZjT2Cwx2V7ANcnWZY=
 }, Open  ]]
 }, Open  ]]
 },
-WindowSize->{1280, 755},
+WindowSize->{1425, 1395},
 WindowMargins->{{0, Automatic}, {Automatic, 0}},
-FrontEndVersion->"12.1 for Mac OS X x86 (64-bit) (March 13, 2020)",
+FrontEndVersion->"13.0 for Mac OS X x86 (64-bit) (December 2, 2021)",
 StyleDefinitions->"Default.nb",
 ExpressionUUID->"8b8f66d5-74ef-4f00-a943-e92faec4ee0a"
 ]
@@ -16793,327 +14755,314 @@ CellTagsIndex->{}
 Notebook[{
 Cell[CellGroupData[{
 Cell[580, 22, 157, 3, 98, "Title",ExpressionUUID->"f14a9b83-4155-4933-b4bd-86482283a3f0"],
-Cell[740, 27, 640, 14, 68, "Input",ExpressionUUID->"f63df8ff-a805-43cf-b25e-970437446449",
+Cell[CellGroupData[{
+Cell[762, 29, 635, 13, 68, "Input",ExpressionUUID->"f63df8ff-a805-43cf-b25e-970437446449",
  InitializationCell->True],
-Cell[1383, 43, 593, 16, 46, "Input",ExpressionUUID->"06b69520-f042-4fc6-9314-22d2e79542d6",
+Cell[CellGroupData[{
+Cell[1422, 46, 183, 3, 24, "Print",ExpressionUUID->"5cb064db-9a96-49d8-b73d-03704506f017"],
+Cell[1608, 51, 256, 5, 24, "Print",ExpressionUUID->"a1b2528f-5340-4604-8b03-168c2a162b5a"],
+Cell[1867, 58, 491, 9, 26, "Print",ExpressionUUID->"cd6f07bd-300c-4ba1-83eb-469c1e63eaf6"]
+}, Open  ]]
+}, Open  ]],
+Cell[2385, 71, 593, 16, 46, "Input",ExpressionUUID->"06b69520-f042-4fc6-9314-22d2e79542d6",
  InitializationCell->True],
-Cell[1979, 61, 549, 16, 46, "Input",ExpressionUUID->"a8c11cd4-a9a5-4079-8595-5294b1fb94c7",
+Cell[2981, 89, 549, 16, 46, "Input",ExpressionUUID->"a8c11cd4-a9a5-4079-8595-5294b1fb94c7",
  InitializationCell->True],
-Cell[2531, 79, 484, 12, 49, "Input",ExpressionUUID->"e29c6d12-164d-461c-b102-761d687a35f0",
+Cell[3533, 107, 484, 12, 49, "Input",ExpressionUUID->"e29c6d12-164d-461c-b102-761d687a35f0",
  InitializationCell->True],
-Cell[3018, 93, 470, 11, 49, "Input",ExpressionUUID->"74769596-3e6e-4ca2-8edd-d3dad7f9f8d1",
+Cell[4020, 121, 470, 11, 49, "Input",ExpressionUUID->"74769596-3e6e-4ca2-8edd-d3dad7f9f8d1",
  InitializationCell->True],
-Cell[3491, 106, 439, 10, 49, "Input",ExpressionUUID->"1fff622e-e162-45b8-93d8-03e2f95f6a4a",
+Cell[4493, 134, 439, 10, 49, "Input",ExpressionUUID->"1fff622e-e162-45b8-93d8-03e2f95f6a4a",
  InitializationCell->True],
-Cell[3933, 118, 2202, 63, 99, "Input",ExpressionUUID->"7fc2e2a8-1267-4aa2-acf5-d2d12a58563c",
+Cell[4935, 146, 2202, 63, 69, "Input",ExpressionUUID->"7fc2e2a8-1267-4aa2-acf5-d2d12a58563c",
  InitializationCell->True],
-Cell[6138, 183, 296, 8, 49, "Input",ExpressionUUID->"76897437-158e-48b2-bca0-c92679d71862",
+Cell[7140, 211, 296, 8, 49, "Input",ExpressionUUID->"76897437-158e-48b2-bca0-c92679d71862",
  InitializationCell->True],
-Cell[6437, 193, 246, 6, 49, "Input",ExpressionUUID->"751041e2-0753-48c1-aa6c-9f69333e4db7",
+Cell[7439, 221, 246, 6, 49, "Input",ExpressionUUID->"751041e2-0753-48c1-aa6c-9f69333e4db7",
  InitializationCell->True],
-Cell[6686, 201, 879, 25, 49, "Input",ExpressionUUID->"f13406bf-d041-4fbb-823f-f514d04fe27c",
+Cell[7688, 229, 879, 25, 49, "Input",ExpressionUUID->"f13406bf-d041-4fbb-823f-f514d04fe27c",
  InitializationCell->True],
-Cell[7568, 228, 315, 7, 46, "Input",ExpressionUUID->"183ae429-a997-4f0d-baef-2a20bbc5c8ff",
+Cell[8570, 256, 315, 7, 46, "Input",ExpressionUUID->"183ae429-a997-4f0d-baef-2a20bbc5c8ff",
  InitializationCell->True],
-Cell[7886, 237, 1716, 51, 77, "Input",ExpressionUUID->"2fd619d6-5e78-47b6-adfc-2c3a75428669",
+Cell[8888, 265, 1716, 51, 78, "Input",ExpressionUUID->"2fd619d6-5e78-47b6-adfc-2c3a75428669",
  InitializationCell->True]
-}, Closed]],
-Cell[CellGroupData[{
-Cell[9639, 293, 226, 4, 72, "Title",ExpressionUUID->"c626dffe-68a4-4be1-b83c-a98638c384be"],
-Cell[CellGroupData[{
-Cell[9890, 301, 161, 3, 67, "Section",ExpressionUUID->"e0a5c645-2143-460d-a4e6-085c89e142f8"],
-Cell[CellGroupData[{
-Cell[10076, 308, 3716, 104, 118, "Input",ExpressionUUID->"18ee6744-3e3b-4677-9588-1803214665ac"],
-Cell[13795, 414, 3605, 105, 98, "Output",ExpressionUUID->"cbca8ed1-5d8f-4e61-8033-cf95096b7059"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[17437, 524, 3842, 109, 125, "Input",ExpressionUUID->"ea189845-c47e-4753-ae12-0c29bb7fe966"],
-Cell[21282, 635, 2907, 81, 119, "Output",ExpressionUUID->"92d6db72-9f08-4355-8160-14f066aceceb"]
+Cell[10641, 321, 226, 4, 98, "Title",ExpressionUUID->"c626dffe-68a4-4be1-b83c-a98638c384be"],
+Cell[CellGroupData[{
+Cell[10892, 329, 161, 3, 67, "Section",ExpressionUUID->"e0a5c645-2143-460d-a4e6-085c89e142f8"],
+Cell[CellGroupData[{
+Cell[11078, 336, 3716, 104, 118, "Input",ExpressionUUID->"18ee6744-3e3b-4677-9588-1803214665ac"],
+Cell[14797, 442, 3605, 105, 98, "Output",ExpressionUUID->"cbca8ed1-5d8f-4e61-8033-cf95096b7059"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[24226, 721, 2154, 64, 63, "Input",ExpressionUUID->"c2d3be71-50b2-4d02-bc7c-fa8422bb9511"],
-Cell[26383, 787, 943, 29, 56, "Output",ExpressionUUID->"3a86ae5d-84b5-4de4-bf01-e2f7182357aa"]
+Cell[18439, 552, 3842, 109, 125, "Input",ExpressionUUID->"ea189845-c47e-4753-ae12-0c29bb7fe966"],
+Cell[22284, 663, 2907, 81, 119, "Output",ExpressionUUID->"92d6db72-9f08-4355-8160-14f066aceceb"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[27363, 821, 2113, 62, 63, "Input",ExpressionUUID->"6d246081-7c23-4031-b117-f6e9dbc0e0a0"],
-Cell[29479, 885, 981, 24, 65, "Output",ExpressionUUID->"3f1ab4cb-673d-4ce6-aaea-91d682381bce"]
+Cell[25228, 749, 2154, 64, 63, "Input",ExpressionUUID->"c2d3be71-50b2-4d02-bc7c-fa8422bb9511"],
+Cell[27385, 815, 943, 29, 56, "Output",ExpressionUUID->"3a86ae5d-84b5-4de4-bf01-e2f7182357aa"]
+}, Open  ]],
+Cell[CellGroupData[{
+Cell[28365, 849, 2113, 62, 63, "Input",ExpressionUUID->"6d246081-7c23-4031-b117-f6e9dbc0e0a0"],
+Cell[30481, 913, 981, 24, 65, "Output",ExpressionUUID->"3f1ab4cb-673d-4ce6-aaea-91d682381bce"]
 }, Open  ]]
 }, Closed]],
 Cell[CellGroupData[{
-Cell[30509, 915, 192, 3, 53, "Section",ExpressionUUID->"f857da23-6512-4a44-801c-0238416ec25a"],
-Cell[30704, 920, 582, 11, 35, "Text",ExpressionUUID->"2556e3c0-3c07-46c8-a4f0-e0d5f873e557"],
-Cell[31289, 933, 468, 14, 46, "Input",ExpressionUUID->"52f037c3-c011-4459-9ec6-6f496c768a58"],
-Cell[31760, 949, 1494, 39, 67, "Input",ExpressionUUID->"e939f164-90ed-4275-8c20-a3c9b35f02a0"],
-Cell[33257, 990, 1322, 35, 67, "Input",ExpressionUUID->"abec2db9-74cd-44ab-8e15-ec3c2d9acd58"],
-Cell[34582, 1027, 1045, 31, 67, "Input",ExpressionUUID->"6245dfde-4373-46ac-8f56-97c43c57cefd"]
+Cell[31511, 943, 192, 3, 53, "Section",ExpressionUUID->"f857da23-6512-4a44-801c-0238416ec25a"],
+Cell[31706, 948, 582, 11, 35, "Text",ExpressionUUID->"2556e3c0-3c07-46c8-a4f0-e0d5f873e557"],
+Cell[32291, 961, 468, 14, 46, "Input",ExpressionUUID->"52f037c3-c011-4459-9ec6-6f496c768a58"],
+Cell[32762, 977, 1494, 39, 67, "Input",ExpressionUUID->"e939f164-90ed-4275-8c20-a3c9b35f02a0"],
+Cell[34259, 1018, 1322, 35, 67, "Input",ExpressionUUID->"abec2db9-74cd-44ab-8e15-ec3c2d9acd58"],
+Cell[35584, 1055, 1045, 31, 67, "Input",ExpressionUUID->"6245dfde-4373-46ac-8f56-97c43c57cefd"]
 }, Closed]],
 Cell[CellGroupData[{
-Cell[35664, 1063, 697, 10, 53, "Section",ExpressionUUID->"d36161d9-7065-4d0c-9aa3-9e184ff60f78"],
+Cell[36666, 1091, 697, 10, 53, "Section",ExpressionUUID->"d36161d9-7065-4d0c-9aa3-9e184ff60f78"],
 Cell[CellGroupData[{
-Cell[36386, 1077, 509, 8, 54, "Subsection",ExpressionUUID->"caba0f41-e4c2-48bd-b7f9-f49d444689e8"],
-Cell[36898, 1087, 1902, 45, 53, "Input",ExpressionUUID->"19db6ad5-bc03-487e-a573-966ce5a1e931"],
+Cell[37388, 1105, 509, 8, 54, "Subsection",ExpressionUUID->"caba0f41-e4c2-48bd-b7f9-f49d444689e8"],
+Cell[37900, 1115, 1902, 45, 54, "Input",ExpressionUUID->"19db6ad5-bc03-487e-a573-966ce5a1e931"],
 Cell[CellGroupData[{
-Cell[38825, 1136, 1804, 46, 53, "Input",ExpressionUUID->"6cb4dcc6-ee3c-42a3-83e3-235f526f9182"],
-Cell[40632, 1184, 280, 5, 34, "Output",ExpressionUUID->"7a5608ac-da7f-4146-9663-314f8a925eb7"]
+Cell[39827, 1164, 1804, 46, 53, "Input",ExpressionUUID->"6cb4dcc6-ee3c-42a3-83e3-235f526f9182"],
+Cell[41634, 1212, 280, 5, 34, "Output",ExpressionUUID->"7a5608ac-da7f-4146-9663-314f8a925eb7"]
 }, Open  ]],
-Cell[40927, 1192, 2101, 56, 49, "Input",ExpressionUUID->"4538602f-e656-4a1f-8b53-fef84aa71ecb"],
-Cell[43031, 1250, 6017, 123, 282, "Input",ExpressionUUID->"1fc2dedb-8f1a-403e-a7e1-c8dbd76bc9e5"]
+Cell[41929, 1220, 2101, 56, 49, "Input",ExpressionUUID->"4538602f-e656-4a1f-8b53-fef84aa71ecb"],
+Cell[44033, 1278, 6017, 123, 284, "Input",ExpressionUUID->"1fc2dedb-8f1a-403e-a7e1-c8dbd76bc9e5"]
 }, Closed]],
 Cell[CellGroupData[{
-Cell[49085, 1378, 490, 7, 38, "Subsection",ExpressionUUID->"bdb8d3b4-c988-408c-865f-6a4aaefec0cc"],
+Cell[50087, 1406, 490, 7, 38, "Subsection",ExpressionUUID->"bdb8d3b4-c988-408c-865f-6a4aaefec0cc"],
 Cell[CellGroupData[{
-Cell[49600, 1389, 9360, 179, 332, "Input",ExpressionUUID->"fd4d7d77-fd44-443b-a877-600297ee2a20"],
-Cell[58963, 1570, 1753, 31, 196, "Print",ExpressionUUID->"eddb80e0-8314-4b81-a073-134184dae11a"],
-Cell[60719, 1603, 711, 14, 37, "Output",ExpressionUUID->"77e73b0a-4204-439b-880c-363ddd8df3f0"],
-Cell[61433, 1619, 1780, 45, 242, "Output",ExpressionUUID->"e954db0b-9de5-4b95-884f-97be0d9ee069"]
+Cell[50602, 1417, 9360, 179, 332, "Input",ExpressionUUID->"fd4d7d77-fd44-443b-a877-600297ee2a20"],
+Cell[59965, 1598, 1753, 31, 196, "Print",ExpressionUUID->"eddb80e0-8314-4b81-a073-134184dae11a"],
+Cell[61721, 1631, 711, 14, 37, "Output",ExpressionUUID->"77e73b0a-4204-439b-880c-363ddd8df3f0"],
+Cell[62435, 1647, 1780, 45, 242, "Output",ExpressionUUID->"e954db0b-9de5-4b95-884f-97be0d9ee069"]
 }, Open  ]],
-Cell[63228, 1667, 248, 5, 30, "Input",ExpressionUUID->"2a334965-e048-4730-b8d2-934066eee580"],
-Cell[63479, 1674, 370, 12, 48, "Input",ExpressionUUID->"7e0bdb5b-809c-478e-a3d8-bbaf3faf9a2a"],
-Cell[63852, 1688, 670, 19, 45, "Input",ExpressionUUID->"efa3f2c4-c56a-4f0d-a231-57f12b695850"],
-Cell[64525, 1709, 419, 12, 54, "Input",ExpressionUUID->"6d2eae8e-6c4d-48f2-a1b2-4de4ecc2600b"],
-Cell[64947, 1723, 499, 14, 48, "Input",ExpressionUUID->"ae82bc8b-92a9-43b2-ac92-6cd163b82739"],
-Cell[65449, 1739, 1953, 45, 98, "Input",ExpressionUUID->"87275d0e-03a0-4d3c-9d6f-87d7d86f1997"],
+Cell[64230, 1695, 248, 5, 30, "Input",ExpressionUUID->"2a334965-e048-4730-b8d2-934066eee580"],
+Cell[64481, 1702, 370, 12, 48, "Input",ExpressionUUID->"7e0bdb5b-809c-478e-a3d8-bbaf3faf9a2a"],
+Cell[64854, 1716, 670, 19, 45, "Input",ExpressionUUID->"efa3f2c4-c56a-4f0d-a231-57f12b695850"],
+Cell[65527, 1737, 419, 12, 54, "Input",ExpressionUUID->"6d2eae8e-6c4d-48f2-a1b2-4de4ecc2600b"],
+Cell[65949, 1751, 499, 14, 48, "Input",ExpressionUUID->"ae82bc8b-92a9-43b2-ac92-6cd163b82739"],
+Cell[66451, 1767, 1953, 45, 98, "Input",ExpressionUUID->"87275d0e-03a0-4d3c-9d6f-87d7d86f1997"],
 Cell[CellGroupData[{
-Cell[67427, 1788, 3013, 81, 63, "Input",ExpressionUUID->"3a93abe4-2ad3-486e-8c6e-7fdc2391862f"],
-Cell[70443, 1871, 1192, 22, 34, "Output",ExpressionUUID->"3f0af36f-5a14-4009-9228-7f92279f21fd"]
+Cell[68429, 1816, 3013, 81, 63, "Input",ExpressionUUID->"3a93abe4-2ad3-486e-8c6e-7fdc2391862f"],
+Cell[71445, 1899, 1192, 22, 34, "Output",ExpressionUUID->"3f0af36f-5a14-4009-9228-7f92279f21fd"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[71672, 1898, 8927, 172, 325, "Input",ExpressionUUID->"d1b1610f-85af-4346-ac50-e489107603e8"],
-Cell[80602, 2072, 2691, 64, 56, "Output",ExpressionUUID->"d46330e7-34f6-4fd6-87c7-9d62e37f39f0"],
-Cell[83296, 2138, 2830, 58, 240, "Output",ExpressionUUID->"a1eff725-6cd6-4766-9c48-e4596ad8fcd8"]
+Cell[72674, 1926, 8927, 172, 325, "Input",ExpressionUUID->"d1b1610f-85af-4346-ac50-e489107603e8"],
+Cell[81604, 2100, 2691, 64, 56, "Output",ExpressionUUID->"d46330e7-34f6-4fd6-87c7-9d62e37f39f0"],
+Cell[84298, 2166, 2830, 58, 240, "Output",ExpressionUUID->"a1eff725-6cd6-4766-9c48-e4596ad8fcd8"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[86163, 2201, 2391, 67, 205, "Input",ExpressionUUID->"312998b8-f34f-4d8f-ada8-529ce8e4fc92"],
-Cell[88557, 2270, 1880, 62, 77, "Output",ExpressionUUID->"732834ed-bb17-43bb-807d-6b18ef0060a2"]
+Cell[87165, 2229, 2391, 67, 205, "Input",ExpressionUUID->"312998b8-f34f-4d8f-ada8-529ce8e4fc92"],
+Cell[89559, 2298, 1880, 62, 77, "Output",ExpressionUUID->"732834ed-bb17-43bb-807d-6b18ef0060a2"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[90474, 2337, 6643, 173, 162, "Input",ExpressionUUID->"2016af84-5098-4a00-a783-f0d93f8c9ba3"],
-Cell[97120, 2512, 1495, 25, 60, "Output",ExpressionUUID->"bd9eb2f7-582b-4a68-9544-172d9b5d206c"],
-Cell[98618, 2539, 815, 13, 34, "Output",ExpressionUUID->"202780ab-b52d-489c-a92e-1b0fd0915e99"]
+Cell[91476, 2365, 6643, 173, 162, "Input",ExpressionUUID->"2016af84-5098-4a00-a783-f0d93f8c9ba3"],
+Cell[98122, 2540, 1495, 25, 60, "Output",ExpressionUUID->"bd9eb2f7-582b-4a68-9544-172d9b5d206c"],
+Cell[99620, 2567, 815, 13, 34, "Output",ExpressionUUID->"202780ab-b52d-489c-a92e-1b0fd0915e99"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[99470, 2557, 1857, 44, 140, "Input",ExpressionUUID->"30e5f6ef-f847-4642-bbeb-30c280b77e0b"],
-Cell[101330, 2603, 767, 15, 60, "Output",ExpressionUUID->"5e69b9d6-c0fe-4adf-b5a6-d354021c664b"]
+Cell[100472, 2585, 1857, 44, 140, "Input",ExpressionUUID->"30e5f6ef-f847-4642-bbeb-30c280b77e0b"],
+Cell[102332, 2631, 767, 15, 60, "Output",ExpressionUUID->"5e69b9d6-c0fe-4adf-b5a6-d354021c664b"]
 }, Open  ]]
 }, Closed]],
 Cell[CellGroupData[{
-Cell[102146, 2624, 212, 4, 38, "Subsection",ExpressionUUID->"c866a966-62d2-4aaa-be30-188e454b7735"],
-Cell[102361, 2630, 1830, 66, 53, "Input",ExpressionUUID->"c4a884e6-15b7-471a-9826-860d9af553cf"],
-Cell[104194, 2698, 4796, 151, 190, "Input",ExpressionUUID->"ee948f7b-d70d-4f37-b367-09ca445c478b"],
-Cell[108993, 2851, 1464, 44, 56, "Input",ExpressionUUID->"141f30e2-0cbb-4f96-a17a-38662c6cc740"],
-Cell[110460, 2897, 1505, 42, 54, "Input",ExpressionUUID->"5f15e614-bd85-47be-b20b-e346fe08a2c7"],
-Cell[111968, 2941, 1820, 52, 56, "Input",ExpressionUUID->"95762630-81b3-4910-890e-f8cbb4b3594c"],
-Cell[113791, 2995, 4914, 151, 102, "Input",ExpressionUUID->"d65bd25c-ca2f-407d-9b79-7092dc14020a"],
+Cell[103148, 2652, 212, 4, 38, "Subsection",ExpressionUUID->"c866a966-62d2-4aaa-be30-188e454b7735"],
+Cell[103363, 2658, 1830, 66, 53, "Input",ExpressionUUID->"c4a884e6-15b7-471a-9826-860d9af553cf"],
+Cell[105196, 2726, 4796, 151, 192, "Input",ExpressionUUID->"ee948f7b-d70d-4f37-b367-09ca445c478b"],
+Cell[109995, 2879, 1464, 44, 56, "Input",ExpressionUUID->"141f30e2-0cbb-4f96-a17a-38662c6cc740"],
+Cell[111462, 2925, 1505, 42, 54, "Input",ExpressionUUID->"5f15e614-bd85-47be-b20b-e346fe08a2c7"],
+Cell[112970, 2969, 1820, 52, 56, "Input",ExpressionUUID->"95762630-81b3-4910-890e-f8cbb4b3594c"],
+Cell[114793, 3023, 4914, 151, 104, "Input",ExpressionUUID->"d65bd25c-ca2f-407d-9b79-7092dc14020a"],
 Cell[CellGroupData[{
-Cell[118730, 3150, 3637, 118, 99, "Input",ExpressionUUID->"86c4c204-12d5-4cc4-91f3-4ef38f2f1176"],
-Cell[122370, 3270, 403, 6, 34, "Output",ExpressionUUID->"a2be3453-5dee-4d23-b728-7cbc223eac21"],
-Cell[122776, 3278, 405, 6, 34, "Output",ExpressionUUID->"f9680827-b5a0-43a4-8fce-6d063ed22fc4"]
+Cell[119732, 3178, 3637, 118, 100, "Input",ExpressionUUID->"86c4c204-12d5-4cc4-91f3-4ef38f2f1176"],
+Cell[123372, 3298, 403, 6, 34, "Output",ExpressionUUID->"a2be3453-5dee-4d23-b728-7cbc223eac21"],
+Cell[123778, 3306, 405, 6, 34, "Output",ExpressionUUID->"f9680827-b5a0-43a4-8fce-6d063ed22fc4"]
 }, Open  ]],
-Cell[123196, 3287, 2969, 102, 101, "Input",ExpressionUUID->"ffcbeb9c-6e95-4df6-bb5b-328b41b21992"],
+Cell[124198, 3315, 2969, 102, 102, "Input",ExpressionUUID->"ffcbeb9c-6e95-4df6-bb5b-328b41b21992"],
 Cell[CellGroupData[{
-Cell[126190, 3393, 2044, 57, 48, "Input",ExpressionUUID->"61ee86cb-074d-4ac7-9f61-c1c6b64052ea"],
-Cell[128237, 3452, 453, 12, 49, "Output",ExpressionUUID->"c480bc7f-ce40-4eee-b55d-3f73c76d3e72"]
+Cell[127192, 3421, 2044, 57, 48, "Input",ExpressionUUID->"61ee86cb-074d-4ac7-9f61-c1c6b64052ea"],
+Cell[129239, 3480, 453, 12, 48, "Output",ExpressionUUID->"c480bc7f-ce40-4eee-b55d-3f73c76d3e72"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[128727, 3469, 819, 26, 48, "Input",ExpressionUUID->"b6e55c8f-0333-4b09-aed9-bd0241fab7b8"],
-Cell[129549, 3497, 552, 16, 49, "Output",ExpressionUUID->"dacdb030-75e3-4580-b198-bc005365a6e5"]
+Cell[129729, 3497, 819, 26, 48, "Input",ExpressionUUID->"b6e55c8f-0333-4b09-aed9-bd0241fab7b8"],
+Cell[130551, 3525, 552, 16, 48, "Output",ExpressionUUID->"dacdb030-75e3-4580-b198-bc005365a6e5"]
 }, Open  ]],
-Cell[130116, 3516, 1773, 53, 51, "Input",ExpressionUUID->"db51f6a7-4690-40c2-af32-a6f7eab9b126"],
-Cell[131892, 3571, 468, 15, 48, "Input",ExpressionUUID->"67e833cb-794e-46bf-aaaa-f7fedec74084"],
+Cell[131118, 3544, 1773, 53, 51, "Input",ExpressionUUID->"db51f6a7-4690-40c2-af32-a6f7eab9b126"],
+Cell[132894, 3599, 468, 15, 48, "Input",ExpressionUUID->"67e833cb-794e-46bf-aaaa-f7fedec74084"],
 Cell[CellGroupData[{
-Cell[132385, 3590, 385, 12, 48, "Input",ExpressionUUID->"3ade0751-2e40-483d-aa9f-7c6decd096ba"],
-Cell[132773, 3604, 303, 9, 34, "Output",ExpressionUUID->"e43011ca-1485-4c14-8ef5-e3e5c2853e54"]
+Cell[133387, 3618, 385, 12, 48, "Input",ExpressionUUID->"3ade0751-2e40-483d-aa9f-7c6decd096ba"],
+Cell[133775, 3632, 303, 9, 34, "Output",ExpressionUUID->"e43011ca-1485-4c14-8ef5-e3e5c2853e54"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[133113, 3618, 607, 20, 48, "Input",ExpressionUUID->"1f77c8a4-02f2-4a43-9353-2c6dc0e607c1"],
-Cell[133723, 3640, 305, 9, 34, "Output",ExpressionUUID->"8b84c089-d48f-4520-a0df-2c902ca82399"]
+Cell[134115, 3646, 607, 20, 48, "Input",ExpressionUUID->"1f77c8a4-02f2-4a43-9353-2c6dc0e607c1"],
+Cell[134725, 3668, 305, 9, 34, "Output",ExpressionUUID->"8b84c089-d48f-4520-a0df-2c902ca82399"]
 }, Open  ]],
-Cell[134043, 3652, 4939, 128, 182, "Input",ExpressionUUID->"fc6fe6fa-c5e9-41cb-966e-1e14dcc26ff6"],
+Cell[135045, 3680, 3775, 112, 185, "Input",ExpressionUUID->"fc6fe6fa-c5e9-41cb-966e-1e14dcc26ff6"],
+Cell[138823, 3794, 7265, 190, 388, "Input",ExpressionUUID->"a06ef68f-50cc-4e7f-bfb8-5863cadce9e2"],
 Cell[CellGroupData[{
-Cell[139007, 3784, 14912, 296, 388, "Input",ExpressionUUID->"a06ef68f-50cc-4e7f-bfb8-5863cadce9e2"],
+Cell[146113, 3988, 3422, 84, 250, "Input",ExpressionUUID->"6619aa61-41df-4561-afa2-5b697e931325"],
+Cell[149538, 4074, 169524, 2909, 308, "Output",ExpressionUUID->"826737d4-2b6e-4de9-b31d-fe96204e193e"]
+}, Open  ]],
+Cell[319077, 6986, 255, 6, 30, "Input",ExpressionUUID->"b5b12c32-af87-4895-806f-bf157bb129aa"],
 Cell[CellGroupData[{
-Cell[153944, 4084, 916, 15, 24, "Print",ExpressionUUID->"5130f48f-f8c3-47ec-ba36-e818d9baf5f9"],
-Cell[154863, 4101, 932, 15, 24, "Print",ExpressionUUID->"eae4f0fe-60ff-4935-b530-68c55531752f"],
-Cell[155798, 4118, 11423, 209, 227, "Print",ExpressionUUID->"3e3dcdca-0747-4edb-9af7-eaf67d14584a"]
-}, Open  ]]
+Cell[319357, 6996, 850, 28, 46, "Input",ExpressionUUID->"cc05efbd-961f-46db-b61a-58c996905985"],
+Cell[320210, 7026, 685, 22, 60, "Output",ExpressionUUID->"8fa408ca-cd50-43f5-b8e3-e8f3a0b3e9c1"]
+}, Open  ]],
+Cell[320910, 7051, 448, 13, 30, "Input",ExpressionUUID->"98d3c666-fed4-4e94-8773-702f80e147f2"],
+Cell[321361, 7066, 383, 11, 49, "Input",ExpressionUUID->"7760399b-0d77-4553-9ef6-998865cceadc"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[167270, 4333, 198, 4, 30, "Input",ExpressionUUID->"1f97a01c-9972-4922-bceb-32c17a62dd77"],
-Cell[167471, 4339, 1146, 27, 181, "Output",ExpressionUUID->"09dd10ea-6b66-4aae-8729-61fe9daa8cfe"]
-}, Open  ]],
-Cell[168632, 4369, 147, 3, 52, "Input",ExpressionUUID->"57afc89b-9ca1-4df9-834b-218a004d45c4"],
+Cell[321781, 7082, 179, 3, 54, "Subsection",ExpressionUUID->"77b56f7c-700c-4596-b77a-642cfae1f22b"],
+Cell[321963, 7087, 5580, 148, 245, "Input",ExpressionUUID->"0096765c-1955-4233-8b61-c68add30afd7"],
 Cell[CellGroupData[{
-Cell[168804, 4376, 418, 12, 30, "Input",ExpressionUUID->"2438edc6-221c-4b60-bf8b-3d70d6ff12bb"],
-Cell[169225, 4390, 597, 18, 48, "Output",ExpressionUUID->"c9bd8e93-a480-4036-a458-76653945c9c3"]
+Cell[327568, 7239, 3535, 89, 209, "Input",ExpressionUUID->"b5718ede-6400-4124-b4a6-2186a8843623"],
+Cell[331106, 7330, 2508, 57, 251, "Output",ExpressionUUID->"86990887-6b9b-4c25-928a-8a2d9a47fc30"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[169859, 4413, 875, 18, 30, "Input",ExpressionUUID->"75603725-0506-477c-b0bd-726fd243172d"],
-Cell[170737, 4433, 8010, 152, 367, "Output",ExpressionUUID->"dde512e3-daf4-47ad-a682-cc46fac9e729"]
+Cell[333651, 7392, 3733, 92, 256, "Input",ExpressionUUID->"e6212f5c-f61a-44bd-9741-ee94d91faa85"],
+Cell[337387, 7486, 459, 9, 34, "Output",ExpressionUUID->"9dd3881f-824b-4e31-8bf6-7abeadcfec2e"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[178784, 4590, 3604, 83, 220, "Input",ExpressionUUID->"6619aa61-41df-4561-afa2-5b697e931325"],
-Cell[182391, 4675, 167588, 3011, 310, "Output",ExpressionUUID->"9d744fe8-28f2-4d69-9f69-3b1ca48103fd"]
+Cell[337883, 7500, 4812, 107, 255, "Input",ExpressionUUID->"b2ce964b-b1a4-4e17-b745-0e349e4a0a11"],
+Cell[342698, 7609, 304, 5, 34, "Output",ExpressionUUID->"b0ff418f-98de-4bad-842e-e06fcdb95ae7"]
 }, Open  ]],
-Cell[349994, 7689, 255, 6, 30, "Input",ExpressionUUID->"b5b12c32-af87-4895-806f-bf157bb129aa"],
+Cell[343017, 7617, 149, 3, 52, "Input",ExpressionUUID->"d55ebddf-dd3a-4100-b7d6-bf59fb20a73f"],
+Cell[343169, 7622, 4071, 140, 167, "Input",ExpressionUUID->"20962513-a6c6-46ea-aebc-973a60c3f95f"],
+Cell[347243, 7764, 3745, 93, 220, "Input",ExpressionUUID->"d3a32aba-35d9-4b11-8965-8489f6e162bc"],
 Cell[CellGroupData[{
-Cell[350274, 7699, 850, 28, 46, "Input",ExpressionUUID->"cc05efbd-961f-46db-b61a-58c996905985"],
-Cell[351127, 7729, 685, 22, 59, "Output",ExpressionUUID->"8fa408ca-cd50-43f5-b8e3-e8f3a0b3e9c1"]
+Cell[351013, 7861, 2386, 60, 121, "Input",ExpressionUUID->"0d9be6fe-c20c-4b13-b4c3-a4f6c73c3a1d"],
+Cell[353402, 7923, 72806, 1305, 284, "Output",ExpressionUUID->"fab28477-49a9-4922-9e62-38257f87c619"]
 }, Open  ]],
-Cell[351827, 7754, 448, 13, 30, "Input",ExpressionUUID->"98d3c666-fed4-4e94-8773-702f80e147f2"],
-Cell[352278, 7769, 383, 11, 49, "Input",ExpressionUUID->"7760399b-0d77-4553-9ef6-998865cceadc"]
+Cell[426223, 9231, 149, 3, 52, "Input",ExpressionUUID->"d453d858-8a7b-4124-abfb-9e6f74a501dc"],
+Cell[426375, 9236, 147, 3, 52, "Input",ExpressionUUID->"eead3199-3345-46f2-a4c0-2fec2d348b90"]
+}, Closed]],
+Cell[CellGroupData[{
+Cell[426559, 9244, 163, 3, 38, "Subsection",ExpressionUUID->"d406c2ba-4ab0-44d0-9b6f-c0c1db6c1acf"],
+Cell[426725, 9249, 1505, 42, 54, "Input",ExpressionUUID->"5964132e-935a-46a6-b153-12b5727d94a0"],
+Cell[428233, 9293, 1820, 52, 56, "Input",ExpressionUUID->"9e3ef216-9ad2-4adb-b9e7-96392657d2b3"],
+Cell[430056, 9347, 4737, 148, 104, "Input",ExpressionUUID->"fd5e482a-7176-4bda-b608-c9d284776293"],
+Cell[CellGroupData[{
+Cell[434818, 9499, 3814, 120, 100, "Input",ExpressionUUID->"d44672a8-904c-49d5-a749-404599638355"],
+Cell[438635, 9621, 617, 9, 34, "Output",ExpressionUUID->"f95cdf80-034d-490c-9052-1ab0cd6440d3"],
+Cell[439255, 9632, 617, 9, 34, "Output",ExpressionUUID->"1b714e96-da79-4d94-a1ba-aad82b46c1b7"]
+}, Open  ]],
+Cell[439887, 9644, 3409, 116, 102, "Input",ExpressionUUID->"47e6ea8d-fe96-432b-bc8f-37af178f58c4"],
+Cell[CellGroupData[{
+Cell[443321, 9764, 3501, 118, 102, "Input",ExpressionUUID->"41ad596d-10ce-4e99-baba-2ce47459342c"],
+Cell[446825, 9884, 179, 3, 34, "Output",ExpressionUUID->"564d55f1-fbb5-4701-bf39-19b29e089fa9"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[352698, 7785, 179, 3, 54, "Subsection",ExpressionUUID->"77b56f7c-700c-4596-b77a-642cfae1f22b"],
-Cell[352880, 7790, 5584, 149, 243, "Input",ExpressionUUID->"0096765c-1955-4233-8b61-c68add30afd7"],
-Cell[CellGroupData[{
-Cell[358489, 7943, 3535, 89, 227, "Input",ExpressionUUID->"b5718ede-6400-4124-b4a6-2186a8843623"],
-Cell[362027, 8034, 2508, 57, 251, "Output",ExpressionUUID->"86990887-6b9b-4c25-928a-8a2d9a47fc30"]
+Cell[447041, 9892, 4888, 165, 132, "Input",ExpressionUUID->"0539ebc8-55d1-4e61-8059-2b873a109fd0"],
+Cell[451932, 10059, 1039, 31, 34, "Output",ExpressionUUID->"eb2da5a6-57c0-4846-bf3e-a339f3051de0"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[364572, 8096, 3733, 92, 284, "Input",ExpressionUUID->"e6212f5c-f61a-44bd-9741-ee94d91faa85"],
-Cell[368308, 8190, 459, 9, 34, "Output",ExpressionUUID->"9dd3881f-824b-4e31-8bf6-7abeadcfec2e"]
+Cell[453008, 10095, 6113, 200, 137, "Input",ExpressionUUID->"ba29c20b-dea9-41b8-b3d4-fc57943bb3a3"],
+Cell[459124, 10297, 469, 7, 34, "Output",ExpressionUUID->"a45ecd9f-4177-4783-8c1c-5a81ef2ad1df"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[368804, 8204, 4812, 107, 306, "Input",ExpressionUUID->"b2ce964b-b1a4-4e17-b745-0e349e4a0a11"],
-Cell[373619, 8313, 304, 5, 34, "Output",ExpressionUUID->"b0ff418f-98de-4bad-842e-e06fcdb95ae7"]
-}, Open  ]],
-Cell[373938, 8321, 149, 3, 52, "Input",ExpressionUUID->"d55ebddf-dd3a-4100-b7d6-bf59fb20a73f"],
-Cell[374090, 8326, 4071, 140, 164, "Input",ExpressionUUID->"20962513-a6c6-46ea-aebc-973a60c3f95f"],
-Cell[378164, 8468, 3749, 94, 271, "Input",ExpressionUUID->"d3a32aba-35d9-4b11-8965-8489f6e162bc"],
-Cell[CellGroupData[{
-Cell[381938, 8566, 2674, 64, 157, "Input",ExpressionUUID->"0d9be6fe-c20c-4b13-b4c3-a4f6c73c3a1d"],
-Cell[384615, 8632, 150290, 2634, 284, "Output",ExpressionUUID->"c0746594-48e5-4310-b7c3-59e7ccc0000f"]
-}, Open  ]],
-Cell[534920, 11269, 149, 3, 52, "Input",ExpressionUUID->"d453d858-8a7b-4124-abfb-9e6f74a501dc"],
-Cell[535072, 11274, 147, 3, 52, "Input",ExpressionUUID->"eead3199-3345-46f2-a4c0-2fec2d348b90"]
+Cell[459630, 10309, 5193, 175, 110, "Input",ExpressionUUID->"5f1d575c-4c3c-4bde-8f8f-240d45244a88"],
+Cell[464826, 10486, 206, 3, 34, "Output",ExpressionUUID->"1f981ff0-2415-481e-9272-8f05a9125627"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[535256, 11282, 163, 3, 54, "Subsection",ExpressionUUID->"d406c2ba-4ab0-44d0-9b6f-c0c1db6c1acf"],
-Cell[535422, 11287, 1505, 42, 54, "Input",ExpressionUUID->"5964132e-935a-46a6-b153-12b5727d94a0"],
-Cell[536930, 11331, 1820, 52, 56, "Input",ExpressionUUID->"9e3ef216-9ad2-4adb-b9e7-96392657d2b3"],
-Cell[538753, 11385, 4737, 148, 102, "Input",ExpressionUUID->"fd5e482a-7176-4bda-b608-c9d284776293"],
-Cell[CellGroupData[{
-Cell[543515, 11537, 3814, 120, 99, "Input",ExpressionUUID->"d44672a8-904c-49d5-a749-404599638355"],
-Cell[547332, 11659, 617, 9, 34, "Output",ExpressionUUID->"f95cdf80-034d-490c-9052-1ab0cd6440d3"],
-Cell[547952, 11670, 617, 9, 34, "Output",ExpressionUUID->"1b714e96-da79-4d94-a1ba-aad82b46c1b7"]
-}, Open  ]],
-Cell[548584, 11682, 3409, 116, 101, "Input",ExpressionUUID->"47e6ea8d-fe96-432b-bc8f-37af178f58c4"],
-Cell[CellGroupData[{
-Cell[552018, 11802, 3501, 118, 101, "Input",ExpressionUUID->"41ad596d-10ce-4e99-baba-2ce47459342c"],
-Cell[555522, 11922, 179, 3, 34, "Output",ExpressionUUID->"564d55f1-fbb5-4701-bf39-19b29e089fa9"]
+Cell[465069, 10494, 2662, 88, 80, "Input",ExpressionUUID->"d0f32758-1361-44ee-bb02-8950288c60b3"],
+Cell[467734, 10584, 957, 29, 34, "Output",ExpressionUUID->"55173617-34ac-4fdc-9406-99bf575c07a4"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[555738, 11930, 4888, 165, 151, "Input",ExpressionUUID->"0539ebc8-55d1-4e61-8059-2b873a109fd0"],
-Cell[560629, 12097, 1039, 31, 34, "Output",ExpressionUUID->"eb2da5a6-57c0-4846-bf3e-a339f3051de0"]
+Cell[468728, 10618, 3501, 117, 102, "Input",ExpressionUUID->"c1307343-2cfb-4e0b-83cc-02e91fb1c0ed"],
+Cell[472232, 10737, 176, 2, 34, "Output",ExpressionUUID->"3b48e172-c35e-4179-ad01-d64d2ba564df"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[561705, 12133, 6113, 200, 164, "Input",ExpressionUUID->"ba29c20b-dea9-41b8-b3d4-fc57943bb3a3"],
-Cell[567821, 12335, 469, 7, 34, "Output",ExpressionUUID->"a45ecd9f-4177-4783-8c1c-5a81ef2ad1df"]
+Cell[472445, 10744, 3554, 119, 102, "Input",ExpressionUUID->"318015e8-2886-4487-be95-e7f69ff7a94c"],
+Cell[476002, 10865, 156, 3, 34, "Output",ExpressionUUID->"3c0943dd-d696-48fb-95bf-e076fa93c9b0"]
+}, Open  ]],
+Cell[476173, 10871, 3033, 103, 102, "Input",ExpressionUUID->"b4079bea-4a03-45f8-9706-9190d1a1a2fd"],
+Cell[CellGroupData[{
+Cell[479231, 10978, 1956, 55, 48, "Input",ExpressionUUID->"523e901d-07d6-4226-ab0a-a0f8b4022ef8"],
+Cell[481190, 11035, 422, 11, 48, "Output",ExpressionUUID->"cdd496d7-6f57-4d4b-9410-784a9d2ec602"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[568327, 12347, 5193, 175, 154, "Input",ExpressionUUID->"5f1d575c-4c3c-4bde-8f8f-240d45244a88"],
-Cell[573523, 12524, 206, 3, 34, "Output",ExpressionUUID->"1f981ff0-2415-481e-9272-8f05a9125627"]
+Cell[481649, 11051, 696, 24, 48, "Input",ExpressionUUID->"a2621bef-7c52-4cc5-b04b-4a41d784cd3d"],
+Cell[482348, 11077, 482, 15, 48, "Output",ExpressionUUID->"47b658d6-e43b-40a5-bd62-147a938a1d86"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[573766, 12532, 2662, 88, 101, "Input",ExpressionUUID->"d0f32758-1361-44ee-bb02-8950288c60b3"],
-Cell[576431, 12622, 957, 29, 34, "Output",ExpressionUUID->"55173617-34ac-4fdc-9406-99bf575c07a4"]
+Cell[482867, 11097, 581, 19, 48, "Input",ExpressionUUID->"ab059271-ba95-494b-97be-904cc891c23e"],
+Cell[483451, 11118, 371, 11, 50, "Output",ExpressionUUID->"8f57ea33-6026-4373-bdf2-c97365a6aff0"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[577425, 12656, 3501, 117, 101, "Input",ExpressionUUID->"c1307343-2cfb-4e0b-83cc-02e91fb1c0ed"],
-Cell[580929, 12775, 176, 2, 34, "Output",ExpressionUUID->"3b48e172-c35e-4179-ad01-d64d2ba564df"]
+Cell[483859, 11134, 452, 12, 30, "Input",ExpressionUUID->"1423d03d-0009-4a98-923c-6616c220bc62"],
+Cell[484314, 11148, 7116, 137, 239, "Output",ExpressionUUID->"a9257c0c-b5e1-4c1f-b935-f11312fc5f0c"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[581142, 12782, 3554, 119, 101, "Input",ExpressionUUID->"318015e8-2886-4487-be95-e7f69ff7a94c"],
-Cell[584699, 12903, 156, 3, 34, "Output",ExpressionUUID->"3c0943dd-d696-48fb-95bf-e076fa93c9b0"]
+Cell[491467, 11290, 558, 16, 48, "Input",ExpressionUUID->"7d937c46-315c-4127-85c4-712b14bc01aa"],
+Cell[492028, 11308, 402, 12, 48, "Output",ExpressionUUID->"cd9d35dd-d570-4a5a-8d26-67dfbe5a07bb"]
 }, Open  ]],
-Cell[584870, 12909, 3033, 103, 101, "Input",ExpressionUUID->"b4079bea-4a03-45f8-9706-9190d1a1a2fd"],
+Cell[492445, 11323, 513, 17, 48, "Input",ExpressionUUID->"a2ac8ff2-1cae-41e1-a20b-4fbb997dec08"],
 Cell[CellGroupData[{
-Cell[587928, 13016, 1956, 55, 48, "Input",ExpressionUUID->"523e901d-07d6-4226-ab0a-a0f8b4022ef8"],
-Cell[589887, 13073, 422, 11, 49, "Output",ExpressionUUID->"cdd496d7-6f57-4d4b-9410-784a9d2ec602"]
+Cell[492983, 11344, 448, 14, 46, "Input",ExpressionUUID->"2f20c949-180a-497c-b460-fc41151522d8"],
+Cell[493434, 11360, 275, 8, 48, "Output",ExpressionUUID->"0b25d327-e92b-4494-a4e0-91dc831b2739"]
 }, Open  ]],
+Cell[493724, 11371, 191, 6, 48, "Input",ExpressionUUID->"939751eb-557e-4570-ac5e-0177a1ac50cf"],
+Cell[493918, 11379, 1875, 54, 51, "Input",ExpressionUUID->"7f39c9ab-32fa-41ee-a84c-0db48d3fd4ca"],
+Cell[495796, 11435, 468, 15, 48, "Input",ExpressionUUID->"59da42ed-948c-40cc-9a75-afe1a8b88822"],
+Cell[496267, 11452, 4909, 127, 185, "Input",ExpressionUUID->"47cbd7eb-4244-4a5a-b725-eb6c2ae63c11"],
 Cell[CellGroupData[{
-Cell[590346, 13089, 696, 24, 48, "Input",ExpressionUUID->"a2621bef-7c52-4cc5-b04b-4a41d784cd3d"],
-Cell[591045, 13115, 482, 15, 49, "Output",ExpressionUUID->"47b658d6-e43b-40a5-bd62-147a938a1d86"]
-}, Open  ]],
-Cell[CellGroupData[{
-Cell[591564, 13135, 581, 19, 48, "Input",ExpressionUUID->"ab059271-ba95-494b-97be-904cc891c23e"],
-Cell[592148, 13156, 371, 11, 51, "Output",ExpressionUUID->"8f57ea33-6026-4373-bdf2-c97365a6aff0"]
-}, Open  ]],
-Cell[CellGroupData[{
-Cell[592556, 13172, 452, 12, 30, "Input",ExpressionUUID->"1423d03d-0009-4a98-923c-6616c220bc62"],
-Cell[593011, 13186, 7116, 137, 239, "Output",ExpressionUUID->"a9257c0c-b5e1-4c1f-b935-f11312fc5f0c"]
-}, Open  ]],
-Cell[CellGroupData[{
-Cell[600164, 13328, 558, 16, 48, "Input",ExpressionUUID->"7d937c46-315c-4127-85c4-712b14bc01aa"],
-Cell[600725, 13346, 402, 12, 49, "Output",ExpressionUUID->"cd9d35dd-d570-4a5a-8d26-67dfbe5a07bb"]
-}, Open  ]],
-Cell[601142, 13361, 513, 17, 48, "Input",ExpressionUUID->"a2ac8ff2-1cae-41e1-a20b-4fbb997dec08"],
-Cell[CellGroupData[{
-Cell[601680, 13382, 448, 14, 46, "Input",ExpressionUUID->"2f20c949-180a-497c-b460-fc41151522d8"],
-Cell[602131, 13398, 275, 8, 49, "Output",ExpressionUUID->"0b25d327-e92b-4494-a4e0-91dc831b2739"]
-}, Open  ]],
-Cell[602421, 13409, 191, 6, 48, "Input",ExpressionUUID->"939751eb-557e-4570-ac5e-0177a1ac50cf"],
-Cell[602615, 13417, 1875, 54, 51, "Input",ExpressionUUID->"7f39c9ab-32fa-41ee-a84c-0db48d3fd4ca"],
-Cell[604493, 13473, 468, 15, 48, "Input",ExpressionUUID->"59da42ed-948c-40cc-9a75-afe1a8b88822"],
-Cell[604964, 13490, 4909, 127, 182, "Input",ExpressionUUID->"47cbd7eb-4244-4a5a-b725-eb6c2ae63c11"],
-Cell[CellGroupData[{
-Cell[609898, 13621, 9467, 180, 304, "Input",ExpressionUUID->"54cba639-78de-41b7-b09f-3fb5cc912380"],
-Cell[619368, 13803, 3821, 95, 182, "Output",ExpressionUUID->"278ca01a-9bd3-4962-aa4f-fe7918d70fe0"],
-Cell[623192, 13900, 2875, 61, 249, "Output",ExpressionUUID->"44916109-9e4c-44de-8ffc-11faec7bc38d"]
+Cell[501201, 11583, 9467, 180, 308, "Input",ExpressionUUID->"54cba639-78de-41b7-b09f-3fb5cc912380"],
+Cell[510671, 11765, 3821, 95, 182, "Output",ExpressionUUID->"278ca01a-9bd3-4962-aa4f-fe7918d70fe0"],
+Cell[514495, 11862, 2875, 61, 247, "Output",ExpressionUUID->"44916109-9e4c-44de-8ffc-11faec7bc38d"]
 }, Open  ]]
 }, Closed]],
 Cell[CellGroupData[{
-Cell[626116, 13967, 304, 9, 38, "Subsection",ExpressionUUID->"c3267724-2a1e-46ae-a70a-24dbe2bc9597"],
+Cell[517419, 11929, 304, 9, 38, "Subsection",ExpressionUUID->"c3267724-2a1e-46ae-a70a-24dbe2bc9597"],
 Cell[CellGroupData[{
-Cell[626445, 13980, 9486, 298, 329, "Input",ExpressionUUID->"093b63ec-d5d7-429c-a6ae-daee424561d5"],
-Cell[635934, 14280, 759, 11, 34, "Output",ExpressionUUID->"c8bc8a1a-7edb-4bf3-8401-c89b58f107f2"],
-Cell[636696, 14293, 759, 11, 34, "Output",ExpressionUUID->"f48a9ecf-9fbe-47d9-ae87-f8b5af6c5e0b"],
-Cell[637458, 14306, 759, 11, 34, "Output",ExpressionUUID->"ec1755b9-8f51-47c9-9a0f-1629807636d1"],
-Cell[638220, 14319, 809, 13, 34, "Output",ExpressionUUID->"de84db82-7bcd-4321-be05-acdd32c5a02c"],
-Cell[639032, 14334, 759, 11, 34, "Output",ExpressionUUID->"e6a683e2-6c11-4e7d-802c-2b921896631b"]
+Cell[517748, 11942, 9486, 298, 329, "Input",ExpressionUUID->"093b63ec-d5d7-429c-a6ae-daee424561d5"],
+Cell[527237, 12242, 759, 11, 34, "Output",ExpressionUUID->"c8bc8a1a-7edb-4bf3-8401-c89b58f107f2"],
+Cell[527999, 12255, 759, 11, 34, "Output",ExpressionUUID->"f48a9ecf-9fbe-47d9-ae87-f8b5af6c5e0b"],
+Cell[528761, 12268, 759, 11, 34, "Output",ExpressionUUID->"ec1755b9-8f51-47c9-9a0f-1629807636d1"],
+Cell[529523, 12281, 809, 13, 34, "Output",ExpressionUUID->"de84db82-7bcd-4321-be05-acdd32c5a02c"],
+Cell[530335, 12296, 759, 11, 34, "Output",ExpressionUUID->"e6a683e2-6c11-4e7d-802c-2b921896631b"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[639828, 14350, 5317, 162, 97, "Input",ExpressionUUID->"5ce35750-7da9-4ff5-b83f-0ae5f5377437"],
-Cell[645148, 14514, 156, 3, 34, "Output",ExpressionUUID->"7fb01024-0558-4c4e-bc04-f537ce36e159"]
+Cell[531131, 12312, 5317, 162, 97, "Input",ExpressionUUID->"5ce35750-7da9-4ff5-b83f-0ae5f5377437"],
+Cell[536451, 12476, 156, 3, 34, "Output",ExpressionUUID->"7fb01024-0558-4c4e-bc04-f537ce36e159"]
 }, Open  ]]
 }, Closed]],
 Cell[CellGroupData[{
-Cell[645353, 14523, 357, 9, 38, "Subsection",ExpressionUUID->"59690161-1c60-4593-a2e7-c717480798c8"],
+Cell[536656, 12485, 357, 9, 38, "Subsection",ExpressionUUID->"59690161-1c60-4593-a2e7-c717480798c8"],
 Cell[CellGroupData[{
-Cell[645735, 14536, 12034, 380, 331, "Input",ExpressionUUID->"83dd638d-a3d9-4eac-9812-c6a4cf31efb2"],
-Cell[657772, 14918, 209, 4, 34, "Output",ExpressionUUID->"b4e381d7-4a23-4e07-981a-8f2086d6ecb0"],
-Cell[657984, 14924, 210, 4, 34, "Output",ExpressionUUID->"c0f052e7-e375-40fb-9cda-e30d1e386bf6"],
-Cell[658197, 14930, 210, 4, 34, "Output",ExpressionUUID->"0bae4c27-c7b9-457a-8a0b-94924bb3d300"],
-Cell[658410, 14936, 260, 6, 34, "Output",ExpressionUUID->"c64341aa-bf6d-4dfd-8f07-5440230a7974"],
-Cell[658673, 14944, 210, 4, 34, "Output",ExpressionUUID->"55d747c3-742f-4a1c-84a2-fde40e88cc5e"]
+Cell[537038, 12498, 12034, 380, 331, "Input",ExpressionUUID->"83dd638d-a3d9-4eac-9812-c6a4cf31efb2"],
+Cell[549075, 12880, 209, 4, 34, "Output",ExpressionUUID->"b4e381d7-4a23-4e07-981a-8f2086d6ecb0"],
+Cell[549287, 12886, 210, 4, 34, "Output",ExpressionUUID->"c0f052e7-e375-40fb-9cda-e30d1e386bf6"],
+Cell[549500, 12892, 210, 4, 34, "Output",ExpressionUUID->"0bae4c27-c7b9-457a-8a0b-94924bb3d300"],
+Cell[549713, 12898, 260, 6, 34, "Output",ExpressionUUID->"c64341aa-bf6d-4dfd-8f07-5440230a7974"],
+Cell[549976, 12906, 210, 4, 34, "Output",ExpressionUUID->"55d747c3-742f-4a1c-84a2-fde40e88cc5e"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[658920, 14953, 15052, 468, 347, "Input",ExpressionUUID->"e4ec2f88-e321-4297-8368-7cf33b0e5d5e"],
-Cell[673975, 15423, 3774, 117, 61, "Output",ExpressionUUID->"468a3fca-bc22-4dbe-ba2e-d09f5efde874"]
+Cell[550223, 12915, 15052, 468, 347, "Input",ExpressionUUID->"e4ec2f88-e321-4297-8368-7cf33b0e5d5e"],
+Cell[565278, 13385, 3774, 117, 61, "Output",ExpressionUUID->"468a3fca-bc22-4dbe-ba2e-d09f5efde874"]
 }, Open  ]]
 }, Closed]],
 Cell[CellGroupData[{
-Cell[677798, 15546, 238, 4, 38, "Subsection",ExpressionUUID->"eac4bda2-189e-42f0-81dc-51e5ebbd2f4a"],
-Cell[678039, 15552, 1505, 42, 54, "Input",ExpressionUUID->"17b135d5-7e41-4643-b4bb-f3eea5ce1e51"],
-Cell[679547, 15596, 1851, 52, 56, "Input",ExpressionUUID->"14802bea-9955-4893-8c9c-a17bac458ece"],
-Cell[681401, 15650, 5028, 155, 151, "Input",ExpressionUUID->"d3a6ec1b-6a01-430d-947f-8f0e2ffa4abc"],
+Cell[569101, 13508, 238, 4, 38, "Subsection",ExpressionUUID->"eac4bda2-189e-42f0-81dc-51e5ebbd2f4a"],
+Cell[569342, 13514, 1505, 42, 54, "Input",ExpressionUUID->"17b135d5-7e41-4643-b4bb-f3eea5ce1e51"],
+Cell[570850, 13558, 1851, 52, 56, "Input",ExpressionUUID->"14802bea-9955-4893-8c9c-a17bac458ece"],
+Cell[572704, 13612, 5028, 155, 151, "Input",ExpressionUUID->"d3a6ec1b-6a01-430d-947f-8f0e2ffa4abc"],
 Cell[CellGroupData[{
-Cell[686454, 15809, 12016, 360, 415, "Input",ExpressionUUID->"9bfbd342-26ab-4960-b0c1-6d30bc401946"],
-Cell[698473, 16171, 842, 13, 34, "Output",ExpressionUUID->"bad42b6b-febc-423c-b781-8e8f634645b2"],
-Cell[699318, 16186, 842, 13, 34, "Output",ExpressionUUID->"08268186-e6a0-4d08-92db-7368a97e5b15"],
-Cell[700163, 16201, 838, 12, 34, "Output",ExpressionUUID->"14e5cd70-74bd-402b-9647-758b00e98438"],
-Cell[701004, 16215, 844, 13, 34, "Output",ExpressionUUID->"a1021d01-c1ea-43ff-815d-85bf1860cda5"],
-Cell[701851, 16230, 842, 13, 34, "Output",ExpressionUUID->"a6228c72-c3ab-4a4b-a7dd-114c74203722"],
-Cell[702696, 16245, 842, 13, 34, "Output",ExpressionUUID->"449b7df1-0d75-4d67-925c-350cdef9600b"]
+Cell[577757, 13771, 12016, 360, 415, "Input",ExpressionUUID->"9bfbd342-26ab-4960-b0c1-6d30bc401946"],
+Cell[589776, 14133, 842, 13, 34, "Output",ExpressionUUID->"bad42b6b-febc-423c-b781-8e8f634645b2"],
+Cell[590621, 14148, 842, 13, 34, "Output",ExpressionUUID->"08268186-e6a0-4d08-92db-7368a97e5b15"],
+Cell[591466, 14163, 838, 12, 34, "Output",ExpressionUUID->"14e5cd70-74bd-402b-9647-758b00e98438"],
+Cell[592307, 14177, 844, 13, 34, "Output",ExpressionUUID->"a1021d01-c1ea-43ff-815d-85bf1860cda5"],
+Cell[593154, 14192, 842, 13, 34, "Output",ExpressionUUID->"a6228c72-c3ab-4a4b-a7dd-114c74203722"],
+Cell[593999, 14207, 842, 13, 34, "Output",ExpressionUUID->"449b7df1-0d75-4d67-925c-350cdef9600b"]
 }, Open  ]],
 Cell[CellGroupData[{
-Cell[703575, 16263, 3780, 122, 98, "Input",ExpressionUUID->"f27d4a85-2a37-4803-a443-435791839d08"],
-Cell[707358, 16387, 211, 4, 34, "Output",ExpressionUUID->"2dc3a301-69c8-4267-acd1-185a7e3220d5"]
+Cell[594878, 14225, 3780, 122, 98, "Input",ExpressionUUID->"f27d4a85-2a37-4803-a443-435791839d08"],
+Cell[598661, 14349, 211, 4, 34, "Output",ExpressionUUID->"2dc3a301-69c8-4267-acd1-185a7e3220d5"]
 }, Open  ]],
-Cell[707584, 16394, 3620, 91, 172, "Input",ExpressionUUID->"17d3180a-586b-41af-a83f-6e20a124c592"],
+Cell[598887, 14356, 3620, 91, 172, "Input",ExpressionUUID->"17d3180a-586b-41af-a83f-6e20a124c592"],
 Cell[CellGroupData[{
-Cell[711229, 16489, 9840, 189, 283, "Input",ExpressionUUID->"e8a12bd0-24b7-41d6-8141-13207367f442"],
-Cell[721072, 16680, 4442, 90, 525, "Output",ExpressionUUID->"6cf12868-5980-4ee9-9f5e-473067fd4e9d"]
+Cell[602532, 14451, 9840, 189, 283, "Input",ExpressionUUID->"e8a12bd0-24b7-41d6-8141-13207367f442"],
+Cell[612375, 14642, 4442, 90, 525, "Output",ExpressionUUID->"6cf12868-5980-4ee9-9f5e-473067fd4e9d"]
 }, Open  ]]
 }, Closed]]
 }, Open  ]]
diff --git a/TrUEGs.tex b/TrUEGs.tex
index ff43166..c3a3300 100644
--- a/TrUEGs.tex
+++ b/TrUEGs.tex
@@ -31,7 +31,7 @@
 \newcommand{\VRIJE}{Department of Theoretical Chemistry and Amsterdam Center for Multiscale Modelling, FEW, Vrije Universiteit, De Boelelaan 1083, 1081HV Amsterdam, The Netherlands}
 
 % COUPLING CONSTANT:
-\newcommand{\cc}{{\color{blue} \mu}}
+\newcommand{\cc}{\mu}
 
 \begin{document}	
 
@@ -40,8 +40,6 @@
 \author{Pierre-Fran\c{c}ois \surname{Loos}}
 \email{loos@irsamc.ups-tlse.fr}
 \affiliation{\LCPQ}
-%\author{Paola \surname{Gori-Giorgi}}
-%\affiliation{\VRIJE}
 \author{Michael \surname{Seidl}}
 \affiliation{\VRIJE}
 
@@ -51,7 +49,7 @@
 %	\includegraphics[width=\linewidth]{TOC}
 %\end{wrapfigure}
 The uniform electron gas (UEG), a hypothetical system with finite homogenous electron density composed by an infinite number of electrons in a box of infinite volume, is the practical pillar of density-functional theory (DFT) and the foundation of the most acclaimed approximation of DFT, the local-density approximation (LDA). 
-In the last thirty years, the knowledge of analytical parametrizations of the infinite UEG (IUEG) exchange-correlation energy has allowed researchers to perform countless of approximate electronic structure calculations for atoms, molecules, and solids.
+In the last thirty years, the knowledge of analytical parametrizations of the infinite UEG (IUEG) exchange-correlation energy has allowed researchers to perform a countless number of approximate electronic structure calculations for atoms, molecules, and solids.
 Recently, it has been shown that the traditional concept of the IUEG is not the unique example of UEGs, and systems, in their lowest-energy state, consisting of electrons that are confined to the surface of a sphere provide a new family of UEGs with more customizable properties.
 Here, we show that, some of the excited states associated with these systems can be classified as transient UEGs (TUEGs) as their electron density is only homogenous for very specific values of the radius of the sphere even though the electronic wave function is not rotationally invariant.
 Concrete examples are provided in the case of two-electron systems.
@@ -66,73 +64,75 @@ Alongside the two Hohenberg-Kohn theorems \cite{Hohenberg_1964} which put densit
 Indeed, apart from very few exceptions, most density-functional approximations are based, at some level at least, on the UEG via the so-called local-density approximation (LDA) \cite{Thomas_1927,Fermi_1927,Dirac_1930,Slater_1951,Ceperley_1980} which assumes that the electron density $\rho$ of an atom, a molecule, or a solid is locally uniform and has identical ``properties'' to the UEG with the same electron density.
 
 Thanks to the construction of exchange-correlation LDA functionals \cite{Slater_1951,Vosko_1980,Perdew_1981,Perdew_1992,Chachiyo_2016} which can be loosely seen as a one-to-one mapping between a given value of the electron density and the exchange-correlation energy of the UEG, one can then straightforwardly compute, within KS-DFT, the electronic ground-state energy and properties of any molecules or materials with, nonetheless, a certain degree of approximation inherently associated with the approximate nature of the exchange-correlation LDA functional.
-One can also access excited states via the time-dependent version of DFT. \cite{Runge_1984,Casida_1995,Petersilka_1996,UllrichBook}
+Moreover, one can also access excited states via the time-dependent version of DFT. \cite{Runge_1984,Casida_1995,Petersilka_1996,UllrichBook}
 
 As commonly done, the LDA can be refined by adding up new ingredients, such as the gradient of the density $\nabla \rho$ [which defines the generalized gradient approximation (GGA)], \cite{Perdew_1986,Becke_1988,Lee_1988,Perdew_1996} the kinetic energy density $\tau$ (meta-GGA), \cite{Becke_1988b,Sun_2015} exact Hartree-Fock (HF) exchange (yielding the so-called hybrid functionals), \cite{Becke_1993a,Becke_1993b,Adamo_1999} and others. 
 Each of these quantities defines a new rung of the well-known Jacob ladder of DFT \cite{Perdew_2001} that is supposed to bring electronic structure theory calculations from the evil Hartree world to the chemical accuracy heaven.
 
-The UEG, also known as jellium in some context, \cite{Loos_2016} is a hypothetical infinite substance where an infinite number of electrons ``bathe'' in a (uniform) positively charged jelly of infinite volume. \cite{ParrBook,Loos_2016} It can be "created" via a \textit{gedanken} experiment by pouring electrons in an expandable box while keeping the ratio $\rho = N/V$ of the number of electrons $N$ and the volume of the box $V$ constant. In the so-called thermodynamic limit where both $N$ and $V$ goes to infinity but $\rho$ remains finite, the electron density eventually becomes homogeneous. In the following, this paradigm is named the infinite UEG (IUEG) for obvious reasons.
+The UEG, also known as jellium in some context, \cite{Loos_2016} is a hypothetical infinite substance where an infinite number of electrons ``bathe'' in a (uniform) positively charged jelly of infinite volume. \cite{ParrBook,Loos_2016} 
+It can be ``created'' via a \textit{gedanken} experiment by pouring electrons in an expandable box while keeping the ratio $\rho = N/V$ of the number of electrons $N$ and the volume of the box $V$ constant. 
+In the so-called thermodynamic limit where both $N$ and $V$ goes to infinity but $\rho$ remains finite, the electron density eventually becomes homogeneous. In the following, this paradigm is named the infinite UEG (IUEG) for obvious reasons.
  
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 \section{Finite uniform electron gases}
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 Recently, it has been shown that one can create finite UEGs (FUEGs) by placing a finite number of electrons onto the surface of a sphere of radius $R$. \cite{Tempere_2002,Tempere_2007,Seidl_2007,Loos_2009a,Loos_2009c,Loos_2010e,Loos_2011b,Gill_2012,Loos_2018b} 
 Of course, FUEGs only appear for well-defined electron numbers and electronic states. \cite{Rogers_2016,Rogers_2017}
-In particular, the spin-unpolarized ground state of $N$ electrons on a sphere has a homogeneous density for $N = 2(\ell_{\rm max}+1)^2$ (where $\ell_{\rm max} \in \mathbb{N}$) for any $R$ values, and this holds also within the HF approximation. \cite{Loos_2011b}
+In particular, the spin-unpolarized ground state of $N$ electrons on a sphere has a homogeneous density for $N = 2(\ell_\text{max}+1)^2$ (where $\ell_\text{max} \in \mathbb{N}$) for any $R$ values, and this holds also within the HF approximation. \cite{Loos_2011b}
 This property comes from the addition theorem of the spherical harmonics \cite{NISTbook} $Y_{\ell m}(\bm{\Omega})$ (which are the spatial orbitals of the system in this particular case):
 \begin{equation}
 	\label{eq:ellMax}
-	\sum_{\ell=0}^{\ell_{\rm max}} \sum_{m=-\ell}^{+\ell} Y_{\ell m}^*(\bm{\Omega}) Y_{\ell m}(\bm{\Omega}) = \frac{(\ell_{\rm max}+1)^2}{2\pi^2}
+	\sum_{\ell=0}^{\ell_{\rm max}} \sum_{m=-\ell}^{+\ell} Y_{\ell m}^*(\bm{\Omega}) Y_{\ell m}(\bm{\Omega}) = \frac{(\ell_\text{max}+1)^2}{2\pi^2},
 \end{equation}
 where $\bm{\Omega}=(\theta,\phi)$ gathers the polar and azimuthal angles, respectively.
 Thanks to this key property, these FUEGs have be employed to construct alternative LDA functionals for both KS-DFT \cite{Loos_2014b,Loos_2017a} and ensemble DFT. \cite{Loos_2020g,Marut_2020}
-Besides, hints of the equivalence of the FUEG and IUEG models have been found in the thermodynamic limit, \ie, when $\ell_{\rm max} \to \infty$. \cite{Bowick_2002,Loos_2011b}
+Besides, hints of the equivalence of the FUEG and IUEG models have been found in the thermodynamic limit, \ie, when $\ell_\text{max} \to \infty$. \cite{Bowick_2002,Loos_2011b}
 
-The case with $N=2$ electrons ($\ell_{\rm max} = 0$) is of particular interest \cite{Seidl_2007,Loos_2009a,Loos_2018b} as it has been shown to be extremely useful for testing electronic structure methods \cite{Mitas_2006,Seidl_2007,Loos_2009a,Pedersen_2010,Loos_2012c,Schindlmayr_2013,Loos_2015b,Sun_2016,Loos_2018b} and is, furthermore, exactly solvable for a countably infinite set of $R$ values. \cite{Loos_2009c,Loos_2010e,Loos_2012}
+The case with $N=2$ electrons ($\ell_\text{max} = 0$) is of particular interest \cite{Seidl_2007,Loos_2009a,Loos_2018b} as it has been shown to be extremely useful for testing electronic structure methods \cite{Mitas_2006,Seidl_2007,Loos_2009a,Pedersen_2010,Loos_2012c,Schindlmayr_2013,Loos_2015b,Sun_2016,Loos_2018b} and is, furthermore, exactly solvable for a countably infinite set of $R$ values. \cite{Loos_2009c,Loos_2010e,Loos_2012}
 In this case, the many-body hamiltonian reads
 \begin{equation}
 	\label{eq:H}
-	\Hat{H} = \frac{\hat{\ell}_1^2 + \hat{\ell}_2^2}{2m\,R^2} + \lambda\,\frac{e^2}{r_{12}}.
+	\Hat{H} = \frac{\hat{\ell}_1^2 + \hat{\ell}_2^2}{2m\,R^2} + \lambda\frac{e^2}{r_{12}}.
 \end{equation}
-The squares $\hat{\ell}_n^2=-\hbar^2\hat{A}_n$ of the (orbital) angular momentum operators are essentially the angular parts $\hat{A}_n$ of the Laplacian,
+The squares $\hat{\ell}_i^2=-\hbar^2\hat{L}_i$ of the (orbital) angular momentum operators are essentially the angular parts $\hat{L}_i$ of the Laplacian,
 \begin{equation}
-\hat{A} = \frac1{\sin\theta}\,\frac{\partial}{\partial\theta}\,\sin\theta\,\frac{\partial}{\partial\theta}
- \;+\;\frac1{\sin^2\theta}\,\frac{\partial^2}{\partial\phi^2},
+\hat{L} = \frac{1}{\sin\theta}\pdv{}{\theta}\sin\theta \pdv{}{\theta} + \frac{1}{\sin^2\theta}\pdv[2]{}{\phi},
 \end{equation}
 while $r_{12}$ is the \textit{spatial distance} between the two electrons, \ie, the electrons interact Coulombically \textit{through} the sphere,
 \begin{equation}
-r_{12} = R \sqrt{2(1 - \cos\gamma)} \equiv r_{12}(\gamma).
+	r_{12} = R \sqrt{2(1 - \cos\gamma)} \equiv r_{12}(\gamma).
 \end{equation}
 Here, $\gamma=\gamma(\Omega_1,\Omega_2)$ is the angle between the two electrons on the sphere
 (viewed from the spherical center),
 \begin{equation}
 	\label{eq:cosGamma}
-\cos\gamma = \cos \theta_1 \cos \theta_2 + \sin \theta_1 \sin \theta_2 \cos(\phi_1 - \phi_2).
+	\cos\gamma = \cos \theta_1 \cos \theta_2 + \sin \theta_1 \sin \theta_2 \cos(\phi_1 - \phi_2).
 \end{equation}
 In Eq.~\eqref{eq:H}, we have introduced a coupling constant $\lambda$ which in the real universe (where the electrons, each with charge $-e$, \textit{repel} each other) has the value $\lambda=1$. However, in addition to this realistic situation, we here also wish to consider cases with $\lambda\ne1$, including the non-interacting case $\lambda=0$. In particular, we shall consider the interesting case $\lambda<0$ when the electrons \textit{attract} each other.
 
 In atomic units ($m=e^2=\hbar=1$) where $R$ is given in units of the bohr radius $a_0=0.529$\AA, our hamiltonian reads
 \begin{equation}
 	\label{eq:H2}
-	\Hat{H} = \frac1{R^2}\left\{ - \frac{\hat{A}_1+\hat{A}_2}2 \; + \; \cc \cdot \frac{1}{\sqrt{2(1 - \cos\gamma)}} \right\},
+	\Hat{H} = \frac1{R^2}\qty{ - \frac{\hat{L}_1+\hat{L}_2}2 + \cc \frac{1}{\sqrt{2(1 - \cos\gamma)}} },
 \end{equation}
-with an effective coupling constant,
+with an effective (dimensionless) coupling constant,
 \begin{equation}
 	\label{eq:cc}
 \cc = \lambda R.
 \end{equation}
 Obviously, different interaction strengths $\lambda\ne0$ at a fixed radius $R>0$ are equivalent to different radii $R\ne0$ at 
 a fixed interaction strength $\lambda>0$ (where a negative sign of $R$ has no geometric meaning but simply describes attractive 
-electrons): Just as in the infinite UEG, the limit of high (low) density corresponds to the limit of weak (strong) interaction.
+electrons). 
+Just as in the IUEG, the limit of high (low) density corresponds to the limit of weak (strong) interaction.
 
 Following Breit, \cite{Breit_1930} one can write the total electronic wave function as
 \begin{equation}
 \label{eq:PhiOLD}
-	\Phi(\bm{x}_1,\bm{x}_2) = \Xi(s_1,s_2) \, \chi(\Omega_1,\Omega_2) \, \Psi(\gamma)
+	\Phi(\bm{x}_1,\bm{x}_2) = \Xi(s_1,s_2) \, \chi(\Omega_1,\Omega_2) \, \Psi(\gamma),
 \end{equation}
 where $\Xi$, $\chi$ and $\Psi$ are the spin, the non-interacting angular and the interelectronic angular wave functions, respectively, and $\bm{x}_i = (s_i,\Omega_i)$ is a composite coordinate gathering the spin coordinate $s_i$ and the spatial (angular) coordinate $\Omega_i$ associated with the $i$th electron.
 
-In the non-interacting limit $\lambda=\cc=0$, we have $\Psi(\gamma)=1$. In cases with finite interaction, $\cc\ne0$, this interelectronic wavefunction $\Psi(\gamma)=\Psi_{\cc}(\gamma)$, depending on the value of $\cc$, is either known analytically {\color{red} (Ref.?)} or must be computed numerically.
+In the non-interacting limit $\lambda=\cc=0$, we have $\Psi(\gamma)=1$. In cases with finite interaction, $\cc\ne0$, this interelectronic wavefunction $\Psi(\gamma)=\Psi_{\cc}(\gamma)$, depending on the value of $\cc$, is either known analytically \cite{Loos_2009c,Loos_2010e,Loos_2012} or must be computed numerically.
   
 The singlet and triplet spin wave functions read \cite{BetheBook}
 \begin{subequations}
@@ -150,10 +150,10 @@ The singlet and triplet spin wave functions read \cite{BetheBook}
 Since the factor $\Psi(\gamma)$ in Eq.~\eqref{eq:PhiOLD} is symmetrical (upon swapping the coordinates of the two electrons), see Eq.~\eqref{eq:cosGamma}, the symmetry of the non-interacting angular wave functions $\chi(\Omega_1,\Omega_2)$ must be opposite to the one of the spin factor $\Xi(s_1,s_2)$. Consequently (as in the helium atom), the ground-state is a singlet,
 \begin{equation}
 	\label{eq:spin_1S}
-	\chi_{^1S} (\Omega_1,\Omega_2) = Y_{00}(\Omega_1)Y_{00}(\Omega_2) = \frac1{4\pi}
+	\chi_{^1S} (\Omega_1,\Omega_2) = Y_{00}(\Omega_1)Y_{00}(\Omega_2) = \frac1{4\pi},
 \end{equation}
 (in the usual notation $^{2S+1}L$ with the quantum number $L$ of total orbital angular momentum
-$\hat{\bm{L}}=\hat{\bm{\ell}}_1+\hat{\bm{\ell}}_2$ of the two electrons).
+$\hat{\ell}_1+\hat{\ell}_2$ of the two electrons).
 Similarly, for the $^3P$ and $^1P$ two-electron states, the angular non-interacting wave functions are \cite{Breit_1930,Seidl_2007,Loos_2009a,Loos_2009c,Loos_2010e}
 \begin{subequations}
 \begin{align}
@@ -172,12 +172,11 @@ Similarly, for the $^3P$ and $^1P$ two-electron states, the angular non-interact
 By definition, \cite{DavidsonBook} the total electronic density (as a function of the solid angle $\Omega$ on the sphere) is given by the integral
 \begin{equation}
 	\label{eq:rho}
-	\rho(\Omega_1) = 2 \int \chi (\Omega_1,\Omega_2)^2 \Psi(\gamma)^2 d\Omega_2 
-%	\rho(\bm{r}_1) = 2 \int \chi (\bm{r}_1,\bm{r}_2)^2 \Psi(r_{12})^2 d\bm{r}_2 
+	\rho(\Omega_1) = 2 \int \chi (\Omega_1,\Omega_2)^2 \Psi(\gamma)^2 d\Omega_2,
 \end{equation}
 (in the notation $d\Omega_2=\sin\theta_2\,d\theta_2\,d\phi_2$), where we have already integrated over the spin coordinates.
 
-$\bullet$ For the singlet ground state, we have $\chi_{^1S} (\Omega_1,\Omega_2) = \frac{1}{4\pi}$, see Eq.~\eqref{eq:spin_1S}. Consequently, 
+For the singlet ground state, we have $\chi_{^1S} (\Omega_1,\Omega_2) = \frac{1}{4\pi}$ [see Eq.~\eqref{eq:spin_1S}]. Consequently, 
 \begin{equation}
 \rho_{^1S}(\Omega_1) = \frac{2}{(4\pi)^2} \int \Psi(\gamma)^2 d\Omega_2 .
 \end{equation}
@@ -187,21 +186,17 @@ Obviously, this integral cannot depend on $\Omega_1$, implying that the ground s
 \end{equation}
 for any value $\cc \in {\mathbb{R}}$ of the interaction constant. This result is also true for any excited states with $^1S$ symmetry.
 
-$\bullet$ For the other electronic states corresponding to higher total orbital angular momentum $L$, such as the lowest singlet and triplet $P$ states, \cite{Loos_2010e} the electron density is typically nonuniform, except in the very unlikely conditions discussed in the following section. \cite{Seidl_2007} {\color{green}
-%We wish to point out that nonuniform densities are not in contradiction with the form of our hamiltonian $\hat{H}$ in Eq.~\eqref{eq:H} 
-We wish to point out that nonuniform densities do not contradict the form of our hamiltonian $\hat{H}$ in Eq.~\eqref{eq:H} 
-although $\hat{H}$ has no preferred direction in space.
-{\color{red} Ref.?}
-}
+For the other electronic states corresponding to higher total orbital angular momentum $L$, such as the lowest singlet and triplet $P$ states, \cite{Loos_2010e} the electron density is typically nonuniform, except in the very unlikely conditions discussed in the following section. \cite{Seidl_2007} 
+%We wish to point out that nonuniform densities do not contradict the form of our hamiltonian $\hat{H}$ in Eq.~\eqref{eq:H} although $\hat{H}$ has no preferred direction in space.
 
 %Remark: Discuss the question of having no preferred direction in space!
 
 %%% FIG 1 %%%
 \begin{figure}
-	\includegraphics[width=\linewidth]{3P}
+	\includegraphics[width=\linewidth]{fig1}
 	\caption{
-	$c_0 - 2 c_1/3 + c_2/5$ as a function of the radius of the sphere $R$ for various states of $^3P$ symmetry.
-	The zero associated with each state (which corresponds to the value of $R$ for which the electron density is uniform) is located by a marker.
+	$c_0 - 2 c_1/3 + c_2/5$ as a function of $\mu$ for various states of $^3P$ symmetry.
+	The zero associated with each state (which corresponds to the value of $\mu$ for which the electron density is uniform) is located by a marker.
 	\label{fig:3P}}
 \end{figure}
 %%% %%% %%% %%%
@@ -211,7 +206,7 @@ although $\hat{H}$ has no preferred direction in space.
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 As evidenced by Eq.~\eqref{eq:rho}, the electron density $\rho(\Omega)$ on the spherical surface is affected by both the non-interacting angular wave function $\chi(\Omega_1,\Omega_2)$ and the interelectronic one, $\Psi(\gamma)$. For particular values of $\cc$, a subtle interplay between these two quantities may result in a uniform density $\rho(\Omega)=\frac{2}{4\pi}$ as we shall illustrate now explicitly for the example of the $^3P$ and $^1P$ two-electron states.
 
-To evaluate the integral of Eq.~\eqref{eq:rho} in the general case, we follow Ref.\cite{Seidl_2007} and decompose the square of the interelectronic wave function over the complete basis set composed by the Legendre polynomials $P_{\ell}(x)$,
+To evaluate the integral of Eq.~\eqref{eq:rho} in the general case, we follow Ref.~\onlinecite{Seidl_2007} and decompose the square of the interelectronic wave function over the complete basis set composed by the Legendre polynomials $P_{\ell}(x)$,
 \begin{equation}
 	\label{eq:expansion_c}
 	\Psi(\gamma)^2 = \sum_{\ell=0}^{\infty} c_{\ell} P_{\ell}(\cos \gamma).
@@ -222,12 +217,12 @@ Using this expression along with the angular functions \eqref{eq:spin_3P} and \e
 	\label{eq:3P}
 	\rho_{^3P}(\Omega) & = 
 	\qty(c_0 - \frac{c_2}{5}) Y_{00}(\Omega)^2 
-	+ \qty(c_0 - \frac{2 c_1}{3} + \frac{c_2}{5}) Y_{10}(\Omega)^2
+	+ \qty(c_0 - \frac{2 c_1}{3} + \frac{c_2}{5}) Y_{10}(\Omega)^2,
 	\\
 	\label{eq:1P}
 	\rho_{^1P}(\Omega) & = 
 	\qty(c_0 - \frac{c_2}{5}) Y_{00}(\Omega)^2 
-	+ \qty(c_0 + \frac{2 c_1}{3} + \frac{c_2}{5}) Y_{10}(\Omega)^2
+	+ \qty(c_0 + \frac{2 c_1}{3} + \frac{c_2}{5}) Y_{10}(\Omega)^2.
 \end{align}
 \end{subequations}
 Since $Y_{00}(\bm{\Omega})^2 = \frac1{4\pi}$, these densities are uniform if and only if the component associated with $Y_{10}(\bm{\Omega})^2$ vanishes,
@@ -240,7 +235,7 @@ From our numerical wave functions $\Psi(\gamma)$, the coefficients $c_{\ell}$ of
 	c_{\ell} = \frac{2\ell+1}{2} \int_0^\pi P_{\ell}(\cos \gamma) \Psi(\gamma)^2 \sin \gamma d\gamma.
 \end{equation}
 
-For each (ground or excited) $^3P$ states, there exists one and only one value of the "radius" $\cc$ in Eq.~\eqref{eq:cc}, $\cc=\cc_\text{UEG}<0$, for which these coefficients satisfy Eq.~\eqref{eq:condition}. $\cc_\text{UEG}$ can be computed numerically with great precision thanks to explicitly correlated calculations. \cite{Loos_2009a} Figure \ref{fig:3P} shows the behavior of $c_0 - 2 c_1/3 + c_2/5$ as a function of $\cc$ for the $^3P$ ground state and its first and second excited states. As one can see, $\cc_\text{UEG}$ is negative (which corresponds to an attractive ``electron'' pair \cite{Seidl_2007,Seidl_2010} or exciton \cite{Pedersen_2010,Loos_2012c}) and gets larger (in absolute value) for excited states.
+For each (ground or excited) $^3P$ states, there exists one and only one value of $\cc$ in Eq.~\eqref{eq:cc}, $\cc=\cc_\text{UEG}<0$, for which these coefficients satisfy Eq.~\eqref{eq:condition}. $\cc_\text{UEG}$ can be computed numerically with great precision thanks to explicitly correlated calculations. \cite{Loos_2009a} Figure \ref{fig:3P} shows the behavior of $c_0 - 2 c_1/3 + c_2/5$ as a function of $\cc$ for the $^3P$ ground state and its first and second excited states. As one can see, $\cc_\text{UEG}$ is negative (which corresponds to an attractive ``electron'' pair \cite{Seidl_2007,Seidl_2010} or exciton \cite{Pedersen_2010,Loos_2012c}) and gets larger (in absolute value) for excited states.
 Because this model has a nonuniform electron density except for a unique $\cc$ value, we name these ``ephemeral'' systems as transient UEGs (TUEGs). Note that this feature was first discovered in Appendix A of Ref.~\onlinecite{Seidl_2007}. There, also an estimate $\cc_\text{UEG} \approx -5.3$ was provided for the $^3P$ ground state, a rather good estimate that we refine here to $\cc_\text{UEG} \approx -5.32527$.
 
 For the $^1P$ states, the condition $c_0 + 2 c_1/3 + c_2/5 = 0$ [see Eq.~\eqref{eq:condition}] cannot be fulfilled and, hence, these states never exhibit uniform densities. This further highlights the subtle balance that must be accomplished
@@ -249,13 +244,13 @@ between the non-interacting and the interelectronic (angular) parts (denoted her
 
 The $^3P$ non-interacting angular wave function, $\chi_{^3P}$, defined in Eq.~\eqref{eq:spin_3P} has the natural tendency to pull apart same-spin electrons in accordance with the Pauli exclusion principle, creating in the process a so-called Fermi hole. \cite{Boyd_1974,Giner_2016a}
 The same physical effect can, independently, result from repulsion: In the case $\cc \gg 0$, two strongly repulsive electrons localize (or ``crystallize'') on opposite sides of the sphere to minimize their repulsion and they form a Wigner crystal. \cite{Wigner_1934} 
-Oppositely, when $\cc \ll 0$, the two electrons are strongly attracted to each other, forming a tightly bound pair that moves freely on the sphere. \cite{Seidl_2007,Seidl_2010} For certain values $\cc<0$, the attractive force seems to exactly compensate the "repulsive" effect of the Pauli exclusion principle, thus making the total electron density uniform, hence producing TUEGs. In higher-energy excited states, the same-spin electrons are further away as compared to the ground state due to the larger number of nodes in the excited-state wave functions. Therefore, a compensating attraction must be larger, corresponding to stronger negative values of $\cc$.
+Oppositely, when $\cc \ll 0$, the two electrons are strongly attracted to each other, forming a tightly bound pair that moves freely on the sphere. \cite{Seidl_2007,Seidl_2010} For certain values $\cc<0$, the attractive force seems to exactly compensate the ``repulsive'' effect of the Pauli exclusion principle, thus making the total electron density uniform, hence producing TUEGs. In higher-energy excited states, the same-spin electrons are further away as compared to the ground state due to the larger number of nodes in the excited-state wave functions. Therefore, a compensating attraction must be larger, corresponding to larger negative values of $\cc$.
 
 %%% FIG 2 %%%
 \begin{figure}
-	\includegraphics[width=\linewidth]{HF}
+	\includegraphics[width=\linewidth]{fig2}
 	\caption{
-	Hartree-Fock electron density $\rho^\text{HF}(\theta)$ as a function of the polar angle $\theta$ for various $R$ values.
+	Hartree-Fock electron density $\tilde{\rho}^\text{HF}(\theta)$ as a function of the polar angle $\theta$ for various $\mu$ values.
 	\label{fig:HF}}
 \end{figure}
 %%% %%% %%% %%%
@@ -266,7 +261,7 @@ Indeed, it is very unlikely that the exact theory and the HF approximation provi
 
 Expanding the two HF orbitals of the $^3P$ ground state in a basis of zonal harmonics $Y_{\ell}(\theta) \equiv Y_{\ell 0}(\theta,\phi)$, we have not found any $\cc$ values for which the HF electron density,
 \begin{equation}
-\tilde{\rho}^\text{HF}(\theta) = \sin\theta\cdot\int_0^{2\pi}d\phi\,\rho^\text{HF}(\Omega),
+\tilde{\rho}^\text{HF}(\theta) = \int_0^{2\pi}\rho^\text{HF}(\Omega) \sin\theta d\phi,
 \end{equation}
 is uniform.
 At $\cc \approx -7$, however, $\tilde{\rho}^\text{HF}(\theta)$ is \textit{locally} uniform around $\theta = \frac{\pi}{2}$
@@ -278,19 +273,16 @@ At $\cc \approx -7$, however, $\tilde{\rho}^\text{HF}(\theta)$ is \textit{locall
 Here, we have introduced the concept of transient UEGs (TUEGs), a novel family of electron gases that exhibit, in very particular conditions, homogenous densities.
 Using the electrons-on-a-sphere model, we have presented an example of such TUEGs created thanks to the competing effects of the Pauli exclusion principle and the creation of an attractive electron pair. 
 TUEGs with larger number of electrons certainly exist and we hope to investigate these in the future.
-As a final remark, we would like to mention that a very similar analysis can be easily performed for higher-dimensional systems where TUEGs can likely be obtained for different values of the radius of the $D$-dimensional sphere. \cite{Loos_2011b}
+As a final remark, we would like to mention that a very similar analysis can be easily performed for higher-dimensional systems where TUEGs can likely be obtained for different $\mu$ values. \cite{Loos_2011b}
 The three-dimensional version where electrons are confined to the surface of a 3-sphere (or glome) could be of particular interest, especially in the context of the development of new exchange-correlation functionals within DFT.\cite{Sun_2015,Agboola_2015,Loos_2017a}
 
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 \section*{Acknowledgements}
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-{\color{green} The authors thank Paola Gori-Giorgi for pointing out the uniform density case of Ref.~\onlinecite{Seidl_2007}.}
-%Stimulating discussions with Mike Seidl are also acknowledged.
+Stimulating discussions with Paola Gori-Giorgi are acknowledged.
 This project has received funding from the European Research Council (ERC) under the European Union's Horizon 2020 research and innovation programme (Grant agreement No.~863481).
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\section*{References}
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 \bibliography{TrUEGs}
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%