From 96d3037715880d078d9266f59b45bdfcc5e6e4de Mon Sep 17 00:00:00 2001 From: Wojciech Kozlowski Date: Fri, 15 Jul 2016 13:21:59 +0100 Subject: [PATCH] Working on Chapter 3 --- Chapter2/Figs/BDiagram.pdf | Bin 217918 -> 217269 bytes Chapter2/Figs/Diagrams.nb | 15827 +++++++++++++++++++++++++++++++++++ Chapter2/Figs/Wanniers.mat | Bin 0 -> 41410 bytes Chapter2/chapter2.tex | 378 +- Chapter3/Figs/Ep1.pdf | Bin 0 -> 162692 bytes Chapter3/Figs/Quads.pdf | Bin 0 -> 84221 bytes Chapter3/Figs/WF_S.pdf | Bin 0 -> 92436 bytes Chapter3/Figs/oph11.pdf | Bin 0 -> 348079 bytes Chapter3/Figs/oph22.pdf | Bin 0 -> 118805 bytes Chapter3/chapter3.tex | 482 +- Preamble/preamble.tex | 2 +- References/references.bib | 663 +- thesis.tex | 2 +- 13 files changed, 17083 insertions(+), 271 deletions(-) create mode 100644 Chapter2/Figs/Diagrams.nb create mode 100644 Chapter2/Figs/Wanniers.mat create mode 100644 Chapter3/Figs/Ep1.pdf create mode 100644 Chapter3/Figs/Quads.pdf create mode 100644 Chapter3/Figs/WF_S.pdf create mode 100644 Chapter3/Figs/oph11.pdf create mode 100644 Chapter3/Figs/oph22.pdf diff --git a/Chapter2/Figs/BDiagram.pdf b/Chapter2/Figs/BDiagram.pdf index 79378b7c98106c7e1418ba42e8fe3c264d77f382..e7a797a2353370865db7be3da63d1ff57b7f6663 100644 GIT binary patch delta 14365 zcmZX4by!`!vo0195CYx+LG}bnO+C#h;N9xl#iJJ8JnQs8$%0dWg6)Mxo)5f8 z7rw%Xk^0+NVpFBQ;g^%N9g3Rh{W#ZLK9|;7m54J!ovcVIHCtR`q!_4eIkXo%&Sc@w|qBH4s%eluK66pS>Y{&~Ao|mH>sD*fJ(>7IAW87CUpC=+oA)y8YNn9cnGQ! zR+B1Ptri-Pr;RL;v^rH4&yOWL#HvTAQecxscNu2LLdsMSbRv+(>DSHwGJi1`r>t=I zOXV>zjRVF)4JPPGkF;4g*7~8kX>v>#A4j9v?aPP!*<1|rp$zd>)m_K@ObGM(W|Sk} zx2wUXr)mPU8!Q=5r3@gb+mhPG%h_$J-T=aiw?$^9Q%6np3HZKn z__@%81heLoaMo51Wb4wA>fukg%>h62Y9dtlyZkXC*?&z->+6*2Xngs5h9lQox}Qt! z>WHJeAG?D-(lNWds{6yP1cAZsE>tVK;6%c$Fa87{Nr;N;x%-6B+_c+zC3 zVZn+x{W_Ek?Mu&TI@h;i?sBDG_oOf0cErx9oyF0R-E^g+n9+jHUpgI1-x|Qo;m0?lz-Ts1I4- zxsEC@_Dm-ywCS{d0|+SoO<{7u{jO{{PZxk!ARQiLr0h@$dsnnjZl$gT%?DFr%4lOh zKk~kRjXwV5?^@)u#bm)_Tf*q^bL3jFM0luP=F(7<5x;Xn4;Hy;_A#k~Hmt;U3&IHM z=U=ydny^XGMlT{80oxqD`5f8~`OXyUPEOzj?DgG`1g>Z5M>SGbaM#g%+yi;SD7T1V zw4#yGtC9s&LahzXvgBO_L;+QyHZ5gF+0g7Cpz_3 zgTpbR*53;Q?nd*3rWa#tnzu5nBJ8rm^#+zyMQ$V@P6Vi#;$%fB@!8NEt%i`YE0w8Y zT_r{!$|Ku`~6%DK!IPOwtHhf13{lYyBtFSx69T`0NnA}{tE?SVXP zD76;cdsr{n@tW7#Qh^+1yT|cOg1z_Tf#>MX}r1 zkCWaYVb4IoHRctj>BM{Q!JGV|RNq@ybp~40mrIO9$0?^~m#s+kD`^R5;+#oKEiaCP z7>FYfqd0T7z2H0Di|tsYBNx93fw@|!9}P|84uUN;DB(?-=XWFU_NtDxyQOFA4U^ri#Tjll09=v=x;h2HM!>nZPGPF(J<}6+kGA= zddhF#hq_Z6P<6TjhGpKA)4$cxvqOOJN7*TuyyT)T!gmemdlBdBq!G-z4AH;ZG4O2s ztZFYh%x+I*>0J(;nN*E#usb~Dyt5DAk2SUDqGV6aFOEXELxN0mbV6KVO^38HxJ6ke zwbI0d(n{g3i~kWRXgN0mi%B*NLBg#gpQAK%L?O+I|I=N)znN`g)_T8%vd$JH-rZgk z-_$#%8w6glb~yMKb%1x`h;f1F(}pOu-q&5m)aNwJVaxAXB4R7SBlhE`rc{BKNG726 zi{iD3&Cq&(X$4J0Xd%Ic4bx?0eEU*s2p5-m4^h1=3wuav<)UiZm{qMh)*~_{e(c5m zYhj-$V{ZS=n=H}0fp|JiqoNqJJ#f-emfQ$E#wpNG@G!PpyLCAE<~xR?$#N(vCbhC22lWsw)neiPH7wmCq8*n7co%DFL;4TgOyA7z z&af2ZJ^cRxCfr+gyot5CN<3oG+eAy*_{27}W0&nReLnBK1#|k0*I?bKx33i(8_J$-@ zmsj3)9KymGO=#fPUerMaufI8wXub~d+@f7lD5DCp-^B5DjeZ9SD2l(C_2GPGYGVek z&SXP3VJ=|4f%-i@T?>m8uBU($T{fcey&VuWQ#&l-KLHg}PYS2@Xxz0<6fjd`l%%p? zE2HpRuGQGRTnAf>zHPp~Xd8PJ%7bT5i>k)Fg-!r)Ou_KT*H6z?`yJU(DpIC>>j3P29N zuU*)OJpkvKr*x{Mr-)5j6`OfS|AS5D6k#U%#RrWLrO1bE`U2GqHggvMXYm z+Rs%D9R-EHssN$lTA}d)$Wmo*biRG4LldV+vy?T>d8S?+t*0rj)ekKaY=C9WVN zvV9_KgA8_b&^Rqa=?--+`0ys!CHX1sr6$#vh+X8r9J-!K8Rka*HGAw^iD~hft~je% zvtF8sOmMbhs;W!vThG1u%1C{as&G9hZwU^UC@LsRdj@t@X-Ag3FgRaew;^h zC$DXER9onQ=e{vSqVX*kU^e#zm$^a)#-VA2Llz*`={8i?#HQD z_!Ki=P&_JF2Z;tE-!4aDsJ}HWpapPcTkn*_PLrwn;v{^Xki*att&@QTIZ6r?hDQ%| zI_e1)zJeodlJ}#!w-orvT%{r36TJZB4s{xkn6Ns!ruyw$TC%>|ah_O^Q8yg7XT=f( z9?w-CCcvbLcY31DA3&s@i4`=zw}bSSk?My=~^S1^X5RgMIB$wxUtYe-T?v-ctXU%9^L-anuXl{z) z`@!!qq@OidO&|p#hcG$Zd}lkY_z^l{owrlYW;L)O{1pH(ve0Fo+!#0fGVVNvp+tuU zlFZzrUfs5p`BO6;$RI}|TwliK;STWQ_0of~H^+6Ak9TOhPMR-hJg#88yD65p_i{&M za?+|EFlO_nUob|0R>FREvpD=ldB09t$oNn|(VX*r3F)`8NLfPMN-@iUGe(E+7Da;* z#cBviy-YeKe>gQ4+9;coP~5j&k2Ps5Qg zAECx$3d412NGbHC^3?7Alje$x5;8g;#)6;Ql5R*LbEs~tSC<<@3ly%uCBl&!6h0-lzThL&k-;y9me%SwvFzr*!?s}5 zKv{;W|JVc>9XAz+@B!9GQPq+KY7n{9Kl$wn9c`qypkZ98wB|QeNQ?q&T?*U($uW~G z(uh1(Kzwm5t!W5MZv!S<3?u;jrA_mn1yC-FZ0@VV=)Akc5nHRSJhv0ehHx?6aq=-a z@jis$Uohmli^MzM;GK3s1FZQUR0n1sl@sLk(uC?Cn<&%{lht;UIAkBCnmObGvpiks%YgNCzj4}e`fuyiE#NG6RuIo z-{Q&X?jDT{q6-aiG^d52{Pcs`FDE^-PHV)&;wRTnm4m%^4NP@kxNCV~axH!2=&p3G zP}huqP$oLO7~6SmQCs*Kmz?7*LqBM4^V^n=N!Jt<^Jb^Js~c4?QpRGMs=QMK{UUFb z7Yc}s)~`<1nn@+WvopVS8inpP8Kt6`3a*h0iX*W`i+0(A_*^9?QF@7aP%|8+%2R zOIm=K8ApKpSB*Vbw ze@%T~Tt^5;65Rv&z?yee%0>hmmTbhvbwq%&CUvi!;P!n2cXaxWC!n1daokr)zqbYv zSr_|3KhR#pL+#6nQq8Z4;Bk4u`SufQyp7_vSZ;PxTCS1$08EH%#|w|mG8K6XGNq>u zmhw}RI8tLH;$$^1Fe%P6rn%2V79UETRN^%tUuIPnFnvK|BK7zt|WdDjmcZkL!J zQK&*}zIfq`dSU=9qiN3UlR_Vr1mi`%MXEa=n^p&WY@&l{Jl~T$UJ(p>YV6rMdR5xj zN}C#oP2+Amu*vwed{B7Tff;Pj`jqVjnf#q8z3sH0fh1hZF%&tOu@*M4Keq$;ar0ed zhW;R&k3k0g)khzF6zySlbKm-6k!@H4yFWe+%j*g2M;fU^k=;@SykOSp31(Cc!z>KS zhs$L7sC7Pgd=Hrz)M>k3s)n1X%CBlBg>yJh4XxFf=`8XDAp!*2TLJvwmQk#h z4g?U9B--ZWk{sxar&_|DE<4-@e1Cjxre7MSc4Yzm6Ba;kIc#xAsVA?Q!#-G1_Xx_7 zAbwK@0J6gc%q30m7Cr=K*YJ_zJ zML@Rc2{srtVY&FNVH;tFXpgjEg6vvL z@bhtYD<5DZ$AbmWrQa&JT}0k7{U?x{^uzVkW|TQGqV^n@X{Qc}vX}Qo9Q1?SL2RVM zHGUXlN*l8ZP^!ou7f4useNv?NmjCb`b@?_#$mY8wKz&Av)*ry40!t9X-^{6Zm;YUSS8VdQNUM73w4y*>o)4 z`jm2`BP#a79JP=(t%n&Um8=PiEG=>jx9!*s%wYjZW?9nkTK`hw%QqwtmCuI!<}@K5 z*>@RG{fc1XR}ps13S?!&3Vcv+sXZ)8xdJT%+McE8?weAU#t6yY6Y6QAE9B}uC~~FP-}sNow`S- z?=N0VJXz`<;ldopvi4FSxZ0R)rZMLGhaiHUC~vBHRCzu%^e!X?;w7_}TuCx!7}{GMOQi(#5dX9H zn4(!;q2sw3o=d)*uXj);q7=D}oz8Dc%ud!vg}OO-4&oviX@VTm{5HN>yYJCp27(wV z)~Z2bm=yP8jPhzL{iIG>= zHA7)FVU=|H1o{MJUu|YI@rf21Y=Ub|SR(t70|BccgON)xk-p47bq6~f66^ghl%DnU zb`c|L4A4c{sX<5hep(Mn@{Z*?dP1I^f#Wox#pY00*EWO9RC(gQL6as#2EN=P08V=~ z7CNRUB(qC20iJ+rBJe^fN%5f~_`m3V*jmdxR28MIW8$SWMM>=~DvgjN8r9qAFj$Zr zdBGhxW;c0;_J0Wa-#jbQ_%K<}Q4Mh@g<|8KXvAmW!C_hJ(xmN z>}*g?Kx@=fyt$c5< _i`}5^AvPcc^y0UBGA`cgwy?vT_X9MPbpdrBQ0U7RXmul z*bC_m(VNF&!=Wp@9SnaL68{?LGS0U2ibPrj4g`v;5@5B@#SF$jvbH$1r?Ox8WoAh@ zhL6{nU*W32PpB+|m*AZjAxFma9x?2uI;_DFfX;wlq$tfkGSpw$cD8ewJzRaOV5S1lu`WRLh-0q*5gW(_M@sUNN; z*=IyF+7a!E;DETebDy_sSH|NLvEfPY$;aOZz*$7%`Yo_(g%bxcZ`(aB#W1Arv|C6- z1j@oJME?vSc&5_47piJ>r3qPa*xv0|tY@!=^?z5~}Iv5kr5{9i5SXOjW8B3f== z4QTEyIX;=cy1doPeO$OPIijtp=Y{$RP5Arqi_%V0GN*fO%i8jL%wTF7y_|h5a z$_yiiaBk8qBOeHAJNN%|S)7IBV}Z;M%E4Dl+n+(zhytE3P)i96`vCrOkTC*5BSHk) zUT%_#I~>sQwXp;#hi0l#K30)m@Akpv1{rwYR4AG5`58l}DOoP|&%be$j6Aj=NQ{{B zd~S5LMo0>c>OrcQFEG}Eus&2tC`Hy|{H>{SlQNBB%DNaQmYpc}-05{hg^0$e&wk%B`mc;k?`IQy|*j?H8vT8TIGV?j$W;KCUnZ>@x%yQo)wcp zC|A7<{rwU8g*}N$K&I|Wrg|gF7`UHRt@SFFR!>~GaD@2-idQMmIpIV7shIX^;>#x~ zFK-Z&uwu;erakUSgyQS2-yNMasg(^CPnS%307w>+re(a@h}s+9w1k5c=s&jgM>fJ^ z`|$>oclCcAqY2dWZr_aF4eUx9*-k@Uc(YrV0a9wgE?d(g$p3rcdm}Ht zJ_C}n3|mNdRH1&&SqB#3huKb}>(y%e)YwsDn>Fpa@W42Dh*xVfHbA5+vXqAfYz zGAKp+(4_(_<3Qa$VOohO(VFR>Ok!6*{&*yK(*15g|14Eqf&__o>-V_M1a(1G4u08C zk9ACEgBk}kg~pIr584}J^O}Y0mF846N{acI?5_gGym^=Enn{MD901$Kw(%g6T);$e zMLxRDs{h9`ZETu4KC_9*waqM%>HU0?XdHA69+Hy&9!NBFKC4$B_S39+1;ldb>hKb{ zeqB^H5A&b3>nY*k>elf7K3{PE$zgOjpqVv>wlN2>a5ze`hdOly=aU)p;^kT1C*+tL za$`z3eWTDgUyYaQ#K@0}GSg=)Qqmq-6Sd7K>&Z%QDC*EE^YEOVnsuumz)aQ$2-&zx zXR;KQK?st9`A09ZYGTFYdS{+>OiGkJA;RyCYXu$^)6yq1DpCeA#)h(vJ#9omtUrm# z#3{7GAJMbh&x9~z8ObjALQ9KfNmJnJ(BjV^P`t#RBvyKrGF)9HzAhu>R8`1R_Mw?X zgXAO7WTWDKvRXx?dY<&YTkeIKC>Z5lQ>@N%fr53sQ;iZ^rMTr{bipXccv4!Y(*HAI zex%ybSSi0mB9sG{A3H{bE~{Q=dc%XbqW-vfH z`4!aZvSqKosP8R_UZNygS0RXhS^!Kdf#D7tTAQA-UcRMBuihAnrQgzq0@;P$o(}8z zdc<;$)dOE4sYz&wyJ?w9BRbMTCwMd2)G~Zc!|JS(QxdZ$+XO0O=C`@lvlKk(5eeS* z!~D{J7I7gmrJia84BlDl%?V^2s-1xRKN7rKNIzCrPRJ27a>bm`xa8e$=8vUxH>Oye!G+_(ej@7q)>pO{NOX_+gfWLKKCH^mx5!nwlaEF zcH<0ggP5&~UUPxxdTo;@AelTl87uiNTC9C+8rNR(;ZG5nBzfBQg%Bha*bCwXbRa?+ zFH=Mih@BxS#6+}+kjf|;gh^KkeRoicY6-{mncSd&k@*hFnjZOvGxC^NQ->d5(kY@lJtJ{RjTZ?`EaWk?T~si~1nq^^D4o{|9=*TUZ0&sMmlKxQIf z8*c43Ije*xDCF9TWt>pmtbge!UK3lDE)tw2B5+{!t6#>M;=ctkYfZ8(FdVCsO+RSy ze3%nhzHuH>$M^**b_(xHbjq3>(TLpTYw`W%W}DAlo)Cr1eF84Vtqu7>&TJ57?ncRU zSQajVjdtenY9#S$JvcK}4Ide;Jt*N#4PAj}n6cj?@?e#z>RAC!UJB=5TYjrk(xMqD(;aQ-W5u<)m**5Tx*z6`VK|v?K6oY$gVlwkLU9w+ z?F#`&H%jSC2z73}H*h~XCkHS(-=H?<8rWs0aX}Nb8#qQ3B>H5{ zjOdQ+`JjQ8-@GgAZn$Lh{BX=cP38R2S#fsrDC#by zLW}yXzs%uh#^#r#9S-yFU2}&Ro7UYhzi$xDA>m)3Tab=%(WTXp&l3Q0pmEC^{xeuj z4E&~z9SQR!7L4=-bX%?WAZfx>#QkK22Ng;Z>+VC)`U9ggCM6aT;;mG<98^==H}$zW zC$?M;$uB9EQPQI7gQn8OA29 z`EGh(n4cs?1q%ykp*E@v*+gsFjSYD-E3+`WT+>R_s#ClX^R^eFaB(vKq6E%)6v~); zS&s=Sv)pAz925tW`QblEnVf77HmUk2SToS!R|lA_zB0M5&dL%L;vpgy1$i4UnZsJ6 zAQAzlP@lz;HW()y`@p8gJPrY>@G_fUQ2ZcARW+ZlI1ivZ6)Vc*vZ5EFrb(-ju=Q%? zzZ_qMKl?TPH+g?;6nGqrdH&gBw}0$FCouyI!tiFUdc~aRWs!5>9({1@kAAa_@`+N> zC)e&@=(JF>!|))ypTCQUnDg+|js;^eofyjY-yypBq|m|1#psj=k<)E9`=bA9Pf?9TuQ{!k1` z0(Fvtq{yIN6uv&ET`p}hk}=i;uAI4b9S_4O7)HYQM#NXcANm^@%vfsb1^oT==Fq}j zcz6MX$LMC?LFtPQW`T5NT)vzYAC%0(ONWp%Y+s~H*64`l$Sz;0Z=BH<{#S67nI3RA6D5EZPYX|K@C`tIGSEPTCh1a?)celQQn6AYWO)R4^M2ZU)uLDB?qUJ0lHXKUL^sO#GfJ`Jom_BeqaA5>h{F^^(66(AnWfZanuJ7$>?}wFnlQSbbcUxo zTic@*rh94RBtYO%QNqG7CVt{SlTsS53^C_bWBl5&M84-81`-{vh7YW?97$KX zp)39?0pFiuL1lBEhjNo-ve2IfoYv7H&Wrw=^W@igCNxr{aXxG$MsVI5T_0RD&Iqfe zfos<&B3YltrMlTcNW@OH>4fazV#8n$Icg_8*6*skE3yf`w2v7tqRCT_+P-S+HGYSd z5q`&x$)s{Q0qR7W!sf@2*I}c|7mc)EQooD7WjJD)fkFhu`$|N+a2Bri3n0Q}EyW&n ze``)dJc`I7xc4>YpbF@e60brlop~`d!=PMa?XjZDr$D(aA{|-?e5ScvQ zuf|M3xz|^X_re%e_EB@KVbgyx6X#(JAdYWS^<(%a6h9e zYdAsAW|cWRHK*@vyw4RC`(nSBmKN7MMm^aEv!ot44_r=>N!^cth7hQW_A)J96z@ff_n zqYF;|x!EI{o(rm7BEv!=t^Bm&t&KR;hLkpm7H2BC33?i$RXSFDgnzMe0&JEAit zvqNqw0b_096+FB4F(`;f#1#H)vn=#;6{|879m+F&B~zJkOrP8V+xo8AQVXl^u{6vG z0WnRHbnS-|Rg-2t)4cC3*h>Pj8$5mL>j~dRzt*T=34m1Y*s|{0>@{WKpW6nZ>Q)=v z6@l5uw<-LJuUA=tQl9ukX8;2-6kFPDVEMHRPh?ic^-v+p!Z^#&_%x~uCi}}XPxz&c za4RwwfGedsgbE>wJL09>*_^Oa>@JBim1|p#Smy zevk5T_oBUS(Dl1G{{7UU%UHy7$1c7&R{{n1?(aFrA1QWY#$b?$_g@LXpEL1~n)^gi z&kAVtSs$TG7q3%~R}A+zr^4Wo;z#`4^N)@T{+C;eI5O^z*3G^Yuqzni(l17l3SgIHAnFt^<3he z2DG>Yg7gp|gaDY?r%{kW5<{?XHj9x#b|Pc2vj9j*Ntxx$>@8d^SxH%eEbM8HqL9QO zO$#;56?6^Z=^o+l+pWS$!E$P>QnSjGQpkYa?mI-JzHwVc6zT77BH&n>;#3SQP*f2? zQTdc9Sg79%gM!4d;DdgWM@V@hwTL{nKOVjN9J%Gr9cgToS9iYHZ;(_mIGhG>6xFp0 zvqnc6Msf!UZimz?qe9!D%>G6MAfm#7O4Ee1vh;z`@Xk z=jUk9@0w5Y5jqBhEo_*=MZcOfCEmHZ1ymh>MJYhk64@k8f`r(lWe^XZ_RU8&>;r(k zcL?K>qQR}gfMp&+JFciTKmZ=jsgcDfA=Ka)|3J@@QNwgetprJ%fQ$Fm<&K(xK5B8m zdI^*1emcHp6wa*N3^Iu5=GMagHR5TS`$`A~tF}umq zg9H8&b_e~L2wGvlJ&+gx5BL%czRYay1m^P{vKKsh(`*AQ0x|$~H#o8QC&wRD09Zj4 zIZG(uMb%I!0QzI&=X2!G?qnYflNu}DxF*%wv%W0XI+_WL8xZ6)CB~qAyXmETmLR2VU)R3z9AqqX-IOw@+ z*&WXd6{ZWH`(ZtpzOdc+lSiz#)0#JmxLp)r&_e|_iCN$ zR(G%oGa`~3rv4+@GT}B+{%x$O_@@av)EN!KCJZ~O--ni$Zw1)Zlm%Yzcnp>+ob3E8 zbPc7N;O?%BW<2VHd=nQ=m=aRjDK$kCyt|b!{p_51%oNcq$NHmw?vTvxRd(MA1Dkv}}9*gjUqkt1( zKz=>toeJD%h`!3nKYyHdrg+aMMd=$!qROrBsLtXrw0#DsT$kU`IKmmIiNEvnQ}*{1 z9fX;K!??F3eEPPFD9_J0ELP;)e{=qvnIrw)z5l!9+&Y&y1uB7=5ORfUT14~UhkAXv zT+!fnGo>vQpgc4CI3TJ=P!U2t`jtj9oA5-gM4Qyg;=x72;^iwX_=MX)A z3;EUyDa?>q`HZ|W-*o3PTl0J2t!40hQ7I8Tnu*3indmctgFSr|C>L`m>|Yr~aLJ*+6Y<&&uluY4#T%=y z#~ZNFyZGc$$vQ3=_1|wu)JceYw(8O|>7^EYZEL-Fu?Qfk53)d+)lQs6T z*~mp`z0Ned4dM{qr@dAvrb1scU&)Y``Yzy&-^?U>wIxzq6z!o^-dFEfjdtE`h5-cE*=SOtXp0hF%O2C z@afGx0Idxrx|uyq+?vT^S+Fk2qx=?Gvx-2-&vEhoOXL#I$Iu5o)+K;N+8#FdK;csu;C9!GD;^wR>{B9dFOg zI59!2DD)`gRaK-A@UtK&paH&q8~iRmNuZyy@fL(wtpRc~$Sd6(w0rMelddT0ZHtdU z0X10RhuCt}KQ6Osdy7x@3Q#oo|1DH6D@6FS?$bQU@C$4c#6Gz?YZqX;%5`R+vFYCA z*vgyGB3tZCF4>%U>6ITMp+0_lMVfgLcI)+Mp<+yRz=ZHfPDo*zHoXn5cwL6kCvXTnFwSPUmDBNsd-9nng z>qP3%ZB!2gi#IWuxCdw2cne1`_+{i{YD1Z@bTt*z0;hOf3Y_zo?KMq##Iwv$R(#i2 z#MJle%ZLtkK{PM%v$ufnE5SeC0wD*78$r+%5dxM1|4f-^UhSXc&v6~yOy}Lxo{F2ZX(0` zD;&>cg#K7w)uNy6%8d0@5))dNpRO9uNyp&AJwb;A=*BTBX_jc2Hk?`>4RSX2!rWw4 z1nUhrIiw{iu7Fc*rus)WYtX{tmc)x$G?;M}8b$}YVb0d!R?RKs3L1_qoNiBtM zDEfgl21a-LIhFtaWfH%z@K3Vh*h|*~xDq z;`d)XG%FgMqD4&QAC~Aep1gYvw0R8`ELD#oA~7oxntWEv^FMdt*Y_9yK8Q`0F47sB z)gH;YxbcHbx6R@6`+)KU!G)_GubDasyYwD}^88IV^U)`{DoygO0MNJNSwdQ*uv}8zTY;iX&E$6OX_<9MAS+3LP4N~pEKaCslN6`=Y{;NJZ zJ1`{ja7rLtZ(~-MvZ9HolgC44_~HIj)HEv0I-*XUi z99lNnjV{l7;YOx=*p4}Q3Q=ejO+KU#N{z3rASNmGE9&n<8)l+nfuI1a=eO6;g^j3I z53XFsw6*fe1JHh+@Re01ZiI>hARZbtyq|J>a&%J{*E9=8NF)>vQWjDNW9xq?Ix7#5 zJB?BhQX14|-%pBq_8i4{8HKStLxog_`3)Z@P2A}Q92Xn*3rvX9PS;eBBF-1+aY1wU zuVc*bvX|dr{^kS`vjn?sQtI_)u=hqJ-Bw!laA!Mczu#Aq?@H~ zQhQRsKTlQ`4j?OA8on|l6^Mn0``;hAIoSR!1G2JnbN;Iykb{SV=U*}w4puIf|0QGR zX8*U0i<^h_9~tO>j*5#1_-_yvZdSI>&Gb+Cf1~GS<@omiS-81b{|y2Ja&rOy)%H`y z^FR9|{Op(&$jZw4zbdk_vZn!6ATi9j+5X)J2OH_AR-AZwbnG9+=@l?tR70w*UY5I{vGp(qLXKWk&)jQ{`u delta 14948 zcmZX)bA0Ad_dQzM?o?0h_NncuZQHi-)V4Wwr?zc(YEF%*G4+(U@BQI(@B2;uNX|~O z*GbmS$~k+dr4YHd3^_0qycvS@8I){r?orIU)3=WTsUq0w>)Q_%1&0O~wVbn?riyQcf5TAPdkMUIkS5I{O-FkApyL;fu@Mj&I4v#q42 z03JJ-ohhijG<0`tad|YX(Oi8QUx2^jL`%7}a&jBea%yyQbwLh5g5dka37V(X2VC-Z zNzK-D9IhLY{izwWORF^WX?OO(r!#ZPFmjJR)7j}I6U^faf1tGNTWzw3BH)~&wo;v> z-XOPb;rR%fs2k<(HvC)aGlyS{R_%Q>vxx^x@$1)+#$Y7{~x7WyF0SMMvp-C2~DA(pNBr+nAnqEh_K4$l5| zegn~v2^@#&jE>8J#x(i@jt8@5TlHwk-JF=ig=`gFDP~4*!85RITp@c)S95b!Eg;=H z+?O|#ABb6QU_ls)j>ujZFqS?NOS&>xY*ii2srb=s?z~hQb6_(7qW5%K+(4X!P$o^Y z>HEOqDx~=Ft+YlFJ&H3tQ*)ZBnRkXkdYZJ!iPMhv->^M}KAK}xnNk-4p9If*m&_Kd z!3tikGCthCYtW_xN9B6o1~0RtwVu}2O6eO{gCZMmCcU>`+rpEIBxbLZFa6-9+W^7u z{XU29px(Jp;%G6cdGCxf!*2K4Qc zxWZ*Ao@7jI9nD+wnChG7aZTLgD{+^TG*pz*F-S3DN059#^(r*?{@4_2udA7Bw=obR z`Iv48x9ClJ`kXm_gThHna4s$BqnW2CrvETIl8hUZZ7B)Tf3L;f`Mb)+?HV@p52^ub zNr+T&Zfe#Na z#SEaKiV)`k-ORXv1;Q8D>h&1V(svKQ%nV95!5?8t#kmF5i5n}O2z}*j@c2c)*#9^pQGh# zff7@dxUxC*puOk+r`b7eEG!YETm@zkOGShbF5c5XJeQ$SRi+@5()@&uiTbq8by*gCLrv>j{Bxv3lloCE{L_*-@-5!u!$aj~I#`__CUm zkH_l?LS&n^o0hZ9l$Q*R2^E?O^@Zsq8D6xM*gnkJR1F%3nxl;|N#$~;Ss^8pOr@e9 z%GVHcGIIZ2q7wYc9=7hc9c(X;M>47Zl&M*}j;`>2Cy_(aTF5%b*oMD8TA_9tkj3nI z@<#*rcbKwkVh6LM;SBu*)I0;}Y(QaJ>Wcpwhym?;j*1{Dx-_nj$vj5cpsYZSgGkG; zUntv-s45+tk-lhF>Z=nz|5Rxs>2tjgbcR`vU1RrJD9Xo~%cs&xX9TB5VJcT4R<;r8 zJplq_cMPNtTwB$FE*V|XpceK8e6zH<6rH=B;kEmu`AFt$04>%q=UTmXneP{>F{(63 zk$6*_ks8D>#a$KPm#8!N{GQEDPH)~#qBm_fY$I%_QVfh) z@KEUIj%vI^Z~0*J6WOQu@3EpR8?zY~R70{+;TXlf^5$)TQwJh##`}5AW^CjthM~~{ zPDg{?Cc`nl!N}>-&Z*Lw*bKr{Yojj6mqnUNMz1`3j-f{9F>jx^bM3pKPGvSP0v4YG zQe6G-hK}p%1g=M$DnA<4t?O>bv?iIBMI3dA5|v71_u^9-aW}YL=(ZqW*h(~P3lk&=}2e%&lO}h<{jHMft zYuvfN)KR+H3&7vH#tvS>t4@9Z9VcQ%Eq3FND;1Fe*5s4QlKp)eVk>ppN4J!$gah4x zk1S^Jg2IXEj2&0=i(Aq#CMNi?Vij!kKbiZS&)Seme<;m|Fl^)@}* z^HygN&J$Ta+k2fnwb%a6=t^=a-voRnkH7cq2Lp{BBTi1A*BQ z9;VtMhu~EV>zqBmP0e$B-&f>xWvZ9$m(PNNE_+-tiw|l@6jCBm}ABQ+CVgfTRJkvX1OZysr zPZ`u+tlf{+D!~m#<7F4c42R5X->mm;s4zRqU~lm`AcWOB=j4L4jdQ2d_wwXdc6NlG5ZN`}_4Vl8gllKQ58Y>r5B%28BJ)BF15z z@NAbja=K#%i6j`7`32<9CJPW@JoUyjjGjXZ13U|W%(N$2Cg#Y`*i&LtvN4jgi4gWM z?HU`L#awn|m_wk5{n?uIhN;5*W9(D>PgdCT>hLgFU~I_MEIVEdSbP6485{Zto*r6C zFaQk6+OR3#!pRnE^RhJ3cQb_30fVYwhBgl_sN^Rj;i%z8+AfLk?DQ0f-QkqIfdw&l zLi`P@E1o{R?(8|s9WKhoTTZu49;a1`=bocDWXR_sfChBCIl0y*DdZ_>IUeusD6Rmh zvY34@WMZNo2!KimmSP}XdAy^ekr*Sx{l|d`{1psP+KPF1@dT3?3YV8rZ=&TnVm*ys zudvZZs<}{^O%K+k!Q4EGHJvHH#d*4;n*`(=LC5>mx+UVTLb#7H$q&oqKu{nvEXAS# z`Fp+la6xVklve~t)yEh2u|^7mxs96x;q5=_gUzNv7y=Mvkc<|(WVDe`iIzzyx>)49 zVWKr+&H~zj&72Mkb!NY4E@dfrG7RrL@~3-Tq$y9M#U|;D`}u~zlwUs($sVj&3YedQ z>uK>Ccvte!>m%+7D*nawY*3OQaP<*eczf6UY6Q(F4E<6RAL8^>MT>?_(#F{7#-YKG zvf_i6ny=A$r*~4AU)rv2XPcHsNt%0FxU64r*5Mp9FLH%=6fcw2ez5f5_s%#80LK7u z!PCo(yzlNy$BYE_HmkMTRmN^urC7p+x-Y#^g!w(Xrso`rng2=G$Xj?13rqCW^0Qu$ z0)mR`3&L~!U;w^f(p_ELZJ1U9h~|4Xk?idek`mBM0JXFjY&V}q8;{9LWb@cPt>-FMU0+wG`pFU| zE(tlh4KdZTuY&FRjWrjlS5`P^(n#q7Kt=D5E));#VtIya#)^!y9I8>x4$P(&HzJrM z;mBR4AkN_2nE0TY$s2u`B^aF&R@n##n5BDAyBHAH@8jx z1o_feW?wby2$#e%_JFL{LcY682;_@Z;$PI=G9e}f5AM|>^0z25+b;6 zY$dkYbVNh$3@~F#l{-k@kpiEegSBg1_*sm9*aI6t>zZ6&xL7HXFA2s{+_@D z*heC%sa6JTJFC`*#8tUqxJp=7z{4F7=y@Yr-&4jmfs7g#%Q(28c+on$C&YeL*ID3D zRfUCD{VKusge0PcqtN`!R$k#HJ7=3>R1~iGj%OdAV-?awTRJ2P+X(arn<@LXxlVh3 zdgzSao@G48A<%m{s;H8%QdHMEH%g|?bLSWhnHWp z#3IzDj~ENJ2x192JoQ|sLNaKVybE{cO5scRgG7m0+4{hbxP98i20}bspAv(WluDvt zbm_VAv9Hhye08FQm?B$8D^nF#ZW<(DSt|X>mfq3(~xvN{;I)KMaXAQJjI0QxF=`yPUPbc zf?d`^AQohE*1Uedx4A_U*E@UUFkSr@HmepfpIjp9we=f?fme`^=?xMop?TkB0j9^d z;&=g@A>3JAH>yF@{z)Lkho7*#kQhy~s!aZezQ?Bd=Oy>xi2+ml4Q_&elOK(ho^MW2 zJjS&4?3y*C^hu;IAi#FHnx@<;nWv-e^jSLo1~AGmBY%8 z+4}-8E5;6*z9B9yc8-_r4xi!q6f^82HjWd zFTLq*kvC*YfqlpYZLB+}o+YIy!(Q+-)`3bO!!SliVMU9RjF(BjLp8S9R`j4AR{MAH zsI-6%@`%;CSCi($csQKW5^`S#!7QisDyD4wSxS z9%+?~31C6*-TT=y8 z5;P!R7Ic;yPs>dDb}_@TQ8`NUh5~~9Y2I}WeKhK18IIKcNTc=;8X=7;LWR@OQs1l7 zzJY7a>7G&2j+dB!W*?0;uKF$5Drn_M@1f4L!m!cX3p&p>`F+PdEN<8{Qy6U-q+X~g zR}*Y4Vm*unof`}FWv)lFbCEOGs4)^i_RrCChq8&o5ZrVn}q?BHZZvd|G`5bmNBDm+lovTA>RJUil(52^oMr}B8T*a=> zq8I-+YL~#DgwY#h2YTN6ApOK(DV3YLtOs}p8V~G@)CZetb~mzkd~>SSf5Sv;`{*@N zR?WH77433#bcU!E)Jj9AU_Hh&8@u17vgE#j7>qSerZpb>M;Z*TFrY-%>dQUK@kcOm!tc$%FZ6Jr=dF)LW;F=)lv8$_cv282VHur4 zN>~Ul3F=fb8UzJNGoOJkI z6b88^TB~=iF`owreRDTh^tX~|x;YyJ6_PzTu>k%PdtD5J7r6ZU^@sUo&8|<$Qi7=~ zjCHEMxYB&HbT}(Ld-$g8q53`gkM5oo>v8!?P#-O^c6}en%CSo!Yxh@%_}!TSyUmS^ z;SS9FmLaI$(!y;pqxpQ+$bDRl1dD1&4^V4XWvK?ohKLCUzcp5R*?ZZS5Z8dj4XxeO z7Hg45;|C~E_@L;lFuze75K!Fq1Ule9^-BMG=@2_|b&g^K373 zIKS`ygJI3b%Faet8?M9eOAW>N3(uS2?)P^OigvACd7!*~mn*eL^8OI4*8?h%3?H2+ zgX&opN!Q5uIJLUyj0v;wN2&toc3);0#ZRjzSQbwWX(<%t(I9mqBDkZ}5$*1v#^6e+ zUrN{ydJz?N8j6(##wHT`NOeZ4^6;ryOf5NB$>yfcO^0%XX%a$OX{P-CI|0`|+cB0W z|D>cFX^EWLGnt&~L|kkhT~XHXx4E6H4+Bp;C6$EZdd&^y9Ada2Atepa@Z}OZqX4=A znv1gQhWEwTYQ$}OsXgEeocBseRBHFtr_5uJu6wfsO{S$rB-TEM|J=_(w1T&*V2KU? zFr3#~{}xl3=0-R-X5fOqrmn}XnSh6_pi=E`;)y3&HxeXQ1*bS6eYW?F>J0ya|SO3 zD?)x#q;9W0xn2EO2_Px;-B#mrHZ%m(yE*^2g}C_}*Ce66Yc${ZUvi(@f)_FG+n*vL zxdJ)R83;vLGz61XrV6DF^$P&v8kob8(n=z{1|K37eB=msnkNv`K4UkFR>W#VbX)14 z3sR4Rn%&DABziq9uFb2trO`k_j*~ZEUQXa4{f|mMA4_qURvx8-im?Hd>u}Ufw?*Z4gY&26Z$+p*h?bNOZNsa|h%fckYyv&xm-ZKY zKT;%ukByRkvZR<6?P#-R4&VWBP5ZnW+B{70X=iryRSpPS#o{03bWqFAkf*&Wr6itD zfd%3>o!rPKwJ+T@V~M8px2LpuF6UD1957)~rX0!L?yD@L#A@|?%K(<)mH#8WNRtyx ztz-nZV4SV8 z8RIKZM2*V(dmh)fL01FYpZ&z|nAMgeC$`ncri2)_isfZNWf?10iwG53@}_OmA%A|r zP@qpxEt`?KBfd3MWwvLK7u1yMLpSXf5`)hL1n11Djh3;petkbKW;f8V?v9Ncsgw3h zTvk;?;KAv)U>Ej|L&R2bMerr+{*pCt&J{cBQ@c4LZOJVB7wIF|QdgmH=baEtMgEr*^B$XI7w*Xi8?30GcYX1srqKhBwzk+Y(m8V)8p zg_EE#As$v861HnZsVgL9N&RV~f*1#&uRY)<1ARi#;*5y4W!-KYKb6>9L))*hin5u4 z)X2sq_!|-V50Uq9LFR~J)(i94M8;fRt+kv4j zJYoK$30AT@NH(Y1;nHVhdq5Tk@I;1VwKGA}|M!M(*@x-4$R4CU_)}-i!y}xht&bb7 zQ$sGXru855TyP?ZJ{IjJNPf@v>ra~}?mZSXvKn2hpfiJF^2a5E)~fRjC9uAy4@|Yz zyJgfYaw7+1B;flUw;nDrVSTWg8mn?o9HZU%e^<1Ms?9cHD!uB;UMhA!p~pG3LG%jz zL7UhxO4#de>V3d?^tX`n;#{7;&_kaXcH!;jAZPXp3e~$v6Z#4@)33k_thl{^?9l*+ z^W5&2lJzYp34gLoSwqHy_xiD(RV8G{$(47n255JaLhxuDoW2cg*Q(V8|F&4{EdOMc zty=N=E_t>W{AO!e6~mzAk1`^@39LAA32}dJe*wf@1MZleQKZRtEW=dh!TV+g&=#St zO)R05EV%oTuZ!kHW(=|tD(kiDGOM#!;EmTFZ=^tQEO853qUqb?yXpj7C#2(-E*fFT zJ_niJEC@~LEqe2=)`KfU?a&=gxr>M18;Ui$VXM=8-+4cWbpUYjCF!uHA zVaqc)<+wIkr%#PWX~dl#t30|`gWot!D9X4js~w+a-UrPrL4k`xz5M{=4Zuqc|(~DCjCxV5DiXcjm7NZJ7fxjw|>R1{1W z__(K8Sk)GR*2xDj>p$%k_G(~2c8TxHOc2e@+{shL-GPRWR%;M$5(?J00$0b_m#bPR zC$cf>s-rgEV@9dS^u#U_)Di9m{xsk@=RMbn#S9fz!FQ;otVSV7+|Zb&lMFs1^{<4J zf+XTbO`B+;XUCcnfbfPfZvgKaFkn}7k*c$q6_32H~mgllo5yYrgXi31vGI$l6D z(#Zq1#0nHe=tSpa0W0E``JlI`)`r4gXxRY(t%UAiV80aSAD zS7QD62<_g1dG(XqO6hx`JWcm+Q0GP%>vlk_U5G#O*%*zeMEBLTN>7H}s=VldEIM~A~q zs2c6%A&lsYY)hBwl>i`%O$9=9x!2BBi($;0idHnJ_dgYP1SYRBBlHN$JMPky7Ob&| zg*u*A{|rKRDRD?XQxq7X>JIim7sEx=Qe5gxRCFv6?gYQofEfhJX`fqGeO~HT_HEMg z-V+x~xlrV9SWy$Of3^Q%yMf~|=<0M*FNyh*XfBcv$0Kag`l4nOpV=zMQZ?{KvzA_> z(WryYpFYNkkf?t-(@`5z##|TN@`U@_5<*Lf!@kna9JBf1VwZhHMy9IZ4Vh8+qW8aeX)#W;l#bK(h%=$Hji(505d{o34E)5LGZZ+z_u{JF#1#+t3ZcE zIsaUU06XIOsS@8=Cq6K(g?b`erM_6`3k@Pl`Ohc%Fc*c`5Mw%`vyO+s?4Mu$@)!Oh z+*i(m+(}CU&lbLMJ*Y6rG7JbyxPJeDJP_*L#&|P3^8l+Jng=Z|q6TRRAHDO_#3kJy zn(;olKLyr@gp0SefgEpqpc!Em-bb44x z@s|jRdq==AnR_xJTH+z`pPK~WyI4sW=?8U?Erg8=oj?A!A|9(L<%bp;`4D%>XAV;7 z`RqaRoOPBqDe%MZA-GB2Od9hP-Rl0(0^VqiI=`%b1XLWH{yWHXpp6y}LJL1vj?b<$ zr%cZ>YzI1^*{Z8LiM}VxbCz?DgZ|~daYQWhO;M)SJ0=u^Rh+DD*fAVRiKxp(dhg!V zlZ&u4VPu~wwGciS#KfNCBarq{K{Xapn#%P2-gUBdozv|wI{)kf3M0x=!L3!}BW4vr070ZnZiL98&3oS_LqPc z^!M=msd1a&AyMx79>@;7)?#mlI_Y<~H2%H@DAUIsTcq`1xLh`vk|96^KC6gGdXVJ= zBX6^04LeT=E1a4!i{BQ4Hf_%kl?8V!|0>V-KV}t^J{Ars2Lrt!G~D&TvkFm%3Fss{ zR*OosL=pbl4yvc3zn~%KBfJ}^4W%R?5Hb}aZ#f35ul^6H}lBbcpRGuIB<#n2Y ze$))+0qj^!>yu$51n>`d3>thn@a8{o*j)`}HCNjuFHo-eZF{=+?Lp#(%YwoN7XiZU zW#O9Imu_h&^2T%D#6+*+G*gvUvS+pE-me<=KCGpZ^m%tnM!rpXMC8}WVO?!9>XCt= zuHz2v!3>^I=gl@qelL_Op-ty1_PJD!?BRBIPO9bN!2r=1C-N@Tar{Aq?|J0>jJ+T` zEW8`MNEojCwPu^%YL5{*vVhcwwJ0*=-)IFuVnYJ$(I{Gv2cZ{dKnv|p1q}f*t-c)s zr`MPn#uz0e&(D;eO==Rl-ZI`5L3m4WmH9gn>kwq9v%!0iRzWJ7TT^kgZP{|?z=B?U za-Dc2h1cC#6%XS4LMCj=`UP%8#>23&qgK4V1Q}LPKgcR|8>~l=zS_Zv>>Dn8DsCvDcP9c^e20PB=ks^huv)(4bO$C;9vz90)EF zRkZGIkMg3{Zk4x?7U}y#K-IesV#>gcT!@%mPr!TzM7zKhZ-?M78FS3<9AD^7V8iv9 zMJ?`{_kSTc92RrfKj~8)@b|>R2y6FZe*n=2%+(g^DyCv1 z4MCV9i<8PPEpUkO{Z`_;nOu6&)6!-T#Y$ZNboblaY}PVc9s}s#5p-zGMR=lk^w02| z5fdaB!~UXLRL$^>6IV#afcsll*i8h&KFUz7C+?G2y1J|y!ENI^ka@o!?*zO)Pz&i7 z;{AQe=MHGDvl#I>vy~8f_j{igdVBeJI0yY+Rs3{%KdTFPfE9Xo_)xt8z36^SJxYRr zpQnnT&VajzI>JAcw?Z#Dujg%_0bzAJeIJ*z2A}U+4;i5M7wt_$kf%J!>uNq|B=~0V zH?h1>3^DNJebIIy$!b^!<}>*IEe300J?g{woHFc21CgTSDPa5fcIEn!`r`TEOXgGL zuQ>#NfBJ5D-yhEsiaGf-JP7qQJS1?{D#$hA67&WL^nP4k_kHZ2=dVf~-u(opo^<%B zeS#a_<2nECWv_L(|5=n_4uIqW*-L*u&+4Th*KqW#G|3B=ILYxH{uRphq}luA`1|c6 zC+c$w^buikmHaF+`^T-}Gr+!Jj$>za?|lQuQ}>X0R&bl|_fO?>5XUPXkcJNFeemKb zA1Fic^K|0n^t#sYz0keaB835_v6tB8^XK{@{Hz95v~1*K^~VUwpkwVPG(@sKNqYt! zDI_Tb3ws+MDP%7SCO10*003Z?Gk36bvtk9Xa`JFwAORuCL9OWpMr>pv$&ol#vS_?$ z1m7v5S`TxP*tf)0=iIo65&=db6qvj+Xwt!CaAa`706HW9fQ&mjh@k;pEtvw{Ac)N~ zx8uA==z2%L&89}@__yV? zKW13J2{;DS&wHo|H0&S)MtsGGB5s5bsXpK*65p9E`kw7DORqZ$WA zNj0K$w6@l%Gjpy_9CIBBM#{WqOCR(M_!u@o^V}=7fq^w7puO!I` zqU+#8qc$wh-{KMa6t@yN&PxGH@MtP8k}+H;lqKuibQa|CIix&I&&u=?o}|$XjFOoZ z$U?qo5s!P2N#ZEGy>kRCh=Y{;1nzih==df>-=iJffBvK>gJ$CT4Xb??$rlRrdqc5J zpK)m)xDFP3g+-Lh&?sq*`-3p$>Q2%7cPC9&_umHv3GnT`^$mXe-Jgr8&AVB{$X{MQ zU7d#Dw%&vbzsqy)J<>Z&)7`)!y_3i^8|z=kySBM?wD&*C*aq3`W?j&pBx(QwOKro_ zec9Qx%qpR&NRivIU|nv=MS0Hskh&p10q3U9p&>1+poa-x2&1(e0n^3LDJJ8K)~-DTaV{9E*m2O%~Cihv{E3(g&1UT~xzF3wtw#L$oE&(m6|+!!e{OZJw%Kx;nq9CaC*gXt;#Z zH5E}tpyT}Eqw{;|JtmY&RCU4`OlXQe^Ro)utLR-MGjM&KC`$mPHX%8_HR{{bjCes6 z>o7J0KCfI66yj$oK)y%6MyloSHpv}TanmJ$Y?RK}IxeJ7ApIQk`4MSV{@lRomx%!o5t1{J==ckGjd(ekdrC(im+=vc0(WxN*IF6la+{#$xC%u<=o^E8#{E>W(Gi+q{B+}qIBM>l2T@N_A z^7ChXEYO>ABdpD7BiDv7#9c)vwpxDYXQ}gGdFVcjhbT0_aV0q~=pS!5*l)75_p|J5 zy1v|~#kd90nshf^DBQs<7ndGzA) zVtgq@Yw}O(50i$Y+*kSIWL;XNz|kX!829GXxY;_(1K;E zXGRB|`WX*^5FX}j^D0M+7PZj3O1c_5Y8p8=AH&5rd-MvNZO%8LUcs@>TpWJS;D++g zP7S(RjM=QL8=w<7$e=2h=TY665DhsC&JH`OEq_1J_ln??6-i%4+BLYWM0VLD(?MRA zRmX+m0P}2XJ^xoq0>kxNzey?~u1hC9Lkj~$9N(egY~0(-F@9w9{j9|-jQy~}hb6mx z`Uz>!KLWKJljS{T_4_8(@bVw1Ex~C6e0pzJAVqpW=7&cBp+}J_kL0EW1pOE+t;DE6LHH zs5)BW_Dr5Ut27qoM=~lyk*mC_SNr(&-eqTDfD^=eg7}@hv7pP{(gV z;=J|t0U(R%`0~JKeYe-kW7{c07qKJU3a?kY%k_SJT`I`&w5rYQko5GH>7SCZUh}Ni zSth|*i2cw0Uuadpwraq-*GIkSY!0mVROMNC^;5;=cB3Gkkem0Y<d*4^SU*7{0T zmi^Ki^Tm#VvAV$-x{s5BPeQd+288mQ?wnDVo61>mp-SvaP&pkLtbm*9pULhngrk%f zY}ZKJXz3H*_o?q%9#`$nlWX*uvvMr zz321APHzLt8xMPdgIdC)_-@9H=6|o5`yQ|J*sjvQ$Kp^^d`C)Z(OxTM0XSl03)>6b zwXT1hrz`NgSbwA_`X5i7Vm9%d1^+4XVJsHIyeRGcAuz(|gEX~(^=qi}4D?)H@g0A@ z``4q@F%VO^__qAw2lY4?kAp01l&(rxCRxv>PQ56e<*;{hne**_Rx$G}vG~RNnoITw zmU6uGFKpY?^}JJ;Hzm93o{x&UlJ@e{{oZXwDev2tz@y5sRJVpBv?~D^;aaRtMuGP= z8X;ZPsWWXw^*_L;L7IO`Mxd3HR^+$yFd=F^ycL@hFRRA#L7ED-s4F(*+tV$tvR(Tp z;gsE0<$*C+uV83Pn?5l}l-)jzBV_Rhm3Qx?T!CM~qlEVb6Q zgkd#>t=oeKY+Ly|{}hvH`&1gHFthW~`(^@j=H6ylVl1ar(>i(e8+3nS$zzMM?SM1- zEMDlDo>i;8X`EX9cm{FV%(mG}=$g9bZ0qXr+XJ&}=7qW_VrM(uNYSdOiwz^v7xX_q1=4)p{0PFsvD6uV^;Up4uxw?VNF}cF^q-80_Q!*t3s3UOJWU!D&nb`RSwbKgQ$R;Q|K_|d?R0K!^BwsU z;eB6N{tdg(!<;c?SCh*Tm63V)*_d)Pu$H*lR~1d%_hI{S;7x0&DjeZD&+&^StzbjL z&sgJn=O`eKYrKaV zLhg^DJtM9p>b3>bjuK73s7~8lmuQQ}Z)~7<&s$Z;LC-PUsZ4H2OW-c)2{~wU#?rD# zAMX9Ykx-LA{9@?dKvO(d@kcu1RjyyL*@a-@#T@=`oS3mUA(CMb{0BK)BvxX-(Y(gz zCVJ#2xbXnZZAKg)Bry~l2OCdD9Ur7LXv$#-fYyD7?JI|Zz9vtSlvqmF^E?-E_6P}N zU{XPXI|%vg*Uyab-&LI_wPHif^7|hCQ(Bv|u z?IoJxwU!>~>exb_3;8ZLLK%+iF*_O8P7Nl!6EbLY0o8SVr<5PQ{EGO?iX6BAaxYN& z=}|Y>7lj{$^S4m5!eQS-s!?ck^$+?+GS`Fb0E&5NdQWwi1X z2|66e3L~Wf3l7xH%ndzwtu;VPp`goSKl(FT5#Mwqv!Pb&Sa59PSnH1=^-=y|+7`nk zN9bYgMa$Y`cg8)`~S25 zT@W%SLsbsaC__XD5{rbDhXnxq-zz5z4}gP<>;Jad*xB3cgdjao;MrMNS-62LZ0s55 z@{r&DKTQ+`NIP5}9!>!8KMTMCfbgF!E0BYQjU^*V0g{rQ1^7P>a&xf%x9#h6R-O!L zB}ih>|8~I2#r;2=vh%S1w~dSE3-&*k{C~i?cv#v0+s4hx&h|fTod4YqAh#el+kbfW4`M*T4aItc5W#}tG$|G{Iu>cV$Da92f5dI(BwM&5j diff --git a/Chapter2/Figs/Diagrams.nb b/Chapter2/Figs/Diagrams.nb new file mode 100644 index 0000000..06c2edd --- /dev/null +++ b/Chapter2/Figs/Diagrams.nb @@ -0,0 +1,15827 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 9.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 157, 7] +NotebookDataLength[ 836439, 15818] +NotebookOptionsPosition[ 833997, 15742] +NotebookOutlinePosition[ 834332, 15757] +CellTagsIndexPosition[ 834289, 15754] +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"GradientDisk", "[", + RowBox[{"f_", ",", + RowBox[{"{", + RowBox[{"x_", ",", "y_"}], "}"}], ",", + RowBox[{"{", + RowBox[{"Rx_", ",", "Ry_"}], "}"}]}], "]"}], ":=", + RowBox[{"Graphics", "[", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"RGBColor", "[", + RowBox[{"0", ",", + RowBox[{"1", "-", + RowBox[{"f", " ", "r"}]}], ",", "0"}], "]"}], ",", + RowBox[{"Circle", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"x", ",", "y"}], "}"}], ",", + RowBox[{"r", + RowBox[{"{", + RowBox[{"Rx", ",", "Ry"}], "}"}]}]}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"r", ",", "0", ",", "1", ",", "0.01"}], "}"}]}], "]"}], + "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.618907162403962*^9, 3.618907247743578*^9}, { + 3.618907379051866*^9, 3.618907423899909*^9}, {3.6189074727727423`*^9, + 3.618907520700222*^9}, {3.618907552844253*^9, 3.6189075648236628`*^9}, { + 3.618907602587791*^9, 3.618907699005301*^9}, {3.6189080253790293`*^9, + 3.6189080302464037`*^9}, {3.619170901761644*^9, 3.619170920659051*^9}, { + 3.6673057249316587`*^9, 3.667305727467821*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"SetDirectory", "[", + RowBox[{"NotebookDirectory", "[", "]"}], "]"}], ";"}]], "Input"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"fname", "=", "\"\\""}], ";"}]], "Input", + CellChangeTimes->{{3.6660922771450644`*^9, 3.666092283320794*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}], ";"}]], "Input", + CellChangeTimes->{{3.666092296089016*^9, 3.6660922965127068`*^9}}], + +Cell[BoxData[ + RowBox[{"(*", " ", + RowBox[{"Import", " ", "data"}], " ", "*)"}]], "Input"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"mesh", "=", + RowBox[{"Flatten", "[", + RowBox[{ + RowBox[{"{", "\"\\"", "}"}], "/.", + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.6660923238330383`*^9, 3.6660923388258057`*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"WCenter", "=", + RowBox[{"Flatten", "[", + RowBox[{ + RowBox[{"{", "\"\\"", "}"}], "/.", + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092354436602*^9, 3.6660923671135683`*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"WCenterPoints", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{"WCenter", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092610366231*^9, 3.666092640833498*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"WLeft", "=", + RowBox[{"Flatten", "[", + RowBox[{ + RowBox[{"{", "\"\\"", "}"}], "/.", + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092378121726*^9, 3.666092382249052*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"WLeftPoints", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{"WLeft", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092675409822*^9, 3.666092680441383*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"WRight", "=", + RowBox[{"Flatten", "[", + RowBox[{ + RowBox[{"{", "\"\\"", "}"}], "/.", + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092388225877*^9, 3.666092393481628*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"WRightPoints", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{"WRight", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092686161655*^9, 3.666092691185588*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"W0", "=", + RowBox[{"WCenter", "*", "WCenter"}]}], ";"}]], "Input", + CellChangeTimes->{{3.666092776943801*^9, 3.666092803016481*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"W0Points", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{"W0", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.6660928494895067`*^9, 3.666092854489476*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"W1", "=", + RowBox[{"WLeft", "*", "WRight"}]}], ";"}]], "Input", + CellChangeTimes->{{3.666092834980007*^9, 3.666092840760541*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"W1Points", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{"W1", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092861105315*^9, 3.666092864473168*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"kmesh", "=", + RowBox[{"Flatten", "[", + RowBox[{ + RowBox[{"{", "\"\\"", "}"}], "/.", + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666095605153339*^9, 3.666095608113118*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"FW0", "=", + RowBox[{"Flatten", "[", + RowBox[{ + RowBox[{"{", "\"\\"", "}"}], "/.", + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092979650405*^9, 3.666092985904653*^9}, { + 3.666094960795518*^9, 3.6660950025613747`*^9}, {3.6660950675709133`*^9, + 3.666095104505926*^9}, {3.666095559642132*^9, 3.6660955649373198`*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"FW0Points", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"kmesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{"FW0", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092988388874*^9, 3.6660929977846212`*^9}, + 3.666095594098195*^9}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"FW1", "=", + RowBox[{"Flatten", "[", + RowBox[{ + RowBox[{"{", "\"\\"", "}"}], "/.", + RowBox[{"Import", "[", + RowBox[{"fname", ",", "\"\\""}], "]"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092979650405*^9, 3.66609300875237*^9}, { + 3.6660955768812447`*^9, 3.666095580232688*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"FW1Points", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"kmesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{"FW1", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666092988388874*^9, 3.6660930130490713`*^9}, + 3.666095615522574*^9}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"FW0I", "=", + RowBox[{"Interpolation", "[", "FW0Points", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.666096176169345*^9, 3.666096199225369*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"FW1I", "=", + RowBox[{"Interpolation", "[", "FW1Points", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.666096176169345*^9, 3.666096199225369*^9}, { + 3.666096241490382*^9, 3.6660962415458403`*^9}, {3.666096281914757*^9, + 3.666096281993774*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Phi", "=", + RowBox[{ + RowBox[{"ArcCos", "[", + RowBox[{ + RowBox[{"-", + RowBox[{"FW0I", "[", "2", "]"}]}], "/", + RowBox[{"FW0I", "[", "0", "]"}]}], "]"}], "/", "2"}]}], ";"}]], "Input",\ + + CellChangeTimes->{{3.666096422182324*^9, 3.66609645459455*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"pattern", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{ + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", "*", "\[Pi]", "*", + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "+", "Phi", "-", + RowBox[{"\[Pi]", "/", "2"}]}], "]"}], "*", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", "*", "\[Pi]", "*", + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}]}], "+", "\[Pi]", "-", "Phi", "-", + RowBox[{"\[Pi]", "/", "2"}]}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.6660967105736732`*^9, 3.66609677255649*^9}, { + 3.666096902140465*^9, 3.666096924149231*^9}, {3.6660977473438263`*^9, + 3.666097749990548*^9}, {3.666101108684566*^9, 3.666101133021064*^9}, { + 3.666102226342464*^9, 3.666102229350111*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"W0L", "=", + RowBox[{"WLeft", "*", "WLeft"}]}], ";"}]], "Input", + CellChangeTimes->{{3.666100832544744*^9, 3.6661008395846577`*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"JInt0Points", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{ + RowBox[{"W0L", "[", + RowBox[{"[", "i", "]"}], "]"}], "*", + RowBox[{"pattern", "[", + RowBox[{"[", "i", "]"}], "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666097944687215*^9, 3.666097952854121*^9}, { + 3.666098013750815*^9, 3.666098019556047*^9}, {3.666098053495408*^9, + 3.666098073319643*^9}, 3.666100851771677*^9}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"JInt0", "=", + RowBox[{"Interpolation", "[", "JInt0Points", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.666097400620858*^9, 3.6660974267975187`*^9}, { + 3.666097617310587*^9, 3.666097622013988*^9}, {3.666097957502493*^9, + 3.666097959164907*^9}, 3.666098077318594*^9}], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"NIntegrate", "[", + RowBox[{ + RowBox[{"JInt0", "[", "x", "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"mesh", "[", + RowBox[{"[", "1", "]"}], "]"}], ",", + RowBox[{"Last", "[", "mesh", "]"}]}], "}"}]}], "]"}], + "arduino"}]], "Input", + CellChangeTimes->{{3.666097430083674*^9, 3.666097483869855*^9}, { + 3.666097521230492*^9, 3.6660975502938557`*^9}, {3.6660976023585577`*^9, + 3.6660976096200113`*^9}, {3.66609796983892*^9, 3.666097977502487*^9}, + 3.6664280601279373`*^9}], + +Cell[BoxData[ + RowBox[{ + StyleBox[ + RowBox[{"NIntegrate", "::", "ncvb"}], "MessageName"], + RowBox[{ + ":", " "}], "\<\"NIntegrate failed to converge to prescribed accuracy after \ +\[NoBreak]\\!\\(9\\)\[NoBreak] recursive bisections in \[NoBreak]\\!\\(x\\)\ +\[NoBreak] near \[NoBreak]\\!\\({x}\\)\[NoBreak] = \ +\[NoBreak]\\!\\({\\(-0.1397339165229281`\\)}\\)\[NoBreak]. NIntegrate \ +obtained \[NoBreak]\\!\\(9.407472312782106`*^-8\\)\[NoBreak] and \ +\[NoBreak]\\!\\(3.692172036276525`*^-8\\)\[NoBreak] for the integral and \ +error estimates. \\!\\(\\*ButtonBox[\\\"\[RightSkeleton]\\\", ButtonStyle->\\\ +\"Link\\\", ButtonFrame->None, \ +ButtonData:>\\\"paclet:ref/message/NIntegrate/ncvb\\\", ButtonNote -> \ +\\\"NIntegrate::ncvb\\\"]\\)\"\>"}]], "Message", "MSG", + CellChangeTimes->{{3.666101119679779*^9, 3.666101141073901*^9}, + 3.666102241700556*^9, 3.666102936075356*^9, 3.666355888021254*^9, + 3.666428205635859*^9, 3.667305750034153*^9, 3.6694686656718893`*^9, + 3.6694691999611692`*^9, 3.677416360757347*^9, 3.67741643180511*^9}], + +Cell[BoxData[ + RowBox[{"9.407472312782106`*^-8", " ", "arduino"}]], "Output", + CellChangeTimes->{{3.666097461461669*^9, 3.666097486758052*^9}, { + 3.666097544995922*^9, 3.666097552631032*^9}, {3.666097603112288*^9, + 3.666097631277574*^9}, 3.6660977613278093`*^9, {3.6660979616506166`*^9, + 3.6660979788145313`*^9}, 3.666098016920603*^9, 3.666098060462316*^9, + 3.666100854605014*^9, {3.6661011196813087`*^9, 3.666101141076305*^9}, + 3.666102241703493*^9, 3.666102936091427*^9, 3.6663558880235767`*^9, + 3.6664282056376953`*^9, 3.6673057500362873`*^9, 3.669468665707939*^9, + 3.669469199974188*^9, 3.6774163607743063`*^9, 3.677416431807208*^9}] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"JInt1Points", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"mesh", "[", + RowBox[{"[", "i", "]"}], "]"}], ",", + RowBox[{ + RowBox[{"W1", "[", + RowBox[{"[", "i", "]"}], "]"}], "*", + RowBox[{"pattern", "[", + RowBox[{"[", "i", "]"}], "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"i", ",", "1", ",", + RowBox[{"Length", "[", "mesh", "]"}]}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.666098087182601*^9, 3.66609809006956*^9}}], + +Cell[BoxData[ + RowBox[{ + RowBox[{"JInt1", "=", + RowBox[{"Interpolation", "[", "JInt1Points", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.666098095509781*^9, 3.666098097934033*^9}}], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"NIntegrate", "[", + RowBox[{ + RowBox[{"JInt1", "[", "x", "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"mesh", "[", + RowBox[{"[", "1", "]"}], "]"}], ",", + RowBox[{"Last", "[", "mesh", "]"}]}], "}"}]}], "]"}]], "Input", + CellChangeTimes->{{3.66609810321443*^9, 3.666098103285646*^9}}], + +Cell[BoxData["0.01716581411668148`"], "Output", + CellChangeTimes->{ + 3.666098103667337*^9, {3.6661011263039*^9, 3.6661011438401127`*^9}, + 3.666102245890465*^9, 3.666102936181427*^9, 3.666355891245413*^9, + 3.666428205771907*^9, 3.667305752022361*^9, 3.6694686658341*^9, + 3.6694692000688353`*^9, 3.677416360910894*^9, 3.677416435556209*^9}] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"B1", "=", + RowBox[{"Show", "[", + RowBox[{ + RowBox[{"Graphics", "[", + RowBox[{"{", + RowBox[{"Dashed", ",", + RowBox[{"Line", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1.35"}], ",", "0"}], "}"}], ",", + RowBox[{"{", + RowBox[{"1.35", ",", "0"}], "}"}]}], "}"}], "]"}]}], "}"}], "]"}], + ",", + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"0.25", + RowBox[{"(", + RowBox[{ + SuperscriptBox[ + RowBox[{"Cos", "[", + RowBox[{"2", "*", "\[Pi]", "*", "x"}], "]"}], "2"], "-", + RowBox[{"1", "/", "2"}]}], ")"}]}], ",", + RowBox[{"0.25", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", "*", "\[Pi]", "*", "x"}], "+", "Phi", "-", + RowBox[{"\[Pi]", "/", "2"}]}], "]"}]}], ",", + RowBox[{"0.25", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", "*", "\[Pi]", "*", "x"}], "+", "\[Pi]", "-", "Phi", + "-", + RowBox[{"\[Pi]", "/", "2"}]}], "]"}]}], ",", + RowBox[{"0.25", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", "*", "\[Pi]", "*", "x"}], "+", "Phi", "-", + RowBox[{"\[Pi]", "/", "2"}]}], "]"}], "*", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", "*", "\[Pi]", "*", "x"}], "+", "\[Pi]", "-", "Phi", + "-", + RowBox[{"\[Pi]", "/", "2"}]}], "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "3"}], ",", "3"}], "}"}], ",", + RowBox[{"Axes", "\[Rule]", "None"}], ",", + RowBox[{"Mesh", "\[Rule]", "None"}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "2"}], "\[Pi]"}], ",", + RowBox[{"2", "\[Pi]"}]}], "}"}]}], ",", + RowBox[{"PlotStyle", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"Black", ",", + RowBox[{"Thickness", "[", "0.002", "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"Red", ",", + RowBox[{"Thickness", "[", "0.002", "]"}], ",", + RowBox[{"Dashing", "[", "Small", "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"Blue", ",", + RowBox[{"Thickness", "[", "0.002", "]"}], ",", + RowBox[{"Dashing", "[", "Small", "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"Orange", ",", + RowBox[{"Thickness", "[", "0.005", "]"}]}], "}"}]}], "}"}]}], ",", + + RowBox[{"AspectRatio", "\[Rule]", "0.2"}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"1", "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "1"}], "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"3", "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "3"}], "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"5", "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "5"}], "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1.35"}], ",", "1.35"}], "}"}], ",", + RowBox[{"0.28", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1"}], ",", "1"}], "}"}]}]}], "}"}]}]}], + "]"}]}]], "Input", + CellChangeTimes->{{3.618909212259066*^9, 3.618909212264264*^9}, { + 3.618915417050008*^9, 3.6189154687855177`*^9}, {3.618915583609157*^9, + 3.61891583904104*^9}, {3.6189160323142233`*^9, 3.6189160861621027`*^9}, { + 3.618916126826824*^9, 3.618916146940048*^9}, {3.6189161769868507`*^9, + 3.618916222978557*^9}, {3.618916720086752*^9, 3.618916764531268*^9}, { + 3.618924249903578*^9, 3.618924261542033*^9}, {3.6189253626819143`*^9, + 3.6189254131203623`*^9}, {3.61892544429895*^9, 3.6189254696329327`*^9}, { + 3.618925509018732*^9, 3.618925638361683*^9}, {3.618925690763092*^9, + 3.618925750364738*^9}, {3.6189258005418577`*^9, 3.6189258904230413`*^9}, { + 3.618925922822584*^9, 3.6189259430855503`*^9}, {3.618926132995098*^9, + 3.618926149590506*^9}, {3.618926253886015*^9, 3.618926253936824*^9}, { + 3.618926794944457*^9, 3.618926806719592*^9}, {3.6189268470500107`*^9, + 3.61892688958956*^9}, {3.6189269797774153`*^9, 3.618927168533698*^9}, { + 3.618927200533393*^9, 3.6189272339294033`*^9}, {3.61916802547829*^9, + 3.619168028047802*^9}, 3.619170835188006*^9, {3.6191710621725407`*^9, + 3.619171141434751*^9}, {3.6191712055699253`*^9, 3.6191712073287563`*^9}, { + 3.6191715236822987`*^9, 3.6191715341237288`*^9}, {3.619171582114469*^9, + 3.619171608637179*^9}, {3.6191716882133427`*^9, 3.619171697566176*^9}, { + 3.622544257394746*^9, 3.622544308371953*^9}, {3.6225443609789143`*^9, + 3.622544361264048*^9}, {3.6241900905264606`*^9, 3.624190090798047*^9}, { + 3.6405929326392403`*^9, 3.640592935514936*^9}, {3.640593013749288*^9, + 3.640593164730246*^9}, {3.64059856211208*^9, 3.6405986112517357`*^9}, { + 3.640598749695518*^9, 3.640598789547817*^9}, {3.640598909035676*^9, + 3.6405989437458067`*^9}, {3.640599192071294*^9, 3.640599218566629*^9}, { + 3.651583282840117*^9, 3.651583303838236*^9}, {3.6515833683620367`*^9, + 3.651583390897582*^9}, {3.651583467640593*^9, 3.651583475425366*^9}, + 3.6515835662803288`*^9, {3.651583710065086*^9, 3.651583760014598*^9}, { + 3.65158380313273*^9, 3.651583807693907*^9}, {3.651583845355905*^9, + 3.651583877638234*^9}, {3.651584057019896*^9, 3.651584312788494*^9}, { + 3.651584712279354*^9, 3.651584733421917*^9}, {3.651584765024015*^9, + 3.65158477613491*^9}, {3.651584822353538*^9, 3.651584861400754*^9}, { + 3.6515849597670517`*^9, 3.6515849668582773`*^9}, {3.651585057074895*^9, + 3.651585188550085*^9}, {3.651585411380828*^9, 3.651585434876614*^9}, { + 3.651585587906207*^9, 3.651585595102662*^9}, {3.651585638731038*^9, + 3.6515857342455463`*^9}, {3.65158609810035*^9, 3.651586117826033*^9}, { + 3.651586207476685*^9, 3.651586216228159*^9}, {3.651586267839033*^9, + 3.651586376677536*^9}, {3.6660913657776213`*^9, 3.66609140024778*^9}, { + 3.666091453466714*^9, 3.666091657881235*^9}, {3.666091739576599*^9, + 3.666091868767332*^9}, {3.666091918505898*^9, 3.66609191938326*^9}, { + 3.6660921963137007`*^9, 3.66609219652102*^9}, {3.666096532698316*^9, + 3.666096535986443*^9}, {3.666098260768079*^9, 3.666098264023046*^9}, { + 3.666098298333638*^9, 3.66609832206586*^9}, {3.666098390993369*^9, + 3.666098391737967*^9}, {3.666099233977759*^9, 3.6660992423104477`*^9}, { + 3.666099297358159*^9, 3.666099331350637*^9}, 3.666099734936625*^9, { + 3.666099774056624*^9, 3.666099864329652*^9}, {3.666100200364725*^9, + 3.6661002035597353`*^9}, 3.6661003646727343`*^9, {3.666100900195786*^9, + 3.666100926596607*^9}, 3.666100961774467*^9, 3.666100994156473*^9, { + 3.66610104383677*^9, 3.666101051981525*^9}, {3.666101165262595*^9, + 3.66610116785361*^9}, {3.666101219389928*^9, 3.666101254052621*^9}, { + 3.66610187182673*^9, 3.666101882213616*^9}, {3.666102054605948*^9, + 3.6661020554718447`*^9}, {3.666103223277606*^9, 3.666103242971799*^9}, { + 3.6663585864926443`*^9, 3.666358601744975*^9}, {3.667305886820918*^9, + 3.667305902097907*^9}, {3.667305938191765*^9, 3.667305955125792*^9}, { + 3.6694688788049107`*^9, 3.669468892906761*^9}, {3.6694689284625673`*^9, + 3.6694690078635*^9}, {3.6694690400479593`*^9, 3.669469100614396*^9}}], + +Cell[BoxData[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{{-1.35, 0}, {1.35, 0}}]}, {{}, {}, + {GrayLevel[0], Thickness[0.002], Opacity[1.], LineBox[CompressedData[" +1:eJwUmnc81d8fx21SZFWSihSSpJIkdYSskCQhUVZCRlS+EUKRnays7L0yL3e8 +P8nMCNl777233/3df+7j9Tjnc96v9/t87nk/z+NxeQ2tNUyoKCgoaOkpKP7/ +bZQTOL+/T49pt+2TP4CwgJP8N3foMcnZE1J/dwFx26Trvd2gx9T4XxjdWgf0 +n/r1bz9X6DHfEi69ezOA2kTLa2YW6LGe0MqkrR5AV1gfUAjO0mMtI9w6qjWA +AhZ7xY0m6TGtL6kC8j8BzTSZv4oZpcciKqyeTAQDUsxbT+gcpMcUlx3brtsD +Sgry6OLoo8eWbJ+w3bgPiMqOlVW9izze/v704jlA+g9jFHza6DE9B4dEkw0S +wl+94FzZTI8VGT3tjaokIU4OXAHlX3qsbKwsIjqQhOxX5KalaumxHeKwtLUW +CYkU6mvn/ybn80C2IKmViLxDpv3ngB7zUvpxhjuAiMbfOFScJ9BjdXKeJZ/l +iChWPOhKbAE9Fu+x9vt5AgHtHj39sjuXHrs94iI/oUJAuusZP45m0WNbjsGH +ApbwiB1XccgviR5jeNjy3PoKHtmEa8hWx9FjAxBz63ddKapz6P+POoYemzjz +fcnCqBR9vrE59l8oPSbBE8ux9qkEbZQK/zL1pMca/mPK+hFXjDQjS9bj3Okx +y9Gpy0o8xeino7xIrws9Vu2EVKsji5C51LPIhw70GEnt9J3AL4Wol/jtjfRL +eqxrbOLEU5l8VIZtnee6R491NPkE5b/JRKfiPJ89UqDHzN6xHLbmyUCOHznC +AmXpMan59AW7qjQkJiNCQy9FrrdTtuyxgyko5ffzvmVhegwreWl+0CoO+VZW +B9Uz02OxYtYG7yQ8UZfAnfhiRnpM1HI0IqTZFQl+KfkZR0fOV/b62u4/e1Rx +L73xzR4dhnHDU1Odh7DX6MN8ao4O42mQfh7O4Au23WreVvV0WOn3868+eCcA +JlX1XbuGDpubW8+mYEkC5hiUJlNBh+2kWbzhCUqG9Gei1UeJdJjzr2Ppt3zS +YGSUlQ4y6TChnCPyyso5oLXQ8vGwLx02DAfNnUYKIPGB6tdNTzqM6oNGmbZz +ISzlVcQOu9Nh3ImRfcBRBAFviqDYkQ5TEva80CBeDH1tIn/j3tFhY3rjP+XL +ikFYIqXPx44c30shZ0YJB9VbYbsGFnTY55QsY3PVEjiqx8Kk/IIOs/NSespZ +UwImRC9uMSM6zCG7WjNWuhSoXP+7yfCEDrt6RpNq6Qwe1AcXlZe06LA/6Zfu +h/nhIUbGXLdHgw6b8jNrqF/Gw03aJ//lKtNh3dMXtbLyCOBt+s8rQp4OU2Yw +T7t+kAgdVffCPWTosHduD2uOGBCB/3x5itVtOuzMe8J1yWwi2HtLFWtL0mFv +A4/cCN8gQtl0QaWMOB3mrf6+je82CVhVL7YJXyGPL0f3NzmT4Fl20uhRETrs +yZXwmbBSEmQfPrVKIUSHve78amC5SIIdm1Ca6XN02HKnuqk8H4ByMzNHKy8d +5vQ9YfukOkD4VU8+OEmHcdzNmJh+BzAevH8l7TgdhpZoKtMiAMTX3sl8O0KH +PTRo2nmAA/B4vPDgAysdRiEQWdXfCNCMM3v+gokOi5I9cfX+CAAP16DNgwN0 +WMyv7lPRSwBpQ4aNrrR02MW0GDfNbYArGSOXcinpsBdsAY4B+wAEO9OA/l1a +zJilwlaVrO9KTcwxb9FiLRvuVv5bAA005mq312ix58ducD9cBNCun856tUSL +7VcYVUYNAwyGvGKKnqPFLs6a6rxqAjDXn7esm6LFpJdlDatKAZb5beu2x2ix +Pj7EnP0DwGl+6cKFYVoMi3oldM4VgA5n76PbT4vt/BXmu6wHEOC6NvWlmxY7 +mO1O3X4VgFPJQbmknRZ7EvDKnpseIJ51K23iHy2mvspMoG8jQUH8rplCHS3W +4fB+ZdqUBLcsXKrfVtNiVzSoHFcESVB5lVIwuZwWo/jsR1k2RoTOcppxGiIt +xnnQvqbpEREM/T7Li5XQYj1fNQ0E6Ykw84gh2aiQFhtrN4u0LCDA3thBk7Is +WizIjJNqlooAnjl+5YtptJjg5gs2mUQ8sDgcPsubTIsVNbQGFt3BA98B9mGX +GFqM9wYp45ptKShe4Hp+K4AW2zBsxIkm4qBpORKz9CH7P9lfwiuIA13CSZ4o +T1psKnTzXk5qMbxS5e3fciH7G73GPfGjCIKsBZ/ibGgxsx/WpYNmBdCTL65z +VYMWEz19UKhsNhtMnHA4QzXyfgVzGHVHZsGcnCRnkDK5HnSYaf3dTKBsu9W+ +IEOLeZtwKOz4pQH/htyj7Ku0mFdzquHYSgLYSD18cP4ILSZVGavcEBQI3H/O +d1qw0mISFKbjF9V9oPoxxfNsJlosVvm4L8u7T3DaLsvmKh3ZP/805/B/dtCQ +Rh94a50Ge6bFsGr10REJHyM0POikwTqaA+N1OWNQR2KQVnArDYaxnDMLdYhF +Hlde9rU10WA7Ivdoq4biULfq0bknf2gwvSX8P3xOIvL2sGEyxdNgLPeCLfL4 +09HE4lmV99E0GKnpofRx0TwU7LL9j/CdBpO60EjpXZOHpJman+yH0GCWrVna +r5/lozBBFwsPfxqM+8Nt0P5cgOQNOr39XWiw263CPjq5RWhpJoetyZEGM/R8 +hj2/Woxi3n+OYHegwap3d68r5Rej1ZCr6eE2NNjE4X1D2zQcSqzzq4l/ToOZ +ylXaG7wqReq6xg9Gn5LXdz+UGNZainbGJTsFdGmwoSv1mZcl8egh9cREpgYN +xpk75fVoA4/2Akk282o0WKNYd0nFAwJKPxWycfkeDdbyaMjNOIWAqCRlGIpl +aTDB3rviFApElF3FGbiJaLCGpc3I8UAi0n00f0xKigZzy9H91txGRHTDFT+c +JWgwq1GlnGJOEvppEyXwS4wGk/n4kcmf3J/19l7nUF+mwTwEKh+rkvs3g6/S +dfmLNFjwAl3FbAUJFRznAa/zNNgYtzmX2ToJPUtZk689R4NpRMlnFp4FtFeI +SyHw0mBiNwNTuB4Aiix/z5B9kqztU+o9HQBJ/JN6+eM42Q+PQe9aBJlfBvdq +Ao+Q4/vfe2aIA2S/gAm5sZL9a8dmVDQCYt1387FjosFwy7MD3COAspnuzhgf +oMGE/pDmjJcAqXDTq2rRkuvfyf41chvQlFBNlgIlDfa5EHsAZJ7yvOHDfGOX +Gns2mOz1dw/QWUVVa6FNaozZufFJ3QagMq3DjSdWqTFhaXMomgVkYNIkyrRI +jdXlR70J7AW0Y/ft694MNVbQLMesVw0owu3R0vwENZa74TPGnQ3o+tdjDwdH +qLFD8gaC7f6AWn505jcPUGPenytrAswBvc6O5CjvocYYi7l8Ve4AOkx8+qaw +gxoTV+beZmcHlFl7ui25hawfTFrM9pOQctegeHgjNRac9297IIWExicSwr7U +UWNqMccC1s1J6AydoI5lOTU29jBCqHCIiDCOqZKnGDX2Njy00TaMiJ7yZXLd +J1Bj7z9s/nQivw/h0qI9lwuoMcuht7G53wlI/P6SFF8uNeakUoNWbxLQv6cF +0RyZ1JiQfZAkdOIRs6OEwXoCNRb1kkPxDAMeZX7Zgokf1BjV/tfInvBSpBRO +4OmKpMZMzWsq9c+VIo9C6SHCN2rMvpE3lOZKCdqaVzRxc6fG4u01hvZPFKPw +PcZKOxdyfqC1etKvCF1jquc3caTGbAIDLqVuFSIboQcTCnbU2N64TJh+bQEa +NdaxYDIi+zNVrdq/m4fc7E7U7emT/Y9c+CoQ/RPxuPUKL+hSY0XnWOg8FnOR +7o/nc80a1JgcR1Zg4Nkc1Nj50jZchrwfzNkbZ63SEEHt/Tu+M9TYxLHE8f7o +CBRcfldQ9xQ1JqrPfsMuPwy9kmTtDOSixgQ/LFzEKoLRKf5UyT02amyAOszj +Xrkfctlt3e2gpsYwAXap+8JmSCbzsof/KBVW53n6hm1WMHCd2RWrGKTChC86 +pt+KDIPlsOrR7V4qrNw68ljVpwhIdDdQeNlGha0FlZiUCsQC7RM/RrkqKmxq +xkT4YGsSVB+YDNxMpcLeO57ytVTKhViXgjuiSVTY7XHyGTGTC/+tuiyZxlFh +A7Qu+m99f4LQ4FHNlu9UmPgFpq/1FXngg5M7luNNhWEWsqKFnIVgLMJSPfqZ +CguMn5l5nFwIUondDtzuVJjmW43uHdEimAl43fXFkQr7+ITxOOWtYlB7ERtt +bEmFjbjcXl69WAL8vRZqkWZUWAGLiFx6XAnsaVzfbzKmwoxpl+f+sZZCzu2G +Z+gpFXam3OOf0ngpeBV8Z32rQ4XB+zx/BxU8PBMyKct8RIUdKvVOH8wi97ej +O3xcalSY6dBEwUUTAkz4VLWoK1Nhrr7l99dLCfCL8tsnT3kqrITnbUr1ISJE +vNMXJ8lQYR5+o69CdYnwevb8+MptKoz50drQo0QiKButhl24SYX9bKJu25kk +wplOTNHwOhUWmqqU8vECCf6VP07/e4kKE6gtuEMZT4IYPLNY4QUqDB8d81Kw +mwRmeRXECAEqzO7bfpHqYTLPpDkpuPJRYaOTfvlmtwF2flxtMjlNru8ro1Jb +M4DK0CndeyeosEf0Nzef+wEE+sWNiB4j7w+vr+3VLABdD22ro+xUGGeq++ZA +FcBZx8Mb28xUGM6vS8q0F2DOtvLjICMVVh33hQizADizDwer6KgwrWTdlqkN +ADcDsZBMKirMyEvr5+gegIrW9KmgPUpMNZ1FL4fMU0dV41PfbVFifGJ/8xXI +/DUgq3Pl6Roldt4o0DqHzFPpkiwEmSVKrLJ95uTEEID95aq7gnOUWPJY29mV +BoDbgs5/maYoMZ918V9thQAMp6/pLI9SYvuUJnTBYWT+OzIz1DFIiZXdcukV +tQeIOpRgSeqlxB6eiaHJvwdgSq27ltBJibW2jTLxngIQ3WJx/dJK1hJv9N2m +SbC1UHXAuokSC06+crE/nwTl487fNOspMW7S24/S70jg33ftpGQNJXZJKeRy +7jUSaLfOJJ+uoMReBMkNSsyTealMt3SKQInV0cVU/n5IhKISVrlGHCXW9vy1 +eP8eAVxzq+sLCygx2Xb2o/JJBOCIER90zaTE3OX8mC+P4KEveNbcNJUSM5SP +cGpxwkOqT+LKvURKbKK+ep+SFQ9S/7ExHIuixBpuMWzeES4FY805kSwfSox4 +jWnQQhQHIveScEGelJgYj/aGTUoxbNzRk3Fwp8Tej3wz/cFVDL6X/jySdaTE +XA+W3GtZLYQCxmSnTnNKrKqU11/WLR+cKZ/SgSklpn+SR0KsNw8UN9gDEw0p +sa2ySPEj1/KgZ/RjgrUuJXb0am3dkZ5coPn19A+tMiVmXyC3rsmRCY/eHeG8 +cp68f8W81e8pY0HmKu8foXPk+r12VlZeiAKReWEnPl5KLDGoU46z8zswvJAb +4DhOiendqoo5/OMblGrZpa4zUGKBEUVShoJOcEq8SYI4QYFJMAs/oboWhBiX +eqYKRygwnmNtQdKPQtB61kRU9gAFph11PkTwdThqPEdBGdtBgXEmyuxSx8Yg +tyOXatyqKTBcscVRCYMkNLbiq6OYSoG9PlWRpfUiFzXnhh+8k0iBcdHY5Y6z +/0RgmUi8EUuBpa5SDtYRf6LwETzvhXAK7G2d7vz5A/lIuWVqksmLAis1cJs2 +dCxE4oFrkXQeFFjfn4uFlYeLEJ8Kldq+CwX2zPQPd3FsEdr5fTxv4R05np1I +0nBxMcrJV3z/7wXZzzv7NxwlJSjKWlO4zogCGzvx9LHbpVLkdeFZX7kBBcbg +tF7YHleKDBPeyRQ9psAUG9Ppl/7DIzUD95Xsh+R426kXQ/rx6OaJgOSU+xTY +QIXlzR5pAuL4lsz4XYECMz31Y+j4GgFR3M8jfJWlwLxGB86sKBHRLCPJyhtR +YFGdu1E3vhNRV2UNj/tNsr93DVO9w0RU6dba7HidAit38DFoPU9CebcHPeyv +UmC+9+MOHLEgoR9bM+KvLpHj6ZgWBJH7uW/RxoTJBQrs1Jf8STlyv3d4TROp +L0B+Xspg+QwboNiQ49FRfBQYzS1DK7FbgKpwIj+6TlNgZ3stPGmNAc11y8Zx +clNgC3bH1gI/Azq6r52gxUneX+4OuuZEQLfPWCUFc5D9ukZFlpMAmdx1T2lm +ocBc1fWFTVoA+ZqFp7EwkeMpRFfljgIq8MnKUDtAgXngK9iSyDzVk12W5UtL +fh+i3JSlyTxF3dye84eSAosY3JL5SOapR1OdRqw7+1Cmu/XiBVknitKY+a3s +g14HLXFpC9DyWxHLA7P7gMvT7eUjrydD1Lb5NLoPDGmd29tkfvtK7W5P2bcP +6Sd7h5z+ARpQynL40LYP1QVby6lEQJcC2502G/bhtX6ugHsCIOc2yo9vqvbB +qW3n0OFPgOq5hT8tksGOP224Wt0QELeR1pdXuH04VN9zRPUmIIs0V7/JXHL8 +0UuyB1gAlc6nfzVJ24e2uzfFfAZISNtp//vTiH1wTnFr2LInoZSy8zGdQfsw +oqZxYl2ChNYYNOMf+eyDoRu1bdsGEQWHpKarOu1DptLR7OeWRDTc3ZxdY78P +qV40+Tw8RHTlzG7e3Vf7QJH1cHPiLwH9zX6Av6VPzi98/cMvPgI6teoIJVr7 +0Hf/htBkFR5Z3kz+fe3+Psx8/LSgaIZHjNVbtRel94FbqurJaHQpkh9M6Dl5 +Zh/8faWTTvbhUIhAw8B3rn34I9Vo42+CQyOvNkaOsO9DNu3X21mTxchtS2WW +iWYfOLq5yyQmihCJfW13l9xIbj/52f0eK0BMujxU7/v2YG6uee7epQKkF6tM +t9a2B5rVF34/jcxHW8I/mOeq9sD+r2ow+caExOUVT/el7UGg6emky705KNsh +Qpr0ag8G3komp51NQgNY5FqYyR54CTN+0I9NQGwHojNtn+7Bhoa62jxnPHr3 +/QfnOdU9CH/r+QdRxyDp0sQFH+E9wJTzvIxsvqJ/29mxOtO7YOP6TY/3mivQ +yeVqXR3ehY5XSz6LoZ9BwvfnIabuXRA0bn1wdtUXorgLHLA/uxBYqWh7vykY +TG+VqAuk74Ix1t5vkhYLG86/KVbNduH1tVd3rCIzQaiqvKjh2S44Y9UffOiz +Qe9wpWWq9i5whCt7dVnlwK8f1R1PFHchc6TDguPYT/DG6nPLBHaBRirbD1eQ +DwSGv6ZRp3eBZeSNyEfNAphXb+R+e2wXVgUk1xgWC0BzsNnrPP0uXP0toLF0 +ughOUnU8CxzbgT0GvOtXDRyoK3ceNe/bgXs2y6yFrThwC+qqk23bAe5Dlahf +swTGzvRKrFfsgIygzc81+VLgtOibayTugMjLvOvEklK4l9+fmF64Aw2vwkal +BPGQKzvEop+0A2Z1tjm8G3gY8hmuvB69A8FyVZ9NdMj9sGXEiTVkB2wjmyl5 +igggzz12Zdp3Bz4atyvJMBPhP+PxiXKPHSBmPJAjPSdCZuZETIzTDsSXXg/5 +nEuEvpVJTQf7HdAxPBnnv0UEmU8z2AXjHZBllr93yZUEU5EUxwL1duAP2zfB +0WISBOVxvFrR3IFFvUMKGuT+L1kj+FtbdQcMGaLeW3MBDPdLHSfeJftP570s +fhfAd03dmvf2Dryc1bOLtQAQYzKp+CS+A3W+ZaOpZJ7q4fvvxJTIDvjH3axR +zgDwkPSzVRPYgfWjf7c/lgMIP4iryju9A0wS1zaVOwFaXhSePMa5A5G3H3XH +TwI4OdfYObLsgHVzpq7nKpm/Qnpr+hl24JN5XMPaDkBdxuJpOcodaPLAX1wg +85R9Ge3b1M1tkMmsZbIj8xZ35/G6Q0vbMKuwmeBC5rGK+YtnbKe2QeEyvvzo +HIAVnYxD69A2OLOVDt/oJ/PYSa2GG93bsBMYxT5dC0C6an425t82eNwj0l4s +IPOSsvN7qrptmCj8c4A6HID5eVCjafk2MA+oM9m+Ayh6l8xfS9iGXImLkY4a +APr+pU6XCreB22CmS+A8AF1SQ/O3rG24eIIt0HGbBNn4IcGNpG14Hnzv+Ica +Emg1rznrxWyD7aiP9dVvJNibYGzFQrdh4AL7uWRtEqTsn7pwLmAbhq49M+49 +TgL1o1c/fvHchv2VQ/ODbUTYEFZon3XZhge9IdzEACIo6lq7F9lsg3FsQcLp +VQIs2Lh3cr3cBmXw9yPEESDcM+ySy/NtsMmsvf5EmQCTBdCtoLENYzit438D +8BBU++9ypvI23Pizp0kSxoPk0Lgni+w2mKVxaw1XlIL3YRaxzqvbYKB5LoBh +tgSu8J/1viW8DW7hjrQCjiXQJSUxEHd2G+7Xj5UU05aAkPkzX/Mj29AnVd9j +y4KD2vLcke21LaiLeFZxea8Q7LvLJZ/Nb0GZ+cqTKttC4F7qCCwf34Kofzb3 +DYYKwPI05S2/ji04PPO6cKw0Hw69fxByqnQL3KT030bd+wlql5bu3vmwBcp6 +qtSieylwszFnpvbNFnAr4uSY4pJB0PbVNy2rLWDRcmUZkk4C6vyJAQuDLTja +v/zukkM84MT7HUPvbIHgGfPsqyHfgfd23c9p2i1wLQtvsfpuCMz9X7Tf7m0C +xbT/8RoNWbTjorBPsU7W1Jo/LspYorZfZSpHJzbBNZ6XPu23G/K+WzIu/WcT +FrzK3+KpQtCKSvLJUP9NkLKlY7NvTkKDs0blPJ6bEChuWm98OQU1+PNaZLhs +gr2beekNv1SU1hiFw2w2QUzB+VSbZAbS1/z2cFpjEza4VF9YieWie6vqW2/u +bcIYRxbjRksukghljqOQI88vGjkjbfcTsXd8mTtybRPkPSn5i1PzUPUT1y/S +x8jzm9vqqVYLUOHOLdHaw5sgsXzISPpjIYqP3m57xED2Y4kdiWIsQh/63561 +2NwAV4kfwcYcxcjcVax2dXEDjj7n+ZUVXIy0eZdsXckXHb2RwMZ6Vhy6YvQK +Qro3oLHLZ/E+VQk6TXPBlKdlA4KOpVd+fVOCDiVNHMqo24BS3cuM5qMlaGzM +SBcjbkCf/pRefGkp+ufJS3mvaIP8O6DuGD2NR5hgf0pr9gYsKQlFf/6IR5Hm +uqtTPzbAQadAOPMGAVkyzav+C9uAKTvdadkwApLKdU/GB5Djn5uv1F4gIKaH +nPsJnhuQacr7s0eOiPpWMx/7kg+C97OsmmXBRJQdfifX/h05ftcrjt1+InK5 +2cbw1Jqc34oF+0d+EuL5uF9y0WADev5uHLyRREILfMFsRx9vAMeFKTqdXhL6 +VSlosae2Afbe5vIRZB4Jekn8PSa/AXPi3AUrtwEZHtLg/nt7A8yPxO4/MwN0 +JWfMvlh8A2KPEn90+JL5S8Ox/ofIBphJmv17lAmoZeUwvxf/BsjvZsb/qyTz +V1iis80psp+Db/tVewDZS95o1z66AW7HxPl/zQC621t/6Q7zBoT/sukT2iDz +oquh13m6DUi25Lv5ZQ/Q2Jn1Ada9dWDbY7rZTea5ogqfG1ur6xBv353KswPI +04wnaGh2HTANoRO6y4C0DxZO/Rldh9dd9iteZH4UzFaSze9dh9RTnYY5zYA2 +1PsiI1vJ6y1jBo2lgGqWX6+4169DWdXLnPloQBGh9KqWFesg5qEywOoEyPxG +VJImcR3U/jNRlnoE6GaP6J5U4TpkeuoxvzkP6JBLhda5rHVYivTj+L1BQj28 +ujlMSevwOXXxoMhvEsoqn6Nfi1oHguKEGcmLhJxfuD/rC16HvltDRh+USEiN +kbOk0ncdyndm1u1pyftz/455mNM67NRMRNywJiJsqbXMxZ7stwPpnzpJRF9D +zE+YWa5DzIWi0xaVBHSl+1udhN468HyYPGR/kIConAXP8WqS/ae14lRT8Ogf +D/HDAZV1cPsXpv/nNh7Zm46JdN1ch/CkoZvzz0pR0aLEV8cT61Bqee1kvx0O +fQ6unzRiX4fKYywBv+eK0ePrhjIqB9dBj++awqBJMdpw8lnm3l6D3MMvPE4r +FSFJhr5HpK41IEgbDQqM5SM45c5FGbEGZ51rVBV5shBdoBC7fdAapPbW62jX +ZSAVyuaD495rUC3QWB5qn446hnl26xzXgOKt10m90hS0lErqD39Knq+Qzf+A +Jx7xX91KFOVdA2wi7VgJrTeyTIyLTji+BgN3834TTnqg/CNKoUfZyM9/IS5v +mjgh6Y0wzx0qst7ZlIv+rYF0iNfMq0dWwesKd9GGzifwVbC99Cx1FSRCLm5F +78dCM45T8F/sKmwxZ1g/soyH40IYj/z3VSgbDdz0aEuA5EOH2YS9V4Ezcinh +U3wyYE2ZK+sWq6Auc1e8kD0T6GQ1Z82NV8HYLnuh2TQLVAu2R3v1VqHxK1Py +WGE2dIUqt/9WXQWNDz6SUQm5sPxkoiTg0ipULiioNXHmg2R9QB6V4CoY2SQW +lefkg+vt6xlveMjr50aXU8sVwCHez1FPWFehQaWMwG5cCPxjfC4CyytwSi86 +UMe1GCwf176LmF6BruILLJ/3iyG/+rUN08gKxPokfDN1xIF0xq/nyy0rwKh9 +mZHiZQno2hjIQdEK2Cc/bGg9jgeP4d65gOwVmPvq8J72Ex6ytfS+P0teAd6R +31u/p/FAeUtnjjJ0BfZ/fOvOyCCAUG57eLPfChQHnpYpoiGCJp+WbMIn8vyt +AT9WHSKkHngYLvdmBabOB/B+WiZCs1OTzJFXK5Alc83R4wYJdubvz44ar0BL ++pfB+Pck4DdqCCvSW4HP8XlNrUUkuN+mIuOpuQKm/GeC2edI4KBUO/NYZQXy +3grcfsgDEE9QChOUWwERP4N8X1UyP12qvrN5cwU45GlScG8A1uLlZ2qursBf +Wq7oRjLf8BytCI24sAIyGY7TDUUAyl9k71jwrcBEfHlp9l8yb+38mr55YgUe +rnLSWw4DRFtLhx5iXwFf0dpY6iWAyiGSdC/jCuSzDgjbbQMsPLo1nUW1Ah6d +1udKyLzGVYMPcd5aBi6p0c4WMq/JSUlK319aBtzgcetKMq9Z5eCmTk8tA4u9 +er//LED4meshC4PLsCJxaOtSL0BZSCH61bkMS9KVRplVANMMYlNfm5Zh55pr +CH0WAIdTXrBhzTIUdYv13CXz6O15UXT11zIEaPNrW5oBmBnmTFKXLIOMMeOO +622AoNaLwS25yyDhzOHrfRjI507m7aTUZWB62BcV2E2CMbzQ5JtYsj9nkaDI +eBKwXEr7Jh++DPje6OgCYxLciBe4fSxwGS4nnSCO8pLA8EjyxLjnMji4qJfc +6CKCr9fZbziXZQidH+Aj+BFhwIp3Qsd6GX4Z3rJ0HiMA49CPIKEXy3C1tkGx +04cAYo9O3drWX4Ye9mnfcGECeN48ERSltgzav2c83Z7hQYThiFT/xWVQY960 +H/hWAtqO38Zyzi2DFTHT6trREnCbY/3qenIZoho+lX8IxkFrC/MYL9MylL2y +m5T6VAxOcQyBxjNLQGNzbHHsRiEkc3hKXhtZAvXomFXZmAJo9KQdpe1ZAllr +/x2V/Xw4a0UlmVK7BMExZyT/FOdBreTO8GT6EmTCar0BbS5ISpztH4hfguyg +4adp6dmQek2lqz1iCeQKUUv93Sz4LBrVWOG9BCSd0vgkq3SQ4ZcixpkvgchN +5rH6wETAsTqF6ggtgeLtycfuIYEgcDjxq/qZJeAh2kYnjXlD6KE6XwWuJfC6 +JHH9SIwH2NFzu19jXILG943lPxhsQGQXb806tQiNTyiePBb/iBInthVr0hah +4PP9TAl8LGIf45PD4hbBa2wgvhTFI7fhe6j4+yJsjFi2mfxKQAZ9kdeSvizC +s3Sq14r4ZMTVcvPMx5eLYHxSuqDBLRN9aTI66fB8EZyWFJYEprLQRoMPp7XO +InRcEW/vVMlBbTXdzE+VFmFEx6mxkPIn+gqO2xLnF+GMicRQcVg+oiAmrF3i +XQSrR7XrHdcKkFVp7SL/8UUQxnlfbG0sQCqFJyY4DixCQ7X9gf2dQoTPkx0+ +SLkIuVzJu7t+RUgo16KPanMBTKs1C9+fKEYMGfiWhYkFcB10Wg65gEPvUof/ +jg+Qx0ufnGPMxqGxpIO1fR3k8XBOhxThEvQ79smvuuoF6HH5qHH4VClyDt3O +Sk1dgGQVuqff/uKRoaG4klDcAtjTPbncKURACiK2IxnfF+CoiYnufTcCYqkc +48rxXoCOIwJd0eeIaPUrb5Go+wI0E69xPrMloq6neg/yHBdA8ViyE38JESWs +NnkWWi5AY+4ji+9SJOT16xDfdZMFeLZhLizmQEKWfgok3NMFkGRbc8/JIaEH +Om46kloLkNpxYYF6mITEzxFX8GoLoNfC5iLEBohrcT3glgJZN9j95b4FaJ9w +5QKgBSivLWJtNQI04vWqUlpiAZwfZTKofQZUrZn6vEyUnP+CDKN7IqAsnuEd +2fPk57MFKWxIZF6bORlewbsAE6BtxtoC6C1O+6oC1wKwrAc/MibzzxOPbw3V +bAugIlBrbboESFq94aXywQVge2y6Qr7GoLPcB2jrqMn+i32KbMl8xdboKR25 +MQ9U2rKn/yPr7he7b2Mm58Ey1Pci+VqEEvdfZ8V1zcPcbf23PuT1rMImhhNr +5yHcJOhsODne9Uv6XKmEedBdI248JPuhqPqnnpE1D2tUK4q/yH7/6Ct5ZsfM +Q3qbPcUwOZ9vayTiz4B5aOlS/EEg56vnL7ZS4DoPlTpVNzSMAfHzpwvhbOcB +J3rAIZVcrwXi6ed4w3kIdlcIKSfXs+RRSBjp4Ty4evEbZJLr7TbL2PBLbh4o +PGbETHNJSOWTK03FtXlQZEmi2yTv15GTa5LV/PNwpUFU0/IWCfUVWNjWHpuH +lR93hKt3ich2RKuvaXMOIgKvvNd7TUSSTnUcrVNzUCTwtD6Fn4hoOGTudXTP +wZYmhxFlOwGFyl7E9RHnwF77yCajMAER4qmDpj/OQcMR5w+VqaXok+R/1XOv +50B+OLam4XYpUmue21s0moNy3MSuUlMJGqTssti4OwctSYf7WqZxiO557l1a +xjkIenurZGOjCDVunHNi2J6FM6FaRx7YF6HvgZF5B2dmQfJ+YdqPmUIkjH0+ +zdYwC1s5BRovWwrQg9NPN08FzUIX6aV9jVseGip1/db7cRbyPv59VdD1E73W +SrwYZTsLYu0xI1WXfqIgv+nnxx/MgmUe7fGMhBzUvP3fH3aWWQh+truFFtOQ +RkdoJIP/DAgqmKUcyIhEQ3al16o+zIDi99vx53zC0evDfX8/vZoB6fXgLzov +QlCQ/DkaatUZCKTv/8cm7I+aC/Itdw/OANagonSh1RBpfG28tfRlGjgFQv8l +MYXBkPBKe+5/0yD4rW7H/lIEvK4+9tr65TTUqZ8RPq4aDUH7+skzitNQEBBW +tkSIg+ZXs8zj9NPQ1sQpPl+RAoYHWNOS1qfA+4H1ljpKg6VEMVnj8SkoODe5 +m1WQDmw9ju8GK6dg6HBRiWVQFmgoMw50f5qC5niVrpYvP2Fo9OL7iDdT4LAT +uCR/NQ9ef3zAoWMyBTETl6z/deZBEC5csU2OPH5Pia75ZAE08wv8bKSeguyE +dpMY5yIwLFO+F7A8Cf+eNEgeZy6GpadWo6rDkzAS1x0/8b0Y2EIKj9eWTYIr +//gv4WQcPKSWc6v4OAkxudF+lAGl0HDTT+/760loLOdlcV8vBWX7NvFXRpMg +0fxSSUEPDzKjZtMcdyfht3ea2zMuApBO5lVMXJsE/ANj/kg7Akhqbf8g8E/C +HiNr3XA1Aa5U+WkaM0yCEtXJpzYviJC93yYisTkBqwnXVGJyiSAkwXPg0NQE +6NmBQvYqEZJtXg73d00Au9QJQqg4CXjT8oj5tROgGsyXpmZHgqjB7TBPwgR0 +6Vsm1GeQgJPr7usnWROQnPWq9eAACYI1/FUuxUyAefd3CioWABafdn7qgAmo +KtR3TrsJ4Pubh7LdZQJOBrPe2TEEYNh52Z1uMwF5kpUtK58APMTyC52fT8CO +Bcsz/0SAfcudAA2NCXBnyk0sJwG8T7przi87ARerBSiCW8h81+svt3V1AqwO +37bcHAV4fbTjVMPZCbj+wcxlicxrc2q8m3FHJgDseF99IPOauaf5vzd0E2C/ +KUD3ncxrY5CfpbQ+DqyVaTg5sjbc2PE8OTEObI6PA123AHpF5Q0XO8aBQGMk +rvr//4O9DJCqqBmHOT6zxQwyH7bEdRz9XjoOy3woKaYJQL2Ld9EyYxyKykqa +BfBkHmWzqJWOGofPmsphyrEAivcKkjj8xqHxUkgm40eAcvddl4kP4yBiM/PC +8imANEFel2A1DvtnikrsrwHgVwLEAg3GYWeJIHz+AID4xU5mY/VxYLawGA3o +IEGeyZnJ63fGgTS9GJuTQCKfowXR/WfGwf3em4MSF8k8fXjvXT77OMTM9Ar8 +nCZCvIKChifNOGQsZ5+mSSbCd1wn3aWxMQhv4ujUZyYCx+KZQar2McD39Mc5 +EggQeN4S31Y1Bt9uhTyIMiWAV8SetXPaGAhlLgUdz8EDzT8FZY2IMQid3g4N +UMWD68GvZ/l9xsA3UMhIaqIU3jnxddZbjkECE80hO7ZSMNVXlDkpOgZusRwi +ezdxMBT6lXuRZwyOPH4o10gsBv2/XWvlrGNQLeUa+FiqGB5Jv8qwXB4FzhBZ +poZLRSB3JoiDUDQKbN1a/ZZL+fBZ/4vGveRRoCy3vnn3fj7URLgGdoWMQn+a +TcVGah6osVsf2rQfhZY3UyL6D3+CNo0KjfjVUWCBA+gVcxZYjNGu5OSMwMZr +aS3EGAdB6f/9S0gdBk5fMUMWrq+oZcyG9Wr4MCwcPi8beC8YHeMzu1/mOQzV +mR63y/4LQ1GRWrUDpsOA4Q6NCf2JRsm+V3+fPDcMFFs8oU+PJqGJaiHKLA6y +NrxuWxqRjC7QnkFSNMOgvsYj8PJEKsr9wILXHR4CQvWVO2UsGajUajYvLG4I +hKgGdnQMc9FO+sgC/9ch0LgwJfuW7SdC490iRa5DwG+su/0HfqJygz/pLQZD +UOmipZHFmo8a1FPiWU8Ngfb3Pxz6AYWIxS9mIJZpCHrqZ+Vk+YvQw5qQU6K7 +g6DGeFber6QIddzxiFDrGQTcXV7zhZZiNHjleZBPxCDoW9V4v+8pQdnuGbYv +vAfBt13v4NiDUvS+ZVVd9v0gyGhwnhb9XYrY33of3tYZBJWMKu/j3/FooLJl +rk1pEPjDE9XDdvEo89jphrwbg/DeCvPOfUpAd0vyfc2PD4LYkij+PxYiYmPc +s5A/MAin5JPimYyIqE9X8d6ZzQFoZtsfoflJROkZQUJ7EwOgSDd29+EWEb3b +6TnQ1TEAAw3icrO3SUhOVWCysHoAqtWaTlQ7kxBLjG31V9wA5J1TquosIaGe +OXzKq9QB6FBxoDy+QEJpiM5TKXwA9D4vy3/gJfNRoLrpOa8BEDF51r6nCkhm +MOIupcMAqOEyi0LfAGK+Mnq298UAjAkIZN8OJ/OP2yWakscD0NbhoLpYCCj1 +33/DwQoDwDXvMp3WAMj+bHmZzfUBmKljTDEeIvPVG+Z4FYEBEFy0e3FqERBT +pfZHwWMD4KZ3qrdlC1DX0YRnNPQDIGbe/PEzma9U/na5YLP9IMi0HX6FrEdt +rG871PdDuNnvS52bgJzZaHYvZfVDG4njpOM8oGMF4fhx334QKban5BoAlPvo +4vsflv2Qu/9bHlcLSGn9l8RjlX54+6j3tE4eoKFwrXVmYbKmOuJFEQzIUXK6 +sPJgP3CNhsvk2wDi6HGxd57ugxiun51vFcl8+YHjqnhtH9iYD0Y/OAFI/nTa +4mx6H2iETCcqT5JQP3YrN8m7D7hy86pf5pGQg2Gz1VPzPsCK9pOK35JQetL2 +dN15svYKqqRdJCJZhcB0jwN9IHOYn/ZEChH1TJx9KTXZC4rUgQte2kTELKw2 +lpHaCyLDLp2xWQSUUj+UaOTVCw7/PU4zeUBA0tbvjE6Y9ULjLbtK3AIevc6L +HfAW6IW1T7mKCmfw6KDmtR8y9L0wEdzNnlBQihJXa55ujfWAkJzicr1MKWqT +WO56mdwDZyV+HejUKEGScLdV8VwPuDExjgzIFqN/z7q+UdD2wN5W/GxdURGy +pLLWwI10Q0FGkpkg+fcTczf8r0BiN7iu8Rz8slWAqOumauj4umEg+cl5f6c8 +ZJ/yh2GSphv2/I4e7Br4iUbc0hVqx7pAlO16XYHMT1Rxw7wiIL0LXOXe3eve +y0GeKZMY55UuKD9nplRKSkcH3SeKhe50AgvhsqKF+A/ELjmWpGbQDorF8zm9 +DgHgcaRyRPROO0wYWRy0Tw+ClYUkPna+djAW5wuZCQmB1hSTuPaxNjAOuJX/ +wygSwo6MRj2zaoO3lkzLLi8S4MTi8LfXH1qBqiCNKkEhG3zrfjdrGrRCWZKn +2EpQDuykJLBev9MKmdkaeVuWudCrbxSwTdMKdESTLqGsn/Cjbsjbw5fceKWT +CyYPFwBLalmNqVULcMR+X1mKKwBX93gGJfUWyCWWVQhdLoTnkoafmThaoMeL +TaZDvgj4Ugc/hkb+g6HIISMeVRzw+Jz0mn//D9yqPk4mNOLglJWOv6LuP4jt +LXa6oF4CXGJNEVuc/2C1ncl3VaYUOI8xxT3caIakwoNMrEWlcHRLMSWzvRlM +E2Iyhs7igQ3D8vVDm4HTmafm+SoeWBJ2SorfNINe26uGWS0CMH+WwFgeNUPU +liX1bD4BDr20r3wp1gzI8Nd/6oeIwKiSW1fG3gxBlg4UjM+IwHBppvnEchPc +SlfnP5RDBDo2wU775iYYNRi6qbxJBMqOH6P8X5tgLGVG9Z4LCfZKu6ddbJrA +4Ypf5UYpCXaijy113G8CijcZQsWLJNhyfbhx+VIT1Lpfzf3AB7BhFLDnzdwE +q713deTUyTwjX0szMtsIm2Muq9QOACvn6Q/eqm+EO4Z8fEURAEuHZFlDMxvh +/i9u9Uc4gIV552PzPo2gzzVR2tNI5p3m0pOKFo1AjNe0UxwBmClc44tTbgRH +P/4nIWQemgq/IrR1vhFsxcL4f5F5aMLRSvThgUagfZev94fMP3VEzVfaTX8h +GIU/zt0DqHav+48x8C8Qz/nJ2W2QeUVJ7jNB7S8ond/l45gFgMOEICumvzD0 +WbUmuAegtPXqD566BuDPCuparwQoiszIaPZuACl9vkbpTIC853w4D6UGkD7M +uGLnC5AtEFkuztAAYVGaz0NfAKTPsjVNVNbDY2sZ6uxbAMn53r0Rn+rh87UH +wb+YAeL/o5pSkauHG5qC0R1dJIhB79f2qOqBUtrIbjuOBBG0S1Q/f9WB2qyk +xFVjEoTWvjxs5FoHAwHM7V94SeD3WEewarcWFlWu3wA/InidbBL7j1ALXovs +xYVSRPAYVrxzwbEWODWFXbfGCOBkLaEbsPEHmI2LfyVfJIDDtVzTO8V/oAw5 +bV/4gwf7bQG75Td/IE9cd0/SEA8Wnsd8Hy/XwInskZYbn0pB98ca8fRcNVhV +bQyXhONAy8TqT1NmNQjy85t7suPIfX2szd2iGs7rVuq+8y4GpeLW+fGJKuBI +XuI+9qoIJP4W8OYOV0J6SBRxmL4Ahhl+ixQnV8LPP3Hlp2zzwV+m6SbpZSU0 +HLxyOa49D4YLZx/VzVcA6QrBsznqJ/hH8XtPbJcDDcHrUzZHNgy/DF/i4fgN +omJ/DScOJcDJAxuf+b6Q4FnE+51QQzf02okj7vJhEjTqfEyP0vFC1fOieBRC +BOm6ycEbqv7oddvL+SdxBFhw45CzYw9B1Qndj4NLSqFxIN9CwigW2d8GQdqp +ItBWO8RlGZmB/vzslmG3KQJXFb/iI8uZ6PS5DT3etULwuObJmiefjf4cvPz1 +FlUhFB36h3OzyUWnO+M333DlQ3lnl+GnOfJ5qgLsHrF5MHbJTCTaMx/9ge6L +Qfx5wKXje2PzZAGyT+YwzL7yEzQvzdwVkilEweOHQupDsmFvjcFSyrQYDRx9 +15efnAXhXGrmMFKMLsgPCkQUZ0J4/GrYwWc4VJZYWGramQ7eah8iiColiLnl +NI3qVBrkRT0JpyaVIF1qb9Wr26lgf3zwxL8LpWjxuf7APncKxNswH2vZKUVS +X6vPj11MBvsb920nDfDIC7tiV3c7CYKlLnOpAx7xnKan+/4sAUQJV9z7XhOQ +pZrtfRfbeKDI3DsxV0lAxR+6w03c4uCsGw3u1DEiisYZPDZW/AGV977r4jKI +SOyY2JSoeTQwNnYbMS0QUd0bhg+7PpHAgLd2eCJKQkYtPYf/ZH2HNZXBxe+W +JLR15Wd86N8wWDAIKcQSSSjo66drRoshEPx+4Fp1BwmdX9CpvsQeDOqzjHZp +DIAwNZEnO2JBcLT9zs5TMUDaWVRz1VqB4Lxov9D/BFDfsWzKC4u+IELHu3/e +hcwvrVoC5WJfwH6J7uX1GEBSQfsqTx0+gTTPXwqaEkDm91Nfr+E/woz+9wu+ +fwFdPh4venrfEXro/xusGwTk/23Z8cFnexjR7836TeaXthPe/vQnzGHj9FiO +FZlveHh1lTs0tGBCJDGibg9QZqsL7/s7t1HEM/nCHjIPbdP6Zf0pMUTvH1/p +jtkBFMvw5mB+qw2isDngxL4KSNafD3NVc0BWhO+RNycBjbE326tVuSBONnwT +ZyegchWMgznWHQUKcypnlQMKDTg2b6/nidTnhn9vZwB60WxV083pg0aq33+l +DwAkcaQyQabVH8noLIS1vAJEm8kMLYpfUZ3CF7UXZD6yUpUUZhD4hqY+8JLK +T5HzmTP5fpM2BG1VOLsukXkTBX6lsx4ORRMzAbBGIqHUy0S7+F/hyNIlXKzD +i4T+s+dQO+Achc7YVFiqs5DQ0BFpvJReDJriDjFdryeipO5rHBInYxGbowdl +lCeZjz48/2ixHYckVSldaOYJqEx1/fqnqXgkcenBRE8UAb095TcX05mA9n65 +7XbLE1A/4J40FychczbpVacAPAoOVGObSU5Gbyld3K6L4JHi85Fq2tAUFBxU +wKRcU4pyqVjEb9inoVhh34mslRLkdvcFS6xoFvI/lrzEeAaH6jq5fanFspF5 +3a9MvYhidMSqmf7F9RwkMU34u8hcjDRrY/aP/shFVPTFF9FsIRpbPrDem5SH +lPHyk8uu+Yjx7sCoRX4RSqxqzau6lolEDuMTTl4rRjRDn3u6KtLRw86Q53+L +ilFH9ve13AdpKOrVvd4rpTgkep3rXtDTZHQptKhlEytFPIEVR3+pxCLNcd/f +ng0kJH00IHts4wNy+Pni4w118ntBZ2o2KG2Loh1l0HQTINevKx7unBpomd7p +aYo5hrDWB1fd5u1BKupyJ6PVLxTcT2uPn/gKf8ujGpvsfyPnF/pnXqomwdB5 +75z0wt/IuxSdGKtNhhX/d/7ua7+R0JMY4Sr5VODU0VC55lCORG8JKlSKZoDh +LH11uGMFEhbZjEl9kQsrR+zAwK0KVewceDDvVgja9H+ih0lVaGzX6pwocxHg +N3icXmxXoVljam/T0CJw626QsLavRsLdxg9fRhfDaN25Y8u51ahMS+sNKzcO +FElOq29nq1HQMCSbhuHgcJxQnrNpDeKgw2e0uJfA66CPgVQJNajtRdRY3UoJ +tLl3WH3ur0FnZtlpLhuWQpTp5wv+2n+QN4cbO+UVPFBo9x5gC/mDPM781VcP +xoORkthESNMf5GWiIdu8hAch4aHEaOVapOwQekcykQD+J2+483rWot+Hekfp +1wmwyBz4POl3LVpPKL/ZfpcImhTj6DxFHaJ7SDSJDiQCbvHWqSypOoT/ksqh +3k6EE8PBO6L/1aHzs3JfRo+TwLlluqugsA4l630O0dQmwd3i72EEkXqk0PAo +IrqaBKmpC2+kLerR1YCWY2ZbJDgUoaBZnlKPlKR2JGYFAKx9Yq4ojtSjS19F +i/kfADQ7rbLU8TSgw842w8xvAcStVObvP21Amr9OpcSGAnw3SKj/970BjTgX +epDbJeyob2U8bmtABwnG4Tl/AJ7JPPDuZvuL7qZHhp/rI/PO1VQzg/t/0XSW +U5s4mXcEzu3LD/v8RX0sUrcH1wG8j2qde1H9F1FovnzMR+aldfe2j2+oGpHb +Eb67O2SeSt2htC3maUR4j2uVFrsAum8uPtu83YicDPiuvV4DODSnff/m00b0 +8d1xL5ZpAJKpx+0Pjo2o9ledumI3gE1/zkX43oiCV2QIJ6oAeLW7uSlxjcgC +/ynIL5ucbyPdIdm2RnTGV1o87iuAh9KVbY+VRsQipJSoa0POv+zpVCVbExKc +YLMjKZN5T/JLJ8PlJnSFeKi5iQcgIr+gWvl+E4qVnvKKWCLBPeGBYt9XTYg7 +rX3tFEbm18SDKQ0+TWh9IpzVlMwJ2Sevh7KkNyF3+mDjd2okYDvsbx881oQk +bqZWHq8jQrlniVEbTTNa3VxpIHgQ4Q3FqAYnXzM64We2r3qDCB2LNy9HGTSj +2yz2FCahBPA2f8HT96EZEQRG5CkRAaSGgw7zRDWjp6lsMbhhPPxomZxN6GhG +5/5mPs3gxYNpcVh6xoN/SCbUwf2MbQl4C75ofvv6H+J2W2Q8uYSD7O/iW3e+ +/UPiIteeMFnjYN2xVamj5R+SuP9j4OzTYvCSZp+k0W5BqVrqhmmHCiHz5xBL +o0MLeuRSaFhlXQBNZ/IkIr+3oKNlG9yhf/OBi/aB1+XuFqS6+OlA9qc8yKjx +F9DXb0Ue1aojjtE50Cipf/+8SysaG7pyOlUsG1YyLr5b+dGKzPS5WRcqM0HK +v67Se7AViYqt/sZ606BBg9G02LgNFXErCjN1J8BC96dEFot2hBV+wtGI+AGH +6qO6bp92pFhuQbxU+RkkSGdXkjPbUeBZ5m/puq7wMfa37K058vynolcrR58A +mwnl8EvbDiQtdMsz4tZnJDbnxPv7XSfKlA961Ccaj7QNVJT8w8l6Y+6gfWkC +cmo8YatT0omkiGmd7dJJqCKvFJvf6kSBVYMmTLKpSOvdhgG3cxeakffXtjia +jf6jsI9549GN+hq/CAYbFiBvxWj3lMRuVL4g2T62U4AiAivNOsu7kf1v+/6l +b4WolOf41Vu0PYhH1lmss7gI/TGT4bQ+14PEC3QXP8kVo65ci93Yuz1IeHd1 +LrC+GG1Jk6poPvcgxvqoXMsWHGL8Mp4pntyDCE7nX3GQ7+dcTSxBZpU96HVj +3/Pq2hJ087mRXh1dL9phlQ0/kF+KVNJ87+zx9yJ+yXu/XvPgkd5iIb+oQi/a +aG9c+/EFj5w+Mix+8+xFuuYiXrT3Cci35nJbRUov4h65x3E6g4CiWJ/g16t6 +UR7THTagIqJMHY/Y8xO9SMUio6X9ERER4rI+PWHoQx17x430Esn8Ndlm7idI +1oHsTtJzRNRzmUIdFMn6JUWYw1US2v2lwcX3pQ8pJlg+Ls0hIWZGp33NtD6k +MlsRljtGQqc0kkY+1/ShKI16thZOQCIRDTW4yT7Utsewyi0P6PbQevbUgX70 +v5rOPJqq93v81+VeUW/JlBRJKklSSCL7CalMKWkQkoQiSQiVMoYkSRKRJENR +Zpc7PJIkkbkkczIlLvcaMn7PZ63f78+99t7PHs5e53mdtc55DmJylIJcMZgq +bohZp9gFMs6rXXijMdi4G/qYGnaB9/Qyhcc5BH+UXrO5c6kL7D4fSFCrxuBH +TtTLC++CmYsTHzs6Cd4yrFToe90FHsd9Xe+PYngePfafxJcuONUkLLef4K2c +NknOwT9dEPpNRH2a4C3bVRtGGJRuUMw//OEtwVtOhYWdLeLdUFkulOM4h8Ht +tGHD6KZukGw/kiY3gcF7ofMD/+5umE/1kOz5ReyzL64VyRp0Q9B7efSqHkPo +gWWZmie6QXdoVNqdhiFq6FnCMYdueMuu9zZKwBB3f2eks1c3WP1I7lD3Ifbt +nZV3gkK6IZl0Mmn3MQwZLZbXEmO7oTdUs8F8M5Gvz9iForRuGJUZOhIzyQKa +dNCpuqJu2LP/SNESZkHZe0mjwcpuyFN1PZcUzIKqC9n7eL53Q0GdiKuPAQvq +BXRVpAa6Qd/eqTiezILuo87ixvw9kHHLfO1PFyYMTi7xX1jdA2Z6WY9XrWUC ++2nM7K0tPeAXGLuMWcEAnl5m17uDPdCnq+CeKcgAwZBjjVUne2Bz5C4P/nQ6 +iCgOVPQ49oDuyeX+YkAHOXfh16KhPSB7t9roll0p6JLPe1yv6oGYzStUfLxp +YCPQuPnG9x5IVvm6T2ehGG4I7//h198DSXvzLd/7FUOBzHqdEL5eoO3U/23g +XQSbtH7yP0a9sIcWxzY8WADLPMwT8mi9IAtecfSatyB/o9yk6FMvBJnU6Py6 +nQ37A3aSSr/1QvvG1gsCO7LAN2rlhffcXjhOksxfFpAJf7K+KNer/AL9tH2u +nKWX8PW3XvnfjF/g5Blinr38IQyP5HmMF/+CbhF1kuq+CODnbtgyWfkLoiIZ +b9TPhgAikyLm+wj95RnPZnVPyJVhWCzf0Adsl5eja8Z9cMxJtSGFp31wiO/1 +CUpNIs6xeZmglNEHhmUHpLnmybjmgoipSnEfpJqMTGTjF5jiwc7TaCHkeNmI +wgep2Csq66bBqt+wLEDn4YcVr/Hpz/LC9mG/obfypEe3Qh5+W/PbJuvpb7B0 +EP3eU5eH+erTsrmZv2H0bK1877V8nPNNwSi4+jccJG6Q1/MKMLVPKSRteT+8 ++pihspu/GFsN/G0eXdsP87WR3q6PinHe8NuNGkr9UP/CeKh3LQ1bj6u8/2Tc +DydPH6Zt3VCCCxbV5gfv90N0oqold7YUC5KnDHcm9UNAqLt4nQMdn6UUP/V5 +2w+2uqrRh7/SseAKTQ3Bun5YsWPSuf0BA9uunA0+1tUP9rqqXS1DDFwkQm+O +H+uH4HyrAzuBic+t2ee+TXgAgnfNyrX+ZOKidYtl12QHAB9dHyu4keAfWbyS +oTIAu3Ojpl0usLDdxjs2fPsHQOmpZTY3hYVpm/dnGx8dgFu0+V9PfrKwkCJ5 +PubcAIS3zz343/eD57d/MOy4OgC5xeZX/tPBmKYS9HRTwAAE3KgSrHfEWEjt +wODl6AF4JixZHBmBsb0GVaMohfCnC8bqZWFcuvdT8GLeAKzhPf9kqBJjYZ3Q +ZoMPA1Cfm+Vzsx3jC/sPb3zQNACeDcPVMyOEvb6g+/dfA/ArSH7ozAxhf+hL +2XruAKRn1pNTCV5yMIpY6cQ3CDoqsqvr/3c+g6mJTY7YIAiu3zLVNYexyDGh +7Bn5Qbit2YeaJzB2tKibQ+qDoG+45eLbPsL+VJRh2IFBsBE7kevWQNhbHX3a +YDEIg9yVSjIlGDudFRlc40Csp59DL00g+Mquabed1yBohr1bZeSDsZhDTPDr +kEFQfPYru5ngx4sXLZonYgdhTUNSh/Umwt5FYqNW+iDsOf629C+HhcXcvl8N +LB6EyA4NxQgmC1+6Flf25RMh//H6uT+Ahcu8Tq8Uax2E4eLTBpK6LCzhK2Vj +NTgIZ9YvZq5ZYGLnWz+zUmcGwbBUaPnRfCaWCLI2VF8zBJEJKpkPVzGxy12Z +p7e2DoFLSl9pQQkDl4d3DXzUHILtpxWv7Ldm4MsPzwWfsBwCt50LIU2xdFyR +dKHsesIQPC127khtKcHKFJ6616+HILXJynPT+RIc5/yso6NkCOpNucnSf2nY +ZU/TrF7rEByaFugtmirGYo1IXVh8GMzsqd+9egux3552PT35YbB589Q83qIQ +DyZdP+alOgzhiZaVHz8WYIbz2yvtR4fh2GUNSnBiPj5PWfc6I3IYIlZ7Co0q +5eIa52Laz8RhuLj7otOT8By8u/HYJ6HsYWg7hsf7v7zDgs/D+jy+DINCbqsd +KGXjvD3TMvuX/QGnR/RLJcx0THZpfPTD/w8s83zg65cYh10aL6esePgH6hcC +tkm9fYy/7RHIheQ/wP7Z6p9Lj8avKejrKxbh/7y1ZTQpDB97nr3Mfe4PkO6k +/f6TaIxfNIbeEvQcgYxP2d1RP2NBUFM+Yl/QCLQKzJ9I+fwUPJ7jeLdHI6BS +9FVauuAZHHKZKv6WOwJ87X8aT+q8ADbFfiJldASUDngJhw2mAdIERy2nvyDY +cfH9ny85IHvvbvOG639B4aasosKlXCB11O1fFvIXpAYSbISpeVB2x3Zdy8u/ +sGgvsPrh7nyAKv8G166/wArz7Zb1LgQZqWodi9G/IOwV+yqEpwgWnUWytBb+ +wt5HbdS5u0XAWvkyZNnaUdi976Jk1b1i0DlZoZVyYhSSk6/2iV8uAZnMFZmh +F0ahwKBDX7ijBBZnj0tc8RiFt6G2Ko8PlwIr6TdbK3oURg6tEaNI0iGJvd1G +7sUoeCxUuTX70MFP1+vLspxR0O5T3zT9nQ77+qlpLbWj4PbrQQlfGAPW7Tki +ymgfBZnRiT/ffzJgPuzJnZQ/o/AtZ6tMnSLBPz+7/obOjkLKofKyLk+Cl7Yr +nLkiMAa7D7V8XmIw4dlttyoLyTFwcbAu2kRiwc0Gmrr2ljHg23jr3iFggbbn +YWGBA2MgmTyVfz6XBes+Pbw1Zj4GmzXqKoz7WDAv2TbcYjcGpXcPaomJYmi/ +JHeKcXUMGkfaWvL3YWAwLn1MuTMGowzDnk32GJ4J5e8KezAGZm7nNC+EYLhp +O/f8StIYWKWlHL6cisEqT++/E9ljEDox8N9eFgYtvghfbcYYtJ0ZFqlqwiB1 +onlA7ssY3LxJ8xL7jWE2fZ2FQBsRf+eaoXUE77T9sy8fGxwD/bq2N12zGEqN +snd8mx6DvmqhR2cIXqr96mtqw8uGmdadlChCZk7LBDcIEvI1NHdz7n/va32g +64uwIammmLSRgyHxsONE8Ro2OMkFqgb2Y4hwX7512wY2TIS06D1vIfJPeHc2 +SYENxqvY13zKMLhUmMeuUmEDX1jzE7F0op6/0zVBGmxiXvrEPMIwGEs8453R +YUON6+WeBEcM2oD2Ohuwod9UNihqPwYlpz63ThM22DtcFz25GsO6h6HpRy3Y +cIfGrz45yIIVpUqdFVZssKzE664WEf3vrRfbY88GkqpoRMNtFows9zR648wG +bV/RBukDLGhXWxMgc40NKT88P1pTWVBjzaQ99GVDdERI7dMPxDyEnBvjC2DD +6G2B7203iXlozbT6E8UGg6UHJtG/GJCx5NVDesqG+F+0wD/EvBVu1neQeMGG +7l+dRyu3MeCrR+eV/blskBv4r1Dbjg4/E95wT5QQ+WjKUWemSmGw3NvH5T0b +KgWM7DzulgLPKtHAJw1sSA5ny04nlIDQnm7+7B9soN0QjZOTJZ4nzmZHlPew +QTGvbN/pZBqoZR+M/TvOhgI3/+2aj4vB4fDNTD2RcXBnSFesMy8Ed7fDyqel +xiGqJM5mqqQAbj+RyHeVGwdSC8/NCOkCiPudw3i6axxuiqToHf2ZB9X+v+vG +jo2DfFmMyn9qObCj1HQq4dE4FMQNanj0pYJ2z9obuQnjgO55F5bbvYRDy4aW +Kl+OQ410eBlv5wuwOxEoMJE/DlXa5Mev4hIhZqJ43aHmcai36Gruln4IM4ob +9LhiE0Abn9ym7H4H8x0b/SQgPQEzph8EyonnxVU+dOP1mybAO6r+E159Hyt+ +sjhhqD4BzSFVj263xGDr8+EXky0IueZqfGlSMi5P4Dwwjp2AoMG4R1M+Wfg0 +N9vje+IECJvi9MAv2Zht7HTa7tUEGEfP7JyTfIelF9vlvAsm4I5ZZr5PUw72 +tq0sfNk4AXpzYaarD+TjlSV34pXbJmDx0Q6O5M98nLZK63ZJzwRklRxpPuda +gJvK3x2qY09ArS1rxDuiECtvevpzVogDZQP+489Ti/HHW+ZlwRIc4vkg5yJD +joatvv33SliGAzyiO8bCEmk47G6A6+btHFBsO603GVqCZbu1zXPVOKC/daDG +/V8JLtozraGtzYEdhuMdtg6luG/ImeeYEaF/FnPGXJ2OfXU397cf44BK57ZL +Wk/oeFVCd7WjJQfuBq4/dGaSjnWMLWJuXeTA7EC71co0Bm5JXemz7CoHzDxG +Le/NMLDLwmfrR94cSOLuKxU6yMRP3+psybzLAY+WyXU8rUyswv9vudoDDvzi +p+paSbFw5dl8NiuWA0781kJPTrGwNe1yy+EkDnh5H5jNiGZhrrBCafMrDijn +8wiHV7Fw+MXepLPZHEASv0Z2zbLwhvJngcMFHFhQMSl/toXgNamTTp4MDji/ +SD3x3gxj02urTEgVHPgQvJWa4Inx7y9fdt77wgGd88wP8rEY35QPkZBo4sCM +Q8wayzyCj26hueQ2DgwONmzVqMY4s2W2a1svB/auFX5H68AYKRdWFA1xwLep +cf4nwW/fQq5k7h/nAMf691LSNMaXu7ZG1sxwwMD0pQ6J4De+PX3uJ0lcMNFT ++rFI8FtCVNLJXn4uqDwJCItfwHjX0Cntyyu5cHU65mXTFMZV+0U3zEhwIfXX +LvE3fzA+G19LCZThgpPYyAU5gh+nJu4O/7eZC2J1bUVaVRhHGOnWxW3nwvXt +p8v/vcN4Y+p8/kZ1LnSef/Hz7COCL+eL4t5qcyFJ5PToVXeMj1pcvaWpz4Xx +PH4/NROMB7O32VUYcUFrl/errI0Y+1H7DY6Yc0G5gSLRPcnC4meTt7VZciHw +bLNEywcWziq2FL5gx4WSMU5g9H0W1hUWnxy7yIUJWbfa9eYs7PY+jEXx4QLL +3/5RdQMTy0teHt/lz4WVa+KjvgUx8XdXM3nbMCK/nclogyoT66xbHV76lAs/ +qIIbMvwZeNx9ljHwggs7skQGSXIMnPq5Y0zsNZF/UXx4A5OOl19PtbhSyoW8 +F9sz1g6WYlbt3dBn5Vwoa9sTVexVit3lnemfq7kwFbBHQZinFLc27Nwg/5ML +Mlsk+/QESnCaEh5pnePCn9B/fBNDRdgyMGU9lW8SjDb2LLw+VYT/aws+prpi +Eo7vybha/aEQe9w1pt1fNwnr3PgOJT4owPt7fwTq7psEB63+X8dJebj9CVcq +y28S7AU341v0DBw1+t3kR8gkVJx7ouqtk471DtDvUB9MwrHJEzIFzFf49YR/ +v+3zSUiT3tw0mJuCr5uszBMvmwTZ8wO81uw4LMKrePg2zxSQntc88qvXhUOu +Z68fC5oC26DVd5YbZELI1A7ByXtTIFb+2KAp9TV88CMlPnk0BfpXrfg6lt6A +zoMX5e0pU9CnduwfJ/MtqOX8+s/x/RTIfS15drsvF9z3FCQLfJ6C6n1vjh8N +yIN3ZUGqWfVTYHmrKChMOh8UGzadHu+aAvaVQu9vRgUgO+GYemNxCnxbm9Pi +govAxnePhgx1GuKK2+OPriiGBLJAddl/06Cb1Vlf+6AYJERfj1GkpyFcOyy+ +MoIGxxN8AzLkp0HJQjRtPbUEHm40EjdSmgbJtacGuTdKYIXayN4orWmoQMI2 +jValYMhg1O7Smwb2N/750k+lcFf/vm2L4TTE7tz1uluZDmQL5RApy2nwThmr +yRynA+pYlGSem4aU5ie/d5ow4NaFujdnL07Dsg8elmWpDJjxdGtI9Z4G2uhZ +Gj7IhN2LyP7gnWkgXQhmrHnEhGshq6aH7k5Dks6BE8ZtTMgR6g2LeEDINVHB +JtIsGI3NW7fjyTQgbZkeUSsWKK0PfNeQNA0rFkufxMay4GK6ua5H2jRw60Kv +1tawIG2HfIvE22mQ09nUkLPIgr5irmNJIeF/lV6gqYRBDn2cPcOcBvmNpOJz +FhjOVj2+v1gxDRJPVgtv9CX4zMxB9kXNNFh5Xoj1jid4qnV3vl7zNOx2McDW +RRgkz/Eb9P+chvmb+c+/1mKwGPreGvqLkDu+jnzqxhB9NcN5259piLS2nDcY +w1D/z3uxdmIaTqiv/nj4HwahgMMP3WanoQ+t7Pq6iMFIUEpelDwDrIhPgS0E +j4VGDxcVCsyAsoZVpPU8hkop+uFTq2aAlhR8w5GLge/lvfZZyRm42RFykTuA +Yf82qyuJsjOgGEORpH7H4JevREYKM9Au8GUg6T3Bn1oLMb07ZmAm07XtPcFj +sx9qtwRrEPKfoYfuBI9pGCeVboEZUCsQNyt0wODR7GpSbTADtmjVVCRgyLOC +bhfTGQgqiOaliGFg9628tvIEEc9uQ6w0wb/Kl7spedYzcKpP06nrHQsyb/lv +m3aZgSQ6b9nNvSxIuZFx+ZrHDIyimtKSWSbE+9S9G7sxA24WdY+Hi5gQ7imt +Nhg+AyM2ruImG5kQcE3fyz6aqF+8Nj26iQE3rjrTup/OgKGUFodzmwEul0u0 +f2TMgFX2ATuNWjrYO3f7WeTMgNIZ7fSdrnSwvsj/vqF4Bi4lFfRdX04H0wsW +B6orZ6C8JmO1jFYpqFiPm9D7iPw+n1G94EYDhTOSURojRPwdrQFHJothw2lo +zOfMwKH64i8LXsUgYnH/RBb5H9wskRgddisCrvHWs4my/8ApdvbcEioAmvY5 +t9tW/6BG6e1/2yrfQs7e0Ly58//AQ6/cXMM3GzL3vONed/4HZXb+TYcUsyBe +bcHbzfcfoLVaLjtvZ8JNpaf+5+L+gZLOZNt2nlRA6xqi9Zr/wZ3f18iv1j+E +qjlUyG88C/r5B+v3xybijumoA5uPz4Ih13Hr/IlkPMHpbtG3moVL+nLzOt0v +8LqRO1P+LrOQprNyhGc4FV9tL9OYj5iF+TOp1yubXuOQVuEqqcezwB1u3rRJ +Pws/a7Y9pZk4C1aJ/pepOdm4sobk45U9CyJ+R7YVaudgKSYqZdfOAvlPwjaj +/jy8oyTKcOW3Wfj935fhq2H5WL+wu2175yzY3F6+129rAXbNvjN3aXQWdsED +y96zhfhDYpn2b6E5UJA3pe18WYxbnwrX8q6eA8a9DXltijQ8+tjWWm79HJjy +7B7PekvDkpEkv7M75kAyyELa93UJdvFD+MeROZg4d70xxo2O/X2jjsycnIMH +7PyL577TcaxXd5eE7RwEhSr2vNdk4DLXO6TjbnPg+qLkFWmc4KNL9VHu3nOg +sePq9/cHmHjYQXbDwztzkOqFitsfM4n9tWz/16g54Jp1Wv7dwsKKZ4QbR+Lm +oIa17c+XiyyMTtraLX9BxF+hU9mSxsIW5jkTWzPn4Ifeir08XSx86Qgp8FDu +HAx6hVoeEMH4tpGZqGPJHIw/FOSNRxjHHEx+Gfx+Du76JnyfvkjwjB5bNfXz +HHiYyRqcisSYBaiivGEOhhMv3C3MxrhJK+p4z485+GUsmCxI8MWgRnffUg9h +r214zpzgn0VVFU+Z4TlosMi4GPEXY1GVO5R9E3PAR/XelD+DsYJS/eMzs3Pw +hGpQ93Hxf+dVyW72Jc+Dk72s2weCf8zl3YriBOfBoITZ9WYOYyfZMoNikXnY +Fh1YcXsC41vrhL+3SM3DFMnlEerDOFrS1pErNw+/rasfsOsxThfLmRbZNg+a +umPV0TSMGcKk0J2q8/Cs+s3GbQkYN6wwkzTTmgdp9YIDLG+M+5clZ7jqzcN7 +Tk/G0aMYz/Ox99w3mofqoxZRf+QxXsWDPr8xn4e9dV4CjzgsnKN8qwTOzIPd +ddcz4u9Z2MyqNLPJbh7O8fefPBHOwmNh008dL83D4zmeaOsjLBxZrBY+d3Ue +Tl54tEtVmIWVf1/1feAzDzMDU1NdNUxcK/Lu0kb/eZje0rXjcjATr3DdamQU +NQ/ikf1SR4cZ+E2Cg1bXk3kYipfSY8YysOHnl9uuPZ8HFpXyWQ0YOExeZkXC +23lYwzo+7BVEx9SfIrXDNfNgtc7PhNFTgl8tM2P6Nc9Dp5azIfdKCdbffT9b +pH0eoi71HkifpeHAh/yRe/8Q9vzHkzCFhkmH5k3DBRaAnMnoTeQW4ueemiCz +agGuep9xiHQqxDovvXbkSS6Ag4FBYuiPAnxrkb2ybcsCFJ2bzRvKy8ezBb/r +txoswLGambUvDuTip71y75kmC5AksbdPJjUH7xG2zT1qsQA++tbaR0g5+Lpz +20Mf+wWgrXi/5YB9NuZuqDv2OWABvqa/36U7n45HI2nNTngBcoIMCkZ3PcW9 +Tvda0/cswjJ/z1TyxlhIihmX6ESLIPljzlDb9ClYlp20EDu8CIP75S1Pez6D +xtXyjXdOL4LC9UPjcZYvoLyS8eW07yIcf6R/5JlXOvhNyAlGBSxCVaB/cR43 +A/bKhB2qDF8E9DhfjO76GvI8LT7uSiD863TfZVlkwwv5UdZyxiIMH3nepO+R +C1Zmxxf2VyzCpQz8tX59HkjeLNXyrlmE5vNDA5eq8iCqKYTW174IcuHbz1oJ +F8CdgPV5zIVFWFzvG2ThXQTab4PZHMoSlJlIWbgJFMPMjz/KikJLMB9UMFIT +WwxuO2lvYmWWwGbBUYX9iga23WavrsASDD6eGQ18VArrVhT/enVwCRxM7uSY +8NGhVUNarv3IEhRobs7Od6OD2YOhpEO2SxA+9SNRSJsBK+hHOvyclkCqxfRu +bzwDqvoL1xa6LYHtOaFnwpMMQDoBcRv8l+BEwB/X/QlMmL84+O1k2BLMhJgo +bR1gAu2xqXjkQ2K9w/2r1ZVZ4PG+wLzi6RJ4zwemnXZjgcpfqejZF0vQ3/1X +MiKbBSOS/vUqr5dA2fjlrfLfLMjQHxByzFuCWOSTx5HEYO9mYpJYugStFhIO +qw9iWP8s/15TOZF/vvGazW4E33xaUy3wZQni+o/KronBEMu5vQw1LUHkmeaX +w3kYjq3vN/D6SdRzYvTF4xqCX4yMg7N+LcFmzalR8R4M1V55H3r/LEEUSWm3 +ExtDSIokeQ13CS7V6c2GzWLQ/eqHjswvQcTN2sf/+z5v6aY71iWTkM4KH63d +hNwR/arTmkpCBiv2TGGCj+gZrQvegiRUVaOVuZrgp6es5dIxQiTE51W/Erow +XG/W0X4nQkIuPOLMPdX/Oz/r6plqCRIy3hC1dlkOBlXSK9/fUiT0TSHFJTcK +wyqJ1qek9SSksLz5k6YLhrFty0vWbiShtEheqXRdDK9vDr3buIWELI9yHH4T +fONQ+ylt2zYScrfecv9ALws2yKQlqu4gITdVE9+61yxodw2K0VIlIZrmYsc9 +VxbEYbt7ehokNHXrvELQdhaYC+8PMNIioUZTemg5cT2rcxeunNEjIYcrU//2 +mTIhhNzucP4gCU08aBB/NMuA/eal1s5GJBQ+Un3aJoUBNK6X0Q1zEspRSDzy +oI8OHgcsdANPklDvzyt0kdt02BGrqnnvDAmFJGexDorTIU2DvTnhPAntTX12 +Q0C9FOxCv0q/dCTy39VhXsIqAekfWWJvnEnIzlFuzla/BGJ8L5Lp10go1WL5 +bJ8eDQKYvR1tgSRUsJv8eFG8CHSE3jf33iUhL6q/drp/Ifyzef5l+B4JSVET +UsaHCsCNZFUy+4iEFu/WaHzJyQcbvZYYqVQSYm/efsBQKhekYvLvyWWQEHVu +sqHwcg609D0MUMwiIRXlR47St96BcYip294CErKv7dz0NzcL9n7+ZGRZQULc +gVJbl4E0ED9SSo7vIyHZb2qV7ZceQ43lc7c1m3iQcc5dSb5fz7CxvsfqdgUe +5D1Y8zn8/XNcu/0wK0mJB9le767qNHmBv5I4y+XVeFDGd5/FGtlUXJ9mkK6s +x4OU4scztFIzsVnUWtNxA0LuWeBpnH+NG3zY3HxDHrTnd/jX0qNZuNE4Xlfz +GA8y6x64Wj32FjdP/O3QO8eDPIQtyqbncvHx9vIg6gUetMu7uWPVkzzc8vHJ +ts9OPMhPvcHx5Y58/C1uv4+pGw+SCpIa/3GqALfqPBY7fZsHcX+3F10IK8Kn +FC7R1wbyIC87DaaAUDH+sQrsOkN4EHvviHPYg2Lc1jf47nwkDzLhuxXfEkrD +7eHaRq6JPEjmUvWWumOl2Mpj1YTKCx500dbX+QajFHdY98dxUnkQI89sIECO +jjtVovq9s3jQx2ezF11+0bGN1IX7Wjk8SNjg6mY1HQbu4t2rtpjPg8Qyh8Lk +HjNw97df/oF0HlSlf+CSvgYT25bRFAwwDzKgpn09F8DEPZn365Z94EFBHtQs +n89MbPfIzutLJQ9aChU/FrCChXtvakhHVvOg66/kktyNWNjOYUWF2Vce1GNs +Nb8/hIV/Hem5JNrIg1zOzzkNMljYXrNo1bcWHqRXa3nVZoyF++Tu0eJ+EP03 +mFNLlMbYfoXt2TMdPOis6TWHpIMY/55Uo8r08KAdy42MrS5j7NAlkN3dx4N6 +Fz+8byD4qb+q0/zlIA+6dSNCY/YNoc/Ln70wwoNiaDYFDRUYDySEvlBgE/33 +vNdy/AfBO8HWh/5weNBXSbe6O0MEX7nuGsue5kGcXa2XzScJ/Sn+WLc5HrTg +YCj2ZR7jof3t2qpLPKg4CbH6CX66tC331ySZjKwijJZeEXw1LBYSTqOSUd7V +DbwC/zB2XrTceUOQjBYV4+4Lj2E8MrCjdZ8QofcLn2V2Y+zSwHebJEJG5woz +9ol+xfhv6Y9NH8TJyPWOWq9IMcY3N37gfFtDRrzj1kPwFGPBiKz3w9Jk9GWM +p8nKC+On3McPFjeQUd0j2d1XTAnes75tLbKZjCZb7njf2oBx8UenbZsVyShi +8+vaSKK/BsrH/mkqk5HYcqb6GxrR/yX5x+d2k1HbbZPdW7VZmOModN5zLxlJ +n+t4nzTFxAH10yphOmRkonxY72AWEz9/UV2TY0BGhpGbo84JMLGyYEF8hSEZ +/Zsw9/ybw8AM90SnVlMyKjqSdrvbnIHb9Nz4SCfJ6OGeMds9EXR8Met0o+gZ +It6iqzpzAx3PiOklbzlLRs5k6qahvFIs0S+ufcSRjLTn6lf4VZXgo6H0a0nX +yYj9XJxRXF6Mu9mp+/NukFHvub7tERrF2PV05MrK22QksafCNCOjCEconnvz +9y4ZrVXmVIreKcRVNdRf2nFklMGduGJFzccn1dk5Zs/I6I760zEh2zzcn/jD +zz6ZjByKPxfXFeVivitZUhEZZDQuwBEaOkNsIKuOHftJI6Nn3v6v1q58g4ss +Et/7/CCj5Aq50rZ/ifhlp2pykRQvStaMfU79FQNTXaIywTK8yG2NYU588xMw +7OEkmMvxIjOjHZVt5fEw8Sv/CXsrLzo+qrS783Ay6A6pPlDU5EU5hS9mfyy8 +gthh0f/+afOiKKFTjZnn02H4Dyf8E+JFy8RFPdUrMyB6ND/E/hAvMh4fCi29 +8wZ6Oap+SSd5UeTdzhLJ8zmwe1J03uUML6qwjBE7TM0lOITjo3WWFxnIGX2S +TM+FXf/yPVsdiPXSK4u1e/LAf1H1sogXL2pcds9kj3ohNC+J/un24UUeUYW5 +5A+FoMDDdXp3ixdFk0eFP5gUQT1vgb1xMC9SWh6Q3Xq6GGQF1KxCYnhRXld8 +1XHDEvAQFGs7HseLtFVPhnxmlkDVcu7Jjc940bdJhZlX20vBTajAvOwlL3La +17lwkkyHipUxDZHpvEjfNrxjpSMdJFd5HLF+w4siNvH+x/1EByyqZjSbx4tq +rDgfl/sxQERc7HNVES9SKzPu2dTEAAcJrsGTUiK/5g/XNOWZULq6ueICixcJ +bi9V1LrKBKE1Bbpq5US8gFUHZEuZYCcVU0auJOrbkRXTuciEorUeOg2feVH3 +ph+3XYAFNjJqe10beBFbWiunKZ8FeevFaNothL1+S/6zARZQN3DVl//gRSHK +qxrFVmOwlGvO/9HOi3Ydab6oTvDD240FOzO6iXzndTxnnDCQN8W88+rjRbSP +geGn7mE4sdlj+4FBXkT+l9Fulknwxpbjb0RHiHk4pKbdUY5hUUFta+8YL1rh +XLZ69jvBW4pi6TkcXlSaffNm6iCGtG1c+dvThN4qVqKNi2FWqTnFZI4X2Uzd +2/l0HoOpcoHsuiViHrdconUTPJWyIyZpmMyHqt0n1HMWMUypeKwrofIh3+g3 +zfwEXxnuOh5/V5APxYb+tBkcxZCoqiZ5QogPldo465h3Y/h6BV9eJcKHKqxk +obAWAynL8EONOB+S+PftRmMRhp2DLZKha/hQnv8Q9W0CBjv5c6560nxoHQ83 +yOgmhhjbkQ+LsnxoftVJpXenMHx8dn1NqTwfspFLr+hQIfJpJV/xVOBDQZrL +0tr5MCiIR1aoKPGhrBNetNxmFlgeXSM1soMPDfrPup9PZsG9+6lX0lX5UFtG +TduMIwtGKXQpGS0+JPP9UujfYSbI6hq4/dDhQ69ji2Ot05hw1K/hY4wuH9qz +WrSn0ZoJBVMDbssN+ZBf7Z2X3DIG9O+6VllpwodGP4RvLXJhwOori2sDjvIh +3UjMly7GAN8BsU8zp/hQ9L7pAIPTdIDW/dL9jkS+cSA0UFQCbmK17i+c+dCp +GrpA+IESSDE7VWV1hQ/NmNFyquppwPfZ9VqTFx9y83KWO9VRDNUlCZ/LgvmQ +vc+h5dH1hTA/uXn9zTA+hHzM43oOFML2XXkeGvcJ+4Uk9RO0Aoh6XbX+bQxR +X/LRxdmYfLBImPRMeEnYl7MyrXfkQvfNI3Je7/lQ9/pv0b8n02EKeG9sW+BD +ZY8iCldWnYPdcynTGjwURJL66hScbIq9inQ99CkUpNK5xybynhueVAq4bP0f +BQ0+2KZ4aiYIc9fw2D6QpqBQG3mDTokneIKzqM/ZR0Ejtafq+HA63vUu6f3S +fgpSDPjeJaqRid0v6eisMKCgqMy4dVvevMbj3bc0NplSUIziRMqVkGzMrp3f +etKGgv4WZbq99M/FKmHP0s7bUVBs5qlHcYp5+Iq+9kY3BwrqC38887Y+D4+W +3lgX5kpBhs9N/vsuWoD/ps8K0f0oSLxbV/b4tSKsdD7+3qcACnqavYkSRS7G +LjJ7lzWHUFD7dWmDrZHFeCTGh+dvJAWdkgjduy6ehpXM1vj9i6agiJeVcUZS +Jdh5ecks5QkFrf547l1gbAke9p/hyDynoKEKnq1lAaVYcV+c27aXFCR52V3z ++UQpvjSj8VcjnYKqyubttG3oeMj1er/ZOwrKvef59rICAysorj5vnU9Bj64U +dvaEMLDT76Kui8UUZNfEPNzczcCDZ6ZaAzAFbXVcmTsXwsQKq2MtHnygID9r +uCzRxMROjeqNCZ8oiCWybdBXioUz7reYZnyhoIejp9ukrVl44JDnl4I6CrIK +e8vgxrPwZj7xQ++bKIjqI1w92cTCDrigovY7IXtOkySXYZzme3x/208Kko/9 +Lm+uQfCQOpfZ30VBNl6u+Pk5jDePP9rL+UVBzAX2hukQgo+yVIuXBiho15s1 +DubphL9jk+qKEQry3LH6yrtygrfkruVIsinootqZYSrBS/KdIts3cSkoYcdh +sxPDBJ89zcvcOUNBs/If++KnME49fmyzzjwFxemmFDcuYNy3ciLFkERF6frj +qf97v3zofGjdKj4q8iwV03An9KPFMvOt/FSkeEFT1Z/wn1heqJC8nIqcljXf +V/yD8fRZIwvHlVTUE7jr25WfGM/n9/gri1KR9G/93eafMCYt8347KUFFj1WP +un9/izHFSugnQ4qKYniiB5ceEryUk8ofJENFBnU4qt4N45V8WmpGclSkaxY8 +Z2KEsdipBluRzVQklN559H+8JJnleP/HViqiZp0/bs9hYWnSYknydiqC07cs +Bd6zsNzxmH7HnVTUeD3k6LVw4npkKIruUKcirzff6ZlHWFjF7KQLU5uKjkid +//aslonVU//GBSEq0tOKvuRMXP+9M4EfjfSJelRuaShqMbFeco5MmxEVDdz9 +zz0ljoEPcQ2MXhyhol2k21ru+xnY+FDHdSdzKpKX2Dlh00/HJ9gCDVOWVBSq +wV/zXp6Oz+gnLzBtqOj7q+SHx1il2DZut2KwHRXF+tKD1Y8T84vOB4peoqKT +fUPtSp4l+FYUQ13Fh4rih5TZcfeLcUDfMbvpm1S09eoyjSvLi3HInqFI1h0q +MhXHo2tCinBUt/igcSgVCafI39ztXohTVa7EX3xCRc0+/4bTt+Tj6voNSymF +VMQ9xPt8tWoWrpOnbbtUQkVu1S27tNpf42Zv01M7mVQUV9X1Pcs/E3fI3sjF +FYR8IjxQszwNs92az7c3UZHY9JS68foXWGLV3SrxCSqSbPOJpDUH4wcaG6+a +TBHrHXJ/89jdDy+zwWuCZ6lIpSRaKGD3VTz3evoSl8yPSGGui9ei7KBb3+m/ +JlF+dOcgK2qv8API9D58LEqdH627kTtgn5EKcs9/z37S5EfGDy/kd2ikwbOP +/i+X9vEjhRSv63c/pEOkSCnX1YAfDQ5Pmpz9+hrcsxSfmJzkR7ONsdVXLXLg +T2MlBJ/hR05xBs+PCuaC/T+7QcZZftRrM5F2gJELJw0SNJWciHyeGNWxJfJB +u3t5u6APP0pWWH10fWohFFIzgnRv8aMsVXHFizpFoLxdf7uvPz/a81mzvbe5 +CDb43vQbCuNHDC798NJkMcQnS27ZEMmPJP++9XS7QwOxTwV1p6L5kfx6d/u3 +1BKgiv2VrYrnR6founvVqaVwe2/Y56Ukop7DNPNjt0thxnaTu8ZLfjScYPas +j1MKf7KtP6S94Ucn+sWerKmjg33zP+fOd/yoXz+kMFadAZ2zj8UkCvhRBZLo +3feEAfUHv14IZvAjvpdsgyojJhx2vSTELONH9ganIiKSmFAeQy3mVhD9VHRc +0h5hgjY95azSZ340M/nJtEaNBYU9Osvsa/nR6GUQVPZmgfKynzkJDfzIzuRr +6okiFmQoXz/d1EL0d1uWl9YYCzZYiJKXt/EjGcm1uFEOQ/yNd691O/nRSKxo +muhRDKIpRua+vYQ/rto35YMhompgLrefH5kq8wVdS8RAGQtMHRrmR7vjTp8P +pmPwE5c12TDGj6I+7CzY3IxhWosxeYpD1MPK2mc+gMHN7lRS1DQ/Kth0poh/ +EsNwKNegao6I7/i1Yv8Chv/3/0D0//8f+H/Wnc6h + "]]}, + {RGBColor[1, 0, 0], Thickness[0.002], Opacity[1.], Dashing[Small], + LineBox[CompressedData[" +1:eJwU2ndcTv8XAPD2U2ZLSEqlhBDSIE6ihIRUREuUtCT5ShmVkrISSoM0pC0p +Tc5tr+d5Lu2tvffe/e7vr17n9bn3nnM+dzzn/XolbnZLx5yNhYVFmpOF5f9/ +r33zHV5ephGWEtbC58XpQLzeLH1ogUbYrcm+v3CGDiL2sYb/zdAI3l7D5m/3 +6VAtl18yMEIj+A3D8mWYdNBMno6oa6URqY9Djh6yZsAXP496wWYaEf0ii770 +mgFsd/j4ztXTCD1fjkv4gwFZ+3c+KiynEe89Bd7um2HA7lTjSz/yaMSqYoEX +OY5M8Hnf/2oIacQzn4gyrTdM6L7rVLA9m0ZE5Gw4TI9nwmcFv32fU2jEnNPR ++YgWJiwKid1sSKLyi+e6zc0w4fJ0XKhQAo2Q2FSecJSXBIH0glUvv9CIYtFd +fz4dIsH+g86x4jAaobn/1akfZ0mgO/27z/6JRsQnpDmkmpGw3cAm6UgQjajE +LeGRjiQ8VZ7tuu9PIzyjYw65epLQtvHp5lQ/GvFdICzuxHsSYI5fd+QVjfgo +U3JjLoKEkPpQn53PacTIccPhgO8kzGTK5lh40Qhuc74ysd8k6AZnTIc9oRF/ +lba8fFNCwncXjd1Nj2lEdufxvwMVJKwxrLi+4QGN2Ho3T2VvEwlWKqbBF5xo +hMqw1SPjThKKRAb/vnKkESYSH7QdB0jYunifu9SeOl9I6ZbDGAmuTVzAaUsj +Nuwujbs0TULTr7d3VW/SiIrhq3XS8yQc/LQl3sWcRsy4Rlc3LpLg/yih7edV +GqFf3PTceZmEceODG8eMaITPkbq+ZSo+B0Vnd12mEYJWK4ZtqDheTPeppT6N +0KLd/5hDnc/D0podoUMjDBrzOZbmSLBosR1v1qb6VZY6LEHlzyXmtgufpvZX +wtJyN1WfaJiXqd4JGtG/c/S7BFW/i5tggO8xGhEzk6a93EFC7dUwRhnQiBZb +jYf5jSTIq+3moKnQiPqXPz0dqP15I5F1UE2JRtiwJGXwUPs3xKZ5+6E8jfh0 +wtzR5xcJp9orv6bL0Qi/z77Ck0kkfM272jwuSyMU39gLn6LuD0fkkOCe7VT9 +Evn93u9IMPVwOW0lRSPOFBauTfUgQVj9fXrLZhrxUl3Yg7xKwn9SEsObhGlE +e4w0F6FNQgXnN6mLQjRiMFv7yKeDJLwoLPZjrKERZN7fYOm1JNRvOxqetoJG +OM8dfUxOMkHGO+N7GBeNYP2kFqDcwISC07F/7i5xEYchO10vnAmCCRItJnNc +hPMhllUrPJhgtiZ4+OQUF1HId2Gbx3UmLP15vkZ0iIuQ7F5fxRRngtY+DlHu +Pi5iIMVWKHyJAcFvH+wa6+Qivhs8eqhazwAlfVutwiZqvSg8ouMlA243aPvY +MbiIqkNR56a6qPdbpSjwUgkXkd+z6qZ2Jh3WfIIYtQIuYl0eJj96QYdYU7li +oV9chN+uzOO3dtGho5OPC+O5CNuh6H+FV8tAf6TSbe0LLmK27d+z7f4lEHn+ +zJtZLy7ikYyU2PzFEhhLLvjc/oSLiNuxD4s2lMDruz8xzYWLOHJQTMcwoBiK +5wIWTay5CGX7f/eznxXBIc4r95NOcRFj/KbSRUcKwMei4lmQBhfxJDnQ2Hc0 +H2qLTn/wUOMi7OUPDbtF5IOjj0rapYNcxFFVpe99HPmQuFZ0kmUHF8HJuyNF +9ncubBFutT/Pw0V87PCuNlxNQEyb2R9XTqq/qZStJxwR9sV17Eli5SIiNLwP +ZdJ/g7pKz9CaOU5ia/3uv5bOv8DKeNiG3sdJ/BR1dXpVkgkp4YuWJ+icxCfT +sCdnVVJBc6fw1cOvOQlCy13tE0TA3/FgwuY5J1Eq6H1GPD8MLmdv3hLixUmM +K3PWc2h+Btsz4v/mHnMSIxVGIeohQeB3S8Yo3Z6TOOJ8WCxX9yU0/lAw2K/D +SfRwfuT65e+O9ioXzm9fx0nslc1wv3Y1HkVKt9dZ83ESP/j0n/qQCVh8keVq +4moq3wM8m6TyDcXuJNjv5+IkrGV43Np5viMzhuZ7eJqD6Lwdc6az7gfKrs9m +nq/jIL49/9N15lIG1kb66b+r4iAuHX3q5cqRiR77bjZX/+UgFocqosu/ZWLD +GaGhK6UchNXF1iu/2bPRx8N+tUUWByHk2lIk8Pk39oxu1XL+yEGc4795v688 +B989nq/IDuQgBN3XuSVuyUXV1eVXlt9zEByncjZX2+ZigMxja49XHITDP6cU +da481DCp83n1mIPwkxNqMt6Tj5H0lyXhVzmIKbfhledMC/Hc5evnO404CNWU +sijxiEJc6D5Yt+0yB7Hj47HBPZ2FeIG9pydeh4Po2FoSPGtRhGwH1bjTjnEQ +WUbuJMfVYjT9OqVRJkX1Qwsd2LmrFJdS079mi3MQln2SJ8/cKMXgfGfuxM0c +hPN7EV+zz6VY3bpU4ruOg9CwKaszWVuGWiK0M/qcHMRfZenPli1l2LejJOEE +KwfhnXL71AAfHb2Un69RXmQnVky9GtdRo2Ou/to/mybZiQW1ztCcUDoqvll/ +obWDnVA8OXp7VIuBlaF1P8pb2Ime87xVBncZ6JAYLJjfyE6cDFYSDQhhYHyZ +WHVUJTuh7zQg79PNwFP1rQof/rATXnXOPIdXMrG7JyLAm85OOB9XKP+9i4kS +XDIGNvnUukVv+fZbTCQE+zKMCHaiYzLWgfcVE40k44XPZrMTuQEnqok4Jn5Q +lWvcm8JObLkSBc7tTFQ4O6YimcROBJZ+Wuu2yMQKo5SPgvHsxH6DScUzQiSu +cVEymY5gJyyuSX3be5zEeO857AllJzYGc8tqGpB48kP2lvpgdkKu85bRFlsS +u6IeuZUFsBPXTzbfz3hMokeqalv2W3bi5utH+fxvSJTIZzuW+JqdOJW94+XO +MBKxPD8i9Dk7Ub7mjhx7EomGrU853nixE1POkesDf5E4N6xp7v6EnViMYKYP +lJD4YWlF4Z3H7MRKvRL/xUoSD6xmSJu7sBMt95SPljWTWL7ptZf+PXYiyPu9 +rl43ifY7zvecuMNOmL/c7hw8ROJqZYGTyrfYiYIHwpYfJ0iMPVEVs8OanXh8 +4Gbr5VkSNfUDVojcYCe6OiZSKxZI7LxuYL36GjvhMfIgl7ZMovudTfQlYyq/ +YfjIFBVvcW+SHbnMTtyP71EIo+JfvqEvW/Wp/dL8+YFricTLoVeHynXYCXc9 +Xelt8yTOJEiezdemngeBoQW2aRLfZ3d+Sz1FXT/5tUbQKIn7yr7yftVgJ1bF +bT042Efin7qbtz+osRP3Xt7dtNBGol3PznLvI+zEkQtSh4rqSFw5PbjP5SB1 +v3cmTmmTJEZzJr21UWAnuouM0t/mkagh6DBhtI+dsBQ/P/3+J4kdEvJ6Z3ez +Exm5txT1o0l02zuVqrqDnRB9bsFT9YHEbG3ne5IS7MSa4hOdvP+R+C5fXeay +KDuRpNanJHGdRNuDfHW+wuxEwq700c3nSRSVjj64xM9OPFHecLhmG4lTwXf6 +5deyE9V8SSr+fCQy+SDEeiWVf5eDi9ocEx8vVi3WsrMTN54JzZoXM/HSnbDE +tSzsRM3bvpHmBCbK9dqYaCywERvhV6CmHxNbKtlzfkywEc+4/WpGLzJRLX6v +x6tONuJx363F9GoGCkssyhe0shHCg2XylT8YOB5Q3DnfxEYkF5oQPa8ZGPnE +5MTNajZCMqaigk2dgZxXXq44XsRGdD6JbhGLoGPzn0tZznlsRNv1MLsdTnT8 +qbHV5juyUftlqKSsRUeLfVkM0XQ2wrRKPOjmaBkW8/T6zkazES8bTx1QkyvD +z49Tjsp9YSPIV9fYghdL8f7k4zGLMDbCOJRVjLO0FHe0CulWBrIROadzbgma +luLz9OPrv/mwESZB6boX3EpQ+8bnj9dt2IjvootaK4OKULrJWjvYko04eiPc +wNSgCJd0FJf/Xmcj1tW09XatL8JvR5imYMRGyJ/QjX7jV4i8QguSwtpshFCR +fcynRwVYkX8xltzDRjzNvSCTuj8PP2WtkU/dyUbMwTe78pZctEwu+BW0jY3w +fBYYvvNlLi6E7v9rLsZGmBnstQttz8GtLmtn5tewEfR1LK6DXgQ67i1Slxli +JfZ//3fI0ywLBT8ptLrGsxLLG5qunPdIxOZ3g1YW0azECdGcaqHxeIx+Hjlx +OpKVGFroi/xmGocq9/m514ewEopsJ9+FKEXjdd2h3QnPWQnhPE/fPU1hmLIi +6kGdFSsxYHsvv1LUA/XurduwbzsrUao+fGEmOhLU9ouX7pBiJZpPrB9QUYqC +3cOyDyTFWYnXyx6CEYVfgfvG8RbBjayE5rrLzPctsZCpfyd6mpuVsPkl+vL7 +kyQQVfir9KuHhdjkVloS5P0TVow19qV2sBDc9no7vmmkwXRCT0hiCwvxejzf +q54tHf5IsbB+rmUhdLUqKi45ZYD7uj0l7sUsxEi6P7fMxWzomnhhoBnNQuj0 +ce3tHyKgPOnDyqORLMQkNy//4+M5gDaRv5Q/sxAs7+4KWQTmwIeOLPGdH1gI +x/P3NLcczYVTlX29q5+xECsYhwX7vPLg2w9N54obLISfgGYW30gBhNzSlaVf +YyFEs5ZMDZQL4dlO0+Z8ExbC6G7D81y3QjCLuKf28yIL8VhTU3pobREIvo1a +EXiChXhxUl7fSLwYnBw4go23sRCetv+Onxcqhc/vN34MkWQhepMtP7/RKoWi +9N2h9WIshOWdjz0DbqUgtHwpQn8DCyEe0sQ+2FsKKc8T4rR5WIhVL6vc2xLL +oDExN+EFJwuREhu3o6SpDNjLa76VsrIQ9SrWG36tpEOkHIfly4lldCjseFF4 +nQ4tJxOcHlYvYzALuUVhJQP2+NY8mGUu494ZN06jfQx4VM3qdrdoGWNLXgZ6 +XmKAyDV9b9v0ZQwrbY2qDmOAdYzry96kZbQRfxG2kM+AzOHYN+Yxy2h+5aa2 +WDcDLj1YDjQKWsaxpWMS+jJM+Jq7/VOd3zJKtSjwWZ5gwhS3brje82VM6L6s +5mDOhHfvo2PPPFjG8j3+RtafmNDeUJ5Y4riMnDetL17KYMI+icVkddtl3B+y +lKxcwQQy8XzWYeNllMwp469mp3wy6YIZ+svofCro1mthEmwOReUdOLuM8ubG +/5TlSFhRPFe2S3UZS5el15hcIsFgjdSfGKVlnN/98FatFQnRumcrpfYu49J+ +JxnVByRotEY0bpZYRu6d6lq1wSS838ZsCRRexnjljghaLAkdtjMd6wSW8UFK +maxkGgn7UyR636xcRtu3pOOOPBLc57QGV3Ms46l1OwQ2M0n4q3pv1HthCc+e +exw9V0PCFq+wSc7JJSy1b2nObSHhFqNs1m1wCYO/MG/e7SHht8DU4mLnEj7K +PMzFP0zC6stb2Jybl3Cjqb/zhwkSDD+f4pqqXsJ34tQDP0tCXJfjCgdyCWtp +8/vNFkiYkw1dM1S0hMp9cge+LJFw8k4JvxWxhIk2UU//Uh78kDEu1JW+hCZx +kqLdVNy9vHmT2fclTH47MNdJHa+goSnWHLOE0X2EFJO6nucLB8nL4UuYwNKY +FErlqywP2VYdtIRF/BNplydJkNxYtFPn7RIeMFA2XabqdTAZ3cN8voTuebq1 +L3tJyPmySf6UxxJuNrO4xNVGAu+AulLhgyV0eMgucbOOBJN99ipqd5cw9rK8 +60+ShESnINXftksolni7aCifhBYieCrAfAn5zi54c6aTwM/zMf620RIOLL69 +VRNDwvHzn8xO6y2h5CZHHvMgEu4Fhm6QOrOEQ3f+TiZ6kxDb+pm5dHwJWwcr +/qXeI6Fxe7hHrcoSsiS+fux8nQTVzMiR57JLKCA6waJK+dCBLSrKfOsSGtzf +/FZNkoQvp74agsgSpkiOHOJaST1PDTHFYyup/VGQxcpqJqhIxj2isy8h739S +Sa2ZTLCzjpePml9EnbPlHT8+MqFiPvGzQf8iSv5W/BtvwgSu40n6+9sXsVRR +maP6CBOUXnxftbphETujLW6XiDAhRCTFiShdRG4rr/uCVQywOJxxblvsIibp +2ltfV2TAB89MLtbwRcy4ueMY92oGlDKysusDF/HM1g1v3FvpsMf4t8wr70Ws +Mbjhx+pFh5lHeSyTlos4dNfqr2F+Gewoyv/JNF3ER3vvJHT7loHh2kKb6EuL +2Ht+WP6SYRnkhBbXXtFcRPmHOZljw6XgQzCScrctYveN46qnV5TCZrZaU9+u +BUxR6PkRtLoYzp2qE7JqXsDFqdOu70qKwN2vnn6segHfrb4dF+RRBF0STUrT +BQvI+cJ2b810ISQda+M1/rKAE+teBJpWFICa5wCx8/oCvs2RZJ69mgd9wSzr +fQ0XMGtfWEmnYB74JQvaTugu4Lql/tt/i3Kh/Z/Kxl/qC9imXvMqZWcueBx8 +eVt72wJuv+L1ZaqfgILhXRK3++Zx+9cdc7lh2aB5+daTn/bz+HHIW4LP/Tto +7xlTP/pwDrlmj9U8DfuAh/58Gyi7O4e/X01st34ejDK3bd/q281hwqv6fdcc +PyH7j54Wa5M5HOHMOfVePBzTFf65+B+dwzgr28XEnq8ofoT+vZ9zDg2dZQIS +o77jhFbUZv9XsyjU7yu78DKbeu6u5W/xmsXKOrU2tQO/kPlK3Dru8SxKHBPj +ed3wC2P+hKQT9rOoejLOUlwK0Vj37YV+nVlsypE9UVpFYPEVV2/V9bOoM1a/ +xl01D1MXDsuVrZ3FE05x4aue52H4x/lqPe5Z7Nln7jtcmYcP//231Xp2BiVs +ZwNSLPJx3zVbfN8wg8vmKvbTbgUYbHV5si90BjmMiXrd90Vos3r4TEXADDrf +4XkZWFeEKklPorJez2DAriPXB0WKsXky/uKLxzM4rKDTn/a5GLe4LWfsMpnB +sJLtV31DSnBE8h2/0MUZFLi2tMhZV4I5hTLWS9ozeFRyye8/wVI0W6UjQh6Z +QUNXUhuelWJkQOQje9EZVF9fNrvnWhk6HlSuuSQ0gwd4fRYOB5ShehNjz9E1 +M/hpSs7oQGkZdklMt/AtTWPI20dKtbJ0lEk8eexH0zQOXdAvSe+g48y55uDg +qmm8HC3S2rCWgSXjDhNPGNM4lWTjUqfMQCvlkC+6v6ZRRn59hJEPAxPyh2hT +IdN4dMOGI8abmfjoxhPT5nfTyBbIEbgdmKi9YkNG4YtpfLvtweM8EyaOnD1q +FfBgGnWilaqNPlJ+G6vKfew4jT6PTWuvZDLxzXurTZY20yiWMeotWc3EfQ1v +6UqG08j90frLyhUksj2SkRLXncbUOAn2HRIkVmz59ZBHaxqPvJ2YXq1MYmTe ++erRY9TxYz9DfmqT6GjRtbv+ELUe/01I8hqJx3lcvHL3T+P7Fx8DdKh5f138 +2pbYndNoeoMwOv6MxJ+jSm9cNk3j/T79UWvKC0/fMXqvCUxjfBaf82fKExcV +zdS0Vk6jVXTI73eUN2Tqp4Lk2afxu4OUiiblkZkHz8dF5qew47zbg0zKK8Vi +W7Q4x6dQJmSvUD/lmcDclMjBvilMGb4RX0d5x8r85GJV2xSKNfIMe1IeOsjd +rPe7fgo1VqYEDU+RuCLOITGqfArrerOdhChPNZyh0V6XTqEJqWAyt0j5dCTY +5F7uFEZ8GZULpjz24K1cuknmFLqsfdA0Q8VnFAp4NZOn8M+arVcFqFi0zuCm +XOwUjm2fzu+jvDfkMpSzIXwKd/Dmij6mPIiiT4RZg6Yw+NfaN38oL3L57hBw +9JvCcl2B7WeHSdRiLV/Z7TOFq43/TKf0kOjncJ/j8pMp/FF9QZGtlcTa9i2L +dJcpzH1xZqdiLZVPr3gSHKcwpGy1uC6TRPPCW0PJNlN4MsX9lgG1f/GK67ul +zKdQ4uiBeyfSSByL/v3vg9EUsk2qh4vGkqgkbFG7Un8KlRRuXv8XTOLj56v/ +PtKewk167Qd9XpC4ys4w9zpMoUFD+MnPViTq/GPPqlGcws8bN8SvukTt97m4 +H6fkpjD5i/I9c8rz0vvnIuXEp/DqWmmOfxtJanwN+xixcQr7G2oOsbKT+GPd +SX8h/in0XZgq4u9noupMgNcC2xQ+NH8kR0tn4tOb4HprfhKF1NMY/SFMpNd3 +ObWNT+K2w8Oqea5MNPh1wKq4YxLFy7t8tdWZ+Hl3k9mhpkmUErJy4pBmYleo +x5XEqkk0pl89/Z2TiQ7uFVrvCifRqT9k10QOA1+cuL3HNHoSB1fCPtXdDCxP +3yBT8XkSv4XpezC5GLhxB7FFI3ASi+x2hxo10zFq1Vp+WZ9JfCoiVfjEh47E +3/iJaetJ1Plb8m9DTRlyHdMdtLo+iacuEKrVX8vwTMp8Z5PhJKrfN3T6fK8M +6/1P1eSdmcSv1YYCZoJlOH6lJ+P1nkmcXx9oWKpWigcZr5PZZCbR7chIsOiq +UnQ9ohh3d8sk1qWNVr2sLMFV4k9DrvBNYln7Qnu+WQlKd0k+3jY+gUcUPJDu +WIyX7U2O488JVBO/USl0uxA92puGXidS8RDt4PlthZiobxhoGjWBHB7uOVGN +Bch62GCI1X8CV4R91Pp2vACjeS58OH53Ao9d4O99sSIfp8I1Bkr2T2BtTLLA +afsc9Kva9a4yaRx/9v8xbLuXhmUHF9p7Y8fQWGez1vi4MxxU2vqvJXwMRzw+ +LyYVP4HoA1r1NUFjKOO56XKEkA88lQv5U+AzhjmnRVeGXnwLatIqv8KsxnBn +8HEPpa5QSOd74G+wYwx1ftVlrzGNh8ieec2SmFFsXr3/AevWTBDokjxOhI2i ++O2/oRUNmeDefhrSAkdxZ0jQxSC/LDBpDj7wxXsUGbd5xHoXskG48pCE281R +tOfamlyUh/AGXeaVto/ieu13Vho+ucDyK2Jqj/go0gYGDik05oJdZtmo9MZR +zIv5edxqVx5opW7qEeQZRZnLbGZ+jDzgjsuqHOkZwRyJDsUXHAXwyH8+ITp6 +BKXOxP58fqoIzMwUTu4IG8EYLq30DJ8iOLH7dkdc4AiSYSYNm0qLgLewS/ib +zwhiyvHZOxrFEDH51yvVZgSrzohqKB8ogWc5qyQVzUdw1fcPVQy7ErB5eeJ3 +utEIPjZ1kn76tQQUpH5NZGmP4E8D2RuXKX8V60ZfzZUbwd5de54ZUb5K2NK+ +cGz7CIqNN/M3bioDv4HNHwrERzCfx7zh1pkyuOLxllnMP4JB+aFOfxLKoOHG +4n+feodxbtK5V/Ma5a1lh4Sw+mFU36u19/grOtgF9LRHlg1jRZXmHs10OrAU +VZyLSxhG5d7iqOs8DJCWjt2RfnsY14fk0EtCGTDyS+xqltkwLml4VXbkMiBD +733A7wvDKCHHEF/qYICWpytHwYFhvPr79oy0NBPWbZ46WCw9jAnFPmfk1ZnQ +nGJ9u2z9MK4ai3t86BoTbnfoN/+dHcLGVwV39ocw4eADumBV3xA6id7QlEhj +Aoeg2unahiH8lnpHjPaXCf7HdqU3/xrCwfZWw2+sJJg2hA+1Jg5hpkbX5tsb +SNh+Z4NUZ+gQJnrH+EvtJiE7nN2v320Ihdf9LL6mT3nh4P3iIYchfNv8WGrA +kgTt8qGl0WtDKKa7zu26MwkbrK4fmNQdwo2ussfpPiS0stZbz6gP4UnelBYJ +an6PDTwbPq8whPu31v69EU2C496C2qVtQ3ihjCskKJWEwyUH17JtHEK1/RP0 +zBwSuK4mqXOuGMI7np/mi+gk/JmResA9P4j+jueLc6pJCPQNTl45MIhG92Ma +v/4jwUyGr3dN0yB++O3ff7+bBFniqRg/cxBfZZt8VxwiYfLigt46HMQHTyLG +W8Ypjw3ffrEhaRBFU6+43Z0h4ZlXd+6msEE8vKt53+Q8CefFjGZF/QZxj0Fz +rwnlp7ZM17dNboOYOf4ut4DylYN+5K6Q24PYbe38uZOK2caKii5fHcRFsVPu +SB3v97L/6sbzg7jvZPqdC5S3JLavXahRHUQ7j9svw6h8yfn7/P3lBnGoeuNk +DFWPmqm+nN6WQSzffbrJZpCE8vn7pQK8g/jR5K1nXyfVX8DH6+XLA8gMun1Q +somEsX05S77DA+h7/YLe+grKp8yOD2f/DWAGxxuVoiLKU1bc+9eQA7jb8ea1 +/VkkhHPKMui/B7ClcPGkYQIJ+8LO3nieOICu/FoP1T6RoFPrH8z9agAfFB0+ +cpLyctudzANFDwfQ6tKslPVNqt+1zaSn7QCmWr9Zc0aP6k9DioP9zABq/mVI +6G6n+mvT/JSjMoDX1lmsceGj+ntoo+QqO4BSA0nO5jNMKE/5YbO4cgAHwvhb +nuUywexcDVf2fD+ar2tczPvChLH+uc/O/f2Idl87C72YwC+pVjVd2o/v+CI6 +ZTSZoPPmz+Ex7360k1wl7J7JgDbZiZqk+/0odeVqhNg7BjgUr3e4dbMfvc5f +rn9twwC/ZeOoAc1+pIkfjBnayIBy28E13bR+3LrMV1ZpQQczHr6YL9N9eNTb +wVZBkQ5jkfLHrnf3Id/Nf6FOXHTgb3S511rYh6v9TdyjwspA59SKlgbPPnTY +qKbbWloKbZ27nIPu9mH3nVAVV79ScHA7L2hg3ocC3u0OvAal4Jf+QbP6eB+y +savPrG4vgXLpbd//sPdhk9YlVqKvGC6wH3cvcOtFHn/+jwplhcA89NIw0KEX +n7Eu/+vxKoRTjtUKttd6sbZ0UrbiWCGodVr2C6r3Ymxgg6FBRgHsK3qpe527 +F59I2FXfCs4H3uc10uyve9D5jfnrmcO5QOe3LlMN6Uadqy8TA0Qz4biEn2D2 +z04c/di8zvLNM3hq7K1zOqoTubh/7hQUdYeSIFff+vedKJtsNMSlew+0BW6t +mnXsxMdaa+cdJ47hJQ4tDoX9nfivfJKUXvscrbs4J75968D9G19lnw+KQL/Y ++xUR0e24mtSPS9H4iZVd9nz7P7TjAdPrcwO0NFwvaXk216sd92u2nj5QnIYh +wfplLRbt+NQ26nu1egZGvdift1mqHW8Hmw0/kc/GTLvB5ICwNnSLkrB2HCBw +IbZjRPpNGwp1gVzRsRyE7obdP13b0H1/3mqLoBzMNymNrTRpw38hC0v31XOR +ee5rOJ9oG1aRZ/4F+uVh676rfs+DWlFL45ksg5P6vX8Sd/uGTyumPfDwHtMu +ROfKyXPHnFtR+mBOhWJAIQr857N23qAVn9APtwpJFaF6xo8XVhtbUbUq63vd +gWLkX7FkrcHTiuYfzFZ/v0d56rLmaYnZFrx0TC/KL70Y7y008tTXtuAPLmFr +K8USjAEur5MfWlBm9drr27aX4n++5yyknrWg2Vrp5yuvlaJaa5A6q1MLzr09 +EN0VXIoN7ns4Mi624OhWyzanFWW4uvCSm8z6FmR3Ou78t56al4QiTDloLWjH +yiO7dxUdtcj6x8TgP+Qdc5C6p0LHR/wci3sS/qG9d61FYiAd2z7oT6+R/Yf3 +ZtwaAzQY6HKwP7Vw5T+UmNmkOG3HQMHGx46P+ptRT6h9cLc/AzXEYkYHY5uR +Y/3MBfFWBv4jDid98WnGX+td+Os4mOhkVm5nZNWM+QvJp69tY2Lsl/l++vZm +PCRhxey1ZOKxE76xHjzNeNeA8Gz3YmJjz9abKr1NaHTg7dvYL0xcI6vdFRfd +hDNXTPlDmpj4ldEWee1ZE9q8sj+fP03Nu7fuXdtk2YSiR+FJKi+JDsmfW3y2 +NeEhUrl16AiJK3UPhKrRmnDD/k2HD+hS3posMZrrakR/E6V+VUsSDwcYiyQX +NuLaMSUJPhcSq5XG629GNaKvrJTUF2pev1XvFSj+tBHbTWyPLYSQyP1A5FKd +eSOy143UrosnMWzzd6E36o0Ye55DezSD8hCqV2lKNeKv9nvrXxVS3jOtf8vC +2Yi6j0N+9v+l5ne2WzrpHQ0o366ZwdNIImckO599fgPeXd+c0d1B4if1D+S2 +yAY8YnXaxHOARMVu2Vf/njSg6RCfUdsYiX+e5WgFXGvAOJcTd5amKY/t0F95 +9lgDDssF2tVR3mKn95VwSTbg/XtnZO4sUZ78Wsrdy9GAbLonnX9Tnupwjz1R +1lWP/wTv8Y9Rsa6xz9OE4noUSBEYXk3FBcpWBa9j6zHfvXc9P+U1hXWnOBxe +1OP2zrOflihvRY1sP6ZrV499mTs+VkySKETncVc4V4/rHHuV3oyQ6PW1l9iw +rx6Dyz1DFSkvzriXLM8J1KP5JXfuIsqTlsYxR5om61DYrCcF6il/KXs/xJo6 +9BtSHw77Q+LJdTezwzLqcJNA3MqhAhIzRzTnnwTXYZjI1xtbM0ncQZc5aPGw +DulG6lbqCdT9fdKTtuNoHfY/Gth90pfypHHx1CrJOqTV6g/JupI4oBx9YJij +DkVSNp9dtCORMXLjx4/iWgxgCly0OEniEfqJsfextai9v1GD5QCJiV+37XV6 +UYuie2RueouR+Nq4O1HlXC12qoodthllIsvBokHRfbXYHNPtVlTLRPt1X2VZ +BWuR9sJUbB0y8TzdIragpgZTnYVHfJ4xUeBg1xdtkxp0pzdlzq9hose6wg65 +ozUYbximzzHEwImRL5ICkjVY9kb7LI3OwKqv5mE1XdVYKZ/LwerJwIB1nSGm +dtV4QenKrq4+OnKP5jeonatGS9YG0Y4cOjrRI4Wl9lWj8GxLfFcAHQ2eXP/Q +O1mF201PXVtWpeOm0fa3Dg+rMKhR7b8YrzJ8Qc8r1zWpwnDe7VpT+mW48DWC +T/FoFY5E75fUlSrDJuNrr+c5qjDFSj/yJJZiKL3Nx+NFJW7a89XsTE8JSka3 +uvkHV6D8QPYqI95i3PJ887Nh5wr8T9qg+hi9CEXtDF5pXq7A/OZrggpeRSgs +/zdobkMFbrpVtVpzrhD5CeKHsX85NiZmDt+uovxUG9op/eYvsr/jc3Exy0Nc +m+1nt5rErZ7y0pKNWZhZtT90C52JjzadimiVyMKfwXFx5T5MXMlTq+FtmYmJ +24LzFbiZyG+TPv19JB0/gfPUEhsD7x1dv+bwZCo+uKV0+fVMKSqvjOCYiPuG +SmSKeFJ7IcbVK3vy2HpjO3fe7rSoQgyPsesVcXiCr9T+Hvp9sxDPnFRU5hh0 +xvbUQT36cAEazw4oeLaewFch0j498/n4sIpJJN5+Cu03P4xtEczDE4msx597 +hcFmnpmnkt6/MWC32712ixRweCAYtnftb9w2wR2/TiQVioflsuD9L9QZyiny ++ZMKDtU3h6+EZeOdwg/3tyqmQXFEw8V3GZl4tKXoh8VcBjgeQRnOvp94OKnJ +oOgCwrvuVe8Z7xMxqARmbN/lQ4vQveYfUQno0Pvix3xDPuzUaN0WlBaPk6YP +a6skCiA3MjXToi4WP362bDJPLIDRq8YtyyJfsWilddiP7EJQeVO8vWtXFPpd +Xqd9bakQnhH77tCPfEHJm5IcZ6AItojRuAJNI3DdzLeagt9F8DHd5OJ1zVA0 +lb0ZzZdSDPLr5fvkrD5io/Lwot5wMdDvcj9cfB6Me/nMo/K2l8Dcvu/h/mQA +do8f2yQQUgKXEtiGivV98c2um8Zn/iuFLeKXT9Xq6OOPwVdGn5bLIL7qsbjz +0SOg8Xr+XogsHeY5XyaUZpgB75ss1uhLdDj2SpJw1XaCqfTAR60JdLhRblfS +sOE5WH5uiPupxQCldYURalWv4LOlpP/MbQZwxq/BSs038NjXb0nFnwHVQ+aB +hzjfQ+5Ot9vFDQy47yiozfMoBLTnCqpLLjOhbZ1qlorhJ7jiv2S7fI8JXxoO +CCpt/gy1Av/92P2OCWseXnWzng+DDfNGXv+VMCH3zLSiZ184bG0WOv2yjQn/ +ib4c+lQXAe5s37YFzTHhH6ZfKU/7And0lWb8tpHwzlebfyAqCgJvzlk+VCFB +82pHMaf/V4h6d2rg8jkSFvY6PxbzjIZKHfGaHddISGLjVVB2jAFy/zOvAUcS +rld8GdC5FgtbtEKvh3qSsDHyUISNThzoGYQ3q72n5nv1G7yf5RIg4yTbB4Pv +JNDrRF6wyyeCx279JMZvEtbZldNuKH6D/AOjYixlJOxhzT9qvjkJQvQOW49U +kaBb9mlZKDQJtn+8LvmJ8pLT+/u/ird8B+8AvS7uHhI+mui6OId/B99dRcZy +wyTkbt+jLLs1Gbo5VY4LTpLQNc4z3fQlGXyvcV5JmSVhxe+OlNfbfkC4u7oj +7yKV7xk6HI35ATJ3Rm1lKA/p6gTJje9IgTUO5fsWqNhJ5O5QZHwKCBNPM59T +cUjX2Xj93alQPuXGU0Odn5O0w4o7KRVuNqza2zxH5XPmlMnc+xMCvh0/GzZF +5VNv6bT+8ROcWYRfbxklYffarIjNB9LAbVxbxrCPhAt176+SP9PgFt9dE902 +Kl+EvZibUjoEv+7z5Kmj8tmebtqXmQ5O62tmXZhUPkXp4I5DGfBqlYx0fC6V +j5XVwP9XBqw5/8L9/x5dQW8Q0oRMEPa+9fbEV6o//5+Vs0QmrG6a6P0RQPVn ++sYvTi0Lmg6OSrY8pfLtsDlnlJ8F7UKd/XTqfub+FqcTRdnA/6tzTb8Wdf1n +C94OJ3/BhorVS5sVSVh5oebE1rJfYMeiGyG4hbpe94s8L+ZvcAm9mntuiAlO +32+4KZ9DeJ96Q/5DBRM+uqhB/1+EJwqTWl8p34/THhh9tSKgdtSqb8sDJnDZ +3lRxjSOgr+Nu6UtDJmwo199kMEBAd+UBWtEhJqiE7K1bYZcDrxlXKyKmGKDN +KpbenpgD/3L0xU6VM+CqxaqA7OEcUPozpZobz4Cnct26drdzQeDIYbbdxgwg +80P+/HXMg6Zw2rLYDzq0bff5FpuaB2drjku7edJh4tW9V0+m8mAtsflsjj4d +NhjoaB1wygeptcT6rskyMBukFX9wKYDjl4s2zUiXwcS6O2jiXgTifUMNQvrU +94NW+rGd+g79FzHBHbCpBLJmtjy4MV8EJl5nYpRbisG9gal0y7EYBEIanYcs +imFt2I7kRxYlUCBzwfO8VRHskG2L/HiqDBQ375AeOlUApmrnfRr4Sci6XqBg +40FA/v5oS5Oz1Ht4PdE9Yx8B26SWNdqfk3DQXIMYJhCmn1S73WX7Ay/uRlyM +cvwNvy08jjx0+QNRsxIyMWQWnJZtSXth+xeq/zsgutPgJ1ikBcTGna+AL11S +saklX8BH5kb5fw4V0BJXartvfyQkBirMHX1bAZuPff/bFBwO0y5VJ2srKyCm +R3aCo/oTPFMV6OW4VAmXPJPTvnD4QVzJq23GxlVwv0pbRbj9EY40eEbyWteA +WPKmvsDLCSh4Ro/e8LwGzsyu3i7Sn4hKv7dORMXXwCfdjOndh5PQ7XPescND +NbD93H9Zt0q/I785a/vN27XQt/vm11WNKSg/9EA8714dnCjZYFhamYn3WRw/ +3fVoAK6dW2Nfjueij+bHJ18jG0Av9OdswvE8DPIttKzLb4BF0ftlq9/nYeaW +jfsPczZCkOjN24/35+Oc6u8ijqeN4PvmQGOlRQE+cOMefevVBCvb05/+iCzC +FyV7qwu+NkHHARMJ854iDOG7kjVd1ATNZnVd23YWY3ZYgucV7mbQ9Br0qk4o +xsUcHWFJ72ZQuKP5+s3XEnzE9vFYss8/8LMy32hlVYavThXKdMT+AxU1hcEV +n8ow1G94tVDZP7BXIOsD/pShKZ/4QDZnC9he2L3Dbh8dXcPu/Nyi0QL2ck2r +anvo+EydO0ZZvwUkWNVrIgUY6NsbEqxj0QKuL7dtO3uYgZ/3Frp6PG2B8b3M +1gMvGUjkbDjdU9gC0wYuq8XFmFhsnnCYtaYFGs99WE5UZeIfHjU54e4WqMku +SltzlYkt563XadFa4Yyaj9ORT0zsmVymma9vBUvThs2rspg4Evhu7uE2ar2m +PDeqmomsbb/+fTvRCoV3Y4qPrCBxxVOd8uKLrXD4xSbpgxIk8u/ozm+90Qo2 +U7YPlpRIFGa6pM3da4WaA3t6fLRJlHDgjRV41gqZjRv9ms2o+VnoS4jsh1YI +mRD5NnOXxH2Zyq/Vo1thrO+aa60XiWps1xzvFbeC27kCt66vJBrzlEu71LQC +6+Xgg9tTSXThPVr3qKsVpHpCTC/lkPhhfdJz98lW+KTS6X2HTmKKqNiRpxxt +sKQ0pOdcTXlF6tWIt0AbfPny1tbmHzWPyy6Gv5RoA+FtQk9OdlOekrfRe7O3 +DX63btbhGyJR6lAD7b1qG+SXZYfmjVP1qJ3K/HC2DUwT7A+azlD1nMywCTFu +gzXk1rkuyjvO52TEPtu2QbfefuIi5R3/iwF/Ix60AYe2xb1kyjPJxlweX5+3 +wR+zGYFpKibN7yrEBbWBgfr7t1JUPGDT0ZMY0wavCIPFw5R3uB0vBCent4Gt +S8VV1TlqDnXJPfOzqA2kbrI0yE6ReNR9L0tmdRvId595wT5K1eP9OflXZxs4 +eweE51PecfZda54z0QZm76R07dupegIerS9gbwcRqbgWrgaqnk+DJcX87TBP +O/7mGeVB5hfDB3TxduA/7JA+SXmxP75s9x+5dtiyc1OydhZVT8rB1gpohx5X +j/a3iVQ9WTFva7TbYSn/XFbBZxJVczdoNBi1g+o7l+8db0g0LPGaabZph3Wv +9U6MupHo9Gcqts2lHTwmH9MG7El8X2Nu1OXTDoZj3Z5VxlT+zmO5g9HtsOKR ++6F7iiT2DSQ7jqa1Q86+xmI56vmiTYhvmyxsh/GdP4mGlVQ+NpYXCx3tUPPM +npWnkYmGPLeOsEy0w6jHeO+LXMr7vM0j7OwdwFm/6wFnNBO/i2brrRTvgC2G +64/W3mIiU2on91q5DgipZTOU12Fin2xQJj90QE7G6tFn+5kocchJTNioA642 +hGaLjTPw3UX5XpnADij74SwnacHAJOOIYNnoDnC4clDeTJWBdHN+bbm0Duhw +71wM38hATseRZMWqDqBn+e/eU0LH/3zjH2jwdcLwxrKJDyKUj0q28l737oR3 +H1n5Of1LMZHeaRwf2An3bxtdfmlYihx/ohImYjohMS5tL7dEKSZVy5z2LO0E +Hf/gkeaYEuTqkH0atbILArMsUnWp71HKkvxCz8sucG6Z2xPhWYgr2KZO7f3U +BautgiyfqBSiCWda4P3ELmi5xXLZdawAV6xSVlxBdoFHzcLRxisFeHXjYYed +vN0g4fGe7/bWfFwjr95j69cNV7SFM/++zsHrilyKP8O74dbPtD9jyjmYebDI +cym5GwTeK1RdayfQ/OhJydcV3fDUN9DtmDyB2dpnjJMEeyBZOyU+LeQX3ryp +Vznm3wO7ZR027WWmYf4nc+JecC801UtpOgl+xd2crGRsbC/Y0W3D9EK+4Afr +kKamjF5QU/7s6iAZiTZKFXPHanvho4zQqdA9YShYrnqAd10f5GQlq1i7++M1 +TpHY6Fd9UFF+1XTBTA/YbMrf1rn1g6nImsD069FgU24bvupNP/juSb17qiEG +qpV4vsPnfphRPESbOhcHsZyqzC+/++HJ6fZzFsqJoBOawO0w3w9SGYOVn5e+ +Q1j5s4cr7g7AzTpe04bwNFBVhhuHLAchAWJL0rfkwJbnXpXi9wbhRoto8pNb +OcDSRB7lfjoIBl5Wxhm/coBwNRWpihiEnpzxN5cv5QIUu/21+zcIIgNDt2Wf +5sGRi/mHwvWHIM1+s25LTgGIxqyKeWY+BJ62dy22cxXC0pyu0C3HIThO+E+l +niyE3586Rw75DYHVvf6XvsxCONzFFVXFGIJx5q6x1WQRqNw9ycujPgz5EkdO +6cSUgEjRm4fDF4ZBM3xjQnlLCSxsqO+rMqPWO3/43l1fCtnZVgXhrsOQcYLn +7Sb3UjjE8cJZJXsYel6OKKZplYGwfmW3RNkwpABNXPhhGcx9FdHjqR+GSD7B +3DfxZZB5OmFP9fQwrFtXX5/OTYePJ2+MpW0cgTliaSArlQ4vHFZu3yk+AlUZ +Ix2BzXR4EPzN5JPMCHx3l81z5WKA4eA03UNxBBzW/+i4doEBWkIh7DNHRmBP +Red7IycGqIDqQWuNETADTZ4rIQwQefPs63m9Eeha6LQzbGXAqkzZ5nzDERi9 +85jfmI0JC21/BJWuj8ChqA0NxhJMaJTf6C56ZwQSqg6GGJgwqfc+xrDflzp/ +IIpnA4MJ0cv/tbIEjsCre+xm3D1MSJU+biEUNgLbx7cdzWElgenYfOvo9xEg +7Xe9fbaXhIbguAn9jBGweP986/sTJPTkOt23yRmB+I7f9y0MSWDlE3gS8HcE +jjLa5HXdSVij1EJLqBuBf9zvRW69JUHYJOFFbusILGJi2ekIErY9dear7R0B +fVfd8F7KS/IJJ/wHR0fgrIzSak0kQbVScBP73Ag8+/HJ04Ly0pn51tANbKMQ +/8z8zfFqEi5LfNu6e8UonNOk5bVSXrI4+SDmGD+1LvI54zDlJQf7k7sNhEdB +xGd0yyXKS48DhH7YSYzCRsL8uxzlpRe/2xU9doxCjBW/XBHlpQ+dSdmB+0ZB +jCPLbhPlnchVj45+OzgK67+Wn95Feej7/tOF+Wqj4Gv6MPn/Xvp9ecPp+lOj +IMn2JsibikvdOslhnVE47/ieu5I6vzo6WZfzyihUP8tf3Uh5qZ18XCd8bRRW +n+Ep/r+XRqa0jOWsR+F249JVKcpLC5uF29XvjMLBH0P8Nygv8ah337jiMgo7 +3ZiiNygvCdmkDNg/GYXkB4erpSgvSbx1u/30+ShcV3Dzj6C8tCdTeyr47Sgs +DriVtFBeUmnd5PI9eBT4zQo7mygvaXL3LhdGjMKrPbfsgikv6e356dEYNwrS +n/aOb/xAgpn+E56xH6OwY/E872UvEuwenntFy6b6dfloZ3iXBJfIzQKb80eh +xv1anrgZ5emxNBHNylG4+mXh2gzlpc8bPcOMGkfBnivt0kpxEhJUdaTvdIxC +bU7M+w5uEgpfDez5NDEKWrxiuYOVTChPzUj5sTAKGpsu/BLLoLze+FS5hGMM +EstXbxAJYcLMDvFjE4JjsPFxvbeTMRM4dIaKeDaPgayO6JqGw0zgu5+lJSY1 +Bpc2ytNXiTBhR5Ge/qkDY/Bk4oVueyUDjK753PysNwbLgdWFHkoMsPK5OJRq +NAbumaJTz9Yw4L/vW++UmY9BKE3wnGU7HXyXfz+YujsGvx15LqM3HXKDx19r ++Y/BpiIpUdaSMjCYSHCs+TgGV717W9wDy2BEy9LA7MsY8Gc5uPHfLIPNS40S +TiljkOPaQzPjLAMn08LUiPIxEEPRmLF9pbBbKrBhbs04hOkdtnS6VgwFDy8Q +nkLj0H5sRUWSVDEYVq/+wis6DiNudubruovA28vdTnrXOLDH7/9ofaMIOnqt +WXVOj8O4oK2sj3EhBCYe2RbjNQ6HcOvQO5l8kKPNrpR/PQ5NrmN3PzfnQaHJ +j5Hf/uOwUcMqfvFtHkzwymRWfhkHsYcmFmkLuaB9h+8MS/44eHaqCN8uzAEO +pQ6HiywT4HfKq+ub82+wz/H+zXl/AoZ7/Qb8An/A1g22o/vcJiD8UvuG11XJ +UGN3bqup9wQoPNdfX8KbDEdE1vtkBk6ApzWHupBnEqy8F6l3K3MC5M2MRfrK +YiFKFgdq5ydA77GM6UUIgcaACeH4R5MQ5KH2qpknAH2Has7UPZ2E2Icb01eq +BOEx9SxXrteTwBUtYLnD9iPGjrl1mYZOwkrZu2aNnWF478za5HXEJNiE1UUf +PRSN/Ow7Tj5mnYKOzgeH/Q2SUdPO5J6OxxQceFBMSsv/xqdTe1ZMPp+Cncrf +Ncsaf2PeI5aPAW+nYOlR07nLHohHXoflNoZPga9A3wleSwLlk9pX38iZgnY7 +7byq+BzcMnYj0mVpCsqS3ht2rc9HY2clRVGuacoD8RGKZvkYzMZTSqyehlsB +Kgl/4/JRSCB2mHPzNKR6pqVVqRTgKvmBg76HpuF4PO9AtV4hzty1/xvpNA1P +b11x+3S1GBWWVK+fcJ2GxM65b7qhxXjnKd90r9c0rIowebqrsRiH/JNF9gRM +w6dUo6gjF0qwI23iRkbqNGydYy2PVChFCdWCuSu/pqnfyR/bFGxL0aT4/cul +/GnYErdmsC68FOtrFX4cq5wGu2/GGudXluGfWaclxtg0dJzY85xO+WyN+8k3 +9nPTQOuadfm9XIanVwhvFWCbgcvlVRkpu+hYKJx18hLfDOjOjSR9fUrH7EOL +79r2zEDGIfnXD2QZOJfH2OapOAO9Se4J5hcYqKj1KXMbzEB13IudJ+4zMNkQ +Wmy0Z2DDwPLiYA4DYx667Zy2mYHfc1IrojWYGO4SbXvHkVqP2nwx6DoTg+6T +34ZdZuBKrAjtqRsTfe5ulu/xmYHXrp7f1dOZ6H7n+H/X/WbgK/GvfH05E11u +W6e3BM6A6659X/71MdHGNkOlLnoGHj48tfrMRhKvW7c80kuagfRH3Xyju0k0 +uknL+Zs2A1vvKH3xOkai/o3d7No4AzMPL63jvUiitrmeemnhDFR0u2Z43yRR +49oDLw3mDKz+u2Zs3JlEuBpRkls1Q82Dz2S0n5MoZzR6JqtjBuxt1K/9iSZR +5soGX8WBGeh/+tpymvKbuAGU/xifge9SjbarcikvXrQQlJun6i0oWLGWQXlS +76V+PNss2Axtb1mi/LbiQsoHmRWzUHBT9kMD5Tf28w31kXyzQJM52BVJ+W1B +m22z+MZZcKpe6XWZ8tuE1naTj1tmwW1rtOoC5beBU+fCNsrMQnC6eZs35bdO +zXvt7/fMQk7lwHH2BRKbNT5J8SvOgmWs0ilLym/VxwtuvDoyC41GH5rSKZ8x +1QZiVmjMwsqMb+MTVFykKjDw9MwsxL685yNCxcSRg7vZ9WaBKDwcs4fyW7rK +VfvHhrPwZPsX092U35IOPkuevzYLnwsiSzdQfotR+jZxz3oW6gW9VgyPkBiu +UK0w4TALYqU9Wt8pvwXJLzrZO88C77m0IhPKb377tmYNuM0C+/TuzLl6Ep/L +nV609J6FqPJaG3fKbx67HaDTdxYOn3i2d5ry2wPZQLerH2YhSOPSNQPKb447 +iLym0FnoU4m2iKH8ZivTzXn56yzcTtgQ0035zUJ6jWZ14iyoPfYKE/SjPLn1 +gI/OTyqeW/lHzp16HiQM6cxfs6DhOPZL5TaJZ7c8WXO6YBbSEtMWlUwoj4n8 +9TtWOQuPnn/p41D6//8fzlRiwyxcxOd9VZTf9m4QW6/SPgvkDaI1cBWJEoK2 +wfJjs1Cn/hEXKb8J879rSpqdhYaNUUdD85gowJsltot1Dv5kJ40qxDCRYxVP +pBTvHLBU2t/Vus3EBR65rrD1c6BeeVqWfoGJk7SLMqJic1Bnc61G/QATu9i/ +xAvtngPCcOO+nZMMLJ5XTaVpzUFu05f5RksGNk37qkvrzsH93fVVvJTfxsZb +qo4bzkGWyQOdTUIMFBlwnXKzmQPyzKrezN90vN1IKC68mINfH7cK6LPR8Wkt +b7Hw+zmo8TY+YE99L0IqTS8pf5yDEyLWb299LMNCOsv9/xLm4JaltIy0fBkK +/1LNHGHMQbr3vGSibinuyfA9tbZ6DjpOXVPfJVyKx1Nb6nc1z8G6P+tXRDSX +oF2C67zVENXf1RWLLtdLMO8jodK5Zh6OxHOdkrlejDaPVLHu7DxoHJ6/9f1A +Ibo5+56duTgPU/VzX+j9Bej/X8s/IdN5UPdhZeUJK0DCzpVF134eGm5sXzvK +XYDrTIijzP+1cObhVG5fHH/POe85p9BkqJAxjVQKSam9UBQNIiRDmrhNqJQh +VKJJiXLLFcqsUogy22bHmV6holSiTFfIGOH8zn2e35/72etZa+211x/fz7OH +8D8owNVS0CCswCUIKsvf/kFnKrIa0/TK8Dwa1D63nkRPpR0gYHYuzlwdkI8c +JpH7RLO0u+MbbOlY8LTh8CQ6Yfdva9TT1zgsV/fWnzOTKMVySve1UQ6Wcl9h +YRE+ibbnDdzIPZ6FWZ+kBT38SXQ5NlW2yTAVT+T8qFthOoUEa182FyvvRP+0 +qZcV75pC3255zmt/5442zHXJ2mszhTQugTBo70XkffJjhO/RKTTdeUwl+85N +NKxGWdUGTSHbE/PXPk+OQn1heY1/4SkUo7hT2Cufhtr+Cm1K3TCNrtH9+ky9 +c1Fc5K/5X2BarBP0VlLr89CBUjsb2R3TaM2tzQ8dRvJQ/QKN+sv200j1U4j8 +YY8CVF5dxLP3m0Y/Y1e82GNbjOI1+koki8T2Mw1eRniVIUfLfVNGldOowIV9 +K5tbhhb6F2zy4U+j5avvuCxSLUfhDdfyvrdMo7eHEjVec8rR5SCVV8VT08hP +mStInFuJXFotkz2QCDEfhAoe+FSjRVK57clmIhTSdezNP2XVqElfSb1ljwgF +1z4ez5hZgyzvdsdtdxGhWXzbNomHNQi2BEWpXRGh7R/tnq1M4aDJ413v7W6K +0HfX1RE+nRyU9/duubAIEboh0PKvWFaLtH8q3JuIFyFeSdvotuRapBKTHdpQ +LkIRR1tpufe56GONPHcmT4TKlj8zSeFz0YOhSzOgQYSO/VFvDCR5aLbFzpD0 +dhFqr7/e3ObJQyL/s9iYTsDKlllVBoZ89Ple8hcnFgGDnyL815/io8K0pikf +CQLe7dscL/mIj7wbtxhmSBNw//PMBP0RPurXlMxXXEyAX6vVxqOPBOiZf3fG +4mUElFx8nABlAuQqqEnR1CSgcSqRO/hDgFrcgyM36RDASjVJqdcUoih8ONRE +n4DRhX6xUzuFyHquUZDFJgI8zhV8+n1KiLhZUx4OJgRMb2XoOzwVivugxfWI +GQHuB2tGcZUQGVkXOJ20IGDcQcNkoFWI8oYvWFy0JiAx8JlFhgyFvLbZGF+1 +I8CueKWkoeZ/5yk6BqEOBChNMJ3DjSiUoj+w9NERcfxttea3T4h54YZQKdGN +gLkBbTvWBVBIqTld9vlJAqYW1KbEhFGoaUWoZLYHAUmo9xU3TswLfsfphecI +uF2oxC98QSFLntl4uTcBthZRjh6FFJJctHSAe5GAZcHMT99rxLxwiuysv0TA +2rVXuYr/3Z8rbvv88SoBV/XTCmQ+U2jL7LLGtusEFE/eMOP/oNC482NeTygB +ry0L5bf9pFBORkD54F0CYprtOwKGKORJOOZP3CegnM72uPCbQlp7N2bSowjI +PN1/ZfUkhTrjF6ZKxBAQ9YM3/t/7rYTB0VjpJwSQ79qKW8R852zyLlIhiYCE +zTPL68VjhcjsUPU0ArauS2TdENu/+x4RtDKdgP76xKjJPxQK1/P0XZdJwDze +7Qhtcbyd13Z7bswh4O3e0ws0xPnM+KDlZpwnzi+91fFDL4Uqlkk6mxeJ+0dH +Kt5cvJ5An+59VqUE9DbHrAlsodDG2hqLA5UECHUrXc7WU2hUPsX4MIeALzP1 +/lkmrlfWiWCDE3wCXjiqmMcVUOhU4WHts3UEbCe0fr1Pp9ByKaNlfo0E1Dz3 +XlgfK+ZRRxXloCYCfkXcsQ2/Q6G4F1Oyt1oIWOp/aLe0P4Xk9hTQo78T0Ply +VPeoDYXqHkeNx3cRUJ3gnqoHYn4euDDwtJeAD+X0T4IVFKLf0/mSPyzux+E5 +srbjQlTSNu9d2W8CWv9xEJl9FSJfnQFe7SQBHXdsvMlKIRpoTM9vJmngdu+6 +87ebQpS+JDTz2wwaeDYEyJInhcjtwvHUbikaLBq6/n3EXIi+LFj697gsDW5e +HW+3YAsR/8BjT/klNIh7oeLReUaAdm71WtCynAbvrhv+OLZTgASrdpTEadHg +rKKp8PsSARISQ5IaujRY26hl1P2Oj+pSTFNXm9Ag11gjRGclH1mGK+7+ZUoD +pqaOdsskD731HRjONhf7P9lSFC7kofqd0cYGVjTYf+Bc/WIPHmoc/PnZ5BAN +rOwilVWTuWhfS3kw6xgNZji+4tl4ctG7qoeatX/RQBAt+TlpIxe9jzLy3e1J +g5rbF0Me8GtR05a/Ze0v0UDocn/W1A8OarllaOEeSwNneY2nUQPVyNFr3qB2 +PA28+K05li+r0WenjqihJBrsner51/hkNfqiHd7hk06DJL2ZrK9tVaj1ffuV +q4U0MLlID9KvrUTf1UPzopppMM37IhfqVY5+FjQvqZCjw0daaNKvjALkv7hi +6L08HXZr9XxTG8lHErfTy3qU6FD3+vdPM4N8tNzpkpP0Ujq0uik+uF+Si46K +NP4+tJ4OX4P9bKaLc9BHE0+SsKPDIY7Uk7erXiAOn9VuGEUH23saviq3A5Gd +3kCmZQwdHjnQZZuLz6CO2ObAo0/okLXFcuJsoTUiPdIVbqfRQXRk1T7tDC+M +5llZfcqjAzumpXDPWAR+YxNb5ttMh3OaP6m6rGSc+EXnyRsFBiypW3gwRzMX +j36VUQ5RZkB6cIRq2udcbP5t6JG1OgPGBeHh1WF5eLA9++HACgYcfLuj5kRf +Pjbu1rm70oAB2r1ttskJRbhtSCcwzo4BeW8Gkut7S/H6EZnJUw4MqOxbJp23 +uQzfGh3y3XSQAQoqEUcYYWV43Xj2+SZXBkg3ZgeXapXjK9M6p6UvMMDM/ebj +64crsOpMXcdrkQzIKH7gP5Rehb0kZD/ui2LAfYnXfkODVZgjOWy3OIYB8duP +7FizoRp7zs6xLk1kgMeheTmWpdUYy+haTLxiwMP0+bW/q2uwtJxsLecNA7Bx +1tK/WRzsOn/Y9GEBA5heZNWBbRw8Wz7HWLecAYXOqmz7Ug52Vtbd6P6WATNw +rEbH81r8SkU2z/AdA56bun8I/16LWWrDepLNDLh2IVlh3yIufrk4Z21aKwNC +e3D4optcPL1cd0VbPwMWzRwtumzHw1YrZVMzhxhwc/5Kw8IbPJyiOaxxaUxc +Dw3DJ6I8Ht69Okd1kYgBNgcGDj2ez8exOroLbWeTcD2CUTqrmo+FHvj0PGkS +Vp5wPxfTx8dEunkFX46E94RB3Dqx3jysccjdRImEf7GMtOdhAY506a2YViUh +b+kGvux1Aa6K8ZYv0CBBqXzia+EzAV4uF1aprUWCt0OTtVS/AB/YK6/Qu4aE +NF2l49lzhDj0TpJHqg4J3566Ge9fI8R9zEIF5U0kPHriIfHwpBDnjHZ6SpqT +kNqr6iD4INbL685VV+8iwXn7UInpgBAv8JhWDNorjnc6wekNm8J+nbI1v/eT +EDyG1pzXofDzxU8W5TiS0F54rKfcjMItBzXPeriQ8DqhfYDhIObBJiOlDjcS +1M44WDsFUthTVnA2/iQJV9vTL3mFiXnHcj/H0YOE0JI5Uf6xFG643a608BwJ +d3uOKJ5/TmGy1v1cwwUSjm5LiXDKo/B65gQnzI8Eq6fDoXqVFHYzClE2DyTh +WnJE0qSQwlEBc72YQSTIdHUGvmqiMDf/UW1pCAm77e/U2H4T8+HIUhX/mySY +dW3T7e6i8Kp1r7z075AQMoMVfLxfzDvum7mD4SRwWocDPwxTOPwZR+VlJAnV +K91H141TuKzD+vzxKBKoCkbVRTEvDqp/5WrEkODYFyjMEvOixsETqq2PSTi1 +9ZuoUcyDNo9Gzj9KJOHpgWN7fojH1z5c5tmmiu1lLxW1ie3zZKTUpJ+L65v2 +aY9A7K97z8MLgpck7LE5pJgsjqdwW51/4xUJ9tzVG0+MUHgn54Xa1jckvNwU +XbdIzIsBpIG3KJ+ETE1tqeJuCr+ESn5BsXj/2rMWW7RRuNV/j/qFMhIYMTJ2 +//3/IZ3/0XttFQkCe7/+tXUUNhk5JujlkHDJ2wCFVon5cO0v9TQ+CZvaqfiG +fAqnnPb3OVInnpf6cVHyBYU/PGULlRtJiL66bZPOYwrP6Li3+OMHEuzMv9pa +hFP4pPNToeVXcb2qmOm7PSgcE62rIdVOAs9kgNjkJObn99i3poOECbXqLnlz +Cmvvea+xpY8ENBAi+UqVEqu5Q37jv0h4aKvy7JQEhe/X9FI5I+L9UhhLWDQk +xKOIcVFzioTEvv2Cg2VCvP5Pwpg+jQlaDhX0Z0lCfOGNsddWJhP2ReU5lVwT +86BW0GmnWUzYq5Jobm4mxLpdaj3H5zHhWP5658olQuyVWOZ6QY4JwlM+0bMY +QjwsT3O5q8QE0/55cjIFAqz77knLIzUmuFbs16u/L8Be4WCftoQJuZGzjV1P +CfAQ67JV2SomFHoTbjIK//Hj9NahzUyghUvZZ7rx8bqMuDKRERN0hlMZ2zbw +8dkTW7ZImTIh+QXDpojNx79aA/SX7GaC2qRewoFEHh4QTK6wc2bCgQ0plmEC +Lv6ZOjG7MJAJDtY3e/P6OVjrSHRoTRATnMfYY+czxPynvHFG4zUmBHw6dMzA +nYN7I31pP8OYsHQdvfpzVw3uufJ7SPkxEzy9Zih31lfjLofRpiDMhJAHoX3u +/pX4+5zBBHOCBUZVT3zsz5fg7iM3qHkkCzbv8jlCCYpxX67yZBObBU792T+2 +LCnGYwctbNzmsEAo+axb7W0hlshMYgcrs+DoSe6RGKV8rG1pd6rYkAUFimP/ +PgnLxgHhRXraviz4fct/unHgMQ76bnV4zJ8FSQPL7OOmY/C1Dd1hJZdZ4N/l +fvIvyWgc3irXtfMGC87tyEh0VY/ESdoe0ccfsiCfb1zLibiMuXVqooTXLLiq +lR1yqy0MzZ93nSM3yILWV3ZKHUsy0F39xWd2jbKAjM46uNElE81wxvIhEyxg +z4llCrWy0J9nYyeG6Wy4nLfUNLfiFWrd+tesBhk29BdsXhXX+Ro99dlhFa7H +hj2DPlwjogipP/4xUWPABmspxj+mJUUopupKomgzG0Yq5aXmXixGYdIFw+6m +bJijkx5eN1CCzqavfLjLjg0JX+cEyXaUIsNWyRYJXza8j3aNz4utQK9ZacHG +AWxoSC2Tk/xVgVav2rrK7wobkk5KlAaZVCI1P//A7ptscNtbGtPwoxKxZH+q +cqLZMNW24lu0SjW6tPFmrSiODfG8/NVvxHrnt8uSs/qJbCDn/Ar89KYa/fvC +qSLlORtWcVdY6pvXoDoz4bGQIjZ0KxqtbTnKQTvcT8wuLmVD1L0n1f1pHFQe +ycodrmSD4t0rguF/Oej1ty0zjgrY8OvOtpIa91oUfTHjmfEXNiwz25hm4sZF +MgkW1n5tbJDvTBmJTOCi25zOP1kdbOgcbZtR3sJFgXKqu9T62SDhujMyeRcP +jW0qGtk/xIalPd16dsE85Hl4f1z4GBu8DU8NfMznoZ4bw6acP2zou5Pps7qP +h/7/nyQ43YkN36PGR/8DO6tb2A== + "]]}, + {RGBColor[0, 0, 1], Thickness[0.002], Opacity[1.], Dashing[Small], + LineBox[CompressedData[" +1:eJwU2nc8Vf8bAPCLa5Vvi1LSMCppaUvqQRSJ0iaFlopKZYRCi5Jd2QqhbNn7 +Ofa69x47e2fvvf3O76/7el7Pcz7n83zOued83heR208v3mOn0WjbOWm0/3/e +iXYZWlriJm46+rmcF2EA4bxp+/F5biJJ0DMhcqwEhI3CtE2nuQm5Jf6pdXkl +UC2VW9Q/zE34HXaRXn2vBJRjp37WtnITKq/S7lR4FcPehFvX43K4icu50hqb +awrB/luf0yByE+AoqrPkUwhdJi/zdqZzE9WTJ8t5dArB/4jbAf94boI0LTjj +11YA/Ml5fI7B3MSThBM/eVryYTp1d9Z9O25iw1Hj360JuXDZJ2Uq4B038fgw +T93Fx7nwx/L03kZrbmLdvjVrV4vnwiNZXZ9LL7kJPi0y3so5BxozvpjIPeQm +AiT3Kd2/lQ3ZxOxOIVUq7/905+MMBIf8QjfmCm6i7kDLS+ZMPNTtkA9MWsZN +NB/c85/20XiQ+JTyJ4CLm5gfPmImZBwHeaphpSaLXMScVcLJ031/YLH084rN +g1yE7MPHNU8CI+FZvbr9EyYX8Tblhz8vZwBcHa58s9KBi3in4HfprpQrBmmo +uc7YcRE3ws/ohNz5iqOxef7t77iIWJ6Al+vcPdDZJBGTLLmI7DR3qYUpPyyc +9VjQMeAiaJHLK7dfDcbjnDfMY85yEbVgvNVvMAa3CrUaafByERtM11Zot6dj +aNvtUhtOLmL49bzmlGMGHgjv2BfDxkXIf+hz/Hg0E5VkuwdXzHISa1LOnDCz +Q3x0a8iQ0ctJfAM71jBfFsYHLjw4w+Akbn+yIybe5OAJA+tC00JOYtopLvc7 +MwfzD7JJhORyEpqyMTT39blYm0vvomdwEu0TTwLvRuTiYufye9mR1HjJ4e9l +SvJQeZeQ3glnTuKS2THr7+0FWDbmQxh+5iS2TvuxLYoWolb6pq2+dpwEn/nb +yvd6hfhYTaR51pqTuPxlR9RSfSG6PZW4mWzESUi+NY57kl+EG6XD0rsMOQmz +7GRu5mIRBtF2Cws+pPq5Ozovf6QYk1z31ZvocRKTimuXPwgsxoa4I5oHL3IS +K//zUzN6WoL3XiUn31bnJLgvHeI571+Cg4oy693OchL0PG88XFqCbNUn/g4r +UP2Xm5kI7GHg9mnFK1EHOYnnG59t6a1jYDSRH9+4jzpebi64noOJ0p+UBf7b +zUm49Dz4U7iLiapC5yoMxDmJ8Zzb+c4vmWgke0lj51pOIuF070wEJwuFi3fW +GqzmJOqcHqyJ38bCwms0vaj/qP4DjvMmKbJwy4tIo4NcnET3hYuGEdYsLKa9 +nzZh5yQy8mvrfX1YaOqkZZO8SCcaGtSlPiSykBXK7XJiik5kfjk+fKyHhRZH +mwRtxuiE37XdIXQ2Erfnxf/IHqITF7KWV+cIkvi6RS/6TDedmPhu5yOsQKLE +E+mj9h104pVBZk78FRIr51Ygo4VOVDeLfz75gMTdguksjVo6IZ5eYiNuT2JN +kNvVr1V04mCyg721F4nvDzxsqi6jE4d1P/YW/SJRioD7G1h04nvy020cCSTW +q60bvFFMJ3J/SRRJZpFoW99v8j2fTiizygzlGCQeeJiz0JJNJyRX5cecqiax +adLrgxjSCX7Wj5OHmkm0f2/03/00OsFiHS9a3UXikTVnvv1OohPNNWl8DQMk +tv3YtKkvjk6Izn9kuY2R6LRnPGhPDJ249vlK4+FpEo+lFe82iqATLnmbV+fN +kdihHBAf+5tOPNu3V1VukUSXajPZiSA6sdNXyPTXEomyd9VzjwbQCegs/DBL +xd0j4ucs/OjEwjVDs2NU/NV6riLdi078yLHVuLtAotx/5TeWvtGJHardYpaz +JPZ7/26Xd6MTw3+juK0mSfSQsDZ470QnxuSVtjweIVEh8cpYvj2dKNp+2125 +j8TBU7stee3oxHsjrsBVHSR6l7FznHtHJ1QdLG3y6kk8rVNr72RNJ3ovaJjr +l5M42h+9psySTlz9dqNxsoDE7xa23vwvqfmaRXMZp5N4luem6FVjOpGt4X+9 +OZrEiW8HwzyN6MSNu+lwLJBEf7FlB+oNqeslWbT/7RcSz/1pSdn0kE6w3cbI +1HckBjEciwL16ISt6f7H87okXtC6q/HvJp2wWG3WwKVO4nyXTO0OLTqxzGbf +Hg4ZEi9xdHdHXKQTpfY1eytXkLjokmk0pE4ndp3Svxw2xcKwzd+m96vSCbWX +noomzSxkl1HgSTpFXe+VOmX94SyMKljvMgN0Qpb2XdLHhYVaV4YEZWWp9XHO +KZA3ZuEfI98dWYfoxLdegVBLaRbq/po8XbKNTrwR2jWRGc/ExYTkX+kidMJz +ucUhcGKiT64FT9QmOnFWcvnNL/eZWN26WOSylk7orZolMviZeE6YW+0qJ50Y +//ClUEWXgb2SRZFn2OjEhm2hox5SDLQ79nnFsQUO4u3gjo6CpRLMvrqydOME +B8GVLNRV6V2CR10FL7V2cBD/WprvNOQUY+WP2rjyFg4ixPeI0bPPxfg8ykcg +t4GD+MDgm57WKMaIki3VIZUcRMfhjsDu+iIU5ZLQNMzlIFqWa7Ac2gtxhaW0 +ztRPDsL+96LMptx8jPg0i90/OIirkXZc7K/yUcUzfWudDwdh53Pejv1gPr5P +kGtL/8JBPH8Ip29/z8PZIeV7b99xEA/ld0wNPcrFf3c1Df67w0FU3DLKnmnM +wnR1CzMxUQ4iQcErYLltMn7NVZLQ2sxBbDuVfqqyKgkfy6yudRHiIO4LdwgX +iyfh5u2/ZRbXcBCJfY0jV4gEtF6oWqjh4CAmg4m1PoOxqBCx/73TP3ai5ozA +YqRWGBby9rjM/GYnZCfb/Je4TNHfOl5eKpidqFDpsn+ieBfNJ6xH7wewE61/ +9h8P3ysLkq3rLld6sRPVXPKp7g7m8DlZUTDanp2I6On79U7RDdT1/f3uGrIT +XzKcUw+PBEFF7rUwch87cXNnc8/5iQT4nrbiUMIudmJiL9PEKzERHsTmZXjv +YCe44J7QlGkSzP84WHZvCzsxQouzJseTQdxy5fTcCnbCW38gXrgjDYz3FyhJ +DLIRnc6h4afzCDgpYUX+18tG2NmONuYIZwHPlsOaY//YiI8G/ZedX2SBL99P +w8xGNmKr7HN2ji3ZkNtl9eUyk43YGTbuNW+YAwLfj7TaRLARB69MJZ1ry4Om +rwOP7v9mI5LLdySv35MPvz8HjasGsRFH00TvLZrmg6z5Gh5BXzbC0rCrdBlP +Ady9PLg38jMbMW3+7nr15kLYqxqc7GbHRvV/smvT7UKYltdWePmOjWBn1zvy +IKgQHPYVXzllyUY8Czt+a3ZbEcQvC3lV+4iNSCq8J8QQLgYrtptceJ+N4Fxz +PLzlWjEoT/O7BN1mIxxjNwS0uxZDw783P59qsRFn3fhvhrOXAD3rZjHnWTaC +YzPvJPvfEmAlCVzuU2IjrDWFFVR5GeAZVdJYKs9GeCr9uWkkw4DdvsdGfI6x +EUZ1zmtVvBhwxWzt+gM72Qgx9a7gJWUmKBwUKZbcxkZw/RL5LfuMCXuHdr8S +E2EjTC/F9V/0ZAKPvmKLwAY2wn2H8i7OdiaMi15w+28tG/E2wPbYdy4WtDbd +UORazUas0oiJXbaTBalXX/ye4mEjDmeJO19/xIKQNdZaw3Q2ItUj5u7RTyz4 +wrLn66GxEdt0cz51hLDA8HSgUd00jSjik5AMbmLBdfYo0YpxGhGZqWmWOM0C +pcyUypJhGnGmrCvJdTUJm4+USWd004jqVYPHA4GEZaMNvQkdNCK+Uz626jIJ +U5HdvlEtNMLZLO0N+YCEjofj6r8aaITrG702J0sSSrfR2PxraMR5S9v1/I4k +pLcuj/OspBHveknjG34khPoJ3nMtpRHecOKyfgQJ7ppigvYMGnHn8N6tR1JJ +eLt2X9HbQhqxFP9AvSCfhCdlMpaWudT4JzbrCZWTcMPx9B5jgkZkk8OdextI +UFa52GyYTiM8tacs6P9IOMR5y/VeMo0IT8rK9e4nYWvWw1O34mmECZ/2y5FR +Ev57bTJxNYZGJFRrXOWZJmFW+s2v8xE0IvBmzK7mORI6xx00lX/TiOk/POUm +iySUx3gulw+i6vc+28dYIgENgzKO+dMIm1e2R9qoOEIi5ukBX2p9BA07k6h6 +z440kV2eNGL2OuOs2jwJ7/0LKsS+0ghbWo1lIHW+Z9oVH4RdaETPKaXvSWMk +3FrffHStA41wu6Xe7jBAwtnK3p7/PtKImaDoj6KdJBxxmfThek8jfIWCa142 +kiB2jl19yZpGdNh37XSpIGEVzwratCWNGBAPbX5QSMJ8zobYYTMaYeft+pAj +nYQe6213e17QCOPslFO6USRUH9+/ru0pjdiQGTJp/YOE6Dhliwp9GiHyq+X0 +MisSfJ9e3s24QyNaKkQPmhqQ8HGXblOuDo2oP8bt/usaCbd/mikkXqMR9xc3 +/7u5mwR1nXfjUZdoxMHisLcdAiQc3+gc8us8jWAkvZw5OM8CgS8hy7zO0Ijg +M4E39hewgHY+Nt31FI24ZhSm2RrGgoFlmU/sgUZc5T529ZYjC/LfVpVbHqUR +jwv8xnPUWfDyOd3n1g4asZzjM6deDhP8v23w8xWjEUIP7izf58+EguS9P+q2 +0AgrQxp9zpIJ65au/7y6nuqPPyTHVYoJ8Z8jw9V5aUTvs6ubmx0Z0BCVHenA +SSPY82U3Z91mAEf53+hiNur+2/G3MfwIA4Kk6A8cx5dQPcAoKKC+BFpUIl++ +rl7CgkFrLRmhEtjn8vfVDGsJh05xSjh1Uc+XarY3JgVLOF531HcqrhiE71z9 +9Dh5CTtjpj6sOVsM118ted30XkK7Z50vfAyKgIzSSDtxawk9THZYhn8ogM0T +lphydQnXJ9gdOKFUAIbHQ3IOn1/CnxvYpOn0AlhWOFuyR24Jb3+3FThunQ+n +W382bBJdwjglq5bPhnmQyT+5sPBvEV/yxZoyxXMg6qW3XObjRWwyFO4+fzwd +WgifSY97i5gyW/196G0arOH1i3h2cxE5c9e5mBSlgpnXj/Xb1BaRyymhXuNS +CsilBg1/3r2Igf8p2Gy+kQgVc1H+mn0LmJfosCVNPgamrXJoEw8W0FR2vZbP +akeQLMhNZOku4KnMiwnikbagvTLf8Pf1BXQVtS7NO2MDWT8Ka24oLyBPv9Sv +sLobYE8wY7J3LGC0ZbHYrk22uIm9Rtelcx6v6pV++qsYiAof+oldd+excuy0 +DuNTAvb60ARdtOfx8TRLyOJEIrrFCjwevzyPVomhGnrDidjeLLshQ2keba5U +KeZcSsb3Mo7P1HfM46qqm/ckVqVh3tAe0We9c7hs2ftPa/cQ+IRL4WVV2xwS +vH0OZ60JXLfpKutY/RzO9sap95cSeP+slQU7Yw7XX+OOefQ8C7mCWeVfIufw +yDJnW3pUNiprPX2XaDSHo70n+lU583DY6F2t0MM53BY4/ZBDLQ897Tz2WevN +Yb3dk7z5L3nYE4/1Zy7O4fanu46Eb8lH+5WrDtUenMObyZt04/YU4IHt4vYn +ds+hlsWKpcNPC7BOVrolQHwO929WM+qKLkDJR7oOj9bOoe2TEyXMvYVYkhvT +MTc5i5YtVSsMRIvQuD5XRndoFpdpfEvZfrMIhUdrXHK7ZtEiIXRhyb0IDbew +nXCsmcWW7ovKHDzFyGeh8W1z6iy6mvDpr2suxniXe31vY2dxz2rebR/XlKD2 +L3P5rrBZnC8+IcujVIKRlQED0T6z+N+DhBe7f5Wg+r5RJfnXVH5aqaJKh4HH +S6P7S0xm0dSnV+GPPQMlnj3+cvXJLHKcHazziGcgR1x3i4HOLLamOw/acDIx ++Uizpbs8df6l07f8fJgY/NdXVERmFnceKHaNyGSi20utovADs3hRKMYnvYWJ +hqlV67LEZnFS2SCsToSFIicZf/o4Z9E4ir9x2IOFK5o/XTddnMHTl6z/dMey +cN76zBJtagZdvXfuqWWwsDor+9y67hn02MAe6r/AwpzbNmP+LTOo0JDBZSpA +YgzHSe9dtTM4oN2aLydJ+UoppUuueAYPqbh9jrtIolmnqVNJ9gwavxE/rHWP +xLt2hw5fTZtBmz8HP4+ZknhRYrS+JW4Gx68UTFrZkQhF0W8NImZwTHu0Z86d +8uKjxzsng2bQtutv88NgEoWW7yq18ZvBJxnR2oWxJHJHdJsud5/BxefFA+uQ +xPFzIZvcnWawX+7bzivFJLYO3MndajeDvY5+0W8rSWQ5iRiEW8/gGsmvEj8a +SUzf17z6yMsZ/Hv8wumwfySGlvomE0YzaN9UlvOzn0T3Z1o6qg9n8PBzxXuf +RymfrlnPVa03gx2+tGndKRKfxVVF6GrN4PYFx4vilAdvXf5yqe/iDFY7Bl2u +ojynOnFh1kR1BudT93S9oLwn7b4igKY4g807lOaXqHj7UcaZz7IzeHT7MWdz +Kuav+TS49vAMGjTZB7VQx9PMz3zz3zODQxKDKoep8Qc3cMru2j6DyetV3M2o +89enZrclbJ5B5pG40F/U/Apv2HySE6TO98Q4Mo+af8L8CamSlVR9JEdlGdVf +oN9c9RWeGTy4j1OTQfXvcjLldQttBrOtld8kUOvzutlU3GBmGt/vyfd2pNbv +kc2hkomRafTa5Td/mVrf6yKjz2x6pxE7V3LzxVHevvMYv9VPo8bi09yzHiRu +oe+6v7VyGqU4Te5VUNeTL7ibL5wxjXZiJz6rmZHY2XlHi8iYRktDweD1l0is +sBNhU02cxurCLPIRkEhINP+qippG5tEr/THU/eTzSGui98c0Hg/VLtm4yELD +/4bUKjymUbv1ZPHeDhbKxrwLSXOexijjXeW8RSxsmoi45mA9jYb+XRrCzpQH +PeVjjM2mMZyetOaqEQutj1fz3Hw6jauVzZ9oX2Dh1jdLKXt0plGIdFxRycfC +YbGva9Zdm8Yrls3zZ3qYmJUvYbCoPo1mw9x1jrlMvM13UZg8OY1yGhrS38yY +GOQRZGW0eRp1dv5ZyCAZaCxz7O/1ddMoW0PY9QcyUKmRuU9+xTRanTNtmTFm +YKfoVMvqxSncf0ZGJXkt9X2PUjkV1ziFdn9jrGZUqOdF7iD3pO8UmvBzlN20 +LkIr/Xe6TV+nUD9dhttAvgjVl61PyXeYwk+ZQVLm7EU4fF7+kcerKRSzj7oS ++KYQD9R/YUhrT+F0oVLjU+MCTByRdrXcOIX35XJZV/fmoe1XZs8d/im8UZMC +sa25eO3obYVzy6dQWCuOlPmai9OvPo8Jz03i2oKdTs2TOSjD03Qls24SQyVC ++cnYbMTN74TYvCfxcuevjo08BHK5SPIbu03i1Ie1K54YIJ5jK1/eZT+JbeFb +V7vkZWJN+9YFhuUkPvtcLx5lmoGjvzObPW9OouQBuuI4IxW3H5wNkhKZxAuW +IFGunoAOZ57t0/09gbW5GreOBv/E8uT1EhX+E7jfw4Oo2hOIGySJrae9JjBY +f/25ygR/DOFbuWa3/QT+l9MkqPrRB4myiPEpgwn0eOoY+98TZxy70Z3ivG8C +zw61BXvMWYOWkY4iJo6jT95RWPUmHN63Nw46R43jnbMbTqiviYSoq9peuiHj +WHmzvEMnMArYTmgOsrmP4wi/YNWt5hj4zXvJU9FkHJ333RXTGIuDycDT/UUH +x1HBbHr/99EU2Louz9171zgmtM+tFI1KhbOfTskbiI3jsWu7zrk9SAO/p3Lu +fPzjuCtTpHxDXTooysrInR8dw0+qCWcnohDcqvZ8rYwZw++1Bb65DtmQrhxx +Mvj3GHpI1fodbMmGzjTJHhP/MbzP+dOv+UAOHAvccVLQZQwl7FeqtFblQMsT +kW7Np2OY/DWrY9+aPNjLs1a2ec8YVovK9cnoFcB1yy+d0dvGUFXQeWAupADe +Dq52tdk0Rq3nGvfCvgKoqlzRKfLfGCZ89C80f14IrwJ4XO72j2KjWbvR8Isi +KJGZb+8JG0Xj3ew9k4olICMt3twSOIp5F5jtiuYl8Pvwubq/3qPYPrnr0puI +ErCV8i3Nsx9FnzlWQMZKBihsl80IeDSKQaZ76lYUMeCP2N1kz9uj+Oz5uuU+ +4wzYKuIQ56w1isrqEUNcW5iwsLEh9PXZUWyBX0pmRkxIXv3KXVNyFA0eqKY7 +cbJgx8og1wuio/hnaKiifwcL3PkYDmeERtHuwP3wzSoseMEt/O7wslHU7rO0 +nLZjQRtd0Wo3+yjqe19i/x7MggvshuZisyNIMj/cW5PNgr0LaU9X947gAcEg +nTtTLPCbbX/E0zaCUmWJ7SdWkcA3vfz+Uu0ILsx/2Ny+gwSLiYN6k2UjaMwb +JH7xJOWF0RvaA0Uj6LIQt87+EgnXh99d68gaQX2J5yL2+iTkD4RfrE8Zwe/X +019rWJAQ1D2nXBQ6gjY28qoHfUng7xRTJAJGMLdH1OBcOOW5dlVI8hpBA63e +Y5IpJAy3vJCJch1B8zK7PYw8EnSafA4HfxpBNolDhfvLSGDV50j5vhnB9xMm +nlr1JMjW9u36Yj6CqTPbjp3uICG8mn+H/bMRTFz+QmO8jwShyuOibx6OoKzT +v693Kd99Kruz6aXeCK57eDvHfYqEadbn9U81R1DHbk+oPeU7fUYc/32NEfSu +69ssR3mtuqh+xU2VEXRoC+JNojynVMCx7LL8CBak5GgNUXF87i5O1WMjWB0i +uKqHqhfNvkRT2D+CKw9UHgyifOeKlnPSO0dwEV0ats6QQMv4OblPZAQtYs7s +0Rmn/JpaMrJ9wwhqs1+5ojNIQmPSWP+m1dT6Wxq7iHSRcC5hY7cA7wgaXcft +IU0kpMWeal/ONoJR5qGGA5UkSMYYNLHPDGPclsXsqSISvCK/1M4MD2OeeIN7 +XgYJPOFplcPdw7iQ+UfvWgwJZr/bya6WYZQpOBoaGUB5Nnh5SVPNMKZ8MFwq +dCXh8s+D+VWlw2hJd2IPsyEhx/9GFqNwGNO7+G9qPCHhwPd36TnEMP5k/M5D +LRL8fcKTUpOH0XGv2NKEEglW7nORv38Po1UGuTtjPeXB20dUJAOofAY/fYmN +hDN7n3WEew3jJM3syqFeFqzK7xSKth/Gnhslv14lsWDCVSRR6t0wJu4f0XH1 +ZUHdTW2NWMth7OxzofnZsODnRJldguEw9vO9ZfgqseBjFp/Y0XvDKBiQM+m2 +nQWGjmcyk28Oo/cude73XCw4si1jPE19GA3hg8wNyoeFl3/rZUsNo6d11ZNF +yn+RW9vnT+0cRm4BjzX9vExw69/kmScyjGJkxImmVgbceP+FVbhmGMduZ/hV +OTGgXn/B9HvPEC5bGLeTbiyB7dvDJJOfDeGO4PY9kmrFMJyxRS/t9hAWsLZz +rRUshpQr3zwyLw3hxsrPg5taiuDcBxt63uEhfKl0Wt/1aRE867jaVDYziLon +JNoOvS+E9EAOt743g7iF/YL8Ydt8atbmhYPPB/H+t5Krwwr5oF4+uDhyZxDF +XdSDehfzoJWtzmBaaRD/WAiLhhjnAZdejBLnskEM6Nv42+JaLmhsuTmz2W0A +14UatGTMZ0Fbqs2XxjcD+GeZol/Pryx4fjVoj++zATSRXvta72IWuDn26W3Q +GMC7AuMqp4IJKJ8zL+ZfNYClbS1SuraZcLHG3YfHqR8v9Vw+75GXDBddS0+M +furDQWaypdbuUGjbPf43xrwPhaL7Np3z+QXPCwWfP33YhzFnxBXVeEPAbelW +SL9yH66KuSqa2RYI5Y8HVnRx92GF9hZZaSEvuHh2WUv9h14kfHZtusZ7DC9x +KL7Ne9ODlffFHr9zCkXWcUdtr+c9aGeh6JTAEY5njauPPL7Tg5qfcwanzCJQ +4d+DPgGlHmzRMf9rfjMaDxQ4Xr7L04PaQkoeHxxjcdXnv9s5nLvx7oIX2y/J +ZHTI2cr217obMw29WvPrkpFn/mF9mFE3hhw7unuZfQouGc47X7zYjTobtNPa +/qXioLrITMDabjThMvQ56JaBjDUGJXK+XTifYd0nqJ2FyqrxwQKOXRhTyZpo +Ds/C3HcL1t2vu/CIdK/k8rksTBt3PuSi04VNAV+22nhkY1h1vF+zaBfKeohm +exbm4EfvxadWoZ34orTbWZY3H+kVZ85e9O7ExNZl0bNq+Wiz3FV8++dO5Aq5 +Xjfqmo9mr8RqmYadGNP+ZshOsADv31JW2CTViU1yCRX0DYWoKOomkJ74D8UV +w3R0xorQ9tani6oh/9D27EZz5X3FWORt41L37R+q1y5L3vqoGNX5n/LNGP/D +29ebhb81FON1+jn6kYP/MO4/Q2m1+BL0ljulkCf6D6010jufdJVg4ysZm8tr +/uEZNe7SxxsYeHtCYv75SAc63v16fM6cgQadnOPR0R0oZR38ZPMeJkaJLuyH +Hx346pGD99hVJg7fGn/KcurA/cdzlntYM9H4b1tf/+MO/NiYt1uBycRE/rqd +r252YHy4bNzpUSbOnC/TX67Wgc0qFrv517HQqhDbd+6mjqf37FvUZCFBTxJJ +2diBja91JjdYsJBDPkpHeXkHamooSkx7svBjim/9/d523CSUUDlZzsLiiS8b +JmvbsTtwYFRgkIX/Hfh87UNRO7KUuHKHuUl0CzOv+Pm7HfNO773aeJTEyk6j +1Qc927FysE6sX41EQbEH57Pt2pHwTMyIv02ilo6Oo4ZZOxoV7lU9QvnP1+dq +Scv9dvw2SWMz+khi0181XqOr7ZherSCi50WiiIDSmSWldjyx5tEcTyjlxwuy +H5wOU/Mxu9R/P4nEEIeDOZu2tWP/D5VbFrkkdhdKskUKtGMDx/IihVISd3GK +giy9He3syT9YR+IT+Q2vS8ba8L6dWvhwO+XX16vStNrb8PGezCtVfSSOpnDP +9JS3IZ9J663HlKcOTy4eMc9uwzMmbG+TKW+9PDBpzBPbhvH7JuwSKY+lPhmI +9QhoQ3lS9Iz+IonzYR3D212pvOabn8WU56Crfm+iTRsyK7ycWqj4rViFoZJR +G3LU2HGHUvW5OsVhlTptyPoxIyQ+TyKXb1b3nfNt+M56X7vGNIkqNcnbx062 +YUnlrN2BMRIdBGLuvt1Lja+ffjKf8h3rwq/A1Zvb0Obk7bP/Ub5b5fi9xf+/ +NpTquDvH3UDipaJvm6UWWpEmmhudWEZ5ltNRG/tbsW0XR8WGfBJr5N97qze0 +opSceNP+FMrXVpY1jSWtmJT689pSGInaqc/XPU5rxSs+zyve+lCePqDn9tm7 +FbnW/rsb9ZLEqHfhz/TtW/GAwLmJeMr3FpUTF05ZtOKrRUkJGw3Ks6b2K+c0 +W/HY8OtI/W0ktuRXDlartOLAnfrUD/+RGCG4hRV7rBWtZJ63GIyzUCklzuHR +hlZM2bBg9DWThWuWLRqc5m3FF7mZ0zUBlO+0lFVFZ1pwaxOU97xjodl8A29d +TQuufX7omIkiC0OBy07FswWHRRwiriYx0dTlwv1tH1uQr5zrlIgrExVavZXY +XrYgh4ptU/ZDJta/3UdPudaC2q6dN10Fmfhf/vU3EoItSFjwfPt0j4F1637q +0rlb8HuX8XqZIww8R9ZZEwPNaHrqwgmSk4FWa+gL+yKbkXvx18rogBJs87w6 +tWJ3MxodPpv2ilGMljJ9CfnLm5F+a3/Lp6/FKNBgbWzV14QPGUO8DjeK8fSW +0JGBsCZcurDxwcvOIgwLnutj7GxCWsiI8YHhQnwe699iv6MR704qMK9U5ePy +y4d/KHA3oh5DP6jKMR+DJopuznY2oK2o+MhzpXyslh6rexjSgM/fPL6wOjYP +ZVCpSnlbA67kiGftfZOLHIzeIi6xepRmOSt8m8lC41/FPD30etzyodaURj2P +O96GnSnprENn+7vSZTeyMO/YozznsDrc3yl/LCqNQLtfPcT6A3WoUnf64ume +TFz+rjtJUr4Wv4jqa7X4pCC/TGewus5f7Pq7sTKhOALfr83vkJL/ize9g06Y +a4bj+HCwGL/YXzS7ctNNrSsUq37dC/jbWY3TW4q/3qD9Qo+1/3x1n1Sj+RmF +VKOdAbhxpP3L89dVuFq6TjbH/gOK/W594+5Tgaa71PefPhQIWz9v+jhkUYH8 +PHJ7+Yp/wuYnmk7KWhXYVzJSyqUTDEKHyrxn11dgaLzyMk3b37CGIOJuuZfj +Axt8FlFI+a7mx7/trmX4ktdrGbddAiym1vdZG5WhWKQVo+RMIsz7CY7WnC9D +v4E/3uHcSTB9x3nRfkUZJkO+u9/7ZBgeshIc+lyKDYr7WCbP0wBXprs9oe7r +BEMrteTPBKRWHfyxlcHCkNWShlLtBCT6hIeX27PwsL0I+9yxLIja4ZN7hIeF +Goe+h5v/y4LvYDG5yM7En2UbpTIO5sCrp9JaztPF2O/BXPYyLA9eHo65L59U +jNXbjVfbTuSB8dyOF2Mmxfg3v/JZLOSDgZ2gwzXqPSYmuV1XqywftH5MZmwZ +LMSc4kNN33oKQJqMF4lpz8cPfsYGF/uKoJ0nZ29SSD76Pv4txStWDE4KZccz +H+aj8nx+ZZVmMbQnDFxhDOWhRZrVutBcKu+73b57LhePr9hWz+FcAtLVhzyG +MnPRVWhF6mEsgfaVp4ImqfuMPhq3/OkglX+nk0nnycUBn+YXIyoMaH/oObpV +IAd91+Wd4J1ggNPPkKUdf7OxcHGj9tlNTJBujOfb552Na7RlIm0VmeB0oWz7 +ia3ZWHZh04s+ZyYcs28+qNiehV8FPyiujmdCR86AnGpIFpZeWsO+5y+VP7rs +hubuLHQ0X9CVF2JBh9H6B7pDBBo8fBl6VIYFTmHbTfRjCdzcpr97iyaV33TK +2USaQJ1NpR4ZX1iwKTpQemYSMX+91Ivn0Sx4LooXuV8j3n/y74lAMZXnnbYV ++5SJrVmR64TnqfwrgYD9KzMxY4Mnuw0/CYVDUmnwLQO197o7MXeS8Lz64dCN +gHRUrHn8TJTyYKGKLe+jHem4PZ/3qsR9EjZlBIq9jExD+3WqkwIvqfzP+mtf +U1KRlaQ18sOThM2C088CIRV9fgRLnPhFwgt7AYeYvBRcq+pVmRlP1S9IhWSq +pqD1R+lX4llU/TM1glGWjEIXTWMeM0gw7nhYV3ctGYdijvF5V5NQdM12vLsx +Ce+f1jsU2kzVlwSumLqThIGv8v96U54yPokSnL2J+PCmXPQTylvFf+oV+I0S +0WNlyGtxymNbtk1ri0wm4Pxs6cr0aareU8Bs36sEtHf7LnuY8lzx8v2uJ9gT +sCJ3pMOZ8t4Wa7Vw1Y/xmLEmfqyE8qDx6MM8zRXx+PBc9c0eKi6+Z9us/zUO +T49fEO3+f31t4IyJUBwqK4ufLaTGMz6H/O/9Y/H0yLXuT5QPi7F+j9v2WHx3 +fXbDngmq/uD0Gf+IP/jo5xau2CGqPkTgdtSBP/jySkvj+h6qfsP+V+nJMWji +ea1Br5Wqd1RzLz4Zg0uSAacdayiv0yp1/3yKRouJagMfFglfu/i+Mb9FobnS +imCHHBJa1pk1xYVEornXRghIImHX6dYd3kkRWNPwuSAojARTE9VnNoXhGNu3 +O8qD8nt2UELq/dow5K6dMrBwJGFF5Ra6Wm8oHmjke6f2mgQtDnu1g3O/MWAi +ymq1IQkjerdaloR/4UjRUasnpymvuxbu7NwTgr1h2/N5DpDwkTjwgnEyGH3o +vy3chUnYuoWby0v3J+asmRRwHmSBX7LOtbvKP/BpdLHpclsWHBI81Cv1yA+v +S3eqXnvIAoYJz+uFzz644aWRmp8qC2YP/Al0Jz3w9231po3/seB6JPtg4VUX +DNOtu8H2nglNglFsu0Yc0OukpKWsDhP+q7q6I/fQJ7TRGkixOMaER+d/P59M +e4P52+xiOfv+/3uN1tmai1eRTf21lKUCAyKqrEUs5E+CPOdc9PhaBsxxOkYW +p9yGNetq9V51l8ApJzHCRv0lKBREvk23LwH98idF9es/Q7MU7/vd1PPF3FhA +ndfKF4K8fANV+Yqgba1cmqz2d0i1yV79rKwQgusPC0hv8oeWhKNVxLdCWPFa +743BXADEuSXrd20shGZMvlGeFAw5oiYR9psL4K2S/ip/qUjgeDkYuHIpFxi1 +wg4ch6JAh/gkV/AnF9Y+KefWPxoNCV0WeyPv5MLlku9L637EQEocu96qvBzo +HOOdagyOBWOF9eEOVtmwTKnln0FcItTrPHll/B3hcpdDjh0rEz6GHWswWYqD +8bUvUOdtAWgO/F7UfPUVr3MX+7VnFsBoX4HN0jMPTJve+kp/rgCsZn+IVN/3 +xrf1LOmnxoXwXnbn0b/b/XFlgGSs1f0i8FxbbObFFYKSu9uC/M6WgFpMDbcs +GYO6Chr29WtIePfvmKdFXxrmHvz9QOc8CdJGO4+tck/HHduWTrd/JiFnxbBP +KGTg1LvqNybspfBtTb5aqXMmZt5/f/K1ZSkcuhs0FexKoOruliSHx2XwychE +loc3B+eDlv9ifS6DZ530YuErORi16aj7qrAyyNzWRdj65+CalU7GXzvLqPdS +mf2Fw7lYM3J8v69OOVyxSzllfDUP7yd5hIVrVICsrkBStXEB2kvol5s+rwCn +2xUFRqkFGOV1ZFb+SwXoV/zuFFgqwCnLKpWaygo4saxIxuhDIX6U4++hX6+E +/Rxa/TtsizDiT9uq0peVMKqtWpOfU4RlorHSPl6VMGganKhFK0YhTo2P++sr +YU/cwIdrpsUYXuS049atKmgfyDC9c6UES2Vund9pXQVsCxWx+vYlOB6+x2z8 +RxXUaPKbq2eWoKwTI9++tQpoM7Vn0kQZyLq47H7S3WrYP5Y0U9vIwNGcWse3 +H6rB+mGnfCovE9cdDk1QC6kGszdrnR8fYqKOoDJnR1c1sNg0tU7bUl6r/xC0 +yuAvPLAovPRlIwsF1K4w6j//hc7ehyuaTrBQOlN8PCTiL7zg23l56BYL3/jn +nDox+BeUpXIO6Pr9f5/wxYBnZQ30ij1SzEil/PX29peKfTXws7mlvL6a2g/f +Y2t/+KwG/MU0/11fTuKR6tJlh91qoD5CXSVBjPLVGf8DtLga2Mm9ppclQ6JV +8lOtkooayNl0qCboAok/d8Jb9/EaWMGmt/8ItV8v9F4Rpre2FlxXPdz6ltrP +9y9vKtt9pBa++6o0UmbCQ4OvRHLMauHCHu+2DMoD13XOqTh51kJt2q7G/mQS +X5VufKaZUgvHdTp5K/JI9Jfv8xSvq4UjTevan1LeyItNJYZma6HMUmc4u57E +XjH77tSNdcD5Nz2/pIPEFd80V9nK1kEr2PPYU545wLVTWuNmHRx+++HeAuWv +q2bTOsJWdfBoW7n3NspDFt0Fdl3f68BZZP45O+WlH5oe0bFYBzq8s3lf/u+p +4vt/X7fUgXzoXvPa//+/5fEjS8ps9bB14yPrCirmi+TcISBaD5vO99a8oeql +NlepNyvUAx/vjS8dlOcuOweZht2pB+JiVdEc5T1zmvF3k/f1sOdOU1ABNR97 +Zb93v4LqIax3VfRDar7eLvkPanPrIffRWRaD6iesZkht+b96KLvgqT5C9Zu6 +dcPBE5wNcGut2ce/1HoUP1BY/3RbA+wvZLVYU/6qizFY8FdqAJmtQ4W9lL96 +p7+2ld9rAPeVnzPXR5A4K5dZQLdtgNL6ONVlfiQu+9QVcSSkAb6lVnARDpTX +yla5PchvAL6xX24yliQe17ujzeBqhBfn6ztsLpN4LtRBfnF7I4wVr9+rDpTn +RhK2S51phIdHktXaJajr94Zn5ItdIzwiVvs+mGahQ9H+6rxfjSDiujFaq4mF +vqtvpE0VNEIzya+3PoeF6QGRH27wNIFcrMDQ7EcWMnqqHzlKNME3vpiVoo9Y +2LCfdgGVm+C+t/L1DWdZuJB1UUjsUxNISlx7/JqLhSuWvVq6HNoEribSjf1t +TNx8MbjDtqgJWg5XpO3PZOLJtqmoXt5mYEl8c5B/xkQrdr9TsfbNcOzbjElQ +EQOdzuZLdIQ1g9Sm8xy9vgz84Tb037qSZlhTcSJ59VMG6q4W6U/nbIGC1ZMl +K1Yx0CbgReLW0y3QrD7yYFyxBD8q8YQeu9oCP5Q/x1qvLEGXHl+fi/dbYFFl +LHi+phj99+fbvLdtAY2X4+sqHxQjkbVetTu/BdRH3ssdfVWEhfciT7D9bYEN +K+oiHE8WYSmvgpRQVwuMGVV0dS0VYouGwdpz3K1Qllfv/ce6ENnaMpqjz7TC +p1sxRS0vClCB/Y6xWWErZCeiHcf+PLzFW77d8m8ruAwjc6onFy1XyddadbbC +qWTuC0cCczF+85aTtvQ2KMldwfJZlYvbjtdzf5NrgweNvrrq/7KRx/iST2xy +G+UehQNuRgSy/p3KHvjdDg1fFUPVTiWiZpH4qruf/oH2kdYh+bUGEMX4dyvC +6x+IcT6PyL1kAfTSkMjx0H9QyGwIGnB8BzHVEqofiv/BVJBXdMJOF+Dq2G0b +srwTtroJGhp1+kL84qH5bsdOuCnn43V0VTisOKTU/ditC5J2rOSLj0yBu0e5 +jiYGdoHq4ui894NUSJUp+LAY2wVrBwPZjEXT4J68iphzRRf0mCr9bHJLh3R1 +tVsxAt2wOfegetE9hIcPr1SOunfDl7/C+nX3syHTcJ3Y8V/d8G7Dhcd7U7NB +wOjvs3dJ3fDVYduyHL4cIEw1VwrUdENcyKlm/+gcWPf+5tnDG3rgUzDhXtmX +C7nf7xFmPj2gasZuefd4AezlZCPDwnpg/6dDzqGvCsDTwLexMaUH+LbBi00Z +BWAoXTF7qqYHxms5Uj8eLwSBcrnDq9b2wreyz+ek9haBlXTDqVPivcAdp5EU +9aAIur+bXTQ92AvbWKkVZwOLIN0g6mmDRi/8k5sXr1xTDHc4hcN+O/XCXZkP +7BPdxcAwSEqu9+uFYDq7n6RwCRwpv1iwIrIXTBPNsp+ol8CyH586jEt6oU50 +OmljTAnESk9tlufpg4//CT+p1WeA8A+3PcaCfWCdkHX68hcG2HLulf21vQ/6 +dk/5lmYwQKv8ruZ/Sn3w48Gt1oKVTGA3LP9S+6YPHv3M8P70iwmG5Y8D+Vz7 +wDSncrS7mAnV0rx/wL8PtgffGjk5wIQwTjlWcCaVF2GJFe9lgYBhfUMNsw/i +cgZXLqixwKrctG95Yx/ssuXjFzVkwcUfkTzP5/qg40P64ZPBLEjnVBEMXtYP +DT6/rh8kWLDdsGNbzYZ+YBy+5LWujtp/Sm88dVK6H07uPdj+cxkJd38kajw7 +Q+XPzxw/J0ICi/OibtDVfhi1jdVoPkJCQPnH18tM+uG+/fKM7FskLDsm7nDi +fT8c/HM/evUzar//A72NvvRD6eJRT+W3JDRx3gj9GdgPfTx7mu67kaBsOJlU +/acftnUmjhgEkBBb7prPm9UPkbtXql2LJkH42J4q2dJ+SPKSNZZIJ8H2R2H7 +0+Z+iNATnGgqIGGY8+5o4GA/9Eqo6VuUU/t3wyVa9UI/tAbdNZytJyG33Hsl +738D8OEfEX2rg4S9x45slhUegInTQZ0hfSR4/ijb/XTXAKxffrC0fIQEdq7H +xwNlBuCqj8nhtkkSDA15zlapDID4c62eylkSqst/XufRHACDiKTCsAUS5I6B +/vEHA5CqcC71DuWlrZ/tKkXMBsB8plh7iYppjaQ8j+0AvLWVF/pExS1710cP +fh2AqS1BkzTKU4SNrnDVzwH4unvl0v05EvzLf39Kix0As4p8lbQpEmzERyYD +sgbA4cSRSep9C7qmx+5+LB0Av4+Du/cNkACFb8qeNA+AiGHwlvOdlBeFik9e +GaTm43yQ91YTCYsGayKOLwyA0xe3PdpV1PpnaG0Q5RsE4+K6WpUSEjJX/rTl +2TgI/CFyd3cQJHzX6xsb3DkIK6tW756II8Eq7qBelfQgnOWP9YoLIeHktdzj +gVcH4XfMmcP0T9T5QvlCP94bBLkGDT0PyseLs5fXPTUeBKX95/Zt0qfG//5v ++LjbIGjIGq7ikKfGH95zSzRgEPre/3l4dzc1voJpCU/MIIQf2jiSuo6EE51c +IVXMQejI63h5tpsFwtLn+dMbBsHDleD6QLJg/pOHTWDfIPxUD29MSqDu5z0S +N57yDsEX+Yo2XmsWyJqorOJVGgLmu3Yvc07q+ALX10OXhuAFV8Iblw4mzK+v +6626PQTal/wcf2UzIT39UV6gzRAMz+79WWfJhON0BwvZ9CGorTTxNm1jgNDV +yi7RkiFwftN3PCaFAbO/hK/w1g3BSn/fpTFnBqSqRu6rnhqCVZKE/Y9jDPBT +0R9N2jAMd068yo5+UwIOz5fv3CUyDD7nL6nf0SiBVz7ROt8lhsF0swrPnq0l +oD0wxXh/dBjMlff/5E0rBmHXj780rgwDd3iLoWBnEfjWhGr3uQzDeM+H1E38 +hfB7ybSV5jUMF16tuZpMFkDCdsX76wKGQUJg28ztzwXAMm56Kv9nGL501oqM +LeUD22r+dx5lw7Bc8bX7uaY8uK/yKvTUmhFY/yh54vHzHNiXqj7p82UEtH/U +jRYLp4Ns60bLPz4jMDmI55PvpYEyT89S/s8RkJfxdHGNTIXbV9/xjsaNgF3t +wUJxmRT4OpokrFw5Ajv19rn7nEmEaUmRU+MCoyD6n5//FZkYyPYZcz7nPgqH +n0i9GwhxBM3xSOO/fqMg1KJub5FuB8PnHmjeDh6FxiW+y0fL3sCmxQbRl/Gj +oLNLPBw69OGlbn7Cz/JRMKusHOVPfoN7t3nVz64YA8mHpztWyvqjV9TJHaF2 +Y3C95kV4b2gcSnHPLD/kPAYDtKH46ZvxmK8TN5zpPkbtB5tXXl6dgOOrJFIr +g6m457FknUkiqr9YrUbLHQOe8vjn5odTkC7d8fwabRw+xnyYKfiUiUZZnzI5 +zceh68XkRtiXi+LrH48ceDMOtZPCP1ytcvHvkwviup/GQcHoW/UqZi6eFBa0 +T/UaB6k7Q3kf9fNwuVnQlaep47AuSUiFxy0fM5l2H32zx8H9S3f1w7p8fC5u +kFZUPE69154XNIsUYE3ZfhHx+nH4UHH+2kJkAYbsxv6auXEoZ7rQ/qQWota7 +wC1c9AkYedMvpT9XiP/Vfbh4kG8CnAaOlm08XoTGdueSHYUnoMfnn4RpUhHK +t9W+UzgxAbWX26ZCfxbjuHRG4lOlCbBt4BNb0VCMv539e3zVJiDfLvz2Tf4S +XHFC//zUzQlgD3ORj7cqwQaPcaEIqwl4zG7eza3MQJfBv2q1thPwegwqP5ox +8JRSmg2X8wT8XS6p0BHMwLDRN526Pybg9woHabElBt5UubfB6dcEnE79J8Eh +ycRV/srn0qIngLFJ1SDxEhPN1FbGriUmIEExVsblJxMlg0Y7FAonICzuuUtc +ERObZqsEjUonwFmzsejnIBMVf/u+Lm6ZAI/HJbR/hyhvcUiqWLNNwo7zAz05 +sSzM1/zvVQTvJLxXDnq2g2ShecxwVO3qSfhhZnZFrZeFLTeTBA6JTgKXRUJT +vTCJX+K9z+hJToJkXbuFwiESTy+3snA6MAn+dsW6+mdJjExWbOlWmIQbunYf +up+TqLtSgn+d6iQIOuWKnvpAosD95adPXZoE82bP/OvuJBakD740ujEJAuYt +hEQI5SH+8nC/O5NgzPftSWw8iXsfJTQVG0zC5IPKYxNZJLYSnqunX0xC9/tO +r2EmiV8FXyluezUJ55cU+INqSFR+omN28f0kXNngfnRlG4m2k/uWTXyeBJnU +sa4/PSTmWNH8PL5MwsDFM4mHh0mkcZftk/GhxuemPfCeIPGkc0B2QyDVDy2Q +0TxDeULw+RXrsEloFCrM4FwgMeWHQrdI7CTcV9y2hY/y1+QOfsvcFGo9zD80 +jVLxoZj2//SzqPHvs8ZSqPi5dLw/b9EkiCcu6epRPosm3h+MKJ2EuakDB3oo +n/UrX8lXr5kEp2M+r///9zHJsm2aI83U+sm+v+M9RuIDzcm+L13UeJc0VuQO +kBjcmm91ZGgSyrotY1mdJLY99FhdOzkJDf6uTqlNJG4d1Q+yXJyEv7sP9NlV +kXjLQvroZq4pCErj23i0hEQfdt5i4r8pGFvTaFGIJNbY12rfWTsF/moPnsnG +kbiOP2yIc9MUVIL50y/BlB99LN7+Fp+CtW8ahpjU9XIVU12runsK9IS1zfpt +KX8e6pdxOT4FWy2iW/7eIfFsejrzwKkpkG9oWgimfG6n6KhbdXYKinOrPbVk +SWS/stdWSGsKHlZn7LJYRaJc4+L6DL0pWArfGNVJee31PTJc5+EUHLZbnSPb +wsJpE6OyoJdTwL329rbQcBYeWZS7e8ZmCk4P6qpmObPwhe3qqR67Kfj+Zl9C +/nMWDrrHCu/zmIIo3panfodZ2JE0rp+SMAXn9u6/4RXFRFG5vNkbGVNgQLM4 +LGPPRJ3Cb46LuVT/Mx5vy+4ysa7mSNypyimI1srF7nVMLJ15ucgcnQJNx7aK +licMXPFWxdVodgryovev1lZgoOoyIXF+9mlIy05RrBVgYL5Qmsr11dNQFF86 +15xYgunHF7627ZuGzJtFX9WGijH09ZtdU4bTwD6ssOzEwSIMtPz9+IXxNJjX +ddn+nS5Eb3MyeshyGqLjgk94ZxSivcmmQ93203Bnn6Cuv2IhGj5Oka39PQ1H +PP4c7VEuQKmbI2ppHdOQGrG7UWN3HibL6hlZa8/Av2sp9KknBMbIfIyduzMD +H7uDZmc2ERgqHT1uZjAD5V6PbrR7InofWnhpZDEDKVa/fn49n4mvdnu90fOc +AeKyoXljTBrKCZe5naqcge0PT37gUk7Ewjm5BO5zs/Cp1f6HUkcwNk65KG2/ +PAsxQdf00zWCcHSspUpRexZ2fZr1vZsZiML9NpNvDGdBN/Vz9ZpdP/BZA3F0 +3mEWLDbu+sY0d0OhDLnUYeYslKwadXi88hUYWslh7fk5mJT/Y+WeGwFvLFzO +T1+bA5u52OgYjShwN21pXqc7B70P7ge7N0YD8cSGdtloDh7JKL3PefkH1uoQ +8iyXOci+ce626Pt4yAS53OyyOTjumZnV/CwVVrPJFYVfmgeT1ABVpPwVs/d1 +CtyYh/CNIqsDuXPggnZqaMXtefijLXSx4VIOOCUdsp97Ng8SpWeIc705wPdk +p6qqyzycs84erVyRB1z1a5i9jHlg78m0vnyoAIJ5LmRYVc5D1ea4bTYmBaB4 +xDFyTcM89BYcXdGQUADvXLmdZPrm4aSUdf7GQ4VAU55Xt+ddgPdElarV9iKY +jf9XuvP0Ajw5FCNPby0GrzbRrAy1BUjPcLx4TKAEpFfp/tG4sgAHNB97WJ0u +ATODOlfzuwuwr7il9MDvEhgXIS8WvV2AC57v7vDrMuDLeb5TN+0XYD42/LjP +ZwYceK1ycMR1ARykf6luT2TAs5oc/g0BC6BeMSgtx8OEQafkyge4ACaabXLa +/kxwTJ/Inc9fAIn0FrfqHCbs7j2Q4MJaoPafmedVOplgoBT5LblxAVL0uM/z +S7Bg2YveD+f+LQDNsf7sgzMsCPPfYdrST9W3vRD/c48F3XMBV3nmF+BGxnsV +oR8ssNvZfNqXYxG8b3p4SqdSvromfFRq+SIUjscxTley4F6su+B1oUXI+ed4 +cR8nCfT/tXDn4VS07wPAzzlzzhlRiii82SXZJSnL+9yhDYUoKtp4QwqVeuOl +IhRKspQoKSVbylJkaezrOWcUSSWJIpUsh6yd85vvdf3+vK+ZeZb7mXnm/vwx +09uO/1QWoEwnfT6+gkQPFklMn18tQFOfni3jGpCozyum69F6ATJ9++an7F6q +fk4cW9YDAlSXutddyZfyTpXzLqltVPztMq33AomW/axMsHYQoOFrXnQXylev +l6u9vrBHgDo32z+9dJ9EsZbRS0oOCdAqkWEP3wISWfuN7hj2FiDG963hYgSJ +2Km7r6qeFKBz3q8u7Kd8UNNQ0bonSID6Nd3eH+mk6vVxFdG4MAEK0DVQUOsl +kYlC1NaGaAGKDGQNJn0j0e9tI5Hz8QJUY7jgY/kI5bnTu+rXpArQ3vUDz5Im +SeR7rxzzzhCgpX/VrVWlPKXJVba4mytA+D1rTQ/KUwPTly68KRKg6byMABfK +S/fUfr0UqxCgdXeDhf/zlKu905+NdQI0ooHX7aVimeAy07McAZqNn2nyoq7v +eKQUlN8hQAvPxqpoUu3HtUeWfukWIMfxi+NpVP+2wp+/5b4KUKqZnFcjNT4R +LUcjh2EB+togUZVBjb9u94tTlyYFKOtlltVaan4XwhQLK/8I0EvR5O2B1PzN +8iNG+SwhUi9fDKeo/Ey/+6GrKS5EFT8LY1Wo/BWzdh4/uEyIlJUTXlyi8utv +UJp7Q0GIPohq7cig8q/tpvCdoy5EcjyXwdPU+ny7HK6B6QnRuufOOrRQyne9 +9g/9kBCl7t2f8Te13isWlvQ/3CJEn018j0xYkajLWF6l206IWjTs5j10SWR/ +bSht60Eh8tRQdAn6w0MLy+0+nvMSom31hJxyPw81DTz765k/Nd7u89mRjTwE +f4clK4cK0f6sxOL4K5SnvL91OkcJ0YuqmSTT4zxUmrRDOva6ED01iFyUZctD ++sNy8bP3hGjRCH/ZK5yHFG8XxbTXCJFR9+vaGD8uet8o27KgVYjyoou0Azdz +0Q3+eRFoFyI7U6HauhVcJG5jG5HXL0QhS2TzV9ZxkDD4JGHBoMFB16J14mwO ++hj/sMeNTYMDySu7ctpbUXlW15+zojTYfFxWVj2d2g86/jZ7IkmDTj/DL1VG +rWhES+zFX6o0CGuPlqx3bEE5wUNPVFdR7Q2I+ebItqAj3MZMLS0auIsZa0X3 +NKNu3/BEU0MaOPx0WG7xTzNqKfjjt8+SBuERh7G3R5pQpvGoeqo7DVbc7Isj +zRrQ4cs8+QxPGuR2/3CN5Ncj+Xd5Urk+NGBFySgfyq5HiUHejPJTNPgUq2Mc +K1mPwir7Pr6/SIPuW/KTsh9q0X7LN4lyD2iQZTzTkbelGsklFsWoZNFg0Yf+ +TRLjVejNl+thmnk0WOlZ86E1tQrZRu7wNymmQWlYmfDeewKZNDfa7K2jgYBr +lfFbohJJ25UxUr7QwGNhWl2zTQni7L3rL7uSDk0PRG+M/52JbK0Clndr0IEr +Na9u2/IAcXW2vUzTpsNdX9qhUacMxKPxxdTW0kElGEptvNJRW+bmR7qWdNjg +OzZ0RCIJdYwPf7Q8RIefnQu2Crd4EN3RZja+d+igNn9r+c+KLMI1QGJc/x4d +wifzO/7RyyE+ug0k8x/QwUDDU3suPZfo0Y8bOJtHh0vhx3dtDs0nejv7Qy+W +04GOZ4hekCskvqjElCa/o0PoZK7m8iclxHDZu5W10gwIkAp51C1TTQSr1vI7 +ZRmQ57+1S9WvmhC9klf9XZ4BphE/UWldNaHhdt5NUp0B48E3meXHawgPoVrS +oXUMuKr+ckPL81rivaU/k+bMAI2Xum3GKg2Ed96e10v3McBxQmqq0aeBmJay +TF91gAGiwmn9k8UNxLIBaTM7TwZE17laLLBsJBwul59K+5cBC0fL8sadmogm +DrvfLJkB1crJO/ZsayGcjUaf2t9mQHdndrTFxRZi4M67cx7pDFgkOdT/V0UL +wfTLk7uSxYABzp/uJM1WAkns3PmhlAEcg+4e79lWghdoqjRSwYCc5AX5N7Q4 +hGuf2i9GNQNYx0ZS7u/jEEFFU1GazQy4FvBE3b6UQzzfdac68B0DFktJM0l3 +LrHpZeS1qx8ZYDYe61sdwyU61P3d7n1mgPpmuw/hhVxibMpipmmIAc03Gq6f +necSFw5qN3YPM0Bkt8LXh4o8QrxZOml0jAGD/it2pG3kEdop3/RlZhlQe4U1 +/z2UR5QzXgu0BAwIu371sVk6j7D2KecgBgYJ7kt2OFXyCC+zWC9PUQxMGmyI +Nj6PmHrw77r/xDFQU7c6ZLiI8siiQ8xrkhiIOHETnVeSREaPYfpzOQx64pd/ +6nWgPPFpqUKEAgYlsYuu8z2oevozP9VRBQN3HX7m8BmSSOtrl1VRx8B5SvYC +7xJJjPcX3RxdjYHS+ocRSTcpj31NkCZ0MLhrcU3TgvJUysCphKsGGNx2y//R +TtX3vwYdJVyNMNB2eWFnXUUSFkOG1zQ3YJBfbzP4gPLBje9LF82YYRDyeci2 +n/LD9x/86EbAYKEccyXrE+Wj4XaRG1YYbLGclRcdJIn4X0WRHlsxkPRXGB2j +fDIwksA0tMVA8VSJWwXlF5OxU2F0ewyi2JihN+Wb2HFHWpsjBoEpxpunKf/0 +8Q3PpTlj8Kgl4l9vykfrJpfOH9uHwfMg2YIKyk/Rv/mBpgcwsLglNzhGxT1T +7VML3DFoiXq8fAEVr5kpOt11BANLI741g/JZ5GwCP/MoBierRRI+Un57P3fq +xGlfDBaMsBemUr7T/eM4YnkSg3MK9G4Tyn+hAsPjkmcwKJ3DDCspH3YIl/7o +DcQgtW2pjQrlRw36hNeTEAy8z2l6HX1HeZDRMRASisFGBaOuJJIk2rBiD9sI +DGK2SvAf1JGEGiuxTy4Kg0QsWi65lCTOsgMODl3B4MoepzK/XMpnC9a6RiZi +4L9ax5J3lSQCRKXeOyVjoLFeymh3CEk0iU04q97GwJ4z8bTOhyT8xYsdqzIw +WE2Pq3PeRBJ1ixNfxT7CABBRFKJPEjISAXZuuRjkofoPV+RIgli61ma2EINr +H4NHvX9Q3peWam56joG1zfmwDa95xJFlE5tvlmFA/vPj5mQJdb/LFlusrcGg +FmXSjS/wiP0Ka018X2GwYUqxaxbjEYWKUqVmbzBgOG3fZt3HJdjKE0Zi7zAw +fROUFktwiXzVYoOsXgzw8uG3s2e4hEBj7eq+EQwq9DbWRLzjEDs1pR495VPr +Lfhgm/6EQ2RqTaidn8Kgkn/OvyycQ+zQLVZaIcTAUxAcxaee9zuGa2V2izNh +R5y00kNfaj/wI45LSDLBfY3K/BfzVoKWZ13LkWbCCuuiDpOFrcRhtUO+lvJM ++K/kmY5eZguhIR1bp6/NBJNj/Ut8yGai+Pegv5g1E3pjy4c5043EwJpTDQ3b +mfCpd1RvU1kjsdxP8FeYAxMOHMpOGwtqJIIGpRqnXajjSvsvj8w0EKhro/yA +JxPSfnwurPhVT7S8SG2uimBCp15FXcqzWmJ+Ul0xOIoJu9umpdx9agmdNYUB +xleZcGu8JiFcqZaIy2lSzE9kwvYty/U+Xq4hdqVOnk7NYEIU3zVGe2c10Rts +p3KmmgkVJTFH1RIqid8I+0/rDxMeB26wLKssJNbN3Z8yprPAiosvr58tIM48 +twiwYrHgF24pL2dcQExqhx13W8SCdJFx94v7nhATsvSD1+RZ8FRJhl2zKpvy +mMCKb84CnTB1VbHVt4jhR7Pi5edYUOn3UNzz/i2k7Z4S0xjGAmwfr6Kz9TY6 +pmAi0hHJgrCCK+aqE3fRz8RA+nAsC15o2l/yVspA30On+Qp3WeBacb0oyj0b +fdv3uyuMYIHzmMOZT+8L0ZfF4/etaWz4sD9gr/y1l2jI/TIpwWSDtqev2wkj +Av0qUZjvwtnQaHv0ViH1/p46YLPLczEb3pqIs/hxVUj06QM8XIENUdWPRU1e +VSN9e+djlWZsKFf/k11sWIeMHgwnhwMb7NhTOYLgOmQyfbHexooNh7/7bE2s +r0OW6U8V3tuwoVOz5XCyUz3aPbrg1e+9bBjr8qoivBtQSFyFkX4gG6bSQuCc +bxMK+7Lz8FQwG+bHpF975DahyPVDsS8vsKFe763eycEmFNcr/c32MhsK9QOk +Zlyb0QN9vxTvm2xQOp195bx5C8oOZzXqp7LBUtpqt8epFpTflcqfSmND/601 +5gezWlDJhSbbyEw23H+spHxjcStqaVMW3n/GhpQ0W9Pm162IVCvVOvqCDW7B +XwuM6BzUcXaHi0ElFZeb3czVpeo9pf8KiDo2mI89Ov04koNG/Tvcu9vZ8Kqt +tfOTJhdN1h2Ny3jLhviR7I/HHbhoVoZeefQDG3h3RGpnznARVq2zbKaPDX8s +vuBsgouWSVxqkh6n5mPlEcmz4KFrxqontv9mQ3GSQdldDx4S2U/IRsyywSfn +5VnVCB6ay5k6OsHA4V5kqIR5DQ8FvEpYqo3jwNi4b3tbDw/9mtKrcBfDYfHB +PW+XzPJQr5XXovalOJiU7V6fpE2iPT7M56IyOESpLvvaaUn56nr6fosVOFwR +j4+p3kMim1IzPEgJBxeVXaZOlM/qerqeFKjh0ND+SDKWqu/NWaddhjRwkJNM ++ds3gUTPtSToyjo4bHFYOMfPIJH+zsfZLgY4FI+VxCsUkSj77LadcUY4yLKM +DwxXkUjl7tfZxg04rPQXaz7AJdHt+tAMoTkOaV4Pt5zuIpH0T3lbYwscou28 +D+n0Ud6TLJvw3YxDzmBx7qXvJMI37L6TaY2DxmB/y8UxyjcHxjf17MBB+6vj +SeUpEs1ExP6SdsTh9n1Pj4NzJDqZp3lzuzMOqvlRJ//3PdmP1w0oYh8Om9x1 +Q6opf3nMHP5WcQCHIKs3p/qpuEdRGDfhjoP50wW7MqnznTenbtD2woE2dlhX +dJ5EbceM+9yP4SCVdXHF4mnKnwnt0an+OJxNkLF5Nk6i2hd+hu0BOBTkd07M +/6C81SvWLRqIQ3b+WfeBfhI9Y2eFW4Tg0NhVPnLiPYl0dax0gkJx2GnkSk8n +SZTl2PumIAIHJ/kli0/Ukkg5KPjcUBQOymoX074+I1FKuswq5VgcWl3trQSZ +JJJqLCZd4qn+5uYyym9Q/pUaVmpKwaFm7WHvVSdJdN4kqlmYhsPbVP+Db90o +7x1cedI4A4d2km+ot5XKx2O32sxcHBw0zhm9l6Hy0THj0/MEh60r2o/qCXmo +ZzZJalkxDidMVGL0v/BQ2xbePxEVONjFj5qa5vDQNt+j4pVVOCgmO27dEsND +NYnskok6HOYU3YyZPjz07PPfIh5cHLLWxTjeUOchXZEPT1Nf4cBMPe3ny+Ch +LN1/97S/wcFeeMLmTzcXpfz3JMeiBwfvwncVm2K5aOl9G8egPhxSVn8vYPzD +RVeaBucKBqh8/zJQDzHhonPSStuVR3AourrxS8FnDpoyrZh04ePg02o+71fE +Qf6HXdLipqj+3J7q8S9y0PfLE5ub5nCoaEm9ZO7IQf//P0nwUvGRc1DmoP8D +642UvQ== + "]]}, + {RGBColor[1, 0.5, 0], Thickness[0.005], Opacity[1.], + LineBox[CompressedData[" +1:eJwU2nc8ld8fAHCbZERSXxFSRqlESUanbNqSUEgqUVmpiOxS9srO3q69Rz6P +de+1N5nZe+/td39/3dd5nfOc53PGcz7v83pd3hemaq8oyMjIqGnJyP7/a5Dh +s3BwQItZxPDKmxYTEebNxS+1S4uNpF0a1igiIk6zlGefNmkxE9WONcZ8IrJ+ +cM0/a5UWY2C7tByQSUSdIlU1s4u0WA4FddBsEhGJsjwkE5yjxTKEMhePRRKR +91K/uMEULba6s/aE1Z+IZluM30eM0WJsHN3mIy5EpJy9Eds9RIvNZ+pdcrck +ong/lx62AVpMyux+w+EXRETxgYXlQQ+p/vS/NsO7RKT7KELJvZMWs17RYY8R +J6ISsfN2+FZajMuoOfsPFxGdYCvMJW+ixWLOObOUURCR5ar8jHQdLYYC/UcT +xgjoYp6uZk4lLTahJ3dKNp6A3H7NeM0DLUb1zPzxniMBTXy0qhYqpcXitcai +sp8RUJS4n2hULi32e4uTn4eBgPbYuY16M2kxnWR9w5FBPNLeSI1kT6PFbq+9 +rc3PwaOjhdUMnvG0WMvg4bWER3hkFqwmR4ymxS4cXxpu5sGjeqt/1pQRtFi2 +sonM2dlq9P361rh1IC2mSTC/Z/y1Gm0WC5e/dqXFJCyTOJB7FVIPK9qIdqbF +aM8d7/dXrUJZNooX++1psciP5caP6KqQsfTzsEdWtFiwbtbLa/aVqP+P/8eb +RrRYwjn21t9PK1AFti3EcZsWe/bk58PCDECnol2fP1aixfhS6pjZqQHZOLIF ++cjRYsrjwQ7BmmXoiuxFKlppWqwZx3HOeLsUJVbqD6wI02L3blvJjJ4vRh54 +ol8DEy0m+/iy5dzTXNQjcCumgJ4WE+WMkrrsnYMEfxZlRdPQYlPDCYanKrJR +9e2U5o/7NNh1i/p5K4EstN/sznRqngZrThbfDJxIRea999xMGmgwcddiRfuy +CIRJE0I0a2iwv71clVY5YYgpAiXLVtNg2a/Fxa9nBKOU5yJE9j80WPK1gfr9 +Uj80OsZCAzgaTND856PAHVuksdjuyOxBg+38lGVasHWHuId3fbdcaTCb69KT +k2d9YDm7OmrEmQYL6Xyu9c3eD7w/5kOBDQ0Wts7kWUYbBAOdF5uiP9NgzEXe +CVFXQ0BYInHA/QMN9t7oSLiEehgQt4P29N7SYJKjSeaXXkQC+7MjjKqGNNi6 +GEPKh6QoePXnB+cVAxos154+xDkoGigcrKXontJgwoa8q/zPYuHB0JLqsgYN +9szqr6f55TiIkDXW7lOjwfpuqHoM7MWBFPVT60xVGsxxuz3st00CuL1u+xGq +SIMZiN2VzRZOhL+E28EusjTYHwEeJ5P2ROAXqko0uUGDHTu+rFtgkQSWbtIF +mpKkerk4/Q+0yVAxk4uXFafBWKreh7v5JQPL3QudwqI0GBzKSx8/mgLP0+PH +2C/SYJ6uyUQL9xRIZz61RnaOBivpCE8/uZUCu2aBVDNnabCyTo7SpmepoNrK +xNbBS4O1PcbG7fJTIVjMlQ+4aLCTaU0YBw0OJgIORJP/o8G0aZ1tAm/jQHz9 +s6z/MRrs29DJqfHvOHB5svjwKwsNNmiWYUdRiIPWwjf6how0GEdKxuOhARzw +cAyZPTxEg/EmiFz4uoOD5OEXzQ7UNJjCx/zVGYY0EE0dvZRJToMVKAWN6x9L +g9IPr73/7VFjWXKUbf1saaAgPTnPtE2N+bI51usdToNGKuN7N9apsYSHMwJT +mzjQbJhJe79Mjc2m37S17cfB0K/3jL/nqTGVPcUYriIcGOsuvKufpsYsDpHn +trjjYIXfvH5nnBrLMN44HPkYB7YLy+fPj1BjOs/U5T3ZcUBTaOmu/Y8am69o +vRrfmAreDuvTP3upMQZ7h/XFr6lwQsVKtaiLGku7pf7X5kwqxLBsJ0+2UWOh +jEGGahUpkBuz90apnlTPZvKXYzQZZN7aEz8RqTEDwtex82+SAS9GLphQRY21 +XAxYxo8kQXcV1QTVH2rs8nV9p/HyRHjh+V3xShE1Vqx4Ot3/TCLMPqZLMMij +xlpbVfk57RNgf/zwq4o0akx4NXmFkzMeXDM8q5aSqTHtYypsBN04OGLFfIY3 +gRqzws6wZIbEAt+hoyP2EdTY/V9riumb0aB8nkNfxpsao2gVq1D+Ew4tK2HY +O3dSfCUmeIaGUNAu5eIJd6XGmqL/Msk1BcP7u7z/tu2pMY+emvv8uADwMxXU +KTSjxuJc9X3/i3KFvhxxLTE1asxlrl+s6589emVbWPjiHjXGz1OT9/3aNzQv +L3nCT5Ua49Q8mVjm7YbIO2W6FmWpsZj5UT/HAj/Evyn/OF2MtJ5spU/Tpn4j +M+lHD4WOUWMSX8RnHkelIM5aoe63LNTYHZ20wKxjOER8QqafzkiNZbo5zG26 +pyHuD2lmYjTUGG1prsZNmUzUmEzrI7NBhR1Z9f+8JpyDhI+XNj7spsJ4YydE +1rYL0d84P42ADiqsaf1xqVBWEXIRNRrobKHCZqin6GVfF6Peu+zzT2upsFBD +XovS+hLk5mLG+LqEChMLYCy79qMMTS6dufPlNxV2Iur2qE1rOQqw32krDaHC +OusPKVzhrkA3GVufHvyiwuajrcySjCtQkKD9WxcvKoy4hsWG7VUgRb1uNy97 +KmyRt/BQOGsVWp7NYG2xocIodx6e4VGvQhFfvocetaLCrubzDB4NqEJrv8RS +gs2oMHkUvSbAXI3i6j1rYvSpMLNul/1TS9XogfbLh2M6VFjdpgC71Fk82p2Q +7BbQpsIyHvzg+PEEjx5RTk7i1KgwCeYgutB8PNr3KTNbuEeFpT1k5lUbwaOU +U782L98m1Q/7feNlIiAKSVm6AjkqbCheXm9Bh4DSCSd8thAVlpt5inXEiYC0 +Hy8cl5amwhiYmzz/kvItzUh1pJ0EFUaRgj9ZhyegLLNwgfIrVNj452HVfFJ+ +frZvkUF5mQqbq6Va/EXK33QeKtcUL1Bhlpfi+V+T8nvufzzwQ4gKi6zWeMhH +yv/PE9cV685SYe+oFThq7xDRfl5hYikvFUZonwraJfkhrOoLXToXFfbcfO1c +zicikmiTNor8jwr7ptSSPe1K8svQfo3PMSrsrp2SZVQgyQuL2DknFirMd2Tp +v9YYImI5cHL/wEiF8WUF537FEVE6o8Lsy0NU2E1Ox5LoHCK6w0l7V4OaCmOO +S2WQKSSi6XM1aUrkpPVkoZi7R/KU63V3put7lNi6wEe6LpKnzijfNT23RYmJ +rh+y6CB5qkKDufnkGiUm29UZq5pFRHqvWkQYlyixcyyLdteSiWj3g7/v/iwl +9o1H/vbvCCIKdXq8vDBJiYXlGBZ89SWia77HHw2NUmJ3tB/+7XEkovbI7pzW +QUrMbJtKqMCUiCzSw9iq+igxAuslt2NPiYj5j87HvL+UmH5fxq0tOSLC1XF3 +JrRTYng99u1X54hItWdIPLiZEnP3OVyhx0REE5OxQT/rKTGL72mHZxYI6DSN +oNa7KkpMbMikuyaVgDC26SIdjBKzoXwvLPidgHT4cBz3Sykxxk+nfl/QJaDg +myJ9l3MpMXNBnQAlWgISv78szZdJiX3RoRk1+otHbTq5v9lwlJjhkvHQvUQ8 +YrKR0NuIpcToZ8+/cbiBR7if2zAZSYlV50/79tPgkUpwKU9PGCn+d98TTzVU +I5e8m8Ol/pSYfaSot/mjarS9oPzKyZkSC1xSvWqqXIWC9+nxH+wpsSH2hhv7 +ZFXoKmMD/ysbSuyl/dTTyoJKZHbu4aTSB0rs4flK71M8lWjspdZbRgNKzMiY +KGDaX46cPpys39elxGyTCxgof5YjHqd+4UVtSuxirZDSZbFypB2pP9+qRok9 +2b3zxt8ZQ83dRubBspRY2sdQqqXzZaj03pfPfKcpsXhLYScNzkIUUKUgqH2K +EttV+KFRol+A3kuydPtwUGLFnuB/LyEfneJPktxnpcT473duGl7IQ/Z7HXt/ +KUn90Z6huCWejWRxl128xiiwa/9tfKDyT0Icp/euVA9RYCWKKlKnOBPRShBx +bKefAiOeKXLpTohHcc56SkadFNikSkMKRUUMon7qSS9PoMBqBm8RDYRCEfHQ +lM9WEgVWeOF+BXeBBYqyz70lEk+B9U81014/oY+s1+yXX0dTYPrqQVKdQdfg +3BC7ensIBbbQEOaxyPQR3Avlj2e4UWBvpg9Q3ilPeHnxCHHsOwVm2RznN1bt +A9JxvVaczhTYn1PSd6wX/WDW26Lnpw0F9i/npJwbTxDcM4z6/fIdBWaiMJuq +MxoB/P1v74W9ocBy5Ds+B2lFwb7atYOWlxRYwQW9hunr0ZBxo/E50qHADlKc +AjtHY+BHbgjLJy3SeE8MMFzJiIXn515V4B5TYOeCvORpLEj5jX2Xj+MeaTwT +qloRg/Ew6U5of6BKga1KUXhf9kiAcnL/b66KFJjoy1c32i8lQuhnXfEyWVJ/ +MvJ1pnWJYDEnNLF6gwI73/Aqb143CVQN1oLOS1Fg2niHMOnpJDjdjSm/uEaK +35LhhuL7ZGirepLSdIkCUy4atlDQToGIEqYreecpMHPd/Ar/+hR4k139J1SA +AltUsdIZuJIKosm2Sg58FJjveoAGm38q7EaKtbzipsA+7qGX/BOpgA+c1r59 +kvT85YUhmss48PGMHhU5ToE5v/JtTTbDgbaLpgn7UQps28JhmCoBB2dsmDd3 +mEjP37hoxNyCg3lzvOMQPWm9X3sYVyzhoPDN18MEGgosw/Ri8Am6NHDSu/IL +R0GB7YvxqzGR/HRHY+aU3z45Fv45NDGa5Cv2uzFJn7fJMVv3409aSf4alNMS +1VknxzSnQhqjt3CQInmkVHaZHPNsVTt/tA8HlpcJCoLz5Bj3Iv/187k4uCFo +18Q4TY4dZZ0wX3TEAR33Va2VMXKslV9u11iB5L9js8N/h8gxx4jPKXH7qRDO +EPuurJ8cszHM20xKS4XXlNrrsd3kWHyz/OFvaqkgsn3E4WcHOdYTYIBTmkuB +7UXCIdMWcuyK2YAKuV0KVE3Y+as3kGNvIl8vV1KlgNfAVS7JGnLMOC9WLdYx +GTQ7ZhO4q8mxXSWK7NzVJJit0C6eLiXHvEXybGv/JEJ+EYt8cyE59n1c5xk5 +WyI4ZBIb8nJJ8bREnWx6ngBsEeJDDjhybDvVnyF+IA4GAuaMXyeRYzEZaZMz +zHGQ5B63ejuOHKsoo19QlIgFaWtWuuPh5FhWxM8hvEk0vFSfv5jmTo6d4RIw +uDofChdvxxf6uZLmh6CGqdQGw+atZ7JWzuRYZtcta8qgQPC4VPtYzoYcq/3Q +ydhF6Qe59Am23cbkWPaL5YuCbx3AjlyHBl6TY03ztXva3z6B8uZRn7gX5JiS +L31dB80b6BtzjDXVJseev6U1Pf6fAaIq16mlViXHgmPoXkU9dkePPx87ISpE +Wq+zr5RlJ2OQrBhv7bmz5FhjrNJMkHkcurggbMvHS47VHeWYF9mLR3SG8oNs +/5Fj5jf4bl3lSEbFGh+SNuhI639okZj5MgOdEm+R+DNJhpFZMHFzU+Qj+uW+ +6bxRMuzx6ibuYm0+2kibDE8fJMNiOjzT3vgWoOazZORRf8mwz8cDXP9xFiGn +Y5dqnIhk2F1Va/8vZ0rR+KqHlnISGWanSBXGMY+h1szgw7fiyDC16085DeTL +EbyL+3M9igxjyI7JfRxSjoJHS3jPB5NhDlxNUlSoAqm2T08x/iDDzkwMF/FY +VSJxn/UwGhcyLCG8MEKtohLx3aG4d2BPhhlOf2+tpa9Cu5X/ZS9+JsW/VMiu +H1iFMnKUv7QZkmGnV3rttgKrUbipunC9ARl2XaHZVKS1Gv04/3ygSo8Mu/GR +i/vpYTx6EftZNv8JGWbMvaH05jMe3dNzXk1/RIaJX13vuZ6CR1InvRMS75Nh +5zj+6vf34BGbfwJ9iBIZZq1oftX2KgGR3c8u9ZUjw/aE/B4b6RHQHH2ZiRsi +w2jiolgZXAmoB1/D4yxFhi0v/7iuiyMgvFNHq8010ng+TKxoNRFQ9o0hF0sx +MuxAd5m4RcrXkduz4u8vkWGCo+oREqR87pG/OfnqPBlGsNkpZCHleysLqjBd +ATIs6XHLHweSB6J+/fc7nI+MdP9TszmkRUSEwouRPdxkWHd8F63FOyKa75WL +PsFJhl02vwAFX4mI/UAzVuMEGaZS7an014OIbpw2iQ9gI8NcNxZ8W0KI6JWC +c2LrETLs+78HPdFxpPe/CU4+wkiGcTxdTFRKI3nOPS313iEyjO6XS0M5yVN9 +6RVpHtRk2CNqAyNmkqcoW7syasnJMFrByLFLJE89nu42YNk9gNDRU5unSeU4 +Eao3nqsHYBgbFzNZQEQrny6+OzR3ADFHmkQdSf3J/tE0+zZ2AHXuTLJzJL/5 +Ujpbkg8cAIeiT94FUjyDKmlWXzsPIIKFu0yOFO8lny7brcYDMB/f6hIhjceu +k9zxI+EAPp2Oql23JaIGTuFvS3AA3e7+SUFviYjTQOPn+8IDqOc60nRMk4je +Jjt4TmUewOmUorEPskRUvJDi+yr5APi00UAuab41bQ9CdEIPYIPeIHV2lYAS +K4Qiuv0OADdQ2zLdSUDrdOoxj91J77OKte3JJ6CAX0kpd20PgLNP+GSUGQGN +9Lam11gegOdO7G97VQISPb2XrfD+AIo86zCD0wTUlP6wREaXND/OXJQP6vHo +1JoNFGkcgIDejW6DCDx6J5VQefX+AUhZvSz1N8EjeuJ23YWbB/D4MfWy/iE8 +UhyK7eM6Tep/r5zdTqga/RJoHAzhOIDUjp+24nNVaPT95uixowfAJWk8opBR +hZy278wxUh1A5RmRePeLVajs6Pre3tg+jL3czsJxVCJGbR6KLwP7UHbRXepY +awV6FqVKs965Dy/CCs6e+lGBtoUjmeYJ+7Acoex1fbEciSsqcw8k70Ofj1Fa +SRaG0q1Cb5a934eh5OdPxWhL0SAWth70ah+aXIh4RoUSxHroN85cZx9og99e +0nAsRp9DIk+cvbsPonfGvqSvFaKbxXGL7sL7IENuZrzRnIfadtKjtGb2gLCr +X2TZl45o5DM1xEb2IOaWWxqZfBqS8MhiYOzdAyYXlt0PuFQUzplrhdXuQZj1 +8JNjjknotUzRA4GUPbDjzBB5cjMGbdpVkq292QP/iNfSUtd/onOEqvzG53vg +a76piv/hjJ4x498lae6BGf/wLbYuG1QeSfz7VHkPlM1jOFwtniA3rCGzQmAP +Ct9qnG/ed4RSuqbX4dx7cBrnf/nY3ndYeNDM+en4HijW5Zk+GnIH9aHWH0K0 +e0D7yFfgPs4PuCj+PvcZ3wWC0cBQ3acweKDazW48sAtvaDF+beff4OTXUy/X +uQuyn+gHKBwiYfx0v8RG9S7EfNBSE4mLhhNvB+ab/+yC9Vq/7p+fMXA7519c +St4uFO8nFpe+joVMueEjuvG7UFjy7N53mngYdh/BX/u9C0o42j3Gmnhgax+1 +Zfm1C+Tap1acnBJAkXNcdMZjF6ZmBJwJoolg/XJissplF4K+cFpBdyLgcJMR +Eba7cCF48r8Hn5NgYHVK3cpyF1omci4/P5wMst9msfMvd8EEUX+PZk+B6TCy +4z7PdsFWOfIm4/cU8Mtme7+qTnpfv+/XidkUkKwRrNS8uws4saxR3tupMPJP ++r8/CrtQZFX6MCMqFTzWH5jy3tiFkj3RTue5VLjC+Kr6m/guFEjvFweQPNXH +Z31y+uIuUL5edPz7Dgcukp7m9wR2oevB8QnFSBwIP4wmZHPvwnX/kaG/RBy0 +G+ZxHT+xC9xRfAk/pnBga1fzwebILuAJrXEPydPgzK/+mn90uyCwWeIhciQN +6lOXuOXJd8FNeFGVjz0NLCuoPyVt7cA7myOHhY6mAWf3f/UMyzuwkf32mixt +GlQvXDhtPr0DH78tWJkt48CERtaqY3gHRpXm8vPbccDOpdF4vXcHBuWz2f9L +x0GZmPGZiLYd4C9e2Q63w8FrVbsvFPU7UOjFRKmiiAMmfb/m11U7QDnCQX+W +Ggf5nxP460p3wC6g7axkSSroehXbXsrbgcdDD+P93qQCTXxjq3/aDshq/WaW +ZEyF9JJhwc34Hfh3+8hpmeQU0Ghdt3sWsQNk8z6NydIpsD9J34EF7kDyl8jr +3oRkSDw4df6s9w4MeV0v3FNJhgfsYo4/XXfgJKN/A01VEmwKK3XN2e8A1h8n ++OdqEihrmzrnm+3AmMGwuBNZIiyaOXdzGO1ATnQgfalWAgS7Bl2y198Bos0R +va2UeJjKhV4lNVJ9AP/poatx4FfXdhmnugM+BZ9CwDQWJIcnXI/I7UDBx+yw +QzEx4MZ85Eq32A701VUyqi9GgSj/GTcZ4R2YfWS27cMQBT3SEoPRZ3bgk40n +/qVcBJwzfu5hfGwHlK4LqN01CYW6qszRnfVtMMqyXL1z1g8se6skny9sg/uw +62/FCW/gXP7rUzWxDZpCb6/TvHOHd9zkMp5/t2F21sbologTMHx5+OtU8TYw +bQQv00XLo3uXlhVufd2GEPIPHBxdv5BUc8Zs3cdtWBf6HaTnG4wEzd/7a5hs +AyMTI1n+wzBEmTM5+FZvGyj2/YI9zaNQofg/m8BbpHL9w+t83AmI90Z91gz1 +NugkRbAcHcxETP9+an7a34KXHp84XMKy0K690gHZxhb8YLqxtqCRjTrLK+6w +T25BeYxA8qOGHOSmUDRxs3YL0n1WX3nm5aPVOwlcgV5bwJqo6HtCtxQNzRlU +8bhuQeHP9Xkfxj+o0Yv3bar9FlRnWL2yKfmDkpvDCzGzLWDwcwpSYQWkq+7/ +aEZtC3LkiZ8T2jF0e+3B9sfbW5B6y0pl5kw5kghkiiaT3wI91oDHzJbl6Ojf +n/PHrm5B75fTXbVMFYj41OHnzeOk9jyMqYtXKlHeroxIHfMWDIkkfWS2qUQx +v3c6H9Ntgdcc+f0/UIm+/vt05u3WJlg/MveKlq9Cxg5X6taWNknnSdYZvEsV +0uRdNneY3oRXQsbCGpVVSNTgPfzq3YS0uAnpIKlqxE11/jVP+yYwVX4SkPhY +jRjiJxlS6zch9qWkypm0ajQ+bqCN/dmE5PFAC+w4HrW58pLfzt+El1F8Ii9U +8QgT/JfYkb4JYn35fqI2eBRmrL02HbkJayM22gpdpHzLuHC3LWgTLi41Xmeh +ISDpTOeEEu9NuKAakhgmSkCMj04cxLpuQrhxdnj/MwIaWMM98bDfBMr0cybN +LgSUHnwr0/LzJiTFaTa+TyEge6lOOh3TTZDP6mrIaCAgHseDogt6m3CF+1Tt +YUYiWuQLYGV/sgmV9YGEk0JEVI4XfLt/bxMsdzUMS0ke8TP6UzmuuAnprZci +pki+e8Ggxtl0YxN2y5cqI02ISDRj3LJAfBPcZMkCeh1I/lKzaYi8uAkm7R0X +Qn2IqH2Vmf8H/yb0XrU61v2b5K+gODuzU5vQXNonFphERJaS17s02Tdhp0K6 +qymTiBT6Gy7dYtoEmhPaOS75JC86vPghRLMJHu9zhnKKiGj89MYgy/4G3M9P +GnpG8lx+tfv17bUNcDP3DrYn+c/1DY/f8NwGhAzmP+TMJfnpcN507dgGmJ95 +ViZG8qNguopcTv8GhCl6reFjiWjzwUBYWMcGlItQWHYFEVHNisWqc8MG/BfW +edLwJxGFBtLefVe9AY+2lK5YWRGR8fXwePU/GzD/Qd2I8RURSfWJ7EvnbQDX +zv06oftExGBfrXE2bQPQtzeNzeIkn/JqZzDGb4CtO4cqDScRpVXN066Hb0Bg +7y+rxn0CsjN0fj4QsAGCnazrF/4R0D36E0V4jw1IunoCE/pDQIv3bxkH2W6A +AmcgC4MFAWHLHRX2lhsgG3vrw74yAfn+Mj755t0G0DbstsVxkXzX618v8WwD +Oj8GqgpheERhJ3iWV30DWt09eNi9SPuR58/XQ3c2YCvq/Yd2LTyyfD1+sUdq +A1jpjw6PT1ej/CUJX5uTGxDzvrRVd7UKfQ9omDI4ShpfZfLhlqwq9OTaC9k7 +hzdgUrl0Qu99Fdq0dV/h3FkHTvSY5mCgEknSDTwu61mHmCdtV5zTKhCccuYg +D12HCvaAJ44UGKLxOXfU0m8dFHTO5dE/BXSHvPXwhNs6WDilTgtllKG/Izx7 +9TbrYJpMG8Sg9gctJ5X9C9ZZB3m/0JO034oRv9h2nAjvOrimSqT+ystF7+Ki +f8f+tw6qBUU8gZs5KOeYSiA76zqcUrIXuCGVg25uBrnuUqyDrsaTvVnIQlp/ +rhoTR9dAuvlg+IZ/GvJQMr/0PGkNJpS02Lmno1Fr4QnBtihSuaE3yvBrFPrv +HMajGLIGUvMzF8z4I1ACAzOrsNsaHHYR7DbxCkZYC2514+0aSBrTGHFruiMa +OfU545dr0JWgb590+Du6m7sz1v9sDQQvjCVrNTmgnkDVrsq7a3BNYD9fRdAY +rTydLPK+tAYaZ5WfC6MvINngnU0huEbKQ3QfLnc5gsONa6kfedZgkal1WMj6 +OzDwfg9/yrIGfcvrscnW3sA/zmcvsLIKj/INeWcvBMO7J3WfQ2dW4dfZaO6I +c6GQQ7QwYxxdhXRLhws8HOFwM7Vcf6Wd1D6hgPZ7cyRom+nJQ/4q7JnyeMyr +xILLSP+8d/oqNCgaj97liYN0jWchzxNWQX2GbKx2Lg7IZbTmyQNXYflFVELo ++wQ4l9kV3Oq5Ci/lCz9kcCeCOp+GXOy3VVA7LnX4NTERkg49Cpb/uAp1n4JE +7+4lQatti+yx96tgmDQydvtnMuwu3J8be7kKUVYe2T8OpwC/QWNQ/rNV+O/N +gN+8cwrc77wj66q+Cp2mf44bL6eAlUrd7JM7q2ByhPh2SiMVYkpVggTlV0FT +RkLjWVYq1F8i3tqSWoXzGY4yueQ4WI9RnK0RW4WYi2lCo0o44GGvDgw9vwo/ +rM3wg844UP0pd+st3yq0v6F4FZWHI5175TNSJ1chgTF1j6MfB79NbwYyHCXF +48J8WXUbB/jhspv99KT4Fa+rCDGmweJjmZk0ilU43KkpmXcsDThqSn7Zba/A +tTC52FmS1+SlJW/eX16BD+O4hiaS10wyCqe5p1fgzGGO9OdLOAg+fe3X4tAK +TAf4jsQ046DiVx4q716ByTjqgrB4HMzQXZn2bVmBbS9rDjUzHLDZZge8qFkB +057hxEYRHNxYEEFi5SvA214deXIiFd68yJiiLFoBhxnPCXn/VPDruBDQnrkC +X7hjaDWvpkKpMu5GfNIKHKu5KvSyIQXGS85NfYxaAQuezqNfnqbAkUvJ/orB +K2BNun3i/iXD9RiBG8d9VuDV+0wjJu1keHEsYXLCdQVWeDle5NcmgcePM/6F +9itwiULqWsnlJBg04Z3UMl2Bz5MrpMtnAtAPR/qdM1wBqyJ2x7ULCXDl8SmZ +Hd0VwKneP2RpGg+uUif9wu+tQE6y2oFSVyxcpDsm/e/CCkSgt92UN6JA08Z/ +POPsCgRKxYc8/RYBTvMsvg5cKxDtcGjJ1i4cOtqZxnkZV4B5D1ysbwWDbTSd +z8vZZeBniFKUE/SCBDZXyaujy/DjU7fx+ds/odmVeoy6bxmEaDRjPjxygTMm +FJKJdcvwkHyFq+SiJdRJ7o5MpSzD6bmeuJmNT0hS4sy/wZhlkBDyrL2364CS +rt7p6QpdhrEIzqVS7+/ou0h4c7XbMtjRhPReXPdBsvzSf6KNlyFSbkl9ICsc +FbLYBmqdW4YOGb+XOxEpSIA5zvfB6WUoeH8u+agIDgUy1HsocSwDd0thxbWK +NPSBltP5Kj2p/et1d3XLTHRxr8SUZXoJNqxjPySH5aC4yR3lmuQl6L38duBL +axE6Os4nj0UvQeVQTndJQDFyGrmNCkKWYGvQ+oPv4xKkNxB2Nf7nEqRXypc7 +tZYijnap045GSyD21WBYIR/QzxYDLiv9JRjIybm5dQVDm43uJ0y1lmBdbqEo +3hNDnTW9TDoqSyA6qiesKlWOfMFmR0JoCZqnZK7e/l6ByP7Erl/iXYI1fVrs +aUcFMimuW+L/bwkeH53o6T5die7knZxkO7QECSf7iPOFlagkW27kMPkSBFWt +ypqQV6FzmW8HKLYWweJkfYSwchWiSy1pX5xcBHLBQRnJ5ir0OWmkaWJwET4E +NGlYspB8FX+4buDvIthRXiSrfFCNKqOeltcTF+HC5xdzn2qqkV3gTlpS0iL4 +9sctS8Tg0YsX4irnohfhi2RTX28THildNB9NDVmEWiP1pcAdPDqCH+fIcFuE +i7JXL9+4S0Brvrz5Is6LIBgo/YD7AwH16Dx7mG2zCKMVlk4UQQQUu9bimvdu +EVK867dK/hLQj3IGvmuvFsFE7In2z3UCeuepVFaoswi6GCeNEisRPdRy0pLU +WAS/2GvSS+eJSPzsn9WSe4tgypvq7CJHRBxLG94ySotgFtGbuqdJRAeloucB +LcJprr16rXdENPrjPf6mxCLsDH1WDvxKRET1JP0KkUX4ekmuJtOD5AmekV05 +IdLzTOLyiSEkr81yBVfzLoLY8Xubn+OI6FOhppgSxyIQRGdNeEn+eeri30hk +XYRhVVrbmBwiuvmg0Uj18CLUDavf2C4gojOch6jrKReh18+QW5DkK9Zm15th +mwuADCrbzpPKvYZ7nyKmFsCSYlKbmuStuAOLtOieBcjufHCQS+rPJGhyJK5u +AeinjTWkSO+7dkmXI6l0AUyzHW6GkOIhI7Q9SE1bgKLCsMkmUry1uiqu6REL +4Hv6WdUgaTz+62V/srwXIPUM3r+BNN5nXldWcx0WgO8ltX4waT74+VPOFZov +QNR9fgc5kkcX/3Drl7xYAGrraq8W0nwWPf4VVPZogbRLcz8oCBOR0xx9Y7n8 +AtzcCtKNIa3HnW8OVNVXF8AIWRJmSOt1jGtdksi/AJqnJE3OdpM8nfvWvO74 +AlxxldV+VERA5qMaAy1b8+BzIOn4m7QfJG3r2Tqm54HndvO5StJ+oWKTvf23 +dx4KhlLXFs4SUKDchcKBP/PwxQCHWTbjUWkMpd+M4zycrRh0amXCo2+S1sR5 +i3kYEVxO6uyuRvda5/eXDOYh8Si7HFtsNRoi73m7qTAPfG5COVoi1YhGP1OB +mn4eflpgUTPiVah586wt3c4cqFI0NAatVqIQn7Dsw7Nz0Ku7ewIyK5Ew9p2b +tXEOZJht52LPVKKH3Dpbp/zmICdQY79tpxwNFzv49zvOwSmrQzY1ieXIQiPu +Qrj5HHSfNhd/pFaO/Dxn9P97OAc9fAb02rEYat2xrj16ZA4Ipyq+2b0vQ2p/ +A8PovGbhiQPXcpReIRr+UHyV8HUWWtnaFhODCpAF80DTt/ezcBOXNJ3bmI/8 +FM9SUd6dBYf7MPxcMg+15ua82zs8C1QdnsOuh7ORmm+zzPLPGfCuKeGffpGI +hoVXuzKtZ8DYn8ePojUeWRCPW5gazUBo7scvInJxyO9AN2FWeQZU7i7crRUm +ee39HNME7Qw8ZO/LDVMKRC8OsSTHb0zDMPsl4b/q/mg57orcy4lpCDCROnvK +2Aex9tl8HsJPw6srck9v6XxDaqr0g73fpoGgduWQ2voVGB678CX04zTwQZYK +Y4MhWDg+ZNN6NQ2b0QSTe/c/gV9hsHKn/DQQJy4uhil9g1Z+gaxmymnA2h98 +OuAPgBcVqre9V6bgUd752umXgbCsYzJ2d2QKghqeGwsGBAPrr7z/6iqmgGbQ +a1yiOhweUco7VTtOwQ2XXHrFKzHQKOX5LMRiCmJxpcwq1LGgatkp/t5gCiwI +d5xaGmNBduzNDJvCFLhJ1K9S3o6HMq7s6smrU2CNvyVtvRcPkho7kaX8U0B2 +PcyVPikBRAme6i/ppiBAICeZbywR0g86L0psTcK88air/eckOCfBc4hhehKK +D23aRZInQ4KZ0ci/nkkQCsswNHNOBt7k7D85dZMQfhu7NbibDOFDO0GupZOQ +P/hQfOB9CpzgULB4mjYJ9+3UQ7U7UyBAzevOpYhJ6OrGLSqKp8IR9y5+Su9J +8PUSn/3lmQoelTzkXfaTcON2uLlUXyrQ7Rr1pphNgmEwdYjwaRy4XMnJs9Of +hJ3tkAw9PRwcvNv1VlObhEM3uiXq/XHwJV7BmF9uEp7lEBeMgeS7fi/5bbFJ ++HdrjXB1GAcW7H9PNZ6ZBHMu1XmBXRzM3+Pdij42CU70pTUyJK8Zuxq3faSZ +hNljNTuWJK+NQ06aysYEnMmof17PlgYvNndduSYnQPA/wSPyh9OgX0TxxdLf +CbARRs/6//9/MCNv6eqaCfhnrNIaSvJhe/Rf9pDiCZg23rjuUISDBz28S+9S +J8A0aTbAzwMH9axv626GTwBTPeOpvxo4UL6dG8/mOQGxTrHKmidwUOW8Zz/5 +dQKeU6rByZZUuFmqqF1qMgHkRmMvhB1ToWTV+4qP3gTs0q0o/xJMBfEL3Uwv +H0wA99b94heEFMh+dXrq2q0JcNh+djlGJwVSOnN//zs9AfTFBjQ5ZsnAz7z/ +OefoBNzcvYLi55IgRklJzZVqAp7Sd128/SIJQgq7aS6Nj4MoPiaaTCwR2JZO +D1F0jYN1n4SYpHcC+Ai9K+kkjINQRKyfzUg8/AjdN7VLHgcNG91jnyzjgKpN +SVUtdBwubptxvciKBYfDvmf43ceBS74xr2Q8Bj7b8nU3vBsH5RuOtEJS0fBa +V1mWS2QcGInyQXacYTAc6Mu5xDMOz2LQIp4vBHSbetarWMaB//oKzyhXEDy+ ++T713coYvA4lYyub8QP5035spfljEPYyrNBi1hm+6/5Uu50wBmc0q0XfJnyF +mlAHn55fY0Cb39ZKuiLDvaOmDFuWY6Dz2BYnjN1EmlR3qMTFxqD486oCeu+K +3o5Tr2ZkjAKNsWLx13/RyC/Fui02aQQ8fZujXpTkofZxMxax4BGwyGYMqXDN +R8f53tyvcB2BjJDR4/cfFaDwMI26wdcjkBCOv2U0UYgSPMQquc6OgOvMo0eM +ZKVokniOPI1tBOy4/2FSFaXoPPVpJE01AmlTbSf9nf6gzK9HSrRHhqG/tS8J +7ZWhYpO57KDoYXhU6CsbPoOh3ZTRRX7fYZiqZ3+dIleO0ETvxXyHYXgy1Viu +HlqOqvRqU9r1hoFv486cglwFanyQGMNyahhmKF3vnXKqREc8IwajGIdBOCJ4 +3KehEj2q+XVKZG8IjEvFJq4er0J/b7mE3usbgpPaotYTcVVoSFTfzz10CExM +vv/EJVWjdOdUc0O3IaDma1Z5MVKNvrSvPZD7MgS6g2mPaDnx6OgnN+YdrSEY +8/h2aPc7Hg3i2+c7VYbgIaXlrGQRHuGOczdmXx8C23nHn0pTeKRQlONh/N8Q +aIoU8+JkCYiVfv+t4qEhuK9teWz9LSn/aivfPr01CEk3o/OX/AgoJdXv3P7k +ILwsZpsILiCgz7t9h3r+DkLaKZnxMVK+lr8rMJVHHIQ4XXq1ti0COhJhTvQt +HIT/VPECz44TUd98SeL7JFL7/v4qG1EiSkY0rirBg/D+S9jEhdskH/k8eH32 +xyB0TbVkmOgTkexQqAK51SC8OWoVKfmRiJhEx870Gw7C5dtXw7y+k/zjdImq +6MkgpPINTBv+IqKkNuuRAKVBqEsful4VTUSWZ6oqzK4NQi5XYlB0KslXH5li +7ggMQltG7+f9bCJixGs6Ch4fBKexzOxukrd62GOfU9EOgtYs/TdRkq/uNPXY +Y3P/oE0m0oeOVB4zM71h1fAPPN5S9j0ltbdjpdq7lPYPktlxrcKk/o7nBpdM +ePyDDtY+edsUIsp8fOFL5Lt/8F+Bs+HtKCJS2SiXeHLnH2zqH2kP8yei4WCN +DSbhf2AjIfzD1IWIbCRn8vCH/0GTkMkY0YKI2PrsLe1mBoB0qmam6JJ8+ZVN +TLxuAKzesR49oUxEitzJS3MpAzDjGBTIdomI/mEymfFuA3CH2UYw7igRWb1o +NdExHoDffrzH69ZI6xe/M1MvNABRO8YCy9kEJKfkk+JyaAD+leXidz0JqG/y +jJH0VD+MFBqV5rwmICbhe+OpSf3QkTSUiVgIKLFhOM7gRz/sfGg4cXoEj26a +fjY4+aYfhDSeJtZl45FFdtSgm0A/SG5bT/rdxqPD6lcjZWn7Id+RuRFjw6O4 +tRqd7fE+eNxdLdPZW406JVZ6jBL6QP0RRU2vQTWSBIUO5bN9QFbGn6/3rAq1 +Pe/xJ6Pug5IrK8Udx6rQOwpTtcLRXvjP09LKmfT9RCgENwnE9YKtaHZNzrVK +RFk/XUPD1wvpbk2a+ZvlyDKxlm6KqhfQPk6lL6UcjTqlKNWN98CjmzIpNU/L +UfV142rvlB7Q+3HAzl+MIdfEKeyEaA+8cNzASbWXocPOkwXnbnWDQ/99bWtZ +0v1Ocjz+nl4XcC64xX07nIpcjuFHRW51wfHzLfTOAclodTGe7yhfF9TfWqvG +n0pCHYmvorvGO0Hr2KT43LV4FHRsLPy5SSccGlqW/EIViU4ujfhbfO2AxVjL +a29+OCGP+spWdb0OWCja+qeY/wXtJsayXLvVAcF7h/Vk7MxQv66B9w5VB1yR +F2AR4r8DkfXDbi4e7dDuy26g9dcFjiRV1Lw2aYc+j6wXsW9+goNzDJ3Kg3bA +WW/P6A97gr7ki++MbO3gZyQ9Ma7kD3xJQ46BYW3wOc/WhFY/DHjcuX4sfGkD +5pdbLsdMf8MpEy0vZe02+F7a0iL2PhI4rrSEbp9og6nWANqL4dFw4jhj9KPN +VpD18jn0yikG2LeVE3FdrdBjlK9I9zwWWDEsRzewFa5xFzvSkMfDkdjdooKP +rYA1qXucqooHpu8S2JHHrSB54tE6p10CMBhZ4o2utILTxM7wyMVEoL+TWV9x +tBXO7hotanQmAt2l2daTKy1g85lD+qllEtCwCnZbtrZA1bCMYRddMpD/jRzj +922BJgs19262FNgv7p2xN2uBaVd/2yseKbD7+/jy3/stcJixWT5rKwW2HR5t +Xr7UAmHnBu/f0EmFTQPvfTemFpgboIqpy0+FdcU6qtG5ZlhbtOpRpcHBqhDt +YZmGZvg+AVczbuNgmUGOJRDXDNHx2d5z33GwuGB3fMG9GeCJyqvdApJ3Wou5 +lN82g+2b051tAziYzVvni1ZthmUZfPz7HRxMB4ue2xZqhjn3ROlqkocmbUxE +Hh1qBkaWwaQukofq/6i/12xpAuGY5IjYo2lAdK63pvdpgq8m/lZCtGlQpSL/ +vfReE/z6+OHa20UcAHOpnwljExBE2JzeNeGguEMskqe+EVS/RsSJxuEgPyw1 +tdWtEb7+A+8qExxk6/MVuqg0wrdbnl3nLuEgXSCsSpyuEUSfnc42HUuFlDnW +lkl8A2SR769F+KZCQo5bf+i3BjjidfIEXiwVYqwppu/IN8CHuhqh1boUiEBf +1vcpGoAiFnVe106BUOpliqzyeojZm9dLHkiGwDojZgOHesBkA39raCWD5xMt +QcJeHYyWTuiXX06CH1wtV6xL64CVJlon3TsRXEaUb523qQPRupaFa6MJYGsq +oe29WQunZiYsfMzjwepq5utbBbXwI8Z8PDQlDix3BD6sfKwFI58Ls4U9sfDW +9bjHk5UakLCXDcnniQHtyPU/3PNEAIMOk/fe4aDxyqS2BUeExAE319gvoaB2 +frzT+S0RUtIPqxpoBINKQcfCxCQBHg2Uqg0P+oNEUy5v5ggeNK/XpAgFu8AI +XeXFggQ8nK8cq6assgcv2RapMiM8bLRPeZ0T/gQjeXOP6xeqIYb7RenBlhx4 +hfO7Te5Uwajz5nlJdWc0YhS8zMNWCb8emj5NLopEXIc2v/P9LIOa8lbDy+U5 +yMKWLfoycxkUhPhzsTrkIuKCSAn69Qdokxyqvt3IQxadRgtPo0tB2ltZq6Qo +HxFje58EFBXDiC5X2ZeEImR5AwSpp/Mh6ZfKrwBZQLVZvbJHzfLhDxv9S6N5 +QNxnN5/xrudBlIsz8eQdDNUevuwrQ5EHYTLuUZnLGOLujtn6yJEDp894r2Vd +rkCWd+CoS1Q2iDY97pWxq0C10HvBjz8b6kcmBt/WkOoT2F6ki2bBTONxQ5en +lShgguFXw690AFH+L57vq9Ag++eBnIQ0cK9S3mrEVaHzikMCoaTvxOMH55GP +01WoIi6v+HV3CrjoPmdpfF6NmNq5qe5OJ0Pwt/tHzEOqkTal212xnSTYlmNt +1WyuRkv6uoMHnIngvZB0v1sCj6R9iULjFxJg61HNroExHv3ARD/U34iHn48l +Hx4PxSMeblqaENK5pHGs5NvACh69u2d+3948Bm4y8qqNcxFQwdfe4FdO0aC2 +yRe1r0BAvwv1nrxUjgQ+HRPz2z4EdOX4lWkR498gF8m8/pGUP+s/0n3dcw+D +qgAtst+tBGTQ3sdcmxYCJTqsMqWLBLQtmhUT2BQEVw1nI5oYiMjP99tVg6Vf +4LbKotfGT0RCi1rES0cDYOJC4l7lDSLC7l18unvFD2pjZGUj1IlIM41inqjh +AweXnknrvSGigePp5OeXPOCJZLYc1ReSXzo0BKqu/AQrkfhNt59EJO13cEfH +6hvoK/2UXwokIuP7SRbrJY6Q+3pe62oMEV3+L0aE+8AGhKUGch+TPOTlv2Lz +8LslZL8+cvIhyS+dJ928aE8agySBLZyf5BseXm3Vv2oakNf4wbejiIhwHfa8 +X27dQJ4TVRE6JA/tUHum1Ra9QHvDxVllhUQURffxcE6HGUKm/BRbuUQk58WH +OdyzQp9+zbMwZhDR+NFWy3sEe3T75gFuJ4GIqu5gbExRzuhnw4Wp6nAiCvQ+ +vmD5zBUZph/lf+9DRIatJjW9J9xR1sl/DCuORCRxDB8r2+GFBkf+89EyJyJq +HBO0K/uis09fz8SQfGRyV1KYTsAfXf0kGtuiQhrP/KsQKepfSJpD32WS5E3k +40tjOhKIctOmYqf/I3nx8p8PMeXBaG39vW7vPgFZW7LdO2QXjh6YunwJqiCg +4WM3S6SfRaA8hXcbxtEEFN97lU2CKwoRVkfkZexIPvqq7/h2Jxr168Q4L10m +oIq7G9e+Tceg/nuqhf10BPTplOd8RHcsQidGZPv78egfFD5tLYhHllh52QUn +PArwucc6m5CAtq/pU7s/xCNl/VEidWAi+kG2q8rGjUeZFEfEr1smI68GQwl8 +bjVyUjA8EiWShugqLf9Y1lWh+m5OD8or6cjyt1Pob9cqdMykldbwWgbqFyYT +nrxVhdTrIg7YIzNRheReD1NWJRpfObTRH5+NxtiqJaa+VCB6hcGxtzn56IFa +un6FN6CLzCWxXFcLkPO/7+t1XWXoUfcv/ab8AjSt4ENZwFWGwt/f7hctLkTH +3JrTEmNL0aXA/PYtrBj5iCccRWFFSH3Co9K1sQyN6AmvvFPPQVZZho7XHwCa +aqyJmP2RjX7byKKZFkCEm08Cb/7JQiu0tjqJxhjif8j0avxsJpIOv9xNb1KO +rs45a+itJaOmqvDmFstKRDHzoC9RIgwNC7llpORVohF5r+k0qWC06vXZy3m9 +EqVSthBmFH6hE1pqd65aVSEZ+y9ne0e80Is5WmKwTTU6Rx0XoNtmhlaPfQA9 +JwL67zoHn5yED2jS1v4eKSOgKJl0S8VXflCyyWNruENAJd0HNDzfA8Cpt1HC +1JKI8rO/CZ+PCYax+rPHVzKJiCH6dm5deCgol9mufZojonvtS9Y8buHAHH0u +2+51DRK+tKA4yxUFFn6OPhSxNShjOau07yAKOp3/mnz/V4OU96I24nqiIfz1 +9/NemrXo+J2v7ApfYoFMs/8Q669axPDmeNrIjTgwULky+aulFrHNc32a2ImD +c8LDcb9V61Dw0QSLAt0E8OK67szrWofcpcVK1KgSYYnJRz++sg6tGFMYLkUn +gjrZBBIiq0eMNSvFX68lQeGSzKk06XpkI157YqQqCU6OBOyKWNejx3sUFEyq +yWDXPtOTm1eP7vV945jFJ4NCQUhQ6cUG5AVnztglpkBS0uLHm28bkNGt09xH +D6cCQ6iSelViAwoIM9fnep0Kpu4RosqjDeiFQo+OT2EqtNquHannaUR83Nr5 +zylwIG5yZ+G+TiNKjs+XcZHDQYhebENbSCNq5BndXLLBwe6D7dQnnY2II0yW +JyYVB89lH7r1sjYhz8+ZPF6tOKgSS3qjd78J9dhZhGeSvCNw9kBxxL0JgfzS +W2qaNHBj1zhrSGxC1HW3I36ypsGGc6fjR4pmRHsPrKXY0yBpl9y8gKcZfREe +teFgSQPtjxeeb91oRrtDoCVAmQYM85r3pXSaETUr7sBgFgdlr11ufLVpRqEJ +rL5t9Tgw+5dxAUKa0QWGA8MvJE/xavZykhc2o54QFzbdDzhobaZhkOtsRopS +20+/XceBi4rojstqMzrz+bDE5noqiFfoTONZW5D6SkQHpKbCpOTPbrrLLejN +bz//8SepEJqTS1S934Lk4+6SW+2kwG3hwQKP9y1I4qNgv0Mgya9xhxMb3VvQ +wmoKK7NQCqRzXQs8ktKCDolGF17OSQZWZi/LgPEWZBlSY/spPQmqXIsMOqla +0Ty7gWcpdxJ8JBtTO8HXimRkVOcHfiTC3yWpy+F6rchGTn+RQS4B3IwNeQa+ +tiJbi1tfFQLiQXrEj5knvBWVfog4n9sfB5HtU3Oxf1uRcnlrSohWLLwuCEpJ +fdiGGCPbZ5mXIsFN0LD1k0UbsrhXSL+9+hvSQ8S3b/m3ofZ9/O2SyTDYsOlQ ++dvehiadTPX/iw6CHzePTlFptqO7twybNco8AJc1fKTZqh1lffdpU+xyhZbT +2RJhIe2oMDwlvrTDCTioH/643NuO5oUF2TYZzCG1xktAV7cDEWKJ+odefEHN +krr3hew7kNbk/epH7U5oNfXC59XIDqS9nbwn5v4DSXvV492GOlD4Q76QzeN+ +qFGN/nXBy07k7vCVqMcVgRZ7v8UdeduFPE1fDUtFpCK2u4/re9270OTMed7L +EmlIouzMagKuC3U/qnzL2paOHKMq5WTmuxBd2idTJeosxPqKfMTI/C/CHz3f +7Sudi67M2/JWfu5Gbb4MOXc9i5Gm3h0Vr+Bu1Dkt6XVCrQTZNp801yrqRpx3 +T3xUPVaKqrOLsYXtbqSodkXqVeAfpPF5U4/TrgdtKytw0N/EkDWZZcRHl16U +Eflas2imArkp/3ZOjOtFMZcgY1iiEoX64N90V/WirRN9OW9cKlExz39iMtR9 +qPnv84Gn7FWo9o3sCdOzfUiLpUk6m3S/7sl8uxel0Ic688JLrkVXoe2bZQSq +732omsssPP5MNaL/OYETT+hDvz/mf7Em3c85Wo74vcH3IStulo+PoqqRlL7B +s3qafnTjptyR1aN4dCfZ49Y+fz9SUyfEJani0bOlPH4RpX4kxeeGkD0e2TrS +Lfm79qP3sxJ0y0N45FFzubM6sR/dS1Zq3GcmoHCWpyUbhH703w3ZhkYpAsJp +uUQJTfaj0XefLz59RUCl0WnfntINoOT89I+/PUj+muo09hQcQCn25528swio +7zLZA1AeQOdno73PtxPQXrkaB9/PATRM99f0Duv/arrzaKi//3HgDDNTyE5S +SVEJaSPvIs8rJdEiJcmaLKVCWZJCCdGChCxlzzpKslPXOjMqoSgkIfs6GPv2 +fX3O+f3+vOe+Xvf5vM97z3k97pmZ1zCBn+feyrl0op3FHcLYyQQpgzfd/jXt +8Mwy4GSLNhOUor/VFA4Q4+9P+eRpxgSNrpm3g6v/Qmd4zMX3hDdOyW8O2yD/ +Fxqu75x3esgE81u6d07p/oXFvduai0IJfxQ7m9+3/wusmKrngXFM8CK91sp5 +/BfUhyW3t6cT3tKly3Vn/AX3TvOFvPdMiAsdWyP+5S8MSMs3CRDeym6VmDw2 +9BcebslsHyS8ZSm0ebiU3AGNIfQ32oS3ruTltTeJdUCCxI4NMoS3nIx1G0a3 +doDem+Mv739ggvtSeyV1fwd8XG1ab0Fjwv0E53xp7Q4gSSh3lxP+Czi6Kv3A ++Q74p7DubBrhw5CBVzEGth0Quesxh1gAEyKf7Qm65tYBozITe3luE57bQ7/v +698BIaonXzy+THip6aLz64gOeHf3k2LUSSLfO2M2+SkdkKctfv2AChMKN/pe +qMvvgN9Gxzc5ShKeLZfQ66d3wLqGZheNJQYwbbIOcf7qAMlNCguZfxhQv/rw +bsm+DrAeaIorLWFAx5lrYieonSDi9qWhzYkB/VMrVJu1ndDXPMM/e4wBrKiw +ec/tnbA8e51Zu4EBnF0f/7471gnZzSpLlZgOPP4G35lGnXB2+eDyxDM6CMv3 +VXXadUKnVarvnDEdttwSzBAJ6IRv85TBrKFqOEy67HKb2QmBn7e3ZU5Xgfnq +79vu/uqEp3WrLvMXVcFdQc0Wr95OCDp3d7zuThXkSm3S8OfugnX1lfmhhDu2 +qv2mhqMusBBxKBVtr4BVLmdjcgq7gOcYyMfeKAPZuxUn8xldEP+5UeSKZBlo ++uzhKP7ZBS73d6ldforBI0TAppzdBakOdZ1dKp9giPZFqX73P0jQtIJmlxL4 +1qNVMZL2D5p5t/6pKciDweEcl/GCf9AtqNvvu5gLVPbm7VP0f3CBo+RQNcoF +ROJ4utj9D2ymEuvUmDnwXqrUkHdzN1xyzPkelfkOwoyUB+SiuuF36x6bYq5k +yDZPilFM64YPGzQnmeGJ8NVG+NTugm4wDo7eKCCfAGQXVo5qUzfk+35dJZD7 +CtxCaPe0hXpgNC9keaLoORjXyApaB/aAM98Tn0P3bfHbrz3mtKgeoHuuDCtn +u2Lu+pQsdnoPjIvHMQ+wvHH2Tzk9v889oBO0P7V6OBBTuhX9U3h7Ido0PMH8 +eAQ27RtpHF3fC9OeO8vBIxLnDL6VUVXsBZ1aWV8hwltm47vLGSd6wSpzbZni ++1icu6y82P+sF7abdyQp8CVhHtK07p7YXlilbC7Z+S8JW5ALou687YWq1L8i +P3OSMQ/fAVWeul5Y/+AyY0ElBVsKzPsZ/O2FL6l/s0YHUnC+cElj9FgvrHm8 +1+NNWCq+tO7QLQXBPuAPuKEyWZuG8zcslzlL94EPvWD9BdN0zCeNBUp394Gj +X3T7hs50bCVz35xbsw9MDJV0FU0zcOE2zawTZ/pg5cWtglu1GZhfnrQYdqkP +JNqcBP73+8HLOyt1/9zsA+tQ6W9moZm4cLdv1FafPqBI8pD/9WRifuWj/TdC +++DQkXQzy100bK1KUc1P7IO10UHrPzvQcPFBht9yTh+o7AApccIjghoBjdqV +fZDs/71LrY6GbTSPywT/6IOR6lN+yoSXio/w3Pr1rw+YihXl84SXBHW+lG1i +94GBm+TUY5EsbKv3VOAKdz94Pyza+O9/72c4ddI8W7Qf1l5i/CbxZ2FhA/6s +Wdl+4IzQvDm0QMN2hnULSKUfnhYwyuP+0nDphRDdwKP9gPW2GsgW0bCw6Zmo +BsN+aOSLOuYdQMNXLIT719kS42W22BaeJHxl9WO/lVs/uKk0C7esomFR2zC/ +DP9+MDJBesNFmfjqVcPGiYh+UKnOz1i2zMSfrovLqKX2g/OXJmup5Qws6vTr +5sOCfpBq79cyeZ6B7Z0jy74w+kF63jaFLpmBy9yMBUSb++FXqOI95+h0LO4h +aW7a3w9Fl1y13ATT8TXP37Tk2X4IfxlB7rmXhsV9zXRV1g2A9MVWTdsDqfj6 +I6kozx0D0GZ32IYWmIIrHv/tqz4wAKZNtbXV9W/wjeeX/M5fHIAuP+elAa1k +XBVrU3Y7ZgCUQ/UznpbHYyUyZ11GxgCEh9nkri+Kw5HXXv35UzQA2g8qrRY7 +XuPr//2Y12oegK0yknaXqNFY9DtSERQbhGO/eNUu5T/HXv+1aWnJDsJc7/uL +7eRg3B9728Bt3yCYuhexDjx6jEuvvXVsOzMIsdNxffuOPsCXyRsy0oIGIaU0 +3Flq8Qx8vVZQ+Pv1IKSSji3807kB+78bMPizBkHmjPp09qg78MQFdrt8GYTz +7wrzp6f8Iee/GSnNVUOw40WEHvVCBJCuf3/R8mAI3LbAj6XoFLj+/UYi3/Mh +EDavnn8nnAY//1v9HuKHgOwYfbr7STpkkNG3N5+GYGueoAmnDw0M4rJW3VoY +Aq/N7tmJau8h4XuAJ4/rMNh1OJRVKBQAzwHZp4d8h2HaiSR1rK8AXOJwtNOL +YeDbUFDXk1AIOtenC36+H4YHpkU3eUSLgUW2nkgcHYa1z70EZQZKAR0AO7Ur +I1D15qesjXQ5SD951Lj59gicndpj/NCxHDj+1Gmu8h+B2gxH59sfy6HsvuWG +pqQRwFdT6goMKwCYDxoc/o7ApkXzXG+3SpCS/KxhODoCOhPDEXtLKmH5mjBN +bWkE2jiCGdeXK+GTQJL/qvWj0GJ4Xv/s/SrQMKpSSzw/CsGPLu6fd6oGqXS+ +9ACbUYi+GGI7k1YNy/PnxB1dRiFi4Uzbgb/V8Cm2h6UWOgp5JkrfbmrTIZa1 +03xLwijMqfjfM75NB6/Dbl9WZY+CeXrpT/sUOhzqpaQ01Y7CTNpA/PgyHTb8 +d1qktG0UTimtP2gix4DFwJf3E4dGISN4/4+fpwn//P47EjA/CiG/fWQtXAkv +7ZQzcVw9BiYmfDvGIglfeTsxDSXGwNVef5NPMQPuNRSqqG8fg3KdjkCRVgao +ux4XXH10DE5QN0ptFmHCBsZzz7GzY9BgEJgSrsiERYnWwSarMdhwt/rS/94/ +0Ga/5ULpzTHI2Cmw67gxE0pL7asT749BvhhD2ec6E17xf9gbGDwGdo7fOxI8 +mXDPciHOMXYMrvNM9r95ygTTHK0157PGwDdbTO9pFBPUuJ96qJeOwc6eiJNn +k5kgeb6xb8uXMfCa8vSeIzwzn7rBcHUrEV//baEn4Z3WOeuKsf4x6JASkPxL ++KlYL2vXz5kxyNmQvmYj4aXabx6nzLlYUJpUrK1KtD/OSPk18LDg4Hh5+c7C +/31fq7LkiDALnr32rOLIZcLr43YTBetY4Kzz7092FhOe3uLdobCZBUUefL0a +b4j8Y95ZxMqxoBevW86MZsL1qrMRQrtZUL7AGzL3jJjPyMxXX1UWsV/CTu3w +ZsIJ8VdcsxosSHFoVj7kwAR1QAevabMgp32Pv6oJExSvdDu1n2TBTfs/tZKE +Pzc8D0g9Y8gCrxdv2geUmMBXrNheZcqC69EPvqeKEfXvqhf9z5oFn/QVeC7M +M2CY11Uv8xoLzFwyFZfbiPVXXucj5cwCweS2bbEfCR+bfSx87sGCwKVuefVX +xH7wvzTG7cMCldsp79rcif3QnG46FMKCrvwB+/8UGZC24tbJEcUCvh3LZJsV +OuRtO2IrnsCCXTuEbhjU0+GbS7uj5nsWNGSkxT67RoffMZns80UswD/2HhtS +oUN/hfud6+UskFE/5rpjuRo4hUQevmxgQdBiVKN9QDXw/9dBzWphwXpXhZD7 +usR5wiLraUUnC84Jkv7F8FSDctaxiJFxFkQ7drXy+lWB7fF76VrC43A7fHfK +0uVKuOV0XMlYchwoog7O9msrwful+AeHLeOAE7b4qNRUQGRPdmnU3nHwLJvo +WStXAZ8f9NSNGYyD/trrba6NZbCr+NR0zItxaC1WTZboKwH1zvV338eMw8bc +lS7YVgI6qwZW6EnjYOsZcKXjcjFYnX+4euLDOGQvPRyh/i6EsImCDTqN4zCp +dffj+dI8mJXfrMUWnYBQy0C/PbVvgdtglLF64wRorhYP4iPOi0J3Sk5s2joB +nYWhUrVJmSDPMDyvqzIBYVGJ2kteaWB2+fHVeMMJkBcUcyPpJUJFzGTwiYgJ +6G0omFyHA8GYneXy6/UEfFCTSupx9wXWiSvGVm8mINjwFpvf3ws2Lrdtcc+d +gBas9SJa0RrcLel5Sd8nwODrFeunXJ5YoOh+tFLrBCwpXDL6sechThFS8y7q +nAAHYytLya+P8I+Kdzp1rAlQqxl6ftU8BCttjfo9zz8JlJ65ZDKOxNWeZ8v8 +xCfh06p8v9sF0dj055o3glKTwBP6NiYr8RUOfOTjsG3nJFz4pei2Uy4eS3eo +n32vPAlPXI8Fyq1OwPn/zaiqq0/CrQKTTO5/Cbh74Bqngd4kvDJJTBm4n4Q9 +Dm/rbTOYBKu/9ZVFR5KxUEzHZ7uLk4TbC73nON5gjROGYZ5XJ2F6Ym/6JasU +3JQscGfVzUlI5D3/xphKPJ+XasxeuE+CBt/UZcvkVBz1VmN7+qNJ+FtrveMo +PQ3vps7xKgdPQs1eP+cF3XRMt/jA+hQxCY179vHdZKRjs8IbTcdjJ2FOhLs7 +TC0DswXlihvfTIJR4D0Bo9QM/PhqV6xF1iT4nIaaNJ5MvLni1cPB3ElY9BVx +uWdDeE3S6Ipr6SQ021S8qi7IxKechU5yVE1CkNLXBXdOGu758mXPky+T8GBg +0u3pYRq+J+svLv5jEiZZCVtmPAgfeaKF+NZJqGdv0HqfQcPpTfN/FbomwcM4 +6mRuAw0jpbyq/IFJmKqRGpgfo+Gf/o7pmuOT0N+uNXafnIVv/N0R9HWWiIfx +dS3hLMz9X/ctIw42vE5vSEDiWTgmJNaoi8oGmzNeJHehLLx34IL6DQE2/BNK +2j/IlYWZmiKbZ8XZcGKwfV3UCA1bRNeSH0qxoU7vTMmjbzQ8PfFocM02Nuwq +VzIrTqHhp3qH6yJ3smHcU8FlvxsNyyQvfpBRYUPZYEkK6RDhy8X8yLfqbNDQ +Ufi6bSETnzG86XngCBsGAwKGMrMzcX+WglWVHhucH109+MosE3tRerVPn2WD +ZbXvei5SJhaziFdovcgGnq7NG0deZ2BawUVBGys2eJIuzdjtycCHBcWmxq4S +8a2NH/uUpmOn8sBP5DtseLLtsHhzURqWlbgxvvcBG8QMswRZm9LwLwd9WctA +Nnz1L3Lyu5eKNTasfVwcxYbK3c/2vFiXgsdvzZf2JbDB6W4sPnLxDU6u+TMm +msGGUyFvuXufJ2Pe28mGjsVsMLRtBI/eRPyp9lHAqwo23GoeFMjhSsS3ZK+V +1HxmQ7vcIFyWSMDNDXs2y/5mg1GXgWP4mVicooiHmxfY4H+1eeJkYzi++DBx +E4V7Cjh/uP3cE/wCr2n1M9jHNwVy21+8eaf2HLs8OlH4bMMUBPOtWp5qCsCa +XS0PDx+aguRYY5cvDpdw20u2JM1rCm68KU/0Mg2DkNFfJ1v8p4A23V4UeP4l +aB0tuU8JnoKwOotuoQvRkDHxoNcybgrcseWhRtV4uH1SIEesbApOKrwICrqZ +AsJc8se9OafhK/Wan3f0e9BxsLht4DsNpbtP63Sv/QT+07t4pp5Mw8vTQQo6 +jE9Q6cXx+uWLadiVepOn1gWDRnBCRVviNNw64nZ42LoMlLP/rbErnwbdWC/h +d7RyuPVfbvzqmmmQOn979OVCObwr891Hq58G9tQ9ivLxCpBv2Go8/ncaDjne +u3+xowKkJ+yS7y5Pg6vM05dqS5Vg7vGfqhRlBoREQoQiURXEkFZ/LlszAxfX +PFc871MF4iIZY+SNM+BlaPv8O0c1nIvx8EmTnYHaSwprvQ9Vw3MZPTE9xRn4 +XnWy8Kp7NfApDx8MUZuBtF87nJv7q0G3tLR2r9YMfEzcWnFCig6PjjyzbNKd +AeH6g1F/z9CBZKjkL3lxBlwCouSPfKAD+rMs8fHSDEQmjOxf1UkHT5u6TIur +xP0Spjfr+Bgw6+rUkOw+A+Fvz0ifNmfA/mVkfez+DBRetd6y+JABzv5CMwOP +iP7zRxzDUxmQzd8V+DSYaG8cpIjXMGA0ImfDrpczYNOUrXynnwGKmx6+a4id +gRP7V4KLyUy4mnr2sEvKDKBNvYtN0kxI2SXbJP52Bo6fz6UxDjChu4BtV5Q3 +Ay2O3lJP9ZmwBVXPm3ycgV/MhE3SNkywYIY/W66agUqfnV/v3yZ8pm8rnfB1 +BvpungvOfER4qnn/B63GGTg3UiUTG84EiUtU7d7fRP6uCy/OJzDBcOBXc8C/ +GTi6LfDgjwwmhN5Mu6YwNAN8vacqhHOYUD/nvlw7MQPjZ7K2iRIe4/c5/txp +nrjfKP3DzyIm6PFIyoqQZiHFk0y5SHgsIHQwP2/1LNR/P80bS3iMLlly/ILQ +LIT5d3MmER7jTnrSNi8xC1zbetyvvmWCpoKp42vpWTj1QFZ/gvCY1wdFEpKb +he3q1EKNGMKfakthXbtmQYXPeI9+EOHFytrtfqqzhCvEn8kRHlM9EVu8HWbh +7HPF4ZobTHBpdDj5WXsW3Izk8f6LTMgxhY7rp2YhUGio+uYRJrC6BZwFzs+C +yZW9Al6Ef5VudJBzzGbhcrrGrLkwE9I9HyjMXJ8F8XCZ5KxfDEi8m3bD2WUW +sn892vy1gAHRd+rejd2dBdal1cHd4Qx47LpRuf/xLJT2Nn8TO8EAH+cjbtah +s/BHc1Xkf7IMuHvzWmFH1CxcO4IPXZ2nw/UbReotabPQ9+zIFE8CHayvdXgZ +Zs9CWzdeG3CTDmZXqeUNBbPgQLm3XwHR4ZSN4dHP9FmI2jh9evlXNew2Gz9Z +0k3k96ruT8JEFciZSISoDs/Crrpn5LV5VbDZGL5/mJwF+7ilHaOuVSBs+Ow8 +jTQH3KI7S7onKoF9YofFa+k5uE7aNDXaWgGF6pecvE3nwP3wM+r8tTLIPhiQ +s3B5DmR0hNctSZRB+n/v2LevzcHwJu4J0mMM0cpL7k4ecyC0aKlxW/kT3FOM +enApcg4erfnk6upaAmhDQ6hW4xyM2HUwGYSnmAsoj3piHly4Lsu9kkqGPzMh +R7edm4fofqm+stBEmJjsaDpiOg+0SGtRr9UJsGH4/vSD6/PwR31Mx20lBm62 +lakuPp2HL5zVe0YUQsC/WZApGT4PMUxGhkXEY3jVaHnhwOt5GFgWfdra6wv0 +rxx33LLmiXMl1IX7OIPkR1TMqp0H/ppHKp/Fb+NdRSG6Aj/ngTGvLhqTfB8f +yeto3dk+D1cfoaClZD/skHV/wX50Hrj9zUOlLgTjytdl6j38C3Djp3zZiaJI +3BwlWMu1dgEUXd1TWb+i8Wi4pdmWTQtA1fucdKDvFZYI4vCy2LUA6xRk5VWv +xePrXgi3nF6Ar712YddnkvADj5DTs0YLoM7dWUGuTsYRbh1/xS0XgLXv23t6 +4Btc5nCf45zTAlTbDB88Mkv4yL4+5Jb7Ajx9YBJLT0jFg7bSm5/fX4DdgvNm +i5ppxPO1TPNbyAKQq1XebLRNx/Imgt+HIxfgQXx9detAOkZGlla8CQvAeWjq +7ujlDGx4NntiR/oCRGc8v3y0MQPbn+Z4qPN+AUYEHyfXHszE3nr6InZFRL7a +QVNuLzNx2LH4JL9yYr4S2bF7BzNxuhZrX3LNAjRUFt2d3EvDnwBVVTQswLj5 +keWsmzT8Qy3kXGfLAmSXPtt1gfBFv2pH90onUZ9Xa3IG6ml4ed9uV6nBBSj7 +VlNhMk7DIrvvkw9NEPNXunownZqF5RTrw03mF+DkbnLQN5EsrCEnvc2DtAiF +Q0V1NWJZ+KysU34kzyKkh7PfRq/Jwleky7QLhBdB49h998MLNOy5QfBXk+Qi +rN56RryqnYZDJSzt2FsW4X37GgHZQhpOFc2eEVZYhOBUI78rj2i4VJAjYM++ +RZAurN8fdYKGG/j0JfTVFuHCs04PTKXh3lXxaQ5ai3CV55Bmb2EmXuRm/fdM +bxHu0mUEJS0zsRAnqsk8uwjPy21JV5cycLaSZxGYLEKn0PmUG5EZWN+0OP2H +1SL83XM0bkw+A48FzkTZ2S+CsKSnyHJuOg4qUH68cHMRakfizqXvT8dKPTc9 +gu8sws8J2z+k7DRcK/zOXubBIqxxVj29cXMa5nPYoacXsgg6oL21ZzAFZ8bY +qv19uQhFF966ftRKwbo1SQrOcYsQvfvhA1rYGxwoK8UX83YR9OO2VO3elIwp +v4VrB78uQpOJ6+OSlnj8ZpX+R6/GRTimErfKaDgOH9n/LEu4jZgf6+70lrWx ++OFzatDBoUXQvHz4gq9WNObQWTz1ePUSNA10X11afo7jXA+AlNASKJ0uY3m9 +DsYaSW67ciSW4A0WT9Pf+gR7LrMEWrcvgX5UgaEx6wGez+2p36G9BFobz2zN +jz0GUV1byj+eXIKCJfkH7LX28J+g5fszhkvwMM7qE1vnNty+1vr8jvUSuGqu +Tfor5g/szXUGNT5LEG7/uGSqNRxGgwobr+AlwNGX84/qp0DXlSfNqf8tw9dv +lnvilvIhNmxcvB0tQ4M1KeYGswAulhkZih5fBor313bl0EL4vlb2+33jZdiU +0cehsKUYKuilX4w9lkG1sOed4u6P4DWxhSfEZxmcdnN3q459hINSgTr0x8ug +cOC1sDrtE+S4GlbvjVkGwWsTjq0CZZAgO/qJt3QZdlmMZz13KQdT/XNLmlXL +cPfJg0yjz+Ugca9Yzf0r0X9VvDBZqgJCfvgXdrctg9G9QufXFRVw32dTzsel +ZTjCMKdET1eC+ls/1iR5Bba2v3XYDlUw2zKkJM+/AoVzd4ubiPO0057CzAip +FejPMzS1W1MNlh36bxxhBRRIsWp7uOmwga/g35tjKzDy59KGCHU6NKtu3NJ2 +egVEGnMla27RQT94IFbHcgW8cvhfuDXTga/k9B+vKyvA2FzzqIPKAGZv3vo8 +pxUY6JMLnVFmANLwidz8YAWs3V8uCAQwYPFq/0+jwBXI89Bp5XrLgMLwU2JB +z1dg5bdofWADA1zKc89WRa2AW97lta8mGLB7RDJ0PmEFMlMj9VWEmDAs8aB+ +d8YKnDKb9NHfyYS0I338djkr4GdkvnFAmwnWTidPvi5egW1dijPzZkzY9OrD +kx8VK7BJiKnvc4vwDWPd59VfiOszdBvv+jIhYtJ7FfpBxO/mjeh+wQSDTb3a +br9XQLtLQqw4nvCL3gk/2r8V+PLjldo84Z3PbjmVXUMrcL9A1SKJ8I5/ogRp +HXsFRmO1NHMJ7xz+5oVOL66At+sqAUXCNyv3buHDJA50/lD7JR6i/Sf0TbsZ +hQOZfjwEp4nrS9Kal9x5OFD0ayyx8J4JUZ94N4bxc6CDE6u/8hPxbjdqqL8T +5kCjqrTEJ3H/e3/WTZPP4hxohDFwxjmUCfs43nj0SHKg7C+35hk+TBASb47i +2MSBWkp55Z46MWFMgbdovQwxvpdMQ4UJEzLuDbyT2c6Bei1iZjoJ39jWMlIU +FDjQik0eT6gCEzZLpbzet4to6+tw/hJgQpuDb5jaPg4k2ii9L2+cAZHY6omW +KgfSdDt7YQ+xXmcFNX301DhQlrl3gD6xnp/fLzmaaHGgodENmkGXGOBParO9 +fIwDgTdPXaEqAzTPFptd0+NAnjupN2N5ifVnu+ndPcuB4vRYQ/k0OrgcNTz8 +0IgD7XjTkjB7hw67IvYdeGLCgR5T3WVEjtIhRZW1LeYyBzJczeJkN1aDVcC3 +jUl2HMhbX3D0S1Q1bGyhiWZe40AzgznlcabVEOZxlVTizIEkrLaXX2qrAp+P +XX9aH3Kg+O+JQQ7VlaDBX97Y9YgDOR+06jp8txLmzOO+DD7hQAYHHcWu7KoE +Jw7TovkXHOi/BWpHY2gFmGs1hUkmc6BPuoW2YcfKQTLsw5MtaRyoJHfDTt3x +Mmjqfu4jT+NA1T6U2PyoMjjhf8rpYC4H0mjau76pFsPBGobexSoOdK0rvjCs +vxTETheTors5kEhyfVF4XT58vRjntG4rJyrm1uJWc0+GE0dc1rbJcaK0K/GZ +M6uSoHbn8U+xipwo3yblWHtMAnzjmOSVVeZEHYSrO56/hvoU7VQlLU50xU++ +jvQkFPRD1p8a1+ZEeWMyB2kfgqHhDov9QZcTfWgfo662fAzfT0QfPmDAicK6 +Z9hhdd7QODHyR+sSJ+I/pEza/s8Sn2ur8KXYcKINrwSNVWRu4abqlwo1V4i2 +Y9vsSdpd/DNS884pJ050OKtQ+/emR7hZI1zU2JsTrW63Kd5gEIYvyNmXrH/I +idbW1/2gWUfgFiGwavfnRKF7koIy7SNxa3f/u8tBnIhi1KvTdvoVbnusrufw +mhNdnFkDnSUJ2NRFaGJ3Aicq+neDfiA4Ef8x642cTOZEEQGSn3RMknD77pBe +dxonumXqULn+TzI2l7R5ppbNiQ69M1HPDH2D/3IdVF7+wImEXE9wBaAU3PHz +34OHJZzIncZV9cU3FVuWFcppY07kvKv6KWV9Gu5Mf1a3qpITbePzP7Y/PQ1b +vbBy+0LnRL3KyS+O7UrHXfdUNwZ95kS8Dp8U5LLSsZUtX5X+N06UUbqnn74l +A/873Wkv8p0TTQ84louEZGDrA/lCP5s4keNHpe8r7AzcveVJYWQLMb93jsae +ZzKxNZ+lhckfTvQHW5R6v8nEPVPKFKlOTnTsgEDAAisT2/5dndXRzYn+SXM6 +9+4jfMFsP5vUz4m61oWaqzrQsG3Oh3mbYU4kGLb/Qm8cDffFBCTIsYh6CoRE +DzNp+Iqfmc7QJCd6eM446MgA4SuHvWNZM5yIO3DHlwEOwkMXqBFOC5yok7VG +okUgCw9otqnvW+FETy3nrwmKZ2F7hff/pkgkFKcmOBpE+GpQ1P9xIYWETlBK +p86tysLXli/uuctDQuvvpPNYs2l4uG9X8yF+ol86qPvTLxq+3sDtzSFMQh3P +PttfzaHhkeKWrZViJFQl0/Xhii8N35OpnPy5joRkySoVFTo0zPOUVj64kYRy +SZ7hiyQajmKHBy9vJqFHusUmmz9kYjkzbzPhbST0/ZtHxyHjTFxQfUVhmzwJ +qTjVPracysDaSgZzB5RISPvA5MWoR0T9V2TDL+0nrt8iahoelI4n7fgvux4k +IeOefc73udKxT/3M7kANEnrozevW4JCG4xI+f83WJqEcoAtQdqRiJZ7c6Cpd +EhJYvbl1o3sKLr31+krzKRIKrKge5fr0BrdqOXFzGJEQCjN6/0EpGV+lGX8X +MSGhBmmjix+Nk/CsqFb8dgsS+rjd74DYvUQs3iumftqOhCLWrV8NqfH4TECJ +c+xtEpqr1qmzVo3CHaxkzZy7JGRS+zAin+cldjAOEqB7k9DWbVyS2+vC8FP5 +S5kjj0gobfnTfKNiCGZ+pfxTjyQhxqVZj/a1d7CRCitb/xUJ+bYXDvLZ3sC9 +r1u8rONJ6NCh0E69e/qY25Em+TSNhLKPU8KNgm8CCBkY/C4koaHnYjQ/+2DI +N3xdfqeFhEI9XD/UDSdBUvu++HxJLtSyKLc7Pisfpv+KSPlJcaFetqEy2b4A +dDsnY85u4UI6mnUHwrcWwsS/Dy9ZO7hQfo9xUm1UERwe2Bcsf4DoPx7m98W5 +FCIGRdbMqXOhJlfHmx+2fYTBocnHDMSFpma/Hp779RFCRz/4W+twoX12hV/V +VDB0Te7zijXiQivzggkLQ2Wwf0pk8boJF0rvvvbtxaFyeDw9eUfNgguZ6DBS +F56Vw965D67NtlzoMw85fo1CBTxY3ndD2I0LJar12fMaVkLjishQxx0udMt7 +8RUrphLkONlX3nlyoeDCyK/6nZVQz5VrfcKPC/0p7Yo2sasC6dXKpv5hXEho +u2NalEU1uPCItp6L5EI/9U9SzxHPGyYv20jmFRfas3c/OtxQDU78uWfLkrjQ +fJOgVowaHaoEwhqCUrnQxb7evTM36CAh5HLaLJMLLR9P0r0aSwcsoqw3n8OF +aDbrt7vO0UFYTLSGmc+FDNYylUmyDLAVZ2u/LOZCPglcy09OMKB4bWOVzScu +RK/1auFzZgD/utzDyhVc6KZ7hq33SwZYSYaVkehciKvudlB7EQPy17toNNRw +oa26/L5bWxlgLqV80KGBCx3Rhg3GokzI2SRaqN7EhRyN+WIPKTGBspmtwtvC +hXxPyWfNHWXCxS2NH1rauNC/dt65QMIPb2Vy96R1cKEolXKvIQcmkLaGvXPr +5kJS0ZcD199nwvltLjuP9nOhsn1uOWuDCW9sP5cpMsyFzH6rdf2JYcKynPKO +rjEuVD3MqX89hfCWvGhq9iQXWs9v6VP+lgkpCmxZ7xkudKbn+um2XCbMKzYm +nlzgQpY5fW0lhUw4pZQrvWGFCwl+OR9vQXgqcVdY7CCJG31gSVowipgwvdtl +QxGFGzncv600mc8E3b3noh/xcKPAu8HO/whfvd6nLHGenxvF2Br9iyR89c0R +3xAS5kaJPe//HU9gAgdNt/KrGDcq3bfGpzmcCXv6myQC1nEjCfeIY9oBTLCS +veSgtZEb1RXEUMLdmRBmOVy5LM2NdqKTrXRbJlS/ur2uWJYbXddx3dZuQOTT +THJ0leNGyz+2vvyjzgQ5saCq3YrcyL/LVJopS9T3zDrJ4V3cSGU2dimehwlP +niU7pu4j4vMGvL82yoBRcomklBo3qt9itKr3HQOkD2s7tWhwIz8fT4HYZww4 +49VQHXaYG7Uczsy9cJUBudN9Try63Gh4Y1f4gCQDevc60+knudGBdX0XPrPo +sNZxeb3PGW500+sBvaKKDh59oozZC9yI7/xrP2E7OkCz5sZeO24U9lDzS1c4 +sZ9Fa28lXONGXq9XdJTNqiFR/wLT1JEbFfz1fPVjSzVw1zg4/3DjRk9uGRmu +T6+Cz0UxNWV+RPzJ6uOFiZWwOLVt071AbjTprCdoaVYJO/fmuKg+40YTKuPm +0eKVEJLB3PQ2jBtZPdKtHPatAMOYKdeYJG50UYJznZRBOXTcO73FrZwbRXq9 +PdPg+BGmgeuuwhKR748x8iauHNi/kDijyklGN7/f9Hyt+h7c8g+7HCGT0dMO +i8St17NhStHnhtkaMuqZXSCnZmYBex2nZfBGMqK+dRk5aZ4KE5PLRyYPkRFd +ytTHyTAC9r6LLV/RJMbLM79kYPMCbtlraPBpk5GHXVufgmcIjHd4qm49RUbD +nw3yVZ75Aat2cYeRORmtmgn5Wh+4A+8OfJVy2YqM2GapVpoFttjxiLqMky0Z +EQckMvWjKx4tvrsh0IGMGP5n5KpmfPFI6jx/iRcZlVQvWfyce4EVL0c/YfiQ +Uc1CwGT1/gh8XergqkZ/Mvole2VG3iYSD4fd4RwJIqPKWOGa6bBXWFF/nddc +KBmF/eA7nBsei6/xFs2TX5JRB039lK5WPB58MDspFUdGvrR7mpXrE7H8oUgn +hSQy+rdoZvVgIRHbz6qOqKaSUVbyrbyS70l4wOF2r/47MvI+aH1Cyu4NlpNf +e9nsAxkdJXXTKLIp+EpP/t+rBWTUVcP2GfqVgvtNppt9MBlxj788c1A2Dcut +jTAMriQjyfaZGsfSNHzlu8r3GAYZKenU4f/00nHas6ZTaV/IqHFFMdmrPh33 +6bh+ya0jo2sqP68onsjA27jFdMp/kNEOseiHSp8ysC3Orar9RUaf+K6M39qW +iVM8zmm2/iajhVNyBwZ8M3GvCvtj718yahU47+DTkom3jb84OPmPjBSlTPbt +kSV8RNtXsNJHRmvv0EoGrGk4xe7HPr5hYr18UmsTYmi4Z4tztgSLqM+TXVX6 +hJdk24V3bmWT0eAD3pCxQRq2jspJ3zNLRqnXuYrcubJw8jmDbRqLZHQ67aN5 +v1AW7haYSNTloCBOmskBdcJLA5cD6oS4Kej1y0Sz7UT/aIHUYjOVgm6NDBke +Je6f4M2Ti+elIN99m3kjh2l4xkLP0E6Agjrl22O21NLw4ofOB0oiFDQ8TDId +SKZhjlXub6fEKejY4/WN4840TDbl/10qSUGtW1+XHT5IeCk7meorRUFp5bOC +3TOZWIBbTVlvCwUlVT7sbadlYtELDZbC2yjom9P+F//zkgTN7lnLDgrCHiiS +dykDb+RYLorfSUF7m5yTDSMz8JZzYb12eyioStg/dIcCsR5p8iK7VCiIx0PO +LiIvHe/WN7r+UZ2CzhjBq3vv07BK8kikLyLiRb2uWieThg/OPqzWO0JBHb7O +5i+fpmKt+GypVj0Kur837MejYylYh62tl3CagsRkbttuj3qDT+j8uX3lLAXN +n/r9g+NfMj7PWt0wfZGCdoU+ekS3SMImR+KXPppT0CWHYuH+0ERsGblf3s+K +gvQkWPNZnxKwPbr8UMSe6B86kf6KIx57hpSq7L5DQV+GsuIGrCKxT7eB1cw9 +ClrNI1py+GIE9v9vIOjTfQqKiR6NGjkShkM6xPpPBFDQ8qvVcXgwGCfvdoy+ ++pLIP8dSIULxLv5cv3klMY+CPpzmp4e3PoY62UIF+yIKKthqVcK1PgQa3U9d +2PORghx2nLopXR8Kf6TvvsdVFBTFN7eOejoSWE6Nl9t+UJB6b3Cr0+cEEBd6 +xBSboCAL2/7hIJcsCFaVuXlymoK0wiRM7Ne/g1XmeJ3fPFEfrYt2bpeyYSFj +xp5NoqLirv1yVqtzoOPIlTU/RKjIStWkted8HqS7HzcIUaGivYobFgVrSmBL +XM884wAVnVSdvlQbUgqvqh8krRyiIl+8rJV4/iMECRezHbSpaL21xi7+tk9w +iyb/8qQRFdVL39gh11MGQ9/p4GdCRde5qkUioRys56z6Sy2oKKM3em1oZDkY +acccULxCRY0+jMy+oxWg3sHbxnOHipL1soa9nlZCHiXN97AnFcmfUWxJaqkE +pZ1Hdno8oKKmGI2cDtkq2Oxxz2sgkIrev1/pd8irguh4ie2bg6iofeecV+p8 +FYgycusuhFJRN/2iG/1QNVBER6SZ0VS0IqrVGfixGrwPBtasxFJR7++lGxLz +1TBrufWWahIVHSfrhl5SpsNQllllSiYVecnTBBb/93lJ49y19ndURG/pjj3Y +RIf2+XBR8Vwqiv6lqMJPYUD9sW82fqVEfqui7c5aMuC4gz3/xzIq8m49+Tgv +kAEVYZQCdhUV3TzRVPksmwHqJYkWijVEvBy/a02NDMjr1FhlXUtFmg6ax/2n +GaC06nd2TAMVLfwJiIgWY0Ka0m3jH01UhGpvr/DtZcJmQxESbysVndF6l9Ss +x4Tou+8yDrdTEfZRWDtnxQSRRL2zHl1UNCdOuWx/mwlPmX0L73upyPGbDGVH +IBPIYw+TBwapxK7/NrUnkgleYtInN49RkVDUwVifZCbMqJVOXZikIh3x2S4J +wlNOVhdiQ2aoaJPu6U2ThKcGA9jazAUq+jkYsE2Q8NL/+/9A9P//P/D/AP3u +9VI= + "]]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.05]}}}, + PlotRange->{{-1.35, 1.35}, {-0.28, 0.28}}]], "Output", + CellChangeTimes->{{3.666103232476616*^9, 3.66610325591256*^9}, + 3.6663558934059267`*^9, {3.6663585913236856`*^9, 3.6663586042140923`*^9}, + 3.666428207132573*^9, 3.667305754086033*^9, {3.667305889619493*^9, + 3.667305903743442*^9}, {3.667305941278796*^9, 3.6673059566540947`*^9}, + 3.669468667059832*^9, {3.669468880331677*^9, 3.669468894288822*^9}, { + 3.66946893035918*^9, 3.669468944326997*^9}, {3.6694689896028643`*^9, + 3.669469009279861*^9}, {3.669469043824361*^9, 3.669469066625276*^9}, + 3.669469102203643*^9, 3.669469202410699*^9, 3.6774163621730833`*^9, + 3.677416437922155*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ +eJytXQd8F8Xyv5CEplIUFBEQFLuoD8X+fFZEUFEURekgGgUUFRWlJfSONAHp +VYpIrwLSIYBI7yC9hYReU+Y/352d3fvB+/to+XwOcpu73dnpMzu790b1+nG1 +6lav/2nN6oVf/ap6vbhPa35duOQXX3FTdFQQRMUFQVCmcIDfiX+1/5ifT/GP +vfkvv39s/ouhvn2JPuabL74g6tOHctpmmjePKD6eKC4Of6ttmrPRsWMU8TN1 +KnfIPTZrRjR8ONH58xTkMM/GEi1eTPT559I9rsOHg49k8Gp2lEOHiNq2Jfr3 +v4lSUymTbZ41i6h3b6IOHYh++omiTXM07djhxkX3/G9WopSUSIgmTiRq1Mi8 +RwMG6KtUsybRG28QjR8f1LAdpKcTDRtG9PLLRLlzAzwKFIK//iLq0YOoYUOi +ypUpu3aDd8aOJdq92z7KcKxbR/TjjwIxrhMn7N/4+VGjiLp0ITpyJKgqU69q +R5g8WUYFfpcvdyM89hjRf/5DNHeueV9oceYMUevW8vyGDdm0+cgRTJHoX/9C +N9Vt8/z5RM8/TzRyJNG5c65jngX9/LOZge8Y5HvoIaJHHiGesuuY4aGKFYlu +vpmoY8cqAjjeOnnS0An3lWy/wH9SkhDlOsslwBK4oWBBomnTLGFOnCC64w6i +8uWJtmwJblAUeQIGdS1RMf5LLxE9/jjRypX2r8xa9NZbgNm9umWLTFPBicKE +BVKwwLPPGkJVsI/z32jcOBkptyUegEpLC7HPpk3Bjdo9SDRjhrnTPkDP554z +7wS5bBtmC8xu3kxBXn0Xg2VkmLv3BTQGNgrIZvhiBIsQr3z5iJYufc9ifvdu +oiefJKpSxQyhUBpKnzplAESnc+aQhxKCesstYJBAu0HnX31FVLgw0bJl5B5t +355o0iRzl0fbmjQhKlOG6OhReT2KDhzgfxiuKMwq8Lw8fjzRkiXm7l3bBrhu +v52oa1cFKAvRzp1E999PNGSIAXjfPqI77yRq2jQENJ4B0w0cGJS3bfv3C9Mx +P1jyZBXaQIUUL060d6/pD8+VK0dQRbmVYc+eFQl/8EFQ3M6DuTJKWPdDO8Sa +NY7OjnosUEQFCkDcA9UWUEvgPdZsHmSwCqjKd3Ha1rMnUalSIZGPMfQBTiFW +TE73eseORImJniECq8KiBUNALt/V0jYgevBgnZ9pO35cWDL8HAQSE4ggKZAG +aQm9C+3x9tuR7zJBDKT2rQiQgKm8zMyzZgVv2rbVq4kaNJDHi+tzY8YQVaqE +IYM3bBtwBOH9+msKCto2KDBF/E367tGjZDDNd/oulDZ4hZst6EFmfXzBAqJb +byXWb8Hrtg3iAh5nLe7phG7Bl3yXPQTShAkyfG59DvIEUf70U9uf0A4siIuR +6LqEFbAEKqRtgwYRFStmNLuCs20bUZEiRFu3qn2COMjjLLJQELgrbdsgpVDd +LJUeeoD64oswKFabimCAQS+aJYRszpygjG1DE6w4dKB7DhgFmCze2t/69WJ1 +oMPcc/XqET31FF520wkTzRJDZVUY+QKEfvaZYC4jI7jetoGL8+Qx3BwJun23 +iratWkVUqJBR1/quYoK1pH8XFALsW7cG7whIzjTv2qWqPKiobUDdu++aWeWw +bZCg33+X4dWGhSyAlyJIpW1TkAB50aKQCv8uwIQUsQqCwooACWrq++/N3Su2 +jdWxtaAUPB2eFfyws2fdc1CQGIqVWHCXbdu4kZQoborwqypWlLYLh4dwAakj +RgQvh1gUcr1pEwX32jbYL51prjBIsLZ16rh3gSWYVBDECTE8COkguFvbTp8W +j+7gQfduv36i71noAnEzHDs6a89886JtQw8QDUaKpz3QBi9mzx5HJPgScPgi ++BBUghIZNy54ybbBLXv9dTMr3x8wDnfr1CnXH0ARqx3qD77ta68ZHaf9gYpA +Je6yhbGelTl4N9WqVYueeeYZ9ixfZhZ+0dz3ZFtx+vTpZ8xjWVibLWCZq2ce +KVCgPF8TqH79+uzurPQjg3fgnaanOwjhmEILbt+uxMrKPHGG/cAB9F3JktSQ +NcWT7EK8zdq+C3ueSUlJz9jH9uzZQ61ataJ77rnHQvYK1ahRlzXZIHThSA+v +Cm4JO2k6qqoqDhAsdFloypQp9A6zyNKbbqKu995Lr7zyCtvgmkyPiYEOeY6l +Y+jQofTBBx8wSe40wwKyH9lfZsgs6oRvY9mYnWR+q0NvvvkmO1qj2Kp6swrg +q7BbhLlNnTr1Sdv822+/0QsvvMDG5mv2w9epY7uMCfTJJ59QhQoV0KyyT7Nn +C/b27w9utm1t2oic4i6HfX0Yq1oM1L17d0pOTlZP/xRz76+//srM+hILQTzu +gydCf/vyyy+pdOnSrGImA6EO9p0szDVq1GDheRbYyanQwIQMHGju1G9ELAGv +G+QVaK5jw7vaIA6oGQ8zBEeIgxX8jGOH9p133qH33nsPKAqetO+MGDGCRfDf +rP5/4sf3GgcJP4xS9phHcoDwvEFOamqqtVHOVK1h2w+UMn2t2s8i1hPCQfC7 +jlHt2rUN954/fz4oYd/rwfESZrh48WLX159//sk+/x2GJ5zXDrUkfTkiQLWI +K6DKNsZww1NskjAO81Fm25zB8tmiRQv2CIuzyt+lo7PccNz0HwZ0gvNYZ84k +/XG0QK+fsaWyvarOQoyGaNMDEM36oS9zRjmQz03oL5Y/kB8TKmGRw1JtoAFL +nBMP0YRlLA/O/+rNGgiaADSSmTjHZi6HeiDvQVaXzv+CUrubgTt+3M0GEg7u +4hkEj9q2xo0b0zfffMMKIt09B8dfAzIdHmBVYj+tT58+7l1mbDOVOexCZFY6 +I/CwChU/W1gXAKsbNmxw74EFoUIAr47Zv7/ELXApdA5QK5Dks2zVioeI9z1r +NcDMv8uwmcO21mAT6qJfv346ImsKgzxmdjciCwix4oE+dCNu58bn2KWDDrX+ +l/5pNks+kMzM630yOEtVqoTYIxqqhXX9a0a0/2XbvvvuO6MJws916kSs4Y1N +coRM49lD03ft2tUahWhygsd3t9k2mHY14wrLUTZar776KoTPw4c0SP78xJRy +4+5jTGGK69evd/DN4ucA8/EQs2AMvMr0c/1Nnz6djeDrZm5ZdQyNuti4qSxA +NBISEpQ28hxsPEKaqVPdGCDmpxwisWVzsGAeYJhFixa5aApxR7t2FNEf1PnT +Tz/Nft8q9S2VV6Hu7rvvvkgwIVaIYRhM7Xbs2LHGloD3H7ZtrfmZZrDXIVIh +bsmZU8JzJUu1atWMJo+YIqKJ226DIgoK2DaENuLA+eeYnw0alyxZ4sn87bcX +sdIhVmhABTsEDj7MDXYSc9N5QHaQPiAiN1/WYmZuzFKeHYBHlvcwK4EqbNGN +W6XPQeU3kEDN4w8OO0KTEIuAfNAJQ4YMcfBBT+jclB6hFIkbA04OTAgrYDsP +Nx1MG3/azzZWXQr4Pt9bR7iYbQP6KzLnMRju3b//JrboMlS2C0BKTEz06hE+ +GksLo92FmDCIoN7ixV4hYIpwGlhlea8YEgkzK3fmX6g5aAcYbYUP6hHzYIlz +8wBqG1sSOFhgwZEsYFIpLGyMDUeEn2vZsiWVKVPGzNfBAg3UrVsE27BJpbJl +y8KFCR6ybR999JFYfr7LeQHMrC/tu64LKKI33ngDxsp5u1BME0WzBw/YNlYi +hkPBjepzQoBhxaHdlQOMRWCNz/hx8S+aqlaVKepzbdu2NRKIO+1vxowZ/FzV +iHFBlrfYc1y+fLmDD4pEp+jGZe9BSaWoPXhQnFPofX1u7dq1xmOBv+iiCh/V +ODKDpPBCd+zYETwYIingjiQBGa2BO3UGYBiqWAmPikQ3jNnPIsFWSTDN01hh +7ZzPjhzr8J3z2PHa7xNpSLyIb+La4MIjYoDevN+2wRJiWmzWrOBxv+dPslKf +QrSAQd7GYWz6eSeUK1asMEojLFFGUqDj+e522xaO93T8pUuXGh+SnJDzWCcP +sDixoVv2E3sUG7gv72SYZNQFfcBO9urVy9zpHBo1auRwI89JdhheN3JX5icN +Ejmag1J2MnfMNbjSOUH6gQPgRcNg5N8RdobHhvsNewLSRsC/e7Hgaf9fEbhi +bWJYELhSWOFCwmHx+MtGzZsTj0/+B/0kdiVaM5x9cI7HKUP6jMJUo8BOljuk +CxMlMd94K3N0B9GkT4gSosC/8cZFacVcNq46e9njJXJlkVYCzmRGgYzCEtxn +2+B9qyxnsmwHOiNIRY7AMN1QvknIFG2G4H+bMwAj3+HYYakDpRM7MQgRcae5 +AIg/Ip/Dhw97DQf6LGLnuMf9HuT2txDN+IYtzyHJok2f7kDmmMJopm3btjmQ +oQaggsiJY6xZM0GCJ+MIo2RKHaIWWW3//ERbVgwTPzY0Uzj++OMPKlGihIlZ +tN+PP/7YGXIHL+jd8TbtSeBN4N865BPUgAFnzXLqA4FLB3H+HR7YlzJoT0lJ +cfBu2iQu59ZN50Quut/n4UXfgPfQGoEjCmBGwW2Ngn4y/AD9g07hwcvgOTBB +ovmsM1tko+TGAX1ZJxPlqxZNsZUyUcFaN1D89/noRNMAwxD1YjerZhliSVPY +2UtmHm1u7u6xbVCjnyNp7nCdw+C62murhW7clRnqm5soX42sFFsxigrWzEbx +3+TyQ3VhNjy2W4YRvx3GC7Eh0/Uu2wzEwzODOzVp0qRYndPC9kSdC8pA8Znp +yx8KUb7qsTKnj7JTfL3MMlALNoQ9S8k6UUqK8g/zjfGFwfI6J+ZHY42BOp3T +1q1sCvKep8NjW4J3ZE6fZ6F8VUPoa3ibn1PPhyC/sZac7PdQE2TuECw98YRJ +4quKgXTBIpGzRjyrExykjHrXow+UqpnVzuo6iv88kx2KNcDoD4nuKwLx11kB +hfBj1q1b57gM6RJEJp5SNxAc77nt2SfococM1TSGvvwun0cgKPVlVj/UnHjl +uL///jsKUb9htjffbAqtGeob6yRHiYa/bvot82mWTBR8gEeDDwMKKgb4P5C2 +GGrQpKggrTmrt+ENVbbKly9v7Azu7grRCw47vCeVFXhyrz20hNLa5pPRPokO +/nG4ellkuA63sl7dpHzH/iW9wWo9AzmRVauK2hGxXlWu3BYkVazUYy3zC+kB +o9Uv9I+D1YmSRxswiht8o7KEeB+ZBdxpLAQPdR5W2EJY/Gvubkpu+ZDFYuZ/ +HKnR7TISsyet/1WxCEubjHxkgwZBUdsr/Nfq1c+xMn0B1kwxYAxYB4vEz3P9 +/4PFUoNv88hgbVn3FbsVmRqnk4FIcF9aKM6DnkCsF9bJrI2Jfq0QxuQ/061u +Jnn2NywCnYsRRhw6dKjhwQIFtpD9sYaK3cJTLG69HqEMfitzpSj0Q0Flvj7m +qw5f9fiqbe8rBebveVmSqeV1MGhES350mvvAgQMmhQGLoNwIZ3OSXeSMtmOe +3Tib0ppfTxn8fuZK0Zc2ZrVYmVk7xuq+5W7MrYhui0tCQ/lx1aoUiok5ypxy +wj7H85z+tXk/gxV75sqXOGbVaBlzCBvv1NNuTGT4VotH6sZE5rNu3boR8zTW +uNUNV4hbhInd3JiHx4yhvdmzUyqHjDomnIx8+TawA7LNz3PLVPN+BuuiS54n +Wx0zzyb8/2893JhIcbWTVIEbE8kfeIBeu9woXKr4bRZz6eNWi5FxB73ouJUZ +9RYO8tQXtT/HdrEFE9l9pm5e6bw6X1/wxbo/aMlXW75a8NWQr7p8VZFBGvWr +yWb2Zhlo2U9ucv050G8Dv5fv7rRtyGFEiiD7FzvmMEKzG5ftmW/vubyx2//b +Mm1edkXWuqynWRx78EGqVK4cbLjiFnm2b7/diEVCP/zMBtIFT/+ZRo9e3vBN +isi7Q0vBa3TaB9mekiVLGu2jU4czhAy1t+g3iX3q/aigPS7b5Y3dt5rIKmzi +ir4+AuIwYwxrdQ7ynK5FMFe9egtTNrF9uy074uF3LRDMN4tlzN91ecN3etFj +PnmLozqCjDVSd+CmjjhyMYqjQlTf8nNjef/HIoz24pc3dmNrZYaUBFsHERmZ +vBKLWhOyuctDXlLq2e668dWfr8F89eOrC18JVoqs5JzclShTa8rYnekrJeDV +INWwefPm4A7bpjlAn+TKS+n7WXu1zmk0+OZFP10ZDHNbyjQ7FQjF01L9gTUO ++Izp6ekKBlxjGAeP5bwSutkuNm+dd2Vg9HvOKpGyUEQOFUhyde7c2dwpDDBG +CxcuDBlAIceWxsItmweWuTIYdicKs0Npbxz3D+S4zax4QIHif5Q/IXNufhAK +WYHZPK/zlcExu6njWjp5MELgkUWCwCsuEGpqBkXpsap/T0+PTbOvDIbeJaSP +MRUNPSKSYbdI0cX4mm6Y0m1KiicTxxf70EF3vn7hayJf0+z/w+xQP/BVS4bp +OZNB3bOEUc5+QWPufd9KN112vA33IXNQxLZhkUl9e4WFTh+mpEZWRy5sR6Xb +lb5yWKZ+Lv304dDlvE8nY6Wpm80pFrZtID30r9e1bJ7+ni3sg0g7acOVwzKN +Wb77AwLLL3FhTsSiBKPGoQS5EKyReg64mbZ2/UzM+MAXqXTbUldHGna1jP7e +tUzBwJKQxpIKBvJ1M2xdn6NM8maj9s0s5sRfG8q0Zj117oSjDFKNmmdQyiDP +gJwGsuXRFpaTf02htKbRlNaC9eXB1VdHmZ4Sp9AsNi8VKiB1efQohGPUqFFB +Pmr6ekfz52MA9cwRyl49u7j4n/PViq+BfE3iK5GvVXwt4msCX32tfH4WGNAK +xRUSnbKin+nvbMMcNP6XftFmmGizetanTx8zv1i0man+v79pUg81Elj3QycC +8a00etRIOtytjBklddynpk4gS5UsVwR1sQbFaPTIEbS342Omv787PG/H8jyM +hV0scEX/b7DNb5nslBFsIfnp+7uVTu39m443yU3pCTE0Z0Djq4IdGJ80rCed +b5JNjPL2PyxDy/iosABjyd3/BDvGPBhDgwcPNuuLqBNws8lHC7rVMRhKScjP +fJJy9XyyarDpL/3rGJrdJkH5BCaiIwolL49Pli9fbix9mE9GMZ/QsDI28fPw +1fMJ93eixa2mv+PN81/EJ8B1D1NCenl8AuWEJSXfXz4k3uhUfA5KZyVwLfhk +IvPJWSgTuMbvP64J6rwmm/NVpZLMRNF0qmE2+qKCKfakqIpRYl6/4qs9X0P5 ++p2vtXzt5+svvqZYINoE4qQycJk+zOS9suEfCss0ykrvlS+fCYMFWHxIN3YB +q6KxaLN4+X9+Ez/arLki/Ve2bFmTg2ICD4l7WPJjnf5DlJ5q5mK05BXAnaVq +FvN+tffeovNfSkajXY2nneYuVaoUFSxY0Iyc6X8Dra+hS/Bl4cKF5TVJVmEh +hTJ6i87pWOEt+7c8Vww+o92MFV/tedEFrfIgFRBtUf4gB36PY4VS7d0/Ax5j +EYwaD5taNz8YoV6lUnS2SQydaZyZ6lcueY2YhYdNEB8uqWH2QMHGKiYCRHgQ +l84pWD4FuUKc0j/uEdP5pgbYZXLmmnBK7YqlKbWxcErHGk85TkGBToECBa6E +U2DpLuIUrA78LLgZFPew/dtNV80pfcoXt9FqPrgEpw8bdUCpp4l6iCv3a8O+ +JJqYKFu1bP9d9yy1umex1T39rO6pLbrn3vr3hoK0Y+KbYdTFnXXiWLotJ+V3 +bokXtSe//PKL51e8zn4QEiJpbdhzPb5XY6mrgEymhimWe1KWxxCeHtnuSIlS +ydGjR5s7rQfBciRC20OHDvmY8o+mooh6vmsWMrS8+eqxFi1uGzA24m0HFzgc +y2soJVOUYTkTcV8EyhD2/1RM3l81+JqhDKmkgnlkYUDiGAcayv2wTHQhNVFP +6UHLK6uoeL9NLir5+A4SLF8jRtvHfTflu9a5mFP2KGgovxhp9wqFqQlnJykp +yS+RzGoo08IyCWVoauiqsYYFkZ5vm9VCFrhfysouoN+/k8F+/QCLkjJYTnq5 +9csXO/wjgkiHf3ggDj9yQdbh7zq9q58Hig8QD7W6gVlyp6IBNYrDsTWLfBER +ZPBt2RzisXg6majrXQLd+l81WrsKyGSlEOtsiMjnt7I5lJc8loW14RAdCpVg +YYkOpYQeOtYAexI5WmMoO+Y3kDJtTUk2fq4CxAjJ6fWISo7iDrWfqJkN4w41 +GkWKFDHujMs4zqivVLVtV0dSt9EQhdmo/QBZoayO7nRj/vDDDw5LYbq+//77 +kZhj+6cqnlYPwzZDs7cEq09XAaPjukUdfYLd0xWCBvOG1XSlK1atI+kaY+ia +Ec9OYttbEGZcM+RFgaT8T+/iZuFPijOQ+0CVwOlkR6WNezdenILCYAMCSUEh +FdWVr2aBJGBtCurEGV33gQKxWco+z8DRC6MAWTjomvy2DR4O2lBg7PImfZ60 ++qeM7fLqwHKUyUiTVBH6Xt5Lh0PxMepmcKdgYaUJLjqyWY4ycA263S0hxNZp +1xSyQ2tlfbRlDqy7KGRIFTZFpVQIMhSXaQbFQbZ7seGZ0y0LgJbXlJRLuwu+ +Bj4f5mYEI3BMUSIXJiXcTrQ5PfD7t/L6+Jpu9RM7j7CZ4pogDqtgSPljjKXd +dVjkm1HXGUbcZta5F/kHrArOdLjXvH5kybhrRtIorH9EwbYHtv5GtJYbOqfB +AFKjJRqX8AsdGKtJINa1rf0fwgzXtaqM8fWwr/16P2YfX1j6T+yms4cnVFE2 +RLHrL22o78PS4sVsk4nSmsYi3pZeb7g6iJBDxEoqTG7yZoUIpTgovSaJ7R27 +oA4YJVKOXaZ/JZOZ/Jkt0bpKcH6t7xWR515kHBFKJycnOwQhS3qRxJ8/RWc7 +3GXWdVOWTY+1pLsCiGTrbHp6JOMOsutlS3uESaf2NUy6i6wElulg/TsXYqfi ++DUh3dGd7JCyWW2WFTGAQoRdRVOl1DCCdIjytm7d6kk38weJMNvXsKS7QkR9 ++CHRihVOjpb3FBGaaA5rCCEhh9nhCsO9JDGDYirHeJGNs2JZz/7/iRfR3LVy +Z9EJH1hP1Ig7a549rHSRGke2CXe32LYNGzaYmDGCBOdP0vlOd5tJH1owObMF +ComwywBG1qLmz3dUWNFXeGLAc2GORS7yCXYc4T0oFcAXqNeJAGr1UKkQgVU/ +e0zrtuBuosrxMoHT/UZI1lCT2wSwP39WTC1ZssQsn4cxpSVeWH3T59Iny2LA +lk41HWtcNprwgyC5d29vm8CxUDS4PAFRgzsGm7JDYMEPxDJ0BK7gB3a7W7Wz +QHb95ULmuGmEVV19nr2QcIiWjxw54ggXTvE6YDaOM+5YSpNClHH2+BWjCVEm +NnTqJhEkOtNFgs66c0sCLXXCRoMHHpD9AC+0fMEUNGUyxU2xWuYkQ/NVZ1Cd +wJ2OMdnG5Kiw9ZNFJIDJQq/qtjY4fdAVfnXHq/l1rWvaLjPr8DKkr7LSIise +XQq5UYncrVuEBRz8snXpeusAc+bMoXfflRMaFBDIsJY2h2XYBfEr+sZaWBAJ +oC5CVq0dav4JM1m1xz0cejfJJMHJ8b0KUMOGDV3orQDBi+vatWskG+xeZPzL +M60KoBIk66UgJ1aQgx8cN4HzH877imE2Lkoqh394b3C6EWP67YdpZn0UKRVH +p9mNdFnZVfVjCQsHi4TwcmmIgQ75Ib/0t3KgDjF//nznqSko69atMzokglLg +XqXUpomXwzWobcU+sBUrIg4kyG5Oy5C6Rsb74d1UqUclylUrF2WqmInyfJKH +ag+oTUnHk7KHZzDguQtnAC2IYkZAq1tYEYpe5G3tW24kPL19fko9kSK9XvdP +Awtk6AbRCTsPTh+nbPURsGcyrLWpo6C7lrGpAvn3cHyFxV0zie73WlxcZ87Z +wFkKulfvH8DyW3fmNpN+RpZzfUPc4VqBjRQbWJu6iJ4oqNcgfMuUS8YGEijY +xDVvnscGdIDSZUU/hQT7n3U7h0ICMYxMxCH2Wie5T5T2nErKbCHBVlxsssGp +DJeGEO5qL3cVz1zWOkeYLkj/qaFWumg6IELcdNG8U0G7hyf7pSFk1iy7n7bA +hXNqi1WQJB0AHoOW5+jpBdhRoMGCQ0l6qhTaA5gNv7mDDnC6ha3jcjvyFrSx +2dm3IrKz4IEtod3zqHmYIOePXID5LFIpeDo5q4NSDy/RLVSayH3Q5uLGhJOt +yAOj+FWhZEtrtm9g05rD7DybkBhXzR9u4c/x8qyELT4IX8ALpw/r6yhZ1F0i +Ogx84sjMkk0w9H1KhlozXCeEPD4Ofog4bESzf6PedVCqW42NrWG8aQbeDXNg +JWUkxNC5ljfDU5dcl0s208g4W4jyjs+osOWE/xrebYZNigjh4Zk4T21+OwdV +oTAz9Hw4Mg2Kg8h2GMWCvXfaJUo5v8B+vgicsNbs97S8vnaE6xU13Ug/tc7j +01xS/dpIzIvbPgfgUf07c+ZMHz6lbKPUhOx0Mj4vXncn0mBLiqVzeO7QAwsX +LnSAAnikLI+FysNpcWebdXrDaTicNKE84lgR+Oht1442TQjjAzsAkNzSYUA4 +3UIRxseZHsIjO6eOcvwQ2qtnDyPQ3Z/QROI6hOWB1WejXALE5kkKBMoOixYt +arSKbtgEV8HvWb169UXoO9EoN8oIb9fmvcvsLqFbw0RBkTxSUdDf2iscakTv +rMc8BtXVGP66K+6hXm9Z/fC+qweNi4tzPK39YaVJ9006VLFiP/vTs+b9A9MH +OVTBoMvJI17zGo31iM3NTQ/jA44OUlI6EjQv0lTYz+/xsVV2oOE6vsfhY9+f +3COcuZtRxaS9YjNf5cqVI/CxceNGo4mw099x3rJeBvYN8W/5w2JQ/YftzhfT +GfvVcVAQ6zTLQQzBpllE2OXCTkMIAlTTwlnj+blDfcDn2AqGYxkU06d6iWt8 +ePrPXvMcOCDBIPmdnTStnqOcvhveQ61j6H5uv+c5xlRq+Chst3aJHYqygT7E +tedPETXMeaG3Doog9TJr1iy3tRel/Ti9xMInr0+sJbNpjg3KGW5CrBvsVmNr +NkPqRfIjYbxhtQvwh/GmG6QjszMvaVpRj+3AkTz2cAt/QE3/D+SxiZ851KHw +CKtMYdRhuzjMkl8liZGNkMxyZ+JzUWrKXjchBK/33ouy7QvPM8JGawRs7NV5 +gk6xu36mf+UgwHkIWEVC/fH1oYmijSHzIfTy3ubdfc2fjEBp2bJ6Lpo7i4TZ +T2yjWfBsryOBRfRkCB0JbALbAJWjz7Fa1WSXOwYFnIhdTeyEe47/c7g8B/fF +uy6QZFgrdKmvo4ARQb3XQTHQZiLFCZkoY9ciNyG4xfBv2Vq5Q1iU6Sd+4qDE +TOC6YKdFGG+wavy3EN56hRd5tEvYPpw9chHTN7FMv32mjoQ0k2661pGwHwDq +KgJvWsD1Z0iEsW0Yh76tXHnhSVL168s6awQEWLjAQiYEYvss7RlH9GClGkpE ++Qv7VrGjhl3Wi9MsHHFkHNrggMASKo5VcweLxcgWWajgrnfCRIVNMOxg+/bt +Qye67TeqxB+zwP+uHCRz7WfWjVR0kKXAqZk8a4+CHvfLo5M88VjLG5966dKl +bhjYLvhU4BHPirL9jxZ18nqZbZldP7UMYrMDqOrGjP7+Q1+fNm2aWUjAWSOK +NxjZ6tWrI6a/GG8o+UjZmsNBKcmFCKZfP9nirShGDeMNKp2No5sQwk3sksfB +Bh5vA2VC/f8NbnRzkk3v5s7qkcL6BjbYIE/Y7jYMqFPDjgywPxhQvVdsMAMG +OYLxA4aXXRZ3dgMiyMGBBeTPaHB7EqfUdTkJ6EYMAwzqMKjZhs7ARmE3DExL +m9yyNJa0QW0tFhKsu+R5HNtmOhUULO6YoxPCnlmwBLvRLhMBrMLdgFPIbKGD +pS61mVc48BlpRbVjbBEAprrdg4yhdowVJrAvfPWsocGgj/r37+/TL0NetbzW +wfkK2IFQosQFJ7FN+MiiqU4EmrBhPIwmkP/RRx/FaopH05HtdDY+J6UlZMHG +0duF1FrqTYPek56Hve9y/TBGEH0oIY7StCMYYtABJpIH0qdTE0M56Yx03fls +xMPnT/Vp7PECcZHuYrHQvrEdAvsB4DSyr/xfOWlB27u1GfvXQcrmeT1/xphs +BtaScDhIYmKiIgrEuPvuu42G9ssZO+hM05x0tun14B13MN+kOLfCpI/ibDLk +J5C1YRqGsQEnCNhgwXAdq7AhqMlIUz8gdCq0Z8ozRzxTbpygPUDxwpbhlJ70 +9HQdD/t3gCHsJOegzGGIA4ajP0p648T09o5hcFSPHKFkdYMzbMj2I1QHf0VY +oQS7OXbNaAl4s7E/MdCU7cIvQNyFigSUe0NmkLKA2nQTP7zJYPMcyq2TN98T +oUqipRDlVFKs7Rm5YJyuAJmGZkSOAb4C2A6VNgjHXNid2M3mzh8HSlWdIN1r +K8m8uzXUulv9ywQ6CfjekBMQCkKNY3bgO0I+sXyFAzHcJDhET+n8gtQw/97F +YRNaSw5G9kr53HFW/4WFepsnSw/ZjfrAkXP3szuBuErRhpUQnPOG4z/YjLoB +WThNPgiuUwhrNtFL8ddfiDXwANgDGMNebIQajz32mMHavFDe6+wfHWTh+kcc +zpHhMIQUHg4qHDTIOhaOMcAu+AuTxc8SdUSmVuxGWCxdzkAOB4eBQN+wqXar +HGnnKKWt7E48PbeH114TcAKCucujj85uHK4i0x5gpBH8oXMOllzHyI7acjhG +maY/EEUg+YkzxiJYuaXNJC/upWodSgCbjXAoENPIdWz3ch7uUioCS4iqUao4 +dKiHGIfUmKzZTVAf2gPOVVm1apVBBcul6xibuDvpolgfTTEiPybn9YQgnmDX +hrqzaaF07QH2Ap3C6oY73r/CWLy0FjkAhsNxnTpENp9p6aouhZ5oinOfHF21 +DAlnKJxJ8aBIDHWk55sR6MB5inDF5861ydIYKbzVbNaiDhGWVsviVg/TpD2O +gL7I9UWNI/aKwQPa/5drxloXeB+q8VSSgwEnbOGoz7g4uxQQ4zcrYkds2ln3 +qKYCe/3LrRogqL7vPjkHLCJX0/Z2eXbIq64Ze8RxugeAWD/GYRjrPji0le2t +iIzzYnB2mGwHCXUO09XNIqLHA7m0eZndz4cBzqS4zlF6Yk+Uc7PDFmukGqE+ +t/3uvjuANOLgV6SXCbV0DRPQ4QQqtlaeymazUZQMduqQ6+Gg3WqK7Vy7FjgY +gGHEHKzVtVc9zgMVOm4KinVsjTx9WB/F2TVSmxBCwt6l4h7h2jQhPIXTfV6T +XmbUv1Ow6XwqxL3QifjrrAQXPSAD18ymzw+ucV4lVsjtOfK36KPY6gauwiT3 +LhVq2aMbJn7ivZW0c27V1Qbu5s6hTzPuPxWHWnGOP/PHqdZ3atxVLMz5Wk3c +90kHNs5sMqlMhiVpvY6Hs7VxTDOzjR9v80TRMIhQ9/+lPZwY+akIZRccBZRm +saVUg2nSA3kdheAZN75OHXAXoyd2MU0oWKFtMx7W5tXDhEtAz/0rrr9w9t2R +azj4kCLRlMnZ0pS+L5hTGK4LYeZ0RxG+w4PiIg6Gt7jNHxb+ZtHSzfzWbtDt +M93Wfv7dgYjDpAAi9ugcWKVPp06TqpJDCcWAfif/ICY7FeTynKFssVgMdjUs +BnlGO9jYNrQ7G3FiU0aaX8re8JtJhQJlpyZ+72aEvekI1Yj8qopxU6KE0OvH +ZNPekYvV3bXQtsd2uQpPWFwclofzyN2XDBCOt7Lha69H4VcFri/2FlJ/lIK0 +PV0qGEgjTNZdd5nqmAL6PFQpIiQjSQ3N+WRuZjhPDCYVmN44TnPk4YO+HTv9 +ZuukWtwAK+igCXn4SY3vxPE/XvD1oHgcX5WamiuSZwEqju5mX8hTYRvLbLtb +bDBSxuDJnRWH5NKUuga95xpnYXdrkg+NcFAuTiyeM8cuSsTKeWwJ9tyVX96E +ovd9bZ8tcbeyNkNd0EIdPt2ef3ckgUvRyAo8RHnVYH+E2uyG4hEgYd+9ZiRJ +IOSo527QwIOGWk571ICZ5vE9HjQg1KSdooQ0W6a60wSRDAN1cVypQ9mQupL+ +TbArRqzPXF/sjuu+GEPipPWh7EgPOar06FELq0t0IDiQI1N0GLNWKbkD01UW +CW12zhVNgB9oWyz24tQBWaCkE5uWudFwmj7OnRw3ziYYuMs/muB8N0uE+8Qq +HpevV5hu4f8i5m1uxRIFS2dSbrdd6sH3XopziNz8LFvGDAKHlZaqSrTjB8gF +z3exu8tRH7e4kzMjWPfFKYwZGfYYwBySolEcgmUw8bW/yKIVfnYxlKPKy4II +nkE2aM8SXdzAhwVAsv37Q1AO+J4l8kYrTlnkVLcT9mxfeFSbJ4mJAsk0Z3N0 +Z0TOxn4RwlJOz3kzQI3GiS9m01i8KWQAY2hZhM55cm1Enj61hZp5u9zikgLJ +zDy/VYYMBUZFg62UXLjAwAuRnczQV5BzlFOvQkffI0yX7dUWpMwCgnbDl9nC +vWb4E24WaWLoW+fws8ArF84CeDt33B2dgLUhOSUm/D2S/bpO7ftCXURo+BMJ ++al/XSy4ZNgzx5zrY0+vN3eiv7LL+nYRnnzHkqhrEN7FIkL7vJT88wf0efV9 +UBxSLZ5VhHBeC0ZCMXFdICFjq4rFTT0jj2WTj6TUfJ5oTBUxfuA1dq3PjP+S +Pn5tQeRHVhC/WXfnLh3mBCuHsVXEK4RKg/+NYBmZk72Jeu5TWLXfpEPPG8DD +1pYCbniJcD04qp3Yagg9+vAZHDvthwaYUvBggyLnXSMOx1duevcOPY44B4nZ +0D5g8BniiMmTQ8/Blm4xx2C5r+agvx9+kI9l5VZQsb6CJfWSJZ1HgbW+hx82 +X1IJ5TOi5ZNJ8okn+8mf6NB5nKGPOAAg1HEkJoYOkJZXk5NDMOLEZHjXu3fb +AMj5mvjkFgILHCfoPkiUWRIwNj0B3Q1zx2FCxKcVMPDs2faTITHGG8DXG+Sj +TL4nJDO/+UbWfUi89HHjyCeH1wuacXpwRoZ+fwRjIoCdMiU0C6QwkFyeMsV/ +hgmSg3O6k5IsNZ1LDBzKMRm+RCY9xX+axCERMQNS/Zs32w/3iCXFniNYGYeV +yINVXaUFiotsRa2+jk03KMrCekXo9T8G7qC9qw9Hvg4w7bd87ATUvYKo6LnM +4jJmNYBhaQL4MT/gJAyF4Ov0aTcn/F2+JxV8YNvCX3uRSCaLUXk41t2etirE +QqC7ZYuLv8OL9/pREviOOCHd9xVjcoRYIkKsvnAhuR2OkCMr8W5FFuoWn/sh +9aidG4qCMJyQCmFliVFnDTCA2ZFZxk7nDRtCK+kIoVAPCRHeuTPiU244cHj0 +6KC6bUO0AaKwcnRFSLCacMDA0m6qoAgYAKhFtnHfPtctfAyEPpUquW5h0FFr +BxnWpQxExPh2y5EjCmms9I8CVuAcB5SwtXYOLaQN5UsYMi4uou5FOApJCKzy +oWrWsgP6s59VMD/Yd4EgFpklfizWktkcdmyjLPOzdq3M4/x5n2fH2PiYDFA8 +dmx1CzLUCTB2440CANPELTWB9+zX25z6wdd3rKryS1IoeMKC67Zt8lwm1Ce5 +HCL+gu7xEaaUFB0YegGKCR9JgG7Ad3L8mrpMYeBA3xY2D269FPjAqjJwPnKk +QweoG/4oHFwdqOaVKy0fWh8qVr/J5n5YuaH+MsAYUoIrI7rgGofbYfEyJgbF +qq54BB/Js8VlH9k2yKP9dp5jZZTTcOfmOPuXX7bfaoyVOWTPLn/DxZ6vky8Y +EatAtGuYJGATNkB5D3MEUMAnyjSYSP5DjjhOUfvGQ8uXW2cqMPD9jy9Nhn8P +ov4PMStfdg==\ +\>"]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"B2", "=", + RowBox[{"Show", "[", + RowBox[{ + RowBox[{"Graphics", "[", + RowBox[{"{", + RowBox[{"Dashed", ",", + RowBox[{"Line", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1.35"}], ",", "0"}], "}"}], ",", + RowBox[{"{", + RowBox[{"1.35", ",", "0"}], "}"}]}], "}"}], "]"}]}], "}"}], "]"}], + ",", + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"0.25", + RowBox[{"(", + RowBox[{ + SuperscriptBox[ + RowBox[{"Cos", "[", + RowBox[{"2", "*", "\[Pi]", "*", "x"}], "]"}], "2"], "-", + RowBox[{"1", "/", "2"}]}], ")"}]}], ",", + RowBox[{"0.25", + RowBox[{"Cos", "[", + RowBox[{"2", "*", "\[Pi]", "*", "x"}], "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"x", ",", + RowBox[{"-", "3"}], ",", "3"}], "}"}], ",", + RowBox[{"Axes", "\[Rule]", "None"}], ",", + RowBox[{"Mesh", "\[Rule]", "None"}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "2"}], "\[Pi]"}], ",", + RowBox[{"2", "\[Pi]"}]}], "}"}]}], ",", + RowBox[{"PlotStyle", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"Black", ",", + RowBox[{"Thickness", "[", "0.002", "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"Orange", ",", + RowBox[{"Thickness", "[", "0.005", "]"}]}], "}"}]}], "}"}]}], ",", + + RowBox[{"AspectRatio", "\[Rule]", "0.2"}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"1", "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "1"}], "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"3", "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "3"}], "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"5", "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"GradientDisk", "[", + RowBox[{"0.65", ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"-", "5"}], "/", "4"}], ",", "0"}], "}"}], ",", + RowBox[{"0.05", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}]}]}], "]"}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1.35"}], ",", "1.35"}], "}"}], ",", + RowBox[{"0.28", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1"}], ",", "1"}], "}"}]}]}], "}"}]}]}], + "]"}]}]], "Input", + CellChangeTimes->{{3.666100567894807*^9, 3.666100597072871*^9}, { + 3.666102062995983*^9, 3.66610206359197*^9}, {3.667306036537244*^9, + 3.667306037826198*^9}, {3.669468948366453*^9, 3.66946895111517*^9}, + 3.6694690182100554`*^9}], + +Cell[BoxData[ + GraphicsBox[{ + {Dashing[{Small, Small}], LineBox[{{-1.35, 0}, {1.35, 0}}]}, {{}, {}, + {GrayLevel[0], Thickness[0.002], Opacity[1.], LineBox[CompressedData[" +1:eJwUmnc81d8fx21SZFWSihSSpJIkdYSskCQhUVZCRlS+EUKRnays7L0yL3e8 +P8nMCNl777233/3df+7j9Tjnc96v9/t87nk/z+NxeQ2tNUyoKCgoaOkpKP7/ +bZQTOL+/T49pt+2TP4CwgJP8N3foMcnZE1J/dwFx26Trvd2gx9T4XxjdWgf0 +n/r1bz9X6DHfEi69ezOA2kTLa2YW6LGe0MqkrR5AV1gfUAjO0mMtI9w6qjWA +AhZ7xY0m6TGtL6kC8j8BzTSZv4oZpcciKqyeTAQDUsxbT+gcpMcUlx3brtsD +Sgry6OLoo8eWbJ+w3bgPiMqOlVW9izze/v704jlA+g9jFHza6DE9B4dEkw0S +wl+94FzZTI8VGT3tjaokIU4OXAHlX3qsbKwsIjqQhOxX5KalaumxHeKwtLUW +CYkU6mvn/ybn80C2IKmViLxDpv3ngB7zUvpxhjuAiMbfOFScJ9BjdXKeJZ/l +iChWPOhKbAE9Fu+x9vt5AgHtHj39sjuXHrs94iI/oUJAuusZP45m0WNbjsGH +ApbwiB1XccgviR5jeNjy3PoKHtmEa8hWx9FjAxBz63ddKapz6P+POoYemzjz +fcnCqBR9vrE59l8oPSbBE8ux9qkEbZQK/zL1pMca/mPK+hFXjDQjS9bj3Okx +y9Gpy0o8xeino7xIrws9Vu2EVKsji5C51LPIhw70GEnt9J3AL4Wol/jtjfRL +eqxrbOLEU5l8VIZtnee6R491NPkE5b/JRKfiPJ89UqDHzN6xHLbmyUCOHznC +AmXpMan59AW7qjQkJiNCQy9FrrdTtuyxgyko5ffzvmVhegwreWl+0CoO+VZW +B9Uz02OxYtYG7yQ8UZfAnfhiRnpM1HI0IqTZFQl+KfkZR0fOV/b62u4/e1Rx +L73xzR4dhnHDU1Odh7DX6MN8ao4O42mQfh7O4Au23WreVvV0WOn3868+eCcA +JlX1XbuGDpubW8+mYEkC5hiUJlNBh+2kWbzhCUqG9Gei1UeJdJjzr2Ppt3zS +YGSUlQ4y6TChnCPyyso5oLXQ8vGwLx02DAfNnUYKIPGB6tdNTzqM6oNGmbZz +ISzlVcQOu9Nh3ImRfcBRBAFviqDYkQ5TEva80CBeDH1tIn/j3tFhY3rjP+XL +ikFYIqXPx44c30shZ0YJB9VbYbsGFnTY55QsY3PVEjiqx8Kk/IIOs/NSespZ +UwImRC9uMSM6zCG7WjNWuhSoXP+7yfCEDrt6RpNq6Qwe1AcXlZe06LA/6Zfu +h/nhIUbGXLdHgw6b8jNrqF/Gw03aJ//lKtNh3dMXtbLyCOBt+s8rQp4OU2Yw +T7t+kAgdVffCPWTosHduD2uOGBCB/3x5itVtOuzMe8J1yWwi2HtLFWtL0mFv +A4/cCN8gQtl0QaWMOB3mrf6+je82CVhVL7YJXyGPL0f3NzmT4Fl20uhRETrs +yZXwmbBSEmQfPrVKIUSHve78amC5SIIdm1Ca6XN02HKnuqk8H4ByMzNHKy8d +5vQ9YfukOkD4VU8+OEmHcdzNmJh+BzAevH8l7TgdhpZoKtMiAMTX3sl8O0KH +PTRo2nmAA/B4vPDgAysdRiEQWdXfCNCMM3v+gokOi5I9cfX+CAAP16DNgwN0 +WMyv7lPRSwBpQ4aNrrR02MW0GDfNbYArGSOXcinpsBdsAY4B+wAEO9OA/l1a +zJilwlaVrO9KTcwxb9FiLRvuVv5bAA005mq312ix58ducD9cBNCun856tUSL +7VcYVUYNAwyGvGKKnqPFLs6a6rxqAjDXn7esm6LFpJdlDatKAZb5beu2x2ix +Pj7EnP0DwGl+6cKFYVoMi3oldM4VgA5n76PbT4vt/BXmu6wHEOC6NvWlmxY7 +mO1O3X4VgFPJQbmknRZ7EvDKnpseIJ51K23iHy2mvspMoG8jQUH8rplCHS3W +4fB+ZdqUBLcsXKrfVtNiVzSoHFcESVB5lVIwuZwWo/jsR1k2RoTOcppxGiIt +xnnQvqbpEREM/T7Li5XQYj1fNQ0E6Ykw84gh2aiQFhtrN4u0LCDA3thBk7Is +WizIjJNqlooAnjl+5YtptJjg5gs2mUQ8sDgcPsubTIsVNbQGFt3BA98B9mGX +GFqM9wYp45ptKShe4Hp+K4AW2zBsxIkm4qBpORKz9CH7P9lfwiuIA13CSZ4o +T1psKnTzXk5qMbxS5e3fciH7G73GPfGjCIKsBZ/ibGgxsx/WpYNmBdCTL65z +VYMWEz19UKhsNhtMnHA4QzXyfgVzGHVHZsGcnCRnkDK5HnSYaf3dTKBsu9W+ +IEOLeZtwKOz4pQH/htyj7Ku0mFdzquHYSgLYSD18cP4ILSZVGavcEBQI3H/O +d1qw0mISFKbjF9V9oPoxxfNsJlosVvm4L8u7T3DaLsvmKh3ZP/805/B/dtCQ +Rh94a50Ge6bFsGr10REJHyM0POikwTqaA+N1OWNQR2KQVnArDYaxnDMLdYhF +Hlde9rU10WA7Ivdoq4biULfq0bknf2gwvSX8P3xOIvL2sGEyxdNgLPeCLfL4 +09HE4lmV99E0GKnpofRx0TwU7LL9j/CdBpO60EjpXZOHpJman+yH0GCWrVna +r5/lozBBFwsPfxqM+8Nt0P5cgOQNOr39XWiw263CPjq5RWhpJoetyZEGM/R8 +hj2/Woxi3n+OYHegwap3d68r5Rej1ZCr6eE2NNjE4X1D2zQcSqzzq4l/ToOZ +ylXaG7wqReq6xg9Gn5LXdz+UGNZainbGJTsFdGmwoSv1mZcl8egh9cREpgYN +xpk75fVoA4/2Akk282o0WKNYd0nFAwJKPxWycfkeDdbyaMjNOIWAqCRlGIpl +aTDB3rviFApElF3FGbiJaLCGpc3I8UAi0n00f0xKigZzy9H91txGRHTDFT+c +JWgwq1GlnGJOEvppEyXwS4wGk/n4kcmf3J/19l7nUF+mwTwEKh+rkvs3g6/S +dfmLNFjwAl3FbAUJFRznAa/zNNgYtzmX2ToJPUtZk689R4NpRMlnFp4FtFeI +SyHw0mBiNwNTuB4Aiix/z5B9kqztU+o9HQBJ/JN6+eM42Q+PQe9aBJlfBvdq +Ao+Q4/vfe2aIA2S/gAm5sZL9a8dmVDQCYt1387FjosFwy7MD3COAspnuzhgf +oMGE/pDmjJcAqXDTq2rRkuvfyf41chvQlFBNlgIlDfa5EHsAZJ7yvOHDfGOX +Gns2mOz1dw/QWUVVa6FNaozZufFJ3QagMq3DjSdWqTFhaXMomgVkYNIkyrRI +jdXlR70J7AW0Y/ft694MNVbQLMesVw0owu3R0vwENZa74TPGnQ3o+tdjDwdH +qLFD8gaC7f6AWn505jcPUGPenytrAswBvc6O5CjvocYYi7l8Ve4AOkx8+qaw +gxoTV+beZmcHlFl7ui25hawfTFrM9pOQctegeHgjNRac9297IIWExicSwr7U +UWNqMccC1s1J6AydoI5lOTU29jBCqHCIiDCOqZKnGDX2Njy00TaMiJ7yZXLd +J1Bj7z9s/nQivw/h0qI9lwuoMcuht7G53wlI/P6SFF8uNeakUoNWbxLQv6cF +0RyZ1JiQfZAkdOIRs6OEwXoCNRb1kkPxDAMeZX7Zgokf1BjV/tfInvBSpBRO +4OmKpMZMzWsq9c+VIo9C6SHCN2rMvpE3lOZKCdqaVzRxc6fG4u01hvZPFKPw +PcZKOxdyfqC1etKvCF1jquc3caTGbAIDLqVuFSIboQcTCnbU2N64TJh+bQEa +NdaxYDIi+zNVrdq/m4fc7E7U7emT/Y9c+CoQ/RPxuPUKL+hSY0XnWOg8FnOR +7o/nc80a1JgcR1Zg4Nkc1Nj50jZchrwfzNkbZ63SEEHt/Tu+M9TYxLHE8f7o +CBRcfldQ9xQ1JqrPfsMuPwy9kmTtDOSixgQ/LFzEKoLRKf5UyT02amyAOszj +Xrkfctlt3e2gpsYwAXap+8JmSCbzsof/KBVW53n6hm1WMHCd2RWrGKTChC86 +pt+KDIPlsOrR7V4qrNw68ljVpwhIdDdQeNlGha0FlZiUCsQC7RM/RrkqKmxq +xkT4YGsSVB+YDNxMpcLeO57ytVTKhViXgjuiSVTY7XHyGTGTC/+tuiyZxlFh +A7Qu+m99f4LQ4FHNlu9UmPgFpq/1FXngg5M7luNNhWEWsqKFnIVgLMJSPfqZ +CguMn5l5nFwIUondDtzuVJjmW43uHdEimAl43fXFkQr7+ITxOOWtYlB7ERtt +bEmFjbjcXl69WAL8vRZqkWZUWAGLiFx6XAnsaVzfbzKmwoxpl+f+sZZCzu2G +Z+gpFXam3OOf0ngpeBV8Z32rQ4XB+zx/BxU8PBMyKct8RIUdKvVOH8wi97ej +O3xcalSY6dBEwUUTAkz4VLWoK1Nhrr7l99dLCfCL8tsnT3kqrITnbUr1ISJE +vNMXJ8lQYR5+o69CdYnwevb8+MptKoz50drQo0QiKButhl24SYX9bKJu25kk +wplOTNHwOhUWmqqU8vECCf6VP07/e4kKE6gtuEMZT4IYPLNY4QUqDB8d81Kw +mwRmeRXECAEqzO7bfpHqYTLPpDkpuPJRYaOTfvlmtwF2flxtMjlNru8ro1Jb +M4DK0CndeyeosEf0Nzef+wEE+sWNiB4j7w+vr+3VLABdD22ro+xUGGeq++ZA +FcBZx8Mb28xUGM6vS8q0F2DOtvLjICMVVh33hQizADizDwer6KgwrWTdlqkN +ADcDsZBMKirMyEvr5+gegIrW9KmgPUpMNZ1FL4fMU0dV41PfbVFifGJ/8xXI +/DUgq3Pl6Roldt4o0DqHzFPpkiwEmSVKrLJ95uTEEID95aq7gnOUWPJY29mV +BoDbgs5/maYoMZ918V9thQAMp6/pLI9SYvuUJnTBYWT+OzIz1DFIiZXdcukV +tQeIOpRgSeqlxB6eiaHJvwdgSq27ltBJibW2jTLxngIQ3WJx/dJK1hJv9N2m +SbC1UHXAuokSC06+crE/nwTl487fNOspMW7S24/S70jg33ftpGQNJXZJKeRy +7jUSaLfOJJ+uoMReBMkNSsyTealMt3SKQInV0cVU/n5IhKISVrlGHCXW9vy1 +eP8eAVxzq+sLCygx2Xb2o/JJBOCIER90zaTE3OX8mC+P4KEveNbcNJUSM5SP +cGpxwkOqT+LKvURKbKK+ep+SFQ9S/7ExHIuixBpuMWzeES4FY805kSwfSox4 +jWnQQhQHIveScEGelJgYj/aGTUoxbNzRk3Fwp8Tej3wz/cFVDL6X/jySdaTE +XA+W3GtZLYQCxmSnTnNKrKqU11/WLR+cKZ/SgSklpn+SR0KsNw8UN9gDEw0p +sa2ySPEj1/KgZ/RjgrUuJXb0am3dkZ5coPn19A+tMiVmXyC3rsmRCY/eHeG8 +cp68f8W81e8pY0HmKu8foXPk+r12VlZeiAKReWEnPl5KLDGoU46z8zswvJAb +4DhOiendqoo5/OMblGrZpa4zUGKBEUVShoJOcEq8SYI4QYFJMAs/oboWhBiX +eqYKRygwnmNtQdKPQtB61kRU9gAFph11PkTwdThqPEdBGdtBgXEmyuxSx8Yg +tyOXatyqKTBcscVRCYMkNLbiq6OYSoG9PlWRpfUiFzXnhh+8k0iBcdHY5Y6z +/0RgmUi8EUuBpa5SDtYRf6LwETzvhXAK7G2d7vz5A/lIuWVqksmLAis1cJs2 +dCxE4oFrkXQeFFjfn4uFlYeLEJ8Kldq+CwX2zPQPd3FsEdr5fTxv4R05np1I +0nBxMcrJV3z/7wXZzzv7NxwlJSjKWlO4zogCGzvx9LHbpVLkdeFZX7kBBcbg +tF7YHleKDBPeyRQ9psAUG9Ppl/7DIzUD95Xsh+R426kXQ/rx6OaJgOSU+xTY +QIXlzR5pAuL4lsz4XYECMz31Y+j4GgFR3M8jfJWlwLxGB86sKBHRLCPJyhtR +YFGdu1E3vhNRV2UNj/tNsr93DVO9w0RU6dba7HidAit38DFoPU9CebcHPeyv +UmC+9+MOHLEgoR9bM+KvLpHj6ZgWBJH7uW/RxoTJBQrs1Jf8STlyv3d4TROp +L0B+Xspg+QwboNiQ49FRfBQYzS1DK7FbgKpwIj+6TlNgZ3stPGmNAc11y8Zx +clNgC3bH1gI/Azq6r52gxUneX+4OuuZEQLfPWCUFc5D9ukZFlpMAmdx1T2lm +ocBc1fWFTVoA+ZqFp7EwkeMpRFfljgIq8MnKUDtAgXngK9iSyDzVk12W5UtL +fh+i3JSlyTxF3dye84eSAosY3JL5SOapR1OdRqw7+1Cmu/XiBVknitKY+a3s +g14HLXFpC9DyWxHLA7P7gMvT7eUjrydD1Lb5NLoPDGmd29tkfvtK7W5P2bcP +6Sd7h5z+ARpQynL40LYP1QVby6lEQJcC2502G/bhtX6ugHsCIOc2yo9vqvbB +qW3n0OFPgOq5hT8tksGOP224Wt0QELeR1pdXuH04VN9zRPUmIIs0V7/JXHL8 +0UuyB1gAlc6nfzVJ24e2uzfFfAZISNtp//vTiH1wTnFr2LInoZSy8zGdQfsw +oqZxYl2ChNYYNOMf+eyDoRu1bdsGEQWHpKarOu1DptLR7OeWRDTc3ZxdY78P +qV40+Tw8RHTlzG7e3Vf7QJH1cHPiLwH9zX6Av6VPzi98/cMvPgI6teoIJVr7 +0Hf/htBkFR5Z3kz+fe3+Psx8/LSgaIZHjNVbtRel94FbqurJaHQpkh9M6Dl5 +Zh/8faWTTvbhUIhAw8B3rn34I9Vo42+CQyOvNkaOsO9DNu3X21mTxchtS2WW +iWYfOLq5yyQmihCJfW13l9xIbj/52f0eK0BMujxU7/v2YG6uee7epQKkF6tM +t9a2B5rVF34/jcxHW8I/mOeq9sD+r2ow+caExOUVT/el7UGg6emky705KNsh +Qpr0ag8G3komp51NQgNY5FqYyR54CTN+0I9NQGwHojNtn+7Bhoa62jxnPHr3 +/QfnOdU9CH/r+QdRxyDp0sQFH+E9wJTzvIxsvqJ/29mxOtO7YOP6TY/3mivQ +yeVqXR3ehY5XSz6LoZ9BwvfnIabuXRA0bn1wdtUXorgLHLA/uxBYqWh7vykY +TG+VqAuk74Ix1t5vkhYLG86/KVbNduH1tVd3rCIzQaiqvKjh2S44Y9UffOiz +Qe9wpWWq9i5whCt7dVnlwK8f1R1PFHchc6TDguPYT/DG6nPLBHaBRirbD1eQ +DwSGv6ZRp3eBZeSNyEfNAphXb+R+e2wXVgUk1xgWC0BzsNnrPP0uXP0toLF0 +ughOUnU8CxzbgT0GvOtXDRyoK3ceNe/bgXs2y6yFrThwC+qqk23bAe5Dlahf +swTGzvRKrFfsgIygzc81+VLgtOibayTugMjLvOvEklK4l9+fmF64Aw2vwkal +BPGQKzvEop+0A2Z1tjm8G3gY8hmuvB69A8FyVZ9NdMj9sGXEiTVkB2wjmyl5 +igggzz12Zdp3Bz4atyvJMBPhP+PxiXKPHSBmPJAjPSdCZuZETIzTDsSXXg/5 +nEuEvpVJTQf7HdAxPBnnv0UEmU8z2AXjHZBllr93yZUEU5EUxwL1duAP2zfB +0WISBOVxvFrR3IFFvUMKGuT+L1kj+FtbdQcMGaLeW3MBDPdLHSfeJftP570s +fhfAd03dmvf2Dryc1bOLtQAQYzKp+CS+A3W+ZaOpZJ7q4fvvxJTIDvjH3axR +zgDwkPSzVRPYgfWjf7c/lgMIP4iryju9A0wS1zaVOwFaXhSePMa5A5G3H3XH +TwI4OdfYObLsgHVzpq7nKpm/Qnpr+hl24JN5XMPaDkBdxuJpOcodaPLAX1wg +85R9Ge3b1M1tkMmsZbIj8xZ35/G6Q0vbMKuwmeBC5rGK+YtnbKe2QeEyvvzo +HIAVnYxD69A2OLOVDt/oJ/PYSa2GG93bsBMYxT5dC0C6an425t82eNwj0l4s +IPOSsvN7qrptmCj8c4A6HID5eVCjafk2MA+oM9m+Ayh6l8xfS9iGXImLkY4a +APr+pU6XCreB22CmS+A8AF1SQ/O3rG24eIIt0HGbBNn4IcGNpG14Hnzv+Ica +Emg1rznrxWyD7aiP9dVvJNibYGzFQrdh4AL7uWRtEqTsn7pwLmAbhq49M+49 +TgL1o1c/fvHchv2VQ/ODbUTYEFZon3XZhge9IdzEACIo6lq7F9lsg3FsQcLp +VQIs2Lh3cr3cBmXw9yPEESDcM+ySy/NtsMmsvf5EmQCTBdCtoLENYzit438D +8BBU++9ypvI23Pizp0kSxoPk0Lgni+w2mKVxaw1XlIL3YRaxzqvbYKB5LoBh +tgSu8J/1viW8DW7hjrQCjiXQJSUxEHd2G+7Xj5UU05aAkPkzX/Mj29AnVd9j +y4KD2vLcke21LaiLeFZxea8Q7LvLJZ/Nb0GZ+cqTKttC4F7qCCwf34Kofzb3 +DYYKwPI05S2/ji04PPO6cKw0Hw69fxByqnQL3KT030bd+wlql5bu3vmwBcp6 +qtSieylwszFnpvbNFnAr4uSY4pJB0PbVNy2rLWDRcmUZkk4C6vyJAQuDLTja +v/zukkM84MT7HUPvbIHgGfPsqyHfgfd23c9p2i1wLQtvsfpuCMz9X7Tf7m0C +xbT/8RoNWbTjorBPsU7W1Jo/LspYorZfZSpHJzbBNZ6XPu23G/K+WzIu/WcT +FrzK3+KpQtCKSvLJUP9NkLKlY7NvTkKDs0blPJ6bEChuWm98OQU1+PNaZLhs +gr2beekNv1SU1hiFw2w2QUzB+VSbZAbS1/z2cFpjEza4VF9YieWie6vqW2/u +bcIYRxbjRksukghljqOQI88vGjkjbfcTsXd8mTtybRPkPSn5i1PzUPUT1y/S +x8jzm9vqqVYLUOHOLdHaw5sgsXzISPpjIYqP3m57xED2Y4kdiWIsQh/63561 +2NwAV4kfwcYcxcjcVax2dXEDjj7n+ZUVXIy0eZdsXckXHb2RwMZ6Vhy6YvQK +Qro3oLHLZ/E+VQk6TXPBlKdlA4KOpVd+fVOCDiVNHMqo24BS3cuM5qMlaGzM +SBcjbkCf/pRefGkp+ufJS3mvaIP8O6DuGD2NR5hgf0pr9gYsKQlFf/6IR5Hm +uqtTPzbAQadAOPMGAVkyzav+C9uAKTvdadkwApLKdU/GB5Djn5uv1F4gIKaH +nPsJnhuQacr7s0eOiPpWMx/7kg+C97OsmmXBRJQdfifX/h05ftcrjt1+InK5 +2cbw1Jqc34oF+0d+EuL5uF9y0WADev5uHLyRREILfMFsRx9vAMeFKTqdXhL6 +VSlosae2Afbe5vIRZB4Jekn8PSa/AXPi3AUrtwEZHtLg/nt7A8yPxO4/MwN0 +JWfMvlh8A2KPEn90+JL5S8Ox/ofIBphJmv17lAmoZeUwvxf/BsjvZsb/qyTz +V1iis80psp+Db/tVewDZS95o1z66AW7HxPl/zQC621t/6Q7zBoT/sukT2iDz +oquh13m6DUi25Lv5ZQ/Q2Jn1Ada9dWDbY7rZTea5ogqfG1ur6xBv353KswPI +04wnaGh2HTANoRO6y4C0DxZO/Rldh9dd9iteZH4UzFaSze9dh9RTnYY5zYA2 +1PsiI1vJ6y1jBo2lgGqWX6+4169DWdXLnPloQBGh9KqWFesg5qEywOoEyPxG +VJImcR3U/jNRlnoE6GaP6J5U4TpkeuoxvzkP6JBLhda5rHVYivTj+L1BQj28 +ujlMSevwOXXxoMhvEsoqn6Nfi1oHguKEGcmLhJxfuD/rC16HvltDRh+USEiN +kbOk0ncdyndm1u1pyftz/455mNM67NRMRNywJiJsqbXMxZ7stwPpnzpJRF9D +zE+YWa5DzIWi0xaVBHSl+1udhN468HyYPGR/kIConAXP8WqS/ae14lRT8Ogf +D/HDAZV1cPsXpv/nNh7Zm46JdN1ch/CkoZvzz0pR0aLEV8cT61Bqee1kvx0O +fQ6unzRiX4fKYywBv+eK0ePrhjIqB9dBj++awqBJMdpw8lnm3l6D3MMvPE4r +FSFJhr5HpK41IEgbDQqM5SM45c5FGbEGZ51rVBV5shBdoBC7fdAapPbW62jX +ZSAVyuaD495rUC3QWB5qn446hnl26xzXgOKt10m90hS0lErqD39Knq+Qzf+A +Jx7xX91KFOVdA2wi7VgJrTeyTIyLTji+BgN3834TTnqg/CNKoUfZyM9/IS5v +mjgh6Y0wzx0qst7ZlIv+rYF0iNfMq0dWwesKd9GGzifwVbC99Cx1FSRCLm5F +78dCM45T8F/sKmwxZ1g/soyH40IYj/z3VSgbDdz0aEuA5EOH2YS9V4Ezcinh +U3wyYE2ZK+sWq6Auc1e8kD0T6GQ1Z82NV8HYLnuh2TQLVAu2R3v1VqHxK1Py +WGE2dIUqt/9WXQWNDz6SUQm5sPxkoiTg0ipULiioNXHmg2R9QB6V4CoY2SQW +lefkg+vt6xlveMjr50aXU8sVwCHez1FPWFehQaWMwG5cCPxjfC4CyytwSi86 +UMe1GCwf176LmF6BruILLJ/3iyG/+rUN08gKxPokfDN1xIF0xq/nyy0rwKh9 +mZHiZQno2hjIQdEK2Cc/bGg9jgeP4d65gOwVmPvq8J72Ex6ytfS+P0teAd6R +31u/p/FAeUtnjjJ0BfZ/fOvOyCCAUG57eLPfChQHnpYpoiGCJp+WbMIn8vyt +AT9WHSKkHngYLvdmBabOB/B+WiZCs1OTzJFXK5Alc83R4wYJdubvz44ar0BL ++pfB+Pck4DdqCCvSW4HP8XlNrUUkuN+mIuOpuQKm/GeC2edI4KBUO/NYZQXy +3grcfsgDEE9QChOUWwERP4N8X1UyP12qvrN5cwU45GlScG8A1uLlZ2qursBf +Wq7oRjLf8BytCI24sAIyGY7TDUUAyl9k71jwrcBEfHlp9l8yb+38mr55YgUe +rnLSWw4DRFtLhx5iXwFf0dpY6iWAyiGSdC/jCuSzDgjbbQMsPLo1nUW1Ah6d +1udKyLzGVYMPcd5aBi6p0c4WMq/JSUlK319aBtzgcetKMq9Z5eCmTk8tA4u9 +er//LED4meshC4PLsCJxaOtSL0BZSCH61bkMS9KVRplVANMMYlNfm5Zh55pr +CH0WAIdTXrBhzTIUdYv13CXz6O15UXT11zIEaPNrW5oBmBnmTFKXLIOMMeOO +622AoNaLwS25yyDhzOHrfRjI507m7aTUZWB62BcV2E2CMbzQ5JtYsj9nkaDI +eBKwXEr7Jh++DPje6OgCYxLciBe4fSxwGS4nnSCO8pLA8EjyxLjnMji4qJfc +6CKCr9fZbziXZQidH+Aj+BFhwIp3Qsd6GX4Z3rJ0HiMA49CPIKEXy3C1tkGx +04cAYo9O3drWX4Ye9mnfcGECeN48ERSltgzav2c83Z7hQYThiFT/xWVQY960 +H/hWAtqO38Zyzi2DFTHT6trREnCbY/3qenIZoho+lX8IxkFrC/MYL9MylL2y +m5T6VAxOcQyBxjNLQGNzbHHsRiEkc3hKXhtZAvXomFXZmAJo9KQdpe1ZAllr +/x2V/Xw4a0UlmVK7BMExZyT/FOdBreTO8GT6EmTCar0BbS5ISpztH4hfguyg +4adp6dmQek2lqz1iCeQKUUv93Sz4LBrVWOG9BCSd0vgkq3SQ4ZcixpkvgchN +5rH6wETAsTqF6ggtgeLtycfuIYEgcDjxq/qZJeAh2kYnjXlD6KE6XwWuJfC6 +JHH9SIwH2NFzu19jXILG943lPxhsQGQXb806tQiNTyiePBb/iBInthVr0hah +4PP9TAl8LGIf45PD4hbBa2wgvhTFI7fhe6j4+yJsjFi2mfxKQAZ9kdeSvizC +s3Sq14r4ZMTVcvPMx5eLYHxSuqDBLRN9aTI66fB8EZyWFJYEprLQRoMPp7XO +InRcEW/vVMlBbTXdzE+VFmFEx6mxkPIn+gqO2xLnF+GMicRQcVg+oiAmrF3i +XQSrR7XrHdcKkFVp7SL/8UUQxnlfbG0sQCqFJyY4DixCQ7X9gf2dQoTPkx0+ +SLkIuVzJu7t+RUgo16KPanMBTKs1C9+fKEYMGfiWhYkFcB10Wg65gEPvUof/ +jg+Qx0ufnGPMxqGxpIO1fR3k8XBOhxThEvQ79smvuuoF6HH5qHH4VClyDt3O +Sk1dgGQVuqff/uKRoaG4klDcAtjTPbncKURACiK2IxnfF+CoiYnufTcCYqkc +48rxXoCOIwJd0eeIaPUrb5Go+wI0E69xPrMloq6neg/yHBdA8ViyE38JESWs +NnkWWi5AY+4ji+9SJOT16xDfdZMFeLZhLizmQEKWfgok3NMFkGRbc8/JIaEH +Om46kloLkNpxYYF6mITEzxFX8GoLoNfC5iLEBohrcT3glgJZN9j95b4FaJ9w +5QKgBSivLWJtNQI04vWqUlpiAZwfZTKofQZUrZn6vEyUnP+CDKN7IqAsnuEd +2fPk57MFKWxIZF6bORlewbsAE6BtxtoC6C1O+6oC1wKwrAc/MibzzxOPbw3V +bAugIlBrbboESFq94aXywQVge2y6Qr7GoLPcB2jrqMn+i32KbMl8xdboKR25 +MQ9U2rKn/yPr7he7b2Mm58Ey1Pci+VqEEvdfZ8V1zcPcbf23PuT1rMImhhNr +5yHcJOhsODne9Uv6XKmEedBdI248JPuhqPqnnpE1D2tUK4q/yH7/6Ct5ZsfM +Q3qbPcUwOZ9vayTiz4B5aOlS/EEg56vnL7ZS4DoPlTpVNzSMAfHzpwvhbOcB +J3rAIZVcrwXi6ed4w3kIdlcIKSfXs+RRSBjp4Ty4evEbZJLr7TbL2PBLbh4o +PGbETHNJSOWTK03FtXlQZEmi2yTv15GTa5LV/PNwpUFU0/IWCfUVWNjWHpuH +lR93hKt3ich2RKuvaXMOIgKvvNd7TUSSTnUcrVNzUCTwtD6Fn4hoOGTudXTP +wZYmhxFlOwGFyl7E9RHnwF77yCajMAER4qmDpj/OQcMR5w+VqaXok+R/1XOv +50B+OLam4XYpUmue21s0moNy3MSuUlMJGqTssti4OwctSYf7WqZxiO557l1a +xjkIenurZGOjCDVunHNi2J6FM6FaRx7YF6HvgZF5B2dmQfJ+YdqPmUIkjH0+ +zdYwC1s5BRovWwrQg9NPN08FzUIX6aV9jVseGip1/db7cRbyPv59VdD1E73W +SrwYZTsLYu0xI1WXfqIgv+nnxx/MgmUe7fGMhBzUvP3fH3aWWQh+truFFtOQ +RkdoJIP/DAgqmKUcyIhEQ3al16o+zIDi99vx53zC0evDfX8/vZoB6fXgLzov +QlCQ/DkaatUZCKTv/8cm7I+aC/Itdw/OANagonSh1RBpfG28tfRlGjgFQv8l +MYXBkPBKe+5/0yD4rW7H/lIEvK4+9tr65TTUqZ8RPq4aDUH7+skzitNQEBBW +tkSIg+ZXs8zj9NPQ1sQpPl+RAoYHWNOS1qfA+4H1ljpKg6VEMVnj8SkoODe5 +m1WQDmw9ju8GK6dg6HBRiWVQFmgoMw50f5qC5niVrpYvP2Fo9OL7iDdT4LAT +uCR/NQ9ef3zAoWMyBTETl6z/deZBEC5csU2OPH5Pia75ZAE08wv8bKSeguyE +dpMY5yIwLFO+F7A8Cf+eNEgeZy6GpadWo6rDkzAS1x0/8b0Y2EIKj9eWTYIr +//gv4WQcPKSWc6v4OAkxudF+lAGl0HDTT+/760loLOdlcV8vBWX7NvFXRpMg +0fxSSUEPDzKjZtMcdyfht3ea2zMuApBO5lVMXJsE/ANj/kg7Akhqbf8g8E/C +HiNr3XA1Aa5U+WkaM0yCEtXJpzYviJC93yYisTkBqwnXVGJyiSAkwXPg0NQE +6NmBQvYqEZJtXg73d00Au9QJQqg4CXjT8oj5tROgGsyXpmZHgqjB7TBPwgR0 +6Vsm1GeQgJPr7usnWROQnPWq9eAACYI1/FUuxUyAefd3CioWABafdn7qgAmo +KtR3TrsJ4Pubh7LdZQJOBrPe2TEEYNh52Z1uMwF5kpUtK58APMTyC52fT8CO +Bcsz/0SAfcudAA2NCXBnyk0sJwG8T7przi87ARerBSiCW8h81+svt3V1AqwO +37bcHAV4fbTjVMPZCbj+wcxlicxrc2q8m3FHJgDseF99IPOauaf5vzd0E2C/ +KUD3ncxrY5CfpbQ+DqyVaTg5sjbc2PE8OTEObI6PA123AHpF5Q0XO8aBQGMk +rvr//4O9DJCqqBmHOT6zxQwyH7bEdRz9XjoOy3woKaYJQL2Ld9EyYxyKykqa +BfBkHmWzqJWOGofPmsphyrEAivcKkjj8xqHxUkgm40eAcvddl4kP4yBiM/PC +8imANEFel2A1DvtnikrsrwHgVwLEAg3GYWeJIHz+AID4xU5mY/VxYLawGA3o +IEGeyZnJ63fGgTS9GJuTQCKfowXR/WfGwf3em4MSF8k8fXjvXT77OMTM9Ar8 +nCZCvIKChifNOGQsZ5+mSSbCd1wn3aWxMQhv4ujUZyYCx+KZQar2McD39Mc5 +EggQeN4S31Y1Bt9uhTyIMiWAV8SetXPaGAhlLgUdz8EDzT8FZY2IMQid3g4N +UMWD68GvZ/l9xsA3UMhIaqIU3jnxddZbjkECE80hO7ZSMNVXlDkpOgZusRwi +ezdxMBT6lXuRZwyOPH4o10gsBv2/XWvlrGNQLeUa+FiqGB5Jv8qwXB4FzhBZ +poZLRSB3JoiDUDQKbN1a/ZZL+fBZ/4vGveRRoCy3vnn3fj7URLgGdoWMQn+a +TcVGah6osVsf2rQfhZY3UyL6D3+CNo0KjfjVUWCBA+gVcxZYjNGu5OSMwMZr +aS3EGAdB6f/9S0gdBk5fMUMWrq+oZcyG9Wr4MCwcPi8beC8YHeMzu1/mOQzV +mR63y/4LQ1GRWrUDpsOA4Q6NCf2JRsm+V3+fPDcMFFs8oU+PJqGJaiHKLA6y +NrxuWxqRjC7QnkFSNMOgvsYj8PJEKsr9wILXHR4CQvWVO2UsGajUajYvLG4I +hKgGdnQMc9FO+sgC/9ch0LgwJfuW7SdC490iRa5DwG+su/0HfqJygz/pLQZD +UOmipZHFmo8a1FPiWU8Ngfb3Pxz6AYWIxS9mIJZpCHrqZ+Vk+YvQw5qQU6K7 +g6DGeFber6QIddzxiFDrGQTcXV7zhZZiNHjleZBPxCDoW9V4v+8pQdnuGbYv +vAfBt13v4NiDUvS+ZVVd9v0gyGhwnhb9XYrY33of3tYZBJWMKu/j3/FooLJl +rk1pEPjDE9XDdvEo89jphrwbg/DeCvPOfUpAd0vyfc2PD4LYkij+PxYiYmPc +s5A/MAin5JPimYyIqE9X8d6ZzQFoZtsfoflJROkZQUJ7EwOgSDd29+EWEb3b +6TnQ1TEAAw3icrO3SUhOVWCysHoAqtWaTlQ7kxBLjG31V9wA5J1TquosIaGe +OXzKq9QB6FBxoDy+QEJpiM5TKXwA9D4vy3/gJfNRoLrpOa8BEDF51r6nCkhm +MOIupcMAqOEyi0LfAGK+Mnq298UAjAkIZN8OJ/OP2yWakscD0NbhoLpYCCj1 +33/DwQoDwDXvMp3WAMj+bHmZzfUBmKljTDEeIvPVG+Z4FYEBEFy0e3FqERBT +pfZHwWMD4KZ3qrdlC1DX0YRnNPQDIGbe/PEzma9U/na5YLP9IMi0HX6FrEdt +rG871PdDuNnvS52bgJzZaHYvZfVDG4njpOM8oGMF4fhx334QKban5BoAlPvo +4vsflv2Qu/9bHlcLSGn9l8RjlX54+6j3tE4eoKFwrXVmYbKmOuJFEQzIUXK6 +sPJgP3CNhsvk2wDi6HGxd57ugxiun51vFcl8+YHjqnhtH9iYD0Y/OAFI/nTa +4mx6H2iETCcqT5JQP3YrN8m7D7hy86pf5pGQg2Gz1VPzPsCK9pOK35JQetL2 +dN15svYKqqRdJCJZhcB0jwN9IHOYn/ZEChH1TJx9KTXZC4rUgQte2kTELKw2 +lpHaCyLDLp2xWQSUUj+UaOTVCw7/PU4zeUBA0tbvjE6Y9ULjLbtK3AIevc6L +HfAW6IW1T7mKCmfw6KDmtR8y9L0wEdzNnlBQihJXa55ujfWAkJzicr1MKWqT +WO56mdwDZyV+HejUKEGScLdV8VwPuDExjgzIFqN/z7q+UdD2wN5W/GxdURGy +pLLWwI10Q0FGkpkg+fcTczf8r0BiN7iu8Rz8slWAqOumauj4umEg+cl5f6c8 +ZJ/yh2GSphv2/I4e7Br4iUbc0hVqx7pAlO16XYHMT1Rxw7wiIL0LXOXe3eve +y0GeKZMY55UuKD9nplRKSkcH3SeKhe50AgvhsqKF+A/ELjmWpGbQDorF8zm9 +DgHgcaRyRPROO0wYWRy0Tw+ClYUkPna+djAW5wuZCQmB1hSTuPaxNjAOuJX/ +wygSwo6MRj2zaoO3lkzLLi8S4MTi8LfXH1qBqiCNKkEhG3zrfjdrGrRCWZKn +2EpQDuykJLBev9MKmdkaeVuWudCrbxSwTdMKdESTLqGsn/Cjbsjbw5fceKWT +CyYPFwBLalmNqVULcMR+X1mKKwBX93gGJfUWyCWWVQhdLoTnkoafmThaoMeL +TaZDvgj4Ugc/hkb+g6HIISMeVRzw+Jz0mn//D9yqPk4mNOLglJWOv6LuP4jt +LXa6oF4CXGJNEVuc/2C1ncl3VaYUOI8xxT3caIakwoNMrEWlcHRLMSWzvRlM +E2Iyhs7igQ3D8vVDm4HTmafm+SoeWBJ2SorfNINe26uGWS0CMH+WwFgeNUPU +liX1bD4BDr20r3wp1gzI8Nd/6oeIwKiSW1fG3gxBlg4UjM+IwHBppvnEchPc +SlfnP5RDBDo2wU775iYYNRi6qbxJBMqOH6P8X5tgLGVG9Z4LCfZKu6ddbJrA +4Ypf5UYpCXaijy113G8CijcZQsWLJNhyfbhx+VIT1Lpfzf3AB7BhFLDnzdwE +q713deTUyTwjX0szMtsIm2Muq9QOACvn6Q/eqm+EO4Z8fEURAEuHZFlDMxvh +/i9u9Uc4gIV552PzPo2gzzVR2tNI5p3m0pOKFo1AjNe0UxwBmClc44tTbgRH +P/4nIWQemgq/IrR1vhFsxcL4f5F5aMLRSvThgUagfZev94fMP3VEzVfaTX8h +GIU/zt0DqHav+48x8C8Qz/nJ2W2QeUVJ7jNB7S8ond/l45gFgMOEICumvzD0 +WbUmuAegtPXqD566BuDPCuparwQoiszIaPZuACl9vkbpTIC853w4D6UGkD7M +uGLnC5AtEFkuztAAYVGaz0NfAKTPsjVNVNbDY2sZ6uxbAMn53r0Rn+rh87UH +wb+YAeL/o5pSkauHG5qC0R1dJIhB79f2qOqBUtrIbjuOBBG0S1Q/f9WB2qyk +xFVjEoTWvjxs5FoHAwHM7V94SeD3WEewarcWFlWu3wA/InidbBL7j1ALXovs +xYVSRPAYVrxzwbEWODWFXbfGCOBkLaEbsPEHmI2LfyVfJIDDtVzTO8V/oAw5 +bV/4gwf7bQG75Td/IE9cd0/SEA8Wnsd8Hy/XwInskZYbn0pB98ca8fRcNVhV +bQyXhONAy8TqT1NmNQjy85t7suPIfX2szd2iGs7rVuq+8y4GpeLW+fGJKuBI +XuI+9qoIJP4W8OYOV0J6SBRxmL4Ahhl+ixQnV8LPP3Hlp2zzwV+m6SbpZSU0 +HLxyOa49D4YLZx/VzVcA6QrBsznqJ/hH8XtPbJcDDcHrUzZHNgy/DF/i4fgN +omJ/DScOJcDJAxuf+b6Q4FnE+51QQzf02okj7vJhEjTqfEyP0vFC1fOieBRC +BOm6ycEbqv7oddvL+SdxBFhw45CzYw9B1Qndj4NLSqFxIN9CwigW2d8GQdqp +ItBWO8RlGZmB/vzslmG3KQJXFb/iI8uZ6PS5DT3etULwuObJmiefjf4cvPz1 +FlUhFB36h3OzyUWnO+M333DlQ3lnl+GnOfJ5qgLsHrF5MHbJTCTaMx/9ge6L +Qfx5wKXje2PzZAGyT+YwzL7yEzQvzdwVkilEweOHQupDsmFvjcFSyrQYDRx9 +15efnAXhXGrmMFKMLsgPCkQUZ0J4/GrYwWc4VJZYWGramQ7eah8iiColiLnl +NI3qVBrkRT0JpyaVIF1qb9Wr26lgf3zwxL8LpWjxuf7APncKxNswH2vZKUVS +X6vPj11MBvsb920nDfDIC7tiV3c7CYKlLnOpAx7xnKan+/4sAUQJV9z7XhOQ +pZrtfRfbeKDI3DsxV0lAxR+6w03c4uCsGw3u1DEiisYZPDZW/AGV977r4jKI +SOyY2JSoeTQwNnYbMS0QUd0bhg+7PpHAgLd2eCJKQkYtPYf/ZH2HNZXBxe+W +JLR15Wd86N8wWDAIKcQSSSjo66drRoshEPx+4Fp1BwmdX9CpvsQeDOqzjHZp +DIAwNZEnO2JBcLT9zs5TMUDaWVRz1VqB4Lxov9D/BFDfsWzKC4u+IELHu3/e +hcwvrVoC5WJfwH6J7uX1GEBSQfsqTx0+gTTPXwqaEkDm91Nfr+E/woz+9wu+ +fwFdPh4venrfEXro/xusGwTk/23Z8cFnexjR7836TeaXthPe/vQnzGHj9FiO +FZlveHh1lTs0tGBCJDGibg9QZqsL7/s7t1HEM/nCHjIPbdP6Zf0pMUTvH1/p +jtkBFMvw5mB+qw2isDngxL4KSNafD3NVc0BWhO+RNycBjbE326tVuSBONnwT +ZyegchWMgznWHQUKcypnlQMKDTg2b6/nidTnhn9vZwB60WxV083pg0aq33+l +DwAkcaQyQabVH8noLIS1vAJEm8kMLYpfUZ3CF7UXZD6yUpUUZhD4hqY+8JLK +T5HzmTP5fpM2BG1VOLsukXkTBX6lsx4ORRMzAbBGIqHUy0S7+F/hyNIlXKzD +i4T+s+dQO+Achc7YVFiqs5DQ0BFpvJReDJriDjFdryeipO5rHBInYxGbowdl +lCeZjz48/2ixHYckVSldaOYJqEx1/fqnqXgkcenBRE8UAb095TcX05mA9n65 +7XbLE1A/4J40FychczbpVacAPAoOVGObSU5Gbyld3K6L4JHi85Fq2tAUFBxU +wKRcU4pyqVjEb9inoVhh34mslRLkdvcFS6xoFvI/lrzEeAaH6jq5fanFspF5 +3a9MvYhidMSqmf7F9RwkMU34u8hcjDRrY/aP/shFVPTFF9FsIRpbPrDem5SH +lPHyk8uu+Yjx7sCoRX4RSqxqzau6lolEDuMTTl4rRjRDn3u6KtLRw86Q53+L +ilFH9ve13AdpKOrVvd4rpTgkep3rXtDTZHQptKhlEytFPIEVR3+pxCLNcd/f +ng0kJH00IHts4wNy+Pni4w118ntBZ2o2KG2Loh1l0HQTINevKx7unBpomd7p +aYo5hrDWB1fd5u1BKupyJ6PVLxTcT2uPn/gKf8ujGpvsfyPnF/pnXqomwdB5 +75z0wt/IuxSdGKtNhhX/d/7ua7+R0JMY4Sr5VODU0VC55lCORG8JKlSKZoDh +LH11uGMFEhbZjEl9kQsrR+zAwK0KVewceDDvVgja9H+ih0lVaGzX6pwocxHg +N3icXmxXoVljam/T0CJw626QsLavRsLdxg9fRhfDaN25Y8u51ahMS+sNKzcO +FElOq29nq1HQMCSbhuHgcJxQnrNpDeKgw2e0uJfA66CPgVQJNajtRdRY3UoJ +tLl3WH3ur0FnZtlpLhuWQpTp5wv+2n+QN4cbO+UVPFBo9x5gC/mDPM781VcP +xoORkthESNMf5GWiIdu8hAch4aHEaOVapOwQekcykQD+J2+483rWot+Hekfp +1wmwyBz4POl3LVpPKL/ZfpcImhTj6DxFHaJ7SDSJDiQCbvHWqSypOoT/ksqh +3k6EE8PBO6L/1aHzs3JfRo+TwLlluqugsA4l630O0dQmwd3i72EEkXqk0PAo +IrqaBKmpC2+kLerR1YCWY2ZbJDgUoaBZnlKPlKR2JGYFAKx9Yq4ojtSjS19F +i/kfADQ7rbLU8TSgw842w8xvAcStVObvP21Amr9OpcSGAnw3SKj/970BjTgX +epDbJeyob2U8bmtABwnG4Tl/AJ7JPPDuZvuL7qZHhp/rI/PO1VQzg/t/0XSW +U5s4mXcEzu3LD/v8RX0sUrcH1wG8j2qde1H9F1FovnzMR+aldfe2j2+oGpHb +Eb67O2SeSt2htC3maUR4j2uVFrsAum8uPtu83YicDPiuvV4DODSnff/m00b0 +8d1xL5ZpAJKpx+0Pjo2o9ledumI3gE1/zkX43oiCV2QIJ6oAeLW7uSlxjcgC +/ynIL5ucbyPdIdm2RnTGV1o87iuAh9KVbY+VRsQipJSoa0POv+zpVCVbExKc +YLMjKZN5T/JLJ8PlJnSFeKi5iQcgIr+gWvl+E4qVnvKKWCLBPeGBYt9XTYg7 +rX3tFEbm18SDKQ0+TWh9IpzVlMwJ2Sevh7KkNyF3+mDjd2okYDvsbx881oQk +bqZWHq8jQrlniVEbTTNa3VxpIHgQ4Q3FqAYnXzM64We2r3qDCB2LNy9HGTSj +2yz2FCahBPA2f8HT96EZEQRG5CkRAaSGgw7zRDWjp6lsMbhhPPxomZxN6GhG +5/5mPs3gxYNpcVh6xoN/SCbUwf2MbQl4C75ofvv6H+J2W2Q8uYSD7O/iW3e+ +/UPiIteeMFnjYN2xVamj5R+SuP9j4OzTYvCSZp+k0W5BqVrqhmmHCiHz5xBL +o0MLeuRSaFhlXQBNZ/IkIr+3oKNlG9yhf/OBi/aB1+XuFqS6+OlA9qc8yKjx +F9DXb0Ue1aojjtE50Cipf/+8SysaG7pyOlUsG1YyLr5b+dGKzPS5WRcqM0HK +v67Se7AViYqt/sZ606BBg9G02LgNFXErCjN1J8BC96dEFot2hBV+wtGI+AGH +6qO6bp92pFhuQbxU+RkkSGdXkjPbUeBZ5m/puq7wMfa37K058vynolcrR58A +mwnl8EvbDiQtdMsz4tZnJDbnxPv7XSfKlA961Ccaj7QNVJT8w8l6Y+6gfWkC +cmo8YatT0omkiGmd7dJJqCKvFJvf6kSBVYMmTLKpSOvdhgG3cxeakffXtjia +jf6jsI9549GN+hq/CAYbFiBvxWj3lMRuVL4g2T62U4AiAivNOsu7kf1v+/6l +b4WolOf41Vu0PYhH1lmss7gI/TGT4bQ+14PEC3QXP8kVo65ci93Yuz1IeHd1 +LrC+GG1Jk6poPvcgxvqoXMsWHGL8Mp4pntyDCE7nX3GQ7+dcTSxBZpU96HVj +3/Pq2hJ087mRXh1dL9phlQ0/kF+KVNJ87+zx9yJ+yXu/XvPgkd5iIb+oQi/a +aG9c+/EFj5w+Mix+8+xFuuYiXrT3Cci35nJbRUov4h65x3E6g4CiWJ/g16t6 +UR7THTagIqJMHY/Y8xO9SMUio6X9ERER4rI+PWHoQx17x430Esn8Ndlm7idI +1oHsTtJzRNRzmUIdFMn6JUWYw1US2v2lwcX3pQ8pJlg+Ls0hIWZGp33NtD6k +MlsRljtGQqc0kkY+1/ShKI16thZOQCIRDTW4yT7Utsewyi0P6PbQevbUgX70 +v5rOPJqq93v81+VeUW/JlBRJKklSSCL7CalMKWkQkoQiSQiVMoYkSRKRJENR +Zpc7PJIkkbkkczIlLvcaMn7PZ63f78+99t7PHs5e53mdtc55DmJylIJcMZgq +bohZp9gFMs6rXXijMdi4G/qYGnaB9/Qyhcc5BH+UXrO5c6kL7D4fSFCrxuBH +TtTLC++CmYsTHzs6Cd4yrFToe90FHsd9Xe+PYngePfafxJcuONUkLLef4K2c +NknOwT9dEPpNRH2a4C3bVRtGGJRuUMw//OEtwVtOhYWdLeLdUFkulOM4h8Ht +tGHD6KZukGw/kiY3gcF7ofMD/+5umE/1kOz5ReyzL64VyRp0Q9B7efSqHkPo +gWWZmie6QXdoVNqdhiFq6FnCMYdueMuu9zZKwBB3f2eks1c3WP1I7lD3Ifbt +nZV3gkK6IZl0Mmn3MQwZLZbXEmO7oTdUs8F8M5Gvz9iForRuGJUZOhIzyQKa +dNCpuqJu2LP/SNESZkHZe0mjwcpuyFN1PZcUzIKqC9n7eL53Q0GdiKuPAQvq +BXRVpAa6Qd/eqTiezILuo87ixvw9kHHLfO1PFyYMTi7xX1jdA2Z6WY9XrWUC ++2nM7K0tPeAXGLuMWcEAnl5m17uDPdCnq+CeKcgAwZBjjVUne2Bz5C4P/nQ6 +iCgOVPQ49oDuyeX+YkAHOXfh16KhPSB7t9roll0p6JLPe1yv6oGYzStUfLxp +YCPQuPnG9x5IVvm6T2ehGG4I7//h198DSXvzLd/7FUOBzHqdEL5eoO3U/23g +XQSbtH7yP0a9sIcWxzY8WADLPMwT8mi9IAtecfSatyB/o9yk6FMvBJnU6Py6 +nQ37A3aSSr/1QvvG1gsCO7LAN2rlhffcXjhOksxfFpAJf7K+KNer/AL9tH2u +nKWX8PW3XvnfjF/g5Blinr38IQyP5HmMF/+CbhF1kuq+CODnbtgyWfkLoiIZ +b9TPhgAikyLm+wj95RnPZnVPyJVhWCzf0Adsl5eja8Z9cMxJtSGFp31wiO/1 +CUpNIs6xeZmglNEHhmUHpLnmybjmgoipSnEfpJqMTGTjF5jiwc7TaCHkeNmI +wgep2Csq66bBqt+wLEDn4YcVr/Hpz/LC9mG/obfypEe3Qh5+W/PbJuvpb7B0 +EP3eU5eH+erTsrmZv2H0bK1877V8nPNNwSi4+jccJG6Q1/MKMLVPKSRteT+8 ++pihspu/GFsN/G0eXdsP87WR3q6PinHe8NuNGkr9UP/CeKh3LQ1bj6u8/2Tc +DydPH6Zt3VCCCxbV5gfv90N0oqold7YUC5KnDHcm9UNAqLt4nQMdn6UUP/V5 +2w+2uqrRh7/SseAKTQ3Bun5YsWPSuf0BA9uunA0+1tUP9rqqXS1DDFwkQm+O +H+uH4HyrAzuBic+t2ee+TXgAgnfNyrX+ZOKidYtl12QHAB9dHyu4keAfWbyS +oTIAu3Ojpl0usLDdxjs2fPsHQOmpZTY3hYVpm/dnGx8dgFu0+V9PfrKwkCJ5 +PubcAIS3zz343/eD57d/MOy4OgC5xeZX/tPBmKYS9HRTwAAE3KgSrHfEWEjt +wODl6AF4JixZHBmBsb0GVaMohfCnC8bqZWFcuvdT8GLeAKzhPf9kqBJjYZ3Q +ZoMPA1Cfm+Vzsx3jC/sPb3zQNACeDcPVMyOEvb6g+/dfA/ArSH7ozAxhf+hL +2XruAKRn1pNTCV5yMIpY6cQ3CDoqsqvr/3c+g6mJTY7YIAiu3zLVNYexyDGh +7Bn5Qbit2YeaJzB2tKibQ+qDoG+45eLbPsL+VJRh2IFBsBE7kevWQNhbHX3a +YDEIg9yVSjIlGDudFRlc40Csp59DL00g+Mquabed1yBohr1bZeSDsZhDTPDr +kEFQfPYru5ngx4sXLZonYgdhTUNSh/Umwt5FYqNW+iDsOf629C+HhcXcvl8N +LB6EyA4NxQgmC1+6Flf25RMh//H6uT+Ahcu8Tq8Uax2E4eLTBpK6LCzhK2Vj +NTgIZ9YvZq5ZYGLnWz+zUmcGwbBUaPnRfCaWCLI2VF8zBJEJKpkPVzGxy12Z +p7e2DoFLSl9pQQkDl4d3DXzUHILtpxWv7Ldm4MsPzwWfsBwCt50LIU2xdFyR +dKHsesIQPC127khtKcHKFJ6616+HILXJynPT+RIc5/yso6NkCOpNucnSf2nY +ZU/TrF7rEByaFugtmirGYo1IXVh8GMzsqd+9egux3552PT35YbB589Q83qIQ +DyZdP+alOgzhiZaVHz8WYIbz2yvtR4fh2GUNSnBiPj5PWfc6I3IYIlZ7Co0q +5eIa52Laz8RhuLj7otOT8By8u/HYJ6HsYWg7hsf7v7zDgs/D+jy+DINCbqsd +KGXjvD3TMvuX/QGnR/RLJcx0THZpfPTD/w8s83zg65cYh10aL6esePgH6hcC +tkm9fYy/7RHIheQ/wP7Z6p9Lj8avKejrKxbh/7y1ZTQpDB97nr3Mfe4PkO6k +/f6TaIxfNIbeEvQcgYxP2d1RP2NBUFM+Yl/QCLQKzJ9I+fwUPJ7jeLdHI6BS +9FVauuAZHHKZKv6WOwJ87X8aT+q8ADbFfiJldASUDngJhw2mAdIERy2nvyDY +cfH9ny85IHvvbvOG639B4aasosKlXCB11O1fFvIXpAYSbISpeVB2x3Zdy8u/ +sGgvsPrh7nyAKv8G166/wArz7Zb1LgQZqWodi9G/IOwV+yqEpwgWnUWytBb+ +wt5HbdS5u0XAWvkyZNnaUdi976Jk1b1i0DlZoZVyYhSSk6/2iV8uAZnMFZmh +F0ahwKBDX7ijBBZnj0tc8RiFt6G2Ko8PlwIr6TdbK3oURg6tEaNI0iGJvd1G +7sUoeCxUuTX70MFP1+vLspxR0O5T3zT9nQ77+qlpLbWj4PbrQQlfGAPW7Tki +ymgfBZnRiT/ffzJgPuzJnZQ/o/AtZ6tMnSLBPz+7/obOjkLKofKyLk+Cl7Yr +nLkiMAa7D7V8XmIw4dlttyoLyTFwcbAu2kRiwc0Gmrr2ljHg23jr3iFggbbn +YWGBA2MgmTyVfz6XBes+Pbw1Zj4GmzXqKoz7WDAv2TbcYjcGpXcPaomJYmi/ +JHeKcXUMGkfaWvL3YWAwLn1MuTMGowzDnk32GJ4J5e8KezAGZm7nNC+EYLhp +O/f8StIYWKWlHL6cisEqT++/E9ljEDox8N9eFgYtvghfbcYYtJ0ZFqlqwiB1 +onlA7ssY3LxJ8xL7jWE2fZ2FQBsRf+eaoXUE77T9sy8fGxwD/bq2N12zGEqN +snd8mx6DvmqhR2cIXqr96mtqw8uGmdadlChCZk7LBDcIEvI1NHdz7n/va32g +64uwIammmLSRgyHxsONE8Ro2OMkFqgb2Y4hwX7512wY2TIS06D1vIfJPeHc2 +SYENxqvY13zKMLhUmMeuUmEDX1jzE7F0op6/0zVBGmxiXvrEPMIwGEs8453R +YUON6+WeBEcM2oD2Ohuwod9UNihqPwYlpz63ThM22DtcFz25GsO6h6HpRy3Y +cIfGrz45yIIVpUqdFVZssKzE664WEf3vrRfbY88GkqpoRMNtFows9zR648wG +bV/RBukDLGhXWxMgc40NKT88P1pTWVBjzaQ99GVDdERI7dMPxDyEnBvjC2DD +6G2B7203iXlozbT6E8UGg6UHJtG/GJCx5NVDesqG+F+0wD/EvBVu1neQeMGG +7l+dRyu3MeCrR+eV/blskBv4r1Dbjg4/E95wT5QQ+WjKUWemSmGw3NvH5T0b +KgWM7DzulgLPKtHAJw1sSA5ny04nlIDQnm7+7B9soN0QjZOTJZ4nzmZHlPew +QTGvbN/pZBqoZR+M/TvOhgI3/+2aj4vB4fDNTD2RcXBnSFesMy8Ed7fDyqel +xiGqJM5mqqQAbj+RyHeVGwdSC8/NCOkCiPudw3i6axxuiqToHf2ZB9X+v+vG +jo2DfFmMyn9qObCj1HQq4dE4FMQNanj0pYJ2z9obuQnjgO55F5bbvYRDy4aW +Kl+OQ410eBlv5wuwOxEoMJE/DlXa5Mev4hIhZqJ43aHmcai36Gruln4IM4ob +9LhiE0Abn9ym7H4H8x0b/SQgPQEzph8EyonnxVU+dOP1mybAO6r+E159Hyt+ +sjhhqD4BzSFVj263xGDr8+EXky0IueZqfGlSMi5P4Dwwjp2AoMG4R1M+Wfg0 +N9vje+IECJvi9MAv2Zht7HTa7tUEGEfP7JyTfIelF9vlvAsm4I5ZZr5PUw72 +tq0sfNk4AXpzYaarD+TjlSV34pXbJmDx0Q6O5M98nLZK63ZJzwRklRxpPuda +gJvK3x2qY09ArS1rxDuiECtvevpzVogDZQP+489Ti/HHW+ZlwRIc4vkg5yJD +joatvv33SliGAzyiO8bCEmk47G6A6+btHFBsO603GVqCZbu1zXPVOKC/daDG +/V8JLtozraGtzYEdhuMdtg6luG/ImeeYEaF/FnPGXJ2OfXU397cf44BK57ZL +Wk/oeFVCd7WjJQfuBq4/dGaSjnWMLWJuXeTA7EC71co0Bm5JXemz7CoHzDxG +Le/NMLDLwmfrR94cSOLuKxU6yMRP3+psybzLAY+WyXU8rUyswv9vudoDDvzi +p+paSbFw5dl8NiuWA0781kJPTrGwNe1yy+EkDnh5H5jNiGZhrrBCafMrDijn +8wiHV7Fw+MXepLPZHEASv0Z2zbLwhvJngcMFHFhQMSl/toXgNamTTp4MDji/ +SD3x3gxj02urTEgVHPgQvJWa4Inx7y9fdt77wgGd88wP8rEY35QPkZBo4sCM +Q8wayzyCj26hueQ2DgwONmzVqMY4s2W2a1svB/auFX5H68AYKRdWFA1xwLep +cf4nwW/fQq5k7h/nAMf691LSNMaXu7ZG1sxwwMD0pQ6J4De+PX3uJ0lcMNFT ++rFI8FtCVNLJXn4uqDwJCItfwHjX0Cntyyu5cHU65mXTFMZV+0U3zEhwIfXX +LvE3fzA+G19LCZThgpPYyAU5gh+nJu4O/7eZC2J1bUVaVRhHGOnWxW3nwvXt +p8v/vcN4Y+p8/kZ1LnSef/Hz7COCL+eL4t5qcyFJ5PToVXeMj1pcvaWpz4Xx +PH4/NROMB7O32VUYcUFrl/errI0Y+1H7DY6Yc0G5gSLRPcnC4meTt7VZciHw +bLNEywcWziq2FL5gx4WSMU5g9H0W1hUWnxy7yIUJWbfa9eYs7PY+jEXx4QLL +3/5RdQMTy0teHt/lz4WVa+KjvgUx8XdXM3nbMCK/nclogyoT66xbHV76lAs/ +qIIbMvwZeNx9ljHwggs7skQGSXIMnPq5Y0zsNZF/UXx4A5OOl19PtbhSyoW8 +F9sz1g6WYlbt3dBn5Vwoa9sTVexVit3lnemfq7kwFbBHQZinFLc27Nwg/5ML +Mlsk+/QESnCaEh5pnePCn9B/fBNDRdgyMGU9lW8SjDb2LLw+VYT/aws+prpi +Eo7vybha/aEQe9w1pt1fNwnr3PgOJT4owPt7fwTq7psEB63+X8dJebj9CVcq +y28S7AU341v0DBw1+t3kR8gkVJx7ouqtk471DtDvUB9MwrHJEzIFzFf49YR/ +v+3zSUiT3tw0mJuCr5uszBMvmwTZ8wO81uw4LMKrePg2zxSQntc88qvXhUOu +Z68fC5oC26DVd5YbZELI1A7ByXtTIFb+2KAp9TV88CMlPnk0BfpXrfg6lt6A +zoMX5e0pU9CnduwfJ/MtqOX8+s/x/RTIfS15drsvF9z3FCQLfJ6C6n1vjh8N +yIN3ZUGqWfVTYHmrKChMOh8UGzadHu+aAvaVQu9vRgUgO+GYemNxCnxbm9Pi +govAxnePhgx1GuKK2+OPriiGBLJAddl/06Cb1Vlf+6AYJERfj1GkpyFcOyy+ +MoIGxxN8AzLkp0HJQjRtPbUEHm40EjdSmgbJtacGuTdKYIXayN4orWmoQMI2 +jValYMhg1O7Smwb2N/750k+lcFf/vm2L4TTE7tz1uluZDmQL5RApy2nwThmr +yRynA+pYlGSem4aU5ie/d5ow4NaFujdnL07Dsg8elmWpDJjxdGtI9Z4G2uhZ +Gj7IhN2LyP7gnWkgXQhmrHnEhGshq6aH7k5Dks6BE8ZtTMgR6g2LeEDINVHB +JtIsGI3NW7fjyTQgbZkeUSsWKK0PfNeQNA0rFkufxMay4GK6ua5H2jRw60Kv +1tawIG2HfIvE22mQ09nUkLPIgr5irmNJIeF/lV6gqYRBDn2cPcOcBvmNpOJz +FhjOVj2+v1gxDRJPVgtv9CX4zMxB9kXNNFh5Xoj1jid4qnV3vl7zNOx2McDW +RRgkz/Eb9P+chvmb+c+/1mKwGPreGvqLkDu+jnzqxhB9NcN5259piLS2nDcY +w1D/z3uxdmIaTqiv/nj4HwahgMMP3WanoQ+t7Pq6iMFIUEpelDwDrIhPgS0E +j4VGDxcVCsyAsoZVpPU8hkop+uFTq2aAlhR8w5GLge/lvfZZyRm42RFykTuA +Yf82qyuJsjOgGEORpH7H4JevREYKM9Au8GUg6T3Bn1oLMb07ZmAm07XtPcFj +sx9qtwRrEPKfoYfuBI9pGCeVboEZUCsQNyt0wODR7GpSbTADtmjVVCRgyLOC +bhfTGQgqiOaliGFg9628tvIEEc9uQ6w0wb/Kl7spedYzcKpP06nrHQsyb/lv +m3aZgSQ6b9nNvSxIuZFx+ZrHDIyimtKSWSbE+9S9G7sxA24WdY+Hi5gQ7imt +Nhg+AyM2ruImG5kQcE3fyz6aqF+8Nj26iQE3rjrTup/OgKGUFodzmwEul0u0 +f2TMgFX2ATuNWjrYO3f7WeTMgNIZ7fSdrnSwvsj/vqF4Bi4lFfRdX04H0wsW +B6orZ6C8JmO1jFYpqFiPm9D7iPw+n1G94EYDhTOSURojRPwdrQFHJothw2lo +zOfMwKH64i8LXsUgYnH/RBb5H9wskRgddisCrvHWs4my/8ApdvbcEioAmvY5 +t9tW/6BG6e1/2yrfQs7e0Ly58//AQ6/cXMM3GzL3vONed/4HZXb+TYcUsyBe +bcHbzfcfoLVaLjtvZ8JNpaf+5+L+gZLOZNt2nlRA6xqi9Zr/wZ3f18iv1j+E +qjlUyG88C/r5B+v3xybijumoA5uPz4Ih13Hr/IlkPMHpbtG3moVL+nLzOt0v +8LqRO1P+LrOQprNyhGc4FV9tL9OYj5iF+TOp1yubXuOQVuEqqcezwB1u3rRJ +Pws/a7Y9pZk4C1aJ/pepOdm4sobk45U9CyJ+R7YVaudgKSYqZdfOAvlPwjaj +/jy8oyTKcOW3Wfj935fhq2H5WL+wu2175yzY3F6+129rAXbNvjN3aXQWdsED +y96zhfhDYpn2b6E5UJA3pe18WYxbnwrX8q6eA8a9DXltijQ8+tjWWm79HJjy +7B7PekvDkpEkv7M75kAyyELa93UJdvFD+MeROZg4d70xxo2O/X2jjsycnIMH +7PyL577TcaxXd5eE7RwEhSr2vNdk4DLXO6TjbnPg+qLkFWmc4KNL9VHu3nOg +sePq9/cHmHjYQXbDwztzkOqFitsfM4n9tWz/16g54Jp1Wv7dwsKKZ4QbR+Lm +oIa17c+XiyyMTtraLX9BxF+hU9mSxsIW5jkTWzPn4Ifeir08XSx86Qgp8FDu +HAx6hVoeEMH4tpGZqGPJHIw/FOSNRxjHHEx+Gfx+Du76JnyfvkjwjB5bNfXz +HHiYyRqcisSYBaiivGEOhhMv3C3MxrhJK+p4z485+GUsmCxI8MWgRnffUg9h +r214zpzgn0VVFU+Z4TlosMi4GPEXY1GVO5R9E3PAR/XelD+DsYJS/eMzs3Pw +hGpQ93Hxf+dVyW72Jc+Dk72s2weCf8zl3YriBOfBoITZ9WYOYyfZMoNikXnY +Fh1YcXsC41vrhL+3SM3DFMnlEerDOFrS1pErNw+/rasfsOsxThfLmRbZNg+a +umPV0TSMGcKk0J2q8/Cs+s3GbQkYN6wwkzTTmgdp9YIDLG+M+5clZ7jqzcN7 +Tk/G0aMYz/Ox99w3mofqoxZRf+QxXsWDPr8xn4e9dV4CjzgsnKN8qwTOzIPd +ddcz4u9Z2MyqNLPJbh7O8fefPBHOwmNh008dL83D4zmeaOsjLBxZrBY+d3Ue +Tl54tEtVmIWVf1/1feAzDzMDU1NdNUxcK/Lu0kb/eZje0rXjcjATr3DdamQU +NQ/ikf1SR4cZ+E2Cg1bXk3kYipfSY8YysOHnl9uuPZ8HFpXyWQ0YOExeZkXC +23lYwzo+7BVEx9SfIrXDNfNgtc7PhNFTgl8tM2P6Nc9Dp5azIfdKCdbffT9b +pH0eoi71HkifpeHAh/yRe/8Q9vzHkzCFhkmH5k3DBRaAnMnoTeQW4ueemiCz +agGuep9xiHQqxDovvXbkSS6Ag4FBYuiPAnxrkb2ybcsCFJ2bzRvKy8ezBb/r +txoswLGambUvDuTip71y75kmC5AksbdPJjUH7xG2zT1qsQA++tbaR0g5+Lpz +20Mf+wWgrXi/5YB9NuZuqDv2OWABvqa/36U7n45HI2nNTngBcoIMCkZ3PcW9 +Tvda0/cswjJ/z1TyxlhIihmX6ESLIPljzlDb9ClYlp20EDu8CIP75S1Pez6D +xtXyjXdOL4LC9UPjcZYvoLyS8eW07yIcf6R/5JlXOvhNyAlGBSxCVaB/cR43 +A/bKhB2qDF8E9DhfjO76GvI8LT7uSiD863TfZVlkwwv5UdZyxiIMH3nepO+R +C1Zmxxf2VyzCpQz8tX59HkjeLNXyrlmE5vNDA5eq8iCqKYTW174IcuHbz1oJ +F8CdgPV5zIVFWFzvG2ThXQTab4PZHMoSlJlIWbgJFMPMjz/KikJLMB9UMFIT +WwxuO2lvYmWWwGbBUYX9iga23WavrsASDD6eGQ18VArrVhT/enVwCRxM7uSY +8NGhVUNarv3IEhRobs7Od6OD2YOhpEO2SxA+9SNRSJsBK+hHOvyclkCqxfRu +bzwDqvoL1xa6LYHtOaFnwpMMQDoBcRv8l+BEwB/X/QlMmL84+O1k2BLMhJgo +bR1gAu2xqXjkQ2K9w/2r1ZVZ4PG+wLzi6RJ4zwemnXZjgcpfqejZF0vQ3/1X +MiKbBSOS/vUqr5dA2fjlrfLfLMjQHxByzFuCWOSTx5HEYO9mYpJYugStFhIO +qw9iWP8s/15TOZF/vvGazW4E33xaUy3wZQni+o/KronBEMu5vQw1LUHkmeaX +w3kYjq3vN/D6SdRzYvTF4xqCX4yMg7N+LcFmzalR8R4M1V55H3r/LEEUSWm3 +ExtDSIokeQ13CS7V6c2GzWLQ/eqHjswvQcTN2sf/+z5v6aY71iWTkM4KH63d +hNwR/arTmkpCBiv2TGGCj+gZrQvegiRUVaOVuZrgp6es5dIxQiTE51W/Erow +XG/W0X4nQkIuPOLMPdX/Oz/r6plqCRIy3hC1dlkOBlXSK9/fUiT0TSHFJTcK +wyqJ1qek9SSksLz5k6YLhrFty0vWbiShtEheqXRdDK9vDr3buIWELI9yHH4T +fONQ+ylt2zYScrfecv9ALws2yKQlqu4gITdVE9+61yxodw2K0VIlIZrmYsc9 +VxbEYbt7ehokNHXrvELQdhaYC+8PMNIioUZTemg5cT2rcxeunNEjIYcrU//2 +mTIhhNzucP4gCU08aBB/NMuA/eal1s5GJBQ+Un3aJoUBNK6X0Q1zEspRSDzy +oI8OHgcsdANPklDvzyt0kdt02BGrqnnvDAmFJGexDorTIU2DvTnhPAntTX12 +Q0C9FOxCv0q/dCTy39VhXsIqAekfWWJvnEnIzlFuzla/BGJ8L5Lp10go1WL5 +bJ8eDQKYvR1tgSRUsJv8eFG8CHSE3jf33iUhL6q/drp/Ifyzef5l+B4JSVET +UsaHCsCNZFUy+4iEFu/WaHzJyQcbvZYYqVQSYm/efsBQKhekYvLvyWWQEHVu +sqHwcg609D0MUMwiIRXlR47St96BcYip294CErKv7dz0NzcL9n7+ZGRZQULc +gVJbl4E0ED9SSo7vIyHZb2qV7ZceQ43lc7c1m3iQcc5dSb5fz7CxvsfqdgUe +5D1Y8zn8/XNcu/0wK0mJB9le767qNHmBv5I4y+XVeFDGd5/FGtlUXJ9mkK6s +x4OU4scztFIzsVnUWtNxA0LuWeBpnH+NG3zY3HxDHrTnd/jX0qNZuNE4Xlfz +GA8y6x64Wj32FjdP/O3QO8eDPIQtyqbncvHx9vIg6gUetMu7uWPVkzzc8vHJ +ts9OPMhPvcHx5Y58/C1uv4+pGw+SCpIa/3GqALfqPBY7fZsHcX+3F10IK8Kn +FC7R1wbyIC87DaaAUDH+sQrsOkN4EHvviHPYg2Lc1jf47nwkDzLhuxXfEkrD +7eHaRq6JPEjmUvWWumOl2Mpj1YTKCx500dbX+QajFHdY98dxUnkQI89sIECO +jjtVovq9s3jQx2ezF11+0bGN1IX7Wjk8SNjg6mY1HQbu4t2rtpjPg8Qyh8Lk +HjNw97df/oF0HlSlf+CSvgYT25bRFAwwDzKgpn09F8DEPZn365Z94EFBHtQs +n89MbPfIzutLJQ9aChU/FrCChXtvakhHVvOg66/kktyNWNjOYUWF2Vce1GNs +Nb8/hIV/Hem5JNrIg1zOzzkNMljYXrNo1bcWHqRXa3nVZoyF++Tu0eJ+EP03 +mFNLlMbYfoXt2TMdPOis6TWHpIMY/55Uo8r08KAdy42MrS5j7NAlkN3dx4N6 +Fz+8byD4qb+q0/zlIA+6dSNCY/YNoc/Ln70wwoNiaDYFDRUYDySEvlBgE/33 +vNdy/AfBO8HWh/5weNBXSbe6O0MEX7nuGsue5kGcXa2XzScJ/Sn+WLc5HrTg +YCj2ZR7jof3t2qpLPKg4CbH6CX66tC331ySZjKwijJZeEXw1LBYSTqOSUd7V +DbwC/zB2XrTceUOQjBYV4+4Lj2E8MrCjdZ8QofcLn2V2Y+zSwHebJEJG5woz +9ol+xfhv6Y9NH8TJyPWOWq9IMcY3N37gfFtDRrzj1kPwFGPBiKz3w9Jk9GWM +p8nKC+On3McPFjeQUd0j2d1XTAnes75tLbKZjCZb7njf2oBx8UenbZsVyShi +8+vaSKK/BsrH/mkqk5HYcqb6GxrR/yX5x+d2k1HbbZPdW7VZmOModN5zLxlJ +n+t4nzTFxAH10yphOmRkonxY72AWEz9/UV2TY0BGhpGbo84JMLGyYEF8hSEZ +/Zsw9/ybw8AM90SnVlMyKjqSdrvbnIHb9Nz4SCfJ6OGeMds9EXR8Met0o+gZ +It6iqzpzAx3PiOklbzlLRs5k6qahvFIs0S+ufcSRjLTn6lf4VZXgo6H0a0nX +yYj9XJxRXF6Mu9mp+/NukFHvub7tERrF2PV05MrK22QksafCNCOjCEconnvz +9y4ZrVXmVIreKcRVNdRf2nFklMGduGJFzccn1dk5Zs/I6I760zEh2zzcn/jD +zz6ZjByKPxfXFeVivitZUhEZZDQuwBEaOkNsIKuOHftJI6Nn3v6v1q58g4ss +Et/7/CCj5Aq50rZ/ifhlp2pykRQvStaMfU79FQNTXaIywTK8yG2NYU588xMw +7OEkmMvxIjOjHZVt5fEw8Sv/CXsrLzo+qrS783Ay6A6pPlDU5EU5hS9mfyy8 +gthh0f/+afOiKKFTjZnn02H4Dyf8E+JFy8RFPdUrMyB6ND/E/hAvMh4fCi29 +8wZ6Oap+SSd5UeTdzhLJ8zmwe1J03uUML6qwjBE7TM0lOITjo3WWFxnIGX2S +TM+FXf/yPVsdiPXSK4u1e/LAf1H1sogXL2pcds9kj3ohNC+J/un24UUeUYW5 +5A+FoMDDdXp3ixdFk0eFP5gUQT1vgb1xMC9SWh6Q3Xq6GGQF1KxCYnhRXld8 +1XHDEvAQFGs7HseLtFVPhnxmlkDVcu7Jjc940bdJhZlX20vBTajAvOwlL3La +17lwkkyHipUxDZHpvEjfNrxjpSMdJFd5HLF+w4siNvH+x/1EByyqZjSbx4tq +rDgfl/sxQERc7HNVES9SKzPu2dTEAAcJrsGTUiK/5g/XNOWZULq6ueICixcJ +bi9V1LrKBKE1Bbpq5US8gFUHZEuZYCcVU0auJOrbkRXTuciEorUeOg2feVH3 +ph+3XYAFNjJqe10beBFbWiunKZ8FeevFaNothL1+S/6zARZQN3DVl//gRSHK +qxrFVmOwlGvO/9HOi3Ydab6oTvDD240FOzO6iXzndTxnnDCQN8W88+rjRbSP +geGn7mE4sdlj+4FBXkT+l9Fulknwxpbjb0RHiHk4pKbdUY5hUUFta+8YL1rh +XLZ69jvBW4pi6TkcXlSaffNm6iCGtG1c+dvThN4qVqKNi2FWqTnFZI4X2Uzd +2/l0HoOpcoHsuiViHrdconUTPJWyIyZpmMyHqt0n1HMWMUypeKwrofIh3+g3 +zfwEXxnuOh5/V5APxYb+tBkcxZCoqiZ5QogPldo465h3Y/h6BV9eJcKHKqxk +obAWAynL8EONOB+S+PftRmMRhp2DLZKha/hQnv8Q9W0CBjv5c6560nxoHQ83 +yOgmhhjbkQ+LsnxoftVJpXenMHx8dn1NqTwfspFLr+hQIfJpJV/xVOBDQZrL +0tr5MCiIR1aoKPGhrBNetNxmFlgeXSM1soMPDfrPup9PZsG9+6lX0lX5UFtG +TduMIwtGKXQpGS0+JPP9UujfYSbI6hq4/dDhQ69ji2Ot05hw1K/hY4wuH9qz +WrSn0ZoJBVMDbssN+ZBf7Z2X3DIG9O+6VllpwodGP4RvLXJhwOori2sDjvIh +3UjMly7GAN8BsU8zp/hQ9L7pAIPTdIDW/dL9jkS+cSA0UFQCbmK17i+c+dCp +GrpA+IESSDE7VWV1hQ/NmNFyquppwPfZ9VqTFx9y83KWO9VRDNUlCZ/LgvmQ +vc+h5dH1hTA/uXn9zTA+hHzM43oOFML2XXkeGvcJ+4Uk9RO0Aoh6XbX+bQxR +X/LRxdmYfLBImPRMeEnYl7MyrXfkQvfNI3Je7/lQ9/pv0b8n02EKeG9sW+BD +ZY8iCldWnYPdcynTGjwURJL66hScbIq9inQ99CkUpNK5xybynhueVAq4bP0f +BQ0+2KZ4aiYIc9fw2D6QpqBQG3mDTokneIKzqM/ZR0Ejtafq+HA63vUu6f3S +fgpSDPjeJaqRid0v6eisMKCgqMy4dVvevMbj3bc0NplSUIziRMqVkGzMrp3f +etKGgv4WZbq99M/FKmHP0s7bUVBs5qlHcYp5+Iq+9kY3BwrqC38887Y+D4+W +3lgX5kpBhs9N/vsuWoD/ps8K0f0oSLxbV/b4tSKsdD7+3qcACnqavYkSRS7G +LjJ7lzWHUFD7dWmDrZHFeCTGh+dvJAWdkgjduy6ehpXM1vj9i6agiJeVcUZS +Jdh5ecks5QkFrf547l1gbAke9p/hyDynoKEKnq1lAaVYcV+c27aXFCR52V3z ++UQpvjSj8VcjnYKqyubttG3oeMj1er/ZOwrKvef59rICAysorj5vnU9Bj64U +dvaEMLDT76Kui8UUZNfEPNzczcCDZ6ZaAzAFbXVcmTsXwsQKq2MtHnygID9r +uCzRxMROjeqNCZ8oiCWybdBXioUz7reYZnyhoIejp9ukrVl44JDnl4I6CrIK +e8vgxrPwZj7xQ++bKIjqI1w92cTCDrigovY7IXtOkySXYZzme3x/208Kko/9 +Lm+uQfCQOpfZ30VBNl6u+Pk5jDePP9rL+UVBzAX2hukQgo+yVIuXBiho15s1 +DubphL9jk+qKEQry3LH6yrtygrfkruVIsinootqZYSrBS/KdIts3cSkoYcdh +sxPDBJ89zcvcOUNBs/If++KnME49fmyzzjwFxemmFDcuYNy3ciLFkERF6frj +qf97v3zofGjdKj4q8iwV03An9KPFMvOt/FSkeEFT1Z/wn1heqJC8nIqcljXf +V/yD8fRZIwvHlVTUE7jr25WfGM/n9/gri1KR9G/93eafMCYt8347KUFFj1WP +un9/izHFSugnQ4qKYniiB5ceEryUk8ofJENFBnU4qt4N45V8WmpGclSkaxY8 +Z2KEsdipBluRzVQklN559H+8JJnleP/HViqiZp0/bs9hYWnSYknydiqC07cs +Bd6zsNzxmH7HnVTUeD3k6LVw4npkKIruUKcirzff6ZlHWFjF7KQLU5uKjkid +//aslonVU//GBSEq0tOKvuRMXP+9M4EfjfSJelRuaShqMbFeco5MmxEVDdz9 +zz0ljoEPcQ2MXhyhol2k21ru+xnY+FDHdSdzKpKX2Dlh00/HJ9gCDVOWVBSq +wV/zXp6Oz+gnLzBtqOj7q+SHx1il2DZut2KwHRXF+tKD1Y8T84vOB4peoqKT +fUPtSp4l+FYUQ13Fh4rih5TZcfeLcUDfMbvpm1S09eoyjSvLi3HInqFI1h0q +MhXHo2tCinBUt/igcSgVCafI39ztXohTVa7EX3xCRc0+/4bTt+Tj6voNSymF +VMQ9xPt8tWoWrpOnbbtUQkVu1S27tNpf42Zv01M7mVQUV9X1Pcs/E3fI3sjF +FYR8IjxQszwNs92az7c3UZHY9JS68foXWGLV3SrxCSqSbPOJpDUH4wcaG6+a +TBHrHXJ/89jdDy+zwWuCZ6lIpSRaKGD3VTz3evoSl8yPSGGui9ei7KBb3+m/ +JlF+dOcgK2qv8API9D58LEqdH627kTtgn5EKcs9/z37S5EfGDy/kd2ikwbOP +/i+X9vEjhRSv63c/pEOkSCnX1YAfDQ5Pmpz9+hrcsxSfmJzkR7ONsdVXLXLg +T2MlBJ/hR05xBs+PCuaC/T+7QcZZftRrM5F2gJELJw0SNJWciHyeGNWxJfJB +u3t5u6APP0pWWH10fWohFFIzgnRv8aMsVXHFizpFoLxdf7uvPz/a81mzvbe5 +CDb43vQbCuNHDC798NJkMcQnS27ZEMmPJP++9XS7QwOxTwV1p6L5kfx6d/u3 +1BKgiv2VrYrnR6founvVqaVwe2/Y56Ukop7DNPNjt0thxnaTu8ZLfjScYPas +j1MKf7KtP6S94Ucn+sWerKmjg33zP+fOd/yoXz+kMFadAZ2zj8UkCvhRBZLo +3feEAfUHv14IZvAjvpdsgyojJhx2vSTELONH9ganIiKSmFAeQy3mVhD9VHRc +0h5hgjY95azSZ340M/nJtEaNBYU9Osvsa/nR6GUQVPZmgfKynzkJDfzIzuRr +6okiFmQoXz/d1EL0d1uWl9YYCzZYiJKXt/EjGcm1uFEOQ/yNd691O/nRSKxo +muhRDKIpRua+vYQ/rto35YMhompgLrefH5kq8wVdS8RAGQtMHRrmR7vjTp8P +pmPwE5c12TDGj6I+7CzY3IxhWosxeYpD1MPK2mc+gMHN7lRS1DQ/Kth0poh/ +EsNwKNegao6I7/i1Yv8Chv/3/0D0//8f+H/Wnc6h + "]]}, + {RGBColor[1, 0.5, 0], Thickness[0.005], Opacity[1.], + LineBox[CompressedData[" +1:eJwU23c8ld8fAHCbFBp8lZRRUloqSVEfyaiUSlEqo6GFUDSoEKWMjEpE2avM +kN3nyR733kdG2Tt7XPNeMn7Pzz9en9c5z/mc8znnPq/zfl1krlrrm3NxcHCs +4+Xg+P/va8m+o4uL/ETA1CL1QwLhs26T6hw/EdNWQ79PxZI2Xy4/YPMTroLx +WuQ8CY9P73ubOslP/Crpsl/5j4TfikXlQ0x+YnLc6cFBFgm7V5zh2DzMT4xv +Xn779DgJPmMtytf6+YnzgXmPdIdIGPp1x+rzX35C2Otw446/JBz9xops6OAn +boUMV842kxDt79Yo2spPHPQOfZ9cQwLX/RUrTjfyE7vrC1+dLCfB5OxnHc/f +/MSdrjMcdfkk5O7Z+qykmp8I7C4z004lYbVoVjonyU9Y2WxbHRFJgt2k5qBa +JT/R8p3jc987EnZkmFxIK+QnaMYPZFXsSPB4P/hmBPmJme9PQOMqCb32j4q3 +5PETYqNpN/efIiFM2X93WDo/cSxL7tmYHAnz/0ndbkrhJzZGC/5OEyHhIutr +6H+J/ERb6a1lN9gMWJVVvMw7mp840uum96mEATaB+kfKwvmJiXBL4Y0JDKA9 +anvM/ZmfkJdZKfbZlwEv98/0PA7gJ3aMHSuyNmQAO2fbzxvu/ETpkbBjMXV0 +OBeczQp35SekXbg+d32jQ6qj9o4Wp//Xp4GQ9KHDHTWz4LOP+Il+xddm7pp0 +aMl/a69+m5949+/wk6uRNDjwWTrB0ZyfEFcZexzxiAYBzxI7v1/hJ4rbjvP3 +n6DBaSg9tf0iP7EysKjOZ7wSCojZLRK6/ITkqIOqze5KWB/ubmagw09stZq/ +v5yjEhxdRD/4HqH20+GcVBGtApQ0dvDwq1Hz+Q+aLa9VQGzhldaJbfzEcudi +IdaLcvAqKfOnC/MTO0/6FoaFl0Kj/OGITEF+Qk18Mn7gUilsfp2dGs7HTygO +fF6iKVYKxbpfquwX+Iij6rohii9KYKHKU3j9CB+hbX11UuNiMdg26XncpfMR +72uiDWaaCsCQWesi4sVHbB0Wr/KKz4GoMyf9Ztz5iGQ0+HpmJBvGvxWHdbny +Eca3Dd2W7s4GH/vvmOnIR7ikhbs9+Z4JZbMf5k0t+IgJn4CjCunpoMp76XHK +cT7i5AZnfeFViSAt0WFzZgkf4XHEWXq51lOI77xa5czLR4jzzYdmHLOF3V+7 +d6Zw8hGhZ2qTF5UNQEutb0R4lpdI/HIxV+/LPbxjMmpJG+AlPu67CfRIX0yP +mL+lQ+Mllr45b1OyPwqPbpW4ctCHlzh1bq+dX1oG/poIJiw9eYm4xYPa729+ +x4t566RD3HmJmur7U6REJlqdlGmbdeIlkskgRtWzLPS33mycZcNLsLwrtfTV +crE5Tdlojz4v4X75z8zCEQJt1M6e2SLGSyQ9r+wPlixGyYotDRYreIl3ql1K +3VeLsew8x5UkIapd+s/0/bhilLqfaLOHj5eQd852M9tVgox4ft+DLB7iWZNu +2vYDpeiwr1XceYKHoKfL2ts6lOKm4vTQglEe4oJPdthAdik+bb+SrNPHQ1QH +HUu0Uy7DbeJ5jDMNPET/K22LRLlyrI/yN3xXx0P4Nq9de9W0HN123279/YuH +iHHXbVYNLMemk/+NXKrgId7unBs15K9ADzcboRu5PMQr3j/erMYK7BvbeMLh +Ew+xRJa4Z2xIw3dO/2rygniIqqaIBW8XGqoLVV9afM9DkHE7/cu+0vDDZicL +tzc8xHj2GnnDeRpqmzZ4vHHiIbbFPj2Y+I6O40PJK3858hAr9qpzCWTR8bPD +y4+rHvEQdYpfz19tpOPU+z1fAm14CKEah7UrJBkYRfMuj7jCQ1jXnyZU3jLw +9MXrZ/4a8xDRoabutkkMnOs90CB/kYdQmG7zDS9j4Fnuvr4EfR6ieMXJoa4Z +Bi74/rAZ1eMhvszueD+5nMQv69+zd+nyEFNCjjtmNpHIdUBDIPMID8HStD7S +dIrEpNLVvjPAQ/yo0zfJvEriRYNRcTU1HkLk1IY4NzsS+bqKQ5+p8BAOR7Tc +NV6QmGoTIv9TiYf479ARC+Y7Ei8v3Evm3kWNH1ZN844kUcDr2D7t7TzES6X6 +7RKpJKavkcZXW3iIspuWa97nk2gWO61dKcdDTKu3bVgoI3EhIys2T4aH6PCI +C99cS2JwkYNA0joegu1iNCnSSqJKjdrt0DU8RIDM9cy0HhJ/dyyU+4rxEJmh +Im9XjZBoxyQUnq/gIYJ7HdV2TpK4YvG5530hHoLfP8qeb4Zan5DW0PUlPATz +4jWhoDkST0jynzTk5SFcRe+19SyQOKBQnqjDSa1P3LJ2dJFE9/2ewvvnuYkA +RbIjjYo3Hj1prTDDTRgtnVuyh+pfYChStXaKm+hco3zZ6h+Jpua/FIXGuInR +mYjJqywS5+6/9VsY4ibEzh+bWzVO4sfnBuOjfdzE/uMi8c6DJO7zEz/b0c1N +aCpnHYzvIrE2tCGtup2b0JPtXPKmkcR7ScGiRc1Ufz+uOzurSBTJN7bPqOcm ++n5fLfUuIjGhUup3TC03cXhwbWB8JonHGzuUA6u4CcncFaau8ST29kV+eE2j +nmcNf137kURZvs1GlkXcRHpQjoHHQxIJ0YFsY4KbuHIjesXV6yQab0iQOJXH +Teg7G6/4R52HQHXF5l3p3MQbSys5uw0kKp8aV9uQwk3IPGqdN1hKYo1x+ifR +BG5C2eBgxNwYA4UdVUxZkdzEOvd8s5BcBia8nsW+UG7CdAU74sNnBh4LzJNu +DOYmbo6rcV52ZqBbhnpn3ltuYs8fwQFNdQbKFnEdSfLhJj4U6i1arGcgVhdF +hnpS9RWY0bryj46zo0fNn7tyE/08yJWXSsfABcGS+07cxGOHj9c3etJxrxB9 +k7kjN2G9/hBpdo2ONgpn+nTucxM7eWPXXF5Ox7/XjSyErnETf0l/P8/LNHx+ +fy1twYSbEJl6OFmwjYbSz1u2MS9yE17hSVrN/yrxYuiVkWp9bmJtmKlzXkAl +VjXctg3U4CYGp97fsMQKzNNzeLhBlppf06Dug9YyfFektfniem7i16MHjXIR +ZWh1YEWDrwQ3sUVmk9+/62W4flPcgYWV3MTAguC4TF8pOs3XzddzcxMph1Oe +fOguQY2EXW5v/nIRAmd5JzZmFWHZkn7fmTguQmx2ud2h74hhTumHFaO5iJkn +p6SuLkd8POU0fiOcizBbZix6//YPVOj471xtEBdRW3dw+v7qfPTM0hRP9uAi +Nkq90Ht/Jwf1boZ9um7JRfgNPE/w6U7HmqLzX8id1HhqlanHMiLwc66wUsZW +LmJP8tiVOslwvPWtOP+jPBexSWdTggl/KM6F7vllLsVFJHM4DkuHBuJGRxH2 +P2Eu4uCS7us33d3Rblep1uYRTiK+pePfVW4vEP2s3OGcwEncUHZ3PbQvBVrf +Dd+5EcdJrJXjmrReSIE4z6hJ3ShOQvbA1m5mUSqoPV4pIB7CSWhIaoj+PJUG +18+N7Ej05CTMDSXW5176DumCMU8a7nASkaf1dilr54HBQ7HVu7dwEm2SvT/V +AwtBY49MhYIcJxH44eqKgd5C2DG67ckGGU4CvhdK0JSLQOCmZrvoGk4iZ/Hm +sh3VRZBjeD+OJcBJbCi9yCu2WAwxK50uMnk4iY7111/tPFoCbxkey/o5OIkw +AaG5O74lYKkdYdPI5iDkRL7a7l9fCuuVf6nk93EQag5Vqb07ykBwvHkgo5uD +qN+wLyjPpgxYiX0hSe0cBGworgtJLYMqOQ7OsHoOwrp36257xXJ4Lraz/HkZ +B/F+OLdOXbYCeia9jI7GcRAxe0VzoLYSqlMClx6O4iD2C70ySOalAVpG5e8P +4yCklIru8CnTILA7V2ZrIAcxem/06bW3NDheO9Av9IqDiGubEY1Vp4Oy73Qw +nxsHEZikziF9mw4bTnDpLTpR+YtXOd3zpcNc4ZpvzIccRNnzS5Kfm+iQnHbU +oeYmB8E+mhzZe40BIdbnttGucRCxcufjeVwZ8GqrWWuRKQeRf9VfjRnGgKuR +DzW+n+cgTvHH3t7RwAA9U9fJpLMcxKprD6ueTTBAda1PTOwpDkJoWZtJ0DIS +RN/GCAbpcBAVN8xWbFElgePUtzy/IxzEC7/L10JOkzAs+OOuB/x//aUqv6+T +0FhSLu2qykEoyG0qrXtIQsnzumrHfRzEgcvHTn98TcK3Qx1udns4CBFbfdkN +H0kInR1SttrJQQS9yv1gHU+C13d2n/lWDsKNNBZ3yiTh0T2eYBN5DuLyw4ei +Z4qo+/b7NZ9CNnAQm+We1sqTJJRm7QhtlOIgtnPeed5fT8JI05Hw1ZIcxEct +jfL3HST8t3gh0nA1BzFn72C8rZ+EQ7J3o9+JchBHx2bmEkZJMNdyja1ezkF4 +7lpnLT5F5b8VGL9ciGrPznSzmCEh3TPxq94SDuJSktjq+DkSmpMKEr14OYhb +svPLqhZI4K7+k1zByUGkCCSfbqc8ZDDQcG3F3CIaN/Q2NFBxlCLPLe/JRVTq +bIvLo/pPPNhhuWR4Eb9o6pa+osbTyL9g8+LvIpqEGx09ROXz43a142xdxHmb +jKMtkyS0H0t89PT3Ir4WdB0xp+a70/fPkxnGIm4/b3q7vo+EZ785XexLF/He +HpNxJWq9dMltL8ZwESWfCdAcqXpIXjN8bZW1iNG1RhqJDBIs4p29+1MW8cJ8 +/pfyQhJyRr/4mccv4olFoeu/qHpfeLIYZPxxEc3Vu+9HhZAQW7Dlc4P/Il7e +Jp1p403CtMC5CAPPRbxx8OtGhackvHsf9+Xkk0WUbhDDG0YkdDVVJ5XbLWKV +y6MNg1qU92Tnv2lZLeLBcTkZ010kkElncg+aLGIP+Tx/NS8J66ccMdtwEdUP +NrSYDjPAUjWmcO+pRbx2NvdjUC0DBMtmK7erL2KdgJ1+XygDjITlquJVFlE/ +7MjqRep8x507VSu3axF37XFZvuwmA7Q7IpvXyS7iuYkhv2UKDHgvz2gPkljE +A4csd3AJMqDbit0ttmoR87/2bxjvo8Pz2RPDQjyLmFqcElEcSYcfq6bn5/8u +oIPV+eDLQnQQuijN5dC6gD9vLbPS/kuDy2HH+aZ/L6DmRX9vpTwazG4LFR4p +XUAz5RcXN9ykgbL2UanW+AWsZly8aJdaCUmPPqr/sFrAukstHUfXVEA7ETz9 +wXwBd6rpObu0lMPKJZ8SbI0XUKrm9d7UsHJ4GBS6Wu7kAkLN0S+LG8pBPSeK +6bltAf0fZliGri+Dmn9JYUaD8/iLdqlNvacY+DRTDPd0zePzpRLr5YKLQcUr +dZlQ0zzqy6xcte1UMYRIpj8iKuaR6dZ8Oim9CG4czD4t/2Ue50WlDJvsC4H9 +rJBj6tY8gsphzYQaAhRKi74zzObxeP9/9QeeEHBZpMQy7sI8Rq189k56IwE/ +Q8vqLx2dx8gd/04udv0AD4KeUiA/jw+1ZGbbl+XBOq56M9+eOexka4xEK3wH +jRdDxNbrc/hJduN6ow+RMBDMIe57eQ5v6byTWbMuAvy/iVpNnpvDqJ0Z9vsi +wqCrTW1NvtYcJjWwG9wNgsHtgLetnvwcLnc8F6/W+AaKR7fL2g78w47hdRmZ +w8549KK163ebf2jjOi3h0fcVmTauDRK3/+GoYqCWpnEiBrp/2Ol05R9utN1+ +jl2VhP3p2KSj/w9/h8TKezemoIfIcqWGPf/w6/3DsXcz07CyKKX73/Qsxovt +ZITpZaPeznGtw09nMY3rw8W2rp+oWpU8VGk/i4UfVat0dhXgZlurt4Z3Z1G+ +Y2iv6LMC5E7ra7cwnUWGuZcnQ6wQs5TbHAMOz+JhVk3U84NFKHOIljrIO4sV +ct/PFFuUoHDb6wsPFmawwThNUTOpBOecdBY5WDN42EvXiYNZgr9/Fpz4r28G +93ZoRWy2LUUPrexe9YoZHFZ/NjV7uwwnT8SsC3gzg7UaIlKteyqoulwrknaf +Qavzpr4Hblcg442MxVenGdwoc9g2/VMFxleFZBE2M/jHMc95hrsSTc69PTuo +T7X/OeUUVFyJulOnZ+11ZzBmemNH6kQlqgQIh3NozmDUULxDozQNV9W/HhHb +S81nw4lTho9oWHbJ+bW6+AyKgap01Vo6ZswdVKwUmcEPpv1xhzXoGPHp328D +gRnUCdHZk3WTjk/bHmy0mGGjYYvg6eRkOt5xVqqcGmPj21Pij7dX0/GCzLit +8wAbX97e9+vrBB13X7PC901s1H/D9zFqDwOleLbekK5l48y+0b+S+gxcFt23 +7CuNjR4KtuJ+1gzs6bl2kchn49Iug8O3YxlY4y7DqfudjStjvlys/MlAYnNb +bF0SGxOyvYLlmhgYfOfi1EAoG5d09CqjIImWQqMnaz6w8eDLx19rZUlUS3GN +yfVhY9D7OynJ+0kUOrt6MdKdjeojAyanqPt261TCeS8nNnpPfWz+do3ySuDh +FLuHbDyj9O5SwwMSnVR/Cxhbs3HTA1uJglckSrssZm83ZaNR6bTvnzgSmRve +rfzvPNV/KISHm/LAz5LNFgt6bIzgV1QcKSTR/3Z+YY82G/ly9/sFkiReXaYv +SR5i44HDg6mclDd2J/fYZSqzMW+V7JYtlEe49R3poTvY6LLc8qMw5ZXaSZFN +rzax8b3U0u+pYyRGfYh6ZrOejWYX2CorKe/YHdj/58J/bPSM6RnaSXlIq4W+ +87AwG81HNOMEKS/953z11RY+NkangF4E5akeWVb7igUWvthewJim4u/Fnvtn +p1i4jf/hJoH/++uWtH/nMAvPXSsz+U157cLSjIGKvyxU9WrzvkJ5bnPSsSNp +LSxkLI/6HU95j326NTi4joXK13NuJVMeLJ+4N+lKZ2HinIvzvV7KXwH8Jy2L +WVg1tvLmBOXJO/tDos/ls/ChhOq93XUkqjYrLqhlsHD3FwcexQoSlzkVG8ol +svCVHof3EOXVZpmLyULRLNxCi3K/lUJiYtEI/3QICzUle55EhZP47KarWes7 +Fq4Q7OQM9yNRT3B1dokXC6dPn84ycSZRKjFhRbIbC81Vn+i1WlH7derwnQ9P +WBhTcNBJ+iLlsfG6Aic7FrJ3jq/YpEWi3/s7a29ZsvAY2DWO7qD2p+ktTeUy +CxfpXh9rFhjI9WyznMw5Fj4yXHg42k2dT+n8p0tOsNDzVrthTTkD7W707GhU +ZWHEBQNLlg8Dv4+p+DmuZaGJ7FT/LyEGvnxH77+2ioW67oY2egN0PL/vqsaJ +pSxcqq3UFFJMR/YTzwnJf9OoWeOklPGIjgcEWg1+NE5j2IrB64tVNBT8ei8p +pnoaT3U3KyhH0bDpJD+/T8U0sr3vf9N9QMMnbxWzTHOmsUMq8bSEOA1xvasE +58dpvOQ4oe2oW4l8vgqr7Pyn0bZw+syTNZV4grN6aa/HNE5WHhL36anA+i7p +eZrjNDZr1vxhPq3A8bgfbYHG06hkubipPrwcN+2ZjVKUmUZRoWq7Xiylrsfh +nyLXTGNd3KxRr1MppokdC/hv5TT2v7oRthpKUZ39wX2OaxobJs7C6twSNMrf +e6esewp7/1xiVMYXo5eO7U6zuCkUCUq+JXG9EKuzVm+uCZvCDb652sdXF+Ia +BUJaO2gKe3j91KsrCzBmmcjKbR5TaCiQKDylWIDEr4RJlsUUZhyfWaiaIHDi +Ul+2z84pdInMznyfl4cXbUw18fskDvrHbOHJSEW3rpYRn6RJfMo+rzo3koJJ +hpeDzGImcVeiw2WtzSnIedBohDNgEh039zHqdiVi3JKzgZr2k+h3J8OpoicG +pyO0h8r3TKL0g1daPaffoX/d9ne1KRP4vOxk1D3uUMg7mnAoOm4CZ7f5ZZSv +CYeeXIV++7AJdHFVvbslNQL2R8gfEvedwBOWjRvft0RD+12ZPiPrCeybfnzz +7NYE2CEgpta2fQJX1jhNrdNOh8oDc139X8aRULP+ETqLcEBlY1t7xDjarPLM +fHCOgLi9Jxr/fBzH9NeJ7NkvBLxUDKkq9hhHh44d2sKGP0Fjk1p++J1x3PPV +xY47qgCyVjwJMFIYR1Pbt4cvShaDvEiU32nZcdzp09tVfbMYApbRvHQkxpFt +/9v8wbdiuM8v6bpXcBwveJ+z261VAjvmc61XDIzh+SpVz51mpRDV9+9oefwY +xnp5bO+4XQ6rejZoEuFUe8vlgB8xlLe6dCEzaAwvCRYEhnSWg2lr8N7o11S7 +0+KGM+crQKJWVdbl9hg+vR372VipEl7/urbu0ZUxvPbSoYHjdiWwGZ6rrY3G +MKSqVuFtSCX8Lm8SNj42hllvesWectDADx3/qWwZw1XbuD0Uc2nAkR85vVNm +DGtsc77+10uDuzmVY5vWjOEW6XT+lhV0OJGxtk90yRi+0JSq5r5Oh9xvR7qW +co5hTtgn4SuedFBIsWjlmmFiPWegTGAqHQS+5tYy+5ho/c+923uWDg/jusje +dibSIoV/HFvHgJ7opZWt9UyMST31s+EQAwrDLv2klTFx5oXgattnDNj92TWv +kGDi8BPjcfsQBoQFf83MyWLijca9PMezGfAs4F9iXBwTzwuqmlwapXx3VfmY +QjgTJ95JTg7xkaCzw7b7axATd+yyarBdR8Lykh6JZA8mvrO29NHXIWHKT+a7 +oisT3xy/P5VwkfKb8eUz3xyZeHE4uo5lSULk1C/3DEsmSilKvbv8hoRXP5dt +2GfORBxXPmP/iQRLb50fWcZMpHts0n7ylYQzRs+NDhgycU2V3YxNFgnKcvmT +uXpMdAsdndWn/CYxxvI5qMPEDzHJXTKU3xbzdm9FYGJk61rDFsor3a+sStRV +mHgmc2jejfJM2bm4KwWKTLRn7vBdTfktUbpr7sgWJsps0K78QHnIf2hdYLEM +E2tnRh5wUX57kHVhj44EE1PFD1+/QHnqkttbRtlKJmYlpVgFUd5SP824fXwp +EweKRB4WUx7bKLmEl8bNxHObfayaKa+trHJXD2aP4uAK1Gml4qab8w8+94/i +iYc+vJVU/6jFe4nhjaOosfR0SgQ13t0PfV1RlaO4aTj5ojmVb99OE4m4vFFc +zp8vvYqaD0dpzemviaPYI9El/39vVpgcc0/6PIq6zwY+K1LreTv9Iz/VZxSf +v5jOD6PWe/mN0mS6MzX+J9eSOaoemzZ9UciyHcWIVebcWlS9mPlSV3KvjuJ6 +34Kyx1Q9sw3ef/hxdhQrD4jZBVP1fj4syPipOYrD/hstv1D7ceKFM0/x3lFs +m+SSiaX2S2zd9IGyTaPoRy5Z5k/tZ2u6hW2l+CjGvq5LtnhGgm23YeuvmRGM +PXDl4jB1Hg48oYnWDYxgtIvTuwDqvPCIaujWN42gXafoiOIeEgKObM9qzR9B +reCzlar8JJg1RYx0JI0g615sZSJ1HrfcXy33N3QET7rmdK/6w4C8CG7/QZcR +nMvU/4ERDHhx4HHZyL0RlPTi0OR3Z4Be9cjC2LUR3BqVbKl9hwEdnI0WbK0R +jMGZt8nbGcB3JUWLV3AE2dpB0cfj6FDFlnsi8G8Y77ZVWlu60SHIN/jb0qFh +HHV0CHljSodtxEuplYxhTNEYlW1YSYczUsYz6/2HsS/lv8GvVjTozHF+2+Iy +jEHuNX77DtHgnmHU9hBb6vnUwy6RQjTw9x68subMMH59s4JzY3wlVP97XLFq ++TCelOW04qipAP36gGCBN0P4aLnUrZWTZdB5P2dv6dMhdM5Iao5IK4N7Iq3k +C6shVLC/nbjvXhn4a8vxcJ8cwufvOf88GiqF6vQ0y/mlQ7hp5Y6gqLoS0Per +Ojj+ehBlF3eeXfu0CDq3Tf5JeTyIFUeq6g7tKIJ7ZeL3rG8PoiCvVOG71kLw +XzSJGTo6iJFjS991qxVCtdWwcC//IE6GdpfcZf4E/eOC7U0vBlBbfiZyn+UP +OMut+bzYpR//KuqH6sd/A4aq9+Wge/2Yvy1XPWw8FY7b/Va2utaPniF8QXqq +qaDx99agqFY/Gsjn/KC/T4bdpd7nrgv0o13c9RHb0nhY7vlnE7dPHybf1t60 +nS8EaCstKtVDevH9D9XUUd+3eFQ3PVrUuxftr4oOL74KwCLXeae+p704Xn18 +y1HnIMyd9FHyNe3FVa+0zMQtQ/HL7/RPbbK96HbxObPvYzS++rhg/Sy+B5sL +fL2zP6egpqy/aN73v9gYfm7fhpJcfGnyWl835i+aUyfxm1Meln909m18/xd9 +tBQvrFbJR71V1stm7P6i6ubaMN3oH3iB5wSP8h7qebNfvyCLQIse3snk5G40 +3OY32HelEJNk53dBaDe69Vxip6cVItNk0prxphvLzi1mpvEUod2fzsEhq26M +OHhms1pUET4rw64t27qxONkzeH1DMfp/eVwTGdeFTbPLe+zFy7C2x2bFnsAu +3LpHb3HyYhmKb7h1qsC9C012bdZ78KkMQ4INK9tvdOGg9LpCO6lyjPHaU7hO +rgs/3IuvExevwL4yBc5E0S70ZDCkTPUrcCuvLKjxdGGseZXMO68KTHm6PPdi +Vyeqxri15s9XYM7d4W8fwjuxtfBcUlV1Jc596WZu8uvE4n7bFi1eGkJv047v +zp14Z0vQ8g/KNCwyrfhSa9qJt2uvuBe/pyFfyM++a6c68ZiR4uDnQhoeq8/a +NHGoE1d7eL49waQh43RsxIr1nWgzNfRwnTYdl3t/bg8T6sRkRubeg9Z0PFv+ +fr3ifAc+ZOWpKnygY/1ht496zR0YulCfYN5Fx47dV/w9P3bgrp67efusGJjk ++tX2pkcHCqsdCeb3YqBD7dTpIw4dKHh5LiYqnoGrHniI/DPqwFW1N78e7mBg +e0ntyO9jHVj50dke/jEwQVyK8W1/B/6YMBPhE6X8kp3mdWdNB+p8Pt7Uf5jE +lYILFtpLqPmwr6vznqe8dvGoruxMO3YtdWz6e4fEL1/9FRb62nHPur/dHk9J +fDjXvKSxvh09pI3DJ96QqHlSvj+jrB3frOS7KhVK4vLPtmV+We1Ir73nJpRE ++WIkN9Yqrh13eCfcy88lMR743I8FtqPmK5XIHWUkPvA9fUPuVTtu/bwuyKyG +RI2Oj1qcj9rxz5r+Lv0WEoV3/93YcrMdn8umSfH2kNj0fCdP9nlqvFjZqQfD +JMbVPO56p9OOi5U2a+ImKK9tLCqw2deOZxos9ALZJKrbC0eckG/HOwmPr+pQ +3hIqueCyWbwdU+ODFDMovzX+F2nGw9+OJoo3wjoon50gG52I4TZ85iMWQ6Pi +vzbWhx7R29D8iYPGA6r/s5U88zsT29BUkMe1lfKgeHpgbq9XG5ZtyHfhpfKl +GGx3CLVsw/tuuuaD4yQeY/1UOX+iDZ/sHTHzHSKxM9CQJbytDb08HNMnu0l0 +PDCYUbK0DaPCTBJWN5Mo2uxk92ywFT1M3oXP/aI89lR0j3JlK05Px86ElZCo +LRU/NvylFSOGkjbx5ZDYRhxMifZoxWuBmrHbEkh8dLX6rvGdVny86wWf2Cdq +/6L/DdK2tGLphqbK7Y4kHtHx/eK2pBVfpT5+aXqL2p++jbfV+ltQbX9ZmcE5 +qt7b9Hq+xrWgXmSH2NvNJMbSO6OuvWrBY4Yq9U3LqXpaP7y29lYLOppr+Q2x +GHjvW1i7h3wL3rZ42XK7gIFLz+0N1eBvQbFhJY/6aAZGTZUbz/Y04/6Kx2ar +XjHwt8pE4+2YZlQ0/nt4/CgDrRvdg2ReNmP9wobSQHkGCjyRvNBg3oyB4yJ3 +lvMy8ABq1R2Va8ZsjT3Oj/LoWGPW+JaDtxkfjvjRLALoaMllrZ/V3YTbRsm+ +vdTn67NWICkf1YQj9K7Cc+voyE0bKOfb0IQdAfqjAxY0tIutEOjnacInv0+o +TwENu59/0ansacR4m8hPAqtoWLz/TrHPl0bk/xYZd/p7JbrH9hOrdzei8NI+ +jrdjFbjUtS9T4XADMo5EPLmmVo5PTMqml21owNRzKwLLOMtxaH/c3lEeKnbk +WHO2pAzpzJtpaWX1aObdZNt+ogx9THqT1E7Xo+KDNfLip0tx1YGeaD3TP7ir +7D+ZDsVidBMr6VY8/Af7uVw6Q/uLcJIZvWHVhj9oGbCuNja8COtizcP/9PzG +o4shsp9EivCD2N8Qs7u/seN5SO61rgJcO9b19t7TOmy4vNYoxpLADXEdLgHB +NZi29ECc0+7vKO257tWoQw1+S1Tij7DNwPV3jd4cvViDGLp3aV9yOkoo/fo4 +u7oGpw+kyC1sScOVBJFmElCNwfb+t3aIUX6rD/27ye8Xco5V1m35FIkokud/ +V4jEtISbvXsY7pBTtydUmsbAHq+lCop738D34K9fqz0YqBLpx+l40h+S5IOL +lAUYmLgusWwwJRA+g8P0Ahcd11UP3bHNiIAn1ioXfdgVqPjhDPdpnWRQIdNl +UrpKMCjhrrJxYi50CRTuyIwpwSx9VmyAUR680fil+uN2CZ56eF6umicfujKG +DWijxZh17aDBvgs/4E3IJo++f0V47en8S8HHBHTdDhyXFi3EPWfZRq+nC+BN +ZMyi/J8C5LdgfzY6UggqLenLdn4sQM9zdQZPfQrhzelfmw5KF+C3IxIP0+WK +YP8+wUtG234izy6OB4HHimHdEvbLDa9/oG2XphKPVSnceyIavkvkB175EzTa +kFgKZaOKufA+H+W92N5Nw1T779ujl8Lz8GHZ3xdGFmVQFtl0/l12Dp49Z/ia ++3I5rBdn20ZADlp3XD7973053PcQ9UopzsaYjj9/hUiq3fYkQfuVhV1m2u6O +hyrA7hBu5h34jrmHg3M0VlZCRWqTxiqb71jAtaW2UbMSpOTYl2WmM/DA1Sdx +zx5Q7Ut3+R3kykC/GfMPnb+p9oaIGXuJNHTgB6FhTxrYncBVbmHfUMfRST39 +Ow0qsGm7/6ZvKPXO4aBDO9UeI3o1aXcqRsV0Fs0p0uFd77L39PdJ2M49eCGj +mA7t/z1sTYtJxDTrQyFhvXTYqt0h/zEzAR3lim55CDCgICoj50bDF9xrGKFi +oMMA4VopnpMD8WhmbiqlZM6Ai9weJ/f8i0NtMQVDoecMGLti0r4oGYs6AxpN +X7IYoOZXtqVnewx24aWzVtUMeEXsvk87FI1Pb8pbbxpkgLQUP1+QWSRabrmq +83gN5S8921NOthGYs2TRbsVOEjKfNgWaPw/H4NTMzZ+OkPApy/T89aOhKD0/ +d9PrNglK4koDinc+oaHQWMKIAwk0e4Gn857BuDynceCwJwnXaptFKhKD8Czn +9vcvPpIwuzs1IoD8gO84n27OjqO85fdi77Wx96hg/lKhOYOELUyjsp2r3uHM +s50KIz9JIPR2XJpT8sdNq71xhEbChUSukTJDX6wc+evZ8pvyhngS59YxL3T8 +m7E/p40EoTpD+SKl1/i8K+WJWy8Jav6LJ4wfvcAC8+IVaiMk3DkVd2861wXl +ifXYPkHCrjURilKLjugiIn/uHpuEN28nHM+8tMP6plfxzP//veFajzf8a++g +kIVi+CXKa9IyF4/X6xsirfDEpjTKcwl1TjIOhw9Bsdnp7Swq/sfrnViRfRU2 +vBtLk6fiMAH7pWl1NnAwWOGn5jwJR95sIJz1HsHzq/vN9WZJ6FlVbadX6gRx +M5+zNadJKDpBiAqHuYJY1voO+THKQz7io3aX3SFgRT4/e4CEm9V3y5tWe8KN +tT+uZnSRoCJWEqlR9wYCf0YqmjWRwJsgjLVH/WA0YWs2+xflyZMHtgnIv4V9 +DSdOOpVS6xkxD1LlfQ/7mpV0JnNJAF8/PuuuANBt0RS8kExC3K78+xE/A4Fx +UJj7azgJj+1E9ZY8C4Fd3sP20q4kdIqp56pd/gxuM5PTR+6REN20V1RlXRgY +9/nkXjAjQfjpFReLf+FwxSDB5cJ+EgpOsva9GIgA+4+T1ZobKU+v9x753BAJ +/NH6/HLCJLRh1qXqzGjYW6YsWdTKgHe+eiuHYmJAVjfqnVsxA45e6S7jDYiF +Cyl9UmpfGZDCtVx5v108FNexOd7dZ8BzrZvLwxQTYcU/WiMnmw60BkkvbqUk +mJSuz0+roYPY3Wr+m/uSYVH70K19SXQ4V/l58b/QFHieclI4h/Jcz8QSVkv0 +N3iQMivakE4DwR/d6T7yaWDXuemcljsNdr7Ce4fj0yBcbImr7wUaPJK0H4lK +SId/VXrSlaxKENRq/2uR9h1Ipz9d/FsqYYdIbuS6vZnQtW+xMXy8As42vL9C +fs+EWJ+mYoXcCgix0m3ZnZMFvl53jq08VgE7A77XzhA5cCxYY/2jC+Vwrter +0J3xAzyntT7+1CmFR6k3XfafRih8/Zf/NmcpfHLUgMFfCJEK8pfkc0pggv+J +cewdAq7PpHFPbi4BtZBdDYJ3f8JsO8tr/VwRkEUhVb/sCqE86dopE8cCmBS7 +j6bPS+H9m1MfYvuy4QJ/xaeuH6Xw5/4WF9MD2ZDLln5y818p7M7MYKh4ZsHz +JoaKtV0ZeNvZFdxUyASRcIVvz26Uw5lvPzuumKaDwrbOqE/HK6Hk9p5nN/QT +wUzjjEfTSupzG+GmOaflDkV74m6ZniLh6rH30TqGLiAvt6jdRb0XiHvC4pOV +D4Dl+tvFnqsK2iVSvD/37MAfN9wOPXWsgj3Htq0YVnuFutvaM72sfsHLAGO+ +j53heCPzw5evZ2rAo/FhxJcn6eix+Wb1g3s1MK3+teM+ZGBSkPLs4bc18NEw +qtuM8zuyHOuO1dfWQP3Lkd8vn2fiK/VV/TwXaqF6sG9g8+Mc/Fr+Rt7EpA7q +eXfsfLOawKoDJqe2ONXBFm0xAS1bAie/bn84GVoHM3cT7p8pJ1DtDa3Eo6MO +gtfcL7388Ccy9AVvZF7/DXfTgs82VRQgs+lF1HKLP3Bfce1n5xPFKHrSgNbk ++Qd0s/bBVGAxqvzYOBmT8AdsIkx5PLqL0SWs8MjBkT/Af8m8hP9xCa405+y6 +bVsPrpuiCzk+lKLy7yrBvf71wPmirl22uRQv6oTt5kirh/3nG5NOSpdh5BZ4 +HjBZDy3iOsbfostQaeSJTOHDBvibvkrdKqocL5ieOPYmsAF4fIcbX3dQ96+q +tbZG2Q1QkZ6+5+O6Ciz+lkOMzjbAtrp8ay//CjR8yDaVfNYIbP8fqfbWlejQ +V+re+7kRigeCfUciKzHU6EPyN2wEntPLxo7+qcQ+VeXFo5xNsDRm/1jQARo+ +5rD7bO/WBHb28cH2EzT0OPrJNTaqCQp3PNv3j7pffvQtudVQ1ARrtrwaM9ah +Y470mj0HeZtBJbPFIJ26n1bc0lhtLdcMLsvf9kZR99fGFIv5MK1moG2wuWHZ +QcdZ9R+lPC+bwbfY77EDdf8VfN2boBzTDG4J/878oO7HEr+W+98qaQZuvYnQ +mlsMVL1y7TKNrwUMci7EWFH36xPxXocXNrVAwbnLnMyfDLw8lrFJUacFxPoV +xaGFgU9cBMbeurfA/DsRNaDu717lu34Xx7bAsq6gkyPyJIasuJTLKm2BzsdL +pG4cIjHByC1sS18LGB3rJ6PPkpgXnvjikkAr3LIa90y4SSKt//cd782tUPtA +1POxA+WHXRyn8SgV73+6YpkXifM/9SU2vG6FdcIHuZy+Up4QfLJ4Lr4V+r/c +2G2STeJ6/ejul+WtMHnxlT0H5ZkdHxnlWf2tsPSTxUlzyjuHOllJA0vawG5G +7ahXE4l6CjLvJBXaQPK+L4c95SWTe8cf6x1vg6In5uukKE/dzblv4nynDRTu +Keh7UN56xvXpyDePNhh/hybfWSS+OV6yuftLG2h6PxaJpLwW6j8q9F9lG8xa +bTh4mvJcSuPqCZ3BNjiuxkHPp7xntkJmKI+3HfpmK1MGqfhWRkZrnVg7vFbJ +62mg+tsYHf81ItcOhTLOj19Rnnw031rIr9wOBv+pO7Mo/zmH3/8urd0OtJ8h +6+UnSXylJRC/37AdAjMT3cRHSPTtDwnWv9EOQf6LI2WUZwO9d72xeNAOqoF+ +MaqtJIbtKnF2e9kO+9uqOWxqKd/WXbz/KaAd1s1+Nr1RTs338aj595h2iJI7 +sEsqn8SsdW4XyO/tsOvfCebHZBKJn6t1+0rawSK2bUNjGIll5okHOf+0w+Ho +c6YtviRWLdFQlOhtB6/5qxrRTiS2n7EQO8HfAatL4nJfGJHYN7XIby7eASt9 +chihmiQyg97NPpXvACX3pa4uO0jk7MxvS9bpgPJeq1OhC9R5falfXXa+A/KD +mrRauhm4UqG3qONmB3Bd2/Gxp5yBsveWf1n1qgNsw+Y+mfoyUIPrmt3Dsg54 +0H/EYakIA02WVG9y/NMB46rt1ttH6Oi4/HDDs54OMPGe0NSl0TF9vdShlzyd +YKyyX9HpBR3lVJv436t3wuCaO7cGBmmooXE8J/BUJ7xoK3wkVEhDk2PZliEm +nfC1SddXOYiGAec//Ip80glkbpNnmAYNBezOBn/L6oSPiXc9519X4kbHgpPf +SzshNaXL2sGoEg8/38WR87sTsGchfMlm6n3hK2L+c7ITjk2OJpoXVOBgQuWO +KsUueL090khrqBwZf48UDMd1QaOiwzrN/8pwYOib3VhmFzhd0zMj/pQi/6SM +/FRJF1xZsXDHKrAU1bk4vOa6u8DvzelHV8VLMXV9nsFSmW4YlZA8P720BN+d +V+rfHNQN/m8jRCt+FaJR+cbl11//Ba6cHG7xwnxMov01SQj6C00qowuXhPKR +pyomcTL+L2zWqxV4ZJiHKb83676o+AuHHnm/1v+bg3zd217GLO2Byrm/jmbT +mZi+oDTX590DIr+jex2HUlFYSavPyr8XFIx5Lm98+h6v7+Pb9z2iFyLqee9u +P+mPOQdKXyx864XV9953TKu8QfPDxzb41PTCFimFx7/uuWCe3kmTFNE+eJo1 +fvE92MDt2wa14wF9ED+1nsfX/xMUfTYnHgb3Q3rPyrvqLWmwg5eT/PKlH8rr +t7185J8OgRYhLS3Z/bCyXOr6jHYGWKrUzB6p74fPVU5GeYnfQbRafe9ysQGo +u7RqMdA2G67xSn6JezMACk/tH56j/wCaRWZW06cBSA7TObbPDkG5Wr9UOHEA +ll4vmuUQIkAw9HW3XeUAiCSYDaxNJeCbCmv9YYFB4D21zODI+E/gsqx+2+Ay +CKbnXSaHDYrAstoqYpnfIMjsME46FVoEv1WWpELYIAj9SM+d6S2CL7zqjOgf +g7BGzDdH8mEx6IcmCtz7Nwin9eMkjbxKII/3mHi04BBMnB1ck0WWwCbLbrn6 +NUNwUunSoO7KUphVWXvkkMoQPLjDwRB4Xwrh1a+eCtoPQfjtjqeBvmUguH+j +10G3IUgXEv9jQi8Du1D8aPN2CAxR9djRJeVw1HI683fqECyLidry5Fk5MHmv +j0eMDIHP67A7O00qQH0/3FS9NQy/c3VrJMYqQdrTvVbm4TBcOvNWQ3M9DTha +yMMCL4che8GU7+lxGhDOZpJ1kcPgOvcp/r8wGkCZy6+7bcNwz/bMTAHQYb1E +xSGDkWE4o2pmDeZ0WLBYmaA6PwzKJeq6xGs6/BCJfCmwdgRehW6+VEHS4dD5 +ItUIwxH4wTtf3HaKAevjl8W/Mh+BSRETCVMrBizMnvvP2m4EjNe1Lza8ZsCP +z3+Zqv4j0Ks6kfkDGfCZud1ENnwEhrVV8zc1MOCZxoNKgZQR2JUhk/1yjAEH +e/hi6ugjwKsndWmrFAmSKqdW5TWPAPdBT4e7SiTMvf7gHDE4AhPyJ1xjjpLQ +3NQ2/Gp2BDyPny2rvkRC3vbNl6yXjMJYzovocSsSQpxsygxWj4Jez08nXicS +nvzK2qsmPwpRRHeRoA/lLftjy5dojYIc+6bdwFcqX6nf09GzozBqGN1bmEXl +W904UHd1FA589fzjXUTluyN7Ic92FNRpe9p0SCpf3p3iCOdRqG+nR4zVU/mE +03a/9hkFXdso0qODymf2L9T68yjAVinJVf0kXP52RMgwcRSizxfreIySoMrj +5aCWNwpeXOprmZMkSBjW9spWjkJZ7aVbmjOUP2MlDZY0jsL1UEFB9zkSGmeu +F4z2jQIt8Hp3JuW7HN3Enb9ZoxCjG9/9m/IbneGgZ8LNBMN96pzdVJzPWv/i +lyATJGSz97ct/P/7w8JczZVMoEnSAsqo8T4duzmeuYYJmipGCmFUPq97S7ds +lWHC+aGbIjemqPkHJ5t+3syEJ4qb7kgwKW8XnQ1YocgEOe3em/n/X88wi+a2 +jwnFSrJwqpOEE/+FcLMPMSGJZb2zqoGqL6gfsNBmQqLxaxf1KhK23eq2aT3J +hPCPmu5hxVS9/V7FnjFgwqKHfzAzm4RlOdtaiy4z4UG8o+yuRKr+nVWiKteZ +kPdd8vXVUBKGltrrfrVgwsdVkVovfKn9UFrzfP19qj/96J8gZ8rzxvlZfg5M +OGt8uiTMmtqfl1dGeZ4zIWgNR9RHY2p/6uMvD/oyYYn+zU+3lSk/Lj7o4Ahi +wiShkXSDOm8ZmzRv/BfOBNXFv+IK/CQw7FqtD6cygVXXUM1fw4Cm4K+ThtlM +cM/y27UxkwF9BY8eW/5kQvKpSu6lHxnAuWKV64dfTAgTGohUu8wAYZV2/sQG +JvQFpbS/VmWAhGmiV0EHE+5LR96NWcMApUSdgOExaj45q9v1q+lw49iT+CMr +x2DzpNaV8L10uGdzbIeRxBjkneRZ67eUDk4f/ku7KzsGQeFG6y630yDwb0pe +0O4x2G60WOvxkgYVLn/JUf0xkHK/9OxpcSXszNGbDn47BkvdjhRYi1SAWsda +x9TgMTi/KJzIrqHeNwL9iyWRVHt2yImnH8rhqqHrkvG0MQgVP37AdW05vBvP +lDxaOwZyMzumSsTLgK0gc2RSdBzWzOwSeNhVDDz6I6VL1o1Dt8vaxyOBxbDi +ce4JKblxUKV9Pux1shgUSg0Mj+8dB7cPPwnt9CIwvuZxO8xgHPQGtT4te1QI +BcETPicCxsF5e69waBMBRpOJdn8+jcNN00jdYg8CmCduGV2NHoer5ndvXdxP +wLqFZtlH6eNQd+R6e9YWhEdmJRmR1ePA2Wa9bL1nHuyQC2qaFZ4Aq+m+krvS +mRCUdEg+3n0CPGP7Tnx6FguK/DNLlXwmoPqL4spXS2KgxDSN+SNgAhZoAy6p +b6NgcvnmnNroCeh7nRM9ER0OevdXnOQomoBCZwudA+4fgEel+955jkkIrLJv +iN0qgzY/X//gfTwJxP3yGyZhsbhxtdXYbpdJiK1oiPq1Jx7/3D290ez1JHy/ +slfocMkXPCQp7pETNAl5PeFva3oTcenDKAPrnEl4osmvxSX8DWO24VD9v0n4 +3Gy/1HBdFl50jZDi45mCjuTdnHuaslCo8YX+nmVT8F68+5tIYDbauZ/I8pac +Ap7rW/rihXPxcGeDq8bBKTBcfHraZyQfmz9MSiQ8m4K2uFU3jbJ/ou/In5MN +L6fA4epxMQ/hAjyilevM5zMF+l2uQRzXCvDLuEuPWegUKF+75Zu6pBAfnhT5 +JkZMwbblzI7ik0W4klvhmBPnNFg+2qPdl1iCJUZCTxKWTFPvjZKy0akSfJzC +TGpYMQ0S6/T9BQ+WYrtxpqiS7DRUNEb53C0rxcQszfY+jWkIPyNpEVFThkfv +mj7Ud5sGlVnFt5bZFfhyeqfglOc0PFpjcTJnuAILn3F8+vB2GsofcUyKyVTi +IZ/wguaIabjwWLh+1K0SlVK6hG7+nIYlJY+D59VpeE8lPWxJ+TQY/tyzzsOK +hsmE256EqmmQffNvuTh1X1T4JWc01jYN6Juzf9swDaXHb0Y5LkzDMrm3MxKv +6WjioLJvPR8Ltsg3Kj9PpGMw15IKQogFUY9p8a1VdPxv1ZdR3nUs2CYWoHFP +lIHngh2ex21kwSXbMYFYJQb6bdAV093GgkNBYtq0swxcpjR0wFeVBesULzG6 +3jDweF4effcRFgx81uar/cJAd01vs7rjLHjkHP4mpZiBXAY7XkpcZMH0uke1 +CmwGqrcsrM6/woKVO3fQSkRIfGpOfjW9zQKLE/WvdDeRyLa3+RX1iAV5Ixt2 +LTtNovKC+nUdZxbc5rOO1r5G4v2XK1j97izoeyrMvGFP+UK487WXDwvMJJff +tXxJ4kjAN8mdH1hwvtf6pWEAidukXJN/fWbB0efrvmyMJvF27FkNuxgWZCpx +nvv9jcSYnRvr/ktiQWgAxxILJLE7c/JmdgYLZLu4LnRWkCirXjx7KZ8FW8cm +G1TrSDQte++9UMSCZdW0XQ8p/4ScviEdTqPWL+a97B3lo8Z65bQjtSzIztCR +8R8mcfUVfu2eJha0R0jvsp0g0aD/T/2rLhbozp3i30X5y982zmLrILWevg2P +f1Heq5p5tEAfZ4G1ONcNfcpvws+P+dnMssC561bm////TVdQYuMqLjaMSjHN +pqj4lf/A94wlbNB/ecxMnIpLJHKPXVjBhsxK9fw18yTyRHo2z65mg8/F3Ndz +MyQe3nrZ+pM0G2pSMztwivJn2jYu9c1sMLx9YvAak/Kz6vy7zp1suNoU87uv +n8TZQrr8i31sCL+/pFWvk8R9Jz7nyAMbTCPLtQIaSLSrvXuyQpsNxxxPXkaS +xG+Xod1Sjw2BAwIOFUWUx7pF7osYsmE20oEzK4vys1U77zdjNkjEbTZ9RXk7 +/qnLVpYlG2o7TFxqvEmMcIyzum/HhuZZxaGopyR+fEwmjzqyYXdR4sEbliR6 +2K9T6vNgg93+P2M52iQ+v6/54Lo/G46GLwad2k2io61FVnsQG7qVMO23JImW +VtlqDXFsqHykshVHGHjdov2ZQQob1i7bKy77m4HGt/l//spkw5DUYT+HPAbq +mRtoVZSwIcl7a7LISwYqGo+dzO1mw6qVXDx/lzFw86XVvvuG2ODqsuAvPERH +GSOoTptgg3phYMDeCjquNPA2TOCageNiuwKcXek4eWKL6SfpGXD/Nf9u2wAN +h46fDl+zeQaSXN/EX/tJw79HH3a93zkDki03dCI+0PC3ZvHNN4dm4MIV6wrV +wzTMUrti43R5BlaLBd9dQvkv5cCrb/+uzcDAKZFVMRcqMV4lefKhxQxsKKdb +GcpX4kel+Uc2DjMg7HVtmv2zAp9sC3K5EjgDtM3FLfaU/9Qlf/kfqZ2B3MwL +z4bEy1BFgl2LTTMw6flz06eGUty1WkpcrWsGHFtFc50+lqKsqFWw0vgMyL0r +3NO1phR5li2Jkls+C6HSYVlmIiVY9k89g//ELHRmLjug/KcQW1i+WpvOzYKB +yb7XRS8LcXyivU7z8iwY6kUbeO0tRMkh52kXy1k44vjnXJ1vAdo2E/vmvGZB +7T+bdfGHfqJEvnoOkz4LNp+eLoZP5qHlM3VsOPUPHr+7NmIjloorONXLv56d +g8XmJzsPXA2DlB1Ps+HSHGx7GH4moykcTl/Oia+5Ogf1F1RO+Z+LhDeZSh7/ +bOfgyTOH/IOaMbDs7hZdXd85uNGizRxZkwB8TSvpA7Q5UJMpOZFXngaz6X+r +tmjPQ+O8T2lY2g8I6pT9mX9yHjJb1T7suYigstws9YzBPBiEqxemLCI8tGj0 +e3x9HkJNxL/ERxIwKUPqlz+fB5HzlwpOdv+EkTdZtbdwHsytlsor6xSBd95U +0VwJ1d6ud+WlbxFsG9id4cuYh611pJN0QxFYaCW+z2qZh83Cqtc33yr+Xw1n +Hk3VGv7x4+zt7MpNNwehDCG5UabKDXmfkJSEKBUaFBUVN0IlIaTJ0E+pxC1j +IQrJ2Jv54JyzVZQKFQ2mRvN4fvuu9fv9+axnr3c9z/fZw/ez1n5f1DN5d/us +qWmk/mtsntmZOtR16FJb5t8z6ORzO6MroTyUHP9LthNmkHCRZdDhah7a9cxp +m/TGGVSnu2eNBdmAXixQfxGycwbtEjSn94U1oKq68qadp2bQPm8NtULfRhT8 +W3VObNgMOrJc9bnJg0ZkpHTBqu7iDIrOPCH98HMjyj+xrVY/cQY5vd1pZOPQ +hO6qf38qUT6D9l4ZSFZfzEcudo7T62pmUEqg9voaez6SCyo1DuTPIGt8w2tt +KB/Fvows/tQ+gwJOWkQXtvPRZtHAiMLnGTTI3fkyd5YAzdJyWGX/bQapTHou +O20gQCFhyvkV00z+WoLGuQgBMsmN+DkoLkItsqn+ZTkCNPamf8UySRGarfFw +BWb8pY9ecfZ1JRGiA5WLVBcK0d4PduneSIR0T+9j6ycJ0aI/nnSnbxChXR2q +C5NKhajNUFG13VaEzm/ckc57JUR2Mb3JVntFSF7O9byLBOPXy2w7gg+JUJbr +ofIqNRrxvjxe+NhHhELvn1D8bEQjMA27sThUhB75B+Tucmf8/OGeV04XREhG +7qN6TiCNiq9tkYmOE6GoH1aORRdp5FdZ6FBzU4TGImRCAxNppPtN4erEXRHi ++rCmf2Ux/l8utFk3S4QS3BSXqjK8cM/iq+TBfBHil33wmlVHowM+NjZJpSLU +FbpkfdpzGinfLrj0skqE+lr1jYbfMfxUL984u0mE1r979n7iE42uD56dBS9F +aAN3+nXhAI22Kn+x9H8nQh3a0S9UB2kkab05IqdbhJZYJVy2GKNRo39+dVe/ +COEHpc3yDD9Fpsix5YeYeHxhQArDV2bCYLCdEiGj0n3u//0/KQo6js3YLLAI +LYoWMHHH1fROVw4L3D0bBr2Z68vutU0HzmFBGFeYUjtJo5tPJRTjJVmwdHbQ +E+EojQJaTE3ypFhgmzHX+dLv//bX/ePcKMuCtIOmNZP9NDJgpZ/6rMCCnflW +hipMP/Nl226ylFlwW7JbfPwtjX5oSZQsVGPBu1aTmEiGv7KCevPUlrLA+Kvx +JJvhLw9BfYaWFgv2xusMA8O7i5Uykgx0WJClPT4FjN7tx8LjjQ1Y8Hl4IJlg +5nEDu10yN2TBvQd83wvMvBz+XBdmbcz0F12p8pKZZ+OjaW9ncyZ+c7S10J7R +h93usX8DC+jz4L7FhEbrHEpdvaxZYHDFtiN3CTP/IX/r0w4siJ7wUuQNCZHf ++m1m55xY4LwljQ57K0Q61w3WXHJm9PrX2XQWFqIMw58aiftZ4Ci/IDsgXIjc +ooSKqQdZ0NasOrTfXYgU3+RIZ3ux4H5GeozyeiGKP3WYXebLAj2vB69niwlR +WEVXx9tzLNA86jXc7ClAppKVLV3nWeC5pafe1UyAxnf/29R3iQXlK8bsa+WY +54XlUjLxPyxo/z65UKuKj3abt8YrpLEAUqO+hVJ8pBBfcEn1Hgtmh2fHSb9q +Qq2f4sKW5TD6wyvd2NQmtDlyi49RIQuUF8c6bjJuQkYN9da7alhQUJNlRO5u +RDK2pexbn1hw5VS8aehxHmr+98b43R4WCAptpO7p8tDln/4/7w+wYKh569H2 +b/WIfdWgs2SImRe/5u9A93r0syWn5A0pBpF/j9yv31iH+Lv+9ZFfIgYxl/qP +o95qtNnCb0G7phiYhNv/GEiuRoLlG58ma4uBrDlp9cOhGglZgxLqK8WA3+/D +nyqrQs0ZlpkrzMXAs1J8fnh4JWr5/a3DfJ8YNMfqbFgzWIHaL5pYH0sSA+rH +MQ+/eQXoW+mbJdUybNjdMfuJvXQcDlKrHnwlzwbZRpeD39fH4zmXcyr7FNmw +3X2HXpl/AtZ0PesqpcGGrt8Sxm6tSfiASP3avtVs8JnqdMhal47fmvuQLCc2 +/Imtl7h8fIgP5+x8wXVmg2OyafHjjEd4TNr8ztI9bHg8pm21yysfy36RMbE9 +yAb9ia2fDvwuwPZRZb7JAWzgr/M5kj5ShHl8TrfJDSbve6B54fNy7LTq50O7 +22z4ffljQeT5Cvwl6U3wgTts0PYka6tMnmLSO0fh8j02ZEsHHI9LxRjN37r1 +XTEb5oUWHvqgW4mLtiVVnnzDhq9lH8/9JajG659GxlzpYIOSlp2buWINbtHw +cb37kQ15p30no4/U4F+jZuO8XjY0eMU9yp1Vi7Vv9ejKTbBBZMt1LFldh1M7 +De4UKRDgaifbve8gD4+85ypFKBFQq8OlX6Xx8KaPg4kOqgSMRsMJ7488/Lu7 +IOHnXwRonTkeSuxowGa9BjHL1hBwI2Dc6oxRI77ex507bkLA3PTukFc+jbiv +f/BiPRDQ3+u13zyjEV/9XhB5wIoAjaRLpXaSTbhr0CA42YmAI2bVEdTLJrx6 +mDt1xJmADBfRgyYxPr44MnjSeA8BfjKs0Gs6fKw/XnCizYOA4gVzmgyi+Dh0 +xuColD8Bt9NHd/gsF+AWEbf/w0kC1mz+mzR0FGBNsaFDeWcIML+958LoSQFu +JgoPbI4g4MKtV5/2VgmwyuyVLpHxTN5JzzTfUoj95ki/dbxBQNqJ9Ffq7kLM +kxhyUrtNgKpeSOX5MCH2kSx0eJZKQOoPqzMKpUJcMy/+eXQmAUbGZ1ytWoRY +br6frWs2AWN/FOW6fRNizF1pPZFPwFS2i/ZOxt9KyUg38IoIUK7lPDZg/K+H +7JBlQikBi9JMDo4y/rh0QUuN+1MCNh9yv5C6i+EJ+UKzlVUEbJnK8jI8SmM3 +hfhn7DoCktawDuUH07hooZ/p8wYCnhVqdHFjaLxbaaXRsecEeFcu+DMqh/H3 +ytLFJq0EvAhPLr9ZQmPO4qFVEm8I6FQIbIuppfEu1ZaCN+0E/CgoHTvcTONc +tUK9ex8IOCvwKF/6lsbsJfF5/p8IMLjmyecxPLFdw2/5+h4CJAfT3m3uo3HW +Usds7gAB7UY9GQUMj8xorvyr6wcBKeFTQ1MMr2xdJp35cJAAqZy71zUnGH7T +GlI/O0rAx5FYj9UM70xot6TYTBLwc1/wRg2Gh7asKFRZJCLA5pr8ijEmTtGJ +T+5jkzASLDk3h4lHdP0WlXBIcIwX713H8NYmfcdb5+eQcKY0VVjC8FiSwUq5 +7ZIk6LZeaOEyvCb0xkfnS5Fw50PQK0+G51g5m6r5MiSkdK7el8fwnl5Pq1yU +PAlHUofTPzI86Ka+75i5IgkFslrvxd7TOH7vQPWMCglJa0/b/fmKxrW3A+RL +1UmoGC6xnMtn6mlje5/QJEFqX8+C8Wc01pSJrtHVJmEloa/WUsjoay+vMKBD +wteY3ubkTBpfupLmnWlAQotnxNWdNxl+a9CpdTMkobctsYu8yPCweJmCkjEJ +1t2dFndP0ljFzNLnjSkJfwwssNQ5RGP74Oe18WYkNA6pBuVto3HhyFcfiU0k +BD50lbiwnMZf9H3r6mxIuFXhW9G9gMYLvGcWhtmTsGtg0XYDMRqf+ipdP7aD +BK7CE9vCZiHOVruzqNDlv/7A/muRELfv0TruvZeENc+DT0ndFmLUtk7xy0ES +YjS7vzjuZ+5/acHxu14kWBj5zj+2XohT7HbwXLxJqJ8K0j+nIcRkwzHfl/4k +bLGYfT79swA3liQ2PIsgYfbUZGavkwBPDWsoB10gIST1l7+YvgAv18/3M7xC +wvXdTqeUJAQ4NounnBtPgpq/2J6jpXy8LXH4RGIqs9705KqIuXwc+TqkaXsm +CRfVnYlv75twMfePxVLZJARQzq7uj5qwwmVVflQ+CbevzZq5Yt+EPwTZqvpX +MvFwdtJAZCOWKnkboFdLgu/pCTPO1kZsPuwuGOCRsIeaEq5d1IgzjgYF7m8m +ITT13tu5uQ3Ya/d9od17EjZZJSp71DPvR0Sc1ppm6l++7K/8F3V49WTKqKGY +OGxLDu7tv1iH/YvM/CzExeH7Q7vidWZ1eFg77KjrXHH4mOIibpNbi4fkxfbG +KIqDZN5098qgGoa3ZiwG14rDpb6QgPFflfhb5oRkWbA4iPvsOs0rLsaf5v1O +2cTiwNW2Ws8NtstR7/4oej7JgY4XaSuK4w6j70+UptooDtS0eu8XZASi0T3W +2w7O44Dnmhz9Tp0oNOdhGhWuxAEtPmF943sC0rVzOlJhwoH8r3VSo0WZ6Exs ++Srdkxx4qPq7ahU8QWGftrqNBnEgvdBAr/znExT5d2/00xAOKCfNfe19pxjF +fpDp2RzFgZbzaumW0yUoTdf71uEEDoRr64zPySlHjc2LRSmPOfBd/ErywYFn +iFYv1vIs4UDIC8+ufBPmex64ZYdeBQfkjz5287hciTpUTj/CNRxg+49qTP5V +hX76tOxvf8mBI7w6+1jXaiQ7/zxP5jcH5EJdQlXSalGModo/NiMcKNKpaar4 +VYtm7cbyERMceKLMcfA0rUOTWaOeQ2wKNN1Sp7tb6tAHi0NzX3IpKNp/zpk1 +Uo92epFFc+QoULmb3VFhzEMv4u7sNltEQarB7rP/hPBQTWdb3iN1CsYfvXPP +4zSg+4Ebt8auomDzWNKy1ZxGpPrv54n6NUzeI6rW0bwR3a4NTRWtpSC02cbY +4WwjipYqHTpmSUFK6dipz4ON6HjOsgQbJwrewz/7Fegm1P+iDkU4U/BzUOrG +bzYfHRh36ynfQ0GWx/nAhFV85GSZuEb7EAVLy28lmibwkckHifY5Jymonqf0 +jWctQI8598LNzlAQhg5k8k8I0IrlFstPhVLgnpireSVZgBafCgruvUDBl1tN +cWsHBOjWHbmli6MpOGgAS5bNFyLp+kJ6x1UKXhxe/Jq/Uog40t9UeLco8Irw +j1oRKERnjS40iJIpeL0oNa0vQYjG9i45bphKQba7QM6pSIj6H7hWZ2RTEO+2 +54PxDyE60DLu1ZlHgbJzXPWj2TTqnLgmLVtIQcwWH6WXqjRq3iB0jyinIOHE +xASX8eMbj3lKVjyj4OQ/y0P1PGhUFc95MlTD1F+sHzVykkYmZSl7tBsoaFVT +M3S7TKPHH01nHRBQwA35VO2bRKMVs949THxOwdVV+r7LHjD8tSJg58tWZn3b +9BsRZQw/bOOyJd5SkP6+7Ho4j0a3TudlmXVSkFvxvlOjhUbcFGuHU10UnEg7 +8surk0aXeV8nH32hoOf+Y1eHrzQS/3EurbeP0Ys7p6r9O42CZVRsFv+gIC6i +pIkaptGocfnwjkEKzsQsMGwZp5GP247k2FEK9OKC6XXTNOqLGrLkTVKwcdre +247hrf87vxH+//zG/wWsgzki + "]]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.05]}}}, + PlotRange->{{-1.35, 1.35}, {-0.28, 0.28}}]], "Output", + CellChangeTimes->{3.666103640615457*^9, 3.666355897161044*^9, + 3.6664282085094976`*^9, 3.667305759685389*^9, 3.667306041476419*^9, + 3.6694686684023438`*^9, 3.669468952586009*^9, 3.669469019735528*^9, + 3.6694692038374166`*^9, 3.6774163634542847`*^9, + 3.677416441938417*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ +eJy1XAd8V0Xyf+mAoHCHCqcUwbPi+f+r2LChqCeo2BGpkRY6CCqoIF2K9Koi +TUroSJMSeg0gIXQTSkiAEEIgIYQUksztd2dn3/sF71D4mc/nJXn79s3Mzk7d +t7NvhHeNaNE+vGvrZuGVX/0kvFNE62ZdKr/S8RPVFBTgOAERjuPUqezgf1L/ +ml/6pzV+mZvf+b+d/hNClHqYKKob0ex3iEbdTdQn2Akk6uXg2YBSRN8/RrRc +9d47nSg/x+ku7+XnEB1eRLS4OVH/4kS9A/k99atvqBNENOFhol9/IMo667Rl +nG30H/Xo1E6in17VWCyufgrGmPsUrBJEQ24lGvoP9FTP1O/eQUxjTrrzqcDI +TOa2gWVMv2CFOIzou0f5Gl7Rvt43lGh+A6IzsY4ZfYT+o3pnJPLIezl8fXOL +ouwVopR9oEn1KUZ0JZvo4DzmTu8g7jfo70Q7xhAVFnT2dpvyAhhhQN1MtEyN +/Ogq9exysHQryCNK3Ey0rifRsAoGcwDRwsZE2RdaMX0t9Z9QwCeKHq1moiT3 +xGz8tuQmeXw5jWjNl8w0PP6xBtH5Ix3lcdJWorEP8iOQtfpzotzMEvIYpOyZ +SjSyKnfppxiyojPjdlpIr+zzRJFvc4+BpdWcfq8eFN4scnDxJNH01/gx5OXA +HCNboejGXOoTzM8xxvSEm+UxOPZLB5f5EKW8rOaMv7kgSFivhOEO7jHpGQXg +hPM3/SyY5atfMWbghr5t5BUMbGETM1Oq82+LzSvq2cH5Clx5fjbxSaJLKU4z +xthMuiRtUySbiV6g5KbgilNWniXHQDT52dLWmCCnlTzLzSSa+iI/G1cNM+G+ +By7OfJ2fjb5HP/uY0X4sg4FUgMEYzIzat3sZPPYBfhMCk5dl5kY9y7ukePIs +P5v2sqLgonObPCvMV/LXxrx3J1FanBPOGMMFI/QQEg+pjp1WXt68nKqaS/Gb +U18CJJc3ORlEk5/jZ7PfBaudcvIM0728PT/DjJ077DRljE0FY1o80eBbeYx7 +pt4hb15KYY7hzUXoXGiINGOcWpOfQTXzc507BBwEWsaXkdSEkTWRp5fOsNKi +x+ZBFaQ5J51o/L+4OapbU0u9UrURlbl5yvOaz/aVFZ3NrD6E9saMp7EXIJ4w +wErSnJHEhKF55zhL1YpPjLKUhBGr6GXevPr8aNabmumNGA9MWF4WmR/nI+8b +s+ryGzBvimmVBUnKXpYlaF7ChkbSDG2X2TkTa3sD+g9PiFB70DIhHrSq8/re +xhRVhxOoIs3H1jC2Ibdj5A2k+eR21lBYqOTdtnfWWXdqYibr3gGYakaL1o39 +dN/68saRFSynID0j6W5p3jnOqPJTkAzbG95B815B3R9pe6fsY0pwpez7yKBd +1JTRflueURxd7Xwob6QnsLGHD0nado9uVl3mvM9ol7Ryu4JRMFBoX/35PdIc +M5mb4NxyMz80OLcNC9DuSfutE5sYAXiXmfyBvJmfywYfb+8Ye68VN6WCo+/l +5r3T69l56WXsQC2Qcq9QCnXSEvKRU8/gPhkdAHwBEBHHYUdHtGWw5/0C6/6S +kpKoRYsWVKNGDapVqxa9+OKL+n78+PF0+fLlGrpbGG3evJk6deqku9x99930 +8ssvU9euXWnPnj3aE2ha4A6BYl59537vlEBABpaBNxas2dnZNHnyZKpXrx5V +q1aNnnzySXr77bdp5MiRlJqaWsN0O3nyJA0YMIDuvfdejfmll16ili1b0tSp +UwEiRJDAEWJmByt7nHn6Pq/ci9nZNSHUDGX58uUaF4YAoPjbrFkzWrJkiSOI +c3Nzafr06VS/fn2qWrWq7od3RowYAfpCZMQwDSPu0jOt2H1grstuePYpxqxt +GoC+WqsvXbpE7dq1ozfffJPmzJlDmZmZiJE0vRht48aNNTN++eWXJ03zggUL +qGbNmtSlSxc6cOBAkGneuXMntWrVij788ENvM8UvZ6SwdTnpD0jz9hHG9L0A +8ZHeM2bM0OjGjBlDaWlpgYbKrKwsmjdvnuZ3r169cO884XnWuXNnql27Ni1b +tgzzYEdw4sQJ+vjjj+mZZ54BOy1NuRdVFFKF1fW3JZam1ENsJiEfKfuk9969 +ezW/waaff/5ZmhctWkTvvvsuffDBB+CUcCcyMpKeffZZGjduHJ06dUpGoPhK +s2fPphdeeEFz6MqVK2YOgtiaalsYgVmDMQw0864DRjgwqGvybj2T+/bt0/xX +chNmkGZkZFDbtm21RuTl5VU3gMeOHauHvm3bNifMQPz111+pSpUqYAcLBmI6 +WCLwInHzg7pbcdLWHu5Py8s3uidk5amnntJYlEAaPQumwsJC6tevHz3yyCOU +mJgo2JUq0vPPP0+LFy+22AGiTZs2AoIpEJOxvH01GXbsT8aI3Y9gVveaOHEi +vfPOO5jTMIMhJiZGiwQ0pbohRtkITQjERGEQxN999502JZBp/bNnGmNAqHPl +smE7z0goZxomrNq0LkpPf0pKSgmDF5YC4qZG4zxq2nr06EGffvopFRQUaPYB +DEbYsGFD+uEHFTfOrccg1/Z4SLBknrbGPuNglB7K+vXrBUt8fLzm36FDhywW +JX/a+ChiHImrYXygvnmxsxgDgo0r2RaLSNfyDtS9e3dNpJqx4gYi+AWr8uOP +P1osyqJoZikRt1iOHTtGzz33HP22YTYH93C+p3exoDrBokImDJ7TohKEsqQB +qKwHvfbaa1pv/9+0ff7551rNcXeT0ZL8/Hya0OElN/dQofC/BPShBbr9ZLeb +6EDMDgF9+vRpTdfBgwct6DVr1mh0Fy9edEqa19ctnU0ZX4Vy0payz0LNvqDD +3EIFeVrvJgIVIt26dWt4HQs1PT1dz8fWrVst1JMnk2h/51LiyYJ8uXHg1y2U +/FkI+4ITG0sZQAsXLtTGG6LysGn75ptvqE+fPvpOgOuoQrmQvK+DaNWM4Q+b +5pycHFrVrqLkMAL17NmzmjzlQC1UmC64E/C9lEA1Mdy0VtXAb4H684iOmgk6 +Mc4842UERPinn36yUCHWr7/+Om3fvt2FitRIvX7wk5spMeFokK8+gTZYvvM7 +I9nQwPjmZgrp8O0QTdw9ZNpg7hs0aAACDJIQS3r+xoGagOjoaEfEHITCWS1b +GGlcoEJzLEpQQJmgxfAOgkI5GE2VEiEXxe6JNvUbP24M1NpIYAj179+f6tSp +w0sNnB44Al9ZXapbty68oOkfRM2bN9cK686pEr8LxzlvVWxO2L1a06RU0KgR +/wnTevDGG29oA6d/lkYYHW7n3GygIygyRtx50LQpJdAy4M63EvY9U9xkXcWM +EGM4BZiQaqbPoEGDtATqnyMrmXlgYm6mHeGqVauoSZMmPvjA9Lfeeot27drl +4kMegiyv/01IOzVIqJLihMW3f/9+7cLgFXX6p1cmAqAkFh9mB6FOQkKCeS9I +O1XQ6nIU9r2Q00aMcetQjQ/2RgmD48PWYtr0ff/992R/kEHLMsuJTYIZwSDC +Tyj6A6YNZhIUKzPoyjxGiqwHI02LDzRdd+/erdUbkiuv79ixQwcKuJN+Op8H +0cva2kmFUZwwYYK+k3e/+uorodoyxy6BbB1q4UEtQaKXbARHTz/9tGaiBEWK +ycxsrAtcyRaQSpn0XHrJhguHa3GVMBiRq5sCFeZrqAEgMgDTYxwpa74ObTEP +1j2cjGZmj/onvK6gjoqK0mKrxN4E6kE6nBHxvmrU20cYkEE0bNgwHaXj7j7T +BhFHFHnu3DnHxnwIvvXKUwDWeASkisO0Dh49etSihqRDu1zUwW5EgrxV4tUg +WrduHVWvXl2Hc/I6EgJYL0Mz/17SUvJ1O9eIzr799lsfypXH0pw4f/68R8wS +jckohhA1iBmuMAbASQdAmTTDoTB4F1EJJwTKkq/k7D9tSVvq/FNnKtemHIU0 +CqEKHSpQrwW9KDMnE+GWxq0iAOrbt6++k3QO5qtDhw5W1UjFA2mZab8PK9pH +MGSCYCNgNVXYaofZtGlTWrp0qQxQg6Xja41vqEppF5L+G7kS+6kJo1dffVXL +jFCr5lsbdHDgmtSeO8KLdYisz+6XDEr5OerZs6cPEyCGsGA+1CLTwsKcCoPS +jqy7FrVgAjyWSowsE5DjrV271sPb4v+d2im1zLrSQJ7bADp+/HgAMg0992Co +0nsNJUQgKutWp01xcuo7fH2krgb6r7IFqkW91y2yG5kfmza///772obh7p8e +bt9///3afYaZ3nWG1Pk92BZ0h0Aw1kNSELIDLaIqhHFkbUOlBzpHc0lQCBa3 +oDotnT9MusBHjoBMBHcCH0HExo0bPfCvTXo7h9edPFyB9Tbu2HJFIkK4W0v6 +wfnXRTpYAwmBPAvp0D5kSq6EXJv07uV5PVpAB2DdQMtIx44dLVYW45JaLkMb +hzK0RuoC5Wr0Tid1tTX3DRnbrRG3ijifOXNGZyswe8IMxAai0yE3Bh6rAPCE +uLvbo9twyornhtfXDR5ZOyJjL3gsarRv394f1CMjgUspyhwRwhsEj+Rz8ODB +PtQjYYPrh3reEHMgJzoo85GTUlSjVw0GFK6ujurqoa7+6hqkrn7q+lJd7dXV +mAF+NecrRwieNGkSDRw4UN9VNW1IgUSyQ/2AAzYL6yJeHMhq4Z9vFIdYACwd +vPLKK1pDBQd8LlZ74HH8MQ74YAlwBQeCWSxw+YtXCPKK8gqZ07Zt2/zEK/Pn +FopLjnPlr5N5bbS6Jqlrmrp+VNdIdfU2smnk8VLOJct2yDFyobi4OKeKabva +8PoH16lTp3RQgcy8imdKYOtc1vgHF5Le4cOH6zvBBTOxZcsWj5n463iIpTjY +DFd0/YMLaoL8EmoiuBCgQ8T8xcMQXzGrPbg2+8IIdX2trjHqmqWuJepaYf7O +MOC+UFcLBjU+arzVChVO6alHqnOXacNKpURo/sSFxcjRo0fru8qe6YB1cWPX +G8PlnXqshanx2XEhLfO1KP4ZF9YIJSYXXMi5kVD5GxeWAiR7Eh4ie0I2lpyc +7BceGjELwZcRpzRuqER4CQ65OqhrgLqmqGupuqLVFauureparK6JRqLbOBp9 +xYiKOnFjWEF65VMvC2tNV23u09/7T3J8fPbCyiwDkS6KNny7CWscdl20PdTt +IR8kEBksoWPxM+jatOn/Ag1JCGGxYMF36idY/3vLdROnGOcEXoUG370w0xbN +/6aOiQimadOm6cViE+L8FRMLUzd06NA/O7G7du3SXuYvn1hwbezYsX96YqHX ++MbxF00stEwFcWYyAhoEsL3/RF1D1DVdXavVtV9dyeqKUddyg2ugw+GJoiHw +o0BDPmAFwY9r44c1cd3mPv29/zjc1QvsWEaoW7dusO2gKEOQqU3JdVAW1iTM +RaYo+/e//00VKlTQWAOvTZm8BhIgJpUrV/a8pqlUU3G9xCm2eaAFGebhO/jj +jz+uMQdem7pgw0F8njLLXy5j/TutWB5H1A2f9senFUv0YPtfOa34KnjnnXde +z7TCrP+V0+qGS8WbFv99jd1hNHab0dgfjca2ZY29r+t9jnw2xAo+vsbiroJp +6927N82aNUvfFfMjLuy4mDt3rr6707RhsRsZwNmzZ02/G8Mli6AQEiTvKoq1 +48LKOKJnf48Ln+L196QiPMTyh79x4dsV9h8U5SG8YWpqql94WCQqr/VNrasj +r0jHN/Ka6XDkhVzSRF6jVo5y5Bs4vuLPnDlT393hET18X8FdcT/gEhZh6uHl +IFLCIiwF4/u6v3FhJRHbQLzjwiemu+66Szsrf+ASHn7xxRd2DF4eYq+Tv8cF +kYIhw/cL4SG+KfiTh0XE7PCpw1fnkQA32eE8EvnkKHX1cXi5wuSRmdmZlkXy +6Qya8A/TBieDthMnTph+/sG1YcMG/UkOd4ILq5GIU5B8+hMXcu6vv/7aBxe+ +80riVNyPuBA1wSnju7KXh3C57nYV/+DCGgl2JXjHFRcXZ620P3AZMeM8shRV +71HdXQ0DqJ4OG8hB5i+kFI63CYPoMqOLI5so4EDwGQJ35U0bVvmwlIu7m/yA +A1/pVq5cqe/KediP7R/4uFnyBnDcZOAhv0ZgnJaWZseBnF9E1x/jAK/EMnp5 +JRbEHziwcxGrqkV5hejtyJEjN8SrUK/Y8Cp8cKNgVwojjKR1Mn9buVJXpnlJ ++TaMVRNkfri73bQdOnRIB4oM+DrAtygjX72R/z7xxBPaTJfzMBnfz/wAfvv2 +7Xr13Uu9fAHFEuR1gvdukpg/f74PeDg0LGxfP/WlvcxBaHnhwgXLHG9W7wO+ +YdAfpd58YJG9gTX713S/4V39Ha9du0De/ZifY7c/IEAAYVC/20wbPBfEFkte +wh/sFq/JDhPwPkJubcDbT4ftprZT9pH7r1+/nt577z19J3AhbLLz45Y/QTKK +SsjdsfHll1/asFNAw/mMGjXKpx/tnfGnSIazgXNGrCZwocFYQUXo/kdJVtEr +/dLRh5RNmzZZ3yKgDxw4oIXXZx+M2edUs2UAoP0vqjmQN16pBCWdS6KGYxtS +6RalKbBBIJVtVZbaTm5LqRdTmRp86F/TXaYT2oSvz0B+q2lDTCfeo5QBS/sj +7da1pHOJ/w1FGQMCq3RiVMuaNux8wvICYp4y16I2drZbaOBuI4JAwkdgFoRa +LG75sk9Re/GU2fwaRknxa69FLXaXywYqAQvhklyp9LWoPX+Ct/9g91HSVuEt +0i0xemU9IzBbhY1KlXB3Hm3s/7+mj5XbsC6Y95ehyALbWmKnCVJYWvny83fT +hg+VEiJYCUMpFuoUsPEnLU5sEfIUcDg+Pt7SjNV8bKQgj0ezG39XfWpNA1JO ++TYtqJWd07ulsA3SmpDIt6QsxnphfMOVnVbyLryo5BHlhOxjUTxilALm54hg +iIPFRl0v2ZLZ21FLAQuqKguu8MS6JXioY8RTbFnPzxXgsMXwjdiI+DfThk2n +CEhhxy1wXcT0ppRBSOyYkJCg5V5ZWPs6PlGbLROGBaZwYHilolIETYQ64a6M +hyJsNIiKijJcDUaxondo5T1dIdsqqrXYQRGSwYyMDBvh0s/N+PV1Pe1EoR82 +5iBzkXfBUdmv5MrSKZYlbHdK2ctU2mm0NalrvrSQ8Y0VlTVQg9KeOYRXUPmK +OygUaOpBPYLplgwTe1eQfkDn5XU4acSjKB6wNXUiLdgSmJcl2CMiIqxkyOtY +BzK7VN1xZaWyivG47vAQD/+AxENeh14jGcF+eosddZJ6G1cIyhMFO7ZbNmrU +yIf4w4cPa9XB3iWrJjPf4LGv7224b1gqkO+QvaXyBj68w0lhG4u0Yf6xaRBl +DJar2Dmra1GKo7BRlofw1atbN717yL4uG78TExPtMpIuoe6lnZvth/EjUl+z +Zo31o9j2gqIdLzya854dVAUP2VgqAg4v2ZhhbOy1lYtmk76uT8zPka74XIOl +HC8aFHrB7GC5w4461lRlTPg/7GIyLC1bVFR0KVGGAMJuf6zbYDOAd9s62hRS +FzgK5rAJWu8gHVnJdAU7pQ5BXgdLYQ8g5xXldRSGuhtIvWoCK4Ou3q3SCEYh +5xb7fuMuxz8Mw1XRdAVmGHPs3PESD8ujnjlCpS2SWf2ZnTwkCb67oXlDCgTf +R0OxgRT7lHURUQxLqPWitKKTKT1uZCGjjgork5BSybmxUxY7pJTLNP2CuTJI +ynapsJJnADBAQ4YMsbmjClC1lKJowBaCohARtSS81VxYqpRWO+AdO3bY12FO +4D18WJp+woxLl3TIV+AVK1bohQBUfwjxMFzh4eGIPV3s0NBvy/GEHllZVBuV +tbHYEYJh81lMTIyLXe87f1HKfct6uRrMxeZS67c/UhiLPTaYbkyPLDljMx2G +puIQl7Fn9vB0YXgZibKPAjqE1zE0eR2bCSCr2AYs/WTbLy0Kt3OKDXTgqvK5 +5l2u3IJVhfdRnPXRFCktjR4tULHqgimEBy/mgQpRnzRpkmOrbbGTF9MK83c5 +7RYP8dhW7SUejH300UexcuGOfdswE8c+C0oMY2+7ijO6gFNegjWBxEInVGAk +G85h88Ag2C6Fy6LADknYGKDZM1XqdbFTDexFxqIkRoBgRwu2gsB1KX9b1TvF +UlR8cJ7ARgyNxRhUg0RHR4d4mHfPPfdopRaXos9SwNuRbztCA0oWESsjwlfM +9Q4Exh8DUUJkK4xlomGzqVBogP7CKKGiqKCgQIBgexMGgt3CKipyhS2WdQhH +SFw4xiJsMutgt1B38vOYDqa9OE2ZMkV/S4aVReyDVV5sGoCIIaKGotpxSt38 +nPfM3tbiOpnF3n2ILjQTwS9MMSYRq/sIhmxNM+YcQTD2a2ckCgnwyBAo8AQS +jBIiODPIKJZ4UPRQWkAcXc2uGNFb9nnel1lCKwAKOR944AEd2MhIsHqBKknU +YijD90/vlI9/WCp4S3vGAr6C5RgHtiAjfHjsscf0WDZu3OgSoustyzGI2Gm3 +FWG2b5muRL0I+VGLAXVRhtQGw95SnZx0qXGG/UTshDdUtGJLn7ePdKPP/BwB +AsHEJidUSCl22NwFpxmATkRGSVsFCApKYmNjNSVKhCxsHLQg4cqZWIEN64Ce +MHuqtwSo9pCQ7x4xI3eTB8SptjB+lZUAhENDbmPNPxlti9Bhg+WwkCUtbRG6 +FK5uHuiWy0sZFErZczIs4B1jyZ7bkZVqqLHxPg4DkULu80et1qGWRI502DrU +ngKAmgCEsXzKgBUacZKgigpt70Xh3IzYmwotbJTIYJQooUqLZ76YFMADS58M +cUm2b9KChtw8t55jj0KA0uDgAWaZtVq6tNXITNZZe8wCqmwhGHwehO2NgxNw +sAHMedyy8l5qzJEQOJXDc4jEXUUpBZ/yshpKM871QTMfoWF7o/TanpSw1/ZO +P+6e5rKhr+2NkwpQOM4VNUyOG9MjSZPzMZa3q+yDOcBgTrSnaeBQH+FoTnol +rxyKcd83q7EXCBgKOk9urySMgMOUsJmn2TDJfAUzybx7PIeNKnGOhQA8/WsT +L2clf0eQkZ/jxtiIW2R8qz9raif2Z5ZVCM6Z2ApeSJI4YoKzLxhOuQC9p6TE +TLIUYz0JbgHk/bbEHpAC5kvcg3MpCq449mAVaAAO6pBnSiDs6S/Ro7gdapwW +b7EI/8HsrLPc7Abd0AY5MmbfLKsG+sgcIxfrezUT9FhvwSE7Uu6Yl+XYU2ag +sxL9w2QospsVpWF4Rai5xbKxv6H4dlDM7HKshCRuYY8J1YiZZA3Y8XVcrQVm +Lm5hj86B2R9e2ZX9K5cde+QOclg5DwULTfm57nFEmD45DgacO73LfQ/PxLVi +/tLiDeNMjBvC67FCDZZOqMANUVHSBnvdRy+62GOFzh9layilXJdSzCvmcKRx +D7ohh2JwKwG35gtuR8gat8y+Apc570N+hExbEcksNKbCHHIkZ1OB1+ePuOcn +QbNkehAC/LbEHKpljuoRrYM5O7XTpN8hMP08aF0k3UJLon0PkgiBwswhulHa +avEhp5C5wIpGZrJhpglvTRdMvCxDxf9ivLt6dvaAG1gi1FAk8WlkoZ6pDGCe +4wSVgiu3WEZdNqu/AXzNb+CemoZDvbBYKvYlOcZFuXeGO18zauuaXeas2d0f +ynqxsJHLELiL9ARbkwytRSgKRRf1uJzWQRDELWPRwyMcl3B0lVvOjHhl30we +q2jQ8TUd5DEyzx8e50dAjmWJ/Bz7Ng7ZkceY3M1IZguZ0aZ2JoxNpKRSvc26 +5uHF+tQYqYqiY2v5nCh9oJVx53undxYQOPBJn3ZkGACTghEr+Q2TPnB1qGIX +0wrpwAkyqo8twYLtw7Faci4b2LJpAKq67cZkNaUQCfQzp80FsVFK8ZZc2Bov +3R1Hrg2rYLoX49PA5n7APnTLEE7+V3bB8T+wkxYqDlCD/melOl01OKXop3a4 +p/UIW3H2HaINWGRUSAMdJE0fuhXgUomRpXBdVBchD185gLZvmEse7BfcelR3 +NiKYNqwATKoBzlpwCJpQ91ogdVCOPQlHjoLjAFOLHZrBcuSdsBeZp7sJDVg6 +wcFtI6uAy2bsxbCwrc2J7YcZRJA78Um3HxQV58AdWWmwm+L1Yiy7OFMFfm5t +D45gNvRmm3klu6fMOdQdp8pBaSAzO8ez4CorZfuAS8AM+YFF2TqEORy31KBz +8PtahyQ6Af8Bn11y0w==\ +\>"]] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"AppendTo", "[", + RowBox[{ + "$Path", ",", + "\"\\""}], "]"}], + ";"}]], "Input", + CellChangeTimes->{{3.66610548806144*^9, 3.666105504934466*^9}}], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Get", "[", "\"\\"", "]"}]], "Input", + CellChangeTimes->{{3.666105520036358*^9, 3.6661055200369787`*^9}, { + 3.6661056152225847`*^9, 3.666105615670538*^9}}], + +Cell[BoxData[ + FrameBox[ + TemplateBox[{TagBox[ + GridBox[{{ + StyleBox[ + TemplateBox[{ + StyleBox[ + "\"\[ScriptCapitalS]\[ScriptC]\[ScriptI]\[ScriptCapitalD]\[ScriptR]\ +\[ScriptA]\[ScriptW]:\"", FontFamily -> "Times", FontWeight -> "Bold", + StripOnInput -> False], + "\" Publication\[Dash]quality scientific figures with \ +Mathematica\""}, "RowDefault"], FontFamily -> "Courier", StripOnInput -> + False]}, { + StyleBox[ + "\"M. A. Caprio, University of Notre Dame\"", FontFamily -> "Courier", + StripOnInput -> False]}, { + StyleBox[ + "\"Version 0.0.7 (March 28, 2015)\"", FontFamily -> "Courier", + StripOnInput -> False]}, { + RowBox[{ + ButtonBox[ + StyleBox["View color palette", FontFamily -> "Times"], ButtonNote -> + "Named color palette", + ButtonFunction -> (NamedColors`NamedColorPalette[]& ), Active -> + True, ButtonFrame -> "DialogBox", ButtonExpandable -> False, + Evaluator -> Automatic], + TagBox[ + ButtonBox[ + StyleBox["Visit home page", FontFamily -> "Times"], ButtonFrame -> + "DialogBox", ButtonExpandable -> False, ButtonData :> { + URL["http://scidraw.nd.edu/landing/scidraw-0.0.7.html"], None}, + ButtonNote -> "http://scidraw.nd.edu/landing/scidraw-0.0.7.html", + ButtonFunction -> (FrontEndExecute[{ + FrontEnd`NotebookLocate[#2]}]& ), Active -> True], + DisplayForm]}]}}, ColumnAlignments -> Left], DisplayForm],"\" \"", + GraphicsBox[{{{ + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + GraphicsBox[{{ + EdgeForm[None], + FaceForm[{ + RGBColor[1., 0.894101, 0.709799]}], + RectangleBox[{0., 0.}, {93.1764705882353, 72.}]}}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{0., 0.}, {93.1764705882353, 72.}], + InsetBox[ + GraphicsBox[{{ + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + + GraphicsBox[{}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + GraphicsBox[{{ + GrayLevel[0], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + + LineBox[{{14.782805429864256`, 46.24615384615386}, { + 43.58047834518423, 46.24615384615386}}]}, { + GrayLevel[0], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + + LineBox[{{20.54234001292825, 36.150000000000006`}, { + 23.54234001292825, 36.150000000000006`}, {25.54234001292825, + 32.400000000000006`}, {44.34001292824823, + 32.400000000000006`}, {46.34001292824823, + 36.150000000000006`}, {49.34001292824823, + 36.150000000000006`}}]}, { + GrayLevel[0], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + + LineBox[{{26.301874595992246`, 18.553846153846155`}, { + 55.099547511312224`, 18.553846153846155`}}]}, { + EdgeForm[{ + GrayLevel[0], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}]}], + FaceForm[{ + GrayLevel[0.5]}], + + PolygonBox[{{34.418791692075665`, 46.24615384615386}, { + 29.704026666036818`, 46.24615384615386}, { + 37.415840042594645`, 33.886479882377664`}, { + 36.90680088862935, 33.568865116143016`}, { + 40.700711053652235`, 32.400000000000006`}, { + 41.31847355632861, 36.321526423509994`}, {40.80943440236331, + 36.00391165727534}}]}, { + EdgeForm[{ + GrayLevel[0], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}]}], + FaceForm[{ + GrayLevel[0.5]}], + + PolygonBox[{{32.97890804630967, 32.400000000000006`}, { + 28.26414302027082, 32.400000000000006`}, {35.97595639682864, + 20.040326036223817`}, {35.466917242863346`, + 19.722711269989166`}, {39.26082740788623, + 18.553846153846155`}, {39.87858991056261, + 22.47537257735614}, {39.369550756597306`, + 22.157757811121492`}}]}}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + + GraphicsBox[{}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + + GraphicsBox[{}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + + GraphicsBox[{}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{0., 0.}, {93.17647058823529, 72.}], + InsetBox[ + GraphicsBox[{{ + EdgeForm[None], + FaceForm[{ + RGBColor[0.5, 0.539994, 0.53]}], + PolygonBox[CompressedData[" +1:eJx13Xk0F9//B3B7CG1SSqgkpCxFRZpRoYVIUrQoaaNFIoqkQiupT4lKpLK0 +p53qI9FClsrSinxK2oXeFOk38/6e1/uP3/NMx+d8zuOce+4+d+7c9507A73X +uC6RkZKSklHk/uP+P9//zDz/Mx3Meu+h3J+I+f/+0J50ZuouKVbIc7aNSFvT +LCfoh8r/phyYpyTosfudj9wsUBV0hUrj1DV9egg6xmXMQ2nHXoK2PxBhdyCi +t6A7qx7m6V/tAz69K/TVfs7X+vdgb37UFPRqL4/b07S1wL1eDU5r5jz0xHGr +aldt8H+hgdZXDUSMf3PL3BsTdcH3gi/nOhqLGMfeiYelFwwEv/L5fErBTMQY +jLZ5MTVkEDiuUCdnhqWIkfN42+fA/sHg0r+bgo5MEDFvN0a5vzmrB67X3K9T +4ilibh81PKj/YAg4ZPF22bLVrUzineJna97qg8/1CI0fc7aNWV+7tufN9qHg +z8GF1UHJMqyrjMYMGQ1D8L6Dmj7/hXYwI/Sy904zNQLL1Bsf2XxfnlW2X1By +YOow8EY5z8EiY1m2fpmMarWPMbhnbHLCyRA5Nm9n2rShm4eDPYd2FX0epsQe +43q7f+IIcLnHcb+Hl+XZjcXfHt68bAJOKNw1NCZCnj0T/Gib9DJT8InMOUa5 +Zsps4o7+g/Vb0OcX/D2xfa46uz1xVd7ULWbgA1fvnr35gGXXn/530Ro1c/CT +kj0f0udKsT45PaQPHEH7txzeX3pAmnV9vDjlhsFIMJOQsvjYQCmWfXOVeXMV +3ZGvV2D9Xycz4luXGumJo8Cvh5VFDTjxl9H66xGuX4Z+fC6yh0+IFKvc/eyA +afMtwG6pCz++/yzFtul23lrzCW3vW7qpubs0W2/mMu9AsCX4iv0Xj7qL0mzF +hNT2G3KjwXq9g4zv7pNh781sOfxmH3pr3YOEnHhZ9pKPvZWMzhjwp/AD//3p +lGWTgxJe6J9FH53/yObEZjk2JvpTyLSxY8EJXXK6/3grx4YeGtfX/z46TOv5 +i8qB8uyKjNjrB2ZagaPSWscVhMmzs2/Wut+sRcc7pFh4l8qzdoXmojerrMEa +FTdHvOimwI58FXlQph09btHLH27PFdhBXypHDd0xDqy3O9dCbUsXtvsfg/Jp +vW3A1Qb9p3bvo8h2qoau809Fn79r6/TaX5H9ol3c86DJeHCq3FpbnRRF9qWJ +TtbNW+iSkPDsn7eV2Ifs2hnVUxjwoKp3V783KLPXZtxrlKlCfx84VPvvtK6s +6yXlh73MWfDwyEVJd/26stzF3CctBF2xuynasK4by+bNWzbmX3TQXlnrV1Yq +7PVCee7PFtz03j1P0VyZHfHsvMJ8R3RaJN+gSmzaq9nu3/ej65dcS76Qp8Rq +vZNK2/ICbVf+irvilNgDXzJ/9tKdAP60bH32rhlKrPJPV7u0pegSY08rdXcl +duuf9gNjzqGf6jfm/bJRYtvkT70rbEbHhFnrHmSUWH+16aPmW00E59vnmXvY +KbH1Gq3bvkegu8t9Pv5jmRK7QCfl2ZYH6GMFETa1F5TY8qFTBqurTQJbBj0P +2MzZ0bQpIM0NHTykdU8nV595Y45wf+gLrelmNwKUWCvbST2L3qKLVXtuPiOt +xF6c8nXRfAM78CaDPhYOR7uwBq7xl76vRku9/Mp0c1RgUzwZ6a1X0f5dTjY9 +WC3PaixucFHvQKvuKLwyXUOejfXbl5I2wR68OFe7cXaMHCsXaNU4ZidaXXzD +kmPDwv5jikrRFx3dn3Q87MI2Re7ZO1/DAWyx9l6m3GtZ1jfGoub7PLTpnPdc +j5Rlaw9Wj9h6Ap22akfJoz6y7Jxj28PVP6GLewydrF8hw5akmXJ/k8GrTf2+ +FZyXYe0vvBgwNhi9e0JuwHhfGfbW9a2rim6jh5v22v1pngw7KnfY7flyU8B+ +9oa7itRl2NMPy7kZJzpffW2fNg0ZdtCTTfO27kP3Uz9t3ldKhuXvBurP0S+7 +2SjkvZRmu9eVtqdpTwVX78i4PjtFmhXfLpagCw8qzN22TZrtbBp4pOgMerRX +v6oNU6TZwPbCT/Ob0Gu2yBXsNZNmv8jyHWIaOF9+U8RG7n66WGXArq2b0a3X +hjg3vpBiX6rff6F+H53b81KH1g551nXAGsN0FUew5zDdf5f+1WYfDum7YexM +dPPxeeVaa7n5xoi7D4sS0eYqd9+Xj5Zir1n69l1Qi369XIorkhQ7gum1vFHf +CZzSzaXboGd/mZMOfI9Al2kcPabWyM1XXJZ06X0F7bfSeuqth3+Z/XPUZqf/ +Rs+1n3nJLeIvo7zoetpY2+ng8TscmctcehErFoqKtqNNZEffXzvFgm1bq8TN +aNG+5rlHlzTLsKs3Zh1sVHcGf+t8lNhfr5Op3zr3/da56ErNW/az7/9h5u2W +s+idir77tKjqzOE/zLN/zkWmN6Bd6z2rnpz9wwyZPuzT0T4u4P89D/xhFj79 +26PeCn2qvIZNlPrDHHUvH2uyAB3dfuq10rMO5vnLjEUhW9A/SsYkHozsYHp5 +bdp59yT6xVifvcO9O5jp/83g7ujoiv9meYfmdzC7lum/mPkZfX6H/vDmunbm +/uffUklqM8A13vGtS7+0M9L+pQb1Zmgb8YS9nRnXcsLFZBbaa3jtC9vYdiZE +/A9tN2Ca/8lF7cyVDseUu0fQb8JWzPswpJ35HjGQe6RGu2QULpSS+8MYyYu+ +z6xDn9Q5OVL1uBO7dGdhnyR5V7C72vCspO/ybKpqMlNvgB6yo+tvqZ9tTPW+ +dctMHNFzR06dMS+tjdHUmLw3ZA1a0Wj/z7QnbYzbYa3rd/ejm5IcuqYm/WLi +tH9UK19DBxuquG9I/MU8Ti1QcHuBNj3Y27mf9C+my9DDI5I60Lod8Q0Bs9qY +CWdWu9frzASfW1G9dldsGxNuMpH7Q195tVk7oWUwm81PB5eifXb3Tfz49Dfz +c/SX4rs70WGX/I7tWdLKmN7K/al8Dn3M9GuI0cpWZiV7cIBbGfpgWnHvcT1a +mYz8FXZJzejH+alWVUNamf8mj19Vr+EGdpLZ9umHUSsjnm5boa/zw3mfVsZz +xodbIfPRw8QLDq1MfEXOu7sR6D/TX+R8axYxTzziVLqeRHeb/H7vG4NWRqXa +Z5TbA7S4u09pZSZ7j52X9Al9sNP0RwwXX2S9Kvc3C5w/v3bu4yYRk+tbd8bE +DO27XH+L7U8R0/7t2rMQN7TdkdyuH1pFjOW63e13g9FFx+2uNf8RMQGtXoO7 +HhH2+dBR09zuoP+z7Jc7V7eV+fhXcV3SW3Sm/ouTZYW/GL3IN4fr5dzBiz0e +bNpxUsQsVMzKMzFA+/m79Bp9VMQc3cPPGNA5z3Lb3hwSMVXd5/bMW41u63ms ++dZeEcP3hq770eV8cC6+6Zpy3m5X0Tpz8x86cvHtSnq+M+k52val3YlPSSKm +YOC5S/Xt6G8Rbp3PY0QM/zRjojMbfE1Zq/NzvIgZZ+QuvWECmtILOW9kmLcE +Ld9ctG3+DhFz2fyvS9ed6FgHi0f6USJG3B3OoqtPnzpfHCFijKwzUpJK0Y+l +nw223i5ilv4b9rC+CX3v05TYPVx9pk6c0WiiMQd86ubZ6Wc2i5g3D/gJEbrz +/FJDy00ipq/jbyZvHnrOSV25uxtFjFtZybKuEejcloclA0NFTJzbib1uJ9D9 +Pm3NPBsiYoqeB19Puo8OrBkXOXq9iOEeVmvqP6I3Dk6tXrBFxEx4q9vFVNUD +PGWKufrnYBETvuTniA2maL2wx8fiuPze/PjIPW8metlftZZ4rrwtq46Fdw1G +TxQP2CJG/Lh3WNgr1zuUJN1Gr9FI2GkXJGLSf/cX1deihxZeHOu0VsTUhTcO +MJXzBBv/M2sUEyBitGUL7DYMRfs6NcfODBQxnuIFPbTTIY0L6atFzMGuq7k/ +dJuvdKkaF1/Z3gm33fahw0QFmvWrRIyKep/3SVfQ3d6EuP2zUsRMTvis8qEK +7Rk8iZm8TMRs08odZdqOXv7U3ETbV8Twq/kbtOeCtW6nvRu5RMT81lsRmWeL +tt2l4hnrzY2nmTZnuy5BU3oBw3uWu+1Af+zWq2bMGhHDjxZJZ9DcZPPvhoUi +psEiZ/CHEvT8AoOXcgtEjHg5uQk9kivNDS9uPB3vs25D73lgWg8/Il4wQG/b +H+vsNVfEVNqr3us6D0356Vn09pPbZvQeveeTJs7nxlPnaz2PpaLvOhqfXsd5 +57NdVh8K0FOPH/w+jstP/mwvb9OPaMtNMvJB7tx4+nrkrg0q88GPFl9lBs3i +xlPxDQUdHBX5285ZxAS/e/2i60y0zKzzyZO4+LKWX5KetR79+FLiy+pp3Hj6 +JcrwWCI6tf9e3/1O3Hi6lp9xoLtZvDZ5P13EiIeLWjSV5/gGWe5vAfhEvHPh +g9ki5vUf/gcf9CCPNf3OuXLj6dazjV2nomdvubf5DWc3hS19Z61CP/vZOUqB +i2/vrlnssTh0Onc1RHL5LVQzWv7hMpqvbc8Z3Hj6T+de0yp01g+b7CSuPSf0 +eXZ9w2/0+AO7Dw/m4tt0JL0mb4CXoG/ohHVRsUU7fd+w65cLN57yjys+6LDp +hj9HczY1GDL72Ha08ecb3fa5iRi/s7/CP5xGv1LhF6xEjHg5pwQ9sPp8dvBk +bjy9klqy4Qd6WuBNo3x7rj6PWocuUl4IpvjOVQ/ppqCFHubfdmHuVK6+dbuf +OD0crbxytEUz198avH9bOjPoBw0tNV+48Ar8cqcLenWzlbw3F17vQ8mCBG80 +jScTDG82jQtEa/VWzo1y4MYbvxPRb6PQp1ask3eexN0vz8X0iz6EjleL6r3B +lhuPvgefN8pEZ03hBwTufmrmPaE0G31/1aiI6yw3H1znWLnuMZpvbX3OLVct +fftWo93EC27ceMb/YPMdPXL7FjvlCVx/4WaTi6QXgam9p4f9HKLQC+2jFDvK +eAV3v75Tc/O0HvpIlWF3Py6+nVKFTs6W6L8L+Adu7n4+4crbZgf0Z6vDP3tw ++S2IPBaU4IH+33o21x/v71Cy8UMvu1Bx2opLT0qJm86Hoam/ak+bbxYdi24K +/+s8dgo33sY4FBiloOVP7LeS5vqTZ6mZR+kl9L6vYYwFdz8L7qH1dd09dPIQ +tTNDx3LziZncgFWBpt+LLx9sVL9dj9ZuGN6uMop7nqt6mbGoDb1ljVlR6Ehu +PNcsGKeg7A2+eijK9CxnlXkXyk73R7f1exiVxaVndCzRx3k4el5q0ayBnCfX +bmtrHo9eJH7g4ebbg1bvSXBBP8rp2z+Q8zafObo23mjqr8fTuA6xDl15xP6M +uik332kwnhwdhdbU2SnVnyvPa6M+r40OCfv3Smn/0gx00mmnaU0juPvNhc+y +gdloafMZ/RdxtvxRcajvY7Ry/uHudlx+3EbmDrv9Bh3y5kPFITMRszbo9L+L +vqNrh8eltHHee/3ATAXpxeDUdU1270y48ZQfznuiKb1C6xWhznpoCt+waWa3 +Fgs0tZdCrs2JBAe0fPvP3jO58HoyBqNtPIQ9gf+5xhc97OHc3eeMufE0umNB +dBiawm/intaMYtGU3yPKT6JLk9HUHjcdc/oFXkJTfJWxp873vYfuFsN0Hc3V +dws/oS9HU3/r2Wtj5aJ69GOlP1dNufRMZ/n4KrSh08cdYiu58NMPTe88reQD +pvT8XozZ79wfTeXdyW9XMEZPvPqP/zIufPp81eyE8Wjqz/nJrU42Lmjaz1L3 +lvu3CE3lldJ7HBS9Dm3heSpiHxef9tJrSsOi0A/YOTnjh3PjKf+4Ho+m+vL4 +tMssMEPYwcZBBX2z0VQfB/kNQUXodeoTX53i8nuZ/8HwDXr1tGO1l7nwZU0j +tyh8R1N5v43S7n1GagmYrjeVYMVM557ohLcZLlJcfo246UbLYGFPbn9dlmCB +pviW2DzwsXFAWw2eGrqNy++2zZfa3s5Bm+6Tik7m6vv43SN7on3RT54evziI +C39HNlp3WJiwX9v5XymNQVN+f2/3nByYjKb26ls46XXfS2iKz1LFxP92Hpr6 +y0x+wascTeHXxskmKNSjW5O76G/ixpu9T78OO9OK/qevnLsaF99Z9ef/Oist +BVN9FbrnzWzph6bwDQlnPyQYoym/Cq/iQ23Goyk+vQFbutU5o6m+JnhxE9JF +aLrevI7PGj1sHbpj+VndNVx8m/ifmyPRVF9Hhhh5Bcaj/zUsHRJnwT2vLFNv +7puBpv5YmdkZffsm2uem2+dSLr2Wzw39vIvQNB735DdkvEFTfZr6355w5hua ++ptTVnqls9QyMN0P/Fr2+bb0QFN5d1qGdSYMRlN/SQtZut/GAr1i66/3d/nx +NNtFv84eTe1Z12GVHT0HTf1Biv9FzxdN4bW57lAaiqbw1vd+BQXGCNtD/p2S +ZjKa4gvml+Muoqk+D+68YeadJ+ysotQChXI0pVemGuNx5j2a0vvmHPzVuRVN +/Vll/6ItLYrLwd93hMeVcPNho/JpvRP7oSk/DhqWmTbGaNrvuYSbjtbZoKm/ +bTvMTTic0RRfyusWn2GL0DffryhabsSNp9o1baUBaOqPrxc+2hMYifZqvND4 +hsvP79TLuprxaMpP3/dJV26noym8xdAdk71voqk/z1wR8FqhCE31sZbfrvwa +TffL2K/2ci7f0NSeZ03MElr+oim9wrX9jRN7rAD/bz8oN55els+1GYyWjKf8 +z62j0JRfvTEvP0Tbo2k+ZLsxP3TYHDS1p9et893KVqCbKr2H7ebys6kz4URg +KJrSO8xuG60ZI+wb/HaZY8Ku5BcUL6KpvVsUJjQr5KGpPnpOMd5+5hl6oGXP ++EdcfzTZrdHf5T1a/++1uByuPE7FUhdaRGjKj1+3zxMSFX3B1N47ZlRU2vRD +86u1Wvx4+s+/vnXD0BRffgV3Q7FB0/NEXZ8D+4c5o6k/SXmG65ctRNN8ecDR +5dmBAWi6X1pXu07XjERTf/TghovbB9FUXvG+93Q0lffAyR7KXW6iKb0sfrm9 +EE3plRnUm7m8RkvGU9+ygpavaKovlXPZHol/0ZQfw+8nv9r08APPWrC0/RfX +XxzM9m6pG4Sm8WbJug29t49CXyqptcg2FzFbry7OHGaPpvZK4R5XymajKT93 +xo55ErgCTf39deigJZqhaLpef99W+XV7D5rqu49U6x7vY8K24H9wu4im/MyM +LLpy5i568KWnPzu5+5X//auTXZ6hqb/HKnJ3lHdoiu8sv11ehKb6LtwTKDde +cSWY7qcNJQsS6jTRNN7J9+AGjGFoao/BM0fmDrNBU3q2/HaK6WgaT7yqujQE +LkTTeBSm2RSqGYCm/n547utud7YJ+0bS/RPeB9F0v62suTi6Szqa8tPCb/e7 +gab89PCJ8nIpRFN4k7Q1zS2vhO3U4LE98Sua+qOv0aT+4/+i75xXu+/JecfK +ERfquq8C03w07XzfidsHoak98htlqoaNQlN/qzP/6ltmh6b7zd/Aqs7A2Wga +TwZcv7tfcwWa0rP+dUb/zkb0rujshUZceeZYx2d770FTf1+/KWJ6l2PoiBZ/ +P3tDbjzlbidnLqApfJb0rPUud9GUXtlERvnnUzTVxzf+57R3aKqPrg97mY8X +oak9DZU7C+q6rAbTeOLgyHUITTSNtz6x3APtMDSlt7Xs1payceivqndME7nw +KT3TewdNR0vGU7d9mZoL0dRfX3OPs3fWCvvX8yVPvLehqbx9+rss6XIQTc+L +FvOtfp1JQ9PzmmuyXozLDTRdj/5v1Qb+fISm/MQO/nUl8RWarqezS/6bPP4r +Oup276VjuPgK04tf13WiaTz88PG6//bua8BU3/LGqXLGg9B0vQxevSehbCSa +2tv24nrjIDu01qpVR6q4/r6gaWGu5mw0pRfGb5dajqbyHl5v0eC9Ee1y8K6U +Ihf+Bv+D5h70+C/fgoL49YDfSt3PJqGpPZr5DZsX0FSeHpurR//MRdP1aMJv +V36KpvI4yl72Gv8OTderr11Sc91PNJUn/x73T9YfTPOVp+9uqMaroKk/1cmf +n728N5qup0b9E8ettNFXtArK1nPt9dch4bPKUDQ9T6qtiLGoMUE3TNK0TOfC +a+3auvnSGDT1V2P+hTlbNNW31eOVvdynoqk+pvKvY8xEOz7WUtDg0hNv156L +7nPyYcp7AxGz3MTxx2MfNOV3vYutdfIqNNVn1FrLqLXr0dTfuaeB0omb0XS/ +4R+nNXagqb6zynsvbohDU33zu0mzE9HU38o0uAljKprKy/Vm1usMmuL7NufT +LrMraKrPjg015bK30dQeykfKtSsL0FSefrceLc8oQVN4gzd3sjZWoWm8HtN5 +ucOxFk3Xs71Opr3ORzS1lzt7LO7HDzTF57Pon5f3fqNDhz32d+PqK3DrDr14 +2bVgGq+2nti0erkKmsbjuPyAG1a90VSfKe+Xyahqoy/M1K2M5NLj3yar0UdT +fd4Z6hp/yQRN/fHxZIfabWPQ1B9erxhn5G6Lpvbgfy4xmIqm+Q4/nfrtiqb+ +qFjcX7F4Lpri0/jW3TXZB03l0e+mcHTtKjTV9yjT9vcT16OpvJP47Zib0fS+ +tmvA+w0N29GUnjfXHbLj0FRe/yulqjGJaCpPeEX+bK9UNKUXK7p53OwMmuI7 +2ufCZ9kraLpez445aVF5C03l5Z62N2cUoKm9CzfGPtpYgqb8Pj+yrZdTFZr6 +a8OtkPk6tcIWvVmV/qMBTeWV++v9494PNN0v1HW5GflvNNXHIFunqOWyAWDq +b+beE0qtVNDhA51M/x0nYvjlMtXe6Fnu41bIRYoYl5PGi2sGoKk/LOA3POuj +KT+r+BciTdBUXn63lvsYNLXXLgPp3Qa2aBoPDk8Rlf+egqb2zPD9rF3siqbz +DG7srl2ePBftIBvSVY8Lf/9sRdZaHzTFV1lc2DFxFZrGy3ff/rXXWI+m8E3d +rsY1hKOpPmTMTr/M3o6m/tSdn5DHoak8uusOrPZKFPaIAztvmKWiKT/jr4bL +yJ1B0/3GsXKdY+VlNIWf17o8PuOWsPm33TYWCDtk7EwjpxI0XQ87PCcH6lSh +qb74x6UfNcJOO2qumN+Apv505TZ3Q/mBpvbMr9Y6uvw3muITvy4muw5M7SXe +Tq6Cpuul0ZabcaijKb5Obri4NABN+VHjXyjRR1N5tE69mu1ugqb+bny/7LjB +GDSlZ/Wh4PNvFk3xTVXMsSiegqbyzDG8uDnZFU39cdnUU4/WzkVTfa33O9xr +kg+a+ov4dd9VaMrPAf51wCB0dVYpe49Lj9+tmR2OpvJmfV9tHbMdTfWd290n +yisOTfkpM/MoNUtEU3z8crhcKpr6+5d1ExdXnkZTfXYcGHMu4zKaxlPla8Nb +N95CU3v3q+LuKAVoag+Dtj67dUrQlN8xmqoVPyrRlB/+NIr8GjTV96y53IDR +gKb7jU/Yl6zlP9CU34Cktx1Wv9HUHlvvVNqrygaCqT/E1RTF1XRF0/NSitTd +l5fU0ZTe+YHX9CIHoCm+O/wLe/rCFh9nYiJs8XEXo9FUn59O7XIsZtF0vbTd +3xyfPAVN8Sk2BNaudUVTe2oo+RpNmoum/qBv5BWo4YOm+PjlkIaVaAo/aeUU +xZwgYbvGjHeNCUdTey48P/Ko13a05Lwi/nXXODTVl/h1mEQ0tWdsj14bK4+j +KT7+dpJxGk35OTvzj2roZWFnBzbNdrqFpvOaCg9+OK5TgKb0nl97/flHMZrq +q77qiUV+JZrSE/EdogZN7SXHP9A2oCm8uvWlXtY/0JTeoHlp81V/o6k+zfkN +/zJBguYfZy91RVN9OP8bZR2pjqbw3Gwjyn0AmvLLb2c10EfTeB02aIlm+wg0 +jVe7JnouLh4t7MM+zueSWTS1V0bUpNa1U9CU3xtpY20nuaIpP/cfjNitMRdN +5SlvGFzRsBhN633vlDR1claiabxoMlJbEROElsxX+QXBcDSl131VW4fZdjSV +R5ff8BCHpv424kJdXGUCmupzfFnVy4zjaOpvjj8e64WeRlN4z555q50uoym8 +78jrN3RuoSk/IW5nZZry0TSe7Ag67phfjKbfy+P5f5Voul+nXeceWGrQkvnq +8wgj6wY0tQe/nUn1B5rq+2k/vzs1v9DUXrXWCxWzZNaDqb4a581yjewq7M5N +U4+6q6Ml81X+df0BaMqP+HW+IcI2fmu4sXgEmtLjpxvJo4XNn8YTwAp7ziSl +OZOmoCm/S5d0HtdwRVN+1kc3f27wFDY3G7XIWYyW/N728M3mmJVoCp/68ekj +ryA09dcs/riocDT1B/FxMtvRFF+JY1Z65V409bfqVek/MhLQFN+X2KPWocfR +lJ+OC/uinE6jKT5+u7rOZTSNd/2aQjWbctDUXga91i7Oz0dT+NGjlp6LL0ZT +evb8hLQSTeHd+AX1GjTVl88hu92qDWjKT8ANq4qaRjTdz7a+MNHJ+oWm+ozj +X1iVCQZTflL697vs3hVN9X1+XLc/BurC5nqDQ7sWmvL7OPxXXPEQNF0PL5O/ +vUwegab4PuX+pxcwGk3laXv7fPUkFk3pKcqW3NCYgqb61tC7J/NxBpryo293 +wzHHE031zXeHmMVo6g8TtqfWeq1EU35cMw4ZmQeh6TxPfruiXDia8uv/acud +ymg05Te8a7Bi5l60ZL5qvNI1NAFN9X3UadFRp+NoKu9Z/riR02gqj/h15Cw0 +xffwIrsxPwdN8T3npqPx+WjJfJWfcBSjqTyiXrpzrCvRFJ4/LUi1Bk3h1d2V +v9R8QFN9Dgr+a5HVKGyzhJbNkb/QVB8sfyCATAiYyjv9ZXUvw65oim9B+7P5 +7b3QNB9bqfUovVgLTeUNs7nzI3kIWjJfXXDZOmAEmvJzeDM3Ix0tbP51FA0W +TfV57e5+zY+T0ZSf+3XbF+fMEHa57KZzMZ7CfqcX0Oq1GE3pNdktszVfiabw +Msvm7ZYLQkvmq/yGy01oyXw1014nMxpN9TmCf6Fsr7DHfTa97JSAlsxXVfT/ +6BxHU317Du/v0JSJpvz4Tu++Lz8LTemFrJF/FZ+Dpvh28DeUfDTFx58WaF2M +pvo6xf+gX4mm8FeaX8jUVqMpvTz1UsesD8J+yg0XkY1oKg9/2qj7LzTVZ2Pw +eSNDmQ1gyg+/HbldGU3xqWUn3CnuhZbMV1/FKKZooSm/wzq2ugYMQdP9wGpA +yNFJI9CUnvi4pNFoim8Of5wCg6bwSyNmb8yZjJbMV7nHlZgZaAofmWerttAT +Tekd+M9yjvlitGS9Vc44VW4lmsJfHDLwS2Ugmtor117DMnOTsPnTZEKj0VSe +6h1ShU570ZSe+DjSBGF38McVpqCpPNzdJD0/E0354ZdL47PQkvkqP2DkoCk9 +S37BIx8tma/yP9gWo6k/8dvRaivQlB+frGOLs6rRkvVW/sC9D2jK79aWHa3u +jWjKb1zvcFvDX2ha703mD7SS3gim8eT87OUVxcpoyi//c21KL7RkvTXRdUWA +lrBfZjtcnjQETeX99GrcH40RaMl8tcPM4aMlmsqrqD10Xw6DpvrS4EeMyWgq +j97CHkMWzkBT+FFbFNaYe6Ipv+LjphejKT+u/HHEfmgKv/Dde8fMQDSl58/d +TkI3oSXzVf2yWqdotOS8fIcCI929aMl8dXl2YNMhNLXX6Z0X7uSnoCXz1dMn +FQ9lCvthEdchstBU3uf8A20OmupLfNxbPpryK+KPg3mMpvqQc1m9MasCTfnh +H2cjq9GS9Vb+wM8PaMoPN9uYY9gobLac6xFtaEpvOn9goHQomNprgcZwyxRl +NIVfOXpQREAvNKUXNqdP4SQttGS+ukFFvc8QNJU34bD0go/D0dQfMnJE6TmW +aFoP5ZfTYxi0ZL/An1rrhZPRlN9y7coo8xloyu87pqhUzhNN+eW3m1Z5oym/ +MvwLH35oiq/7idPnQgPRFF6bf6F9E5rKM+L9AVvdaLRkvqqwa3dTrLAdh26u +yD+Epv7M/5x/KAVN9eW7gvuXiab6COEfWLLQlN/tZ2b+Uc1BU/h4fsPYPTT1 +15NfbfZlPUZTea6ojXwVWSHsPBODIbOr0ZTeU5cBaww/oKm84s9RfBd24/4u +siVtaIqP306YIh0GpvpW4aYbAcrC1hLV107qhaby8MeF9NESttWYJ4Ef9dDU +HpM97t/JGY6m/M7ZmKMYa4mWzFePXHRdyKCpPtbfOnXUfDJaMl/lj6ucgab8 +7OePs/JAU35SdaI2ZnqjKT5+uSPUT9i5i9aoTQ9EU35LtvrM0d2EpvDVJzxS +m6LQkvlq/vQv+bFoKk/7+4mWhw4JW7nL2IgVKWgqb19+QpqJlsxX+QX1LDTF +Jz4OO1vY9rtVM7LuoSk9/ueWyMfC9ilutZ5dgab6COAPdKtGU3r86+Lt9Wgq +T5xplWbJdzTFd2zG48UpbWjJfDXg7rkA6U1gyXz1n2utk5TRkvXWK2ds+/RC +U/iXFSm7P/ZH03j/SXSwIkcPTfHx2z1ih6OpPhS47rDQEk3paXgGXTZn0FQf +eqG+f+QmoyXz1aNeDlUuaIqPP00y00PYrtVTXoV6C3vh3/FDpvuhKb01uqPW +6AaiKb/c08rNpjBh7/HWli2IQlN9H93Wy+lQLJryw09HVxxCU3zZBdyEIwUt ++Z4Vv2CaiabyPO/SEFh7CS1Zb+U3rGejKb2fU54qRt1DS9Zb/R64zn6Mpv7e +c8+to4YVaMrvIP7AzDdoyq/4OL56NIVnvx/ZmPIdTf2VXw4LaENTfheYRavZ +SYcLeqVr6Jw+ymiqj43r/FM/9kRL5qsHlnzJ6Y+m/CZc9bSM1UNTehmVzhEL +h6Ml662tkwrNLdFU3/f7WqnLM2gKz592X+WApvK889TLyHRBU375n+NCPdBU +XqkktXHTvYXdnT9Qxw9N8fHHQTStE/YIqW+aBWFoqq9xA/9bfCgKLZmvTnh+ +bkUsWrLeupi7oRwSNn+arFqKsENOXd9dm4Gm9KL5DcmX0JL56ofjOlHZaMl8 +lRsuZt9DS+arhnsuGz5GU/i8qVv+tJejJfNVv/UOJW/QFL52j9++lHo0lffb +uYWvAr4Lu7Nk1hC7NjTFJ/7cnvRmQWvxn8NTQlN8RuYWsrd6oiXrrTONnGL7 +oyk8/7iyUA8tma8eVH9rPhxN4fnjvuQt0XS98a8DV41HU34i25rvZDqgqT33 +a35UDHMRdqpVtet0D2FfnPvsqK43mtLL5Y8L90VT+JKk26YF64TNvw51KAxN +8fHLpSui0BSe/9rFuFg01bcyv+BxCE3x9Z24PbU2GS2Zr/IbTjPQFN6Sf2Hu +Epra0z5tacTsbDTF5/ZgbqHhPTTFJ/6cUpGwA/jPrZSjKb4I/sD3N2jJeus0 +06aAejTFd2zlkHF234V9PqZfdJ82NMW3gD+PQCoCTOHF3zuUQ1N+V/MLpkpo +io9fTr6oKmzxeQc9hS13+kvKVg00XW/8adWf+6Epv+LzsHXQ9D6e+DyFwWh6 +33Ug/706A7RkP2DYE484YzSlZ6r6OPyXKZrKIz6vwULYDP+9orFoqm/uafzr +qPFoSk983vcENMVXwZ8H4YCm+Obx33Odhqb4xJ+Lc0ZTfCv5z4m5oSl8M3/e +xBxhiz9HNF/YMhPjeocvEvYu/jzzJcLmXwdw8UVTfvntAjdXoym8btTGzEHr +hJ3eO6hkd7Cw+a/dtoQKW/w9qghhj3/gY/MgUtji89p3oqk8/HELiTHCLuc3 +TO4X9lwl5yd+8WhKry5xiqj8MFqyXsif95GMpvBN2ePZ9BPC3jBt7JLuGcIW +n0d/Vtji80QuCrsb/z3Kq2i6HuJjBv+6chNN4bX5f3eELT6vJE/Yw/nvjd0X +Nv+6p0eRsMXn7Zeiqb7F56GUoyk8P5088FzYT3u06Xa+FrZnapPdsrfCfsuf +t/IeTflZfu/D3rGf0BS+cWbdldRvwg7hvyfQLGzxeS6two6Wfzq4ul3YavyC +tNQWQR/Uf7Dqopyw+a9VaSoJW/w9OVVhG/MvFPQQ9mX+ewkawrbiX5juJ2zx +94x1hD2l33H/uMHCLjt95OCvocIWn3djLOzaoriaIlNh89uBLCyELf4exFhh +i8/TGS9s8fdmJwibP879hb2w+eNeJ0wTtvi8Hmdh88fF9HYTdmqtl3H4HGGL +v3cxT9ji84AWCVv8PfUlws4dNDV3kK+wJ1+e9H73amGX8ucNBQhb/Dm/YGGL +P/cVKuyl/Pc8IoT9lT/PKFLYgfyG1J3C7kjTbvCLETb/OnfFPmHz273Hxwtb +/D3Iw8Luxz0udk8Wtvh7JSeEbcCfx5Qu7IuH2z5NOyvslrqgTRHnhf1/q7yk +ww== + "]]}, { + RGBColor[1, 0, 0], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[CompressedData[" +1:eJx13XlUD9//B/B2lcpSIlIhSaKFQslMqCylJGlBJFtZkiJKQmUt8VEKKSFl +l73wCWUpLWixVvqQ7Km8i5LfzPt7Xu/fH88zTuc4j3PuufvcuXPfd+4M8F3l +ukhGivunKCXF/z838PScwNMdzFrfIdyfiPnQnnJ66k4pVsgeW0dkrGqWE/RD +5X/T9s9REvTYfc6HbhSoCrpCpXHqqt49BB3rMuahtKO6oO33R9rtj+wl6M6q +h3cNrvQGn9oZ9mof56v9erA3PmoJeqWP561pOtpg9VeDMpo5Dzl21KraVQf8 +X1iw9RVDERPY3OJ9faIe+N66S3mOxiLGsVfyQel5A8Cv/D6fUDATMYajbV5M +DR0Iji/UzZ1hKWLkPN/23r9vELj078aQQxNEzNsN0e5vzuiD67X26ZZ4iZhb +h4cmGDwYDA5duE22bGUrk3y7+Nmqtwbgsz3CEsecaWPW1q7ueaN9CPjzusLq +kFQZ1lVGc4aM5lDw3gQtv//COpgR+jl7ppkagWXqjQ9tui/PKtvPK9k/dRh4 +g5zXIJGxLFu/REa12s8Y3DMuNel4qBx7d0fGtCGbhoO9hnQVfR6mxB7hentg +8ghwuefRgIeX5NkNxd8e3rhkAk4q3DkkNlKePb3u0VbpJabgY1keRnlmymzy +9n6DDFrQ5+b9PbbNW4Pdlrzi7tTNZuD9V+6cufGAZdee+nfBKjVz8JOS3R9O +ekuxfrk9pPcfQge2HNxXul+adX28MO264Ugwk5S28MgAKZZ9c4V5cwXdka9f +YP1fJzPiW5ca6YmjwK+HlUX3P/aX0f7rGWFQhn58NqqHX6gUq9z9TP9pcy3A +bunzP77/LMW26XXeXPUJbe9furG5uzRbb+YyZ/86S/Bl+y+edRek2YoJ6e3X +5UaD9XuFGN/ZK8Pem9ly8M1e9Ja6B0m5ibLsRT97KxndMeBPEfv/+9Mpy6aG +JL0wOIM+PPeRzbFNcmxszKfQaWPHgpO65Hb/8VaODTswrk/gfXS49vMXlQPk +2WWZcdf2z7QCR2e0jisIl2dn36h1v1GLTnRIs/AtlWftCs1Fb1ZYgzUrbox4 +0U2BHfkqKkGmHT1uwcsfbs8V2IFfKkcN2T4OrL8rz0Jtcxe2+x/D8mm9bMDV +hv2mdu+tyHaqhq0JTEefu2Pr9DpQkf2iU9wzwWQ8OF1uta1umiL70kQ3+8ZN +dEloRM7PW0rsQ3b1jOopDHhg1bsr3xuU2asz7jXKVKG/Dxii83daV9b1ovJD +dXMWPDxqQcqdgK4sdzH3zghFV+xqihla141l785ZMuZfdMgeWetXVirstUJ5 +7s8W3PTe/a6iuTI74tk5hbmO6IwovkGV2IxXs92/70PXL7qaev6uEqv9Tipj +8wu0Xfkr7opTYvd/yfqprjcB/GnJ2pydM5RY5Z+udhmL0SXGXlYa7krslj/t ++8ecRT81aLz7y0aJbZM/8a6wGR0bbq2XwCixgWrTR821mgjOt79r7mmnxNZr +tm79HonuLvf56I8lSuw83bRnmx+gjxRE2tSeV2LLh0wZpKE2CWwZ8jxoE2dH +06agDDf0usGtuzu5+rw75hD3hz7fetLsepASa2U7qWfRW3Sxas9Np6WV2AtT +vi6Ya2gH3mjY28LhcBfW0DXx4veVaKmXX5lujgpsmhcjveUKOrDL8aYHK+VZ +zYUNLhodaNXthZena8qzcQF70zIm2IMX5uk0zo6VY+WCrRrH7EBriG9Ycmx4 ++H9MUSn6gqP7k46HXdimqN175mo6gC1W38uSey3L+sda1Hyfgzb1eM/1SFm2 +NqF6xJZj6IwV20se9ZZlPY5si9D4hC7uMWSyQYUMW5Jhyv1NBq80DfhWcE6G +tT//ov/YdehdE/KCxvvLsDevbVlRdAs93FR916c5MuyovGG35spNAQfYD91Z +pCHDnnpYzs040fkaq3u3acqwA59snLNlL7qvxinzPlIyLH830HiOftnNRuHu +S2m2e11pe4bOVHD19sxrs9OkWfHtYhG6MEHBe+tWabazacChotPo0T59q9ZP +kWaD2ws/zW1Cr9osV7DHTJr9Ist3iGngfPmNkRu4++lClf47t2xCt14d7Nz4 +Qop9qXH/hcZ9dF7Pix3a2+VZ1/6rhp5UcQR7DdP7d/FfHfbh4D7rx85ENx+d +U669mptvjLjzsCgZba5y5335aCn2qqV/n3m16NdLpbgiSbEjGPWljQZO4LRu +Lt0GPvvLHHfgewS6TPPwEbVGbr7isqhLr8vogOXWU28+/Mvs81CbffI32tt+ +5kW3yL+M8oJrGWNtp4PHb3dkLnHpRS6bLyrahjaRHX1/9RQLtm21EjejRfub +5x1e1CzDrtyQndCo4Qz+1vkouZ9+J1O/xfv9Fm90pdZN+9n3/zBzdslZ9EpH +33laVHX64B/m2T9no042oF3rvaqenPnDDJ4+7NPh3i7g/z0P/GHmP/3bo94K +faK8hk2W+sMcdi8fazIPHdN+4rXSsw7m+cvMBaGb0T9KxiQnRHUw6j4bd9w5 +jn4x1m/PcN8OZvp/M7g7Orriv1m+YfkdzM4lBi9mfkaf224wvLmunbn/+bdU +itoMcI1vYuviL+2MdGCpYb0Z2kY8YW9nxrUcczGZhfYZXvvCNq6dCRX/Q9v1 +nxZ4fEE7c7nDMe3OIfSb8GVzPgxuZ75HDuAeqdEumYXzpeT+MEbyou8z69DH +dY+PVD3qxC7eUdg7Rd4V7K42PDvluzybrprK1BuiB2/v+lvqZxtTvXfNEhNH +tPfIqTPmZLQxWpqT94SuQisa7fuZ8aSNcTuofe3OPnRTikPX9JRfTLzOj2rl +q+h1Q1Xc1yf/Yh6nFyi4vUCbJvRy7iv9i+ky5OCIlA60XkdiQ9CsNmbC6ZXu +9bozwWeXVa/eGdfGRJhM5P7Ql19t0klqGcTm8NPBxWi/XX2SPz79zfwc/aX4 +zg50+MWAI7sXtTKmN/N+Kp9FHzH9Gmq0vJVZzib0dytDJ2QU9xrXo5XJzF9m +l9KMfpyfblU1uJX5b/L4FfWabmAnma2ffhi1MuLpthX6Gj+c925lvGZ8uBk6 +Fz1MvODQyiRW5L67E4n+M/1F7rdmEfPEM16l63F0t8nv97wxbGVUqv1GuT1A +i7v7lFZmsu/YOSmf0Amdpj9iufii6lW5v1ng/Lm13o+bREyef91pEzO0/1KD +zbY/RUz7t6vPQt3Qdofyun5oFTGWa3a131mHLjpqd7X5j4gJavUZ1PWQsM+F +jZrmdhv9n2XfPG+9VubjX8U1KW/RWQYvjpcV/mL0o94crJdzBy/0fLBx+3ER +M18x+66JITog0EV99GERc3g3P2NA5z7La3tzQMRUdffueXcluq3nkeabe0QM +3xu67kOX88G5+KZryfm6XUHreuc/dOTi25nyfEfKc7TtS7tjn1JETMGAsxfr +29HfIt06n8eKGP5pxkR3Nviqsnbn50QRM87IXXr9BDSlF3rOaOjdRWj55qKt +c7eLmEvmf1267kDHOVg8MogWMeLucAZdferEueJIEWNknZmWUop+LP1skPU2 +EbP43/CH9U3oe5+mxO3m6jN94oxGE00P8IkbZ6af3iRi3jzgJ0ToznOLh1pu +FDF9HH8zd+egPY7ryd3ZIGLcykqWdI1E57U8LBkQJmLi3Y7tcTuG7vtpS9aZ +UBFT9HzdtZT76OCacVGj14oY7mG1pv4jesOg9Op5m0XMhLd6XUxVPcFTpphr +fF4nYiIW/Ryx3hStH/74SDyX3xsfH7nfnYle8letJZErb8uKIxFd16Enigds +ESN+3Dso7OVrHUpSbqFXaSbtsAsRMSd/9xPV16KHFF4Y67RaxNRFNPY3lfMC +G/8zaxQTJGJ0ZAvs1g9B+zs1x80MFjFe4gU9tNMBzfMnV4qYhK4ruT90m790 +qRoXX9meCbfc9qLDRQVa9StEjIpG7/cpl9Hd3oS6/bNcxExO+qzyoQrttW4S +M3mJiNmqnTfKtB299Km5iY6/iOFX89freIO1b2W8G7lIxPzWXxZ11xZtu1PF +K86XG0+zbM50XYSm9IKG9yx3247+2E29ZswqEcOPFimn0dxk8+/6+SKmwSJ3 +0IcS9NwCw5dy80SMeDm5CT2SK811H248He+3Zn2vOWBaDz8kXjBAb90X5+zj +LWIq7VXvdZ2Dpvz0LHr7yW0Terf+80kT53LjqfPVnkfS0XccjU+t4bzj2U6r +DwXoqUcTvo/j8pM/28fX9CPacqOMfIg7N56+Hrlzvcpc8KOFV5iBs7jxVHxD +Qa+Ljvpt5yxi1r17/aLrTLTMrHOpk7j4spdelJ61Fv34YvLL6mncePoleuiR +ZHR6vz3++5y48XQ1P+NAd7N4bfJ+uogRDxe1aCrP0fWy3N888LFE58IHs0XM +6z/8Dz7ogZ6r+p515cbTLWcau05Fz958b9Mbzm4Km/vMWoF+9rNzlAIX356d +s9gj8eiT3NUQxeW3UM1o6YdLaL62vWZw4+k/nXtMq9DZP2xyUrj2nND72bX1 +v9Hj9+86OIiLb+OhkzV3+/sI+rpueBcVW7TT9/U7f7lw4yn/uOKHDp8+9Odo +zqaGg2cf2YY2/ny92143ERNw5lfEh1PoVyr8gpWIES/nlKAHVJ/LWTeZG08v +p5es/4GeFnzDKN+eq8/D1mELlOeDKb6z1YO7KWijhwW2nfeeytW3Xvdjp4aj +lZePtmjm+luD729LZwb9oKGl5gsXXoFf7nRBr2y2kvflwut/KJmX5Ium8WTC +0BtN44LR2r2U86IduPEm4FjM22j0iWVr5J0ncffLs7F9Yw6gE9Wie6235caj +7+vOGWWhs6fwAwJ3PzXznVCag76/YlTkNZabD65xrFzzGM23tgHnliuW/n2q +0W7iBTduPON/sPmOHrlts53yBK6/cLPJBdILwNTe08N/DlZQR/spxY0yXsbd +r2/X3Diljz5UNbR7ABffDqlCJ2dL9N95/AM3dz+fcPltswP6s9XBnz24/BZE +HQlJ8kT/bz2b64/3tyvZBKCXnK84ZcWlJ6XETefD0dRfdabNNYuJQzdF/HUe +O4Ubb2MdCozS0PLH9llJc/3Jq9TMs/Qieu/XcMaCu5+t66H9dc09dOpgtdND +xnLziZncgFWBpt+LLyU0atyqR+s0DG9XGcU9z1W9zFzQht68yqwobCQ3nmsV +jFNQ9gVfORBteoazypzzZaf6odv6PozO5tIzOpLs5zwcPSe9aNYAzpNrt7Y1 +j0cvED/wcPPtgSt3J7mgH+X26RfMeaufh56NL5r669EMrkOsQVcesj+tYcrN +dxqMJ8dEo7V0d0j148rz2qj3a6MDwv69XDqwNBOdcsppWtMI7n5z/rNscA5a +2nxGvwWcLX9UHOjzGK2cf7C7HZcft5F5w269QYe++VBxwEzErA459e+C7+ja +4fFpbZz3XNs/U0F6ITh9TZPdOxNuPOWH855oSq/QelmYsz6awjdsnNmtxQJN +7aWQZ3MsyQEt3/6z10wuvL6M4WgbT2FP4H+u8UcPe+i966wxN57GdMyLCUdT ++I3c05pRHJrye0j5SUxpKpra44Zjbt/gi2iKrzLuxLk+99DdYpmuo7n6buEn +9OVo6m891TdULqhHP1b6c8WUS890lp+/Qhv65LgDbCUXfvqB6Z2nlPzAlF7A +izH7nPuhqbw7+O0KxuiJV/4JXMKFPzlXNSdpPJr6c35qq5ONC5r2s9S95f4t +QFN5pfQfh8SsQVt4nYjcy8Wns/iq0rBo9APWI3f8cG485R/XE9FUX56fdpoF +Zwp7nXFIQZ8cNNVHAr8hqAi9RmPiqxNcfi/xPxi+Qa+cdqT2Ehe+rGnkZoXv +aCrvt1E6vU5LLQLT9aayTjHLuSc66W2mixSXXyNuutEySNiT21+XJVmgKb5F +Ng/8bBzQVoOmhm3l8rt108W2tx5o071SMalcfR+9c2h3jD/6ydOjFwZy4W/L +xugNCxf2a7vAy6WxaMrv721ek4NT0dRefQonve5zEU3xWaqYBN66i6b+MpNf +8CpHU/jV8bJJCvXo1tQuBhu58WbP06/DTrei/+kj567GxXdG4/m/zkqLwVRf +he53Z7b0RVP4hqQzH5KM0ZRfhVeJYTbj0RSffv/N3eqc0VRfE3y4CekCNF1v +PkdnjR62Bt2x9IzeKi6+jfzPzVFoqq9Dg418ghPR/w4tHRxvwT2vLNFo7pOJ +pv5YmdUZc+sG2u+G2+dSLr2Wzw19fYvQNB735DdkvEFTfZoG3ppw+hua+ptT +9slKZ6klYLofBLTs9W/pgaby7rAM70wahKb+khG6eJ+NBXrZll/v7/DjaY6L +QZ09mtqzrsMqJ8YDTf1Biv9Fzx9N4XW47lAahqbw1vd+hQTHCttT/p2SViqa +4lvHL8ddQFN9Juy4buZ7V9jZRekFCuVoSq9MNdbz9Hs0pffNed1X51Y09WeV +fQs2tyguBX/fHhFfws2Hjcqn9Urui6b8OGhaZtkYo2m/5yJuOlpng6b+tvUg +N+FwRlN8aa9b/IYtQN94v6xoqRE3nurUtJUGoak/vp7/aHdwFNqn8XzjGy4/ +v9Mv6Wkloik/fd6nXL51Ek3hLYZsn+x7A039eeayoNcKRWiqj9X8duXXaLpf +xn21l3P5hqb2PGNiltTyF03pFa7uZ5zcYxn4f/tBufH0knyezSC0ZDzlf24d +hab86o95+SHGHk3zIdsN+WHDPNDUnj43z3UrW4ZuqvQdtovLz8bOpGPBYWhK +7yC7dbRWrLCv89tljgi7kl9QvICm9m5RmNCscBdN9dFzivG208/QAyx7Jj7i ++qPJLs1+Lu/RBn+vxudy5XEqljrfIkJTfgK6fZ6QrOgPpvbePqOi0qYvml+t +1ebH03/+9a8bhqb48iu4G4oNmp4n6nrv3zfMGU39ScorwqBsPprmy/0PL80J +DkLT/dK62nW6VhSa+qMnN1zcSkBTecX73k+iqbz7j/dQ7nIDTell88vthWhK +r8yw3szlNVoynvqXFbR8RVN9qZzN8Uz+i6b8DP1+/KtNjwDwrHmL239x/cXB +bM/muoFoGm8WrVnfa9so9MWSWosccxGz5crCrGH2aGqvNO5xpWw2mvJze+yY +J8HL0NTfX4cNXKQVhqbr9fctlV+3dqOpvntLte72PSJsC/4Htwtoys/MqKLL +p++gB118+rOTu18F3r8y2eUZmvp7nCJ3R3mHpvjO8NvlRWiq78LdwXLjFZeD +6X7aUDIvqU4LTeOdfA9uwBiGpvYYNHNk3jAbNKVny2+nmI6m8cSnqktD8Hw0 +jUfhWk1hWkFo6u8HvV93u71V2NdT7h/zTUDT/bay5sLoLifRlJ8WfrvfdTTl +p4dftI9LIZrCm2Ssam55JWynBs9tyV/R1B/9jSb1G/8Xffuc2n0vztuXjzhf +130FmOajGef6TNw2EE3tkd8oUzVsFJr6W535V/8yOzTdb/4GV3UGz0bTeNL/ +2p19WsvQlJ71r9MGtzegd8bkzDfiyuNhnZjjuxtN/X3txsjpXY6gI1sCA+yH +cuMpdzs5fR5N4bOlZ611uYOm9MomMso/n6KpPr7xP6e9Q1N9dH2obj5ehKb2 +HKrcWVDXZSWYxhMHR65DaKFpvPWL4x5oh6EpvS1lNzeXjUN/Vb1tmsyFT+t5 +slfIdLRkPHXbm6U1H0399TX3OHt7tbB/PV/0xHcrmsrbu5/Loi4JaHpetJhr +9et0Bpqe11xT9WNdrqPpegx8qzbg5yM05Sdu0K/Lya/QdD2dWfTf5PFf0dG3 +ei0ew8VXeLL4dV0nmsbDDx+vBW7rvgpM9S1vnC5nPBBN18uglbuTykaiqb1t +L6w1DrFDa69YcaiK6+/zmubnac1GU3rh/HappWgq78G1Fg2+G9AuCXekFLnw +1/kfNHejx3/5FhLCrwf8Vup+JgVN7dHMb9g8j6by9NhUPfpnHpquRxN+u/JT +NJXHUfaSz/h3aLpe/e1Smut+oqk8+fe4f7KBYJqvPH13XTVRBU39qU7+3Oyl +vdB0PTUaHDtqpYO+rF1QtpZrr78OSZ9VhqDpeVJtWaxFjQm6YZKW5UkuvPbO +LZsujkFTfzXmX5izRVN9Wz1eru4+FU31MZV/HWMm2vGxtoIml554u7Y3uvfx +h2nvDUXMUhPHH4/90JTftS621qkr0FSf0asto1evRVN/554GSiduQtP9hn+c +1tyOpvrOLu+1sCEeTfXN7ybNSUZTfyvT5CaM6WgqL9ebWZ/TaIrvm8ennWaX +0VSfHetrymVvoak9lA+V61QWoKk8fW8+WppZgqbwhm9uZ2+oQtN4PabzUodj +LZquZ3vdLHvdj2hqL3f2SPyPH2iKz2/BPy/v/UaHDXsc6MbVV/CW7fqJsqvB +NF5tObZx5VIVNI3H8flB1616oak+094vkVHVQZ+fqVcZxaXHv01WY4Cm+rw9 +xDXxogma+uPjyQ61W8egqT+8XjbOyN0WTe3B/1xiOBVN8x1+OvXbFU39UbG4 +n2KxN5ri0/zW3TXVD03lMeimcHj1CjTV9yjT9vcT16KpvJP47Zib0PS+tmvQ ++/UN29CUni/XHXLi0VTewMulqrHJaCpPREX+bJ90NKUXJ7px1Ow0muI73Pv8 +Z9nLaLpez4w5blF5E03l5Z62N2UWoKm9CzfEPdpQgqb8Pj+0Vd2pCk39teFm +6FzdWmGL3qw4+aMBTeWV++v7494PNN0vNPS4GflvNNXHQFun6KWyQWDqb+a+ +E0qtVNARA5xM/x0nYvjlMtVe6Fnu45bJRYkYl+PGC2v6o6k/zOM3PBugKT8r ++BciTdBUXn63lvsYNLXXTkPpXYa2aBoPDk4Rlf+egqb2zPT/rFPsiqbzDK7v +ql2a6o12kA3tqs+Fv3+mInu1H5riqywu7Ji4Ak3j5btv/9prrkVT+KZuV+Ib +ItBUHzJmp17mbENTf+rOT8jj0VQevTX7V/okC3vE/h3XzdLRlJ/xVyJk5E6j +6X7jWLnGsfISmsLPaV2amHlT2PzbbhsKhB06dqaRUwmaroftXpODdavQVF/8 +49KPGmFnHDZXzG9AU3+6fIu7ofxAU3vmV2sfXvobTfGJXxeTXQOm9hJvJ1dB +0/XSaMvNODTQFF8nN1xc7I+m/KjxL5QYoKk82idezXY3QVN/N75fdtRwDJrS +s/pQ8Pk3i6b4pirmWhRPQVN5PIZe2JTqiqb+uGTqiUervdFUX2sDDqpP8kNT +fxG/7rsCTfnZz78OGIKuzi5l73Hp8bs1cyLQVN7s7yutY7ehqb7zuvtF+8Sj +KT9lZp6lZsloio9fDpdLR1N//7Jm4sLKU2iqz479Y85mXkLTeKp8dXjrhpto +au++VdwdpQBN7WHY1nuXbgma8jtGS7XiRyWa8sOfRpFfg6b6nuXNDRgNaLrf ++IV/yV76A035DUp522H1G03tseV2pb2qbDCY+kN8TVF8TVc0PS+lSd15eVED +TemdG3BVP6o/muK7zb+wZyBs8XEmJsIWH3cxGk31+enETsdiFk3XS9v9TYmp +U9AUn2JDcO1qVzS1p6aSv9EkbzT1BwMjn2BNPzTFxy+HNCxHU/hJy6co5oYI +2zV2vGtsBJrac/65kYd9tqEl5xXxr7vGo6m+xK/DJKOpPeN6qG+oPIqm+Pjb +SeYpNOXnzMw/qmGXhJ0T3DTb6SaazmsqTPhwVLcATek9v/r6849iNNVXfdUT +i/xKNKUn4jtEDZraS45/oG1AU3gN64vq1j/QlN7AORlzVX+jqT7N+Q3/MiGC +5h9nL3ZFU304/xttHaWBpvDcbCPavT+a8stvZzU0QNN4HT5wkVb7CDSNVzsn +ei0sHi3sg37OZ1NZNLVXZvSk1tVT0JTf6xljbSe5oik/9x+M2KXpjabylDcM +qmhYiKb1vndKWrq5y9E0XjQZqS2LDUFL5qv8gmAEmtLrvqKtw2wbmsqjx294 +iEdTfxtxvi6+MglN9Tm+rOpl5lE09TfHH4/1w06hKbxXz7srnS6hKbz/yGvX +dW+iKT+hbmdkmvLRNJ5sDznqmF+Mpt/LE/l/lWi6X2dc4x5YatCS+erzSCPr +BjS1B7+dSfUHmur7ad+A2zW/0NRetdbzFbNl1oKpvhrnzHKN6irszo1TD7tr +oCXzVf51/f5oyo/4db7BwjZ+O3RD8Qg0pcdPN1JHC5s/jSeIFbbHJCWPSVPQ +lN/FizqParqiKT9rY5o/N3gJm5uNWuQuREt+b3v4ZlPscjSFT//49JFPCJr6 +azZ/XFQEmvqD+DiZbWiKr8Qx+2TlHjT1t+oVJ39kJqEpvi9xh63DjqIpPx3n +90Y7nUJTfPx2dd1LaBrv+jaFaTXloqm9DNVXL8zPR1P40aMWn00sRlN69vyE +tBJN4d34BfUaNNWX3wG7XaoNaMpP0HWrippGNN3Ptrww0c3+hab6jOdfWJVZ +B6b8pPXre8m9K5rq+9y4bn8MNYTN9QaHdm005fdxxK/44sFouh5epn57mToC +TfF9yvtPP2g0msrT9vb5ykksmtJTlC25rjkFTfWtqX9P5uMMNOXHwO66Y64X +muqb7w6xC9HUHyZsS6/1WY6m/LhmHjAyD0HTeZ78dkW5CDTlN/DT5tuVMWjK +b0TXdYpZe9CS+arxctewJDTV92GnBYedjqKpvGf440ZOoak84teRs9EU38ML +7Ib8XDTF95ybjibmoyXzVX7CUYym8ojU9TysK9EUnj8tSLUGTeE13JW/1HxA +U30OXPfXIrtR2GZJLZuifqGpPlj+QACZUDCVd/rLavWhXdEU37z2Z3Pb1dE0 +H1uu/ehksTaayhtuc/tH6mC0ZL4675J10Ag05efgJm5GOlrY/Osomiya6vPq +nX1aHyejKT/367YtzJ0h7HLZjWdjvYT9Tj+o1WchmtJrsltia74cTeFllszZ +JReClsxX+Q2XG9GS+WqWvW5WDJrqcwT/QtkeYY/7bHrJKQktma+qGPzRPYqm ++vYa3s+hKQtN+fGf3n1vfjaa0gtdJf8qMRdN8W3nbyj5aIqPPy3QuhhN9XWC +/0G/Ek3hLze/kKmtRlN6dzVKHbM/CPspN1xENaKpPPxpo+6/0FSfjevOGQ2V +WQ+m/PDbkduV0RSfWk7S7WJ1tGS++ipWMU0bTfkd1rHFNWgwmu4HVv1DD08a +gab0xMcljUZTfB78cQoMmsIvjpy9IXcyWjJf5R5XYmegKXzUXVu1+V5oSm// +f5Ye5gvRkvVWOeN0ueVoCn9h8IAvlcFoaq88e03LrI3C5k+TCYtBU3mqt0sV +Ou1BU3ri40iThN3BH1eYhqbycHeTk/lZaMoPv1yamI2WzFf5ASMXTelZ8gse ++WjJfJX/wbYYTf2J345WW4Gm/PhlH1mYXY2WrLfyB+59QFN+t7Rsb3VvRFN+ +43tF2A79hab13lT+QCvpDWAaT87NXlpRrIym/PI/16apoyXrrcmuy4K0hf0y +x+HSpMFoKu+nV+P+aI5AS+arHWYOHy3RVF5FnSF7cxk01ZcmP2JMRlN59Of3 +GDx/BprCj9qssMrcC035FR83vRBN+XHljyMOQFP4+e/eO2YFoym9QO52ErYR +LZmvGpTVOsWgJeflOxQY6e1BS+arS3OCmw6gqb1O7Th/Oz8NLZmvnjqueCBL +2A+LuA6RjabyPucfaHPRVF/i497y0ZRfEX8czGM01Yecy8oN2RVoyg//OBtV +jZast/IHfn5AU3642YbH0EZhs+Vcj2hDU3rT+QMDpcPA1F7zNIdbpimjKfzy +0QMjg9TRlF64R+/CSdpoyXx1vYpG78FoKm/SQel5H4ejqT9k5opO5lqiaT2U +X06PZdCS/QJ/aq3nT0ZTfst1KqPNZ6Apv++YolI5LzTll99uWuWLpvzK8C98 +BKApvu7HTp0NC0ZTeB3+hfaNaCrPiPf7bfVi0JL5qsLOXU1xwnYcsqki/wCa ++jP/c/6BNDTVl/8y7l8WmuojlH9gyUZTfrednvlHNRdN4RP5DWP30NRfj3+1 +2Zv9GE3luaw28lVUhbDvmhgOnl2NpvSeuvRfNfQDmsor/hzFd2E37usiW9KG +pvj47YRp0uFgqm8VbroRpCxsbVF97SR1NJWHPy6kt7awrcY8Cf6oj6b2mOx5 +/3bucDTl12NDrmKcJVoyXz10wXU+g6b6WHvzxGHzyWjJfJU/rnIGmvKzjz/O +yhNN+UnXjd6Q5Yum+PjljrAAYectWKU2PRhN+S3Z4uehtxFN4auPeaY3RaMl +89X86V/y49BUnvb3Ey0PHBC2cpexkcvS0FTePvyENAstma/yC+rZaIpPfBx2 +jrDtd6lmZt9DU3r8zy1Rj4XtV9xqPbsCTfURxB/oVo2m9PjXxdvr0VSeeNMq +rZLvaIrvyIzHC9Pa0JL5atCds0HSG8GS+eo/V1snKaMl662XT9v2VkdT+JcV +abs+9kPTeP9JlFCRq4+m+PjtHnHD0VQfClx3mG+JpvQ0vUIumTNoqg/9MP8/ +cpPRkvnqYR+HKhc0xcefJpnlKWzX6imvwnyFPf/v+MHTA9CU3iq9Uav0gtGU +X+5p5UZTuLB3++rIFkSjqb4Pb1V3OhCHpvzw09FlB9AUX04BN+FIQ0u+Z8Uv +mGahqTzPuzQE115ES9Zb+Q3rOWhK7+eUp4rR99CS9daAB66zH6Opv/fcffPw +0Ao05Xcgf2DmGzTlV3wcXz2awrPfD21I+46m/sovhwW1oSm/88xi1OykIwS9 +3DXMo7cymupjw5rA9I890ZL56v5FX3L7oSm/SVe8LOP00ZReZqVz5PzhaMl6 +a+ukQnNLNNX3/T5WGvIMmsLzp91XOaCpPO+89DOzXNCUX/7nuDBPNJVXKkVt +3HRfYXfnD9QJQFN8/HEQTWuEPULqm1ZBOJrqa9yA/xYeiEZL5qsTnp9dFoeW +rLcu5G4oB4TNnyarlibs0BPXdtVmoim9GH5D8kW0ZL764ahudA5aMl/lhovZ +99CS+erQ3ZeGPkZT+LtTN/9pL0dL5qsBax1K3qApfO3ugL1p9Wgq77ez818F +fRd2Z8mswXZtaIpP/Lk96U2C1uY/h6eEpviMzC1kb/ZES9ZbZxo5xfVDU3j+ +cWW+PloyX03QeGs+HE3h+eO+5C3RdL3xrwNXjUdTfqLamm9nOaCpPfdpfVQM +dxF2ulW163RPYV/wfnZYzxdN6eXxx4X7oyl8Scot04I1wuZfhzoQjqb4+OXS +ZdFoCs9/7WJcHJrqW5lf8DiApvj6TNyWXpuKlsxX+Q2nmWgKb8m/MHcRTe1p +n7E4cnYOmuJze+BdOPQemuITf06pSNhB/OdWytEUXyR/4PsbtGS9dZppU1A9 +muI7snzwOLvvwj4X2zemdxua4pvHn0cgFQmm8OLvHcqhKb8r+QVTJTTFxy8n +X1AVtvi8g57Cljv1JW2LJpquN/606s990ZRf8XnYumh6H098nsIgNL3vOoD/ +Xp0hWrIfMPyJZ7wxmtIzVX0c8csUTeURn9dgIWyG/17RWDTVN/c0/nXUeDSl +Jz7vewKa4qvgz4NwQFN8c/jvuU5DU3ziz8U5oym+5fznxNzQFL6ZP2/CQ9ji +zxHNFbbMxPheEQuEvZM/z3yRsPnXAVz80ZRffrvAjZVoCq8XvSFr4Bphn+wV +UrJrnbD5r922hAlb/D2qSGGPf+Bn8yBK2OLz2negqTz8cQvJscIu5zdM7hO2 +t5Lzk4BENKVXlzxFVH4QLVkv5M/7SEVT+Kac8ezJY8JeP23sou6ZwhafR39G +2OLzRC4Iuxv/PcoraLoeEmMH/bp8A03hdfh/t4UtPq/krrCH898buy9s/nVP +zyJhi8/bL0VTfYvPQylHU3h+Orn/ubCf9mjT63wtbK/0Jrslb4X9lj9v5T2a +8rP03oc9Yz+hKXzjzLrL6d+EHcp/T6BZ2OLzXFqFHSP/dFB1u7DV+AVpqc2C +TjB4sOKCnLD5r1VpKQlb/D05VWEb8y8U9BD2Jf57CZrCtuJfmO4rbPH3jHWF +PaXv0cD4QcIuO3Uo4dcQYYvPuzEWdm1RfE2RqbD57UAWFsIWfw9irLDF5+mM +F7b4e7MThM0f5/7CXtj8ca8TpglbfF6Ps7D542J6uQk7vdbHOMJD2OLvXcwR +tvg8oAXCFn9PfZGw8wZOzRvoL+zJlya937VS2KX8eUNBwhZ/zm+dsMWf+woT +9mL+ex6Rwv7Kn2cUJexgfkPqDmF3ZOg0BMQKm3+du2KvsPnt3uMThS3+HuRB +YfflHhe7pwpb/L2SY8I25M9jOinsCwfbPk07I+yWupCNkef+3/8HfiuVeg== + + "]]}}, Frame -> False, + PlotRange -> {{0., 93.17647058823529}, {0., 72.}}, + ImageSize -> {93.17647058823529, 72.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + + GraphicsBox[{}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + + GraphicsBox[{}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + InsetBox[ + FormBox[ + FrameBox[ + StyleBox[ + StyleBox[ + TagBox[ + "\"\[ScriptCapitalS]\[ScriptC]\[ScriptI]\[ScriptCapitalD]\ +\[ScriptR]\[ScriptA]\[ScriptW]\"", DisplayForm], { + FontFamily -> "Times", FontSize -> 14.5, FontSlant -> Plain, + FontTracking -> "Extended", FontVariations -> {}, + FontWeight -> Bold, ShowAutoStyles -> False, + SingleLetterItalics -> False}, StripOnInput -> False], + ShowContents -> False, StripOnInput -> False], Background -> + None, FrameStyle -> None, FrameMargins -> {{0, 0}, {0, 0}}, + RoundingRadius -> {0, 0}, ContentPadding -> False, + StripOnInput -> False], TraditionalForm], {4.658823529411765, + 64.8}, {-1, 1}, Automatic, {1, 0}]}, { + InsetBox[ + FormBox[ + FrameBox[ + StyleBox[ + TagBox[ + "\"\[ScriptCapitalS]\[ScriptC]\[ScriptI]\[ScriptCapitalD]\ +\[ScriptR]\[ScriptA]\[ScriptW]\"", DisplayForm], { + FontFamily -> "Times", FontSize -> 14.5, FontSlant -> Plain, + FontTracking -> "Extended", FontVariations -> {}, FontWeight -> + Bold, ShowAutoStyles -> False, SingleLetterItalics -> False}, + StripOnInput -> False], Background -> None, FrameStyle -> + None, FrameMargins -> {{0, 0}, {0, 0}}, + RoundingRadius -> {0, 0}, ContentPadding -> False, + StripOnInput -> False], TraditionalForm], {4.658823529411765, + 64.8}, {-1, 1}, Automatic, {1, 0}]}}, Frame -> False, + PlotRange -> {{0., 93.1764705882353}, {0., 72.}}, + ImageSize -> {93.1764705882353, 72.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + GraphicsBox[{}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}, { + FaceForm[None], + RectangleBox[{-1., -1.}, {94.1764705882353, 73.}], + InsetBox[ + GraphicsBox[{{ + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 0.}, {0., 72.}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{}, {}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{93.1764705882353, 0.}, {93.1764705882353, 72.}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{}, {}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 0.}, {93.1764705882353, 0.}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{}, {}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 72.}, {93.1764705882353, 72.}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{}, {}}]}, { + RGBColor[0.333333, 0.333333, 0.333333], + AbsoluteThickness[1], + AbsoluteDashing[{}], + CapForm[None], + JoinForm[{"Miter", 3.25}]}}, Frame -> False, + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}], {0, 0}, {0, 0}]}}, {}}, { + PlotRange -> {{-1., 94.1764705882353}, {-1., 73.}}, + ImageSize -> {95.1764705882353, 74.}, AspectRatio -> 0.7775030902348578, + Frame -> False, Background -> None, DisplayFunction -> Identity}]}, + "RowDefault"], + Background->GrayLevel[0.85], + FrameMargins->10, + FrameStyle->None, + StripOnInput->False]], "Print", + CellChangeTimes->{3.666105631737959*^9, 3.666355903266961*^9, + 3.666428210439102*^9, 3.6673057658802643`*^9, 3.669468669939788*^9, + 3.669469206229609*^9, 3.677416365371888*^9, 3.67741644799282*^9}] +}, Open ]], + +Cell[BoxData[{ + RowBox[{ + RowBox[{"DefineStyle", "[", + RowBox[{"\"\\"", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"DataLine", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"LineDashing", "\[Rule]", "3"}], ",", + RowBox[{"LineColor", "\[Rule]", "Red"}]}], "}"}]}], ",", + RowBox[{"DataSymbol", "\[Rule]", + RowBox[{"{", + RowBox[{"Show", "\[Rule]", "False"}], "}"}]}]}], "}"}]}], "]"}], + ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"DefineStyle", "[", + RowBox[{"\"\\"", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"DataLine", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"LineDashing", "\[Rule]", "3"}], ",", + RowBox[{"LineColor", "\[Rule]", "Blue"}]}], "}"}]}], ",", + RowBox[{"DataSymbol", "\[Rule]", + RowBox[{"{", + RowBox[{"Show", "\[Rule]", "False"}], "}"}]}]}], "}"}]}], "]"}], + ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"DefineStyle", "[", + RowBox[{"\"\\"", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"DataLine", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"LineColor", "\[Rule]", "Orange"}], ",", + RowBox[{"LineThickness", "\[Rule]", "2.5"}]}], "}"}]}], ",", + RowBox[{"DataSymbol", "\[Rule]", + RowBox[{"{", + RowBox[{"Show", "\[Rule]", "False"}], "}"}]}]}], "}"}]}], "]"}], + ";"}]}], "Input", + CellChangeTimes->{{3.6663576921602573`*^9, 3.666357749504216*^9}, { + 3.6663577822973347`*^9, 3.666357784728098*^9}, {3.666357948376087*^9, + 3.666357994504772*^9}, {3.6663580788496447`*^9, 3.6663580802246323`*^9}, { + 3.666358166673134*^9, 3.66635816828092*^9}, {3.6663582500493298`*^9, + 3.666358253224718*^9}, {3.666358318137806*^9, 3.666358322769499*^9}, { + 3.666358690530039*^9, 3.6663586943585997`*^9}, {3.6663587372104816`*^9, + 3.6663587609453917`*^9}, {3.666358806088179*^9, 3.666358845090521*^9}, { + 3.6663589696496067`*^9, 3.666359010371131*^9}, {3.666359066908009*^9, + 3.66635909969907*^9}}], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Diagram", "=", + RowBox[{"Figure", "[", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"Multipanel", "[", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"{", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"FigurePanel", "[", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"{", "\[IndentingNewLine]", + RowBox[{"(*", " ", "Plots", " ", "*)"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"FigGraphics", "[", "B1", "]"}], ";"}], + "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}], ",", + "\[IndentingNewLine]", + RowBox[{"{", + RowBox[{"1", ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"YTicks", "\[Rule]", + RowBox[{"{", + RowBox[{"{", + RowBox[{"0", ",", "\"\\""}], "}"}], "}"}]}]}], + "\[IndentingNewLine]", "]"}], ";", "\[IndentingNewLine]", + RowBox[{"FigurePanel", "[", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"{", "\[IndentingNewLine]", + RowBox[{"(*", " ", "Plots", " ", "*)"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"FigGraphics", "[", "B2", "]"}], ";"}], + "\[IndentingNewLine]", "}"}], ",", "\[IndentingNewLine]", + RowBox[{"{", + RowBox[{"2", ",", "1"}], "}"}], ",", "\[IndentingNewLine]", + RowBox[{"YTicks", "\[Rule]", + RowBox[{"{", + RowBox[{"{", + RowBox[{"0", ",", "\"\\""}], "}"}], "}"}]}]}], + "\[IndentingNewLine]", "]"}], ";"}], "\[IndentingNewLine]", "}"}], + ",", "\[IndentingNewLine]", "\[IndentingNewLine]", + RowBox[{"(*", " ", "legend", " ", "*)"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"DataLegend", "[", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"Scaled", "[", + RowBox[{"{", + RowBox[{"0.185", ",", + RowBox[{"-", "0.02"}]}], "}"}], "]"}], ",", "\[IndentingNewLine]", + RowBox[{"{", "\[IndentingNewLine]", + RowBox[{ + RowBox[{"{", + RowBox[{"\"\\"", ",", + RowBox[{"Row", "[", + RowBox[{"{", + RowBox[{"Subscript", "[", + RowBox[{ + RowBox[{"textit", "[", "\"\\"", "]"}], ",", + "\"\<0\>\""}], "]"}], "}"}], "]"}]}], "}"}], ",", + "\[IndentingNewLine]", + RowBox[{"{", + RowBox[{"\"\\"", ",", + RowBox[{"Row", "[", + RowBox[{"{", + RowBox[{"Subscript", "[", + RowBox[{ + RowBox[{"textit", "[", "\"\\"", "]"}], ",", + "\"\<1\>\""}], "]"}], "}"}], "]"}]}], "}"}], ",", + "\[IndentingNewLine]", + RowBox[{"{", + RowBox[{"\"\\"", ",", + RowBox[{"Row", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"Subsuperscript", "[", + RowBox[{ + RowBox[{"textit", "[", "\"\\"", "]"}], ",", "\"\<1\>\"", + ",", "\"\<*\>\""}], "]"}], ",", + RowBox[{"Subscript", "[", + RowBox[{ + RowBox[{"textit", "[", "\"\\"", "]"}], ",", + "\"\<0\>\""}], "]"}]}], "}"}], "]"}]}], "}"}]}], + "\[IndentingNewLine]", "}"}], ",", "\[IndentingNewLine]", + RowBox[{"Width", "\[Rule]", "18"}], ",", "\[IndentingNewLine]", + RowBox[{"RowLimit", "\[Rule]", "1"}]}], "\[IndentingNewLine]", "]"}], + ";", "\[IndentingNewLine]", "\[IndentingNewLine]", + RowBox[{"Dimensions", "\[Rule]", + RowBox[{"{", + RowBox[{"2", ",", "1"}], "}"}]}]}], ",", "\[IndentingNewLine]", + RowBox[{"XPlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1.35"}], ",", "1.35"}], "}"}]}], ",", + RowBox[{"XTicks", "\[Rule]", "None"}], ",", "\[IndentingNewLine]", + RowBox[{"YPlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "0.28"}], ",", "0.28"}], "}"}]}], ",", + "\[IndentingNewLine]", + RowBox[{"FontSize", "\[Rule]", "15"}], ",", "\[IndentingNewLine]", + RowBox[{"PanelLetterFontSize", "\[Rule]", "15"}], ",", + RowBox[{"PanelLetterPosition", "\[Rule]", + RowBox[{"{", + RowBox[{"TopLeft", ",", "14"}], "}"}]}]}], "\[IndentingNewLine]", + "]"}], ",", "\[IndentingNewLine]", + RowBox[{"CanvasSize", "\[Rule]", + RowBox[{"{", + RowBox[{"4", ",", + RowBox[{"2", "*", + RowBox[{"(", + RowBox[{"0.28", "/", "1.35"}], ")"}], "*", "4"}]}], "}"}]}], ",", + RowBox[{"CanvasFrame", "\[Rule]", "False"}], ",", + RowBox[{"CanvasMargin", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"0.35", ",", "0.1"}], "}"}], ",", + RowBox[{"{", + RowBox[{"0.42", ",", "0.1"}], "}"}]}], "}"}]}]}], + "\[IndentingNewLine]", "]"}]}]], "Input", + CellChangeTimes->CompressedData[" +1:eJwdzltIUwEcBvB5mxkDaUgoaV5CbQciUHHarJwKWtvMHWU1UFuGM0OTHAzF +vOCVkpwPI5YDFZdiXiaaOS+FGMsRbSnDBy2LfPCCqzVkO7EeDp3vPPz58b18 +3z++oo6sDORwOARzsN0i/xYsd4mFwgYPnJQu/4XHCSo/LO/vp+FJMi8ghHH3 ++kMBtDocBCRuiy7Dpq4rGXBCILjKqtRkw7M+twSSMUNS+O/tzB04cG61DBoo +l5rtexZUBauKjfVQWmLRwHKuuRlSIV9a4OJ6agc0UT491HlMZpjS8mIWJhT8 +XoJz+ZeWoUJ72g4frf5yQH1uxVe4IPjMKqdoCvpWtH64+XyEhnHEzUAuo+pU +bTqU8UWZsHTHmge3+TbW3YhGCaRtUzJ4oVojh4a0bAUsqikog/a9xyqos4w9 +gOsNn6qh0fuqFva4FzVQm5/5BF6UzLfBhftnuuGKM0PP5sLEl5Akt4fZ3o01 +M0y5Z3gHE6/FfoBJU0o7HOps3YPqUOk+u2uMywplzBOKbsDI4GQZPH8rtQia +lJwSGD2So4Q/6vqmt0jmn8HIOUg4195Dfxb3I7yb02z1KlxiZ5NnE46rf57A +KFuSFx4cHQb5GOnvf1h5+/NhcHTHz4PRbn57jNol7k17/RRGhZN9MOL4jQ7+ +BzDfNCI= + "]], + +Cell[BoxData[ + GraphicsBox[{{{ + {FaceForm[None], + RectangleBox[{-25.2, -30.24}, {295.2, 126.66666666666669`}]}, InsetBox[ + GraphicsBox[{}, + Frame->False, + ImageSize->{320.4, 156.9066666666667}, + PlotRange->{{-25.2, 295.2}, {-30.24, + 126.66666666666669`}}], {0, 0}, {0, 0}]}, { + {FaceForm[None], + RectangleBox[{0., 59.733333333333334`}, {288., 119.46666666666668`}]}, + InsetBox[ + GraphicsBox[GeometricTransformationBox[{ + {Dashing[{Small, Small}], LineBox[{{-1.35, 0}, {1.35, 0}}]}, {{}, {}, + {GrayLevel[0], Thickness[0.002], Opacity[1.], + LineBox[CompressedData[" +1:eJwUmnc81d8fx21SZFWSihSSpJIkdYSskCQhUVZCRlS+EUKRnays7L0yL3e8 +P8nMCNl777233/3df+7j9Tjnc96v9/t87nk/z+NxeQ2tNUyoKCgoaOkpKP7/ +bZQTOL+/T49pt+2TP4CwgJP8N3foMcnZE1J/dwFx26Trvd2gx9T4XxjdWgf0 +n/r1bz9X6DHfEi69ezOA2kTLa2YW6LGe0MqkrR5AV1gfUAjO0mMtI9w6qjWA +AhZ7xY0m6TGtL6kC8j8BzTSZv4oZpcciKqyeTAQDUsxbT+gcpMcUlx3brtsD +Sgry6OLoo8eWbJ+w3bgPiMqOlVW9izze/v704jlA+g9jFHza6DE9B4dEkw0S +wl+94FzZTI8VGT3tjaokIU4OXAHlX3qsbKwsIjqQhOxX5KalaumxHeKwtLUW +CYkU6mvn/ybn80C2IKmViLxDpv3ngB7zUvpxhjuAiMbfOFScJ9BjdXKeJZ/l +iChWPOhKbAE9Fu+x9vt5AgHtHj39sjuXHrs94iI/oUJAuusZP45m0WNbjsGH +ApbwiB1XccgviR5jeNjy3PoKHtmEa8hWx9FjAxBz63ddKapz6P+POoYemzjz +fcnCqBR9vrE59l8oPSbBE8ux9qkEbZQK/zL1pMca/mPK+hFXjDQjS9bj3Okx +y9Gpy0o8xeino7xIrws9Vu2EVKsji5C51LPIhw70GEnt9J3AL4Wol/jtjfRL +eqxrbOLEU5l8VIZtnee6R491NPkE5b/JRKfiPJ89UqDHzN6xHLbmyUCOHznC +AmXpMan59AW7qjQkJiNCQy9FrrdTtuyxgyko5ffzvmVhegwreWl+0CoO+VZW +B9Uz02OxYtYG7yQ8UZfAnfhiRnpM1HI0IqTZFQl+KfkZR0fOV/b62u4/e1Rx +L73xzR4dhnHDU1Odh7DX6MN8ao4O42mQfh7O4Au23WreVvV0WOn3868+eCcA +JlX1XbuGDpubW8+mYEkC5hiUJlNBh+2kWbzhCUqG9Gei1UeJdJjzr2Ppt3zS +YGSUlQ4y6TChnCPyyso5oLXQ8vGwLx02DAfNnUYKIPGB6tdNTzqM6oNGmbZz +ISzlVcQOu9Nh3ImRfcBRBAFviqDYkQ5TEva80CBeDH1tIn/j3tFhY3rjP+XL +ikFYIqXPx44c30shZ0YJB9VbYbsGFnTY55QsY3PVEjiqx8Kk/IIOs/NSespZ +UwImRC9uMSM6zCG7WjNWuhSoXP+7yfCEDrt6RpNq6Qwe1AcXlZe06LA/6Zfu +h/nhIUbGXLdHgw6b8jNrqF/Gw03aJ//lKtNh3dMXtbLyCOBt+s8rQp4OU2Yw +T7t+kAgdVffCPWTosHduD2uOGBCB/3x5itVtOuzMe8J1yWwi2HtLFWtL0mFv +A4/cCN8gQtl0QaWMOB3mrf6+je82CVhVL7YJXyGPL0f3NzmT4Fl20uhRETrs +yZXwmbBSEmQfPrVKIUSHve78amC5SIIdm1Ca6XN02HKnuqk8H4ByMzNHKy8d +5vQ9YfukOkD4VU8+OEmHcdzNmJh+BzAevH8l7TgdhpZoKtMiAMTX3sl8O0KH +PTRo2nmAA/B4vPDgAysdRiEQWdXfCNCMM3v+gokOi5I9cfX+CAAP16DNgwN0 +WMyv7lPRSwBpQ4aNrrR02MW0GDfNbYArGSOXcinpsBdsAY4B+wAEO9OA/l1a +zJilwlaVrO9KTcwxb9FiLRvuVv5bAA005mq312ix58ducD9cBNCun856tUSL +7VcYVUYNAwyGvGKKnqPFLs6a6rxqAjDXn7esm6LFpJdlDatKAZb5beu2x2ix +Pj7EnP0DwGl+6cKFYVoMi3oldM4VgA5n76PbT4vt/BXmu6wHEOC6NvWlmxY7 +mO1O3X4VgFPJQbmknRZ7EvDKnpseIJ51K23iHy2mvspMoG8jQUH8rplCHS3W +4fB+ZdqUBLcsXKrfVtNiVzSoHFcESVB5lVIwuZwWo/jsR1k2RoTOcppxGiIt +xnnQvqbpEREM/T7Li5XQYj1fNQ0E6Ykw84gh2aiQFhtrN4u0LCDA3thBk7Is +WizIjJNqlooAnjl+5YtptJjg5gs2mUQ8sDgcPsubTIsVNbQGFt3BA98B9mGX +GFqM9wYp45ptKShe4Hp+K4AW2zBsxIkm4qBpORKz9CH7P9lfwiuIA13CSZ4o +T1psKnTzXk5qMbxS5e3fciH7G73GPfGjCIKsBZ/ibGgxsx/WpYNmBdCTL65z +VYMWEz19UKhsNhtMnHA4QzXyfgVzGHVHZsGcnCRnkDK5HnSYaf3dTKBsu9W+ +IEOLeZtwKOz4pQH/htyj7Ku0mFdzquHYSgLYSD18cP4ILSZVGavcEBQI3H/O +d1qw0mISFKbjF9V9oPoxxfNsJlosVvm4L8u7T3DaLsvmKh3ZP/805/B/dtCQ +Rh94a50Ge6bFsGr10REJHyM0POikwTqaA+N1OWNQR2KQVnArDYaxnDMLdYhF +Hlde9rU10WA7Ivdoq4biULfq0bknf2gwvSX8P3xOIvL2sGEyxdNgLPeCLfL4 +09HE4lmV99E0GKnpofRx0TwU7LL9j/CdBpO60EjpXZOHpJman+yH0GCWrVna +r5/lozBBFwsPfxqM+8Nt0P5cgOQNOr39XWiw263CPjq5RWhpJoetyZEGM/R8 +hj2/Woxi3n+OYHegwap3d68r5Rej1ZCr6eE2NNjE4X1D2zQcSqzzq4l/ToOZ +ylXaG7wqReq6xg9Gn5LXdz+UGNZainbGJTsFdGmwoSv1mZcl8egh9cREpgYN +xpk75fVoA4/2Akk282o0WKNYd0nFAwJKPxWycfkeDdbyaMjNOIWAqCRlGIpl +aTDB3rviFApElF3FGbiJaLCGpc3I8UAi0n00f0xKigZzy9H91txGRHTDFT+c +JWgwq1GlnGJOEvppEyXwS4wGk/n4kcmf3J/19l7nUF+mwTwEKh+rkvs3g6/S +dfmLNFjwAl3FbAUJFRznAa/zNNgYtzmX2ToJPUtZk689R4NpRMlnFp4FtFeI +SyHw0mBiNwNTuB4Aiix/z5B9kqztU+o9HQBJ/JN6+eM42Q+PQe9aBJlfBvdq +Ao+Q4/vfe2aIA2S/gAm5sZL9a8dmVDQCYt1387FjosFwy7MD3COAspnuzhgf +oMGE/pDmjJcAqXDTq2rRkuvfyf41chvQlFBNlgIlDfa5EHsAZJ7yvOHDfGOX +Gns2mOz1dw/QWUVVa6FNaozZufFJ3QagMq3DjSdWqTFhaXMomgVkYNIkyrRI +jdXlR70J7AW0Y/ft694MNVbQLMesVw0owu3R0vwENZa74TPGnQ3o+tdjDwdH +qLFD8gaC7f6AWn505jcPUGPenytrAswBvc6O5CjvocYYi7l8Ve4AOkx8+qaw +gxoTV+beZmcHlFl7ui25hawfTFrM9pOQctegeHgjNRac9297IIWExicSwr7U +UWNqMccC1s1J6AydoI5lOTU29jBCqHCIiDCOqZKnGDX2Njy00TaMiJ7yZXLd +J1Bj7z9s/nQivw/h0qI9lwuoMcuht7G53wlI/P6SFF8uNeakUoNWbxLQv6cF +0RyZ1JiQfZAkdOIRs6OEwXoCNRb1kkPxDAMeZX7Zgokf1BjV/tfInvBSpBRO +4OmKpMZMzWsq9c+VIo9C6SHCN2rMvpE3lOZKCdqaVzRxc6fG4u01hvZPFKPw +PcZKOxdyfqC1etKvCF1jquc3caTGbAIDLqVuFSIboQcTCnbU2N64TJh+bQEa +NdaxYDIi+zNVrdq/m4fc7E7U7emT/Y9c+CoQ/RPxuPUKL+hSY0XnWOg8FnOR +7o/nc80a1JgcR1Zg4Nkc1Nj50jZchrwfzNkbZ63SEEHt/Tu+M9TYxLHE8f7o +CBRcfldQ9xQ1JqrPfsMuPwy9kmTtDOSixgQ/LFzEKoLRKf5UyT02amyAOszj +Xrkfctlt3e2gpsYwAXap+8JmSCbzsof/KBVW53n6hm1WMHCd2RWrGKTChC86 +pt+KDIPlsOrR7V4qrNw68ljVpwhIdDdQeNlGha0FlZiUCsQC7RM/RrkqKmxq +xkT4YGsSVB+YDNxMpcLeO57ytVTKhViXgjuiSVTY7XHyGTGTC/+tuiyZxlFh +A7Qu+m99f4LQ4FHNlu9UmPgFpq/1FXngg5M7luNNhWEWsqKFnIVgLMJSPfqZ +CguMn5l5nFwIUondDtzuVJjmW43uHdEimAl43fXFkQr7+ITxOOWtYlB7ERtt +bEmFjbjcXl69WAL8vRZqkWZUWAGLiFx6XAnsaVzfbzKmwoxpl+f+sZZCzu2G +Z+gpFXam3OOf0ngpeBV8Z32rQ4XB+zx/BxU8PBMyKct8RIUdKvVOH8wi97ej +O3xcalSY6dBEwUUTAkz4VLWoK1Nhrr7l99dLCfCL8tsnT3kqrITnbUr1ISJE +vNMXJ8lQYR5+o69CdYnwevb8+MptKoz50drQo0QiKButhl24SYX9bKJu25kk +wplOTNHwOhUWmqqU8vECCf6VP07/e4kKE6gtuEMZT4IYPLNY4QUqDB8d81Kw +mwRmeRXECAEqzO7bfpHqYTLPpDkpuPJRYaOTfvlmtwF2flxtMjlNru8ro1Jb +M4DK0CndeyeosEf0Nzef+wEE+sWNiB4j7w+vr+3VLABdD22ro+xUGGeq++ZA +FcBZx8Mb28xUGM6vS8q0F2DOtvLjICMVVh33hQizADizDwer6KgwrWTdlqkN +ADcDsZBMKirMyEvr5+gegIrW9KmgPUpMNZ1FL4fMU0dV41PfbVFifGJ/8xXI +/DUgq3Pl6Roldt4o0DqHzFPpkiwEmSVKrLJ95uTEEID95aq7gnOUWPJY29mV +BoDbgs5/maYoMZ918V9thQAMp6/pLI9SYvuUJnTBYWT+OzIz1DFIiZXdcukV +tQeIOpRgSeqlxB6eiaHJvwdgSq27ltBJibW2jTLxngIQ3WJx/dJK1hJv9N2m +SbC1UHXAuokSC06+crE/nwTl487fNOspMW7S24/S70jg33ftpGQNJXZJKeRy +7jUSaLfOJJ+uoMReBMkNSsyTealMt3SKQInV0cVU/n5IhKISVrlGHCXW9vy1 +eP8eAVxzq+sLCygx2Xb2o/JJBOCIER90zaTE3OX8mC+P4KEveNbcNJUSM5SP +cGpxwkOqT+LKvURKbKK+ep+SFQ9S/7ExHIuixBpuMWzeES4FY805kSwfSox4 +jWnQQhQHIveScEGelJgYj/aGTUoxbNzRk3Fwp8Tej3wz/cFVDL6X/jySdaTE +XA+W3GtZLYQCxmSnTnNKrKqU11/WLR+cKZ/SgSklpn+SR0KsNw8UN9gDEw0p +sa2ySPEj1/KgZ/RjgrUuJXb0am3dkZ5coPn19A+tMiVmXyC3rsmRCY/eHeG8 +cp68f8W81e8pY0HmKu8foXPk+r12VlZeiAKReWEnPl5KLDGoU46z8zswvJAb +4DhOiendqoo5/OMblGrZpa4zUGKBEUVShoJOcEq8SYI4QYFJMAs/oboWhBiX +eqYKRygwnmNtQdKPQtB61kRU9gAFph11PkTwdThqPEdBGdtBgXEmyuxSx8Yg +tyOXatyqKTBcscVRCYMkNLbiq6OYSoG9PlWRpfUiFzXnhh+8k0iBcdHY5Y6z +/0RgmUi8EUuBpa5SDtYRf6LwETzvhXAK7G2d7vz5A/lIuWVqksmLAis1cJs2 +dCxE4oFrkXQeFFjfn4uFlYeLEJ8Kldq+CwX2zPQPd3FsEdr5fTxv4R05np1I +0nBxMcrJV3z/7wXZzzv7NxwlJSjKWlO4zogCGzvx9LHbpVLkdeFZX7kBBcbg +tF7YHleKDBPeyRQ9psAUG9Ppl/7DIzUD95Xsh+R426kXQ/rx6OaJgOSU+xTY +QIXlzR5pAuL4lsz4XYECMz31Y+j4GgFR3M8jfJWlwLxGB86sKBHRLCPJyhtR +YFGdu1E3vhNRV2UNj/tNsr93DVO9w0RU6dba7HidAit38DFoPU9CebcHPeyv +UmC+9+MOHLEgoR9bM+KvLpHj6ZgWBJH7uW/RxoTJBQrs1Jf8STlyv3d4TROp +L0B+Xspg+QwboNiQ49FRfBQYzS1DK7FbgKpwIj+6TlNgZ3stPGmNAc11y8Zx +clNgC3bH1gI/Azq6r52gxUneX+4OuuZEQLfPWCUFc5D9ukZFlpMAmdx1T2lm +ocBc1fWFTVoA+ZqFp7EwkeMpRFfljgIq8MnKUDtAgXngK9iSyDzVk12W5UtL +fh+i3JSlyTxF3dye84eSAosY3JL5SOapR1OdRqw7+1Cmu/XiBVknitKY+a3s +g14HLXFpC9DyWxHLA7P7gMvT7eUjrydD1Lb5NLoPDGmd29tkfvtK7W5P2bcP +6Sd7h5z+ARpQynL40LYP1QVby6lEQJcC2502G/bhtX6ugHsCIOc2yo9vqvbB +qW3n0OFPgOq5hT8tksGOP224Wt0QELeR1pdXuH04VN9zRPUmIIs0V7/JXHL8 +0UuyB1gAlc6nfzVJ24e2uzfFfAZISNtp//vTiH1wTnFr2LInoZSy8zGdQfsw +oqZxYl2ChNYYNOMf+eyDoRu1bdsGEQWHpKarOu1DptLR7OeWRDTc3ZxdY78P +qV40+Tw8RHTlzG7e3Vf7QJH1cHPiLwH9zX6Av6VPzi98/cMvPgI6teoIJVr7 +0Hf/htBkFR5Z3kz+fe3+Psx8/LSgaIZHjNVbtRel94FbqurJaHQpkh9M6Dl5 +Zh/8faWTTvbhUIhAw8B3rn34I9Vo42+CQyOvNkaOsO9DNu3X21mTxchtS2WW +iWYfOLq5yyQmihCJfW13l9xIbj/52f0eK0BMujxU7/v2YG6uee7epQKkF6tM +t9a2B5rVF34/jcxHW8I/mOeq9sD+r2ow+caExOUVT/el7UGg6emky705KNsh +Qpr0ag8G3komp51NQgNY5FqYyR54CTN+0I9NQGwHojNtn+7Bhoa62jxnPHr3 +/QfnOdU9CH/r+QdRxyDp0sQFH+E9wJTzvIxsvqJ/29mxOtO7YOP6TY/3mivQ +yeVqXR3ehY5XSz6LoZ9BwvfnIabuXRA0bn1wdtUXorgLHLA/uxBYqWh7vykY +TG+VqAuk74Ix1t5vkhYLG86/KVbNduH1tVd3rCIzQaiqvKjh2S44Y9UffOiz +Qe9wpWWq9i5whCt7dVnlwK8f1R1PFHchc6TDguPYT/DG6nPLBHaBRirbD1eQ +DwSGv6ZRp3eBZeSNyEfNAphXb+R+e2wXVgUk1xgWC0BzsNnrPP0uXP0toLF0 +ughOUnU8CxzbgT0GvOtXDRyoK3ceNe/bgXs2y6yFrThwC+qqk23bAe5Dlahf +swTGzvRKrFfsgIygzc81+VLgtOibayTugMjLvOvEklK4l9+fmF64Aw2vwkal +BPGQKzvEop+0A2Z1tjm8G3gY8hmuvB69A8FyVZ9NdMj9sGXEiTVkB2wjmyl5 +igggzz12Zdp3Bz4atyvJMBPhP+PxiXKPHSBmPJAjPSdCZuZETIzTDsSXXg/5 +nEuEvpVJTQf7HdAxPBnnv0UEmU8z2AXjHZBllr93yZUEU5EUxwL1duAP2zfB +0WISBOVxvFrR3IFFvUMKGuT+L1kj+FtbdQcMGaLeW3MBDPdLHSfeJftP570s +fhfAd03dmvf2Dryc1bOLtQAQYzKp+CS+A3W+ZaOpZJ7q4fvvxJTIDvjH3axR +zgDwkPSzVRPYgfWjf7c/lgMIP4iryju9A0wS1zaVOwFaXhSePMa5A5G3H3XH +TwI4OdfYObLsgHVzpq7nKpm/Qnpr+hl24JN5XMPaDkBdxuJpOcodaPLAX1wg +85R9Ge3b1M1tkMmsZbIj8xZ35/G6Q0vbMKuwmeBC5rGK+YtnbKe2QeEyvvzo +HIAVnYxD69A2OLOVDt/oJ/PYSa2GG93bsBMYxT5dC0C6an425t82eNwj0l4s +IPOSsvN7qrptmCj8c4A6HID5eVCjafk2MA+oM9m+Ayh6l8xfS9iGXImLkY4a +APr+pU6XCreB22CmS+A8AF1SQ/O3rG24eIIt0HGbBNn4IcGNpG14Hnzv+Ica +Emg1rznrxWyD7aiP9dVvJNibYGzFQrdh4AL7uWRtEqTsn7pwLmAbhq49M+49 +TgL1o1c/fvHchv2VQ/ODbUTYEFZon3XZhge9IdzEACIo6lq7F9lsg3FsQcLp +VQIs2Lh3cr3cBmXw9yPEESDcM+ySy/NtsMmsvf5EmQCTBdCtoLENYzit438D +8BBU++9ypvI23Pizp0kSxoPk0Lgni+w2mKVxaw1XlIL3YRaxzqvbYKB5LoBh +tgSu8J/1viW8DW7hjrQCjiXQJSUxEHd2G+7Xj5UU05aAkPkzX/Mj29AnVd9j +y4KD2vLcke21LaiLeFZxea8Q7LvLJZ/Nb0GZ+cqTKttC4F7qCCwf34Kofzb3 +DYYKwPI05S2/ji04PPO6cKw0Hw69fxByqnQL3KT030bd+wlql5bu3vmwBcp6 +qtSieylwszFnpvbNFnAr4uSY4pJB0PbVNy2rLWDRcmUZkk4C6vyJAQuDLTja +v/zukkM84MT7HUPvbIHgGfPsqyHfgfd23c9p2i1wLQtvsfpuCMz9X7Tf7m0C +xbT/8RoNWbTjorBPsU7W1Jo/LspYorZfZSpHJzbBNZ6XPu23G/K+WzIu/WcT +FrzK3+KpQtCKSvLJUP9NkLKlY7NvTkKDs0blPJ6bEChuWm98OQU1+PNaZLhs +gr2beekNv1SU1hiFw2w2QUzB+VSbZAbS1/z2cFpjEza4VF9YieWie6vqW2/u +bcIYRxbjRksukghljqOQI88vGjkjbfcTsXd8mTtybRPkPSn5i1PzUPUT1y/S +x8jzm9vqqVYLUOHOLdHaw5sgsXzISPpjIYqP3m57xED2Y4kdiWIsQh/63561 +2NwAV4kfwcYcxcjcVax2dXEDjj7n+ZUVXIy0eZdsXckXHb2RwMZ6Vhy6YvQK +Qro3oLHLZ/E+VQk6TXPBlKdlA4KOpVd+fVOCDiVNHMqo24BS3cuM5qMlaGzM +SBcjbkCf/pRefGkp+ufJS3mvaIP8O6DuGD2NR5hgf0pr9gYsKQlFf/6IR5Hm +uqtTPzbAQadAOPMGAVkyzav+C9uAKTvdadkwApLKdU/GB5Djn5uv1F4gIKaH +nPsJnhuQacr7s0eOiPpWMx/7kg+C97OsmmXBRJQdfifX/h05ftcrjt1+InK5 +2cbw1Jqc34oF+0d+EuL5uF9y0WADev5uHLyRREILfMFsRx9vAMeFKTqdXhL6 +VSlosae2Afbe5vIRZB4Jekn8PSa/AXPi3AUrtwEZHtLg/nt7A8yPxO4/MwN0 +JWfMvlh8A2KPEn90+JL5S8Ox/ofIBphJmv17lAmoZeUwvxf/BsjvZsb/qyTz +V1iis80psp+Db/tVewDZS95o1z66AW7HxPl/zQC621t/6Q7zBoT/sukT2iDz +oquh13m6DUi25Lv5ZQ/Q2Jn1Ada9dWDbY7rZTea5ogqfG1ur6xBv353KswPI +04wnaGh2HTANoRO6y4C0DxZO/Rldh9dd9iteZH4UzFaSze9dh9RTnYY5zYA2 +1PsiI1vJ6y1jBo2lgGqWX6+4169DWdXLnPloQBGh9KqWFesg5qEywOoEyPxG +VJImcR3U/jNRlnoE6GaP6J5U4TpkeuoxvzkP6JBLhda5rHVYivTj+L1BQj28 +ujlMSevwOXXxoMhvEsoqn6Nfi1oHguKEGcmLhJxfuD/rC16HvltDRh+USEiN +kbOk0ncdyndm1u1pyftz/455mNM67NRMRNywJiJsqbXMxZ7stwPpnzpJRF9D +zE+YWa5DzIWi0xaVBHSl+1udhN468HyYPGR/kIConAXP8WqS/ae14lRT8Ogf +D/HDAZV1cPsXpv/nNh7Zm46JdN1ch/CkoZvzz0pR0aLEV8cT61Bqee1kvx0O +fQ6unzRiX4fKYywBv+eK0ePrhjIqB9dBj++awqBJMdpw8lnm3l6D3MMvPE4r +FSFJhr5HpK41IEgbDQqM5SM45c5FGbEGZ51rVBV5shBdoBC7fdAapPbW62jX +ZSAVyuaD495rUC3QWB5qn446hnl26xzXgOKt10m90hS0lErqD39Knq+Qzf+A +Jx7xX91KFOVdA2wi7VgJrTeyTIyLTji+BgN3834TTnqg/CNKoUfZyM9/IS5v +mjgh6Y0wzx0qst7ZlIv+rYF0iNfMq0dWwesKd9GGzifwVbC99Cx1FSRCLm5F +78dCM45T8F/sKmwxZ1g/soyH40IYj/z3VSgbDdz0aEuA5EOH2YS9V4Ezcinh +U3wyYE2ZK+sWq6Auc1e8kD0T6GQ1Z82NV8HYLnuh2TQLVAu2R3v1VqHxK1Py +WGE2dIUqt/9WXQWNDz6SUQm5sPxkoiTg0ipULiioNXHmg2R9QB6V4CoY2SQW +lefkg+vt6xlveMjr50aXU8sVwCHez1FPWFehQaWMwG5cCPxjfC4CyytwSi86 +UMe1GCwf176LmF6BruILLJ/3iyG/+rUN08gKxPokfDN1xIF0xq/nyy0rwKh9 +mZHiZQno2hjIQdEK2Cc/bGg9jgeP4d65gOwVmPvq8J72Ex6ytfS+P0teAd6R +31u/p/FAeUtnjjJ0BfZ/fOvOyCCAUG57eLPfChQHnpYpoiGCJp+WbMIn8vyt +AT9WHSKkHngYLvdmBabOB/B+WiZCs1OTzJFXK5Alc83R4wYJdubvz44ar0BL ++pfB+Pck4DdqCCvSW4HP8XlNrUUkuN+mIuOpuQKm/GeC2edI4KBUO/NYZQXy +3grcfsgDEE9QChOUWwERP4N8X1UyP12qvrN5cwU45GlScG8A1uLlZ2qursBf +Wq7oRjLf8BytCI24sAIyGY7TDUUAyl9k71jwrcBEfHlp9l8yb+38mr55YgUe +rnLSWw4DRFtLhx5iXwFf0dpY6iWAyiGSdC/jCuSzDgjbbQMsPLo1nUW1Ah6d +1udKyLzGVYMPcd5aBi6p0c4WMq/JSUlK319aBtzgcetKMq9Z5eCmTk8tA4u9 +er//LED4meshC4PLsCJxaOtSL0BZSCH61bkMS9KVRplVANMMYlNfm5Zh55pr +CH0WAIdTXrBhzTIUdYv13CXz6O15UXT11zIEaPNrW5oBmBnmTFKXLIOMMeOO +622AoNaLwS25yyDhzOHrfRjI507m7aTUZWB62BcV2E2CMbzQ5JtYsj9nkaDI +eBKwXEr7Jh++DPje6OgCYxLciBe4fSxwGS4nnSCO8pLA8EjyxLjnMji4qJfc +6CKCr9fZbziXZQidH+Aj+BFhwIp3Qsd6GX4Z3rJ0HiMA49CPIKEXy3C1tkGx +04cAYo9O3drWX4Ye9mnfcGECeN48ERSltgzav2c83Z7hQYThiFT/xWVQY960 +H/hWAtqO38Zyzi2DFTHT6trREnCbY/3qenIZoho+lX8IxkFrC/MYL9MylL2y +m5T6VAxOcQyBxjNLQGNzbHHsRiEkc3hKXhtZAvXomFXZmAJo9KQdpe1ZAllr +/x2V/Xw4a0UlmVK7BMExZyT/FOdBreTO8GT6EmTCar0BbS5ISpztH4hfguyg +4adp6dmQek2lqz1iCeQKUUv93Sz4LBrVWOG9BCSd0vgkq3SQ4ZcixpkvgchN +5rH6wETAsTqF6ggtgeLtycfuIYEgcDjxq/qZJeAh2kYnjXlD6KE6XwWuJfC6 +JHH9SIwH2NFzu19jXILG943lPxhsQGQXb806tQiNTyiePBb/iBInthVr0hah +4PP9TAl8LGIf45PD4hbBa2wgvhTFI7fhe6j4+yJsjFi2mfxKQAZ9kdeSvizC +s3Sq14r4ZMTVcvPMx5eLYHxSuqDBLRN9aTI66fB8EZyWFJYEprLQRoMPp7XO +InRcEW/vVMlBbTXdzE+VFmFEx6mxkPIn+gqO2xLnF+GMicRQcVg+oiAmrF3i +XQSrR7XrHdcKkFVp7SL/8UUQxnlfbG0sQCqFJyY4DixCQ7X9gf2dQoTPkx0+ +SLkIuVzJu7t+RUgo16KPanMBTKs1C9+fKEYMGfiWhYkFcB10Wg65gEPvUof/ +jg+Qx0ufnGPMxqGxpIO1fR3k8XBOhxThEvQ79smvuuoF6HH5qHH4VClyDt3O +Sk1dgGQVuqff/uKRoaG4klDcAtjTPbncKURACiK2IxnfF+CoiYnufTcCYqkc +48rxXoCOIwJd0eeIaPUrb5Go+wI0E69xPrMloq6neg/yHBdA8ViyE38JESWs +NnkWWi5AY+4ji+9SJOT16xDfdZMFeLZhLizmQEKWfgok3NMFkGRbc8/JIaEH +Om46kloLkNpxYYF6mITEzxFX8GoLoNfC5iLEBohrcT3glgJZN9j95b4FaJ9w +5QKgBSivLWJtNQI04vWqUlpiAZwfZTKofQZUrZn6vEyUnP+CDKN7IqAsnuEd +2fPk57MFKWxIZF6bORlewbsAE6BtxtoC6C1O+6oC1wKwrAc/MibzzxOPbw3V +bAugIlBrbboESFq94aXywQVge2y6Qr7GoLPcB2jrqMn+i32KbMl8xdboKR25 +MQ9U2rKn/yPr7he7b2Mm58Ey1Pci+VqEEvdfZ8V1zcPcbf23PuT1rMImhhNr +5yHcJOhsODne9Uv6XKmEedBdI248JPuhqPqnnpE1D2tUK4q/yH7/6Ct5ZsfM +Q3qbPcUwOZ9vayTiz4B5aOlS/EEg56vnL7ZS4DoPlTpVNzSMAfHzpwvhbOcB +J3rAIZVcrwXi6ed4w3kIdlcIKSfXs+RRSBjp4Ty4evEbZJLr7TbL2PBLbh4o +PGbETHNJSOWTK03FtXlQZEmi2yTv15GTa5LV/PNwpUFU0/IWCfUVWNjWHpuH +lR93hKt3ich2RKuvaXMOIgKvvNd7TUSSTnUcrVNzUCTwtD6Fn4hoOGTudXTP +wZYmhxFlOwGFyl7E9RHnwF77yCajMAER4qmDpj/OQcMR5w+VqaXok+R/1XOv +50B+OLam4XYpUmue21s0moNy3MSuUlMJGqTssti4OwctSYf7WqZxiO557l1a +xjkIenurZGOjCDVunHNi2J6FM6FaRx7YF6HvgZF5B2dmQfJ+YdqPmUIkjH0+ +zdYwC1s5BRovWwrQg9NPN08FzUIX6aV9jVseGip1/db7cRbyPv59VdD1E73W +SrwYZTsLYu0xI1WXfqIgv+nnxx/MgmUe7fGMhBzUvP3fH3aWWQh+truFFtOQ +RkdoJIP/DAgqmKUcyIhEQ3al16o+zIDi99vx53zC0evDfX8/vZoB6fXgLzov +QlCQ/DkaatUZCKTv/8cm7I+aC/Itdw/OANagonSh1RBpfG28tfRlGjgFQv8l +MYXBkPBKe+5/0yD4rW7H/lIEvK4+9tr65TTUqZ8RPq4aDUH7+skzitNQEBBW +tkSIg+ZXs8zj9NPQ1sQpPl+RAoYHWNOS1qfA+4H1ljpKg6VEMVnj8SkoODe5 +m1WQDmw9ju8GK6dg6HBRiWVQFmgoMw50f5qC5niVrpYvP2Fo9OL7iDdT4LAT +uCR/NQ9ef3zAoWMyBTETl6z/deZBEC5csU2OPH5Pia75ZAE08wv8bKSeguyE +dpMY5yIwLFO+F7A8Cf+eNEgeZy6GpadWo6rDkzAS1x0/8b0Y2EIKj9eWTYIr +//gv4WQcPKSWc6v4OAkxudF+lAGl0HDTT+/760loLOdlcV8vBWX7NvFXRpMg +0fxSSUEPDzKjZtMcdyfht3ea2zMuApBO5lVMXJsE/ANj/kg7Akhqbf8g8E/C +HiNr3XA1Aa5U+WkaM0yCEtXJpzYviJC93yYisTkBqwnXVGJyiSAkwXPg0NQE +6NmBQvYqEZJtXg73d00Au9QJQqg4CXjT8oj5tROgGsyXpmZHgqjB7TBPwgR0 +6Vsm1GeQgJPr7usnWROQnPWq9eAACYI1/FUuxUyAefd3CioWABafdn7qgAmo +KtR3TrsJ4Pubh7LdZQJOBrPe2TEEYNh52Z1uMwF5kpUtK58APMTyC52fT8CO +Bcsz/0SAfcudAA2NCXBnyk0sJwG8T7przi87ARerBSiCW8h81+svt3V1AqwO +37bcHAV4fbTjVMPZCbj+wcxlicxrc2q8m3FHJgDseF99IPOauaf5vzd0E2C/ +KUD3ncxrY5CfpbQ+DqyVaTg5sjbc2PE8OTEObI6PA123AHpF5Q0XO8aBQGMk +rvr//4O9DJCqqBmHOT6zxQwyH7bEdRz9XjoOy3woKaYJQL2Ld9EyYxyKykqa +BfBkHmWzqJWOGofPmsphyrEAivcKkjj8xqHxUkgm40eAcvddl4kP4yBiM/PC +8imANEFel2A1DvtnikrsrwHgVwLEAg3GYWeJIHz+AID4xU5mY/VxYLawGA3o +IEGeyZnJ63fGgTS9GJuTQCKfowXR/WfGwf3em4MSF8k8fXjvXT77OMTM9Ar8 +nCZCvIKChifNOGQsZ5+mSSbCd1wn3aWxMQhv4ujUZyYCx+KZQar2McD39Mc5 +EggQeN4S31Y1Bt9uhTyIMiWAV8SetXPaGAhlLgUdz8EDzT8FZY2IMQid3g4N +UMWD68GvZ/l9xsA3UMhIaqIU3jnxddZbjkECE80hO7ZSMNVXlDkpOgZusRwi +ezdxMBT6lXuRZwyOPH4o10gsBv2/XWvlrGNQLeUa+FiqGB5Jv8qwXB4FzhBZ +poZLRSB3JoiDUDQKbN1a/ZZL+fBZ/4vGveRRoCy3vnn3fj7URLgGdoWMQn+a +TcVGah6osVsf2rQfhZY3UyL6D3+CNo0KjfjVUWCBA+gVcxZYjNGu5OSMwMZr +aS3EGAdB6f/9S0gdBk5fMUMWrq+oZcyG9Wr4MCwcPi8beC8YHeMzu1/mOQzV +mR63y/4LQ1GRWrUDpsOA4Q6NCf2JRsm+V3+fPDcMFFs8oU+PJqGJaiHKLA6y +NrxuWxqRjC7QnkFSNMOgvsYj8PJEKsr9wILXHR4CQvWVO2UsGajUajYvLG4I +hKgGdnQMc9FO+sgC/9ch0LgwJfuW7SdC490iRa5DwG+su/0HfqJygz/pLQZD +UOmipZHFmo8a1FPiWU8Ngfb3Pxz6AYWIxS9mIJZpCHrqZ+Vk+YvQw5qQU6K7 +g6DGeFber6QIddzxiFDrGQTcXV7zhZZiNHjleZBPxCDoW9V4v+8pQdnuGbYv +vAfBt13v4NiDUvS+ZVVd9v0gyGhwnhb9XYrY33of3tYZBJWMKu/j3/FooLJl +rk1pEPjDE9XDdvEo89jphrwbg/DeCvPOfUpAd0vyfc2PD4LYkij+PxYiYmPc +s5A/MAin5JPimYyIqE9X8d6ZzQFoZtsfoflJROkZQUJ7EwOgSDd29+EWEb3b +6TnQ1TEAAw3icrO3SUhOVWCysHoAqtWaTlQ7kxBLjG31V9wA5J1TquosIaGe +OXzKq9QB6FBxoDy+QEJpiM5TKXwA9D4vy3/gJfNRoLrpOa8BEDF51r6nCkhm +MOIupcMAqOEyi0LfAGK+Mnq298UAjAkIZN8OJ/OP2yWakscD0NbhoLpYCCj1 +33/DwQoDwDXvMp3WAMj+bHmZzfUBmKljTDEeIvPVG+Z4FYEBEFy0e3FqERBT +pfZHwWMD4KZ3qrdlC1DX0YRnNPQDIGbe/PEzma9U/na5YLP9IMi0HX6FrEdt +rG871PdDuNnvS52bgJzZaHYvZfVDG4njpOM8oGMF4fhx334QKban5BoAlPvo +4vsflv2Qu/9bHlcLSGn9l8RjlX54+6j3tE4eoKFwrXVmYbKmOuJFEQzIUXK6 +sPJgP3CNhsvk2wDi6HGxd57ugxiun51vFcl8+YHjqnhtH9iYD0Y/OAFI/nTa +4mx6H2iETCcqT5JQP3YrN8m7D7hy86pf5pGQg2Gz1VPzPsCK9pOK35JQetL2 +dN15svYKqqRdJCJZhcB0jwN9IHOYn/ZEChH1TJx9KTXZC4rUgQte2kTELKw2 +lpHaCyLDLp2xWQSUUj+UaOTVCw7/PU4zeUBA0tbvjE6Y9ULjLbtK3AIevc6L +HfAW6IW1T7mKCmfw6KDmtR8y9L0wEdzNnlBQihJXa55ujfWAkJzicr1MKWqT +WO56mdwDZyV+HejUKEGScLdV8VwPuDExjgzIFqN/z7q+UdD2wN5W/GxdURGy +pLLWwI10Q0FGkpkg+fcTczf8r0BiN7iu8Rz8slWAqOumauj4umEg+cl5f6c8 +ZJ/yh2GSphv2/I4e7Br4iUbc0hVqx7pAlO16XYHMT1Rxw7wiIL0LXOXe3eve +y0GeKZMY55UuKD9nplRKSkcH3SeKhe50AgvhsqKF+A/ELjmWpGbQDorF8zm9 +DgHgcaRyRPROO0wYWRy0Tw+ClYUkPna+djAW5wuZCQmB1hSTuPaxNjAOuJX/ +wygSwo6MRj2zaoO3lkzLLi8S4MTi8LfXH1qBqiCNKkEhG3zrfjdrGrRCWZKn +2EpQDuykJLBev9MKmdkaeVuWudCrbxSwTdMKdESTLqGsn/Cjbsjbw5fceKWT +CyYPFwBLalmNqVULcMR+X1mKKwBX93gGJfUWyCWWVQhdLoTnkoafmThaoMeL +TaZDvgj4Ugc/hkb+g6HIISMeVRzw+Jz0mn//D9yqPk4mNOLglJWOv6LuP4jt +LXa6oF4CXGJNEVuc/2C1ncl3VaYUOI8xxT3caIakwoNMrEWlcHRLMSWzvRlM +E2Iyhs7igQ3D8vVDm4HTmafm+SoeWBJ2SorfNINe26uGWS0CMH+WwFgeNUPU +liX1bD4BDr20r3wp1gzI8Nd/6oeIwKiSW1fG3gxBlg4UjM+IwHBppvnEchPc +SlfnP5RDBDo2wU775iYYNRi6qbxJBMqOH6P8X5tgLGVG9Z4LCfZKu6ddbJrA +4Ypf5UYpCXaijy113G8CijcZQsWLJNhyfbhx+VIT1Lpfzf3AB7BhFLDnzdwE +q713deTUyTwjX0szMtsIm2Muq9QOACvn6Q/eqm+EO4Z8fEURAEuHZFlDMxvh +/i9u9Uc4gIV552PzPo2gzzVR2tNI5p3m0pOKFo1AjNe0UxwBmClc44tTbgRH +P/4nIWQemgq/IrR1vhFsxcL4f5F5aMLRSvThgUagfZev94fMP3VEzVfaTX8h +GIU/zt0DqHav+48x8C8Qz/nJ2W2QeUVJ7jNB7S8ond/l45gFgMOEICumvzD0 +WbUmuAegtPXqD566BuDPCuparwQoiszIaPZuACl9vkbpTIC853w4D6UGkD7M +uGLnC5AtEFkuztAAYVGaz0NfAKTPsjVNVNbDY2sZ6uxbAMn53r0Rn+rh87UH +wb+YAeL/o5pSkauHG5qC0R1dJIhB79f2qOqBUtrIbjuOBBG0S1Q/f9WB2qyk +xFVjEoTWvjxs5FoHAwHM7V94SeD3WEewarcWFlWu3wA/InidbBL7j1ALXovs +xYVSRPAYVrxzwbEWODWFXbfGCOBkLaEbsPEHmI2LfyVfJIDDtVzTO8V/oAw5 +bV/4gwf7bQG75Td/IE9cd0/SEA8Wnsd8Hy/XwInskZYbn0pB98ca8fRcNVhV +bQyXhONAy8TqT1NmNQjy85t7suPIfX2szd2iGs7rVuq+8y4GpeLW+fGJKuBI +XuI+9qoIJP4W8OYOV0J6SBRxmL4Ahhl+ixQnV8LPP3Hlp2zzwV+m6SbpZSU0 +HLxyOa49D4YLZx/VzVcA6QrBsznqJ/hH8XtPbJcDDcHrUzZHNgy/DF/i4fgN +omJ/DScOJcDJAxuf+b6Q4FnE+51QQzf02okj7vJhEjTqfEyP0vFC1fOieBRC +BOm6ycEbqv7oddvL+SdxBFhw45CzYw9B1Qndj4NLSqFxIN9CwigW2d8GQdqp +ItBWO8RlGZmB/vzslmG3KQJXFb/iI8uZ6PS5DT3etULwuObJmiefjf4cvPz1 +FlUhFB36h3OzyUWnO+M333DlQ3lnl+GnOfJ5qgLsHrF5MHbJTCTaMx/9ge6L +Qfx5wKXje2PzZAGyT+YwzL7yEzQvzdwVkilEweOHQupDsmFvjcFSyrQYDRx9 +15efnAXhXGrmMFKMLsgPCkQUZ0J4/GrYwWc4VJZYWGramQ7eah8iiColiLnl +NI3qVBrkRT0JpyaVIF1qb9Wr26lgf3zwxL8LpWjxuf7APncKxNswH2vZKUVS +X6vPj11MBvsb920nDfDIC7tiV3c7CYKlLnOpAx7xnKan+/4sAUQJV9z7XhOQ +pZrtfRfbeKDI3DsxV0lAxR+6w03c4uCsGw3u1DEiisYZPDZW/AGV977r4jKI +SOyY2JSoeTQwNnYbMS0QUd0bhg+7PpHAgLd2eCJKQkYtPYf/ZH2HNZXBxe+W +JLR15Wd86N8wWDAIKcQSSSjo66drRoshEPx+4Fp1BwmdX9CpvsQeDOqzjHZp +DIAwNZEnO2JBcLT9zs5TMUDaWVRz1VqB4Lxov9D/BFDfsWzKC4u+IELHu3/e +hcwvrVoC5WJfwH6J7uX1GEBSQfsqTx0+gTTPXwqaEkDm91Nfr+E/woz+9wu+ +fwFdPh4venrfEXro/xusGwTk/23Z8cFnexjR7836TeaXthPe/vQnzGHj9FiO +FZlveHh1lTs0tGBCJDGibg9QZqsL7/s7t1HEM/nCHjIPbdP6Zf0pMUTvH1/p +jtkBFMvw5mB+qw2isDngxL4KSNafD3NVc0BWhO+RNycBjbE326tVuSBONnwT +ZyegchWMgznWHQUKcypnlQMKDTg2b6/nidTnhn9vZwB60WxV083pg0aq33+l +DwAkcaQyQabVH8noLIS1vAJEm8kMLYpfUZ3CF7UXZD6yUpUUZhD4hqY+8JLK +T5HzmTP5fpM2BG1VOLsukXkTBX6lsx4ORRMzAbBGIqHUy0S7+F/hyNIlXKzD +i4T+s+dQO+Achc7YVFiqs5DQ0BFpvJReDJriDjFdryeipO5rHBInYxGbowdl +lCeZjz48/2ixHYckVSldaOYJqEx1/fqnqXgkcenBRE8UAb095TcX05mA9n65 +7XbLE1A/4J40FychczbpVacAPAoOVGObSU5Gbyld3K6L4JHi85Fq2tAUFBxU +wKRcU4pyqVjEb9inoVhh34mslRLkdvcFS6xoFvI/lrzEeAaH6jq5fanFspF5 +3a9MvYhidMSqmf7F9RwkMU34u8hcjDRrY/aP/shFVPTFF9FsIRpbPrDem5SH +lPHyk8uu+Yjx7sCoRX4RSqxqzau6lolEDuMTTl4rRjRDn3u6KtLRw86Q53+L +ilFH9ve13AdpKOrVvd4rpTgkep3rXtDTZHQptKhlEytFPIEVR3+pxCLNcd/f +ng0kJH00IHts4wNy+Pni4w118ntBZ2o2KG2Loh1l0HQTINevKx7unBpomd7p +aYo5hrDWB1fd5u1BKupyJ6PVLxTcT2uPn/gKf8ujGpvsfyPnF/pnXqomwdB5 +75z0wt/IuxSdGKtNhhX/d/7ua7+R0JMY4Sr5VODU0VC55lCORG8JKlSKZoDh +LH11uGMFEhbZjEl9kQsrR+zAwK0KVewceDDvVgja9H+ih0lVaGzX6pwocxHg +N3icXmxXoVljam/T0CJw626QsLavRsLdxg9fRhfDaN25Y8u51ahMS+sNKzcO +FElOq29nq1HQMCSbhuHgcJxQnrNpDeKgw2e0uJfA66CPgVQJNajtRdRY3UoJ +tLl3WH3ur0FnZtlpLhuWQpTp5wv+2n+QN4cbO+UVPFBo9x5gC/mDPM781VcP +xoORkthESNMf5GWiIdu8hAch4aHEaOVapOwQekcykQD+J2+483rWot+Hekfp +1wmwyBz4POl3LVpPKL/ZfpcImhTj6DxFHaJ7SDSJDiQCbvHWqSypOoT/ksqh +3k6EE8PBO6L/1aHzs3JfRo+TwLlluqugsA4l630O0dQmwd3i72EEkXqk0PAo +IrqaBKmpC2+kLerR1YCWY2ZbJDgUoaBZnlKPlKR2JGYFAKx9Yq4ojtSjS19F +i/kfADQ7rbLU8TSgw842w8xvAcStVObvP21Amr9OpcSGAnw3SKj/970BjTgX +epDbJeyob2U8bmtABwnG4Tl/AJ7JPPDuZvuL7qZHhp/rI/PO1VQzg/t/0XSW +U5s4mXcEzu3LD/v8RX0sUrcH1wG8j2qde1H9F1FovnzMR+aldfe2j2+oGpHb +Eb67O2SeSt2htC3maUR4j2uVFrsAum8uPtu83YicDPiuvV4DODSnff/m00b0 +8d1xL5ZpAJKpx+0Pjo2o9ledumI3gE1/zkX43oiCV2QIJ6oAeLW7uSlxjcgC +/ynIL5ucbyPdIdm2RnTGV1o87iuAh9KVbY+VRsQipJSoa0POv+zpVCVbExKc +YLMjKZN5T/JLJ8PlJnSFeKi5iQcgIr+gWvl+E4qVnvKKWCLBPeGBYt9XTYg7 +rX3tFEbm18SDKQ0+TWh9IpzVlMwJ2Sevh7KkNyF3+mDjd2okYDvsbx881oQk +bqZWHq8jQrlniVEbTTNa3VxpIHgQ4Q3FqAYnXzM64We2r3qDCB2LNy9HGTSj +2yz2FCahBPA2f8HT96EZEQRG5CkRAaSGgw7zRDWjp6lsMbhhPPxomZxN6GhG +5/5mPs3gxYNpcVh6xoN/SCbUwf2MbQl4C75ofvv6H+J2W2Q8uYSD7O/iW3e+ +/UPiIteeMFnjYN2xVamj5R+SuP9j4OzTYvCSZp+k0W5BqVrqhmmHCiHz5xBL +o0MLeuRSaFhlXQBNZ/IkIr+3oKNlG9yhf/OBi/aB1+XuFqS6+OlA9qc8yKjx +F9DXb0Ue1aojjtE50Cipf/+8SysaG7pyOlUsG1YyLr5b+dGKzPS5WRcqM0HK +v67Se7AViYqt/sZ606BBg9G02LgNFXErCjN1J8BC96dEFot2hBV+wtGI+AGH +6qO6bp92pFhuQbxU+RkkSGdXkjPbUeBZ5m/puq7wMfa37K058vynolcrR58A +mwnl8EvbDiQtdMsz4tZnJDbnxPv7XSfKlA961Ccaj7QNVJT8w8l6Y+6gfWkC +cmo8YatT0omkiGmd7dJJqCKvFJvf6kSBVYMmTLKpSOvdhgG3cxeakffXtjia +jf6jsI9549GN+hq/CAYbFiBvxWj3lMRuVL4g2T62U4AiAivNOsu7kf1v+/6l +b4WolOf41Vu0PYhH1lmss7gI/TGT4bQ+14PEC3QXP8kVo65ci93Yuz1IeHd1 +LrC+GG1Jk6poPvcgxvqoXMsWHGL8Mp4pntyDCE7nX3GQ7+dcTSxBZpU96HVj +3/Pq2hJ087mRXh1dL9phlQ0/kF+KVNJ87+zx9yJ+yXu/XvPgkd5iIb+oQi/a +aG9c+/EFj5w+Mix+8+xFuuYiXrT3Cci35nJbRUov4h65x3E6g4CiWJ/g16t6 +UR7THTagIqJMHY/Y8xO9SMUio6X9ERER4rI+PWHoQx17x430Esn8Ndlm7idI +1oHsTtJzRNRzmUIdFMn6JUWYw1US2v2lwcX3pQ8pJlg+Ls0hIWZGp33NtD6k +MlsRljtGQqc0kkY+1/ShKI16thZOQCIRDTW4yT7Utsewyi0P6PbQevbUgX70 +v5rOPJqq93v81+VeUW/JlBRJKklSSCL7CalMKWkQkoQiSQiVMoYkSRKRJENR +Zpc7PJIkkbkkczIlLvcaMn7PZ63f78+99t7PHs5e53mdtc55DmJylIJcMZgq +bohZp9gFMs6rXXijMdi4G/qYGnaB9/Qyhcc5BH+UXrO5c6kL7D4fSFCrxuBH +TtTLC++CmYsTHzs6Cd4yrFToe90FHsd9Xe+PYngePfafxJcuONUkLLef4K2c +NknOwT9dEPpNRH2a4C3bVRtGGJRuUMw//OEtwVtOhYWdLeLdUFkulOM4h8Ht +tGHD6KZukGw/kiY3gcF7ofMD/+5umE/1kOz5ReyzL64VyRp0Q9B7efSqHkPo +gWWZmie6QXdoVNqdhiFq6FnCMYdueMuu9zZKwBB3f2eks1c3WP1I7lD3Ifbt +nZV3gkK6IZl0Mmn3MQwZLZbXEmO7oTdUs8F8M5Gvz9iForRuGJUZOhIzyQKa +dNCpuqJu2LP/SNESZkHZe0mjwcpuyFN1PZcUzIKqC9n7eL53Q0GdiKuPAQvq +BXRVpAa6Qd/eqTiezILuo87ixvw9kHHLfO1PFyYMTi7xX1jdA2Z6WY9XrWUC ++2nM7K0tPeAXGLuMWcEAnl5m17uDPdCnq+CeKcgAwZBjjVUne2Bz5C4P/nQ6 +iCgOVPQ49oDuyeX+YkAHOXfh16KhPSB7t9roll0p6JLPe1yv6oGYzStUfLxp +YCPQuPnG9x5IVvm6T2ehGG4I7//h198DSXvzLd/7FUOBzHqdEL5eoO3U/23g +XQSbtH7yP0a9sIcWxzY8WADLPMwT8mi9IAtecfSatyB/o9yk6FMvBJnU6Py6 +nQ37A3aSSr/1QvvG1gsCO7LAN2rlhffcXjhOksxfFpAJf7K+KNer/AL9tH2u +nKWX8PW3XvnfjF/g5Blinr38IQyP5HmMF/+CbhF1kuq+CODnbtgyWfkLoiIZ +b9TPhgAikyLm+wj95RnPZnVPyJVhWCzf0Adsl5eja8Z9cMxJtSGFp31wiO/1 +CUpNIs6xeZmglNEHhmUHpLnmybjmgoipSnEfpJqMTGTjF5jiwc7TaCHkeNmI +wgep2Csq66bBqt+wLEDn4YcVr/Hpz/LC9mG/obfypEe3Qh5+W/PbJuvpb7B0 +EP3eU5eH+erTsrmZv2H0bK1877V8nPNNwSi4+jccJG6Q1/MKMLVPKSRteT+8 ++pihspu/GFsN/G0eXdsP87WR3q6PinHe8NuNGkr9UP/CeKh3LQ1bj6u8/2Tc +DydPH6Zt3VCCCxbV5gfv90N0oqold7YUC5KnDHcm9UNAqLt4nQMdn6UUP/V5 +2w+2uqrRh7/SseAKTQ3Bun5YsWPSuf0BA9uunA0+1tUP9rqqXS1DDFwkQm+O +H+uH4HyrAzuBic+t2ee+TXgAgnfNyrX+ZOKidYtl12QHAB9dHyu4keAfWbyS +oTIAu3Ojpl0usLDdxjs2fPsHQOmpZTY3hYVpm/dnGx8dgFu0+V9PfrKwkCJ5 +PubcAIS3zz343/eD57d/MOy4OgC5xeZX/tPBmKYS9HRTwAAE3KgSrHfEWEjt +wODl6AF4JixZHBmBsb0GVaMohfCnC8bqZWFcuvdT8GLeAKzhPf9kqBJjYZ3Q +ZoMPA1Cfm+Vzsx3jC/sPb3zQNACeDcPVMyOEvb6g+/dfA/ArSH7ozAxhf+hL +2XruAKRn1pNTCV5yMIpY6cQ3CDoqsqvr/3c+g6mJTY7YIAiu3zLVNYexyDGh +7Bn5Qbit2YeaJzB2tKibQ+qDoG+45eLbPsL+VJRh2IFBsBE7kevWQNhbHX3a +YDEIg9yVSjIlGDudFRlc40Csp59DL00g+Mquabed1yBohr1bZeSDsZhDTPDr +kEFQfPYru5ngx4sXLZonYgdhTUNSh/Umwt5FYqNW+iDsOf629C+HhcXcvl8N +LB6EyA4NxQgmC1+6Flf25RMh//H6uT+Ahcu8Tq8Uax2E4eLTBpK6LCzhK2Vj +NTgIZ9YvZq5ZYGLnWz+zUmcGwbBUaPnRfCaWCLI2VF8zBJEJKpkPVzGxy12Z +p7e2DoFLSl9pQQkDl4d3DXzUHILtpxWv7Ldm4MsPzwWfsBwCt50LIU2xdFyR +dKHsesIQPC127khtKcHKFJ6616+HILXJynPT+RIc5/yso6NkCOpNucnSf2nY +ZU/TrF7rEByaFugtmirGYo1IXVh8GMzsqd+9egux3552PT35YbB589Q83qIQ +DyZdP+alOgzhiZaVHz8WYIbz2yvtR4fh2GUNSnBiPj5PWfc6I3IYIlZ7Co0q +5eIa52Laz8RhuLj7otOT8By8u/HYJ6HsYWg7hsf7v7zDgs/D+jy+DINCbqsd +KGXjvD3TMvuX/QGnR/RLJcx0THZpfPTD/w8s83zg65cYh10aL6esePgH6hcC +tkm9fYy/7RHIheQ/wP7Z6p9Lj8avKejrKxbh/7y1ZTQpDB97nr3Mfe4PkO6k +/f6TaIxfNIbeEvQcgYxP2d1RP2NBUFM+Yl/QCLQKzJ9I+fwUPJ7jeLdHI6BS +9FVauuAZHHKZKv6WOwJ87X8aT+q8ADbFfiJldASUDngJhw2mAdIERy2nvyDY +cfH9ny85IHvvbvOG639B4aasosKlXCB11O1fFvIXpAYSbISpeVB2x3Zdy8u/ +sGgvsPrh7nyAKv8G166/wArz7Zb1LgQZqWodi9G/IOwV+yqEpwgWnUWytBb+ +wt5HbdS5u0XAWvkyZNnaUdi976Jk1b1i0DlZoZVyYhSSk6/2iV8uAZnMFZmh +F0ahwKBDX7ijBBZnj0tc8RiFt6G2Ko8PlwIr6TdbK3oURg6tEaNI0iGJvd1G +7sUoeCxUuTX70MFP1+vLspxR0O5T3zT9nQ77+qlpLbWj4PbrQQlfGAPW7Tki +ymgfBZnRiT/ffzJgPuzJnZQ/o/AtZ6tMnSLBPz+7/obOjkLKofKyLk+Cl7Yr +nLkiMAa7D7V8XmIw4dlttyoLyTFwcbAu2kRiwc0Gmrr2ljHg23jr3iFggbbn +YWGBA2MgmTyVfz6XBes+Pbw1Zj4GmzXqKoz7WDAv2TbcYjcGpXcPaomJYmi/ +JHeKcXUMGkfaWvL3YWAwLn1MuTMGowzDnk32GJ4J5e8KezAGZm7nNC+EYLhp +O/f8StIYWKWlHL6cisEqT++/E9ljEDox8N9eFgYtvghfbcYYtJ0ZFqlqwiB1 +onlA7ssY3LxJ8xL7jWE2fZ2FQBsRf+eaoXUE77T9sy8fGxwD/bq2N12zGEqN +snd8mx6DvmqhR2cIXqr96mtqw8uGmdadlChCZk7LBDcIEvI1NHdz7n/va32g +64uwIammmLSRgyHxsONE8Ro2OMkFqgb2Y4hwX7512wY2TIS06D1vIfJPeHc2 +SYENxqvY13zKMLhUmMeuUmEDX1jzE7F0op6/0zVBGmxiXvrEPMIwGEs8453R +YUON6+WeBEcM2oD2Ohuwod9UNihqPwYlpz63ThM22DtcFz25GsO6h6HpRy3Y +cIfGrz45yIIVpUqdFVZssKzE664WEf3vrRfbY88GkqpoRMNtFows9zR648wG +bV/RBukDLGhXWxMgc40NKT88P1pTWVBjzaQ99GVDdERI7dMPxDyEnBvjC2DD +6G2B7203iXlozbT6E8UGg6UHJtG/GJCx5NVDesqG+F+0wD/EvBVu1neQeMGG +7l+dRyu3MeCrR+eV/blskBv4r1Dbjg4/E95wT5QQ+WjKUWemSmGw3NvH5T0b +KgWM7DzulgLPKtHAJw1sSA5ny04nlIDQnm7+7B9soN0QjZOTJZ4nzmZHlPew +QTGvbN/pZBqoZR+M/TvOhgI3/+2aj4vB4fDNTD2RcXBnSFesMy8Ed7fDyqel +xiGqJM5mqqQAbj+RyHeVGwdSC8/NCOkCiPudw3i6axxuiqToHf2ZB9X+v+vG +jo2DfFmMyn9qObCj1HQq4dE4FMQNanj0pYJ2z9obuQnjgO55F5bbvYRDy4aW +Kl+OQ410eBlv5wuwOxEoMJE/DlXa5Mev4hIhZqJ43aHmcai36Gruln4IM4ob +9LhiE0Abn9ym7H4H8x0b/SQgPQEzph8EyonnxVU+dOP1mybAO6r+E159Hyt+ +sjhhqD4BzSFVj263xGDr8+EXky0IueZqfGlSMi5P4Dwwjp2AoMG4R1M+Wfg0 +N9vje+IECJvi9MAv2Zht7HTa7tUEGEfP7JyTfIelF9vlvAsm4I5ZZr5PUw72 +tq0sfNk4AXpzYaarD+TjlSV34pXbJmDx0Q6O5M98nLZK63ZJzwRklRxpPuda +gJvK3x2qY09ArS1rxDuiECtvevpzVogDZQP+489Ti/HHW+ZlwRIc4vkg5yJD +joatvv33SliGAzyiO8bCEmk47G6A6+btHFBsO603GVqCZbu1zXPVOKC/daDG +/V8JLtozraGtzYEdhuMdtg6luG/ImeeYEaF/FnPGXJ2OfXU397cf44BK57ZL +Wk/oeFVCd7WjJQfuBq4/dGaSjnWMLWJuXeTA7EC71co0Bm5JXemz7CoHzDxG +Le/NMLDLwmfrR94cSOLuKxU6yMRP3+psybzLAY+WyXU8rUyswv9vudoDDvzi +p+paSbFw5dl8NiuWA0781kJPTrGwNe1yy+EkDnh5H5jNiGZhrrBCafMrDijn +8wiHV7Fw+MXepLPZHEASv0Z2zbLwhvJngcMFHFhQMSl/toXgNamTTp4MDji/ +SD3x3gxj02urTEgVHPgQvJWa4Inx7y9fdt77wgGd88wP8rEY35QPkZBo4sCM +Q8wayzyCj26hueQ2DgwONmzVqMY4s2W2a1svB/auFX5H68AYKRdWFA1xwLep +cf4nwW/fQq5k7h/nAMf691LSNMaXu7ZG1sxwwMD0pQ6J4De+PX3uJ0lcMNFT ++rFI8FtCVNLJXn4uqDwJCItfwHjX0Cntyyu5cHU65mXTFMZV+0U3zEhwIfXX +LvE3fzA+G19LCZThgpPYyAU5gh+nJu4O/7eZC2J1bUVaVRhHGOnWxW3nwvXt +p8v/vcN4Y+p8/kZ1LnSef/Hz7COCL+eL4t5qcyFJ5PToVXeMj1pcvaWpz4Xx +PH4/NROMB7O32VUYcUFrl/errI0Y+1H7DY6Yc0G5gSLRPcnC4meTt7VZciHw +bLNEywcWziq2FL5gx4WSMU5g9H0W1hUWnxy7yIUJWbfa9eYs7PY+jEXx4QLL +3/5RdQMTy0teHt/lz4WVa+KjvgUx8XdXM3nbMCK/nclogyoT66xbHV76lAs/ +qIIbMvwZeNx9ljHwggs7skQGSXIMnPq5Y0zsNZF/UXx4A5OOl19PtbhSyoW8 +F9sz1g6WYlbt3dBn5Vwoa9sTVexVit3lnemfq7kwFbBHQZinFLc27Nwg/5ML +Mlsk+/QESnCaEh5pnePCn9B/fBNDRdgyMGU9lW8SjDb2LLw+VYT/aws+prpi +Eo7vybha/aEQe9w1pt1fNwnr3PgOJT4owPt7fwTq7psEB63+X8dJebj9CVcq +y28S7AU341v0DBw1+t3kR8gkVJx7ouqtk471DtDvUB9MwrHJEzIFzFf49YR/ +v+3zSUiT3tw0mJuCr5uszBMvmwTZ8wO81uw4LMKrePg2zxSQntc88qvXhUOu +Z68fC5oC26DVd5YbZELI1A7ByXtTIFb+2KAp9TV88CMlPnk0BfpXrfg6lt6A +zoMX5e0pU9CnduwfJ/MtqOX8+s/x/RTIfS15drsvF9z3FCQLfJ6C6n1vjh8N +yIN3ZUGqWfVTYHmrKChMOh8UGzadHu+aAvaVQu9vRgUgO+GYemNxCnxbm9Pi +govAxnePhgx1GuKK2+OPriiGBLJAddl/06Cb1Vlf+6AYJERfj1GkpyFcOyy+ +MoIGxxN8AzLkp0HJQjRtPbUEHm40EjdSmgbJtacGuTdKYIXayN4orWmoQMI2 +jValYMhg1O7Smwb2N/750k+lcFf/vm2L4TTE7tz1uluZDmQL5RApy2nwThmr +yRynA+pYlGSem4aU5ie/d5ow4NaFujdnL07Dsg8elmWpDJjxdGtI9Z4G2uhZ +Gj7IhN2LyP7gnWkgXQhmrHnEhGshq6aH7k5Dks6BE8ZtTMgR6g2LeEDINVHB +JtIsGI3NW7fjyTQgbZkeUSsWKK0PfNeQNA0rFkufxMay4GK6ua5H2jRw60Kv +1tawIG2HfIvE22mQ09nUkLPIgr5irmNJIeF/lV6gqYRBDn2cPcOcBvmNpOJz +FhjOVj2+v1gxDRJPVgtv9CX4zMxB9kXNNFh5Xoj1jid4qnV3vl7zNOx2McDW +RRgkz/Eb9P+chvmb+c+/1mKwGPreGvqLkDu+jnzqxhB9NcN5259piLS2nDcY +w1D/z3uxdmIaTqiv/nj4HwahgMMP3WanoQ+t7Pq6iMFIUEpelDwDrIhPgS0E +j4VGDxcVCsyAsoZVpPU8hkop+uFTq2aAlhR8w5GLge/lvfZZyRm42RFykTuA +Yf82qyuJsjOgGEORpH7H4JevREYKM9Au8GUg6T3Bn1oLMb07ZmAm07XtPcFj +sx9qtwRrEPKfoYfuBI9pGCeVboEZUCsQNyt0wODR7GpSbTADtmjVVCRgyLOC +bhfTGQgqiOaliGFg9628tvIEEc9uQ6w0wb/Kl7spedYzcKpP06nrHQsyb/lv +m3aZgSQ6b9nNvSxIuZFx+ZrHDIyimtKSWSbE+9S9G7sxA24WdY+Hi5gQ7imt +Nhg+AyM2ruImG5kQcE3fyz6aqF+8Nj26iQE3rjrTup/OgKGUFodzmwEul0u0 +f2TMgFX2ATuNWjrYO3f7WeTMgNIZ7fSdrnSwvsj/vqF4Bi4lFfRdX04H0wsW +B6orZ6C8JmO1jFYpqFiPm9D7iPw+n1G94EYDhTOSURojRPwdrQFHJothw2lo +zOfMwKH64i8LXsUgYnH/RBb5H9wskRgddisCrvHWs4my/8ApdvbcEioAmvY5 +t9tW/6BG6e1/2yrfQs7e0Ly58//AQ6/cXMM3GzL3vONed/4HZXb+TYcUsyBe +bcHbzfcfoLVaLjtvZ8JNpaf+5+L+gZLOZNt2nlRA6xqi9Zr/wZ3f18iv1j+E +qjlUyG88C/r5B+v3xybijumoA5uPz4Ih13Hr/IlkPMHpbtG3moVL+nLzOt0v +8LqRO1P+LrOQprNyhGc4FV9tL9OYj5iF+TOp1yubXuOQVuEqqcezwB1u3rRJ +Pws/a7Y9pZk4C1aJ/pepOdm4sobk45U9CyJ+R7YVaudgKSYqZdfOAvlPwjaj +/jy8oyTKcOW3Wfj935fhq2H5WL+wu2175yzY3F6+129rAXbNvjN3aXQWdsED +y96zhfhDYpn2b6E5UJA3pe18WYxbnwrX8q6eA8a9DXltijQ8+tjWWm79HJjy +7B7PekvDkpEkv7M75kAyyELa93UJdvFD+MeROZg4d70xxo2O/X2jjsycnIMH +7PyL577TcaxXd5eE7RwEhSr2vNdk4DLXO6TjbnPg+qLkFWmc4KNL9VHu3nOg +sePq9/cHmHjYQXbDwztzkOqFitsfM4n9tWz/16g54Jp1Wv7dwsKKZ4QbR+Lm +oIa17c+XiyyMTtraLX9BxF+hU9mSxsIW5jkTWzPn4Ifeir08XSx86Qgp8FDu +HAx6hVoeEMH4tpGZqGPJHIw/FOSNRxjHHEx+Gfx+Du76JnyfvkjwjB5bNfXz +HHiYyRqcisSYBaiivGEOhhMv3C3MxrhJK+p4z485+GUsmCxI8MWgRnffUg9h +r214zpzgn0VVFU+Z4TlosMi4GPEXY1GVO5R9E3PAR/XelD+DsYJS/eMzs3Pw +hGpQ93Hxf+dVyW72Jc+Dk72s2weCf8zl3YriBOfBoITZ9WYOYyfZMoNikXnY +Fh1YcXsC41vrhL+3SM3DFMnlEerDOFrS1pErNw+/rasfsOsxThfLmRbZNg+a +umPV0TSMGcKk0J2q8/Cs+s3GbQkYN6wwkzTTmgdp9YIDLG+M+5clZ7jqzcN7 +Tk/G0aMYz/Ox99w3mofqoxZRf+QxXsWDPr8xn4e9dV4CjzgsnKN8qwTOzIPd +ddcz4u9Z2MyqNLPJbh7O8fefPBHOwmNh008dL83D4zmeaOsjLBxZrBY+d3Ue +Tl54tEtVmIWVf1/1feAzDzMDU1NdNUxcK/Lu0kb/eZje0rXjcjATr3DdamQU +NQ/ikf1SR4cZ+E2Cg1bXk3kYipfSY8YysOHnl9uuPZ8HFpXyWQ0YOExeZkXC +23lYwzo+7BVEx9SfIrXDNfNgtc7PhNFTgl8tM2P6Nc9Dp5azIfdKCdbffT9b +pH0eoi71HkifpeHAh/yRe/8Q9vzHkzCFhkmH5k3DBRaAnMnoTeQW4ueemiCz +agGuep9xiHQqxDovvXbkSS6Ag4FBYuiPAnxrkb2ybcsCFJ2bzRvKy8ezBb/r +txoswLGambUvDuTip71y75kmC5AksbdPJjUH7xG2zT1qsQA++tbaR0g5+Lpz +20Mf+wWgrXi/5YB9NuZuqDv2OWABvqa/36U7n45HI2nNTngBcoIMCkZ3PcW9 +Tvda0/cswjJ/z1TyxlhIihmX6ESLIPljzlDb9ClYlp20EDu8CIP75S1Pez6D +xtXyjXdOL4LC9UPjcZYvoLyS8eW07yIcf6R/5JlXOvhNyAlGBSxCVaB/cR43 +A/bKhB2qDF8E9DhfjO76GvI8LT7uSiD863TfZVlkwwv5UdZyxiIMH3nepO+R +C1Zmxxf2VyzCpQz8tX59HkjeLNXyrlmE5vNDA5eq8iCqKYTW174IcuHbz1oJ +F8CdgPV5zIVFWFzvG2ThXQTab4PZHMoSlJlIWbgJFMPMjz/KikJLMB9UMFIT +WwxuO2lvYmWWwGbBUYX9iga23WavrsASDD6eGQ18VArrVhT/enVwCRxM7uSY +8NGhVUNarv3IEhRobs7Od6OD2YOhpEO2SxA+9SNRSJsBK+hHOvyclkCqxfRu +bzwDqvoL1xa6LYHtOaFnwpMMQDoBcRv8l+BEwB/X/QlMmL84+O1k2BLMhJgo +bR1gAu2xqXjkQ2K9w/2r1ZVZ4PG+wLzi6RJ4zwemnXZjgcpfqejZF0vQ3/1X +MiKbBSOS/vUqr5dA2fjlrfLfLMjQHxByzFuCWOSTx5HEYO9mYpJYugStFhIO +qw9iWP8s/15TOZF/vvGazW4E33xaUy3wZQni+o/KronBEMu5vQw1LUHkmeaX +w3kYjq3vN/D6SdRzYvTF4xqCX4yMg7N+LcFmzalR8R4M1V55H3r/LEEUSWm3 +ExtDSIokeQ13CS7V6c2GzWLQ/eqHjswvQcTN2sf/+z5v6aY71iWTkM4KH63d +hNwR/arTmkpCBiv2TGGCj+gZrQvegiRUVaOVuZrgp6es5dIxQiTE51W/Erow +XG/W0X4nQkIuPOLMPdX/Oz/r6plqCRIy3hC1dlkOBlXSK9/fUiT0TSHFJTcK +wyqJ1qek9SSksLz5k6YLhrFty0vWbiShtEheqXRdDK9vDr3buIWELI9yHH4T +fONQ+ylt2zYScrfecv9ALws2yKQlqu4gITdVE9+61yxodw2K0VIlIZrmYsc9 +VxbEYbt7ehokNHXrvELQdhaYC+8PMNIioUZTemg5cT2rcxeunNEjIYcrU//2 +mTIhhNzucP4gCU08aBB/NMuA/eal1s5GJBQ+Un3aJoUBNK6X0Q1zEspRSDzy +oI8OHgcsdANPklDvzyt0kdt02BGrqnnvDAmFJGexDorTIU2DvTnhPAntTX12 +Q0C9FOxCv0q/dCTy39VhXsIqAekfWWJvnEnIzlFuzla/BGJ8L5Lp10go1WL5 +bJ8eDQKYvR1tgSRUsJv8eFG8CHSE3jf33iUhL6q/drp/Ifyzef5l+B4JSVET +UsaHCsCNZFUy+4iEFu/WaHzJyQcbvZYYqVQSYm/efsBQKhekYvLvyWWQEHVu +sqHwcg609D0MUMwiIRXlR47St96BcYip294CErKv7dz0NzcL9n7+ZGRZQULc +gVJbl4E0ED9SSo7vIyHZb2qV7ZceQ43lc7c1m3iQcc5dSb5fz7CxvsfqdgUe +5D1Y8zn8/XNcu/0wK0mJB9le767qNHmBv5I4y+XVeFDGd5/FGtlUXJ9mkK6s +x4OU4scztFIzsVnUWtNxA0LuWeBpnH+NG3zY3HxDHrTnd/jX0qNZuNE4Xlfz +GA8y6x64Wj32FjdP/O3QO8eDPIQtyqbncvHx9vIg6gUetMu7uWPVkzzc8vHJ +ts9OPMhPvcHx5Y58/C1uv4+pGw+SCpIa/3GqALfqPBY7fZsHcX+3F10IK8Kn +FC7R1wbyIC87DaaAUDH+sQrsOkN4EHvviHPYg2Lc1jf47nwkDzLhuxXfEkrD +7eHaRq6JPEjmUvWWumOl2Mpj1YTKCx500dbX+QajFHdY98dxUnkQI89sIECO +jjtVovq9s3jQx2ezF11+0bGN1IX7Wjk8SNjg6mY1HQbu4t2rtpjPg8Qyh8Lk +HjNw97df/oF0HlSlf+CSvgYT25bRFAwwDzKgpn09F8DEPZn365Z94EFBHtQs +n89MbPfIzutLJQ9aChU/FrCChXtvakhHVvOg66/kktyNWNjOYUWF2Vce1GNs +Nb8/hIV/Hem5JNrIg1zOzzkNMljYXrNo1bcWHqRXa3nVZoyF++Tu0eJ+EP03 +mFNLlMbYfoXt2TMdPOis6TWHpIMY/55Uo8r08KAdy42MrS5j7NAlkN3dx4N6 +Fz+8byD4qb+q0/zlIA+6dSNCY/YNoc/Ln70wwoNiaDYFDRUYDySEvlBgE/33 +vNdy/AfBO8HWh/5weNBXSbe6O0MEX7nuGsue5kGcXa2XzScJ/Sn+WLc5HrTg +YCj2ZR7jof3t2qpLPKg4CbH6CX66tC331ySZjKwijJZeEXw1LBYSTqOSUd7V +DbwC/zB2XrTceUOQjBYV4+4Lj2E8MrCjdZ8QofcLn2V2Y+zSwHebJEJG5woz +9ol+xfhv6Y9NH8TJyPWOWq9IMcY3N37gfFtDRrzj1kPwFGPBiKz3w9Jk9GWM +p8nKC+On3McPFjeQUd0j2d1XTAnes75tLbKZjCZb7njf2oBx8UenbZsVyShi +8+vaSKK/BsrH/mkqk5HYcqb6GxrR/yX5x+d2k1HbbZPdW7VZmOModN5zLxlJ +n+t4nzTFxAH10yphOmRkonxY72AWEz9/UV2TY0BGhpGbo84JMLGyYEF8hSEZ +/Zsw9/ybw8AM90SnVlMyKjqSdrvbnIHb9Nz4SCfJ6OGeMds9EXR8Met0o+gZ +It6iqzpzAx3PiOklbzlLRs5k6qahvFIs0S+ufcSRjLTn6lf4VZXgo6H0a0nX +yYj9XJxRXF6Mu9mp+/NukFHvub7tERrF2PV05MrK22QksafCNCOjCEconnvz +9y4ZrVXmVIreKcRVNdRf2nFklMGduGJFzccn1dk5Zs/I6I760zEh2zzcn/jD +zz6ZjByKPxfXFeVivitZUhEZZDQuwBEaOkNsIKuOHftJI6Nn3v6v1q58g4ss +Et/7/CCj5Aq50rZ/ifhlp2pykRQvStaMfU79FQNTXaIywTK8yG2NYU588xMw +7OEkmMvxIjOjHZVt5fEw8Sv/CXsrLzo+qrS783Ay6A6pPlDU5EU5hS9mfyy8 +gthh0f/+afOiKKFTjZnn02H4Dyf8E+JFy8RFPdUrMyB6ND/E/hAvMh4fCi29 +8wZ6Oap+SSd5UeTdzhLJ8zmwe1J03uUML6qwjBE7TM0lOITjo3WWFxnIGX2S +TM+FXf/yPVsdiPXSK4u1e/LAf1H1sogXL2pcds9kj3ohNC+J/un24UUeUYW5 +5A+FoMDDdXp3ixdFk0eFP5gUQT1vgb1xMC9SWh6Q3Xq6GGQF1KxCYnhRXld8 +1XHDEvAQFGs7HseLtFVPhnxmlkDVcu7Jjc940bdJhZlX20vBTajAvOwlL3La +17lwkkyHipUxDZHpvEjfNrxjpSMdJFd5HLF+w4siNvH+x/1EByyqZjSbx4tq +rDgfl/sxQERc7HNVES9SKzPu2dTEAAcJrsGTUiK/5g/XNOWZULq6ueICixcJ +bi9V1LrKBKE1Bbpq5US8gFUHZEuZYCcVU0auJOrbkRXTuciEorUeOg2feVH3 +ph+3XYAFNjJqe10beBFbWiunKZ8FeevFaNothL1+S/6zARZQN3DVl//gRSHK +qxrFVmOwlGvO/9HOi3Ydab6oTvDD240FOzO6iXzndTxnnDCQN8W88+rjRbSP +geGn7mE4sdlj+4FBXkT+l9Fulknwxpbjb0RHiHk4pKbdUY5hUUFta+8YL1rh +XLZ69jvBW4pi6TkcXlSaffNm6iCGtG1c+dvThN4qVqKNi2FWqTnFZI4X2Uzd +2/l0HoOpcoHsuiViHrdconUTPJWyIyZpmMyHqt0n1HMWMUypeKwrofIh3+g3 +zfwEXxnuOh5/V5APxYb+tBkcxZCoqiZ5QogPldo465h3Y/h6BV9eJcKHKqxk +obAWAynL8EONOB+S+PftRmMRhp2DLZKha/hQnv8Q9W0CBjv5c6560nxoHQ83 +yOgmhhjbkQ+LsnxoftVJpXenMHx8dn1NqTwfspFLr+hQIfJpJV/xVOBDQZrL +0tr5MCiIR1aoKPGhrBNetNxmFlgeXSM1soMPDfrPup9PZsG9+6lX0lX5UFtG +TduMIwtGKXQpGS0+JPP9UujfYSbI6hq4/dDhQ69ji2Ot05hw1K/hY4wuH9qz +WrSn0ZoJBVMDbssN+ZBf7Z2X3DIG9O+6VllpwodGP4RvLXJhwOori2sDjvIh +3UjMly7GAN8BsU8zp/hQ9L7pAIPTdIDW/dL9jkS+cSA0UFQCbmK17i+c+dCp +GrpA+IESSDE7VWV1hQ/NmNFyquppwPfZ9VqTFx9y83KWO9VRDNUlCZ/LgvmQ +vc+h5dH1hTA/uXn9zTA+hHzM43oOFML2XXkeGvcJ+4Uk9RO0Aoh6XbX+bQxR +X/LRxdmYfLBImPRMeEnYl7MyrXfkQvfNI3Je7/lQ9/pv0b8n02EKeG9sW+BD +ZY8iCldWnYPdcynTGjwURJL66hScbIq9inQ99CkUpNK5xybynhueVAq4bP0f +BQ0+2KZ4aiYIc9fw2D6QpqBQG3mDTokneIKzqM/ZR0Ejtafq+HA63vUu6f3S +fgpSDPjeJaqRid0v6eisMKCgqMy4dVvevMbj3bc0NplSUIziRMqVkGzMrp3f +etKGgv4WZbq99M/FKmHP0s7bUVBs5qlHcYp5+Iq+9kY3BwrqC38887Y+D4+W +3lgX5kpBhs9N/vsuWoD/ps8K0f0oSLxbV/b4tSKsdD7+3qcACnqavYkSRS7G +LjJ7lzWHUFD7dWmDrZHFeCTGh+dvJAWdkgjduy6ehpXM1vj9i6agiJeVcUZS +Jdh5ecks5QkFrf547l1gbAke9p/hyDynoKEKnq1lAaVYcV+c27aXFCR52V3z ++UQpvjSj8VcjnYKqyubttG3oeMj1er/ZOwrKvef59rICAysorj5vnU9Bj64U +dvaEMLDT76Kui8UUZNfEPNzczcCDZ6ZaAzAFbXVcmTsXwsQKq2MtHnygID9r +uCzRxMROjeqNCZ8oiCWybdBXioUz7reYZnyhoIejp9ukrVl44JDnl4I6CrIK +e8vgxrPwZj7xQ++bKIjqI1w92cTCDrigovY7IXtOkySXYZzme3x/208Kko/9 +Lm+uQfCQOpfZ30VBNl6u+Pk5jDePP9rL+UVBzAX2hukQgo+yVIuXBiho15s1 +DubphL9jk+qKEQry3LH6yrtygrfkruVIsinootqZYSrBS/KdIts3cSkoYcdh +sxPDBJ89zcvcOUNBs/If++KnME49fmyzzjwFxemmFDcuYNy3ciLFkERF6frj +qf97v3zofGjdKj4q8iwV03An9KPFMvOt/FSkeEFT1Z/wn1heqJC8nIqcljXf +V/yD8fRZIwvHlVTUE7jr25WfGM/n9/gri1KR9G/93eafMCYt8347KUFFj1WP +un9/izHFSugnQ4qKYniiB5ceEryUk8ofJENFBnU4qt4N45V8WmpGclSkaxY8 +Z2KEsdipBluRzVQklN559H+8JJnleP/HViqiZp0/bs9hYWnSYknydiqC07cs +Bd6zsNzxmH7HnVTUeD3k6LVw4npkKIruUKcirzff6ZlHWFjF7KQLU5uKjkid +//aslonVU//GBSEq0tOKvuRMXP+9M4EfjfSJelRuaShqMbFeco5MmxEVDdz9 +zz0ljoEPcQ2MXhyhol2k21ru+xnY+FDHdSdzKpKX2Dlh00/HJ9gCDVOWVBSq +wV/zXp6Oz+gnLzBtqOj7q+SHx1il2DZut2KwHRXF+tKD1Y8T84vOB4peoqKT +fUPtSp4l+FYUQ13Fh4rih5TZcfeLcUDfMbvpm1S09eoyjSvLi3HInqFI1h0q +MhXHo2tCinBUt/igcSgVCafI39ztXohTVa7EX3xCRc0+/4bTt+Tj6voNSymF +VMQ9xPt8tWoWrpOnbbtUQkVu1S27tNpf42Zv01M7mVQUV9X1Pcs/E3fI3sjF +FYR8IjxQszwNs92az7c3UZHY9JS68foXWGLV3SrxCSqSbPOJpDUH4wcaG6+a +TBHrHXJ/89jdDy+zwWuCZ6lIpSRaKGD3VTz3evoSl8yPSGGui9ei7KBb3+m/ +JlF+dOcgK2qv8API9D58LEqdH627kTtgn5EKcs9/z37S5EfGDy/kd2ikwbOP +/i+X9vEjhRSv63c/pEOkSCnX1YAfDQ5Pmpz9+hrcsxSfmJzkR7ONsdVXLXLg +T2MlBJ/hR05xBs+PCuaC/T+7QcZZftRrM5F2gJELJw0SNJWciHyeGNWxJfJB +u3t5u6APP0pWWH10fWohFFIzgnRv8aMsVXHFizpFoLxdf7uvPz/a81mzvbe5 +CDb43vQbCuNHDC798NJkMcQnS27ZEMmPJP++9XS7QwOxTwV1p6L5kfx6d/u3 +1BKgiv2VrYrnR6founvVqaVwe2/Y56Ukop7DNPNjt0thxnaTu8ZLfjScYPas +j1MKf7KtP6S94Ucn+sWerKmjg33zP+fOd/yoXz+kMFadAZ2zj8UkCvhRBZLo +3feEAfUHv14IZvAjvpdsgyojJhx2vSTELONH9ganIiKSmFAeQy3mVhD9VHRc +0h5hgjY95azSZ340M/nJtEaNBYU9Osvsa/nR6GUQVPZmgfKynzkJDfzIzuRr +6okiFmQoXz/d1EL0d1uWl9YYCzZYiJKXt/EjGcm1uFEOQ/yNd691O/nRSKxo +muhRDKIpRua+vYQ/rto35YMhompgLrefH5kq8wVdS8RAGQtMHRrmR7vjTp8P +pmPwE5c12TDGj6I+7CzY3IxhWosxeYpD1MPK2mc+gMHN7lRS1DQ/Kth0poh/ +EsNwKNegao6I7/i1Yv8Chv/3/0D0//8f+H/Wnc6h + "]]}, + {RGBColor[1, 0, 0], Thickness[0.002], Opacity[1.], Dashing[Small], + LineBox[CompressedData[" +1:eJwU2ndcTv8XAPD2U2ZLSEqlhBDSIE6ihIRUREuUtCT5ShmVkrISSoM0pC0p +Tc5tr+d5Lu2tvffe/e7vr17n9bn3nnM+dzzn/XolbnZLx5yNhYVFmpOF5f9/ +r33zHV5ephGWEtbC58XpQLzeLH1ogUbYrcm+v3CGDiL2sYb/zdAI3l7D5m/3 +6VAtl18yMEIj+A3D8mWYdNBMno6oa6URqY9Djh6yZsAXP496wWYaEf0ii770 +mgFsd/j4ztXTCD1fjkv4gwFZ+3c+KiynEe89Bd7um2HA7lTjSz/yaMSqYoEX +OY5M8Hnf/2oIacQzn4gyrTdM6L7rVLA9m0ZE5Gw4TI9nwmcFv32fU2jEnNPR ++YgWJiwKid1sSKLyi+e6zc0w4fJ0XKhQAo2Q2FSecJSXBIH0glUvv9CIYtFd +fz4dIsH+g86x4jAaobn/1akfZ0mgO/27z/6JRsQnpDmkmpGw3cAm6UgQjajE +LeGRjiQ8VZ7tuu9PIzyjYw65epLQtvHp5lQ/GvFdICzuxHsSYI5fd+QVjfgo +U3JjLoKEkPpQn53PacTIccPhgO8kzGTK5lh40Qhuc74ysd8k6AZnTIc9oRF/ +lba8fFNCwncXjd1Nj2lEdufxvwMVJKwxrLi+4QGN2Ho3T2VvEwlWKqbBF5xo +hMqw1SPjThKKRAb/vnKkESYSH7QdB0jYunifu9SeOl9I6ZbDGAmuTVzAaUsj +Nuwujbs0TULTr7d3VW/SiIrhq3XS8yQc/LQl3sWcRsy4Rlc3LpLg/yih7edV +GqFf3PTceZmEceODG8eMaITPkbq+ZSo+B0Vnd12mEYJWK4ZtqDheTPeppT6N +0KLd/5hDnc/D0podoUMjDBrzOZbmSLBosR1v1qb6VZY6LEHlzyXmtgufpvZX +wtJyN1WfaJiXqd4JGtG/c/S7BFW/i5tggO8xGhEzk6a93EFC7dUwRhnQiBZb +jYf5jSTIq+3moKnQiPqXPz0dqP15I5F1UE2JRtiwJGXwUPs3xKZ5+6E8jfh0 +wtzR5xcJp9orv6bL0Qi/z77Ck0kkfM272jwuSyMU39gLn6LuD0fkkOCe7VT9 +Evn93u9IMPVwOW0lRSPOFBauTfUgQVj9fXrLZhrxUl3Yg7xKwn9SEsObhGlE +e4w0F6FNQgXnN6mLQjRiMFv7yKeDJLwoLPZjrKERZN7fYOm1JNRvOxqetoJG +OM8dfUxOMkHGO+N7GBeNYP2kFqDcwISC07F/7i5xEYchO10vnAmCCRItJnNc +hPMhllUrPJhgtiZ4+OQUF1HId2Gbx3UmLP15vkZ0iIuQ7F5fxRRngtY+DlHu +Pi5iIMVWKHyJAcFvH+wa6+Qivhs8eqhazwAlfVutwiZqvSg8ouMlA243aPvY +MbiIqkNR56a6qPdbpSjwUgkXkd+z6qZ2Jh3WfIIYtQIuYl0eJj96QYdYU7li +oV9chN+uzOO3dtGho5OPC+O5CNuh6H+FV8tAf6TSbe0LLmK27d+z7f4lEHn+ +zJtZLy7ikYyU2PzFEhhLLvjc/oSLiNuxD4s2lMDruz8xzYWLOHJQTMcwoBiK +5wIWTay5CGX7f/eznxXBIc4r95NOcRFj/KbSRUcKwMei4lmQBhfxJDnQ2Hc0 +H2qLTn/wUOMi7OUPDbtF5IOjj0rapYNcxFFVpe99HPmQuFZ0kmUHF8HJuyNF +9ncubBFutT/Pw0V87PCuNlxNQEyb2R9XTqq/qZStJxwR9sV17Eli5SIiNLwP +ZdJ/g7pKz9CaOU5ia/3uv5bOv8DKeNiG3sdJ/BR1dXpVkgkp4YuWJ+icxCfT +sCdnVVJBc6fw1cOvOQlCy13tE0TA3/FgwuY5J1Eq6H1GPD8MLmdv3hLixUmM +K3PWc2h+Btsz4v/mHnMSIxVGIeohQeB3S8Yo3Z6TOOJ8WCxX9yU0/lAw2K/D +SfRwfuT65e+O9ioXzm9fx0nslc1wv3Y1HkVKt9dZ83ESP/j0n/qQCVh8keVq +4moq3wM8m6TyDcXuJNjv5+IkrGV43Np5viMzhuZ7eJqD6Lwdc6az7gfKrs9m +nq/jIL49/9N15lIG1kb66b+r4iAuHX3q5cqRiR77bjZX/+UgFocqosu/ZWLD +GaGhK6UchNXF1iu/2bPRx8N+tUUWByHk2lIk8Pk39oxu1XL+yEGc4795v688 +B989nq/IDuQgBN3XuSVuyUXV1eVXlt9zEByncjZX2+ZigMxja49XHITDP6cU +da481DCp83n1mIPwkxNqMt6Tj5H0lyXhVzmIKbfhledMC/Hc5evnO404CNWU +sijxiEJc6D5Yt+0yB7Hj47HBPZ2FeIG9pydeh4Po2FoSPGtRhGwH1bjTjnEQ +WUbuJMfVYjT9OqVRJkX1Qwsd2LmrFJdS079mi3MQln2SJ8/cKMXgfGfuxM0c +hPN7EV+zz6VY3bpU4ruOg9CwKaszWVuGWiK0M/qcHMRfZenPli1l2LejJOEE +KwfhnXL71AAfHb2Un69RXmQnVky9GtdRo2Ou/to/mybZiQW1ztCcUDoqvll/ +obWDnVA8OXp7VIuBlaF1P8pb2Ime87xVBncZ6JAYLJjfyE6cDFYSDQhhYHyZ +WHVUJTuh7zQg79PNwFP1rQof/rATXnXOPIdXMrG7JyLAm85OOB9XKP+9i4kS +XDIGNvnUukVv+fZbTCQE+zKMCHaiYzLWgfcVE40k44XPZrMTuQEnqok4Jn5Q +lWvcm8JObLkSBc7tTFQ4O6YimcROBJZ+Wuu2yMQKo5SPgvHsxH6DScUzQiSu +cVEymY5gJyyuSX3be5zEeO857AllJzYGc8tqGpB48kP2lvpgdkKu85bRFlsS +u6IeuZUFsBPXTzbfz3hMokeqalv2W3bi5utH+fxvSJTIZzuW+JqdOJW94+XO +MBKxPD8i9Dk7Ub7mjhx7EomGrU853nixE1POkesDf5E4N6xp7v6EnViMYKYP +lJD4YWlF4Z3H7MRKvRL/xUoSD6xmSJu7sBMt95SPljWTWL7ptZf+PXYiyPu9 +rl43ifY7zvecuMNOmL/c7hw8ROJqZYGTyrfYiYIHwpYfJ0iMPVEVs8OanXh8 +4Gbr5VkSNfUDVojcYCe6OiZSKxZI7LxuYL36GjvhMfIgl7ZMovudTfQlYyq/ +YfjIFBVvcW+SHbnMTtyP71EIo+JfvqEvW/Wp/dL8+YFricTLoVeHynXYCXc9 +Xelt8yTOJEiezdemngeBoQW2aRLfZ3d+Sz1FXT/5tUbQKIn7yr7yftVgJ1bF +bT042Efin7qbtz+osRP3Xt7dtNBGol3PznLvI+zEkQtSh4rqSFw5PbjP5SB1 +v3cmTmmTJEZzJr21UWAnuouM0t/mkagh6DBhtI+dsBQ/P/3+J4kdEvJ6Z3ez +Exm5txT1o0l02zuVqrqDnRB9bsFT9YHEbG3ne5IS7MSa4hOdvP+R+C5fXeay +KDuRpNanJHGdRNuDfHW+wuxEwq700c3nSRSVjj64xM9OPFHecLhmG4lTwXf6 +5deyE9V8SSr+fCQy+SDEeiWVf5eDi9ocEx8vVi3WsrMTN54JzZoXM/HSnbDE +tSzsRM3bvpHmBCbK9dqYaCywERvhV6CmHxNbKtlzfkywEc+4/WpGLzJRLX6v +x6tONuJx363F9GoGCkssyhe0shHCg2XylT8YOB5Q3DnfxEYkF5oQPa8ZGPnE +5MTNajZCMqaigk2dgZxXXq44XsRGdD6JbhGLoGPzn0tZznlsRNv1MLsdTnT8 +qbHV5juyUftlqKSsRUeLfVkM0XQ2wrRKPOjmaBkW8/T6zkazES8bTx1QkyvD +z49Tjsp9YSPIV9fYghdL8f7k4zGLMDbCOJRVjLO0FHe0CulWBrIROadzbgma +luLz9OPrv/mwESZB6boX3EpQ+8bnj9dt2IjvootaK4OKULrJWjvYko04eiPc +wNSgCJd0FJf/Xmcj1tW09XatL8JvR5imYMRGyJ/QjX7jV4i8QguSwtpshFCR +fcynRwVYkX8xltzDRjzNvSCTuj8PP2WtkU/dyUbMwTe78pZctEwu+BW0jY3w +fBYYvvNlLi6E7v9rLsZGmBnstQttz8GtLmtn5tewEfR1LK6DXgQ67i1Slxli +JfZ//3fI0ywLBT8ptLrGsxLLG5qunPdIxOZ3g1YW0azECdGcaqHxeIx+Hjlx +OpKVGFroi/xmGocq9/m514ewEopsJ9+FKEXjdd2h3QnPWQnhPE/fPU1hmLIi +6kGdFSsxYHsvv1LUA/XurduwbzsrUao+fGEmOhLU9ouX7pBiJZpPrB9QUYqC +3cOyDyTFWYnXyx6CEYVfgfvG8RbBjayE5rrLzPctsZCpfyd6mpuVsPkl+vL7 +kyQQVfir9KuHhdjkVloS5P0TVow19qV2sBDc9no7vmmkwXRCT0hiCwvxejzf +q54tHf5IsbB+rmUhdLUqKi45ZYD7uj0l7sUsxEi6P7fMxWzomnhhoBnNQuj0 +ce3tHyKgPOnDyqORLMQkNy//4+M5gDaRv5Q/sxAs7+4KWQTmwIeOLPGdH1gI +x/P3NLcczYVTlX29q5+xECsYhwX7vPLg2w9N54obLISfgGYW30gBhNzSlaVf +YyFEs5ZMDZQL4dlO0+Z8ExbC6G7D81y3QjCLuKf28yIL8VhTU3pobREIvo1a +EXiChXhxUl7fSLwYnBw4go23sRCetv+Onxcqhc/vN34MkWQhepMtP7/RKoWi +9N2h9WIshOWdjz0DbqUgtHwpQn8DCyEe0sQ+2FsKKc8T4rR5WIhVL6vc2xLL +oDExN+EFJwuREhu3o6SpDNjLa76VsrIQ9SrWG36tpEOkHIfly4lldCjseFF4 +nQ4tJxOcHlYvYzALuUVhJQP2+NY8mGUu494ZN06jfQx4VM3qdrdoGWNLXgZ6 +XmKAyDV9b9v0ZQwrbY2qDmOAdYzry96kZbQRfxG2kM+AzOHYN+Yxy2h+5aa2 +WDcDLj1YDjQKWsaxpWMS+jJM+Jq7/VOd3zJKtSjwWZ5gwhS3brje82VM6L6s +5mDOhHfvo2PPPFjG8j3+RtafmNDeUJ5Y4riMnDetL17KYMI+icVkddtl3B+y +lKxcwQQy8XzWYeNllMwp469mp3wy6YIZ+svofCro1mthEmwOReUdOLuM8ubG +/5TlSFhRPFe2S3UZS5el15hcIsFgjdSfGKVlnN/98FatFQnRumcrpfYu49J+ +JxnVByRotEY0bpZYRu6d6lq1wSS838ZsCRRexnjljghaLAkdtjMd6wSW8UFK +maxkGgn7UyR636xcRtu3pOOOPBLc57QGV3Ms46l1OwQ2M0n4q3pv1HthCc+e +exw9V0PCFq+wSc7JJSy1b2nObSHhFqNs1m1wCYO/MG/e7SHht8DU4mLnEj7K +PMzFP0zC6stb2Jybl3Cjqb/zhwkSDD+f4pqqXsJ34tQDP0tCXJfjCgdyCWtp +8/vNFkiYkw1dM1S0hMp9cge+LJFw8k4JvxWxhIk2UU//Uh78kDEu1JW+hCZx +kqLdVNy9vHmT2fclTH47MNdJHa+goSnWHLOE0X2EFJO6nucLB8nL4UuYwNKY +FErlqywP2VYdtIRF/BNplydJkNxYtFPn7RIeMFA2XabqdTAZ3cN8voTuebq1 +L3tJyPmySf6UxxJuNrO4xNVGAu+AulLhgyV0eMgucbOOBJN99ipqd5cw9rK8 +60+ShESnINXftksolni7aCifhBYieCrAfAn5zi54c6aTwM/zMf620RIOLL69 +VRNDwvHzn8xO6y2h5CZHHvMgEu4Fhm6QOrOEQ3f+TiZ6kxDb+pm5dHwJWwcr +/qXeI6Fxe7hHrcoSsiS+fux8nQTVzMiR57JLKCA6waJK+dCBLSrKfOsSGtzf +/FZNkoQvp74agsgSpkiOHOJaST1PDTHFYyup/VGQxcpqJqhIxj2isy8h739S +Sa2ZTLCzjpePml9EnbPlHT8+MqFiPvGzQf8iSv5W/BtvwgSu40n6+9sXsVRR +maP6CBOUXnxftbphETujLW6XiDAhRCTFiShdRG4rr/uCVQywOJxxblvsIibp +2ltfV2TAB89MLtbwRcy4ueMY92oGlDKysusDF/HM1g1v3FvpsMf4t8wr70Ws +Mbjhx+pFh5lHeSyTlos4dNfqr2F+Gewoyv/JNF3ER3vvJHT7loHh2kKb6EuL +2Ht+WP6SYRnkhBbXXtFcRPmHOZljw6XgQzCScrctYveN46qnV5TCZrZaU9+u +BUxR6PkRtLoYzp2qE7JqXsDFqdOu70qKwN2vnn6segHfrb4dF+RRBF0STUrT +BQvI+cJ2b810ISQda+M1/rKAE+teBJpWFICa5wCx8/oCvs2RZJ69mgd9wSzr +fQ0XMGtfWEmnYB74JQvaTugu4Lql/tt/i3Kh/Z/Kxl/qC9imXvMqZWcueBx8 +eVt72wJuv+L1ZaqfgILhXRK3++Zx+9cdc7lh2aB5+daTn/bz+HHIW4LP/Tto +7xlTP/pwDrlmj9U8DfuAh/58Gyi7O4e/X01st34ejDK3bd/q281hwqv6fdcc +PyH7j54Wa5M5HOHMOfVePBzTFf65+B+dwzgr28XEnq8ofoT+vZ9zDg2dZQIS +o77jhFbUZv9XsyjU7yu78DKbeu6u5W/xmsXKOrU2tQO/kPlK3Dru8SxKHBPj +ed3wC2P+hKQT9rOoejLOUlwK0Vj37YV+nVlsypE9UVpFYPEVV2/V9bOoM1a/ +xl01D1MXDsuVrZ3FE05x4aue52H4x/lqPe5Z7Nln7jtcmYcP//231Xp2BiVs +ZwNSLPJx3zVbfN8wg8vmKvbTbgUYbHV5si90BjmMiXrd90Vos3r4TEXADDrf +4XkZWFeEKklPorJez2DAriPXB0WKsXky/uKLxzM4rKDTn/a5GLe4LWfsMpnB +sJLtV31DSnBE8h2/0MUZFLi2tMhZV4I5hTLWS9ozeFRyye8/wVI0W6UjQh6Z +QUNXUhuelWJkQOQje9EZVF9fNrvnWhk6HlSuuSQ0gwd4fRYOB5ShehNjz9E1 +M/hpSs7oQGkZdklMt/AtTWPI20dKtbJ0lEk8eexH0zQOXdAvSe+g48y55uDg +qmm8HC3S2rCWgSXjDhNPGNM4lWTjUqfMQCvlkC+6v6ZRRn59hJEPAxPyh2hT +IdN4dMOGI8abmfjoxhPT5nfTyBbIEbgdmKi9YkNG4YtpfLvtweM8EyaOnD1q +FfBgGnWilaqNPlJ+G6vKfew4jT6PTWuvZDLxzXurTZY20yiWMeotWc3EfQ1v +6UqG08j90frLyhUksj2SkRLXncbUOAn2HRIkVmz59ZBHaxqPvJ2YXq1MYmTe ++erRY9TxYz9DfmqT6GjRtbv+ELUe/01I8hqJx3lcvHL3T+P7Fx8DdKh5f138 +2pbYndNoeoMwOv6MxJ+jSm9cNk3j/T79UWvKC0/fMXqvCUxjfBaf82fKExcV +zdS0Vk6jVXTI73eUN2Tqp4Lk2afxu4OUiiblkZkHz8dF5qew47zbg0zKK8Vi +W7Q4x6dQJmSvUD/lmcDclMjBvilMGb4RX0d5x8r85GJV2xSKNfIMe1IeOsjd +rPe7fgo1VqYEDU+RuCLOITGqfArrerOdhChPNZyh0V6XTqEJqWAyt0j5dCTY +5F7uFEZ8GZULpjz24K1cuknmFLqsfdA0Q8VnFAp4NZOn8M+arVcFqFi0zuCm +XOwUjm2fzu+jvDfkMpSzIXwKd/Dmij6mPIiiT4RZg6Yw+NfaN38oL3L57hBw +9JvCcl2B7WeHSdRiLV/Z7TOFq43/TKf0kOjncJ/j8pMp/FF9QZGtlcTa9i2L +dJcpzH1xZqdiLZVPr3gSHKcwpGy1uC6TRPPCW0PJNlN4MsX9lgG1f/GK67ul +zKdQ4uiBeyfSSByL/v3vg9EUsk2qh4vGkqgkbFG7Un8KlRRuXv8XTOLj56v/ +PtKewk167Qd9XpC4ys4w9zpMoUFD+MnPViTq/GPPqlGcws8bN8SvukTt97m4 +H6fkpjD5i/I9c8rz0vvnIuXEp/DqWmmOfxtJanwN+xixcQr7G2oOsbKT+GPd +SX8h/in0XZgq4u9noupMgNcC2xQ+NH8kR0tn4tOb4HprfhKF1NMY/SFMpNd3 +ObWNT+K2w8Oqea5MNPh1wKq4YxLFy7t8tdWZ+Hl3k9mhpkmUErJy4pBmYleo +x5XEqkk0pl89/Z2TiQ7uFVrvCifRqT9k10QOA1+cuL3HNHoSB1fCPtXdDCxP +3yBT8XkSv4XpezC5GLhxB7FFI3ASi+x2hxo10zFq1Vp+WZ9JfCoiVfjEh47E +3/iJaetJ1Plb8m9DTRlyHdMdtLo+iacuEKrVX8vwTMp8Z5PhJKrfN3T6fK8M +6/1P1eSdmcSv1YYCZoJlOH6lJ+P1nkmcXx9oWKpWigcZr5PZZCbR7chIsOiq +UnQ9ohh3d8sk1qWNVr2sLMFV4k9DrvBNYln7Qnu+WQlKd0k+3jY+gUcUPJDu +WIyX7U2O488JVBO/USl0uxA92puGXidS8RDt4PlthZiobxhoGjWBHB7uOVGN +Bch62GCI1X8CV4R91Pp2vACjeS58OH53Ao9d4O99sSIfp8I1Bkr2T2BtTLLA +afsc9Kva9a4yaRx/9v8xbLuXhmUHF9p7Y8fQWGez1vi4MxxU2vqvJXwMRzw+ +LyYVP4HoA1r1NUFjKOO56XKEkA88lQv5U+AzhjmnRVeGXnwLatIqv8KsxnBn +8HEPpa5QSOd74G+wYwx1ftVlrzGNh8ieec2SmFFsXr3/AevWTBDokjxOhI2i ++O2/oRUNmeDefhrSAkdxZ0jQxSC/LDBpDj7wxXsUGbd5xHoXskG48pCE281R +tOfamlyUh/AGXeaVto/ieu13Vho+ucDyK2Jqj/go0gYGDik05oJdZtmo9MZR +zIv5edxqVx5opW7qEeQZRZnLbGZ+jDzgjsuqHOkZwRyJDsUXHAXwyH8+ITp6 +BKXOxP58fqoIzMwUTu4IG8EYLq30DJ8iOLH7dkdc4AiSYSYNm0qLgLewS/ib +zwhiyvHZOxrFEDH51yvVZgSrzohqKB8ogWc5qyQVzUdw1fcPVQy7ErB5eeJ3 +utEIPjZ1kn76tQQUpH5NZGmP4E8D2RuXKX8V60ZfzZUbwd5de54ZUb5K2NK+ +cGz7CIqNN/M3bioDv4HNHwrERzCfx7zh1pkyuOLxllnMP4JB+aFOfxLKoOHG +4n+feodxbtK5V/Ma5a1lh4Sw+mFU36u19/grOtgF9LRHlg1jRZXmHs10OrAU +VZyLSxhG5d7iqOs8DJCWjt2RfnsY14fk0EtCGTDyS+xqltkwLml4VXbkMiBD +733A7wvDKCHHEF/qYICWpytHwYFhvPr79oy0NBPWbZ46WCw9jAnFPmfk1ZnQ +nGJ9u2z9MK4ai3t86BoTbnfoN/+dHcLGVwV39ocw4eADumBV3xA6id7QlEhj +Aoeg2unahiH8lnpHjPaXCf7HdqU3/xrCwfZWw2+sJJg2hA+1Jg5hpkbX5tsb +SNh+Z4NUZ+gQJnrH+EvtJiE7nN2v320Ihdf9LL6mT3nh4P3iIYchfNv8WGrA +kgTt8qGl0WtDKKa7zu26MwkbrK4fmNQdwo2ussfpPiS0stZbz6gP4UnelBYJ +an6PDTwbPq8whPu31v69EU2C496C2qVtQ3ihjCskKJWEwyUH17JtHEK1/RP0 +zBwSuK4mqXOuGMI7np/mi+gk/JmResA9P4j+jueLc6pJCPQNTl45MIhG92Ma +v/4jwUyGr3dN0yB++O3ff7+bBFniqRg/cxBfZZt8VxwiYfLigt46HMQHTyLG +W8Ypjw3ffrEhaRBFU6+43Z0h4ZlXd+6msEE8vKt53+Q8CefFjGZF/QZxj0Fz +rwnlp7ZM17dNboOYOf4ut4DylYN+5K6Q24PYbe38uZOK2caKii5fHcRFsVPu +SB3v97L/6sbzg7jvZPqdC5S3JLavXahRHUQ7j9svw6h8yfn7/P3lBnGoeuNk +DFWPmqm+nN6WQSzffbrJZpCE8vn7pQK8g/jR5K1nXyfVX8DH6+XLA8gMun1Q +somEsX05S77DA+h7/YLe+grKp8yOD2f/DWAGxxuVoiLKU1bc+9eQA7jb8ea1 +/VkkhHPKMui/B7ClcPGkYQIJ+8LO3nieOICu/FoP1T6RoFPrH8z9agAfFB0+ +cpLyctudzANFDwfQ6tKslPVNqt+1zaSn7QCmWr9Zc0aP6k9DioP9zABq/mVI +6G6n+mvT/JSjMoDX1lmsceGj+ntoo+QqO4BSA0nO5jNMKE/5YbO4cgAHwvhb +nuUywexcDVf2fD+ar2tczPvChLH+uc/O/f2Idl87C72YwC+pVjVd2o/v+CI6 +ZTSZoPPmz+Ex7360k1wl7J7JgDbZiZqk+/0odeVqhNg7BjgUr3e4dbMfvc5f +rn9twwC/ZeOoAc1+pIkfjBnayIBy28E13bR+3LrMV1ZpQQczHr6YL9N9eNTb +wVZBkQ5jkfLHrnf3Id/Nf6FOXHTgb3S511rYh6v9TdyjwspA59SKlgbPPnTY +qKbbWloKbZ27nIPu9mH3nVAVV79ScHA7L2hg3ocC3u0OvAal4Jf+QbP6eB+y +savPrG4vgXLpbd//sPdhk9YlVqKvGC6wH3cvcOtFHn/+jwplhcA89NIw0KEX +n7Eu/+vxKoRTjtUKttd6sbZ0UrbiWCGodVr2C6r3Ymxgg6FBRgHsK3qpe527 +F59I2FXfCs4H3uc10uyve9D5jfnrmcO5QOe3LlMN6Uadqy8TA0Qz4biEn2D2 +z04c/di8zvLNM3hq7K1zOqoTubh/7hQUdYeSIFff+vedKJtsNMSlew+0BW6t +mnXsxMdaa+cdJ47hJQ4tDoX9nfivfJKUXvscrbs4J75968D9G19lnw+KQL/Y ++xUR0e24mtSPS9H4iZVd9nz7P7TjAdPrcwO0NFwvaXk216sd92u2nj5QnIYh +wfplLRbt+NQ26nu1egZGvdift1mqHW8Hmw0/kc/GTLvB5ICwNnSLkrB2HCBw +IbZjRPpNGwp1gVzRsRyE7obdP13b0H1/3mqLoBzMNymNrTRpw38hC0v31XOR +ee5rOJ9oG1aRZ/4F+uVh676rfs+DWlFL45ksg5P6vX8Sd/uGTyumPfDwHtMu +ROfKyXPHnFtR+mBOhWJAIQr857N23qAVn9APtwpJFaF6xo8XVhtbUbUq63vd +gWLkX7FkrcHTiuYfzFZ/v0d56rLmaYnZFrx0TC/KL70Y7y008tTXtuAPLmFr +K8USjAEur5MfWlBm9drr27aX4n++5yyknrWg2Vrp5yuvlaJaa5A6q1MLzr09 +EN0VXIoN7ns4Mi624OhWyzanFWW4uvCSm8z6FmR3Ou78t56al4QiTDloLWjH +yiO7dxUdtcj6x8TgP+Qdc5C6p0LHR/wci3sS/qG9d61FYiAd2z7oT6+R/Yf3 +ZtwaAzQY6HKwP7Vw5T+UmNmkOG3HQMHGx46P+ptRT6h9cLc/AzXEYkYHY5uR +Y/3MBfFWBv4jDid98WnGX+td+Os4mOhkVm5nZNWM+QvJp69tY2Lsl/l++vZm +PCRhxey1ZOKxE76xHjzNeNeA8Gz3YmJjz9abKr1NaHTg7dvYL0xcI6vdFRfd +hDNXTPlDmpj4ldEWee1ZE9q8sj+fP03Nu7fuXdtk2YSiR+FJKi+JDsmfW3y2 +NeEhUrl16AiJK3UPhKrRmnDD/k2HD+hS3posMZrrakR/E6V+VUsSDwcYiyQX +NuLaMSUJPhcSq5XG629GNaKvrJTUF2pev1XvFSj+tBHbTWyPLYSQyP1A5FKd +eSOy143UrosnMWzzd6E36o0Ye55DezSD8hCqV2lKNeKv9nvrXxVS3jOtf8vC +2Yi6j0N+9v+l5ne2WzrpHQ0o366ZwdNIImckO599fgPeXd+c0d1B4if1D+S2 +yAY8YnXaxHOARMVu2Vf/njSg6RCfUdsYiX+e5WgFXGvAOJcTd5amKY/t0F95 +9lgDDssF2tVR3mKn95VwSTbg/XtnZO4sUZ78Wsrdy9GAbLonnX9Tnupwjz1R +1lWP/wTv8Y9Rsa6xz9OE4noUSBEYXk3FBcpWBa9j6zHfvXc9P+U1hXWnOBxe +1OP2zrOflihvRY1sP6ZrV499mTs+VkySKETncVc4V4/rHHuV3oyQ6PW1l9iw +rx6Dyz1DFSkvzriXLM8J1KP5JXfuIsqTlsYxR5om61DYrCcF6il/KXs/xJo6 +9BtSHw77Q+LJdTezwzLqcJNA3MqhAhIzRzTnnwTXYZjI1xtbM0ncQZc5aPGw +DulG6lbqCdT9fdKTtuNoHfY/Gth90pfypHHx1CrJOqTV6g/JupI4oBx9YJij +DkVSNp9dtCORMXLjx4/iWgxgCly0OEniEfqJsfextai9v1GD5QCJiV+37XV6 +UYuie2RueouR+Nq4O1HlXC12qoodthllIsvBokHRfbXYHNPtVlTLRPt1X2VZ +BWuR9sJUbB0y8TzdIragpgZTnYVHfJ4xUeBg1xdtkxp0pzdlzq9hose6wg65 +ozUYbximzzHEwImRL5ICkjVY9kb7LI3OwKqv5mE1XdVYKZ/LwerJwIB1nSGm +dtV4QenKrq4+OnKP5jeonatGS9YG0Y4cOjrRI4Wl9lWj8GxLfFcAHQ2eXP/Q +O1mF201PXVtWpeOm0fa3Dg+rMKhR7b8YrzJ8Qc8r1zWpwnDe7VpT+mW48DWC +T/FoFY5E75fUlSrDJuNrr+c5qjDFSj/yJJZiKL3Nx+NFJW7a89XsTE8JSka3 +uvkHV6D8QPYqI95i3PJ887Nh5wr8T9qg+hi9CEXtDF5pXq7A/OZrggpeRSgs +/zdobkMFbrpVtVpzrhD5CeKHsX85NiZmDt+uovxUG9op/eYvsr/jc3Exy0Nc +m+1nt5rErZ7y0pKNWZhZtT90C52JjzadimiVyMKfwXFx5T5MXMlTq+FtmYmJ +24LzFbiZyG+TPv19JB0/gfPUEhsD7x1dv+bwZCo+uKV0+fVMKSqvjOCYiPuG +SmSKeFJ7IcbVK3vy2HpjO3fe7rSoQgyPsesVcXiCr9T+Hvp9sxDPnFRU5hh0 +xvbUQT36cAEazw4oeLaewFch0j498/n4sIpJJN5+Cu03P4xtEczDE4msx597 +hcFmnpmnkt6/MWC32712ixRweCAYtnftb9w2wR2/TiQVioflsuD9L9QZyiny ++ZMKDtU3h6+EZeOdwg/3tyqmQXFEw8V3GZl4tKXoh8VcBjgeQRnOvp94OKnJ +oOgCwrvuVe8Z7xMxqARmbN/lQ4vQveYfUQno0Pvix3xDPuzUaN0WlBaPk6YP +a6skCiA3MjXToi4WP362bDJPLIDRq8YtyyJfsWilddiP7EJQeVO8vWtXFPpd +Xqd9bakQnhH77tCPfEHJm5IcZ6AItojRuAJNI3DdzLeagt9F8DHd5OJ1zVA0 +lb0ZzZdSDPLr5fvkrD5io/Lwot5wMdDvcj9cfB6Me/nMo/K2l8Dcvu/h/mQA +do8f2yQQUgKXEtiGivV98c2um8Zn/iuFLeKXT9Xq6OOPwVdGn5bLIL7qsbjz +0SOg8Xr+XogsHeY5XyaUZpgB75ss1uhLdDj2SpJw1XaCqfTAR60JdLhRblfS +sOE5WH5uiPupxQCldYURalWv4LOlpP/MbQZwxq/BSs038NjXb0nFnwHVQ+aB +hzjfQ+5Ot9vFDQy47yiozfMoBLTnCqpLLjOhbZ1qlorhJ7jiv2S7fI8JXxoO +CCpt/gy1Av/92P2OCWseXnWzng+DDfNGXv+VMCH3zLSiZ184bG0WOv2yjQn/ +ib4c+lQXAe5s37YFzTHhH6ZfKU/7And0lWb8tpHwzlebfyAqCgJvzlk+VCFB +82pHMaf/V4h6d2rg8jkSFvY6PxbzjIZKHfGaHddISGLjVVB2jAFy/zOvAUcS +rld8GdC5FgtbtEKvh3qSsDHyUISNThzoGYQ3q72n5nv1G7yf5RIg4yTbB4Pv +JNDrRF6wyyeCx279JMZvEtbZldNuKH6D/AOjYixlJOxhzT9qvjkJQvQOW49U +kaBb9mlZKDQJtn+8LvmJ8pLT+/u/ird8B+8AvS7uHhI+mui6OId/B99dRcZy +wyTkbt+jLLs1Gbo5VY4LTpLQNc4z3fQlGXyvcV5JmSVhxe+OlNfbfkC4u7oj +7yKV7xk6HI35ATJ3Rm1lKA/p6gTJje9IgTUO5fsWqNhJ5O5QZHwKCBNPM59T +cUjX2Xj93alQPuXGU0Odn5O0w4o7KRVuNqza2zxH5XPmlMnc+xMCvh0/GzZF +5VNv6bT+8ROcWYRfbxklYffarIjNB9LAbVxbxrCPhAt176+SP9PgFt9dE902 +Kl+EvZibUjoEv+7z5Kmj8tmebtqXmQ5O62tmXZhUPkXp4I5DGfBqlYx0fC6V +j5XVwP9XBqw5/8L9/x5dQW8Q0oRMEPa+9fbEV6o//5+Vs0QmrG6a6P0RQPVn ++sYvTi0Lmg6OSrY8pfLtsDlnlJ8F7UKd/XTqfub+FqcTRdnA/6tzTb8Wdf1n +C94OJ3/BhorVS5sVSVh5oebE1rJfYMeiGyG4hbpe94s8L+ZvcAm9mntuiAlO +32+4KZ9DeJ96Q/5DBRM+uqhB/1+EJwqTWl8p34/THhh9tSKgdtSqb8sDJnDZ +3lRxjSOgr+Nu6UtDJmwo199kMEBAd+UBWtEhJqiE7K1bYZcDrxlXKyKmGKDN +KpbenpgD/3L0xU6VM+CqxaqA7OEcUPozpZobz4Cnct26drdzQeDIYbbdxgwg +80P+/HXMg6Zw2rLYDzq0bff5FpuaB2drjku7edJh4tW9V0+m8mAtsflsjj4d +NhjoaB1wygeptcT6rskyMBukFX9wKYDjl4s2zUiXwcS6O2jiXgTifUMNQvrU +94NW+rGd+g79FzHBHbCpBLJmtjy4MV8EJl5nYpRbisG9gal0y7EYBEIanYcs +imFt2I7kRxYlUCBzwfO8VRHskG2L/HiqDBQ375AeOlUApmrnfRr4Sci6XqBg +40FA/v5oS5Oz1Ht4PdE9Yx8B26SWNdqfk3DQXIMYJhCmn1S73WX7Ay/uRlyM +cvwNvy08jjx0+QNRsxIyMWQWnJZtSXth+xeq/zsgutPgJ1ikBcTGna+AL11S +saklX8BH5kb5fw4V0BJXartvfyQkBirMHX1bAZuPff/bFBwO0y5VJ2srKyCm +R3aCo/oTPFMV6OW4VAmXPJPTvnD4QVzJq23GxlVwv0pbRbj9EY40eEbyWteA +WPKmvsDLCSh4Ro/e8LwGzsyu3i7Sn4hKv7dORMXXwCfdjOndh5PQ7XPescND +NbD93H9Zt0q/I785a/vN27XQt/vm11WNKSg/9EA8714dnCjZYFhamYn3WRw/ +3fVoAK6dW2Nfjueij+bHJ18jG0Av9OdswvE8DPIttKzLb4BF0ftlq9/nYeaW +jfsPczZCkOjN24/35+Oc6u8ijqeN4PvmQGOlRQE+cOMefevVBCvb05/+iCzC +FyV7qwu+NkHHARMJ854iDOG7kjVd1ATNZnVd23YWY3ZYgucV7mbQ9Br0qk4o +xsUcHWFJ72ZQuKP5+s3XEnzE9vFYss8/8LMy32hlVYavThXKdMT+AxU1hcEV +n8ow1G94tVDZP7BXIOsD/pShKZ/4QDZnC9he2L3Dbh8dXcPu/Nyi0QL2ck2r +anvo+EydO0ZZvwUkWNVrIgUY6NsbEqxj0QKuL7dtO3uYgZ/3Frp6PG2B8b3M +1gMvGUjkbDjdU9gC0wYuq8XFmFhsnnCYtaYFGs99WE5UZeIfHjU54e4WqMku +SltzlYkt563XadFa4Yyaj9ORT0zsmVymma9vBUvThs2rspg4Evhu7uE2ar2m +PDeqmomsbb/+fTvRCoV3Y4qPrCBxxVOd8uKLrXD4xSbpgxIk8u/ozm+90Qo2 +U7YPlpRIFGa6pM3da4WaA3t6fLRJlHDgjRV41gqZjRv9ms2o+VnoS4jsh1YI +mRD5NnOXxH2Zyq/Vo1thrO+aa60XiWps1xzvFbeC27kCt66vJBrzlEu71LQC +6+Xgg9tTSXThPVr3qKsVpHpCTC/lkPhhfdJz98lW+KTS6X2HTmKKqNiRpxxt +sKQ0pOdcTXlF6tWIt0AbfPny1tbmHzWPyy6Gv5RoA+FtQk9OdlOekrfRe7O3 +DX63btbhGyJR6lAD7b1qG+SXZYfmjVP1qJ3K/HC2DUwT7A+azlD1nMywCTFu +gzXk1rkuyjvO52TEPtu2QbfefuIi5R3/iwF/Ix60AYe2xb1kyjPJxlweX5+3 +wR+zGYFpKibN7yrEBbWBgfr7t1JUPGDT0ZMY0wavCIPFw5R3uB0vBCent4Gt +S8VV1TlqDnXJPfOzqA2kbrI0yE6ReNR9L0tmdRvId595wT5K1eP9OflXZxs4 +eweE51PecfZda54z0QZm76R07dupegIerS9gbwcRqbgWrgaqnk+DJcX87TBP +O/7mGeVB5hfDB3TxduA/7JA+SXmxP75s9x+5dtiyc1OydhZVT8rB1gpohx5X +j/a3iVQ9WTFva7TbYSn/XFbBZxJVczdoNBi1g+o7l+8db0g0LPGaabZph3Wv +9U6MupHo9Gcqts2lHTwmH9MG7El8X2Nu1OXTDoZj3Z5VxlT+zmO5g9HtsOKR ++6F7iiT2DSQ7jqa1Q86+xmI56vmiTYhvmyxsh/GdP4mGlVQ+NpYXCx3tUPPM +npWnkYmGPLeOsEy0w6jHeO+LXMr7vM0j7OwdwFm/6wFnNBO/i2brrRTvgC2G +64/W3mIiU2on91q5DgipZTOU12Fin2xQJj90QE7G6tFn+5kocchJTNioA642 +hGaLjTPw3UX5XpnADij74SwnacHAJOOIYNnoDnC4clDeTJWBdHN+bbm0Duhw +71wM38hATseRZMWqDqBn+e/eU0LH/3zjH2jwdcLwxrKJDyKUj0q28l737oR3 +H1n5Of1LMZHeaRwf2An3bxtdfmlYihx/ohImYjohMS5tL7dEKSZVy5z2LO0E +Hf/gkeaYEuTqkH0atbILArMsUnWp71HKkvxCz8sucG6Z2xPhWYgr2KZO7f3U +BautgiyfqBSiCWda4P3ELmi5xXLZdawAV6xSVlxBdoFHzcLRxisFeHXjYYed +vN0g4fGe7/bWfFwjr95j69cNV7SFM/++zsHrilyKP8O74dbPtD9jyjmYebDI +cym5GwTeK1RdayfQ/OhJydcV3fDUN9DtmDyB2dpnjJMEeyBZOyU+LeQX3ryp +Vznm3wO7ZR027WWmYf4nc+JecC801UtpOgl+xd2crGRsbC/Y0W3D9EK+4Afr +kKamjF5QU/7s6iAZiTZKFXPHanvho4zQqdA9YShYrnqAd10f5GQlq1i7++M1 +TpHY6Fd9UFF+1XTBTA/YbMrf1rn1g6nImsD069FgU24bvupNP/juSb17qiEG +qpV4vsPnfphRPESbOhcHsZyqzC+/++HJ6fZzFsqJoBOawO0w3w9SGYOVn5e+ +Q1j5s4cr7g7AzTpe04bwNFBVhhuHLAchAWJL0rfkwJbnXpXi9wbhRoto8pNb +OcDSRB7lfjoIBl5Wxhm/coBwNRWpihiEnpzxN5cv5QIUu/21+zcIIgNDt2Wf +5sGRi/mHwvWHIM1+s25LTgGIxqyKeWY+BJ62dy22cxXC0pyu0C3HIThO+E+l +niyE3586Rw75DYHVvf6XvsxCONzFFVXFGIJx5q6x1WQRqNw9ycujPgz5EkdO +6cSUgEjRm4fDF4ZBM3xjQnlLCSxsqO+rMqPWO3/43l1fCtnZVgXhrsOQcYLn +7Sb3UjjE8cJZJXsYel6OKKZplYGwfmW3RNkwpABNXPhhGcx9FdHjqR+GSD7B +3DfxZZB5OmFP9fQwrFtXX5/OTYePJ2+MpW0cgTliaSArlQ4vHFZu3yk+AlUZ +Ix2BzXR4EPzN5JPMCHx3l81z5WKA4eA03UNxBBzW/+i4doEBWkIh7DNHRmBP +Red7IycGqIDqQWuNETADTZ4rIQwQefPs63m9Eeha6LQzbGXAqkzZ5nzDERi9 +85jfmI0JC21/BJWuj8ChqA0NxhJMaJTf6C56ZwQSqg6GGJgwqfc+xrDflzp/ +IIpnA4MJ0cv/tbIEjsCre+xm3D1MSJU+biEUNgLbx7cdzWElgenYfOvo9xEg +7Xe9fbaXhIbguAn9jBGweP986/sTJPTkOt23yRmB+I7f9y0MSWDlE3gS8HcE +jjLa5HXdSVij1EJLqBuBf9zvRW69JUHYJOFFbusILGJi2ekIErY9dear7R0B +fVfd8F7KS/IJJ/wHR0fgrIzSak0kQbVScBP73Ag8+/HJ04Ly0pn51tANbKMQ +/8z8zfFqEi5LfNu6e8UonNOk5bVSXrI4+SDmGD+1LvI54zDlJQf7k7sNhEdB +xGd0yyXKS48DhH7YSYzCRsL8uxzlpRe/2xU9doxCjBW/XBHlpQ+dSdmB+0ZB +jCPLbhPlnchVj45+OzgK67+Wn95Feej7/tOF+Wqj4Gv6MPn/Xvp9ecPp+lOj +IMn2JsibikvdOslhnVE47/ieu5I6vzo6WZfzyihUP8tf3Uh5qZ18XCd8bRRW +n+Ep/r+XRqa0jOWsR+F249JVKcpLC5uF29XvjMLBH0P8Nygv8ah337jiMgo7 +3ZiiNygvCdmkDNg/GYXkB4erpSgvSbx1u/30+ShcV3Dzj6C8tCdTeyr47Sgs +DriVtFBeUmnd5PI9eBT4zQo7mygvaXL3LhdGjMKrPbfsgikv6e356dEYNwrS +n/aOb/xAgpn+E56xH6OwY/E872UvEuwenntFy6b6dfloZ3iXBJfIzQKb80eh +xv1anrgZ5emxNBHNylG4+mXh2gzlpc8bPcOMGkfBnivt0kpxEhJUdaTvdIxC +bU7M+w5uEgpfDez5NDEKWrxiuYOVTChPzUj5sTAKGpsu/BLLoLze+FS5hGMM +EstXbxAJYcLMDvFjE4JjsPFxvbeTMRM4dIaKeDaPgayO6JqGw0zgu5+lJSY1 +Bpc2ytNXiTBhR5Ge/qkDY/Bk4oVueyUDjK753PysNwbLgdWFHkoMsPK5OJRq +NAbumaJTz9Yw4L/vW++UmY9BKE3wnGU7HXyXfz+YujsGvx15LqM3HXKDx19r ++Y/BpiIpUdaSMjCYSHCs+TgGV717W9wDy2BEy9LA7MsY8Gc5uPHfLIPNS40S +TiljkOPaQzPjLAMn08LUiPIxEEPRmLF9pbBbKrBhbs04hOkdtnS6VgwFDy8Q +nkLj0H5sRUWSVDEYVq/+wis6DiNudubruovA28vdTnrXOLDH7/9ofaMIOnqt +WXVOj8O4oK2sj3EhBCYe2RbjNQ6HcOvQO5l8kKPNrpR/PQ5NrmN3PzfnQaHJ +j5Hf/uOwUcMqfvFtHkzwymRWfhkHsYcmFmkLuaB9h+8MS/44eHaqCN8uzAEO +pQ6HiywT4HfKq+ub82+wz/H+zXl/AoZ7/Qb8An/A1g22o/vcJiD8UvuG11XJ +UGN3bqup9wQoPNdfX8KbDEdE1vtkBk6ApzWHupBnEqy8F6l3K3MC5M2MRfrK +YiFKFgdq5ydA77GM6UUIgcaACeH4R5MQ5KH2qpknAH2Has7UPZ2E2Icb01eq +BOEx9SxXrteTwBUtYLnD9iPGjrl1mYZOwkrZu2aNnWF478za5HXEJNiE1UUf +PRSN/Ow7Tj5mnYKOzgeH/Q2SUdPO5J6OxxQceFBMSsv/xqdTe1ZMPp+Cncrf +Ncsaf2PeI5aPAW+nYOlR07nLHohHXoflNoZPga9A3wleSwLlk9pX38iZgnY7 +7byq+BzcMnYj0mVpCsqS3ht2rc9HY2clRVGuacoD8RGKZvkYzMZTSqyehlsB +Kgl/4/JRSCB2mHPzNKR6pqVVqRTgKvmBg76HpuF4PO9AtV4hzty1/xvpNA1P +b11x+3S1GBWWVK+fcJ2GxM65b7qhxXjnKd90r9c0rIowebqrsRiH/JNF9gRM +w6dUo6gjF0qwI23iRkbqNGydYy2PVChFCdWCuSu/pqnfyR/bFGxL0aT4/cul +/GnYErdmsC68FOtrFX4cq5wGu2/GGudXluGfWaclxtg0dJzY85xO+WyN+8k3 +9nPTQOuadfm9XIanVwhvFWCbgcvlVRkpu+hYKJx18hLfDOjOjSR9fUrH7EOL +79r2zEDGIfnXD2QZOJfH2OapOAO9Se4J5hcYqKj1KXMbzEB13IudJ+4zMNkQ +Wmy0Z2DDwPLiYA4DYx667Zy2mYHfc1IrojWYGO4SbXvHkVqP2nwx6DoTg+6T +34ZdZuBKrAjtqRsTfe5ulu/xmYHXrp7f1dOZ6H7n+H/X/WbgK/GvfH05E11u +W6e3BM6A6659X/71MdHGNkOlLnoGHj48tfrMRhKvW7c80kuagfRH3Xyju0k0 +uknL+Zs2A1vvKH3xOkai/o3d7No4AzMPL63jvUiitrmeemnhDFR0u2Z43yRR +49oDLw3mDKz+u2Zs3JlEuBpRkls1Q82Dz2S0n5MoZzR6JqtjBuxt1K/9iSZR +5soGX8WBGeh/+tpymvKbuAGU/xifge9SjbarcikvXrQQlJun6i0oWLGWQXlS +76V+PNss2Axtb1mi/LbiQsoHmRWzUHBT9kMD5Tf28w31kXyzQJM52BVJ+W1B +m22z+MZZcKpe6XWZ8tuE1naTj1tmwW1rtOoC5beBU+fCNsrMQnC6eZs35bdO +zXvt7/fMQk7lwHH2BRKbNT5J8SvOgmWs0ilLym/VxwtuvDoyC41GH5rSKZ8x +1QZiVmjMwsqMb+MTVFykKjDw9MwsxL685yNCxcSRg7vZ9WaBKDwcs4fyW7rK +VfvHhrPwZPsX092U35IOPkuevzYLnwsiSzdQfotR+jZxz3oW6gW9VgyPkBiu +UK0w4TALYqU9Wt8pvwXJLzrZO88C77m0IhPKb377tmYNuM0C+/TuzLl6Ep/L +nV609J6FqPJaG3fKbx67HaDTdxYOn3i2d5ry2wPZQLerH2YhSOPSNQPKb447 +iLym0FnoU4m2iKH8ZivTzXn56yzcTtgQ0035zUJ6jWZ14iyoPfYKE/SjPLn1 +gI/OTyqeW/lHzp16HiQM6cxfs6DhOPZL5TaJZ7c8WXO6YBbSEtMWlUwoj4n8 +9TtWOQuPnn/p41D6//8fzlRiwyxcxOd9VZTf9m4QW6/SPgvkDaI1cBWJEoK2 +wfJjs1Cn/hEXKb8J879rSpqdhYaNUUdD85gowJsltot1Dv5kJ40qxDCRYxVP +pBTvHLBU2t/Vus3EBR65rrD1c6BeeVqWfoGJk7SLMqJic1Bnc61G/QATu9i/ +xAvtngPCcOO+nZMMLJ5XTaVpzUFu05f5RksGNk37qkvrzsH93fVVvJTfxsZb +qo4bzkGWyQOdTUIMFBlwnXKzmQPyzKrezN90vN1IKC68mINfH7cK6LPR8Wkt +b7Hw+zmo8TY+YE99L0IqTS8pf5yDEyLWb299LMNCOsv9/xLm4JaltIy0fBkK +/1LNHGHMQbr3vGSibinuyfA9tbZ6DjpOXVPfJVyKx1Nb6nc1z8G6P+tXRDSX +oF2C67zVENXf1RWLLtdLMO8jodK5Zh6OxHOdkrlejDaPVLHu7DxoHJ6/9f1A +Ibo5+56duTgPU/VzX+j9Bej/X8s/IdN5UPdhZeUJK0DCzpVF134eGm5sXzvK +XYDrTIijzP+1cObhVG5fHH/POe85p9BkqJAxjVQKSam9UBQNIiRDmrhNqJQh +VKJJiXLLFcqsUogy22bHmV6holSiTFfIGOH8zn2e35/72etZa+211x/fz7OH +8D8owNVS0CCswCUIKsvf/kFnKrIa0/TK8Dwa1D63nkRPpR0gYHYuzlwdkI8c +JpH7RLO0u+MbbOlY8LTh8CQ6Yfdva9TT1zgsV/fWnzOTKMVySve1UQ6Wcl9h +YRE+ibbnDdzIPZ6FWZ+kBT38SXQ5NlW2yTAVT+T8qFthOoUEa182FyvvRP+0 +qZcV75pC3255zmt/5442zHXJ2mszhTQugTBo70XkffJjhO/RKTTdeUwl+85N +NKxGWdUGTSHbE/PXPk+OQn1heY1/4SkUo7hT2Cufhtr+Cm1K3TCNrtH9+ky9 +c1Fc5K/5X2BarBP0VlLr89CBUjsb2R3TaM2tzQ8dRvJQ/QKN+sv200j1U4j8 +YY8CVF5dxLP3m0Y/Y1e82GNbjOI1+koki8T2Mw1eRniVIUfLfVNGldOowIV9 +K5tbhhb6F2zy4U+j5avvuCxSLUfhDdfyvrdMo7eHEjVec8rR5SCVV8VT08hP +mStInFuJXFotkz2QCDEfhAoe+FSjRVK57clmIhTSdezNP2XVqElfSb1ljwgF +1z4ez5hZgyzvdsdtdxGhWXzbNomHNQi2BEWpXRGh7R/tnq1M4aDJ413v7W6K +0HfX1RE+nRyU9/duubAIEboh0PKvWFaLtH8q3JuIFyFeSdvotuRapBKTHdpQ +LkIRR1tpufe56GONPHcmT4TKlj8zSeFz0YOhSzOgQYSO/VFvDCR5aLbFzpD0 +dhFqr7/e3ObJQyL/s9iYTsDKlllVBoZ89Ple8hcnFgGDnyL815/io8K0pikf +CQLe7dscL/mIj7wbtxhmSBNw//PMBP0RPurXlMxXXEyAX6vVxqOPBOiZf3fG +4mUElFx8nABlAuQqqEnR1CSgcSqRO/hDgFrcgyM36RDASjVJqdcUoih8ONRE +n4DRhX6xUzuFyHquUZDFJgI8zhV8+n1KiLhZUx4OJgRMb2XoOzwVivugxfWI +GQHuB2tGcZUQGVkXOJ20IGDcQcNkoFWI8oYvWFy0JiAx8JlFhgyFvLbZGF+1 +I8CueKWkoeZ/5yk6BqEOBChNMJ3DjSiUoj+w9NERcfxttea3T4h54YZQKdGN +gLkBbTvWBVBIqTld9vlJAqYW1KbEhFGoaUWoZLYHAUmo9xU3TswLfsfphecI +uF2oxC98QSFLntl4uTcBthZRjh6FFJJctHSAe5GAZcHMT99rxLxwiuysv0TA +2rVXuYr/3Z8rbvv88SoBV/XTCmQ+U2jL7LLGtusEFE/eMOP/oNC482NeTygB +ry0L5bf9pFBORkD54F0CYprtOwKGKORJOOZP3CegnM72uPCbQlp7N2bSowjI +PN1/ZfUkhTrjF6ZKxBAQ9YM3/t/7rYTB0VjpJwSQ79qKW8R852zyLlIhiYCE +zTPL68VjhcjsUPU0ArauS2TdENu/+x4RtDKdgP76xKjJPxQK1/P0XZdJwDze +7Qhtcbyd13Z7bswh4O3e0ws0xPnM+KDlZpwnzi+91fFDL4Uqlkk6mxeJ+0dH +Kt5cvJ5An+59VqUE9DbHrAlsodDG2hqLA5UECHUrXc7WU2hUPsX4MIeALzP1 +/lkmrlfWiWCDE3wCXjiqmMcVUOhU4WHts3UEbCe0fr1Pp9ByKaNlfo0E1Dz3 +XlgfK+ZRRxXloCYCfkXcsQ2/Q6G4F1Oyt1oIWOp/aLe0P4Xk9hTQo78T0Ply +VPeoDYXqHkeNx3cRUJ3gnqoHYn4euDDwtJeAD+X0T4IVFKLf0/mSPyzux+E5 +srbjQlTSNu9d2W8CWv9xEJl9FSJfnQFe7SQBHXdsvMlKIRpoTM9vJmngdu+6 +87ebQpS+JDTz2wwaeDYEyJInhcjtwvHUbikaLBq6/n3EXIi+LFj697gsDW5e +HW+3YAsR/8BjT/klNIh7oeLReUaAdm71WtCynAbvrhv+OLZTgASrdpTEadHg +rKKp8PsSARISQ5IaujRY26hl1P2Oj+pSTFNXm9Ag11gjRGclH1mGK+7+ZUoD +pqaOdsskD731HRjONhf7P9lSFC7kofqd0cYGVjTYf+Bc/WIPHmoc/PnZ5BAN +rOwilVWTuWhfS3kw6xgNZji+4tl4ctG7qoeatX/RQBAt+TlpIxe9jzLy3e1J +g5rbF0Me8GtR05a/Ze0v0UDocn/W1A8OarllaOEeSwNneY2nUQPVyNFr3qB2 +PA28+K05li+r0WenjqihJBrsner51/hkNfqiHd7hk06DJL2ZrK9tVaj1ffuV +q4U0MLlID9KvrUTf1UPzopppMM37IhfqVY5+FjQvqZCjw0daaNKvjALkv7hi +6L08HXZr9XxTG8lHErfTy3qU6FD3+vdPM4N8tNzpkpP0Ujq0uik+uF+Si46K +NP4+tJ4OX4P9bKaLc9BHE0+SsKPDIY7Uk7erXiAOn9VuGEUH23saviq3A5Gd +3kCmZQwdHjnQZZuLz6CO2ObAo0/okLXFcuJsoTUiPdIVbqfRQXRk1T7tDC+M +5llZfcqjAzumpXDPWAR+YxNb5ttMh3OaP6m6rGSc+EXnyRsFBiypW3gwRzMX +j36VUQ5RZkB6cIRq2udcbP5t6JG1OgPGBeHh1WF5eLA9++HACgYcfLuj5kRf +Pjbu1rm70oAB2r1ttskJRbhtSCcwzo4BeW8Gkut7S/H6EZnJUw4MqOxbJp23 +uQzfGh3y3XSQAQoqEUcYYWV43Xj2+SZXBkg3ZgeXapXjK9M6p6UvMMDM/ebj +64crsOpMXcdrkQzIKH7gP5Rehb0kZD/ui2LAfYnXfkODVZgjOWy3OIYB8duP +7FizoRp7zs6xLk1kgMeheTmWpdUYy+haTLxiwMP0+bW/q2uwtJxsLecNA7Bx +1tK/WRzsOn/Y9GEBA5heZNWBbRw8Wz7HWLecAYXOqmz7Ug52Vtbd6P6WATNw +rEbH81r8SkU2z/AdA56bun8I/16LWWrDepLNDLh2IVlh3yIufrk4Z21aKwNC +e3D4optcPL1cd0VbPwMWzRwtumzHw1YrZVMzhxhwc/5Kw8IbPJyiOaxxaUxc +Dw3DJ6I8Ht69Okd1kYgBNgcGDj2ez8exOroLbWeTcD2CUTqrmo+FHvj0PGkS +Vp5wPxfTx8dEunkFX46E94RB3Dqx3jysccjdRImEf7GMtOdhAY506a2YViUh +b+kGvux1Aa6K8ZYv0CBBqXzia+EzAV4uF1aprUWCt0OTtVS/AB/YK6/Qu4aE +NF2l49lzhDj0TpJHqg4J3566Ge9fI8R9zEIF5U0kPHriIfHwpBDnjHZ6SpqT +kNqr6iD4INbL685VV+8iwXn7UInpgBAv8JhWDNorjnc6wekNm8J+nbI1v/eT +EDyG1pzXofDzxU8W5TiS0F54rKfcjMItBzXPeriQ8DqhfYDhIObBJiOlDjcS +1M44WDsFUthTVnA2/iQJV9vTL3mFiXnHcj/H0YOE0JI5Uf6xFG643a608BwJ +d3uOKJ5/TmGy1v1cwwUSjm5LiXDKo/B65gQnzI8Eq6fDoXqVFHYzClE2DyTh +WnJE0qSQwlEBc72YQSTIdHUGvmqiMDf/UW1pCAm77e/U2H4T8+HIUhX/mySY +dW3T7e6i8Kp1r7z075AQMoMVfLxfzDvum7mD4SRwWocDPwxTOPwZR+VlJAnV +K91H141TuKzD+vzxKBKoCkbVRTEvDqp/5WrEkODYFyjMEvOixsETqq2PSTi1 +9ZuoUcyDNo9Gzj9KJOHpgWN7fojH1z5c5tmmiu1lLxW1ie3zZKTUpJ+L65v2 +aY9A7K97z8MLgpck7LE5pJgsjqdwW51/4xUJ9tzVG0+MUHgn54Xa1jckvNwU +XbdIzIsBpIG3KJ+ETE1tqeJuCr+ESn5BsXj/2rMWW7RRuNV/j/qFMhIYMTJ2 +//3/IZ3/0XttFQkCe7/+tXUUNhk5JujlkHDJ2wCFVon5cO0v9TQ+CZvaqfiG +fAqnnPb3OVInnpf6cVHyBYU/PGULlRtJiL66bZPOYwrP6Li3+OMHEuzMv9pa +hFP4pPNToeVXcb2qmOm7PSgcE62rIdVOAs9kgNjkJObn99i3poOECbXqLnlz +Cmvvea+xpY8ENBAi+UqVEqu5Q37jv0h4aKvy7JQEhe/X9FI5I+L9UhhLWDQk +xKOIcVFzioTEvv2Cg2VCvP5Pwpg+jQlaDhX0Z0lCfOGNsddWJhP2ReU5lVwT +86BW0GmnWUzYq5Jobm4mxLpdaj3H5zHhWP5658olQuyVWOZ6QY4JwlM+0bMY +QjwsT3O5q8QE0/55cjIFAqz77knLIzUmuFbs16u/L8Be4WCftoQJuZGzjV1P +CfAQ67JV2SomFHoTbjIK//Hj9NahzUyghUvZZ7rx8bqMuDKRERN0hlMZ2zbw +8dkTW7ZImTIh+QXDpojNx79aA/SX7GaC2qRewoFEHh4QTK6wc2bCgQ0plmEC +Lv6ZOjG7MJAJDtY3e/P6OVjrSHRoTRATnMfYY+czxPynvHFG4zUmBHw6dMzA +nYN7I31pP8OYsHQdvfpzVw3uufJ7SPkxEzy9Zih31lfjLofRpiDMhJAHoX3u +/pX4+5zBBHOCBUZVT3zsz5fg7iM3qHkkCzbv8jlCCYpxX67yZBObBU792T+2 +LCnGYwctbNzmsEAo+axb7W0hlshMYgcrs+DoSe6RGKV8rG1pd6rYkAUFimP/ +PgnLxgHhRXraviz4fct/unHgMQ76bnV4zJ8FSQPL7OOmY/C1Dd1hJZdZ4N/l +fvIvyWgc3irXtfMGC87tyEh0VY/ESdoe0ccfsiCfb1zLibiMuXVqooTXLLiq +lR1yqy0MzZ93nSM3yILWV3ZKHUsy0F39xWd2jbKAjM46uNElE81wxvIhEyxg +z4llCrWy0J9nYyeG6Wy4nLfUNLfiFWrd+tesBhk29BdsXhXX+Ro99dlhFa7H +hj2DPlwjogipP/4xUWPABmspxj+mJUUopupKomgzG0Yq5aXmXixGYdIFw+6m +bJijkx5eN1CCzqavfLjLjg0JX+cEyXaUIsNWyRYJXza8j3aNz4utQK9ZacHG +AWxoSC2Tk/xVgVav2rrK7wobkk5KlAaZVCI1P//A7ptscNtbGtPwoxKxZH+q +cqLZMNW24lu0SjW6tPFmrSiODfG8/NVvxHrnt8uSs/qJbCDn/Ar89KYa/fvC +qSLlORtWcVdY6pvXoDoz4bGQIjZ0KxqtbTnKQTvcT8wuLmVD1L0n1f1pHFQe +ycodrmSD4t0rguF/Oej1ty0zjgrY8OvOtpIa91oUfTHjmfEXNiwz25hm4sZF +MgkW1n5tbJDvTBmJTOCi25zOP1kdbOgcbZtR3sJFgXKqu9T62SDhujMyeRcP +jW0qGtk/xIalPd16dsE85Hl4f1z4GBu8DU8NfMznoZ4bw6acP2zou5Pps7qP +h/7/nyQ43YkN36PGR/8DO6tb2A== + "]]}, + {RGBColor[0, 0, 1], Thickness[0.002], Opacity[1.], Dashing[Small], + LineBox[CompressedData[" +1:eJwU2nc8Vf8bAPCLa5Vvi1LSMCppaUvqQRSJ0iaFlopKZYRCi5Jd2QqhbNn7 +Ofa69x47e2fvvf3O76/7el7Pcz7n83zOued83heR208v3mOn0WjbOWm0/3/e +iXYZWlriJm46+rmcF2EA4bxp+/F5biJJ0DMhcqwEhI3CtE2nuQm5Jf6pdXkl +UC2VW9Q/zE34HXaRXn2vBJRjp37WtnITKq/S7lR4FcPehFvX43K4icu50hqb +awrB/luf0yByE+AoqrPkUwhdJi/zdqZzE9WTJ8t5dArB/4jbAf94boI0LTjj +11YA/Ml5fI7B3MSThBM/eVryYTp1d9Z9O25iw1Hj360JuXDZJ2Uq4B038fgw +T93Fx7nwx/L03kZrbmLdvjVrV4vnwiNZXZ9LL7kJPi0y3so5BxozvpjIPeQm +AiT3Kd2/lQ3ZxOxOIVUq7/905+MMBIf8QjfmCm6i7kDLS+ZMPNTtkA9MWsZN +NB/c85/20XiQ+JTyJ4CLm5gfPmImZBwHeaphpSaLXMScVcLJ031/YLH084rN +g1yE7MPHNU8CI+FZvbr9EyYX8Tblhz8vZwBcHa58s9KBi3in4HfprpQrBmmo +uc7YcRE3ws/ohNz5iqOxef7t77iIWJ6Al+vcPdDZJBGTLLmI7DR3qYUpPyyc +9VjQMeAiaJHLK7dfDcbjnDfMY85yEbVgvNVvMAa3CrUaafByERtM11Zot6dj +aNvtUhtOLmL49bzmlGMGHgjv2BfDxkXIf+hz/Hg0E5VkuwdXzHISa1LOnDCz +Q3x0a8iQ0ctJfAM71jBfFsYHLjw4w+Akbn+yIybe5OAJA+tC00JOYtopLvc7 +MwfzD7JJhORyEpqyMTT39blYm0vvomdwEu0TTwLvRuTiYufye9mR1HjJ4e9l +SvJQeZeQ3glnTuKS2THr7+0FWDbmQxh+5iS2TvuxLYoWolb6pq2+dpwEn/nb +yvd6hfhYTaR51pqTuPxlR9RSfSG6PZW4mWzESUi+NY57kl+EG6XD0rsMOQmz +7GRu5mIRBtF2Cws+pPq5Ozovf6QYk1z31ZvocRKTimuXPwgsxoa4I5oHL3IS +K//zUzN6WoL3XiUn31bnJLgvHeI571+Cg4oy693OchL0PG88XFqCbNUn/g4r +UP2Xm5kI7GHg9mnFK1EHOYnnG59t6a1jYDSRH9+4jzpebi64noOJ0p+UBf7b +zUm49Dz4U7iLiapC5yoMxDmJ8Zzb+c4vmWgke0lj51pOIuF070wEJwuFi3fW +GqzmJOqcHqyJ38bCwms0vaj/qP4DjvMmKbJwy4tIo4NcnET3hYuGEdYsLKa9 +nzZh5yQy8mvrfX1YaOqkZZO8SCcaGtSlPiSykBXK7XJiik5kfjk+fKyHhRZH +mwRtxuiE37XdIXQ2Erfnxf/IHqITF7KWV+cIkvi6RS/6TDedmPhu5yOsQKLE +E+mj9h104pVBZk78FRIr51Ygo4VOVDeLfz75gMTdguksjVo6IZ5eYiNuT2JN +kNvVr1V04mCyg721F4nvDzxsqi6jE4d1P/YW/SJRioD7G1h04nvy020cCSTW +q60bvFFMJ3J/SRRJZpFoW99v8j2fTiizygzlGCQeeJiz0JJNJyRX5cecqiax +adLrgxjSCX7Wj5OHmkm0f2/03/00OsFiHS9a3UXikTVnvv1OohPNNWl8DQMk +tv3YtKkvjk6Izn9kuY2R6LRnPGhPDJ249vlK4+FpEo+lFe82iqATLnmbV+fN +kdihHBAf+5tOPNu3V1VukUSXajPZiSA6sdNXyPTXEomyd9VzjwbQCegs/DBL +xd0j4ucs/OjEwjVDs2NU/NV6riLdi078yLHVuLtAotx/5TeWvtGJHardYpaz +JPZ7/26Xd6MTw3+juK0mSfSQsDZ470QnxuSVtjweIVEh8cpYvj2dKNp+2125 +j8TBU7stee3oxHsjrsBVHSR6l7FznHtHJ1QdLG3y6kk8rVNr72RNJ3ovaJjr +l5M42h+9psySTlz9dqNxsoDE7xa23vwvqfmaRXMZp5N4luem6FVjOpGt4X+9 +OZrEiW8HwzyN6MSNu+lwLJBEf7FlB+oNqeslWbT/7RcSz/1pSdn0kE6w3cbI +1HckBjEciwL16ISt6f7H87okXtC6q/HvJp2wWG3WwKVO4nyXTO0OLTqxzGbf +Hg4ZEi9xdHdHXKQTpfY1eytXkLjokmk0pE4ndp3Svxw2xcKwzd+m96vSCbWX +noomzSxkl1HgSTpFXe+VOmX94SyMKljvMgN0Qpb2XdLHhYVaV4YEZWWp9XHO +KZA3ZuEfI98dWYfoxLdegVBLaRbq/po8XbKNTrwR2jWRGc/ExYTkX+kidMJz +ucUhcGKiT64FT9QmOnFWcvnNL/eZWN26WOSylk7orZolMviZeE6YW+0qJ50Y +//ClUEWXgb2SRZFn2OjEhm2hox5SDLQ79nnFsQUO4u3gjo6CpRLMvrqydOME +B8GVLNRV6V2CR10FL7V2cBD/WprvNOQUY+WP2rjyFg4ixPeI0bPPxfg8ykcg +t4GD+MDgm57WKMaIki3VIZUcRMfhjsDu+iIU5ZLQNMzlIFqWa7Ac2gtxhaW0 +ztRPDsL+96LMptx8jPg0i90/OIirkXZc7K/yUcUzfWudDwdh53Pejv1gPr5P +kGtL/8JBPH8Ip29/z8PZIeV7b99xEA/ld0wNPcrFf3c1Df67w0FU3DLKnmnM +wnR1CzMxUQ4iQcErYLltMn7NVZLQ2sxBbDuVfqqyKgkfy6yudRHiIO4LdwgX +iyfh5u2/ZRbXcBCJfY0jV4gEtF6oWqjh4CAmg4m1PoOxqBCx/73TP3ai5ozA +YqRWGBby9rjM/GYnZCfb/Je4TNHfOl5eKpidqFDpsn+ieBfNJ6xH7wewE61/ +9h8P3ysLkq3rLld6sRPVXPKp7g7m8DlZUTDanp2I6On79U7RDdT1/f3uGrIT +XzKcUw+PBEFF7rUwch87cXNnc8/5iQT4nrbiUMIudmJiL9PEKzERHsTmZXjv +YCe44J7QlGkSzP84WHZvCzsxQouzJseTQdxy5fTcCnbCW38gXrgjDYz3FyhJ +DLIRnc6h4afzCDgpYUX+18tG2NmONuYIZwHPlsOaY//YiI8G/ZedX2SBL99P +w8xGNmKr7HN2ji3ZkNtl9eUyk43YGTbuNW+YAwLfj7TaRLARB69MJZ1ry4Om +rwOP7v9mI5LLdySv35MPvz8HjasGsRFH00TvLZrmg6z5Gh5BXzbC0rCrdBlP +Ady9PLg38jMbMW3+7nr15kLYqxqc7GbHRvV/smvT7UKYltdWePmOjWBn1zvy +IKgQHPYVXzllyUY8Czt+a3ZbEcQvC3lV+4iNSCq8J8QQLgYrtptceJ+N4Fxz +PLzlWjEoT/O7BN1mIxxjNwS0uxZDw783P59qsRFn3fhvhrOXAD3rZjHnWTaC +YzPvJPvfEmAlCVzuU2IjrDWFFVR5GeAZVdJYKs9GeCr9uWkkw4DdvsdGfI6x +EUZ1zmtVvBhwxWzt+gM72Qgx9a7gJWUmKBwUKZbcxkZw/RL5LfuMCXuHdr8S +E2EjTC/F9V/0ZAKPvmKLwAY2wn2H8i7OdiaMi15w+28tG/E2wPbYdy4WtDbd +UORazUas0oiJXbaTBalXX/ye4mEjDmeJO19/xIKQNdZaw3Q2ItUj5u7RTyz4 +wrLn66GxEdt0cz51hLDA8HSgUd00jSjik5AMbmLBdfYo0YpxGhGZqWmWOM0C +pcyUypJhGnGmrCvJdTUJm4+USWd004jqVYPHA4GEZaMNvQkdNCK+Uz626jIJ +U5HdvlEtNMLZLO0N+YCEjofj6r8aaITrG702J0sSSrfR2PxraMR5S9v1/I4k +pLcuj/OspBHveknjG34khPoJ3nMtpRHecOKyfgQJ7ppigvYMGnHn8N6tR1JJ +eLt2X9HbQhqxFP9AvSCfhCdlMpaWudT4JzbrCZWTcMPx9B5jgkZkk8OdextI +UFa52GyYTiM8tacs6P9IOMR5y/VeMo0IT8rK9e4nYWvWw1O34mmECZ/2y5FR +Ev57bTJxNYZGJFRrXOWZJmFW+s2v8xE0IvBmzK7mORI6xx00lX/TiOk/POUm +iySUx3gulw+i6vc+28dYIgENgzKO+dMIm1e2R9qoOEIi5ukBX2p9BA07k6h6 +z440kV2eNGL2OuOs2jwJ7/0LKsS+0ghbWo1lIHW+Z9oVH4RdaETPKaXvSWMk +3FrffHStA41wu6Xe7jBAwtnK3p7/PtKImaDoj6KdJBxxmfThek8jfIWCa142 +kiB2jl19yZpGdNh37XSpIGEVzwratCWNGBAPbX5QSMJ8zobYYTMaYeft+pAj +nYQe6213e17QCOPslFO6USRUH9+/ru0pjdiQGTJp/YOE6Dhliwp9GiHyq+X0 +MisSfJ9e3s24QyNaKkQPmhqQ8HGXblOuDo2oP8bt/usaCbd/mikkXqMR9xc3 +/7u5mwR1nXfjUZdoxMHisLcdAiQc3+gc8us8jWAkvZw5OM8CgS8hy7zO0Ijg +M4E39hewgHY+Nt31FI24ZhSm2RrGgoFlmU/sgUZc5T529ZYjC/LfVpVbHqUR +jwv8xnPUWfDyOd3n1g4asZzjM6deDhP8v23w8xWjEUIP7izf58+EguS9P+q2 +0AgrQxp9zpIJ65au/7y6nuqPPyTHVYoJ8Z8jw9V5aUTvs6ubmx0Z0BCVHenA +SSPY82U3Z91mAEf53+hiNur+2/G3MfwIA4Kk6A8cx5dQPcAoKKC+BFpUIl++ +rl7CgkFrLRmhEtjn8vfVDGsJh05xSjh1Uc+XarY3JgVLOF531HcqrhiE71z9 +9Dh5CTtjpj6sOVsM118ted30XkK7Z50vfAyKgIzSSDtxawk9THZYhn8ogM0T +lphydQnXJ9gdOKFUAIbHQ3IOn1/CnxvYpOn0AlhWOFuyR24Jb3+3FThunQ+n +W382bBJdwjglq5bPhnmQyT+5sPBvEV/yxZoyxXMg6qW3XObjRWwyFO4+fzwd +WgifSY97i5gyW/196G0arOH1i3h2cxE5c9e5mBSlgpnXj/Xb1BaRyymhXuNS +CsilBg1/3r2Igf8p2Gy+kQgVc1H+mn0LmJfosCVNPgamrXJoEw8W0FR2vZbP +akeQLMhNZOku4KnMiwnikbagvTLf8Pf1BXQVtS7NO2MDWT8Ka24oLyBPv9Sv +sLobYE8wY7J3LGC0ZbHYrk22uIm9Rtelcx6v6pV++qsYiAof+oldd+excuy0 +DuNTAvb60ARdtOfx8TRLyOJEIrrFCjwevzyPVomhGnrDidjeLLshQ2keba5U +KeZcSsb3Mo7P1HfM46qqm/ckVqVh3tAe0We9c7hs2ftPa/cQ+IRL4WVV2xwS +vH0OZ60JXLfpKutY/RzO9sap95cSeP+slQU7Yw7XX+OOefQ8C7mCWeVfIufw +yDJnW3pUNiprPX2XaDSHo70n+lU583DY6F2t0MM53BY4/ZBDLQ897Tz2WevN +Yb3dk7z5L3nYE4/1Zy7O4fanu46Eb8lH+5WrDtUenMObyZt04/YU4IHt4vYn +ds+hlsWKpcNPC7BOVrolQHwO929WM+qKLkDJR7oOj9bOoe2TEyXMvYVYkhvT +MTc5i5YtVSsMRIvQuD5XRndoFpdpfEvZfrMIhUdrXHK7ZtEiIXRhyb0IDbew +nXCsmcWW7ovKHDzFyGeh8W1z6iy6mvDpr2suxniXe31vY2dxz2rebR/XlKD2 +L3P5rrBZnC8+IcujVIKRlQED0T6z+N+DhBe7f5Wg+r5RJfnXVH5aqaJKh4HH +S6P7S0xm0dSnV+GPPQMlnj3+cvXJLHKcHazziGcgR1x3i4HOLLamOw/acDIx ++Uizpbs8df6l07f8fJgY/NdXVERmFnceKHaNyGSi20utovADs3hRKMYnvYWJ +hqlV67LEZnFS2SCsToSFIicZf/o4Z9E4ir9x2IOFK5o/XTddnMHTl6z/dMey +cN76zBJtagZdvXfuqWWwsDor+9y67hn02MAe6r/AwpzbNmP+LTOo0JDBZSpA +YgzHSe9dtTM4oN2aLydJ+UoppUuueAYPqbh9jrtIolmnqVNJ9gwavxE/rHWP +xLt2hw5fTZtBmz8HP4+ZknhRYrS+JW4Gx68UTFrZkQhF0W8NImZwTHu0Z86d +8uKjxzsng2bQtutv88NgEoWW7yq18ZvBJxnR2oWxJHJHdJsud5/BxefFA+uQ +xPFzIZvcnWawX+7bzivFJLYO3MndajeDvY5+0W8rSWQ5iRiEW8/gGsmvEj8a +SUzf17z6yMsZ/Hv8wumwfySGlvomE0YzaN9UlvOzn0T3Z1o6qg9n8PBzxXuf +RymfrlnPVa03gx2+tGndKRKfxVVF6GrN4PYFx4vilAdvXf5yqe/iDFY7Bl2u +ojynOnFh1kR1BudT93S9oLwn7b4igKY4g807lOaXqHj7UcaZz7IzeHT7MWdz +Kuav+TS49vAMGjTZB7VQx9PMz3zz3zODQxKDKoep8Qc3cMru2j6DyetV3M2o +89enZrclbJ5B5pG40F/U/Apv2HySE6TO98Q4Mo+af8L8CamSlVR9JEdlGdVf +oN9c9RWeGTy4j1OTQfXvcjLldQttBrOtld8kUOvzutlU3GBmGt/vyfd2pNbv +kc2hkomRafTa5Td/mVrf6yKjz2x6pxE7V3LzxVHevvMYv9VPo8bi09yzHiRu +oe+6v7VyGqU4Te5VUNeTL7ibL5wxjXZiJz6rmZHY2XlHi8iYRktDweD1l0is +sBNhU02cxurCLPIRkEhINP+qippG5tEr/THU/eTzSGui98c0Hg/VLtm4yELD +/4bUKjymUbv1ZPHeDhbKxrwLSXOexijjXeW8RSxsmoi45mA9jYb+XRrCzpQH +PeVjjM2mMZyetOaqEQutj1fz3Hw6jauVzZ9oX2Dh1jdLKXt0plGIdFxRycfC +YbGva9Zdm8Yrls3zZ3qYmJUvYbCoPo1mw9x1jrlMvM13UZg8OY1yGhrS38yY +GOQRZGW0eRp1dv5ZyCAZaCxz7O/1ddMoW0PY9QcyUKmRuU9+xTRanTNtmTFm +YKfoVMvqxSncf0ZGJXkt9X2PUjkV1ziFdn9jrGZUqOdF7iD3pO8UmvBzlN20 +LkIr/Xe6TV+nUD9dhttAvgjVl61PyXeYwk+ZQVLm7EU4fF7+kcerKRSzj7oS ++KYQD9R/YUhrT+F0oVLjU+MCTByRdrXcOIX35XJZV/fmoe1XZs8d/im8UZMC +sa25eO3obYVzy6dQWCuOlPmai9OvPo8Jz03i2oKdTs2TOSjD03Qls24SQyVC ++cnYbMTN74TYvCfxcuevjo08BHK5SPIbu03i1Ie1K54YIJ5jK1/eZT+JbeFb +V7vkZWJN+9YFhuUkPvtcLx5lmoGjvzObPW9OouQBuuI4IxW3H5wNkhKZxAuW +IFGunoAOZ57t0/09gbW5GreOBv/E8uT1EhX+E7jfw4Oo2hOIGySJrae9JjBY +f/25ygR/DOFbuWa3/QT+l9MkqPrRB4myiPEpgwn0eOoY+98TZxy70Z3ivG8C +zw61BXvMWYOWkY4iJo6jT95RWPUmHN63Nw46R43jnbMbTqiviYSoq9peuiHj +WHmzvEMnMArYTmgOsrmP4wi/YNWt5hj4zXvJU9FkHJ333RXTGIuDycDT/UUH +x1HBbHr/99EU2Louz9171zgmtM+tFI1KhbOfTskbiI3jsWu7zrk9SAO/p3Lu +fPzjuCtTpHxDXTooysrInR8dw0+qCWcnohDcqvZ8rYwZw++1Bb65DtmQrhxx +Mvj3GHpI1fodbMmGzjTJHhP/MbzP+dOv+UAOHAvccVLQZQwl7FeqtFblQMsT +kW7Np2OY/DWrY9+aPNjLs1a2ec8YVovK9cnoFcB1yy+d0dvGUFXQeWAupADe +Dq52tdk0Rq3nGvfCvgKoqlzRKfLfGCZ89C80f14IrwJ4XO72j2KjWbvR8Isi +KJGZb+8JG0Xj3ew9k4olICMt3twSOIp5F5jtiuYl8Pvwubq/3qPYPrnr0puI +ErCV8i3Nsx9FnzlWQMZKBihsl80IeDSKQaZ76lYUMeCP2N1kz9uj+Oz5uuU+ +4wzYKuIQ56w1isrqEUNcW5iwsLEh9PXZUWyBX0pmRkxIXv3KXVNyFA0eqKY7 +cbJgx8og1wuio/hnaKiifwcL3PkYDmeERtHuwP3wzSoseMEt/O7wslHU7rO0 +nLZjQRtd0Wo3+yjqe19i/x7MggvshuZisyNIMj/cW5PNgr0LaU9X947gAcEg +nTtTLPCbbX/E0zaCUmWJ7SdWkcA3vfz+Uu0ILsx/2Ny+gwSLiYN6k2UjaMwb +JH7xJOWF0RvaA0Uj6LIQt87+EgnXh99d68gaQX2J5yL2+iTkD4RfrE8Zwe/X +019rWJAQ1D2nXBQ6gjY28qoHfUng7xRTJAJGMLdH1OBcOOW5dlVI8hpBA63e +Y5IpJAy3vJCJch1B8zK7PYw8EnSafA4HfxpBNolDhfvLSGDV50j5vhnB9xMm +nlr1JMjW9u36Yj6CqTPbjp3uICG8mn+H/bMRTFz+QmO8jwShyuOibx6OoKzT +v693Kd99Kruz6aXeCK57eDvHfYqEadbn9U81R1DHbk+oPeU7fUYc/32NEfSu +69ssR3mtuqh+xU2VEXRoC+JNojynVMCx7LL8CBak5GgNUXF87i5O1WMjWB0i +uKqHqhfNvkRT2D+CKw9UHgyifOeKlnPSO0dwEV0ats6QQMv4OblPZAQtYs7s +0Rmn/JpaMrJ9wwhqs1+5ojNIQmPSWP+m1dT6Wxq7iHSRcC5hY7cA7wgaXcft +IU0kpMWeal/ONoJR5qGGA5UkSMYYNLHPDGPclsXsqSISvCK/1M4MD2OeeIN7 +XgYJPOFplcPdw7iQ+UfvWgwJZr/bya6WYZQpOBoaGUB5Nnh5SVPNMKZ8MFwq +dCXh8s+D+VWlw2hJd2IPsyEhx/9GFqNwGNO7+G9qPCHhwPd36TnEMP5k/M5D +LRL8fcKTUpOH0XGv2NKEEglW7nORv38Po1UGuTtjPeXB20dUJAOofAY/fYmN +hDN7n3WEew3jJM3syqFeFqzK7xSKth/Gnhslv14lsWDCVSRR6t0wJu4f0XH1 +ZUHdTW2NWMth7OxzofnZsODnRJldguEw9vO9ZfgqseBjFp/Y0XvDKBiQM+m2 +nQWGjmcyk28Oo/cude73XCw4si1jPE19GA3hg8wNyoeFl3/rZUsNo6d11ZNF +yn+RW9vnT+0cRm4BjzX9vExw69/kmScyjGJkxImmVgbceP+FVbhmGMduZ/hV +OTGgXn/B9HvPEC5bGLeTbiyB7dvDJJOfDeGO4PY9kmrFMJyxRS/t9hAWsLZz +rRUshpQr3zwyLw3hxsrPg5taiuDcBxt63uEhfKl0Wt/1aRE867jaVDYziLon +JNoOvS+E9EAOt743g7iF/YL8Ydt8atbmhYPPB/H+t5Krwwr5oF4+uDhyZxDF +XdSDehfzoJWtzmBaaRD/WAiLhhjnAZdejBLnskEM6Nv42+JaLmhsuTmz2W0A +14UatGTMZ0Fbqs2XxjcD+GeZol/Pryx4fjVoj++zATSRXvta72IWuDn26W3Q +GMC7AuMqp4IJKJ8zL+ZfNYClbS1SuraZcLHG3YfHqR8v9Vw+75GXDBddS0+M +furDQWaypdbuUGjbPf43xrwPhaL7Np3z+QXPCwWfP33YhzFnxBXVeEPAbelW +SL9yH66KuSqa2RYI5Y8HVnRx92GF9hZZaSEvuHh2WUv9h14kfHZtusZ7DC9x +KL7Ne9ODlffFHr9zCkXWcUdtr+c9aGeh6JTAEY5njauPPL7Tg5qfcwanzCJQ +4d+DPgGlHmzRMf9rfjMaDxQ4Xr7L04PaQkoeHxxjcdXnv9s5nLvx7oIX2y/J +ZHTI2cr217obMw29WvPrkpFn/mF9mFE3hhw7unuZfQouGc47X7zYjTobtNPa +/qXioLrITMDabjThMvQ56JaBjDUGJXK+XTifYd0nqJ2FyqrxwQKOXRhTyZpo +Ds/C3HcL1t2vu/CIdK/k8rksTBt3PuSi04VNAV+22nhkY1h1vF+zaBfKeohm +exbm4EfvxadWoZ34orTbWZY3H+kVZ85e9O7ExNZl0bNq+Wiz3FV8++dO5Aq5 +Xjfqmo9mr8RqmYadGNP+ZshOsADv31JW2CTViU1yCRX0DYWoKOomkJ74D8UV +w3R0xorQ9tani6oh/9D27EZz5X3FWORt41L37R+q1y5L3vqoGNX5n/LNGP/D +29ebhb81FON1+jn6kYP/MO4/Q2m1+BL0ljulkCf6D6010jufdJVg4ysZm8tr +/uEZNe7SxxsYeHtCYv75SAc63v16fM6cgQadnOPR0R0oZR38ZPMeJkaJLuyH +Hx346pGD99hVJg7fGn/KcurA/cdzlntYM9H4b1tf/+MO/NiYt1uBycRE/rqd +r252YHy4bNzpUSbOnC/TX67Wgc0qFrv517HQqhDbd+6mjqf37FvUZCFBTxJJ +2diBja91JjdYsJBDPkpHeXkHamooSkx7svBjim/9/d523CSUUDlZzsLiiS8b +JmvbsTtwYFRgkIX/Hfh87UNRO7KUuHKHuUl0CzOv+Pm7HfNO773aeJTEyk6j +1Qc927FysE6sX41EQbEH57Pt2pHwTMyIv02ilo6Oo4ZZOxoV7lU9QvnP1+dq +Scv9dvw2SWMz+khi0181XqOr7ZherSCi50WiiIDSmSWldjyx5tEcTyjlxwuy +H5wOU/Mxu9R/P4nEEIeDOZu2tWP/D5VbFrkkdhdKskUKtGMDx/IihVISd3GK +giy9He3syT9YR+IT+Q2vS8ba8L6dWvhwO+XX16vStNrb8PGezCtVfSSOpnDP +9JS3IZ9J663HlKcOTy4eMc9uwzMmbG+TKW+9PDBpzBPbhvH7JuwSKY+lPhmI +9QhoQ3lS9Iz+IonzYR3D212pvOabn8WU56Crfm+iTRsyK7ycWqj4rViFoZJR +G3LU2HGHUvW5OsVhlTptyPoxIyQ+TyKXb1b3nfNt+M56X7vGNIkqNcnbx062 +YUnlrN2BMRIdBGLuvt1Lja+ffjKf8h3rwq/A1Zvb0Obk7bP/Ub5b5fi9xf+/ +NpTquDvH3UDipaJvm6UWWpEmmhudWEZ5ltNRG/tbsW0XR8WGfBJr5N97qze0 +opSceNP+FMrXVpY1jSWtmJT689pSGInaqc/XPU5rxSs+zyve+lCePqDn9tm7 +FbnW/rsb9ZLEqHfhz/TtW/GAwLmJeMr3FpUTF05ZtOKrRUkJGw3Ks6b2K+c0 +W/HY8OtI/W0ktuRXDlartOLAnfrUD/+RGCG4hRV7rBWtZJ63GIyzUCklzuHR +hlZM2bBg9DWThWuWLRqc5m3FF7mZ0zUBlO+0lFVFZ1pwaxOU97xjodl8A29d +TQuufX7omIkiC0OBy07FswWHRRwiriYx0dTlwv1tH1uQr5zrlIgrExVavZXY +XrYgh4ptU/ZDJta/3UdPudaC2q6dN10Fmfhf/vU3EoItSFjwfPt0j4F1637q +0rlb8HuX8XqZIww8R9ZZEwPNaHrqwgmSk4FWa+gL+yKbkXvx18rogBJs87w6 +tWJ3MxodPpv2ilGMljJ9CfnLm5F+a3/Lp6/FKNBgbWzV14QPGUO8DjeK8fSW +0JGBsCZcurDxwcvOIgwLnutj7GxCWsiI8YHhQnwe699iv6MR704qMK9U5ePy +y4d/KHA3oh5DP6jKMR+DJopuznY2oK2o+MhzpXyslh6rexjSgM/fPL6wOjYP +ZVCpSnlbA67kiGftfZOLHIzeIi6xepRmOSt8m8lC41/FPD30etzyodaURj2P +O96GnSnprENn+7vSZTeyMO/YozznsDrc3yl/LCqNQLtfPcT6A3WoUnf64ume +TFz+rjtJUr4Wv4jqa7X4pCC/TGewus5f7Pq7sTKhOALfr83vkJL/ize9g06Y +a4bj+HCwGL/YXzS7ctNNrSsUq37dC/jbWY3TW4q/3qD9Qo+1/3x1n1Sj+RmF +VKOdAbhxpP3L89dVuFq6TjbH/gOK/W594+5Tgaa71PefPhQIWz9v+jhkUYH8 +PHJ7+Yp/wuYnmk7KWhXYVzJSyqUTDEKHyrxn11dgaLzyMk3b37CGIOJuuZfj +Axt8FlFI+a7mx7/trmX4ktdrGbddAiym1vdZG5WhWKQVo+RMIsz7CY7WnC9D +v4E/3uHcSTB9x3nRfkUZJkO+u9/7ZBgeshIc+lyKDYr7WCbP0wBXprs9oe7r +BEMrteTPBKRWHfyxlcHCkNWShlLtBCT6hIeX27PwsL0I+9yxLIja4ZN7hIeF +Goe+h5v/y4LvYDG5yM7En2UbpTIO5sCrp9JaztPF2O/BXPYyLA9eHo65L59U +jNXbjVfbTuSB8dyOF2Mmxfg3v/JZLOSDgZ2gwzXqPSYmuV1XqywftH5MZmwZ +LMSc4kNN33oKQJqMF4lpz8cPfsYGF/uKoJ0nZ29SSD76Pv4txStWDE4KZccz +H+aj8nx+ZZVmMbQnDFxhDOWhRZrVutBcKu+73b57LhePr9hWz+FcAtLVhzyG +MnPRVWhF6mEsgfaVp4ImqfuMPhq3/OkglX+nk0nnycUBn+YXIyoMaH/oObpV +IAd91+Wd4J1ggNPPkKUdf7OxcHGj9tlNTJBujOfb552Na7RlIm0VmeB0oWz7 +ia3ZWHZh04s+ZyYcs28+qNiehV8FPyiujmdCR86AnGpIFpZeWsO+5y+VP7rs +hubuLHQ0X9CVF2JBh9H6B7pDBBo8fBl6VIYFTmHbTfRjCdzcpr97iyaV33TK +2USaQJ1NpR4ZX1iwKTpQemYSMX+91Ivn0Sx4LooXuV8j3n/y74lAMZXnnbYV ++5SJrVmR64TnqfwrgYD9KzMxY4Mnuw0/CYVDUmnwLQO197o7MXeS8Lz64dCN +gHRUrHn8TJTyYKGKLe+jHem4PZ/3qsR9EjZlBIq9jExD+3WqkwIvqfzP+mtf +U1KRlaQ18sOThM2C088CIRV9fgRLnPhFwgt7AYeYvBRcq+pVmRlP1S9IhWSq +pqD1R+lX4llU/TM1glGWjEIXTWMeM0gw7nhYV3ctGYdijvF5V5NQdM12vLsx +Ce+f1jsU2kzVlwSumLqThIGv8v96U54yPokSnL2J+PCmXPQTylvFf+oV+I0S +0WNlyGtxymNbtk1ri0wm4Pxs6cr0aareU8Bs36sEtHf7LnuY8lzx8v2uJ9gT +sCJ3pMOZ8t4Wa7Vw1Y/xmLEmfqyE8qDx6MM8zRXx+PBc9c0eKi6+Z9us/zUO +T49fEO3+f31t4IyJUBwqK4ufLaTGMz6H/O/9Y/H0yLXuT5QPi7F+j9v2WHx3 +fXbDngmq/uD0Gf+IP/jo5xau2CGqPkTgdtSBP/jySkvj+h6qfsP+V+nJMWji +ea1Br5Wqd1RzLz4Zg0uSAacdayiv0yp1/3yKRouJagMfFglfu/i+Mb9FobnS +imCHHBJa1pk1xYVEornXRghIImHX6dYd3kkRWNPwuSAojARTE9VnNoXhGNu3 +O8qD8nt2UELq/dow5K6dMrBwJGFF5Ra6Wm8oHmjke6f2mgQtDnu1g3O/MWAi +ymq1IQkjerdaloR/4UjRUasnpymvuxbu7NwTgr1h2/N5DpDwkTjwgnEyGH3o +vy3chUnYuoWby0v3J+asmRRwHmSBX7LOtbvKP/BpdLHpclsWHBI81Cv1yA+v +S3eqXnvIAoYJz+uFzz644aWRmp8qC2YP/Al0Jz3w9231po3/seB6JPtg4VUX +DNOtu8H2nglNglFsu0Yc0OukpKWsDhP+q7q6I/fQJ7TRGkixOMaER+d/P59M +e4P52+xiOfv+/3uN1tmai1eRTf21lKUCAyKqrEUs5E+CPOdc9PhaBsxxOkYW +p9yGNetq9V51l8ApJzHCRv0lKBREvk23LwH98idF9es/Q7MU7/vd1PPF3FhA +ndfKF4K8fANV+Yqgba1cmqz2d0i1yV79rKwQgusPC0hv8oeWhKNVxLdCWPFa +743BXADEuSXrd20shGZMvlGeFAw5oiYR9psL4K2S/ip/qUjgeDkYuHIpFxi1 +wg4ch6JAh/gkV/AnF9Y+KefWPxoNCV0WeyPv5MLlku9L637EQEocu96qvBzo +HOOdagyOBWOF9eEOVtmwTKnln0FcItTrPHll/B3hcpdDjh0rEz6GHWswWYqD +8bUvUOdtAWgO/F7UfPUVr3MX+7VnFsBoX4HN0jMPTJve+kp/rgCsZn+IVN/3 +xrf1LOmnxoXwXnbn0b/b/XFlgGSs1f0i8FxbbObFFYKSu9uC/M6WgFpMDbcs +GYO6Chr29WtIePfvmKdFXxrmHvz9QOc8CdJGO4+tck/HHduWTrd/JiFnxbBP +KGTg1LvqNybspfBtTb5aqXMmZt5/f/K1ZSkcuhs0FexKoOruliSHx2XwychE +loc3B+eDlv9ifS6DZ530YuErORi16aj7qrAyyNzWRdj65+CalU7GXzvLqPdS +mf2Fw7lYM3J8v69OOVyxSzllfDUP7yd5hIVrVICsrkBStXEB2kvol5s+rwCn +2xUFRqkFGOV1ZFb+SwXoV/zuFFgqwCnLKpWaygo4saxIxuhDIX6U4++hX6+E +/Rxa/TtsizDiT9uq0peVMKqtWpOfU4RlorHSPl6VMGganKhFK0YhTo2P++sr +YU/cwIdrpsUYXuS049atKmgfyDC9c6UES2Vund9pXQVsCxWx+vYlOB6+x2z8 +RxXUaPKbq2eWoKwTI9++tQpoM7Vn0kQZyLq47H7S3WrYP5Y0U9vIwNGcWse3 +H6rB+mGnfCovE9cdDk1QC6kGszdrnR8fYqKOoDJnR1c1sNg0tU7bUl6r/xC0 +yuAvPLAovPRlIwsF1K4w6j//hc7ehyuaTrBQOlN8PCTiL7zg23l56BYL3/jn +nDox+BeUpXIO6Pr9f5/wxYBnZQ30ij1SzEil/PX29peKfTXws7mlvL6a2g/f +Y2t/+KwG/MU0/11fTuKR6tJlh91qoD5CXSVBjPLVGf8DtLga2Mm9ppclQ6JV +8lOtkooayNl0qCboAok/d8Jb9/EaWMGmt/8ItV8v9F4Rpre2FlxXPdz6ltrP +9y9vKtt9pBa++6o0UmbCQ4OvRHLMauHCHu+2DMoD13XOqTh51kJt2q7G/mQS +X5VufKaZUgvHdTp5K/JI9Jfv8xSvq4UjTevan1LeyItNJYZma6HMUmc4u57E +XjH77tSNdcD5Nz2/pIPEFd80V9nK1kEr2PPYU545wLVTWuNmHRx+++HeAuWv +q2bTOsJWdfBoW7n3NspDFt0Fdl3f68BZZP45O+WlH5oe0bFYBzq8s3lf/u+p +4vt/X7fUgXzoXvPa//+/5fEjS8ps9bB14yPrCirmi+TcISBaD5vO99a8oeql +NlepNyvUAx/vjS8dlOcuOweZht2pB+JiVdEc5T1zmvF3k/f1sOdOU1ABNR97 +Zb93v4LqIax3VfRDar7eLvkPanPrIffRWRaD6iesZkht+b96KLvgqT5C9Zu6 +dcPBE5wNcGut2ce/1HoUP1BY/3RbA+wvZLVYU/6qizFY8FdqAJmtQ4W9lL96 +p7+2ld9rAPeVnzPXR5A4K5dZQLdtgNL6ONVlfiQu+9QVcSSkAb6lVnARDpTX +yla5PchvAL6xX24yliQe17ujzeBqhBfn6ztsLpN4LtRBfnF7I4wVr9+rDpTn +RhK2S51phIdHktXaJajr94Zn5ItdIzwiVvs+mGahQ9H+6rxfjSDiujFaq4mF +vqtvpE0VNEIzya+3PoeF6QGRH27wNIFcrMDQ7EcWMnqqHzlKNME3vpiVoo9Y +2LCfdgGVm+C+t/L1DWdZuJB1UUjsUxNISlx7/JqLhSuWvVq6HNoEribSjf1t +TNx8MbjDtqgJWg5XpO3PZOLJtqmoXt5mYEl8c5B/xkQrdr9TsfbNcOzbjElQ +EQOdzuZLdIQ1g9Sm8xy9vgz84Tb037qSZlhTcSJ59VMG6q4W6U/nbIGC1ZMl +K1Yx0CbgReLW0y3QrD7yYFyxBD8q8YQeu9oCP5Q/x1qvLEGXHl+fi/dbYFFl +LHi+phj99+fbvLdtAY2X4+sqHxQjkbVetTu/BdRH3ssdfVWEhfciT7D9bYEN +K+oiHE8WYSmvgpRQVwuMGVV0dS0VYouGwdpz3K1Qllfv/ce6ENnaMpqjz7TC +p1sxRS0vClCB/Y6xWWErZCeiHcf+PLzFW77d8m8ruAwjc6onFy1XyddadbbC +qWTuC0cCczF+85aTtvQ2KMldwfJZlYvbjtdzf5NrgweNvrrq/7KRx/iST2xy +G+UehQNuRgSy/p3KHvjdDg1fFUPVTiWiZpH4qruf/oH2kdYh+bUGEMX4dyvC +6x+IcT6PyL1kAfTSkMjx0H9QyGwIGnB8BzHVEqofiv/BVJBXdMJOF+Dq2G0b +srwTtroJGhp1+kL84qH5bsdOuCnn43V0VTisOKTU/ditC5J2rOSLj0yBu0e5 +jiYGdoHq4ui894NUSJUp+LAY2wVrBwPZjEXT4J68iphzRRf0mCr9bHJLh3R1 +tVsxAt2wOfegetE9hIcPr1SOunfDl7/C+nX3syHTcJ3Y8V/d8G7Dhcd7U7NB +wOjvs3dJ3fDVYduyHL4cIEw1VwrUdENcyKlm/+gcWPf+5tnDG3rgUzDhXtmX +C7nf7xFmPj2gasZuefd4AezlZCPDwnpg/6dDzqGvCsDTwLexMaUH+LbBi00Z +BWAoXTF7qqYHxms5Uj8eLwSBcrnDq9b2wreyz+ek9haBlXTDqVPivcAdp5EU +9aAIur+bXTQ92AvbWKkVZwOLIN0g6mmDRi/8k5sXr1xTDHc4hcN+O/XCXZkP +7BPdxcAwSEqu9+uFYDq7n6RwCRwpv1iwIrIXTBPNsp+ol8CyH586jEt6oU50 +OmljTAnESk9tlufpg4//CT+p1WeA8A+3PcaCfWCdkHX68hcG2HLulf21vQ/6 +dk/5lmYwQKv8ruZ/Sn3w48Gt1oKVTGA3LP9S+6YPHv3M8P70iwmG5Y8D+Vz7 +wDSncrS7mAnV0rx/wL8PtgffGjk5wIQwTjlWcCaVF2GJFe9lgYBhfUMNsw/i +cgZXLqixwKrctG95Yx/ssuXjFzVkwcUfkTzP5/qg40P64ZPBLEjnVBEMXtYP +DT6/rh8kWLDdsGNbzYZ+YBy+5LWujtp/Sm88dVK6H07uPdj+cxkJd38kajw7 +Q+XPzxw/J0ICi/OibtDVfhi1jdVoPkJCQPnH18tM+uG+/fKM7FskLDsm7nDi +fT8c/HM/evUzar//A72NvvRD6eJRT+W3JDRx3gj9GdgPfTx7mu67kaBsOJlU +/acftnUmjhgEkBBb7prPm9UPkbtXql2LJkH42J4q2dJ+SPKSNZZIJ8H2R2H7 +0+Z+iNATnGgqIGGY8+5o4GA/9Eqo6VuUU/t3wyVa9UI/tAbdNZytJyG33Hsl +738D8OEfEX2rg4S9x45slhUegInTQZ0hfSR4/ijb/XTXAKxffrC0fIQEdq7H +xwNlBuCqj8nhtkkSDA15zlapDID4c62eylkSqst/XufRHACDiKTCsAUS5I6B +/vEHA5CqcC71DuWlrZ/tKkXMBsB8plh7iYppjaQ8j+0AvLWVF/pExS1710cP +fh2AqS1BkzTKU4SNrnDVzwH4unvl0v05EvzLf39Kix0As4p8lbQpEmzERyYD +sgbA4cSRSep9C7qmx+5+LB0Av4+Du/cNkACFb8qeNA+AiGHwlvOdlBeFik9e +GaTm43yQ91YTCYsGayKOLwyA0xe3PdpV1PpnaG0Q5RsE4+K6WpUSEjJX/rTl +2TgI/CFyd3cQJHzX6xsb3DkIK6tW756II8Eq7qBelfQgnOWP9YoLIeHktdzj +gVcH4XfMmcP0T9T5QvlCP94bBLkGDT0PyseLs5fXPTUeBKX95/Zt0qfG//5v ++LjbIGjIGq7ikKfGH95zSzRgEPre/3l4dzc1voJpCU/MIIQf2jiSuo6EE51c +IVXMQejI63h5tpsFwtLn+dMbBsHDleD6QLJg/pOHTWDfIPxUD29MSqDu5z0S +N57yDsEX+Yo2XmsWyJqorOJVGgLmu3Yvc07q+ALX10OXhuAFV8Iblw4mzK+v +6626PQTal/wcf2UzIT39UV6gzRAMz+79WWfJhON0BwvZ9CGorTTxNm1jgNDV +yi7RkiFwftN3PCaFAbO/hK/w1g3BSn/fpTFnBqSqRu6rnhqCVZKE/Y9jDPBT +0R9N2jAMd068yo5+UwIOz5fv3CUyDD7nL6nf0SiBVz7ROt8lhsF0swrPnq0l +oD0wxXh/dBjMlff/5E0rBmHXj780rgwDd3iLoWBnEfjWhGr3uQzDeM+H1E38 +hfB7ybSV5jUMF16tuZpMFkDCdsX76wKGQUJg28ztzwXAMm56Kv9nGL501oqM +LeUD22r+dx5lw7Bc8bX7uaY8uK/yKvTUmhFY/yh54vHzHNiXqj7p82UEtH/U +jRYLp4Ns60bLPz4jMDmI55PvpYEyT89S/s8RkJfxdHGNTIXbV9/xjsaNgF3t +wUJxmRT4OpokrFw5Ajv19rn7nEmEaUmRU+MCoyD6n5//FZkYyPYZcz7nPgqH +n0i9GwhxBM3xSOO/fqMg1KJub5FuB8PnHmjeDh6FxiW+y0fL3sCmxQbRl/Gj +oLNLPBw69OGlbn7Cz/JRMKusHOVPfoN7t3nVz64YA8mHpztWyvqjV9TJHaF2 +Y3C95kV4b2gcSnHPLD/kPAYDtKH46ZvxmK8TN5zpPkbtB5tXXl6dgOOrJFIr +g6m457FknUkiqr9YrUbLHQOe8vjn5odTkC7d8fwabRw+xnyYKfiUiUZZnzI5 +zceh68XkRtiXi+LrH48ceDMOtZPCP1ytcvHvkwviup/GQcHoW/UqZi6eFBa0 +T/UaB6k7Q3kf9fNwuVnQlaep47AuSUiFxy0fM5l2H32zx8H9S3f1w7p8fC5u +kFZUPE69154XNIsUYE3ZfhHx+nH4UHH+2kJkAYbsxv6auXEoZ7rQ/qQWota7 +wC1c9AkYedMvpT9XiP/Vfbh4kG8CnAaOlm08XoTGdueSHYUnoMfnn4RpUhHK +t9W+UzgxAbWX26ZCfxbjuHRG4lOlCbBt4BNb0VCMv539e3zVJiDfLvz2Tf4S +XHFC//zUzQlgD3ORj7cqwQaPcaEIqwl4zG7eza3MQJfBv2q1thPwegwqP5ox +8JRSmg2X8wT8XS6p0BHMwLDRN526Pybg9woHabElBt5UubfB6dcEnE79J8Eh +ycRV/srn0qIngLFJ1SDxEhPN1FbGriUmIEExVsblJxMlg0Y7FAonICzuuUtc +ERObZqsEjUonwFmzsejnIBMVf/u+Lm6ZAI/HJbR/hyhvcUiqWLNNwo7zAz05 +sSzM1/zvVQTvJLxXDnq2g2ShecxwVO3qSfhhZnZFrZeFLTeTBA6JTgKXRUJT +vTCJX+K9z+hJToJkXbuFwiESTy+3snA6MAn+dsW6+mdJjExWbOlWmIQbunYf +up+TqLtSgn+d6iQIOuWKnvpAosD95adPXZoE82bP/OvuJBakD740ujEJAuYt +hEQI5SH+8nC/O5NgzPftSWw8iXsfJTQVG0zC5IPKYxNZJLYSnqunX0xC9/tO +r2EmiV8FXyluezUJ55cU+INqSFR+omN28f0kXNngfnRlG4m2k/uWTXyeBJnU +sa4/PSTmWNH8PL5MwsDFM4mHh0mkcZftk/GhxuemPfCeIPGkc0B2QyDVDy2Q +0TxDeULw+RXrsEloFCrM4FwgMeWHQrdI7CTcV9y2hY/y1+QOfsvcFGo9zD80 +jVLxoZj2//SzqPHvs8ZSqPi5dLw/b9EkiCcu6epRPosm3h+MKJ2EuakDB3oo +n/UrX8lXr5kEp2M+r///9zHJsm2aI83U+sm+v+M9RuIDzcm+L13UeJc0VuQO +kBjcmm91ZGgSyrotY1mdJLY99FhdOzkJDf6uTqlNJG4d1Q+yXJyEv7sP9NlV +kXjLQvroZq4pCErj23i0hEQfdt5i4r8pGFvTaFGIJNbY12rfWTsF/moPnsnG +kbiOP2yIc9MUVIL50y/BlB99LN7+Fp+CtW8ahpjU9XIVU12runsK9IS1zfpt +KX8e6pdxOT4FWy2iW/7eIfFsejrzwKkpkG9oWgimfG6n6KhbdXYKinOrPbVk +SWS/stdWSGsKHlZn7LJYRaJc4+L6DL0pWArfGNVJee31PTJc5+EUHLZbnSPb +wsJpE6OyoJdTwL329rbQcBYeWZS7e8ZmCk4P6qpmObPwhe3qqR67Kfj+Zl9C +/nMWDrrHCu/zmIIo3panfodZ2JE0rp+SMAXn9u6/4RXFRFG5vNkbGVNgQLM4 +LGPPRJ3Cb46LuVT/Mx5vy+4ysa7mSNypyimI1srF7nVMLJ15ucgcnQJNx7aK +licMXPFWxdVodgryovev1lZgoOoyIXF+9mlIy05RrBVgYL5Qmsr11dNQFF86 +15xYgunHF7627ZuGzJtFX9WGijH09ZtdU4bTwD6ssOzEwSIMtPz9+IXxNJjX +ddn+nS5Eb3MyeshyGqLjgk94ZxSivcmmQ93203Bnn6Cuv2IhGj5Oka39PQ1H +PP4c7VEuQKmbI2ppHdOQGrG7UWN3HibL6hlZa8/Av2sp9KknBMbIfIyduzMD +H7uDZmc2ERgqHT1uZjAD5V6PbrR7InofWnhpZDEDKVa/fn49n4mvdnu90fOc +AeKyoXljTBrKCZe5naqcge0PT37gUk7Ewjm5BO5zs/Cp1f6HUkcwNk65KG2/ +PAsxQdf00zWCcHSspUpRexZ2fZr1vZsZiML9NpNvDGdBN/Vz9ZpdP/BZA3F0 +3mEWLDbu+sY0d0OhDLnUYeYslKwadXi88hUYWslh7fk5mJT/Y+WeGwFvLFzO +T1+bA5u52OgYjShwN21pXqc7B70P7ge7N0YD8cSGdtloDh7JKL3PefkH1uoQ +8iyXOci+ce626Pt4yAS53OyyOTjumZnV/CwVVrPJFYVfmgeT1ABVpPwVs/d1 +CtyYh/CNIqsDuXPggnZqaMXtefijLXSx4VIOOCUdsp97Ng8SpWeIc705wPdk +p6qqyzycs84erVyRB1z1a5i9jHlg78m0vnyoAIJ5LmRYVc5D1ea4bTYmBaB4 +xDFyTcM89BYcXdGQUADvXLmdZPrm4aSUdf7GQ4VAU55Xt+ddgPdElarV9iKY +jf9XuvP0Ajw5FCNPby0GrzbRrAy1BUjPcLx4TKAEpFfp/tG4sgAHNB97WJ0u +ATODOlfzuwuwr7il9MDvEhgXIS8WvV2AC57v7vDrMuDLeb5TN+0XYD42/LjP +ZwYceK1ycMR1ARykf6luT2TAs5oc/g0BC6BeMSgtx8OEQafkyge4ACaabXLa +/kxwTJ/Inc9fAIn0FrfqHCbs7j2Q4MJaoPafmedVOplgoBT5LblxAVL0uM/z +S7Bg2YveD+f+LQDNsf7sgzMsCPPfYdrST9W3vRD/c48F3XMBV3nmF+BGxnsV +oR8ssNvZfNqXYxG8b3p4SqdSvromfFRq+SIUjscxTley4F6su+B1oUXI+ed4 +cR8nCfT/tXDn4VS07wPAzzlzzhlRiii82SXZJSnL+9yhDYUoKtp4QwqVeuOl +IhRKspQoKSVbylJkaezrOWcUSSWJIpUsh6yd85vvdf3+vK+ZeZb7mXnm/vwx +09uO/1QWoEwnfT6+gkQPFklMn18tQFOfni3jGpCozyum69F6ATJ9++an7F6q +fk4cW9YDAlSXutddyZfyTpXzLqltVPztMq33AomW/axMsHYQoOFrXnQXylev +l6u9vrBHgDo32z+9dJ9EsZbRS0oOCdAqkWEP3wISWfuN7hj2FiDG963hYgSJ +2Km7r6qeFKBz3q8u7Kd8UNNQ0bonSID6Nd3eH+mk6vVxFdG4MAEK0DVQUOsl +kYlC1NaGaAGKDGQNJn0j0e9tI5Hz8QJUY7jgY/kI5bnTu+rXpArQ3vUDz5Im +SeR7rxzzzhCgpX/VrVWlPKXJVba4mytA+D1rTQ/KUwPTly68KRKg6byMABfK +S/fUfr0UqxCgdXeDhf/zlKu905+NdQI0ooHX7aVimeAy07McAZqNn2nyoq7v +eKQUlN8hQAvPxqpoUu3HtUeWfukWIMfxi+NpVP+2wp+/5b4KUKqZnFcjNT4R +LUcjh2EB+togUZVBjb9u94tTlyYFKOtlltVaan4XwhQLK/8I0EvR5O2B1PzN +8iNG+SwhUi9fDKeo/Ey/+6GrKS5EFT8LY1Wo/BWzdh4/uEyIlJUTXlyi8utv +UJp7Q0GIPohq7cig8q/tpvCdoy5EcjyXwdPU+ny7HK6B6QnRuufOOrRQyne9 +9g/9kBCl7t2f8Te13isWlvQ/3CJEn018j0xYkajLWF6l206IWjTs5j10SWR/ +bSht60Eh8tRQdAn6w0MLy+0+nvMSom31hJxyPw81DTz765k/Nd7u89mRjTwE +f4clK4cK0f6sxOL4K5SnvL91OkcJ0YuqmSTT4zxUmrRDOva6ED01iFyUZctD ++sNy8bP3hGjRCH/ZK5yHFG8XxbTXCJFR9+vaGD8uet8o27KgVYjyoou0Azdz +0Q3+eRFoFyI7U6HauhVcJG5jG5HXL0QhS2TzV9ZxkDD4JGHBoMFB16J14mwO ++hj/sMeNTYMDySu7ctpbUXlW15+zojTYfFxWVj2d2g86/jZ7IkmDTj/DL1VG +rWhES+zFX6o0CGuPlqx3bEE5wUNPVFdR7Q2I+ebItqAj3MZMLS0auIsZa0X3 +NKNu3/BEU0MaOPx0WG7xTzNqKfjjt8+SBuERh7G3R5pQpvGoeqo7DVbc7Isj +zRrQ4cs8+QxPGuR2/3CN5Ncj+Xd5Urk+NGBFySgfyq5HiUHejPJTNPgUq2Mc +K1mPwir7Pr6/SIPuW/KTsh9q0X7LN4lyD2iQZTzTkbelGsklFsWoZNFg0Yf+ +TRLjVejNl+thmnk0WOlZ86E1tQrZRu7wNymmQWlYmfDeewKZNDfa7K2jgYBr +lfFbohJJ25UxUr7QwGNhWl2zTQni7L3rL7uSDk0PRG+M/52JbK0Clndr0IEr +Na9u2/IAcXW2vUzTpsNdX9qhUacMxKPxxdTW0kElGEptvNJRW+bmR7qWdNjg +OzZ0RCIJdYwPf7Q8RIefnQu2Crd4EN3RZja+d+igNn9r+c+KLMI1QGJc/x4d +wifzO/7RyyE+ug0k8x/QwUDDU3suPZfo0Y8bOJtHh0vhx3dtDs0nejv7Qy+W +04GOZ4hekCskvqjElCa/o0PoZK7m8iclxHDZu5W10gwIkAp51C1TTQSr1vI7 +ZRmQ57+1S9WvmhC9klf9XZ4BphE/UWldNaHhdt5NUp0B48E3meXHawgPoVrS +oXUMuKr+ckPL81rivaU/k+bMAI2Xum3GKg2Ed96e10v3McBxQmqq0aeBmJay +TF91gAGiwmn9k8UNxLIBaTM7TwZE17laLLBsJBwul59K+5cBC0fL8sadmogm +DrvfLJkB1crJO/ZsayGcjUaf2t9mQHdndrTFxRZi4M67cx7pDFgkOdT/V0UL +wfTLk7uSxYABzp/uJM1WAkns3PmhlAEcg+4e79lWghdoqjRSwYCc5AX5N7Q4 +hGuf2i9GNQNYx0ZS7u/jEEFFU1GazQy4FvBE3b6UQzzfdac68B0DFktJM0l3 +LrHpZeS1qx8ZYDYe61sdwyU61P3d7n1mgPpmuw/hhVxibMpipmmIAc03Gq6f +necSFw5qN3YPM0Bkt8LXh4o8QrxZOml0jAGD/it2pG3kEdop3/RlZhlQe4U1 +/z2UR5QzXgu0BAwIu371sVk6j7D2KecgBgYJ7kt2OFXyCC+zWC9PUQxMGmyI +Nj6PmHrw77r/xDFQU7c6ZLiI8siiQ8xrkhiIOHETnVeSREaPYfpzOQx64pd/ +6nWgPPFpqUKEAgYlsYuu8z2oevozP9VRBQN3HX7m8BmSSOtrl1VRx8B5SvYC +7xJJjPcX3RxdjYHS+ocRSTcpj31NkCZ0MLhrcU3TgvJUysCphKsGGNx2y//R +TtX3vwYdJVyNMNB2eWFnXUUSFkOG1zQ3YJBfbzP4gPLBje9LF82YYRDyeci2 +n/LD9x/86EbAYKEccyXrE+Wj4XaRG1YYbLGclRcdJIn4X0WRHlsxkPRXGB2j +fDIwksA0tMVA8VSJWwXlF5OxU2F0ewyi2JihN+Wb2HFHWpsjBoEpxpunKf/0 +8Q3PpTlj8Kgl4l9vykfrJpfOH9uHwfMg2YIKyk/Rv/mBpgcwsLglNzhGxT1T +7VML3DFoiXq8fAEVr5kpOt11BANLI741g/JZ5GwCP/MoBierRRI+Un57P3fq +xGlfDBaMsBemUr7T/eM4YnkSg3MK9G4Tyn+hAsPjkmcwKJ3DDCspH3YIl/7o +DcQgtW2pjQrlRw36hNeTEAy8z2l6HX1HeZDRMRASisFGBaOuJJIk2rBiD9sI +DGK2SvAf1JGEGiuxTy4Kg0QsWi65lCTOsgMODl3B4MoepzK/XMpnC9a6RiZi +4L9ax5J3lSQCRKXeOyVjoLFeymh3CEk0iU04q97GwJ4z8bTOhyT8xYsdqzIw +WE2Pq3PeRBJ1ixNfxT7CABBRFKJPEjISAXZuuRjkofoPV+RIgli61ma2EINr +H4NHvX9Q3peWam56joG1zfmwDa95xJFlE5tvlmFA/vPj5mQJdb/LFlusrcGg +FmXSjS/wiP0Ka018X2GwYUqxaxbjEYWKUqVmbzBgOG3fZt3HJdjKE0Zi7zAw +fROUFktwiXzVYoOsXgzw8uG3s2e4hEBj7eq+EQwq9DbWRLzjEDs1pR495VPr +Lfhgm/6EQ2RqTaidn8Kgkn/OvyycQ+zQLVZaIcTAUxAcxaee9zuGa2V2izNh +R5y00kNfaj/wI45LSDLBfY3K/BfzVoKWZ13LkWbCCuuiDpOFrcRhtUO+lvJM ++K/kmY5eZguhIR1bp6/NBJNj/Ut8yGai+Pegv5g1E3pjy4c5043EwJpTDQ3b +mfCpd1RvU1kjsdxP8FeYAxMOHMpOGwtqJIIGpRqnXajjSvsvj8w0EKhro/yA +JxPSfnwurPhVT7S8SG2uimBCp15FXcqzWmJ+Ul0xOIoJu9umpdx9agmdNYUB +xleZcGu8JiFcqZaIy2lSzE9kwvYty/U+Xq4hdqVOnk7NYEIU3zVGe2c10Rts +p3KmmgkVJTFH1RIqid8I+0/rDxMeB26wLKssJNbN3Z8yprPAiosvr58tIM48 +twiwYrHgF24pL2dcQExqhx13W8SCdJFx94v7nhATsvSD1+RZ8FRJhl2zKpvy +mMCKb84CnTB1VbHVt4jhR7Pi5edYUOn3UNzz/i2k7Z4S0xjGAmwfr6Kz9TY6 +pmAi0hHJgrCCK+aqE3fRz8RA+nAsC15o2l/yVspA30On+Qp3WeBacb0oyj0b +fdv3uyuMYIHzmMOZT+8L0ZfF4/etaWz4sD9gr/y1l2jI/TIpwWSDtqev2wkj +Av0qUZjvwtnQaHv0ViH1/p46YLPLczEb3pqIs/hxVUj06QM8XIENUdWPRU1e +VSN9e+djlWZsKFf/k11sWIeMHgwnhwMb7NhTOYLgOmQyfbHexooNh7/7bE2s +r0OW6U8V3tuwoVOz5XCyUz3aPbrg1e+9bBjr8qoivBtQSFyFkX4gG6bSQuCc +bxMK+7Lz8FQwG+bHpF975DahyPVDsS8vsKFe763eycEmFNcr/c32MhsK9QOk +Zlyb0QN9vxTvm2xQOp195bx5C8oOZzXqp7LBUtpqt8epFpTflcqfSmND/601 +5gezWlDJhSbbyEw23H+spHxjcStqaVMW3n/GhpQ0W9Pm162IVCvVOvqCDW7B +XwuM6BzUcXaHi0ElFZeb3czVpeo9pf8KiDo2mI89Ov04koNG/Tvcu9vZ8Kqt +tfOTJhdN1h2Ny3jLhviR7I/HHbhoVoZeefQDG3h3RGpnznARVq2zbKaPDX8s +vuBsgouWSVxqkh6n5mPlEcmz4KFrxqontv9mQ3GSQdldDx4S2U/IRsyywSfn +5VnVCB6ay5k6OsHA4V5kqIR5DQ8FvEpYqo3jwNi4b3tbDw/9mtKrcBfDYfHB +PW+XzPJQr5XXovalOJiU7V6fpE2iPT7M56IyOESpLvvaaUn56nr6fosVOFwR +j4+p3kMim1IzPEgJBxeVXaZOlM/qerqeFKjh0ND+SDKWqu/NWaddhjRwkJNM ++ds3gUTPtSToyjo4bHFYOMfPIJH+zsfZLgY4FI+VxCsUkSj77LadcUY4yLKM +DwxXkUjl7tfZxg04rPQXaz7AJdHt+tAMoTkOaV4Pt5zuIpH0T3lbYwscou28 +D+n0Ud6TLJvw3YxDzmBx7qXvJMI37L6TaY2DxmB/y8UxyjcHxjf17MBB+6vj +SeUpEs1ExP6SdsTh9n1Pj4NzJDqZp3lzuzMOqvlRJ//3PdmP1w0oYh8Om9x1 +Q6opf3nMHP5WcQCHIKs3p/qpuEdRGDfhjoP50wW7MqnznTenbtD2woE2dlhX +dJ5EbceM+9yP4SCVdXHF4mnKnwnt0an+OJxNkLF5Nk6i2hd+hu0BOBTkd07M +/6C81SvWLRqIQ3b+WfeBfhI9Y2eFW4Tg0NhVPnLiPYl0dax0gkJx2GnkSk8n +SZTl2PumIAIHJ/kli0/Ukkg5KPjcUBQOymoX074+I1FKuswq5VgcWl3trQSZ +JJJqLCZd4qn+5uYyym9Q/pUaVmpKwaFm7WHvVSdJdN4kqlmYhsPbVP+Db90o +7x1cedI4A4d2km+ot5XKx2O32sxcHBw0zhm9l6Hy0THj0/MEh60r2o/qCXmo +ZzZJalkxDidMVGL0v/BQ2xbePxEVONjFj5qa5vDQNt+j4pVVOCgmO27dEsND +NYnskok6HOYU3YyZPjz07PPfIh5cHLLWxTjeUOchXZEPT1Nf4cBMPe3ny+Ch +LN1/97S/wcFeeMLmTzcXpfz3JMeiBwfvwncVm2K5aOl9G8egPhxSVn8vYPzD +RVeaBucKBqh8/zJQDzHhonPSStuVR3AourrxS8FnDpoyrZh04ePg02o+71fE +Qf6HXdLipqj+3J7q8S9y0PfLE5ub5nCoaEm9ZO7IQf//P0nwUvGRc1DmoP8D +642UvQ== + "]]}, + {RGBColor[1, 0.5, 0], Thickness[0.005], Opacity[1.], + LineBox[CompressedData[" +1:eJwU2nc8ld8fAHCbZERSXxFSRqlESUanbNqSUEgqUVmpiOxS9srO3q69Rz6P +de+1N5nZe+/td39/3dd5nfOc53PGcz7v83pd3hemaq8oyMjIqGnJyP7/a5Dh +s3BwQItZxPDKmxYTEebNxS+1S4uNpF0a1igiIk6zlGefNmkxE9WONcZ8IrJ+ +cM0/a5UWY2C7tByQSUSdIlU1s4u0WA4FddBsEhGJsjwkE5yjxTKEMhePRRKR +91K/uMEULba6s/aE1Z+IZluM30eM0WJsHN3mIy5EpJy9Eds9RIvNZ+pdcrck +ong/lx62AVpMyux+w+EXRETxgYXlQQ+p/vS/NsO7RKT7KELJvZMWs17RYY8R +J6ISsfN2+FZajMuoOfsPFxGdYCvMJW+ixWLOObOUURCR5ar8jHQdLYYC/UcT +xgjoYp6uZk4lLTahJ3dKNp6A3H7NeM0DLUb1zPzxniMBTXy0qhYqpcXitcai +sp8RUJS4n2hULi32e4uTn4eBgPbYuY16M2kxnWR9w5FBPNLeSI1kT6PFbq+9 +rc3PwaOjhdUMnvG0WMvg4bWER3hkFqwmR4ymxS4cXxpu5sGjeqt/1pQRtFi2 +sonM2dlq9P361rh1IC2mSTC/Z/y1Gm0WC5e/dqXFJCyTOJB7FVIPK9qIdqbF +aM8d7/dXrUJZNooX++1psciP5caP6KqQsfTzsEdWtFiwbtbLa/aVqP+P/8eb +RrRYwjn21t9PK1AFti3EcZsWe/bk58PCDECnol2fP1aixfhS6pjZqQHZOLIF ++cjRYsrjwQ7BmmXoiuxFKlppWqwZx3HOeLsUJVbqD6wI02L3blvJjJ4vRh54 +ol8DEy0m+/iy5dzTXNQjcCumgJ4WE+WMkrrsnYMEfxZlRdPQYlPDCYanKrJR +9e2U5o/7NNh1i/p5K4EstN/sznRqngZrThbfDJxIRea999xMGmgwcddiRfuy +CIRJE0I0a2iwv71clVY5YYgpAiXLVtNg2a/Fxa9nBKOU5yJE9j80WPK1gfr9 +Uj80OsZCAzgaTND856PAHVuksdjuyOxBg+38lGVasHWHuId3fbdcaTCb69KT +k2d9YDm7OmrEmQYL6Xyu9c3eD7w/5kOBDQ0Wts7kWUYbBAOdF5uiP9NgzEXe +CVFXQ0BYInHA/QMN9t7oSLiEehgQt4P29N7SYJKjSeaXXkQC+7MjjKqGNNi6 +GEPKh6QoePXnB+cVAxos154+xDkoGigcrKXontJgwoa8q/zPYuHB0JLqsgYN +9szqr6f55TiIkDXW7lOjwfpuqHoM7MWBFPVT60xVGsxxuz3st00CuL1u+xGq +SIMZiN2VzRZOhL+E28EusjTYHwEeJ5P2ROAXqko0uUGDHTu+rFtgkQSWbtIF +mpKkerk4/Q+0yVAxk4uXFafBWKreh7v5JQPL3QudwqI0GBzKSx8/mgLP0+PH +2C/SYJ6uyUQL9xRIZz61RnaOBivpCE8/uZUCu2aBVDNnabCyTo7SpmepoNrK +xNbBS4O1PcbG7fJTIVjMlQ+4aLCTaU0YBw0OJgIORJP/o8G0aZ1tAm/jQHz9 +s6z/MRrs29DJqfHvOHB5svjwKwsNNmiWYUdRiIPWwjf6how0GEdKxuOhARzw +cAyZPTxEg/EmiFz4uoOD5OEXzQ7UNJjCx/zVGYY0EE0dvZRJToMVKAWN6x9L +g9IPr73/7VFjWXKUbf1saaAgPTnPtE2N+bI51usdToNGKuN7N9apsYSHMwJT +mzjQbJhJe79Mjc2m37S17cfB0K/3jL/nqTGVPcUYriIcGOsuvKufpsYsDpHn +trjjYIXfvH5nnBrLMN44HPkYB7YLy+fPj1BjOs/U5T3ZcUBTaOmu/Y8am69o +vRrfmAreDuvTP3upMQZ7h/XFr6lwQsVKtaiLGku7pf7X5kwqxLBsJ0+2UWOh +jEGGahUpkBuz90apnlTPZvKXYzQZZN7aEz8RqTEDwtex82+SAS9GLphQRY21 +XAxYxo8kQXcV1QTVH2rs8nV9p/HyRHjh+V3xShE1Vqx4Ot3/TCLMPqZLMMij +xlpbVfk57RNgf/zwq4o0akx4NXmFkzMeXDM8q5aSqTHtYypsBN04OGLFfIY3 +gRqzws6wZIbEAt+hoyP2EdTY/V9riumb0aB8nkNfxpsao2gVq1D+Ew4tK2HY +O3dSfCUmeIaGUNAu5eIJd6XGmqL/Msk1BcP7u7z/tu2pMY+emvv8uADwMxXU +KTSjxuJc9X3/i3KFvhxxLTE1asxlrl+s6589emVbWPjiHjXGz1OT9/3aNzQv +L3nCT5Ua49Q8mVjm7YbIO2W6FmWpsZj5UT/HAj/Evyn/OF2MtJ5spU/Tpn4j +M+lHD4WOUWMSX8RnHkelIM5aoe63LNTYHZ20wKxjOER8QqafzkiNZbo5zG26 +pyHuD2lmYjTUGG1prsZNmUzUmEzrI7NBhR1Z9f+8JpyDhI+XNj7spsJ4YydE +1rYL0d84P42ADiqsaf1xqVBWEXIRNRrobKHCZqin6GVfF6Peu+zzT2upsFBD +XovS+hLk5mLG+LqEChMLYCy79qMMTS6dufPlNxV2Iur2qE1rOQqw32krDaHC +OusPKVzhrkA3GVufHvyiwuajrcySjCtQkKD9WxcvKoy4hsWG7VUgRb1uNy97 +KmyRt/BQOGsVWp7NYG2xocIodx6e4VGvQhFfvocetaLCrubzDB4NqEJrv8RS +gs2oMHkUvSbAXI3i6j1rYvSpMLNul/1TS9XogfbLh2M6VFjdpgC71Fk82p2Q +7BbQpsIyHvzg+PEEjx5RTk7i1KgwCeYgutB8PNr3KTNbuEeFpT1k5lUbwaOU +U782L98m1Q/7feNlIiAKSVm6AjkqbCheXm9Bh4DSCSd8thAVlpt5inXEiYC0 +Hy8cl5amwhiYmzz/kvItzUh1pJ0EFUaRgj9ZhyegLLNwgfIrVNj452HVfFJ+ +frZvkUF5mQqbq6Va/EXK33QeKtcUL1Bhlpfi+V+T8nvufzzwQ4gKi6zWeMhH +yv/PE9cV685SYe+oFThq7xDRfl5hYikvFUZonwraJfkhrOoLXToXFfbcfO1c +zicikmiTNor8jwr7ptSSPe1K8svQfo3PMSrsrp2SZVQgyQuL2DknFirMd2Tp +v9YYImI5cHL/wEiF8WUF537FEVE6o8Lsy0NU2E1Ox5LoHCK6w0l7V4OaCmOO +S2WQKSSi6XM1aUrkpPVkoZi7R/KU63V3put7lNi6wEe6LpKnzijfNT23RYmJ +rh+y6CB5qkKDufnkGiUm29UZq5pFRHqvWkQYlyixcyyLdteSiWj3g7/v/iwl +9o1H/vbvCCIKdXq8vDBJiYXlGBZ89SWia77HHw2NUmJ3tB/+7XEkovbI7pzW +QUrMbJtKqMCUiCzSw9iq+igxAuslt2NPiYj5j87HvL+UmH5fxq0tOSLC1XF3 +JrRTYng99u1X54hItWdIPLiZEnP3OVyhx0REE5OxQT/rKTGL72mHZxYI6DSN +oNa7KkpMbMikuyaVgDC26SIdjBKzoXwvLPidgHT4cBz3Sykxxk+nfl/QJaDg +myJ9l3MpMXNBnQAlWgISv78szZdJiX3RoRk1+otHbTq5v9lwlJjhkvHQvUQ8 +YrKR0NuIpcToZ8+/cbiBR7if2zAZSYlV50/79tPgkUpwKU9PGCn+d98TTzVU +I5e8m8Ol/pSYfaSot/mjarS9oPzKyZkSC1xSvWqqXIWC9+nxH+wpsSH2hhv7 +ZFXoKmMD/ysbSuyl/dTTyoJKZHbu4aTSB0rs4flK71M8lWjspdZbRgNKzMiY +KGDaX46cPpys39elxGyTCxgof5YjHqd+4UVtSuxirZDSZbFypB2pP9+qRok9 +2b3zxt8ZQ83dRubBspRY2sdQqqXzZaj03pfPfKcpsXhLYScNzkIUUKUgqH2K +EttV+KFRol+A3kuydPtwUGLFnuB/LyEfneJPktxnpcT473duGl7IQ/Z7HXt/ +KUn90Z6huCWejWRxl128xiiwa/9tfKDyT0Icp/euVA9RYCWKKlKnOBPRShBx +bKefAiOeKXLpTohHcc56SkadFNikSkMKRUUMon7qSS9PoMBqBm8RDYRCEfHQ +lM9WEgVWeOF+BXeBBYqyz70lEk+B9U81014/oY+s1+yXX0dTYPrqQVKdQdfg +3BC7ensIBbbQEOaxyPQR3Avlj2e4UWBvpg9Q3ilPeHnxCHHsOwVm2RznN1bt +A9JxvVaczhTYn1PSd6wX/WDW26Lnpw0F9i/npJwbTxDcM4z6/fIdBWaiMJuq +MxoB/P1v74W9ocBy5Ds+B2lFwb7atYOWlxRYwQW9hunr0ZBxo/E50qHADlKc +AjtHY+BHbgjLJy3SeE8MMFzJiIXn515V4B5TYOeCvORpLEj5jX2Xj+MeaTwT +qloRg/Ew6U5of6BKga1KUXhf9kiAcnL/b66KFJjoy1c32i8lQuhnXfEyWVJ/ +MvJ1pnWJYDEnNLF6gwI73/Aqb143CVQN1oLOS1Fg2niHMOnpJDjdjSm/uEaK +35LhhuL7ZGirepLSdIkCUy4atlDQToGIEqYreecpMHPd/Ar/+hR4k139J1SA +AltUsdIZuJIKosm2Sg58FJjveoAGm38q7EaKtbzipsA+7qGX/BOpgA+c1r59 +kvT85YUhmss48PGMHhU5ToE5v/JtTTbDgbaLpgn7UQps28JhmCoBB2dsmDd3 +mEjP37hoxNyCg3lzvOMQPWm9X3sYVyzhoPDN18MEGgosw/Ri8Am6NHDSu/IL +R0GB7YvxqzGR/HRHY+aU3z45Fv45NDGa5Cv2uzFJn7fJMVv3409aSf4alNMS +1VknxzSnQhqjt3CQInmkVHaZHPNsVTt/tA8HlpcJCoLz5Bj3Iv/187k4uCFo +18Q4TY4dZZ0wX3TEAR33Va2VMXKslV9u11iB5L9js8N/h8gxx4jPKXH7qRDO +EPuurJ8cszHM20xKS4XXlNrrsd3kWHyz/OFvaqkgsn3E4WcHOdYTYIBTmkuB +7UXCIdMWcuyK2YAKuV0KVE3Y+as3kGNvIl8vV1KlgNfAVS7JGnLMOC9WLdYx +GTQ7ZhO4q8mxXSWK7NzVJJit0C6eLiXHvEXybGv/JEJ+EYt8cyE59n1c5xk5 +WyI4ZBIb8nJJ8bREnWx6ngBsEeJDDjhybDvVnyF+IA4GAuaMXyeRYzEZaZMz +zHGQ5B63ejuOHKsoo19QlIgFaWtWuuPh5FhWxM8hvEk0vFSfv5jmTo6d4RIw +uDofChdvxxf6uZLmh6CGqdQGw+atZ7JWzuRYZtcta8qgQPC4VPtYzoYcq/3Q +ydhF6Qe59Am23cbkWPaL5YuCbx3AjlyHBl6TY03ztXva3z6B8uZRn7gX5JiS +L31dB80b6BtzjDXVJseev6U1Pf6fAaIq16mlViXHgmPoXkU9dkePPx87ISpE +Wq+zr5RlJ2OQrBhv7bmz5FhjrNJMkHkcurggbMvHS47VHeWYF9mLR3SG8oNs +/5Fj5jf4bl3lSEbFGh+SNuhI639okZj5MgOdEm+R+DNJhpFZMHFzU+Qj+uW+ +6bxRMuzx6ibuYm0+2kibDE8fJMNiOjzT3vgWoOazZORRf8mwz8cDXP9xFiGn +Y5dqnIhk2F1Va/8vZ0rR+KqHlnISGWanSBXGMY+h1szgw7fiyDC16085DeTL +EbyL+3M9igxjyI7JfRxSjoJHS3jPB5NhDlxNUlSoAqm2T08x/iDDzkwMF/FY +VSJxn/UwGhcyLCG8MEKtohLx3aG4d2BPhhlOf2+tpa9Cu5X/ZS9+JsW/VMiu +H1iFMnKUv7QZkmGnV3rttgKrUbipunC9ARl2XaHZVKS1Gv04/3ygSo8Mu/GR +i/vpYTx6EftZNv8JGWbMvaH05jMe3dNzXk1/RIaJX13vuZ6CR1InvRMS75Nh +5zj+6vf34BGbfwJ9iBIZZq1oftX2KgGR3c8u9ZUjw/aE/B4b6RHQHH2ZiRsi +w2jiolgZXAmoB1/D4yxFhi0v/7iuiyMgvFNHq8010ng+TKxoNRFQ9o0hF0sx +MuxAd5m4RcrXkduz4u8vkWGCo+oREqR87pG/OfnqPBlGsNkpZCHleysLqjBd +ATIs6XHLHweSB6J+/fc7nI+MdP9TszmkRUSEwouRPdxkWHd8F63FOyKa75WL +PsFJhl02vwAFX4mI/UAzVuMEGaZS7an014OIbpw2iQ9gI8NcNxZ8W0KI6JWC +c2LrETLs+78HPdFxpPe/CU4+wkiGcTxdTFRKI3nOPS313iEyjO6XS0M5yVN9 +6RVpHtRk2CNqAyNmkqcoW7syasnJMFrByLFLJE89nu42YNk9gNDRU5unSeU4 +Eao3nqsHYBgbFzNZQEQrny6+OzR3ADFHmkQdSf3J/tE0+zZ2AHXuTLJzJL/5 +Ujpbkg8cAIeiT94FUjyDKmlWXzsPIIKFu0yOFO8lny7brcYDMB/f6hIhjceu +k9zxI+EAPp2Oql23JaIGTuFvS3AA3e7+SUFviYjTQOPn+8IDqOc60nRMk4je +Jjt4TmUewOmUorEPskRUvJDi+yr5APi00UAuab41bQ9CdEIPYIPeIHV2lYAS +K4Qiuv0OADdQ2zLdSUDrdOoxj91J77OKte3JJ6CAX0kpd20PgLNP+GSUGQGN +9Lam11gegOdO7G97VQISPb2XrfD+AIo86zCD0wTUlP6wREaXND/OXJQP6vHo +1JoNFGkcgIDejW6DCDx6J5VQefX+AUhZvSz1N8EjeuJ23YWbB/D4MfWy/iE8 +UhyK7eM6Tep/r5zdTqga/RJoHAzhOIDUjp+24nNVaPT95uixowfAJWk8opBR +hZy278wxUh1A5RmRePeLVajs6Pre3tg+jL3czsJxVCJGbR6KLwP7UHbRXepY +awV6FqVKs965Dy/CCs6e+lGBtoUjmeYJ+7Acoex1fbEciSsqcw8k70Ofj1Fa +SRaG0q1Cb5a934eh5OdPxWhL0SAWth70ah+aXIh4RoUSxHroN85cZx9og99e +0nAsRp9DIk+cvbsPonfGvqSvFaKbxXGL7sL7IENuZrzRnIfadtKjtGb2gLCr +X2TZl45o5DM1xEb2IOaWWxqZfBqS8MhiYOzdAyYXlt0PuFQUzplrhdXuQZj1 +8JNjjknotUzRA4GUPbDjzBB5cjMGbdpVkq292QP/iNfSUtd/onOEqvzG53vg +a76piv/hjJ4x498lae6BGf/wLbYuG1QeSfz7VHkPlM1jOFwtniA3rCGzQmAP +Ct9qnG/ed4RSuqbX4dx7cBrnf/nY3ndYeNDM+en4HijW5Zk+GnIH9aHWH0K0 +e0D7yFfgPs4PuCj+PvcZ3wWC0cBQ3acweKDazW48sAtvaDF+beff4OTXUy/X +uQuyn+gHKBwiYfx0v8RG9S7EfNBSE4mLhhNvB+ab/+yC9Vq/7p+fMXA7519c +St4uFO8nFpe+joVMueEjuvG7UFjy7N53mngYdh/BX/u9C0o42j3Gmnhgax+1 +Zfm1C+Tap1acnBJAkXNcdMZjF6ZmBJwJoolg/XJissplF4K+cFpBdyLgcJMR +Eba7cCF48r8Hn5NgYHVK3cpyF1omci4/P5wMst9msfMvd8EEUX+PZk+B6TCy +4z7PdsFWOfIm4/cU8Mtme7+qTnpfv+/XidkUkKwRrNS8uws4saxR3tupMPJP ++r8/CrtQZFX6MCMqFTzWH5jy3tiFkj3RTue5VLjC+Kr6m/guFEjvFweQPNXH +Z31y+uIuUL5edPz7Dgcukp7m9wR2oevB8QnFSBwIP4wmZHPvwnX/kaG/RBy0 +G+ZxHT+xC9xRfAk/pnBga1fzwebILuAJrXEPydPgzK/+mn90uyCwWeIhciQN +6lOXuOXJd8FNeFGVjz0NLCuoPyVt7cA7myOHhY6mAWf3f/UMyzuwkf32mixt +GlQvXDhtPr0DH78tWJkt48CERtaqY3gHRpXm8vPbccDOpdF4vXcHBuWz2f9L +x0GZmPGZiLYd4C9e2Q63w8FrVbsvFPU7UOjFRKmiiAMmfb/m11U7QDnCQX+W +Ggf5nxP460p3wC6g7axkSSroehXbXsrbgcdDD+P93qQCTXxjq3/aDshq/WaW +ZEyF9JJhwc34Hfh3+8hpmeQU0Ghdt3sWsQNk8z6NydIpsD9J34EF7kDyl8jr +3oRkSDw4df6s9w4MeV0v3FNJhgfsYo4/XXfgJKN/A01VEmwKK3XN2e8A1h8n ++OdqEihrmzrnm+3AmMGwuBNZIiyaOXdzGO1ATnQgfalWAgS7Bl2y198Bos0R +va2UeJjKhV4lNVJ9AP/poatx4FfXdhmnugM+BZ9CwDQWJIcnXI/I7UDBx+yw +QzEx4MZ85Eq32A701VUyqi9GgSj/GTcZ4R2YfWS27cMQBT3SEoPRZ3bgk40n +/qVcBJwzfu5hfGwHlK4LqN01CYW6qszRnfVtMMqyXL1z1g8se6skny9sg/uw +62/FCW/gXP7rUzWxDZpCb6/TvHOHd9zkMp5/t2F21sbologTMHx5+OtU8TYw +bQQv00XLo3uXlhVufd2GEPIPHBxdv5BUc8Zs3cdtWBf6HaTnG4wEzd/7a5hs +AyMTI1n+wzBEmTM5+FZvGyj2/YI9zaNQofg/m8BbpHL9w+t83AmI90Z91gz1 +NugkRbAcHcxETP9+an7a34KXHp84XMKy0K690gHZxhb8YLqxtqCRjTrLK+6w +T25BeYxA8qOGHOSmUDRxs3YL0n1WX3nm5aPVOwlcgV5bwJqo6HtCtxQNzRlU +8bhuQeHP9Xkfxj+o0Yv3bar9FlRnWL2yKfmDkpvDCzGzLWDwcwpSYQWkq+7/ +aEZtC3LkiZ8T2jF0e+3B9sfbW5B6y0pl5kw5kghkiiaT3wI91oDHzJbl6Ojf +n/PHrm5B75fTXbVMFYj41OHnzeOk9jyMqYtXKlHeroxIHfMWDIkkfWS2qUQx +v3c6H9Ntgdcc+f0/UIm+/vt05u3WJlg/MveKlq9Cxg5X6taWNknnSdYZvEsV +0uRdNneY3oRXQsbCGpVVSNTgPfzq3YS0uAnpIKlqxE11/jVP+yYwVX4SkPhY +jRjiJxlS6zch9qWkypm0ajQ+bqCN/dmE5PFAC+w4HrW58pLfzt+El1F8Ii9U +8QgT/JfYkb4JYn35fqI2eBRmrL02HbkJayM22gpdpHzLuHC3LWgTLi41Xmeh +ISDpTOeEEu9NuKAakhgmSkCMj04cxLpuQrhxdnj/MwIaWMM98bDfBMr0cybN +LgSUHnwr0/LzJiTFaTa+TyEge6lOOh3TTZDP6mrIaCAgHseDogt6m3CF+1Tt +YUYiWuQLYGV/sgmV9YGEk0JEVI4XfLt/bxMsdzUMS0ke8TP6UzmuuAnprZci +pki+e8Ggxtl0YxN2y5cqI02ISDRj3LJAfBPcZMkCeh1I/lKzaYi8uAkm7R0X +Qn2IqH2Vmf8H/yb0XrU61v2b5K+gODuzU5vQXNonFphERJaS17s02Tdhp0K6 +qymTiBT6Gy7dYtoEmhPaOS75JC86vPghRLMJHu9zhnKKiGj89MYgy/4G3M9P +GnpG8lx+tfv17bUNcDP3DrYn+c/1DY/f8NwGhAzmP+TMJfnpcN507dgGmJ95 +ViZG8qNguopcTv8GhCl6reFjiWjzwUBYWMcGlItQWHYFEVHNisWqc8MG/BfW +edLwJxGFBtLefVe9AY+2lK5YWRGR8fXwePU/GzD/Qd2I8RURSfWJ7EvnbQDX +zv06oftExGBfrXE2bQPQtzeNzeIkn/JqZzDGb4CtO4cqDScRpVXN066Hb0Bg +7y+rxn0CsjN0fj4QsAGCnazrF/4R0D36E0V4jw1IunoCE/pDQIv3bxkH2W6A +AmcgC4MFAWHLHRX2lhsgG3vrw74yAfn+Mj755t0G0DbstsVxkXzX618v8WwD +Oj8GqgpheERhJ3iWV30DWt09eNi9SPuR58/XQ3c2YCvq/Yd2LTyyfD1+sUdq +A1jpjw6PT1ej/CUJX5uTGxDzvrRVd7UKfQ9omDI4ShpfZfLhlqwq9OTaC9k7 +hzdgUrl0Qu99Fdq0dV/h3FkHTvSY5mCgEknSDTwu61mHmCdtV5zTKhCccuYg +D12HCvaAJ44UGKLxOXfU0m8dFHTO5dE/BXSHvPXwhNs6WDilTgtllKG/Izx7 +9TbrYJpMG8Sg9gctJ5X9C9ZZB3m/0JO034oRv9h2nAjvOrimSqT+ystF7+Ki +f8f+tw6qBUU8gZs5KOeYSiA76zqcUrIXuCGVg25uBrnuUqyDrsaTvVnIQlp/ +rhoTR9dAuvlg+IZ/GvJQMr/0PGkNJpS02Lmno1Fr4QnBtihSuaE3yvBrFPrv +HMajGLIGUvMzF8z4I1ACAzOrsNsaHHYR7DbxCkZYC2514+0aSBrTGHFruiMa +OfU545dr0JWgb590+Du6m7sz1v9sDQQvjCVrNTmgnkDVrsq7a3BNYD9fRdAY +rTydLPK+tAYaZ5WfC6MvINngnU0huEbKQ3QfLnc5gsONa6kfedZgkal1WMj6 +OzDwfg9/yrIGfcvrscnW3sA/zmcvsLIKj/INeWcvBMO7J3WfQ2dW4dfZaO6I +c6GQQ7QwYxxdhXRLhws8HOFwM7Vcf6Wd1D6hgPZ7cyRom+nJQ/4q7JnyeMyr +xILLSP+8d/oqNCgaj97liYN0jWchzxNWQX2GbKx2Lg7IZbTmyQNXYflFVELo ++wQ4l9kV3Oq5Ci/lCz9kcCeCOp+GXOy3VVA7LnX4NTERkg49Cpb/uAp1n4JE +7+4lQatti+yx96tgmDQydvtnMuwu3J8be7kKUVYe2T8OpwC/QWNQ/rNV+O/N +gN+8cwrc77wj66q+Cp2mf44bL6eAlUrd7JM7q2ByhPh2SiMVYkpVggTlV0FT +RkLjWVYq1F8i3tqSWoXzGY4yueQ4WI9RnK0RW4WYi2lCo0o44GGvDgw9vwo/ +rM3wg844UP0pd+st3yq0v6F4FZWHI5175TNSJ1chgTF1j6MfB79NbwYyHCXF +48J8WXUbB/jhspv99KT4Fa+rCDGmweJjmZk0ilU43KkpmXcsDThqSn7Zba/A +tTC52FmS1+SlJW/eX16BD+O4hiaS10wyCqe5p1fgzGGO9OdLOAg+fe3X4tAK +TAf4jsQ046DiVx4q716ByTjqgrB4HMzQXZn2bVmBbS9rDjUzHLDZZge8qFkB +057hxEYRHNxYEEFi5SvA214deXIiFd68yJiiLFoBhxnPCXn/VPDruBDQnrkC +X7hjaDWvpkKpMu5GfNIKHKu5KvSyIQXGS85NfYxaAQuezqNfnqbAkUvJ/orB +K2BNun3i/iXD9RiBG8d9VuDV+0wjJu1keHEsYXLCdQVWeDle5NcmgcePM/6F +9itwiULqWsnlJBg04Z3UMl2Bz5MrpMtnAtAPR/qdM1wBqyJ2x7ULCXDl8SmZ +Hd0VwKneP2RpGg+uUif9wu+tQE6y2oFSVyxcpDsm/e/CCkSgt92UN6JA08Z/ +POPsCgRKxYc8/RYBTvMsvg5cKxDtcGjJ1i4cOtqZxnkZV4B5D1ysbwWDbTSd +z8vZZeBniFKUE/SCBDZXyaujy/DjU7fx+ds/odmVeoy6bxmEaDRjPjxygTMm +FJKJdcvwkHyFq+SiJdRJ7o5MpSzD6bmeuJmNT0hS4sy/wZhlkBDyrL2364CS +rt7p6QpdhrEIzqVS7+/ou0h4c7XbMtjRhPReXPdBsvzSf6KNlyFSbkl9ICsc +FbLYBmqdW4YOGb+XOxEpSIA5zvfB6WUoeH8u+agIDgUy1HsocSwDd0thxbWK +NPSBltP5Kj2p/et1d3XLTHRxr8SUZXoJNqxjPySH5aC4yR3lmuQl6L38duBL +axE6Os4nj0UvQeVQTndJQDFyGrmNCkKWYGvQ+oPv4xKkNxB2Nf7nEqRXypc7 +tZYijnap045GSyD21WBYIR/QzxYDLiv9JRjIybm5dQVDm43uJ0y1lmBdbqEo +3hNDnTW9TDoqSyA6qiesKlWOfMFmR0JoCZqnZK7e/l6ByP7Erl/iXYI1fVrs +aUcFMimuW+L/bwkeH53o6T5die7knZxkO7QECSf7iPOFlagkW27kMPkSBFWt +ypqQV6FzmW8HKLYWweJkfYSwchWiSy1pX5xcBHLBQRnJ5ir0OWmkaWJwET4E +NGlYspB8FX+4buDvIthRXiSrfFCNKqOeltcTF+HC5xdzn2qqkV3gTlpS0iL4 +9sctS8Tg0YsX4irnohfhi2RTX28THildNB9NDVmEWiP1pcAdPDqCH+fIcFuE +i7JXL9+4S0Brvrz5Is6LIBgo/YD7AwH16Dx7mG2zCKMVlk4UQQQUu9bimvdu +EVK867dK/hLQj3IGvmuvFsFE7In2z3UCeuepVFaoswi6GCeNEisRPdRy0pLU +WAS/2GvSS+eJSPzsn9WSe4tgypvq7CJHRBxLG94ySotgFtGbuqdJRAeloucB +LcJprr16rXdENPrjPf6mxCLsDH1WDvxKRET1JP0KkUX4ekmuJtOD5AmekV05 +IdLzTOLyiSEkr81yBVfzLoLY8Xubn+OI6FOhppgSxyIQRGdNeEn+eeri30hk +XYRhVVrbmBwiuvmg0Uj18CLUDavf2C4gojOch6jrKReh18+QW5DkK9Zm15th +mwuADCrbzpPKvYZ7nyKmFsCSYlKbmuStuAOLtOieBcjufHCQS+rPJGhyJK5u +AeinjTWkSO+7dkmXI6l0AUyzHW6GkOIhI7Q9SE1bgKLCsMkmUry1uiqu6REL +4Hv6WdUgaTz+62V/srwXIPUM3r+BNN5nXldWcx0WgO8ltX4waT74+VPOFZov +QNR9fgc5kkcX/3Drl7xYAGrraq8W0nwWPf4VVPZogbRLcz8oCBOR0xx9Y7n8 +AtzcCtKNIa3HnW8OVNVXF8AIWRJmSOt1jGtdksi/AJqnJE3OdpM8nfvWvO74 +AlxxldV+VERA5qMaAy1b8+BzIOn4m7QfJG3r2Tqm54HndvO5StJ+oWKTvf23 +dx4KhlLXFs4SUKDchcKBP/PwxQCHWTbjUWkMpd+M4zycrRh0amXCo2+S1sR5 +i3kYEVxO6uyuRvda5/eXDOYh8Si7HFtsNRoi73m7qTAPfG5COVoi1YhGP1OB +mn4eflpgUTPiVah586wt3c4cqFI0NAatVqIQn7Dsw7Nz0Ku7ewIyK5Ew9p2b +tXEOZJht52LPVKKH3Dpbp/zmICdQY79tpxwNFzv49zvOwSmrQzY1ieXIQiPu +Qrj5HHSfNhd/pFaO/Dxn9P97OAc9fAb02rEYat2xrj16ZA4Ipyq+2b0vQ2p/ +A8PovGbhiQPXcpReIRr+UHyV8HUWWtnaFhODCpAF80DTt/ezcBOXNJ3bmI/8 +FM9SUd6dBYf7MPxcMg+15ua82zs8C1QdnsOuh7ORmm+zzPLPGfCuKeGffpGI +hoVXuzKtZ8DYn8ePojUeWRCPW5gazUBo7scvInJxyO9AN2FWeQZU7i7crRUm +ee39HNME7Qw8ZO/LDVMKRC8OsSTHb0zDMPsl4b/q/mg57orcy4lpCDCROnvK +2Aex9tl8HsJPw6srck9v6XxDaqr0g73fpoGgduWQ2voVGB678CX04zTwQZYK +Y4MhWDg+ZNN6NQ2b0QSTe/c/gV9hsHKn/DQQJy4uhil9g1Z+gaxmymnA2h98 +OuAPgBcVqre9V6bgUd752umXgbCsYzJ2d2QKghqeGwsGBAPrr7z/6iqmgGbQ +a1yiOhweUco7VTtOwQ2XXHrFKzHQKOX5LMRiCmJxpcwq1LGgatkp/t5gCiwI +d5xaGmNBduzNDJvCFLhJ1K9S3o6HMq7s6smrU2CNvyVtvRcPkho7kaX8U0B2 +PcyVPikBRAme6i/ppiBAICeZbywR0g86L0psTcK88air/eckOCfBc4hhehKK +D23aRZInQ4KZ0ci/nkkQCsswNHNOBt7k7D85dZMQfhu7NbibDOFDO0GupZOQ +P/hQfOB9CpzgULB4mjYJ9+3UQ7U7UyBAzevOpYhJ6OrGLSqKp8IR9y5+Su9J +8PUSn/3lmQoelTzkXfaTcON2uLlUXyrQ7Rr1pphNgmEwdYjwaRy4XMnJs9Of +hJ3tkAw9PRwcvNv1VlObhEM3uiXq/XHwJV7BmF9uEp7lEBeMgeS7fi/5bbFJ ++HdrjXB1GAcW7H9PNZ6ZBHMu1XmBXRzM3+Pdij42CU70pTUyJK8Zuxq3faSZ +hNljNTuWJK+NQ06aysYEnMmof17PlgYvNndduSYnQPA/wSPyh9OgX0TxxdLf +CbARRs/6//9/MCNv6eqaCfhnrNIaSvJhe/Rf9pDiCZg23rjuUISDBz28S+9S +J8A0aTbAzwMH9axv626GTwBTPeOpvxo4UL6dG8/mOQGxTrHKmidwUOW8Zz/5 +dQKeU6rByZZUuFmqqF1qMgHkRmMvhB1ToWTV+4qP3gTs0q0o/xJMBfEL3Uwv +H0wA99b94heEFMh+dXrq2q0JcNh+djlGJwVSOnN//zs9AfTFBjQ5ZsnAz7z/ +OefoBNzcvYLi55IgRklJzZVqAp7Sd128/SIJQgq7aS6Nj4MoPiaaTCwR2JZO +D1F0jYN1n4SYpHcC+Ai9K+kkjINQRKyfzUg8/AjdN7VLHgcNG91jnyzjgKpN +SVUtdBwubptxvciKBYfDvmf43ceBS74xr2Q8Bj7b8nU3vBsH5RuOtEJS0fBa +V1mWS2QcGInyQXacYTAc6Mu5xDMOz2LQIp4vBHSbetarWMaB//oKzyhXEDy+ ++T713coYvA4lYyub8QP5035spfljEPYyrNBi1hm+6/5Uu50wBmc0q0XfJnyF +mlAHn55fY0Cb39ZKuiLDvaOmDFuWY6Dz2BYnjN1EmlR3qMTFxqD486oCeu+K +3o5Tr2ZkjAKNsWLx13/RyC/Fui02aQQ8fZujXpTkofZxMxax4BGwyGYMqXDN +R8f53tyvcB2BjJDR4/cfFaDwMI26wdcjkBCOv2U0UYgSPMQquc6OgOvMo0eM +ZKVokniOPI1tBOy4/2FSFaXoPPVpJE01AmlTbSf9nf6gzK9HSrRHhqG/tS8J +7ZWhYpO57KDoYXhU6CsbPoOh3ZTRRX7fYZiqZ3+dIleO0ETvxXyHYXgy1Viu +HlqOqvRqU9r1hoFv486cglwFanyQGMNyahhmKF3vnXKqREc8IwajGIdBOCJ4 +3KehEj2q+XVKZG8IjEvFJq4er0J/b7mE3usbgpPaotYTcVVoSFTfzz10CExM +vv/EJVWjdOdUc0O3IaDma1Z5MVKNvrSvPZD7MgS6g2mPaDnx6OgnN+YdrSEY +8/h2aPc7Hg3i2+c7VYbgIaXlrGQRHuGOczdmXx8C23nHn0pTeKRQlONh/N8Q +aIoU8+JkCYiVfv+t4qEhuK9teWz9LSn/aivfPr01CEk3o/OX/AgoJdXv3P7k +ILwsZpsILiCgz7t9h3r+DkLaKZnxMVK+lr8rMJVHHIQ4XXq1ti0COhJhTvQt +HIT/VPECz44TUd98SeL7JFL7/v4qG1EiSkY0rirBg/D+S9jEhdskH/k8eH32 +xyB0TbVkmOgTkexQqAK51SC8OWoVKfmRiJhEx870Gw7C5dtXw7y+k/zjdImq +6MkgpPINTBv+IqKkNuuRAKVBqEsful4VTUSWZ6oqzK4NQi5XYlB0KslXH5li +7ggMQltG7+f9bCJixGs6Ch4fBKexzOxukrd62GOfU9EOgtYs/TdRkq/uNPXY +Y3P/oE0m0oeOVB4zM71h1fAPPN5S9j0ltbdjpdq7lPYPktlxrcKk/o7nBpdM +ePyDDtY+edsUIsp8fOFL5Lt/8F+Bs+HtKCJS2SiXeHLnH2zqH2kP8yei4WCN +DSbhf2AjIfzD1IWIbCRn8vCH/0GTkMkY0YKI2PrsLe1mBoB0qmam6JJ8+ZVN +TLxuAKzesR49oUxEitzJS3MpAzDjGBTIdomI/mEymfFuA3CH2UYw7igRWb1o +NdExHoDffrzH69ZI6xe/M1MvNABRO8YCy9kEJKfkk+JyaAD+leXidz0JqG/y +jJH0VD+MFBqV5rwmICbhe+OpSf3QkTSUiVgIKLFhOM7gRz/sfGg4cXoEj26a +fjY4+aYfhDSeJtZl45FFdtSgm0A/SG5bT/rdxqPD6lcjZWn7Id+RuRFjw6O4 +tRqd7fE+eNxdLdPZW406JVZ6jBL6QP0RRU2vQTWSBIUO5bN9QFbGn6/3rAq1 +Pe/xJ6Pug5IrK8Udx6rQOwpTtcLRXvjP09LKmfT9RCgENwnE9YKtaHZNzrVK +RFk/XUPD1wvpbk2a+ZvlyDKxlm6KqhfQPk6lL6UcjTqlKNWN98CjmzIpNU/L +UfV142rvlB7Q+3HAzl+MIdfEKeyEaA+8cNzASbWXocPOkwXnbnWDQ/99bWtZ +0v1Ocjz+nl4XcC64xX07nIpcjuFHRW51wfHzLfTOAclodTGe7yhfF9TfWqvG +n0pCHYmvorvGO0Hr2KT43LV4FHRsLPy5SSccGlqW/EIViU4ujfhbfO2AxVjL +a29+OCGP+spWdb0OWCja+qeY/wXtJsayXLvVAcF7h/Vk7MxQv66B9w5VB1yR +F2AR4r8DkfXDbi4e7dDuy26g9dcFjiRV1Lw2aYc+j6wXsW9+goNzDJ3Kg3bA +WW/P6A97gr7ki++MbO3gZyQ9Ma7kD3xJQ46BYW3wOc/WhFY/DHjcuX4sfGkD +5pdbLsdMf8MpEy0vZe02+F7a0iL2PhI4rrSEbp9og6nWANqL4dFw4jhj9KPN +VpD18jn0yikG2LeVE3FdrdBjlK9I9zwWWDEsRzewFa5xFzvSkMfDkdjdooKP +rYA1qXucqooHpu8S2JHHrSB54tE6p10CMBhZ4o2utILTxM7wyMVEoL+TWV9x +tBXO7hotanQmAt2l2daTKy1g85lD+qllEtCwCnZbtrZA1bCMYRddMpD/jRzj +922BJgs19262FNgv7p2xN2uBaVd/2yseKbD7+/jy3/stcJixWT5rKwW2HR5t +Xr7UAmHnBu/f0EmFTQPvfTemFpgboIqpy0+FdcU6qtG5ZlhbtOpRpcHBqhDt +YZmGZvg+AVczbuNgmUGOJRDXDNHx2d5z33GwuGB3fMG9GeCJyqvdApJ3Wou5 +lN82g+2b051tAziYzVvni1ZthmUZfPz7HRxMB4ue2xZqhjn3ROlqkocmbUxE +Hh1qBkaWwaQukofq/6i/12xpAuGY5IjYo2lAdK63pvdpgq8m/lZCtGlQpSL/ +vfReE/z6+OHa20UcAHOpnwljExBE2JzeNeGguEMskqe+EVS/RsSJxuEgPyw1 +tdWtEb7+A+8qExxk6/MVuqg0wrdbnl3nLuEgXSCsSpyuEUSfnc42HUuFlDnW +lkl8A2SR769F+KZCQo5bf+i3BjjidfIEXiwVYqwppu/IN8CHuhqh1boUiEBf +1vcpGoAiFnVe106BUOpliqzyeojZm9dLHkiGwDojZgOHesBkA39raCWD5xMt +QcJeHYyWTuiXX06CH1wtV6xL64CVJlon3TsRXEaUb523qQPRupaFa6MJYGsq +oe29WQunZiYsfMzjwepq5utbBbXwI8Z8PDQlDix3BD6sfKwFI58Ls4U9sfDW +9bjHk5UakLCXDcnniQHtyPU/3PNEAIMOk/fe4aDxyqS2BUeExAE319gvoaB2 +frzT+S0RUtIPqxpoBINKQcfCxCQBHg2Uqg0P+oNEUy5v5ggeNK/XpAgFu8AI +XeXFggQ8nK8cq6assgcv2RapMiM8bLRPeZ0T/gQjeXOP6xeqIYb7RenBlhx4 +hfO7Te5Uwajz5nlJdWc0YhS8zMNWCb8emj5NLopEXIc2v/P9LIOa8lbDy+U5 +yMKWLfoycxkUhPhzsTrkIuKCSAn69Qdokxyqvt3IQxadRgtPo0tB2ltZq6Qo +HxFje58EFBXDiC5X2ZeEImR5AwSpp/Mh6ZfKrwBZQLVZvbJHzfLhDxv9S6N5 +QNxnN5/xrudBlIsz8eQdDNUevuwrQ5EHYTLuUZnLGOLujtn6yJEDp894r2Vd +rkCWd+CoS1Q2iDY97pWxq0C10HvBjz8b6kcmBt/WkOoT2F6ki2bBTONxQ5en +lShgguFXw690AFH+L57vq9Ag++eBnIQ0cK9S3mrEVaHzikMCoaTvxOMH55GP +01WoIi6v+HV3CrjoPmdpfF6NmNq5qe5OJ0Pwt/tHzEOqkTal212xnSTYlmNt +1WyuRkv6uoMHnIngvZB0v1sCj6R9iULjFxJg61HNroExHv3ARD/U34iHn48l +Hx4PxSMeblqaENK5pHGs5NvACh69u2d+3948Bm4y8qqNcxFQwdfe4FdO0aC2 +yRe1r0BAvwv1nrxUjgQ+HRPz2z4EdOX4lWkR498gF8m8/pGUP+s/0n3dcw+D +qgAtst+tBGTQ3sdcmxYCJTqsMqWLBLQtmhUT2BQEVw1nI5oYiMjP99tVg6Vf +4LbKotfGT0RCi1rES0cDYOJC4l7lDSLC7l18unvFD2pjZGUj1IlIM41inqjh +AweXnknrvSGigePp5OeXPOCJZLYc1ReSXzo0BKqu/AQrkfhNt59EJO13cEfH +6hvoK/2UXwokIuP7SRbrJY6Q+3pe62oMEV3+L0aE+8AGhKUGch+TPOTlv2Lz +8LslZL8+cvIhyS+dJ928aE8agySBLZyf5BseXm3Vv2oakNf4wbejiIhwHfa8 +X27dQJ4TVRE6JA/tUHum1Ra9QHvDxVllhUQURffxcE6HGUKm/BRbuUQk58WH +OdyzQp9+zbMwZhDR+NFWy3sEe3T75gFuJ4GIqu5gbExRzuhnw4Wp6nAiCvQ+ +vmD5zBUZph/lf+9DRIatJjW9J9xR1sl/DCuORCRxDB8r2+GFBkf+89EyJyJq +HBO0K/uis09fz8SQfGRyV1KYTsAfXf0kGtuiQhrP/KsQKepfSJpD32WS5E3k +40tjOhKIctOmYqf/I3nx8p8PMeXBaG39vW7vPgFZW7LdO2QXjh6YunwJqiCg +4WM3S6SfRaA8hXcbxtEEFN97lU2CKwoRVkfkZexIPvqq7/h2Jxr168Q4L10m +oIq7G9e+Tceg/nuqhf10BPTplOd8RHcsQidGZPv78egfFD5tLYhHllh52QUn +PArwucc6m5CAtq/pU7s/xCNl/VEidWAi+kG2q8rGjUeZFEfEr1smI68GQwl8 +bjVyUjA8EiWShugqLf9Y1lWh+m5OD8or6cjyt1Pob9cqdMykldbwWgbqFyYT +nrxVhdTrIg7YIzNRheReD1NWJRpfObTRH5+NxtiqJaa+VCB6hcGxtzn56IFa +un6FN6CLzCWxXFcLkPO/7+t1XWXoUfcv/ab8AjSt4ENZwFWGwt/f7hctLkTH +3JrTEmNL0aXA/PYtrBj5iCccRWFFSH3Co9K1sQyN6AmvvFPPQVZZho7XHwCa +aqyJmP2RjX7byKKZFkCEm08Cb/7JQiu0tjqJxhjif8j0avxsJpIOv9xNb1KO +rs45a+itJaOmqvDmFstKRDHzoC9RIgwNC7llpORVohF5r+k0qWC06vXZy3m9 +EqVSthBmFH6hE1pqd65aVSEZ+y9ne0e80Is5WmKwTTU6Rx0XoNtmhlaPfQA9 +JwL67zoHn5yED2jS1v4eKSOgKJl0S8VXflCyyWNruENAJd0HNDzfA8Cpt1HC +1JKI8rO/CZ+PCYax+rPHVzKJiCH6dm5deCgol9mufZojonvtS9Y8buHAHH0u +2+51DRK+tKA4yxUFFn6OPhSxNShjOau07yAKOp3/mnz/V4OU96I24nqiIfz1 +9/NemrXo+J2v7ApfYoFMs/8Q669axPDmeNrIjTgwULky+aulFrHNc32a2ImD +c8LDcb9V61Dw0QSLAt0E8OK67szrWofcpcVK1KgSYYnJRz++sg6tGFMYLkUn +gjrZBBIiq0eMNSvFX68lQeGSzKk06XpkI157YqQqCU6OBOyKWNejx3sUFEyq +yWDXPtOTm1eP7vV945jFJ4NCQUhQ6cUG5AVnztglpkBS0uLHm28bkNGt09xH +D6cCQ6iSelViAwoIM9fnep0Kpu4RosqjDeiFQo+OT2EqtNquHannaUR83Nr5 +zylwIG5yZ+G+TiNKjs+XcZHDQYhebENbSCNq5BndXLLBwe6D7dQnnY2II0yW +JyYVB89lH7r1sjYhz8+ZPF6tOKgSS3qjd78J9dhZhGeSvCNw9kBxxL0JgfzS +W2qaNHBj1zhrSGxC1HW3I36ypsGGc6fjR4pmRHsPrKXY0yBpl9y8gKcZfREe +teFgSQPtjxeeb91oRrtDoCVAmQYM85r3pXSaETUr7sBgFgdlr11ufLVpRqEJ +rL5t9Tgw+5dxAUKa0QWGA8MvJE/xavZykhc2o54QFzbdDzhobaZhkOtsRopS +20+/XceBi4rojstqMzrz+bDE5noqiFfoTONZW5D6SkQHpKbCpOTPbrrLLejN +bz//8SepEJqTS1S934Lk4+6SW+2kwG3hwQKP9y1I4qNgv0Mgya9xhxMb3VvQ +wmoKK7NQCqRzXQs8ktKCDolGF17OSQZWZi/LgPEWZBlSY/spPQmqXIsMOqla +0Ty7gWcpdxJ8JBtTO8HXimRkVOcHfiTC3yWpy+F6rchGTn+RQS4B3IwNeQa+ +tiJbi1tfFQLiQXrEj5knvBWVfog4n9sfB5HtU3Oxf1uRcnlrSohWLLwuCEpJ +fdiGGCPbZ5mXIsFN0LD1k0UbsrhXSL+9+hvSQ8S3b/m3ofZ9/O2SyTDYsOlQ ++dvehiadTPX/iw6CHzePTlFptqO7twybNco8AJc1fKTZqh1lffdpU+xyhZbT +2RJhIe2oMDwlvrTDCTioH/643NuO5oUF2TYZzCG1xktAV7cDEWKJ+odefEHN +krr3hew7kNbk/epH7U5oNfXC59XIDqS9nbwn5v4DSXvV492GOlD4Q76QzeN+ +qFGN/nXBy07k7vCVqMcVgRZ7v8UdeduFPE1fDUtFpCK2u4/re9270OTMed7L +EmlIouzMagKuC3U/qnzL2paOHKMq5WTmuxBd2idTJeosxPqKfMTI/C/CHz3f +7Sudi67M2/JWfu5Gbb4MOXc9i5Gm3h0Vr+Bu1Dkt6XVCrQTZNp801yrqRpx3 +T3xUPVaKqrOLsYXtbqSodkXqVeAfpPF5U4/TrgdtKytw0N/EkDWZZcRHl16U +Eflas2imArkp/3ZOjOtFMZcgY1iiEoX64N90V/WirRN9OW9cKlExz39iMtR9 +qPnv84Gn7FWo9o3sCdOzfUiLpUk6m3S/7sl8uxel0Ic688JLrkVXoe2bZQSq +732omsssPP5MNaL/OYETT+hDvz/mf7Em3c85Wo74vcH3IStulo+PoqqRlL7B +s3qafnTjptyR1aN4dCfZ49Y+fz9SUyfEJani0bOlPH4RpX4kxeeGkD0e2TrS +Lfm79qP3sxJ0y0N45FFzubM6sR/dS1Zq3GcmoHCWpyUbhH703w3ZhkYpAsJp +uUQJTfaj0XefLz59RUCl0WnfntINoOT89I+/PUj+muo09hQcQCn25528swio +7zLZA1AeQOdno73PtxPQXrkaB9/PATRM99f0Duv/arrzaKi//3HgDDNTyE5S +SVEJaSPvIs8rJdEiJcmaLKVCWZJCCdGChCxlzzpKslPXOjMqoSgkIfs6GPv2 +fX3O+f3+vOe+Xvf5vM97z3k97pmZ1zCBn+feyrl0op3FHcLYyQQpgzfd/jXt +8Mwy4GSLNhOUor/VFA4Q4+9P+eRpxgSNrpm3g6v/Qmd4zMX3hDdOyW8O2yD/ +Fxqu75x3esgE81u6d07p/oXFvduai0IJfxQ7m9+3/wusmKrngXFM8CK91sp5 +/BfUhyW3t6cT3tKly3Vn/AX3TvOFvPdMiAsdWyP+5S8MSMs3CRDeym6VmDw2 +9BcebslsHyS8ZSm0ebiU3AGNIfQ32oS3ruTltTeJdUCCxI4NMoS3nIx1G0a3 +doDem+Mv739ggvtSeyV1fwd8XG1ab0Fjwv0E53xp7Q4gSSh3lxP+Czi6Kv3A ++Q74p7DubBrhw5CBVzEGth0Quesxh1gAEyKf7Qm65tYBozITe3luE57bQ7/v +698BIaonXzy+THip6aLz64gOeHf3k2LUSSLfO2M2+SkdkKctfv2AChMKN/pe +qMvvgN9Gxzc5ShKeLZfQ66d3wLqGZheNJQYwbbIOcf7qAMlNCguZfxhQv/rw +bsm+DrAeaIorLWFAx5lrYieonSDi9qWhzYkB/VMrVJu1ndDXPMM/e4wBrKiw +ec/tnbA8e51Zu4EBnF0f/7471gnZzSpLlZgOPP4G35lGnXB2+eDyxDM6CMv3 +VXXadUKnVarvnDEdttwSzBAJ6IRv85TBrKFqOEy67HKb2QmBn7e3ZU5Xgfnq +79vu/uqEp3WrLvMXVcFdQc0Wr95OCDp3d7zuThXkSm3S8OfugnX1lfmhhDu2 +qv2mhqMusBBxKBVtr4BVLmdjcgq7gOcYyMfeKAPZuxUn8xldEP+5UeSKZBlo ++uzhKP7ZBS73d6ldforBI0TAppzdBakOdZ1dKp9giPZFqX73P0jQtIJmlxL4 +1qNVMZL2D5p5t/6pKciDweEcl/GCf9AtqNvvu5gLVPbm7VP0f3CBo+RQNcoF +ROJ4utj9D2ymEuvUmDnwXqrUkHdzN1xyzPkelfkOwoyUB+SiuuF36x6bYq5k +yDZPilFM64YPGzQnmeGJ8NVG+NTugm4wDo7eKCCfAGQXVo5qUzfk+35dJZD7 +CtxCaPe0hXpgNC9keaLoORjXyApaB/aAM98Tn0P3bfHbrz3mtKgeoHuuDCtn +u2Lu+pQsdnoPjIvHMQ+wvHH2Tzk9v889oBO0P7V6OBBTuhX9U3h7Ido0PMH8 +eAQ27RtpHF3fC9OeO8vBIxLnDL6VUVXsBZ1aWV8hwltm47vLGSd6wSpzbZni ++1icu6y82P+sF7abdyQp8CVhHtK07p7YXlilbC7Z+S8JW5ALou687YWq1L8i +P3OSMQ/fAVWeul5Y/+AyY0ElBVsKzPsZ/O2FL6l/s0YHUnC+cElj9FgvrHm8 +1+NNWCq+tO7QLQXBPuAPuKEyWZuG8zcslzlL94EPvWD9BdN0zCeNBUp394Gj +X3T7hs50bCVz35xbsw9MDJV0FU0zcOE2zawTZ/pg5cWtglu1GZhfnrQYdqkP +JNqcBP73+8HLOyt1/9zsA+tQ6W9moZm4cLdv1FafPqBI8pD/9WRifuWj/TdC +++DQkXQzy100bK1KUc1P7IO10UHrPzvQcPFBht9yTh+o7AApccIjghoBjdqV +fZDs/71LrY6GbTSPywT/6IOR6lN+yoSXio/w3Pr1rw+YihXl84SXBHW+lG1i +94GBm+TUY5EsbKv3VOAKdz94Pyza+O9/72c4ddI8W7Qf1l5i/CbxZ2FhA/6s +Wdl+4IzQvDm0QMN2hnULSKUfnhYwyuP+0nDphRDdwKP9gPW2GsgW0bCw6Zmo +BsN+aOSLOuYdQMNXLIT719kS42W22BaeJHxl9WO/lVs/uKk0C7esomFR2zC/ +DP9+MDJBesNFmfjqVcPGiYh+UKnOz1i2zMSfrovLqKX2g/OXJmup5Qws6vTr +5sOCfpBq79cyeZ6B7Z0jy74w+kF63jaFLpmBy9yMBUSb++FXqOI95+h0LO4h +aW7a3w9Fl1y13ATT8TXP37Tk2X4IfxlB7rmXhsV9zXRV1g2A9MVWTdsDqfj6 +I6kozx0D0GZ32IYWmIIrHv/tqz4wAKZNtbXV9W/wjeeX/M5fHIAuP+elAa1k +XBVrU3Y7ZgCUQ/UznpbHYyUyZ11GxgCEh9nkri+Kw5HXXv35UzQA2g8qrRY7 +XuPr//2Y12oegK0yknaXqNFY9DtSERQbhGO/eNUu5T/HXv+1aWnJDsJc7/uL +7eRg3B9728Bt3yCYuhexDjx6jEuvvXVsOzMIsdNxffuOPsCXyRsy0oIGIaU0 +3Flq8Qx8vVZQ+Pv1IKSSji3807kB+78bMPizBkHmjPp09qg78MQFdrt8GYTz +7wrzp6f8Iee/GSnNVUOw40WEHvVCBJCuf3/R8mAI3LbAj6XoFLj+/UYi3/Mh +EDavnn8nnAY//1v9HuKHgOwYfbr7STpkkNG3N5+GYGueoAmnDw0M4rJW3VoY +Aq/N7tmJau8h4XuAJ4/rMNh1OJRVKBQAzwHZp4d8h2HaiSR1rK8AXOJwtNOL +YeDbUFDXk1AIOtenC36+H4YHpkU3eUSLgUW2nkgcHYa1z70EZQZKAR0AO7Ur +I1D15qesjXQ5SD951Lj59gicndpj/NCxHDj+1Gmu8h+B2gxH59sfy6HsvuWG +pqQRwFdT6goMKwCYDxoc/o7ApkXzXG+3SpCS/KxhODoCOhPDEXtLKmH5mjBN +bWkE2jiCGdeXK+GTQJL/qvWj0GJ4Xv/s/SrQMKpSSzw/CsGPLu6fd6oGqXS+ +9ACbUYi+GGI7k1YNy/PnxB1dRiFi4Uzbgb/V8Cm2h6UWOgp5JkrfbmrTIZa1 +03xLwijMqfjfM75NB6/Dbl9WZY+CeXrpT/sUOhzqpaQ01Y7CTNpA/PgyHTb8 +d1qktG0UTimtP2gix4DFwJf3E4dGISN4/4+fpwn//P47EjA/CiG/fWQtXAkv +7ZQzcVw9BiYmfDvGIglfeTsxDSXGwNVef5NPMQPuNRSqqG8fg3KdjkCRVgao +ux4XXH10DE5QN0ptFmHCBsZzz7GzY9BgEJgSrsiERYnWwSarMdhwt/rS/94/ +0Ga/5ULpzTHI2Cmw67gxE0pL7asT749BvhhD2ec6E17xf9gbGDwGdo7fOxI8 +mXDPciHOMXYMrvNM9r95ygTTHK0157PGwDdbTO9pFBPUuJ96qJeOwc6eiJNn +k5kgeb6xb8uXMfCa8vSeIzwzn7rBcHUrEV//baEn4Z3WOeuKsf4x6JASkPxL ++KlYL2vXz5kxyNmQvmYj4aXabx6nzLlYUJpUrK1KtD/OSPk18LDg4Hh5+c7C +/31fq7LkiDALnr32rOLIZcLr43YTBetY4Kzz7092FhOe3uLdobCZBUUefL0a +b4j8Y95ZxMqxoBevW86MZsL1qrMRQrtZUL7AGzL3jJjPyMxXX1UWsV/CTu3w +ZsIJ8VdcsxosSHFoVj7kwAR1QAevabMgp32Pv6oJExSvdDu1n2TBTfs/tZKE +Pzc8D0g9Y8gCrxdv2geUmMBXrNheZcqC69EPvqeKEfXvqhf9z5oFn/QVeC7M +M2CY11Uv8xoLzFwyFZfbiPVXXucj5cwCweS2bbEfCR+bfSx87sGCwKVuefVX +xH7wvzTG7cMCldsp79rcif3QnG46FMKCrvwB+/8UGZC24tbJEcUCvh3LZJsV +OuRtO2IrnsCCXTuEbhjU0+GbS7uj5nsWNGSkxT67RoffMZns80UswD/2HhtS +oUN/hfud6+UskFE/5rpjuRo4hUQevmxgQdBiVKN9QDXw/9dBzWphwXpXhZD7 +usR5wiLraUUnC84Jkv7F8FSDctaxiJFxFkQ7drXy+lWB7fF76VrC43A7fHfK +0uVKuOV0XMlYchwoog7O9msrwful+AeHLeOAE7b4qNRUQGRPdmnU3nHwLJvo +WStXAZ8f9NSNGYyD/trrba6NZbCr+NR0zItxaC1WTZboKwH1zvV338eMw8bc +lS7YVgI6qwZW6EnjYOsZcKXjcjFYnX+4euLDOGQvPRyh/i6EsImCDTqN4zCp +dffj+dI8mJXfrMUWnYBQy0C/PbVvgdtglLF64wRorhYP4iPOi0J3Sk5s2joB +nYWhUrVJmSDPMDyvqzIBYVGJ2kteaWB2+fHVeMMJkBcUcyPpJUJFzGTwiYgJ +6G0omFyHA8GYneXy6/UEfFCTSupx9wXWiSvGVm8mINjwFpvf3ws2Lrdtcc+d +gBas9SJa0RrcLel5Sd8nwODrFeunXJ5YoOh+tFLrBCwpXDL6sechThFS8y7q +nAAHYytLya+P8I+Kdzp1rAlQqxl6ftU8BCttjfo9zz8JlJ65ZDKOxNWeZ8v8 +xCfh06p8v9sF0dj055o3glKTwBP6NiYr8RUOfOTjsG3nJFz4pei2Uy4eS3eo +n32vPAlPXI8Fyq1OwPn/zaiqq0/CrQKTTO5/Cbh74Bqngd4kvDJJTBm4n4Q9 +Dm/rbTOYBKu/9ZVFR5KxUEzHZ7uLk4TbC73nON5gjROGYZ5XJ2F6Ym/6JasU +3JQscGfVzUlI5D3/xphKPJ+XasxeuE+CBt/UZcvkVBz1VmN7+qNJ+FtrveMo +PQ3vps7xKgdPQs1eP+cF3XRMt/jA+hQxCY179vHdZKRjs8IbTcdjJ2FOhLs7 +TC0DswXlihvfTIJR4D0Bo9QM/PhqV6xF1iT4nIaaNJ5MvLni1cPB3ElY9BVx +uWdDeE3S6Ipr6SQ021S8qi7IxKechU5yVE1CkNLXBXdOGu758mXPky+T8GBg +0u3pYRq+J+svLv5jEiZZCVtmPAgfeaKF+NZJqGdv0HqfQcPpTfN/FbomwcM4 +6mRuAw0jpbyq/IFJmKqRGpgfo+Gf/o7pmuOT0N+uNXafnIVv/N0R9HWWiIfx +dS3hLMz9X/ctIw42vE5vSEDiWTgmJNaoi8oGmzNeJHehLLx34IL6DQE2/BNK +2j/IlYWZmiKbZ8XZcGKwfV3UCA1bRNeSH0qxoU7vTMmjbzQ8PfFocM02Nuwq +VzIrTqHhp3qH6yJ3smHcU8FlvxsNyyQvfpBRYUPZYEkK6RDhy8X8yLfqbNDQ +Ufi6bSETnzG86XngCBsGAwKGMrMzcX+WglWVHhucH109+MosE3tRerVPn2WD +ZbXvei5SJhaziFdovcgGnq7NG0deZ2BawUVBGys2eJIuzdjtycCHBcWmxq4S +8a2NH/uUpmOn8sBP5DtseLLtsHhzURqWlbgxvvcBG8QMswRZm9LwLwd9WctA +Nnz1L3Lyu5eKNTasfVwcxYbK3c/2vFiXgsdvzZf2JbDB6W4sPnLxDU6u+TMm +msGGUyFvuXufJ2Pe28mGjsVsMLRtBI/eRPyp9lHAqwo23GoeFMjhSsS3ZK+V +1HxmQ7vcIFyWSMDNDXs2y/5mg1GXgWP4mVicooiHmxfY4H+1eeJkYzi++DBx +E4V7Cjh/uP3cE/wCr2n1M9jHNwVy21+8eaf2HLs8OlH4bMMUBPOtWp5qCsCa +XS0PDx+aguRYY5cvDpdw20u2JM1rCm68KU/0Mg2DkNFfJ1v8p4A23V4UeP4l +aB0tuU8JnoKwOotuoQvRkDHxoNcybgrcseWhRtV4uH1SIEesbApOKrwICrqZ +AsJc8se9OafhK/Wan3f0e9BxsLht4DsNpbtP63Sv/QT+07t4pp5Mw8vTQQo6 +jE9Q6cXx+uWLadiVepOn1gWDRnBCRVviNNw64nZ42LoMlLP/rbErnwbdWC/h +d7RyuPVfbvzqmmmQOn979OVCObwr891Hq58G9tQ9ivLxCpBv2Go8/ncaDjne +u3+xowKkJ+yS7y5Pg6vM05dqS5Vg7vGfqhRlBoREQoQiURXEkFZ/LlszAxfX +PFc871MF4iIZY+SNM+BlaPv8O0c1nIvx8EmTnYHaSwprvQ9Vw3MZPTE9xRn4 +XnWy8Kp7NfApDx8MUZuBtF87nJv7q0G3tLR2r9YMfEzcWnFCig6PjjyzbNKd +AeH6g1F/z9CBZKjkL3lxBlwCouSPfKAD+rMs8fHSDEQmjOxf1UkHT5u6TIur +xP0Spjfr+Bgw6+rUkOw+A+Fvz0ifNmfA/mVkfez+DBRetd6y+JABzv5CMwOP +iP7zRxzDUxmQzd8V+DSYaG8cpIjXMGA0ImfDrpczYNOUrXynnwGKmx6+a4id +gRP7V4KLyUy4mnr2sEvKDKBNvYtN0kxI2SXbJP52Bo6fz6UxDjChu4BtV5Q3 +Ay2O3lJP9ZmwBVXPm3ycgV/MhE3SNkywYIY/W66agUqfnV/v3yZ8pm8rnfB1 +BvpungvOfER4qnn/B63GGTg3UiUTG84EiUtU7d7fRP6uCy/OJzDBcOBXc8C/ +GTi6LfDgjwwmhN5Mu6YwNAN8vacqhHOYUD/nvlw7MQPjZ7K2iRIe4/c5/txp +nrjfKP3DzyIm6PFIyoqQZiHFk0y5SHgsIHQwP2/1LNR/P80bS3iMLlly/ILQ +LIT5d3MmER7jTnrSNi8xC1zbetyvvmWCpoKp42vpWTj1QFZ/gvCY1wdFEpKb +he3q1EKNGMKfakthXbtmQYXPeI9+EOHFytrtfqqzhCvEn8kRHlM9EVu8HWbh +7HPF4ZobTHBpdDj5WXsW3Izk8f6LTMgxhY7rp2YhUGio+uYRJrC6BZwFzs+C +yZW9Al6Ef5VudJBzzGbhcrrGrLkwE9I9HyjMXJ8F8XCZ5KxfDEi8m3bD2WUW +sn892vy1gAHRd+rejd2dBdal1cHd4Qx47LpRuf/xLJT2Nn8TO8EAH+cjbtah +s/BHc1Xkf7IMuHvzWmFH1CxcO4IPXZ2nw/UbReotabPQ9+zIFE8CHayvdXgZ +Zs9CWzdeG3CTDmZXqeUNBbPgQLm3XwHR4ZSN4dHP9FmI2jh9evlXNew2Gz9Z +0k3k96ruT8JEFciZSISoDs/Crrpn5LV5VbDZGL5/mJwF+7ilHaOuVSBs+Ow8 +jTQH3KI7S7onKoF9YofFa+k5uE7aNDXaWgGF6pecvE3nwP3wM+r8tTLIPhiQ +s3B5DmR0hNctSZRB+n/v2LevzcHwJu4J0mMM0cpL7k4ecyC0aKlxW/kT3FOM +enApcg4erfnk6upaAmhDQ6hW4xyM2HUwGYSnmAsoj3piHly4Lsu9kkqGPzMh +R7edm4fofqm+stBEmJjsaDpiOg+0SGtRr9UJsGH4/vSD6/PwR31Mx20lBm62 +lakuPp2HL5zVe0YUQsC/WZApGT4PMUxGhkXEY3jVaHnhwOt5GFgWfdra6wv0 +rxx33LLmiXMl1IX7OIPkR1TMqp0H/ppHKp/Fb+NdRSG6Aj/ngTGvLhqTfB8f +yeto3dk+D1cfoaClZD/skHV/wX50Hrj9zUOlLgTjytdl6j38C3Djp3zZiaJI +3BwlWMu1dgEUXd1TWb+i8Wi4pdmWTQtA1fucdKDvFZYI4vCy2LUA6xRk5VWv +xePrXgi3nF6Ar712YddnkvADj5DTs0YLoM7dWUGuTsYRbh1/xS0XgLXv23t6 +4Btc5nCf45zTAlTbDB88Mkv4yL4+5Jb7Ajx9YBJLT0jFg7bSm5/fX4DdgvNm +i5ppxPO1TPNbyAKQq1XebLRNx/Imgt+HIxfgQXx9detAOkZGlla8CQvAeWjq +7ujlDGx4NntiR/oCRGc8v3y0MQPbn+Z4qPN+AUYEHyfXHszE3nr6InZFRL7a +QVNuLzNx2LH4JL9yYr4S2bF7BzNxuhZrX3LNAjRUFt2d3EvDnwBVVTQswLj5 +keWsmzT8Qy3kXGfLAmSXPtt1gfBFv2pH90onUZ9Xa3IG6ml4ed9uV6nBBSj7 +VlNhMk7DIrvvkw9NEPNXunownZqF5RTrw03mF+DkbnLQN5EsrCEnvc2DtAiF +Q0V1NWJZ+KysU34kzyKkh7PfRq/Jwleky7QLhBdB49h998MLNOy5QfBXk+Qi +rN56RryqnYZDJSzt2FsW4X37GgHZQhpOFc2eEVZYhOBUI78rj2i4VJAjYM++ +RZAurN8fdYKGG/j0JfTVFuHCs04PTKXh3lXxaQ5ai3CV55Bmb2EmXuRm/fdM +bxHu0mUEJS0zsRAnqsk8uwjPy21JV5cycLaSZxGYLEKn0PmUG5EZWN+0OP2H +1SL83XM0bkw+A48FzkTZ2S+CsKSnyHJuOg4qUH68cHMRakfizqXvT8dKPTc9 +gu8sws8J2z+k7DRcK/zOXubBIqxxVj29cXMa5nPYoacXsgg6oL21ZzAFZ8bY +qv19uQhFF966ftRKwbo1SQrOcYsQvfvhA1rYGxwoK8UX83YR9OO2VO3elIwp +v4VrB78uQpOJ6+OSlnj8ZpX+R6/GRTimErfKaDgOH9n/LEu4jZgf6+70lrWx ++OFzatDBoUXQvHz4gq9WNObQWTz1ePUSNA10X11afo7jXA+AlNASKJ0uY3m9 +DsYaSW67ciSW4A0WT9Pf+gR7LrMEWrcvgX5UgaEx6wGez+2p36G9BFobz2zN +jz0GUV1byj+eXIKCJfkH7LX28J+g5fszhkvwMM7qE1vnNty+1vr8jvUSuGqu +Tfor5g/szXUGNT5LEG7/uGSqNRxGgwobr+AlwNGX84/qp0DXlSfNqf8tw9dv +lnvilvIhNmxcvB0tQ4M1KeYGswAulhkZih5fBor313bl0EL4vlb2+33jZdiU +0cehsKUYKuilX4w9lkG1sOed4u6P4DWxhSfEZxmcdnN3q459hINSgTr0x8ug +cOC1sDrtE+S4GlbvjVkGwWsTjq0CZZAgO/qJt3QZdlmMZz13KQdT/XNLmlXL +cPfJg0yjz+Ugca9Yzf0r0X9VvDBZqgJCfvgXdrctg9G9QufXFRVw32dTzsel +ZTjCMKdET1eC+ls/1iR5Bba2v3XYDlUw2zKkJM+/AoVzd4ubiPO0057CzAip +FejPMzS1W1MNlh36bxxhBRRIsWp7uOmwga/g35tjKzDy59KGCHU6NKtu3NJ2 +egVEGnMla27RQT94IFbHcgW8cvhfuDXTga/k9B+vKyvA2FzzqIPKAGZv3vo8 +pxUY6JMLnVFmANLwidz8YAWs3V8uCAQwYPFq/0+jwBXI89Bp5XrLgMLwU2JB +z1dg5bdofWADA1zKc89WRa2AW97lta8mGLB7RDJ0PmEFMlMj9VWEmDAs8aB+ +d8YKnDKb9NHfyYS0I338djkr4GdkvnFAmwnWTidPvi5egW1dijPzZkzY9OrD +kx8VK7BJiKnvc4vwDWPd59VfiOszdBvv+jIhYtJ7FfpBxO/mjeh+wQSDTb3a +br9XQLtLQqw4nvCL3gk/2r8V+PLjldo84Z3PbjmVXUMrcL9A1SKJ8I5/ogRp +HXsFRmO1NHMJ7xz+5oVOL66At+sqAUXCNyv3buHDJA50/lD7JR6i/Sf0TbsZ +hQOZfjwEp4nrS9Kal9x5OFD0ayyx8J4JUZ94N4bxc6CDE6u/8hPxbjdqqL8T +5kCjqrTEJ3H/e3/WTZPP4hxohDFwxjmUCfs43nj0SHKg7C+35hk+TBASb47i +2MSBWkp55Z46MWFMgbdovQwxvpdMQ4UJEzLuDbyT2c6Bei1iZjoJ39jWMlIU +FDjQik0eT6gCEzZLpbzet4to6+tw/hJgQpuDb5jaPg4k2ii9L2+cAZHY6omW +KgfSdDt7YQ+xXmcFNX301DhQlrl3gD6xnp/fLzmaaHGgodENmkGXGOBParO9 +fIwDgTdPXaEqAzTPFptd0+NAnjupN2N5ifVnu+ndPcuB4vRYQ/k0OrgcNTz8 +0IgD7XjTkjB7hw67IvYdeGLCgR5T3WVEjtIhRZW1LeYyBzJczeJkN1aDVcC3 +jUl2HMhbX3D0S1Q1bGyhiWZe40AzgznlcabVEOZxlVTizIEkrLaXX2qrAp+P +XX9aH3Kg+O+JQQ7VlaDBX97Y9YgDOR+06jp8txLmzOO+DD7hQAYHHcWu7KoE +Jw7TovkXHOi/BWpHY2gFmGs1hUkmc6BPuoW2YcfKQTLsw5MtaRyoJHfDTt3x +Mmjqfu4jT+NA1T6U2PyoMjjhf8rpYC4H0mjau76pFsPBGobexSoOdK0rvjCs +vxTETheTors5kEhyfVF4XT58vRjntG4rJyrm1uJWc0+GE0dc1rbJcaK0K/GZ +M6uSoHbn8U+xipwo3yblWHtMAnzjmOSVVeZEHYSrO56/hvoU7VQlLU50xU++ +jvQkFPRD1p8a1+ZEeWMyB2kfgqHhDov9QZcTfWgfo662fAzfT0QfPmDAicK6 +Z9hhdd7QODHyR+sSJ+I/pEza/s8Sn2ur8KXYcKINrwSNVWRu4abqlwo1V4i2 +Y9vsSdpd/DNS884pJ050OKtQ+/emR7hZI1zU2JsTrW63Kd5gEIYvyNmXrH/I +idbW1/2gWUfgFiGwavfnRKF7koIy7SNxa3f/u8tBnIhi1KvTdvoVbnusrufw +mhNdnFkDnSUJ2NRFaGJ3Aicq+neDfiA4Ef8x642cTOZEEQGSn3RMknD77pBe +dxonumXqULn+TzI2l7R5ppbNiQ69M1HPDH2D/3IdVF7+wImEXE9wBaAU3PHz +34OHJZzIncZV9cU3FVuWFcppY07kvKv6KWV9Gu5Mf1a3qpITbePzP7Y/PQ1b +vbBy+0LnRL3KyS+O7UrHXfdUNwZ95kS8Dp8U5LLSsZUtX5X+N06UUbqnn74l +A/873Wkv8p0TTQ84louEZGDrA/lCP5s4keNHpe8r7AzcveVJYWQLMb93jsae +ZzKxNZ+lhckfTvQHW5R6v8nEPVPKFKlOTnTsgEDAAisT2/5dndXRzYn+SXM6 +9+4jfMFsP5vUz4m61oWaqzrQsG3Oh3mbYU4kGLb/Qm8cDffFBCTIsYh6CoRE +DzNp+Iqfmc7QJCd6eM446MgA4SuHvWNZM5yIO3DHlwEOwkMXqBFOC5yok7VG +okUgCw9otqnvW+FETy3nrwmKZ2F7hff/pkgkFKcmOBpE+GpQ1P9xIYWETlBK +p86tysLXli/uuctDQuvvpPNYs2l4uG9X8yF+ol86qPvTLxq+3sDtzSFMQh3P +PttfzaHhkeKWrZViJFQl0/Xhii8N35OpnPy5joRkySoVFTo0zPOUVj64kYRy +SZ7hiyQajmKHBy9vJqFHusUmmz9kYjkzbzPhbST0/ZtHxyHjTFxQfUVhmzwJ +qTjVPracysDaSgZzB5RISPvA5MWoR0T9V2TDL+0nrt8iahoelI4n7fgvux4k +IeOefc73udKxT/3M7kANEnrozevW4JCG4xI+f83WJqEcoAtQdqRiJZ7c6Cpd +EhJYvbl1o3sKLr31+krzKRIKrKge5fr0BrdqOXFzGJEQCjN6/0EpGV+lGX8X +MSGhBmmjix+Nk/CsqFb8dgsS+rjd74DYvUQs3iumftqOhCLWrV8NqfH4TECJ +c+xtEpqr1qmzVo3CHaxkzZy7JGRS+zAin+cldjAOEqB7k9DWbVyS2+vC8FP5 +S5kjj0gobfnTfKNiCGZ+pfxTjyQhxqVZj/a1d7CRCitb/xUJ+bYXDvLZ3sC9 +r1u8rONJ6NCh0E69e/qY25Em+TSNhLKPU8KNgm8CCBkY/C4koaHnYjQ/+2DI +N3xdfqeFhEI9XD/UDSdBUvu++HxJLtSyKLc7Pisfpv+KSPlJcaFetqEy2b4A +dDsnY85u4UI6mnUHwrcWwsS/Dy9ZO7hQfo9xUm1UERwe2Bcsf4DoPx7m98W5 +FCIGRdbMqXOhJlfHmx+2fYTBocnHDMSFpma/Hp779RFCRz/4W+twoX12hV/V +VDB0Te7zijXiQivzggkLQ2Wwf0pk8boJF0rvvvbtxaFyeDw9eUfNgguZ6DBS +F56Vw965D67NtlzoMw85fo1CBTxY3ndD2I0LJar12fMaVkLjishQxx0udMt7 +8RUrphLkONlX3nlyoeDCyK/6nZVQz5VrfcKPC/0p7Yo2sasC6dXKpv5hXEho +u2NalEU1uPCItp6L5EI/9U9SzxHPGyYv20jmFRfas3c/OtxQDU78uWfLkrjQ +fJOgVowaHaoEwhqCUrnQxb7evTM36CAh5HLaLJMLLR9P0r0aSwcsoqw3n8OF +aDbrt7vO0UFYTLSGmc+FDNYylUmyDLAVZ2u/LOZCPglcy09OMKB4bWOVzScu +RK/1auFzZgD/utzDyhVc6KZ7hq33SwZYSYaVkehciKvudlB7EQPy17toNNRw +oa26/L5bWxlgLqV80KGBCx3Rhg3GokzI2SRaqN7EhRyN+WIPKTGBspmtwtvC +hXxPyWfNHWXCxS2NH1rauNC/dt65QMIPb2Vy96R1cKEolXKvIQcmkLaGvXPr +5kJS0ZcD199nwvltLjuP9nOhsn1uOWuDCW9sP5cpMsyFzH6rdf2JYcKynPKO +rjEuVD3MqX89hfCWvGhq9iQXWs9v6VP+lgkpCmxZ7xkudKbn+um2XCbMKzYm +nlzgQpY5fW0lhUw4pZQrvWGFCwl+OR9vQXgqcVdY7CCJG31gSVowipgwvdtl +QxGFGzncv600mc8E3b3noh/xcKPAu8HO/whfvd6nLHGenxvF2Br9iyR89c0R +3xAS5kaJPe//HU9gAgdNt/KrGDcq3bfGpzmcCXv6myQC1nEjCfeIY9oBTLCS +veSgtZEb1RXEUMLdmRBmOVy5LM2NdqKTrXRbJlS/ur2uWJYbXddx3dZuQOTT +THJ0leNGyz+2vvyjzgQ5saCq3YrcyL/LVJopS9T3zDrJ4V3cSGU2dimehwlP +niU7pu4j4vMGvL82yoBRcomklBo3qt9itKr3HQOkD2s7tWhwIz8fT4HYZww4 +49VQHXaYG7Uczsy9cJUBudN9Try63Gh4Y1f4gCQDevc60+knudGBdX0XPrPo +sNZxeb3PGW500+sBvaKKDh59oozZC9yI7/xrP2E7OkCz5sZeO24U9lDzS1c4 +sZ9Fa28lXONGXq9XdJTNqiFR/wLT1JEbFfz1fPVjSzVw1zg4/3DjRk9uGRmu +T6+Cz0UxNWV+RPzJ6uOFiZWwOLVt071AbjTprCdoaVYJO/fmuKg+40YTKuPm +0eKVEJLB3PQ2jBtZPdKtHPatAMOYKdeYJG50UYJznZRBOXTcO73FrZwbRXq9 +PdPg+BGmgeuuwhKR748x8iauHNi/kDijyklGN7/f9Hyt+h7c8g+7HCGT0dMO +i8St17NhStHnhtkaMuqZXSCnZmYBex2nZfBGMqK+dRk5aZ4KE5PLRyYPkRFd +ytTHyTAC9r6LLV/RJMbLM79kYPMCbtlraPBpk5GHXVufgmcIjHd4qm49RUbD +nw3yVZ75Aat2cYeRORmtmgn5Wh+4A+8OfJVy2YqM2GapVpoFttjxiLqMky0Z +EQckMvWjKx4tvrsh0IGMGP5n5KpmfPFI6jx/iRcZlVQvWfyce4EVL0c/YfiQ +Uc1CwGT1/gh8XergqkZ/Mvole2VG3iYSD4fd4RwJIqPKWOGa6bBXWFF/nddc +KBmF/eA7nBsei6/xFs2TX5JRB039lK5WPB58MDspFUdGvrR7mpXrE7H8oUgn +hSQy+rdoZvVgIRHbz6qOqKaSUVbyrbyS70l4wOF2r/47MvI+aH1Cyu4NlpNf +e9nsAxkdJXXTKLIp+EpP/t+rBWTUVcP2GfqVgvtNppt9MBlxj788c1A2Dcut +jTAMriQjyfaZGsfSNHzlu8r3GAYZKenU4f/00nHas6ZTaV/IqHFFMdmrPh33 +6bh+ya0jo2sqP68onsjA27jFdMp/kNEOseiHSp8ysC3Orar9RUaf+K6M39qW +iVM8zmm2/iajhVNyBwZ8M3GvCvtj718yahU47+DTkom3jb84OPmPjBSlTPbt +kSV8RNtXsNJHRmvv0EoGrGk4xe7HPr5hYr18UmsTYmi4Z4tztgSLqM+TXVX6 +hJdk24V3bmWT0eAD3pCxQRq2jspJ3zNLRqnXuYrcubJw8jmDbRqLZHQ67aN5 +v1AW7haYSNTloCBOmskBdcJLA5cD6oS4Kej1y0Sz7UT/aIHUYjOVgm6NDBke +Je6f4M2Ti+elIN99m3kjh2l4xkLP0E6Agjrl22O21NLw4ofOB0oiFDQ8TDId +SKZhjlXub6fEKejY4/WN4840TDbl/10qSUGtW1+XHT5IeCk7meorRUFp5bOC +3TOZWIBbTVlvCwUlVT7sbadlYtELDZbC2yjom9P+F//zkgTN7lnLDgrCHiiS +dykDb+RYLorfSUF7m5yTDSMz8JZzYb12eyioStg/dIcCsR5p8iK7VCiIx0PO +LiIvHe/WN7r+UZ2CzhjBq3vv07BK8kikLyLiRb2uWieThg/OPqzWO0JBHb7O +5i+fpmKt+GypVj0Kur837MejYylYh62tl3CagsRkbttuj3qDT+j8uX3lLAXN +n/r9g+NfMj7PWt0wfZGCdoU+ekS3SMImR+KXPppT0CWHYuH+0ERsGblf3s+K +gvQkWPNZnxKwPbr8UMSe6B86kf6KIx57hpSq7L5DQV+GsuIGrCKxT7eB1cw9 +ClrNI1py+GIE9v9vIOjTfQqKiR6NGjkShkM6xPpPBFDQ8qvVcXgwGCfvdoy+ ++pLIP8dSIULxLv5cv3klMY+CPpzmp4e3PoY62UIF+yIKKthqVcK1PgQa3U9d +2PORghx2nLopXR8Kf6TvvsdVFBTFN7eOejoSWE6Nl9t+UJB6b3Cr0+cEEBd6 +xBSboCAL2/7hIJcsCFaVuXlymoK0wiRM7Ne/g1XmeJ3fPFEfrYt2bpeyYSFj +xp5NoqLirv1yVqtzoOPIlTU/RKjIStWkted8HqS7HzcIUaGivYobFgVrSmBL +XM884wAVnVSdvlQbUgqvqh8krRyiIl+8rJV4/iMECRezHbSpaL21xi7+tk9w +iyb/8qQRFdVL39gh11MGQ9/p4GdCRde5qkUioRys56z6Sy2oKKM3em1oZDkY +acccULxCRY0+jMy+oxWg3sHbxnOHipL1soa9nlZCHiXN97AnFcmfUWxJaqkE +pZ1Hdno8oKKmGI2cDtkq2Oxxz2sgkIrev1/pd8irguh4ie2bg6iofeecV+p8 +FYgycusuhFJRN/2iG/1QNVBER6SZ0VS0IqrVGfixGrwPBtasxFJR7++lGxLz +1TBrufWWahIVHSfrhl5SpsNQllllSiYVecnTBBb/93lJ49y19ndURG/pjj3Y +RIf2+XBR8Vwqiv6lqMJPYUD9sW82fqVEfqui7c5aMuC4gz3/xzIq8m49+Tgv +kAEVYZQCdhUV3TzRVPksmwHqJYkWijVEvBy/a02NDMjr1FhlXUtFmg6ax/2n +GaC06nd2TAMVLfwJiIgWY0Ka0m3jH01UhGpvr/DtZcJmQxESbysVndF6l9Ss +x4Tou+8yDrdTEfZRWDtnxQSRRL2zHl1UNCdOuWx/mwlPmX0L73upyPGbDGVH +IBPIYw+TBwapxK7/NrUnkgleYtInN49RkVDUwVifZCbMqJVOXZikIh3x2S4J +wlNOVhdiQ2aoaJPu6U2ThKcGA9jazAUq+jkYsE2Q8NL/+/9A9P//P/D/AP3u +9VI= + "]]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.05]}}}, {{{ + 106.66666666666666`, 0.}, {0., 106.66666666666667`}}, {144., + 89.60000000000001}}], + Frame->False, + ImageSize->{288., 59.73333333333335}, + PlotRange->{{0., 288.}, {59.733333333333334`, + 119.46666666666668`}}], {0, 0}, {0, 0}]}, { + {FaceForm[None], + RectangleBox[{-25.2, -30.24}, {295.2, 126.66666666666669`}]}, InsetBox[ + GraphicsBox[{InsetBox[ + FrameBox[ + StyleBox[ + StyleBox[ + TagBox[ + TemplateBox[{"\"(\"","\"a\"","\")\""}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->15, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + StripOnInput->False, + ShowContents->False], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {14., 105.46666666666667`}, {0, 0}, + Automatic, {1, 0}], InsetBox[ + FrameBox[ + StyleBox[ + TagBox[ + TemplateBox[{"\"(\"","\"a\"","\")\""}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->15, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {14., 105.46666666666667`}, {0, 0}, + Automatic, {1, 0}]}, + Frame->False, + ImageSize->{320.4, 156.9066666666667}, + PlotRange->{{-25.2, 295.2}, {-30.24, + 126.66666666666669`}}], {0, 0}, {0, 0}]}, { + {FaceForm[None], + RectangleBox[{-25.2, -30.24}, {295.2, 126.66666666666669`}]}, InsetBox[ + GraphicsBox[{ + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 59.733333333333334`}, {0., 119.46666666666668`}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{1.304, 89.60000000000001}, {0., 89.60000000000001}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{288., 59.733333333333334`}, {288., 119.46666666666668`}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{286.696, 89.60000000000001}, {288., + 89.60000000000001}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 59.733333333333334`}, {288., 59.733333333333334`}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 119.46666666666668`}, {288., 119.46666666666668`}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}]}, InsetBox[ + FrameBox[ + StyleBox[ + StyleBox[ + TagBox["\<\"u=0\"\>", + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->12.75, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + StripOnInput->False, + ShowContents->False], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {-1., 89.60000000000001}, {1, 0}, Automatic, { + 1, 0}], InsetBox[ + FrameBox[ + StyleBox[ + TagBox["\<\"u=0\"\>", + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->12.75, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {-1., 89.60000000000001}, {1, 0}, Automatic, { + 1, 0}]}, + Frame->False, + ImageSize->{320.4, 156.9066666666667}, + PlotRange->{{-25.2, 295.2}, {-30.24, + 126.66666666666669`}}], {0, 0}, {0, 0}]}, { + {FaceForm[None], + RectangleBox[{-25.2, -30.24}, {295.2, 126.66666666666669`}]}, InsetBox[ + GraphicsBox[{}, + Frame->False, + ImageSize->{320.4, 156.9066666666667}, + PlotRange->{{-25.2, 295.2}, {-30.24, + 126.66666666666669`}}], {0, 0}, {0, 0}]}, { + {FaceForm[None], RectangleBox[{0., 0.}, {288., 59.73333333333334}]}, + InsetBox[ + GraphicsBox[GeometricTransformationBox[{ + {Dashing[{Small, Small}], LineBox[{{-1.35, 0}, {1.35, 0}}]}, {{}, {}, + {GrayLevel[0], Thickness[0.002], Opacity[1.], + LineBox[CompressedData[" +1:eJwUmnc81d8fx21SZFWSihSSpJIkdYSskCQhUVZCRlS+EUKRnays7L0yL3e8 +P8nMCNl777233/3df+7j9Tjnc96v9/t87nk/z+NxeQ2tNUyoKCgoaOkpKP7/ +bZQTOL+/T49pt+2TP4CwgJP8N3foMcnZE1J/dwFx26Trvd2gx9T4XxjdWgf0 +n/r1bz9X6DHfEi69ezOA2kTLa2YW6LGe0MqkrR5AV1gfUAjO0mMtI9w6qjWA +AhZ7xY0m6TGtL6kC8j8BzTSZv4oZpcciKqyeTAQDUsxbT+gcpMcUlx3brtsD +Sgry6OLoo8eWbJ+w3bgPiMqOlVW9izze/v704jlA+g9jFHza6DE9B4dEkw0S +wl+94FzZTI8VGT3tjaokIU4OXAHlX3qsbKwsIjqQhOxX5KalaumxHeKwtLUW +CYkU6mvn/ybn80C2IKmViLxDpv3ngB7zUvpxhjuAiMbfOFScJ9BjdXKeJZ/l +iChWPOhKbAE9Fu+x9vt5AgHtHj39sjuXHrs94iI/oUJAuusZP45m0WNbjsGH +ApbwiB1XccgviR5jeNjy3PoKHtmEa8hWx9FjAxBz63ddKapz6P+POoYemzjz +fcnCqBR9vrE59l8oPSbBE8ux9qkEbZQK/zL1pMca/mPK+hFXjDQjS9bj3Okx +y9Gpy0o8xeino7xIrws9Vu2EVKsji5C51LPIhw70GEnt9J3AL4Wol/jtjfRL +eqxrbOLEU5l8VIZtnee6R491NPkE5b/JRKfiPJ89UqDHzN6xHLbmyUCOHznC +AmXpMan59AW7qjQkJiNCQy9FrrdTtuyxgyko5ffzvmVhegwreWl+0CoO+VZW +B9Uz02OxYtYG7yQ8UZfAnfhiRnpM1HI0IqTZFQl+KfkZR0fOV/b62u4/e1Rx +L73xzR4dhnHDU1Odh7DX6MN8ao4O42mQfh7O4Au23WreVvV0WOn3868+eCcA +JlX1XbuGDpubW8+mYEkC5hiUJlNBh+2kWbzhCUqG9Gei1UeJdJjzr2Ppt3zS +YGSUlQ4y6TChnCPyyso5oLXQ8vGwLx02DAfNnUYKIPGB6tdNTzqM6oNGmbZz +ISzlVcQOu9Nh3ImRfcBRBAFviqDYkQ5TEva80CBeDH1tIn/j3tFhY3rjP+XL +ikFYIqXPx44c30shZ0YJB9VbYbsGFnTY55QsY3PVEjiqx8Kk/IIOs/NSespZ +UwImRC9uMSM6zCG7WjNWuhSoXP+7yfCEDrt6RpNq6Qwe1AcXlZe06LA/6Zfu +h/nhIUbGXLdHgw6b8jNrqF/Gw03aJ//lKtNh3dMXtbLyCOBt+s8rQp4OU2Yw +T7t+kAgdVffCPWTosHduD2uOGBCB/3x5itVtOuzMe8J1yWwi2HtLFWtL0mFv +A4/cCN8gQtl0QaWMOB3mrf6+je82CVhVL7YJXyGPL0f3NzmT4Fl20uhRETrs +yZXwmbBSEmQfPrVKIUSHve78amC5SIIdm1Ca6XN02HKnuqk8H4ByMzNHKy8d +5vQ9YfukOkD4VU8+OEmHcdzNmJh+BzAevH8l7TgdhpZoKtMiAMTX3sl8O0KH +PTRo2nmAA/B4vPDgAysdRiEQWdXfCNCMM3v+gokOi5I9cfX+CAAP16DNgwN0 +WMyv7lPRSwBpQ4aNrrR02MW0GDfNbYArGSOXcinpsBdsAY4B+wAEO9OA/l1a +zJilwlaVrO9KTcwxb9FiLRvuVv5bAA005mq312ix58ducD9cBNCun856tUSL +7VcYVUYNAwyGvGKKnqPFLs6a6rxqAjDXn7esm6LFpJdlDatKAZb5beu2x2ix +Pj7EnP0DwGl+6cKFYVoMi3oldM4VgA5n76PbT4vt/BXmu6wHEOC6NvWlmxY7 +mO1O3X4VgFPJQbmknRZ7EvDKnpseIJ51K23iHy2mvspMoG8jQUH8rplCHS3W +4fB+ZdqUBLcsXKrfVtNiVzSoHFcESVB5lVIwuZwWo/jsR1k2RoTOcppxGiIt +xnnQvqbpEREM/T7Li5XQYj1fNQ0E6Ykw84gh2aiQFhtrN4u0LCDA3thBk7Is +WizIjJNqlooAnjl+5YtptJjg5gs2mUQ8sDgcPsubTIsVNbQGFt3BA98B9mGX +GFqM9wYp45ptKShe4Hp+K4AW2zBsxIkm4qBpORKz9CH7P9lfwiuIA13CSZ4o +T1psKnTzXk5qMbxS5e3fciH7G73GPfGjCIKsBZ/ibGgxsx/WpYNmBdCTL65z +VYMWEz19UKhsNhtMnHA4QzXyfgVzGHVHZsGcnCRnkDK5HnSYaf3dTKBsu9W+ +IEOLeZtwKOz4pQH/htyj7Ku0mFdzquHYSgLYSD18cP4ILSZVGavcEBQI3H/O +d1qw0mISFKbjF9V9oPoxxfNsJlosVvm4L8u7T3DaLsvmKh3ZP/805/B/dtCQ +Rh94a50Ge6bFsGr10REJHyM0POikwTqaA+N1OWNQR2KQVnArDYaxnDMLdYhF +Hlde9rU10WA7Ivdoq4biULfq0bknf2gwvSX8P3xOIvL2sGEyxdNgLPeCLfL4 +09HE4lmV99E0GKnpofRx0TwU7LL9j/CdBpO60EjpXZOHpJman+yH0GCWrVna +r5/lozBBFwsPfxqM+8Nt0P5cgOQNOr39XWiw263CPjq5RWhpJoetyZEGM/R8 +hj2/Woxi3n+OYHegwap3d68r5Rej1ZCr6eE2NNjE4X1D2zQcSqzzq4l/ToOZ +ylXaG7wqReq6xg9Gn5LXdz+UGNZainbGJTsFdGmwoSv1mZcl8egh9cREpgYN +xpk75fVoA4/2Akk282o0WKNYd0nFAwJKPxWycfkeDdbyaMjNOIWAqCRlGIpl +aTDB3rviFApElF3FGbiJaLCGpc3I8UAi0n00f0xKigZzy9H91txGRHTDFT+c +JWgwq1GlnGJOEvppEyXwS4wGk/n4kcmf3J/19l7nUF+mwTwEKh+rkvs3g6/S +dfmLNFjwAl3FbAUJFRznAa/zNNgYtzmX2ToJPUtZk689R4NpRMlnFp4FtFeI +SyHw0mBiNwNTuB4Aiix/z5B9kqztU+o9HQBJ/JN6+eM42Q+PQe9aBJlfBvdq +Ao+Q4/vfe2aIA2S/gAm5sZL9a8dmVDQCYt1387FjosFwy7MD3COAspnuzhgf +oMGE/pDmjJcAqXDTq2rRkuvfyf41chvQlFBNlgIlDfa5EHsAZJ7yvOHDfGOX +Gns2mOz1dw/QWUVVa6FNaozZufFJ3QagMq3DjSdWqTFhaXMomgVkYNIkyrRI +jdXlR70J7AW0Y/ft694MNVbQLMesVw0owu3R0vwENZa74TPGnQ3o+tdjDwdH +qLFD8gaC7f6AWn505jcPUGPenytrAswBvc6O5CjvocYYi7l8Ve4AOkx8+qaw +gxoTV+beZmcHlFl7ui25hawfTFrM9pOQctegeHgjNRac9297IIWExicSwr7U +UWNqMccC1s1J6AydoI5lOTU29jBCqHCIiDCOqZKnGDX2Njy00TaMiJ7yZXLd +J1Bj7z9s/nQivw/h0qI9lwuoMcuht7G53wlI/P6SFF8uNeakUoNWbxLQv6cF +0RyZ1JiQfZAkdOIRs6OEwXoCNRb1kkPxDAMeZX7Zgokf1BjV/tfInvBSpBRO +4OmKpMZMzWsq9c+VIo9C6SHCN2rMvpE3lOZKCdqaVzRxc6fG4u01hvZPFKPw +PcZKOxdyfqC1etKvCF1jquc3caTGbAIDLqVuFSIboQcTCnbU2N64TJh+bQEa +NdaxYDIi+zNVrdq/m4fc7E7U7emT/Y9c+CoQ/RPxuPUKL+hSY0XnWOg8FnOR +7o/nc80a1JgcR1Zg4Nkc1Nj50jZchrwfzNkbZ63SEEHt/Tu+M9TYxLHE8f7o +CBRcfldQ9xQ1JqrPfsMuPwy9kmTtDOSixgQ/LFzEKoLRKf5UyT02amyAOszj +Xrkfctlt3e2gpsYwAXap+8JmSCbzsof/KBVW53n6hm1WMHCd2RWrGKTChC86 +pt+KDIPlsOrR7V4qrNw68ljVpwhIdDdQeNlGha0FlZiUCsQC7RM/RrkqKmxq +xkT4YGsSVB+YDNxMpcLeO57ytVTKhViXgjuiSVTY7XHyGTGTC/+tuiyZxlFh +A7Qu+m99f4LQ4FHNlu9UmPgFpq/1FXngg5M7luNNhWEWsqKFnIVgLMJSPfqZ +CguMn5l5nFwIUondDtzuVJjmW43uHdEimAl43fXFkQr7+ITxOOWtYlB7ERtt +bEmFjbjcXl69WAL8vRZqkWZUWAGLiFx6XAnsaVzfbzKmwoxpl+f+sZZCzu2G +Z+gpFXam3OOf0ngpeBV8Z32rQ4XB+zx/BxU8PBMyKct8RIUdKvVOH8wi97ej +O3xcalSY6dBEwUUTAkz4VLWoK1Nhrr7l99dLCfCL8tsnT3kqrITnbUr1ISJE +vNMXJ8lQYR5+o69CdYnwevb8+MptKoz50drQo0QiKButhl24SYX9bKJu25kk +wplOTNHwOhUWmqqU8vECCf6VP07/e4kKE6gtuEMZT4IYPLNY4QUqDB8d81Kw +mwRmeRXECAEqzO7bfpHqYTLPpDkpuPJRYaOTfvlmtwF2flxtMjlNru8ro1Jb +M4DK0CndeyeosEf0Nzef+wEE+sWNiB4j7w+vr+3VLABdD22ro+xUGGeq++ZA +FcBZx8Mb28xUGM6vS8q0F2DOtvLjICMVVh33hQizADizDwer6KgwrWTdlqkN +ADcDsZBMKirMyEvr5+gegIrW9KmgPUpMNZ1FL4fMU0dV41PfbVFifGJ/8xXI +/DUgq3Pl6Roldt4o0DqHzFPpkiwEmSVKrLJ95uTEEID95aq7gnOUWPJY29mV +BoDbgs5/maYoMZ918V9thQAMp6/pLI9SYvuUJnTBYWT+OzIz1DFIiZXdcukV +tQeIOpRgSeqlxB6eiaHJvwdgSq27ltBJibW2jTLxngIQ3WJx/dJK1hJv9N2m +SbC1UHXAuokSC06+crE/nwTl487fNOspMW7S24/S70jg33ftpGQNJXZJKeRy +7jUSaLfOJJ+uoMReBMkNSsyTealMt3SKQInV0cVU/n5IhKISVrlGHCXW9vy1 +eP8eAVxzq+sLCygx2Xb2o/JJBOCIER90zaTE3OX8mC+P4KEveNbcNJUSM5SP +cGpxwkOqT+LKvURKbKK+ep+SFQ9S/7ExHIuixBpuMWzeES4FY805kSwfSox4 +jWnQQhQHIveScEGelJgYj/aGTUoxbNzRk3Fwp8Tej3wz/cFVDL6X/jySdaTE +XA+W3GtZLYQCxmSnTnNKrKqU11/WLR+cKZ/SgSklpn+SR0KsNw8UN9gDEw0p +sa2ySPEj1/KgZ/RjgrUuJXb0am3dkZ5coPn19A+tMiVmXyC3rsmRCY/eHeG8 +cp68f8W81e8pY0HmKu8foXPk+r12VlZeiAKReWEnPl5KLDGoU46z8zswvJAb +4DhOiendqoo5/OMblGrZpa4zUGKBEUVShoJOcEq8SYI4QYFJMAs/oboWhBiX +eqYKRygwnmNtQdKPQtB61kRU9gAFph11PkTwdThqPEdBGdtBgXEmyuxSx8Yg +tyOXatyqKTBcscVRCYMkNLbiq6OYSoG9PlWRpfUiFzXnhh+8k0iBcdHY5Y6z +/0RgmUi8EUuBpa5SDtYRf6LwETzvhXAK7G2d7vz5A/lIuWVqksmLAis1cJs2 +dCxE4oFrkXQeFFjfn4uFlYeLEJ8Kldq+CwX2zPQPd3FsEdr5fTxv4R05np1I +0nBxMcrJV3z/7wXZzzv7NxwlJSjKWlO4zogCGzvx9LHbpVLkdeFZX7kBBcbg +tF7YHleKDBPeyRQ9psAUG9Ppl/7DIzUD95Xsh+R426kXQ/rx6OaJgOSU+xTY +QIXlzR5pAuL4lsz4XYECMz31Y+j4GgFR3M8jfJWlwLxGB86sKBHRLCPJyhtR +YFGdu1E3vhNRV2UNj/tNsr93DVO9w0RU6dba7HidAit38DFoPU9CebcHPeyv +UmC+9+MOHLEgoR9bM+KvLpHj6ZgWBJH7uW/RxoTJBQrs1Jf8STlyv3d4TROp +L0B+Xspg+QwboNiQ49FRfBQYzS1DK7FbgKpwIj+6TlNgZ3stPGmNAc11y8Zx +clNgC3bH1gI/Azq6r52gxUneX+4OuuZEQLfPWCUFc5D9ukZFlpMAmdx1T2lm +ocBc1fWFTVoA+ZqFp7EwkeMpRFfljgIq8MnKUDtAgXngK9iSyDzVk12W5UtL +fh+i3JSlyTxF3dye84eSAosY3JL5SOapR1OdRqw7+1Cmu/XiBVknitKY+a3s +g14HLXFpC9DyWxHLA7P7gMvT7eUjrydD1Lb5NLoPDGmd29tkfvtK7W5P2bcP +6Sd7h5z+ARpQynL40LYP1QVby6lEQJcC2502G/bhtX6ugHsCIOc2yo9vqvbB +qW3n0OFPgOq5hT8tksGOP224Wt0QELeR1pdXuH04VN9zRPUmIIs0V7/JXHL8 +0UuyB1gAlc6nfzVJ24e2uzfFfAZISNtp//vTiH1wTnFr2LInoZSy8zGdQfsw +oqZxYl2ChNYYNOMf+eyDoRu1bdsGEQWHpKarOu1DptLR7OeWRDTc3ZxdY78P +qV40+Tw8RHTlzG7e3Vf7QJH1cHPiLwH9zX6Av6VPzi98/cMvPgI6teoIJVr7 +0Hf/htBkFR5Z3kz+fe3+Psx8/LSgaIZHjNVbtRel94FbqurJaHQpkh9M6Dl5 +Zh/8faWTTvbhUIhAw8B3rn34I9Vo42+CQyOvNkaOsO9DNu3X21mTxchtS2WW +iWYfOLq5yyQmihCJfW13l9xIbj/52f0eK0BMujxU7/v2YG6uee7epQKkF6tM +t9a2B5rVF34/jcxHW8I/mOeq9sD+r2ow+caExOUVT/el7UGg6emky705KNsh +Qpr0ag8G3komp51NQgNY5FqYyR54CTN+0I9NQGwHojNtn+7Bhoa62jxnPHr3 +/QfnOdU9CH/r+QdRxyDp0sQFH+E9wJTzvIxsvqJ/29mxOtO7YOP6TY/3mivQ +yeVqXR3ehY5XSz6LoZ9BwvfnIabuXRA0bn1wdtUXorgLHLA/uxBYqWh7vykY +TG+VqAuk74Ix1t5vkhYLG86/KVbNduH1tVd3rCIzQaiqvKjh2S44Y9UffOiz +Qe9wpWWq9i5whCt7dVnlwK8f1R1PFHchc6TDguPYT/DG6nPLBHaBRirbD1eQ +DwSGv6ZRp3eBZeSNyEfNAphXb+R+e2wXVgUk1xgWC0BzsNnrPP0uXP0toLF0 +ughOUnU8CxzbgT0GvOtXDRyoK3ceNe/bgXs2y6yFrThwC+qqk23bAe5Dlahf +swTGzvRKrFfsgIygzc81+VLgtOibayTugMjLvOvEklK4l9+fmF64Aw2vwkal +BPGQKzvEop+0A2Z1tjm8G3gY8hmuvB69A8FyVZ9NdMj9sGXEiTVkB2wjmyl5 +igggzz12Zdp3Bz4atyvJMBPhP+PxiXKPHSBmPJAjPSdCZuZETIzTDsSXXg/5 +nEuEvpVJTQf7HdAxPBnnv0UEmU8z2AXjHZBllr93yZUEU5EUxwL1duAP2zfB +0WISBOVxvFrR3IFFvUMKGuT+L1kj+FtbdQcMGaLeW3MBDPdLHSfeJftP570s +fhfAd03dmvf2Dryc1bOLtQAQYzKp+CS+A3W+ZaOpZJ7q4fvvxJTIDvjH3axR +zgDwkPSzVRPYgfWjf7c/lgMIP4iryju9A0wS1zaVOwFaXhSePMa5A5G3H3XH +TwI4OdfYObLsgHVzpq7nKpm/Qnpr+hl24JN5XMPaDkBdxuJpOcodaPLAX1wg +85R9Ge3b1M1tkMmsZbIj8xZ35/G6Q0vbMKuwmeBC5rGK+YtnbKe2QeEyvvzo +HIAVnYxD69A2OLOVDt/oJ/PYSa2GG93bsBMYxT5dC0C6an425t82eNwj0l4s +IPOSsvN7qrptmCj8c4A6HID5eVCjafk2MA+oM9m+Ayh6l8xfS9iGXImLkY4a +APr+pU6XCreB22CmS+A8AF1SQ/O3rG24eIIt0HGbBNn4IcGNpG14Hnzv+Ica +Emg1rznrxWyD7aiP9dVvJNibYGzFQrdh4AL7uWRtEqTsn7pwLmAbhq49M+49 +TgL1o1c/fvHchv2VQ/ODbUTYEFZon3XZhge9IdzEACIo6lq7F9lsg3FsQcLp +VQIs2Lh3cr3cBmXw9yPEESDcM+ySy/NtsMmsvf5EmQCTBdCtoLENYzit438D +8BBU++9ypvI23Pizp0kSxoPk0Lgni+w2mKVxaw1XlIL3YRaxzqvbYKB5LoBh +tgSu8J/1viW8DW7hjrQCjiXQJSUxEHd2G+7Xj5UU05aAkPkzX/Mj29AnVd9j +y4KD2vLcke21LaiLeFZxea8Q7LvLJZ/Nb0GZ+cqTKttC4F7qCCwf34Kofzb3 +DYYKwPI05S2/ji04PPO6cKw0Hw69fxByqnQL3KT030bd+wlql5bu3vmwBcp6 +qtSieylwszFnpvbNFnAr4uSY4pJB0PbVNy2rLWDRcmUZkk4C6vyJAQuDLTja +v/zukkM84MT7HUPvbIHgGfPsqyHfgfd23c9p2i1wLQtvsfpuCMz9X7Tf7m0C +xbT/8RoNWbTjorBPsU7W1Jo/LspYorZfZSpHJzbBNZ6XPu23G/K+WzIu/WcT +FrzK3+KpQtCKSvLJUP9NkLKlY7NvTkKDs0blPJ6bEChuWm98OQU1+PNaZLhs +gr2beekNv1SU1hiFw2w2QUzB+VSbZAbS1/z2cFpjEza4VF9YieWie6vqW2/u +bcIYRxbjRksukghljqOQI88vGjkjbfcTsXd8mTtybRPkPSn5i1PzUPUT1y/S +x8jzm9vqqVYLUOHOLdHaw5sgsXzISPpjIYqP3m57xED2Y4kdiWIsQh/63561 +2NwAV4kfwcYcxcjcVax2dXEDjj7n+ZUVXIy0eZdsXckXHb2RwMZ6Vhy6YvQK +Qro3oLHLZ/E+VQk6TXPBlKdlA4KOpVd+fVOCDiVNHMqo24BS3cuM5qMlaGzM +SBcjbkCf/pRefGkp+ufJS3mvaIP8O6DuGD2NR5hgf0pr9gYsKQlFf/6IR5Hm +uqtTPzbAQadAOPMGAVkyzav+C9uAKTvdadkwApLKdU/GB5Djn5uv1F4gIKaH +nPsJnhuQacr7s0eOiPpWMx/7kg+C97OsmmXBRJQdfifX/h05ftcrjt1+InK5 +2cbw1Jqc34oF+0d+EuL5uF9y0WADev5uHLyRREILfMFsRx9vAMeFKTqdXhL6 +VSlosae2Afbe5vIRZB4Jekn8PSa/AXPi3AUrtwEZHtLg/nt7A8yPxO4/MwN0 +JWfMvlh8A2KPEn90+JL5S8Ox/ofIBphJmv17lAmoZeUwvxf/BsjvZsb/qyTz +V1iis80psp+Db/tVewDZS95o1z66AW7HxPl/zQC621t/6Q7zBoT/sukT2iDz +oquh13m6DUi25Lv5ZQ/Q2Jn1Ada9dWDbY7rZTea5ogqfG1ur6xBv353KswPI +04wnaGh2HTANoRO6y4C0DxZO/Rldh9dd9iteZH4UzFaSze9dh9RTnYY5zYA2 +1PsiI1vJ6y1jBo2lgGqWX6+4169DWdXLnPloQBGh9KqWFesg5qEywOoEyPxG +VJImcR3U/jNRlnoE6GaP6J5U4TpkeuoxvzkP6JBLhda5rHVYivTj+L1BQj28 +ujlMSevwOXXxoMhvEsoqn6Nfi1oHguKEGcmLhJxfuD/rC16HvltDRh+USEiN +kbOk0ncdyndm1u1pyftz/455mNM67NRMRNywJiJsqbXMxZ7stwPpnzpJRF9D +zE+YWa5DzIWi0xaVBHSl+1udhN468HyYPGR/kIConAXP8WqS/ae14lRT8Ogf +D/HDAZV1cPsXpv/nNh7Zm46JdN1ch/CkoZvzz0pR0aLEV8cT61Bqee1kvx0O +fQ6unzRiX4fKYywBv+eK0ePrhjIqB9dBj++awqBJMdpw8lnm3l6D3MMvPE4r +FSFJhr5HpK41IEgbDQqM5SM45c5FGbEGZ51rVBV5shBdoBC7fdAapPbW62jX +ZSAVyuaD495rUC3QWB5qn446hnl26xzXgOKt10m90hS0lErqD39Knq+Qzf+A +Jx7xX91KFOVdA2wi7VgJrTeyTIyLTji+BgN3834TTnqg/CNKoUfZyM9/IS5v +mjgh6Y0wzx0qst7ZlIv+rYF0iNfMq0dWwesKd9GGzifwVbC99Cx1FSRCLm5F +78dCM45T8F/sKmwxZ1g/soyH40IYj/z3VSgbDdz0aEuA5EOH2YS9V4Ezcinh +U3wyYE2ZK+sWq6Auc1e8kD0T6GQ1Z82NV8HYLnuh2TQLVAu2R3v1VqHxK1Py +WGE2dIUqt/9WXQWNDz6SUQm5sPxkoiTg0ipULiioNXHmg2R9QB6V4CoY2SQW +lefkg+vt6xlveMjr50aXU8sVwCHez1FPWFehQaWMwG5cCPxjfC4CyytwSi86 +UMe1GCwf176LmF6BruILLJ/3iyG/+rUN08gKxPokfDN1xIF0xq/nyy0rwKh9 +mZHiZQno2hjIQdEK2Cc/bGg9jgeP4d65gOwVmPvq8J72Ex6ytfS+P0teAd6R +31u/p/FAeUtnjjJ0BfZ/fOvOyCCAUG57eLPfChQHnpYpoiGCJp+WbMIn8vyt +AT9WHSKkHngYLvdmBabOB/B+WiZCs1OTzJFXK5Alc83R4wYJdubvz44ar0BL ++pfB+Pck4DdqCCvSW4HP8XlNrUUkuN+mIuOpuQKm/GeC2edI4KBUO/NYZQXy +3grcfsgDEE9QChOUWwERP4N8X1UyP12qvrN5cwU45GlScG8A1uLlZ2qursBf +Wq7oRjLf8BytCI24sAIyGY7TDUUAyl9k71jwrcBEfHlp9l8yb+38mr55YgUe +rnLSWw4DRFtLhx5iXwFf0dpY6iWAyiGSdC/jCuSzDgjbbQMsPLo1nUW1Ah6d +1udKyLzGVYMPcd5aBi6p0c4WMq/JSUlK319aBtzgcetKMq9Z5eCmTk8tA4u9 +er//LED4meshC4PLsCJxaOtSL0BZSCH61bkMS9KVRplVANMMYlNfm5Zh55pr +CH0WAIdTXrBhzTIUdYv13CXz6O15UXT11zIEaPNrW5oBmBnmTFKXLIOMMeOO +622AoNaLwS25yyDhzOHrfRjI507m7aTUZWB62BcV2E2CMbzQ5JtYsj9nkaDI +eBKwXEr7Jh++DPje6OgCYxLciBe4fSxwGS4nnSCO8pLA8EjyxLjnMji4qJfc +6CKCr9fZbziXZQidH+Aj+BFhwIp3Qsd6GX4Z3rJ0HiMA49CPIKEXy3C1tkGx +04cAYo9O3drWX4Ye9mnfcGECeN48ERSltgzav2c83Z7hQYThiFT/xWVQY960 +H/hWAtqO38Zyzi2DFTHT6trREnCbY/3qenIZoho+lX8IxkFrC/MYL9MylL2y +m5T6VAxOcQyBxjNLQGNzbHHsRiEkc3hKXhtZAvXomFXZmAJo9KQdpe1ZAllr +/x2V/Xw4a0UlmVK7BMExZyT/FOdBreTO8GT6EmTCar0BbS5ISpztH4hfguyg +4adp6dmQek2lqz1iCeQKUUv93Sz4LBrVWOG9BCSd0vgkq3SQ4ZcixpkvgchN +5rH6wETAsTqF6ggtgeLtycfuIYEgcDjxq/qZJeAh2kYnjXlD6KE6XwWuJfC6 +JHH9SIwH2NFzu19jXILG943lPxhsQGQXb806tQiNTyiePBb/iBInthVr0hah +4PP9TAl8LGIf45PD4hbBa2wgvhTFI7fhe6j4+yJsjFi2mfxKQAZ9kdeSvizC +s3Sq14r4ZMTVcvPMx5eLYHxSuqDBLRN9aTI66fB8EZyWFJYEprLQRoMPp7XO +InRcEW/vVMlBbTXdzE+VFmFEx6mxkPIn+gqO2xLnF+GMicRQcVg+oiAmrF3i +XQSrR7XrHdcKkFVp7SL/8UUQxnlfbG0sQCqFJyY4DixCQ7X9gf2dQoTPkx0+ +SLkIuVzJu7t+RUgo16KPanMBTKs1C9+fKEYMGfiWhYkFcB10Wg65gEPvUof/ +jg+Qx0ufnGPMxqGxpIO1fR3k8XBOhxThEvQ79smvuuoF6HH5qHH4VClyDt3O +Sk1dgGQVuqff/uKRoaG4klDcAtjTPbncKURACiK2IxnfF+CoiYnufTcCYqkc +48rxXoCOIwJd0eeIaPUrb5Go+wI0E69xPrMloq6neg/yHBdA8ViyE38JESWs +NnkWWi5AY+4ji+9SJOT16xDfdZMFeLZhLizmQEKWfgok3NMFkGRbc8/JIaEH +Om46kloLkNpxYYF6mITEzxFX8GoLoNfC5iLEBohrcT3glgJZN9j95b4FaJ9w +5QKgBSivLWJtNQI04vWqUlpiAZwfZTKofQZUrZn6vEyUnP+CDKN7IqAsnuEd +2fPk57MFKWxIZF6bORlewbsAE6BtxtoC6C1O+6oC1wKwrAc/MibzzxOPbw3V +bAugIlBrbboESFq94aXywQVge2y6Qr7GoLPcB2jrqMn+i32KbMl8xdboKR25 +MQ9U2rKn/yPr7he7b2Mm58Ey1Pci+VqEEvdfZ8V1zcPcbf23PuT1rMImhhNr +5yHcJOhsODne9Uv6XKmEedBdI248JPuhqPqnnpE1D2tUK4q/yH7/6Ct5ZsfM +Q3qbPcUwOZ9vayTiz4B5aOlS/EEg56vnL7ZS4DoPlTpVNzSMAfHzpwvhbOcB +J3rAIZVcrwXi6ed4w3kIdlcIKSfXs+RRSBjp4Ty4evEbZJLr7TbL2PBLbh4o +PGbETHNJSOWTK03FtXlQZEmi2yTv15GTa5LV/PNwpUFU0/IWCfUVWNjWHpuH +lR93hKt3ich2RKuvaXMOIgKvvNd7TUSSTnUcrVNzUCTwtD6Fn4hoOGTudXTP +wZYmhxFlOwGFyl7E9RHnwF77yCajMAER4qmDpj/OQcMR5w+VqaXok+R/1XOv +50B+OLam4XYpUmue21s0moNy3MSuUlMJGqTssti4OwctSYf7WqZxiO557l1a +xjkIenurZGOjCDVunHNi2J6FM6FaRx7YF6HvgZF5B2dmQfJ+YdqPmUIkjH0+ +zdYwC1s5BRovWwrQg9NPN08FzUIX6aV9jVseGip1/db7cRbyPv59VdD1E73W +SrwYZTsLYu0xI1WXfqIgv+nnxx/MgmUe7fGMhBzUvP3fH3aWWQh+truFFtOQ +RkdoJIP/DAgqmKUcyIhEQ3al16o+zIDi99vx53zC0evDfX8/vZoB6fXgLzov +QlCQ/DkaatUZCKTv/8cm7I+aC/Itdw/OANagonSh1RBpfG28tfRlGjgFQv8l +MYXBkPBKe+5/0yD4rW7H/lIEvK4+9tr65TTUqZ8RPq4aDUH7+skzitNQEBBW +tkSIg+ZXs8zj9NPQ1sQpPl+RAoYHWNOS1qfA+4H1ljpKg6VEMVnj8SkoODe5 +m1WQDmw9ju8GK6dg6HBRiWVQFmgoMw50f5qC5niVrpYvP2Fo9OL7iDdT4LAT +uCR/NQ9ef3zAoWMyBTETl6z/deZBEC5csU2OPH5Pia75ZAE08wv8bKSeguyE +dpMY5yIwLFO+F7A8Cf+eNEgeZy6GpadWo6rDkzAS1x0/8b0Y2EIKj9eWTYIr +//gv4WQcPKSWc6v4OAkxudF+lAGl0HDTT+/760loLOdlcV8vBWX7NvFXRpMg +0fxSSUEPDzKjZtMcdyfht3ea2zMuApBO5lVMXJsE/ANj/kg7Akhqbf8g8E/C +HiNr3XA1Aa5U+WkaM0yCEtXJpzYviJC93yYisTkBqwnXVGJyiSAkwXPg0NQE +6NmBQvYqEZJtXg73d00Au9QJQqg4CXjT8oj5tROgGsyXpmZHgqjB7TBPwgR0 +6Vsm1GeQgJPr7usnWROQnPWq9eAACYI1/FUuxUyAefd3CioWABafdn7qgAmo +KtR3TrsJ4Pubh7LdZQJOBrPe2TEEYNh52Z1uMwF5kpUtK58APMTyC52fT8CO +Bcsz/0SAfcudAA2NCXBnyk0sJwG8T7przi87ARerBSiCW8h81+svt3V1AqwO +37bcHAV4fbTjVMPZCbj+wcxlicxrc2q8m3FHJgDseF99IPOauaf5vzd0E2C/ +KUD3ncxrY5CfpbQ+DqyVaTg5sjbc2PE8OTEObI6PA123AHpF5Q0XO8aBQGMk +rvr//4O9DJCqqBmHOT6zxQwyH7bEdRz9XjoOy3woKaYJQL2Ld9EyYxyKykqa +BfBkHmWzqJWOGofPmsphyrEAivcKkjj8xqHxUkgm40eAcvddl4kP4yBiM/PC +8imANEFel2A1DvtnikrsrwHgVwLEAg3GYWeJIHz+AID4xU5mY/VxYLawGA3o +IEGeyZnJ63fGgTS9GJuTQCKfowXR/WfGwf3em4MSF8k8fXjvXT77OMTM9Ar8 +nCZCvIKChifNOGQsZ5+mSSbCd1wn3aWxMQhv4ujUZyYCx+KZQar2McD39Mc5 +EggQeN4S31Y1Bt9uhTyIMiWAV8SetXPaGAhlLgUdz8EDzT8FZY2IMQid3g4N +UMWD68GvZ/l9xsA3UMhIaqIU3jnxddZbjkECE80hO7ZSMNVXlDkpOgZusRwi +ezdxMBT6lXuRZwyOPH4o10gsBv2/XWvlrGNQLeUa+FiqGB5Jv8qwXB4FzhBZ +poZLRSB3JoiDUDQKbN1a/ZZL+fBZ/4vGveRRoCy3vnn3fj7URLgGdoWMQn+a +TcVGah6osVsf2rQfhZY3UyL6D3+CNo0KjfjVUWCBA+gVcxZYjNGu5OSMwMZr +aS3EGAdB6f/9S0gdBk5fMUMWrq+oZcyG9Wr4MCwcPi8beC8YHeMzu1/mOQzV +mR63y/4LQ1GRWrUDpsOA4Q6NCf2JRsm+V3+fPDcMFFs8oU+PJqGJaiHKLA6y +NrxuWxqRjC7QnkFSNMOgvsYj8PJEKsr9wILXHR4CQvWVO2UsGajUajYvLG4I +hKgGdnQMc9FO+sgC/9ch0LgwJfuW7SdC490iRa5DwG+su/0HfqJygz/pLQZD +UOmipZHFmo8a1FPiWU8Ngfb3Pxz6AYWIxS9mIJZpCHrqZ+Vk+YvQw5qQU6K7 +g6DGeFber6QIddzxiFDrGQTcXV7zhZZiNHjleZBPxCDoW9V4v+8pQdnuGbYv +vAfBt13v4NiDUvS+ZVVd9v0gyGhwnhb9XYrY33of3tYZBJWMKu/j3/FooLJl +rk1pEPjDE9XDdvEo89jphrwbg/DeCvPOfUpAd0vyfc2PD4LYkij+PxYiYmPc +s5A/MAin5JPimYyIqE9X8d6ZzQFoZtsfoflJROkZQUJ7EwOgSDd29+EWEb3b +6TnQ1TEAAw3icrO3SUhOVWCysHoAqtWaTlQ7kxBLjG31V9wA5J1TquosIaGe +OXzKq9QB6FBxoDy+QEJpiM5TKXwA9D4vy3/gJfNRoLrpOa8BEDF51r6nCkhm +MOIupcMAqOEyi0LfAGK+Mnq298UAjAkIZN8OJ/OP2yWakscD0NbhoLpYCCj1 +33/DwQoDwDXvMp3WAMj+bHmZzfUBmKljTDEeIvPVG+Z4FYEBEFy0e3FqERBT +pfZHwWMD4KZ3qrdlC1DX0YRnNPQDIGbe/PEzma9U/na5YLP9IMi0HX6FrEdt +rG871PdDuNnvS52bgJzZaHYvZfVDG4njpOM8oGMF4fhx334QKban5BoAlPvo +4vsflv2Qu/9bHlcLSGn9l8RjlX54+6j3tE4eoKFwrXVmYbKmOuJFEQzIUXK6 +sPJgP3CNhsvk2wDi6HGxd57ugxiun51vFcl8+YHjqnhtH9iYD0Y/OAFI/nTa +4mx6H2iETCcqT5JQP3YrN8m7D7hy86pf5pGQg2Gz1VPzPsCK9pOK35JQetL2 +dN15svYKqqRdJCJZhcB0jwN9IHOYn/ZEChH1TJx9KTXZC4rUgQte2kTELKw2 +lpHaCyLDLp2xWQSUUj+UaOTVCw7/PU4zeUBA0tbvjE6Y9ULjLbtK3AIevc6L +HfAW6IW1T7mKCmfw6KDmtR8y9L0wEdzNnlBQihJXa55ujfWAkJzicr1MKWqT +WO56mdwDZyV+HejUKEGScLdV8VwPuDExjgzIFqN/z7q+UdD2wN5W/GxdURGy +pLLWwI10Q0FGkpkg+fcTczf8r0BiN7iu8Rz8slWAqOumauj4umEg+cl5f6c8 +ZJ/yh2GSphv2/I4e7Br4iUbc0hVqx7pAlO16XYHMT1Rxw7wiIL0LXOXe3eve +y0GeKZMY55UuKD9nplRKSkcH3SeKhe50AgvhsqKF+A/ELjmWpGbQDorF8zm9 +DgHgcaRyRPROO0wYWRy0Tw+ClYUkPna+djAW5wuZCQmB1hSTuPaxNjAOuJX/ +wygSwo6MRj2zaoO3lkzLLi8S4MTi8LfXH1qBqiCNKkEhG3zrfjdrGrRCWZKn +2EpQDuykJLBev9MKmdkaeVuWudCrbxSwTdMKdESTLqGsn/Cjbsjbw5fceKWT +CyYPFwBLalmNqVULcMR+X1mKKwBX93gGJfUWyCWWVQhdLoTnkoafmThaoMeL +TaZDvgj4Ugc/hkb+g6HIISMeVRzw+Jz0mn//D9yqPk4mNOLglJWOv6LuP4jt +LXa6oF4CXGJNEVuc/2C1ncl3VaYUOI8xxT3caIakwoNMrEWlcHRLMSWzvRlM +E2Iyhs7igQ3D8vVDm4HTmafm+SoeWBJ2SorfNINe26uGWS0CMH+WwFgeNUPU +liX1bD4BDr20r3wp1gzI8Nd/6oeIwKiSW1fG3gxBlg4UjM+IwHBppvnEchPc +SlfnP5RDBDo2wU775iYYNRi6qbxJBMqOH6P8X5tgLGVG9Z4LCfZKu6ddbJrA +4Ypf5UYpCXaijy113G8CijcZQsWLJNhyfbhx+VIT1Lpfzf3AB7BhFLDnzdwE +q713deTUyTwjX0szMtsIm2Muq9QOACvn6Q/eqm+EO4Z8fEURAEuHZFlDMxvh +/i9u9Uc4gIV552PzPo2gzzVR2tNI5p3m0pOKFo1AjNe0UxwBmClc44tTbgRH +P/4nIWQemgq/IrR1vhFsxcL4f5F5aMLRSvThgUagfZev94fMP3VEzVfaTX8h +GIU/zt0DqHav+48x8C8Qz/nJ2W2QeUVJ7jNB7S8ond/l45gFgMOEICumvzD0 +WbUmuAegtPXqD566BuDPCuparwQoiszIaPZuACl9vkbpTIC853w4D6UGkD7M +uGLnC5AtEFkuztAAYVGaz0NfAKTPsjVNVNbDY2sZ6uxbAMn53r0Rn+rh87UH +wb+YAeL/o5pSkauHG5qC0R1dJIhB79f2qOqBUtrIbjuOBBG0S1Q/f9WB2qyk +xFVjEoTWvjxs5FoHAwHM7V94SeD3WEewarcWFlWu3wA/InidbBL7j1ALXovs +xYVSRPAYVrxzwbEWODWFXbfGCOBkLaEbsPEHmI2LfyVfJIDDtVzTO8V/oAw5 +bV/4gwf7bQG75Td/IE9cd0/SEA8Wnsd8Hy/XwInskZYbn0pB98ca8fRcNVhV +bQyXhONAy8TqT1NmNQjy85t7suPIfX2szd2iGs7rVuq+8y4GpeLW+fGJKuBI +XuI+9qoIJP4W8OYOV0J6SBRxmL4Ahhl+ixQnV8LPP3Hlp2zzwV+m6SbpZSU0 +HLxyOa49D4YLZx/VzVcA6QrBsznqJ/hH8XtPbJcDDcHrUzZHNgy/DF/i4fgN +omJ/DScOJcDJAxuf+b6Q4FnE+51QQzf02okj7vJhEjTqfEyP0vFC1fOieBRC +BOm6ycEbqv7oddvL+SdxBFhw45CzYw9B1Qndj4NLSqFxIN9CwigW2d8GQdqp +ItBWO8RlGZmB/vzslmG3KQJXFb/iI8uZ6PS5DT3etULwuObJmiefjf4cvPz1 +FlUhFB36h3OzyUWnO+M333DlQ3lnl+GnOfJ5qgLsHrF5MHbJTCTaMx/9ge6L +Qfx5wKXje2PzZAGyT+YwzL7yEzQvzdwVkilEweOHQupDsmFvjcFSyrQYDRx9 +15efnAXhXGrmMFKMLsgPCkQUZ0J4/GrYwWc4VJZYWGramQ7eah8iiColiLnl +NI3qVBrkRT0JpyaVIF1qb9Wr26lgf3zwxL8LpWjxuf7APncKxNswH2vZKUVS +X6vPj11MBvsb920nDfDIC7tiV3c7CYKlLnOpAx7xnKan+/4sAUQJV9z7XhOQ +pZrtfRfbeKDI3DsxV0lAxR+6w03c4uCsGw3u1DEiisYZPDZW/AGV977r4jKI +SOyY2JSoeTQwNnYbMS0QUd0bhg+7PpHAgLd2eCJKQkYtPYf/ZH2HNZXBxe+W +JLR15Wd86N8wWDAIKcQSSSjo66drRoshEPx+4Fp1BwmdX9CpvsQeDOqzjHZp +DIAwNZEnO2JBcLT9zs5TMUDaWVRz1VqB4Lxov9D/BFDfsWzKC4u+IELHu3/e +hcwvrVoC5WJfwH6J7uX1GEBSQfsqTx0+gTTPXwqaEkDm91Nfr+E/woz+9wu+ +fwFdPh4venrfEXro/xusGwTk/23Z8cFnexjR7836TeaXthPe/vQnzGHj9FiO +FZlveHh1lTs0tGBCJDGibg9QZqsL7/s7t1HEM/nCHjIPbdP6Zf0pMUTvH1/p +jtkBFMvw5mB+qw2isDngxL4KSNafD3NVc0BWhO+RNycBjbE326tVuSBONnwT +ZyegchWMgznWHQUKcypnlQMKDTg2b6/nidTnhn9vZwB60WxV083pg0aq33+l +DwAkcaQyQabVH8noLIS1vAJEm8kMLYpfUZ3CF7UXZD6yUpUUZhD4hqY+8JLK +T5HzmTP5fpM2BG1VOLsukXkTBX6lsx4ORRMzAbBGIqHUy0S7+F/hyNIlXKzD +i4T+s+dQO+Achc7YVFiqs5DQ0BFpvJReDJriDjFdryeipO5rHBInYxGbowdl +lCeZjz48/2ixHYckVSldaOYJqEx1/fqnqXgkcenBRE8UAb095TcX05mA9n65 +7XbLE1A/4J40FychczbpVacAPAoOVGObSU5Gbyld3K6L4JHi85Fq2tAUFBxU +wKRcU4pyqVjEb9inoVhh34mslRLkdvcFS6xoFvI/lrzEeAaH6jq5fanFspF5 +3a9MvYhidMSqmf7F9RwkMU34u8hcjDRrY/aP/shFVPTFF9FsIRpbPrDem5SH +lPHyk8uu+Yjx7sCoRX4RSqxqzau6lolEDuMTTl4rRjRDn3u6KtLRw86Q53+L +ilFH9ve13AdpKOrVvd4rpTgkep3rXtDTZHQptKhlEytFPIEVR3+pxCLNcd/f +ng0kJH00IHts4wNy+Pni4w118ntBZ2o2KG2Loh1l0HQTINevKx7unBpomd7p +aYo5hrDWB1fd5u1BKupyJ6PVLxTcT2uPn/gKf8ujGpvsfyPnF/pnXqomwdB5 +75z0wt/IuxSdGKtNhhX/d/7ua7+R0JMY4Sr5VODU0VC55lCORG8JKlSKZoDh +LH11uGMFEhbZjEl9kQsrR+zAwK0KVewceDDvVgja9H+ih0lVaGzX6pwocxHg +N3icXmxXoVljam/T0CJw626QsLavRsLdxg9fRhfDaN25Y8u51ahMS+sNKzcO +FElOq29nq1HQMCSbhuHgcJxQnrNpDeKgw2e0uJfA66CPgVQJNajtRdRY3UoJ +tLl3WH3ur0FnZtlpLhuWQpTp5wv+2n+QN4cbO+UVPFBo9x5gC/mDPM781VcP +xoORkthESNMf5GWiIdu8hAch4aHEaOVapOwQekcykQD+J2+483rWot+Hekfp +1wmwyBz4POl3LVpPKL/ZfpcImhTj6DxFHaJ7SDSJDiQCbvHWqSypOoT/ksqh +3k6EE8PBO6L/1aHzs3JfRo+TwLlluqugsA4l630O0dQmwd3i72EEkXqk0PAo +IrqaBKmpC2+kLerR1YCWY2ZbJDgUoaBZnlKPlKR2JGYFAKx9Yq4ojtSjS19F +i/kfADQ7rbLU8TSgw842w8xvAcStVObvP21Amr9OpcSGAnw3SKj/970BjTgX +epDbJeyob2U8bmtABwnG4Tl/AJ7JPPDuZvuL7qZHhp/rI/PO1VQzg/t/0XSW +U5s4mXcEzu3LD/v8RX0sUrcH1wG8j2qde1H9F1FovnzMR+aldfe2j2+oGpHb +Eb67O2SeSt2htC3maUR4j2uVFrsAum8uPtu83YicDPiuvV4DODSnff/m00b0 +8d1xL5ZpAJKpx+0Pjo2o9ledumI3gE1/zkX43oiCV2QIJ6oAeLW7uSlxjcgC +/ynIL5ucbyPdIdm2RnTGV1o87iuAh9KVbY+VRsQipJSoa0POv+zpVCVbExKc +YLMjKZN5T/JLJ8PlJnSFeKi5iQcgIr+gWvl+E4qVnvKKWCLBPeGBYt9XTYg7 +rX3tFEbm18SDKQ0+TWh9IpzVlMwJ2Sevh7KkNyF3+mDjd2okYDvsbx881oQk +bqZWHq8jQrlniVEbTTNa3VxpIHgQ4Q3FqAYnXzM64We2r3qDCB2LNy9HGTSj +2yz2FCahBPA2f8HT96EZEQRG5CkRAaSGgw7zRDWjp6lsMbhhPPxomZxN6GhG +5/5mPs3gxYNpcVh6xoN/SCbUwf2MbQl4C75ofvv6H+J2W2Q8uYSD7O/iW3e+ +/UPiIteeMFnjYN2xVamj5R+SuP9j4OzTYvCSZp+k0W5BqVrqhmmHCiHz5xBL +o0MLeuRSaFhlXQBNZ/IkIr+3oKNlG9yhf/OBi/aB1+XuFqS6+OlA9qc8yKjx +F9DXb0Ue1aojjtE50Cipf/+8SysaG7pyOlUsG1YyLr5b+dGKzPS5WRcqM0HK +v67Se7AViYqt/sZ606BBg9G02LgNFXErCjN1J8BC96dEFot2hBV+wtGI+AGH +6qO6bp92pFhuQbxU+RkkSGdXkjPbUeBZ5m/puq7wMfa37K058vynolcrR58A +mwnl8EvbDiQtdMsz4tZnJDbnxPv7XSfKlA961Ccaj7QNVJT8w8l6Y+6gfWkC +cmo8YatT0omkiGmd7dJJqCKvFJvf6kSBVYMmTLKpSOvdhgG3cxeakffXtjia +jf6jsI9549GN+hq/CAYbFiBvxWj3lMRuVL4g2T62U4AiAivNOsu7kf1v+/6l +b4WolOf41Vu0PYhH1lmss7gI/TGT4bQ+14PEC3QXP8kVo65ci93Yuz1IeHd1 +LrC+GG1Jk6poPvcgxvqoXMsWHGL8Mp4pntyDCE7nX3GQ7+dcTSxBZpU96HVj +3/Pq2hJ087mRXh1dL9phlQ0/kF+KVNJ87+zx9yJ+yXu/XvPgkd5iIb+oQi/a +aG9c+/EFj5w+Mix+8+xFuuYiXrT3Cci35nJbRUov4h65x3E6g4CiWJ/g16t6 +UR7THTagIqJMHY/Y8xO9SMUio6X9ERER4rI+PWHoQx17x430Esn8Ndlm7idI +1oHsTtJzRNRzmUIdFMn6JUWYw1US2v2lwcX3pQ8pJlg+Ls0hIWZGp33NtD6k +MlsRljtGQqc0kkY+1/ShKI16thZOQCIRDTW4yT7Utsewyi0P6PbQevbUgX70 +v5rOPJqq93v81+VeUW/JlBRJKklSSCL7CalMKWkQkoQiSQiVMoYkSRKRJENR +Zpc7PJIkkbkkczIlLvcaMn7PZ63f78+99t7PHs5e53mdtc55DmJylIJcMZgq +bohZp9gFMs6rXXijMdi4G/qYGnaB9/Qyhcc5BH+UXrO5c6kL7D4fSFCrxuBH +TtTLC++CmYsTHzs6Cd4yrFToe90FHsd9Xe+PYngePfafxJcuONUkLLef4K2c +NknOwT9dEPpNRH2a4C3bVRtGGJRuUMw//OEtwVtOhYWdLeLdUFkulOM4h8Ht +tGHD6KZukGw/kiY3gcF7ofMD/+5umE/1kOz5ReyzL64VyRp0Q9B7efSqHkPo +gWWZmie6QXdoVNqdhiFq6FnCMYdueMuu9zZKwBB3f2eks1c3WP1I7lD3Ifbt +nZV3gkK6IZl0Mmn3MQwZLZbXEmO7oTdUs8F8M5Gvz9iForRuGJUZOhIzyQKa +dNCpuqJu2LP/SNESZkHZe0mjwcpuyFN1PZcUzIKqC9n7eL53Q0GdiKuPAQvq +BXRVpAa6Qd/eqTiezILuo87ixvw9kHHLfO1PFyYMTi7xX1jdA2Z6WY9XrWUC ++2nM7K0tPeAXGLuMWcEAnl5m17uDPdCnq+CeKcgAwZBjjVUne2Bz5C4P/nQ6 +iCgOVPQ49oDuyeX+YkAHOXfh16KhPSB7t9roll0p6JLPe1yv6oGYzStUfLxp +YCPQuPnG9x5IVvm6T2ehGG4I7//h198DSXvzLd/7FUOBzHqdEL5eoO3U/23g +XQSbtH7yP0a9sIcWxzY8WADLPMwT8mi9IAtecfSatyB/o9yk6FMvBJnU6Py6 +nQ37A3aSSr/1QvvG1gsCO7LAN2rlhffcXjhOksxfFpAJf7K+KNer/AL9tH2u +nKWX8PW3XvnfjF/g5Blinr38IQyP5HmMF/+CbhF1kuq+CODnbtgyWfkLoiIZ +b9TPhgAikyLm+wj95RnPZnVPyJVhWCzf0Adsl5eja8Z9cMxJtSGFp31wiO/1 +CUpNIs6xeZmglNEHhmUHpLnmybjmgoipSnEfpJqMTGTjF5jiwc7TaCHkeNmI +wgep2Csq66bBqt+wLEDn4YcVr/Hpz/LC9mG/obfypEe3Qh5+W/PbJuvpb7B0 +EP3eU5eH+erTsrmZv2H0bK1877V8nPNNwSi4+jccJG6Q1/MKMLVPKSRteT+8 ++pihspu/GFsN/G0eXdsP87WR3q6PinHe8NuNGkr9UP/CeKh3LQ1bj6u8/2Tc +DydPH6Zt3VCCCxbV5gfv90N0oqold7YUC5KnDHcm9UNAqLt4nQMdn6UUP/V5 +2w+2uqrRh7/SseAKTQ3Bun5YsWPSuf0BA9uunA0+1tUP9rqqXS1DDFwkQm+O +H+uH4HyrAzuBic+t2ee+TXgAgnfNyrX+ZOKidYtl12QHAB9dHyu4keAfWbyS +oTIAu3Ojpl0usLDdxjs2fPsHQOmpZTY3hYVpm/dnGx8dgFu0+V9PfrKwkCJ5 +PubcAIS3zz343/eD57d/MOy4OgC5xeZX/tPBmKYS9HRTwAAE3KgSrHfEWEjt +wODl6AF4JixZHBmBsb0GVaMohfCnC8bqZWFcuvdT8GLeAKzhPf9kqBJjYZ3Q +ZoMPA1Cfm+Vzsx3jC/sPb3zQNACeDcPVMyOEvb6g+/dfA/ArSH7ozAxhf+hL +2XruAKRn1pNTCV5yMIpY6cQ3CDoqsqvr/3c+g6mJTY7YIAiu3zLVNYexyDGh +7Bn5Qbit2YeaJzB2tKibQ+qDoG+45eLbPsL+VJRh2IFBsBE7kevWQNhbHX3a +YDEIg9yVSjIlGDudFRlc40Csp59DL00g+Mquabed1yBohr1bZeSDsZhDTPDr +kEFQfPYru5ngx4sXLZonYgdhTUNSh/Umwt5FYqNW+iDsOf629C+HhcXcvl8N +LB6EyA4NxQgmC1+6Flf25RMh//H6uT+Ahcu8Tq8Uax2E4eLTBpK6LCzhK2Vj +NTgIZ9YvZq5ZYGLnWz+zUmcGwbBUaPnRfCaWCLI2VF8zBJEJKpkPVzGxy12Z +p7e2DoFLSl9pQQkDl4d3DXzUHILtpxWv7Ldm4MsPzwWfsBwCt50LIU2xdFyR +dKHsesIQPC127khtKcHKFJ6616+HILXJynPT+RIc5/yso6NkCOpNucnSf2nY +ZU/TrF7rEByaFugtmirGYo1IXVh8GMzsqd+9egux3552PT35YbB589Q83qIQ +DyZdP+alOgzhiZaVHz8WYIbz2yvtR4fh2GUNSnBiPj5PWfc6I3IYIlZ7Co0q +5eIa52Laz8RhuLj7otOT8By8u/HYJ6HsYWg7hsf7v7zDgs/D+jy+DINCbqsd +KGXjvD3TMvuX/QGnR/RLJcx0THZpfPTD/w8s83zg65cYh10aL6esePgH6hcC +tkm9fYy/7RHIheQ/wP7Z6p9Lj8avKejrKxbh/7y1ZTQpDB97nr3Mfe4PkO6k +/f6TaIxfNIbeEvQcgYxP2d1RP2NBUFM+Yl/QCLQKzJ9I+fwUPJ7jeLdHI6BS +9FVauuAZHHKZKv6WOwJ87X8aT+q8ADbFfiJldASUDngJhw2mAdIERy2nvyDY +cfH9ny85IHvvbvOG639B4aasosKlXCB11O1fFvIXpAYSbISpeVB2x3Zdy8u/ +sGgvsPrh7nyAKv8G166/wArz7Zb1LgQZqWodi9G/IOwV+yqEpwgWnUWytBb+ +wt5HbdS5u0XAWvkyZNnaUdi976Jk1b1i0DlZoZVyYhSSk6/2iV8uAZnMFZmh +F0ahwKBDX7ijBBZnj0tc8RiFt6G2Ko8PlwIr6TdbK3oURg6tEaNI0iGJvd1G +7sUoeCxUuTX70MFP1+vLspxR0O5T3zT9nQ77+qlpLbWj4PbrQQlfGAPW7Tki +ymgfBZnRiT/ffzJgPuzJnZQ/o/AtZ6tMnSLBPz+7/obOjkLKofKyLk+Cl7Yr +nLkiMAa7D7V8XmIw4dlttyoLyTFwcbAu2kRiwc0Gmrr2ljHg23jr3iFggbbn +YWGBA2MgmTyVfz6XBes+Pbw1Zj4GmzXqKoz7WDAv2TbcYjcGpXcPaomJYmi/ +JHeKcXUMGkfaWvL3YWAwLn1MuTMGowzDnk32GJ4J5e8KezAGZm7nNC+EYLhp +O/f8StIYWKWlHL6cisEqT++/E9ljEDox8N9eFgYtvghfbcYYtJ0ZFqlqwiB1 +onlA7ssY3LxJ8xL7jWE2fZ2FQBsRf+eaoXUE77T9sy8fGxwD/bq2N12zGEqN +snd8mx6DvmqhR2cIXqr96mtqw8uGmdadlChCZk7LBDcIEvI1NHdz7n/va32g +64uwIammmLSRgyHxsONE8Ro2OMkFqgb2Y4hwX7512wY2TIS06D1vIfJPeHc2 +SYENxqvY13zKMLhUmMeuUmEDX1jzE7F0op6/0zVBGmxiXvrEPMIwGEs8453R +YUON6+WeBEcM2oD2Ohuwod9UNihqPwYlpz63ThM22DtcFz25GsO6h6HpRy3Y +cIfGrz45yIIVpUqdFVZssKzE664WEf3vrRfbY88GkqpoRMNtFows9zR648wG +bV/RBukDLGhXWxMgc40NKT88P1pTWVBjzaQ99GVDdERI7dMPxDyEnBvjC2DD +6G2B7203iXlozbT6E8UGg6UHJtG/GJCx5NVDesqG+F+0wD/EvBVu1neQeMGG +7l+dRyu3MeCrR+eV/blskBv4r1Dbjg4/E95wT5QQ+WjKUWemSmGw3NvH5T0b +KgWM7DzulgLPKtHAJw1sSA5ny04nlIDQnm7+7B9soN0QjZOTJZ4nzmZHlPew +QTGvbN/pZBqoZR+M/TvOhgI3/+2aj4vB4fDNTD2RcXBnSFesMy8Ed7fDyqel +xiGqJM5mqqQAbj+RyHeVGwdSC8/NCOkCiPudw3i6axxuiqToHf2ZB9X+v+vG +jo2DfFmMyn9qObCj1HQq4dE4FMQNanj0pYJ2z9obuQnjgO55F5bbvYRDy4aW +Kl+OQ410eBlv5wuwOxEoMJE/DlXa5Mev4hIhZqJ43aHmcai36Gruln4IM4ob +9LhiE0Abn9ym7H4H8x0b/SQgPQEzph8EyonnxVU+dOP1mybAO6r+E159Hyt+ +sjhhqD4BzSFVj263xGDr8+EXky0IueZqfGlSMi5P4Dwwjp2AoMG4R1M+Wfg0 +N9vje+IECJvi9MAv2Zht7HTa7tUEGEfP7JyTfIelF9vlvAsm4I5ZZr5PUw72 +tq0sfNk4AXpzYaarD+TjlSV34pXbJmDx0Q6O5M98nLZK63ZJzwRklRxpPuda +gJvK3x2qY09ArS1rxDuiECtvevpzVogDZQP+489Ti/HHW+ZlwRIc4vkg5yJD +joatvv33SliGAzyiO8bCEmk47G6A6+btHFBsO603GVqCZbu1zXPVOKC/daDG +/V8JLtozraGtzYEdhuMdtg6luG/ImeeYEaF/FnPGXJ2OfXU397cf44BK57ZL +Wk/oeFVCd7WjJQfuBq4/dGaSjnWMLWJuXeTA7EC71co0Bm5JXemz7CoHzDxG +Le/NMLDLwmfrR94cSOLuKxU6yMRP3+psybzLAY+WyXU8rUyswv9vudoDDvzi +p+paSbFw5dl8NiuWA0781kJPTrGwNe1yy+EkDnh5H5jNiGZhrrBCafMrDijn +8wiHV7Fw+MXepLPZHEASv0Z2zbLwhvJngcMFHFhQMSl/toXgNamTTp4MDji/ +SD3x3gxj02urTEgVHPgQvJWa4Inx7y9fdt77wgGd88wP8rEY35QPkZBo4sCM +Q8wayzyCj26hueQ2DgwONmzVqMY4s2W2a1svB/auFX5H68AYKRdWFA1xwLep +cf4nwW/fQq5k7h/nAMf691LSNMaXu7ZG1sxwwMD0pQ6J4De+PX3uJ0lcMNFT ++rFI8FtCVNLJXn4uqDwJCItfwHjX0Cntyyu5cHU65mXTFMZV+0U3zEhwIfXX +LvE3fzA+G19LCZThgpPYyAU5gh+nJu4O/7eZC2J1bUVaVRhHGOnWxW3nwvXt +p8v/vcN4Y+p8/kZ1LnSef/Hz7COCL+eL4t5qcyFJ5PToVXeMj1pcvaWpz4Xx +PH4/NROMB7O32VUYcUFrl/errI0Y+1H7DY6Yc0G5gSLRPcnC4meTt7VZciHw +bLNEywcWziq2FL5gx4WSMU5g9H0W1hUWnxy7yIUJWbfa9eYs7PY+jEXx4QLL +3/5RdQMTy0teHt/lz4WVa+KjvgUx8XdXM3nbMCK/nclogyoT66xbHV76lAs/ +qIIbMvwZeNx9ljHwggs7skQGSXIMnPq5Y0zsNZF/UXx4A5OOl19PtbhSyoW8 +F9sz1g6WYlbt3dBn5Vwoa9sTVexVit3lnemfq7kwFbBHQZinFLc27Nwg/5ML +Mlsk+/QESnCaEh5pnePCn9B/fBNDRdgyMGU9lW8SjDb2LLw+VYT/aws+prpi +Eo7vybha/aEQe9w1pt1fNwnr3PgOJT4owPt7fwTq7psEB63+X8dJebj9CVcq +y28S7AU341v0DBw1+t3kR8gkVJx7ouqtk471DtDvUB9MwrHJEzIFzFf49YR/ +v+3zSUiT3tw0mJuCr5uszBMvmwTZ8wO81uw4LMKrePg2zxSQntc88qvXhUOu +Z68fC5oC26DVd5YbZELI1A7ByXtTIFb+2KAp9TV88CMlPnk0BfpXrfg6lt6A +zoMX5e0pU9CnduwfJ/MtqOX8+s/x/RTIfS15drsvF9z3FCQLfJ6C6n1vjh8N +yIN3ZUGqWfVTYHmrKChMOh8UGzadHu+aAvaVQu9vRgUgO+GYemNxCnxbm9Pi +govAxnePhgx1GuKK2+OPriiGBLJAddl/06Cb1Vlf+6AYJERfj1GkpyFcOyy+ +MoIGxxN8AzLkp0HJQjRtPbUEHm40EjdSmgbJtacGuTdKYIXayN4orWmoQMI2 +jValYMhg1O7Smwb2N/750k+lcFf/vm2L4TTE7tz1uluZDmQL5RApy2nwThmr +yRynA+pYlGSem4aU5ie/d5ow4NaFujdnL07Dsg8elmWpDJjxdGtI9Z4G2uhZ +Gj7IhN2LyP7gnWkgXQhmrHnEhGshq6aH7k5Dks6BE8ZtTMgR6g2LeEDINVHB +JtIsGI3NW7fjyTQgbZkeUSsWKK0PfNeQNA0rFkufxMay4GK6ua5H2jRw60Kv +1tawIG2HfIvE22mQ09nUkLPIgr5irmNJIeF/lV6gqYRBDn2cPcOcBvmNpOJz +FhjOVj2+v1gxDRJPVgtv9CX4zMxB9kXNNFh5Xoj1jid4qnV3vl7zNOx2McDW +RRgkz/Eb9P+chvmb+c+/1mKwGPreGvqLkDu+jnzqxhB9NcN5259piLS2nDcY +w1D/z3uxdmIaTqiv/nj4HwahgMMP3WanoQ+t7Pq6iMFIUEpelDwDrIhPgS0E +j4VGDxcVCsyAsoZVpPU8hkop+uFTq2aAlhR8w5GLge/lvfZZyRm42RFykTuA +Yf82qyuJsjOgGEORpH7H4JevREYKM9Au8GUg6T3Bn1oLMb07ZmAm07XtPcFj +sx9qtwRrEPKfoYfuBI9pGCeVboEZUCsQNyt0wODR7GpSbTADtmjVVCRgyLOC +bhfTGQgqiOaliGFg9628tvIEEc9uQ6w0wb/Kl7spedYzcKpP06nrHQsyb/lv +m3aZgSQ6b9nNvSxIuZFx+ZrHDIyimtKSWSbE+9S9G7sxA24WdY+Hi5gQ7imt +Nhg+AyM2ruImG5kQcE3fyz6aqF+8Nj26iQE3rjrTup/OgKGUFodzmwEul0u0 +f2TMgFX2ATuNWjrYO3f7WeTMgNIZ7fSdrnSwvsj/vqF4Bi4lFfRdX04H0wsW +B6orZ6C8JmO1jFYpqFiPm9D7iPw+n1G94EYDhTOSURojRPwdrQFHJothw2lo +zOfMwKH64i8LXsUgYnH/RBb5H9wskRgddisCrvHWs4my/8ApdvbcEioAmvY5 +t9tW/6BG6e1/2yrfQs7e0Ly58//AQ6/cXMM3GzL3vONed/4HZXb+TYcUsyBe +bcHbzfcfoLVaLjtvZ8JNpaf+5+L+gZLOZNt2nlRA6xqi9Zr/wZ3f18iv1j+E +qjlUyG88C/r5B+v3xybijumoA5uPz4Ih13Hr/IlkPMHpbtG3moVL+nLzOt0v +8LqRO1P+LrOQprNyhGc4FV9tL9OYj5iF+TOp1yubXuOQVuEqqcezwB1u3rRJ +Pws/a7Y9pZk4C1aJ/pepOdm4sobk45U9CyJ+R7YVaudgKSYqZdfOAvlPwjaj +/jy8oyTKcOW3Wfj935fhq2H5WL+wu2175yzY3F6+129rAXbNvjN3aXQWdsED +y96zhfhDYpn2b6E5UJA3pe18WYxbnwrX8q6eA8a9DXltijQ8+tjWWm79HJjy +7B7PekvDkpEkv7M75kAyyELa93UJdvFD+MeROZg4d70xxo2O/X2jjsycnIMH +7PyL577TcaxXd5eE7RwEhSr2vNdk4DLXO6TjbnPg+qLkFWmc4KNL9VHu3nOg +sePq9/cHmHjYQXbDwztzkOqFitsfM4n9tWz/16g54Jp1Wv7dwsKKZ4QbR+Lm +oIa17c+XiyyMTtraLX9BxF+hU9mSxsIW5jkTWzPn4Ifeir08XSx86Qgp8FDu +HAx6hVoeEMH4tpGZqGPJHIw/FOSNRxjHHEx+Gfx+Du76JnyfvkjwjB5bNfXz +HHiYyRqcisSYBaiivGEOhhMv3C3MxrhJK+p4z485+GUsmCxI8MWgRnffUg9h +r214zpzgn0VVFU+Z4TlosMi4GPEXY1GVO5R9E3PAR/XelD+DsYJS/eMzs3Pw +hGpQ93Hxf+dVyW72Jc+Dk72s2weCf8zl3YriBOfBoITZ9WYOYyfZMoNikXnY +Fh1YcXsC41vrhL+3SM3DFMnlEerDOFrS1pErNw+/rasfsOsxThfLmRbZNg+a +umPV0TSMGcKk0J2q8/Cs+s3GbQkYN6wwkzTTmgdp9YIDLG+M+5clZ7jqzcN7 +Tk/G0aMYz/Ox99w3mofqoxZRf+QxXsWDPr8xn4e9dV4CjzgsnKN8qwTOzIPd +ddcz4u9Z2MyqNLPJbh7O8fefPBHOwmNh008dL83D4zmeaOsjLBxZrBY+d3Ue +Tl54tEtVmIWVf1/1feAzDzMDU1NdNUxcK/Lu0kb/eZje0rXjcjATr3DdamQU +NQ/ikf1SR4cZ+E2Cg1bXk3kYipfSY8YysOHnl9uuPZ8HFpXyWQ0YOExeZkXC +23lYwzo+7BVEx9SfIrXDNfNgtc7PhNFTgl8tM2P6Nc9Dp5azIfdKCdbffT9b +pH0eoi71HkifpeHAh/yRe/8Q9vzHkzCFhkmH5k3DBRaAnMnoTeQW4ueemiCz +agGuep9xiHQqxDovvXbkSS6Ag4FBYuiPAnxrkb2ybcsCFJ2bzRvKy8ezBb/r +txoswLGambUvDuTip71y75kmC5AksbdPJjUH7xG2zT1qsQA++tbaR0g5+Lpz +20Mf+wWgrXi/5YB9NuZuqDv2OWABvqa/36U7n45HI2nNTngBcoIMCkZ3PcW9 +Tvda0/cswjJ/z1TyxlhIihmX6ESLIPljzlDb9ClYlp20EDu8CIP75S1Pez6D +xtXyjXdOL4LC9UPjcZYvoLyS8eW07yIcf6R/5JlXOvhNyAlGBSxCVaB/cR43 +A/bKhB2qDF8E9DhfjO76GvI8LT7uSiD863TfZVlkwwv5UdZyxiIMH3nepO+R +C1Zmxxf2VyzCpQz8tX59HkjeLNXyrlmE5vNDA5eq8iCqKYTW174IcuHbz1oJ +F8CdgPV5zIVFWFzvG2ThXQTab4PZHMoSlJlIWbgJFMPMjz/KikJLMB9UMFIT +WwxuO2lvYmWWwGbBUYX9iga23WavrsASDD6eGQ18VArrVhT/enVwCRxM7uSY +8NGhVUNarv3IEhRobs7Od6OD2YOhpEO2SxA+9SNRSJsBK+hHOvyclkCqxfRu +bzwDqvoL1xa6LYHtOaFnwpMMQDoBcRv8l+BEwB/X/QlMmL84+O1k2BLMhJgo +bR1gAu2xqXjkQ2K9w/2r1ZVZ4PG+wLzi6RJ4zwemnXZjgcpfqejZF0vQ3/1X +MiKbBSOS/vUqr5dA2fjlrfLfLMjQHxByzFuCWOSTx5HEYO9mYpJYugStFhIO +qw9iWP8s/15TOZF/vvGazW4E33xaUy3wZQni+o/KronBEMu5vQw1LUHkmeaX +w3kYjq3vN/D6SdRzYvTF4xqCX4yMg7N+LcFmzalR8R4M1V55H3r/LEEUSWm3 +ExtDSIokeQ13CS7V6c2GzWLQ/eqHjswvQcTN2sf/+z5v6aY71iWTkM4KH63d +hNwR/arTmkpCBiv2TGGCj+gZrQvegiRUVaOVuZrgp6es5dIxQiTE51W/Erow +XG/W0X4nQkIuPOLMPdX/Oz/r6plqCRIy3hC1dlkOBlXSK9/fUiT0TSHFJTcK +wyqJ1qek9SSksLz5k6YLhrFty0vWbiShtEheqXRdDK9vDr3buIWELI9yHH4T +fONQ+ylt2zYScrfecv9ALws2yKQlqu4gITdVE9+61yxodw2K0VIlIZrmYsc9 +VxbEYbt7ehokNHXrvELQdhaYC+8PMNIioUZTemg5cT2rcxeunNEjIYcrU//2 +mTIhhNzucP4gCU08aBB/NMuA/eal1s5GJBQ+Un3aJoUBNK6X0Q1zEspRSDzy +oI8OHgcsdANPklDvzyt0kdt02BGrqnnvDAmFJGexDorTIU2DvTnhPAntTX12 +Q0C9FOxCv0q/dCTy39VhXsIqAekfWWJvnEnIzlFuzla/BGJ8L5Lp10go1WL5 +bJ8eDQKYvR1tgSRUsJv8eFG8CHSE3jf33iUhL6q/drp/Ifyzef5l+B4JSVET +UsaHCsCNZFUy+4iEFu/WaHzJyQcbvZYYqVQSYm/efsBQKhekYvLvyWWQEHVu +sqHwcg609D0MUMwiIRXlR47St96BcYip294CErKv7dz0NzcL9n7+ZGRZQULc +gVJbl4E0ED9SSo7vIyHZb2qV7ZceQ43lc7c1m3iQcc5dSb5fz7CxvsfqdgUe +5D1Y8zn8/XNcu/0wK0mJB9le767qNHmBv5I4y+XVeFDGd5/FGtlUXJ9mkK6s +x4OU4scztFIzsVnUWtNxA0LuWeBpnH+NG3zY3HxDHrTnd/jX0qNZuNE4Xlfz +GA8y6x64Wj32FjdP/O3QO8eDPIQtyqbncvHx9vIg6gUetMu7uWPVkzzc8vHJ +ts9OPMhPvcHx5Y58/C1uv4+pGw+SCpIa/3GqALfqPBY7fZsHcX+3F10IK8Kn +FC7R1wbyIC87DaaAUDH+sQrsOkN4EHvviHPYg2Lc1jf47nwkDzLhuxXfEkrD +7eHaRq6JPEjmUvWWumOl2Mpj1YTKCx500dbX+QajFHdY98dxUnkQI89sIECO +jjtVovq9s3jQx2ezF11+0bGN1IX7Wjk8SNjg6mY1HQbu4t2rtpjPg8Qyh8Lk +HjNw97df/oF0HlSlf+CSvgYT25bRFAwwDzKgpn09F8DEPZn365Z94EFBHtQs +n89MbPfIzutLJQ9aChU/FrCChXtvakhHVvOg66/kktyNWNjOYUWF2Vce1GNs +Nb8/hIV/Hem5JNrIg1zOzzkNMljYXrNo1bcWHqRXa3nVZoyF++Tu0eJ+EP03 +mFNLlMbYfoXt2TMdPOis6TWHpIMY/55Uo8r08KAdy42MrS5j7NAlkN3dx4N6 +Fz+8byD4qb+q0/zlIA+6dSNCY/YNoc/Ln70wwoNiaDYFDRUYDySEvlBgE/33 +vNdy/AfBO8HWh/5weNBXSbe6O0MEX7nuGsue5kGcXa2XzScJ/Sn+WLc5HrTg +YCj2ZR7jof3t2qpLPKg4CbH6CX66tC331ySZjKwijJZeEXw1LBYSTqOSUd7V +DbwC/zB2XrTceUOQjBYV4+4Lj2E8MrCjdZ8QofcLn2V2Y+zSwHebJEJG5woz +9ol+xfhv6Y9NH8TJyPWOWq9IMcY3N37gfFtDRrzj1kPwFGPBiKz3w9Jk9GWM +p8nKC+On3McPFjeQUd0j2d1XTAnes75tLbKZjCZb7njf2oBx8UenbZsVyShi +8+vaSKK/BsrH/mkqk5HYcqb6GxrR/yX5x+d2k1HbbZPdW7VZmOModN5zLxlJ +n+t4nzTFxAH10yphOmRkonxY72AWEz9/UV2TY0BGhpGbo84JMLGyYEF8hSEZ +/Zsw9/ybw8AM90SnVlMyKjqSdrvbnIHb9Nz4SCfJ6OGeMds9EXR8Met0o+gZ +It6iqzpzAx3PiOklbzlLRs5k6qahvFIs0S+ufcSRjLTn6lf4VZXgo6H0a0nX +yYj9XJxRXF6Mu9mp+/NukFHvub7tERrF2PV05MrK22QksafCNCOjCEconnvz +9y4ZrVXmVIreKcRVNdRf2nFklMGduGJFzccn1dk5Zs/I6I760zEh2zzcn/jD +zz6ZjByKPxfXFeVivitZUhEZZDQuwBEaOkNsIKuOHftJI6Nn3v6v1q58g4ss +Et/7/CCj5Aq50rZ/ifhlp2pykRQvStaMfU79FQNTXaIywTK8yG2NYU588xMw +7OEkmMvxIjOjHZVt5fEw8Sv/CXsrLzo+qrS783Ay6A6pPlDU5EU5hS9mfyy8 +gthh0f/+afOiKKFTjZnn02H4Dyf8E+JFy8RFPdUrMyB6ND/E/hAvMh4fCi29 +8wZ6Oap+SSd5UeTdzhLJ8zmwe1J03uUML6qwjBE7TM0lOITjo3WWFxnIGX2S +TM+FXf/yPVsdiPXSK4u1e/LAf1H1sogXL2pcds9kj3ohNC+J/un24UUeUYW5 +5A+FoMDDdXp3ixdFk0eFP5gUQT1vgb1xMC9SWh6Q3Xq6GGQF1KxCYnhRXld8 +1XHDEvAQFGs7HseLtFVPhnxmlkDVcu7Jjc940bdJhZlX20vBTajAvOwlL3La +17lwkkyHipUxDZHpvEjfNrxjpSMdJFd5HLF+w4siNvH+x/1EByyqZjSbx4tq +rDgfl/sxQERc7HNVES9SKzPu2dTEAAcJrsGTUiK/5g/XNOWZULq6ueICixcJ +bi9V1LrKBKE1Bbpq5US8gFUHZEuZYCcVU0auJOrbkRXTuciEorUeOg2feVH3 +ph+3XYAFNjJqe10beBFbWiunKZ8FeevFaNothL1+S/6zARZQN3DVl//gRSHK +qxrFVmOwlGvO/9HOi3Ydab6oTvDD240FOzO6iXzndTxnnDCQN8W88+rjRbSP +geGn7mE4sdlj+4FBXkT+l9Fulknwxpbjb0RHiHk4pKbdUY5hUUFta+8YL1rh +XLZ69jvBW4pi6TkcXlSaffNm6iCGtG1c+dvThN4qVqKNi2FWqTnFZI4X2Uzd +2/l0HoOpcoHsuiViHrdconUTPJWyIyZpmMyHqt0n1HMWMUypeKwrofIh3+g3 +zfwEXxnuOh5/V5APxYb+tBkcxZCoqiZ5QogPldo465h3Y/h6BV9eJcKHKqxk +obAWAynL8EONOB+S+PftRmMRhp2DLZKha/hQnv8Q9W0CBjv5c6560nxoHQ83 +yOgmhhjbkQ+LsnxoftVJpXenMHx8dn1NqTwfspFLr+hQIfJpJV/xVOBDQZrL +0tr5MCiIR1aoKPGhrBNetNxmFlgeXSM1soMPDfrPup9PZsG9+6lX0lX5UFtG +TduMIwtGKXQpGS0+JPP9UujfYSbI6hq4/dDhQ69ji2Ot05hw1K/hY4wuH9qz +WrSn0ZoJBVMDbssN+ZBf7Z2X3DIG9O+6VllpwodGP4RvLXJhwOori2sDjvIh +3UjMly7GAN8BsU8zp/hQ9L7pAIPTdIDW/dL9jkS+cSA0UFQCbmK17i+c+dCp +GrpA+IESSDE7VWV1hQ/NmNFyquppwPfZ9VqTFx9y83KWO9VRDNUlCZ/LgvmQ +vc+h5dH1hTA/uXn9zTA+hHzM43oOFML2XXkeGvcJ+4Uk9RO0Aoh6XbX+bQxR +X/LRxdmYfLBImPRMeEnYl7MyrXfkQvfNI3Je7/lQ9/pv0b8n02EKeG9sW+BD +ZY8iCldWnYPdcynTGjwURJL66hScbIq9inQ99CkUpNK5xybynhueVAq4bP0f +BQ0+2KZ4aiYIc9fw2D6QpqBQG3mDTokneIKzqM/ZR0Ejtafq+HA63vUu6f3S +fgpSDPjeJaqRid0v6eisMKCgqMy4dVvevMbj3bc0NplSUIziRMqVkGzMrp3f +etKGgv4WZbq99M/FKmHP0s7bUVBs5qlHcYp5+Iq+9kY3BwrqC38887Y+D4+W +3lgX5kpBhs9N/vsuWoD/ps8K0f0oSLxbV/b4tSKsdD7+3qcACnqavYkSRS7G +LjJ7lzWHUFD7dWmDrZHFeCTGh+dvJAWdkgjduy6ehpXM1vj9i6agiJeVcUZS +Jdh5ecks5QkFrf547l1gbAke9p/hyDynoKEKnq1lAaVYcV+c27aXFCR52V3z ++UQpvjSj8VcjnYKqyubttG3oeMj1er/ZOwrKvef59rICAysorj5vnU9Bj64U +dvaEMLDT76Kui8UUZNfEPNzczcCDZ6ZaAzAFbXVcmTsXwsQKq2MtHnygID9r +uCzRxMROjeqNCZ8oiCWybdBXioUz7reYZnyhoIejp9ukrVl44JDnl4I6CrIK +e8vgxrPwZj7xQ++bKIjqI1w92cTCDrigovY7IXtOkySXYZzme3x/208Kko/9 +Lm+uQfCQOpfZ30VBNl6u+Pk5jDePP9rL+UVBzAX2hukQgo+yVIuXBiho15s1 +DubphL9jk+qKEQry3LH6yrtygrfkruVIsinootqZYSrBS/KdIts3cSkoYcdh +sxPDBJ89zcvcOUNBs/If++KnME49fmyzzjwFxemmFDcuYNy3ciLFkERF6frj +qf97v3zofGjdKj4q8iwV03An9KPFMvOt/FSkeEFT1Z/wn1heqJC8nIqcljXf +V/yD8fRZIwvHlVTUE7jr25WfGM/n9/gri1KR9G/93eafMCYt8347KUFFj1WP +un9/izHFSugnQ4qKYniiB5ceEryUk8ofJENFBnU4qt4N45V8WmpGclSkaxY8 +Z2KEsdipBluRzVQklN559H+8JJnleP/HViqiZp0/bs9hYWnSYknydiqC07cs +Bd6zsNzxmH7HnVTUeD3k6LVw4npkKIruUKcirzff6ZlHWFjF7KQLU5uKjkid +//aslonVU//GBSEq0tOKvuRMXP+9M4EfjfSJelRuaShqMbFeco5MmxEVDdz9 +zz0ljoEPcQ2MXhyhol2k21ru+xnY+FDHdSdzKpKX2Dlh00/HJ9gCDVOWVBSq +wV/zXp6Oz+gnLzBtqOj7q+SHx1il2DZut2KwHRXF+tKD1Y8T84vOB4peoqKT +fUPtSp4l+FYUQ13Fh4rih5TZcfeLcUDfMbvpm1S09eoyjSvLi3HInqFI1h0q +MhXHo2tCinBUt/igcSgVCafI39ztXohTVa7EX3xCRc0+/4bTt+Tj6voNSymF +VMQ9xPt8tWoWrpOnbbtUQkVu1S27tNpf42Zv01M7mVQUV9X1Pcs/E3fI3sjF +FYR8IjxQszwNs92az7c3UZHY9JS68foXWGLV3SrxCSqSbPOJpDUH4wcaG6+a +TBHrHXJ/89jdDy+zwWuCZ6lIpSRaKGD3VTz3evoSl8yPSGGui9ei7KBb3+m/ +JlF+dOcgK2qv8API9D58LEqdH627kTtgn5EKcs9/z37S5EfGDy/kd2ikwbOP +/i+X9vEjhRSv63c/pEOkSCnX1YAfDQ5Pmpz9+hrcsxSfmJzkR7ONsdVXLXLg +T2MlBJ/hR05xBs+PCuaC/T+7QcZZftRrM5F2gJELJw0SNJWciHyeGNWxJfJB +u3t5u6APP0pWWH10fWohFFIzgnRv8aMsVXHFizpFoLxdf7uvPz/a81mzvbe5 +CDb43vQbCuNHDC798NJkMcQnS27ZEMmPJP++9XS7QwOxTwV1p6L5kfx6d/u3 +1BKgiv2VrYrnR6founvVqaVwe2/Y56Ukop7DNPNjt0thxnaTu8ZLfjScYPas +j1MKf7KtP6S94Ucn+sWerKmjg33zP+fOd/yoXz+kMFadAZ2zj8UkCvhRBZLo +3feEAfUHv14IZvAjvpdsgyojJhx2vSTELONH9ganIiKSmFAeQy3mVhD9VHRc +0h5hgjY95azSZ340M/nJtEaNBYU9Osvsa/nR6GUQVPZmgfKynzkJDfzIzuRr +6okiFmQoXz/d1EL0d1uWl9YYCzZYiJKXt/EjGcm1uFEOQ/yNd691O/nRSKxo +muhRDKIpRua+vYQ/rto35YMhompgLrefH5kq8wVdS8RAGQtMHRrmR7vjTp8P +pmPwE5c12TDGj6I+7CzY3IxhWosxeYpD1MPK2mc+gMHN7lRS1DQ/Kth0poh/ +EsNwKNegao6I7/i1Yv8Chv/3/0D0//8f+H/Wnc6h + "]]}, + {RGBColor[1, 0.5, 0], Thickness[0.005], Opacity[1.], + LineBox[CompressedData[" +1:eJwU23c8ld8fAHCbFBp8lZRRUloqSVEfyaiUSlEqo6GFUDSoEKWMjEpE2avM +kN3nyR733kdG2Tt7XPNeMn7Pzz9en9c5z/mc8znnPq/zfl1krlrrm3NxcHCs +4+Xg+P/va8m+o4uL/ETA1CL1QwLhs26T6hw/EdNWQ79PxZI2Xy4/YPMTroLx +WuQ8CY9P73ubOslP/Crpsl/5j4TfikXlQ0x+YnLc6cFBFgm7V5zh2DzMT4xv +Xn779DgJPmMtytf6+YnzgXmPdIdIGPp1x+rzX35C2Otw446/JBz9xops6OAn +boUMV842kxDt79Yo2spPHPQOfZ9cQwLX/RUrTjfyE7vrC1+dLCfB5OxnHc/f +/MSdrjMcdfkk5O7Z+qykmp8I7C4z004lYbVoVjonyU9Y2WxbHRFJgt2k5qBa +JT/R8p3jc987EnZkmFxIK+QnaMYPZFXsSPB4P/hmBPmJme9PQOMqCb32j4q3 +5PETYqNpN/efIiFM2X93WDo/cSxL7tmYHAnz/0ndbkrhJzZGC/5OEyHhIutr +6H+J/ERb6a1lN9gMWJVVvMw7mp840uum96mEATaB+kfKwvmJiXBL4Y0JDKA9 +anvM/ZmfkJdZKfbZlwEv98/0PA7gJ3aMHSuyNmQAO2fbzxvu/ETpkbBjMXV0 +OBeczQp35SekXbg+d32jQ6qj9o4Wp//Xp4GQ9KHDHTWz4LOP+Il+xddm7pp0 +aMl/a69+m5949+/wk6uRNDjwWTrB0ZyfEFcZexzxiAYBzxI7v1/hJ4rbjvP3 +n6DBaSg9tf0iP7EysKjOZ7wSCojZLRK6/ITkqIOqze5KWB/ubmagw09stZq/ +v5yjEhxdRD/4HqH20+GcVBGtApQ0dvDwq1Hz+Q+aLa9VQGzhldaJbfzEcudi +IdaLcvAqKfOnC/MTO0/6FoaFl0Kj/OGITEF+Qk18Mn7gUilsfp2dGs7HTygO +fF6iKVYKxbpfquwX+Iij6rohii9KYKHKU3j9CB+hbX11UuNiMdg26XncpfMR +72uiDWaaCsCQWesi4sVHbB0Wr/KKz4GoMyf9Ztz5iGQ0+HpmJBvGvxWHdbny +Eca3Dd2W7s4GH/vvmOnIR7ikhbs9+Z4JZbMf5k0t+IgJn4CjCunpoMp76XHK +cT7i5AZnfeFViSAt0WFzZgkf4XHEWXq51lOI77xa5czLR4jzzYdmHLOF3V+7 +d6Zw8hGhZ2qTF5UNQEutb0R4lpdI/HIxV+/LPbxjMmpJG+AlPu67CfRIX0yP +mL+lQ+Mllr45b1OyPwqPbpW4ctCHlzh1bq+dX1oG/poIJiw9eYm4xYPa729+ +x4t566RD3HmJmur7U6REJlqdlGmbdeIlkskgRtWzLPS33mycZcNLsLwrtfTV +crE5Tdlojz4v4X75z8zCEQJt1M6e2SLGSyQ9r+wPlixGyYotDRYreIl3ql1K +3VeLsew8x5UkIapd+s/0/bhilLqfaLOHj5eQd852M9tVgox4ft+DLB7iWZNu +2vYDpeiwr1XceYKHoKfL2ts6lOKm4vTQglEe4oJPdthAdik+bb+SrNPHQ1QH +HUu0Uy7DbeJ5jDMNPET/K22LRLlyrI/yN3xXx0P4Nq9de9W0HN123279/YuH +iHHXbVYNLMemk/+NXKrgId7unBs15K9ADzcboRu5PMQr3j/erMYK7BvbeMLh +Ew+xRJa4Z2xIw3dO/2rygniIqqaIBW8XGqoLVV9afM9DkHE7/cu+0vDDZicL +tzc8xHj2GnnDeRpqmzZ4vHHiIbbFPj2Y+I6O40PJK3858hAr9qpzCWTR8bPD +y4+rHvEQdYpfz19tpOPU+z1fAm14CKEah7UrJBkYRfMuj7jCQ1jXnyZU3jLw +9MXrZ/4a8xDRoabutkkMnOs90CB/kYdQmG7zDS9j4Fnuvr4EfR6ieMXJoa4Z +Bi74/rAZ1eMhvszueD+5nMQv69+zd+nyEFNCjjtmNpHIdUBDIPMID8HStD7S +dIrEpNLVvjPAQ/yo0zfJvEriRYNRcTU1HkLk1IY4NzsS+bqKQ5+p8BAOR7Tc +NV6QmGoTIv9TiYf479ARC+Y7Ei8v3Evm3kWNH1ZN844kUcDr2D7t7TzES6X6 +7RKpJKavkcZXW3iIspuWa97nk2gWO61dKcdDTKu3bVgoI3EhIys2T4aH6PCI +C99cS2JwkYNA0joegu1iNCnSSqJKjdrt0DU8RIDM9cy0HhJ/dyyU+4rxEJmh +Im9XjZBoxyQUnq/gIYJ7HdV2TpK4YvG5530hHoLfP8qeb4Zan5DW0PUlPATz +4jWhoDkST0jynzTk5SFcRe+19SyQOKBQnqjDSa1P3LJ2dJFE9/2ewvvnuYkA +RbIjjYo3Hj1prTDDTRgtnVuyh+pfYChStXaKm+hco3zZ6h+Jpua/FIXGuInR +mYjJqywS5+6/9VsY4ibEzh+bWzVO4sfnBuOjfdzE/uMi8c6DJO7zEz/b0c1N +aCpnHYzvIrE2tCGtup2b0JPtXPKmkcR7ScGiRc1Ufz+uOzurSBTJN7bPqOcm ++n5fLfUuIjGhUup3TC03cXhwbWB8JonHGzuUA6u4CcncFaau8ST29kV+eE2j +nmcNf137kURZvs1GlkXcRHpQjoHHQxIJ0YFsY4KbuHIjesXV6yQab0iQOJXH +Teg7G6/4R52HQHXF5l3p3MQbSys5uw0kKp8aV9uQwk3IPGqdN1hKYo1x+ifR +BG5C2eBgxNwYA4UdVUxZkdzEOvd8s5BcBia8nsW+UG7CdAU74sNnBh4LzJNu +DOYmbo6rcV52ZqBbhnpn3ltuYs8fwQFNdQbKFnEdSfLhJj4U6i1arGcgVhdF +hnpS9RWY0bryj46zo0fNn7tyE/08yJWXSsfABcGS+07cxGOHj9c3etJxrxB9 +k7kjN2G9/hBpdo2ONgpn+nTucxM7eWPXXF5Ox7/XjSyErnETf0l/P8/LNHx+ +fy1twYSbEJl6OFmwjYbSz1u2MS9yE17hSVrN/yrxYuiVkWp9bmJtmKlzXkAl +VjXctg3U4CYGp97fsMQKzNNzeLhBlppf06Dug9YyfFektfniem7i16MHjXIR +ZWh1YEWDrwQ3sUVmk9+/62W4flPcgYWV3MTAguC4TF8pOs3XzddzcxMph1Oe +fOguQY2EXW5v/nIRAmd5JzZmFWHZkn7fmTguQmx2ud2h74hhTumHFaO5iJkn +p6SuLkd8POU0fiOcizBbZix6//YPVOj471xtEBdRW3dw+v7qfPTM0hRP9uAi +Nkq90Ht/Jwf1boZ9um7JRfgNPE/w6U7HmqLzX8id1HhqlanHMiLwc66wUsZW +LmJP8tiVOslwvPWtOP+jPBexSWdTggl/KM6F7vllLsVFJHM4DkuHBuJGRxH2 +P2Eu4uCS7us33d3Rblep1uYRTiK+pePfVW4vEP2s3OGcwEncUHZ3PbQvBVrf +Dd+5EcdJrJXjmrReSIE4z6hJ3ShOQvbA1m5mUSqoPV4pIB7CSWhIaoj+PJUG +18+N7Ej05CTMDSXW5176DumCMU8a7nASkaf1dilr54HBQ7HVu7dwEm2SvT/V +AwtBY49MhYIcJxH44eqKgd5C2DG67ckGGU4CvhdK0JSLQOCmZrvoGk4iZ/Hm +sh3VRZBjeD+OJcBJbCi9yCu2WAwxK50uMnk4iY7111/tPFoCbxkey/o5OIkw +AaG5O74lYKkdYdPI5iDkRL7a7l9fCuuVf6nk93EQag5Vqb07ykBwvHkgo5uD +qN+wLyjPpgxYiX0hSe0cBGworgtJLYMqOQ7OsHoOwrp36257xXJ4Lraz/HkZ +B/F+OLdOXbYCeia9jI7GcRAxe0VzoLYSqlMClx6O4iD2C70ySOalAVpG5e8P +4yCklIru8CnTILA7V2ZrIAcxem/06bW3NDheO9Av9IqDiGubEY1Vp4Oy73Qw +nxsHEZikziF9mw4bTnDpLTpR+YtXOd3zpcNc4ZpvzIccRNnzS5Kfm+iQnHbU +oeYmB8E+mhzZe40BIdbnttGucRCxcufjeVwZ8GqrWWuRKQeRf9VfjRnGgKuR +DzW+n+cgTvHH3t7RwAA9U9fJpLMcxKprD6ueTTBAda1PTOwpDkJoWZtJ0DIS +RN/GCAbpcBAVN8xWbFElgePUtzy/IxzEC7/L10JOkzAs+OOuB/x//aUqv6+T +0FhSLu2qykEoyG0qrXtIQsnzumrHfRzEgcvHTn98TcK3Qx1udns4CBFbfdkN +H0kInR1SttrJQQS9yv1gHU+C13d2n/lWDsKNNBZ3yiTh0T2eYBN5DuLyw4ei +Z4qo+/b7NZ9CNnAQm+We1sqTJJRm7QhtlOIgtnPeed5fT8JI05Hw1ZIcxEct +jfL3HST8t3gh0nA1BzFn72C8rZ+EQ7J3o9+JchBHx2bmEkZJMNdyja1ezkF4 +7lpnLT5F5b8VGL9ciGrPznSzmCEh3TPxq94SDuJSktjq+DkSmpMKEr14OYhb +svPLqhZI4K7+k1zByUGkCCSfbqc8ZDDQcG3F3CIaN/Q2NFBxlCLPLe/JRVTq +bIvLo/pPPNhhuWR4Eb9o6pa+osbTyL9g8+LvIpqEGx09ROXz43a142xdxHmb +jKMtkyS0H0t89PT3Ir4WdB0xp+a70/fPkxnGIm4/b3q7vo+EZ785XexLF/He +HpNxJWq9dMltL8ZwESWfCdAcqXpIXjN8bZW1iNG1RhqJDBIs4p29+1MW8cJ8 +/pfyQhJyRr/4mccv4olFoeu/qHpfeLIYZPxxEc3Vu+9HhZAQW7Dlc4P/Il7e +Jp1p403CtMC5CAPPRbxx8OtGhackvHsf9+Xkk0WUbhDDG0YkdDVVJ5XbLWKV +y6MNg1qU92Tnv2lZLeLBcTkZ010kkElncg+aLGIP+Tx/NS8J66ccMdtwEdUP +NrSYDjPAUjWmcO+pRbx2NvdjUC0DBMtmK7erL2KdgJ1+XygDjITlquJVFlE/ +7MjqRep8x507VSu3axF37XFZvuwmA7Q7IpvXyS7iuYkhv2UKDHgvz2gPkljE +A4csd3AJMqDbit0ttmoR87/2bxjvo8Pz2RPDQjyLmFqcElEcSYcfq6bn5/8u +oIPV+eDLQnQQuijN5dC6gD9vLbPS/kuDy2HH+aZ/L6DmRX9vpTwazG4LFR4p +XUAz5RcXN9ykgbL2UanW+AWsZly8aJdaCUmPPqr/sFrAukstHUfXVEA7ETz9 +wXwBd6rpObu0lMPKJZ8SbI0XUKrm9d7UsHJ4GBS6Wu7kAkLN0S+LG8pBPSeK +6bltAf0fZliGri+Dmn9JYUaD8/iLdqlNvacY+DRTDPd0zePzpRLr5YKLQcUr +dZlQ0zzqy6xcte1UMYRIpj8iKuaR6dZ8Oim9CG4czD4t/2Ue50WlDJvsC4H9 +rJBj6tY8gsphzYQaAhRKi74zzObxeP9/9QeeEHBZpMQy7sI8Rq189k56IwE/ +Q8vqLx2dx8gd/04udv0AD4KeUiA/jw+1ZGbbl+XBOq56M9+eOexka4xEK3wH +jRdDxNbrc/hJduN6ow+RMBDMIe57eQ5v6byTWbMuAvy/iVpNnpvDqJ0Z9vsi +wqCrTW1NvtYcJjWwG9wNgsHtgLetnvwcLnc8F6/W+AaKR7fL2g78w47hdRmZ +w8549KK163ebf2jjOi3h0fcVmTauDRK3/+GoYqCWpnEiBrp/2Ol05R9utN1+ +jl2VhP3p2KSj/w9/h8TKezemoIfIcqWGPf/w6/3DsXcz07CyKKX73/Qsxovt +ZITpZaPeznGtw09nMY3rw8W2rp+oWpU8VGk/i4UfVat0dhXgZlurt4Z3Z1G+ +Y2iv6LMC5E7ra7cwnUWGuZcnQ6wQs5TbHAMOz+JhVk3U84NFKHOIljrIO4sV +ct/PFFuUoHDb6wsPFmawwThNUTOpBOecdBY5WDN42EvXiYNZgr9/Fpz4r28G +93ZoRWy2LUUPrexe9YoZHFZ/NjV7uwwnT8SsC3gzg7UaIlKteyqoulwrknaf +Qavzpr4Hblcg442MxVenGdwoc9g2/VMFxleFZBE2M/jHMc95hrsSTc69PTuo +T7X/OeUUVFyJulOnZ+11ZzBmemNH6kQlqgQIh3NozmDUULxDozQNV9W/HhHb +S81nw4lTho9oWHbJ+bW6+AyKgap01Vo6ZswdVKwUmcEPpv1xhzXoGPHp328D +gRnUCdHZk3WTjk/bHmy0mGGjYYvg6eRkOt5xVqqcGmPj21Pij7dX0/GCzLit +8wAbX97e9+vrBB13X7PC901s1H/D9zFqDwOleLbekK5l48y+0b+S+gxcFt23 +7CuNjR4KtuJ+1gzs6bl2kchn49Iug8O3YxlY4y7DqfudjStjvlys/MlAYnNb +bF0SGxOyvYLlmhgYfOfi1EAoG5d09CqjIImWQqMnaz6w8eDLx19rZUlUS3GN +yfVhY9D7OynJ+0kUOrt6MdKdjeojAyanqPt261TCeS8nNnpPfWz+do3ySuDh +FLuHbDyj9O5SwwMSnVR/Cxhbs3HTA1uJglckSrssZm83ZaNR6bTvnzgSmRve +rfzvPNV/KISHm/LAz5LNFgt6bIzgV1QcKSTR/3Z+YY82G/ly9/sFkiReXaYv +SR5i44HDg6mclDd2J/fYZSqzMW+V7JYtlEe49R3poTvY6LLc8qMw5ZXaSZFN +rzax8b3U0u+pYyRGfYh6ZrOejWYX2CorKe/YHdj/58J/bPSM6RnaSXlIq4W+ +87AwG81HNOMEKS/953z11RY+NkangF4E5akeWVb7igUWvthewJim4u/Fnvtn +p1i4jf/hJoH/++uWtH/nMAvPXSsz+U157cLSjIGKvyxU9WrzvkJ5bnPSsSNp +LSxkLI/6HU95j326NTi4joXK13NuJVMeLJ+4N+lKZ2HinIvzvV7KXwH8Jy2L +WVg1tvLmBOXJO/tDos/ls/ChhOq93XUkqjYrLqhlsHD3FwcexQoSlzkVG8ol +svCVHof3EOXVZpmLyULRLNxCi3K/lUJiYtEI/3QICzUle55EhZP47KarWes7 +Fq4Q7OQM9yNRT3B1dokXC6dPn84ycSZRKjFhRbIbC81Vn+i1WlH7derwnQ9P +WBhTcNBJ+iLlsfG6Aic7FrJ3jq/YpEWi3/s7a29ZsvAY2DWO7qD2p+ktTeUy +CxfpXh9rFhjI9WyznMw5Fj4yXHg42k2dT+n8p0tOsNDzVrthTTkD7W707GhU +ZWHEBQNLlg8Dv4+p+DmuZaGJ7FT/LyEGvnxH77+2ioW67oY2egN0PL/vqsaJ +pSxcqq3UFFJMR/YTzwnJf9OoWeOklPGIjgcEWg1+NE5j2IrB64tVNBT8ei8p +pnoaT3U3KyhH0bDpJD+/T8U0sr3vf9N9QMMnbxWzTHOmsUMq8bSEOA1xvasE +58dpvOQ4oe2oW4l8vgqr7Pyn0bZw+syTNZV4grN6aa/HNE5WHhL36anA+i7p +eZrjNDZr1vxhPq3A8bgfbYHG06hkubipPrwcN+2ZjVKUmUZRoWq7Xiylrsfh +nyLXTGNd3KxRr1MppokdC/hv5TT2v7oRthpKUZ39wX2OaxobJs7C6twSNMrf +e6esewp7/1xiVMYXo5eO7U6zuCkUCUq+JXG9EKuzVm+uCZvCDb652sdXF+Ia +BUJaO2gKe3j91KsrCzBmmcjKbR5TaCiQKDylWIDEr4RJlsUUZhyfWaiaIHDi +Ul+2z84pdInMznyfl4cXbUw18fskDvrHbOHJSEW3rpYRn6RJfMo+rzo3koJJ +hpeDzGImcVeiw2WtzSnIedBohDNgEh039zHqdiVi3JKzgZr2k+h3J8OpoicG +pyO0h8r3TKL0g1daPaffoX/d9ne1KRP4vOxk1D3uUMg7mnAoOm4CZ7f5ZZSv +CYeeXIV++7AJdHFVvbslNQL2R8gfEvedwBOWjRvft0RD+12ZPiPrCeybfnzz +7NYE2CEgpta2fQJX1jhNrdNOh8oDc139X8aRULP+ETqLcEBlY1t7xDjarPLM +fHCOgLi9Jxr/fBzH9NeJ7NkvBLxUDKkq9hhHh44d2sKGP0Fjk1p++J1x3PPV +xY47qgCyVjwJMFIYR1Pbt4cvShaDvEiU32nZcdzp09tVfbMYApbRvHQkxpFt +/9v8wbdiuM8v6bpXcBwveJ+z261VAjvmc61XDIzh+SpVz51mpRDV9+9oefwY +xnp5bO+4XQ6rejZoEuFUe8vlgB8xlLe6dCEzaAwvCRYEhnSWg2lr8N7o11S7 +0+KGM+crQKJWVdbl9hg+vR372VipEl7/urbu0ZUxvPbSoYHjdiWwGZ6rrY3G +MKSqVuFtSCX8Lm8SNj42hllvesWectDADx3/qWwZw1XbuD0Uc2nAkR85vVNm +DGtsc77+10uDuzmVY5vWjOEW6XT+lhV0OJGxtk90yRi+0JSq5r5Oh9xvR7qW +co5hTtgn4SuedFBIsWjlmmFiPWegTGAqHQS+5tYy+5ho/c+923uWDg/jusje +dibSIoV/HFvHgJ7opZWt9UyMST31s+EQAwrDLv2klTFx5oXgattnDNj92TWv +kGDi8BPjcfsQBoQFf83MyWLijca9PMezGfAs4F9iXBwTzwuqmlwapXx3VfmY +QjgTJ95JTg7xkaCzw7b7axATd+yyarBdR8Lykh6JZA8mvrO29NHXIWHKT+a7 +oisT3xy/P5VwkfKb8eUz3xyZeHE4uo5lSULk1C/3DEsmSilKvbv8hoRXP5dt +2GfORBxXPmP/iQRLb50fWcZMpHts0n7ylYQzRs+NDhgycU2V3YxNFgnKcvmT +uXpMdAsdndWn/CYxxvI5qMPEDzHJXTKU3xbzdm9FYGJk61rDFsor3a+sStRV +mHgmc2jejfJM2bm4KwWKTLRn7vBdTfktUbpr7sgWJsps0K78QHnIf2hdYLEM +E2tnRh5wUX57kHVhj44EE1PFD1+/QHnqkttbRtlKJmYlpVgFUd5SP824fXwp +EweKRB4WUx7bKLmEl8bNxHObfayaKa+trHJXD2aP4uAK1Gml4qab8w8+94/i +iYc+vJVU/6jFe4nhjaOosfR0SgQ13t0PfV1RlaO4aTj5ojmVb99OE4m4vFFc +zp8vvYqaD0dpzemviaPYI9El/39vVpgcc0/6PIq6zwY+K1LreTv9Iz/VZxSf +v5jOD6PWe/mN0mS6MzX+J9eSOaoemzZ9UciyHcWIVebcWlS9mPlSV3KvjuJ6 +34Kyx1Q9sw3ef/hxdhQrD4jZBVP1fj4syPipOYrD/hstv1D7ceKFM0/x3lFs +m+SSiaX2S2zd9IGyTaPoRy5Z5k/tZ2u6hW2l+CjGvq5LtnhGgm23YeuvmRGM +PXDl4jB1Hg48oYnWDYxgtIvTuwDqvPCIaujWN42gXafoiOIeEgKObM9qzR9B +reCzlar8JJg1RYx0JI0g615sZSJ1HrfcXy33N3QET7rmdK/6w4C8CG7/QZcR +nMvU/4ERDHhx4HHZyL0RlPTi0OR3Z4Be9cjC2LUR3BqVbKl9hwEdnI0WbK0R +jMGZt8nbGcB3JUWLV3AE2dpB0cfj6FDFlnsi8G8Y77ZVWlu60SHIN/jb0qFh +HHV0CHljSodtxEuplYxhTNEYlW1YSYczUsYz6/2HsS/lv8GvVjTozHF+2+Iy +jEHuNX77DtHgnmHU9hBb6vnUwy6RQjTw9x68subMMH59s4JzY3wlVP97XLFq ++TCelOW04qipAP36gGCBN0P4aLnUrZWTZdB5P2dv6dMhdM5Iao5IK4N7Iq3k +C6shVLC/nbjvXhn4a8vxcJ8cwufvOf88GiqF6vQ0y/mlQ7hp5Y6gqLoS0Per +Ojj+ehBlF3eeXfu0CDq3Tf5JeTyIFUeq6g7tKIJ7ZeL3rG8PoiCvVOG71kLw +XzSJGTo6iJFjS991qxVCtdWwcC//IE6GdpfcZf4E/eOC7U0vBlBbfiZyn+UP +OMut+bzYpR//KuqH6sd/A4aq9+Wge/2Yvy1XPWw8FY7b/Va2utaPniF8QXqq +qaDx99agqFY/Gsjn/KC/T4bdpd7nrgv0o13c9RHb0nhY7vlnE7dPHybf1t60 +nS8EaCstKtVDevH9D9XUUd+3eFQ3PVrUuxftr4oOL74KwCLXeae+p704Xn18 +y1HnIMyd9FHyNe3FVa+0zMQtQ/HL7/RPbbK96HbxObPvYzS++rhg/Sy+B5sL +fL2zP6egpqy/aN73v9gYfm7fhpJcfGnyWl835i+aUyfxm1Meln909m18/xd9 +tBQvrFbJR71V1stm7P6i6ubaMN3oH3iB5wSP8h7qebNfvyCLQIse3snk5G40 +3OY32HelEJNk53dBaDe69Vxip6cVItNk0prxphvLzi1mpvEUod2fzsEhq26M +OHhms1pUET4rw64t27qxONkzeH1DMfp/eVwTGdeFTbPLe+zFy7C2x2bFnsAu +3LpHb3HyYhmKb7h1qsC9C012bdZ78KkMQ4INK9tvdOGg9LpCO6lyjPHaU7hO +rgs/3IuvExevwL4yBc5E0S70ZDCkTPUrcCuvLKjxdGGseZXMO68KTHm6PPdi +Vyeqxri15s9XYM7d4W8fwjuxtfBcUlV1Jc596WZu8uvE4n7bFi1eGkJv047v +zp14Z0vQ8g/KNCwyrfhSa9qJt2uvuBe/pyFfyM++a6c68ZiR4uDnQhoeq8/a +NHGoE1d7eL49waQh43RsxIr1nWgzNfRwnTYdl3t/bg8T6sRkRubeg9Z0PFv+ +fr3ifAc+ZOWpKnygY/1ht496zR0YulCfYN5Fx47dV/w9P3bgrp67efusGJjk ++tX2pkcHCqsdCeb3YqBD7dTpIw4dKHh5LiYqnoGrHniI/DPqwFW1N78e7mBg +e0ntyO9jHVj50dke/jEwQVyK8W1/B/6YMBPhE6X8kp3mdWdNB+p8Pt7Uf5jE +lYILFtpLqPmwr6vznqe8dvGoruxMO3YtdWz6e4fEL1/9FRb62nHPur/dHk9J +fDjXvKSxvh09pI3DJ96QqHlSvj+jrB3frOS7KhVK4vLPtmV+We1Ir73nJpRE ++WIkN9Yqrh13eCfcy88lMR743I8FtqPmK5XIHWUkPvA9fUPuVTtu/bwuyKyG +RI2Oj1qcj9rxz5r+Lv0WEoV3/93YcrMdn8umSfH2kNj0fCdP9nlqvFjZqQfD +JMbVPO56p9OOi5U2a+ImKK9tLCqw2deOZxos9ALZJKrbC0eckG/HOwmPr+pQ +3hIqueCyWbwdU+ODFDMovzX+F2nGw9+OJoo3wjoon50gG52I4TZ85iMWQ6Pi +vzbWhx7R29D8iYPGA6r/s5U88zsT29BUkMe1lfKgeHpgbq9XG5ZtyHfhpfKl +GGx3CLVsw/tuuuaD4yQeY/1UOX+iDZ/sHTHzHSKxM9CQJbytDb08HNMnu0l0 +PDCYUbK0DaPCTBJWN5Mo2uxk92ywFT1M3oXP/aI89lR0j3JlK05Px86ElZCo +LRU/NvylFSOGkjbx5ZDYRhxMifZoxWuBmrHbEkh8dLX6rvGdVny86wWf2Cdq +/6L/DdK2tGLphqbK7Y4kHtHx/eK2pBVfpT5+aXqL2p++jbfV+ltQbX9ZmcE5 +qt7b9Hq+xrWgXmSH2NvNJMbSO6OuvWrBY4Yq9U3LqXpaP7y29lYLOppr+Q2x +GHjvW1i7h3wL3rZ42XK7gIFLz+0N1eBvQbFhJY/6aAZGTZUbz/Y04/6Kx2ar +XjHwt8pE4+2YZlQ0/nt4/CgDrRvdg2ReNmP9wobSQHkGCjyRvNBg3oyB4yJ3 +lvMy8ABq1R2Va8ZsjT3Oj/LoWGPW+JaDtxkfjvjRLALoaMllrZ/V3YTbRsm+ +vdTn67NWICkf1YQj9K7Cc+voyE0bKOfb0IQdAfqjAxY0tIutEOjnacInv0+o +TwENu59/0ansacR4m8hPAqtoWLz/TrHPl0bk/xYZd/p7JbrH9hOrdzei8NI+ +jrdjFbjUtS9T4XADMo5EPLmmVo5PTMqml21owNRzKwLLOMtxaH/c3lEeKnbk +WHO2pAzpzJtpaWX1aObdZNt+ogx9THqT1E7Xo+KDNfLip0tx1YGeaD3TP7ir +7D+ZDsVidBMr6VY8/Af7uVw6Q/uLcJIZvWHVhj9oGbCuNja8COtizcP/9PzG +o4shsp9EivCD2N8Qs7u/seN5SO61rgJcO9b19t7TOmy4vNYoxpLADXEdLgHB +NZi29ECc0+7vKO257tWoQw1+S1Tij7DNwPV3jd4cvViDGLp3aV9yOkoo/fo4 +u7oGpw+kyC1sScOVBJFmElCNwfb+t3aIUX6rD/27ye8Xco5V1m35FIkokud/ +V4jEtISbvXsY7pBTtydUmsbAHq+lCop738D34K9fqz0YqBLpx+l40h+S5IOL +lAUYmLgusWwwJRA+g8P0Ahcd11UP3bHNiIAn1ioXfdgVqPjhDPdpnWRQIdNl +UrpKMCjhrrJxYi50CRTuyIwpwSx9VmyAUR680fil+uN2CZ56eF6umicfujKG +DWijxZh17aDBvgs/4E3IJo++f0V47en8S8HHBHTdDhyXFi3EPWfZRq+nC+BN +ZMyi/J8C5LdgfzY6UggqLenLdn4sQM9zdQZPfQrhzelfmw5KF+C3IxIP0+WK +YP8+wUtG234izy6OB4HHimHdEvbLDa9/oG2XphKPVSnceyIavkvkB175EzTa +kFgKZaOKufA+H+W92N5Nw1T779ujl8Lz8GHZ3xdGFmVQFtl0/l12Dp49Z/ia ++3I5rBdn20ZADlp3XD7973053PcQ9UopzsaYjj9/hUiq3fYkQfuVhV1m2u6O +hyrA7hBu5h34jrmHg3M0VlZCRWqTxiqb71jAtaW2UbMSpOTYl2WmM/DA1Sdx +zx5Q7Ut3+R3kykC/GfMPnb+p9oaIGXuJNHTgB6FhTxrYncBVbmHfUMfRST39 +Ow0qsGm7/6ZvKPXO4aBDO9UeI3o1aXcqRsV0Fs0p0uFd77L39PdJ2M49eCGj +mA7t/z1sTYtJxDTrQyFhvXTYqt0h/zEzAR3lim55CDCgICoj50bDF9xrGKFi +oMMA4VopnpMD8WhmbiqlZM6Ai9weJ/f8i0NtMQVDoecMGLti0r4oGYs6AxpN +X7IYoOZXtqVnewx24aWzVtUMeEXsvk87FI1Pb8pbbxpkgLQUP1+QWSRabrmq +83gN5S8921NOthGYs2TRbsVOEjKfNgWaPw/H4NTMzZ+OkPApy/T89aOhKD0/ +d9PrNglK4koDinc+oaHQWMKIAwk0e4Gn857BuDynceCwJwnXaptFKhKD8Czn +9vcvPpIwuzs1IoD8gO84n27OjqO85fdi77Wx96hg/lKhOYOELUyjsp2r3uHM +s50KIz9JIPR2XJpT8sdNq71xhEbChUSukTJDX6wc+evZ8pvyhngS59YxL3T8 +m7E/p40EoTpD+SKl1/i8K+WJWy8Jav6LJ4wfvcAC8+IVaiMk3DkVd2861wXl +ifXYPkHCrjURilKLjugiIn/uHpuEN28nHM+8tMP6plfxzP//veFajzf8a++g +kIVi+CXKa9IyF4/X6xsirfDEpjTKcwl1TjIOhw9Bsdnp7Swq/sfrnViRfRU2 +vBtLk6fiMAH7pWl1NnAwWOGn5jwJR95sIJz1HsHzq/vN9WZJ6FlVbadX6gRx +M5+zNadJKDpBiAqHuYJY1voO+THKQz7io3aX3SFgRT4/e4CEm9V3y5tWe8KN +tT+uZnSRoCJWEqlR9wYCf0YqmjWRwJsgjLVH/WA0YWs2+xflyZMHtgnIv4V9 +DSdOOpVS6xkxD1LlfQ/7mpV0JnNJAF8/PuuuANBt0RS8kExC3K78+xE/A4Fx +UJj7azgJj+1E9ZY8C4Fd3sP20q4kdIqp56pd/gxuM5PTR+6REN20V1RlXRgY +9/nkXjAjQfjpFReLf+FwxSDB5cJ+EgpOsva9GIgA+4+T1ZobKU+v9x753BAJ +/NH6/HLCJLRh1qXqzGjYW6YsWdTKgHe+eiuHYmJAVjfqnVsxA45e6S7jDYiF +Cyl9UmpfGZDCtVx5v108FNexOd7dZ8BzrZvLwxQTYcU/WiMnmw60BkkvbqUk +mJSuz0+roYPY3Wr+m/uSYVH70K19SXQ4V/l58b/QFHieclI4h/Jcz8QSVkv0 +N3iQMivakE4DwR/d6T7yaWDXuemcljsNdr7Ce4fj0yBcbImr7wUaPJK0H4lK +SId/VXrSlaxKENRq/2uR9h1Ipz9d/FsqYYdIbuS6vZnQtW+xMXy8As42vL9C +fs+EWJ+mYoXcCgix0m3ZnZMFvl53jq08VgE7A77XzhA5cCxYY/2jC+Vwrter +0J3xAzyntT7+1CmFR6k3XfafRih8/Zf/NmcpfHLUgMFfCJEK8pfkc0pggv+J +cewdAq7PpHFPbi4BtZBdDYJ3f8JsO8tr/VwRkEUhVb/sCqE86dopE8cCmBS7 +j6bPS+H9m1MfYvuy4QJ/xaeuH6Xw5/4WF9MD2ZDLln5y818p7M7MYKh4ZsHz +JoaKtV0ZeNvZFdxUyASRcIVvz26Uw5lvPzuumKaDwrbOqE/HK6Hk9p5nN/QT +wUzjjEfTSupzG+GmOaflDkV74m6ZniLh6rH30TqGLiAvt6jdRb0XiHvC4pOV +D4Dl+tvFnqsK2iVSvD/37MAfN9wOPXWsgj3Htq0YVnuFutvaM72sfsHLAGO+ +j53heCPzw5evZ2rAo/FhxJcn6eix+Wb1g3s1MK3+teM+ZGBSkPLs4bc18NEw +qtuM8zuyHOuO1dfWQP3Lkd8vn2fiK/VV/TwXaqF6sG9g8+Mc/Fr+Rt7EpA7q +eXfsfLOawKoDJqe2ONXBFm0xAS1bAie/bn84GVoHM3cT7p8pJ1DtDa3Eo6MO +gtfcL7388Ccy9AVvZF7/DXfTgs82VRQgs+lF1HKLP3Bfce1n5xPFKHrSgNbk ++Qd0s/bBVGAxqvzYOBmT8AdsIkx5PLqL0SWs8MjBkT/Af8m8hP9xCa405+y6 +bVsPrpuiCzk+lKLy7yrBvf71wPmirl22uRQv6oTt5kirh/3nG5NOSpdh5BZ4 +HjBZDy3iOsbfostQaeSJTOHDBvibvkrdKqocL5ieOPYmsAF4fIcbX3dQ96+q +tbZG2Q1QkZ6+5+O6Ciz+lkOMzjbAtrp8ay//CjR8yDaVfNYIbP8fqfbWlejQ +V+re+7kRigeCfUciKzHU6EPyN2wEntPLxo7+qcQ+VeXFo5xNsDRm/1jQARo+ +5rD7bO/WBHb28cH2EzT0OPrJNTaqCQp3PNv3j7pffvQtudVQ1ARrtrwaM9ah +Y470mj0HeZtBJbPFIJ26n1bc0lhtLdcMLsvf9kZR99fGFIv5MK1moG2wuWHZ +QcdZ9R+lPC+bwbfY77EDdf8VfN2boBzTDG4J/878oO7HEr+W+98qaQZuvYnQ +mlsMVL1y7TKNrwUMci7EWFH36xPxXocXNrVAwbnLnMyfDLw8lrFJUacFxPoV +xaGFgU9cBMbeurfA/DsRNaDu717lu34Xx7bAsq6gkyPyJIasuJTLKm2BzsdL +pG4cIjHByC1sS18LGB3rJ6PPkpgXnvjikkAr3LIa90y4SSKt//cd782tUPtA +1POxA+WHXRyn8SgV73+6YpkXifM/9SU2vG6FdcIHuZy+Up4QfLJ4Lr4V+r/c +2G2STeJ6/ejul+WtMHnxlT0H5ZkdHxnlWf2tsPSTxUlzyjuHOllJA0vawG5G +7ahXE4l6CjLvJBXaQPK+L4c95SWTe8cf6x1vg6In5uukKE/dzblv4nynDRTu +Keh7UN56xvXpyDePNhh/hybfWSS+OV6yuftLG2h6PxaJpLwW6j8q9F9lG8xa +bTh4mvJcSuPqCZ3BNjiuxkHPp7xntkJmKI+3HfpmK1MGqfhWRkZrnVg7vFbJ +62mg+tsYHf81ItcOhTLOj19Rnnw031rIr9wOBv+pO7Mo/zmH3/8urd0OtJ8h +6+UnSXylJRC/37AdAjMT3cRHSPTtDwnWv9EOQf6LI2WUZwO9d72xeNAOqoF+ +MaqtJIbtKnF2e9kO+9uqOWxqKd/WXbz/KaAd1s1+Nr1RTs338aj595h2iJI7 +sEsqn8SsdW4XyO/tsOvfCebHZBKJn6t1+0rawSK2bUNjGIll5okHOf+0w+Ho +c6YtviRWLdFQlOhtB6/5qxrRTiS2n7EQO8HfAatL4nJfGJHYN7XIby7eASt9 +chihmiQyg97NPpXvACX3pa4uO0jk7MxvS9bpgPJeq1OhC9R5falfXXa+A/KD +mrRauhm4UqG3qONmB3Bd2/Gxp5yBsveWf1n1qgNsw+Y+mfoyUIPrmt3Dsg54 +0H/EYakIA02WVG9y/NMB46rt1ttH6Oi4/HDDs54OMPGe0NSl0TF9vdShlzyd +YKyyX9HpBR3lVJv436t3wuCaO7cGBmmooXE8J/BUJ7xoK3wkVEhDk2PZliEm +nfC1SddXOYiGAec//Ip80glkbpNnmAYNBezOBn/L6oSPiXc9519X4kbHgpPf +SzshNaXL2sGoEg8/38WR87sTsGchfMlm6n3hK2L+c7ITjk2OJpoXVOBgQuWO +KsUueL090khrqBwZf48UDMd1QaOiwzrN/8pwYOib3VhmFzhd0zMj/pQi/6SM +/FRJF1xZsXDHKrAU1bk4vOa6u8DvzelHV8VLMXV9nsFSmW4YlZA8P720BN+d +V+rfHNQN/m8jRCt+FaJR+cbl11//Ba6cHG7xwnxMov01SQj6C00qowuXhPKR +pyomcTL+L2zWqxV4ZJiHKb83676o+AuHHnm/1v+bg3zd217GLO2Byrm/jmbT +mZi+oDTX590DIr+jex2HUlFYSavPyr8XFIx5Lm98+h6v7+Pb9z2iFyLqee9u +P+mPOQdKXyx864XV9953TKu8QfPDxzb41PTCFimFx7/uuWCe3kmTFNE+eJo1 +fvE92MDt2wa14wF9ED+1nsfX/xMUfTYnHgb3Q3rPyrvqLWmwg5eT/PKlH8rr +t7185J8OgRYhLS3Z/bCyXOr6jHYGWKrUzB6p74fPVU5GeYnfQbRafe9ysQGo +u7RqMdA2G67xSn6JezMACk/tH56j/wCaRWZW06cBSA7TObbPDkG5Wr9UOHEA +ll4vmuUQIkAw9HW3XeUAiCSYDaxNJeCbCmv9YYFB4D21zODI+E/gsqx+2+Ay +CKbnXSaHDYrAstoqYpnfIMjsME46FVoEv1WWpELYIAj9SM+d6S2CL7zqjOgf +g7BGzDdH8mEx6IcmCtz7Nwin9eMkjbxKII/3mHi04BBMnB1ck0WWwCbLbrn6 +NUNwUunSoO7KUphVWXvkkMoQPLjDwRB4Xwrh1a+eCtoPQfjtjqeBvmUguH+j +10G3IUgXEv9jQi8Du1D8aPN2CAxR9djRJeVw1HI683fqECyLidry5Fk5MHmv +j0eMDIHP67A7O00qQH0/3FS9NQy/c3VrJMYqQdrTvVbm4TBcOvNWQ3M9DTha +yMMCL4che8GU7+lxGhDOZpJ1kcPgOvcp/r8wGkCZy6+7bcNwz/bMTAHQYb1E +xSGDkWE4o2pmDeZ0WLBYmaA6PwzKJeq6xGs6/BCJfCmwdgRehW6+VEHS4dD5 +ItUIwxH4wTtf3HaKAevjl8W/Mh+BSRETCVMrBizMnvvP2m4EjNe1Lza8ZsCP +z3+Zqv4j0Ks6kfkDGfCZud1ENnwEhrVV8zc1MOCZxoNKgZQR2JUhk/1yjAEH +e/hi6ugjwKsndWmrFAmSKqdW5TWPAPdBT4e7SiTMvf7gHDE4AhPyJ1xjjpLQ +3NQ2/Gp2BDyPny2rvkRC3vbNl6yXjMJYzovocSsSQpxsygxWj4Jez08nXicS +nvzK2qsmPwpRRHeRoA/lLftjy5dojYIc+6bdwFcqX6nf09GzozBqGN1bmEXl +W904UHd1FA589fzjXUTluyN7Ic92FNRpe9p0SCpf3p3iCOdRqG+nR4zVU/mE +03a/9hkFXdso0qODymf2L9T68yjAVinJVf0kXP52RMgwcRSizxfreIySoMrj +5aCWNwpeXOprmZMkSBjW9spWjkJZ7aVbmjOUP2MlDZY0jsL1UEFB9zkSGmeu +F4z2jQIt8Hp3JuW7HN3Enb9ZoxCjG9/9m/IbneGgZ8LNBMN96pzdVJzPWv/i +lyATJGSz97ct/P/7w8JczZVMoEnSAsqo8T4duzmeuYYJmipGCmFUPq97S7ds +lWHC+aGbIjemqPkHJ5t+3syEJ4qb7kgwKW8XnQ1YocgEOe3em/n/X88wi+a2 +jwnFSrJwqpOEE/+FcLMPMSGJZb2zqoGqL6gfsNBmQqLxaxf1KhK23eq2aT3J +hPCPmu5hxVS9/V7FnjFgwqKHfzAzm4RlOdtaiy4z4UG8o+yuRKr+nVWiKteZ +kPdd8vXVUBKGltrrfrVgwsdVkVovfKn9UFrzfP19qj/96J8gZ8rzxvlZfg5M +OGt8uiTMmtqfl1dGeZ4zIWgNR9RHY2p/6uMvD/oyYYn+zU+3lSk/Lj7o4Ahi +wiShkXSDOm8ZmzRv/BfOBNXFv+IK/CQw7FqtD6cygVXXUM1fw4Cm4K+ThtlM +cM/y27UxkwF9BY8eW/5kQvKpSu6lHxnAuWKV64dfTAgTGohUu8wAYZV2/sQG +JvQFpbS/VmWAhGmiV0EHE+5LR96NWcMApUSdgOExaj45q9v1q+lw49iT+CMr +x2DzpNaV8L10uGdzbIeRxBjkneRZ67eUDk4f/ku7KzsGQeFG6y630yDwb0pe +0O4x2G60WOvxkgYVLn/JUf0xkHK/9OxpcSXszNGbDn47BkvdjhRYi1SAWsda +x9TgMTi/KJzIrqHeNwL9iyWRVHt2yImnH8rhqqHrkvG0MQgVP37AdW05vBvP +lDxaOwZyMzumSsTLgK0gc2RSdBzWzOwSeNhVDDz6I6VL1o1Dt8vaxyOBxbDi +ce4JKblxUKV9Pux1shgUSg0Mj+8dB7cPPwnt9CIwvuZxO8xgHPQGtT4te1QI +BcETPicCxsF5e69waBMBRpOJdn8+jcNN00jdYg8CmCduGV2NHoer5ndvXdxP +wLqFZtlH6eNQd+R6e9YWhEdmJRmR1ePA2Wa9bL1nHuyQC2qaFZ4Aq+m+krvS +mRCUdEg+3n0CPGP7Tnx6FguK/DNLlXwmoPqL4spXS2KgxDSN+SNgAhZoAy6p +b6NgcvnmnNroCeh7nRM9ER0OevdXnOQomoBCZwudA+4fgEel+955jkkIrLJv +iN0qgzY/X//gfTwJxP3yGyZhsbhxtdXYbpdJiK1oiPq1Jx7/3D290ez1JHy/ +slfocMkXPCQp7pETNAl5PeFva3oTcenDKAPrnEl4osmvxSX8DWO24VD9v0n4 +3Gy/1HBdFl50jZDi45mCjuTdnHuaslCo8YX+nmVT8F68+5tIYDbauZ/I8pac +Ap7rW/rihXPxcGeDq8bBKTBcfHraZyQfmz9MSiQ8m4K2uFU3jbJ/ou/In5MN +L6fA4epxMQ/hAjyilevM5zMF+l2uQRzXCvDLuEuPWegUKF+75Zu6pBAfnhT5 +JkZMwbblzI7ik0W4klvhmBPnNFg+2qPdl1iCJUZCTxKWTFPvjZKy0akSfJzC +TGpYMQ0S6/T9BQ+WYrtxpqiS7DRUNEb53C0rxcQszfY+jWkIPyNpEVFThkfv +mj7Ud5sGlVnFt5bZFfhyeqfglOc0PFpjcTJnuAILn3F8+vB2GsofcUyKyVTi +IZ/wguaIabjwWLh+1K0SlVK6hG7+nIYlJY+D59VpeE8lPWxJ+TQY/tyzzsOK +hsmE256EqmmQffNvuTh1X1T4JWc01jYN6Juzf9swDaXHb0Y5LkzDMrm3MxKv +6WjioLJvPR8Ltsg3Kj9PpGMw15IKQogFUY9p8a1VdPxv1ZdR3nUs2CYWoHFP +lIHngh2ex21kwSXbMYFYJQb6bdAV093GgkNBYtq0swxcpjR0wFeVBesULzG6 +3jDweF4effcRFgx81uar/cJAd01vs7rjLHjkHP4mpZiBXAY7XkpcZMH0uke1 +CmwGqrcsrM6/woKVO3fQSkRIfGpOfjW9zQKLE/WvdDeRyLa3+RX1iAV5Ixt2 +LTtNovKC+nUdZxbc5rOO1r5G4v2XK1j97izoeyrMvGFP+UK487WXDwvMJJff +tXxJ4kjAN8mdH1hwvtf6pWEAidukXJN/fWbB0efrvmyMJvF27FkNuxgWZCpx +nvv9jcSYnRvr/ktiQWgAxxILJLE7c/JmdgYLZLu4LnRWkCirXjx7KZ8FW8cm +G1TrSDQte++9UMSCZdW0XQ8p/4ScviEdTqPWL+a97B3lo8Z65bQjtSzIztCR +8R8mcfUVfu2eJha0R0jvsp0g0aD/T/2rLhbozp3i30X5y982zmLrILWevg2P +f1Heq5p5tEAfZ4G1ONcNfcpvws+P+dnMssC561bm////TVdQYuMqLjaMSjHN +pqj4lf/A94wlbNB/ecxMnIpLJHKPXVjBhsxK9fw18yTyRHo2z65mg8/F3Ndz +MyQe3nrZ+pM0G2pSMztwivJn2jYu9c1sMLx9YvAak/Kz6vy7zp1suNoU87uv +n8TZQrr8i31sCL+/pFWvk8R9Jz7nyAMbTCPLtQIaSLSrvXuyQpsNxxxPXkaS +xG+Xod1Sjw2BAwIOFUWUx7pF7osYsmE20oEzK4vys1U77zdjNkjEbTZ9RXk7 +/qnLVpYlG2o7TFxqvEmMcIyzum/HhuZZxaGopyR+fEwmjzqyYXdR4sEbliR6 +2K9T6vNgg93+P2M52iQ+v6/54Lo/G46GLwad2k2io61FVnsQG7qVMO23JImW +VtlqDXFsqHykshVHGHjdov2ZQQob1i7bKy77m4HGt/l//spkw5DUYT+HPAbq +mRtoVZSwIcl7a7LISwYqGo+dzO1mw6qVXDx/lzFw86XVvvuG2ODqsuAvPERH +GSOoTptgg3phYMDeCjquNPA2TOCageNiuwKcXek4eWKL6SfpGXD/Nf9u2wAN +h46fDl+zeQaSXN/EX/tJw79HH3a93zkDki03dCI+0PC3ZvHNN4dm4MIV6wrV +wzTMUrti43R5BlaLBd9dQvkv5cCrb/+uzcDAKZFVMRcqMV4lefKhxQxsKKdb +GcpX4kel+Uc2DjMg7HVtmv2zAp9sC3K5EjgDtM3FLfaU/9Qlf/kfqZ2B3MwL +z4bEy1BFgl2LTTMw6flz06eGUty1WkpcrWsGHFtFc50+lqKsqFWw0vgMyL0r +3NO1phR5li2Jkls+C6HSYVlmIiVY9k89g//ELHRmLjug/KcQW1i+WpvOzYKB +yb7XRS8LcXyivU7z8iwY6kUbeO0tRMkh52kXy1k44vjnXJ1vAdo2E/vmvGZB +7T+bdfGHfqJEvnoOkz4LNp+eLoZP5qHlM3VsOPUPHr+7NmIjloorONXLv56d +g8XmJzsPXA2DlB1Ps+HSHGx7GH4moykcTl/Oia+5Ogf1F1RO+Z+LhDeZSh7/ +bOfgyTOH/IOaMbDs7hZdXd85uNGizRxZkwB8TSvpA7Q5UJMpOZFXngaz6X+r +tmjPQ+O8T2lY2g8I6pT9mX9yHjJb1T7suYigstws9YzBPBiEqxemLCI8tGj0 +e3x9HkJNxL/ERxIwKUPqlz+fB5HzlwpOdv+EkTdZtbdwHsytlsor6xSBd95U +0VwJ1d6ud+WlbxFsG9id4cuYh611pJN0QxFYaCW+z2qZh83Cqtc33yr+Xw1n +Hk3VGv7x4+zt7MpNNwehDCG5UabKDXmfkJSEKBUaFBUVN0IlIaTJ0E+pxC1j +IQrJ2Jv54JyzVZQKFQ2mRvN4fvuu9fv9+axnr3c9z/fZw/ez1n5f1DN5d/us +qWmk/mtsntmZOtR16FJb5t8z6ORzO6MroTyUHP9LthNmkHCRZdDhah7a9cxp +m/TGGVSnu2eNBdmAXixQfxGycwbtEjSn94U1oKq68qadp2bQPm8NtULfRhT8 +W3VObNgMOrJc9bnJg0ZkpHTBqu7iDIrOPCH98HMjyj+xrVY/cQY5vd1pZOPQ +hO6qf38qUT6D9l4ZSFZfzEcudo7T62pmUEqg9voaez6SCyo1DuTPIGt8w2tt +KB/Fvows/tQ+gwJOWkQXtvPRZtHAiMLnGTTI3fkyd5YAzdJyWGX/bQapTHou +O20gQCFhyvkV00z+WoLGuQgBMsmN+DkoLkItsqn+ZTkCNPamf8UySRGarfFw +BWb8pY9ecfZ1JRGiA5WLVBcK0d4PduneSIR0T+9j6ycJ0aI/nnSnbxChXR2q +C5NKhajNUFG13VaEzm/ckc57JUR2Mb3JVntFSF7O9byLBOPXy2w7gg+JUJbr +ofIqNRrxvjxe+NhHhELvn1D8bEQjMA27sThUhB75B+Tucmf8/OGeV04XREhG +7qN6TiCNiq9tkYmOE6GoH1aORRdp5FdZ6FBzU4TGImRCAxNppPtN4erEXRHi ++rCmf2Ux/l8utFk3S4QS3BSXqjK8cM/iq+TBfBHil33wmlVHowM+NjZJpSLU +FbpkfdpzGinfLrj0skqE+lr1jYbfMfxUL984u0mE1r979n7iE42uD56dBS9F +aAN3+nXhAI22Kn+x9H8nQh3a0S9UB2kkab05IqdbhJZYJVy2GKNRo39+dVe/ +COEHpc3yDD9Fpsix5YeYeHxhQArDV2bCYLCdEiGj0n3u//0/KQo6js3YLLAI +LYoWMHHH1fROVw4L3D0bBr2Z68vutU0HzmFBGFeYUjtJo5tPJRTjJVmwdHbQ +E+EojQJaTE3ypFhgmzHX+dLv//bX/ePcKMuCtIOmNZP9NDJgpZ/6rMCCnflW +hipMP/Nl226ylFlwW7JbfPwtjX5oSZQsVGPBu1aTmEiGv7KCevPUlrLA+Kvx +JJvhLw9BfYaWFgv2xusMA8O7i5Uykgx0WJClPT4FjN7tx8LjjQ1Y8Hl4IJlg +5nEDu10yN2TBvQd83wvMvBz+XBdmbcz0F12p8pKZZ+OjaW9ncyZ+c7S10J7R +h93usX8DC+jz4L7FhEbrHEpdvaxZYHDFtiN3CTP/IX/r0w4siJ7wUuQNCZHf ++m1m55xY4LwljQ57K0Q61w3WXHJm9PrX2XQWFqIMw58aiftZ4Ci/IDsgXIjc +ooSKqQdZ0NasOrTfXYgU3+RIZ3ux4H5GeozyeiGKP3WYXebLAj2vB69niwlR +WEVXx9tzLNA86jXc7ClAppKVLV3nWeC5pafe1UyAxnf/29R3iQXlK8bsa+WY +54XlUjLxPyxo/z65UKuKj3abt8YrpLEAUqO+hVJ8pBBfcEn1Hgtmh2fHSb9q +Qq2f4sKW5TD6wyvd2NQmtDlyi49RIQuUF8c6bjJuQkYN9da7alhQUJNlRO5u +RDK2pexbn1hw5VS8aehxHmr+98b43R4WCAptpO7p8tDln/4/7w+wYKh569H2 +b/WIfdWgs2SImRe/5u9A93r0syWn5A0pBpF/j9yv31iH+Lv+9ZFfIgYxl/qP +o95qtNnCb0G7phiYhNv/GEiuRoLlG58ma4uBrDlp9cOhGglZgxLqK8WA3+/D +nyqrQs0ZlpkrzMXAs1J8fnh4JWr5/a3DfJ8YNMfqbFgzWIHaL5pYH0sSA+rH +MQ+/eQXoW+mbJdUybNjdMfuJvXQcDlKrHnwlzwbZRpeD39fH4zmXcyr7FNmw +3X2HXpl/AtZ0PesqpcGGrt8Sxm6tSfiASP3avtVs8JnqdMhal47fmvuQLCc2 +/Imtl7h8fIgP5+x8wXVmg2OyafHjjEd4TNr8ztI9bHg8pm21yysfy36RMbE9 +yAb9ia2fDvwuwPZRZb7JAWzgr/M5kj5ShHl8TrfJDSbve6B54fNy7LTq50O7 +22z4ffljQeT5Cvwl6U3wgTts0PYka6tMnmLSO0fh8j02ZEsHHI9LxRjN37r1 +XTEb5oUWHvqgW4mLtiVVnnzDhq9lH8/9JajG659GxlzpYIOSlp2buWINbtHw +cb37kQ15p30no4/U4F+jZuO8XjY0eMU9yp1Vi7Vv9ejKTbBBZMt1LFldh1M7 +De4UKRDgaifbve8gD4+85ypFKBFQq8OlX6Xx8KaPg4kOqgSMRsMJ7488/Lu7 +IOHnXwRonTkeSuxowGa9BjHL1hBwI2Dc6oxRI77ex507bkLA3PTukFc+jbiv +f/BiPRDQ3+u13zyjEV/9XhB5wIoAjaRLpXaSTbhr0CA42YmAI2bVEdTLJrx6 +mDt1xJmADBfRgyYxPr44MnjSeA8BfjKs0Gs6fKw/XnCizYOA4gVzmgyi+Dh0 +xuColD8Bt9NHd/gsF+AWEbf/w0kC1mz+mzR0FGBNsaFDeWcIML+958LoSQFu +JgoPbI4g4MKtV5/2VgmwyuyVLpHxTN5JzzTfUoj95ki/dbxBQNqJ9Ffq7kLM +kxhyUrtNgKpeSOX5MCH2kSx0eJZKQOoPqzMKpUJcMy/+eXQmAUbGZ1ytWoRY +br6frWs2AWN/FOW6fRNizF1pPZFPwFS2i/ZOxt9KyUg38IoIUK7lPDZg/K+H +7JBlQikBi9JMDo4y/rh0QUuN+1MCNh9yv5C6i+EJ+UKzlVUEbJnK8jI8SmM3 +hfhn7DoCktawDuUH07hooZ/p8wYCnhVqdHFjaLxbaaXRsecEeFcu+DMqh/H3 +ytLFJq0EvAhPLr9ZQmPO4qFVEm8I6FQIbIuppfEu1ZaCN+0E/CgoHTvcTONc +tUK9ex8IOCvwKF/6lsbsJfF5/p8IMLjmyecxPLFdw2/5+h4CJAfT3m3uo3HW +Usds7gAB7UY9GQUMj8xorvyr6wcBKeFTQ1MMr2xdJp35cJAAqZy71zUnGH7T +GlI/O0rAx5FYj9UM70xot6TYTBLwc1/wRg2Gh7asKFRZJCLA5pr8ijEmTtGJ +T+5jkzASLDk3h4lHdP0WlXBIcIwX713H8NYmfcdb5+eQcKY0VVjC8FiSwUq5 +7ZIk6LZeaOEyvCb0xkfnS5Fw50PQK0+G51g5m6r5MiSkdK7el8fwnl5Pq1yU +PAlHUofTPzI86Ka+75i5IgkFslrvxd7TOH7vQPWMCglJa0/b/fmKxrW3A+RL +1UmoGC6xnMtn6mlje5/QJEFqX8+C8Wc01pSJrtHVJmEloa/WUsjoay+vMKBD +wteY3ubkTBpfupLmnWlAQotnxNWdNxl+a9CpdTMkobctsYu8yPCweJmCkjEJ +1t2dFndP0ljFzNLnjSkJfwwssNQ5RGP74Oe18WYkNA6pBuVto3HhyFcfiU0k +BD50lbiwnMZf9H3r6mxIuFXhW9G9gMYLvGcWhtmTsGtg0XYDMRqf+ipdP7aD +BK7CE9vCZiHOVruzqNDlv/7A/muRELfv0TruvZeENc+DT0ndFmLUtk7xy0ES +YjS7vzjuZ+5/acHxu14kWBj5zj+2XohT7HbwXLxJqJ8K0j+nIcRkwzHfl/4k +bLGYfT79swA3liQ2PIsgYfbUZGavkwBPDWsoB10gIST1l7+YvgAv18/3M7xC +wvXdTqeUJAQ4NounnBtPgpq/2J6jpXy8LXH4RGIqs9705KqIuXwc+TqkaXsm +CRfVnYlv75twMfePxVLZJARQzq7uj5qwwmVVflQ+CbevzZq5Yt+EPwTZqvpX +MvFwdtJAZCOWKnkboFdLgu/pCTPO1kZsPuwuGOCRsIeaEq5d1IgzjgYF7m8m +ITT13tu5uQ3Ya/d9od17EjZZJSp71DPvR0Sc1ppm6l++7K/8F3V49WTKqKGY +OGxLDu7tv1iH/YvM/CzExeH7Q7vidWZ1eFg77KjrXHH4mOIibpNbi4fkxfbG +KIqDZN5098qgGoa3ZiwG14rDpb6QgPFflfhb5oRkWbA4iPvsOs0rLsaf5v1O +2cTiwNW2Ws8NtstR7/4oej7JgY4XaSuK4w6j70+UptooDtS0eu8XZASi0T3W +2w7O44Dnmhz9Tp0oNOdhGhWuxAEtPmF943sC0rVzOlJhwoH8r3VSo0WZ6Exs ++Srdkxx4qPq7ahU8QWGftrqNBnEgvdBAr/znExT5d2/00xAOKCfNfe19pxjF +fpDp2RzFgZbzaumW0yUoTdf71uEEDoRr64zPySlHjc2LRSmPOfBd/ErywYFn +iFYv1vIs4UDIC8+ufBPmex64ZYdeBQfkjz5287hciTpUTj/CNRxg+49qTP5V +hX76tOxvf8mBI7w6+1jXaiQ7/zxP5jcH5EJdQlXSalGModo/NiMcKNKpaar4 +VYtm7cbyERMceKLMcfA0rUOTWaOeQ2wKNN1Sp7tb6tAHi0NzX3IpKNp/zpk1 +Uo92epFFc+QoULmb3VFhzEMv4u7sNltEQarB7rP/hPBQTWdb3iN1CsYfvXPP +4zSg+4Ebt8auomDzWNKy1ZxGpPrv54n6NUzeI6rW0bwR3a4NTRWtpSC02cbY +4WwjipYqHTpmSUFK6dipz4ON6HjOsgQbJwrewz/7Fegm1P+iDkU4U/BzUOrG +bzYfHRh36ynfQ0GWx/nAhFV85GSZuEb7EAVLy28lmibwkckHifY5Jymonqf0 +jWctQI8598LNzlAQhg5k8k8I0IrlFstPhVLgnpireSVZgBafCgruvUDBl1tN +cWsHBOjWHbmli6MpOGgAS5bNFyLp+kJ6x1UKXhxe/Jq/Uog40t9UeLco8Irw +j1oRKERnjS40iJIpeL0oNa0vQYjG9i45bphKQba7QM6pSIj6H7hWZ2RTEO+2 +54PxDyE60DLu1ZlHgbJzXPWj2TTqnLgmLVtIQcwWH6WXqjRq3iB0jyinIOHE +xASX8eMbj3lKVjyj4OQ/y0P1PGhUFc95MlTD1F+sHzVykkYmZSl7tBsoaFVT +M3S7TKPHH01nHRBQwA35VO2bRKMVs949THxOwdVV+r7LHjD8tSJg58tWZn3b +9BsRZQw/bOOyJd5SkP6+7Ho4j0a3TudlmXVSkFvxvlOjhUbcFGuHU10UnEg7 +8surk0aXeV8nH32hoOf+Y1eHrzQS/3EurbeP0Ys7p6r9O42CZVRsFv+gIC6i +pIkaptGocfnwjkEKzsQsMGwZp5GP247k2FEK9OKC6XXTNOqLGrLkTVKwcdre +247hrf87vxH+//zG/wWsgzki + "]]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[1, 4], 0}, {0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-1, 4], 0}, {-0.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[3, 4], 0}, {0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-3, 4], 0}, {-0.75, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[5, 4], 0}, {1.25, 0}], 0.05]}}, { + {RGBColor[0, 1., 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.]}, + {RGBColor[0, 0.9935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0005]}, + {RGBColor[0, 0.987, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.001]}, + {RGBColor[0, 0.9805, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0015]}, + {RGBColor[0, 0.974, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.002]}, + {RGBColor[0, 0.9675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0025000000000000005`]}, + {RGBColor[0, 0.961, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.003]}, + {RGBColor[0, 0.9545, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0035000000000000005`]}, + {RGBColor[0, 0.948, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.004]}, + {RGBColor[0, 0.9415, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0045]}, + {RGBColor[0, 0.935, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.005000000000000001]}, + {RGBColor[0, 0.9285, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.0055000000000000005`]}, + {RGBColor[0, 0.922, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.006]}, + {RGBColor[0, 0.9155, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.006500000000000001]}, + {RGBColor[0, 0.909, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.007000000000000001]}, + {RGBColor[0, 0.9025, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0075]}, + {RGBColor[0, 0.896, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.008]}, + {RGBColor[0, 0.8895, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0085]}, + {RGBColor[0, 0.883, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.009]}, + {RGBColor[0, 0.8765, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.009500000000000001]}, + {RGBColor[0, 0.87, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.010000000000000002`]}, + {RGBColor[0, 0.8634999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0105]}, + {RGBColor[0, 0.857, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011000000000000001`]}, + {RGBColor[0, 0.8505, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.011500000000000002`]}, + {RGBColor[0, 0.844, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.012]}, + {RGBColor[0, 0.8375, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0125]}, + {RGBColor[0, 0.831, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013000000000000001`]}, + {RGBColor[0, 0.8245, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.013500000000000002`]}, + {RGBColor[0, 0.818, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014000000000000002`]}, + {RGBColor[0, 0.8115, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.014499999999999999`]}, + {RGBColor[0, 0.8049999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.015]}, + {RGBColor[0, 0.7985, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0155]}, + {RGBColor[0, 0.792, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.016]}, + {RGBColor[0, 0.7855, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0165]}, + {RGBColor[0, 0.7789999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.017]}, + {RGBColor[0, 0.7725, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0175]}, + {RGBColor[0, 0.766, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.018]}, + {RGBColor[0, 0.7595000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0185]}, + {RGBColor[0, 0.753, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019000000000000003`]}, + {RGBColor[0, 0.7464999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.019500000000000003`]}, + {RGBColor[0, 0.74, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020000000000000004`]}, + {RGBColor[0, 0.7335, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.020500000000000004`]}, + {RGBColor[0, 0.727, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.021]}, + {RGBColor[0, 0.7204999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.021500000000000002`]}, + {RGBColor[0, 0.714, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022000000000000002`]}, + {RGBColor[0, 0.7075, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.022500000000000003`]}, + {RGBColor[0, 0.701, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023000000000000003`]}, + {RGBColor[0, 0.6944999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.023500000000000004`]}, + {RGBColor[0, 0.688, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.024]}, + {RGBColor[0, 0.6815, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0245]}, + {RGBColor[0, 0.675, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.025]}, + {RGBColor[0, 0.6685, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.025500000000000002`]}, + {RGBColor[0, 0.6619999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026000000000000002`]}, + {RGBColor[0, 0.6555, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.026500000000000003`]}, + {RGBColor[0, 0.649, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027000000000000003`]}, + {RGBColor[0, 0.6425, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.027500000000000004`]}, + {RGBColor[0, 0.6359999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028000000000000004`]}, + {RGBColor[0, 0.6295, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028500000000000004`]}, + {RGBColor[0, 0.623, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.028999999999999998`]}, + {RGBColor[0, 0.6165, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0295]}, + {RGBColor[0, 0.61, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.03]}, + {RGBColor[0, 0.6034999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0305]}, + {RGBColor[0, 0.597, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.031]}, + {RGBColor[0, 0.5905, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0315]}, + {RGBColor[0, 0.584, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.032]}, + {RGBColor[0, 0.5774999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0325]}, + {RGBColor[0, 0.571, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.033]}, + {RGBColor[0, 0.5645, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0335]}, + {RGBColor[0, 0.5579999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.034]}, + {RGBColor[0, 0.5514999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0345]}, + {RGBColor[0, 0.5449999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.035]}, + {RGBColor[0, 0.5385, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0355]}, + {RGBColor[0, 0.532, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.036]}, + {RGBColor[0, 0.5255000000000001, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0365]}, + {RGBColor[0, 0.519, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.037]}, + {RGBColor[0, 0.5125, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.037500000000000006`]}, + {RGBColor[0, 0.506, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038000000000000006`]}, + {RGBColor[0, 0.49949999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.038500000000000006`]}, + {RGBColor[0, 0.493, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03900000000000001]}, + {RGBColor[0, 0.48649999999999993`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.03950000000000001]}, + {RGBColor[0, 0.48, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04000000000000001]}, + {RGBColor[0, 0.4734999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04050000000000001]}, + {RGBColor[0, 0.46699999999999997`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04100000000000001]}, + {RGBColor[0, 0.4604999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04150000000000001]}, + {RGBColor[0, 0.45399999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.042]}, + {RGBColor[0, 0.4475, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0425]}, + {RGBColor[0, 0.44099999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043000000000000003`]}, + {RGBColor[0, 0.4345, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.043500000000000004`]}, + {RGBColor[0, 0.42799999999999994`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044000000000000004`]}, + {RGBColor[0, 0.4215, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.044500000000000005`]}, + {RGBColor[0, 0.4149999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045000000000000005`]}, + {RGBColor[0, 0.4085, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.045500000000000006`]}, + {RGBColor[0, 0.4019999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.046000000000000006`]}, + {RGBColor[0, 0.39549999999999996`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04650000000000001]}, + {RGBColor[0, 0.3889999999999999, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04700000000000001]}, + {RGBColor[0, 0.38249999999999995`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], + 0.04750000000000001]}, + {RGBColor[0, 0.376, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.048]}, + {RGBColor[0, 0.36950000000000005`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0485]}, + {RGBColor[0, 0.363, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.049]}, + {RGBColor[0, 0.35650000000000004`, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.0495]}, + {RGBColor[0, 0.35, 0], + CircleBox[NCache[{Rational[-5, 4], 0}, {-1.25, 0}], 0.05]}}}, {{{ + 106.66666666666666`, 0.}, {0., 106.66666666666667`}}, {144., + 29.86666666666667}}], + Frame->False, + ImageSize->{288., 59.73333333333334}, + PlotRange->{{0., 288.}, {0., 59.73333333333334}}], {0, 0}, {0, 0}]}, { + {FaceForm[None], + RectangleBox[{-25.2, -30.24}, {295.2, 126.66666666666669`}]}, InsetBox[ + GraphicsBox[{InsetBox[ + FrameBox[ + StyleBox[ + StyleBox[ + TagBox[ + TemplateBox[{"\"(\"","\"b\"","\")\""}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->15, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + StripOnInput->False, + ShowContents->False], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {14., 45.73333333333334}, {0, 0}, Automatic, { + 1, 0}], InsetBox[ + FrameBox[ + StyleBox[ + TagBox[ + TemplateBox[{"\"(\"","\"b\"","\")\""}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->15, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {14., 45.73333333333334}, {0, 0}, Automatic, { + 1, 0}]}, + Frame->False, + ImageSize->{320.4, 156.9066666666667}, + PlotRange->{{-25.2, 295.2}, {-30.24, + 126.66666666666669`}}], {0, 0}, {0, 0}]}, { + {FaceForm[None], + RectangleBox[{-25.2, -30.24}, {295.2, 126.66666666666669`}]}, InsetBox[ + GraphicsBox[{ + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 0.}, {0., 59.73333333333334}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{1.304, 29.86666666666667}, {0., 29.86666666666667}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{288., 0.}, {288., 59.73333333333334}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{286.696, 29.86666666666667}, {288., + 29.86666666666667}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{0., 0.}, {288., 0.}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], + LineBox[{{0., 59.73333333333334}, {288., 59.73333333333334}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}], LineBox[{{}, {}}]}, + {GrayLevel[0], AbsoluteThickness[1], Dashing[{}], CapForm[None], + JoinForm[{"Miter", 3.25}]}, InsetBox[ + FrameBox[ + StyleBox[ + StyleBox[ + TagBox["\<\"u=0\"\>", + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->12.75, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + StripOnInput->False, + ShowContents->False], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {-1., 29.86666666666667}, {1, 0}, Automatic, { + 1, 0}], InsetBox[ + FrameBox[ + StyleBox[ + TagBox["\<\"u=0\"\>", + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->12.75, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {-1., 29.86666666666667}, {1, 0}, Automatic, { + 1, 0}]}, + Frame->False, + ImageSize->{320.4, 156.9066666666667}, + PlotRange->{{-25.2, 295.2}, {-30.24, + 126.66666666666669`}}], {0, 0}, {0, 0}]}, InsetBox[ + FrameBox[ + StyleBox[ + StyleBox[ + TagBox[ + TagBox[GridBox[{ + { + TagBox[GridBox[{ + { + GraphicsBox[ + {RGBColor[1, 0, 0], AbsoluteThickness[1], AbsoluteDashing[ + 3], CapForm[None], JoinForm[{"Miter", 3.25}], + LineBox[{{-9, 0}, {9, 0}}]}, + ImageSize->{18, 4.5}, + PlotRange->{{-9, 9}, {-2.25, 2.25}}], + StyleBox[ + TagBox[ + TemplateBox[{SubscriptBox[ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"0\""]}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[1, 8]}}}], + "Grid"], + TagBox[GridBox[{ + { + GraphicsBox[ + {RGBColor[0, 0, 1], AbsoluteThickness[1], AbsoluteDashing[ + 3], CapForm[None], JoinForm[{"Miter", 3.25}], + LineBox[{{-9, 0}, {9, 0}}]}, + ImageSize->{18, 4.5}, + PlotRange->{{-9, 9}, {-2.25, 2.25}}], + StyleBox[ + TagBox[ + TemplateBox[{SubscriptBox[ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"1\""]}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[1, 8]}}}], + "Grid"], + TagBox[GridBox[{ + { + GraphicsBox[ + {RGBColor[1, 0.5, 0], AbsoluteThickness[2.5], Dashing[{}], + CapForm[None], JoinForm[{"Miter", 3.25}], + LineBox[{{-9, 0}, {9, 0}}]}, + ImageSize->{18, 4.5}, + PlotRange->{{-9, 9}, {-2.25, 2.25}}], + StyleBox[ + TagBox[ + TemplateBox[{TemplateBox[{ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"1\"", "\"*\""}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + SubscriptBox[ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"0\""]}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[1, 8]}}}], + "Grid"]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[5, 8]}}, "Rows" -> {{ + Rational[1, 8]}}}], + "Grid"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + StripOnInput->False, + ShowContents->False], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {53.28, -2.3893333333333335`}, {-1, 1}, + Automatic, {1, 0}], InsetBox[ + FrameBox[ + StyleBox[ + TagBox[ + TagBox[GridBox[{ + { + TagBox[GridBox[{ + { + GraphicsBox[ + {RGBColor[1, 0, 0], AbsoluteThickness[1], AbsoluteDashing[3], + CapForm[None], JoinForm[{"Miter", 3.25}], + LineBox[{{-9, 0}, {9, 0}}]}, + ImageSize->{18, 4.5}, + PlotRange->{{-9, 9}, {-2.25, 2.25}}], + StyleBox[ + TagBox[ + TemplateBox[{SubscriptBox[ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"0\""]}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + + + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[1, 8]}}}], + "Grid"], + TagBox[GridBox[{ + { + GraphicsBox[ + {RGBColor[0, 0, 1], AbsoluteThickness[1], AbsoluteDashing[3], + CapForm[None], JoinForm[{"Miter", 3.25}], + LineBox[{{-9, 0}, {9, 0}}]}, + ImageSize->{18, 4.5}, + PlotRange->{{-9, 9}, {-2.25, 2.25}}], + StyleBox[ + TagBox[ + TemplateBox[{SubscriptBox[ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"1\""]}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + + + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[1, 8]}}}], + "Grid"], + TagBox[GridBox[{ + { + GraphicsBox[ + {RGBColor[1, 0.5, 0], AbsoluteThickness[2.5], Dashing[{}], + CapForm[None], JoinForm[{"Miter", 3.25}], + LineBox[{{-9, 0}, {9, 0}}]}, + ImageSize->{18, 4.5}, + PlotRange->{{-9, 9}, {-2.25, 2.25}}], + StyleBox[ + TagBox[ + TemplateBox[{TemplateBox[{ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"1\"", "\"*\""}, + "Subsuperscript", SyntaxForm -> SubsuperscriptBox], + SubscriptBox[ + TagBox[ + StyleBox["\"u\"", FontSlant -> "Italic"], + StyleForm[#, FontSlant -> "Italic"]& ], "\"0\""]}, + "RowDefault"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + + + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[1, 8]}}}], + "Grid"]} + }, + AutoDelete->False, + GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Center}}}, + GridBoxItemSize->{ + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings->{"Columns" -> {{ + Rational[5, 8]}}, "Rows" -> {{ + Rational[1, 8]}}}], + "Grid"], + DisplayForm], + StripOnInput->False, + ShowAutoStyles->False, + SingleLetterItalics->False, + LineColor->GrayLevel[0], + FrontFaceColor->GrayLevel[0], + BackFaceColor->GrayLevel[0], + GraphicsColor->GrayLevel[0], + FontFamily->"Times", + FontSize->16, + FontWeight->Plain, + FontSlant->Plain, + FontTracking->Plain, + FontColor->GrayLevel[0]], + Background->None, + ContentPadding->False, + FrameMargins->{{0, 0}, {0, 0}}, + FrameStyle->None, + RoundingRadius->{0, 0}, + StripOnInput->False], {53.28, -2.3893333333333335`}, {-1, 1}, + Automatic, {1, 0}]}, {}}, + AspectRatio->0.48972118185601343`, + Background->None, + DisplayFunction->Identity, + Frame->False, + ImageSize->{320.4, 156.9066666666667}, + PlotRange->{{-25.2, 295.2}, {-30.24, 126.66666666666669`}}]], "Output", + CellChangeTimes->{{3.666358718213048*^9, 3.666358768158291*^9}, { + 3.666358810452011*^9, 3.666358825360564*^9}, 3.6663588973591547`*^9, { + 3.666358934318409*^9, 3.6663589656011744`*^9}, {3.666359052187414*^9, + 3.666359121870716*^9}, {3.666359168661285*^9, 3.666359200878593*^9}, { + 3.6663592695086613`*^9, 3.6663592763079033`*^9}, {3.666359353927099*^9, + 3.666359461047533*^9}, {3.6663595032485533`*^9, 3.666359561983602*^9}, { + 3.666359677598049*^9, 3.6663597814840937`*^9}, {3.666359842632576*^9, + 3.666359910068149*^9}, {3.666360082359399*^9, 3.666360109990715*^9}, { + 3.666360807594933*^9, 3.666360909079568*^9}, {3.666360944411613*^9, + 3.6663609648345547`*^9}, {3.666360995393683*^9, 3.6663610374179688`*^9}, + 3.66642821440382*^9, 3.66730577195452*^9, {3.667305841206977*^9, + 3.667305876023591*^9}, {3.6673059725071907`*^9, 3.667306052964779*^9}, + 3.6694686732064238`*^9, {3.669468733820057*^9, 3.6694688110239067`*^9}, + 3.669469025815393*^9, {3.669469073140366*^9, 3.669469108438883*^9}, { + 3.669469209584367*^9, 3.669469218871655*^9}, {3.66946927017406*^9, + 3.669469291119177*^9}, 3.6774163689105253`*^9, {3.67741645300871*^9, + 3.67741650887309*^9}, + 3.677416577110878*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ +eJzVfQd0VcXz/4NUeujSQVAEBBTsBbH3XlBRASkiKCpFQEU6giBFUBBpooAC +0qSLdKR3kNASShICoaSQnrz5zWd3Z+99IUBe4Ps/53/PeZC3797d2dnZ2en3 ++VZd27f9uFXXD1u3qv5k51aftv+wdZfqT3zSmZsCCng8BZp6PJ6J1T34m/hP +84+6HsY/5stV/j6k/gvhfzIodvFY6tOmIRUPLk0PdBxIE9acpUz+tYW+9Yj6 +L4DSjw6n+uXvpukxWZ5WOX6KGEkN+KffT2V5Sqq2YP4nmxJ3jqG2r7eiTp+0 +pjdaDaV/L2Q/o5/scuW7GuQBvAaXHZyfS95N3epUo9eWnqVsbzyta12Tan2w +kRK95HnaDcGVb22Yy9Rvu8Kwybs+ohrlHqKFcV6F7Pg1z1OFym/TxsRLhr3S +rQ1zGeJG1VaYyJtIW7+4jyqGVaLbn+lEv+xNYhSm0H9fNabSZWrTUz3nU1Q6 +BebSRaB/XRRUt4eqJTr1+91UusbHtDtZU1paeF+qU/o2+iEyw8yrc97uvvzU +ivB9h+ibeoWocP2hFB53kJYM+5QGrTlGG5pVoNCq79PK1cOp9Tc7KMmLHi43 +vzL+9GOudDoyrD6VuqUPhafqlozI0XRbqZup5/5UM8F2+cXeFTuvce3LatHn +jaOFD5ek0JpdaG8KqS63jfyMhg67m8KK30VTo5Lo0C/DaGu810Hf0RGXoi/v +/VwFfTdRjxzou56Lo3qvcZ1ox24vZjiRo2+jIkVupx+PZajhvBf30vBmT1OF +QmXo6eXniCHTqxukbj+zYgIN/PAeKhmWY5v50xUIJctsnE6XbJwxdpu9pP7j +ITKZBf79t/6sWlXQr+bgfK/0FUEsYkbzHYwK+tUcfC3U7FrQoqaN0uKJ+njw +8ZRQ/3LbNyWEuDwajEKUsrcL1QotSU3nneGNhyubzi5+jW4IDKIq72+lJBLC +CSRv+jmK3LmK5k7/kw4le4P87iJ39n+D70lhl/riRaLHHtOfF18s6FdzsH/E +mBfwZJl9B7LrmbdmP+GyfM/Fr/xdYUpYT29UCKYKzTZQgvzKh3/nmiEUqrmL +6TNv9wqutABRnV43AsT6S2WND/JBIVfq9kY/+rsSq7IozEojWj8YH6CQ/+W2 +jSMuRWH2aZr7UBiF1uqqN6W6UvmUqk2hRe+giScyHRTm4V49V9CCl5J2/Ujt +32xLnbu0o7fafEeb4kVWFOzlfVEu22NNv7u6ZLfXlI3GB9Phb2+lwkUa0ujI +DKHzlD2dqWZoKXp80VkQbhG/7n4lx4TzgMJb/bi3jrqXQcpOoO3ff0TP3VyM +AgqEUZM5pw358JW0hd6vEkqV3tlEiWaL+vuMzzTyOvd6ft1dV6bNR1Ly6Qg6 +GJ1KVmLgvzISY+jokbNM864dkHaYRjZrT/MPLKfPXulHuy7qfZHXfsy02uUD +I3Xz8cydAraXxcARj1HV2lXp4W93KRGmpQalvR/Q3+rHvXeoe6F+ZVLUr4/T +7U1eoAdq3U0vPXYHNRl+hFfoEu2QLm6nto1fpQ0JJNqh6tgPnTQvf1cwwy1e +vJheffVVev311/l3/req+jOAevToQenp6ZaYXM/UqVOHhg0bRjNnzuRn+N+q +6s8AuvHGG2nPnj25PVO/fn37k4Kjai4/XOGZ1wTr8SeI/vuTRZyvif5gShrD +m3HRh5rLnliPFfC8L6g8z0hd3o1o0gOg3b/aoe13Fgfmt8Jvnjf8A0GTbTEe +ZgPRxPvlrCQaxKx6ZHWigbzHR7Eg3S9Qt/fl4Ra0YeZx3vOugJTNGN05iWjc +7QCJz1i+t18AvvOHVeL+IQXl6J1wL9Ge33hC2Z5X/YP0JSG7+OOMpFc1NN9V +JPrlEaKTGxSS7PGYycrAzslE39fUkGM2G4aqe95W9/AhsGc6Qxak+5nCFLTr +F6KUs4Hyc1IM0bafGCn36Vt+rE90ZPkr/gH9ovqXB9n3B9Hgklr0QK88/0Ly +WwKv/px3eJQCvKoP8gSPeZrJb1npGt2A4NuyRNvHG6bLvx1ZRvRDXf0bkJCV +ZpCUZ/Cet8PwEb+gte5qGp+sSadAE/rho8uJhpYjGlKa6Nia1+WRpFNEPzVm +9PLf/w5TMyoqv2WwPDfhHj0jrDgTy4v+QfacdIWVxCoCstW91QqWkIcBAobp +z8u1f+ar0nxmH9GIqhpfx9eGSfPhJbwE/G30zUTnDr/gHzzPyg2Y2q9PaspZ +9lkpaQYCsQsx4wVtX5bmmO0abyNrgG7t3XH/EQ2vosk37sDz/oHyjB2TaeOX +R/X0Dy0sI83Yjdi5AGX3ry9arOzXyzjmFqLEaHv3+aOMrGoMSiVg5Tn/QHna +3sCHxZ/NNShHlpWTZm8W0ey3dHPEP89Lc/QWvRG+r8WgRJVzgzK8sm5Ojns2 +P6AwA1jRQ099z2+eG3ww9YgeNHa3XUvoBph3X2ZPx9fZu0/v0YSi9lT6M3mA +4+Zq9qenBI4dEzXRrujhqegecGwDTZkXYy32gKZfn9C89vjaitJDxD8ac3Pe +9Vgg6t1yWSDKF6Q9K2eqb0/KDTg80MUsHAveStJ87jDDUEbztqx0C/Lfn2vU +7Z/lqSxtu6boaWwb50wtM4XqVyoEQIyI5ABRMZT29OC9l57keUJGS47T1P4j +SxkZyVWklyNL9WhLPzXwctvBBbptVW+PnKU0n/nSgFCiUzuc+5hd1i9fIFcI +6txEezqFKqw97ibPac/qYyDuQDU73+56bgfmOrfidAGjnvo41qWqNGck65UD +babF27u3jlU91K9VEbD4gBKoKWbGV3qMXVP0eoXQ1q1bIY5Q69at6eOPP6b2 +7dtTu3bt6NSpUx4xbcfFxdGAAQPUb8888wx9+OGH6t5du3Z5RN2l9UN013um +earbzc8S2uQmeqcnndLnYShlZmbStGnTqGPHjvTCCy+oodHlb7/9RllZWQ1c +kHXu3Jmee+45+uijj6hDhw7UtWtXio6OtgqPItYpTfVOTYy2A58NZ/TymTET +Qo1XDuLY2Fhq2bIlNW/e3Pb4yiuvYCQz11AlkAEQ/P7ss88qIDHXP/74g7Kz +s3VXjNrTe5kOCqkRzF70XfvCzhYFJ8Zmij+GX+j8+fMKk0OHDqXk5GSxCP37 +779qoF9++cUjCobX66VevXrR22+/TceOHRME8lM0aNAgBftFWCtwndqpT7+F +7W80t6mjXKjHCNCzZs2i9957j5YuXSort2jRInrxxRfpn3/+sQNfuHCBOnXq +RCNGjHDDyLco4pg6dapRVfiX1X31LolcaZR9bts7XRPDplH2vvHjx9Mnn3xC +R48etct39uxZ+vbbb9UyJyYm1jO3/v3339SiRQv8b24tolAxd+5cevzxx2nv +3r16zuCkYxuySMhHcuqF3Bci1FmIlHNEwyoo+Soy4ii98cYbdPLkyRAz6u+/ +/65EciZBzy2mLSMjQ02YZXiPvi+Ytm/frh6NPhGphcrvb8KOrGl+5g2g584S +Hrps06YNpaSkBJsek5KSFE0tW7bMKLkBtHPnTnr66acBjBklSC0UqD07aqsW +c5kx1RLiM0woI3oXtW3blv766y+PzCIyMpLefPNNtUuk/zlz5tBbb72F2Xg0 +HIUUnaP/efPmaYETx07UJoXWXPEY4j5zWH5ZrFZ9eqc7KT4+3oiPmkJAOLxc +nptNGyNUEfyWLVvMfYF4hhZ2vk1P7eTGm4RwZr9J2X0Dafp3XWyXWPmvvvqK +Zs+e7antmiXIOCYmxna59p+ldKZXmJZCM1NqCS9IT1QC2PEvy9CmDWulV+xC +QwC2V956SuvSGNJt0/q+q5fz57ssKV/28PXFEea4oF1FfV6c2WdE5QBasWIF +ff311+qbTLxLly60ceNG19CBwIvCz7xOt6Kvm0zzmmXzKL5PCa0DZGdIr927 +d1fYx7dapg0QAE28he3otOQT8jKKx/X90K7Q2M9f15Oc/KC978yZMwpBCQkJ +FkrmGmopfKCEGMH4jf66PG1ev/KqOHL2I0jw3XffpZjjh/VR9lMjbGkBAFz4 +119/Vd9qmrZx48bR/PnzXQAEayEYj/NejDoeQa1atQLN1DSb5cCBA4rRK+IG +ta0dYOcIysTtIIKarjZsebT5KDfgcWsH0vTp0xX/k83Yp08fTTQ/1NP9n9pp +++c+1GHDB4ftHzMHT8AOKWwwojd0IcqO3at4/YkTJ9wb8TL8DDS0aZPesnTy +Xz36yl5FXCTFW059q2Ha1q1bR3379lXfCgv+lnUWElU9MWeiIUOG3GgomnmX +oiFjqdDqPqQ4loBknkwjCo9gnXIG9O/fX6AzSxUCQUxrH9DDs7UJHbyfGaBH +xtu8ebPsDr200JCg2mVn2vEmTJhAAwcO9JkaaB0HokPrhZx12zTS7sh33nlH +rXGuTE7T7U8//YTT2VHgecuoKUdvVdxoXfg66jC5A+2I2OFx8/VHH31UDV89 +x/YDWoLM4uV4Xk8zarNevPVD5KTt16+f5Qe6u6L02Wef0aFDh8hewCa0JYPN +HF0LZJCjevfu7eoqgJYsWUI//PCDkPflIVvSSUsVp3bKxgYdPPbYY5Sammq7 +g7gAIZJ/M0wyBDqMxj0LhjmRJocVhBghUekLswwPD78yaDj4ceiDLrxZYngF +wphyc902AVS3bl166aWX1MYTNEOS9rJ6WqFVEA/meQtWofv63icItvcBIMgG ++FbNtH3wwQfqHHLfB0ArdKygegqU/toXxukBQO19EIFxSrP0ZvtbuHChojx3 +fyBgLyOxQttiV4Tvm2++UXsb30RVOXfunJKiMN/AK8HXpoC29bn6g4SVc74Q +0Y8cOeJzn3dRB6rQooBvf7nAl5aWpjYnMxPbHw6T0aNHm7W7Cnyxu336++67 +78QUKhuYW+8PC6ZyD7ej0UdSjcEomDJOLaLe775G73/Smdq/9QZ9MuUAJXtJ +OipdurQ6j53OC4NbU4G3PRiePO/xpy1/Opj/39Xtge8GBpmHMIcNGzaob6JO +gkF98cUXuXRb4CrdBki3+/btU/Kyu1ssKRQYZ0nzDK1gGKwPLJD5laUUqB0s +L+YDWosEKDOrVq3ygRYi7JQpU64Ft0CC0KEbCb50nWdoBQm4vUSJEjnIJyy4 +Ar25OUl9F27nTY2mg/v2YkPobcGqyN69/9HR+EyyV8YJmvhwear50Sa4PCk9 +4nu6q2wd6r4r2RJspUqVrDgkKk2pD0ppgNvwpzt/BvLnW/4M4E83/ryvAW86 +sKnHDTkogDeUtYoAIZAonI3kX9+C7OHDh9PKlSvVN+kbmx5STH77FrhxbnXr +1s2n7wULFlj6uJa+cSKBsYOZSt8Q7yGRXCtOwGiErqVvqG/XAyc33XRTThGZ +W+8Mq0hv56DCizvbU43QAAoICPDof4vyv2F0z7RoyjJEqOINilehVluTDFVG +0PcNS1Dl9zbDR5ebXK7bilJaRpqzcwD8SP5M5s808/9w/nThzztqEoKb3bt3 +W8GikmmDNHfs2DEXnee7e3AqSE8QNKT7H3/8UQncDsry3T0EBdhc8E2MnBDY +cKxfh+63bdumJHA3ciDaREREXC/kQHeCuCndg1bHjBlzLdALaeaivXHr3SUd +0tTelVC6sPIJKl2sMU04IQwxgTa8WI6KNhxFERlXILtiNGrpKA3bB/wZxJ8p +/FnOn/X8WcKfSfzp5+ydmAsxdv5QYqAp4JsIeDjHR40a5QL62saAEAQ53D0G +NB0QJQ6foGsYQxANQRAaIvi5UCHIJCoq6rrNA9oUlAD3PFavXm0VgOsxBrRs +0chkDGiO0Aqg/V4LruQMvTpRXv7ULprj1M6i6N/uomIl7qf5ZyS04CJtb1OV +itTsTHtSLOEWLVqUQkNDqXHjxtw9/i1G9brVIw+EmI/4M4w/v/NnI3+O82ct +f37lz2D+tNeTqPhkRe4JzwbR4cOH1WBYeEiwjRo1Mr8F2t9wNWvWLPBKzYVy +NqOVbr/9diXS4m/+3SCkpP29yKtF/IK875y+0r9HwPn0009p//79eYLyMs1B +Ps21a9emW2+91aChpM9vJd8u6S+qXRMPthNHQEXFihUFMbK68rOzuv5NJFCZ +g77//nvf5utDIjA+V6tW7f9DEoFhWYz014VEmDyoQYMGBg1lrweJqGe//PJL +KlOmTA5F4K58iWB5Zik1a9ZUlg8WEbh7/FuMBswZ4PDFbwxfXMGfDfxZeilf +XLhqoRYyGGzwWblmzpwJscP8FujzG2/awCs1F8rZrIQY2COhyeFvqO9CL/L7 +x+M+9gvy42ePS/8eAQf2I3gBof5fDcqrNsMOwgSom0v63N15Qmd/seyac7Cd +Mz6AF9jm32VhXT+bhc3rHGQpIZBCt4V454uk60cicEp16NDhOpIIIJ4xY8b/ +lEQgmkPJBWaumUTgwuOtr5vLXg8SUc9Ctsdh5stNSoVcR6m5KKWkpzgSfQ/+ +fG+AnOFxJPquHjF7hJquYI0S611Z0wZqEwUu+Nq6x6YTeVK6Z8VNuR1Z1DEW +X7+7D3F1BTEZlvRypg2MCfah6wB9z549lQTrhh40Iq6Sa+wedmmxdEr3MFq8 +//77akb5RM6VlbW086fodJrXh+wuayNosRkB+LmRnRirircprmGDRe0KBo57 ++txj5w2fiJgry7jmDbcifNGh+ehb/LLow4gYtm/Q8o4dO8xk8w83OCSUMHff +oDSx6F5L38AJKNmNE1jHQc3YKNeCE9gbjGRj+4a1BPEF+YX7CkSmIx9DHPvn +x5uN/XM03V2uDn3usn9eSlKFKTMrUwtuQvJguR09Pkbbgu8UFKcffFYwUeJb +adfsxAwQmr9usSBiTpZucWiJh75Q/roF/chalDJtEOjFaJPPbuE0yYkEcC/R +7/OJBJiQARlUdekW5j3Ix/lAglgFciEaHQALv8xi6tuiGbXt/Dl1fOdN+nRq +uNsvc+mTQZTtzXbsrPi87eFTUTuJGrYuoH3gRB73Ehw8eFB9K+la2c8//9x1 +H/d7YC6Ves+Te789VRqwT78IT4Ktzd0vtjDOOnhAi+QF3nbBOpqYnFATUKLx +TluSQdjdrl27fOGd+TrDWyDP8CIex/iNLbw43YTCC+cF3tZ8OCzq6NMvHJaI +3nL3C1EIrAz2LBtxknqesodVoFItA01/gQ4R8YdhFl91HsNrgw2tZ2Vn0bQN +0+jZoc/SvG3zyAu/MMJidEiWAIAYOQEqzNUGldcJF+Ctk5agQ3B/vpsXId23 +a6+3uHkUDik5eqQ7ROmBtvBNux5DLoVOQvRW9PRIkMaaNWuU89bdF8QyibKx +oIXP1xE6G4df2q/XW8w8CikZfmWcJNKdhNmgrdjlEMeKl8qqg8P+2GqBDpQj +IpZ0By+OMf840M1rqSMNE6Nz61qkuDyuroxOp/go71sAmSC2DdECwDW+lTBt +2OfyrKU5pCkgZCN2t2VoECJBBlhyeRb+LgQ5kouf0j9f6DyN6C12XIwpB43Q +ASKkJLyjsEwK0WYIRkUmgDdLugR7Bpt2gw3XmoBtY/GzM3UYFIIbMi7mJGA3 +5Nh9InHbWauoPKaSHRM8QhJ5RLrNr5z0gI5Fid5qJw+vi7Fx2W4RwDtp0iTf +4SNX6jjCtQOtnAuxGmTkfhZRE1CfcdrY0H/kLGDrItsoM1W6BPGCJzKu7eNQ +AXFinz592qEV8CYE2Z47ZIdGsNjs2bN9hp44caLdWyIiKTrDei/rbPsDf3zi +iSd8noXPz1gpnPVG9BvWe+pj3OC9KtJDfaMocWXF0ZLWt9L93x0iRkGIuQ1h +7Sr0CcE9WTr0Ku3gULq3XmtaejZLthREyZz7BnTqyz8CFQ9WYe+aLkWHQiyd +sHB5HNHFQC8C/+Q+FV2M7bT0M3sfyB/DgyiFesAcJAjRIcolEoTlKW/aENgg +wWFusMXXb8dd+ZWmxqhN9j7ALG4eN8zgcRcuXHBIAixgIH+7EGG3bB4jN5Gc +fG5FK6p504f0b4LXnNChOlcEHHx5N32bl9X29jdRrbar6EI2ySkGOQ8Br+Hh +4RYLcLggkh3MwkI4+00N4bnDJjskgMaOHaviUPFNBANZkWPHjtn7aE1/vdeO +rbH9Qd6EvgUhRMYFpqZOnepLDAiERraPIoZsWRTstaeeegoyk30c6pSoqeXl +cQm7RvJOZooavSD9/PPP8hCEAGwUhFDauZqAYdo4wrKwvK5Gajj1r1+Wbht+ +VKVzFjb30LpvDApWq9syIr6nxuVuo8GH0qzhAKDgQIQPyG2rAE+BqcqCJ1Hb +W8daPxyiOsH6zGiqDXEF0p9kViimjQAvRDamJ0qX4PkIJEWkjQwNcQ5syU27 +KkkBqQRxB3xcZxiGZXD7LPYLor2hOct9FLtL78tFHeweBKcWa4OAjcwHRJgz +N7ZFESjlrA2HZyq46qIE+yxK4sZWVKXknfTziUx9F55Ppf/6P0PNu7SnFx98 +nF5r1YE6tnmTnni2I/24OorSJz+k4xVTLzANRdOv95Wmau22qNT/EDMetg68 +B8gW4OMh0DQj7AVzgujOcoydgsqPYcnkN2QvecURjig6RJudPXvWOiix6A8/ +/LCKi5f7VJpI/xBkhVnsYQ898sgjxm6q2yDuYBMsWLDAOSe3jdMEs328RzKZ +sIHgHcMhw4eEAA9XH3Q2qOc8Pzs6yBc7Iny+7RWWB0RjMZnZ0bHuOPwRJGtH +//1lLXAlnLCCWZ4WLom2tKhMxW8dSkekRA8WLoX2dq1FIUGVqcXf50yadwad +nP4ClS9Sizou2U9ejKYSt3QVjBJVWtGWJLKsEVHDiH+FYgReh6wShKRDQGKF +qaiAhYQdpAQNKYWkVh3TVUgFPINjAkU4sqHmQroAF8G6Q3a1qVrI7zSZRlLB +AerX4MGDlYUYpPPXX3+pbBGcM9jqYGkWd4hzhqgw5x0TAReqQgcQQgRREtAj +5AfwQENYvnx5FR/oH9JZlPHHZHQIBnga1ImREQ0IBw+ggXAJ5mlHX91HQ793 +hlWa8rJyaeHUt05RqthcWeoC7b1m5cKa0PJzZItfJG6k9yoHUYkHZlDM7uk2 +H+XiNt60xepQ3/A0ywYgjIHsINBt3LixuIXTpPUc/MuE5gYpNw1cQZAY1q9f +r1almoXE66QNxh0oZh7BxgUy8QgMONiSNpcXIo4S+W5BLLMkb8FKDccKPrxu +Nqcr4aSmGiQle7NkAIjG6Hjy5MlqxSGciRSmstgx9Qn3WIU6L7hOWE/PlilC +t357GOfNpbhuSqvjHVxnRNCohkUosHJL2oZcLMTyM0tO39SVGhQpQ0+vjXfy +F5FE2VflNjoJiRdPa6VTC3o20XBBW43L03vNrdx2aJFek9V9PDYXEPmMyC+G +EHrxtD/TPLeUHixRlBqNP44idVecJsOReZzGNypKARWa0aZE0jmILKtnfl2S +GhcpTg8sigMF2ORStVqltTqRnXFpCihyyr0WL0hCN6evk//ZXeNq/2yDP8lN +fVLz/HOHS/sxWaxp2SJU/7ujua5p8fto3hmvrKk3fi01rxhIhW/9lg6btAek +qaZ3K0T1QwLp6dWxvmm0oGIswsXTNvN36496SusGOecNUlBw3sx510lWxpR+ +ul2v676Z9taln+mmA3OtnpInNnGQBtQtRlXe30YXZZqFnWkWLEL1PviTjiYz +i888w9J1QyoaUILuGx0JrEgcfdLcR6licAHqO/pNrNINblCRjw+yjNokKdG0 +8EOb42xFIpXTW1bnx2Uk2yRxZCQiGRRiR8JJK8Vs/1njamUvq7zl8TTb1roq +hd3+Ix3LMJMt5CLgB2neyqn0+etNqVH1MAqr2IBe6rWYYjLclYbS6fDgelSs +3D205QuGYFkXR8zFOYhKCCDC8PnPubEw4wVJI7d3Yx+Orq2FwIST9m4UyFCI +uA2UYu+GOQf94kT1Zvk1aZ721vZUvcz99Ft01mV2reQqUsYxGtsojKq02kiJ +K3uZHPCeVr0af6du2jLa84L0hI0NxQDp6dFbykozdAZMApnacQfs3SBpqDCo +1pEWb+9GmQaQic5aL3e1+eUQ+NMO07e3l6c7mCwzNKCXn2QopR/+lhqUvpX6 +HjBF95Z+KhMF+VrbChYOzFlVqHjU1iyDZoxkaizH5tGlpRkVN9CMI+fUzpdy +TgzyfuoFezfSx5FDpdFQ3s/5MqVdWNWWat3UXqmbMl9vZiwtbVaRAvV8bSEy +1jrXt6tFNVoso3O2JI9XJ3JhcnPexdlqS01gQUGwUJU2Dn9FmuNY+P2muGZI +e6eXlGYoU6Nu1EQbs+0VdzMS1mFZPRtu78bOhUKMHOz0RFFOLzvv4pcxf9Sj ++747DPOHudLo+LRB1KXtm/Tc8x1pR5JVrdMOf0f3121BC85I9cJAXZgGdkLM +5mx4cWm+EKn5Dya47w9d3saUA0H6varh0Uel5dhHto/XrAw86tzh16QZBiKw +d9DCwb+KS08wWS3+WPeEehNZ6bma1q5gdbNJ1EwBWdluZ22AotcsvbxGFwjS +Wj/ID5CgpoM320lS9GZrrQQbF9LAyY2m/k6Qpn1FHgU0TmK2WzeF0gNVxReP +rooQH+k8h6ImoGnQzvg7UBvIeQ7uFtwP0xngIq9VnfM4fX17sLIb2zWB+XP/ +TEgNwfIzBMU1/TTkuAUac+r5twQQSFWgS0xu6qM4Rm2yNl2MRf0GTbtA3KZR +QNSb8jNUd+EJ4GywgSefkSRsJPwppo6e8f+JDVaWy+MUKxu6V7IbpqbKFhVE +qi1rMt9pOWEZH/YbhjARva0tAbgH2I5c+Y56vIT2FaHEglQ+Qrbpsi7ayIVa +Qrt/RfklrRSCk2GIea1Q0cRj+4jdqQUvbFh8UHADGxfSFzA+9z39O+RxjIH9 +hOIFWWlW+crjrK0Ue2ih5qIjq3kCpRgT8rPnv69nTt4W0lfyGd2ExR1SKsCW +bgrWk0I5kKSYlnJ3YhREK1kdezd4MGh53+8goGr+QV1DboCBK+6ALpiTmfqB +TAYnBYrlXIw15cwC9AZBqZiUszbDN4+jqZ2dhxpdDRo0oAIFCuDDz/C/VdWf +AVS4cGHrncnxTL169ZRWFBER4VFxSVXVn7qw2P+ofpiIPLt3M/9kikQeRa9e +1qObYIsXitGAKRAxN6+/TvTmm0gE5v11wiM1rVKZ4Bfxnjl2TNhkICEtujur +BahZkJxMNgWddW6Cp/otZgldurycP7jR8cfMzceOJfrnH5JD+DaWee5nDghH +AiuzNjOTdWHqz1xv9WpHmoyLQwQm0XRWueHUi4lxOHyaPd1M+aYgSmJNvj1T +Uhgf1fA17NrlSKanTunun+Wbi7FC+99/4tznqcAoOWAA0W+/IV3bgvTww0Qf +fUR0/LjHz3pFonT9+aeuykrkjIZQxDlzEIPLnGGMVRIIZswyzDLf560cGSm2 +akLczNOs3URFWSDgXIS/PCbGbUgl1U7uUxCNIBsmVbu2/BAh7qYk7E+zpPRQ +7dqXnxdS7d7gEyzJqfoDTKOpbl1FUPoIC1ZTc9aF1PwY09a8mMHS5yBmMqVK +YV2l3o/O4NGgO3YOopfvP03ryjL1ffqpGtwaeEG2WE9yCkPVqXMZ+AOpPu/d +PS+wvMb7noF93DzxCEvSKGPAMFmTH6ojyHJZsQEcwQRBybOgyQoVQBjkyDoM +8rx7B1O5khk0fjxJlwZQn8cvS0SmqhB2PNZ30iR54vRpB0UaMF531G0ASZNe ++XdZSr37brXotvoe+EaNGpraxTqGIJq77lKby/pxCBGXuHHMGM8jZjHj41W5 +XtJxfLkXT8it4mGA5h/Az8aNHtlMiBFp1Eij24569qxeg/R0z8OmDVtd5+o4 +jkIy2RH4Zp3KR/mQqFaNj7YhnqYGI4D4vvv0njUBv1cqS3CJ0Agsxsaqbw+a +NiwFuvQBG1uoShVQhTUq69ICbrDhu+Zj720WQR59FH9LjTw1Y+xor9dWOwDk +vusboDYWIWGZ73vItMHl/eGH5AO2v6Ix0toB/cmTngdMG+JYb7gBoczOXnDB +ZI0ICqvNmuFssRjCzA2yHQyBwfDY3IdlUGC82otCHinPB34gz/o5HcukUSoE +ZJ+c7LnftAHfOp7ISZ7CMMiN5TV26AoLhMXkb/IsnK3M8MBjnOmAG2HVGGXi +PUK+KsiPj85cUdbUv+kEShfgdSxo4Nt9VyIOPq4J0bQ2ViJA7eHGjVm6G0y2 +pBx4azlWvtavd9ImEWoDjDFKnCnixurV1TFzr2nDas2apce9QgTa5Stjmi0F +3vvBBxZ0YA7ExsKI9VwqmEwQzN2mbSGLusxI1TdRErKteu4CHWjAHmUuIs+i +fADGYF5n91geQW9i2sBddQCSaygcXmYoISJsJ8hPPvdNZFWSJUMQpTU2gwKx +7deudcR5oAc8dto0z12mDWc2FmLpUudw9yuMSx9Fqa++Ssf//Rc+tEamGU7Q +OXN2U+nS2ZiZxT1mYOpuVDO3elu0oPOvvKJSj71ebyNz6yk+zI4y44VD3D6O +qDfDzqQNq/nzzxonxVxAwa2EoP64uDgBCs48REaeOHGSRT9vaC7Tuuq2CVVe +C3iI4G5fwdLlsVq1qFvXrqq62aJFi6QYHUId4ETq2vULxkIE86S/1PeRI0cC +O/XNbfBZIsamQ8uWtJrFtL7MzuCHhCeRMSK3IYwAsWZwLD/3XE+WoY5yz93o +ySefhGvTblVgA8R46pTlFGDt2Ja8DDaYHJ4uqQYI3xvCCR966CFVCoIRJ6P+ +x2c56i8Bbrjz4AKHGxte3k2bNvlJ7RKOjjgwxFua2Ej92ggwCeaj8DmhrgBK ++MHHX9cQG3z3yEdF5jfugVA4apSNeoe/Hh5i+Flt7IpLahfXysss4ekqCY6M +jPg5JI4j/Z2HEe6I+nZwgDJ6TGm9IsqdixXAjKDjQCSdPFmPAah+ZkIE5Khm +YMHAvjOJ4yIWgdPdcotirEZYLoIaeupZlM7yGula7WPwJf4fUU0I2UFijZT6 +g8sTa4HMZubcovYgARleZ/jSrS/b78MbHjngBJ5C3XOInoiOSFcXQnSllpvU +3cPoWN4TrBAKU8FmBOGsXLnSnmqEyJbXtBwnktayZVpegFwpzwKx8C0vXLjQ +PouMJUT0w2N4iyERtCGzALscF5JjuHuZPXgBAnFiY2MtT8QhnZhIMjmzXY4p +SjvOmpidNtYBGppOuFHBAsA9yi7eYu5BZBvaTACQ6vfmm4lJ0zlxsbaSlyJC +RR79BrhQUa13797uKm+v8QxRw+9mVxuW3l3XD9SEYHBAK1tWyb0lSmAxrcQF +Jb59ezKD6zYgXiotBMkvELl5H8oFY0WPHj2kEh+iB8BPsDZCSyCbc+fINckA +VZkUPnqAasGCDKwPXmu2QnUb0BhvEANCiAYfCqwOnVdTRPzZunXrTEXAYBWz +uXbtWgtmx45K35Whli9fbqNRryoPBvmsBRgXUmZtFTuXqIB4AsSbMInUMr1K +AhRiHmUkyNpa9HJwjUmA2zoqRICWgCEJkCMZg/eZHFh7HzizFNezyIQmB9Vo ++3Y7LkqhDtFrZysNYlpS7kL0XkwDSEfYtZUXIb7icDl40C4OFvH5559XMZ4h +sjg8hogpsjg4aPg0MdUIQ1RMAWLx5UKIO5+j4GLW/otgEpMvoa7clEJnYRAm +5ZuIY4RpGIF277YYQFSchCrWNNDgwHWnJUMchFzEmLZ9Yc9jFUGuFiMwGmWo +WnhWbETBTilEaeFg1qQOC5bRBA4cu4ggxzepuyflZRF0IvcZ/uTTH5KCwPeJ +cmiULA0wg7GBhtioosIJv8FZjtca4JuIDZAuEDgFChVLKOJKJEZZnnXZW2yx +U1f1qNwVYG1ogNyFoflYlcpwKs7gwFz9QZAqHB2wTN1zD1ZOJoaYO9+CgUUV +YCY8WF3QUEA+qxFNCL8Aym/+3Y3ov9lw9ckuwRpDjsG3qgZ+l8ajeD/Sa4Nl +hvAAw62w/Scdr4YLdrbsbKdeBeMda4aASalniLMAk+Xd4ZEXbwE0mELU0Y6Z +bx4Fh5QOA/RmC2dD/BlQai8WwdTRk5FhlxUM4EammRUrnOWH6DFLa1CGPFHy +Plk7/zAMSvolRlmGgZMbJ7KDVX1EfqjpxdwXqMGDE+bAHDwvYj94A/b+5Q01 +4CgoAmzjGFA2fubr5O3joXXdPYxnD+3o4dFeEbyq4nFWY3/4QUgNR7XU26lm +2iCOQi52yL6w2uEbl0UrZ553SKlLu0ac7pl94m8E0aDAm7qioyubuUL6ZHFH +LRw2OQQ4DQl4vFf7JH6oeynw8Grt+90yBN5Aivvj7NPBTyXUapqNri4Y/UCr +GxfsUw4T1Ai8BGrECGY5rBcwmcKiHoEZle9ABegPrgRmCOb+IjqV4R+Wj/oG ++PYt3qnj2zVnYGYpFASdwKDGYlzwgThYwThsdAkJXkTBKf/QJTiBe+vv7oJx +iIMI786dUqpWvVkF2pKLy8An7O0fTBVaBTiFE1FIcAQTauRmex8kZvQMbikS +HTiZpAbZ/qK3kHdAKIodOv21CzKvWGhnfdE4BeJgiAD/8doa95B+KlcGXx2J +yDkb0AB+MOwGNf0K7wc7gHp0Bkh6kgUAmEVsOJHjXYMMITmpYpYfMMBLszoP +JS9TAE/eZ+5IJ4jZbrvESSG1jCTCEeakixdTlBDMMoedftRm8o6s4Zp+oJ4+ +/G2tGsKuK7ciBYDlXheghdRZJvxdyLdpw6OUNqiSzN3jM/nfX4Sf3kKKSnEV +WAq5xnKPpahgwToMyDYLiDou/mpH2QzEVcsSNjcvojm8WOBCqoOEWlcxQ0Bk +hIQkl5LrwudTdv+QvA2hX9MgQyRFRtKFwoXJywKYCEyvvHKO7r9/pWvdi2uH +6JhbKJvXPU/D9OfeBveRYaB1SHkAkUKkNhUKsNlhmJF5xzbMO8LgQz6yVIbZ +wIQwCZ4rcmRzlNiSIrB2mIMLKHtAoasP8U4BjbAX+HDYs0fYEDIppcayDAP5 +znezFKd+XaMo9stalN23QN5mA7Z38bTMxlSOkc1M/+sykqWpePE6rBe7omcQ +jMwsqFTrwnkrP/hRSR24tneB3Vw4DaWcoZhcEfHuq9iUoV++XkZZfYKpVMug +vI3VrYZeG8SdyPu7+vSh46xusoQiVKYLArTkNRMqC9OxAOBW35alUm1L5G24 +D3gJPubPgZ2O2JtoGZweroISmY0yKizARjCWahmcRyyW0FFFEf/oLuAXKl+e +Bj7zjHKzVzYYg5qAmHCwAC3hk44U6x+c97E+N1ic0UIWDMHqIlXLgl26V8Mo ++dRJOtHtJsoeWolKScp/XrCIaNa0eMFiLiEDnv9xmcoyrOjUZ0l3jxJTVflt +RkHanPf8qWXIglVjoi+4x//WCoQwyEG2wjeJVYJ8gqypZKtYlaOIdVso5avC +lPhTU/+GlOh+eSMlJHUmcNjAoqOjK5nuwW1ROMzZ+skq6RihW2lRW/wbsi9v +509LImglNylMZumuYK3vK0sX5vfXiF07yL8hDagqGAZFVj/5REmtsGfIFGFx +gxAFSzecviofcd8MJTGkTWzi33hrB2is/vud7AFoBlIjsaLZ2uD4bnuAChtD +hXBgNXqbf0NiekiMunBWhZbk0Eo911AMs4KqRA6D18XNkxTfSf/jLRqxZIRf +hRHDD2wgb++S5O1ehC7EnrAVo/A+D5YTeacihyjQtitgEhL8ay6omsurMhsw +ydmfk+MotkdVOtu/Hg2e1dvPio7ROlqS1YqknbM9BU2yE/w0pvaqDJ+vSQT5 +NMOozweclnYZ9QkT39DxccfX0pB5Q/yC/NC6iTpuDvHFekglQ8MagDRn/O22 +usjvGLlgPmZSWXF1KNjYRNLboUUzKas3H25/tM0H0aynbNaAsodXp4zHm1CW +CcqC0j9+/PjrSjOwzv3555/qZxgRb61xhoXTUHVwDp7Zy98qoDohhjdL8j8D +LM2gqoWxxVxHmoHw06lTJ0MzZck7+20T7b/Cf5pZM1bTW/db6SLrmQjMuzwf +ue71S8up2qUFCxag+J4FaE3rQCpTqiTV6+JfccrQu0LpsZuLk7eXh6I6FQSC +BFLU1AwLC6OSJUsy9Pg30BYHxXX//fcHXqm5as5mtLKYW5xCQkLU3+p3kzWY +9GUQ3VYtjAKeC/C/RmV2Bh39pDCd7V6A6lQuIcBCNTU2r6sCe5nmINuMQ69s +2bLAiMFGRfqsSRl1eEXPVxIbFX2tqN/Ij53TWd6FZ3EErLtwJAsiP+d3QSoo +5xKyOWVB6lUpydRTlNa3qUTly+SPepow9aR+VYD2fgTdYp8l9PIsNV9/8kFp +fx/yYRk/ZuhTlMizeKpe8fyRT3oSJX8ZQBk9PVS3iiUfeOLhkbsu5AMz8A03 +3OAin3LUpckNkmecb/I590Nz1UfbVx6V1x78Pyp2Wo4Fp1tpT5/6ysy1fe0Z +5aQZ8peLifpRD5JmNhfpWiCFx0bMzTrrpqIUgrCY1oVt+LFw7U/K1/AoVlH7 +BvMqzkexWAICxM5z2jFp6lZUVFUXIDDZCznHfPBFDG2m4nGgEeYLDDDCqY9p +8TThhIAAf7F47gQE+CFgjbQX87+E4ffQmZ6VyZt0Ov+YwIV6P8Do2oECAkJt +2mvPr63eAXqG+IKkX6EHFDDCo7Er/7g2EOIiWbnjg3VoffdiAATfxQhRqpDx +VplHD1D614Vo/4D3DFil8gfGMlblhzdU2UL169Xx3Vb5rvpZkurfWI72fFhA +mRcQkAzPTXKaX6UhHbs18jfwJswLET5vYhTvXVmDIyTbyzGoLji9kHqxoI3F +kZ/lKXXwDMs7ypcr9au2/ihgwOYklYHKmgWDt8aY8vUFekeq3Yiq5E1LVFHy +sCP7CYqNWUdSH8sQ9F1DN9HARhRrAmkFIahlYAhJX8iHZ0EuI/zv/CMEodli +Bke6E3bxhQgBA6E2UN3dYIB2zc7Wl2EktLB9fivCWtKYN1AvyapvLWkgTkLc ++GUN1aJNvUBPLmYkcd/cSVGf30hZFy/kEwqfJcEGqlzEdwPlu35pSf0y3nHv +aGCzdQQkSlX5U/cywAyp8npRK2csYjX1UQe+hkMmKSmpjLkN7M+8g8cgKZPS ++4VRZm+eUdoF3VsxfyDQlPLqq45zfm4L7X84f9S2Yf+gVgaRE/8E6OC+QTiF +zUxB9hwEyIgVghXzm3/VQC3tzNaWI1o/wsKCqhew+BBJaa0QFciAOg72klJb +iz8ytsRyeR+/N6/AvffqpcQFI/HQ8jo/0bUymHtiYqKsTExMjI9dQb13EHZ8 +XWJNyBcufD8wYaM3xj2lF8XFX1EzCJFBbkTAwAhft72YnWT3CaCjq9ZZh2u+ +FuLgAiZ3j1unzHtZ1jCqXzGY9uzcaqECg8Ih7medT5prJKw1DitBnIS8v6y0 +AQm6+mlXbkjK8m+ULSNi/nTr4/dr6FCdlIfyGa6XHIMKcIrEx8fLyJCQJkuY +Ja6IlVqnZ0IMys/IPGlEq/UORiCGz9IvMeHwpQyEmLCRjPTFZ9rFEXeQd6Qi +QD3vYnkdXUdyNW2q4pcta0D0iz5dbRuUCiP/WfzD9G0OOn2BLShr2DqPRNYi +/GfK1DzB4vFdhIo63d+bZRcBARgsicvwKDGD2BR7qapyIerdxkFmH+YZDdjS +Z87YCMiKIfmtNHvLjf5VmnVVWLWk0O1GJoUgHy6AkCPUaCSSmN0QVYgNIab2 +ivuPMvuE0JqenUy8UD7GlrXfNcWODdlf9l5Js0ZYdx8+iHTxQUW0Cz8tXgIY +4HCBe8yAcZV6rXQ6klUipvTpz/sEM2HhYTwrZSYO+j/lZJZR4rLhlN27oGJ/ +V594oDNxvEIuPNxyX2Qsw8Ps2oIIkpAShIJ37HwQn4P3A5rw/vnCRm4gkByB +jqdirzRxifAF3835hnNYIyUORbBuosGckbPT9XkBPTI9Mc9zR3oQNr28gZ7p +tm7tvOdYBOVWltUJLYw6yNwMaSBNfVYR7BrhZ2FmMpDYjbItNKTKMXmHV6WU ++KRQc1uuxWVxLViAtFlLO3+8qusYXHRCWhG2LyU7w8ziGQ3SGXTzaC3L/DvM +bIJCKt8RobwmE+/Ks93zm166fb/bcREXJX5BGReiNwzY9jqznzJ6h9KWPh/Z +BOYrjgOmiCoa05/zwSrGiYqK8sGqiaLzwaqqwpGZIjwWvjvBfS7D2vzbIY00 +K0qM8jmVIInhm6S8yNv1UDFT7kv5x1RWWzfQ1nXLdTER5gp0R0T4mRcgt6N8 +p2EHTnbb9om2MprbvAPRCZViJVlJSsKyduYcgKpwhwdVFpykJsSBI3P3xAkn +nBnaBrbebEcPApXLC4eLm7VHDUXzWlh9oXAR1Oi5LWyQPxLOX3yRXM9xj7+x +ODikDKrlWNjA9OW9vsUNVhF8a8qQ2zVP/ekRiutZkTKSEqR+DO01tdv2/Ga7 +Q3S+lHiWYeEfQhYP4ootSrb8oJ89vMROH/mDqak5QI5gxvclb6cfHvIhU3Ay +SJUiTiJMxx2CiLjWtN5FaOPn7zi5VQybioF0LfVlKaPQFUvhftaVkGljgslD +3LVvFbZ4V+kyUqnnLdiI60D4tkNVIaoQLtJenJU8SdkDSyCm0zdfEgF748Y5 +u9dS1EIfh56UYRaqRWjaABPRZFEP3R4lZJgKhFqAeqSUMkE74545rFE/9hFL +jQgfk8q4ElqNqt4I7nBerx2AUmkavv0znf5gXNUZ1ragpsIVooSgKaWedytr +UpBaUIXoKHeUnt0sf77tFByd0NYM+6cFBWYSRH4jzl8KjOMENmixBH5++EN0 +tkc5Sjpz7qoFoQpfqR6vyhw1eVO2GKxvKV5dUgY7dtKLFrd4OSbyX/BNkhRw +4phwPYfrjHyBkr4sQVnxMQ5uERyHWAfL4Q1uUUAFXD4+0q35SF1wGQaygbwK +xS6h7G4+iCRMg8a1MizY0aTAqsGkuA/bn7QhYtz2h5dko+7LhHsdsMGuUTpg +2DCby6OknwGqartFDQ67/oZ0ZAxIsEZqcsZAISnU9bsYa7PTELsnpRx86nx+ +30BrBU4sEVADCcKNGgmo90GNqQj338wZtmZ0XmnFt1qwupBtxussvMRVKFj/ +PqWjOXnmWIQAGUhfIHLqMONU8I0dD6CkzbPUs5F/TnDq/KEyki5lZPvDO4Dw +LGYp/SHkAYSS7ErpUNWYwDtYapDoYYXMXkzjfSBVnJNbEacMtoDEOekShyM4 +NwoHy9DnRj1B3v683mcPOnSBot8PPuiTj63KEakTY7F9FtmEsj1kDKQJSM18 +CzbqB5mirNKfJM6w6u1iefsM7bWyY+BUAcw40WQMEAUOeR/UoNYOaI+VDdsf +4uoeeghO+6tnH1+lgjHU1BQ6NLEt3VOtFJWt/yS9+cEg+n3B19S0Ulmq/dQn +9P3aczaQLUcFY61P9WBi7VUMFG9nh4xbCcYSCIE9eYOIM7sYSu1Xmvb0es0p +dYvqTtpsZ/tDIWOoV062lC6dDuujk3IQoPIkjJvIHiTwM2qadoldB5foylhz +37PP4sCBgZMPVDsGPGpo27Jli73vwuopmvjnTnJkAOi3JpLYFhwHbiDSjqwO +R6o8Dk+zSEZu1Eicu8+ewFn/21N2KhDuoK751D1AISxViXKeBREyAcAGamQM +7EXY930C/Ge8qLURlpttf4iANanifhFXLlWWWZKOmUFNwgKoZNPxdDjNS97k +cJrwVBkKLFSX+oenWoOzb4FlfR1hhsLqMs1+V8QqOGugVeMVntIGfgJOijrV +NsUAZxSKdjJPyU46Y6eGqHWkBeXk2RPu1ZbRtHjpAdII8rxhZ2buJc2QOfHC +LaTpMju3eESWCxjBzsmWxJDtUbq0Kpjg4HbLGH3fgbkWVmT4woKM0CH+W5oR +VYEcPpRYZn1amr0J0ZT0VUk62ldZ/uyeQVCiOd0EMbC5QAuPjIy0bTiR8YZ4 +npaTiwcigMQTf8wCP3iwrtnh7BmDqf41iL5SDgKBCAH0oDVojS5MoY4BZCGI +ohkZGYKp2CVa3/Fun+BgxVohTllJNL/VoUMp7dA3FBZQiKq3O2hqK2ZR1JQ7 +qGixu2lGTJbM2l0V+hLtgcVL6Q72a6w2poiVR/YgthG2MXMHi0SRnP+b7cwL +NtGbblIFVpxqOge1KWT2W3YIKB4Ip8BxgAXr2LGjonLIDDt27LBDQB1DUbgZ +L1i+g5pYOG2Yhpx1EuF3QBgEQhkF2QY42DAKeobHCywVZqJssbDoVc6Y9Dgl +fV2GMs+d8NEW9OXMxXi16cAcOxfYLND7y6zGAF1In4aShqrozGDtXHaI2jvd +pkxRHBQDnNJ32O6wCyChQwGB6oh0RnSHSezatUu6S4mJpItfFaOIgc87LBnZ +7OaFRf5QVW51sPn5jBjq+ngjCgh8ib6eHUEpXhMMwlT1+ylLVcpXZ+pfW+YA +9Rhn0vkjVidFkH5SknaUi00z9fheyuhblLyzXEoabDvlyyMSwylgs3uqxt22 +cbY/SEUwNTpvHQ/UBf3gJsIhkhwneIHQimz806ddZbFOh/O25q77Is3YKxAh +EhO94uUL1piw6muzR2Y5UOL0e1WXsyrhpkKURtdVq92A5pw47ftDh5jOet1m +VNJyQ1tLPrNDg1MiGNR5Db2eZMSX91LCV2UhKl21FOdlK4HbBHnWuto030RN +7uxLnT/uQG1frkQhepGt1TTz5CRqXLSElP92vLosqg3i6fYJBsLtCZOWQKe+ +vJliv7iRvCnnLdLgZzd5p1LeQlVGhoMmapMjqizqoM/3o8ttujOtNe9hmPCW +cx+8nHBrLP7YWRjIPrBZMfnY6rXwIOKlOKhimp5oocT7KVAMFKdI0imp+wG/ +i06TcQlPeFsRRj+2xmlb/JHKmUzev8oZHdW/DM8Q8Ti/VcsZKG8KHZn/E/28 +MZ72qtCxVAof0YCK5NiBR4ZRfezAdfF2vWgNE1NvBnhoQ/A357VVSRQz6EFK +/qoopR7bU9M2J+psECi454/agnZS29z1nidX/KzrXVLvWreU1NTLOHWQ4plC +L45ERad0iyD46I1qbgs2R23WJPBDHdjNLazYzAjBgtAau0vc3k6pIxf/Bxli +cYfdgJ13CfzrBjkrhKpCZcsiHd9qpvktuB6KNBca3rgYFak/gPaqlwMn067O +NalQ2edp9QVbTyRpc3OqWFSfvHYbLx6qV2gyak57Q92zRg1ipv8zq/+0YDtx +bs6rtJAZDrLGu1YSTthKiqrIfgFdH5W8UlUe7sDatRVp+56bJkafj3Hbw7nD +lNC7Ap3uWZWyEmJ9rH4GBlsQG7W3geLpz0L6d2aRpu3+WNZDCwViMGJWZNWH +/7ZgwIYzlFHerwzkcvs6pE2/acj+bO4sn9Q3Y2lOyM//EvLC+TJOr6IR7Z+l +h55rTq3fepoa1X+E3uh7mLVDcgnWpnR85RaQ020tq9k9NZYReJWeZJtRPh1v +qemPt0d1tWCvX68TgxMTTbhaoH4rDZYPNZz3zxQHjpI5l3TSnaNQMHltoF2f +PrqSGipfSEVKRTDIiQem5rdR91toTm6klIGV6GTXGnTuSERtacabVWBAQuZ4 +RrK9G/wQQYc4mPb9IYMiustEJjmn5+FNRN15wAGlYY4SI6R3+vOKGo70fx6R +MXb20PPMC5b8WjSfEvhCFjDXYwOHh7sWyV3/Xl6uFgRfqSZBuFjW4+2LUosh +SNP+3hmUNbSyFk/D5zlUhtFRvWTFClNIIUi/6uCbYroC+Zq+OOPM8EHaIgdt +CjsBlZW9WbYAw3vvaf2SyLVmiE3pf6MpUf8IrCVOX3AnwdjI6+kddzudjTjh +8UGkSeG0cEGUgI/z+1raOuOeI8bZNVkHTpg51pHfti4j+iRQR//Nfku55ywM +p/fq929A5+/egEks1Saj57O2v6weeD/278GDjt7vKuxv30CrDEhDDIoGl9Bm +DhxRA0JU25YOTWjVrHDLm1Bb08TUibVQ1QRXdbAD9RkPDOGUkMN86A1IWnXy +A232pkF4EV2ZqTnv0d6h+hFwZrBbnEv9TFkAlNfOSHYWCbGcKNoQFWXMvXi7 +yx4d34g+wBqw88Af+wXoNiz4uUNiWAQYqjyJpRkGZTMfXL++om/HjAAC3t+A +tzJwW/aQcvRD+2mqTpgVUbB3tcnW75ex5XhXgdjfYVayhXF9X1DgvCb0a6b3 +Nxi5M5pp7DDi00c1oPearEItqAamK1UxBYmUeJUGTDIQBXdOQiluj1SVU/Fa +jzzAa9tbl1WHbD31cdo9uh8t+CXCLj8Kn6HAxfHjJis3RG9wZBSCpcHcAUjw +SqotY6zhDfULUFXz55/Jiac6vka/+A+RRqNqadM26u1npjhrDLDgp58w4erv +5brcuyDtyxCEJ7pfeqDbglXVTLVhjEgKvw1zAZ/6mPryPGraUGSySROt7oiY +jdJIqFKEgrsWabDeoeIff5Myt2hCvV3U6rR6DSCfOFFVc4iMJNsMx+4ddxC1 +bg3z8lXRkPc3IhyLzKLRY3LURAXb18KnT2ljVX+7YkXs1MdMM1rhcwXW/v3X +1pOcMjaF7qyfCrCdXl06vtQ0xrSk7p8d6cAB2ln9JbqpxGka2CfDYhC7wTgF +r/qSL9+fRDdBgcsHHtC+G14cqViN+i0I4rFVlHQNYFuxGmuBx556CpQhFavh ++zeVly3oWStWUXLpKjq0JCPDMdV6tRKLwO20NKnL6q7pKrciTqNsGS9Nu28M +QhNq+jdRUaswHqjwueec14xDoISfBfoa0Jgujhw8i0b8eOSIdVwgW8mwM6k5 +jrKkRja22jUWFYaoHj1EQgjQ5aLhmG3a1Kk5Dm0NxZ9BxZs3P2uaEdqD+FM4 +uJkTy92gi+MmKYExZgkYRhcDlFXvIWxDUXnqKc9VXaC+P8lLmFCxC6/ixXm5 +c6ctXgk7AlKssbetrgeoUI4dnOz8eaub4zXGCMBAWNKjj75sIERwTvHiOtsA +cklqqlOMHglO6AT4AEfFBrSqjquwv7qwYLgJgX6rV1t0IO4A4mJ2tq24j/VA +cDDUNiZqEdoQpilFWpkyQgWFcEMBipYttUXWesMDtQBUhHcB4mj27/cTt+XN +CDhe0TGq/EEVWbxYmF2QLoEPYQI3IJ7A6/W8bDrGpgNdAWhGjUwZPNOwYccT +gnvAGOFKXrToNYPETFcZEFyI3UOtEoQf8dJawgRXRnUz/J6SYnEL+4mO67i6 +tzR/L3pAyjrcoXgtJsrAbquq/kQh/suGocHDddttt7Fm0tgD/aRxVfVngLKI +xmuOIs8oOB6+vn97CvwfMfVFkw==\ +\>"]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Export", "[", + RowBox[{"\"\\"", ",", "Diagram", ",", + RowBox[{"ImageResolution", "\[Rule]", " ", "600"}]}], "]"}]], "Input", + CellChangeTimes->{{3.666356125208006*^9, 3.6663561307679367`*^9}, { + 3.666359990131036*^9, 3.6663599912659893`*^9}, {3.67741653791409*^9, + 3.67741653822829*^9}, {3.677416610782296*^9, 3.677416611038228*^9}}], + +Cell[BoxData["\<\"Diagram.pdf\"\>"], "Output", + CellChangeTimes->{ + 3.6663561349442673`*^9, 3.66635624051071*^9, 3.666356993927301*^9, + 3.666359221363276*^9, 3.666359286911703*^9, 3.666359479801216*^9, + 3.666359569322835*^9, 3.666359937104721*^9, 3.666359993972056*^9, + 3.6663601173869867`*^9, 3.6663609190188313`*^9, {3.666360970855274*^9, + 3.6663610407100897`*^9}, 3.6664282176979923`*^9, 3.6673060624001837`*^9, + 3.669469144708777*^9, {3.6694692127431087`*^9, 3.669469223131894*^9}, { + 3.669469282461471*^9, 3.669469294880149*^9}, {3.677416583489188*^9, + 3.6774166139771843`*^9}}] +}, Open ]] +}, +WindowSize->{1855, 1176}, +WindowMargins->{{0, Automatic}, {Automatic, 0}}, +FrontEndVersion->"10.1 for Linux x86 (64-bit) (March 23, 2015)", +StyleDefinitions->"Default.nb" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{} +*) +(*CellTagsIndex +CellTagsIndex->{} +*) +(*NotebookFileOutline +Notebook[{ +Cell[557, 20, 1272, 33, 32, "Input"], +Cell[1832, 55, 123, 3, 32, "Input"], +Cell[1958, 60, 158, 3, 32, "Input"], +Cell[2119, 65, 191, 4, 32, "Input"], +Cell[2313, 71, 92, 2, 32, "Input"], +Cell[2408, 75, 326, 9, 32, "Input"], +Cell[2737, 86, 330, 9, 32, "Input"], +Cell[3070, 97, 496, 15, 32, "Input"], +Cell[3569, 114, 324, 9, 32, "Input"], +Cell[3896, 125, 492, 15, 32, "Input"], +Cell[4391, 142, 326, 9, 32, "Input"], +Cell[4720, 153, 494, 15, 32, "Input"], +Cell[5217, 170, 170, 4, 32, "Input"], +Cell[5390, 176, 488, 15, 32, "Input"], +Cell[5881, 193, 167, 4, 32, "Input"], +Cell[6051, 199, 486, 15, 32, "Input"], +Cell[6540, 216, 324, 9, 32, "Input"], +Cell[6867, 227, 470, 11, 32, "Input"], +Cell[7340, 240, 517, 16, 32, "Input"], +Cell[7860, 258, 370, 10, 32, "Input"], +Cell[8233, 270, 517, 16, 32, "Input"], +Cell[8753, 288, 185, 4, 32, "Input"], +Cell[8941, 294, 285, 6, 32, "Input"], +Cell[9229, 302, 314, 10, 32, "Input"], +Cell[9546, 314, 978, 25, 32, "Input"], +Cell[10527, 341, 169, 4, 32, "Input"], +Cell[10699, 347, 712, 20, 32, "Input"], +Cell[11414, 369, 312, 6, 32, "Input"], +Cell[CellGroupData[{ +Cell[11751, 379, 555, 14, 32, "Input"], +Cell[12309, 395, 1047, 18, 23, "Message"], +Cell[13359, 415, 657, 9, 34, "Output"] +}, Open ]], +Cell[14031, 427, 588, 18, 32, "Input"], +Cell[14622, 447, 188, 4, 32, "Input"], +Cell[CellGroupData[{ +Cell[14835, 455, 341, 9, 32, "Input"], +Cell[15179, 466, 348, 5, 32, "Output"] +}, Open ]], +Cell[CellGroupData[{ +Cell[15564, 476, 8742, 194, 152, "Input"], +Cell[24309, 672, 213650, 3911, 90, 197054, 3639, "CachedBoxData", "BoxData", \ +"Output"] +}, Open ]], +Cell[CellGroupData[{ +Cell[237996, 4588, 3856, 117, 107, "Input"], +Cell[241855, 4707, 142383, 2740, 90, 131776, 2565, "CachedBoxData", \ +"BoxData", "Output"] +}, Open ]], +Cell[384253, 7450, 242, 7, 32, "Input"], +Cell[CellGroupData[{ +Cell[384520, 7461, 190, 3, 32, "Input"], +Cell[384713, 7466, 42403, 776, 107, "Print"] +}, Open ]], +Cell[427131, 8245, 2056, 51, 77, "Input"], +Cell[CellGroupData[{ +Cell[429212, 8300, 5763, 130, 935, "Input"], +Cell[434978, 8432, 397980, 7285, 172, 373183, 6880, "CachedBoxData", \ +"BoxData", "Output"] +}, Open ]], +Cell[CellGroupData[{ +Cell[832995, 15722, 379, 6, 32, "Input"], +Cell[833377, 15730, 604, 9, 32, "Output"] +}, Open ]] +} +] +*) + +(* End of internal cache information *) diff --git a/Chapter2/Figs/Wanniers.mat b/Chapter2/Figs/Wanniers.mat new file mode 100644 index 0000000000000000000000000000000000000000..b798206265eb99427496eef30d9357cdc91f4f7d GIT binary patch literal 41410 zcma&N1z1~6*Dj2dQlwDaf!jt`_B3P^PhcBt~K|XJ(HQ_y6&~FnYER~KPZYz(C~6_(I|<3V7IikvtXl9wKH+E zbab&7qLEQl))D7>$3`RRVqxNDVNT=dAVeeWVojrD;zC37j)wc45Z7BF9swF2E^a=W z|HljI-xso+67Ex-iUJAAGxJ?KhEB9CMZZ;^l*Yn0^(jKBjCzU8Ri?%KIyJ#U*}|7Z z$u4Ya0&<0Dg>+$4^31~`_BeVkxLNXYXBhJ2K0qM1{*4^kbF#y&rU` zl?=NkG8P~E?hXOU+pfPhe;zUz*p5K(7hfB#`n(1zr{A@hZ5|3tUOSR&`)q3>4Cz1_hll9AWu14}Zbhk~EcuUkJ z4M|Q>qr&RL>?*E)tu1WKg={wMc7}fNE*|+3aTZN|ZS~$=ZKF9Ugp70E3TIo(oY*;s zwH+H)fHXImqyG;^J`FY_JB2eMDou09*+^+iMUo#BXRj>Ak;T8~fD~$Y%HkgH>(Edg zBCp|O%>gUSH@GoM%nMT=g^0C|D9X)1gpA6Lv`We?-wJXBQhol%(uZdE7N9dzZ?A*~=9#I(|f`;k6pc(^?pVwRsazplG8P0w1}>hKp2@O~zxvwMShlwBE3^o_B-v;-weTgIE_O0}m^cYT8~&4(lZ>bR4mI z;G@>1Y}$x7NxjlHB}25zdl^>|k#>aXA_=?~y2Qt+D}%qd@PF5 zvZUG21b0T-PBX0*FMH)|Mjp}#pR8K*5jiWeTkI*PN_S-gj7U@7cOpn{aD-(Qmt*}( zAaaEDo_%a{MuHeMW6L=ZC~sI@*G~dKKXl54gk(Hij}W+kOF? zkVJ|BzzgUMKPJW|Gu#7ObJ+@-UxnK?U4ysXCxH&igV+QI@!}3+Cq=0boS???w+Vl4 zM7Ip!3D;OgDO(Tt7&cn>)D`r2o>NeV2LD zC~gAo!XBxspVCixN1%TP%xIGhk6|3Gw^~7H<7gK^{8Qdq5IdabtQk|51%}1mA%0qp z^m)rD8-r4ELn(*6v?+;M&1O4-Ky3w0Wd z7F?)ykL-uv8Wx48R~VtP?v|Pr#ho{+S_4mX_h)FRED`1mLo$e=cGCA%3!^VU?} zqY!XAvX`HvesE{frC9sbm{Bob5b~JaNcdq)FOVGCdxtO_m#=_jU{a7F#F^k0Vd`) z0qaFfz}8^0Hw^@TuA1`}{))FlYX2@vZ%}hy#xC29!-rQH=4abka&IiKVqE0BXd{{F z>b_xWEraRWj78Y*LCf|6*Lc>}GIU{V2M5cT%w%+OvdqTFmWxr%Q+{KKJhOUxg8wqa z);Vmn=DY#FPoU_{`tUxB8DKC~*T?D`#;hOS_=lLcog)+BVk>e*Ixc2&1mbZl9KiC= zU5&kjwFxPnwuc!eP4;p;R%0DP zLVIgQ6<5HPy2GVknIJLYa4ckr>l|@WM$9&se&<{1RoyUw?O|@qey{l{TwkkoR;7Wz z+phf&WqEATyu?*+Nbiy&w^huoU8ytypmy`8ZpAl@UAH4@m0R9EVt4d+p$E3k!(#GH z-EF*SAb+C;$m)xR{glj~DiS(nAGP8h9VC~H^}MY2HfPeNIU7LNQ27y)9K&Ilk03GC zP-c6L8p$Qp%&_m9g7a3%n%4(G>|Cl8AM%N&`Ww?^W$1Trj#w7 z#z8^-@=LQMnrklEsSZNjY7T^K**i%+Ea4?weckWt1p$_?&)L-M8|I>0glBU%Vpp=w zwhq-CYJ0Zh+$ajPo7`P-`iZ$E9(Wcb?9{edYtc1w7HB)67af)AK7_XEhs*(E$k#Dm zdM#A0?`MmW|Ii}r-fIqqws{~WKC&S%k!tQzVo;Qf7E+qfZ%MjI{tZ`hL z2bcY#ZGFqhYtTioqtuXd3t1t^`e-jra_T6fgwY~tTv|s_#Icd>Pf7ne z!s#ap{r)3ezFfUqlvz575(;s^9U59?5?(Ulbjc`iT07q{a`SbcXyaN^H9v$wvptlU zO&|4Xul1R*l`!Q$r1|k+AH)=t6t!YWzNwg#NkT@d z;3E4QKDGE4(z*%~d?`4`(!xfMZa3|XScQHIFg0b)R~Ta!P{)C5N%l?5+C5wtO$0A! z=}&#z>zgQIhM@)cnPdZ)``xuF zyU!0AV;MY!A=a1z1VT{p)QAD!Cd6!$!yGG_-=s+^wv&~|AO-_&hxN9Ten#9OuH=Jhl<0;88Y8F zVKl?F>?5%V&7}eK`!DGxdoZCytk`9>TyOgy9q3;?9REVS6RWK_Bpah`b&+)D{N_)J zNWpH1$B*sOkVfUjOqV&Et4P#2O_MnvE0rb=!V6&UF*Peo5x zIoOOMyT7h-oj`|!*J3bw7-7l?W3WW@>#*tAuOBop;H;Gnd3&w*upA|IvSeTKQr$M8 zF^+R6bbNiB8L~Ht6mVV#6Y~hhROI2>vuMb68KsUw4DRAX`62ijrwj4XiR109O}T<- z)JqPWS{H0YRbSWYaxbpQGF@Bv+Eks0Z@E*68Rd#hE`>_(U#z%Arzm60@4He3sDJrG zIy~Az-xspdjGFE#YL%E!{|Bv{tbn)v`T#BZ0>!Ld+OQ|S>iI}Y#ZcdaVT>aQw#AlO zd!E)XMe12^T*NU*(&enxHOm;xKHj@iUXz36ziXQF%?I(&96%O;0|v5vzQZ)SZOdJ? zJk|upQF3=MEoPH%!s;wi^*tU%0c zxGVh(pxu&fq>kllC0A}n-0tL2u4{aSqzZk)S+IG7(94_a)pyYxU6u`f+7T>-CWk1e zZ34Nk-lE=qdUi$h5i4k?R_z*PWa8MU*xdK!o*(bFu|Z<2J#H1d!iUjr@i*CYHJ^)?n+9%;G{^yd4-okkrNDt47o+<>be~oy=bvXi!W%`?xm9QCl{7M&kI()#8 zc4o=H&!pf{Qhv>?E&LSY85@yqIm7{oi_ zoRA;VR2;uVozUcjjVZ1!$7QS>=9O(P+1~%S3FuduW)-I!vR_3%NzP-xFoZYEt%z~U zW6nA}@LcICSIFL;vA_F8bN2PCr6BoFDox{gtspSrH5(Y{Lt+6m6cF`Y@-ru^_E))k z6K#~V{5w&u{5@9G{a58)P1-#V4mvcsnSqia+Y}GwmqHE;)|Ul8iS2()xxPB}3Dgoa ze6Y#8e>KAy&UUGJoW;$0qw+}-qtT>(wR}Wdkt~~V%0k&z`stT=wZ#dw>-`_(; zT@Y+p%Ws=d>y=imI0cu3D(^%NmU(()-u}uIc^i9J8~Zv>ye6w7Fai~R@m$$j@r->|BXfdkF*%kV`^_PeCmSE{5re-UCPq*hf$j*> z-?$TA=^-ST3g0R@4#wo|*(&cU`ip)oS+)vKmNWa*A74G9U9=_p2Wr@@nbWUk(#O;= zHoqn-0X4m|A`74Vkw|fxU28_FbO?t7g}^3t@c8Suhc@AA+7~b>tLLQB98!5EZx#oT)-@V-^PwX)mB41Y&#+0rfB1h9RI{ z0siouHKwQs|Ag(^Yufg9S})M}01S)%^mZJ^$vC$)eyyuiIfvo$=$~*%CR=%G-N0Mt4U#O+}$NxXWLhaaqpNx zFhInGsv+)@OmXax(#3yk(2I&@55^;SYTyDt9K3ubl^v^f(K-;nXT|81y_>K%3>I-5 z9=L3X6p6jrhWe^xYhztJXeI9HCW@>TZF{XLWFv^osnX)1Tu~!Ym^`4QK@kjw%ieDz z89wIl-|=2|9KxZ9JnWm! zc$RAF;L2`@>{$3?{4x&AJoJd9lzE;XIixy(Bi^rv30C^$sEjeJy8X={P#=H{JLX>S zsO>XBa8rDwKB)+K{KSF^yYMDCQmIg#FFsit@NdJ0x#KRhJLsEG&&54vS|Gy~Rk3b7 zm=^YC%-h$PV8GO)fQVNEs0InR423kD&*C1=BDXON0|rPITWB4(;~(&pFTQXNGMO+` zy-yeOKUWVGNtC@96;1FEc~66IixauR9hAY9Gx|dVJwO`Ns9`YnN^I4XzeuGTG&5t! z=}lIdNJr~$*@*I5F6!(C#!VSitSW+hM|Z_n z9U{XXvf`e5WxhqbXj%%y&YCmpah!%`DP6Q0z1)UvevZ4PPnCpQ4NFop^V2?xq1*@4 zP~J--Xs#kR=O#Eq3mjj_A@1Iw`EB=E?K7pI=T<$yDDI;+(e~fQ`0n$w7o0x(DuGz| zgXOnB$+Is5AlO$(EuhX4!rUOdVtUsbFfOtc%UiBVrNJ}UB)-jfSqJXXx$-e)%B zUkP(h-3D`rBg$y}&H~x4B*pQsdR3>WQRl>R?BqlJn?6!rDam8r7aP!CsfEN&sK7M8 zS5duw)KnzCw~KszwM4x!;bEbfi;!Lk1(uVcKQ^-9-SZ>_!+lMkUmc{jd^bMyjez*U z-&~#U4Clt$o(B0>RzJIMmgl+hI1t&tB;gcm2hpPVwO78p5BP<37WnhSI%@1lAW0+q zxqqA$nh5PXtUC!ctg~>{F6zda4*IY9K`LB6f!YOFfyP%k$k~%BchcY9o#7y3-J$c6 zc*+jrt<%Q~2c}l@BZHg`kwwC2X~i#->kc~fU3dfAw^NW}O*A^Jbd)=6Nh1Q+&TInr z=2NM^LzSD6�s^&Zz(3oY6#Zc0{n11(I;DqJr?L(6bA8y~B4Eh>kll$WM_2e#$&Xio4~7LS4p z-&uVq-MYO4MPNIIMo_=C9C8k;H+E~KC-0fC{4-CZv$c*}z0IK8LUd$=Z5=w*JRY`h zbq$86Nte%hgb21s%`)a)o)g}gG;kv}GpB=ovg=Lw$#22w`CC2~(?^z_U9RO&pPAT@+tlOW@h;$@BH9acY!UA{^wLnK$T0unU$m zeFv7aWvC;@+Gpfdg=2I$%#!hJom_Xl8yMLUWxEnYU0cLuoxLpZ!dI6Q&(n1jbA3FX zy(8bYpzsrL#goYMGh*uYUAr;`a(34AGvADJR8M|{;Ko|C*0%`TSrlrO5>%sA7m_={ zh!xq(t9_M@xsYAv=~hvt4UW+@){^6Qu~rpa-=QLVos!??K)Re#mp-HXT?g-$PYKz4m%%4yBGY*Uf-LOYX9@horGIaJkQ9YaXFS29~z2UVZJL7+V zoYsw7H=W1b2tUli>P{zNujFCW3pe(4xNk1viyz}+&m7OB-gZ*&kOrxkzEqfe3Lh8{ zmOVeJ;~aeDkXU&iI~f?u%^lmKHUIRRJFrtr-yBEJ(9wLkj|)9hF~Ck`2R zRYh)RDnH5fGtMWv1Ht*ug8F$oa4!@TKN;_@zksXOUSJ;+ly(x;8Q1AxLMFvg9?ZI2 z&*C3O*O|zq*IDUpJB?ps2ak`OBefrBVME?3<%ZnkwBp*-;j;5-e}DYsRm69!U{<*^ z2~YZol0$ybm~d0}INs49ZH$U|(<&5oQ-jiCzBsO)0I#c>nVHFdv^VQ!S={5}tDExY zSJ#TVX~UR-)FCQV#|r(bi&*m>xj=c5H@(1BiACy5j^qiTpj89!`LKJPqgG^JUBIlH zpCW93UuB~%C;JXqR|STei@|KEPl*?;Jl@Yw_`~EvSdUwvcqerT4jy!BDi+)KFlYZB z-^EmIW>C>%Q%9wJON<1Qwu;9$imH}G3cG#t{_&Gdm%MaIe61A%#Hs_`&94mB-?B!Y zu+!|w9MDeDW`L+cgv+^zaG_D~+v1M>%&2K`0n7rf{!kduM5z-Ti zoDB$YDEnj`WdkCctG}^kwGN>UE1Oi#T7xuY>+0D#u0mYee(BvvuRvG~lcmY>=y z#HqU{^l99(Wm=n&r+M;b@p245t+!ar3O@L>PI17+!T_YesnGdlNB`6Oi~uK9 zeGuQI&$I(2y^toVHin7Po~Pe!q)+5$_tW~xPh~p0p5~2$#x>gsIa2c_7d-2DvO$=Y zI2}*^HnMIL2m~1kDcGpI_33^hV<@Z{@-4kI+)bqkGM7)~GEmq6v9bibK!?{uy04X$ z47KZ?`e)t}*8GGxi|VZ=W7a_8x(tKI`YItA>4L2$?qv{~u%%oN`jV&qTo${d1rXVd zgzbUPxli+Q4SD3tguF4J&e0A?e)=9V=B4PEr*?8VO3J{e@tMobOEjPQmsOR?eFh>S zb&zr$L;$<5ORmo&5`fO4L&yX#(t*cn%vg#}IZu88^@Wu@;0<#RSK37(kUFf^XYjJ* zi9h&_t(F0ikwbekP%G;4Zq@O^nxr~-mky_xlbhTopPj$c}wGs~6 zp!%or)vZp#e*q^R7mfaLN(T7rlj0Qju)8 zl9WTn{h~#kl(dFJ9sf(goaYjf3E@Qw(}lT_f7VX@!Ts(1`TYkX&3oCdz?@spwrodn z{K%xA+3)orZrilETL}NgFRpKu@go%_+7Ymvm)8uVqp9yV4eyui51K!Tk{?^`zh(QD z?^1SDSWGI{cMut@&n;cU;tgyreqr_=i_d_8$aLzFs<~DQs-p+_^rDc4gg%ik+wo|y z3xIQl*7leTwmzlQY~zm)SL*?52sdkRPjA7K9<36%cO8{+OtN7*ZoIBG4~y*4dNz!e zLcT9ER(l4h$x{eC-7l`hn z_0v5^odMc^V6mLq)%fGrf~+;R<@i#wVX`pXUdBNOdZb3tO%lg_fE_quovx^b$BYvF`7wewNF4xrKSh<*g z9&Dc5vRH-I(}%rO*z5aXwt6d2XkUC1Dop@3WLje*IaB9-X>CJwo7f-bw@G zY^wu`Bnj_WQTLN9)5<^WEpBrP=*mf&N<>9YyW!`3T}p2hs>U+8^Y5j!!)Nu!@b6~H zdKjvr3g|BVlM~+X>3VDAgEB=-v%iRtN5K2y86;)OX}y|@OC%~i)Zrf$=;sr*28k7? z&z*;mInV8d!_Ox2oNG3h6#B`n*}HRTGo4pH9>XfS8%6E;Mg#ex`R`{--{wV}hi|S} zx4#W{ZirFiV8V=WhAfu#Gp3A*+s-rfe=#vAnE1(lzRzW((U<5f>q1)mTP<6@m8z>) zbn90VfUGNd_KJ+{l&Yun`EZfv4bCPGW&|#`2KrgafF_Q8$YbMxY(rF&CrFvhZ*Hdg zl7ecb`C!KJv8u5-#X$nl*Hg?&+>YjWA6(lLd#bXr-%Vi%U_v8kK3_({y4I;te(3Z} z%^GNOZ)I0la=w~jGSJgs1DZp~0%%~yX*c1oTNQs;e;k2PIyj%!cmIe>^<0?kPACL$ zp0&2zRBbO^I>T;Hx8#)^H@+IqyiPOcDJpsR!QraF{VNGKVa769=cTqwe@omPY2o%= z{_0n6Hgna^9|C8n(mA#Wc9Q8}Zd{o~=pI=9lyn&Q25>2>H5@Z%uo{KgR<@xUm)K-dBy8rj=OUsSW{( zWSb*c+aF_C7zuS&vk@V@3D^Pcox9vWtq@kXU(nc2p$AyO^ieuX_4>_`=?t%U_z5*- z=|gD72l#`A0N*Dy*bUvlsHz5QYhKIM*j(d=Mh*0d1R?@N>qzuXV)}$L_WBbp9dRP? ziQXs*)r*Us0uj$ZDeitGgtd{Fa-_01K?izT`p?r<<9wtM!+rTrbf9Y4wOTWoQY56} z#IB~LXF-Z1GtY*WF=^VsgN-CC&pvTN2QPlIBKxhW&6P>927S4fq4>G+ro)BE(au&E zP4?UGT}tJyKyJ(9)(A#y39()Fgj<_9;%GmN9G#c44k%fQDtH|wze!aErD5IpTB`!{$Ok#gCQx8idZ>I5jKJ{e2%My$RRmt`@Z! zI)aW&)yS@!?@)7pRA0~Fy3@e^2nRmTRWc3KWw+=}{dolqY12k5Mj=msPWcL0HVw4% zx%X1ZWB!zA1l(g~#XJ&j*|ar#AE>@f7#M$10 znN%--+8kex&vh(C@X1S}BdOJ?eC-oj8rfUjHvd8-uF;QmXktJy`#GxYnswyK6f1E< z0+J2`30^*14%GQ$5?0)ZM5LnB-xcu>=&V??trq=nV`fIyeq#Tk?9Lmn>8d5VuW9W? znu%~7O{>d|=}J}VGX;-sTF5}ROC_-c z5~1GS_wUdR+VpE5(r{wdbt>-eI(*$}j)A?D-X1gZ7 z>xa$ZGv?}>=r@ObB^;qVUdg_bCUcCN=s4CA$Eae;n1%#(E5<>*}TGYdken5e;} z<1c|RwQLqO?C2Q&A#tx1UukF}ZmgDku*$_Uy|X=9Iiz%LeXOe?5BlIs24=NiYWu1#0b27jmjsK znKwf(+c#%J3wUEAteV_A$yW|{IHB&{swXc|tm*WeU^!Np0Xw&1_i~-jY1!>b$y=nP zI`Bg}%k3i3IFZOYgKWB`g(fy+OM6qaDCckX9Gf%CI0`Oz-+x6+g-!n;2_Q3`2%+1Z zBX0J(%9Tsrd)jpLE1731(dIBm8vd3)@DuO(L{Am`_l-q3*EgYwfjkO{qV}nmkM5HD zuL`|QFLCGxJlM3(R(a{?2by^IB=Ygty1_)BFG;%(?xT8DJV?85h&)E#v&ZCKJ&vLz zjP+HIH2?O!XykrSXTE8;4diz7R4@FVYll5e+PBJ76!TFjZ)z4KD6Q(P-4FKsffp^L zb}S9Gd{O8Hf~Y(5g#OWEn!VsB?YKFPjWHS`>o~Ys54%gekF)gmpLT1dDu`WUsV|ub zi#~Y9Vv~i#Ha!qq(1#)mHj*sPo(!k++{vGQqZfCj^iH5sm*AV~$w58kWFRkp0-qkQ zUBp!WCF=dxrH@-yx6dBRcph3tK2)XrKnnS)ZGHLH++@{fGT4gIG;a5F$Jq@`@e9=4 zPx?urtBo>`G*hKX{2i~e-$oqi$Aj#x;~gE`yxBR0Q~Z@@!Bu@kryo`^7iV{UqvJGD zi&~>M@}&f7%yyl9q7LY+L-6lcs1f;c)e^-U2;I}mTf$b3t03N z@Y@_kE|WjylDwzsXk8)jDZ)WfZ<#D3qQ*gvFPPFmMf>p4^qVD%`x?p@Hi3)<w+m~a*z z$-owNp0*nQ)wMv#aZ>mC1{MhyrC(oh_y#6q`FC5DAMDwSH^4W7WYVbSWX;}kX%yd| zrO6-kWj}MEV8<;hZss&Ze3owgjam&UP^7dyf0n17lFT<?njV{up&JjFAOx z5fV7Yi2wU`jHC`E)Z$$cwx-@j6kq}!#QlhW^))aAP6OW_|4P6M52RA-YcByHDeiM` z+IFLgt&UJG2)7}BuNk)6S&a!o@;PI8f1yM3!g3#X%mDY%s-Y-v#7fwJBW8|$n0 zRSlFJxE570XkV}azj98DmD2Z#U!gU`ET`&Cpzx^*Sxx{Sd2JKNgHrq2)cBMh4)iTG~DSB zDP|#evbWodQh5h`muq*-`%^5Y=k~Kd=-qAMcvRJjfFvqI)>_u*3`1nwLbINil1%Fr zqbr+4&V<`!9(OtJztBc5sB2%cmVOj!GoA@(;4Vq`c7Hko$6>Z-)kz=1SN*2o!r{+? zJDm8u!R0PP^2k#DPhAr4wykTXC*3|${xw`#b1h^pj zBFLV9l~C0cN2D#GauF)F=zylnGN~%dqdIH9RHI#6DD;A z7^KU=NpVp!QN3m+17`U(Neen9tIfXom#Ir!{2SBLsO%o=s3d}*jQ;-JnQ`<+186~_zB0G=s<<7p>)fc4O zVJ79XR@^-R(M-vTyZSgmp>?xr^z|#HXD!;24P77J0NlqP?ewl*6v2MqJlvRcjNZcf zE3FGU>4qL0!`7^wjFox=0*pk$Lsn^1?>I$+e3%XoN3N$fRz)n&=zv?$GPDn(F* z9+{Ru53&;Qu@<>BR}BZ7CsOay@#;=|P_q;qud%yZbUw|vn6zu$xBip9pNJ|*y=NbfBcs!AyQo8Klvvu5bRL!~NA(k@-1kJcQy;Im4RcK#1}s zUVo94?-w$QYoxh1G3>Z#{d)R^xonCJXK8fb{ zkNwD^0>1XVmi(mac2Kr2%VR$8<;#^S8z^ThATK<(9OA*w)aZ`g+cnqA7?UHF_kF@w zH&oDrnGG_T)z*2zX4m-UcUS!^@zkJIkujrJ;4!{4Q%M;Ia{R&p+DQjjoH>)h<_HOv z2zx?osOK7LbJ&f?>(}@}eg1IIZf)F7otZAj{AbTSMYYRZ&K?M=2l;HfR_F;tIE0vg zA7rBTl*;6V{=V$oY#t-nW5o=tpAVE7gwQ!@s4tHM>0(2ohISmzwCrP6#oh4P8MVIVBqJ;!vq}EZw-Je zo`-8z+A4F|h?Q8kdztMhR5MJoHOd$vf6j>5dj7NiyZ=(ttk5FG$AzL|QE)pNTiYZB ze#W1`ka9VDw0x=wUw_v{+jl7T)%1TX$9+D2z8N#lxm6NVW;f&bv57igYq`ACP(b#j z;o6Qy+wWQ1kVeX8j(*2Atb(z0SWn#SNG85ahoWRkX!(q}oKoZ|v5Nbw4Rs{iG=pE* zJ(%>gGV-z8a9t|Gpl$n_YQ4;*=dJM%T!BZzM$sN9TAfRF;l-#ga(rDMJYPeR#_iq1 z$@3}xY6<<1ci(hCPM5z&MyJS;l5O;C2}IF52THF$&!$U?$$C8=k|cI_6s<77@mllv zXxgU92}(t?Y_M)^ft)bOvh>$YpMX(>eU`fHkkwtQ9@GAWJnmGD zMi{a-yaq@pqvQ1+2m_>8{C4512zC_Z(ug1snw${%hSvBgHQm7rY~`D<_i=8~YiWL5 zWv>sgS5B6^J(3E{Qiq9X*d%6Iu(OR@OQdJhh3d*#hSSQYMVorB>KJupXmYomgN_k7 z2s*g2m@j-HlcT4_C)1GK+>%$Sm*xSJutWr0>xCcIr3Ui zwp?4F#{aU%8?L|RWZIVe<+_34W@`<;{QBl_4ZeU6OBXvjCFiYML);*YMP9r*@AM<@ zRY1c7al9A7z&o!G{?hP{4i4|#;-&*4dJmEC+ST5Rs1Te#a;~Pof8fW1I>ijcI?x$w z5kPAb2a2!X`={eUi*yCf-BOi`vFFsSpw+qCNW4`yNz=J9?T^PrdpnJdfdqw|8 zict-;{l$Az;dkoe`!+AB-#PMVA7Zodt_MR)v=6`BUni7URYa)z>5KnvIpiyWm*QQk zrk2F2+~#^Oq{RNQA|;y9(ANK8Tv(*qMnocc&F?xDWf)8UR@HBnAnecQQMw;%T8t&x zvAVhU5IK|?*mwF8cm_$nzf&a1bp&cyiSdWRJow~l$UTN8@ij@)aLJlMn%HBpv+y68 z#PVA$qyd=j4F7e2l zw%;&VtcnnI23&9P#Cqc2Gklp~r9xa`{Qfqg7jL3?U1jp!;v;FaKwQe4Fx zE=E%IwT}YJ)TI?`JOr0d(mSUp@+u&a^a6DlJ04WBCFQ^2j&gy!LNK7>)IcAw(e@G= zGaQPjCJ^&C-(kLBq9=(no}`PcevGomym)&Hp$Ra{jClZal3akC9R_emf6xZ}b_{$_ zj}y62xu+UXkt2Z1v!FsNdOf$>r-b9FHSS^_76dltz+toqzC-Xs=1+zT5AV!@Qz<<7 z>8#5(`e~IkTs7=0%8D>9z->axU!CPSbhyDMe(l}14E!x4I&_jL6hs*>?LTu#aZxp_ zO%H03!-FnC#I`-WEaDM6-r)~txi7Y3&q=payYJ!ylo=n~l1VP+EE5MDjcFe|fE)dw zJGuaWJtFAm@uh+GwIMNoh%g$|hZSf0_VzO^qJ0|Y94SYj2Yo8~73V9X_YZ+`XQAf7 zoUII=Avv6zxZ5^8^n{CeId{CFo?+WBHc7-i@WvbSg75muX*MY-!d@X%<0V9%wM5?y z%v<*;D3;@a)aE2acKYb}GpfqzJQWgoHaQ0czx03jK@ZF?kMLA-7ue)?lYf`7mvsH1 z7K-!8wJECgt|x$Q=oPNsKEKH&ZLxn()R8bAsM!VQyx_p%3ug>A?W%cv*xhsxLr;DY z;j0`|MOq`xx1o1LG@iuC>-zmKRyC`!&a1?5db(d5;!&G9$h01bzuB~E9{f@)>J@#r zSOn-5{!GXT>()$>14VC-L?X{uU17{D)d511_54s~C ztr4@rS-1VG^B%C@7fzstcygG@HrP5qRw)0o3Os?^SyEbJ%HC zBk>+Co2WK(c}>5>_6gA&EgnVO9fYg*XfzPgK*&|jW;3q8w4eBdc-lR3_E;(9&>H!y zqi!}BW4#(@KalWk=)gHQ>aP8Q;IpNnT5gq37>(G;d&Nlw{CaneO3RbMRIE$`Ir79h z-_8H=1*G6cL-m;1HNHE2k^V(nxb&(9dQDTBHCoHbPY!cNs+&= zb`R@a7UoT>xcA8$ANZ>RvVm+F+3`;`djv@evGbRh*NSF04|JT@oIcr|KZs4n`DLTj zkG%TVEwFALB$WZ9l8VtPHGA|_RhA2v_(VkSK-LXArsEpH>nu0EQYSyqd{(CbGu_$k z6Ebr(d)(q}t4Gji_!nFsqpk6nUH*{n#3Qe<%3Qr0U#7x?r<*VT%PHaJnfp^tBME5g zm6oJFi=%3Ck7>A-+q~pCk9Qh@SQ!Z5rHfov6nXOh(KUm;70TX zA*iXpGy%zl5QP6l%S_~m0ED!wHpOd701AIaHa7PgAEb&rt&J>&4@$c;v?{pgfGwOe`oaC~r6`8hs82RD&XgZDtRBmU_9?@%BXvuq4;=pAr?vtOJLmb@VEZ#3t)0ZIa*HJIWTa( zV~=3-47j|u9^j6329(WVj1h7<0lv8)T^;^?1gv6Vh1iK60>d?bh`@dv01an!ysZKI zz)Eoei}tu(ASR{yM*#W`@CaA$>D8VsATWWnaPMXV*kqa*PU5%@jKi_fDH&Y>620L{ z1-C2$op)m9U5e*`aZ{`J4Dr8#26JyT>pUlc8Bo*wwbl_}Wq;YiP*@*OmR17LrPKjb zzndNY!CnXSA!LvP0&;*>yG<#LatRQkO7&jG`D%!4r#7Gwr43?$Xg9wyqC4D6n{ z3_)%te4|9^Cm@?H!UkcFQxMrm!H=iCGmv*n%eq9~^N{&N#dnD$OAt`7{uNH<3dG>l zMDaVyI^>%PY}=Q40}{>;%1i-nLb^v^_uflxK@0;1mq+=xA)&s%%l{ z%h@%_(9hBrd7jznoiG&Dv?iUOBWTF(WancI+PB?r1qXvV1+mHf-c6Fnl5i^K#UB z6hXZ69Uq5_YJm{C<5aN0@tpgih1+5(KIWEUfXGG9>FOc>P=5cK|5;PFbQ638wJN}| zP0h#$dLVP!GRq8V^MqR`J!Si$^9^09#kQ|7k3Y|fu}iAT#Pw-XgKzX+s^p7g9NB%$ z7oomhca6Ew-kTPkW)5%%9vw(Sr?0G&R0@J(E+VYEq@j-=8r6zSV)=#~3sv$TyvgU8 z+f!cKC0RG4lUtCx8|N47l(_yD`~&z57Lv)zA5+`=|D^&p0A4V;Ooih4YMJxzf3cYS zKDDiq|Ct8ouQLl^g8yF({oa6}3pn$CGn~`a#jgMKUR<=Wd>o5+-3AEC{KJsR^u;@y z1O6Y3@vd>-n_C_&uhg2Mrf5xwMY#*RS+W&b8DLmv#<=gt3D4`@kf*9{-w%~2oog#R z4Sfy{)0tSQ^84y9Qm`^4ne{^#9-;`J;D!+Gf^OJL(fF6Jy{BPP@#)2qaE9u%q!@=Wjk0i`~-^jEI`Zo>h}E3{KgX^ zRT%q~ACz5=oQ|CA`f(G?gduT&rN3~VyFCwXBXo)~i!x({3n?`c1;k-GI@|pPm;VAM zJ14syYNr0@|A0{ce?Z>G9MuCH`Wy?MHf&=l?w#oQ5)snN3MYrHbAnaFsA^AtHEyLh;!r?em^64ToAZ-muVLE4=@7L zFA$uNc$a|Jr&cchf5v6b z2Y;sq9QH@tpP97AJy7=~Z~N!m`iiy0v&&PxUKGWUyQMw zbzjV}s&!wivG#S}q|3y0-{f0UCm{NshZ6*SFThFEsl24Ns}|otrSqD|z_IhX7|uAR z;9{`Z1~3@!yrwib?YyQgN56NH8e_e8mRc?AyvHx+@4P1{m$`R~F-!g@wuJgWgAW1x z0uD~g>y3lXiCeGx*}?jN1_1}x<=w_n=ZGzweoAl)z(erFrM$GZua(<(Ppy;aJ(|f;WOV!F&DdUI|-) zPoVLndYP>vh$Dy-vbV4fP1*YL-;lQTAB1lG2T5ChBfn6Y)f0rVs@3Z&us_(W zvu0h#iA{hQfCWbT4^06mfEoJ}%m!<=bzIm4|3&F-7jdl@sjU||trtPoiz?QO#@36D z){6nwi?P;=Io69+){E`di{sXdYu1aW){6*hEy1@{l)BUYYSVDFX@B);xcaoe#xz`` z*7Wb#{jU)Ie=}$@ooY^m05qA&I>f-gYdM4etaYlrLp(j-ArS22w5lj#grO#T?m3-` zeP0(wM)=Cp1}!Vn2F?Halz;onX0<^15tk>B$IaI4BYm9d(eaB3m(~%jC9~mMZR26< zTak9b`YRh}2dLrA&z&l()RZ#r9m`Pps#$`aUpX0XJVY~CZq0^#Lx;KrN<_dB$?+9Q z#oRjBq?|Fo|yad&7zP|eCillhwQ!KdZS^(BCyEIwJu z{KzIAt58y@z>K9r>vk6_f&FkJo)VT|N6J<4%iT+=XxDK1*QCR1-8EkxD%rNzqNd?* zslkxfl)R?FhA=%@IAqlQBu7uK{tn->sVZihqvDQ(cUD=*enZsw&5Rt6=ZSdlH%Hme zHS*L!kNP|Tx6(Ni)&Gm9yNZhH`yW0oQc@x<-Cfc(fYK!)-3SQM4MT&1v~-u!jdTql z-5}i^BMmdeVW_`9zR!9t_qjNiXPvb_@BP|dmU2GlSo0Ovmg-35hyH)iYcE~L=W(Z7 z|D6F5F@^5A$A3@NDT_{nD}H-trKC@uYgq{HbEB6`5U|j{?wkN*1gqjF1C7oi2#p+0 zOwHHcv%L=Yt*kgD&S_$5nXU`Fcw;QC*^w_V+!2;Md+4iZQn~PXWZGmC?8(Z_cS4V` zPg_`9=ilvOm$rO)8GnTC>6S}=k@%InAMWrKp%~vY5#3zct()QfVEIu}KRvsi^USLA z%;(%tD`cQ|sCPbK=)T~Dd}6NR{k`QK$&i$n_U7%>)GpiOWjrVhu6$yDL}1c6qI2iK zT{=iWndpAPNYG*L4253Cjbe)E*f|N69xk_xX}1`Hvx}X`R3tD?ozAxvGh=sx+C28W zzo_YqlkBf`>IqXD8_w^j-o7o;aiYqOztI6iaP#>KRi{47Lecs=1UEf6?>fW-I6>?E zLIDSiiusf(^?D03-?<$RNHGJIT&L{x>$a#dpzFpB=1a)6$F=Jgm5t;KUe_}>n8keE zhYce5Wg;Pyk-C?%%EK?Z%=u<*Q`w|K`fUQq9;r7qHob1{@2zDjzBF3vk7ChnDvuQG z?OV}3D1R^nl6CTqYfnNouSG+ks6M6+U}Y54B1V=_e;SImB$zL%u}sYQx4p=()EKQK z(`wpznHvR}D8FZ@Hg8RCzi8iv|M*f~9!PviK=DbOcV-JqgYM^DRfl&_$>^MlAl9Q& z1^9APozOpgLrdp!d=D36K$jy0ZkA?tHS1=_IXt=xtKcC~vD-#^zqL+N5<_Cb zv-W!$oy@$uR|vx+lg#&HQT}Z>wbU3qT3ZJX$GH{p!4WOu8QzGd2M=O8=;Ufwmx#Ft z$+Qp(#Uzsno=%~MM@JPQZ%~YVDeirnDd~1wtLI`iv+reNn1*t;V3Nll7{=fnojFHe zr;M4^s5({^m4eoaAXCewE=K1xJQ0`t9lDEku zKQrxH^POuW{i^fiHPU4b3ZbmFXjrU!$F{y*288PWpw)7i?VR61>UqnykoGc<4F=JC?EvSGQPIx$dc;$zY%Tz4v@@BK@MW7_T$Y7x`U$f< zew5Y8CfmvJIPzfE4Z}tfH}lU!Q>irUOMGeYEG7kH%(rest0lIi|GCMC;CaArp~O&w zI37j2&Z^cIFDr7Fj*E+MV!n5_bN=jnJ*QB5;Ph)USP-$)xE0*`CN*2f^SXjc%cU)~ zc&Y&Rrdo(lcZ?@UDKsi4EsRv^9rArRc<=)Nw^F_v2^}#T8?3WdZcBaV=m0|#TXSu` zjKDIz{e#(T>XyvDKJub*Rs9bppTM`f$mx8q8C|IXaZ*MbSEji3h$L^0kC+6nQST*t zb>7Lh5qME6X1;5kky`ZoCPJvPHuq52Kqh#SF-c?Xh%~^>#gk+#|Mo<^X882Yv$mJL z9H&i9A=tT?v5cH4ahK3}?XhR4XNKkOAFC6dRj(Sp-i+q-BQ;W1M99FDB zqG}3D=0%&w6xu8u`!KBNYrX?5ObzGDWd^0@$ z@tfDVO64o3Wje`%O##o^18lRvJ_oG}&4F^}NwP>!4;*A1$UM z%rb%clD2JmvNfd?$0KK~Hg41Q?GjGk)UsES84&!7GLwmc#_QV9QO!=UrIRC6tlj8& zubdTU^I|ayO3`h>nwlX^g~h~-4l5U$11WSwUVF!%jOtOhcexqC0$n=|+m@VH|rR>I!yj zmQ#B@21jJcG3$LD=?>|9cxCG`dSn&IZ-=Y}^>e`bu%2}z5fDO@6B~blz6%=-rCz&1 z)@;RXzAz(yRdDjXWE1UKJ43m9R9!Gli+$q3XY*IWRsDjkiOrOL;hq^z$;8-bB-L=9 zVJxIhD}M^zss$t!pv59HQ~F)ZQY#yGmueiMrgZhQ$?IRNo}WpkS8xvYkpld^yuQA$ zzWiyYBKTVQI7{au9Y;c+s=dsMfufl+qYNX50110Kayuc4{_Tvtwoj=n16VQ}?{?FM zp*gup_hZ!n)hmJbH(jmszHhgTuI@iKu{hHKhxflTSj=+tSmE-LWZ+|oN{|pMS?`^2 zvCD}+Kg*GOyq5_f@)2KEZ@J@lq-!jDp8>VrAU`JYV{H@c*DI<7?f#r-7u;tjo%Epb zUyD{OE+Dic!yH(_Iy)MnL*Ri);VWcpnPYzjY8hmcO$cS?N?x$MuHn_seioY4y1&VF zii9ujD_@-&MsH)m=k)4u{~ z#JiXgNh_ePyG!R^Jx)8r*u*pSl_F@eP2DA`>GcWuNN3h2N7icRW(ucVbRL6c9d>@ad+YrtTI~B!J<}*#Lc91~Fb+CwB2fI*_6;_xU&ITY+ zwZK`n5x->tc}r66_Zi6kIm0ujhVe+3DT<*!XrH>Nhvi#~V09ZR%kgVO>$RJ<4VPtH zWG(8Mm11?<-dz0bE9t_1JNPP}Z>&03IB-3~1R%3iBVQ9~Auo#!Q#TvJm%I}3jG9H; zeg6W(etPe6GiGu|!+dQ|sDYaw&mLaH#wJFzJ@<;0DEDgUz--qIa~v-ul4?4b=2AN) z?p{EyTkj1e>SD@=Ti>syOb-=Y-RoiXl>j!KP%(2Mkm$R6T zX=N9tVKMZ1%TvbQzwFiY;58sBt-tXZ?R)gNIwL8L%Mx`c0pJgpJ!<7BCl%LP{vE$i za?+I6AlhXp83o|NKwIJfN2kCRSrG2h`hx>i<>*&v6!P`&nZrM});n8&Ci?z({@(B7 zt~77{EPEgRmUY(sqrr`2>eza0C^7Ww8I=yWeF1Xo>;RS+L4aW zbiz8kGWrJlFh7s0Yx+gavCm)YE(;mQ-xK1jJrweNc$!TVY7|lqlJAYaoiek%$?ktC zhe?rLrsA2b5EP;46h%_CjD_*tsBXc?Nf<=R1kP$legn&&*13dYw7?z5XYss5N`si#65lD$7=w8FaYqKl1RkzW46UveQAP3WHK)&NlxMau>&x<_C?i7+& zrHSO&ayMl#rH?TR_WyQHavB^nkvceF@BgeQtSTa!=j+B&jB7q=ae0vNDc`9UOxo-s zpr?MT-uB1U8#7g!CbVB!t;Xc#R7l9y^tcfdvB7Ecg&z%L4C0#XO_lxCDfL!t9e7kE zkeVtx@5^hOsW@hxE7~Xg(NbhpRIiN}UoZr_3=ert1TU_+b<*VsA)W7r60lyI2Hm)Q z>!Ck|phz05aT0n1m@D(thQ%wB*w3d8Pj(_2gV=4VUk`-qoc&oT-gGr57xuGKDugPF zfnhO!rs0Pu5}QtPa~GXRyT=(5T51sFwQuCoPNR>{>^p{Yjx*O#PgK`OlBiCf|I_)} zgksLSgmk7tL+jNxMr;=!wv|?YbIl}qjX}^0xP@{viI%X|PK?w$J4$fK_%hX)PNFl<-^$9bfn#hP3i2?Uhp)fqlwYV_PMFWz?v&rRwyE z`uB#Lqim|^cUk`ABBy8PyMZWQVk^_Yugw+Q6(_xt8zT^99#iW-98gB@HD#}2{eV-_ z`&YRtbw&nISa)HD)gt)nYgecf|Hv$;=IKujE~P7(ZT&S4V+;ak zd4IXC#eq5n9n3mj2A2ZtqYTU*w10B^6BZh3@ei_Y?esh@R6P6F3Zulj4AUH za=FLqzC2^AiuG?cY1}~EP*)YZHg`yLU3!vMby7)ci0>8TBkV&CJ-DjY&zp1FHV`Ml zhxaN*kGIZ}aXt6J2P9<8fh^kr_#wB-#3w@Un;!?a19n1gr(IX7d7U2(zTA@HUN`MF zuT%Ejb3eb9E|b*R3{bqBz+X`la|xX7z1MMPKIoKmmMlW>%~qRkKlnepc9UFLmv-*N z?Ya-dJPdZOzy<4ZKdYd|tjYOt(Pv#Dv{m!)8tL$z zeg*DqjR|%)qK5czNVS4{-J;zlJ#ox%K)eg;>5C31}I8yTqH|3$c9ceeZR2g>_%E zcFFL|Kn&y?Bw6+y+_VMml8=u+ly5MOxWD1VuQ!L@htXcqS1#nL2lS!ck_=DO2fTgQ zW4IC%t9cyi3kZkF+aINxSUk$0&`TzV-OoxNHK9=KbW(kkB#yq<=fAQ$S?FBt4dBAO zZId~=W_e_0{dQ+YcNJ#7z-?>xxDbB7^X4kGX2EH#|A7zlR%1Aq*u0bN`~9KtRbBhS zI#=YofNRF9PM!r^cJn|`(0wi1)kOM&n&!jOtJ~wpUypm{l2k$W-fylBsTMj(K1y~z zyS-IBx?Ws()HSDa#)Ai2q>=Ee&;~fagrh`qzj)*1+;#U8iH@pkz>kg!9vR};%l+le z#2enXe)PfL!C~S2Thv+J;bHs~a(X{dKz(sJQndz`g!4ly+@eFB(vj65o2)`(jJFCO@16^^zulK{y(Wj|FE`mE3wi zirJg{8q}MQQWUO+dM^iwyv8|amnZ416Fv@iLQSV#n+>`l>FZhO3Xh#s!Q+Ove*qTr zAGdA7tCN%H*7_~!9{QE!LEpFB?&Nw8$zJrHHcy2^MI2@PxLJtKB_bbjz%*1WV{(3R zTcH;wy|}Z(cxnYe9@$=uLz-l*jb@-X10`IMew3Z4lP+MW52X3euo+kD6d&iF=&AHwZrs|P5blpjy2m}_(peVnANqNBLHW@zlq=*U z?!P5@5ZVW_VQP?y1{EG*I4t5GbEVTe)RAeJTZTg;=iM$j6%WhlMt%O>*D)#Y7v(6s z^a9vPsp>Zv=cK!=?gUBINfh$lBfsAan=YWMQ%Udg+4`!R5d3=+d5++)8`_RWM~{Y_ zH|{jvuB4Gi5<25dzF&9^)~;+t1B)cSk&HL~I`*!zsGa(n%&uCcyatu5pWMw%5Yccs z(8|)uHYw+w;{I~D>8~xzX&#JQKrAUt<3{ffT~ewDm-J0~IOD%R7_Xmx?@^!*7}e?z z#IbN;dG@4c`=nqNXFkT}M^L-`$={NnCcwFpI{b9cz zb@%5Z^8a@gj`2vJ3LR?H{|cR>_>!kWr$<2dsnFrC6M8Cio(26^=&(`fKNUKf%_L8S zPPP1hg^r83)l;F}_Vo!w* zKi~9Iq4S}6P2qoq&a-D{Ple7xzS&cubEKjEROq;f_dgXn#<72%3Y~9<{!fLDFQN2P zp))oLdMb2!FPEMQow#nzr$Q$)-Snx@85=c!Ds;Adkaqu9=p1QCJrz0y&MZ%bj#2FJ zQ=vm0x@@UR`p=7Seq}rl-R63Fo6YBWnTvQF9J~2oz;y*-E9Qd>R!nX)RMm>%j4}-SdI|kB7Gvvr}#O)$P}A>+_el?}=W$Y8H@x zYu0@_L4f*j4G)x%dAwcHl6m`9eM2%Z1a(fI3oq^B_7puJu>JSHy+%Xsn-96^r95Tv zVc`wd`uW98VzZQD0t|DWSp|~rcyEY1q&meZ`Arv{Bkzuug%9D0nHTz9dJ$b_EF#&n ze)nH0xjlqDSu&W&-hUV$DpBp&Qv=Ot5gWgVW%Nls5x@782;mQi)QFE$pow6=(P$E= zBG42&cw_egpQo%`!X%wQL3DN;m1;(X9!o{L|F}bvX3gp7pix4B`6RgU{rBxI27mKD zH0pM*-uKRa1tx6KJB2db8q*5&g?Q}S&u>RdW#4))Gmp5#_Jcb9uF{#d+IW2}Hk>g` z0Cp!YJ`62u#a`a!&BjR)il5?C?wIdKQ>05Sxh4#mR~2vcAE(yuo}Xu1X}k0eed<*x zd=$_=-e@HL%kWB9fGC#ZhX3G~V+>+#MYvY#uIqScV%jD@b+u@e6=Ns(!y2Y|n|sEm zjcbS1#^PSO=xA?iNHH!bXScmtfyP`LHOFO-)O}jj+RbGMoagoHOB?f54kG6f8WEvS zccWgT57;5*IHZ97Pm+0*O23D>gLY%5WT$7rYy|8CmV+14PT z;VbTAXmMay`)M<3jikwSKdv&pXnIX6!O6VD|FfLLn1<`0!9gGCT6x*$d|7Tb8YkDS z*RJ~vrICp^##!>QBqp6d+i9}TQ1llIQ@m&PT64boTcM@T6rDBDai%I6|MI{{9b#B2 zM~#%(aGcC4vXAr=0)@`S{g#^13w-z zADF(XJW7aDHV_&Za6yR77f@AEKcS)x$w)&X1Dmulm47nh*8q5=HpA_MZKk> zlnk{b*9y9xLN5uW6Lzb=uzx0d@>;pDk~U+)q_Wm5Wi zx-B92Fp0>IR^E$5gn@i#I_TZ}}w_s0PkHX4+b&Lvz0&?5VVcE-Gr z7g5C-l44pivt$3FY^$U=V=u!ZO7Yv!gKAKx+xh@L%r-2*|ML+^tEqONg@Y7^$Zt~? zQr?D;ZyDX5?6t08N7Gzbe{=FJMmJ^A{1rZ`P6j3khHLL%^*_Z<%e$yQ=6GjIOiYgnd5}GyT zBrJwDw*3Q{Lt^p>r75}j_6lKLMI39i1(93rIEYVn`v*L2eygV9gmh^lo0gmEA%pp9 z_s83uk?G2^!7%@(w&U8e($ybp?Lk3Gu8@PXAqR`u`bCB8<%*kR8E{2ME~)8z&i>_cp~ za$N5geo1kPSJx=`zqb|`S_S=tS15B925RdQM$Eoi|COr?%CapDW1T4esE-q`!X4FG zq%Kd7&);n~YO7%W^Y=zXs7L(=7I*g|RZgBut|NQbl6;NBE!!NM`vCFwk3(N14@wo* z;xRs*H1t-_>c08Vkz;a7wznualK^`iyp-vAspW9-puRI<0FyfV+U2*6CVFU??fci6 za&x`(jw?q?txl5qrDA}-8lw7W)2_2D-)5vfFp&S1OS(-_Vcnt4)L8CK%{dMO3;S8f zWfWTLzl>AF?bd?l=L?x(V1DRZmdj$C7*|T{S z%=#v#2cIbgF{jgo^|f^scex(su}OzK*>;@>-LDyn4TeIcIyOaClm2$?;+cx~d*Y%e z2V+_r>A6*{I#}`9ZYSQbFss(LqZaN5V7_yn#Cgh5yPu+(mx!yBUID-*|ZDFCUVN%CPQvz)IBfTV7{Um7ruRPAQ;ZSB`4!RJRO|jsdZZ%6u z6aMb+81kM*&p%W+@DRwl>7!Z9&+lieFUgjF9-j7mqrwG63p$zshZ(cxpdTi5ciM z$;>l3zPsZu#oWCNw;$Y|$cb&B@t}9eLs3|6J&+}_4?A5=0R$>q{cRHnzuM}srYcqT$xjrNcBpWp32oj15fB-5W_<6Ym5T(`yG{E4SNr%e%+RJ6@^o{?>O zhbXw*>|C!1pHKj%QE#TE9`aqjxm-@q?x5OvZ}10%bLXScj6D2_Fl`Gxv%zug;bd znsyTtSIPSQIp1vHl&|IXy)G3!gPOX_UbnL3{!u=4>`~HFHkW^-_^mCbwVMiu2zJ_ zt3oRXV{+y*Wy`-A-IQ95f0IdEJXx-1N8lHl)ao}s;Xz?Enh(&bhK{{2M#l7%%YRr0 zSyBvUD{mPFlR@h%cokf|;IvF?9RsG`_K((CqkinYgdu1q^%wYC3F}NE)c{>D@N3xC zhEr-KV4HlrN3eSoXS!7})e6haBK2j;d*y$qPh_+rXCU(^WtzvzN$w3@bZAxbhO0E* zxS&pbQaeL8$K3s&he^YbHa$8HJOQTeQL}U`5ToeM8>NyzyPJ`! z)n|s^4-@|R))A-kfHiA~Y&KoqQ}vVOCo7|&iJakx!yDh#3{Xruz5EJuR%U;87Qv?N z6km)+8Rz92ea@lF2XIGVocAr7GMVv6*iY7=@*{JeTcp( zpx(^5Eof$ZS+%FV_+fN+B)N$9_`^!Ph+ttd)0E1IQB&BLumTa=Ny5+R>|-2@jZ9Zk z<@`7;_q`X;w9W;j#Hq|b0ixLoqqmq9!Os|c+d-WGilvbjzM7W z6pF`jx%E{3wP<P< zHw$_zSDU)}N_NVm^d(KZknXk79VP7#8Ad%;JZhc2zB5)Vt{H*{sPix@KD48iz`9Sc`q>2AVt)^VQ+I$mg6pK(AC-cRL`}Kb2^8kPCfV@ZT3=&ICan2gk|u-n}qma|qHw!(fppkw8zY+VO$ z(1@)O9s|JAXgg%U*gTm$BNhf4bL<7DQbBo)rRbMV$6+Uyed3rc{=vmJGGbfH{UeZJ z(&?UTY)2T|(6LP4yq7oH;exS9OFZb|;E>mEUoWRQuJ;dLK8nfu#Y2I3MpDyVYNqb# zBDP7BZmE%n$IDa933HvV%6Mw~HFqPQR8XA;l%eP;1>Z?3`Im_Qu6Ad7)nrM&Pnr-L zTz39+3k_K7DWvC7jL!!ZBMF()a(AOa;|N&m`t+AWy{$(g_v|I!@TOvZ)#fYz!Vq@MaNEy2lxxO*F5B zr(^lL+R`MZ-;k7#_TwZ8gKJx_3{So@W?N|UWs$UJdIZNPc5H}p3I~ao)CVrAYrPVy z{akZ&FC?^ZyZz0#E%#fksi@T`2_}v;^bnye-rzF`W4@M`U5T`65|o@wf4m?qpD`7_ z`L0cIcmahBsIC(%Ko8`zv}a7}+S+QJKB=gF`eb+cRVTH$?z;Nse` zT(=nobQG98B2lrT-@2iLbj#_%L9Y+PDwi=HOo?Tz*u4>Z$S@Mg)J^t#K<$k5|5!bh zYN6R^Sa~iL!kqX{r8_{KK%(yjVgYb_1(S1Ix0@4dX53?b~g*Ayz_P0 z@0}BpoJfu=IbrX|vl|fOMWEI*hh$$8-^)!_zSh!A<94>PzbYC+%eU@#*8`88{hix~ z=a1+2XZPpuGx&MH*~3}D`NR3`#&yqW)H?M%@;v%H);#V!!92-4`8@SC@-_N3)-~=m z!8OS>`8D+fat~!p|P} zwgaJzd(3;Rd+d9hd)#|GdwhEWdqR66dt!Uydy-d3SIAeWSLjz5S6Ej#SGZSrR|Ho? zS0q=YSL9ceSJYSkW+YdPSIk$eSL|1uSKL=TSA16jS3*}JS7KM7%~h6 zh6+Q2p~GIlFkqN4EEqNn2lf(%3ws5_gWmJH|!0J2gVEIgYm-zV1h6qm@rHPCJGaS zfnee=3790}83GCM9D$5LL7*bg5a@^(2n+-!0t zLA*wgBFGTr2nqxxf(k*6ph3_g=n(V>1_UF53BinDL9im&5bOvJ1Sf(E!Hsx>;6d;r z_z?UE0fZnz2qBCRL5L#65Fms&LINQPeg-@PBLPU@=fHC?GJp(50Z_oG04f*_Km(%# z=-?N?3or(N0mcL{!B_wm7#qL_;{Z6|m%vLfE`SSu1-t^|0eE2ie|0+e7XfC@|vP=jdz8Za$D3#J3;!1Mq; zm;qn_GXjiYCV&ad3^0RP02VMSzzSvq*ud-nJD3CD0CNJIU@m|Q%nfjZ-vDpGJOB@v z7vKf+0eoP7fFCRX2!I6vL9h@Y1QrH_!6JYNSQHQiiveO_5ODW+j(CLmp81{mp9P!+ z0?z;>;5mQ{pa7@<8h{SG05AYd01LndaDbNpF7OJ#1MmR?fDj-8hyfDdH9!iG0ptJ$ zKnYL*)Bp`Y3(x`d00Y1XFagW}3&0An0qg(=zzJ{x+`t=v2jB(x0DeFK5Cnt(VL${B z1;hXlAPz_XlE7Qw9Uuir12TXtAP2|;3V|lX$8*zr zgV#o&$mKE6U)9>0cHv=2*q>rb=lW5QW-a0626{s96SkXKWafc6iW1 zbTJ5$wJcdT=>0d<{%wK4<{kv`Nj;mntsQ~jg&I5O67+#E_Fu0o{vL%GCJLIH_Vs`y zkR%CtbjKhblZi=uEM1_c<#xh!t})2e=<#MRQ5R_F9wn;Bb`&y9Vb0bw*ajL`ddp`= zIt~Gh)j2Fbb%4~^t6|k?qYzU;NCw->77+ipKflblM<6DJeJE%f4In!0ny)CULy*4g zVEXv4O`y@dOeD{n0mz4gI!AlaM$lsJ434MN5CpuDH|aUv270b)kgA$F09nrxDLFl? z2gRfuo&VhKg?JCSZZ>w*gZdX$kprfBAtAxhrAq3JAVHhO_8jzHh>D)=2dr1MAoS%w zJ~bbDAbDODW4(*@Ani=h!r4OebB#M=nfmziB zF_)8O_%vDra-pa48YKA*p*d{V_`_chvUI+crMhf^KubLI)R${OTCiMj7u~Jf?uYw3%#b}oeRA?g}{0|?EP3;=oiCvD`b8kDU*45at&VK!}wG+EWM%FkLd)xZ;<`dp*4~hGlhjKSd29J1*^$XETo23shBY>ARx81Su z3~G4sX(+U80XXcnX*T}67A4kNmxu;dPs(eczIh--vJq z;)Hq! zRbG%+~ZcFM`td*s9w1ELbc_gj7f$5srEi>Yr7VyGyX%L7V*-S7K^bn26@PdW0~8jF^%?{c2`m0RY&sM0 zZ;}18viFJU+-ow+=5bS?U2tIaz;@Jb>dtvHAGWAp|7dn~8F0!`d-(5AWbtnfQSGUI zzeWo|p0UbYTHZKW^4cVL;KU#;fvx;n4t$~rzj0vBvu`&pDgNkhd54I*f%=)*#9;1x zu+@1flT!&u180LGK$_U00cUQ?U-_PkDj|*jD#h7JyMRh1P&tsr+SA`+9e=+!o>ubM z>!Kz*v2DD?OQv+-PhPCQeBk~Z zycr2pVHK*Ny> zI()I#QqG(!!Ptf~rb`kx5@0w$l!y7bY~Ow&9v5{dE+H2>))VR;wW=6}=n3t0Fn5 z!A9I2`F710$PHR?`oybe!770bo-XqJ=m$K+X%ZdvNzN!9RJr_Ig{nnr+$WMIN|EhS zf753^v^wNciA7=cxmXu)%W(?&*Mq$4LeiJu(BZ*hUR^O`&8i1_9BFA2 zxhPWIbBGjY6oEMxUb~fK+<_`}nS5(A@U_>4w0?af+-Wf)awsbrOMEmwAU2Z5@5JKL zt*iJMwfx0xImuRWlVIJ@3RS>8bGSTpU&wZ7%%Z-$rz7RNq)7QLkCyUQ47WsKg6ZG+ z97^ju9e-MGIziH*0{@@*RGBZA?r%d&5ZSiczsmBXKD{4|vGHJ7*w{72H8}j7w2g&z z=<8uQIjj&UQt6XXmBRMuZzX=tdObeqTv5!d_K^Jg*i_A^^};eC|FE>Jb8&p{i_ew_ zQ_c?^T{Ti%x!Mnn!82$=5|A5Ravx1!Z>UDXSxAKnNyWm|5cI495Q?^O4H z-b$NZELPju(4dLOvu4!B%+PPHih1YDnJ1C^-@*6f5O3bG`Y$6_1Z>CIMg)4 zoW%}*>MU7eYRNW@W?H6~;uF7N%X=*kDeF(2?+FzBoN4vNN+XKIvX$=emSyO+mA(g( zI^`|m@$^gt2*!UqYo~unJT}8SZu@J!EPW?OGhpAhI$c%l%2y>-FwxsdVEw>TXnOiE zF=Xk&U=Vxuvq4wA`fL#CVe&*%TF2_ELDZIxQ(MM{!j$gmn5B}FZHa&?e{zh$e}vUb zyZr0kc~2)!d-}4q!XaFrrO!3m$NC=mo?E3ZA|mc~VmMxSE>3OJsw&oDu}Yl|#cH}F zhSpJDuQ1|iJYrEP-CK=^Vs#xUdpE%`cV$U0ZME=be(0^dGZH$utH@bbBw4%T7HLx{jBVm-*X18=QztwqqJIxH&%5n_?JWY=`>Y-(eYBnojpt zDU~|5aw^qTY365Q+mUicx}FxzK1fBZ)H}MGT^We%A2^n|`^o~L$?JnP*AoJlqaBlQ zU*gi2DSq_N_iYZscsnQM&hemGG2)i4cWohojhBBS6RMkTYkk98G|$*#PsQCsE0$Zy zr+p&g(qfl34orqm-HqM6y|_h6J7&ds3Q|wJD{tQ-yt#*#t@0+UE~ikr4d^|?FXEv! z6Z!rFKKo1Byn;NQ{tP~6Bal`P|CwHM$zqAdSmFB6$`Qpbn8>h#`A2>f1iPK1!iCQdyYLullb z(TlvTV%j%#Uz2znigNoH;Z996K%dZE)sOS1cw)zGF%JnQEWl>7x$sO|pTb5j|0bK| zvx1WN@@004LGh~4#T^_G;bdacZ@z zG?Y`0E59V1;$Ar45?>X){7^k=?I;)(rr@^XxXlnsi&z_z=(yVZlY0%_Qm5pV(Ot`E zb2ONL#VWB?oWm}nvRzfy8DS)$V!NkG4Dz%|Q#ElOKX4s=qhC}^%RzVh)su4sM~wF7 zD_8H-HWKT6wKF)SvOI42QFE+rMo0C={yY) zofgp)AGElr;S~9b-#tiTW1{hF;Cjac_}drb7y4o%c-xkF@853i-)?J7PMP_qoj7%K zw>Jh^-)AnZt+NP(J}`Z!g(2~7JwGbPW!pM*M@M zI{OIHVz2xuiAp%lNi#ISOBK>8QmR;w5o8(p; zN*Wk^*7gbX(erOD_^`D@GWRq+5Wv$7p=@k*DEy@sl3v$6q`uYgqI`rne5O9)&4{G& zuYV~>5~t8A0}uFZlA>Evn#q}5(ip#^(ZyyeOWodR>?Gh}ZXZ08HMQx?Q*^FsV)w0Um(ci0`^=TIKJ_Nj_@+Ud^OD=u5LhrjUKASxV^c%g?=vzmTQ4 zMXBx*%o0dsc62ipYcG|@g{WhaEnnKGO~T1iEXietA@@ScJb^9D(J$5#%`H|>%UHve z`I<)Q9V=H^$CP|=E%mGw`J}=`^Q2~(YwKDiCel58=m>uG{Pd`|pd*)bW`hKL#kMdK zTu1~yeA~rph)pXUPi!6-1@ zfQj<21Fecwi>$jy%RY~t#fRw2Z{k-l71@jXhDER4#cAr32mh;bkeivl+G9K^=25q4 z7=oBu%k1FgBgL_bx|v$^;|i3w>^Dl}dv2AiPDEP0~*c~lNJtr(oF^^lU_$TUHcQ%CF$AuUec=V52=jo z-IsfSnCoz(xjC``E8cC1tl!Ex<)f;KLM!Wp6{DjDtq33WYF@+bx>(7s51}rdE*A#O z+8=M$byV1GBMUolU1-`5sI_w+)+-EV&rN89KKyNx4X)aix5{G1!n6)kH|uMRDPy!>&&tc3)p zeqC#-)9)h<>=|8aIn-3V;+AZQ*X_-4CvgW)oXnQ&oUwr1_n@2gZC%?%?;2 za+MCzYZwP?ocqHR56a%jGu!l|E8X(LQ|PKZF11SpPCDp3O1yPVd!<>{FcZwe@lza& z0;MCZoQUjC2*LNJjf)G(lUPJ|JB<(cncn=T7Vmncuc{4o!`4=}YWi%Zb5+Jht;J=D zs98j`f8A(#4U|n^9xYb%Rc_lE=rxtowbcu`*Akl^HF|OUwYnaw%n`Aj>tDJRa4i1> zTLewRrA4j8qch9-;J#%j1OD(x);6^=SNEE2IJ>abHzhCoqVX+I#6ddQFHeE$rs08N zt*Lk~$XkcxnI36K)fV_uyQO4KNgns@mv3j$eHBOfyxg!PRo~n}?^j)!J21J4KF$PP zOTWN|h==z%+!KN0?%OX+U_(b#-zRw1!lq8y;*s#O)}>>1?hXjYt7^UkEk#v}1o-cK zlUJo3C~a4GzgYey|KH`Wayy44-!qchGY{gcv$zd;QK&iXHt!nOGm4I9y7jwbR|-}a ze&d-?*jbe447j|?0j)o5k(k`fnMKhTN`hUgaX}nPB+v8QC?M90Cmy?|nvD+?H@4IQ* zyHjka_hjfzhr@D<_PlUx{KI*?`Nt6QYD5FxcH;~qr3IFX2~1>DD$6Ar}~TD&O(YgKm> z;-#a9jN6%;Hzxm@sdLBnrnGv$ zNWfwea=Ml7ty13?VGut%$VPsznolfN;UM3v_c!O*n{xIHUYY;QSLK%@qxyRE1e+hy zMJea(RCChhxxw63;8fRdb=}meo`W7n2cw77LF(CQ+v(Wp+UcRi&TtbHW3bNL&PZoP zXOy$0Guj#Bj3slEkz_?Oifl<)FMf{MwUN9i zM7o@h&1K8w&PC)RbER?>b2W2OxyHGcxemGLT+dugZfGu+$UOu9SdQ&mfKx!y8l8OZn zgDfB`$OdwNoZtzN8{`G~Kz%b^j4>o`eVPn`7HiOM!OV}E=h3#Pn_y+6*yTEAJ9rl3lz@G4Z*cvKujXPLpg^odN5Ie*H9fvp}F6abw65@t>9 zAq&V7vVyE38^{*2gY2Q}kOSlh-GFXFPLMO?0=YtH$PIFbZb2T}>%T2M_>V5PFc*`0 z0IpKzW{gA+ehcxHy4KPSpmN4)eCxXLF)#c%WZ1d^jq6Sc;?muCUO@1%Za^1M9cTWo z#;6M~9G^g^F*|{3W=G!3h)z6*Q=|#Cs1snBW_Bk%>cG#oBl-`{cLLXXf1hXFXvYg3 zceIjn?*Kf?(sU={+VShY9hvK)?Z85XTIHxzJN~r{#{Ok~8}P{Uf|%=28@|czu$5!e zSAb~Pqui?2h94@vGcbAmD^Mwuv^QY$6@O)noh-jf0Gw)j-8h-8__*RzPdhhTfz%^P zzk4NH@D#i4rqm;?z-4>x{8*GX#zDnARl%MLZ- zH+h6~oF6p;og%gs$IKe>96Mv+stubIKpi)c~F0ilk@27yL7=m2SVCYT(O_ zTN`Kb)%fl}Klgh18h~rTapIfLN4!^vQt)}L8ep^}{S@cf5BPEo&m-Oss{!DUpDu?? z8D7GsLi)UA6|mJ1>M5I8il_4JY&mF^18w`&4@a;ic-Nme?S=QH0DJVZpzWV`_;Op7 z4#z{qz@ENI7r~|o|F!Fa%fGem^B(kgln02$>h3^^36%W32@HU!ZaN(vJ_!%_aP40@J~_q z5`Bhu8C%KApN;~IF0CFMfx_{xe_yil%k%;A4?L4SU9RBA7Q7Aq7yFN&{y%R~Z*aUx zxg(@oll-Fl%umMIo#Y$IK7*>BgSpy)6e95_Nz~MuP>~U5CHXV`xbejJ~(QDX`{p#b%%t1ypX@lG!iK6>xIE6>%RKBLS)R_}{2wv-p zUSotp!EK%W<{=MSwBI}W-rbcMla;3TUD#dniWgU7DK=s!3++*+=}8k?Oznb#n=4r* z5^p&&hs?}>O(Hs?V=2hWRDp;+W&imGd1YtUu<;IDRg$}LsHH3El`?TAOo{ZU^TZ*=>m}zCAMXoA~*2%2W<*i|Y8m)U^rKqeL zYKvx6B^TCAeP2YmobDQ)UYm8HT>U3rx>+SvVw4tC^rO~xzOVt(_gTRfhM_hXT`Psw zL;#AVU$GABUR}CmQ+UtLa|72rQlz!J+?SfsboH;-Aii|5?%6FeH{UVb10F+MB8{4h zmObvo$G~`38GZ7!rD4Y}A=@rs%9)IFscz8wxL)i@!|(26nAJ-TMt&Nu8dpEjJEmy| zc!|fxMKt1|6Y|jtgMZ)Q-*81W(CLS>u%7)m2O;?lU)%Bl*UzRvucJk4->?<)TkOO8 zrt;b9z~hyEr(ZD_1ltCa<8Xm3ya0Wn%e>0uXj*k*sRQZB+kt_1t}0 z?f63vt9*Kyr+Z-xvASB9@QAy$YG-0wDgV>2<=#G}BZM3EF2Y7hrD$Qau2eFg3k9w> z=k%EWI2`9b-|;4haSmwTC%)Jh!x~X~A6CNSE(^+0%HY&3uLhCU(QD;ZoL~S_^an^7O_!E>Utcu{IN&sVClq# z0G|iG;!;n>NIkyMnqp6ETLKA~Vf82GI7ZlN!I&NZeE1oQ*5qop?w7&p^8}-H9Xyw6 z51l+&u}v9f9=aa2^S8f%?=X4CYFCft&ri1-gl-%wl&P-67kcy%V}b?kbK*D0iu8yp z_jxOd0G;~bP)f>$;(64&ySE4@W*#QPS9LebF=mb#J;HR)avC?n+Eau7_EfFUANKY#)7>aS&n2*8R-vNpgvAQ| zE$g$1Ln|?I+Pag1TBx;L-k-lVZlEsJKVg|l-JpehmRaqo`|9J9WVUy4=SN7$JUa^5 zAmKy%&!YrG_9=g>4P&B^2V26ZF*4IANhB*KxupgMAAgLwtsp-YRacADob&kAo2v6_ zw*3T0jGVBv`HBm}-7m#=EHC;V+IMJ`13Bn;Z)vlV+v#Lphz>K0JJr!e`*R1|c;(j6 z#z$`YOxX1H`s@qurFWMUnN~3m6726G*RVl$do6*{f2IN5@4C*@UiEK&B<1=eM1w!>7|Sx03g(cD0$du?gC<7NNKj%5Acw(8ra1K}xA zWf>~-{TUp(_|091z5GV!#}$fW=Pv5reB4qyrzzKV?&sfx*T2aI{$F3ZbsLpOfBx_L z??sj~vzfmaUi(j8)Qk9&CTn>&(``KCkzu^4#FOas(PH0Q95L138yNx0C3Ib$9PAeX zx=~9=fg48odS$*YjWW<>!W_dWM=I-DT$|LuTvyg#Taj3+?%LAccTBr=Ee5liJpHq) zEc(}D0~=*mDz*MixxjSdO|__E_5;_5)gBk)qzVcZrxuCfeLm*sgu(>!iU=$D_@wX~ zmT3=pihgD%wG2uBG7(1-ybc$$(==20taV77L&eznnb217NLw~(l=&GliRrEzDPyYBjT*RyRv8UgSF_%?| z3*D0XmQ=Us%7lupD*js9@`KW3<9pB9MBV*btsk}bAhD;4Cf`Zebn$JC4ix>^>HfKp zXJe;jZVA=QBQNC`q*KQuBwxFC-iCc=X!AtrBfr+Rc%(CD`6lOm8W=x74z?6xCa**jtM1?a`QL zS+~9iqi{_)%N9~kO1FPrsP&A?XfT3Kj*lvuS6Hr3YFceqFB(?>e1awoqeHAST}J1D zWj_(RW@=N8amzr_AjLg)XdGDf5}~W5Udm3KNr|CYYvzrbNsS5R1r-v8jHQByOm%|h z@I!i1bdu?G;GBI?s0FNiX|dC{2-7HVJ4hbknUcRSXIA8@28SNoPj9G&>jIRy>4c3+~Zt@wf669!0Q83cC1PSqeM)26aC2H9`q*egBid zVrZlo;Me)*>Pbm~=-xJSBSb(MoA&4<;dSguasnd|%42Q_C#wQD7ALRVnZQpIP}2)i zJfHw#^j^*Sw3&2_>*t?Y|NJ5|K1vRBZ@bh%2(c6VRXblX>vZ|l3DV@Zs*v>$=WMxf zcRk`~haP-|JT)xN{vt}E?`BA`wR>*)pO+ML6@GFjft&4C&TQKwtp{6}^Wm67mjqjd zuH*|nR8E*V=2kFUdwAm3Rt4&$pvX#Ue*$4Uqkh|f3r+7)>ag8Y?uTqq6{`4A?pFz^ z+i8j0Y1nPie#ipNr5rVaxRcVidf1#t-N!PQdR4-%^(e)51QAuX%t}euN^#f328UnVgI*<^jxAS< ziT^#WxrC>eI5 zsV++UOlaS%GO> zZ^BI;4-oZE?ch3FL+=tU7iBF4dT!S9X=JsAwBH#aS@4YXJin;Ax6<1h>_)hB{_ghZ z;r?sb$@wQsW|87KF<(59lhymHy{fB@v^vLo%j7c)C9OV=;~Ev7-g8a-n>pLH?Mk-w zuRqzRj+e8Z$-bm+>|~3hbPlan7^{vINJmlja&8gAX;Vr>JciF%iS{#&HvWe8gMEP# zEqI{|Z*1@tz_L6EU%RSHtBe}lrqblKZf!dvG&X?X?_+?m50@&#@=8`C#{5^+Fk8~Y);sd*&N#f?ekZaagw6$eEdR$20l z88{+`bjSF|EFCS~qq|D!XU6_%IDeHEOngD((H`!o_&xqjrwQyVz`kgprP$8o9n5f6 zihdxPtEr2Yodwploj4cmHI{adFW%6aX%9yX5_q`vquBpm=uG9Y)Q{r$+s#gy$O4(4OJ$(ePIm0`nPP5ph|^|TkbxF`uwQ546) zH17?qKy%+Hi|W0!$+Ir8^3%4rG`)CN26PfVIL>tJB^Bz58|L=S=<6cZn_tjw9M~0z zeByqu-@>z;Xk{6uUM3!dA8XKa4()N zD|VK~#BQWX)c#2Iv)Jwvq08oGw(6rg8kc0@%fr|9QonO^?4>=hB8bD5D*Agbxva1f zuv37`Ugq~yj=e0REkRQ32Z3WR_lrGN3XaSrJkm#9gcEH(#H4L#S=o$Q1}J=vkFnh> zJ9rsDFS04wxBKJpjU}W2_sVt|b0>A%Wj)K~>Ymb~cZcNNCC7ycAbOcq>fJi{0GAuDu1cztP%N=A6-;zNK;^7W&<6t z$ZdXClt2D7H1nP>E!{?EhLg0@iEVu_4qSnqUnrWXDV|4yX74E+?NNI8Y|R(Q_2Om< zZ_Tw04tH0*R=!HABPH)56m>u#9*@;i`y~!#r8>iMyA9bo(idLOAX`;x3nMd43 z#75L{X`i#lUtlU$)JUSV)4hTNk#Wq_m-j`kimdl44J7p%i@4`sbzL`69mpvQ6>%3a z%$Io?o9$rD#(5`}as#Z?&ngW^(5tPC?ui(Q$eu2x+!-Cvch8sPR73Modt_E8VYFC5}GRe|kW5A&!#Mj<*f*+LtC8d@Jf|$J>>7$H;i9TS`>D?iCquif5L; z^cFG8mrq;D9)CvRkWjh0;k@qqREhRVJ^SGJhMT*t95LxzkFIucc#RVJ^%Kef=!sKG zm9*T63$INc-o5$8vtKhC!@1$RUT<0AEn*?U_;!DwKc3n6FEy#Ee_PGFMa*WURK$SK zZaY3diiV&t+oRBTy?$BlGx}Ml*{s-hRqPn7qbvmKkLbtuo`Z-rp)&56SzY~@(Y-i7 zv?v+fD>v8y7<{Nc6?`O(aWen^8nj$UAT z+zNAKy>u-wZs*+Df*p}%%PS4s>6e<2r`D2ge^^V6+Yw*3v1-7aTEl_&r;V*k9|yQF z>_^Mr`r!IJ)THCo@vUUKnOtaar8KhV2=+Ew3z5b({)+CUg6Et&?jQa2Wn%Mgc(b-lT z-;upyKb&-65J8$8YJ=(+wr3Qqqy7=3g9HBba5;XzLp`s;2jx;K|1^$)g5Qd+`?N|M z12^kt(%yxYbo>=pb-gK;?=etYM+tLu57JuSO|z@&=gs(3z0jxJ1Ku@H%s(JZE$%Sa zghX1%ws(!K$mPXLvqs-#RW55BJCau@_D}Y4bZf=lw~gaehXS3D!802De56%I;!RBk zZnVL`E!*ir8qTg|M40?%J#=Px z*VIV)HWGypEmb1+pZ4On39EYLT4rPQ?o;Mj*V@y4N@r>2@G!==?8am$*+0Gt0%iRIvUG&yEV)2>In7o$oK~jzE%dv zL$6eWF30IE%ehVDVVhSH9?y10jMe$d8vu%d(I0M?-S=stl>So}Q{}Q~wnpUk_|Byr8 zImVUFf+Do*68lM$R|eDj!cX_|jwvS>S?s0joO=E~ogRm%7A_Hts6DLm{OyyxS*@B& zSB)B3g=LIUic+jSRlBm^bkv0{gq9o9#nx{PavSg)|I7)<*j9LcxSSHW$fnH&qSqA6 a{lW%Q)hY4;y+<@l^6ItrS&|*jAO9aDU}`)7 literal 0 HcmV?d00001 diff --git a/Chapter2/chapter2.tex b/Chapter2/chapter2.tex index 0cf5f5d..976fe73 100644 --- a/Chapter2/chapter2.tex +++ b/Chapter2/chapter2.tex @@ -27,7 +27,11 @@ general Hamiltonian that describes the coupling of atoms with far-detuned optical beams \cite{mekhov2012}. This will serve as the basis from which we explore the system in different parameter regimes, such as nondestructive measurement in free space or quantum -measurement backaction in a cavity. +measurement backaction in a cavity. Another interesting direction for +this field of research are quantum optical lattices where the trapping +potential is treated quantum mechanically. However this is beyond the +scope of this work. +\mynote{insert our paper citations here} We consider $N$ two-level atoms in an optical lattice with $M$ sites. For simplicity we will restrict our attention to spinless @@ -43,14 +47,10 @@ capable of describing a range of different experimental setups ranging from a small number of sites with a large filling factor (e.g.~BECs trapped in a double-well potential) to a an extended multi-site lattice with a low filling factor (e.g.~a system with one atom per -site will exhibit the Mott insulator to superfluid quantum phase +site which will exhibit the Mott insulator to superfluid quantum phase transition). \mynote{extra fermion citations, Piazza? Look up Gabi's AF paper.} -\mynote{Potentially some more crap, but come to think of it the - content will strongly depend on what was included in the preceding - section on plain ultracold bosons} - As we have seen in the previous section, an optical lattice can be formed with classical light beams that form standing waves. Depending on the detuning with respect to the atomic resonance, the nodes or @@ -83,9 +83,9 @@ For simplicity, we will be considering one-dimensional lattices most of the time. However, the model itself is derived for any number of dimensions and since none of our arguments will ever rely on dimensionality our results straightforwardly generalise to 2- and 3-D -systems. This simplification allows us to present a much simpler -picture of the physical setup where we only need to concern ourselves -with a single angle for each optical mode. As shown in +systems. This simplification allows us to present a much more +intuitive picture of the physical setup where we only need to concern +ourselves with a single angle for each optical mode. As shown in Fig. \ref{fig:LatticeDiagram} the angle between the normal to the lattice and the probe and detected beam are denoted by $\theta_0$ and $\theta_1$ respectively. We will consider these angles to be tunable @@ -199,11 +199,11 @@ equation for the lowering operator Therefore, by inserting this expression into the Heisenberg equation for the light mode $m$ given by \begin{equation} - \dot{\a}_m = - \sigma^- g^*_m u^*_m(\b{r}) + \dot{\a}_m = - \sigma^- g_m u^*_m(\b{r}) \end{equation} we get the following equation of motion \begin{equation} - \dot{\a}_m = \frac{i}{\Delta_a} \sum_l g_l g^*_m u_l(\b{r}) + \dot{\a}_m = \frac{i}{\Delta_a} \sum_l g_l g_m u_l(\b{r}) u^*_m(\b{r}) \a_l. \end{equation} An effective Hamiltonian which results in the same optical equations @@ -311,30 +311,49 @@ This contribution can be separated into two parts, one which couples directly to the on-site atomic density and one that couples to the tunnelling operators. We will define the operator \begin{equation} + \label{eq:F} \hat{F}_{l,m} = \hat{D}_{l,m} + \hat{B}_{l,m}, \end{equation} where $\hat{D}_{l,m}$ is the direct coupling to atomic density \begin{equation} + \label{eq:D} \hat{D}_{l,m} = \sum_{i}^K J^{l,m}_{i,i} \hat{n}_i, \end{equation} and $\hat{B}_{l,m}$ couples to the matter-field via the nearest-neighbour tunnelling operators \begin{equation} + \label{eq:B} \hat{B}_{l,m} = \sum_{\langle i, j \rangle}^K J^{l,m}_{i,j} \bd_i b_j, \end{equation} -and we neglect couplings beyond nearest neighbours for the same reason -as before when deriving the matter Hamiltonian. +where $K$ denotes a sum over the illuminated sites and we neglect +couplings beyond nearest neighbours for the same reason as before when +deriving the matter Hamiltonian. + +\mynote{make sure all group papers are cited here} These equations +encapsulate the simplicity and flexibility of the measurement scheme +that we are proposing. The operators given above are entirely +determined by the values of the $J^{l,m}_{i,j}$ coefficients and +despite its simplicity, this is sufficient to give rise to a host of +interesting phenomena via measurement back-action such as the +generation of multipartite entangled spatial modes in an optical +lattice \cite{elliott2015, atoms2015, mekhov2009pra}, the appearance +of long-range correlated tunnelling capable of entangling distant +lattice sites, and in the case of fermions, the break-up and +protection of strongly interacting pairs \cite{mazzucchi2016, + kozlowski2016zeno}. Additionally, these coefficients are easy to +manipulate experimentally by adjusting the optical geometry via the +light mode functions $u_l(\b{r})$. It is important to note that we are considering a situation where the contribution of quantized light is much weaker than that of the classical trapping potential. If that was not the case, it would be -necessary to determine thw Wannier functions in a self-consistent way +necessary to determine the Wannier functions in a self-consistent way which takes into account the depth of the quantum poterntial generated by the quantized light modes. This significantly complicates the treatment, but can lead to interesting physics. Amongst other things, the atomic tunnelling and interaction coefficients will now depend on -the quantum state of light. -\mynote{cite Santiago's papers and Maschler/Igor EPJD} +the quantum state of light. \mynote{cite Santiago's papers and + Maschler/Igor EPJD} Therefore, combining these final simplifications we finally arrive at our quantum light-matter Hamiltonian @@ -346,18 +365,25 @@ our quantum light-matter Hamiltonian \end{equation} where we have phenomologically included the cavity decay rates $\kappa_l$ of the modes $a_l$. A crucial observation about the -structure of this Hamiltonian is that in the last term, the light -modes $a_l$ couple to the matter in a global way. Instead of +structure of this Hamiltonian is that in the interaction term, the +light modes $a_l$ couple to the matter in a global way. Instead of considering individual coupling to each site, the optical field couples to the global state of the atoms within the illuminated region via the operator $\hat{F}_{l,m}$. This will have important implications for the system and is one of the leading factors -responsible for many-body behaviour beyong the Bose-Hubbard -Hamiltonian paradigm. +responsible for many-body behaviour beyond the Bose-Hubbard +Hamiltonian paradigm. + +Furthermore, it is also vital to note that light couples to the matter +via an operator, namely $\hat{F}_{l,m}$, which makes it sensitive to +the quantum state of matter. This is a key element of our treatment of +the ultimate quantum regime of light-matter interaction that goes +beyond previous treatments. \subsection{Scattered light behaviour} +\label{sec:a} -Having derived the full quantum light-matter Hamiltonian we will no +Having derived the full quantum light-matter Hamiltonian we will now look at the behaviour of the scattered light. We begin by looking at the equations of motion in the Heisenberg picture \begin{equation} @@ -391,6 +417,7 @@ pumping $\eta_l$. We also limit ourselves to only a single scattered mode, $a_1$. This leads to a simple linear relationship between the light mode and the atomic operator $\hat{F}_{1,0}$ \begin{equation} + \label{eq:a} \a_1 = \frac{U_{1,0} a_0} {\Delta_{p} + i \kappa} \hat{F} = C \hat{F}, \end{equation} @@ -400,19 +427,45 @@ cavity. Furthermore, since there is no longer any ambiguity in the indices $l$ and $m$, we have dropped indices on $\Delta_{1p} \equiv \Delta_p$, $\kappa_1 \equiv \kappa$, and $\hat{F}_{1,0} \equiv \hat{F}$. We also do the same for the operators $\hat{D}_{1,0} \equiv -\hat{D}$ and $\hat{B}_{1,0} \equiv \hat{B}$. +\hat{D}$, $\hat{B}_{1,0} \equiv \hat{B}$, and the coefficients +$J^{1,0}_{i,j} \equiv J_{i,j}$. -Whilst the light amplitude itself is only linear in atomic operators, -we can easily have access to higher moments by simply simply -considering higher moments of the $\a_1$ such as the photon number -$\ad_1 \a_1$. Additionally, even though we only consider a single -scattered mode, this model can be applied to free space by simply -varying the direction of the scattered light mode if multiple -scattering events can be neglected. This is likely to be the case -since the interactions will be dominated by photons scattering from -the much larger coherent probe. +The operator $\a_1$ itself is not an observable. However, it is +possible to combine the outgoing light field with a stronger local +oscillator beam in order to measure the light quadrature +\begin{equation} + \hat{X}_\phi = \frac{1}{2} \left( \a_1 e^{-i \phi} + \ad_1 e^{i \phi} \right), +\end{equation} +which in turn can expressed via the quadrature of $\hat{F}$, +$\hat{X}^F_\beta$, as +\begin{equation} + \hat{X}_\phi = |C| \hat{X}_\beta^F = \frac{|C|}{2} \left( \hat{F} + e^{-i \beta} + \hat{F}^\dagger e^{i \beta} \right), +\end{equation} +where $\beta = \phi - \phi_C$, $C = |C| \exp(i \phi_C)$, and $\phi$ is +the local oscillator phase. + +Whilst the light amplitude and the quadratures are only linear in +atomic operators, we can easily have access to higher moments via +related quantities such as the photon number +$\ad_1 \a_1 = |C|^2 \hat{F}^\dagger \hat{F}$ or the quadrature +variance +\begin{equation} + \label{eq:Xvar} + ( \Delta X_\phi )^2 = \langle \hat{X}_\phi^2 \rangle - \langle + \hat{X}_\phi \rangle^2 = \frac{1}{4} + |C|^2 (\Delta X^F_\beta)^2, +\end{equation} +which reflect atomic correlations and fluctuations. + +Finally, even though we only consider a single scattered mode, this +model can be applied to free space by simply varying the direction of +the scattered light mode if multiple scattering events can be +neglected. This is likely to be the case since the interactions will +be dominated by photons scattering from the much larger coherent +probe. \subsection{Density and Phase Observables} +\label{sec:B} Light scatters due to its interactions with the dipole moment of the atoms which for off-resonant light, like the type that we consider, @@ -430,21 +483,22 @@ condensates even though the two components have initially well-defined atom numbers which is phase's conjugate variable. In our model light couples to the operator $\hat{F}$ which consists of -a density opertor part, $\hat{D} = \sum_i J_{i,i} \hat{n}_i$, and a -phase operator part, $\hat{B} = \sum_{\langle i, j \rangle} J_{i,j} -\bd_i b_j$. Most of the time the density component dominates, $\hat{D} -\gg \hat{B}$, and thus $\hat{F} \approx \hat{D}$. However, it is -possible to engineer an optical geometry in which $\hat{D} = 0$ +a density component, $\hat{D} = \sum_i J_{i,i} \hat{n}_i$, and a phase +component, $\hat{B} = \sum_{\langle i, j \rangle} J_{i,j} \bd_i +b_j$. In general, the density component dominates, +$\hat{D} \gg \hat{B}$, and thus $\hat{F} \approx \hat{D}$. However, +it is possible to engineer an optical geometry in which $\hat{D} = 0$ leaving $\hat{B}$ as the dominant term in $\hat{F}$. This approach is fundamentally different from the aforementioned double-well proposals as it directly couples to the interference terms caused by atoms tunnelling rather than combining light scattered from different sources. -For clarity we will consider a 1D lattice with lattice spacing $d$ -along the $x$-axis direction, but the results can be applied and -generalised to higher dimensions. Central to engineering the $\hat{F}$ -operator are the coefficients $J_{i,j}$ given by +For clarity we will consider a 1D lattice as shown in +Fig. \ref{fig:LatticeDiagram} with lattice spacing $d$ along the +$x$-axis direction, but the results can be applied and generalised to +higher dimensions. Central to engineering the $\hat{F}$ operator are +the coefficients $J_{i,j}$ given by \begin{equation} \label{eq:Jcoeff} J_{i,j} = \int \mathrm{d} x \,\,\, w(x - x_i) u_1^*(x) u_0(x) w(x - x_j). @@ -453,156 +507,139 @@ The operators $\hat{B}$ and $\hat{D}$ depend on the values of $J_{i,i+1}$ and $J_{i,i}$ respectively. These coefficients are determined by the convolution of the coupling strength between the probe and scattered light modes, $u_1^*(x)u_0(x)$, with the relevant -Wannier function overlap shown in Fig. \ref{fig:WannierOverlaps}. For +Wannier function overlap shown in Fig. \ref{fig:WannierProducts}a. For the $\hat{B}$ operator we calculate the convolution with the nearest -neighbour overlap, $W_1(x) \equiv w(x - d/2) w(x + d/2)$ shown in -Fig. \ref{fig:WannierOverlaps}c, and for the $\hat{D}$ operator we -calculate the convolution with the square of the Wannier function at a -single site, $W_0(x) \equiv w^2(x)$ shown in -Fig. \ref{fig:WannierOverlaps}b. Therefore, in order to enhance the -$\hat{B}$ term we need to maximise the overlap between the light modes -and the nearest neighbour Wannier overlap, $W_1(x)$. This can be -achieved by concentrating the light between the sites rather than at -the positions of the atoms. Ideally, one could measure between two -sites similarly to single-site addressing, which would measure a -single term $\langle \bd_i b_{i+1}+b_i \bd_{i+1}\rangle$, e.g.~by -superposing a deeper optical lattice shifted by $d/2$ with respect to -the original one, catching and measuring the atoms in the new lattice -sites. A single-shot success rate of atom detection will be small. As -single-site addressing is challenging, we proceed with the global -scattering. +neighbour overlap, $W_1(x) \equiv w(x - d/2) w(x + d/2)$, and for the +$\hat{D}$ operator we calculate the convolution with the square of the +Wannier function at a single site, $W_0(x) \equiv w^2(x)$. Therefore, +in order to enhance the $\hat{B}$ term we need to maximise the overlap +between the light modes and the nearest neighbour Wannier overlap, +$W_1(x)$. This can be achieved by concentrating the light between the +sites rather than at the positions of the atoms. Ideally, one could +measure between two sites similarly to single-site addressing +\cite{greiner2009, bloch2011}, which would measure a single term +$\langle \bd_i b_{i+1}+b_i \bd_{i+1}\rangle$. This could be achieved, +for example, by superposing a deeper optical lattice shifted by $d/2$ +with respect to the original one, catching and measuring the atoms in +the new lattice sites. A single-shot success rate of atom detection +will be small. As single-site addressing is challenging, we proceed +with the global scattering. -\mynote{Fix labels in this figure} -\begin{figure}[htbp!] - \centering - \includegraphics[width=1.0\textwidth]{Wannier1} - \includegraphics[width=1.0\textwidth]{Wannier2} - \caption[Wannier Function Overlaps]{(a) The Wannier functions - corresponding to four neighbouring sites in a 1D - lattice. $\lambda$ is the wavelength of the trapping beams, thus - lattice sites occur every $\lambda/2$. (Bottom Left) The square of - a single Wannier function - this quantity is used when evaluating - $\hat{D}$. It's much larger than the overlap between two - neighbouring Wannier functions, but it is localised to the - position of the lattice site it belongs to. (Bottom Right) The - overlap of two neighbouring Wannier functions - this quantity is - used when evaluating $\hat{B}$. It is much smaller than the square - of a Wannier function, but since it's localised in between the - sites, thus $\hat{B}$ can be maximised while $\hat{D}$ minimised - by focusing the light in between the sites.} - \label{fig:WannierOverlaps} -\end{figure} - -\mynote{show the expansion into an FT} +\mynote{Potentially expand details of the derivation of these equations} In order to calculate the $J_{i,j}$ coefficients we perform numerical -calculations using realistic Wannier functions. However, it is -possible to gain some analytic insight into the behaviour of these -values by looking at the Fourier transforms of the Wannier function -overlaps, $\mathcal{F}[W_{0,1}](k)$, shown in Fig. -\ref{fig:WannierFT}b. This is because the light mode product, -$u_1^*(x) u_0(x)$, can be in general decomposed into a sum of -oscillating exponentials of the form $e^{i k x}$ making the integral -in Eq. \eqref{eq:Jcoeff} a sum of Fourier transforms of -$W_{0,1}(x)$. We consider both the detected and probe beam to be -standing waves which gives the following expressions for the $\hat{D}$ -and $\hat{B}$ operators -\begin{eqnarray} +calculations using realistic Wannier functions +\cite{walters2013}. However, it is possible to gain some analytic +insight into the behaviour of these values by looking at the Fourier +transforms of the Wannier function overlaps, +$\mathcal{F}[W_{0,1}](k)$, shown in Fig. +\ref{fig:WannierProducts}b. This is because the for plane and standing +wave light modes the product $u_1^*(x) u_0(x)$ can be in general +decomposed into a sum of oscillating exponentials of the form +$e^{i k x}$ making the integral in Eq. \eqref{eq:Jcoeff} a sum of +Fourier transforms of $W_{0,1}(x)$. We consider both the detected and +probe beam to be standing waves which gives the following expressions +for the $\hat{D}$ and $\hat{B}$ operators +\begin{align} \label{eq:FTs} - \hat{D} = - \frac{1}{2}[\mathcal{F}[W_0](k_-)\sum_m\hat{n}_m\cos(k_- x_m - +\varphi_-) - \nonumber\\ +\mathcal{F}[W_0](k_+)\sum_m\hat{n}_m\cos(k_+ - x_m +\varphi_+)], \nonumber\\ \hat{B} = - \frac{1}{2}[\mathcal{F}[W_1](k_-)\sum_m\hat{B}_m\cos(k_- x_m - +\frac{k_-d}{2}+\varphi_-) - \nonumber\\ +\mathcal{F}[W_1](k_+)\sum_m\hat{B}_m\cos(k_+ - x_m +\frac{k_+d}{2}+\varphi_+)], -\end{eqnarray} -where $k_\pm = k_{0x} \pm k_{1x}$, $k_{(0,1)x} = k_{0,1} -\sin(\theta_{0,1}$), $\hat{B}_m=b^\dag_mb_{m+1}+b_mb^\dag_{m+1}$, and + \hat{D} = & \frac{1}{2}[\mathcal{F}[W_0](k_-)\sum_m\hat{n}_m\cos(k_- + x_m +\varphi_-) \nonumber\\ + & + \mathcal{F}[W_0](k_+)\sum_m\hat{n}_m\cos(k_+ x_m +\varphi_+)], + \nonumber\\ + \hat{B} = & \frac{1}{2}[\mathcal{F}[W_1](k_-)\sum_m\hat{B}_m\cos(k_- x_m + +\frac{k_-d}{2}+\varphi_-) \nonumber\\ + & +\mathcal{F}[W_1](k_+)\sum_m\hat{B}_m\cos(k_+ + x_m +\frac{k_+d}{2}+\varphi_+)], +\end{align} +where $k_\pm = k_{0x} \pm k_{1x}$, +$k_{(0,1)x} = k_{0,1} \sin(\theta_{0,1}$), +$\hat{B}_m=b^\dag_mb_{m+1}+b_mb^\dag_{m+1}$, and $\varphi_\pm=\varphi_0 \pm \varphi_1$. The key result is that the $\hat{B}$ operator is phase shifted by $k_\pm d/2$ with respect to the $\hat{D}$ operator since it depends on the amplitude of light in -between the lattice sites and not at the positions of the atoms, +between the lattice sites and not at the positions of the atoms allowing to decouple them at specific angles. -\begin{figure}[htbp!] - \begin{center} - \includegraphics[width=\linewidth]{WF_S} - \end{center} - \caption[Wannier Function Fourier Transforms]{The Wannier function - products: (a) $W_0(x)$ (solid line, right axis), $W_1(x)$ (dashed - line, left axis) and their (b) Fourier transforms - $\mathcal{F}[W_{0,1}]$. The Density $J_{i,i}$ and - matter-interference $J_{i,i+1}$ coefficients in diffraction - maximum (c) and minimum (d) as are shown as functions of standing - wave shifts $\varphi$ or, if one were to measure the quadrature - variance $(\Delta X^F_\beta)^2$, the local oscillator phase - $\beta$. The black points indicate the positions, where light - measures matter interference $\hat{B} \ne 0$, and the density-term - is suppressed, $\hat{D} = 0$. The trapping potential depth is - approximately 5 recoil energies.} - \label{fig:WannierFT} +\begin{figure}[hbtp!] + \centering + \includegraphics[width=0.8\linewidth]{BDiagram} + \caption[Maximising Light-Matter Coupling between Lattice + Sites]{Light field arrangements which maximise coupling, $u_1^*u_0$, + between lattice sites. The thin black line indicates the trapping + potential (not to scale). (a) Arrangement for the uniform pattern + $J_{i,i+1} = J_1$. (b) Arrangement for spatially varying pattern + $J_{i,i+1}=(-1)^m J_2$; here $u_0=1$ so it is not shown and $u_1$ + is real thus $u_1^*u_0=u_1$. \label{fig:BDiagram}} \end{figure} -The simplest case is to find a diffraction maximum where $J_{i,i+1} = -J_B$. This can be achieved by crossing the light modes such that -$\theta_0 = -\theta_1$ and $k_{0x} = k_{1x} = \pi/d$ and choosing the -light mode phases such that $\varphi_+ = 0$. Fig. \ref{fig:WannierFT}c -shows the value of the $J_{i,j}$ coefficients under these -circumstances. In order to make the $\hat{B}$ contribution to light -scattering dominant we need to set $\hat{D} = 0$ which from -Eq. \eqref{eq:FTs} we see is possible if $\varphi_0 = -\varphi_1 = -\arccos[-\mathcal{F}[W_0](2\pi/d)/\mathcal{F}[W_0](0)]/2$. This -arrangement of light modes maximizes the interference signal, +\begin{figure}[hbtp!] + \centering + \includegraphics[width=\linewidth]{WF_S} + \caption[Wannier Function Products]{The Wannier function products: + (a) $W_0(x)$ (solid line, right axis), $W_1(x)$ (dashed line, left + axis) and their (b) Fourier transforms $\mathcal{F}[W_{0,1}]$. The + Density $J_{i,i}$ and matter-interference $J_{i,i+1}$ coefficients + in diffraction maximum (c) and minimum (d) as are shown as + functions of standing wave shifts $\varphi$ or, if one were to + measure the quadrature variance $(\Delta X^F_\beta)^2$, the local + oscillator phase $\beta$. The black points indicate the positions, + where light measures matter interference $\hat{B} \ne 0$, and the + density-term is suppressed, $\hat{D} = 0$. The trapping potential + depth is approximately 5 recoil energies.} + \label{fig:WannierProducts} +\end{figure} + +The simplest case is to find a diffraction maximum where +$J_{i,i+1} = J_1$, where $J_1$ is a constant. This can be achieved by +crossing the light modes such that $\theta_0 = -\theta_1$ and +$k_{0x} = k_{1x} = \pi/d$ and choosing the light mode phases such that +$\varphi_+ = 0$. Fig. \ref{fig:BDiagram}a shows the resulting light +mode functions and their product along the lattice and +Fig. \ref{fig:WannierProducts}c shows the value of the $J_{i,j}$ +coefficients under these circumstances. In order to make the $\hat{B}$ +contribution to light scattering dominant we need to set $\hat{D} = 0$ +which from Eq. \eqref{eq:FTs} we see is possible if +\begin{equation} + \xi \equiv \varphi_0 = -\varphi_1 = + \frac{1}{2}\arccos[-\mathcal{F}[W_0]\left(\frac{2\pi}{d}\right)/\mathcal{F}[W_0](0)]. +\end{equation} +This arrangement of light modes maximizes the interference signal, $\hat{B}$, by suppressing the density signal, $\hat{D}$, via -interference compensating for the spreading of the Wannier -functions. +interference compensating for the spreading of the Wannier functions. Another possibility is to obtain an alternating pattern similar -corresponding to a classical diffraction minimum. We consider an -arrangement where the beams are arranged such that $k_{0x} = 0$ and +corresponding to a diffraction minimum. We consider an arrangement +where the beams are arranged such that $k_{0x} = 0$ and $k_{1x} = \pi/d$ which gives the following expressions for the density and interference terms -\begin{eqnarray} +\begin{align} \label{eq:DMin} - \hat{D} = \mathcal{F}[W_0](\pi/d) \sum_m (-1)^m \hat{n}_m - \cos(\varphi_0) \cos(\varphi_1) \nonumber \\ \hat{B} = - -\mathcal{F}[W_1](\pi/d) \sum_m (-1)^m \hat{B}_m - \cos(\varphi_0) \sin(\varphi_1). -\end{eqnarray} -The corresponding $J_{i,j}$ coefficients are shown in -Fig. \ref{fig:WannierFT}d for $\varphi_0=0$. It is clear that for -$\varphi_1 = \pm \pi/2$, $\hat{D} = 0$, which is intuitive as this -places the lattice sites at the nodes of the mode $u_1(x)$. This is a -diffraction minimum as the light amplitude is also zero, $\langle -\hat{B} \rangle = 0$, because contributions from alternating -inter-site regions interfere destructively. However, the intensity -$\langle \ad_1 \a \rangle = |C|^2 \langle \hat{B}^2 \rangle$ is -proportional to the variance of $\hat{B}$ and is non-zero. + \hat{D} = & \mathcal{F}[W_0](\pi/d) \sum_m (-1)^m \hat{n}_m + \cos(\varphi_0) \cos(\varphi_1) \nonumber \\ + \hat{B} = & -\mathcal{F}[W_1](\pi/d) \sum_m (-1)^m \hat{B}_m + \cos(\varphi_0) \sin(\varphi_1). +\end{align} +The corresponding $J_{i,j}$ coefficients are given by +$J_{i,i+1} = -(-1)^i J_2$, where $J_2$ is a constant, and are shown in +Fig. \ref{fig:WannierProducts}d for $\varphi_0=0$. The light mode +coupling along the lattice is shown in Fig. \ref{fig:BDiagram}b. It is +clear that for $\varphi_1 = \pm \pi/2$, $\hat{D} = 0$, which is +intuitive as this places the lattice sites at the nodes of the mode +$u_1(x)$. This is a diffraction minimum as the light amplitude is also +zero, $\langle \hat{B} \rangle = 0$, because contributions from +alternating inter-site regions interfere destructively. However, the +intensity $\langle \ad_1 \a \rangle = |C|^2 \langle \hat{B}^2 \rangle$ +is proportional to the variance of $\hat{B}$ and is non-zero. -\mynote{explain quadrature} Alternatively, one can use the arrangement for a diffraction minimum described above, but use travelling instead of standing waves for the -probe and detected beams and measure the light quadrature variance. In -this case $\hat{X}^F_\beta = \hat{D} \cos(\beta) + \hat{B} -\sin(\beta)$ and by varying the local oscillator phase, one can choose -which conjugate operator to measure. - -\mynote{fix labels} -\begin{figure}[hbtp!] - \includegraphics[width=\linewidth]{BDiagram} - \caption[Maximising Light-Matter Coupling between Lattice - Sites]{Light field arrangements which maximise coupling, - $u_1^*u_0$, between lattice sites. The thin black line - indicates the trapping potential (not to scale). (a) - Arrangement for the uniform pattern $J_{m,m+1} = J_1$. (b) - Arrangement for spatially varying pattern $J_{m,m+1}=(-1)^m - J_2$; here $u_0=1$ so it is not shown and $u_1$ is real thus - $u_1^*u_0=u_1$. \label{fig:BDiagram}} -\end{figure} +probe and detected beams and measure the light quadrature variance. +In this case +$\hat{X}^F_\beta = \hat{D} \cos(\beta) + \hat{B} \sin(\beta)$ and by +varying the local oscillator phase, one can choose which conjugate +operator to measure. \subsection{Electric Field Stength} +\label{sec:Efield} The Electric field operator at position $\b{r}$ and at time $t$ is usually written in terms of its positive and negative components: @@ -634,7 +671,7 @@ atom located at $\b{r}^\prime$ at the observation point $\b{r}$ is given by \begin{equation} \label{eq:Ep} - \b{\hat{E}}^{(+)}(\b{r},\b{r}^\prime,t) = \frac{\omega_a^2 d \sin \eta}{4 \pi + \b{\hat{E}}^{(+)}(\b{r},\b{r}^\prime,t) = \frac{\omega_a^2 d_A \sin \eta}{4 \pi \epsilon_0 c^2 |\b{r} - \b{r}^\prime|} \hat{\epsilon} \sigma^- \left( \b{r}^\prime, t - \frac{|\b{r} - \b{r}^\prime|}{c} \right), \end{equation} @@ -644,10 +681,9 @@ in the far field, $\eta$ is the angle the dipole makes with $\b{r} - \b{r}^\prime$, $\hat{\epsilon}$ is the polarization vector which is perpendicular to $\b{r} - \b{r}^\prime$ and lies in the plane defined by $\b{r} - \b{r}^\prime$ and the dipole, $\omega_a$ is the -atomic transition frequency, and $d$ is the dipole matrix element +atomic transition frequency, and $d_A$ is the dipole matrix element between the two levels, and $c$ is the speed of light in vacuum. - We have already derived an expression for the atomic lowering operator, $\sigma^-$, in Eq. \eqref{eq:sigmam} and it is given by \begin{equation} diff --git a/Chapter3/Figs/Ep1.pdf b/Chapter3/Figs/Ep1.pdf new file mode 100644 index 0000000000000000000000000000000000000000..eecac9ac3b34cae37b7d0470a470e67cb7a91797 GIT binary patch literal 162692 zcmbSy1ymc%vT%SR#c7MXl@BQH-WG=fMFPd4I01qMw?dJk1zOzQDeh39NO1^765NBk z%b#9*_rCkx|Gf7$=j3d5XLn|2HnStU%x`7nICwbu=&*U{xaq*}ZL!70vAN!wT3NWz z@giF^u(`B69WCg%q)lB-?Z8&pl9JdK4(7iBe|P_Vz+YkhG7Otb*~Z+3PM?nN_i#Ex zY%Xaq#KD!0=bwiD?)vwkzwtU-AVL3zSi`~v3~@F?Qu3RocWUo#EzDezbviCZdu}@6 zzf6xLhwH5~*i6&Hl}_*AU!?h$iLkj;P3@7QMRF6HOU}m5)xsGm zHZB=yEg1_lu(`!=+3DDrBbUe{z>Ne^u&}YRcBK;%5&11sJFv5+qp6t%9nbHjB02Wj z#?|Gmg|jr+-VyBZTa3ckTz_Mc$X_6kB>rvL4>J!-074}>ML7Tp3IO#T>N^170S=G` zprQUQzrWFtkHBxY13W^{B6Ts)#jI7oQp4rRA~IUq$c^G2 z|D~>L;z&SFH|S&TFBV`z-XF5{AxMl=zj^mB1OXnQqoQG8qF^C=rHKHjC`e9XJVrKQ zAmIQ26eK-F==4u`Fp$(BX<P5Z)wK*sGxos&}qG zsQlD2#Mf?Csa?VXPV|GLCKvaV_nuFC+qddx3+6^B&g|EIIh}N(5HmxwWffrx|NLZ1 z>}z*v#NwLK{?5eL4Hn$R^TmeTn^e~a0Qu`SvHvTL|Hq~M_hFdmGL?akEuvEt=P3;~ zddRK4`>81w-c!cUn19%QebOE6$Kg>1ljwr);n~)_JC)3ssyn&_y4Jm4hNS$lO>aJ~ zw8<^2>cq~=a755HVYD-Du|ZpRaz8jH`~Yy>c>oNQZxN{dcclMGB2I%Z9D5O#v1Miy z2Ajf50I@iqK(ttr{HzP<*A71J6zLt4+>3vd11&?mw&f%yW72S&zKzD<`x%Y!G<~P} zxJFo8j#ya@^`q5$KhH5z2X~<60TptVR*LMZh|^E-`#=6Jv=WdM>$;~yq2E&q)1*YZRvo!>Ac90m$WQq&RkSLBuHOuPZ_=KENCG^iW8tad&;w zVAuuwz_)!S`K7$b^+N2Cs*~&21XyU?=J&a{ZBLw(?-E_T=6zE34qMhy>tj=Gz3|dq zArSEb*OLs7Ymq!xS7-h+^C%HeidP`Xs5l|;6|=yb7YXDk?=Ba{Hrnz`0tsGY9UJLb z?|D1`tZ1pHqmnAhd?iO5fHI_P!WN!~<*$o-K2P#VP|W1peHPy=djpDArU*DQ{a@>> zKig7&QGiCKH^x%CZQU^!svWl_3vEJQSA^&3@#(YTC?*v9vZxh}EN*07r;fnqTYHd2 z+j;^=hp9I77iYk)&a;b3Y_u;<4-QxC@}zQYZknx5g0~}zv9Z`ELu)yIv0rc!$ zyeFDQ_L}NS6U%9Uqk&t`1X6Q*RiW=Lq1nV$DNtOX7X`p-jm)|1p+i-mJ2;+!67|Q8G^rD zdo}AT=YB}fGXK&O6U{3zF-3B^)k=K+!LH!zjL{zu&X94`;sg=8ye184pvLv5_eaa1 zjP4g7+a3U4Ht8A@O(NsGGPf)|boV^(hrB~?GU^@x0c)7``tA<^vpc@KzMKaDVb8a6 zd}!HeLJ*7{zi0}UF>6w*p=%v^Hce5W*-2w!iQ?T)E-Bq~tQQ@zDioaF*&$!RpKxuX zH&`~|@fND6d+M%wGF#=5o%7l!NRb&u;Ex?|H>ua)ji^NV9WPeB%M3PqcP05t;CV{# z{RL2&`yw~C5VP>Ls4$^|1{)o#74DoWX#QzyB0kP#QB$8}L%k_XM@yug$}8n#;8xRZ ztMhjSsWiQFvE#_W{gjhRIBC6edgFN7Yeb^5Y*DSiJ{!w4^vTcMg0#dR_fC^!+l(=Z zV?!%qrDB~rgoj5$-TRqywuwKuzJ=-?9QFc;=1c(!OPI4y_^aQFf6VfvV{!eD$2SSr z+iw4&Iu(qh%B<|h4pfTpZJo((QuRc#WG0I{z7Hb{joSe~N$VQXzmrnoUVS}nZKyF6 za)9soO?Z1YrZ#y@ebElvDJfsc5uAW(*856n(t}vvOFqR>9`p>@a0E2QwJH4Rv20`k z8ewkGjHY3e$1#uum4?K?Q~Bdt)VGzz+o|n+1;m1EnWHVw%vC+@)G^Y;TP3b+*6lxa zc#8=8r@r~AoW1rdMP9py#JUcGpI_IbNJemWNF6hjsj&QVO` zSN&4|rJYaB=UO{^0-BogHf>TU(`va-SET8`Z^n0nBdC&wA~91J0L>48tbgd~+}qbT z@({URFn%_y#UBTj2!zhet4SBk># zg7v!Z&QkAXGJknaE$*^S(H@j79y24@=)__7r6ctZ08{O64**}w2S6p^ICe zvIDhtMn;cdZk?tu|k?6Pz`VFJ9jW-4=T(w9}l+OWzz@RdeWE8mn8x^dkz0dW<*a>04W?eGukYIZ&jk(#0R z3LRbEtDB4>YffbAyUrvC%Q=;f$wcxO*X{<0n|vRUBUbAQM>Rg4#TRA~A(F~we=6=j z*?^v;iy`b<)kG{$iqXzYDPxvrqW2#v!{_~W9@)+3J{ z<;A333d?y}N|!O0WLtuTHxGa!Itj9K<1G(pV;&sw8 zt#jP~^D<|km@$sGygVUF`M99Y>6tH;D$9|R#sq4n_iN!TDkemWW!iW>OgW=%@<>qt zhpiJL(f+mY%jCe=D^JeBcS8Zn28!LDhWYjcxKt|O`WamzeUHYOxf|vKZT;m|4Y=!9 zef!BT+#{V#9NwnucF}7t%0YVHA9MWd;~8}t-`y)-xp3s4TAFodpcc>p)z=RiQv-2I zbeY*LEZq41G>E`R%!ZJOtSrwby41~s%vO2Xm zM^tts&1vPjHFKGb)FaG9ubXgA-nPuvS5ftI5);Mqc)T-9jq=p%t@};-c`hkT=A#=a zk3X14^@*j>jAXBppTXsAQ{|c_v{md)zD~de(3?{bG8ed{uf$d2c;#a`9F1shR2wc{ z9X)OK($TY@FSs9+pbnn8O-e#j0fKC*zywO8q2?fUSGX^>R)r?$>!b>%t2hjS!Y>r1S*7t>@cPeU1(|0;!5-l zkA}(8OI8z`k*4_lP*GObsTWJkqd7LMTePm=iJ{w0apzfFi!w_1{}^3dBEE$!dp-3d zTcy;N$&*uf)P)cZyQ#his)<(6Bhz8bJPuHboVa|@7tCCRZ(f`>CH%hO zIXOCmFX~}BZ3j*+X{%2anKJU?H){UG%47T5S4ib*z=F8(OPLTH@ZMP2_88pLdWtDZ zp&-&E8PBIDorZHf#Z5G_w4cSlhGQF^W8Z*7c~oBO`@DGNY53ht&Q#(%N}xoGqTzDw zTRnrLSU|XNgoQU>sPIi*AV7G72htEezp}I#Ho!^aQTD5RN|aJVP{ehiDI@vInd@Qy zac@e+ON#TVrRvwd=WB{XdeU!cLKv9S5|vT0|5dnGhNjxnxE2;k|!02GqaYFZKc8$=Y#6_zeE9GvwWuJpiyX zFWH-<4uG_`#Ri#MuWA=}jPv{#l)(2g_a7-$?(44Q@74+)0BbMh)3}aY>J9W}D;tJu z>uo7SeWieS%x_yYdT`RN$P6Yrsj5-Ap=qBBD1RA3+Q$uz?dqFXbyZYeOrA!4=AKlV zdNR`;BbP{sq4w(Q^f!bGSAI?cHBZ5wTiB+fYgtxqbb7V0D|%;uc}(~ao%ljxjK4Lz zxwrmzyi33e;5uXbV2ZKxD){J5ie@b49L2a}LBHVvz;GH%NUZ$Ph{+>uq1?>7>L3)? zoujFC432KdJW-HRl3b(ZQ3f9Gwxz)N3Cg&wy=f=M+(QSc|Bp;N57HkbdGVhJtcMMo zD>T(#IZaPeD1A*HL}wyaACFew+SifVIQE%tHvw>C0E|Z(u!*_aj+*K(uvZK@jN0-_ zK4)x514lCt5>K@PxNsyYrDkIs9{?^>9fwqHP$Lp=BmWwj<@?QY|0NL=JH#dPf~1iB z6m{2%nWKXqtrAopu`&T;7@HatU?%%iZZ9jnm^7=-_|m1VuLU2E`9pSKrBmT<_b&rM zn@{fY4rk1&mE*Mz)=h#rY4V14pfHfRhgHi9T{_ZQ{@U1tRZf~Q`^CGM)6ol>h+An= z5YVPYt_DhK&*-0TuTp&>Ezw*}iu;K!IXDKqF#QZOec`7Oj{xT?ROfJ~$-TJ3T^WyH zio$srNbhr^&NFOYTj{xdLd!?h`+kC_s)Oe^d~1mX zXr~%dwRE->=DY;GY#wPi$LR28f4pU&iGboWZNVLvp{`prW3sB@?J}?KiE+EHrXwW> za6X92vd@Sn{vB9sm4&HDxF(3`Xezyn~agtRbX zNNn`3RgB<5HFK={f{k^P%^9oIdGIX@)9%%x(%3KK{fiN} zbE}snZd$ppBk{vSC&%a)$D>8|u|I>ZTKCl6csDK)-n6!kdk1juR@F>$6)0p)1!G6HkfAh+; z_SRr`D!rUr#%|R+<&|C_Ygd->t;)}{mV}er%0pw-*^~QU0@3*i2Qj%jH{vvS5>N-< zx4%SV0`NNf{XxLi`19P{x-Axty?4Ict!b+)J1tY!AlfV%enJlsqY~LHOwO*BePMEv zkw;Ry`sG7v{CAS8ZBDvNGib`{yW!KQSBf068Jijum=gts{_K`?t{Xmq zH?JW#u7$X;7I$}V$0rkvu3*41%-*#}Y{SS>{NHI*mq`x$n$lD+bvW3HzeSX5)d_lrIKQ(gv4{$I z09?K2y9l=W{7f1~zxSwed87g_4Mt(>HQd##$(vJ9Z}~W<55NxqI{Y zzzX#cDoogM>3KKEg6615rw6e*fbn_m9cylQK5MO>2@?Ro_!t7GglQl#mA`R13tnS5j7{7el3 z7OynRNg_IHcozI(x&2nj+BuEKLE<2B<=?C9so~% zrT@dy_y-P;4}}oM#;Wr&IH$Y(9q;6@8GTmdSgestqU^ zIBcv>Hi$sve{DPiJ*KVl(A>?BoOWu-x80^PW^yI$d^}=Qk#?nxN-G|Ar~0!|tR!~nDMnts!s3UasJrMt z9;3|;w-S2~cUi`?8nF$_E_|Qm-|Kqqys4-l{oW-eH67){kE=vt%jtBQAF%CDZnTDQ zqfIiKGjJ4{L{O$Yz)kAR-YDX~{K&tB{!l4bG@XQSlx=P}LubR4M5B798_=w)6!rL2 z9L&sI>vSIX;+q9NkB_8kJ8HlmWi8f^*=?S`Q@1OgB07pMJJ1iCB3~_Py!Izk657MQi;N29?2mm~0MtLcbc&oYJzGNhjh}W`XsO$Vo zk3?ux#n9m1YZQaLM?ytH`lf$t-POaB`G>^!_yN*voKZE)^9Ai4j{SuNo_T2w=1@ap zPAv+9{;qBvd1lWHoA1IGE>w7!!^2y4=bDNA>6fzM%}biNP$JZewP!P|~6Efa$?rZac@8vUDgj4$z#dXdGq zIE@m#zvOV+ve}R#X{c$E09BM%SFs)Xbz1pRm{c?k-@SH?&}@^j;^hh2Bz4OJpz1#P zes$bG?ESzzrbIMc@r=CIe*iL6aa;N^q$JMlu{P|OT(5VV|k)V z%P(z;cSW|(ed}|)L^JWSKXjIX3WC>!m}5-Qe)fGkIOrq1`Ouq?Ts-4|Q(L~#-d9X{ zDxug&%0^y(o}x$Unm}gEu6IRsl+b~!?lLAzM;mEj#tYdnRx?6^%ze7 z&QD7D=3evT7~YjlQP4|SA1%Y&s>9(HQe7I#CF|00n-PfKo-s)$kqLe`rW-6;;+h^jF+7z!c>k(FlcY#>sjn_##+4yugYg3Y~?Px)XX*MjZ!)jq_zE$1j)w)F@X~Sr@%iy<%kH;quPgk z0;k2B9pjLsE6rCrz#+vPsk**-HMZBK zu1C5K#Ic{~3Q9R7DHkTDanWu`%{tgyD4yP7wbl6VejHzX0LVT7c26<7)w@VZAqEZ; zNAdJ9sV8x2_!8m*#DiZn?ocLWGZn5|#BXCQ zLdP@PUb51R)-`^n>i*_w5r$;c|ZQ&(K~pFF2qG|7~9NJu=wjFNS0&^flMd@(jKbkFVAgJ?dMw|zmXW{F8boG|QtT6FI3 zxDp2kPpa8K#MP4@eHlsa&PpJ)6hY}+i=99jczs55)+CCix`hzJzAArFt7pmPpD(({ z?CLMeV@5yxnMTKI@Jre``Ad(BJ-@h0U8jgbSKnw-piWQzUP5D*m5ykES94-j(29?x zAN$NOX8zLHHKpoSvrcGt;U0fN;~eJe8G1XDdpsl1VO#A*JFoE6q>sI=H?bkjg04f3 zA;;-V1m1|Pr69HtPvOaXJNx8)>PM~R-*Y-nDILG87@9RE?8QB;zi3Z@+9w>Gv@nJnO{K2^fgV01Swmgr3HfyVE7Ve!M zP1bwZHi;POu*0|!ZJQXe<59w3jZNXlYBu!^S|DGq1!ke%NgD`jp)coWs79m0FpGWs zo{QN$#HSm>26L9|Q{mS_K9@?jgoRvardsHZ2&=Ik?CtK)C4oKD&oR$W!~tq9X;zpt zUJn3;(OR{;Od+m|uGM>p`Q@wSJ|jEXObtUJcbDx390OagnJD0XL5^n{jEqcHg3pkL z6AzS^eo00i-ynk?`aetKqLVvOR=Y{kpPOm!F`o?wH6x3Cbmoa?E}&v6Wz%RcUe@cG%9th! zF-j#=$)aFbb7mU>Ywl;X?Ydd)GMGVScqBQW*c>UyM-8n%(hErmJnlC-4fJAYw% z8Ja!su{j~ytv0!pK2-H%vGO!(aIWa%xxlj#2{s!8uWIYT5G>3`ksmI8=wPSv^iYQ+ z3^v0Y6gL}4DSaox!Klq)EmU110J_>Gix_-UIx2Hi`n}BacaHhBq8XXm^-$kmXQ#Z6 zi{QmO^u>jNFTKR2pQ+0oi?_-(q6I|;0J~%!vHys9Ov%@yQt-=eURlK^rH?75K?iQ@ z7o({rKL>}Ti*aVaRG5js0TY^=n{}xrEI_Fe|!0@;LlQws^fI7;)=fpc>opajD!Ab{0Sb0$|>!Dw4 zVzUem;dt7$zYs-VkQcY^-q_DBfPS6dF)gImCE9-yr`H)rHk9#Jk*R6KB_Lt1ej7)i zIRR>y7o89uPNJ##>Zzyhvp3ctvhg+K9fCu{AOAW3kG?rwn`rG3x02IWz%Ti07kzcB z*>6+A7dWu#Q=?h$Y<4(9Z&KzGp}@)1%6%6beR;4yb?gm%p`Tn_P6_Vrjc!6H>8H!M zDNRfbY=;w`EGb-2Y|yy#eQ9(S!e=tene512tY^QA6h$gcE2{@U?OW1NE3W2&)m&t_ z8eG>fOzqqNFU~5mfY`T}kUuv=Gh*;%ev?1k&qP|6{K$1wmYz-G8)eO&(Bw_c`BZfrn5PWyifvPaPF!F5?#zE(Yp5l#Jd?sr(?a+O zo-!xcwg~{ebDE5j(L^=o7+qw_{I{wL1k;ciemmEIrGzyCJs|0M?|e?fVXTVG1z@M3 zyg`%OE1^f7^-i5VDywel>)brO^)!s;2ydd#C*Q)5T8p#an@Wu6s={W_0Q#%q5g``) z2-uc->g7cY{CeBQFG) z`Cb`FDIRQiUN)9@{+n@!uIH{@a?nGQ-+1@{$l(-trtfc)xdo3ZW;N2Y4eNx2N55K- z$Mt>wYT`L9!Cq^vow$MgkKt*1<9uP0I(Vvo+b7l?E@0wwjpk{!0GurRZA4}q#lcXg z6zEI1Z_ari?4rR-Z$9VL0tzm718Kdc(6fGDZ<;H@>BOBVvG2s`GN+ujVxY)`4BbxY z3#N}#_ywuXY+3J~gABOG#x;IWKI4|-?q9Xul@iGEj1wOiViT)MHQdAabyN4g@yMn8 z1=Lza_`-;>UN4Fg9WwC3_n8vwDkyDc;eZTN?29A`mDM97rvG&P;-6zRg#Khy{IecK zv&t27Ix57>3oJOnA?T`@XxSV}P@}Z(a7Z*kfYIr+j;0 zpYrma5r;mR)EhjZoV|X}d;g|^<8TQ7QK*FxF*^7Gfa7Mk&^CJ^tzf)4c2k@mBN3tf zR)*$qJafmkF&bS(tSJqLdJQI|e{e=>L!RF>s0<8{fjL3!CQIZML=$W_)Vu z>WpUL&ruRZMx0Qx@blt>;lN6tbKBJ(nr-M_NK@RAY;B5CUqEy^*PX34C9r99>y>GRjFXg-W-R71}C%}%f@y!3_+YS`)K+2fGH(~s2>?Y z_#(%eFX_LF7$(;@E{(4{q!GqiIEAxkxebcvU)Gy2_O+NxQlMUX-hp z(=X>|uj1R#tp(_L`}LQ@f2GEE11*AdbViNth`oF>7J+;b8P<_JgH*D8#fO6n<69%I zW*(uh|A_%$DqtBsk+R>TUI3|2sW&bcFnc;SS4^({C?nad^HB_AWH6rICFaucxU2n2 zeCQoFVwNR*W}BQt24$iBQKhS~J122~45oHSNZhPEdi$axo&X2GeK?t^iMdl%E=sxe z))?kX)V;qt!<-^a(a*`5y!Cn`6NQ&hPF^}QL_xq$d?dCsHb8j$V^hWY3ltG&e3m!4 zo10RO>dd1sV3&b_+wU?GrlNo6xbA0xUbis{E|8-3P#CKM6Z<-vPcQ=aI6AO!{S*Y#BmYG$&9l2F{C& zwQgjD1tv7eKtdD4j+yjj;iKrX{rxMBXe#1h8!7)ioCC!h31PwUee+35qW6`_c_I@= z<{2C2jwg;KadKxTWPP1rScJXXiL|v6%$FdGe?QaA@Xb{9FWbN`0G606B7Qph&ONl+ zZ94rrDt>Tu{YGCXP&sd2MP|QoM|_m3!`nX-tzF#9_TDt7QJ@N8Z9ovLTM8+AVpaKi z+slLrocZSNzP^W$81(^=-M#vNtI;@LE9a%N4 zM-kePbS83}B-}T+I`4;fwhHSc6O9O@lszkVFi+`e{~5&c5<(U%5kyQW`Y(b4i}BfR6!)ZR zu%jL3uV5}Sekk&!`#6nnCWH5z4v(^62uW!1i*FMmeN1afX!y=*Mo3JkCRt7T`=7&0 z?R_P*SZY5j%~E(-wJ1`DNqOy+lo}&lgcX}~pd}m>ol)wd>=$c2=}tx^iZVt%*EvI5 zGkGzvLNhwZk@bmR>Y4Z}L?ATbm3;Z!wbKEqNgtDZ5=3J3$66ML7hC2X+pYG@492JP z0NX7e!R7J}8!=yaQphU$1fj3!QpRTSc8BW6^LWGsrtZa})tND4HKiX^fFETwiPn4T zV=R=haCMpv$0)qeZ(kxm#m7JAhO#E5A--c$G_D|^BYW?(b+w54&hO}SpSAH@)e}e| zfTBbgK7Wp9{K}1G_uPyEy5W!O^%=cVR!gb`#jZAk(`9|@$LrNON5y9k4 z731D6x(O{=&pl6d^th50xN)p#cFUi+4PI55GjZG^(4cqmx%1c2LNAeh{LW))8F{@m z!iw;kP-Ju7-f)FYo+i&N?c0^Vlm+8EcRmLJ&3AV^jT8=tvl#EJImfgxajgm&N4y|c zbb^1Dt}(MM6I9yCCq8c;mX;WpVR{CP)2xC*A5#v}MXkAT3%d$4GB*GG+oeCA1PQ74 zP<~5z;fpVVCDQDh-0GUVWJ57dE(?0!QC!j#S(=#Qs;&PdbNpYo248R-=-S{3iSswd z0B83!C;d*S?OorBs;z`JKE2>T3%dhV@VAHMeY01#c>uV3O>L5-LaQhFGAKmW&DK(? z<(AgJoF0zykkKWfvzUaU=t}N(zNC|@ z;Pn~A=te+WtTI(q{kx3mswI&Mn|?=$FiB9Xr`hiIw0>3h1#wE{hvDuH6^~jC-ZD5^ z#wKq<4#wl;7gRrzmQ&IalWs6cXhKsZ3;#U{Uo|~QoTv$7=fBUZ9iQiL$1+sYk<~@B z4D?9j-jIk!ufQA&j+H@wpLg!FTaj8)<_5E!ABDqxyEFxWrAi>t0SZo7AEYE6P=^S->x6^58JfDo)5mz-3+O|QK6cp{vO$pmKi{Ea-^`sK#aRr$;Pi6cxx?0tE8>?Zkz!AuZAA?)4<#X45&{HUW6qV@+Y16!!zYK4%o zs13ecrO{7dC8(RR9P?) ztk%I6d*8-4^ycnJ4uRa2&wd(-iq=WCeA6{nC62M_;(f-Mz-y031(P2;AdR_;Di$lK zOnHe~DQu)x?R3FG)S*^pXLK*zisv}ca~O`!3hKYjFm}32OswOvJ7OpfMN@NUrvvxU zmf-SjV{;cfYT8N@dW^Lm)4ZEz!WduU&@$$aG9ro#eA5lc5jMkyl6`PaAm?CS%84$} znOFFNx$a3@(-l7}j`=y%!PP!6M}@KB+M)ll(!IzG(majMV{X?tSyhf97zyaD%kl(Z zngoRQ)p9A>QVH2ydN1txj=YR6n9gGgj|}9+DM%h($DFM5djQBUh(P@GvoG0lpx?w2 zyDNS*Pb9b9Bx=51Bs42bsmBV)(&O`M%Wbao79z0TdO`VA0uDy(K}gv|R7OOdVK9G+ z=g=W4gA3<0sUHAL-#B?q7QBt~K${DaMPb1S*w=D5YK~B2=tQ7M*r2Y)#Quzg(`|R? z`(l=Y^N&Yj{Eh3Sbz6ws&f9VDi=B(A0azBBT9iG%G;k!BPx6lNfvyhNe`Bt^Im4p*lq<5Q|b0ucK zNBxbD#DTef5ZF}S?bk8BpS3C8Hh=osX_`7T83Dz@c^_UR2K0Vohd&IpJ?8_~6&6(+ zm2Mdv4T<@()47iNzqutC^hjEz=>klNqs*_F(43xAJAo@Vgq`}s_=O>81wMC54x=Tq{D?NnUD&5w-x>Gq+~Z&7B!5Iv3bd7A6%jrJ zd+Dv>eE5mU94n4Xa{U011k@E}MG#Qk(rxoDmR^RAJFT4(Pov0qqusUgP5M=>X~h&? zc-x%maP1qroPJ$RTJCt+2Gug(B%_LvG>K_KX=GT9+KmlVn4_8o=q)*8o#Dj(n~VI9 zRM>xtasLJ&scWRTQQnJ=tDJ%jte%Qlv}Lu{6)0N9BIA?qquNj7+SZYm{BhDY0T@cC z+^g(va=+{(9st`#%$2|NDo7DgT%bZ5Us>OYs_5|Ny`8`2(ndbtGBP&dWPjhp8(nq} zy^#xOZWn>z`HZ$Mu7#cOA)o?Tz0i%Bnf}$$_wNj^2J7ndjf>9;nyiRg7D3m7d525| z6MDAtj~OT25Ry|)`_1j9LHxP9kuuPM2}4e85Dq#?S%dW_PJY_J< z8C@aq!n(+Knzm!;C`M`+siEzNw3geb{C05h=({kI#}9uFkpoNX%7E135m|ZGu^n9Z z`FHq89rJ^Bo`4W;*s%LKtw9N4!x?SnG$Yy=-E?xfxfD>(PVF&C!XcpmIz!(GoP7fg z60lIFkMw6GVC#*_EA%p>Zc9T1-esH zA2ZJAz%}^Cs7n$}kLb~Ea`l_GJbgwlcg`tm!|AzppGzxc>*nH=W9sM-f1JYk>uc5q zg~N*~QOs_)h}m*t%Q$Wk%bY4rSuW|=WHgaamvMO{b&=L)6i7!NfC0e5&JfOC8P#60 zZ$N=12oOpG=KL8`r7j+3~w^;S!zezp&UBzGL9KsGPY=6_+wJ z_<6y5*F+i1=V)*TECaD@IFkJ&Y^J|(JKin#qNBHG>@37?ChL2iK7;p^>htlX3lNrD zmYnCtpxC{b8SMfeS9U9vDCkib^o^TV1m{PZe%AOtlWTn`kOgSz|L5@C&a{7?t<^H8~9{LhAi);bWb{Ir6!~r1)s0JKI&=z zg3{4eedHFhM=44atxGl+om<#F{ph!^gZ6FCV}^H6tdF|-a%jDF`mQar=8(3^Lyy&0)K<$kW+>5(}fgC=}&ke2^l9>bL|Hq=PsT! znKdPKTLHz3zZhq6Tqy3q*+L-MK#}yb^YD_0&(0^1!`4@8-d0t|+coEE)|Kdq7a{84 zUn!W0C=tQb7Wnv1(+I*ETE6w^>S|>a-!U&*Ab*3VHJo}rZ!P@BRRC~?c>?qKF6H>r zmW1Z{rSmWP%%;05`1VCdt>d;5AIp13-4z$K09CAG4ZP+9+m@cwRNzQlJtOo-VRE(5 zkqzUJAKUZxL#M8UTuvb)8o}G9d4p?jVhO%c|B+ASl2)VV9H{HNqe~MNRzSF5NzPAg zZ!Nvb3koZt1``$zT5~_JU)vbTSK_xcqrR-RPNJlr@a`s(Ziw_DKSD^BTF~MY=0A&s zZTlN3-HNj~iJ5^p!&Yw$zEfaXci6xv+tvP{Hl(-NmolzUM4e$ML33!!z4k%o0>$O* zjmmH(52j&CO0-ykP@s7)}?;^CE zxf=oXf0P6@rmq}#KLCuxQH{BWnJLExq*3nq_=>aypfy;h}A;w1eG5ebgu6~c-u z6rGWnlhl-_DVAwZ*XxI*?9XJ{?7r?KRNa=DOaNQL212l-3f8LdQOossvj$p3qvwU zC$*INb3WxCc+XKx)#An}ZUJaO$vSvL<*iO4#hm&?*_>bbMNxl=tM7VNLU@IYO zs7ud6KIo(U?fe9MLMJqA*bBziqy1r-vw|km_d)cGRluq&E+?~mo< z{S%T|#NEJLGKI9XYe7_5T4U^t#|l>>kk5vO(!*ygEoS_NC5MBzh79>a;>~O`E+jra z?QUIRT$W0`{*R<7o&bSz>+b+JfafE0O)70C*;1;hy-XCZ;qg}f@F@MFKX#4CBpt$E zZc=%nWzM`dwkfCqDYFXlfmw~uKUV9^gI0Ie2d~he_vv2xk6vnRIyUu0mt$Tt9jzAU zgd1!mD%zxoNrmvu*3>3uWSCoB-G|n=n;ocf%~Lxy!{dxrHlx(bwhKT%4`MMt{yw(w zm^-;1dog~Q5%wFm*t_A?f$JMHdYR>J`^XdYC{KB#$EZ#S2C3;v3upmmEgWa`6@GGh>45Y7#4kWm(tk^ws&jrJI1eicK_0-{2}4bT!JBJv`_S z!ILhU@LxWK3y>hA?$=m@)h|nJq;mYPmk7viR?YC;8ke}-Y??3(&u}LjD(SpDWSjQA zy$HlV*b$*1BTfQ!g3}2g`|O1_GQEABJMZkxnD~YDpNHuznR{nj)o#W%T{x;ploL~3CAygevYB(iy>cVclnnn~T8XB~w zaPbItDDex zi59$>qv?CWGIozG)ZrN4bzi^<*$ka;Pm#YX)-5c4|M`4pq!-gF>qPw*e73mLeo9@P zWVp}1*um4Xe!<~c1^BfnhAQP%-yn1_2X%}A$?eHqc#AIn7<|3mOSslMss{8arS~p# zI5wt#@KvvWDoPhAp&J86=<2GAjkKyB*EvjVyw`AUa4;kE%qQTt4njsnD`8xPDF?-k zh45i*J?>7w@%N#r^VGxiOc2cJCdmN5`z?ur6wk%2ki}ie(oYpz_B#4exG`X%d!B@# zNUyuQ&m?WcYT^n`#U`e1WlIbd6@mm_IX#v3X9honSQ2QA{Fd&sCo2~b`z^YLKP!ZV zR`7?$9Ip_rMU{my3uw<3)~H2exB>=Hr*le(Zd8Odb6m*Fz|A%C{l_R47fJ>UbW3Tp z_$)EQjD?vC4Ppc|2Gqz?%VC95L3R|5II|3ec1%zVxl`Xu2BSzaOxRIQ*LYQaLD<8_ z6Qg}F?u>o&i$+``ofUiumbBM?lCx7Xf$_}(TnzAEVOF7|^#6CW@EhtV)`|dnd{>cH%YqyY)L}hExz=&yq}*@M%c{D*n$Rl%MBFg_{SA1q9Qe&w6V# zY;o)h(jdIkz&N=JgOtpzBW0JSmy8J%9-d*r?KdMh83w9e#|?$D zm7{yiv!JqA>3VO^7X44mZ=yqz5N*_N&)*zUIYLFkG9eZ2b^(w3UN_PH=pz%YOm1=c z{&gjVC5~Lb6kj=?EjO&D<;2Md`hs4X@GdI~ zs>W^>6@<*%0?<~JBG0UzQHgAsESFpiO6%u=J(${|q7Ijcr$$Ep=tR=H)5|04FMyP> zhK-a_>f|;@bw-tCMJ{0{45TsygJj3O&l2+*C6=vZoW)e_FhW8U!d_%}^9yM5-!dm5 zUE^{TY6IVVAJ#htC2HEDGn$5qn6~FBP=Q}yrx9+dt(oq{(?o-#Ii&4|;xEP>j&Os#4 znc)>DFR=SuuU=KzsiSCi6z}AnVNf^UzB+L0V5*zYG=%t6jmKfWoiPP@qKujxY>q(l z+A`B9t-GdS=QyfU5_wN{I-*=R=r);vlCKsUdnL)V=?N+Blg31!%5<@wT1Hg8W58R( zt%GOhgE?Iy<;Hlve)~&Wjx)->BB8xxQAg_2sC_X+i>i{&CCNPOgn(y|{n~5kiu0I` zpL%GX!naYdD8EL{F=3CXEGo8@n_G@TkttA0q)pN98`Q z1koQG*E1h|@90hF1?gHj%lJHJ4f|*+kfOpRMJ4$Fz<`MQ#en<^OFpd>=#5%>KQ$b7 z%bC7%?YbTPDSxBe%-?(*HMM`=vp*R#XM4|~*hnMF zi;Ks<7 z>Am+NB>_ScK|(JH5LyVm_ZC73etB2h>%aEeV|-^BBL_LibKlRL*Y&&RG-kb22XDJP z8)6prcuPSN3)KGC;J;K42Ti~E#QF4auG20YW9>e7w1Cn@Oqitlr*sg2?_?6E$9?lq z`2eDAe(NylE3uSMQe?h~mQL{&xJN|Z`fhk2oN#?K54ORiYAk;c*S3NSh(u7D8f;;P;ChiO=DVi)kUhGm zNS*tvPAhVQwDQZ_qHH7QG=2TXTilJ)_Ph7~ET|i3Js1M3!p%n12({&H%X%R z#fFz}iv1%*TwF&J{`T6g;cLeH5c=ng)F5W&(RH$4`k31-@G&lv)kUqM39-GE^ZPO{ zO1d9dy}l)f7j%Zn5%JQacfBY@|0UNz-l3lw&#vFT zqQ2jM{_e6m$xEnfsr?IeUBakELsIX@#-ooC*!S*L<1{~xr5%(z&G&sAkw8Y%mBwi5 z1wsfhz&+$WUI12?MJ=rwI&BEkT^ksdBh44M?%BJ;HV?z|eWJn7loYM5K)eJzobNjH zvT2Ug)6BKX*r>tXBZOI?R(Y}7dlSKxNguDeB1%fH4sqMDGkJUZo_6a~c}`kLHcZHY zFSmBWu%^WX&z&a)Q{JV|?BrrftB1obPFADh;^NjH4KAO$?l1iGdsZf?Arq_T*c>#n zQrKh;>NLHk5B=WF-t%PUfp`BtMdvTdu`9vH0sps}N=|=pzYte#vXki@5By^BySJiC4xx}JWGHyJ5s`(|1Qa9gk_zo4`- z=5YrPg8D8_nES_Uyn3&|=+>WeL~$vbWl)RGj6;g(MmayzZL8I_?+;YVy~h`1l~Y+t zq&|&)P}An1qZ>>_)-Op37O%M~-sTj5q4$A*u*cd+T-(F5l5|u1a=LEWN`o(nCowk8 zFF6v5XsxCv=O%_Gvy|&jWp1AsjT_wGc{JJIA1cwVvYWNs)O9^@rQXJ@V;N5&6*-)@ z6P3^O7}iZXrYyf_%6vW_TbBo?LhR$UK>nt>aO z_4iB@D*Xcj6~B7{&wT@%zkr{J+Xm%XvZwv}BO>8YACsA1x%uedMnugqdk$G{KY#F(6be?`*v#ptHy=$MCxlr1Mk^oO_a41R>Lc(UYXC?)@ zvLx0V0|sYPZ}JR{oAgx$e)Jy>{(%2WHaM#0s~U3o0P^hHxnKCsz25f}ooQ8QHm5yhrK39dh`y@73Hx_M17(7fwVEe4!;SjX_e*cQaYcRy~@h~vcc$t0>n zs8?Ft@AeAk6ozzA9JSm3pk~*@8hz(92$rhEaxS?T+ABeInh^(Kh#3{FAYvhO;k~<%1 z!cU2lPk*DkAmFwsQ%(}jvWdVMiM+1#%C0Ir$UoT~Y3PX1)A_zT|D1|aWOncQGE81* z`*0qut~Rv}Ws*dbV#Ueuud&VMeHNBn~D-+c52-T@y;} zTsD464V zgcdq0+x9xb*XrHt-~W>FCYpHYN`#ep`l;YfKdXPWLBef~8Ys$BZ%|9`jmTpoVC(-+ zM(V%SyZ`o)B1UZr0FE&f-*$aC=-R_I@}&rSs%Lv*B)OaK0I^xhc#j4CM2=a%qiH$F zI3^3|0QUq3@6A%W`jzyaBf=}W?z;7!UwfE)#CN&oE+4eV5W2QxjMQ8KY-i?%D~HPi!vheWsEMcB>XSeO&@RJ|OAZPK7VZj9FA z?BvnpBT~f|ImhXw-Q76P;qH(oYT+cwFFT5W``(CjAIVDHeYO?bO?V00otz(Zt7%@z zA97vt9yt;ZEe}^_!N%?4X%$kpBHz_`5w(hrGhrG-Wn=U+;#bYB%Nh+3Kq>_nA8L+> zD{vF}LNj{vf^%717K^hIg7lh_4-iNnVJ}jn@Fxc7N4{S~g;8so%!u5P^#jBbp2@z^ z{qt~Bb<(f1rS*YjqnVeh8;|MnANc`r^wbn}y+eQ^&%u$8U-j*Mwk&Mh<1qZY3BOfb zoii~x?MkP*w6G1~v zIv*l>Ly)h(y4Thy6*g?OJUv8UFTezJqI`|R3zD>&YZbDthhpQ4N_V|F=f0M||Aonm zM|4IP17~(U&@uulIpg%xGVtEds6pVh^R~wsxbM=LJ>4f{v`Vs^g7^L-L`9ZQJV!GS zYo@e38mCQS;;Xib07Q?u_*;#0XWa2O%=rYS5#oP}6V_-b7as)I%b(S!?;>{DqAUCc z5wFcRC`{&&d-q}t=kJfOxAtB6G}|CBjcbyT1cK?qYaD#drAsTvk|Vq}yq$+iZFpX4 z#kK!ve7$yb*a%_T^jiQqHEl6bDHatSA=n-&FqL`~g~*r+WX9j%jg@9RbTP9VzP0Dd zvG7eM!IzFzMc-9E1VwVzr13Z@=o9t)+h07_~XORpDdspcJf{tR7* zH>(?0yDqV_^@Z>!EuroKzR)-hUGbKg@b5n8+)W5>XObxMnvwMlxI4N)F1W?9iLk4)_Vj>7pw;65dE0GU8W{K{5`t{#rtsxwP!9pSYSzFch z2-VQzR=yfSsOE6piHC<^=2D;oSRj8~Mgf)qo$99jJVhq0tCFz9^~Kz| z49n3G2CqTAYLrcu&{iU8d75u-O zLXRF%aQHyqV1*2lK%f1O$A78=#RA@*CS{KqyqoFUjF$CnvX?yyEy^j0kHfEX^trMs zTzwb&>DB}UQC4N9vhfYFTG9Zvfs1lhx<3ZXwWkZHE*B_DgrF`|&Z{&E;UC)SwscQ& zkAuRSkPz_Bi;5jyqDiF7k+3DZih!X*b5aUix#W07KVclOci^xV+duFBl`EGrm-3eL zj8JdRER`{@1j^ij%-QCNeC$Tuc=!o>cuywnYx5GQ^Y;;b`lgGvUBgJ%5E2EQCqPVG zl`fstrtz_fA{NQ{)Z>X=9%NNi`S25S=B3igR>{EtbOiozSJ=ggK9|x(&#~szGAMLE zh;L8GvcLA?7iYXI&gAmzghZ>`hlnF5FX4dR1-Jf%?_O5zDfp0Elb4_=2ZJy6{NH^d zF=C;m+K{4+v9}=G*s+(Uz)%0D+@ic@$|fW@`qO4OdXQr5ds%Vq^vx%Yk46%XB$L$2 zss;VrGo;MZlOjws*;#; zbg<_#m|<$CMs#l0#oDlr$v9HVhxd%VreaiVJ)j-9_MYt5ndci=$3}I@>19$|?q>sw zIk4ytY#i|shsbTf#jJk9)7Ds}8bg@?8E;HQd(cMc=LvA);BrPl%6WNjU=yi7HK+TR zfo6gC$ajIF{XH3X)+pE5|38cmwzY#zPA^l4={ z@cL5ODZ)lb_tK^|`aERkj(lfSV-epXk^y}p4+yJsca#d78yv+XCsXz+d$#wgf>uv# zct}15PM-WBSe1EJ(AntQ^~yO60Q86_CI>b~v@+ya?xcPix5Ia)^mrq~X;)<)TDgD? z-RU2X>vN++zmZ^*cKRNe;jV3FZGYSejL(o*3y+SR=0y;xVaXbkykFlL=$d|@Q$0g{ zxAB@=EYQEE0ggV60!Q{kRkodnhNf5LpVa@!#g#`IpNqtod<|{?!gRLO`%#Y|<5{OW z{tAMPM$Bens-inC($e2(K2Di;$IEzAQLtnWu0AAL0roRNwX*WirxI+i8EUbjpL2RV z@TuFPEkU=G=De~azX|xfRHAb{{ffEP@P$pSLm-vM84X1KthbXxM~Kb`kXu<)l$Eg~ zA32^XYHa-E^V*GcJ;qeWv)WvYn_aYDRu>~~P+9!zQ=j7(jlkYVZ4ya&G>*^w(MDQ1 z;@51mD&T*N%(zFPznek z5LC5Z5U3pZFuyuwNLfL@}M?x^gq-FP`7H;q{sz=PlAmzxm`i1Adsh zOgg*g@l`8}>~FC5y}>;l1ce|TF$W9QQ>vF;Tu2s?Jf~giOGqHk_RHa1j=GY?2zhv+>Ny)rE zrtDiRClJX^@AG%$tb=xNd9h2#wdffXS3P|?uvpvzb{XS$M~zjwB!oPnDoAYq!}&cJ7MbtaJS_;ghY?ABt>OHD zBF!YNY38;jdzIf;iaq{Hw$den`*YdwF3*@5S^v(%q@8Q;JZzr7zrYqwuzO=Jcn;)@O$ve2qeRgsEU_MyoKs(-YX8ei3r;0~$)*7grajSY+y6;bR%fOn}` zSVfO1M0`yemy_q3)4EmzxSl;5^8 z+Wwq%>n)*ju+vLL%3kRBOU>W%N&-)cTQe>sbj`Th!PL#VV2^`LtzlD3M`2wl{Hh%6 z5pC{!!%ue@*?4jxhM!=O5@ARQb6F)>J(H401(9q0EJ}UDByXb8PagaM_q!;g)g1;b zo`VV*$zEsP_1kf;RbbO61~%4?S~Z#%d{^n?H!fp6L@FyYnrTx8_BHqco^Yskuuq4# zFzCN>FO%Cr7=t~48~Zpor_g^C=DBmIL9ed4$?b~inU~;zy4P=4TmIN5g$%0lP3U$A zSg$0^vd>#7{s5DrH1tPz7h7mxc3*Dwm0dDQB(=4bnWUvf-?vF}DDv@J_AAK~cF*u7 zi7Pzhg2G=mXZu^z+E84~tA;2I?bY_}@2B+N-B!lEM#&B3QyOTCUDX@hnhsJQM^D5k z4J;JNX6i5vr@A~Lj29coPE~2~c5bo(HdvR6#V_-rhj5YGbxGyf$sCuqflP>a*yH~^ zITR6Z7qdt=n^s&bqq`aTRo^@MF6B~o3v1@z*ve0pmCbE_$f1Vc7ag2u#Pi&yy_)^> z1u6Dw2+kS=-?JVQDYci7hA+3R)OlKIVx!mQC%$QFH01k*?0AjtZYK8@cu4;UCq3zPV)$GLlwO z?#16K7)f+OqKzS??z;K?ih00vr>e2Y&+pG;R$RhL3+{$I<5JrhC67X;ch*lI{lMLA zI@i--x^5zroaUJ4Ygg~WS37GEIPQOC-=m@*<2gw!qKU%=6g?68%<<;fNHqjXzP&S3 zev@{3aC0uRRZu#DioPy=eW%lvJjS+nV07JlzwaN1F+ZFJP@hHfX(=slLwmSRxg6lZ zV<$nW?U>ZuwYRQlXE`y~S|lTTWg%Ze*|jvaKelXFe4?!Py3CRH(r<_19E4>fxzigG zitXN|ko>T@@R!9BQoMk&x1b8*8_C6HHu3vypt9oawRVhReR)_PWi9oeP)q08y%l!) zGNgF@E+{htkYfCpvem!1S~FRXp(NhU z$}6X-2{66V78W(uBrv_cryJR6nt)Zt3d3Iz<>PlzbT(CmV^GauJHQgx82dav~J8S{#(~&L_8ueca~tSIB}AZz@RgFYE5zXb)Ylr=f7mvvdXs{PwGs% zb;kM!nKs7obc^QPNE<769`-?Wggmc!5LD=)pXyAk_=zRt17J75c?Vo_K9nZe|LWmg zv~CO%k+mdGF*6o=#P-cF5aH9{$YL(Oiqf6h;GbH2#pRDkQTWUnBKP&7vM)jXkEu5J zK@?5TFi^a7C#)^q*`*3*&h3W6F)1Z0;<$@*68vQ;X*D?nS+c%CVn+)qb}dWriu>)I zc=tX26O9|2^#S}Lm)3?`ts-zzha$u*ETPu>c8bf}os}Yu#Ldco6^Qe#>H7SCCP-d0 zluuQhbSY4T8|@Ky3@c^I*$1+>C6OE$0o>(jxsu8M65P1nR0(yid$EzWqvatT5tser zE31qHt%?fvn-m94@lOL&^*5LkSaI37Xm)EattaNFYW(o+ZndK$f57=nWD>l~*%4vYPU#;d>1PTbx<`o{ypYz= zrg{%H7pU80L|ZL=c?^DaE=w2lc5A*oc2iKks(&DQgKEu}-Fo#or1FIi>)EXShB4%k}!&;apPJu!Hgt zof8&m$9!;!vwC+WC0l1dYTim8)cwsna5kUrHNQ&m_*$1P67_q~rRv+`JvM%xy99nXFBy3L;u(sEHdaY2w2sy=m&I zk-ub`69!g4@Nd5GIagDfJ#)SrV@_EMw~Z+iq&FPbCCXG5_E zlDhsaqMcTZ*#-A@Wg6$BO6US8+&ssc5A5lpVZ6zS;IYqfItgWmiXLeO;z|wvWoUsuLW4R~KkYdxucdMY2}q?V6cmxA-T;uReX#`QUa~Rt$wU z+rrE4nCRYJb+=u0d4m}xI?X9w7GOQs*K-PT`_{?h#L+6zH3d4ZTyDu#xBZo~a@#VS z(D>0E`Eh_Xs$q+mo!59gESpI^+(8Upn`b#tG6nqS0e%N%C&d}MIY=(-Lz_0`na(ED z#Zs3AF0~^8nXkA0l9ioZpI|^4_`aN%PMO1REA)Xz=spHEmW&x6FbRMORjc!R-7yduN)8(J_yfv*GD7 zP>ba+yQL8>@Fhx~U8#DMz|ja85ZZFCu7Vo$h@p9ddMOSW@#X(O%yU9#k;smGh&R=& zjLtCD2I=)$Ug^frP0$BHMb`T`e05`Mp`5g7fwRKW=1-FY_bQatg4&c5Gc(OohmJIs&GA%E(porG42$hfp4WwH(1q+4;e)#;-P09(82>D6mRuk?nmv1Av? z?AWo&_S>xthtublh5RL>xGDY1de9CS7I<>Db90Ahv@27-okgQjFzOxkn<6`?f+oks z%kMN|Yq8U0B;?d>ZcYL6iOXo;t=Pl*_Uc+W(q#IE|2ch!K8g$Oc6~fcXykq)+do8rjWIIy-;&?>HJ8)$_aSMtf?SF8hCxsL7T^EWg#YUh{F9lx zRnw4t`UmGu{6$K`9n=bFmvzqt%`jkwapc8+$+~+gWhj;uA8=YRa`2q(W<{Ey{k{~! zR(nrYOB*A+t-mV+SyTZ~F^;+in!9VP_hUJ4a+9f{rMnZ%R`-)ZqQy7I(~7lhf$?U8 zDfd)e#@c1huhH9IavmoY!BJCS`sS>xk}7YTyG^i%Y#On)l-;Yav@IXR{k}wc*MI`HQ4daZG8DpMsy9xe6~eMo)Hw;$4;(mH;mwxyV&U5NaLQ%~ z5jEikNAF`|k&CKmSwYtOt)!4(7%0qVq3Fxem}XC26odSpE69ZMqx$-lGHO)TCrTV_D%r`+lZbR~3AcMXH*Yh1@ zHv0u*X~VOqaV$Eb+HvL{#^Ktgvx?)48cEzyMdg-;r#n+gBX@;4F&&>n#rsO+Xzxj)~AR8R3T<1Pu zY2uCS*u4=pxvoOs^ZZa^LBS)-AWdC;!cz6hr{sOyx&PBze`|Av;ssSNftOWQ?QRYB zCaXA__|${giTyfOvFX9=aJGv2!(OKRQBO4u%hNPdoFt>OL8z-|4hJsg$QU$Tea$b}z~ zEGyT$gW!@y7R^TepxpGSQVzyswucEytM6jXq%rMM0v2WAH{#Nb?y~A_4By;#GMNim zr~Ed6bX;%I{Im=d1`g2jfc^()`rk+nh6nq~diQfmzQlJQgg@J%ap1UP#LxL?(6UpJ zMrKHI3`89_lDOw(G&cC5$SI#>1>dISh=|}1NT21_A3lLap%^l`-Y(v#M9HMVQ!h89 zejS)~phw$YyJI%-m1#6>i<7fwrI}Ql$|`D+UH0y6TEoxI03|9RM31`O6Ig6ZTl@A(4_tP%*i^vBT1v2E91?#%ff~ zahE96mRo7H;UT0cd8R}&L}7Dx9>Taa68pRMa<#F4x)o?%m@~^pUBbU}-&@#bb6osk zYVb<6L-C=zhMK|`U!Dd6!e&BLbQl71HtImFBV}hZ&byYdXT>FFO9C$!lff7x=i=EJ z0NKRU^utDIXhr?!#-C8l;=G8uLTnxarrbo6EdW zlG*HxPU#=rai4D8*nUw-COZ<<#r34L)oMg7Rp`@4- zU>&H`F zg{Q1E6v2!`axs*75KsXN^*2wXX1>r+hujiUN^HSuR+OMpfd3!B^)bH(3BJNi|*l~}1 z>|q;KP%;G6c1#(L2%M+vMAb^?P3DzWw-YoWuDtC^PDu+&zkC#mn~a29#HuE$D7-}oQcdiK}-&2sc%g{_a;0!(I*b)-K-qREsgw=iq0Fx!+O>A$6D+zO}|Ia zXY2b~xeuQ3>{~nV0C3VVen(Vq;#eO0JJY@?s2&zsB`#rBlt6!TY;QNZz z2oXik2X%gn;dYg*2P4?!R?Q(2s^_JN3_2_(-M_yLs6qz!8n@?uy;*+?sgQjA72F_` zU8rvM{;T&mtv72MONLuqRz5$Sv+eKj1_Qr_bL;xtQKI(RWF9)Z`~)#_Y??rSLj3yl zx~SqcH4lzE@YOS1zsH1Tz3z`N)XcZy+rygfA=Z40=4T=p`IfZWc$M1GCTOi0(SHQ}Bb&3sHf>q?Q=qG0`jmsIG;~vz8841!wgT8`KB-+&e!2~ zc4ZHe9n7zMRl13C&kz89Jd22l8cPnJ)KGW^$%j2f63%%Ipun# z$b90j6pJ&M!d5`cm3kha&xtNq7~SK5WQ4o1-}g4v6+jsq?B&Evrv=KbVVn78%lQo% zv4TpKwaT*gWNK{Wwx!p?s-48l>+m+dGxO^dDs&-*Ap+t}IrH=l)q^0}fOio|5(953 zKCmf(aBkwPo->e?z#EiQf3_su&GpQZ#q!2M{clvP3 zjT!u5Ye%KaoZ78ndyJ%30i?A~OZOc@S$lH!fLN=&7j&3mw%4jpY#vYdd5^xoH8_g) z4bnE*ewLb_wC5I)SUavp^_FE($~~zebCOAV*_1S>=Go8j#KS3xnBl4h+bt$R58)`3 z0iCl|OH<)@l_ARoK;wJgwU-rit#ys@bEYCZ_#ox%4WYg*E<4~<2zKz2VGOEPX6mIk zeGSfWsmR@44uL=?IrXu;I!^r6_XFR&>oh>?SwIujnCK zpEJO{97n7@3~9+1KUI@P>(&t18csr7OU)&992ozSo%Vg}q+q$=WTl_Vk)m3V1($t6 zPSwHEp~LBa0y=e=gimObiF)GNekOZz(8{fGpgshW@L+WGjovFDkV=^=f}Z3Aum#(% zU%65yX72YA_o@k*F4^Gs3Y-qru4w7?YP=r!<6!}LwAa2hhxpkLm6x7nEW_8pXI>n7 zq87E&^&OGgrWuN3SXT0G!wYo>{^>_oZp>8OXf&LjGBqtcH3jyXvo!q)nBX(p^tqVh zE)%71Ja4#VG?rGaX|EyOv`LjH4v*kHRH1$0DkCaEQzgYl@ghpnofk z*mEmU&;WA|lOUe8GgXa3h$HmSpeo>XkmPc+9JYy`nea#6+5ZAA08|BPqCLu*Le|t2 z?mp{GUNsAR?vnnj$&1((fZcMuW%x>Y{_AQ{^ng{?F4&gcj`ceQ5XgmY)c?&)h(<1{ z7jFah%Bm_->yP)lWtw)SC>D;4W}NEfh3D4$sHN|x^SpFA0NGLC&XYa-E{)ganaK`y zj+?ONW+&ri3Uq^lRvjO4M-p2QLBaJh!(*h&kJSr{K(pwky9_!XbN{7?C2`MmI*V7h zJV}6PxnB+_ABF;HM9!|^2I0J76k~D#;$Jcv80kQGc957n=V+1eo9D^SE|S7_vUBW0 zYN0uYiX1QYUS9k8pYx^YIo^^cLPsAF()BK%^gsQ1j<~FM$)26gKG0V3S=%O!SgoO1 z3WC25Iy9_SXGjn1vLxKul_V69S~VWW<2W({MI*({c88eIaPepP^jGzmD zN?-hibRhpEe|B5$X_bPMEu3;-a(80qJ?IDZwea{a@%8>PCzonxIYJ@-Yn%A*y8kan z=WDqq1-#jB*Zb*CA3Zg8Z&22s_5GmoJ-5~T7Xu|TDgy(f&_v1Oah1<{oj9|f9UFCv zRxoq&`zj6olHsPq}=-*f1J!PD-4Rg33myq2OJK@(q#D!08ou_88?dDEr6YD z51QoV=yck$is-c-1VgvuatB@IJ1BE+0md^#_Lr)nV#k{qa=~Ki@tfZS0fQOKR=A0u za*#`g@5eW8GGjkBU^a{`9jl8fixO;p==Du;{hMOZ>{wwYpVsm?;0ccHVWIf-h(<-G za+FCDJZ}CIiW*Y&j*xz_RUsva2@qC>)x|h3La*QXKw3EhEXj)^4<6~A?&y=3wJQEM z7j+>oppaQAmK3VD_qs0CLy6NU<`??dL$(=I5iqiJ7T9@)Ib1@i-@!O^Bqr;>pn92@ z1~k<}#Dw$IpOE$JC8-YJluWq|q}xWQ0<+1}OFOUQ*ME~8@Y^9{%JLkJx<=)W$S(}C zQS77a)KLBCkZgY;!|5Nv>n;GO1d2&P+vBB^%Y~rNsgg0bNme2zx)SXSs#jUwa8@Fv zT+3VZ#_j%+86LvAD1S*EQtVk4kH2?;w`*>E?W{(_O+*)xYSk%a!%OUOv9t8~e0OB6 z?nhG3<<7IZOT=q(B&p~-ChI?u(@z5q-g`V{hBnhLg|*y&=uB?DKv2hN&n#F28zda? zM>Cz-$&6=b+2xCsv4N8pbPrIn`9(V!L0iObCl9D+8j;+k;rYVLt1+oRy4S9tljh%f z=|MXqDiu{a1q6lfhMtyzQW=h?dqoSn8_GPLk?HcuSO=XW;n0JyO%0*>##f zJ84=}-Jx0% zR#Sm$jn#9Si3K4f_jb=S!y-q|r$2fzs6T1b5P0HO*L;5Oi%nY0(t9U&y;|)z1EON% z8U%sr)v<|Ez{zfb!j2Q;J=q<7y<=*h6W3vZwx!ivZ;*>7^dkzWED##lzv!-L`OHKv zZOP1mW!b3Tyg+YUx3MW6Aid2szzX4v3Q^#X)flHwHjOU+eVR0jUh%wJSU9X(EW>0B zeAd5ABrTLUNtA`>Kz=Zih}u#EBQJbC;P-PN63>S{CH z>zc=Rl)sXizjg}T)Ftf$HL)~OULUtle#yJwGd5r=F z`5!2ZWC~TRcrefq9yZO?JduikPgw;}mt-%Dj~yP~#wT$KrST^aitA$`a8t+}db_aJ zVz<$tUB^71vc~>v0AqG&u%-6A!d7*PWtZIpzrx07l5!6>S)JTI@(q83qMh6iPQr0T zRI$Qh|3tdt(lt!V-Ve(&pl0OXAudH|0qy(xDpGiveKd&2uF5G-k>i4i+Z*U-ECU#9r72`m`@R@gdi}jNReFJW&*| zgcA51llvI4CDnIAw+17O0wyi1P6MaKhj!t9EG3l(??&EbY zufA_!727A)f8cW-8s0GFc`3D05r$#eJog=wlhMO9sjvSt>*0Tq;cj7f=$nXo9TuAg z?tR#M=xf4Odw9pjM~I%I`3un^Vtai$dnhVNnI&I>pvA_=HDrdRp_jah&x&XwXmfC1 za5`$R3dS8;3Qx#_Oj+GvaITrfsZ zU7@M=IxC@R31_M$u}wP$9q%k!F89R%p5MUx>FMdk!hyq@oMILu^0|w&-!fsg!#hP7 z(|36>C)C}bRwVJZ1;7=iG=ZQ}{<`|)H$WWUA{BY(HvR~FPDsnls-j`U&dNM_;@qlQ;OOO6X^k%p9bz0cJcY3@AQ^IPXlAnGRU8{#jlfZailWjKjhN?HFG7C zIHupg%pB?AM4gsa#-|JbZ=XutSeybXj?DNz|wTm#i3Q4&GRVEqPC*& zrIsLQ`Nuw!WI{DgO{b`^)oioAOTuLSyxYWDY=%c#6h#qy_US14mtAu2pabJ3?QZN? z%D&@#!X4L-v@c3LUIW0^Yg+FWhSo4Ev;CWZ6?cbmBTQu-cJ|_OC5M#srpkPn#v3{y zdPC=nnU}MWU&w(&>e%?$y|eEgRTT`GU!B}k5R#wv zM|9nh=#1^qGZ!zdX7MQHYM)NCpj_VE(D*r>;yzwHf)8B|WV$}>P^s!Lp7a_-Oe)aQ z&>ynR`cpg@!>&!4%U(WRPYq^<-UbqSj?6Cw_GX8Grbza5qnNDYm0p~;VuSCYXmQ&e zng}s;#`7K6mjegBW~#~|Inr{kp2Qv3!#MnM)Oq-wz-y#g0$oY%6TBv-nuDk$1Z273 z``JqS@AO=b9%{l^GsYJANBoJcd4JF-2jDUW>nN3A)ya-`-Z#T`&KbA*HKn`f+FOU3 zU>`GEGF|@U)ROxZ^ZRb{9Y5JpP~1@M5!X0+(Hb!g6fUcPi+1yQ7D zkAm8)EBq7dp&p`XK7ok>8Rl|RtE`ANbNmo#T!p1`bQhuW_p*qus+(`4gKymaDyftY zZAHoOIlLR&5|%!zOil=rK77RIT2nt5H!fl7f&8PpeQ7ZTNn^O;|4UeiBV@C`v#KyB zeM81F;KV~Nf1BtuS>^12DEQR+V2MuZVzF5;Ohl>7rp#<9On33I2@X>-+igPF*k~}$wbCcn@7e9X!6@#YS05DmUyd$Wv_5Wkk0qF# zGgitY2xTaX6P~|h$Jt}Z^sZ>wh_rajD405&jYAM-B`)cdp@wF6QRMmM9XtuDYm2i* zLm+jm-u2M${ThA1;)w3x041s8vmvdAm?VY0LdZ~#LkzK4D493wv*8=WQ$=h@K05Ks zfVU$u{xB(Mwr%x|Ni=1OK~xJ5YY@!R$^t1{siCK}u%YGl%7`UgZDZ?EiHi&G%CA7G zu#-}eWQIn4Gj{UB=-gDov}iriv{M3QI03J0_IR<*gR6PLUF;7$yJ0q$E!=7!pawv>2cy}=q`Iqcm zWAkNs$xuP#7BUU@MC317s$#Ba4_DCYwXSuOAaUhwtbAWxBZ-ehS3Eh0@iHz7+rSRo zz<+GoXl$H1<91@s(l|{`oxCF3n&geiR_;N6I$LnM9B9#a8qR<>Ngi#_JtCMOWnY^q zu4*gpYHYs#IMT_9+sF?(AZ?lwojDHM+`ax4#93>(`GwnxI=@^&jy(U!1bx3pF|seO z+?KH2y2-(eZAx?g74xB2_}Pnnc@1{u@Odc98eQ{qP<24<_{XxbajnbI_k{s^!@a+5 z3=hZ)tz%K8e^l;AC4U4h^}9%ZvRLh2Os4jE@g`tLF{Iz;&{!laaS@KvVFFehUySKO zt`~hitGU0b!4?kikBmsJA8H#t?|VuVFL}IW9+fhAX>6kKteJ+x+v2rW8%tB!<~4kiaTuz1RrFYhxzI zVXY)5e{U>QBMYDWn~5|KstN7}Rpn*9I8}JfJ5wpK(=|&7Xv6zt?XAPo+N?*_bYupr1G`?NL0i7Lg0r-3%Gpl&$F(O$^ z?C0fh8w0_ zzXW>l$t!@~qMN@INi22~PD`ryA8kJR)+kE4vUydoLy9F{+%)A(Lr)_UvhIl%YkOGd zYT2}@Gc`jeFxCx&9?fWFRaMPSZj|Qy#IyW?_%ey317-Jd+W@hKcr9>Uys=P_p}s*w z&C1cYaKfVO;fZ5xgPota%C?yXh}(lMiE=dw!*bYtuAq$HJIe~~p=pY3>b&kp)+D6* zHnS5_35yK^U5KP&H`rK{j@+kb7Y$0HKy)zs8AG(OeC4 zyC|?W|IPAqbc%$jpQNg;9!CZEZXD>_&ek>AaAWu-BsAyP?f`D=Ppb*B6ntl8(p@i} zLt1l5W@({XwkuS*0Ma6DD8~A%8X1W-mu(I=EH}s2ztq+GAAB-N*aGIQ!2NWp3@CrO z);eYArwohDa5v;~Dt5@VbfRh4%Sc)hw8{oGEz~C7vd>@)@Jxrjuk1%ep@Cy~c8pwy zOCE_${0A{0bqBX(=Axb5k#LDEEvpgcYy*sdGgL6Ypzh607=j2Ef>YjDP7Y%obP>~FlFyGV-k1s=$-JN1q!r~CQjPR6Cp}k}06kDOr zbUI7D*)N**cS^dPg&X!PGCvIouRQ$mEp1+bja-rYT0CqF#2?X31uYs?Rl9EXt~#m6 zh!w*4w0mM6zcO{qHsSFvB-DQ@h5yYs{!zzMB< zD9}BMgGc#2QdR@qDf#Qd0?UqAHMfBHZqE2x!1sZQG*~y13t1p!XKX*%FgB*EQGHyL z4o7y+wxZK+@I~kNrkW_R0T;`!mt!jt6ZhK!qy=HV4EN_LU$46kKk^BBd~_tl{z-Lw zZ^Ed_n70t!5Sikz>I6)IOAYTU_Xp!~Zw)qh9`|-fONy|?U;NlP=P_}3-D<#bTY@zH z0^8Kgv%S;Ux|nYzDL1uj;dQH*PkQlEnoIrM5^r3;lNps)uc=D}%4N`u}6ygqSu&9^9 z619l*H=fPdb*(%(H>bS^hHI|5E3mA@^M@>D50z4OdCe;hID0Xi`?RCefZ!7iW*L?M zk5{aFOczU%O&Purd?_Mj4db{PUG3HJ(hKP~7G;@cd{%M4y>5YHxA-w$eQEyCAdPJq zJwc6a{Qn4h%cwRRZCe;hDJ@#up)F8aw75el#U;3Fae`|J)LY>0w?wHgZ3{8 z4liO++@EP2F1y$+D&6?;-rhT=9R+x5bHnU*el2Cwc7g+sVUgQ?hlB;&UPq2KQ!24{n(0=Y zN&jGQmJvPxm7uFfRx0IC#AQiOdU0S7r)|?@$ExBfp&wWZKQP}koF%H?H~%r3u2CD^0kzU^Z7D6TWV1s$nS})kNhy|EY{ zgvSvh-Db_{vc%FOw(L+#z3*h}G4)FN?&L%t#6s;y&U7>sSX_}-Jd5)%uFu3 zFT<+DKjaAxQ5NM(QsIj&TvG3?6A|-KRCu@&`;cnCmu##?mne}!0Uhdw8__L+4dI-= z6RHQfr2ZBKr4y&5|JnbgzcGA;eW9=W4@OE-6FA8KK59D8g`nW~O^@=y%n*1pOkQXy zF?qReU=5ORC9giWnt;h{%bD_?5pO;~jxV-bw$_i5QG%_O``-nYAVab|W!4YdsIvZeMz+$EUg z1;BAsyT%Rt3QNC#vw%PQ#dBXdaCTK!HqqWak_@)n^Ae!*yzeC}%F9q_KjHL#&d5r7 ztTSq8Cb*#3dEV?(#6gi#-!$yi0e#1Ca?kLE?kH{`%z07vAXKIhG6wR{+6NWIvZtHZ zPAbxx+_Ux%j7c)FIl&$)$h)OaWP>7wubWsNa~sw>KbOEd))LXz5YlT7_+#P}J6GNK zZP>K)Wq_=Vjv}qNA~VVNHTcx(YK?!Jq4nTTdUjQVb3d>0HP`PkuP=CDr55{3-+Q_4 z+Dr{6frQLnWchm%q%LFAb9DGYCdP~!LMQcaun4b(IU`b?uei1QDbGz-%1k_Rdzj&S zJH56);pfJd_Pj({FD|s$J##gJqjsJvdUSd*)^nz|e8vqR4Kv>BC{SoIPy(AeHMM$b z?8OwVvwo?O$fCW3FPZRI1b@9(m~*R_C6H;Bv0&};`2N(Qj5Rl$?IG95x(Lb$oHeOI zJLAf>j~CviBdU2rWBa;euu9sxgszb9bY_C7Ax6 z8b@tuX8$YmB7NXED>0oZ%H}T#{;0!WWr|GLVAg>@*=j0$P{jVmTX*OjFBo?~=@)YZ zZc%~1e2QGOE7;n6+^0f-p1_}i>pM+6kl36u9k0pud0$w9wnsY|Me@&5}{s`Xv5eJKW}%&xELmWNiKJK z2E5F&pU>j~qK}|DP6Rv&bQXEkWdSAmh?IT{zx9Ra%N1R=(s7p6a)vli#Cq~xaefZrV5#lO~gVb}9t5a7gbtW5@s z&#zNvQ37QV%F8AE52$1`mqjZ2V%=xE9y0h}<_z2oFJ&p&vR)z^<0eLjd-}jkuf3$N z)`z{>5eGrpjC>$SN$>`SpId@xtZe?wphoUd3%{yIS#miy2jl$8&Fn+nb-ABY_xS`4 z&k7H+TF+2lfTd8$#ZxiHuK#`}W@YIp5oz}8TuRkqH6JZ#4 zUC<8vu9famLzzx|YgJhz*I|4Whvh1Yj!u-TSPBX6ClIJ9&*NHs4Huy{r%Y5w$TxZ_)lu&hk8G#Mg?7Se&hi7OG`01q4C+GB08qb zE>Z++AV7}4m><>+;Ioe3885Tnzmw1we^{7CC~5&~7J;0XG&A7<7s&7Gp0-}Tz8*!K zlE8iptc)j>2&cy!FD!1)bHbt+@3R+H@hu!7=if%9ccm~IreD~vLyv8vV5_I~6@SPv%avf6gEQN zDI+aa!mgu=wu~1ECl(obxh5r5qKs&wXDcW+LhEPHh3 z7n1q6nA<^_?+@a}VxJ}T(;D6L25Iye_^CpJ=lj{Ru7<^19neVvm7C+clDHFE_HU{R z-<&S1(AonPpXD)43RMlM8>R~*6_f@FMK*bwNx=0dgx@NvGYaUVN!Q&j)D|zPHf)7N zq(HH?g}lbr8$Y|$R-FXlfOpYpi4RXN1oS$fRV zb3Tss5KTxaMQt2EeHhS9cs3_Q!6PT~et#Bk;ik-uIdF{VG$Ovpc*ZaQN2E3bQfu}g ze0Xpd&r!BF)m%1JDnKQEh`!AFvWy;Bh`e)p6lf`&w<^wyAMZJyzH19e0JtF-N{mXY zrgSG;$_u(jeE=cyag5k4`=A#^Fo}=EVZYWRED)`Y1Az63N;CN^VVQg;uH9#%3H3@d z0-0(MF{Zy&p~9N`Mn+(mM9%TW*WDJRWV+n+pi9wDh0dX|?YM*3533-?dc{lCs`Aok zIK7;istTwoKAfcg#P@#u_~=x>d9cQivxck!Zn#$XwV3!!Zjq9|vTO6^l73n%YKHGK z5YbT5PCwH(^&XzCuH9pI!BkNCa-EMU#>V_Qd-Nu&m82{cH>CuCdRwBSrPHoq zeW2fcj!KGWn0ni#E#%6_BuMt+tG@33K1Y7#di8wch+qCZYvK60pKZs@>D)%;mCHXE zd1I>*7&6~@b==189d?1;vgFzNh9!=$WZqgz?Niv~$HZ@^rzjgCiBm!eov?zE{5s8E z16duqW0hsQtzT=yegV?-&rKVxi{~A9JYYoyF<-ZvW~5g5`nYQbn|YNewHG}G>u)5@ zTI4N-&rUynM70vSZCw?~`(H=F4x2pemjsw82^3C(JC9^P5oP>Fp#iU0p%;4# z(v#5RXx)_L3I`}ZQ_7<$cRj7#k&7C5-pB?>$IgYQ=11C!*Pm>o#Uj1JttkwyYc)B#sz5 zsPDZA|3imS1CH&Fs7 zob@5b{f9-|wj2iS%BTZpZWCga?FU?Fsw!u>L^gkg94eej4jPIkUg0M^iB?M=h|)C@ zGB$pj?()LJ#?Q7k>#7k96=P}4!o>|Va29B)cM=ylJ>~XMpT4<}_|7y=AOI=7mFt!* zJm8Nm{PX9hEWYKK5A#i3MuLAoi-lmPlcShkfql(X43`hlfX&WF| z-SB$H%|?~<`2&kHX4&pa-h!3={(fSxgkc#7N=G5ScxCzPP-Y{|h--J!2=n;Hkbp&u z>Z7EUhxz^YvyX=7|7{WqB#kK$^J0rx5hOJ|xzcc*p^a?>r7Jkm!L+pO>3JZ`jwHsr z>%Qjox(b)|_f-G3e%SBhz{I zhpLo4m6?YevJ*i$tdq`QEJ0{cO%!jU6@N=!9AX22Vo0yw4*cdmC9($jV@n_$EVLHI=x3q3uFxrO|q!Q*;5rtM+Fa?`cc@+BcL1~aSjflEo2 zO^r+biwi8W98+-`^IIODDUb%fov|N8;+OD$SW0}fYik?T%G_?W)SPh6sH@6aMy)LH z{@tCis$imoc0jk>y||_!fjEfqB$pAQ-qKzQ8oFUHihrmLbV6rkU`U}UlN)JGnZaf|II2Ptd={8UMtYz9z4dFSN98)5oL-_#- zsq59@cRTHU?IB0igAZ#lt=Bq$ohSD^-{U;Ug=uE#zm9k{J9oB4_vc5|P*y8%173h3NSji7 zJ|J^+v~^X(crOWNFA00w0vv2yH`s5v)N#%hV2H^A1{7zq5MHraKS~nSt$dU4AB`J4 zP!&&_pV%W8TROKfYGvaYpP)7x2*SAcpHhSf0h#7}Dkrs#_AUE?9w^0_L#9f`k}3T_ z$}7;Y=3P2WpW=2u<3y`h9rV$JN^*_$fW+!(cB5{WyyaKPsK(@)CQ9FLqtbn|vHlSv zRl19QuiXYH%**r4S;DgpuTFPPISsknq^WUURZQ*efd9=o{=YAdZ-)Ik%lz zjIRo^H1R2}-MgiXaO#*!is>w7a>bsGV7(Mb_!~>U@#gu`%xNs}bGuE| zZdt)t%_UHPrB%(|gxlqfpb)Xv_(WHS@eb)M242RxJ32dq`H!HsiCBP_z;tld*5|8+ ztn#-2Vt?o8?if1{Mc_9NwdcDZnTEL5pA@+%%otr)t;uV;tNwJkjhHs0J&7$?_`R&j zH_4#Z`YhYDwpoWkIPIJO*r`@<3_i*`BF|kIUU#q0g}w&|9(k~C;(%d&|3-cMFOOKO z-}lfWC^wU8vj%o8IIEhb&7NcI!^>aM`&vpXhriD}El+HMK4V)}j+s~V3jL;tdoJ<8 ze-fDf)kM=1vTz!(eP@(5ucKozcV^O?BBf+SENX8y&^K?o1H$0dtr=b{EiCfn*RB+( zZ{zOwxk)B$-u+mwjw1h%xhhKdVp?)u_Pp5OidCmrXLeN9UyVy zA@ua6*y>GeMA!Jz23WANVpIcxXP%$@14B%#VXNZZi8!QwVs6G$P#HUU;&cotf$f|? zZSZsNvqk5bie=J$%fK%IEYB$?twm?g%1JrbxjA;}(VPoBlUfI(LU4Y`pFHT-!m=x? zD2CrYK0@QO^pETy@Jyi#McptbGxztyE93ESteu%U$zm6s=|~83RpTHVfrh_*lTfV~ zVM;o>1wh~ug#5X+O;u5QV|%jPhylL zctu(U;MKPoU7MgdZ)ZPC;JN(BP7N$9DaIUS#;$A!dg$}ID^2N>&WqOOwPc=}yufyu+sPP!4*Q75gD(JnZwCTf>nP)tkq_gKeIO`1pV6|SRr46H5I)FFH%4|K` z9+wYj<=M=8k6Bl1qAkZDA>V){y(QCc4f0soW@fILo3@z=FUL!yyx}tfI`LHzo$rY| zslyBlNhITz(+JM(dq5YDevxd+93@`UqhZR7&<7aJ1)g9)&|YK>hTc1Cj9skJ!xCKNtX(H}cHxACzf3XV>D;87L+plMW8qL(nUe zOtkjKT7Z)+CXxXfJa^gRGJNerm)2%Xs+#Rp5U9!p!tMoN%bI-FPKr|$KWnb+CUfHQ zTUNvRNUzA+?-b=KTc#H|WgN4VFz7Yujh){_}8sn=L7s;YB;Nr-~?X!<@a=pznSqeHl7U`e zk9Ngbc5PS0XS7+uH~+z)`@`w}e^k6!n>E4|bx)qR;|zNh+1VX>YF{omF{2~Q;{~6; z3g)46lN-a*?}>U=gMoqd2h)4{dy^Q7%Rl=>y+ozALwnCYCkQ0ZCI2UCl2G^R+8{sa++4mHD(FI*w=6 z3s}!=`4@EB45@rhIPp#Rx>oeCedIusUqPAw943`WEgX7~^su~R7N-4}yZru8?y6Jr zzz{9T50Hy!hDF)8dpw4|x4ZxN(NRpwi*hM{T&S8m@**swcFN=Q^z3WWc%$&?h#zP7 zXYn_S!#knTxfR^;N8SOG$V8F*Z59J@0WbNwNNW)h2deiQF(5+Xf;MvmTaQRoN<(z zsWrWFa%UCf-4V}^ikt9C?A62JAG5N~{bCr1GvuE_VPx&dKZY0D;9$2zD}y&HV}j_r zWT)%oYzd->$W<`eryWEKC=bQTi(My!gS1MM85J(}Mu|4nz|$!Sg)>gzv}nsb-{?}8 zL|^|FdK{$2NbdKt(8UK)TPSMJM3&PV|s-WksIOmRNKz$(qj;)iGT-f-;Py;3skbPQ-P@NrkKdwxn5^DXZp2f1^(F^Q~bqek}A_+l6WJ#bk8 z+_%#^Y~@04NN*ZAM+^)U;&zggcdqm5!9`N#aKt2A zReKLG74FL=I%YD!)rp&OxOc}VCuXXa&6KmzkD>nVACh7uKjRN<9cS;heg=$MpZ)Cp zc}+~|o0k(G@;fASXvA*RdeN3+JSD>_G%`_IygKh`^e9JmM32Kf?GIgWdRg+}tv1FqRjTB<^(|&{srMu;!o{aHCN9r*Lxq_V)y2Y`==zxQ zt!X7IIs9%iu7YyOMRp0rwp8Y0c65|2N}@;U5CWB+XWOqBr;;g-&DibhY{yP`C3PPd z3TAtrndtGb9x*33??;}TeO{Km*}UYZ5wi^vDI4AN!r#U;{Y*zY$3|T~=}sw$ z8L;nN7R{7IpH5-#>$HsM1tD%fi;A|ug{6P$^_r#@k$A6d_1En?<$D>>v_$^g2C$xm zv+pi=R)8y)Qjzv47q{QiKo4O-SH(}yvaDbnZ8K!L24C-y6Kird296%%Ek-GmT){zg z2Dq$5ErXKgiV3sGOjW}okN=w6$#{61Av8XND>(tje!vyD?h9Y+jb8tz5b+7%@7>ov z&}CXqNvG^sV+ds`2!kDw3lP`2!wy`yWlm8+*zHvdZlMvh9+mf;Vo__5dB3 za;mlKHdYcPo*&ob8ZAI^1Bbip>J!wit5tlg6?+ROUGh8wuyBqf{j$nuP>r))c3Fwv ziXSt`WG&~(@cGHa**8z5T4_(+Mj?m0^!oq5JPxUEq6T-|xAjtP@fqXvSHZ$d23#+jG- z=S{F^{G!(>vfypp$96_{)PI%T=oB?|KOWy@f8V*%g*hS{1X7q=eNFbe?mo-DoA}QY z>VJSTw)*5KrIdYnG@RPv*>FuNUMv^y{jl51+w;TtQ=bZDQ)pQB*9Jc|0c-WlnA=3# zU8lup+qo0xEGe!1`w@nSnLlWbn3L6~W_!)yp{3EjtYU_LUQFHC^7wW0@JAp4E&cdW z%!kWBt<=}$tOOFSu5hc5zGYUIMs6&HMUo|m3_phj9m+`N6}jB7mgh~13}#F>)W$e` z89TxmRtbto-OfUZw8oJKJ(~d% z?WQoTXw`t;Hnw9kNER~10uMZPHhH$oRQTjI@K}E>j`xjSW~<9de?$lP{NMa1l9Dq0 zcIgF8hK#nQ2aQ0yA5nZ(S`&!gb$|#}AJ84=H&TIKcVFVO_E<}yp14$*2^h!c5bSyuHqB$Z!gxF1#ysw*92WXbAzOcOKOX#gMnOuP_}YXsQ8TNx$5${gkY;ho~>$$jqZ zx{{?>LN*z1RKjL?g0&I+sc*Aa{#)SKO$n)iyg&eHv1Ri4n7DiW(C(>to20>oAz|J` zrAf&fm|<~VXe~5|{0~v>dcbV|MH}n3JoGGL3TUE}>`)P5*4&t2(s%LINFDa4NFyRj z@5^0_Q_H2j#xpvFZTI_+S1C3t+BBFy>sNh=gBvDcFJ)7d!|I!#OFU;!QEIT~TdPj% ztaJ(LmM%_f`AjYHNxwZQSboXoB~KegY`e3ew^AghmbDLm%>?nrXCgPGB%2s)ltb&6 z0lUA-4i`OOIX}`-V2Yxz1e>nnCp>SSFT-<0Y$G>Pcf!F~ZW#SpK~3MqriyY{PtV6 z*Tzk3&ZA@K&nD6LgOEbzz(o4-A<0nv*>QMX7uyjxW96w(@-AW^MeisLu4%Rh%p812 zePJLC_~g3%>|%dT_NDP-BtMU+im1I2seCc(O&DOY^jYLsjZevEulVWf*n^MAPjf*) zS{F-hi5}OwPg}oSFy^TM}dNy_@2uohos zcM%`f^4Rq6$0rf`JAjmo6Iez*K#O^>5RC4~s=dVEs)&Fv^=Ns9&jQ_B>}haA-{ppZ z0jUQNc)PZ_OJo>(_&@G2buNdp~X%@QZ@=|kf zr`H55U3R2Om5`dH_@a7M^=;fqr4>g?l zb!e(81d_50eD(4pkV%}D_~IVI{Os(s8u$dzEd6;I=b{|`o~%an6i zGUQaf#+*M08v;Lx)jBni^&L+ZaFTv6ML5cf-4ZX>f2-=#`Sj)zzUtx3wJE0e_59rR zfn-9gd+scLZnPK4$gzVdHw{Wrrkgxn{puoo-p=@-+YPmInxuH||D0wH@AtI$W}^r- zGLYJEDL3pr)!tiSNmD3uX+v^!m8W*5Fk%&wOnSNJT$n)0gt2|iCHAZUT1(2vbkZ6&%}iPhEA$sc~_@AfHA6qn;rYC+AF2*iHbX>% zAOGQmkudXu@U~;H64)=)vVKI7&)C6gv@aa%syHMNC8gzPv%b_G7l5O}8=V zzXHVXjoXV88n!^z@a*>RO&Na`*g^lA3};hkae17a@WpbhVT%6u8CH0c3*Rj|X9VLk z*!9KvXu?^A+gH%#A0WYgor@rNakv&CpjH^rfIvHIp&KxDN*t;$0%Sy;%Q7kn{QP|% zM;oSLEm3cUQ7ndf)OjtiZ%-VuBq}2B&W;+24+AR?F z-YH7-8qu%ctsU^2+f$r&&xkCHlqF`zAKuh;5M$w4?0XYWS@2Jce}&`}ypeD8%qf%7nS?C8Nc2R-VPo4WwL& z{Q^UOA#1i5pUKUhk-_Do8rQ$LSRjg6S*e8SaiN|}`}7{Pdo)(Tv&LrZ4QEP<9?OcT z9Vx6E_V^jE=QDY`lML=xXo>&gxvgR`P!GXHL1V;qM7gxs=p!Vzm;Ni)id^qftA;PN zy|57Y#r)hQ8({p1rvn*Fg58d=1(h;N5RlT`LIfoNeow<}SzF|nl39(MxJ#cX{_^#) zNsKDxoG`3i0`gzvBu#e2eOnuxLU9tZwuql>E3KD%WUgAi~=k$n{QL68vytILa;muKQPJ{lLJuODeFNP65qpoG*B(XecZSYio&=aY}XczGno*`mp)n zg=Hh|skSQLlktkx12zL21912`Fyn1r83lr4i` zByTv11}Cr!e4YncNJyA9_H~Y!KfU03BnpIV?bfJLes#)KDE{8XiTT5y%+JreSW;kK zrLi%y``sj@8kjnpYG0F?3-4^2XJ;*}_&yi^efagpS%dqnwbPSPak}#4_`c^)6{c5( z8O4J}YJ_wLm8NGj6x_xih(3|Q;gmE^8rC1wFtdJdGESiTzkZ+JlclrylemWT`1D$+ zdiiORCEGR_NuGPYcVNl4VX|;gWKlKsU37&53u5Avoa5w!+pmi*p}Pb2^e<0^HK(ZI z4T}hSFTBaEDD%4jDv6~8l6SMcUS`D8qWKolQo#qjF*%*t@q^ShVhZU(os|qRGF=*2 z|6n``zj4##e#M|96hVoOv$Y_68Z@c?4+a;TR&bbNOP^u72EXEQX?2+3Jtey#j%#CS zt~hA*g=zkoz6k8*;?O|tLi z&5o7kB#S-3&+$xV$OQNsKQXuuwLxsdd(f1qlkCthiWF zhH_Y?*@>586|>k}M0fak35~5imFT1w51!_qYN=)GbAbzI%!agS+d$S4U~3g#)n_Q4X%Z~2 z&KRxvfnW!Oql9>Xo-4feAF4 z$Gz??Xf_{C?HIMcvd-%o$R;}GEmCfjC}Rut5wk3FMB~fO=h1<{S~wn4vA}SyQg3te zvz)~x+UI@u06@Ey;G-WW5*_UAh{}q9zFH$&yN6JTP}ASq=3KB@5Byopc~;lhILrs} zkz`9I)c|JuG^TxUxU7*Y)3C{K@e&*7NHy-R)5N%TFPRINvPqcGF(hOq54;wPlkmqA7C&z(rT9}-P_)L| z_8zIZ*67K09(uX=wSq7U;gulj@H_o--P7`_hseyY=&b#$1HQYRXF9SIR$8fMJT2yj zP7g9uteMyIXq5woH5rdeR%yR&ED zuNK6VWB(22|MO0asqJks(%>ikHKOb!<8scCMroFYsm(qm`E0du2;F1IzFOuErDIQB ztSeuKYkCa7O4qQz)AvgoSlL(hNE;CKV)~7Byd@dn1o}6SdeY!0<79Kx9*CTH)`wCS zW2YME53N-x}KRaA|Wme&Rq-;7=DC1f+Hsw*@RItp9@2&7J0+u#%P;bVV9ktc; z*~;VGWL=J*&iWuf{&4@^CUkMlVcSKV-$`N|6+cout}9dihe!59cVf)fPKV_xm6<7riu3?9o3?LJddZoJXa1?~65)Vq2*e0VR*ya?T(vF_KC@Cg!o#=a>HP?!opkT^ zgBvWW02%>l^b6_Oe~6}W7U2Y<8ysJJsZ)IEID_*mPLS>;oS%#-#rHl`Rb z#oupjgyfUsLb$4``H$iH)7pq(;xJvYA`iL`($~bvI#*({0Qh{apK`{|xN=$%L@JwD z0#hn~x%cD@@4)U;7K!b9IaKM6D0!AOW%bc#7xpDpZFhyIJDZR)THXEwiu;#t0IEGC z4d#ObQ3K)^^?G$33SL&+Lh9`GGdjJ>sH@;jD7x?{F zhv%hs>8GMa&S2f_2c_V!p=S34zruP`K@ zDXr**O|0A`4Eoo@6FSH(0~oiRp29~+%;0^n?R|OeQ4+8mMPn^)C|q-Wx152_gw8K& z2TzOvJVi!yoX7iQIfOoi_aBU0lyyaeDOTi32D!2lQY(wi{H9P}qo!`3Nr(T2raUX5 zwp^}fY<-6zQmmTBrgGkW`-C!{5MM0_1J9J!)cU9dkxX zjo2S(VmzYI;XuwLx*E}5WU3k}YDIY@4^4CH7QZgRcWoOrE=6S`{_2^FZ&|^t=@3c| zdEtZOmZd_9cGh;TJ!&6v29_O!9jEpXB@Ph!v}$@hz}lH5y{I{-`vU}qSq-4pAjK@jnN&cRa8@qYWg*|Mmo4A6lNH+N;Nutg6wf)Ok zd#;9Un>BY6#oZ!cc*?~UrTUJ4jYOYeF@Dl`9zep04U z$9W1og4^(BMi$?qsXUNp=2dbFlAVRKp{8qgkOuJ4@BSF};;% z*Dta<Wb3&2h*~hDn(_Z48-5~6qZ87X#IJBjJMt{BVZ}yS9EZ4iv@0T>XFeu+7 z!bl$^CvJN`DveHpjp+G>&Hp+irvn90)iTnOn711=V5*uxwdehL&^Ns3s4t6y#V`}` zZRbpai{Fk*z?8tT_OqUa@|zh6`Sd)sdhgFC=O4F}BttOXq`Y`Wpw+vB;a9`hb$+@J zaoS3r&r_ErP;m!SNwKSMV;%7mqe3 zmk!N~!SyFK9$0{wg(@X1zHyVZ%|8QxMDtheY`P1(F)l>S1lJZ${12r0v2khJtN zYYhfl)~fvZcdIowx2vm+>aKqgUP@rqP4BOVCnhVNGR-+oWeaL#%loaBR~3XkAfe6g z_Kjxs6q!Q^4bvh#%i>64-HDy$U~|#fNPu@X&&gAQ-q)Z*wzvvxO``XxSPpa#q0PT~ z2-7ZqM%w@UUy%(H?IYAb-Q&KaE$i@Yu3$FMHTq~O+Jy?Vb?dxvc|4WV!}uwR=_u$(X#UYTO}6` z<40|`*4y?5Az%e*$98(?2$SQVNMT;U2hP1?pvW>H&cdLqe-Ze0e)h4Z{tO_#*{i73 zYjM^@*z6DHuxxgxG6T%lBRbp0;rCh_D z^b)VFv};Z}@gxVS#&AY+54CFQe)f7SxlbdgUU_CpW4bjdD*rgASjpBFB#_TnA$&-6i5gHd}d{~OideD7;kID+GDPo>E`gYf+bo;SP=-R^nMg`-h;(?sAG0P`V1x+_w#BxzBqyG6`bd+y@)8O*@DD=~W-)$};!9r<5@n{LEFJ5Z{6V`Lgdbh*s)| z(XiRG>B4N~h@_7=6ETNK9w8%4GeA-{xV<1ohqcMlWK*9#=r4d{-pPR8Zu z?^G)n6%pFk~Fr*@c!-M{sMM+~6I-I<#5p`{KB{nrhTzNm96&c3f$+TbT?d_ldckGvQc#+g)T1wr zXE;+iMb8+-h0Xz&VQcLcafCcYa^C4p(Xc=eDc00Zv6T$21IVv+<_pSXnjUov*?O!g zB0I@#K^;D;@rSG2#1-kLSb~oIluw!f`8MeEc~q7@I7lF* zHpt*6SrUdV!{fJEHvthXiBP6O54a@%V0^V*t<4m0O;Mg|01L(WdpBbJB|rwL8+N`T zpqn$|TAZM1{)lYyONtkndn9chlX`O04lGdP1PvGcWk3dXoB6n+r19vUx?L-cz~_>Aj$dRx1-?jgA(r zTv1A4!?nQ@KXP>IS>75E#@b0Jc;R``suu8UMLwzsa;_xG$p6L|_`0%CJ@IbhHzh(z$XgbU6CFp|6rx$043z63V zg*KCvEctOa`}j4A6N;JqjdVr@FC?XU99>;rCnUV#`nw(ce#HMw!@TKfA)eUVUNz%lJW~bxllNB6FX%ra^9V7WZ4TRe5L3jl zM1Wr9%bQkTzxAX0m}Qfuq$3kWdM|QWvQo=54blw{Q{D->=dWUUrqFs)8&0$6cHJL& zp7A1=bEtE`@rbK|M{$pQ{Hu`IPcJD7{wIq68#(ahXr{y)Ts4iP9hNcAfot_^X}rJh zo1NHUjFq1AZEb8oJ~V^J8^DjM5)ILdwF@35DV_fxUvC-KRu``8!bgD?t>M}N#VJ}K zSSiH|DP9t+MT0{KZly(wySuvuNU);8-Q6X)JKxD(XYYNjwf8#b-~5$p{>hkQjQ4r& zn^HpHZQG>b!bzJ?%YipU$R-ROqH_tDC=K-9ON#3BdL0(bZ;2tXvXbj-C~jBVm; ze(sba&$PM!xphHKaP|ibV#f`OJf^%Broxm40?B|UGW?d$tq;QE%41X4IdhN{eM%)< zQ$c@EIKZnf#ZDREr@K*C#f?gEwnh6klTmdt8cXkf5$D@gpS+sC^I%%gR^ay*quYmm z@NyxHP8zEEiaoW*dIecEFCtC3(>uLkSOYYSJ$70Zx<$fBQXp~{KPUVG>5vjpt(<3;V+HV3Qt}#R8Otuo zD+$t+f8G(`_^EBLy2CVX?VmM(6P-47NAa#jS*i8dKlb9&gUXYNeX!hEp5C?*7-{JxWujcK%YQ*n#1RHA6%TTL&6Iv9)J6P2yhkKzKqq48$ zIq_Fo6L!iQeL!^56}eTNx-RUMjj=H9CGk9nW& zt#oJY1I>!oiLB$qs=oh8ylk_P_i0m&y>(1y-HtVuAR9!da+PHw{>2h_=m}GW!$ELX zb+I*(Yw@%oo?~T-O~6aBmz5J*PF2hFC%ksT(&@h#gwmr?PeQSXUTl$9d5-ai4y&*; z!_eA^(~b3hd*t1F-{yu?dA{|AO*#V$^imFJoP;o<7 z(!IT`$iz&5-y&Z$9stNRE=ox1omaaAnzIUHUNd8;8NxypNM}st&MhG(I*$$6CUaCY zRFs}ML$9B=MBDv=rcO4#7+Bh_=arCxfDg#xL(K8NK&f_rPQOtEyJg!r*Lw-oC4wpO zOH%H)i|1M@YE-lhEY`S(&FZn@kZZ!Pd9#pS-F?*Xrv>;bP0sr|+&;PIliYRKiuR?@ zaGKS-G8~)=J=i_@AL)FX^0d|xq%Dfh(sQvemud6n*pMR;&SVpRj~(4EXN zYKdYfeO%k)$qOCre!9=Y79P~&k=Xm1B^~ynb}c_*m*ZsKaF6|q^&PJDt@vKS7{av$!7MIl@;I5|w=c0ndFj)%hjoey z_iRZ0n2zFCaM0P4jX4JOXW#31KO!oT^@Vw~X8?C8aF>p0K|bPTAJUnUg~wSDs%RnQ ziuJH3H^r;bsKtMzG$fA*5RP=0D41T41eA-gn-nCSnm=hs|FZ_~*8R5q(mu<0detL) z$Um1&5}7`DCO2Ly_D6EY3aSY*$tn#itth}RjXiWx)J0z}MoUQB?+!d|a)Jv^PE<~* zEA<+sf9QW5Dr$wvl}n#9R)|#8o)Ng(3c5L+^K4nkZ+Cl-OOf;~9CtKK019NonAFr# z%F_l&tx^TJ`NT&RmVK>~$9Fzn5LWJ_=LxB6Yo!mn-dyHgpneWJ6##!{(adqeYMUAv zW>VB%xS&Y>(--qUJ!&yP+H8Q&gv%s7>8&0vJ8aBD_KA?2ICtJI3PbYwz-aiFuqeJN z3@io{$==7((wKWItNnAXS^Vnnaz(w1^89d!K;*88LkDzvpD5zX{ba@ebu7mHx@w#} z-xWbNXK_9F+>%(#iOBmYgL1vZ{oi{xDH1KKNwwK6jLwiD2*gJ-^FG-{aq-zp(+b}4 z7NYp=tWyRi^#9K|nRKXk8R>$~d6-#Dk(&im?|$PbhugSdfE7m(!)~WWQf?CXNz`b~ zFgC>CDw8RPMum`Sa=!^pm;TC>)f|mDf8YndrS{9m&}fOyh~_N+&tLzFx<#0U#`Su) z>cP3u#s6Zt6bfiBnD?j6^GIOf^k9PNy=B)toyV?%=`?^;7-wK}gI0-X`INhMhV_BX zy5i;gq~U@e;ra3sOQz;_#o#Xu&$mfHi?vGO5TS5{>M#K-Y}66o`u=_ zVJuWw-M;v}wk{SsoV!m`>l4HM3(2aKbG&%9 z<{C82oQpsWx6V?XANfnl6qjkej(XrX#J>I;*TL7gwL0Q;{grG_h0yzGQd6TQnR1;> zd`X4J$l~rST2krjcygj30XR(@W-sE1s3ytuB(*Q4JivoFd&X5JE&#%paVKLGm3#IA{*=Y}-VNms`K(;JEbv#t zbq>JtPm=01fK1qJ*n@i~R2Z^oXa$R$9@*OXb-|HfiNfSk==iaRpblr*E6DqL>Srkf zGw8gC?ZBw}e$x@Hi)8N;W$o_flP*Skrka$kt?>%&my|RW;gFFq(crf@;b6Hd^AAQ>Ggj{&9cgl+t%-(A#6Kn$)b!T~3%nTr@yQoE}^|xJ7)9uG{NQ{ymno zt8gV}pX0Hi4l`nDkW^N3G7XlEy{s1^(>#kcbGjNy8)70BrR&j0mpG~R|N1ns@7R)f zH|%gtR@32NH5*7)2Q8p%In!E)mD5IrB`~sH~hS96aT7V z?uI;asJcBxL@aGazZ_p-M;)uR+$(XVm=~2~1tFy^N{B2(h8W!>ygy!??&MJiyU|4Q zXFn`$v{-mK3@vn6jSGwWY^reme#ChOgUQ9_2+fUM*M?1nWZMFxfjf^|jqS`I?to7L zBrV@&*MSze>3Lm8U|7vZg{fX>(Vni>#C9Xig7Eg1_mOO#y$?`LzaxJ^7EEO-)Y40s zys#m0$Z{YdNrHcTT~wXlLMb^)c~hDPkxQGj{1Tw!!xspU+^&@c*N5>Z zEY+Grgx}2zN+SMxPnugPs)!;E!_cSbW?5Bb+p!Oe=sl~V_3GIYDo)zJx51zl=`&)6 z!i>hXtXmr?36nL-q#?x}@sG+#MZs@SUuLwu?a=2t#6Y3o#c?CS`n7(%eKxoBLp;6%z6JQkx%`!O`FYjCLaraaaKWIL z!G8VSWP9==i+IeWf*a*jJ&$9OpxMv_q>(N8dP>p_>s?ylo7Qeg^A&*SWLUF{HivyX z%1s}pQD{}}X4hCdQCLnEcS^2n6A>%8GW?au0q0K78;h$DE@%9HBH>vHKcI~!^lQXM zEv7fb7FRnlyY;hWU6dMMPS6P(a@G1Gg8Mz|N@)=o)*oJj`LpoAo{mQllSNc?jxe`Q z^@4@+rwA$0fzm`@4uQgK3{ot{JGGm*6`!RG3b!l2tyd)r2HqPkIYWVan zc*$5|Zgm4wIXh)6t)zF|^9PAQr)rax_O$A!m15|KhcYMT7LICY5AW>FdqnW!?_~lV z1sojEC5XqS>0ja)#+tM6%iQL4)KaS|u!}(m1 z`*hMy^Fh!BSR!?*wdk5-t`A5g&{?OcWh5qgQo@=b)>%9W-@uComFVeZ2L6C0cQ^S zGc|Jk6jl7s^#2Op{U`p(e>~zuEbWc=!uCoE4{C)d2>m}ho!5>6Ao)=XrQsj^{-dM) zjK!JIcQ5X%Yu_R`<%ritD;qH~a_!LTM6_cbwH#}rDwRz=mFg`1;DP({6#XGqU)OGN zOJ%&&v`~-Zh3kPG!u#gA+<_HUy)vx4F^tookM(o}^v0gCI$AQ!0br_#sA7<5x1`wU#O}SG@s6nc7o4NbvugOysts}d6~rPR_N5g3hl@B5H!x& za2c?5Tm|%_70|m&hh~tF?a;9=hA!p2X17>Fyc74K#W&E;lJFQIlR zFGYNJVQ>OJn;*3;S*~(n0BPed?5*ZSe-RqOiq=HQ6qLnJ)xz_J=q>3h$AOC9Q1FT# zXS~G+2L}PskPk2Lvf0tlO8Vs(k=!Wq&n}SP8=t)r{z97RAmxv6x!Je36GcS znCtKZvsIi6i%#$j3|vTlyF00quWR(m6qICe(v78Eqq_2R(%8M@!!9ainSL4SypvCe z&YZM^e7)cfUZft&D^iawuJGW_;fde#f5o=y!9c3|X(`kHOe3d%cTkIo-{YKsX8!KL zl%=ahApKUSk;lw?_!t9f&)15}Y#5ifw5~!_7|+IMXbpq)C*oAu?s||HF=HD=@}5x< zQ}B2A|ys$CHSN=~N0>$1U_f?*eoV;6Xd>yts9_MG| z{V$fMH~hOLTZ*`9SjPboCm~X68)CaYi+Vi&F59M^K*8M-s6K0NYORmrJ(`4S3X(_p zYL^MoP4$1>E&2&1J@!m+4!Jk8H`(80MUGrZQhRAB9DbXuw7G~i_~HDSkN@koFpI@q zpmo0W$g~=KFhlYfCyRlM=`&h47{%@^-dIYu3=FxA8QKqZqSCM_oS(|xs*18R(6nN= zwVZ=$sXX}<4o8HB!oXp5`F<5k5lfGzff;hu9|Aw{+lxm>`&qJ*7?^$6F4D@;kmyW7 zfTss`t!K;k(gk28dm+V}%gO?YJmXKZ}bRU!oa;BGzqce3-zBYTI>DXNBsMH4< zkphUX{5r$jt9_J|_EaKG{MK0dCEBl?{Ucusg=ZU1)5sefK0t}2Y` z5Cv{>Lc8MK%2KUNy|y;RAniEn5@M<4|52Y}{_pBjWHRCS4^jrlg9V@W&Buh@XB{@V zwxIr8>J96wM=O}H4FikSq}0muclaZ)iCvH_xs_71bP`Z*kVb?g(C@!$BB zu{HL~$TJ{^*|~h3%M~9iqt^$fFWzz1|MKITSYe2?xY)HO15WXnmdqK}Pv#xt8(h}y z+H?fadr~hmWSyPuZs3H}J^gPW9slpWy(Ecvd+yzpL-Jmua5q3+qV`l?g$8;F>Y3w} ziW~4YDRC+?L6>#_|)GIhlFwnn;;_xQ+H1o+10h4wEowm~>fG(;j&;StEs0 z6*bhmd5sGT}NNA%qAfRcr^(wnPW*ynqF zt1BH(f9=3EV?rCEV#$qvLh@~}@Fn7vve&LY%NRIP$jPUAl$7@>=WeLwk-$#`esnqu zHKsAw=qPLMoZcvGNt)we+kYf-B>7F&+$IlX!|Hs-8FlLzZ9Fi8&_C9AQ}~I{Pr)D5 zHlzp1pq5+}hrNJTM@_gDy*tb2)=B;_39Tk*Uq}f5iIH(K3@>lh5)iUy#Z{QukH=L? z9;kmm7T4(CjeCjS3m1Q`%QP`w@GcKOK$<2kcePG0cPq5AAtq8{+B0P2zyVJOqdEJz zs8lU{rzLS3bv`+I9cq7v>SQy+1f4i*56s7mjq`G#NO5nwzs1+>mc%NXUL+wAPrg(B zi=}>((p&%p6&n?l<{ObckGvFLtQ+FU9_Z8=~OC)<%7k{itR9M3E)7_oM`$4)~A=I*0z(nH(`%aUd+x< z=Ws_CW}lGI46Q8O$ESD|)@wTuTIUD6+t_tOUSZHxpJL2L03c-WaCu!9*CEc!=Wea^ zD;)F5@BNGYWv#YZCkt0;Z(}stRF|_gCUMfk8OzH;#^pU+1X7t=W532F`={0V7KLjRrqwq#C zzW+DbdDD@-2)(J*)s_a}$9Ej$G-dBLi(>`zwdufQ(x(L@xFf;Wq5k?2xAzG~r8z28 zh~6}U*(60p?$2RcFKQz(9EH1~ea)M z<|(a=s$`6)M5SbplsEA7)3}S*K8=*FB>!xK zgzB=N^sw4f5 zMII?nRJNGiZm~}!VqZA43>IEs7dMKwMT_&5ZSB%{`o+U93n*?>koaaHsgcWjNZ|MDgEwLO^2u}OJc*5l z%pFX}MQvBxK3^pb3RaNRIxo3M` zG8j~|p-sWGmU;vD1)QV0KCeyrrPt11J+2QWjNj|KiDiJzVu71is>Q57xP7*k}<@JnO!KlVpORLQm4V5JXX0AU%0|b7?W$Kl_ z%`WWa>u^*6e*wN!qEzLt9v&anY#$$IF;{K2)V!v6%Qe|dwWXKDAZwG8Ys+N5)cVEO zBeM+Is?w(TELk_XJ3_rSc`k?sysFU`NUx1~CkKBfeEHiI|cRf&ET^;C}TPUh`xjGDxg?!n&F;k&Y$&zON!vz>h8)`q)45rv@38P=_HAe~KN`|}iK$)Ip7Su!M#wni zES88BBAVpDQZ?6cpstcec(mU@4)QJmn}XI6C1?}R3g34nu}XG)DiOpP<&NF<-=VeS znv@oZO9Cavk$6xH@Ys-*cx!WuJ1g;L2G^>h(zEsWwR!WW;QFsC!#>K|8XiNNRBX|$V-s9#%~ONPNUSJPU#zw|=S#BZctY7W)X`PX?VSEaa^6Nj~a z9E%UJ{T4te%C=@p%?oha9ku%}+=*gZ795*3nGi3belc-kQ){H7xZm<#AHDbYX~f2G zf5IUK>$R^TS-8FzT;l30lz@@TAgbEGJcO{nb=bV%VZ9qg`_}!R=ez$s>0ZarcbIWD za5)jvRdHCOK7)Eo;&bCMcn zcOM$z;NNC-J9-c~F^8&!1WxMhub(8soGo>6*6yEdm`UD0W0`UbtG z_?K-n@8;b^b8vl)cTmzZJpZZfyTzxV0(ud_(5W$DvUL+IxkC2ImB7Lc`n}PuY?-%Q z9ZU=?=IX7vGEk9mO~YdAD0O%gRM2bhR1^VZdro$+J@l-K@ZLh^_6Zns?j z#N!EKAkkNVm{+3VcocL2>$H=`sW&(N`RLkBlGpxLS`Nyk$wS0}T9COg>AXXt^fwVX z&8su#RF9?xP5~ne@4q0Y=Pe=0a~{8|e#k%9TfyG-_4-r~`@~+m_*tdnb0i|L+#{6D z$23{jthr8|u%#hIYDumn%Lokz4C4v~)IeoI(uDofKYPeR5Hp-%WMhecLHxY{M=|>F zgDV%XM2fD#3SRJ#Q4TA&Rqr3ftmy|6?H@BPt@;U0iuH| zcr11?fnC6;-egnT>NXz2v8LLuY(U~8`l+GQId?Mu$36dEk7B2rq)yt) zzo&Q8hZ$)#n5nK5uK6=%!l!*yu_Ac`T{@#k+6^AxzlYkZZuuA}M*Bp5@L&w3Mzd?q z(_UbdZUf4AV=`4LXl9%IFfFeWJN;K;%oUbW^}>M!na3KE>8@dhQT&QN(&sin8s9r1j#>epxWyV z(Goso9K-N5GOcg(%TpJM$FYSdK375H-RD{&{&B>j*rtPS`CDC4R`iPJ)Fv#Ko+dy% zK8v{OpoGU5t9QRDEwzlsX{j46{Gx<{y6JAPIGNfqo}@pdt^>%(jD@h77&4+$XzvB2 z4dGyGX*LwapW2~|x{_fkLGtMaSynFn&Tl;ULj74&OooTQl#<;JC-yjbY4=fB=B!4w zgaMS?el7fBf%lUsr@aFDu*?T2UCYn=NN;IxN>o$kG1hWvjkKwD^h|9k#j$I8kb5W4 z+KX)bomgPq;EqEbeS?q+^!puXC9$SRw6F1zlVsV32`d_*LIgG{oh-2>bmW}z1#5k! zdzdCo%pq<1&uAt*r+OlAj8^}srC~S4QhO_vs_P>%aZyy(&D0$yCp1*_&06=n3l+Q^ zZ|x_KqOEHQy#|bRU&IWYLPx zH$mtw-la_@ND)_^n}>br5l!897H>Ejsdc}=B!LWTV3(=8mOO5$^Yp{odTyX)hXAXB zU(pU*_-oW<|G6;pKeI&v_svt~5+dIbRBpz|uX~&(zLk-L7EDpT4C-rA%^cIkSzWWR z`k-`jAx5YD=X;iSx=<|c$Hwf9wwu%S&4K^sC;!)r6NGiW%SSE=p$-A;1DbVxW`Ga1 z=i5;~hhii6ags+Q8D3`HkqHSQU&$*CDa_d8C(jBCXb@ihi?z4Ify;J zU?H(i3^!UbNJKZr4tgMY*o;p|O=I(eOKnwOLz*#)vySXew;^(RxBF-O%Ua24tB>mh z-I^naMTZR8(_gwBWRCIOK;V)QZM*Bk+P?WpJ?NEPI`38kg*#hcI>pEJGu=HKy{br@ zknXLqm$nKac^oMMR>dZ+;(uPevG>L=K9uFmv)FRHv!)$FFNLs(tgfV}h?LUuX#hR~ zc;rEld`NgUd2=`=RH28H=?QHZK4JVv9Cz+=an@OdKSE|<@dFHoW)QFUE}a0RR6^my zA7B6^Ka#IH{-R$&LR!OLPVo&y_~7X}XL-DZyf*|gCk2)oyyo~*!gV_$%+VjnzrEzV ze{kFGr-T^hO#2C<2A~-4goyveTD$ApN4Yep4d^o6u!NpU(FI>H`~!$c?uP6|)%ErH zDktM}g)$uo3~;3#)E*-_l05;*+7SfO^DzyO8yKpCspowiS(c6DhqDZ;gZDMpk-K^m zjVU?rUDl6{xnTJ@LG!d1LfAQ1LQ=fL4r>kTC)lc|mJCiPistZ;!d@*kl}@>g1ZKWD z_dMV20R`yYr^+dc>S8mY!)|ZR!@Oq`={ii%@m)4#^}?|Hm%Tr2Zx(@i{xc1bZS}E` zAidG>W@PCBG1D8P4T~MIRi_I&F(q^NaETcc`a-cGhsI3~(t%QtSFwl*R>T1^MH?@F3gRo%C*gVL<7h#x*y!a0Zb3Cu)U|xM6hj7aj-saJR?}w`|A&kCtaa?x zZ7JO1+c3)n7#T|j2-E$9RQ_g@%X7VLFqB1%)S=W0Et#_G{_dK_)PV1Rnb$=wiZ*ca z3@c9CH*s1sJtF;YrP_v}C->x>%DZTNE?l9yw~9=iaf^CqC)b{0>?G;gij4GZbg>~q zoANJ8s|PA-I_?wD_d~Jgf@h5{KaXE=!St)DR0;9$#Bk%GCz9Cu3F=gHbp4aoWva0` zD7qw)AzOh?1SOw!xZGxcj?Q-yDsx$QU2Od#XAN7RC*h;ubVBt!|M=5}$`6 zQdgX?$cof86mD*YJjw#{Q?(S7&*J)txp?boo3%<0W4`efSgcnAr2WgV%4^#CjwaU2 zDP+;&E(=SSvuSP%OvdRzIX_@8%!)N6+|@GQ-dcvQ8I@__%&U0gD|xXH`Om_ONbSbb z&DTh0XClOyW9OLr6;s8E6j^Kr5%^G2#*OVNVOsjH(WvuN{WosmvtI~5Y8%9)ZQ%tbh zKml5!`Tt@`K@VQMZs+|!`x>}95BU`DOGMr*?6yS+Xn=Q<=^Zj&u7Bx>&jQt=ch~JVnZMhRd;IQ*m6*LL*M^K-izY4jpZ0skqDpwlqT@KK7DCt6 ziDr_-Sb{ExC}c-*-iYX1y6FuNt(q`eL~avsCE&C(%fk@8@~YcnbW@fD25PA+<#A1a z<4beat?-eRYQ5PN65*weiQdX^x`BZ8B$%0<_n#crAi4~et0%hOb84I`oFY#XN@bDz z7HH}gEiZq9-qHVAX-ce&utQVmbR(buzF0)p|vnrI?{ZIER-C z?YFD<7u+~2)Lq43OO7uCL8&HJx(`K}$5|6&fNx7AS;c6&RHq-M6Itrn7X%7(pVG`l zos;&OC2S_Un#xgKR&bEbgn4&VB2&4WW{Dypvzao;Tl%BeblIV>a++#Nm1awNd{j48 z#*2=;NGJOqG_{!Vz^@FJ%l1B}Xd5z6Rv||Hn!glv3;vvX={b7 z|10&?%YTxnWY1n_wQGBGrcq9(N>)ZbTS%4(y6VZl$eZ6A zrZ(Dr<(Xs^V+uF!Jp&BMJsLfje3HGDyt?8(g_OK%9K}>yiq&L{C;yfi53}T3ZN&Gu z1m!eCKbh=YVmsdbZ81^QU*n6o(N;?;TL33)P7PnEbuw(U}?_uaA8(zLr`1 zs`%zR8T`mpZ4F;-YA46;BY@jjZ5)$W!MWgi(BDiHFCf%u(smti(fY31m&#Nv{B6k6 zQr*PdlQvompH90#_jOFPyjH_<4k?f5*|%gR>G!Hy(dxgUukwHAr1ngyJdaqiM^|YL zTQT_Z)+6tfKg<68E?<8`g$sP=c^_YFo13@yGIqDululPwx*a1z3=lz04x;gk&h?L# zlTvwdS0Y&6v9%@6U1ygCK||L|6m~#f(x>VPL|`~L$AYK4yecJ)#T0DpblgM534Y~H zuW{ITke-eXKGHJO8Kb%n-o$cYzV&Q;h5W|L>D_cW%C#1vF`g0#-5J7n?jR9+WNqnw3=c3xwqU~mH+3_g(DyiZ|{JAn(R8Q z9aVcdZzvG7VIF3Ga`W+eT}sjvGqsuJ-OH#Y3|9V?lhi(FK6=^RJbb0QHVSZ@3cZxL zb0N9dvl{uo2m%_{7kJ?nfoaM#?|ABt%u>U)L`4-szKiLJUGx$&y!8yJBPh62{9#S= zssP6D8}+#Df}^UBFX;cZ)5!O~Pado@NdV~o7)&Eu7PAENybBr} zIV#JNRd<~UCL zuF;#rs7U%92BEr6{>KtM6D_ja!}3}a4e+WBFH=n_=oy29!-KL}sN-FKVE+6cyOf*s zFff54kK%imz`y(56oNKajXacq^79w3Caq%rhV=H#rr%$#E@25xjw0idO|(C(jKBUu^29$f zd2Pnm)*h}JlTh}eGxK-|RN_g3?p`Tx(p-9V3)34YH(56AhvPi??N-JI-55v?6m;IH z`56}%NQnlN|K>Y|wI4hq1n;EMie+e4I~z(d*(6K?Q-JR!yc8sMr;rYX$e^uWp6Dg&W<93Oc9B{?k(lhJV&I8G(sf)v9RMDC+jfqP5 zTKC1N^@=n8=u+UJ6ahhG9H2?f!28{6o}5ql3_Pc`OBNeh%U(i6N83;?Sf&_d&o<>S ziomQ=kAB+s=@a@8Rzw$Aw;Aa)J=RaA!jfE;m&kz2!2t;Bjh=Vw%$^rf^UX3m>m1j_%Kh$bVY{J^1a3v}v3bVu@Oi8N zJSQtk0B+XtHqq$uE`0p&dd7ljY}E4OTCl=|mS4d_qA>$5hrg+vgPIC7wjMJqliN{+ zv3C_zE895&Vg(0Z{$diJ>SGLQ8zEW74UQCw_GoBFEnPrzgQw=fztBM)%ZpV$Y0ISV zC+ZB`#dD^5Ch6;HuNj?p24MBcAtHKo=W={wE0@sV4j=4{HtVW!`Y(88K&wK<`1QdA zg|kk|!kH&W*p>ekxFczO#QtitM|5lk>h_n01CK5pIBnR%QEWcRZQZa>RPXWKMk zh2U{bWBiNSBH?)XxPjt*STTE&0HIR2P}&ol_r!$W#YnmC2Hp$MySzeyGm+E>w3ir6 z#U#y?y=%QPqLZ7%S^ftS4wZe1-keL@P`GzOSL!g{7={+{{Wj(9*AZpg_oDLD`Cfor zkNWMR-|vMJs@K(=K&PkoyR14Syk{yUL4bZm;jq#jejZjifzlLh(ms`2#?U1OnKtab zH`82X{Atmkx!`ixi)p@r=S|h*k9O}1Z_cG2URxoD!rqMyIWy0WY8B@$y7c1jf8gkMwPS~%mtAnf z=>sX5st8VZOFCf0ev6*Q;!*`;D7D^Omcb_x4dv@OE^0-VWp_VXFjY0C-1zXc{)YXS zn~FaE!XTtZ`v1Db`rpHS48fFIM&rjUu^8RQ;Hzfz*hJvMmU!x!NCW9lVvcE!tnScO z)x{P{!RgQyOJM*_M!?Le{<)G%qbTa5_!ov>H5B1;yHI564d=p)%gv}oT6bR({-HWL3)hnwyp?eK1N8oFOzVF^z!1Sak|jBchv>a zy=RTlP5-fQIV2A>Y__gLqm?5=)dy&OL<4hD&ItXgN(<;I25pWdBrks#!C9IN_Li>% zUYBkDVR23h*Q*GumBEuFMAKK6jf11sF8Q4S8cd;o&2epN6EZUENgQ@}Dgh4rCP3q= z>Eb++m6K#o<4#pK;a{MnAhn#4Hr#m-{JI8?13d*AWnx!)eFu!U(lEZ@%2vAxt&WAv* zw2Le!1o*fQo803JIo-zG%zCuLROLP>5HgIom4*?qW*M5{DeU_;@_shv z6l{pP=*I)a5aaYZ)4c=Ajs-7Da#k_$NyOm2T%`L+8YIS8cSb*}ca9Otz6lj{R(<)p zIw>H28Hg($M}}cf{P^w}tsn#H{u!+(;Y+~We1sR{S2b}7HdPrBTp6H!6Smyd!yJ)F z_@)alw+OyFubq|`S(N}WiO%}Ff)qh0e7~lUD7bkeGsk}ZQcJF{6fb6)19#Ih((`q^ z?)g z7_2}{fjNbY=~y{w3X4x^-AO`0axFC=2;@x(yhmKaPn1;ep0@_{a@=k5L-0|?mw;42 z-cXUlch4Htk6SVL#1IL<#SJ@oxZ{Pb`X3ZTWz0r$9+*W~^5oj=qZCW_@>yrW@Jzo)Zb88obJ;1*4S}`cFi7Gq1CE3Q&{N0qWN-4 zfpoq|eEraFmcd@%Mz&569LQ;zS$s>@7DhzMHQ*@dOoCIP`ZwaeLE?>@5Vh^=S2ow{ zE3K?=a`hHL2E~&FZ9qM&eI`x49?BAD(`Dim_8b>w9lt^fo{QusA4%NxG<;$HU)?>#F zAv3_(*$4)YN-5Bu^ab%%>;ijXd29t$L|0gh+*Sr(svm_q=H~04V>$_;bY+v@CXxYJ zC*DN8=J#ZdMdNlf6-isLGE23D(#P(8d*mGV2gH#U*{ByuQhr`{RXo_tf&)W}GVNT(8QP6Pr`>Ly}Z-XQAN@3h~Cgc*zI*v}`b;2WqJtkJX zK(W*XC)`Y!U80)5#O-EoxlO>zX#7efU6gw=rGgj%~E0*d1kR^vv}ACDNFbr1yjknRM4R@4JV7WC_~a=dPX15 zSGz*}@v!C(XSFHIkM)?{v1)T^JuaGTV-n7Z-D5-;QHCH2-b=*#~eehT1uY3ceVplB+& zjvQVsG!WWICzfjZBdvkVL96?w@M*m8KeWAsv`^2l!v7owx`@%lx#-LR#jadD2QL1| z7J|h@C~(KJuLImV)RPUUY{g`F(?#rtM3l&h21= zR@##epY#eCLhh64nk~+Lw_<9acrN&(-uLm6>31e2|6(aELRfY)9G%4qDn3;cIzkT9 zRa6wMr${G0>;BInWdy+&p@pv}T7{iFb`ix~@yjoUdtF9tHXFL#v4^9MoyCzD)wu|H z#BOp;u+1kUYqK18yShhPZ*vj#I`WHi`bYVbpi}MU|4Rl+W;_R#KTm&lg_l(t)Z%}c z+)Yt0!i5-%iTETZ=k-k6arRq(95R0O)y$=4dvEd$T_EME;Df<(&(Y?hqS$*F#bEkKedVPB54GjA)=*nOV`pC2EKU#XqixWC*#iE@ z^#f_tRhA*QWCO$7DvATce5Zb#ifJTBAT&VXWN7u+=qh4?{AH?9L+)`Curjn*Ie_qe z2UK8l_AAM|V(tl=KBZY@ z2VBdMf!ovXrFhiNG&Nvop(j_3zbw~HzE8?oC`%KWIEoJ0KI>)8qVt^7VHi`9i*qON zuUU(CLH#%rOAp?SE7WWJQ+SM`F^Au{(lx(=Ipr&BNs~mSj`MX4=3d}$DBQIuJGy+t zPXe`sRBNb>Xe=TYxmEOx(>9C*-QYRnZ){8vQ9m`ms)vabB}|jNEMX;Gb{oW_CN~KE zXCUs+MmL2wyQfIw4RgJuym5WDuHvh5-sz8|!TOv(B?F&$XOqwD;WDqM$2y&ZY^s6o zpYTM}(q~R_ZsJER5G`qK6`}-nxoCA);1A`{y!$>oXfzmS#ZD5y?Yt*D;PjMQm=e!jCsBFH!aWmGs67h94Rne}1lXg9*|7-}W(5iEGevf{@*m^lR2PHp@ zA3FMl`u`#8t>T*g1Al)M5d{Gi>GTVTbaz>FcY{cdF}hOga-lTklt_JUXm5z{qi`piZZgiM0v9phw+Dhe0FZD4fH~Rq7-nnRt@RunsWAQTx za>BWe;wzecMaYaRa)qrk^ic|oGLbBjEv3+~3IFA3^Rt(-gf!Rw+$r!%Kvaty3t!d5 zcq-neUjIkd$m#v3GGGhGX3%9Z%12!lSgkdwDYF}r;!o!h6YKD*XVKSVDZ2&&`}~=- zT}|&s!oO+ge8C)^&C-j>%Visu!xv6t4a8R*GS;or&n=QT?z;2{Ccw0BA`QIGRd;4w zPgF8GQd!Z$XRFyfCyiVN%hN@v+Cgu)%IO?9td3`dD|mpt9*~bp!;-jpn7;_RDh6my zJW2!t)R5%xajkc#bSxKRLu!uSJ=}R9q^sY@0^4DVt76Gi=8-F2j^lR>Mex>-`%Ld+ zh*i7PetZ1qnk#aZ~e z??}w9cO-a+7C&OO>b%i8&yil%GIZEq*NtYrBbmlcHw4GVLy{rIEr=_7ckV!ihx3I? z#cwy*YotG;gZ*8Db*2llJE_?@*&C0?a$KMX;XUE;UaM{T zo%YQHTTV$H^%79ct>-G0e9DW+Akghfsx{^S1eg;1Er4@Pldn zDJmaBD%6^~l^gf9En|bJ(l}z_rSq#~Ki579dmdRD=gQ;C8)-3CXL^ya>Kbcdw$>4Y zYZm0r9OzN3x5QeYXBDD$DICnap^6aRPbe%H|4il!^(RX&o@XAPl({VR;_AzXkDq(J z6e&W)K$yvH#mHKWB^x7UQ`rb?65ExDzaGz#M;FNEU-taH54psaF-T|t`FKD}DXv&Z zDlzSDERBD~^OW0@w_R&P(!akgG%eXzynzmzvFu~NjW%7ik;Sd-*7HnRk>lt8Rdmlb z{YWg}f(f}C6UE|@>|z7|AgU)9?s1)^Ex$H+Yh4zVCVfu#Z}!Nw{dh;(uv1Mu9$E7hWy#JL z1`B2haAJdJL)p|uDU}jLWz~;L})_s6`$So-uD9`?IZl2KM8X? zh>YilHK?bTldNWpx<8T^mKK(W)hJ4b7(At=7wDZz2;DZtPFW~;2ywk|s~^?smbV!K zwuyw6W}V{yUPOv9(hopI*hIKLW{3=#7J^W(c$?>NrGnTY>ex<^8Rnp#k)mAKIopUw z*%T*{ltNy)C;vnbohd)LP@dvDMpD8)gCS*jsd^y{()!%mv+H*4;4}W$BbKGMc4Kw& zfYv>K-_i6}xsaBP6#0vfRsFoY=tJH5W3|7F#~_a!k~JykGPGZ&`~or?W(i zQRqsyl5nVh_Q2R9xvEC|7!Uu{veS+lkMA#;h>(}jL z=m-U_*O>TGxMuFB{||dC|7&mIdPb(a1Vp;-JO!Q5cNdmGAf-BAo#8M7FB;m{16`}r zsXXiEJm0c59JIDg%;u)Nd{jNlt2J5oUjX5ivvkq2s}`LOT-t+w)Nz=$mgS3|m+aZ} zLGyk*0-;}R_actpPXUb2=!nLp7ie)_QQo^<_8uG?e}O^B<2J9sZ9r;fbPdOV6x!D8 zd*JjxC>daUSm_0rG`iH(;}^09*4jv9cb|lNB^Svj2&C1U#TU~Lz?ozs#Z!mFvvc3D z1`RbfK2Bav34af**oQuIiO0@5n*F$VbfLkNLGr5SBIO$vrILDyxNEGk#PId;reyh< z-Zbh2U$%9ywx8aqVsgLliNnVPY!Q@n2f7i~EAn(?ix!%@Mx2XWz;%x_z^IIzs7m_L z>{QLhbw3Vrq+WDjV6op;C7Z1%qLNu$yE%@n?tE}!+2*EiQ4>irSvKGR@^*Z4O*zrW z(zCd=cEL?xw|gW%!INsJiO(>RLgZ`Rvp97IuC>%HX!Mk@y{Wpe!J0pB%SOKKS<24k z<x(2NG}`b=@(!cGzez-z5woZck6*x1Ff^wJufcaEcjr7knnC%iGu(;*706 z)9Im4Q8nkvxT5;ZBV@VFZa7P03JMo;{k548%Z}NMm&ib2wx3*Ek8tK<3KAOfIE6Wm z*kX{EN=*}z%;goYEn4(Y7Ots2(Ka8SAp~%+NW6F4y&m&V`xp$JCC#PyZRKTri{eS` zS}NKJH!G7AUY&-7Ks1%wXZUc5CzCC}S zN;j#r+i;!E%Tp^&P_zjk~JEyY?5v=`0Chi+Q1Z zq_2VQ%Y7JnMfZ`yl?<{ZPxIY9Vd0@p9^!@%pVX+$Cfd3&u1OX2N*4e(A;Xwfjw-0D z!2qyCobmK;BOa^A*KISE!%;--a*2q5HtlkjsB@C@mP7wOEX>-$2DcZ$U#-3I$M*fo zicJJBOU+|aN|h&PkmwwIR|B1&-yN=dLTfeg0R4R*6ClyQpEy6J0%V0;560;j{|8|~ zunidQNCLB9X=i9-*1+61&l;61@ZyF2>fI4*V?_-5x_J$KYRjATh_G!_>Ty#4FoF{@ zWV#A$?qhLDnd^IVea|SO$X^8E3KCHALAtNXJTA=&V6N3#FE}q@_;AFB9hLFoCda<| zvf8+4BWB5ff+H=x_m0T4!jk0nDp9%GY^;xLl-ii7S3On4!snHaZT!lii7QZZncQ&wg2Ux*`IDIcmu3_IO?=)RU1b8SzYQ>TNTzM%XanD%JV zJRxpb#7Qetu<-2c^`2yzh<{ZUwKXv^)FJTC9o+d>338F%TUan&(^>d;IT#rU1LV5%}k(?hjD zc7>u6EF#|6BKJFn_0yi$`8Gi~A zK#q1@`rF6EG9OD`=4^{_o&Q6+_ydDuJ$Q$9DQ1vR2?^lg(XlvhEkV;4K zacD>>_n@`s_{23ATUq_?2#etd6Ybuu`UBd+&Omd#=RM@T+slguolJ(Gv7B2Kbx7?U z<4w>iS{O0p(_~Jry6Vf0mkP#7DN+Pxf8BDEGY6Bixr_G#9GC7$4<9EXQioJJWSNv= ztpea?{f-#{V#hbHBxTmmja59YAou_9;^eBfU~3NQAKe!YVAUTP8>T#muVEo?U3fus*Y)XH}W~NULyXJV?m@$}q%Z<;juQ z&MDmzG+r5t>w456qj^L+yoa8%E!vt)WZJ4kB`$CTx2o=|!H|}ES%&8R)ov*gN9`0N zy;rs7Y!%*S{6zf?X}gW0H&%J#K=*2Ad-=o|-F_}0>&A~P#Y$en&WU+mKqPU+^;aWR zzJ%XjSG`^d`Vi+C+F5_&7B@fB8f|4Q0T9AtB{ZZXh09lX9VUV0iSpSZ5gwLw*bQe2 zsK}oXgNM~`pc*gq6O9tsOg~6iv#G9JE zHfAHysckK*`fb=L2yIYU=G`AH2^wJS9U*>BurTH(QDzbtApY~!Ue$1)TPT9nfU!_E9tL@ zVO$=UAauOk@Io%~_e4cow?l;EYo8DAZc?|-S&HQ5f|tuTW+4w2?d}UY?le^vFG!d| zuJ6(u+J0{a86qv$g!2#rjN|9mye$f2AI9RSgI1gmClUAuddL%VKau3JAb1Lxiw1C+ zy%tO^zPP}C(Dv<@Y7Ho9rB;o}jcb>uptLUTCEdm+2EQ8e`QbMA`3-c6!&!Pbn2S!o z{!)8Uq3K$c0`P%M06uh|9U$^IHIBt1C0ftq0f@2zMe^s*i}^PWJ%#wGW_t^ZwNM^x z-2pRUQ5@YHT+bQpUzUH9V`CRIb^rRyE(ZLUSi@o|eizx{Ua)VN-O$$8nwfZi8j_lB z`42C#?PKfBoQtdHc^&qWbhR*Eh-Hf|y~Z=pbjozGx7IEUNE6SR9#z9iCdd-t{|^tG zXXtp-T9Nd((6g(1bBq262OUM<(7CfZgz$rXpfYF(wE9o!@azYC1T%A@9( zIjDcJ`^+%&L`5el&;Sey>O~r0buI6rv_sE&`sAtr!f)09GX1rZNBI>za0u0tt;iwn z6v70UA>#5nCKUZ>1;ilr_RRj$TGQ#Sx-cEB%L5AP8Vs^^Dkl+i5AB~q1f@Ky{|0qm zgZh7Y4^>)?9q+xYjeXS6xr`?TH4KnPc}|p7@y^qWbmY-i>(ROH_vy=I4w4@@uPk+H z^;}%;>;|N;czX;<(V(ug`_^Q?a(#x!)sR3kLW4L01HM=v`ABWFcL;1cdvWjW2D6{+ zgaK35l>W!57WYW?mldLRhbypR-8siL6*m!@c-*usO7vJf%3Jz^OUABzTYvl8Px z{}Z!sqqgl0iMns*fN~`jG5c<|3$;%Yt9$$i2+iPACO}B zET1w9$`jk$H;)Gz3GGwYV%91s+{x-j4f{xQii*Qm8Pd{B(4sm=x16Q2 z-RuO_RM7jP{kpxmJdYV3FLODm*UZa5JVG=SX9=kfGS@xKnJWw22n-4g>D|pHFg{sw zihPdai8&fjXyDSD<|QBZE81AllJb~N+6I4zz``)T9G|`!QswS_iPxhKnJNQbh)7QJ zS!JWG@UMjN^qtt-Y9tpd)XOujte{c9ORDi3|B3bWvkUxn@WxBWQuRPDw5r-)im_Je zS!?#B(Ej~U$b1WUW9u~8RHBIOCo*)LXIrZwR4cV2McIP-S9m&1(xA4o>X!oDv={?_ z(~D-woV?|{C>hma5DJ&#KhdjxEGn=nRDsvy7M7fY&a93wn9Zl&R?{5W6~BW|iJ@2< zmVc*Yxe->6G%qbmv1Iyv{D1~rEQAO8LW)DLPRQ>`4RkWJjCQM5767LKgmOvugilI! zQ#n{@v`U#A`Iha=o$%Y_Q=kqUGlLd{@=ZfQ+G|oKJ}* z8wFc9sK`RkQK3wttFU>ZZ!?;`3}K+EZ1^ncLT_A><4e4ILmZ$T!1(ETT~ttegZw*( z*7(&9ftXUarW-n>|KWlg3PU7O{970WRX=ZJf3hTC{nQ~LALkF_i*NR*71u0`ak@JM|Oy*GO_e!;Kirs}@KbuSI&{C2sD>O?^3d<8Sh zm2RKoz^YA$06*t>AM<^*6h%dBa_SR!e%%oB3uRXA7^U~jF^uJV^C5*m?_KAL#I&}? zauRKAdV4{cO5gIHlNGkSBcgXLV>&&}{x5Nj=C%B&8Fw3}n8#HyFA#X6l6ZvBIbfNc z-~5e-#Gg|FdlzGUbqzV|zFK0Wmx&i(!?vY*k;>a*-A}c%HKw5^r8-I#cq36&uS9n? z!f~fUxJqYYWQ(d(m(SyUfg0TPyESyDywW*SjG(N4mPz(w=V~@R_I0641y;6rf^zPs z>>(#$?lseY3X1da9?Aeu}1 zub{hsypN@9A*;)?)GJcdG7cR8w7@8Ja6pxu0ssfF7BsE5=nS3IQ&|~e`&2M|?X@pU z5r#dLO4AHZJMf3W5w;6HK(Y?2FkcK8~zWH548s zixX%BD6zDKF}bAq4Dxu+ViXOs>2%DDf%$GD5n3xOCmTOlUWZ<5jI@JHN$mI!EMO2L znr9Q^PuF=INPPpM)6H>bgvC8z^A0*(QUUs5hlP_|HH1r6>b4JL`LNpxmWfZ4B(s|R6GX$*+xTJZZJ$w41K)}$^jYNg>$B3N%LLZ5eH!CCFdtr~BrJH`7ML#CBs~t)F zC4Th)!&i6tqSUg&#kc++UIRD7f9Mhb)~U>4tlL_+-bB^6xemG17Bpj5&ovhSNtq*l zQ_&_&R5}FtuG6*DQNUmIClR+V=DF7UU@M-RqbR2Br&!~t_sbPJ(TI<;oUHcI%0-|` zsnjZ-!q_63)9rj$noL6c-BNf*K3Bg0xWaNWb8^EUqc1soKcO4|RSrz(>BZ}&`um3= z1PjZ3D;Jnh&R8LCPV?LQM^Bqa0pUcKbMUhgzZKJJ+V9z{;C>kcQFs_M6h{;)DJ$#6 zx`>^yc(i>s!tCP42rg9h`TEM4R-RY-2(R3!uBsLRB|M_V;cp#T_UFq2%M)7Y$D2-f z;gN*vPB>O>zn(~2B}GhWg9Th@MSHX>d)x!2xDr;do0KxX)F;>e8ZaIRli4B!yuMv7Ggq&uaJu{NLT_c8`0MQ}$Ho}8{q{DuH_55^i>jMG zyG(Rs!cdW~e)TJ!o2V4WH%u>E#a^rrw%yW~xlPm^AKLeEjg%0dn#xp_@6e6R=MLzU zUB=2qvvp5F{oI4`UwEU1A#ShEYlX;fpO0aOgLOKj^eo=6Z%<9Hj%3VR-tgCP@E9B` zKYv-DrL0Mfv0{pf)j2&a9C(tT5!>vuGLj*J9w;tN|8y}Co;?&d&s0idPHB=wH;_eF zt*N76Fvej`IE{bA#l+I1;~%vCRwE10j7m{`q8~NO!D5U`*)*85R8iz$JX79@;4lT& z-kf*VNx@QsUps`r;8FbVlIRH)R;CjZL-$Z`TTe^}Cm!(xEFOLp_IMfeaQ3o#%(CFO zFl`51d`b5smt8p2;EaEH-6PIY0MbKPZ-A9vXwerL;NolQIp?ZXQdmv=-mtRba|LdR z$jNGASK|p#*xj?Mt7;FZlMeVJ>g!j%&Gu(AcIgG|-ujUzm({^!06jZxf^KNPecbTN zBKD_c!r_*@AKeh(b)d~0C3_iQ4qYr*e{7@M!<0T*gAptdK=AY6nrh#~nhmPZM{ znr>ADs`_m`&?Jp;{yAgl@zV~`xKW(wxggU&fojZf_u3HRLz>p^zBbmy=Om1LMdI1q z^<7{{kO{GsY7hwK6XJ0cXU z@(U~h^q;f-1V54e$+Sw~)$(g<%iLFR!NednWPrH@LpSL5>O=*6M_3 z@^hsbmgJoM0F9673hxQW+>4ihg;V~&T|Beyk=kS0I%eEc*ltDV{H^5n^L?Kd;TZt1 z2KtDHMV$0Z=L6o4#@dQfTh{In@g*G=x3FsQS_oKXbXD-(u%H&tFy~EHZ1=6=Rf2XxhQjc4`lzfuCLi{ z$qmUGGJJ#S^tNP};am{UY}Jz(+leLUpT9{o)PpKrb+=F4T$C9)Phlku^Scm={*Tv}sBp+EnAd%ITYNLd_XcS5;yrXVOX)zVxBb$Y}N- zo|kiW^k8dSs9H(h!rmpgX40qO=l&VLfzlNHKfDL|Vi&xjqR?yUaL05%n*fN});bhy zt8CeX)f{3bz=~XmVd1|^x=j6RO~If$Wr613%3qRLD3+_vmBs<0A@$a4RzVu@nj?w-@XS8!4j4Yl+Dr<@zSnsTu!~t^pPj>GNhMFl*LI{B)GT9Z$o91_ z^BT}94EjC(x3u3l2mMkj$RxKQ&HO zXrGSQOOqzXdYB48g1}R~n1`F1ua9&)NYw*VCWpRw7F(q{+(G!$#qtjiItcWbvp=AK z+iLZDoy1~~Z8<6Ha<*keCy!k^YQZ;ML$KAY z>AOtv~^Csran1z!qe`deQog-?Wz0ZkNgD*{Z}%1CcCUf{l1fU#?GToiafj_!0r zFiV7*_a%>Gg-4)*O6Gb@*(CX_Kyt|UHTaRP{^MqQY9kGLv$%wGv!TMYaLwv!r(EvH zamHm^Pp8w)Wk#j#8jt?=2Q)Y4leQ|5%u3boEZVlTHzn8p1S86t{qH;Wg$0KH(DWZE zs!a*Mlq^Zwvwh(>p|oB^-EIumPKhZKR;Rz4vP=G(^sqXyFHidIkwE=^lU7sGdPTFj zA-^ne-$z)*PT}c~jw5+q16rz-WQ+RrIUeohp?XP^GtczM^38_1)>N*!=V$4niC>39 z)AH&BCGDyFag=n!me?%E{#44o+N7l~n^myx%i)FMF@w_YzR*5<&ZA3HrJ<=4c?Ckt zy{K@-`xitUiw8luE{zt@5!=bS=rErt&!b}wAWPaxUIuG;VhkrA{nraN8_?w0m_~oP zaiE0pWCecp#gE{p9Ak0x&Sr&3)v&i)J>Dnl2E#XU;}&#$FHBVn5epTQZYW(aFobE8LZi&P4VH-h_!~qm8pj-CQwMa9S{3Wry6?-H##4U3TEFXLs>no@Gr0UE~ zUY+&!y_L;M^vW;|A&1UdVFH@d1Wg}sfoC0Ynbl(JhHt-@gr)cn@P>2+T<+zMk z&K>2iH7;9&3enJ{Y-~o#ON{6Z6#z6gn;y1Vr2e5abOe!`O$On=m$Gi|-dSJ^MhX9J zFat6dJabuJ1>%|z8I9*mq`1|%ri0k{T_Exhl#CL-Q1^3@I)lXU?mrF?`K0f^x@YAX z-zC(bp+Lnr>3C-`WXdz4HYVG+v*z(pLm-VX{Ll^c?NTBxm^aHXhKnmmXV*u>>dA&^ z&XePAaZ?}U>fFGAj8K80*ZJHto#M@_)%x`_c9`FKb7f@{@d2{&!%}YMnRCLV4`=w5 zyM9Y%QR+GMJWPAyw~pp-=#2B!!8;Sx>)uoR+$c}O=iHUr{Cf*@ra(AY<~kSpB0EBy z`L0Wu67&ymZs77i5bBTl=+l{r6KBO$ecOXODT2ul5~u5aF>u2ydxL!Un;8fNRin?( zJ|9ip8Aqx1vI3+7ZMUArQ;JtokmwoK{Dc{F$1Wz!OY(r71%wU zorQ(j##lAml6-`LSz%#VInZpX5f2@n>2>q&Ymh*E3)gIxw!9bey}q&zTL}D3AKh){ zxF8X-DVg)m+$7*lK01{?igs2cNI*Z2H9cCDW5Yg#r|jyD667->*SAALX2#N#!kiH4 z(8(`zdJM1I&rA%qztL)_vP&ndzx>cS70_V(O^TjUaCs_T)v&jjzeEW)>r)|EpRMJ# z;N@sxbcP=CGS>}-e6G`=nO`962tuKxWY8ZRAx<0KY_iP#-TE>^+X(TBPe1F1%T2pg zI`!Hlh?{izz@-$@St?VjE|I9L=7HQ@#g@AV9sM7s`u8P#)^cL_VbOXMQPZ>O2O^Ta z-#?!l`G;4(GrEirS$M+2T(JnpQDF6Dza=zvIm^zh14eSrZYiI%?&(qodc7KZC`k#i z#$v$*4}DO@8|p{vsV&2;p-j@^QqJ(z>{Xg27G-T3K> zP(7LDXs&2-R6PLx!F+d#dP9D?&VK)L=B>E>4E#arj{Rga*h}4M^;s-${Os>9(O?jmM!uvrrKssS zkEh5**aF@1yK6y@xFOtDU*E(m60#MSv(2Nh*+lJea9UL)M}qe{oIxRed zjaW07wsx2WiOpd6hxe}hm@)eJLdR+>gZgX$a~~e*8MSjG5QVYd?Qc-*(5QjqEnpsp zXTnxtDavgf9+cpv_WSI(#}^eY6hZz`4tZZ0+d8%k=&G+d&1Hx>vN`?EKnX<^mYUd; zb?A*COWkn;Lho}BFWSw=G@soV=V-J`QzIv>M#BfT1Kp#`>o@PH{m zs#vyk8R@uFJuw1E$z%QuHh=>J&M@~E)+mYg$+q3$SKi>Ca@iT5W{TKTQy-fst+OzZ z1_rt%3;g;Y(Fl>D;0ocXneC><6(H@2yzRuf;5?U|jH-2Pe*D<=unfNGeEnC+%2q%I?)kWFnl0^ zUz*8jt~MT=pf=L*V0@|Kp)fdg)Q2RXL&*6CP>*#^!w`Gy8%m~hc^*edAMod9tRN2A&&oHg zXH8ai$-MOMer~FO$<8Ms4g*X!O_n^v^tXTK8&FbsSkl0t{wYqkKLp;t>KqvQ$1X{P zRJAW2?>Rc+>+%3U=hN2+%;zQlPW|cejO>{hHKsY9ih)XJaW0gD1vIYW$LXI&B1PYO zbB-sTIQrRM#x3*NviJX62`)S2A(`69`JH6Izh*A;s_eU1UZ&e*-m1d8t7NTx1ZtIq z;Zq2E56tzX-xP9v-qEzcPw{cdxZMB9$ebsoQDIL0*>HYw$+x1;(&PxTlgF+m^iQZC z^e`wB;=|CZIqHVPdrm(0q=|X8>=OM8POt-vcR=r!{@z=wt(=LtaQo$mNj$Tue|Y45 zJ!^BDxoNxf1MOv{FV!$r9g31>R8q_#!6x&+P2BJ7BIn15e$w4li)XsZvee&2>k3yC zKXx5HJZ0Ll2+;8Yjzl3`o2aaIypM}ivPsxs7~K6NsK<^jtj_*%D=rs5g$rp4_P!p|juD%HVR9mJy+>or+I?K!}ne=26Xu`}QX4kI~B!49fILI z-P*isFel28ttv9;TFxDY-I{*z!A6|bKKK~!#u(64pfd@9lDkHd*i%>*;5kl&G z`)!2f1pl&ZTWVS+Gqo9QKsn?;EJtw3e~u=x`m`_GI>&yJcK?OaBtzFx0enqS{txfJ zliO|Y`iL(`?aAK2+qZK}2mO6>b!d&A`*e|H%WIR=XaDd5!ff*VWUl_<1wU-nMHEeE zL+>=}y=uo_UjuE4!vjn4{exC~N-(sP^@6!kS>H3QY6so!zWMA38zdLD+eRfUT^smj zuh`lbJ2>n-=HPh!J-D`;?uK$(r~V$E&H5=Tz_~wII%sAB>Dar6Ct&QXgMU5NH8^rq z{cz@sRXm|P<+@GiJa4meyZN^4u(Hmt0*XE9c(`8lA{XNsRJ^j`yYXS}!cE=bh6Ys3 z{MRJ;s97<7e)_lg4>;s^*L=9dKCe@3_q#`gHjpd5H(RX%1D>1W#Kvx&Nj{dI=CR71lwr9GATB>iczEu@$B(WMxG%lElkI_n1Lgs1CgY5$ zwRqnQv6MNhp=r72&mJC;mb(C4EZN;3T)UOYM|x&nzv}s2YpEYer`hU{>NbnP#>vweKuC z04Oi*=_N)K6L692rQu;kxT>hR8rKdmaRGI@)oqj>YMcC$F(&R29=S%If$!VcctNd= zzs3ix0pGufWAVnmg>5kinm^q}Fcc<&&}Po{TRP5}vM=N4jx8$u`c9>se~eCEi0hST zR2My2*7Y3TXYNm9T_aFG;B_C3{eb&ju()S`J1cmhDlS=WeKd8q$@H#7Q03~&TRQxwaf4C zCDCQHC=*NKxXzUXrT1VC9GLNt>=yfbh(uiC)hs2s zd}y;Ij2VfN@|UT)yVY#=qN*Nxe|b}C9&WiP7mFtoOmPKD-HPj5TJ_N!{tju2G@fnp zjO}}1JtECsVuY%yE3Qr*y4S4yZNV3u%TF-{GDUT{=LHXqxSUahmi(G3W1lZdq`46a z&L;K`QsnP8)UaNHf8!#OuDoa6HdAc~Bzfpo_GLt-d~0>aU8?Wncd0n&)AVms9Oo>Uf zRhCJ45}F<}OO4d(y&)pz7?)gAEDIqocBp??1Rtv$)-VdHYjn;?3RNf>cX&mD*IB?Gr+DSmZAz^u54a>$UkfME0F$5 zX!6sum~iRkW@HBJH%>Bb~gHk70NHfLjv4H`2ysOVeOt+E|{ls$R>f6clO=y^YuD-%Clh3s$hzXhCw z>cmplW9DEOJn3&3%|R|Rc*GO!AfX?;9A4Dn;zJ6Jd3EbjymIn+8+#MT4MADfIM)A@ z(xv*={7&@!fk=}m;ziaFGBJBpgx?)E-Oz#Q^9?$X8mE|(?-342>Nh0f`7~!xSP-Dt zXj8NvZh((9JD=|it`nPla7YwWpS6CU(lUJ_J95Z)lbt&HMu&~Si)T0rwjnQMS6CXE z_?JcF$d{*aiB)G9F2(;bx+?v(Y{gJXYkxvBwfreDHyp;R&}ec6)lz7l z2o4Z)v|wyjX)K@LvxqM0p1Sd>*m08deXTHJ-K%G{P0xP{!7JAi0(MCFaJf3?C~I9@l1 zIwWQ56V2)`j%`&dMn+)49yUx&Y!&*)iH)xghmc0b_74B>^izBzcebgIX3NpbZNydU zauomjf)+d$hsy`)bThoh_4@$V1=v^pMd4ZJc_SfvAPa$;p}#cuw<2FQrx%$^JaE7B z=$B}C582Szzja%+CpsZ*!O8O1EE`wFr`wY;4Ys(??T1hP>fSBIT{qb?NgC!gOO3KF zvo;QmI7L10=kGO-b~8jO7*MHo#VwN$#wqWwdnrCJ1xD4@w-RdOp)b!FC+#(vTM{e ztV;rOpWROF^)6axC@-08W=d52N_rk7&=0i`vE}-dY~px8uKdR{2`Ws!Gl|>xJ3qez zBy3j(y+8&Q-anac)Mvw~Zh@A|zep#MCJwhIaLIJv9v@}$bh($5lGhC+d3BOTyEq!y zkG!)7Ju=|srxxL-A_qJHChvF7wC{HhhNpMc>3r^{rw>MTy40|dTyv^SahiQczA-+$ z?oSS`7aBJ{Hf($PH%RKcp3JuC1ZAsnbeHLy&={M+z&+_1S#Y&g$emG4IQgBU;~Sf3!wcPU(}!QEtWCso^~O5pL9P3 zYG2N^5$&ZKeq!#TYlZXr@4J%qQ9kcC>m8}Blgyz zurPT#DyOn3VTttn=UcLc_-v_OG3Cg%NzX7s9Z4?Vs{Fn%^rfxY7=`j)pSwZJ0| zD@f_L11H70jtubaRw89t__S?PW~`I{;pI=`8_Bgk%5Hb8%`>?)6FuMHqX(V%S_*a- zWXU(DTbz!!v%jANrnh-}pM4M+LN&smMB#DgWzHw|a`&c!D`(5igF}iS@&!^du6uD?P}etL;!QuyVp*Oi|iDH1*mlE;F0Y)A*$) zYlCuNU!u`Ts?L^dq6?yqP>b_WF>OhJoRn~|{`SLnFXyep$91WaNNqH#dku$Zy3!&` zQvWL>xyH4+1AmK5Fu#U)R+CKrnESG;=OG#MxUVjer#O=6uFc2URQ++{2NN^6O{G_ zgWvk@Le5oZaeV(%K-8M0rLGKHUBnB`<$4;p4QpmhjKD9?eNBx;M{(qW7imF7LDj6W zwyv=*GvrC`?&?v*LErXcW!=rNIdxP>?$+b9sq@jv*+Lug9+v#DYPnQ)GCOynctKo# zBK1Vfu&sCjkxXrs4_yK;vS*>~`nWf^*C??|irm5`S_KEgn$qf*yu%cIvN#H|R3BOa z<~GkVZ!q=(QvFkW5VZaB$D?H;U`s%jJNh-^&-#z;cL5QF zs=Z9o6a~TW=iZDTHB&YbsC@~Etg0P>emJ%9;u?s~+EtBkBCW^s)&-v)m9*&-lS1nI zD3A$-eruZ$v0Riw4wLZ8|;+?3ko)FDGK6VbsEQ(Gvf7gog6|Ni@Iih=dp zvJ$>v-mQ5xx&|Dc6#t`!XKQX*S-St%zPE+Nv74gq^=Ib~{yfCngWaKoG__fNcSP;+ zepK4@coO_^+dzRq#JwV?IQ$OIRajgcI|TeCOYbHPfpn|F-d~8zegk3^6@hdzV<>dA zy1I=`B84prgS5NX4opi`v;7ZW^7*X6UQ}jgHe>*E%!6ewnL>UqHgheuI=EABo!_E1 zpR2*|^v*({4i|^CXBlm)_2R(!4}%T~I_ypax)PdPu{QVvO3?PYs(`kb9{ zZh=SBqqW_{szvEy+4SqA5>Q__;J-Zl(in)DUOTX`lXOd0E9!5H)TqyLr$_?j8#Cnz z=pVlA_FwkP*6~j~;R2bqwwNjiXq%DQ-uv-Y>3fxF*M)T@8B$T`b7OcbxG?Kp?SV1R z*tsrH&9R&2Db=F&pEuk!##ZbLUo|i1c>JC27&3S*E<;6AX0w*cRp3($RDNJ>UFPcJ zg-P#cb={yxt9;o{c~lLRe23}U;VN}BJI;x{8BqTbrk6!AI+DTn9g_*FX6L? zFGEe!Ov{HFVL6D4=XDD9Ma9>QE8eW*`l!Jn`08e+eaFvrFw5;ghWa$D?=Jt1znwEfB=07UKb9w zqy%K~sf-lQf~V6tcb$m?sH$NY#3rmI+|)qg;H=q`d&K-dRB`Fd%Qa1bRuF+eZ&*?) z5;^g+HHHcGu+d`JAul2%tIX;1=Q&P>3DlH^<{q0tFsLxJwBaCp;ZR1HG|&WmW(X|t zQ1GKOCTB!5y&qDJ!PfhiU}l1fnOl#Qkq3}>JD~6lmrQ(^qF}50XmI={Q_BM&)wj7* zo4m_RbJiTD zk#B=zrs6EDcE4h1^zI)o&Vd_Nt<^=1dJ7kB$~#5MHh3tsKdod(tRKsMx-R_;k06fo zBBZ=E1oWt^{?`g<$}qaRc014Tm{*dup8s>t8#qeY^8bG&FJ3(878p&yCi^e)wuax^PYFY24aMO^(k=oaQ&8--aasBBr|rD{r5zKZtRTh2d5l z?f0f?^&g&7xev)lm%KuuNlkighJg*4JAvIi2GtUfPjP+;QdjT+vBk4atMPiq^}wEN zILylcW#kpBF28!`leA#Rb_BNqzW3=0C1F`79D0ui@i>iAsq}gYGpXej_vL1#@#BIN znP@V0#_#wElZ(;AaD#K?q;6{IB2GzW7)}R-N#&JVSA&HK(>ZavsLgmtvt=GZ+}rizmAQ zi_EM+V9SrIW2|q7770|ZB{tJL`bxTx%qti!)G4-(GMub)!?xH{HtpM=#_xki#M5#U0gCry{})|v85L#twtJ%pC@CskDkUl1DZ-FL*9;*7A`IP) zf`D`n($X+P%Me40Gy@DncQ-?)fSYH(YwhRx@3r4=*SbI4>;7`D^SsXUIDUs9vYf+- z%@s4_;O_hn$9T3hm*>PvgW%|aNA~vMw}N2XAO^^=mPTw}?FO=A0r znz$i1?;c;42TQ9g#R3?MSE`3<2RlY6V#|M8?eXa;P1E`zIyokkicqwxhN0`qGkJ{y z1;M16DC=#UZoRiYnCm?B^9sr!7>;jZ-n?5^AZkmg4=DV!)$rHP!rBM2<_f&;Eh~fkn9;f#;7UYb6MgzGojJ%7 z!Rxd$QhVIhWuY*e6(xgOJY=$U?O{D*G|{Mg;I}E=E)5;sjDI-9{1gXCgE`1IFgR@v zh9$M-CL+horLSS;OP@+!c{0c`Vfx`mJbi7ZZs#>eK)eO>X^L-yDc6A^Z3beZLKW8E zXDW1}?7Gdknz$06VhYb%;S8e%eNOB574OJDq_A_ zR=9yi+ixV)Q%TDoz4hI?%}&S#b?cS9n~fJDDFzyx^Q9Q~aPf#K3fGC6XnIV)@JiP_oYZO!F89(AS~)z*<`BAR z(XaRWMD^YwHg{t3hfr5h*6$p|R_Db-5;3aPO= zkKHnoM&kA6#6lLz3B|prAiE5Yf*ebehlu}fglE4UYmNioy*`a95Hcmu*DYq7)jM~P z(RR3=atk zPKZ=apI-U#5O*NX@Ko&8pL^G~A_(bRj1-y8D7C);D+Vy7{FVD=3t*Srx{|W zUaKYdAwY)7On+Gh?EL7h5QDB>O{V>xAr;*WkG1vrrB^Ge#x`!6#QCF!?D+46)?|cEo*RJ&88c09PQc;qD_50aa*GW1z-H<@9 ze&dIY@gZA7fQH5_@m3lTn7;xxW)2;9@WQ5~!F5i$`DbO@)_zYJ`H1d-&K9SI8!L~c z+V^Kla_qSEFA3XCF5?sOxD4X!Wm;80GI4`F(!-D3xg*m2!X4M)6uj~CS^cj~!6pNW z#98m%mWO+OKR#SMm>-mWv9%*AU<^yPxJM4isHJs|=9TE5rBX7nE?r4oStJ(&=N;?B zEh{Tx3uCgbj#zCUV6nd0>#CCI%G0iYIH6e($JF-gcCGiXq{X9}y-%)d8tXeh*5j(r z+oXTq;Wdz3xmMkp{yuZ>_#ut<-k)r9IfT@QKOqxqed&IS-%CRj2J~>HuYM z2RKJMTwK0>@u1IDsVgXHWUV{c85Wy_=rlF$zQHC&4*O}Vw59g;s~Gj(j;^;~-2h`c zj6mtbLCE#sk{l@tLFq2;((|nJkb$j+kEIW$*z;~+89YMiLf59U z`ndd|r0ckJi3_`tMBNhBfy0tEwo;w2=v7YpMH-I$r>nuPhA(1!O%TK#Vq9?MD_?86 zzCOz@KGZJluSWvDzt#wbMDekK;wz zi4rTOg4@Hjz zBM~nnb{hq*o#%9#oMBga8B4u(^i6$l1fAJ%bsey~SNRIa;pSw|6hNxavdB{3H#L`~ zWNQ)J#iYRX2-7tF^Kbsqqnvo~-Sk3PIz(+$M`WIUJO%Z9$Va@uFH?YScjUu^lQS;W zrfp6Qi!z6i-iro(Z})d>lBsD!Nw}5Ak*!c^<|3g%;trWqzZZ{JEyEA+P*y0@htzn(u$4)|F-YIEO2C)nRJT zko4>*(Ue736P__)z>7k7OM3iuTw6LLAS*2Z6pMf%^6C(Yucs0~@GpQV<2zR6^dF9h;YMV=_ULGOs&1;jqTsUo zsE1FFLYyWrJIZp>6<~cNtpByTK8LvC8=0p;5_*x~psZAzP@L5V(X5yAq9uR4!cK#i`mc0O+w)I_&Iv7km5t1oyeWuHF;=VjS-gPMQtrne zo%>M5hg^JmzwTk+$qwxdfoIP^i^~Q=*Ei0;Cg=a*%*52?@$a;lD)%?^T&w;_k4y|8 zc3G?6*dvQfE4HP&o}WQrJ_8Yee!l2}J915;u4V6drwR_x$O@eGMH5(U$7$3kKVAJt z$KO;d5C_lLK^Yv%>HW&~o*=u_&7a@Ma{53wCTRaj?hL)Z1P<5jz7&SQK!@5=+eO*KOQREgybjq$6wCq;sdq86PsepT1 zrst;r-ZRBwPHcWvbQ4SX52x^4&yDcOSPysu}@ z9eP(gRyy#NJri&;yrl^pNKy3vSOm*cDe&@AURen|t|5g%2t5Ag3NaQpqm?eV7&OW6 zX0?0>h6xt#N0!2=HrqS9mbtvyyGD0KY)qtVWCAM^OTKIVsmoEfPHLDP37{?FmT&&1 z&g|STUBCFz74NwczrMkQzCi4vhOqi^gNRtJh2LDj{k$N#wwRPI6{g18I;OkbFY3W& zxiUt67*mXU1teH1)*z{;)F8ou5*jg>Eg$svc7leNs(k%5b+4i847%yg?@ChD;JW?> zwX2MqZ;dPI{lrg(n=4CsMLWAv4uwg`I+Z4EEf^F%sxPj)&jd}B{e3Rq^9=@3i{0oU zC>W%Lh{IwZFGuqC_pW}1fTVF49`=BDW-)04A7e64Z*E$sq)T=t)0?x@W=1oc&2)}U zQX82i+>;GqRSJGhzud4BMVNzzc|3}A4Dm+(Z<>;nWAW@&L2T{)0&|lwd_ZPDbcPo0 zA>4Q^lNDVUt9P( zF)UNK53kqkynDla>9saQs^?b#pC^S+1i0M>kzM}Gmp~^jD|fFn@5)HjI9$}Hp0Hi} zHPMgIVs)ynv!!J{!#mnQC5}9}4-i6o$z-W~Vt=8947Y<`GrxBy=hk6(9aop!ta#C{ zx$P9CYAWppeqv^me5zVy^L0B+Ulm77=6~?nh+`rJ2rKhDy48kdq}QY!t?#YTW6y{f znlmg(+uXe*1Dxy4Ilz4sDz@AyX}wloJla{7J4^bu{N5A|*EFF@DqL(~{ZZy$Hkb5d z>dDFC9GxyXUkL5E+g&RdLjs1?>$e%RN{li2I;y-J9PE9o_LW~pF(O`$frnG;a9Cot zIIk9prMjLMVsyCqR0iky1y@4gEQANLcqVKrA5G?g!9m0{PWgFa`t7(N%nkDc;tY~> z-}7v-%)`1lqKpMTq>U+C^Dp8F_*_>}@>#dzU7waNKkDu3*0p3w)YeBEPl^1YtCR$w4E_3^Wb9qpaR>orK$2!Zf zQemZ{tEn<e^jlE+3*0jQL?lU6mwZuo_ufYDCC7O%JoFeYB{oz$96tF}SEAWS8t` zhn6yLJ493AL=V>m0xR_{p0QET@>k|?ih-p2eM%0QHs+!6NcYQBDnDS)7=(l2iqznK zqU69|N#ft%3G+fU?<#LT0+sfrX6Vh6wvcD(Fmm$nOai9JvA2c_#Ev{Jk4S%T$(OW_ z59lp1t`Kz5k4`7qVstiCdEmk)AL!4_5zf>ZgJjmQZM8-LM2*_qIhP&0EC$8H{>olw z$ylHiKbzP@^dTFMTjb!M4UH$#hm>s4$E+p1>)R<+HRQxBVX!-5r3N)8XSgBi&t|E!gw$r5YV7yDWpVHpM8{Qu>@ARynyubf$0L zkkH_{&8{D2tk8$nJP~*Pp(17VXP1tLXV-YD?5wg&s-|0Ry?0pF=OS zUhDHT#+{evWl zmLOf)+6%Q$F^n2KtndXt9FohYwYTPP#4Y_wD~-o>0TBQ7)eHuy@xZb1M3jcH5Uzj# z)sG%{mCN;b3gkO5(}YoZjAeHn^qSqk8R$4uORRxe6@NkSzv#&uvrlrGbM`v^?hN*z9JqrHbH z{eryN4smcEe38UE{oX=-vh;t)(h!#TshZeby8py{82*Q&2bu)VT)o0U0_`Sblf8DY zq~g94PQvo{ahQPh_P}&TuFyr_(`JDh!C3F~?YTqEIkLf*Jg)x%WngZ(oo*5TgFmuk zS~#}WqY_xa573%8k$~nF$UK>m8eoAi#PL1e(|>gCi`5?vY3Uemrg!1umM{Pfgil=C zZJM%&%NugtbEm3@ZiH$KdY-R}I?S?b& z`i3(##8uPUFaX-jX18CT-+IK*EV8{V9NQ2xSdSj>8PHZ!Umf|?9ZB&FP22g6 zdPg9J7PK8KZ+Y|BTobj!pGmgvPf?+-G)`A;hS}X0wB)h=`-uZf`dT+!hN$7&vxVu7 z_DkFyEy~9K$C!1r5xmWNzLR0<_bBDRifIf zO41kD6(l><7!LcfK~S6q>5)TU88Woz;Jh@p99-vqqm_Ia4t9qQSF++wQxt zRR-~Gn^^UKIP6l3rE*P+x?W+AYi~zqbpblC?$p^E|@EQ)< zc~S8)JplfzXHGAxv9-&sMxJg*P;1DkuWcXSYIQ@#%m`fJY~<^ujaSD}`qtf3Lg_JV zCAITW5QO+IK*kd1W~>2dM7B^;0@Mv-s|Pc%{&@v-=-9gu06sulE+NNI7gvE?&}`u6 zs7v)tXVPCvzY4cS7g(+2ceHa zm21F(_0=_1o9WR!0%=@>-XfxKEQLFQX2L^Ml*uXuza}j5%8|h;0RbLi4cV~jlg`hP zc{UB`*{_izR-4Js)Q&=C#V+5x2qvYMGhkxSLkVW|{muc2Dfxt;*BFEIa)|ZJfLF+;H$Rt83a}-NLUxefEDg-c&VNrk z4Rqc3sqpDFF8rNSVP{F2_wO^JmKj~B9qP4%By(q9>EpqkkJa88m;}9G)V^rK>STYP zA`y0h+usX$4ZT@tb|De|E;myAVGY+0$%avZptkLb7;70==De|&g2!F)_ZtCUo%)7k z@AaLEi@$vjw_7A(XNCTrD4vgHje4qBtyeZk+57*X)?eiTa7HwkN5PYS!chbsIs2f) zgQUv)7x~tUsgo0>*$CQC&zu`Y)txpabH2Udk5Q_b=N#CU3Y zwDjogI(erWW>1M8GrS1Tlvw&8THyy=hJUVQaF9ynIFLwe_4*2cBz_XEX_6N2q$PV> z%1%(JFs+=v>9&1urIm(js?NY8q+-442k%|BN0Q64lV~rI1Jy~bp?!_gx$CI$4;#G6 zYwev^`Iqm#P8skeHW(2l1{0NbW`>C#Y$t4qYD;BlDy9`lhBhp z^)7CJ5+ea$e^^pJy@>W$66~@-2^44Jxo9+ag&>VYj1RK|fG^2Wo43_Jf^uLbnYw#f z84d`%G^9a#ouo%U6!3jB4I`Xb-T8xmsIQxT=vz+usSfgTCYuccLU7YZLc zyQvz-G@uj=2>63dEK6=S5=P==e>{R@xt9uy+iRc^-?xx4TXUlg z{k=P^7N0E$N_2z`R)|nS(MJsZ7tg~bUpdkxb>g3BOQ=dPkhAu`RE~trYz+1hR1h>T zCVk=L!GJYkW%U3w#LjRwFyifcsoC;MlbEwD&flNGGMuoc`~dsyZZ3|KeQBfwHqANL zx0s68NJBJ^dvh&Hw0d%fmWY+4LX{At+L%vfkM5?nd6bAdoKdADPzX8eKG0Ae7|$0# zDW+L2f4zC4^^pkyyGJ0%(?~LSaU^&VQQ{zfs8zTyNb}*-KlPk;F0d7a^Z-7BV z5QekaC8U6kii9pCD7Q{tlkUyxGZlJ`Pj1>zcjR`*%IX?h`|>>=NrWi(E7mMwf0Ffu zU${L!mF_7vu_UVO7AY)hJ`}Go$I}axssgKzwclObeIGqz%wMSximhANNVcnRjl8UN zzRptaj{yLZG`FrY7NE6y7^8ilzvDj~mG;1)AU+QKIXCqYfC+b4{Lh~a+XK2RmY@Up z_EE^)#Q3m=T(7miMmOyqhe0aga$lmg0V&}Vi)HGxHwDRww1#xK>EsC*BHuzp`$tkY zfc9m1kZu>Aq?%=WPhQGImlQ3tzRF?xE?h;ba6Z-SQ=Obim4}C`A_ucr|8>|t`>V~p zx~_gTenC5;Pp)G*PyT#qEwxk6q7=wmVPmoObQs>DB-F|H6W#C{`q7$`nUUJXC}KX` z!iI}+Li>c6qN4AuAXMi>gYN ztqSVXK8+k-+G%!7d;`0_TaVVw+WeUO^AD$-_W&giNC5Dd7|tS_+TmNLg@aQHu13ZM$qd{^96e+dE6_D{_V6O|>@VD1Wc$|L}kJwG!jw z&Le0&gQ4>t1}V)Htk);R&qU46Jow$9k@+nv=vk{yCu_f7mwjgR`h#JlzLl5w{-uSc zWQ+TCoGqe!x0^h`yx39S?3ELr4XaS>kknCZKkw4B`7?9;znU6Xnt>e*nyq|6T+C}X z(s%zwCL{chCis5p3X^&wyJfh*e0s9M>%n+tzKg4FT_BKK)y(u=s+fuU3VyFweljAkJ z&j@^j*sLmWNT*9hTQJfj>x+oQPT~F_`(fLIa-m%(6sj02<#uT6xkzf=y6v)?016l8 zfX9au`!A0ry`)tvMr+%Qc8FSdT66kNdg%uJmh+q9+O1033|%aW_B&3mRfn}b;@v5p zCp}`~d%Wq@8+J2BhDO5R7U0flo-8R7#nby5rFoZOmxDu-uAM zrb}(>al=xjp>$)d$jIboy_Z=kZS=Ay^j&ls-~tNoT$=GzzX7#{!_P+Qg|CJx z;I@U}Ka%scE{M~&_*~)MolrZXNU!y0WNI}gxBN517u=sjCrldua8_Rr%|_1Vp7Yi= za;9W_lNx(Hw|F}mo-jInO1Rz1)#qHXg}r<0l=KF;_*eAP*J=|lFO!;A=%Ko)aKTn! zNlF7jom|XwzgpR>pu^UI}TM<<90u}4B=1!wdUx)z0&)KlcL5j_Y@L!ccuB~w45xT zRzFfFl)EoTcmBqF`ZW$(%Wz>Qw?^xi@H45ZHTTa9bIN-UtJD3IX5CwAb+zlWZTYr$ z==ruyZ`ysx-e#*tof{0=R}Gj-@*5g6XPRcZ_Mos|52f$^;RI)b-$p%m3qiZ-EtQDY zt)Z0Qu(8*-dLQgK4h=O1-TaShF4(D!HeJhI^Y&?28`ixXVTxSeRZX6~?4EEn(N+S* z0*F1p0kE|WAaf2gqj&#^tz7|i;1eQg`xbfTF3D~Im&rU+u&P*!h31%)xCJq?TEh}U`Ft~1IR&4+mLv8RySwC*) z2v=; zi44faWgq2e1$Gy%5^;3$j&72HC(>P@d%`4AVADJEOVoX0Cg=!roe_CvnMmkLM)ZC1 zurz6hZc|}ehLvV1lDL6X|LdIHY-o&Z$DKP>o&$7{=tp336{SL|}xQKY-NcK_8+ z_hTcC-uk*WWs}+L>UOKU(~}^9C?YfXRgx9Qq=`TEnW{x)xxNS^>-k1l&9g~)ho-QT zptTtRvJ*H_-m*R7s24oROmLS)`2C_H>s|@%8Mdr$vNhvRG`XRgEkqLL z3G8I{@eP)zFFs%zqH=O^qdk4oFI|0){!(P+^2Ws29q*;y@e5r4kS<@tIb)1cg9dxg zSvfOjz@U|Nlo~7+EwKWc*66Y8Pn;m{%-^m?0^$V4J6g*?S63%{+Pz&}_?z_;Av*Pg z;u1^bsSMo8V~YU4SAeYR<4Qph=1-oFzEgUbdh}0A&8kK}@6L~lVoOt#ucdR_D z=cj1!7SukxSfM6RcL&`jvJV@vG7n1|beW39J{wUop!{q7%LDi)Ca|S_;MjyBC79MF zd^u2)U2;wn)@8!B;lznjn{Z&Fo!TOdu*146WeTm8;-gl6#fLwYEa#k5o#?gkq%_(2 z{wCANM1Vl?*~a3inP1Ep#Dj}rL(|OMD)KwV?V=r<4@*61SCVK#u8)b9I*ya{960O* za?#IZ0%-#~X>!t}+bnM0%{s}WixTq6mHQod5+<8;GcUS}Li$-Hw;} zhtpPb8s~Ug3*ve=bqc3_P^Z=P=o@{wDqR}GMRUXL&W}S(fl}T43~hQtvntnfk|8a? zyYr{7nXZ3NTA~ZhpFPC-irOs$4WDhCU%FjoYARRg?I?Zo;klE|J^db4B;NjicM*go zE{UD)3$awSOI9`Bvk7O#T;~15yQ(%SgT80X8O+OrQil${FnWNJqrd%OskIQ+UrQ5? zbq&-_X^fm@dexIg`to*j<;#CV!Tv{=P&%^&fSjl7m;2b$PqzGO20s{Lks&dRySNZz zqN1?Z*IK-|)$a)>@)A{fZtPYx;n^piHuiCzZaUni(Fcbtr&5l`_kX;6wi`IhqMX1h0%3VAUB<%8v1 zoFjWuZRz6-9@(pb`OXwrSYnYl!1H@1Xd-SclW+DD2=mbAl7BcA?8CVbU%q>D1wsxv8xyq;&e8lS zG$%6kSEOd?J;wi!!v$@i^|FD&V%t)ivvSYL+c{H;`>x?Ge2ZQfLEV20+b=mHzSNCU z`G+&Nz7i+ax*ePE-tYzil%cymqFhZDPEkGfZ{*Qmu-)>h`v)M z0ux})cov<`!ET}w27-Wl;&=n2%V{G{SXygaN+7LEYm zypBAsar{~Rdi;GA@k-zI1>9(Ey*->*MDt>8b(X-|1<6It6cUi}e>hDcf6D4dg{Ae+ z(BBGj&eX&%TLbr!m8dy6KUqtW%NScbTT)M?iVsQS;CQeC!7d$+H`vEvNK-!d`$ezh zc4`mpNAMy~IKH8k2SNOO0oJG$8QfbKLWemlgdk=)X%}=&ERWz!yJ>41Nle76OHJd# z`V>FYxqpWjoDcrqu&?8sb41IMuqlpWr^d9!Lp+0RmkE>^Mkt(v~&AZsjI-`9G#{ePnp6r`)+;a}3l*Ciz-y?`F3aK=A zqqjX;6+$~BKQF9L*|{=Dt&F_`q<>S*@LqaQxcQ5;;qvuMgyc+K_|032eCuF|-S=oux*SioXIIGeI zO{Pxi>7ubFH_#pmh*fACl%d5Ci0D?L47ZV`5J^!@UfpF@=MaBuyf(J=(|`0h-ry7U z4dZT;UAy><&#tA8BAVVB03@(P!bB(4{Ig7=KJev{)7zqetDG@0ek z{dM|Mna>O7{)iI2m1llgFC|&z$Nh3=X~p*~GQEv73q>lO_{=3+-MU#_8e2xtmR#=1 zR5(6pOo2v!_aqV!V)i*+1s$EI(<2>D};E1>L0e%8vmfd6Ij~!&~ zB1>DedG8<2BhSx0z>u09fV~qo5_Y7eHox56@Ba@6Lf_yiBR;$mU@!n?GoqDD356O& zZlI%)fNt|IQeSb;k}zuq4T_rdrW+JCLbFjkaYUZvjw30e(=-uI6mf2*u}6wnp`d`3 zKu#M52_8SWsUSBAfq{?y{)yV?KYf6|PQ3RJ{Kt*<1dV2)4r-^*r-8Zk>Y&m>|Eeia{OQn3??U~HD7Y4)9$P-` z3Yx}#TKeLWBSj_yKTtXB%jX$#0OmG~FDx(&PB86yE8lD9?^Q(salr}hO)Lct){kOY zYsY!5jKyVW9-wZ4zX!DfHM>K8K*Li7Wi+H+E;q5i(*T$C7>EWZt#E6u&Wl$RFH#8; zBiAW(!^?iJwKzbZ*|Nr#Z_!$V!`&n}P|XLKqKnb1GOO6mPc>582cqg&cg76H|ta#t6yNQ)xOiZ@9MZc6pop}8Z^BuVT;_=eY|NIfjht@Za*2DmnmR!wnezf zwJqo*G+?walIf!T?Do81TycOd&YptFydW<>X2bAAmY`n0THA~RUcMldNNPiT0SdjU z8k3&(eqi}7v`ZpVn7l3&Y?t5?wf5n&@C$d>PjAeqJ4X0Jd$13jXhlIfX4#i%LZN$3 z{FbY3j~RZA;nC}vZaciE6%kR9|NGtwZ(+ns6m8;ok(TQ}YUpjXTI=6D-Sbo2u%?(Z zXwbjOuRn4pIipy^X+v$C!u_~5Sb(y;v}9{mWA*(~Uq~2TcA?(ydWTOhw|slH7zI-|2QdmE*Lr2G0kc zptmNK{j|G06SMT?Bte4Cq*6VaGi`JhmS3}<5Gm8(aL>T0e%HU&bI)+t;7P<|fT;7> zdiwfL8Z@HZ`tUy3Bc6Y!pEf-wePEuXX)F}W|4i;6GzJo(_9Ty$%U|SI@2tIR*x+D} zaL&x?zK>vDkt48ixm{S`Zj+GG?CRQ zbw|a}{sV*Q3VJmMJeFS)ngqZ_5VfXKyqOX~!utBn!(UKHp>R=d{P<+phriW>N`NCx z51h}tdS0;t?!rW!!z1opJ2iZmk<`c2aZrIkyTBx%5!UNI)()FVU24bh;{6x5ms%m`8rEj51rIwqm^{4@3MDdE_XS{1v9F|*b7PUM9_vRc*;cCxyQFA}R^ac*gg)`VM<+mM>XgDQgW$L3*l_QID;uBz>a3 z>`1@R^mb2}@OB&$Pi~_)PG6O$FDi@?5M+6l&tMAd#gZga33v1~XysCK9I_`l6xyN0 z#x^|d@3u%82(OUi;swEmo}J3uxsW0L*c^(OaegFeXAOonVr=>Sg#oDvL&=ug$uDuE zop$*RlVn{Q>G8=XwSEv91M9QayANpu(uiASjh(h0xKb8#Wc%i=00ru3Se`3}Q$*!- zhTih0)FoF%7Cxa$e6}mT3{^wFbU%~ZTLW!|+TfqvhA%eKpo|f7X|e7hFaxbJvG+Z2YzUUxq*&eL&Qv#B|#n zkDV;}Q5}PiA%vIwL{Qk>IC@@a~IO{c$^OD{f9sss1sP5)_=&wZ}#`Ly}I0n$zCM7Q?)58sv;Ka=w~9nhrv z$^J%3CuayNbY4&yiXTBM3zRx#UR?{6<%56T^}3~;DA}bo1psR)M>leWFq*cC<%Lwg z%r=k?yfKouGMKt1N+PuJAIsA$3U%U4JCY&&uJ{jOks=@4^H~7IGPlk z7ZJ340IgXf$Fs8C(~R8bnb%<-lw=->%2KemCCd@{o~k+pO2HQr|KZU1LPpbpDeHT= znn^J%rRzwfhipctLBJZQ?I_Un_^h?bKN?X~r6ZoujcYWAgVTW=pt~C1|Pga86BqAyDnGF0R%)sH%os;55lS5k(FVCc*_~RvM z`k0J*=f+*$=ry;KNy3;J)yxJEcgb1cnDI<@_1<9Oa9jk}fBbJY))dVa)im(R9}w z><&-Nv$=3<4*$uhutZ5(o+KdS=;VHeZP?eD7&quqP{b{~pM~?s(D1TaNYqru%KY}N zD|Vn7$1d8wwnfQ`{6Yfk3pODHEmA+-EoF!NaEf4DR!|9L2Y2^w3183SZuFXTpw-!Z zTnki{j-rNBjEF&JiM2HKR{I|g*_S=pP4K;5OZq0(xz|{~kb;8cf|Hkb7A0l_0Cq`Oq3xitVT{{Yp1RQcsv%CpVL%oi^&QU_X6PA$@qiQu=3 z1BU=)9TgfIJ2AlWNt}}vIe31)hLZ9xzjUn?3g~ytYo>KM|9-2=H`h-o>)|o)PyS@iKlz)g z8fMHIA_J*3V|=h-_ZK*hlKMqqjDbF({G~6?n*>cuB2W=>bd;9h_RPsmf%c}4I8S^X z2aH`jp+0)zR~?V9sVD;aysa4aqm#?(Li*wX=Es!{%3u-fVat8Os#R91ztSTJD#=2B z;&p_R7~7zusK+AWqwf%tTl%YB22UZ=$>xJ46U9%!da3Nc&o7=c{KGK>alBb8 zEGZ;cKBp4S->Y4%y0ocp52Y7r)&S6D-9r=pl&#Nd8km*taJ#8uTxy8hgCt<&Q#TTp zgLj3+`UBXi_e4H&c*PAekzp~cPgFCZER7i!Z#pN62QJQ78E}!LRbg6l%S-=ZPffNeZTPR^d0zp`&8pR&UCDM-kGr+w z?1#oU{Qd--I9cOHXarDnGlC27$Mw()x<8n1j3vnueq$UjRKeEP!u;7B1*KUD)z!_C zFS9GQ*YJJeKjyUI#5TuDp%T@puaywPL+#5O)v42J^llr!Kz2pby6O{M=j}VyzC|gG zZa?%Pa9$b8stE0J8VyYMM%ix`pEFihJyIoiqOe#RCapcj5aiy(pN&779oB65LJ>sX zYdgQOmeCco8*A=d$Fa`SRqH5M|Bo^j8&s1i+RRLL#OrmvQ!Bf%QA}hV@|=d6g4++=XAfG~?t#%dgr}iylkH9ru{qZU!EmhsB(Vlf~bxxn+ zF)#DxK}x>r$#TMue(iFqN?q5_)|T{pD^LoMQXKkw&64jIx5 z3{I$c8ju#5ax{DHIc=ONtUQo*=W#g}Aig8|{A(eGggKPEocqTI=vl8;4A-pE`}|y| z>=zNmrYxSm7Oz-`ZR0oFn$_B}tO*kFv@I+5Uk_t=k(ko}Q+e-gAv=JVou=FYmu+VdZkxxaLKUc@F+_iz#QZjcPixhxV{2M>cO zI7+Mvr1M|3!iX}rRcIkdilr8RIurh5U1bG8%NQ>r&j#sLb$;n_3n5V}*|2APQMSRH zYntKE^ZYWj0nbwM+l-^s_t*vJZ%O+ipK68H@QSuo7soIdW=0|b+v|pBy-CMSi7Zx9} z!cHkag&LMw#~KO}j$>34N)s*6bYH22+|OLYYU!<=B)^vMByIIs7QkbUhr@&(3Xb`5 z=2P^;vekn(mdXm*>Jn*IBkOE_eBIqZbkD>{4e<}WGSxbT!Bi!SkNBIS5CZ!5sW+i@ z$+x^S;+rH+#vE;8_nPc||Hf7#IShhD?86zuV?!d%`TO`B;)hvB{o9tW(D4HDTk?cO zSo|c|Y`F&y@_+I5mSJtT+qy3;1=?aY+}h$^+@VE_I}}2YqQNb=Q=mnH28w%dCqQs_ zcXtTxZtuyS>#Tj9J=fglYd$3Z`^6JEF$92?=>Uf zq&gY5GmvhyXyJMmVXBn1_Pt*ZL?ZnBt56WilA$nT=)G@UBXd!&6+4x~7BLSYlwHHT zWC{q+NmjUc4bRwJ2P6^BSy{3&cT*-b=~eD*j9puN?e<2B)IEmk7R`tOmp4th|C+=! ziwj{14AWfPPdUag(yiBb*g}NQcID>CCQ5;HVmIQ@Vs7QEhJVn2l+uAyJ?G+=VREuM zfPTFjqG_3M{fQu;__oIMgReyl;OM<1dZiC)!ON{6-{^P4(uM9LU45-S9cp$d$jhDn zs$1DZ`fk;KWxG-%=9?P!Y7{?u2wqp-Xe4bw36Zc=61}v&ekIS4&P9^tTL=GPJXm6k z5T%U(=pVFK4pId5r*d--yfxyS_JXF?wQ}DrcVIbCg!LE#a^D{2ymWY>86289yXhV= zclL3$gfA-ml+Lckam`YAOlW5xNDEFP{PxLsmGVQNsPV`#P!VJfZYJ!f8uZo@QqX_O zFEah+0^05{MK4n}K-kWQMkIs*e%ay)Hx5#linmX(xi7ula#G`QGkeqm>1y5Wyb3!0 z=s`J_&fOW$+Q?WXIzk9YGL0cB45y>zm;L~L=%Z{IXbjAXO>fxn(p@`sRKy#5`Ig zGqVinPNGrPDN?G-`OP?YcRLzI-x;=-`G=DTCDxKb;nI#ku7v`v*g#y24=n&&MQ6QX z1PMRnpGx zd|<7=!z%bs{tvNF8iwxXHnxa@Y28a+y7lVz25K7X*JVbna#51IXO2m zgNjNf;MXrd+ab6)`8kepDN-ljLqbT7UhyhpHG2jX+uGE~m#$bcy>=Vej$csiZRONk zZU2fs8TA3s|9U+Mw-z6?FnN<%p~o!0h@)}LDjGsT)CF@gLujcI68_N&l4Y2LU}fq#fU8X_NG+HzMZ7Bx5L)Gm za{r*=hO-UEaGig*bMEFSeTER1&l1r|nBEOg#M~)GpfpQUaX;Q3S2A{$oLEbWc zzMpA*LuSt1A!2Irc2jmamD7_wX)a%%)Px~|R9)hZjpasCb-BdVF)Xb6varqJhpE!& z#*|LKoX70)Fujr~f+#Fy=I^;yA+w-|H2A1 zy`J?0OF1&DXN8AAQwU&_L9=N4q6<$99yuI)MA0nvxf}t@s2?mQn6#WsUX$etO{xS8 z-3~=}F4!m!++D;w+)Mac_WfXMFZ5{G#k$*5#-sYhLWAFVPSs{yrtx{~XU>F6GgR}~ zMo3TSeg%ZwGfuyeI9B^dr`o-bLvg%6(*((^(rWwgY`mK35>!yCa&# z!y4L_Yhceq;&+}Y6=elol4CCo-?EZ$q2!uh#*aJ>|De&S(ZnMm9iNod9TsSarRN>{ z1#9{g6j@k?m1FvA{AXCCdm(Z+H4Aeiw+gJ+@?)ctVvGUD?2?)s@yp!}NzQu7@+_fX zN@#ISx4Es%UmXh85;m1_Z0DT&baN)@DM7Qs^*$Oy{P4hm{;c|YtAn!y0SHD~1e=&W z#WZX886FOlEX$Mgk@s1 zyeT%Yj-T0R0S88Tdq|Ut+VY5Zs9q%AI%8<|$5l-wOqDv=^vH?=tgQtDlCWtZpw67{ z#Nzo6x}bQmV3BY6n>2&AH8uW`)CNjosXCse`LHR|v9C0y%y;l{?uwC{v$PB^RD0FK zyjpEvC1W4jRg@P3iN$-xM``Xn3g1Dsjy#c+j$BmVcF7YWI7)wu-H7hWJk3>pV^sxI*8Kb^1O%^k2%9# zfv!YEM3h_Jyk=a7&`-tHLsq7NCtd!~$;7s!O*=d8f-)p+H29{pDu*RJ$^+#a{&-uZ zu^Hd(Bn2Wp^ekqb*Z;*Y!{R^1>3_c{QM7c;SJt(dsXzbvwLB0*q%xSWLs9;{QBcIe zG`AssD?@VdQj6K&acZ@hPSMKda)nnE#<|C2zR;_YQos&Oc*{i)n3p}ao*>{YBt}nE z1iVwUeReXEJ7+12j+AIBq=pFvPOPbCqF zst2gml*;;Ui;e?9dw2Q?b(DOGEfGu84f;;C-ecoPQ}ikNliX8g;IXF zB#!^yDG0m#UotM=-I0IAYKk*`oc{^UEhu=M9kp1_aBE6mEukItt zJabJ`^`S}em1ZQyT*1QTWsD#Js({^gY(KXn!t_#}L^ncG?Td)D@s_cUbD91AK&QC6 z%)xZ4M2{GqNKo|=##XJz4@Oo;Gye$Gs7qKKf*ke0zk4}$!R|Et!-FLPce*KlTY_6^ ztfD8nBfo7wsCQtA+o4WFmH*=YtIrgG?9XuCIU)AnF_#OmxJs*`T!I8aD`TKPw|{BR z&b3%R0Zk7T8@e>wZV$7qrCmJRlpV$8$X}Qru(tYDCIfrpo`}na=SYTbf+3`PG5ncYLpW|FoVt zbSnH;V5<9Iz<>`+39u(xmf<`TmS8pxm|JfUYp2e5a5~X_Ol{tqJN)4z6GuaN~JOgtgoedCq8deF{)3@#CjQ}DSk8(w08I)zBkz?ulXvV zCZ6QYR(K;DrEA)M{^xLL;3d{#lFCglXclHwJW>l`Y^SmCB>R>1|g400OM`()uO91WS9T(yTTD1iC?$4S&Ephf9 z{(U>57@ALZ%4TPmp!ut?u8+ZqBacKSKNm1(Vw??Dlu9ZU)XBX@ub8}2Tdo_McLF=M|~ta7#?Ayva7OwxYydPZVY)5A}F#Ow?Q zy<+Z!UMdZ8)TX3slCM+)uS)kRo<;^PHjak-4Ekv)l}7RpX9hNNhF;k&0xmyJT%L~W zF#11~=*4hq6W(!@(8NCc#5&L<66B*WXR>>_XIj*+Rk7-3mA)gc>(Xs2Y^`e&kbJj{ zix1${d-?8}dat~4 z%0``d%=bk;bq`5im#(JGTUMCcsMWjEV6uT-1p>7HGPxBO(;-hy)o<3^+rU%zHCD^> z<_;($fJ7pqytmI$civ*O?mF{9G8;e8dBS>T{NCk)>#DK_S#1l4RZw*wK^i*;g+u zhpR0R@28@7tah9H26Nm+@2$*ciYTi}scM<#lIQjizb-0^P1mH4^-d9-+|G_%p|-8I zqJNDkzJr}I1~II~#%yYt2AEf>R8&l!QDrMKwpw{TI?AA~e4ODIo#po>ad@fm6Y4HG znTAOu=rrb9(Th~H0Kv*!0JGS88xIYQIKjqR#A1y&3kUD-??{21dYQB%2NAhJZh5^i z>N~!Hb$Gw$5YO#U@ozMzKY%+nY<^o*%o(}262U{lhtI1GIPYU()dZ(HC681$>p(JL zAK64i89AJDnwG67M6A|)L#WhG00nJ*#?|f0UdhHqj10Sx&7=0!cXuPXlLE6So1A>G zPM#aGz#aF@t^n{fdJvzxl-wGcCctno`W*w@Hh67JF=+iL@bZkJ@>OfM$$~CoQYBz8 z5w^X~ZHQD|XDBD9u$iL3OiXsP%0QMih|1~G^ZQ)N^%!-v5H*$dT^KtoZuhQI7Lnu~ zxD4@_WR&ZEd@}}EMLBdM>9`F|ZqqrvhUNN@6e7~zh>W+rfHF4r|A7*rpc z?u{V%U88z^pNb#droJA2lUS47gGW{Xde%9;Q?!X5-8ejuZ-$OOc=^?oS9FIxnK^^~ z+gP0*cT-_e5_`G(F0~8bWPi-=HRdsHP!QWQU3l! zmH#n>{_lH%w)fuJ5oy0ilXk}Ew_4p4!dGiowC4_C7s_6>6=!WbR$$>QGpyC{Ypgm^ zBM)YO$Rm_^sfp)4Zn5YP=dGLbxkl1oT}-mRk4Rflbm5jhz3DRZ*FQ=WjfEeEvn88T ztw#&bA<7+f)9!y*?e7%?Zi|~(hYrIQT?AQ}4JO|p0s}=>JqSjINd)=f^CrdPNntH4 zIZ;QyN=rAA1eO#{f)#?F^i@v}#_p9@n;BMU2%f|6a@<)dFZ09i0-8M$+&I2^7&shxzAVMiK}9sBeT5{Nmg#Wp=Ol+-_(@j zc6^Q3aV#1}T>=k^l>qfTey-#L^uG`*~x3gs5qPJ_onEY6irP8XLG2(PWp}`EZ zC9CqS>ard8@StFqd}s#1*BYld1$v6I^UluD(=&+yQXyvCg9JlOd-L^8+O8Bnv0&dn zWcb;i?s2KmQ`{M=3oe}}zY}CCIrVSW=x@Bu=cDvCExed69WhMz{j;)J$ux#P3%@zwUpTtNx9YBxtxjS<@(JuN2fYeaROQ5i9+BV zt1{vZaY>1jmEm$S2AX(N2fWZwb8QfI(1yHb-MQ0zk$yKyM}7qv_4C+yNWZ>y#l0bt%nA9#62GsoH*fjdfczZCkrKHI_sGWGK3;3( z96x$0tZr+*)V2P7jU{c#%IPVZ(P~+MRZ17xvN*+fSbDsRJ!Gvudr5%N3W4#PgWRYH zy)&NK*a84%$3Co%)EpryocyO+Yv(P9 zjHd44+pdrI>@ND-4`G$!&>gTy%?4U@+1}djoK;fcv3PG9wVN0%DYq3kMe*Q!Wr0@6 zSs{JL(ySynx=)IOW&=aK(PC+{&i;|7r1X?F{?YPnt;onYnIFt*%LE!LP;qz5fEA|e zJ_nC0^~A$N;nPtOD)DR~az7Ax^dodb(#57AwG^#cHVock@M1G>3#&++dxOVMtD$P3 z#m6Dd2F~iLhUD9h6Ovm$gf*Oi`^Bm;Gy7#qMVf0$;0n`+JfgpSrd*N?nt3`i{zRiw zGDXEdUnyDcF8F!%@9o~_T=jPYiu3^e2a-s4sxh&l8#d2k?s`v+df4PusBV^twGB0H z-*w_in@H131JcU)*E@-&1^)FPeTc6pmBlJ00k*z%sz1q1Ge>Jic06h z{l9yA(i;UC#|tkt^+zgEy3?eN1$=Z-GS2zK7W4~lDmbRKVk zm??J(nf`2D>k7}<5+)@WK0;>;VqRN(2cebp>)~T3o+tH%IkWz9+B>`7o#@%!{AoZ#Jczm*c97HDvsIb9woYkD+c*{yC?`{Wpmapm(ga}VN=cqG_SWV zzIIct2>_@iv?&|^kYqOT!p2h<PGV-l4_;!lN(J6z za{Q6CZ2H(Or|UMS6673}#KuI;h6rj&vp>1L_Zxq{ZEz;sup7?uapAvC>z-p zQhLc3fRt4TVd1Twv?X$z4u?g7jKC97Bb1~KN0^SxYu8MY9!t@{05$~37d^HH!8sUS%1Ov4`;%`~At*#Gx)8XwOfG{RF}>DvpFH(u@N ziU09i{Fi1R(Wqh*o}3IP!uGC7?`+VeTu5z*Gksz)+$uSzsct|Y3=aCnV413_G)IoE zFEU3e#?z5W<)B}@>e>TVb!(eDY$>11TeK06DW;7dx|r$-X?q&u{NIr%7m zy<0^r*|tsTL-D%mkM$`ou%bvTe!UDYDJ!y9BWTzR#vdnOF&* zz$s;dTxgy$b~*_DpXU3E0?}f@j_h+v`xdbe&&{RaiLJ_y6*UKjK&qKV5Zp)=z;f>4*U5|JJ0LJ9SW* zzuh_hcA^$hx&L*1nh@@X!;@i%2EPvOcTW*4COAeJlKI%jte6`u$L;$C&2Fj?%PHBl zD?vZAG7?@r&!q*hc|E*(cX&bCj{h4Cyr7pYmbtC%&erPDQC`O5a1({XPh>;c5J$2Hbs zKhou$sx#?kqRGTNFf+j8Unkh37R9X}?=3?8G&H<}qZ+-}+tYaL{~$i3%WcZ)99}j< znwWAFi~wgrF4Kf zMR>Xv)5~63aS+K5bl**T#@c_AS6AJ#^2uyx3zq+^l)A9Tt%^t1aAwzTiWgBnQ|Ac% zs9S5aJ`2iA!JKbN^ zKX%QaNIEUP7;#_7BGq)cb`vAe3giNro_Q@@n-42_UPu+Sy*GAK>}6A$9rfmW8!%yV zMo9#DZQ#*NIdRD34H)3j9dfNp@{qVh9nB5x%jffE9jE`G#rUfE$j8ieN+&q4CwT@* z!SX4~^*%e}*$t+i-(HCyiSqOp0)7u)x)Tg@c-b>EZo_w+n2bG%Cq15zG zj}j%OlZ`)gnLievE^?C(;u|CUjf*@CAt6O_snwUc&@X?OFy$kYiZ1UR%xg~p@+K2g zJn`R$|L}Cnk$nGb0266)N_Y0-Tn@}ok0bC*gk?UD*|MDc!gX#*a$y-D^31N`8fxyf znl0-)M)mO9#lgMsAGH01Cz=EREHjw>UD{VdIt$#7eXa(YIW1mKLAMkD*wM5&9?r<` zA*>~8p(pH5G9@hY5oxqpr}Em-X+O3wI<}WLj$da7>*-_K@7Gn($C+AMO8DcscrYwz z?Tk|1=N7Wm9?HLbSPAo?!f2?M;lDg+ro8f>vUQ$}e^s8p+nDt^uaJ9VQAGOy%B2C0 z-hAM!iBQcYQ!%iw{=#bqr=ia9?ew5pxOaBao2B{k{bii18UC01xYyM{zJyb{cGbeV zEVJSS4&&len9IlH#W)XqdhZn^V2Gvh7)kTSBM|z2gnG|sqAHSIsutwAX*Nw`W9n4KQ!r2%2}fm)pW(=n?0)m z$y1S5XZC70!>TQCY<<6UIveo$YKC2vuklV=hv?SH_3L+S&3z`L7A07Yzo z$-&3Gv?I^Rk!B)?jCnA3uC8iF0?T>N-Y|ZSc4*0ug?1fPBt+-&?bYwFOo7q=Fos3VPzxig ztdo}f8Z9MgDxY@1%h`yVGINI5q>909i`E@4u^#GGR*K;oW^hgEhU(zw+yL1$T~2r1 zaV62!BKj&yh^79knlq1V#9*8jDv* zi2unm9a@dY#Lse~@2ovMer!fuVK1G{{AbSQ0tls=z`%)kCKAGgA zYF?YcEbB7g(bCDmt-N9@r}*p5C?6+B<<9rf+c+U(qO_Jpas(M`JaL1&TB)xJ5mDJ{}IlFV3rpDL&m@^K~N>BG`<1%R3_V4($yFx9QGpF2v>5{JU$P3e-yM760 zCTklNz}SnwBHInrlT1mIP?=y|b;r;_ef%Q2)N0V76pN}#2RR!ht#FCqun=MFO6FlY z^$D}(5M#RN+8&%eS61cA^}Dq>?@Exa)3DR|k9r#^8Q}=9Md8_oBFqq#vHYVfKD1CZ z9h1``1q;v4%?BH9+dO9pTA+YwkFarG{Z1Y1*zs__y#fw2N#&0V7C!9pPJBBSl*=0J z_L6n|n!Q^a6I|muS5qc8W$BSWLY)gU3qex;slwbUP-LbthW37e;$I*wjL`ER`lMg|)!a}M;r+V!ni(eTNpSP+jMi&a z;pU37Vw$f;+a)o)*v)cU{}wQV;iv-K%1vJ8-)j~W$!C!_vpX6)8IeSqLbmO+-fm_p z+Lg~g-`ChnD&bJZP;vcIkUhkmxsp3X$?4;+ZW^do* zxBUx*6F{3T6?xj&%~XtYv(F53K(10&|%F#y!BL#C^HOlP-(Pu=mxIh>s)#DYTldZas_)B+xaMe8yF~ZxW{# z+AqFs7y=*SXQi&dFfC51l<%aAFIj^}Z=-7#i&q4`Vsd#um^ z4_86Hip4=s&w#=bX1Qq?ZSO#kCQ$D&w=a2Ou3x^72HJ_5;wi2dy4c*575YF916qebX2)H|-3eLFB`lO1T1>zvve*}|@wqe-r4HHd^6 zKTd<`FN+KABArOsXq@q2^@K_Tu)UG#4FlWuHP{Uq6Y;u5 zIg2G<+L7T;PJTP0XAOH14@XH|vM zLJ5vX|B`S2a|Iy~U%Xm;%;$3-9IczHQ6v4*x>zR&=uMzOW}>gnZ5+e*@@*s{Cg$mz z;XgC@Q7e0iHSs*@CWAf70mlYnzg^q@!*EtR(t@@Q$j`lGX?|Fu#)5t*om#>Wef0{t!VKD6 z!(?SrXeg1gaM=!VcX*6;%KcD%E$jR=l&EiDJtO4H0!Vfj2koNwk={FxN*&V5I1mmT zDJ(7u0UfBn#rXzx{X;fecRwcXBY{sn81F%#xf$8+U~zV?*IeN~t(+fOiMVN**mGH; zoR}i@iRIasPY8Hu$xEcL5+s^1h%jLxAFn985rVyZ{Q9{6q4h4^C5`Wu&;|tuGF{4u zMMz4jfW>y&Ga}z6iA!>U#f#8K*>D(63w}{N8Qh!;EIB)0UEvA{Oao1 zz)Fx%iNv7Dwgj^D(*o2nK%W}!e1;bi$IWj-xXFZ-xwM$4ALoKxT!~i-1%9loj;SqT z2dpO~>xJX}shQhhkQ$DGG5yhB9QgFn4Ja7yW7orcROQ54mJcpdP@lAXefpU7r*RPU z^r6Kxdt>IcaMpy{lqHHo@>Kr5`sN4%ixTea;Nl$b!Q9|?du>!buClx5plDOmBmctN zi~n=aiXW%)zGk_X%A8Ra_&fgy>z3$*N>P<9#h%&IzAbx&ZZ7&6;h?}jXk9VZF)M$` z^Hytw=;Fswdp*r_63X%uEBWq&kSA`){@qE79a)08jZi-8m}n^?50i7eyBxLq5uIL# zkv-J|bP!W$o+d%-gJ51nq@!|{#lVEQ2aI&NgUPsp;CBf$-!wJGARhUX#r@Yaz6t zI4wn{?6~si-X16SO9N%A)6rrl%P@+-IhXaaNMc&U)#;tZ)A`7ddNcBH=rzW2Rtn^i z$TU`6?#p+y(na2W!C>S^venamJdo-058vTVU{# zGBdG9)bq8vMbhc09(Ptp=D1&L!@x{xCXpF_uo8*X(a$_J&bc=cdX+<6*(vQ#kN6xD z6Z@RGbfF29+5!XOp$s3_Z>rH`E_g>)F0*2o_kWuF;%S1GY#V6AJpKL$ZPT&>;?ccw zIq(nKd$_FJ%FCO-_V#U9Lsm17O=CpbH&cY)Kj&k8_ONb0Io7Kp5fd(5t?z?qZFzHy z4|^Y6s!;HyR2nZt=PTxdy_4zX_6z?QQ<=r@6XzSB$et7Hz`!4Vbg70f-!l$`2LBm(;bMX5mq9Dyv?z;;SAG!6v@3jws3l6+kI8cg&XL zH!pkfgiHHgJXZ!oyYOnlv+jdlU4lP^51Gb?HWLn@|8jgb8EK#ySWEPSou#nU*ffCN z^pLGJcGT-DznDGnkPmlzSDk>G#?a{5`1hkhyMoJG)&bpb+0N4`oR2`3%ZQ%KF7-36 zlQRp7JG|wh_)IMgx`F~*J-ImjAyd-n>?wGH+o#Hj4pl|`Uweg#G~~^U2cuYy*!4KK z&vr`8pLwE~SWDoU1Z-0gMJojj=PG$(hhLYTw_I0B!fe@PzM7iON08u?>BSu|PbExd zBfa$@+xUV6ORT8=LLvxTgd)MrW-<=h89k+`oS#g5nsfScyC zDdF!>PV!!;({nf8S!K$M=wLm&$0|$2`@gQK{Of0+qR(%8U3XNA4LcRloRJcJHy=Vm zWeZ)VqKC5By_eXQR{>V3k=X$gwnZ~F={rG++62OcOgcE1 z=iS%NcqZSv-!1>#u2)j|X8$4uLuX?Vw`2O-1-EvXQcOk|uD7XGGOP6xrh@fHj%M#W zNUGNiuD9J|y8VvgU71_$(j8@xkt1BlR3Cd9Aj^g#8@jU_z(wQ7FVc1Pn1@(j&{xDO zppJaZYR_RYwAbUNGj~WGGuG0vQd6>eZ?G3$Ksr?}x$#Pr2URDlS(g=R9OG(ww@+YJ zR2ZAkT|XVGNu!3o0-d#z$z%K8y62dO&09Ee7azGBZ+WvvjTPrVT7CC+GefX%Bp9DI zL2W}h)S-=3CtKBgn>Gr_-kamGI{b_hc0)GnH2jfB>@}z*goj6-3o6!c*U~~LoG5l}W56x30 zq^j#?^&cqQPkN%ebTriqk3Sb2I(^29d5LnNr{%4CJ*{o#kV#Qn?2-}hOhbw^Cb-3g z6#&PS{x*ECYgES4GK>)SGdy4|&D@ZA<+>kh*~-zS`&Q9Wyur`))*bqV`wj??LGa2U zD_Cv$(uat$sUcK+#v5>l6 z^s@C|{{GGPZ|Ye%BddvolsOX_qLPGI3oS&ne+vFhT{0e2qRzTufi_i^+lM#EVDl1Z zgqq#g30wjJK}Cy5bMg8QwR~S!DZlHamoRSqGHp#^W#fXK*~$si5t8=z6M4qGK@4rf z3|1)R9`oPyuj|&scmsoKIpPm(Ej!GG_9>;^L-%EM_+mph-v(|sQ@tmeJ;^@M5>k4m zEfmQvpo;aO!mXZ9)-5}+Z2C$o$|C?LSAlgiVp;CvdRC#>qHQcL1)$`h^nsSiCgC5n zDjc?zDsF?E5@gzOJxek`5tmLve1>g&e3IkhOuUcUt>f=iz_`duk(q;9^T82J;V0&B zRe^(3O3%VeaSq8v1?cQJY=o$I1uFXt;B;KD>75#{W|%&s-jS(T!-F zr?s-v^~sR*xS52!t3^Uqy{7MZGbWN^!a8&6I@UKZ1w?uR&s@aRCd;^$stk}h#_mQ@ zHz&77r6SE6(bp_nReND6KbdoJ-k;;C>8*I49w8QzU2-<&!$`v*OvM6!3+6-!oZ?Ogk1BI*t#%!t*41@n=&flls-;Z4%Z@u{pNGVYa_(xr2#x1p2olIkOS4|pOd zgxvo@8-y3s&g^Zhj?RC|PpKB_+;*Te&h{*^^vt;{&4LJRv6}Mdf~*p`rGgcrzBwFx zeYA27l$*^APJ%(BmER|mnfg2f4OD);KqL3=`rgp8o^X~MRFMkLF{aw?V0S{w>C~#b zvrR&WC$!~?tkrmqxF_wLS*^a?+tn|cL@jP!-7>dy49@|p6`MC)CpBP6_3PV`{jP5m zRI2FdDZ>67Zjy>LN4QAP)*wF#@;6 z+>uT9(y}s*N%fqJOoF9t$IqWz82&Si2lXmb2u=)kI`M<{3VEL^G5yyFBvnh zzNX4^{?N!2H+p-`uuko)=W67S($!iEWzz@6gU9;h9?S-HEmNllp*Oh$cT~LtG(T?f z@zGa5{IBFU8}7;2>UzcvXB3!<)xPafN^``F`y7Q8_xTOitof#DQP`v+Km24(2xR(= zwt4ZaE&HZP@FT0*zY~@I_u5I((cx)Rg^-ThW48*h2s~X29S%*Gv$!*Mu4`6JcUTv5 z{QPo{a&;}`44Ub!(-Zl2^U=n!#(p-G{@NjvoPM0q{vSvMB*OS`Z3!ZOFqStSds zurRqfSjR%4>uc)w^2+Ap^K*%`{2fWVRqsQ@M@!9yPRz?2SnUO~hH|$i1?$akE=h~j zCdr`lph$ONkcadJat)q%uAXqH>FiwOp$?`^6r*ahQP-`9iWcGrxjEfjd6sJ~VYgDw zce&?IFI*Pb0fve|iEj-3ThbED_M(>)c zWi@+dsSJK#%~SP#+dqV-)WrREgXBT;YQ-jON-$4@PshSych9^eC`x;Lfcd8@7Zx+E zRq7~2@A<3VE#hGh3zt$naM0e@M|q$jy!#m5_qHH;-5wo)+DCCO&CFQQXeyZOI_axv zAbg_F`*8v3=jG1UmFEamZeh0l!QAX0CcB7JT`O-YJo3wP5bAgK5P2JVJDG&pVP6ap zVu>9SbO(_Apfm}0;>Q~nIKR|UG^%-T0o3%)D__CrCo|Q_b2t%ZxiRFqAwN2JG77(< za@?GV2@ASfo(b&NM;bn%0)#L9>d5AKN^Da}gpIDZDE;%mnupL%Pc5HK-+XIr5iS>4 z1_Cp_kBb6lP;@f_k3uGs(#Y1Z&O4*VW^y8CiM#mni=?op57UOj+18Qh)uz`;R&sn( zz_Ii^z{F8pf0WjJ0GI+syTy-mI?;AXc#|vJFJ*dIT%@Uosef2>FrA3Yg*+{cl*ZL%IRliuxV9|JD<}D}g2^d?F7HQ8=`Gyft;14t%hag*hZIS9dqx>JW)3#3 zRvT5DR2_(S`htiMplI7o8&JNAG*FcmV#$`t%I704ZnPbW9@peHd>=F>Es?*>0?!RN56SvaSRh*_KPCI znm~d&+GhyZx}>dW0*`I*?0?W~ekT2_sgx$M z#8d7P*Xrq9W-OgDMR;ZPY>>eEN z$u*xR5k)QHu!$Ax5O?^h-N(m>>bvX7G81S!Rs$AsHTB+jxK&~zPjx?MO>Z7sMNdyf zPc1SSLQ{s`j!Zsa10Qa5hcvM>{{nV?o?6Nag!%HI+W#?Yz9EnqI0?0a7ObiHU1v?^ z*)~lGKF6r@2)GX;3!s!1zpKM=XDWMY>bo?Sy^8g<0L;HFTiOoJT2qvdE>^Q7-8Tsc zJ-C)9=6^v>_<-pd=`ZFn4|FRZF)j`jEOn>%KgD#6a@>yIE+;^JN*+A+8>^;q4_E6p zJ$)UTJ4XC?z38!JgZi|(j#+Yt8w&(RBr1#?TM{D=x(d3KQVy_V?p@Lv4{tI#c{s66 z*3KXY84)p=V@>hxs=2?V6q$YyiaZWofcyNZTtwAyRD$zgU5@z1l#LpRO8nJaAZ-q^ zuqHx^g%UgWx8#lz_FvDGjatJBkI+F~${xPgud|6og`Irwm@<7Cr<@nIYB#6z`Ef^u z!VGII4;hQLs=awXo*89t#lL#C6`eWOI~_BFg4T&Hs!LSm&ZZUKJ!D)H0?Ix);tj@cnPS}6S6!TR3CJA^g=itG1*-#*&WR` zw5_uTJ_2QB-*zSiiYrq*{i+?-79Xee4=i>6t;#weXJsUW>*7B1NMna8}FeegjO~_%T9(0u@**82aTZt`wZrWRK zX`Yj#Cw;@prylZViaJ6sUGVVoA?8n51XfrB4XY-nun%Ln7N5y#c(~&vG-Mp^-+^bU zxh(n~=ME`@mjT>ZB`(nj!3k#+>s;|->SOoy?U|(T34YS^1yo{`?>udJx=t7D+A>Vr zhT;~Pup_wK#e=Q4HhMNZdV}yLNAi98(ZpI@4XJ~3-e-XovrvDZ*lf!~aK)7P#ts!( zn6EB6_kWmVmM)JbhfJjqAC)Lkx*wF}T`S>lS$>W@xxRb&&{4yi`E$XB-sI$$_=<5x z?k3(g?#b@#qWK8%QPE2E$$)BGa8=dUZbA7ba7-}g^;s}tMpyf}2YI9um5&z`7VxrQ z6_P}VDfJ$mcx(=3>GOGsXYwDcy>H(TNCfkR`4W?B?anC7I4)gu4F$$RS7r!j1bWt= zSx`Cr>+)0Gbya2&`~V1#bNZWsSxrBuR26oW6?#VX^{s)El|81@f;Xd$j z(&s&@1((Bl@L5*wY%ZZhD`k8o>rFA-cap8^!MosCO$EupQebt4Q`NY*1`LlAY5te(9+ z2$4J`#7=H{9MPkxhG;if6pizWPZh#P9puPB5MQkYuOn^p;VWCC01oq} zV>URbXNpu1T~iso%5N`p6o-RL1l!-2{V%rO)2~I)Dd91hXRUO)S+%!}dd>xTJD{;5 zeXyWj=o6&v&{bwEh{|K#F{1 zBD48dNl(7^=}v1_^xc{jJJt&@l*Nge4bIA=O*(9Jd;{m)7N?ku4vpuyTAW*0rX@X5>v3lqzuWFs(mHn- zaoC1EoIC<5w14;nxtLB5f&G`<1!zM`UphH@xO7x{lsK9FtP%e`|$SLsIv)8KP z*gWp~fgoeOGBaUGLff43+$P@6GYmF-YtRSmGkyW?##wVqdM%? zL$K4cp++PuyRxVVG#r=3~I3%CU#yk0kMIj&ddTI?^t{&y61#hQggU9zHY;xS}ee4y0k|Ldv}qf?|gorhkQvv zr4C$B{y1n>OQ0~&F^U!;l)o*W=ba9B)LP21)1mwro-TbU_J{fe@PHpqnfdb~HBHc) zN1XJ_F7;{T5Hk7p^qL*9Z*y@eCKDyvi2hFe2_bStA0~Z?I%HRZaWZ?D}r&p9ho9r!Q)FgVC(&;>BCX|0VVv%^t z1z)@-iMmoCW{IOE#)~hK&PHeaJl_6M!e4%NAGfN99}~o%oo53qvjyqvk?^j~89Pw4 ziZblp6x937yd60v7JLVa$n;cspolvF29!A9hBZkE={bcXs(m|mG3ZGd=Nh?BA9{Zt{}(`rn)Si1Kqoy~ z-s~{=1QhRpFdN*z7A=LYU!xO;TH!3rh$3a1(1eQO#rmnbq{X?<2m_;a$Z%ds?FabL zlkgdrko>reMl)@lML8~VBUjcyLTmP|nDxh`b^sa|puxJC{y~F@$ZHA)n%hsxcg^*Uv2M*@tW0GK(g-z8PuVF;kwD3{C;?i1f^e*!vsM>YH z&3tWLZ#QL)G^`uqB_wVE@U<}dfH79%ht0NSw->N$p^>ymDE$!O<#s^p&Z8MjDbz6C z*C^wLXsXUFc|nkvTy%wnTb#Wx5-wUwqhPU3~lO)9u;}bFO)` z6~9yfU=LoFDUI_voZ6&Sn~SoMyeG3+8T646n^Rp){Y54zcBx*6j?Y@v)Bgi{KnrDs zs?lw1St_QkIEQBzVOy=bCi~lge$hwlXIMHHYC@@bySl7mC46Ro0T5lXg!ui( zaMG39`4VAX#xi-A0fmxT%q|3t+Lc)8F$Js4&U^1t-V;4K^2f9RF+t~N4C~bNSX~)` z-dMCRY6;az}jgLqyyEk$0k)EzrkIwzCscJ(ZJLg(*5kpaag--EAi z3;zP%Ji>Qbb%A=}sM&D!;HviE9qZRwtdn<*YiV5pIXB7ge>&O4uDwEJbU9)iab^pU zB}dD16x$N&&;~+VC&>|zx9&kwbF{ZYagiudE@B4JQ0NHT)*07wArb2>kT+uuhs#U# zDBye~y@cxWC!(k^4!g&45jYKOf!e$b^*kUhJ3 zDTP$=#d>~QPI32{ zoV+VcTq0)g|8%%;Z}%m&+>6K-FMDFlLO`;l$iLif7idzpRg_x!U}{Wi%Xic#ZV#vD zdj#;V(>zEjM;l5%z*TL^i{8dnIZ#aOo8`4L)6~@XKYL8rxGmiR-(^gG2^NB*P|q6m za!lM+?DN!RL8Y6B3m`#aPq*qTLZ`=g->E+HQ$NV6eXr><5b1#>@1KeE`9#T=F#s!DLsa6 z?k}bCJvN`g!fzr8Q0Bjst=`QQ&@QR&UfD6 z!G1^TOVzUGM5SNfeu>*pV%o23*->p1yX#>0Sg1KEUFIN`d-DQQE+-K&XaC2yQ^r0D zXw{9(GD~Ltel?*+le1K#R`1HjBaSJ%=O07?5oi?)0QfHZCPhq4@G=GUKATw$E@_dU znXBTko$TQ6BYwYWTFbrs?45~vTFZ(2t1Yt-$C*JiaI~W7GPaG5A|C^IP1`iCK8uc# z#)pjas#9onRb*H6Ua}vx;j800kvDfOat&NB^ zc|FhjtJ%T-=r*Q^QsgYRfEQ^Tv0AxupP+7D%(51(+v)_Iu3^F5K_0?@H?ysy?liY>mzxvZYbgBSAJ7+SL z*Ta+MC|Bk)uVt7yf&h9xq)4B$#M{9sgwDvII$;%zpT+Jmd)M};+TjXUB&qA-nCrPJ zci2j`qbqYn;~ryijYJ{Q4+(KjDj{HR>AGba?I>EytJ`Yv9!IXU-*8E!O;|c!V{5*1 zx+zX>bSDXT_mWw-K5mU#PC|l0SwRP$wE4%F>gL*mA=vhEZL@`Vo|#tO-kVY&SV--p zcf=qxkH!A+`nl)@3ud81{%$=05+>OzRmvP0+4A_HD2_pN)JIA8S#QZ-0Dt8#fodHy zGbe=A^pEq#n_w>M9*s4fWHZ{K(;63CN`AAFepPFJE?2!>fuqA25o#>|I<;L;qJTyj z^%*rQK5>GYwSAo?D!;MUxMf^?W%3bHX9v%y)cnxFBltx`%>|YAf zq=E|6W_H6gyq4KI>R8ySvt&>K8<`K$j~)T{VNW{kLt)`locuF#h>Q1VMy)R(i^{<; z!O0W9yZo{DoRVZMJSybN9O?lP*{negLC!YeuJf%c!+7FZj{L7MQZA+`)SDYNo zm1!)qaSRpT9N!vDuuQy7-I2`UR3Si)S!Zj)+|pe{tTv(Ov&gkdj4;mjty^sm0v|hc z zqFV?&3jMSYkKYoep|rJQ7u>0FDy);yKDQ_U1o3DtfJ+_%bwL~Q5`4z_5id--C9))(7G_pW!=@gC^&`ZsvHn|=u9H?`5(FgH;0*JUR(Ijc9d&NnosR;e2F6iLLeQ} zs~x}nIu;4_|L;*0|2X5-FwfK+E}pilThBwmCKKwm`3d1r>yjCUykzVcsb`+Fwk4kT ziVBKcvMn*>u@!Y1!%ZI5_O;G%We|kra>=79P_Dp@>c!HY<9H;Myg4qFD2)&Sx(7_D zE&zO)wP;{zYUR3^98`Swu$~`uw7O0GWCcIbx=`Pi8&h^eVIe}pj)T52VhiA{Mg z<%cXe@DebG#NRDQ)XA%>KD%(02D_(uRWjj2VquQ{iy?ERd9~I=nZ;B5J!aQa{AdP{ zJYyQ{nfkcOvr<6VzP4yG;jtr%s=jWG{1y>(kV5WW0Kp@NUJ-G;nfU4pQvs4EH_-&M zpE^pS(Y>;f*cDna_2ulDW+_YZ!%O6Kv;ZR)$6vr$qb9*KYp#Z(_Q=%xUdOtM?@&e> z{sit@CeR!1L6bLc5)#H?A8GvADeT!^JgJ5LF~|Ik1N)ED?Q`GqRN>so+vzr}5wBXO zlNIN8+$nPr_atwW=B!1;jW&(-%}Oh0a?=sH7x!sV+h(~FwYl1sAKV~`feD-C?r$F$ zuB3bQerA0#%SD{?Jok9sse))N;y_0dHj63j;+U_v=8>?0qBUQi;tU?~3%Hi+!e(Bm zWdhIkkA%1f^EDco>GH2z)B~wmmX3V?_;c#@SqM!g`Y%gcCpE9h-jIo!pKW3{wNj$& z_{)PT<}6`ddq}W0=mOOU!zZj2CSrVN#>4PLxJ3-GnM!9?)v7i*d7f|rpAe^D>l&Mu zA{W;g6F~3%Z%DhGIhK9l1k_d67Qst1l8V=2K+w6(s62d=_tOaPMVrDJRB? zC~n9Ae4VTQPVkR&Z@EL|#DT;Bzvcj9iZiZ0e&AXcGrD_@{(^;Bygr#8^J#-*PtB7? zY2Z=YnxgLO4|bj}ecpO;gJkI5F~ZOqPLj{;M{e}jKk<(f6W_O2(Q3vCbKh z@6vC1G%4#qID{MzCIgaq%zr@lt)M!P9PQX7I9%RFf=2OC;qnbjB_AQFwm&K$(1g{5 zlkZJi>vMT)8h!hfA8hM>l|EkPHgh*TWm;Vb75s?i&;-!C$~%z;trc9)aUKsc4CyEM@JIy~swnc%K-7 z%1FnMn;16yb_ae~;U%Ti*Y|}#3Fb_}6llyL_(f1wv?l&I<;>nnR?W!khQ(;j$o^9?{?11dS=UIv?-)EKngYLH#i zqWjsf@7S`YGdjU{6cr#`%Bt)!Sy|KCn|l9-bvvB$h^ggQBWwJ<(dw^Nwx4-g4dh zyYZ+$m{}rDPK@*|V5l;T?B^_3V56)ywpKpvLTbaEysOdG$N7Rt)N|z$WnsM0nWiN< zxHFLK;=OFRu6OCl@*y`!naIj%YQO(hFd|+AAgO)?p9)(44qKoepHj0Mazt)n-XjAW z_pm^5g$cYQTcNY0XB|yVW^dzdoNA)%-%sn%6L_Zo>2@DWi&BMBKW+OZ#Q?X^eO16p z>iwFd7IsTs@FsznOxmJk%l1?3w?A8g9xpuzagh(?)>ACrrlIvHy({B1+1%|vKDe%$ z97kJs3CjUdn?A4LjR%L;9~XOr${a7Q)8%V7J!R~blZ3M#(ay=YPNng0Izc9D&QCsT z<@)14S99}Wq2}(+a)XQ7v@bPggjHu8jGa# z3yb_U-JdaRutp9&V7h^NbI*y1!3Z7`SZr%Ax|($7ONI;F7pCgA^4i*G zXSYTALC;KeT(bw6(tEr@Cq25!$$Tokp2j0VOLi$p)KE_Pm}(^u>(C6dnfb8hupY^r zTRpZYcdxN%WiZ{?)BjLxT=;3*^`tZAbq8ZSicwe2+JM0Bq6aT0&7ZpR`vN1k-fp^J z3ZviaukAZM+iPu7ubK_4HMCos>EufejvsEk5#%BD!A1?%t%i*3+i|Pg;~3V;n%=GJ z+kuho<=kQoHMe?~y-zo5EQwd+(-;THQXt<`b4~_d zcg|jBc9&B=z5a=9@K5Q#7F5yhwn%=lJYNv?Jjf%0ZM8R!M9EJYM(3J{F zw(X50qsPcL^F33R4>Wc|74kHEuEN^6!r!_&@FYpt!{WBc-Y3OXK&66ur$aV@FPi*ML0&YS`_}9eyEUYhI*g9FkJ=NY)iPQYm9*Eoh5RP&ilLY7?I3{VuO&)C`8NN+1@bkj0j2S3JzLU8_h zU+#bTu(R;A#8ys7uT0kvY`^vcoH5qhh)|L96xddb0WGnXT`qd(Oai{b$$uENAt2-_ zhUR-i?&(`Ao5eUEat`*^dJQgdZb$8$rd6M7;u)7@1LjpH!kbe2;@U8GKE6m1aQ!!=_6+vKo2? zgAm&pY%)ZF_+q9Rf1z%(qwxkuV$nFp%Z&E*fRL?gASk=|l3Z$X16QJqhA_?FJbJs` zhH8W5`kTi&v%@@W-4BIsGrZh8=ubLo(pmjO%Jl?R!h_A;N&gbwcFNBA`Y=k9=sRH3 zl}XyrbcFo~oHf@*SeD;A9qB8JrWm=SF1D9HajLWOJ`@ zrd(F`1TxD?EISVq-;Y%;uK)C`tUmm1E<#a?+s#t#952zCZ*H;)os1*V516VcYfnIJ zRA#;0_W0;&!?_Z>pD}(1-Qj1!DVVvouMOX9I`e9k%69tFubd}<%xGeLKf3ntGcbp9 zIq=Q57grh4tncZkNuU~|xb=9JzB)*-r4a+zC+_$OwnT-EaJ~s_kv1YAwG)?A7pq0M zvEubc1k0YBO7n_t{5w$pq%gDi8iCp4ZOE|Q9?VRA@h`yDb>41I9i}o*vO&qn80^lz zHSJU9`=X@oNoQx*xrmi(fhH!*vE8Mq0pjk?Tt53bz$`9FJKq3*;ik?ONnZ_ z*z9R4Xlvh}>0NNo)2wbvRGDt9u()tywbhU#tg>;T{_&muWaqatk-TCNXl41K5gpVV zwJ!PH_5K6b;AAu2-kS7UVnG~x1$ak1$RT?$Pc0LfHyS39-~m!U;FqJqMZpCtPxxB4 z>bEBeZy6bNL{Gwlv$#c4J%A2~$krADn|Z2EjrEx{OD7f=ZwFu^blUEqYO1Zx9LLk+ z%tyMF^_YU+izw8|qsSP3^;wNyQ>;Somp=Bj;H|Z@DCK*7mXg%o51LGW0jN)R)PDhf zO1=l`)FwTm2A$I7YC@OzF;kpMB^Vt6p~ zep6)?+}vZpZSiKRT0%bhm)^?JWXto&%AT>lbxYA5Oi=)9Re|ab>OE=$aoTYo1353R zX=^M@&eUHy!?EPmolIWhaPCQ%A`8nL7b=wkG9raTi6?Zo3;Oor z%5n-35+!yYCgi+tyjmp$FFgB;2$k~@Za|xx)8#G0{WQ&Q;GU=F4;e6o&J#d>e$*@U z3}PkUu#ToGq#PE}<^B%aTF5j$9nJr$FLv_7uLiU*e`ksWyUrog`C_16)=Jg%|4};eqD7@+KVo>SkXo3V4DVsN6zqbyV(D4O-#Caho;?-JA*+ zlp(_3BVKy7W61--WnQGT@5KB8J)VTEC-~LAO$g~JGM5COU1sG>(eVIn0MbynoKnt* zkII|rN#Z1d@+4PRLy9ZYya!S2!mEwuPT)j=fhNwJSJqL@c{t9z$1qI41{R09{Jg0D z@mm`S;b$5Tzf<9Rd z>VAHz#-U)zl=g0Z%0+$g+3Ef%cShPwr!Ls#^E!(yQSQ9Oif8lsLh{Bj$NhJ-Mjl^z zQ7w|E77;Ygm{X1=W>&GrU|geb@)UnJmK4* zi*rz~`-&xJMm>$f`Ixt6^u3N2ykQyezF`s=IXwVJEJ6#ge^umr|5n?BHJw$HcYkAa zX>+XE%733po1Ie;dGV_5+KzxO`bHkdBk5yNWPZ3%V{6g;8wPZsRZ^W_E{dX z$mC)Q5m61mhtPmN_J-c9ilg&>d-qzjyOmwIdhx;71Ihio{EM~cci*8)URvZ%GWdlt@(EiZKF#M>plrJkBCU*;O)-TwMEGaHA39c@q(tFv=MwfUor+TNf!);1_>sc1m&9g9<$G!B@W=Prn9{I;lYd7tM z0ZOVKG#pjmQAS}t4qR^WVq37OnRMoint{(3_(Rg=-sF}iR6nN5K=?hSiNlYBv2_v( z%KJb4MPctZ%^ryX#rzF$`R`IJoy^t4s6}h$AbI76#);8Fs8t^!FuT_Z6?VGeJNo5ZF)I&le8$1JaJ&r zG&^(GtzK1GS><=Xko-4j*vAxshEaPAG$&e01X)K&>#;iP5C;ii`7SMLV>a_d3XeV? zl|GBXl^+mWWp8QOI^(?D!YQy>G2CoOJiq-F0orIigj%UQ52@MYShR#Y*&bpt7`&ZG zy2Q5!+ug}Cj(|bb1x{R1S>JYAc&vWUgP+jk)Tw+<;m>AVK5slx?xJG6 z&Rp6yU*zH2atTD!p{W&U!ye1h`lio=v4<^@gZM5nMHxA(cczzQ;}w_Z2FI!LK z1z$N%sr`6>DxI1n-`Mb;sxbc7k@i32?wA`ZfiLW_pPif!1ApD{Za^YOdJR`eF(01Y zzZvpy)(P4$k6t{?ye(&hp%?4Od>S}?VykxLrMMr>N^O@HKUIClj}pWHa-x95(bCW* z*`8dk(YdH!2(_D=cWCuvOlQf?$l9#=NPM-4dZhB|>1G?kuv#b2RWRxW0asve$~i8; z*`EGPs$G8Uc+hoHSvXz?`P{?8MNs$yLN4Dk6aS0uWgTX#=;IjAK)M~=^ojY$p9_h8 z1v-f*@rTX=LVRm~JAp5RK+6@nERTY}ve+<|XkHi~mX8JY%9G}m>X19a46MOjW!%EA z>d2j3>y^sYm2E8?1 zB)D1D>t5&b(S#3H-d4>ZZ271##P>tN#FXYoY;n4m8_@|7EJm%T`28NZgX3N+(Gr0Q zQ93dwDnt62n(e6*yAo^jjS(|po!5CIX`Vw|^syZt?ov_`%A}EhZk>00_RIAN=ml6` z*k8QWze`GoU%?#otXys{VSRW1|}^>!Jv_lWt^h884S!u-=brjfq`g$J5-4 zDV6gJ=;dDM3~aXTe9M^#mu{Aq!_S<%OJF%Gzj(3mTiyrq?i+h^Js$mUQcOOeOGG6~ zS=!Q4I}KUke!nP3ek&rvadN|?ZMb4R_~IY_7dG75urj$c>1vgWqD*a<1qAVaS4W5|8GVMpySvaQ*gTz#+%8lG6Pf@TL@G{8Ka z*@|PKPc%ann=x216U+Aogdf5uSEhdhdi;b4f$I@GS7M#M4{2p0YY??PZ>q#+B@Ntv z0hg_t)+22i&6K?Dbf}{=v}8}CvqS!yRcPIT{tLF>-{FW|PkhOi4Gh#;VolKC!B&_f zTY`yvr|lsi;YyuwhZ|^BU>pqF|#$z1q)YKrl9;KfuupSJN%II z07`<*-^=y1Pv@a}tkFn+ZrNx`Bc&7!nriOEk6h00#e=$bG5b+v^e$vPz0gv4RYFYq zsnGl9rh=@Un`JE_z3Qx<=>{W?sE#H9TP9>;<=|u;@L$GuVnKgcB9F zY*^qJ!F{V$Ld(+2Ze@kmtBqn9+rwK`g`VwXYlAf!y|z`BcpbKHUmw+4w#dE=9IEad zY+GLP&V5(K)bSrh>OZL+cpbLcWvR=@z&1zjJq4tj&P3lsO`U|&b?_Z<0Vl7*8FlTeN?Uv zcw`n#%GPwn=b3=FjeR@jbV^EBZb5DCvIvHxKq8=0?UC zH`p4vWoST1Iex90likBjF(!boTGRhC#R4wGbpx6nC3EX?$mb`FWz*lrk@ltx7_VaqO9>?|>utjAH8++$2Ll~#QV-PbBTLjN* zeY7g=2Oh>SO~B-7Lu!I$IR(rp5pQTw^vPA#OM+lL?sk*aBdbrV z5eB*A)8;xFg+cpXYD};0ZL*Ep} zvBs)oOO!OXcX9RoyoD-vMr~R0wj7}`VqUaW99iv%Par%_N+EPImDgq@^A}Kvjd=CY zjY41Ts-ph_%xQ$^B(|2%|J)gh%(kH$H7=F^0uCNOq)=N)-4UPrJ`9MUvi;6u2?ba6 zoxQVl2AwF)*Yr)S$bix~#%J8EL4bZ-Ek{9avt5UCnzl2qra-$fEY0hl)e3jsqVdlM z)=yS;g*Xc7>c#c0_@|UrfjoinzEYSk1uEOudVhu$Yj$u9V?=pz;8Pv3BNxtiil1L*KQG?xX@wu~Or7h-v+2Wv z{CCH1jPA*^#&1GKzwrNn_b;_rJ3#nTgXRu6#}n7yK13e8?^w{I61$J=?Li9u+1kA~ z+VQLH`!}{OOn9;7cJ3gw8g|tr5D13<7AhF)R^{Q67p24xz{E(>bwA}?9~RYzzwP=9 zc*&Q)YH5^JP_y5~X$kGNEP3mQe>tG@WJ|k>W8f@lo8k`*vvA>*j*-Nih4Y8slNx9r zs@UcW!Wpvq-I6t`^4JYd?@bM+B1$eGx-+TZT4?U>;b6fa{!iNdCAn#Oo^MvDHk)mT zlxp7?pWl_Prlq{y>w=0a2*|dZXw?GuVDfysD@tJR9_KyzsBa#^Ncc5yLp(gq^VGlW zpnS@z60uUNZCwMqCDVAiQi$%&lz5G8S{n)A^a6;gT^AZv$AGjkz= zU1k^V=nKBBT_K<+wQoYeTo)5{9Z(h4ByMP$ieSb!gKJE$r=fLfh9?vv{8IQHQqFgZ zboUwyA^)mM{I|Mya}aoKA3x<|Hn@?ucs3n9F5s*WlHqyZu^R48gh%l{hN9j}=g*bb zJW<+|(U)|{Xq-0pSdKtiWgeab*h_Y`fj>%qU{Ut=mM7J`c!{}&gby6`Sv*rnJX3GQ z`{}vLNC+HS6h`L4(Pz9WDIigZxp`~3K1f4Rw!64w_K*qb+}-nJV2~GY9j6qQ>$(8; zqb<*+M!ua7OV)5Aq~}%kWqclrELzQXz&~+mp4360bxr)0 zFoCbJRiccHVn+NIm_x;#hAn}}u^;ck9L%9?dnja9(v`QRX$r6BnAj3;D|Q7(D;?(LmlTf8 zos_e0tRPrjAoSySQ9lJ&ch@0gpjN>O^;Lpq@_#xOU@0Q_`;aYpo}-v#$L8nUnLjoz z>EiCAgQ$d$)qkrKn`b93jic_0Uo~|^%j_2NUGGrr=!nu!1~nZsF8=2k8b4~is#I6* z0Haz%u906S0YzrEbteDXL-N!YPJ{o>XSsLj%wFTykuD+UgOx?bHa-Zfm@bHMaM(qVd2}tERaUg5ooVI|IWIMT1@-3pcQBAfCCh(s{EJg zocNC?3hG*}@s7NaBM;%!NtzR zv!fF|Rc|wup6Vj5pf+EQrp6*%*?As~Q6J00D0FTbR#a?TN=m4 zzAN~emjHhJ-lSl8P^LN3dA}vUSwz7+B9GFrA2B$u+f0U9fn5uSi1w-nPuxZYXlR+& zV%09kmW4=@DQXB*qxWt*W|5cGRF*RaA1A}o^;8#DOh_daK5LoZewFzBKOLGd3J$4; z4}=etaeTI{dom}-F$Ovv>$(MFy|k|IT&TmP8GqZbVheC|K4jG&D$Jd{hQb~p#BRXy z%r_U@HjcBxVfjrx_I#TW0xa~n*fb2{K5nfO2yNeRi_1GjO&iI*1?@0gdgH5Q4BGtK zYG>lq+k|Va!)+c->tZ+tXDi*-p^RO=I|NRO8SfGw6~G-Ew5|8mFa0M`(Ru zN!N%z1z$pw!phj{RnORT4Pg3*A9l9xf0c&t5zm>LnNS?iQX@kCk7+q1EUr+CHls>& zO{2C8J3=Ye|A}YjUI|Lg=6&0}$VKo2Z1pdIM$|(xe0UU@XOHfmLw_z4xv0axd32~P zRM;%F$ohtRJ`FEFhMznltcXL;r)CA2mVvv2EHfb<$vrctVMJ+7cC5JgJ@fao< zqje2%d%J?lmSWBHu<%vCv-}GIquC+9^GKqmY{ThT zb88X2^+^PhOO-icxMk1=Y|XUy)B0pcbmf%z%!tP6lrpKy52EYCH;wfEIhk`>nFQT~ z$Oud0=c~6l)E~`(sD1eHMZK*X8&?;Gq7}`fRiXsP{) zCClpN$L;&MV>lZWRCs+DW>zE~RqD|N%C$#y+6OCPx*Jdv6%FLj``^0sVst%asv zkTdw>MaI$Tx7S+jBX8Vu-CnNhOYRbZEn2eR^GWVT?^;iMbD|p8K^%?!oQVXFE?Y+4 zFRhwCzRRYe!_8bi$XrHH%m|WajIN#_?!vZOn{I3s=)K zH%%+Tjf^O%3nJ#*@LPCtbG{cphk;JQ8#d`}U6k|rC3bvKVEYSEW^@ITDxlq}Q>9o> zD_mP$k)l3EjBxnb{mvR=4PSa&t=uJfDg{f^$@X{BTkHd>)0y3YK*KjK_Ay(%L%o>r zXUK`L^fI5K zYICmvk!ASsj9qO6we%>u%KWDldjI8(8msejAusfNt-Ecd+HwRmp zhHR#(i~4VGGCTVKf(c@sPZos9++A6&6mL8(8_9us{Jl@?&_h-s>|?Q0hu`(*`z@Mz zjjp-ldq`Ft{r9(L*Mw;ow@_uBiOaWVzC|nV{a7 zC{==#5A{=|``QytOZSrO^NUpgHfm5rssTH8Vs{<2(*IIIUp%Rt;08GsLC#0A3r|WI z=LV#Au9x^>lGOB^7uYvdgtRSM7kCqvGBum4z1@X&ahcgKK0_XP&ykL{WSlEKrl0zoWR5Tr0&32(|?YAk5sQ4LCPG=PwTX5XXg+3Nug{F;Fo zgKLle0&Ewlcq(3McFXXVR$B*_>z_ZLkeYSYevIO_!`F=)DJONr{|K8*NPyjHnVT~h z78VsnR*Jv)^upN6yi;d7$`1elI6Zv|H{`XNkD|14oQIuuo#@-ShP$+C%AEfym^O4U zE-AJ{znSkB@?JcSBm1mY{C{q;Y#wzwJ18vEc%{7zRde`sy|h(go$T!Hcd*b8ub({h za3<_**CsO_4R8r;#_7DgC^Mt^OdQ-KruxYmMb93^f?46fR%%`G^MI#&DI2 zszuP5R2m!m*AQ?jgZZfLqf??4ztT*&fajqgfsI&TQEy(eaWP)q zB!#!!!Qgr~#DQhw?d@=(`5~Fgl=^E%3-`jTv^e@#FXW$Shiu*V#Bcd!5V0y-SPSHT zx*!YC&_9?4g2>&GOyz{%iu^y^HcG`zqc+v`cT?AZA)i$3@+xgB!N?y$d&6Cp#U&J@ z7qU7;rr`Fg2K}i9%+wrXry~pxUo}ukZ3Q7Px|pXzMRfI(+LalKs8{kYfL+lhB;?Pj zU{~$z;~E-Xn|l}EuS^lQsy~@?C&^o!!^B_I1^q@i9gyD-CBprvq*Tbp_$m(@oO+)D z*V{y977UJRK@x>te787X_~lGecu)$tc~`eNv#YZ-QBkzdXXignM~YY%RnJnC(#O@eH*5%^|Nh7nr3SFASwa=#-vK_m{zRfN&P-ZYaER-X? zx8r=6?Eg=zh5vc=`yYvD>QSFX_M1A1AL2C%)Jk8b#aV^7#-p7|QMSUJVx5}4DS+Nf zh+SnQ6C5fBJ(9sCWz-P0@1?NonawlO>H$pG<^eEf0S*6iI*9ekA(_i^Xpg3^cB<{< z1xea^WPP*a$$TS1004muC{WWGR$ObZSYiq5L6kBuBcu#VIp?dk2DUm`iXo9pC`jVM zpD@XK!(3BT)r(KOClr8a7``q2nr3+T5d{x~?;TpzkC%=J`qnYCU>I5v228?Ne&&?; zL@*+YScngsYh8zV&*3uMiqk8Zsjvd>B7hYYjce?zRQ2(DWQvu&Bzy+&q&AXN2tesS zzdwV$c)-b{Ii{|ZHg67*XI2$A^=rvlqWF>Tce(xek)#+>iSpw4iBw0@g1t%Jj+4)t z=F*O~MTxgHmV9|hr7*)n$A}r%fg=^0C((B6(|%PI8V2EraWr>iX&4}9-a?&MS7c+I z_i|$X<0^bU=xMKl5jplaQWrofd|pMB@2^%=>*cVIx3$<4Rj*&_^r70QOLf=VOxBv` ziL57ku6}>tnkQE@%QcpPMqpzTX^p_T*=@WF_vvs6IBjA!LmPW@1-mU!!2XleS}$id z&(v7hfgBeS($(P;DN%Qb{G_ee2C!|ijtGtG3*j9cmz4p9ZPLNVNr|xmjNDq`zW>qT zLe#Tzs4J2Z&Bmhg2`^^)R>aQA&cYf8!mQ&DSG}9Et}5qG(Ldfcprsvh#S#2JFL2># z5BI_#+0YHkccBGGo>7=OPh>Qf!;us$gpszt#FzuKD4H^6A8<6< zVLIArKK*hS-%lvUcJWK2onM1B)oftBO~oHZK!$qXv5xuyqi0#YFJ<8c$^%k5wcit ze$na0!!|KVidB`-QMk&aIO|6h8?dn*J0MKa+i&H0Qchn#-JM_7em1a6P8#)gXxGHP z(+J>77kit4sP?qSLzrJP!?~gxrwt1?+1j^KqJQK6(h?fK%KBX9A&~E(uC~=8eR!|$ z+P3or3cO<+4Sz6E(8Fn7VgQ%ypqcLcz?gPSa*A(8cGK*67}@TCC&c{k&JU&D4*knj z_g{v^o>=IUvPhWkeJ8p+ANG{GL5lEWB@g+ptBRehKC?Hzigf+Bh07iK3~)<;y+T;} z--R3)*!It=qNdOF8&S*(fX=WG?0xF8atQS$! zY_39hF&DZhHc?9Y(j5iKFpKm&z65zkE+9RSrrIp8{bwTB>dRUW%vUvKk&WNQFjLEI z?Yu&m!fGo7bWZAnYl%-lrAwh>xh1k5-oA#qS>t!9Lfa6tMmTqorhwM&a|>hxhrX;& zsE**hDaMiSM}y^o-nfP8A6Kk8IXc8|)-`_3%Y9t8R7rduS0D^tx%(pJ~cFJ;Ljb=aO4?cse|pH@J6!>`^_(d&S6SQmV)BaX5_EI zpWMt0rs2ChmiZ&RMn-`xIunQKhnN)ZZ|fctqkSE2KA^h!d^ne7 zAcvhJMY2xNOJt~&c;5sWzRkDB&)AFGA&cv4xd*`PYxX>oESYxN5>|4kYk})HE#KRd z`4zh-g~~I_!aE{)NzFq77#%&c$7gctprR7Ukq7M1OKuC=B5P6p|A>3bsJOOmYZNCz zW4IMB$KrbPH|1< zqx)Q}jcdgAOF%z)d@PC%az1wUMT)k@ccwiIc5#u#<_Q`-SC!L3CCxaL)l^iZgeL14 zZtouJ%5_M+G}L^U<32qRJS^j>7^n}C5zxm2HnyTF0+2O(cyY^eW9pMYfT0Qd7M!yf zZ3U%7$05iapPD2j;3mYoOzRdr^aDT7E~o;k-}$uF3A}PnW9E;ZA36MlN;B^?@i}ak zDdB{gz_u>jX8C1|_Ezt)84#vS?Qg3G1G=6Bx+cLPpRPty=O*7v>p00 zGM@c!P>8>^{v&cc>Wy~wex#0})>NGlgYDbl#mJ)6M?5cvk|p1aNAV&SOzdE>r zbi;!TL-MjFu!pCiUq*Q5Ev^L4X>bnZjk`XaPtnGAGTQRH4a@s{Rlg&t%YK_(K!_d# z7J@X}PprRv(TMc|mtyd?^Oo{Ny|M~KDX6|=!cuAc9K}0i4B9kP)wr-C1+jphQ*ZDj zMFuU!#U=XwJ!>>keTNL*Q4*}#k_Q+nYqdQZJ-uJ^a?JuYA=nazy{QkrN9Jzef?dPe z)K~6_uf0v2FjhtH4$QUX9aLYM)B(<-S-3lAR7)WniJ{_^9Rs9+@$>%qIrCsvz|eG# z%vX7@=*O3*)Zxtk8l zhqXV#cm4Zv|KWO0r3rXo)Us7pTUawJO@<7Xb$W|E%G<_Qzt%+<;7p*;%+`(6mUi{} zk*cQnDrt{feY{H?(GkGFy3LCQ@81xDAB-8#cg9S`l>SWK2|*9u zd|@CkCZ0*bsi5&tId0VU>rb8<$?s#ZD`9}DmZ?FRz3tG~&3a-A1fyZ@6XDKCBp zF8>c(=-+<;&)IfA=YRIm)xU{c;YR>JI8Tu4O`-UC zM)547S@)hFQ*9-hoLgFRiFs~uErQe8BSa%l&pzQd_N9F`xBICo-FRZ`S^q`UW_!qa zx@qU|Kuk?s<6W;Ve5B2^w`pMa2A%e9B7b9qxk`oc*KsBcRav|P*xsI*}BPpQ!9_Ysw%S?{y^&X>g$VgkN5mtlSxX7({WU*9E>Y= zL?(-NW?>M;>ne{K>!O5i9N7BG7JUa)Jp|lRK;vt37G9%5?w5UeUD9fqy%>a2-EGsV zsWEv|eLq)(ip9}mF`O!9qDs~sKhoGbmb$Z}9Pv5*=ksb^@V^|;1dCbm_N_zU!$yEt znxk~g+IgIf8KL4$h_fk>RT~^qw8;eBRvy)(l6n1%O-i+k zb?rnXmXSq||JKo=`z-+PDR80#Fs?O=Dv`Ua=0mG!MfyE=<2y`?y0+uAnBdF_2=#(F zL@|3x(u9`_;uKfJJE$XGub_Y_MHCkds2w1pO)F7+Pw?)BTx4o#^8z{qgF$=p%&&bj zW%yg`6&SVvpa7hhV<}R0jBS&_B4-rvj-g0@el zyqKVoA93>)MrvmNaOp~YCkUp~#);L@R+)N|7*?IK9#2bJ$X@$bAKAZ-Cg{6tmEXsHPxE zCjp1JD-qqR99HItCbp!+Lyr`b!JuL;PA>5-o0U8n6-?D`#ZAgMK}#FHwUx+`9aCP1^!$@oS~bN(aB_zUZ)Pk)=6aoKJRf}dB?Jb; z;Q1$O&NoZ!a=UpQ6{e79#acB1rUi zn-OwfPU!+pfuwqqCi0PCP0erULhEUyV5FrCu^qh(NBDnOl7Aq5O0-W6T)RUPZ~D-K zOrPYKrdRL^x!=ytuLZh0G;n;LA47)_|naF3^axpbgOWQOo4Z>rK0 zD$^^`k=fK9FnXez{8hh^A32z0*Qy)~B$?ft6FAi#&>m3G06g|`vZ+0asTwTHW@MvU zPIy1};TE=BA2yx(E{P;&LL4&SiU=j$OMK+~vr$}Tdn4ns)Q-+2Z05W=b;Isz#s2(3 zU(sU__F8z7pH2&@GdcdUL37ezE-r@C0FF2&65%}OJpwTjHt0C!pe}f+ld9G)8aPI{ zOdBtbXk?=G^}2KShD?qeB_-lzCsd!F@V<;e?H7jogxl1q#C_7IJ>%5Dcy4BWOkI@N zBEZn8!?~|ls51e@;##yv1&{}xU|$A)xudIXC5dftDb4Z}FopTEvjE8#R9V<$v@ZE& z*To$zHWJ0*&ixJQd?DlEG(ioLEU!8=zBTftWG+gakF->c*(PY*Z7j}5Qs00*872_Z zb?hvzMRJzi2b!zZgZFow$`0Gw6!5{_0 zI}Q~lKa;&O16#^RD|CiyvTqdn&YON=uuL7IMDO4Cc=z((A;h?VCC?9$D})j3vCxQ( z275a~zo6)u$N2k)q>E%^ z>-ryeld|u$Wf!vcqfHZ~zu_<#myVBucZ60{2qhBbifgjH#`O9-Vmo^m@sXq&Xd;lG zYo=iR;{8b63mH1GXR(!t0>fFkyJ~0gwoq5Ca70>a`0kBQCTOi6L~Xo*G03MZiJ^IR zvR^ZPaFc5_4$UiOglo~;XpNw$?w2xK#1c&Ni5pB=lvF(tiYjHhL$eBp9Tz+2(mVd? zQ*5CZvGzuW4U!5)kEN|9en=00t%V$fY2C$P@Ra3C@WsS>9e0b;fnV>Df$R$cU`3o2xR|MGZ(gm{|X%XB^82T(ilUT?i%}V&jEcS zDYREDTfd-N$geSCvHf=+@X>^R2z0L5k>68K%pSb<%G-1l5{LSj=VV931zk3F*3U!h zP%QnD$}Emue_z#qN%a0YU=#LAgGtfu(vIBc>if5JjlSLuZD)gM67cx9Ul<-JG$(3i zkUoP09Y&@BCR3~RD)lYr z%4of^8GG-Mp@g=_$e5eg&pg`IBU=Q&v5)Mz5e5Fquq#C+!?>S;%P$OVGn=5$X5+m{ z|Bi*8+agWH{hkpRDQsm#+PYB=@jfV~COP2D%b%0M1T3{Q1*he-G!xLNUd~UWpBEr$ zuVe_BeiWQVJhd2M?q#}nU15_^JcR6y@fdVSXVTfx{UI7-_Na;5P2UzjMX~nk9*m)+ z_Ht=4*$CyS{=@?!ZI+{#gbpQ|S3;Vf*hGEPnp2ckFi74L`i9r-70}h+FRxHi*shQ2 z1VeIP@c9du*{hZ3RnezaHUYX-6Vlx3KSk1OCcX{{337kQ7#S=v$nf$n`-A_o`o*@7 zJn)t}gzvft$$XosDb5rbc)2(9QfZ+lrV%KpClY(xNAj@wc+dJ529h!ew)xlp8iC%` zM#jq+*vuI%j8Y#>n$i@(N+c<+$$Q$2|h zBkY_eVo$9Ct`_j)z#`uszWz1O>y76a85ie>uRAO5hz?2OgGgE>dRftH>+&ctkfQZA zea2sv3xx{EE1hketmX0N)-^S_lZ$3sXN915Dix#K^&~Uac!ma!GXMs?>3F9@fnttw zng+|dq(p%C;7-;*_UUCo<)_50mHlCvv3ZGqPL1yMkzC|#_NIqrSkZvP8T|OE9fA4rj^ik*N=lb7d=tJ|t7x7#2wWMY z_(Dc;TN-$0;XDZ)1br-iVZ`VigS;33PPg-u!u%>iWi|dvia)k_b?-%6&{Riz2Fpl_ zTV)A-e?OWM9i}>+TR-~@m3XgR{*~v9wSpgt6~Q5}>le1s^JZNx`XXfx+%Z*FTs(el z221Ar-lSv*P@fURw)O~Sjc4GsdgT{G+(HR*-^X&nWJ?Xy0Y#w!BT_ZX+fx(tbi6|1 zKnFWv^`1SZF+atH8hrP%D;f=<@^FF)d*34FsL+gOE1wT4%M%hiXcw`T`q3VczRnJH zBc_}O##>A!(bP%qm2jQ-;a>cM?8LITu*LP@hRxf;37X7X`jpO_?fPFB-MZ~dP)`Jt zuTVLsJrXGEJ`*uhvi&@upu({kWXw;bmh4P=D;0`rjt!53iQ#%9>5G$};}*dy+)xg6WK(!D3N(v2`axC^6T-$m}&a_P^dj;r^)TTsxY7O@r` z;5e~7;!}!O2FZ&y{Fs=lm4LXM;6PImdV3ecv9#!bpJVw*cyr}O6x=!cc}}WVWPhv+ z9XuXQW$>I~`)vp04pYywalY*IcHgR>wON3K%Fcym7*oV;EG56$&ZE=!NooTHBk#0F zC#^YUGu}oiSn-J5e3J`U#j$87(v3md;}2`8X)@Us-&c5Kjq=E=3|+)bJ3^1_8RR;9 zGfnjcsl9#U1Qhg_ZkCt1xgR5$$z71(SLORbqvM;=OWd|B)^0b?%i_%46#hmp zxNy>>Nd#eL#MMK8scb}4gOIBD`P$DI*bBXO#y=B0{)<@q`&~9?0n^N;ELtKmx#?*tu0W&p07bAh_(OEp_PUltt>x<3E!#}izl6W{ zu({#6zPc$B7Tt1$yq?A+$7l$iZ}RnUGu8d?ls#*)i%XHXo%jVW@K%f0cMm@p>X#Is z$-m=#DlF{wMT*YvP@0@mG$Dl3U*mBuY~$#ar!pwzr3;amS4_Jz9kKIJQ{9wWWU=UB z^^!xBwtCyZrg7iASBXewyVR7yx zIgFlp$fTqndF0t(c&FII)^7vv;)KmDl21ngaZ^N>~%bHMl+;wsk| z?KxF3S8}tD##P_T7+UET{L?+acASgqZL?>^c~kxEV@&Hf#Tn6d_1;5F+~E@2(>|`e z@UDxT3Xey}-xtL+Rw$*|Y0^TaYoMIBHDw4j)3=Y#4!#g!0L1NPv_X3aZo?^kD`nym9y1J(0haFR$5A)31F$_GO*;ow8I#;5*ZzGAC2c3{gfV0=WV6H+vG~xAOL$7Kzi+mpUbqy{FjF30Ea0ND=!Wx0G;(X9>b;AT z#j(s5DvTc;P2bE?SMLR00JFa0Jw-*EXE#?#kEG1*yV?4g`jb>IGzjnE7g3I;g zoc0PBMMd8qDByM!x-R9r?66;Jjq8&n4K>9)mQgE=c$m-4IVwaz(_>(Hr6Y^7KXTbz zl%m3Cz`-;8JmfIX@Ua38mX&UBau}}eX{XCyk}LnLDtw$*t~(sKaNLo zl+;&)?vj<-n?AW%T`ipzniq1mvh@-$a-jGGd757^0LX6$%wzPv9p!t;Om7ZkT<`>i zbU98V>2{Y{^}3Pbr80hA1ml5UlK9gu^rp42pMU`Ngz_I~TX>SOtp}-V=E3D}r@_ya zzML(n&Yavtzo`w4kLJ?b=-ZdJ-_eX|@58SA1?b0G`&>!@GHXJ-_pNV~`pFs_MZDVTv#={1xvFY) zZZz7S>6Rq>mY8@?MUsxD)&BZhX>vJMnV8U)W{EdoPEEC%qC3MjJ~&w0%)BJwrfETx zRPESXj z&PF_*KwOfQ_*a&+)*dQ&8ojYIbyJL=2z*QvrME15sS3f){vM)k70i^K=d$KLE%URw zLm6ZeZP9N-oH!|2ymYJ@uv$~EDi11%{lLzaeyP&)wgr-u?FBt*SUne^di*6PJ5J+| z822Am?H?adnyLRfqtL8(?O)*Kq3|>}7v6gnE>dir7)(VwuP@^5WWOy2(F{8k6JbO9 zjL@*&j_Loxpe+q%WDoqOdzqt~izPSaj+xiGWtXoD5^R5=K)$0t7&`wMbS^znOLvaPI2B* z%m%DhT%kKSCGb6z;z(-4Ju|f}vc8%LWN=Bp5;U%OoTz?|Z{=T#C;=-j4!SE8vBh|>>b-ZV9}DoxSS5Xt(jmMHBaJmviM|%Sm>)NmZ`K5ppJ;UA zEp6S2dX!a^n!?e#_!@-cuE6wZ0xyVEq)pboZ~4#r=aGIx8lR)hFAS~s2vw)D zWTUQ`aA+!}{mxb+5rmig$Lu{)ZeAyuE;gMPxN!YRbN4)dnvK040;z7)=n0yE4SZblBzJfF_!iWm61OcFn#pqv3`~F?yNDt0yBp^E{V0F;iH8RDtC$a_qmQ@NAV$nNwSB z_~+ulK-7h9fv&#aYUJTw8|@Rt&oqwXBI03o)PN&a}7WUm?NH?Y5X)y zX0+peYE6<^t>pnx(7x*W`G6@ZgeyrtB$S7OmKK+E-? z@pE>{#13aifyBpMCs|I`)UOh6T6>7$Kk4QwuBu|7B8_7jDD_2|ed-wyF%!VPKPyyo zI2L<;mh?v#pQ@2-uV@$bm-1!t=uk0s)e7MAN;qrcn6vY{VnH?0{iWzpk9|5(WHRx`??mH9 zBPMsxihH6UHB$gpO|K%bwMV5Q_4eoXSMQY{(-|+(YF4uz8w{;hvFAXLGo?bv`myaL zT;ir+{LwL8otI4EcRmeoG@>M_2Qis5f^cwHI@N2dz`ro=rlz_#bhVylWR_G8wfiC+ ziYNOdUfH2m`dE3fyUV3i&CVc>;ByNR;0O|=JB*CK@l65Cy5)Jd73CJLt$t|h-g_5^ zPs-{}%5t19knTkWeP=U&69~#kbv#K|8b<3i$6pv+m+4#hmwcF$cfC#e(Dt~XoslA_ zv_Aj6%CtMXgfjI8{9W7UK1!T7>-hZc$Ml8&G}TSk*wob|r&eW#0^~3M%E>DtGCH@? z@bfdvono18mPv^?o_nT0X|1!Y>ayCPcfW{KEt|<}IzK%-ykB&7m7x8Ceb>nH#qjW8 zxQg&;xN?5VbE`n{moAnc9_QuOGs9sK)3~J|@0hb7!!rl5&Za)=dLx(#t)pv8O1527 z;!}yt!^mZs3=O1%n_QyFQdWf-d=O-LeW4@ z%+fAYlHl%{pidz*Q*4Fk1VC!Y$v;r>yv6Ia+yJHBS%=c~ej_xYZq}<$#ND1z_J)nO z8OodBKm^9_HAsnOL*+l6)p~GpG6stW7frw`lC&o8Tx~~@O;e{>nZRO9^>iS(p z@Yup`6%`YP3O<*6y%IFkEkeR zL^!r>xWRfzO^O&c(GEQO2N5#V4$=9oBSMkb8Wv za>y_EOv>3Fdi(gvijr%MjUG^>a}wAeQ(*bl)^IBn{Zt;B${G07CJ(5RCjO4z@X@>lO&8XO@roe!En#sRlmbAJ^CG zoiu+F(l_9W0coMn4HEl^XRW_?xxB9eR=dgsd9VZ{T+j8^XMrd0;#!Zs$Hj3vHUd@e z;XK$lT@yt!(wW%ib{3-f*x3XI2sw%e#jWVgYn}YZqjrmHg;^@BGd@qUR?_o-RWh5O z#TPjIIxD!RPm)9hhWcB%m+NCM&+U)xUnval@rrsRl9Bw0kS>b#c+ii@;bv&;5lweT zQ+EEiQFt^UcM4`gAL#B2Wo5hrP$>#(;Z9)cy7&Z2{A%SGD%43sJuZNDgQvtGX~FIK zC&1=kA(wyu0FSTUo$^vpn??>Cg60?oN)R)E46|>FA_t@Qa`5)t}Z}ct* z2RDpdr`m<@UHKB(-{JC7B_;-nDFF2)K`e2HaYHRaB<{a3k|QrGUXCZjfPidICFe34 zTSQILpke9Yg{E*rf<#)Ay~*W~WP4rzF>9AO@z9^qUlaDc{srrrv3aMlLCwLzmaCNF z5A#&Cyu5h>&{FIn*ba|(!tnIqS^K6t%#+7sEWx5vS7CX-tk*l2Kpk`MSEk%MF)s#6kV{2mvaR*Ay{3sLZ7?Ez zCebFn3!8CJ!))#USj(5DWL8p8(mY;IXKMAalhh1=MH%>@G=Ie|Rd3CXP6;v5HGLhB z10S8<#&mM&&T%IUYj?L|c!DWo=?V4n5W3o1%kdD}-aEPGT;}q8AZi^fY9Q*$>qVI2EPy-*Q`t#nx?jfeV^xlJo>zW)w+&SgL;J&yL$W1L57tKx0ts{CKCGqo= zBT|}QE7&&~*0^x*9{C=bLPQjL&SUpyhZP3%eKE20==2WCNAh-0x^zl{8-V#fz+K55i<6C{U~QlXtCW+Dm0QEgy00or*32>WxrV zBwy5v)^q_3p15qXdXgFk-|+wmXNxF~LlH%V=Ydi6r%%fphkvj+BFW!p&dz6cZ4xOx zDYuv!2;>K7_{mT!R7VTR)4Y!QFM&H2miQE1&~!h&N3}rG#1@)+uN*d^|I*KBCbF$z zj6c&Cjic|NB4Y=KhLrF8`)Kr^B3BUwt(a0Y-Q=j}9!=$S;A=600Zm+gASzi!Zst^# z=Zw$StHCBkc;yH{2~ADL8XPR&W|UZSyq#8r3D(@;VNhbwm}1;s8gSh^p?LW5)E7-c zt#8m8+o5h!RY(et8eLDBb97>k?Ref|?lD4soREAUK(3B~)%#DB3{vc~vurhmJ*B*| zGA`)GJV9|t-@Y;K)IVFqDkk_$RLcLQ`XF4yIuBOQt&**0zsEWLt25I-P9B34jonxWQMRw8> zF9UHsZgLO?Wwei+qF$8~KbR>hQuLb>w7UNWJ=0xR`ZY;pQNai_uU5O=kKk$tobq|q zV?9{Z`XlyH;XBN2g5Q}VTvXYi*{re>j`5<@24^Bz69Q<=ahA(UMz5@Gkrll!Pp3D) zY76#|5@ipsIZ_>PzkB_yUV3v}T<*=6AH%z8^~K}T5I>)T<4>na3DvInx%NnZ`vL<_ z-*}PE4P{05N2m^-uBw&MWOncOci3$&hL_HL%JJ0<;UT4B<-!+&)Rx+EU@rsf00(b9vZ(s*uynzTT;P6v>~-*>4T<1#pFf6MhZ z5Mp3Q~J=R*)8z+_8l`#U432t*P(Y(_|P>0qhJ=6GApJIXyO6z`*+Ue z5?L1$xf#8rP$jK-;n&BC`(NZ_+g9K$XvTF;;Re%3hNr<(_a30z0f*Lznfsawxvz7| z#(`nb-?-eBr1UF>OmEgaf^1tN3VxU0!e?`z^{5_H*EPtQ6`l)6T{j4R9IYlOc{(v& zAgyI|ct&Tip1CvC;k%kdlEVe6qhUX|`PMXbaH^{BQmJ6*KXx8Q<(z^%XB~Dzh#I>s zU#5>mvL63UT+w%j1WrfC*%VJrKww~BRJ7u#(ME{P^Z}ig8x0L*VPIfqnSA{B#KC{W zO#T{KmP^xf>fZ+IO{-~FrRw@ki1qIbsDeX7Ka7kF*3&sSs0Iqw(UzjlJvOo5=hUMm zDlkHO*lH3`7+Y}c6n@HGYsyV_0vXmfDapM#%FmWr>OBs^zz~cgM*Fo7;ujSLWsA!< z_<8N$Zf@;8L_&%7$_GbJpX~V|`J#)TZ?EJ(d09Bc5pPkJq=^n3>mGh9j8-(W|A5(Y z(=^t2rF=M_khMRT=FzlgGU&JxbLgI2IS==|C7dE#nW$M&8`VPH&N-ZSyr7U2mW0O~ zapxC%L^HUQI4=jCB)=t~+?!?FBj&KguqzQC0QCDaJFyksdF<_S z^L_e>$j!4YOUtlXBe_qp^mljZ9Fg+V{!U=*244F0*}V|#YvVD&M<|B*F1hncZ>4WH zDQazJnZpAwMwmG#5cNCr;zA9j{N0neZntcdtlRzTPJPMgZH z@^mM(7JHol>y?5=7zwTRE+ZK&&;HVwQ2^=uiTY}oZhP1Dk@hT8`_M|YfsEZi!^*q) zYS(?6p=1>>%Xg=-ZU3Yu^+O^Ef-=fKyzHi#$t8%Kz7fDfY{$ecV{~HBC|(3ZRlu|z zh*<*>re%<*je;`77+>~X;Pw=ys>wOo$3KHsWCnBG*A`Hk+m%!43to2hVyU&!SNry+ zeZyjM7BRABR+ebX^9_842Hxgitl7T@6GE~gL7|MHaj`x?3Ac`3gaVQRpbrG{TcBl? zUZN;QjBIsA@2Z);cm6`3A(EaI6X$MJ)?*2?qtgyX>>`sU@x2Zf52V?< zXT=^|(_u}78Jly3Y182yAz^$2uYQVl)*hxuLRzExXh+JwxeUS6#3t7fo2sv>=gO77 zH#pFI%zTNQ%V+&OtfO;3*}6SLGc;Hkn>pd>%;qz&fCiA$Lqkh*xMR}%H?945A}}S0 zay*E75Ca1NKg7tslfa9q#XWb4I&N^LM4^1fd~OUi5aN~wZd0K>ky7X32K!I z%*$pQR{Flxh?8hZlF7#95t?(jm={DK%2;dIbc>2(uyUzCw+Q2I(Zc4%Lhr~OxN1~<})z${uuClV$q8DlsyB_gra)iL7?xd>AE^Kq^@3l zrZj^SQm^PBojut93uBl^jke7GWUa;7CP<9&@jj?&1qrSgp%t|!SN0gEc?Zppt0~r8 zR=*N4R`qY4;4b6|wQXkpbj@O@P9k(SP0-~$U#KJN#dU)watWHmpVaM=cKieL=i-3p z(@dd`;bzZ-wS(OkEss%}&#YBfNujG2}`{n7M4 zmeJT>e5wrLELGXvh2Tf}st_O%+p7p*R zR%reZn!`oQPyc;TkD;rZ-WOk_I<@N&Zkj@9qcPRf#0n&ko$@TzZ)9XtmeC!s+6|gs z8oazG*ZT*qfK}*1rbNgk@p2YlI6~-p`@P9T0lQQ*@M_g-Tdz?!16$f}89mPpkW&4V zTERXRM`5CGDHxB6B}pl?G7_7mpEU~u!ki^eK)-PN?5sHq>MvlFUzNXC zglbo^9Io-cP4GnauKXDPPUst&?6KiVv&y$C(4JBq-q*eWmNkT@-80-OKhk<-UjdAB zf18S%dGbz3>2!BR5?j{RG7J{aY!bA@D(9F8(W|YSEvH^_a~AbqFfx0e(&TkNjE^?{ z`O*=Q#Q+zkdk`fS7u@Brk=DS(9*&?qRRY*`S%K9G95}|x55#DzRLkV=2tM$XqIqez zb;h?&<7`!B2%F1}Z!G`|c=lNT&R-t-HfjDh{xVu9YK}*)@IT-}{O6|fpXw`}>uI01 zcO!wdUP(*2djq9o)Z}>+NCNNFK2BZf$6y^Ix}FG8D-4MH7myOfMH5r`CjPq3aaM}l zPJn%fa%X-)cfheEsQxHZF-fUUjZ69kd_R)Gz_^U-0411d=ZVmD0-t4z6rRi#XE$6# zx5O**T)4*QOa3gy?ybee*^$DAozUcIH_nQqOm=Jq%i1z`o`VJA^nhHn8=u!5s9ZWJ zM6hIB>|NH^*3Xm4a~CUs`w}n#2~Ag4|A{My1#z~}RG6Xt$tkW**{*{hzLa5DTY7GQ zz4Irsh{=Vo`pJ6R8P6bK+A?szC`Z!Wr_M&v_VPPyz>Jm8k&z-^Qanedd8OdsR;%F} z6*|HEJ)N2!-6}k-p&_)YBJ|ED9<;VP3xlMG`OgQQ!+*QeX0!&GN}mnWG~pbJbwdBdQDKJGcQYQkt)S|_+Q$x~4rJ&`qm6rcY1kK?{sw$1pYF?HGf zwb#){HF#=_L%lA>tD4R(d(=J4J@?_B9(I|XeYc|%5f+v3hx4W+7l8|GIeueEdNw+h ziMx!WHOj=@eA5s zjmFOlpV=*YoC@ml)jazWmBR&{U&c1V=w@DIi}GLA_wvrDAKUwdft$3DW#7drkeohI zKb%>z<>Jc38QWk}Zn3&7Dtm<47w0-75->l{i4sT|h@?))7vRtmDj$Ih`6BS7%MDrP z^WKWt;{&>dF#_Qko;0o&Uky&+83_RU5=pY+3Fi-AwKO$l(1)CNs?<^jq|}0gquF*& zFavJ;DVQ9ACi#)W8WUK~4NOR*lYn)U&8*jO9mM;{A{-H4^;9w(d3@AF`@!tSpn-N25?MowfcQ znvFuwZL$0=mf>W3I zCkGyJ!L(tC=v-?|=le1=Y8|&NPK^uakFRrzho-w@?)Bxt{n29Vm5=B#2}B={UjD*Z z?ATz?cyt?76fmGN#iiHJ$i5B&vM63V6w%U5KKLO&!Zyv8xVxY0Po6x#U6gCfVtTq= zG&8Xa^QQ}whTgrja6_?DOy{^jbUk}rOwe@V`Lf)E&2xWr>ubaaO(z~6Mbn9+YojGL z@M+h|Ut^grI5Bw^gsF-3%&(Y5>gvAj1XU05ch;HM>^{ja!2gWmVsxkFp&+p(D#S~$ zLtIC(eG(*nkdFY@r1wA6*n?M<_14aPj$N19*O(=Tok(H3D1EX_?cHL3?JYe5v@f!r zE9)6eO#NI>fwx|*JO7Dv$W7Y!%b#e<)IJKKG8O_!al==H>VsQ!R0W$HNkA((Y88TK zG>>?yB}0HC%zu!N6I1_$&;2i5VwQo@>j$CfuajRn(Z|5H#dW5*a_ffqvUviPzqB0H z`iPjvJSi~&;82&?Z(BDUK$@mQoMJ>jZUNiSYMO)xZbpwkCATKbqxY{T2D{sP0(a-- z8LzXu6$samufpOAwWG=$DJu$s=OA+WqgM%v{F3aLteCU?Qfhhtuy6zjk<=kbGQQIz zl=p=bcR#Bbv~X8Cl_Ssz?S;69zlfj^jIsX>r6szjC`*7u*dxT*@?>w#Rt;STUJJ0w5s3o>Lnp%_!occ&H+-^8;Tl3?+?R|Zq(GU4Q)rizL1zB zHE_5?m(p)ftE9z;*vnt>3cEq`epjVE;9}y2yvxr|YRdD4O477eq$sVLR-=#CqWVQp zSXhC&{CfJ{86#kP@ImDwSm8%NfHQnqKWT;D-~f%%v;qaS1j(3B=|@di1vq-_J>AL; z)m=kVbEYz58qRK?5jxefu`%WbtE7Bh3B6;0W}DNZ8!AM}4}3B3wN#?c2i}(zE=>UV zHJnVdA06vSf2)};GDNfK-G5`#Bj$aW-(*DLwta46YZ?Jd-;)5T5g)(bFW8G7{`_JT z>h4tN;icMZzE)nZBTNz%R6SjG-HnQGY{95kF+?Xp9kJX?1f~=V#(doHy zYNWB2Bt9~@{lt{X0s&FO_5KBgFf=>@BNyjHN)sf7hT?rEQo9grvN~lxMek`A+y5`J zvp*$je{rc5V?S2nu_wX5L)=>Btc&VYuuXXvRW)U9O{?p1O6D?Bm&m_1(iO-7sJ&QW zH1B{Gu})1YFIGErqi1QoT3FNOgie3H389Jl2^GFQ%LP(YS6>sHRa_@D45*W z&lzCnX%OfK_ZTf@pd90Wu4(`AbM}An*^%=HsUGFz)y~s98EG(mHQF~5s(lh;!HJW! zX&)<*yw63Yj`QrC(DROCg>htjrgrn@iD&0-oSP8fg$aE+WsmHP@9HBG&9Mb-DA~T? zr*CLESaNcx2VL%NH$F7AxTZpzD2%+1L8Yhu1P}Ro2R*y?JR`Lg9v(Rr+T9yV)%-S2 zE-(0svM4AJuHLIk;eJN@DEK`=s0eUb+~Q5~lG1yEh{WIDN*hV-pkPR0cuHk$2Kudl zl+<%RcT#CUW{h3iio9F0Mv;N<;_~6uH7GFiRef3KmRLZn*fJ}mOILB;&|oNtk%Z5> zZO`)KmC<{Gy-H(71EC!)aj$cIZ9ONOJ-uo{qwE9G)E6&BLxV{x)$VoMtd1$MtV9QA{4fkk2`}%=)E(R z0J=_OZ7ww#Nqh3;3rZSWV2UeYRaHUpZMql|{jZ|sSK7#9EKz*}e8*;LLTYw9NX-$JFW-YcRfQ)6K zMjf5{+FBcO6Tt^h{2u}zbKx z{CEV9cn+UC2P~0WnL_T+w|Z;G;~aW39X%uaYTl=~gw>I!eL-JxRWN5= zgB}vFEm^~`9b*u{($}C*Q3msFcFnbibk6YHq!#mIZlQ*fZZ~dS_ z%1NL6*xfRp+)@dZF^M8dkj+BSymBzK?-b~TnQZOQQTFpKJ)D&pD4rht@AN$WoBQa0 zwt;c;oN@QjQkUvc3eLLfrmf@2D z%(jA9k63I|@a%2QEHS{Hq_AmQO@2Td=u(05Gc zFR5#j??1hSkt!|ek=v~F$0R*$&apX+k26R%4!Kzg9>|vjf@EUekXVE3X)zZiCl70m zuF7dO^hjG7G=w+mESU_!FQ&pxmFp9aU|v3r@_Pp~U;melm*0Kq|G2FDU##WD`LCiI z$tr>2i~e;BpD&)Dbf~DYDd*3V@;-(&Q|7B`WFrSkw0xdYFH7u9upDVnO?)exew`DF zUYbsyY>yYYcH^SJmg#oebLTN3hYZ_cLHzx+nGWgush@k}(m(np=)B!XSQY0q3l5(M zjh`B2XKxr9EGsA-OqVgfYGopTle~a?%KnX03#BPwojYcwsMdgcsV+(yG%X(%z7`rq zv+R9aJGx{XSCc|}t1m9suI2qW@!-$ExJGT?a6B0KNu|z)BY-@BDsi+%WN9pR9yC1{ z(0V0=a#1`Rh5vuMrNJZPUlD=Bs;Jd`pT?H?{1pZ2LY7){O&QWE@=1WIf}g{&=ZPY5 zbr=CCA0x8CcKijmQ2P8swV=?9SGlXn8Kw~>M2WeOrS(zIqiTa1g}mLWI-QiQq!FK1 z!=BbL5;qgSTzWh_zj}x@0d)sVc*QSgx+Mt!swo>9*8C9AK{b zyoM)p$rm*9?jgsj!UStkqhYm^6^{4I$(z+ke`{lHE9oYo0{wS1-uFj!o#=?2PP|u` zHU|#xn%WkuI%G}qn<(E3MSB;IS|7fOa7&APyXd<7%Js3lh5>GfaO<&9hccM6F&lht z1YG`iH$(o-2SHHM2E%J<*>Ouz;>xw&2U%n1}-Uy`3MnLwsO(GW!w0@-6UPnV4&Zp{ci@47?~OOiItg|iJ6TR0%2oiV}l&zJP0|!ae$4DotvG5 zlZ%U+3v!T$mxqfNEOYHEq1%^aU}Oaaxel-$0MUPw_Syh$RsaonG0+_c=(*__xaszu z03zUqArl=);PKw?#K^?V!pcBT#|BnoxBz;vWqL+N24*IveFi#u21X`sfSE@W&cds0 z!OC~sm0!vK&|w|R$RsgDRPudYH%j|UP*eyU0*1fp1pr0{Q1yPRa@@dwYGwJoT~IAI zz$nTD=h3!s<@LYc&U{=x_173 z>CTy1_Qxc0mW!gZKza6!a~@uCn;zGr+m19UCBmNEr8QAvXS0?>I$BCN4`w*n&tvUk ztFD=N;c(?^C_w{K^8$`N=*&Bt2@PR?BOKuLuxdQeQ5De_=>A=~RMSJ7$8poVShpZZ}gH=c0SXdPu zt1#RCis+pp){U)gnUd@B)QfWza54uAQ)r26h73T;cwxbvw}-k-hl~$RH|Fcw7$33B z4XF@|t7a9@zmmqF{%D~1MYtB$a+Ma^E7AN8m6buQN^@yZLwxJ$@A;%M**zG zl!$6p8fN^~6>pJhGh?SR&uq7jv@XmkkwNY~pa*>sNpihxbKL!n`VfBEKOv4~gWY`G zch+XcfLs`}_&~zTb0!+?klvy+qeHh9Fv}*XIkNhyrM&!J3-N+>ws-VodEO1t0DisG zf{Rx>1M$1TUvHY9?CR>@9?Q?4{ep60a>fkqs1hbK)D04KLf15;Q`|>)!sW*@T3Ro* z`{$-zNf}^EKPf!_E1ADp_gDU3w$IAPQDjTSR7uH?O|4k#d*tn0Ke@zIR^~)zEw%(Y zPE?>8h2yRHkf@Ki!pvF2r}>VTY@iC^{&5~={rm)5zG#}SYmdo>x<@pCn}_c|3~j;`R02CH}=< zR+whfOW2kxt_{h?|>VnUd!m>CrQQh=*IvnW0zkW?RBV6 zb$SN#g!1^px`j=p#Rig}pB?Fy_x`=8^~nTfM!ILViCrDc4d;tJg=L(_vrBZYoAspB z%K(4@d_#ZWvWTI?wZ8NWMusb3I(otOFQEe+w08@mI_axlP0!}ccyl!i-QjReayzS( zv)%oG@z`qlnVE$>pw3tRj^~6mKlOo??V0EdF`1~UVwsPEtIx2<+>j}C9@nXLYEJ%0 z9is<%o-0Q4*N^aB!o;Pwuj#W1^?&32=;A*9nf~diu!m=`{tn2{B=rm3U2_dOoFi*vj(dwaZK1}H7v6~a~-L2xYFOgx5Tpd(j(wfsMPvB8}~PA-qaHadj{SZ zv)R{M!o0Xwug|3&YCKszC^L!8(&0Be+C*{us`_m3y!0Zz<(Y%@>lE$CO_oCB(Xr>HKhm9qGZ?3e@YF%uLP)@x&I{A0D+}}KJcphF& zR&yR+aVCEn!z||{S(n%+XBiqdC75O8CTT!Ym$ej4wd5ZLZLijn2J^A`6(xG-^~IjY zX%a4Gb(L@TR@KI*s`Gmlo7;%%EsEftHRh6hQoRo8{qO9 zN2x>XDS2nT8W%~A2+Y`NeQXsaAZxcu^v1cXq9*U-b>i;cA{S2#mp-yIAQ4KA!NlcsD>)T{X#r7m=nX{H)alHtqh4&r z1ht_=KfFr;G-5-8b2r30b9RWy+-v=Da$|u^2sDAMP?oneO->;2Y}4UlOMRGHCTgUW zpSbp*-TrEB8CRznBBUsGPH#dl^VkL=s234OeN}BOL0fl$NXjLkv*DidF^v|!jnR?dA zswpo@@FX)r3tC`;62LLY#@)RXXwc&w!1hLc)a1I%X}r~EoSKYYvhL~iW=l15q}iYKHMx^v2@YbKW5Ia;Pv z$iA#b?MQyPCL{B_*(ZNYK*}Wbrr1^PM^aZey0%_?%%cNcW8pQTohHPDMfbe;ywd0i z@pPt@H}`K%22=J^ zPt2l8?I_w858R+-jfBZ-pK2voH2QXwQ|0L!iTBMvh)EU+(7%t`vL}x9k=4q75hU6q zsAfbL(@Q$#q-;TFPn&5!30f~yBhzXorI(gnQ=im$R_QJ(a>5O}WX$y67~t~Oee7F( zAA^zG_JF`bxyq~ue)WTRy(2f*(!j77ep#{;PUhBQtDAne+R`1Pt^`~j3<)8RuCZ(n zk?aOkK6G!$@QMhC|BA{$y5@m12 zm^mHRA9i)PAUeUO-nOQwGPY_s2?w+Y=K?!lq$Ngo{|^CscDnpB2T}OxPwcW z`@9sh$S|u zkK0Ml+R@H-=Q8NW^VvEJDSPI${*wv#o29jH10oO@%pYbR;!iUVw84Hi{*=F?|H6v= zM^@B7v8w#Zs%S-|`VgQ}`b3XF3PDL4G!Q|$y@vTu)UA21mk>a0FZhrh?j4q450)1Ue2ZeSN9WeNO~f#_B;G)nO_)6kG+5Ah^Qt%5W7oWhE6Q z0uqLY!BIFBcQg*Jg2p2daEv*(mJ z%FbFgJB_LB((i$3B$uf$RJ~4W9DQ|_~S361Vczj z$RK86g>uq1rwzzTyx{j-_5KmnpT}p>q7&(w&(2JBIb&vD1Y%oz@muWYW_zUPS8gCA-aUe^c`|d2>U%9uog; zwT17MfpYUs%RF1Y|3>q-Q}^^M$^rA{sGVWv8MvLj@$v&}i@{jghUL}5yaJ?owN4C+#vG9#ph|h4uSQ{pUa1|0j|1_z>M2pl`k{aIcg-+`XgyJ(#1}E3~y>* z$7+uB=1P+Heg3T(IDL)E}kkHC`c(lR-|V{c2o_Hk58d1Kne-7|HJtTd~sEs9sncDyd$Wd9&I} zvD$(^Q!+7QRA^!dp3qYY{ir*&p7j`TTm9+&Fkcm2TY=yWk@+1SH8nhJIeYXqC6&d( zm(}9xmdP5W+}Ebu##81jAKSEX<$U7P(tqMlJ8XP6d3i%z{zG(Yo~Gk!(Yg)-c9e;d z*&-~r2#amKi84p6K+R8p43OLByB=41ZM@f%?_@2cf_2GjF#37g2ye@!75c$o&`Q^G zr}uI?P5x}$>6mG}Uj&K9tXpCtze~M^LZ~(Kpy})>H9U!0-9!joQ>Q2L>TRt>bE2_d z%31!tN&O}qRR)1@*vA-#jU1b)wO)W#>>B>WqiADQ!a(a#T!lyFDxY>AMuucyQfR}{ z4-hMB4QEds0jp4xx0FWEJ)@9|!5^5(C+6W2Mtik#tZoBM3eo~FtDkodidNzGhFf(m z7PV+=AWdnGntT)ki%)f;8I_u;u-(hAvP~HEtTbdQp6J?HWVTgX6Lji90g^V$0q?KN zP5I=QHP|5oCR=|%voaZ0EVb(OoA58_9yXGs%hc){e<^CAY2&dK2Wi-H;TV_aMvaPw zcLOw+n=q5Du`}kZ>#Ww6DzHL-)-8Kh+wiiysJ0k}%Q6fOsZo%yrm6TVBZ=XjWrv~&wOg( z*Zy>;@6rz&P0a=4f^hngb&|dI1v}t(u@OPSz{)>O7+>?WTEs(79YJDZm#xpSp92qw zTlYUtAx9Nfp6dzrM_Ti!SB)Vzq9yiEKkPMx0s)g)Lk5NL0guyqxMNzG>_=`+qfVQb z@{PDaUy-6rL{eLtLKCt+Yt(ZVTaCikg_8dkMs`k4m~f2w2#tm=G#9O94*j0OXG@F@ z50Y0oKDVUZ;@m`zD}iEJIutr?1khc$k*Zw_Y0&$KXo{C2*+++`+%7W*<_3u0GRPL6piN7;fsQMX z+36Va5Kf(&`;X)6OwtTaky4@`bx~;-+6uS>>N<(F4NNx#m<_$^@=94|2WzFiX{Wbg z4l1TaoM7;P!f9ahal;WVpX;1^4BaOLk$?-+Df)hN+20E{j?OtJkFu00C&%0>**m1L z1;>N6N%peSPxK_U{hWg`=`YGr@)a295sWiCFN|xGJH{HtXuwBB#xx^C%o;8V*#2Gz z#*};+HeHf9w=XeBrOqKeiPtBb28sA48|i zI7*SG*7s%mVIfmExd)mXXdf6foCr$>D})+fzMxCkXeZ!mNj2>tV@Ws6l)g?Z3MK^W zFn-u1ssDT0?>ozcq3NQLP`Sazij}PeCz2MD5%;e(v=CYerjod*A8C*&HW|+X5DTDE zu2hVPrvqdmTIZY{HvJ+PWgUotBI z$~9|pc1+lQ8yH>bAVka72Lw1n0Sy@5E<0Ba8%W==5L<0veUx;$9X5=kvG;#|?CMe0 zjR;lY)R{B|>NHQx9C?gB)b^dmX>>ycDjxW4JcdgrAf2<+n=~7+3kjab6zA0Bt$@RR&>@xPYXzi}tofx4#oUwT4~X5R3YM zn7oOGj6GpoYAo5-b-uj1$6w@c*6{}1Km2l7VP2#Rqa8!LyCGmBK!j_t_ zSk_Zk2VK0h{VA2?$$2q+*O_>v`SFZBEcz|3?odUMY=26eT6MBI+GW|&PQH9qb9(Y@ zCefh{C6jJbGioqD?0fYca>S8y^DbO-^X*)K=g0HbQugOgFY?@~wf+08eavN~l`uW7 z@;r@f2>p`6)ViF$yMt^C-wKCX5Q_*&Obw*A`-Ka?4_R+_21;sL#**C$9NyatdJC>& z>zd*dkb7?hc*}~U(zM?mMtzP}IEY42Yv$(IwRvH_Lvic!6KR{APZ#-*dPjZKvpG-M z^^J#T0Eq|hDsuex#rqGc?4!}fkRhF((8N_<^&&^CNdP`7B4)eJUPRxR#y8k60!*T%NXgK zpAbF2a;_1~Bzb|G^@Drfu+y^;!uFAGGFntM?~jGWR}p4$FD-AhzPpSvs7sUpC;x<#rj z=yV*4WdKvmdJnpXOWn?^cbp1kLg8sW?17uqN?83=Qtk=%+nVI3pN-X>My~DIg?tYO zZ-JjmfS25Em2`L9fZ`7jLatz+xpK2pa??h&l1di^^+EeCY(}TeRf{QA#b1uThV?0U zKK-zgvqN8c`}Ip_j~wRF&ye&T3S6%G4LNQ);FWhiz`5>C0snz>+g=dH@rgYK{(A_C!6kb;@RT{OgT zynjeZQAbR;nb|u)AV#`KjE$fRqTG>G=TAXY)57JD7}J-5MWi*B3mIu3qxQ7EXb*r z0>^3+rlu*c!(nY1>JS%6`A7+f`azj`8sNW7UcqL3D~E!q;YS);rof4yprQ9~_y`Y@ zBn7ZL;Vggw;DCs9So`g`W?|+;t1(e5G3W`0D@D*9MgWWgfXeRK_&BBu0b8C`fCf{1 zdt5X?v%rt53^FC0yWh8gs>c$01RZG*uWnI2oETihGgKV`E`~1;?!b1CIYSY79zTX& zYIZ5?ercW8RO#gBx(LrWOhH)$o^i5p1UQb0sfx%ER0o=*QTB-&qX7`LK6*FgnTv4s z)4L4nH!Y}==N)M!0Ywnh%t%AYYYwp(Mj0WUETPo{OzX-MlkLGXpjU&H^BWDd(o|Ci zGP)dy=cbGfJQje`ErjeyKwyDb$YhT=zy?*G3XkTa$%O*AB2R z28}Zp_k;+lBl_hkUc+u+2#lq#A4764^Zh{!nz9nHj+7UwR~Ag>Ys^0I;VUFTHKviw zT~3TLfC@uTYz@((M|9Z%M-`CYKl-qa20~9wIMR z5?zrPC08JTMkc%uPVXHyWT+7!nw$H=OoN3ENL}R(ih*a&pPBFnHBoHukuvYYqZs3T z5UDxxjZp;+=qf%?tgw9Cy7yp=6*?~rpPno$X38<9;M4sfgn}Cvq(U!3tTU~B6C^dp zLgHO}f`KHWJQTwQX4p|^b+oJkj=+J<-7lovk$^tXVtT@JAYoB5uAr9tmgojgOHAxR zbwm42!J!+s7Y0=6BUKyI7tvEm05pLq2tMatQEI-RR6COB(si_fL4Mr<<GMNaB?!`zmKucGKP$4QI z2Ztu*k*Mh%-2?F7v_Vw7#lolN@#kQ94E!$ zQ7!4mW6jFMH~--z8O9I~8+cGOBY@(q}hrt?3FLJ|(3jHrFTn|iod{nYNbn1ywq#2YkaVYrJ1QReR@Gcn+~fuyD)J? zF}#@0;A~9cG198SXG2JFxWCOmQv4?8zRXFWXq`(*Cg_m-+scsrA$)&CigE&sr!iu> z3Yc}lw9vvjaeGfeM4D)kPT+!7V3ffx(S_6Q!zvV*9~w{5S(#|0VvIr+aJW{9e%4l) zXJDw(3A>fWsgt_U5I)8KDUv4sXuC{=?HpGzFiW6{ffh&`_x3k;6TV91%C2{90`6l% zMK;V5=xET}SDaC$Q&ONLiv(Edg`CBtdAJ6!rLw37Oe2O|OgHo+_g)GUaal9fw^EH7 za7$2=QG8E0J=H)Vh!7xw#YUp&?x&Wg_eb(2@5F{GG>6WEHSdNKTXn#U-vuR&9|*CO0y+b86W zYu7P0lM?Ik2g3rdvjb2;01Og! z{f^H^`#4Djj!8#J5Rh9Aj%PydkqG1IjWq+4g_%z_zT)dT#wSjW0mp-*k(Yc#4aN?R zFr5?nD2<@>2%MF^(?Erd)1c<~$rEfgx)|#2kY&|Go4N3=csjaoSqr3JVaktxEP{M! zhk6N#)hBgD?uqw{Do$hGL90|iW70{Z@CfI%w|}id<|bSBMZ0k(1i^%o!W?oJ|G1E# zWE7EGJ^%tjI!c$7E?~?lfr9V$gb^|%1E%5&q!ufBDZ!>&DLhQM9ipP7Aq9PwE3x01 zyk0;{bweBt;c{1#QvCD7idra^S$F}D740#kLh3oR;6xF+za{hgp$MHgAYIWzI>s(o z&p=c})cBE~5>FM{0V6&dqS7dY$!EBbrMInI{wDIRl1g@iA&eYpWdtvN;QPmvjiArI zuCN88I~Db*Q1ZJf_#daY^w~Be?b_?%ashLy#5fScF}7=@>Ji+H4`{STM7NFERm!7A z&5zDV?yDaO$RZ+&TA-S?BO{a|whJx*QBbvUJCZ(z%*fqR1}c>qirpVX{aPpfviPp3 zpjc@_Sa2Z{qmUyo4h^@^$kJKEX=TH$!U#-xahF1g62CrBmBjAzXQ@Ca7a+k`?2?E! zSKmUCz}8v9Y{3-RmcU};ki2}aHO^2K9*sx|rDt_}&mo56ng~c>6zdL+ris`tk9v+W zwtf>)IF3IeT+m^F@AoZd`zq(uMAhNb#KOn3aH^HVh6C7sJ22e95e8s94nQ`m@Wa=y zY}~CNpgL`S+tLap8(q;}_I~s^p_Nu^4hCk1EIa(z#%H!VA;Q@X9q|^Pc?rHO&sV zDB>0$0u06pmxmZ65N>am5?k;zK4a@t=)5-W zuDto_V+)*%w@TOm#I{P<@xUbh)-IEo5OC|KrKB~trU92L>@7n5Qrn60 zYOJ#)p!`~a3S`-iI z6_(9J0R|oZP;ND0ynE0{%yA94^MX;RWEW?Qm5DK#=Dh)7!gMv#vnDSsb$~oFlC8M^ zWY*UTu}cyMh0Id|1qviw-u^}6E>>qX-|4~>m&nW<+y)xlfocY?i~-{`K6cBle0e}S z_7JUDr`s+}qb5`xI*0+)C;e*)CRvh;V`U0)PH5U4awK!z~a-n1!ZiCn-kLRWO zCJ_0UD4vh+p*rh5@oYMX&@wGZ&L?CaoYZdc#;0SCJB!l9AFUv3jEgkG+5h1)hp=t0CUzW4W zGo%zhR&yG3_8x4;g%ZAw1+gb6_6wI8JVp3J`<=oxkoH=ZkjF7|A(D=`2`Pkw@CIfz zSnV;9|#0iu=py2wG@cyh#1U)AY=A< zX|-q=h>;<+cUTy3`?4J9@Cxu>OzVOVNy9--XwZKT|MWAH4^+D_dQkLkV&r`#_L=>1Y1-Oebk`)Vp zrj(IpmxL4@LX^2`2x;~touTHL>hpQwN?;~2=Qj_sET z&sQ%VaiJLP=!Hq}Vnq*x;Se=c4n8KG%#)xHjZ_960zq>pGQHL~w)gmW6~yotAC@hH zTITHrHB^=QG%oMKYe>lw(m(-PKiFH?;X8hUlKC|w1pqAjZHN{@L?phyas-O?`$(c= z8%hvI=`^~T)FP#T@|e=1+S1BjRI0k50-lW23Ns?`w6t}J+DNL}g`C8F7fq)46b1K# zl;5}PUw3x(Q4kehX$?eTyibfB%-Ao7OWvg%(etTJaA-fVc)+9vP)#g$Gp^6m5UlW^ z#xxO^MXWUK&|&UeozvIKTV;T`L|HVC(`SrKLcKaK7tVWIuA6gobW4l;r1E3b5m)$; z*GxU0b)8XX9_xfehEkZ%=01S$DxTf^pW0C!egiR zFB3#p#M!xL@ajUD$b%88bc{u^Gh&jQZYGS|2C*D3zZB|vN@7pJ=&`K=Ykq^Mv@m2W z(}Ux<E#|NbMT+59IMPVU z8DUs4($I*o(%t#1q@8X+=P}0vIHGZ4jd;}OP(`;>z8j(wi^B|A-&i>L(?_Oe|1W*j4Y?KerL*i=ROhGjj8by!j4(|@WgL4-}qt$6^>aK1I z@{%fuJw(6u;LHrdDACTx@mb^G+Rp+7$Ms+%$6kRge}@d(>A>Ec+yhoE(`NSpDUi=F z12zxfl6K3WINop1_QF?`2k2(Gf-Snu=t0!_kgxmiEy)@9OL78&|hQ32oxG;5)Y;WWsHH^}t# z7ZG>hb@Jh`TmSZPC#mRL?79vOy(ru20(R^qza<>P>BL_N7N49I>5@f(cT!s_DibLG zU`)Kd9Nc$bU|_Ylb6Q>OaPF+*l66_TH1QI=zkDY6f@qM%#XRRSJ91{w2JTh$M(FM#z}bxSZwmciwzm2Ob6+m@fwG(TV%XV2qo1ZRR#O@c(NGD zuE*gqlv3Pe38W%^G!Q>aq7_**eD%YbwYYM7EKcM%$Na~`0A5zEKX?+S5ILK`NcV-*!1BFfAqsmI}U!P%%|U6uJj4qgO6U&)ZJXaSF7P@2w& zNXFhq!0NxOt6}(tLboON^W-sV7-&Uk7nqtf0zu=@g#`uM8TYC^~P1c+n}9 z(GChJo3I^Whzf;Vfj|QbFaY(BwY*fhU+)Dv6+S+@779r9_mDN<3g({Txz^+4XoZpJ z390#ub6Cczfb~$Ivym@V-!%HCTmO$5(Wb9{o#E@v2l^Stl){pQqj8=g%*>g3*p`KAVcETGv z4J+`L;}pD|tu|BwyEG{1EqcsD93e|hISRbo*KgjOfoP%ck+@Eir=`Da1vU{x{(c#= z#9&QYoQjCxhNK7ZnjuS+M~S3jcxj-VT>CSyu51_xygKaDG3>(=O~j0E3`^zy+z#>W z!V9Sl8Q2YC`gjDj6oGWo*6vcy4dXbv3TY;H5Kl3?hH%@{3jYpqNAPteF=i_*+`&Uk zG?TbaHq8C_m@w%bAzI448Yp65)p*!$EBP@OT-MujQBd5P9{(VA-n8U8J<++Tt&{zqu9kf4VqKQTFL}>?>D=xDOAf@6gSkF zKMwP@vU0jM#8vu@WvCBsSX1d(@;U{Ak~xhLv4-yo-uKK1@72m;#{=c=39^H%aU#-^#HfWdtqSev`1xH^Lt4;~lfS7CgU6$g8HhPy4}^Pvzk zvv>9Zdfc)sOuJ2`^8!5w5s3gQUNN@3EfkxY!&pVeMvC$3AqfsDMZ7C0 zXL&AZcPRydn4&|lmG=+3;f?PnnIpR8ny!kR`>ilN#>(3|dZSYzW{$}P#&05YRMc_H z-E+qA2^~%nCGwmKH^hDx{jP_K^%edXjQ;Ew>NwBZwFT zu}GqAT4@pt#d-AV)!g*i!yhk)rKk@qdC$SrmRYh)XH@$V{1U3+>)lTR4SFhyswBEY zUWA2P)uoYz-eUW1ilPHPEQgm`hKr(BdYuCV5SmxM^)&a^VqCAhhK<1O-5E&6fhV)S zZ`=}q;WH2MQ{EFORmqbJx0(;iH3!lwq;f4K2UzxxIYZW)=ofVEgafw}y}%Q3va+#CtKTh*S?&=j|1KT|T< zvM@dOljk@dNzWaVYx)S?0d0MyXUZ^~{7=b?XTfX^gvSuHojjRfUSi8LaVTGGQr*F@ zT(t%c*BqL2`;xA(iF0Hzx0wTLV8AfSp4pQT>ov85nDrCqO^V8VpY1mQ(X#hGdW9~8 z_Y-G67Il@J8YRkEd%LbSTK!6JheCo=+gqxYE@pH4R+oyK^I{>AGhlelA~zkq%AI^X zL*=y>bh3}~ofUy}+AX5}*spv8pBi&6X;pa75~kqj`B=f}lbm;MedA#~E+vkeUa+_- zIA~BlTMYVde9aqW_ z>S=sPLdVjNtbzIKgwWpdwfCpO>k95Mws`D5OFvZmtui5sH}fOAJ+uuGus=_N#pbIo zlp(sf&zXI#iXQuffg!}-0;nX0H1?6QfM^?oYbSPu8wl$+V?5wob4k0S!MSuEKdVKZ zCNiVYaPo35oq`0^@h&BNNf}?Ff*lOb)sjL;*5|(4j|E1jnIUc#e2ug`@;Q~~@yvU5 z7!nq^f(&_ATWMq{hVSzp8Vno|C;V(q7QqZXcMR83R56|tcd#JDxff&aVcup7FitsPb=*=KE&w=(`Vi3#YTS)?cwj=42Gl_ciOY|N^dY` z(z&K+3%nLDiykK5>kfTcQ!m0K5QH!^Lnd>u|+OJ{w)*Syg&x5-&%I#G91nGP@r zjO=jmgM8u!JXiEMY>ZuPxPygtqtHvY+^fG&!swQG5H)Te#Q$pUizs=$fd_mZlVHkY zbErQauXOT(Oh}8sGRj{Gpx0b#CxUXYGc*#BVh{Z2W6!Y$@m#F*v7M5J<=dRLctnW! zunMk+$^J9V48!L@$8}ar;*F|;0ccN#k3x%w?71jZqIQ=Rbh)bsyQD4 zd?y9QzKzmeoI^4WIqHUT-)MxXmad%XZ1xxj+(KV#Y0qnU@iwEb-3%-P145=thl-GF z1J}sgz}nAhqb0s;1&8W=Z0ijH45!ap-?Y!uLR_0k5ab#r3VTSr1W|eA1MF0ib&%_D zPQ&BF%UaNof~Zgs%h+k@)6b;lcu*Q$Zn&D)P!d%HcrHVlsEyb;i*W@O3}c8 zk^3TPw@}EC)|RQvs}fzOPm#E8R&$9TNCl=HT7(tvk1x1=9iyhW_OJn*_^f1vNA*O%QbJZ>a&LoWT~1g;4IV0hiA!ocFz_PsK;5o?97%p0FOX#5uK* zePKCu=$drtF#UX&_yEhKyQu4OXyFMhitv2ti|_!{LgdTaVf3D!PH7JJay9brZQkhB z!^G_(IpVdky6=9dra=jxJFdrHo|l2^WRrSvDg|N$QE=7)&w*lqaT|u=#?KN8Js)&8M=tg^aNUV#@URCAM4<>7%_0sIqwSW(fgl-sJ}Tf_F&}FxF3F~ zG&}iAom+~KP<)!A_%}3Iup}x&UPNH9|2k}0$;sd{LCV~RCQR@C)J7b$IIHq^K`~=Q zU_8ih8pv)NyyFt7t>E%B;^+?Nf5oU)FtZAtD}iE!8^(zEp;rT*Uk|YYKbxjz@dG>< z&KLPgKx>aY7)z3$6z3_v?y$Sh%R9VjkcQcP{{o7qH zWs#dC?EUw@jtkTXux*NyY3R=vdfuoUaqTeT+{}6VkuJ5)A6< zr)bhec`)t)Hr_SME8d8BzB-~yd?XN8`+Pm3M`u|;eZN`hYCRtHHXPeSW|66hW0xXE z+cK_*tt0|CThQ=7d;-PIwF$z|2>Yg_uCafXydg7$3BB+6PCPxk@S_wdG_O8FojVaL z$4Xbc=dEVgvx+W>}QM()RX^5^z zeps{8_GYm5K3r zJ;nc7B9^WA>i0%!g{A%;Cnme`XmUUGxt5=O0#@fE#QAc6bo0SKwdD=`d|W%Yutuer z`bzMdUaP~>B-r}Exq=Q%PM{XEZpt?z%mRCMubKjV)+wd3{$LW;$5(#pj59VYSVYg9 zvTl0az^d@sX#OK=`!0*B14waEhVw}Gww+afXa*KZWAlH?`Ujsu59ugAZ26?v*@sJu%Jps zeiSZi(HPqB=Ra9wY&V}>Xgt;oq}bIeOU>5$*`zzXDIpWj8oi0P8?~PCVJE|EW$(bG zsW{{f+-_at_XDlN(t|tlRVWt3HSoPP_@)D7Mib?w0O8DvJ*N{U1b$C>DV{T%sW5Z* zAKbRW)CIO`eOt3~?+`(nIu>5Gm0tSCF(cj>lgUG2uX>XEo>6)Fo?;GVc*%Fbv$D^J zE#b*Y2#T|tNN92g`3I<(_vGL+{*7EwpFTbN^CR1DYuW_dWC-h3zf!qi?%bSybu;|w zcAsH#V$O;3^ttkDIb$>L*zVTv|0b#LO+*2i_>y-V}?VF|?j+JU`nG$Pc{UTR*q!D;m z*fac_2G|F@;USu1w|kKepO|!7mv4k*AoI_x+h%=#lgt%=NM~m|TKq&%I+h4z&W$(z z)T4|?U8-FE`WWcF`?W7d0emjs2jwYq2}`;f`$o?XrMTJBWM-K|#ir+Ob$h&YbfDJ^ zQ$qLI+jE53jd!Czhjt9T9yp=`U*WGb>iVtCb@bC@%r$cBI7us*V2*W#(fOo=D)A`C zP5;tr15-y#T|Bs~{Q`Fh!X34amE!Gtp5wQ$lQs3|Z^1Y`R-malzf-*A?J&KJ20pG= z!njcmxED8lUQS-GmcAgnmo{HuOl*w*pR?p|?;lUfKSq>)+P_v5CT0$H&VLyHjG6!A zS^1YsMbynnT-oWbLxqrs=O5tj!C=VvcREJ(;i$Y5mn_xjhj^7qESuMA?gHctPG zZA!;T$3)2bKfafL0+`Y<{e{^68)BwoBxL_@h~+Pf;0WryBp{S;gJXgpfhO(9Gmt6;UvBF!`I{|A=Fd zH8Hj@6tZ{$|5IV* zzpFYJ+Bn+%vzC$j|G<)jP7coh+QmOv5&p{(F>$dlGEov2`iJuW>aS$tXzT1?Wa3Ep z?_~ckS^sSMe`NhXLlpCWD)Rs9i27%te>49+Fswf~{>viO$pP!6vd{?323~o_wWg*r z#;3~gxstQ9yqLwoL4yl9fUzK>@PYW5iZK2b0rdkB49mW*^&^rf^q!_hw<>*jYk?+! z6g+@Nqk9hP((;-|tSs@e)cf^qH7wQrZBwL7x1zai)8lL-9{9Lvc2)nx2fT8;Oa*}Y zVl9F}HU*ZeyA$Z@sKXmrf^FB^YIK>eM5$`S1Cky9LRWc(&6@_Em!-^UwP1hTD$46S z_b%kGUQq}aM2u8*e;5!*!Jt$kWv(?^EnvTZzp>8XVRtqF4Y_@{q@5UMUdC3JXxUkD zwn((dR@>hXCl9_JR#%%t`QQyWVBkEBpNMipJ6L)Pyx@wVg1+lj8iU$q^a{rPk>BAs zWWtG1Mw*p9obrUPUl$dfn_7~=DND6!*I=1oQvq{k6=rR^n@>y*Jm&-Ack&rJpUNZMsPeZp|R9y!i;*;;2C~ zDo`Rd1EAG<n9 zV_zI@L0#5T%8<@lN7Uc$=bXE6ML+Cx%`WI}>W7vdCOdg|hC($y4-lEiK2N}WK5N+N zBffTzr=eN9e6GeguvTD&0Z^!bmUtmZV*#1eQ~7~HJ5+l70q2^F#qh;&1icz;T)FbC z9?VqS1XQPD3Nj-Hl%e0jj>T(p8zYjG-*JO*l);OQn#Do%g96VQ3FP?uWnx5USRc(y zAmlUab$R5GZ)G?R9u@dbAudX*EE|f|iq(FlT(GYF66-nStQum7Z%%y|izPOZt0RR~ zt3sK;fI+m)M`%D=v9w~{3NRb^j;a=gFw80D&s2>ejE;sM)D>37L_f(6Vk^{Fbvfba zCn}2Wv;IDh(;aQw8*e=~#=D{aH5uq?Fr}S3`5rGO~Z&F6-K9>_I}6RjvwOs31|D<>CBY92o#_+ zcF<9{!7M93o7#BT%AHLt#eyjO8TBYBqYMM%F4(UohYhlvrfddI>et*{W*A`D4{?_d zR5Hg)FS3*TU7mk-3sq!k+Phm z$C_LUZuoj{_?pepmejvk-ZuadPxRLe!bq7swDZw6;GyB33}gEH!^b?RINTDo%SWdVv6J$O0jYMEmhTaXpGexi^+|}CZH+UTSE-rd8yG~?DGaiiYQtuxIAv7__%!9i zbtd?;k6E!@R17fXe`JBSP2$Wj;Gg5AZ=T(d`@N_bZpgR+`g%7r=&BO ze`tS+0q$AqCDxpsen#c72AX@3yva)c6woI*##+KWYrwJPGceAYS*mRPa(bV-a`_tM zMwsx*ziI_uES7t`bRW8*`5T&>X)4a?``ny8r&kVi*y_9#KE|;Vc-kGON!p8@+g>FF^)v*0 z{aSfXJr>V^qTWV3IP4v)4wzR1E|os!3_$BMxr!h-zJId$VCA%I9sIR$o9MYeCQ9|R z209NIQ;P(97VYa{V_Xt&TRhaL2KEzxi4sl07l>p<8rqD~9Za|pcA1OoLFtOD0XkM2 zP${(z-)MYg=mxSm)F48~VfbTS;5&vOCar(^HvMiVlx@#iiex#}Z|1r=z|tR#76N=w zbno9Nn^F9S6QNc8C@pC`8bWuM`3o6A^4qWtdt+|Iv8l_+5;4|TgS{e|-C*8u(S7m_ ziGQFij|`B^_EB;H2bo*^)ovMai{mdzJq6V6YGIDH9dx3- z-27zs#csq5J$B`8XGLzZ1gs%my5o2@AP|+{vICAv@B)2`htm~JAFOz}r&c%vv#BcN zDx}XPI})DJO+<2Vlvy>c^C~L*Sf^prN4DO!0Ue-M3RR!r!sa44ZNtG{&-mVhzAKs_ z7H?!r6A$)4w{6$!E9l1FjT?&HBb0CyL~=RuPpR_a58>LWV5a%OxJa%P=z1a;JhU^M zhu3H1^WWYa6170s$v;3waQpEh=cruisYW-PPqgSAs&`nU@j=o$%|Dl>+@*Mi#mm|m z!DG9(tqwMP&6#T>ydzr-PEa%fkOAI(W`mp0y>8;3&hJsrJ0i-vx&8H_B>R!k9WxGG zSVhy8Wi}&u^ z;%An3&d;fL(H`;yXvctZcpKqH!$!kq!|EHcJ;y;7MggWzOs%=*>_9u3waG5O#&hab zv+CK{Cuz1+<{5vWJ-g_snM!khX{WSou9_TO=xQcfpO9tF{SqZBn&(Qb}8>8~)=l=;oM1M(b65tV4%sFD*0 zjU)R{31ILlPdzKjD)*#Nbi7A1p%U{;A%xLDDzyAD#W@Pjw!#_jrFHtu<$CHRv)kUe1IUO86d1!a5sxV=x1jI^!S)`O>;>PEp@Chb%07oF;s z;KYtB)oLwqV!UERkuiDXNtEkUq){|JtPIZ3s$Q=d+irc!5gGB%_HixnGVb4Q)&;;X z%(}M{hw%Fi5mvWQK^z_~diN8EoM?A4LF`oc-zV-=Wy_y?R^nm=Td*NJ-T1!?5f}yz zY(m_&367;VPpz>R=1;9{U*rYcdE=qv*E9To+`R=*oa?fNiv@Sr;O_43?(XgmL4pJe z?h@Q3xVyW%LvVMOK!6L$UTbBaz4kf#RNXpt>(C*+l01=<1X@ooXdCuxA$05KK5a$oQl~d_$xvpj2iLNsBeNUD zcWt^DwvP{97ty%}PrM>*41VswJrD?y{mYxyn}lm-O+OL?kk+>V6%Nw)%0pK{o3Pp> zE7Dit4wxebXov%}uTdI9Pk-nGv<0k^4gv+EN0_}h`fj|amg40sLoigxW67rSqDKJ1 ziNz}jJywcUCVS8N&Y_lYYJcL?lq*ELK$NDL{#d@ceEt4BCZ+_&nsJi___@#vl#u&e zv`^mK-~3349*{zxc6yv1_7=V_kPehH>DFR_Lt~sHpC9R)jnhJwP!vo(l8N*RLt14*Z2qYrCTOMabF5UPhe@o$`h;$~J$^%p`QloA>c?CKqWY z_6pT%^HdR*sBjyuOJ zyJ_zNbF()o$UmomX@o#{cxUcl6s`tiWquOXm~?-*DemONE9us(lnS)0klORM#Z%*( zR)L-25z*`AJ7I_H50@)q`~vMiHo3pxlki=k6+@7agA&hbN^g+w zTz1B1NBrDsWAKAbcESm|2}C@5eO&frvLJj|v5QsoZs4iBb*cjc^RR+ws62WkpEZ=8 z1xDbhkNiL(k`LB)ZP&Q9;ZyWeb~QVx*A8}t*8-J18-?fk(wto4tX-mUMhB*yk9jMd zqf@dL&bMVzWwswfVc%0_b^=eCC{$N5eO84NV+~}28k`ExwHLRKt%>@KD_^2uet~ZO z;XI0o(Y2b%aA7L00+s|!cjC)c9>JWc_)RC3xxmTM)ID9P5ns_Hj%}(TwqXfV0tT>1JNc-$pn(KKk`ySC zZFUngyFqZZMDzzWHfRd3&sBcNUKXIwpDw>Jxued&{Lm4i{~U($*$?kAO1k zT-v6o*gTtpX=zUm$|4mrF#^h^Tontn1iyO-FJuVZo=9eR;-$b0A(MlxHan(68-)Uv z`o8n6flYLJ)M-ySLoX>{r!#yXk{b(cIOGYrd%PO6PuCR`WE0nNgDM9GDS^GdxdA<0 zm=ir?{BmeeRgO&yN6Bj5w){ljbmcNb!Sg1HL$4w8lEL43EL<@pW1hl+Iu{b53_G|vd`#JQ?|tDU z^J8!OcFfbM8}>fj#<`Z+y9JbY=naCN1X((<_W#ckm+kycGcoxANYyyPU{bIv;xC`%PCxo`q;|~x{ zqJ2luU5t(3ii)e5cF981PxM%PuLUHK*0`jhptFUXD-dJDH_}@&mBbct6s#hafPer^%acQk%m^KTvVdW52zw=uDOJLHWFzs>+;{`&5G^%egs zyEp#nt2baO>tJN;U~XfIM<#CcYNWZ7+n<{ho$c(bjIG~H|7q7hnC;th|20;441c0- zT2(wvx>vINI;#{O^Q(`4zrVWfpO&??fAhoNzaReD4R7}U^6vj=zp%~g1X*t;(f(l) zwb;*-{TfIk{nr6`wZZZAr84|P^1tx6lC83h`P}!A z1%ep=q=3MD37<>>_zjP>mI76{yl(!8l0isQ_iiNMJq-X&gL`-K zjmvm(I|AN@eq5T4dS)mr!)RfGn(=$tD(Me$ipiGyrCX8 zXAhdJi-Ey#-xUXzZCcEQ;rNy?wt0oT`X17yvBJ3X5#uTcB(Ye^mh3KE+ExbkHeHK- zijdeMVpGB=FDBsWDm}p21cML*cEJ?TK{ug2g7`j1GvG&rC+3R`hU;Ca(MGe+zc^{>N9d-8`vLpJ9%2ZxMC=64125kq!}rb8 zInp}Tzp}RcL zaa4$jJHGSdW~^pprya-ovSn~jRS=z@LCf@AvQ;nmZtp?ziT?$ackk{?pBr^&OQ{>& z4!xV3vAuC#ukAh6Y_4l?`GX_}s56rDZ0x~o^N4Vpb%LRo73K{wae?Ymkn!=nam|cVvA2qwumm+Z<;^|?;|9hMRx0~x)zl>< z1Nu0|9(68pS|juA6N}_-gxvB*y+wKuYr+V4jOYBU>gw9Jmr>pK@{U!Dp!K7Mw4)|C zuspN&E8C3$ohc@#<&Hnb-I@r>$qE^y`J^SbX9q(Sw^CSemU)koZh~qb8Zq^yM%>B# z{e0q8rgn6WR=2$-Mt7P#-lfl9rnO;U?1H2ZGFPU@eai;22OW1n-2@fjh|#90AI3+N z4H=BRNc$E?9U(DE{jra$fGbSYih_#n6MxuvIB5bwsP5Mam8Oln&FoDVUQRE40|N3! z#KZHV(-bX(;ySIw4&0&hg3hMU2BYf`Q165Sn(5JUMKT*Q|1OFKRck(vneB?AfGG z?+%U(R!yBK^1^(s!Un`NK$QmdH=>6hyX@;t`p*7gQhuB2tga^y6h|G^67nfKx0fwz zr|1FehKkXr@z56suzb?0=JQl~Rh7y|_XOtA)Z}=QM1~U+l2J)$8YGjfI4W?HF9NHu z3&NI|%x=O+s)F@;3P9m7Z3CwSP)OjC^wI5wDsC_Kdv;>F`x zDx~!KdM#k$9AG}FX(;PGn7KK#mqLG;8fssWou2B6ftIA$Kt$Z7D(H*AeB{h?oO}P= zXI*_o^7LI~@>o**VktSP-y=RL9jI?3h*pQe9P`9|yN=HsMGk&emw_~iA07{c6qs{s zLGHY%X|-w8N>@ks;-s^AQ9FRsPnLy*=zcU0!uUgb>x@nU#)xI&$^?07Li&K00Ok#4 zp2VX4%f-}|G5JMA2qZbX53@W;76E%>wt!Ru(Z{Aze|G_o%nA9K?V?0=1B;UI`NV{5 zljf|VHgSu~C2E){kzff0M=i(c_+{rXH5p5cSye4V?`{)Oa9XMB)==wan3Vqf${wO( zDKP5xpk6PoI{D6%k;&Wq2>m2Y$*K?y1yK|A@8;;v+HN?Lxd$c;t?Ke_5St+myiZ@V z?wdc>eg5%ydyV#e>fP87=B6zReVp;)QT4P|@I`)250PO}s0&~aw6IyYjY}U z^@^RSL4F zW!cA?Lr09UV0A6rWqZWeMW&6)T4389tv+Qmb)iQLB`mfGksQ!1)ZNF-Ur0xpy`|N* z*%F*tF5ncjnz~WftAIY^f`+NXKI3#x0z9qpHBsXeuk>jmwy;YLeV2+QPEC9=VHy3v zGt@rPKFHW203GO%)_dkv(c|Dg=%0{>gqit}URpEnVNkD~NOYSF(R?z03(?%GRYcbAmdRE26%`9of}99 zcLiyhAmpxNi-0rLYUhmw&n6a?9KG=Z8#B{~<4G81Kgy?xKd`TxH^AxmNLRotyZ8d> z3*Hek$lnt-CM3^l-OxKLc}hQ_EGewxK?xlz0$cC9K$Q5j?yGiUWcXCOMs|Y{`HbM- z5J`a!_-!*^!lt(bjL?|)*V<)2u#fN=aj~U%gf#)}>V2Es+Dik@XTM5lM5K)YK5H0sqng>2acd3yWct_B4@*&7TNbuZRs~L>0 zic}w3r$7EXhExac2EhinY*>$E$mB<;K9|p_IVKi)GE02kefNnPyCk>NA5x*DPtqPr zm-0krQf7159v#^dSR7#rj`YYyS`hbE1B+X6=4G1Cx<0aULCSV0ChCK25MzI5i||BT z{d{NlBXR>NOdp7*W6utOggykspp!Fvq+?ka5}{T@YnD!(?_uD>l$5UXq(_#9`2OvKJK}CMlT!u7H;L}vB9nS*a-Djox{^Ne!=hC z0fixj<Cx~nX&FuizY{?dcuSluZ6P2v>v^hhhNIRk4~ zq~WfC7J3IX$>kE~N7@e?FI-;e$PVu=7rO#&w^nfTbLH~Db#`~(&+DG|=m-s=V|}fR zv0PyKALy~Wr%gehkUT&AKxZt5QHk=?>#dG(u#O7o?K|%FggKo z{hDr4HTlSK!!#dhiQbEo5yrU*;xUjs;K9Y4K%bY`PI+NOKIx+Cr8hScvzgrmr0bPF zzx82TZQtoQf|!)hZJs zJqBuO>!i(UU=uksQMpKOP!A@e?9mXAYi9ao8h_rHgOIxuBTxZ@Id}YPCRLrCfXOoi*CXhO=6^@ zHM#Ps8^{p~GsO<%Qx2hl)gXZxz<0jtIeI`Qiwa7QwNAQNJ>LlxH9q-zfYl8_=92WZ zLQF=8$&)WtF;Fmzwe%dJ@j#Re1Fh3Se73a6wOvzI?lOZ2H5Hys#e)KMm&u;L+nX|{k(F7}Xb1XQH z#C=?xxLC^cv`~{^O+i9A^sv=-RG6b-7FgVUlpxOv@QJ8onVcQ1nNiObWrr>t49q^$ z8%}y^(Ri@TV0YtrAj+8!wuD-a#9g)M*5MI$E4<(v9jg2d&y@Jz&gT(qdJ?gi{QX|I z`~_9Gdh5lZ%G91LDMxyMmDrU2+z0G6GsNa~Ncigz|0<&eN_ z2sx5J3@X7e?Fe)lpzE0irtYS8 za@{(|oxiB$*qBGirUO7vih#ayNOT0?J zg-~2!pN0rE;8ZB)>jWT?Nx&%|0ogST5d>r_l6Z?idoYnq){~eNi?yDVF~yssf?qji2n zp@=2uIQqe{DV+uB<88EI9kWmL|TMOA; z+7+UbRikWI3kmtXoNwyW`Rb?hnNREQ;ZuPH<^UuzI8zrA!1HtNpO-$v%7ptv^`H$D z<84q0Uv?uLd{xWf@5>CCz5kMbKo-Qo4HVuJaE<45c#Uz6&g^z4)*z)cFcobF6LTcm z6&g+T9)eaF5d(s@AHNM$zg2QCh>2#7G#WO_>C06?pjjY)(WIML20w?3kd|MoA7S`# zuRBsg-1bG48n!! z`v4xKAhdC}zFyX@HB?&c}Ib7WiY|3^;v$@t4N#kST~jP{R5b^w<0GNXAKQnKk^qgCLeVP z50>209u}yTNqbDnPun2`@kD!~oCK`S4}rmiwB^yZC=6_d4O4YzT1T;G0(vWxkT;Q` zIBpg^(eo*z$aX`pghjV7?W4^Qr3FO?weJhLgzCU3zGsPk&+_uxNA=nV^)kcZb)x2F z`huH03Wstb$o@l)CBs6BMI+3_(3gJ9j0rQWBzm(=OnK%G`1_JuoJECMPlp9_aXqzC zvH5XBc8^$A?W#zQUT$;caZeTSaGKgfrB%NJSOT>gi~d13qVk%z&Jnjn&UHk0g4z{q zld(oaz-g+@Np4EMW{O$HYM1nn78a7JXcd5y3*y+1M%^|Z#&LtIQW&~ocOq6Qmbz)B zG>t5URpj@oMW+W#cRR+9&7AjTEn=FkSHp?<83fk^ZtCT5I2*mOE%#LAnl;oye)ubT zVyx&>(4S>41*bvlsJ;Vwgbc`<3U8}x2#$u-3<@vR_mY+7FlVikmClOgS|X24HpvB& z1UhztCsWUjp3jsCGJc%`PmV6&pBbS`EO4$yp=S)9voO&Q&%|iOAzG2ju0Jx_N?yzg zSI%0`Dxz5N_e5YhB*9ulE2qO~Su&Di#YkltoRQ{w&t!gWMiS`2Wo9=Jn^WxAuH@1; zBTVlcT~>Cla1vgaVt8nx^!V&EU-Y@XpQGl3z8}irq1A)#riZUp2d&)d_m}St#t&U2 z9T|WF7xwCZ!;0T<+8-RAjfM43Sp24X{V(W^@lOTs-=epF;_y+UHr;s8{byVOktbQ% z;>();OwM1ho0KK*06?TdY5*Jt@NIboilmZ=qrB=~o;T+oT0gJ=wa2Q$h|tZMcXdYQ z!fPDA_P|3d72Rk5DAob(i)~2y9OQWtW~%(|2j#m!F{I;%?!BQIO(Iujksh5b9b8S$ z4e#0S>54BO-vRP_qy4K-fBNYkK4oD1)1{2ROKblF{w|~@t)wpT5B~m(mjA@5ZxHo= z1K`=2Ujh89s+yjKYvH;e*@tE zooD`U3H;CT{3%NRgTS-AYTVx_JR=)B9upJePx8*f@~ZRxox1-g#fQJ6?*Go{{{?pc z>34;H!S25V?!OJs-_+n3|N9!;@7SG*f&I0E@wcMfiK@1hQa?(1R8jOP~whXYSAD+&@)+Rlbe^SlOUyq(6j*Nr6B)o&u#XyRfHet+AN}REkpAvv8*MHvMeG!*Ms2(bVLW zVGP~Uz>%s$$h?W|DiCgsXAs>xkbcYVAhbM~`!qvWp9&lii)Tr0+nROF4>kRSv#onWeZSunvCo8&Tzw4YgHq24g=vsgml>7L_!MsTdt;3)i*y2$l zhcZP~Mg=*ag;_Gq*qGhyrQm*~AR417iRm*#%h~)y^+fw1^!*@^;|4>EwO;h_2A-)1 zM{Oj!D`&v*Wp|;P~$9m^J6ag%cPjXH#?7#m(%pqUaEzE+ukPu_|1< z+LQF=CfK~I?oI0z*HdpXxwdKp5gYcajY|}dZF@tq~@Ny`}|(vA^hf!{)W(J*25?H>ocuW@9RLr2+beV z&z{e~Txf^mkFI4`N5$tb_tg&9FT5`)8Ms@EV|9T#dQ?sn=dHc%Drx(R%UfAUp}3!A zz-XuslF73c@j1`H=^X-U!z1?3JG<*vQKvPr>!~OLt*nVc+QTZqDdV>%)ws%%a*~K0 zufD<#GfyW|Qh#&Mz><&x_bkoyYYp71KPREo9g4)M++uiNydd!U-qV8Ppw9vWhhd92 zx5(Y}U-ivzB5}gKxkI?p=tQ;4RzPkl)N3|Fn3)&)njzPY<%rWCY@Y6bU8vrf?vz>s zO9sfuwQyL;|(qh9lNDX%QUqwWDet zO+rb;x*nb~g1ydZg4K0GL^KSjXgqliKM$*9hN~_rBY{rITq0LBS=btz+ET~Y9!DbI z*$;7BuUfeY(Ma^2`h;JZATsM7C%XI<%;?Ba%HX|2HrDJ@ux*k026=-XzJ}^HWtCXy zx@mAPS*%9S`gY70j;N?!E$fioSNSbBdauEqfF}D_;qQQ>tgP=YKX8$3$uOkPl@2k6 zwWO2nPBlsUkontGrWb4gOgTAGnj21NWaT+?jyTo$YDHIVoiT11QQ^P)yZ-1iSsr+yhby8bzcoC9sBP;KdZ6#eE(57*b z=Z2<25Jk4|o)~U28HI{QIwedJTC=NCgBON>MKRP*?DNJ8oyM7NktkJWznT((W`fDb zJ@&n44Plh4#Aw`l=Vm5h9o8JY6uL@FNVI9))BW`ZFsbTI_s9Un2Puj=2y+d;h3vu_ zonkJTDkwLS#nKjlLFXZ;7_IUa_(7NBzdFm-3|esk+-2nbA>l->>qk%TZ96eKZOlBnNGVOd1q&L zNo3k~D^!&E4+QBiC5df3OBk!c8d5H^mD{iCH{0xZoM4W$H3h-(@kwB|Um>{s?10o|dJ`K1x>Vl>*qB`f0??UTdvvU`$r4qoNZ*2N4gW}H>9(y5y^*dlH0>q4^Yspp zr+gRVBdi|CCnQ(?QOEWjVSx4>0DGxVUxEZP`LKaJrdZ)fm$T6foSZ(k%I--zfN%`OluJc zpMfTy%cGi2m6MWv%#4eFuV#Wv*lUV=hfvA8N0^;1=f1~qLqyKwJR~ZVc8eg-TYg<; zd`Pa~aTpdE-#GQkR>DM=v5}h;^EsnEKJ~HJQV^X`eZ#CC!*t(Sd#HopUQ69L~ zc6|yH)Bbpnf>nfOlM$hkW6KA#E?jln*)Z{?hgEndp?IZgZwpW{H zO8iATnDtSj!PfE3k}K-AeqHAt=Dl#DzAk`!tJ{!mXXwifeGB@9?MBttG;zlFP)S!S zsl*UeOv0|YpXdBNky*+y=k*#88ai8sKrPui9CYA#IYYvo=5B$I*vr4v6i2i7`T3bj zy5<4DqdguIko2!7DnIYF-Cs{>=x_*og2EXILBph&G)qaaXRoy3mzh55K>2{_J@8Hy-^Xs(lRv85sYR95Mbb;P{VH9zh8W z4N7T!Co^MfeJ686{eQ`Le%toD@QCr3Narn$_(OR_|0*@2re|Si!ed}!XMcTo9m-#^ z@4uBEv9K}ze8Rt^N3Y7Xx7hYC>CxM1ekCgZLFU8wUllEX?~h;S`$Ku8^xDAr=BuA; z|5Duusr|ig%pDw^1kLmv@c!WfDgA#eGqL_W!<$Qf(+&L`l3!WNUzvldxedRKqxl~z zejcZ4ZscV4Cf0e&`hUMMGQ4)MzTW@3G5*oZ`kKxCspet)B~bb;t@r~qyy>F;xVrvq zuKnAq>-V&Rk%jr6(~43RZ7apW*R*2(1NI)8R97V0hmjujihdnbG4K-o>boU+E3`1mYFXFa-K~93tW3w>&q32)P&j^|xvriF zq|s@!uYLsOg-!c$quZoVUdah<$i4PCy+Ny)eO&o2GBcK!-rL&d*)~20m;Z(M+Li&z zp8g~L9G?>o)iXa;S5o}=$#T?cl(?-J?ZWXI6sl#V+E&JzZV(H)Y4{xX(aJsws&OT8 z%7sV7uuNN|=Gj;c#gFc!xtlre#}d!yXzc14G9;^!#iUeUm#ukIJObmY|qwraa<$bSDg0QroCrx@{}~MFL8Rm>iSfY zntRh zS6d45Lx_PH1lhSbJwigXKiBWvbJVXTf-Jb9#|k~o9wfYmbRGh&+t}K4x}qtYJo$Bc z=wOp%MIAZm*?dpg2Xrjn4ShUe2^dMOVNBGwy#Y-pk$nTC&1HFttC0<(P1XjOq29DUli_r zGMoYNvD7S7q3gh$xq-d;l9k40ElR3I|h#f<6$JUlm(+fYlCJ@Kp2@sj6wllLqRj81(cs zf??};&9T>wH^s)J!K^Zx+8+dAL+S1U4{W1shx5%xB57-44Ii}@RWv5fKR%O>p}25ex)W%osFE{ql|CIvj)-#mn(R8m`GU zjdL>9R3zRH^KsVQYFN|GxTiI@FvKj~O*nv@4o!i)M)GN!Lkew0xny#)BzA|WPXdWs zDHRtX#k+?ZR~w{@M-CBW+%cN-2bL0%yUB@($?qn4hC8c}onU7!W??l8X_&tV6{A&% zFP-Z2>-zvdFxD9Cyv%wc^Q2J<2j>`$x)(g{pyN>VNj%f+WF!o~QyVj6-a%A&Z)Pi_ zwXzU6=i}35;*Qg!a9=t_5bsk_0DUk0q3t--aPn3V?ut++}-B_!PhHLgqtFM zq1OBa4#K&iFVV5n7wpz>%C@g@JnPyEMBH7DU*nZ$uXjbMy(9OJ+fiK)sY@4LZ(Gfy zF;dmo((U=IrTZwWmvf!#;!;E`i9Su2=N%HwzUd`hqOJws8?-q(ZnHOQ`RVt3 zZr~$0eK=FWtXjgYRUiZJPspuumvzj>6T0-L-uIxPM~1DHZN%!UfYW1^8Pu@jv~fueMyX zMGqbP@ePXRDoUVLBP2S10~3t{g#9I8Rm}&GN}@T3jrPd*{qL&qI**T`yU&l#8Q8FV z+GFPlMG{LH{ZrP&38fm;`ZWOi4qZie=8GZ2NH1Ki5av5a({H%XBZX|DVcED}zZa4K z0lW$Qj8=dO%8%4kx88TbmF*KSNlDPLkv6NM*jNa!3wvNlZCZ2Dh~K(gxPgGk+i4P- z+uA`%5R%v99i=cKKCp)y?T_%b6&IP$t%VFZr<4hkrW^5R6DZ4nNyF3+nbwZwb_9&< za3_^emy{$niZI3D34!J@Qg&-EpZ}opuP*)Rra$Wzf3{>W{XMP!E2jK2%>30ipe8LX z@LIR{El~e+hd;^|zisn>czkD z&;M=l;^(0LQ}N=hZGe&GwRrJ%f30o&Q_D)7_W z|5CH~d6oa()4}vdO8;AO!Sq*)#NS=^zb6+gOs|RF?=_27H7F-!<>cqH(xS4l99%aS zL;>Z3ONKPGC{{P8m{TqYmMA)NrYQLLfWbgj(SdXr^c_x7);Mt(C^(Dis-0qa`jrmw z`Y5VOo0f5DH{cBYBUE7F9A#{b5(b{-Y+lBku%nK0PsMb z9iM88UDEE`^t%fHMoa-xEf)`WxOp>_Yas#M0DdIx6thrSx__Slxpl>+Pe08|ljONS zYzG4%2wPBD2#1lEpF2@=G2qT?HeGSQ@?wj;Ay%s|Ybq{AIvMGD;3yHjb1Kud*2-Os zSnzSSzgfyFrhO>~9!40)v%!#ahVH<#@7>3Nn;nBsZ~->8Q_P-_GDYs@`|9I@6vV2~ zH(I$G6|7$cX$5;UZ@gt(O>g_2)^CX6h)sn)C4p3UfpCgm7y~l?OrmkqR+fCEaJZL^ z4L-3@M=ybX8ULMo>KNMra4-iuR^{T>5nePANkB6DSZaEgs48iIaNK*eHPk}2FNZaY z0j`L)&?$g3;+$r|PuMRXy%at#_VE zHOq+kJN%qIeL`5d+cmyFx_n=MR5PhhsDCU`M@{^-&7q?8s~zam2W5MWL#IdTMcHs? zCnjFCG16I;l~%{)>26w&4y$%XURGXG_ADwQ2CvPm`T1+Nl|D7w)fV7pUiRmh_nO7- z(PP_l{1nG_b68eH$}yjGVOB6egKZ(dP?_j4T3u|=qsw>*wh-eGi3ioFjcmXx#v+@D z57TLuqAFM)RFu?RtE+_)Q!{Z>-_>+$h&U|IvkhU-A!)cSkFrOM&c%ZG9gkAWc1!?< z5=S&3VyV%Fv(v;%E|>0(lGav;zw5O7?hC1)q{hS@ktj}gnyt5R;Qme62uCt>*W^Xf zs4{SmR0qazRG$2Z0da3{)KWZYlg>fpHj%tD(F*^AUpz!O?2}C$Ap;RbWjWPh!St>$ ziAt|&-!lC(jaIp{7HiOX17lJ+Wq`<6G*3nLgwX0r`3?sHC{y81mYb4wrqNAghhsUB zd-Yg>bQcrh#Z9(^a74yUt2!UCgq>_Qd2rJcjMUk#{K^0;>g8^SlC)aVWk*@X+@1&d zMNfsHs#umEt4VaD3XCYxK zThx^!N~zu*t#KW-0?5*}WzQcjX!B2;0N#qSCUffB(kvO;AHm(?R z-6m9PV30<9Br}_B9-zscP&qviZhRZ`3lR;r9iYy3VC<2G*q>}%q3jFSKXb!}o=9e* zJr?l87`)){_!2b0uynw;z?x2cKphECVG{?Nz03BD#&4`B7Z4jnJG9>IzN=BL14HD zCfqj#wMIc%ua0~aoXl5WcQe6u)=n8$WbTjec!;15I85Z63;Sp4YpY=%3$oCN8=`Ci zYAawx7l1|e(4QrC6|0l8dGcV3%L{e!5`e(O@$@nr%mkWGDzHCfX}=?U#_M?zDQl?f-3UTJFP^SgXJ#shR|5_fG7#>ul~eFUe?0k{rZJ$TO+ z@HKcWas2N+!s*%K*QiZltHQEVv}&Jm^h9Svn@E*-#T_#NxXVAO-`5e?-hG1OzU-#8 zJAKbTp6-KmPBJ#qPY3E9FziprMIQql6FP@A(Y_Y#I3s0PC{%pVALdu6cWSU^EXsb@ zQx;r4!!lc3CLd{Vy=O;7?GRqDtcUO30%Ca9ySVD>SkS6@u>vUDHGNK1R^fM!7~uig z?*+B$SIzcZaE|dn2ddkxyUq}n^V*sjVhf$*YfCXGGDl&j!fgb5K&&Z-yC`u=+C0(U zx=qI}vC2nsWQJv3ka7U~K;Zf1Il)Vac4B-#BMF`)xRS8HyxRE~=$8FeK)uOg@A)dA z-ngGf5=P=pQe&Isq|bg6P%C|$9X&)U@~wWz8_PwYf(Jt!3j#KEMjh#!_oFPuLESR1 zhCc0RRFAYe<>$fe2G0oCvrE_MsJ#XixuY3-P`@V>xi!6q?bG)K(2w48)f!JS;t){^ zM5v8YnG&%fg&HKN3Ui8OHX>Z~r-xl{4&@4x=MjdD!M}uT6l)_{TfcT-N)?fdHrW`N znN;!Mw8y!gkaptq4C0Z(&6AxfIB1todY^AgfR!-~K@vvKSSW?iW@CcNm~vn=N7tO_ zt)FfJOIMKOl1RVHz&I9G{oM-UBV}{&%4pk&SJ2rPEs!t6D2}Dy5Km!GWybosM_?QP zPpR(GvL^7Z5P83}N3M0AZGde++{@mhoYov=7{UXyK5~JMPa_=m*#^r-`;^w8-;FU{ za=9+NvqO~4Aivgp0CxjcRY7u!_Ja>K#o0;5gNO}Z^n1jdk)_+X^LMw;#(YyxV=Io+ zDNa5}+(6F_N{5k+$+-n612L(fa2^wKc=0jDlw2VJwj>C{bGCOZ->0F3} z#Zhj#A0=#6)QUhDio+q*f^Z%q^_<6m+Q-80BzFKA6>xrKwpalV(dVomt0<^J1bhyD-oD@l(Zr(~#_!kcW*f z%ClJ;g5BooB<=nNbIT{->!{Z2ZDTVzKSi>*GbA*)e2~n54Aa(#1>4KndymDusNP*i z&3GcVX!k++Lp;grceAGNrFR|Z@){>X{+3L-=pxe{g{6?AkVOZXQKh61*b)(Rp4xB% zs$Y3Ay8gW@L`;PMY~jJVx+Jqqqf#-^0}Y@|4%6*oICWYq^=G9c;)#$YBVBE}uk8v6 zII!%DNPF0OrsOh6O)6Qe$VR3&L%~xP#bl%e%Io~^Ia~7@2bx#Pq!&MJ`uD0uKknAN zJ0hTxf&RoezY%X9n9pu6j5J+j{!nIC_Tenbj`=<4NeCh#)^ypkdP$}H>8V0e&+{ku z!ZKAoca>Nm{Pa3}fe&sd*|(JI5}19QaMfn`MW$xMo&iu>{SscNEJjO}N>Rjf1ZTAa zb*k6FZJ&vGDpijA-i_uTBBDrou4+Mh>MTQ!Xf7RBO{cilHq0DR3v&h}cF_H#9(e^bv>qJT3or+wB}?t%BjP>O4-6~P z22kvVX*y|_7BO7X4cAJ9{cb?n;LM2?88C_V&hhD17(W;%yOVW*mF5p;0655?k_S5a zw&Xa-VBAjS4fBF1hrCM3v^``_cygpdlrw<@5?Q>W2!#_kWCX}fI04F8%W|(wEwZa* z;!!^FRSGTKAaEv#kUx=;1+Hv{8v-Bjj2s}Jr73p~xf0fuIq^~64sylcS9xCqIZS{x zlh1T62M@9p>>XLnyg9!(xDR}`rx8|~@?=fwH;Cd+A(g}L*6uvA<2g6qiuR5-X7ig> zQi=oymt9>Lqvx+%B*$}7cWtK8R`MrprY%?URhy-0qitFmlEq@u9mn=frp2noZCJi1 zOB;{oAB^UYn2gS-x^^-~%X8NseOEHo$~j08nFb5bcfpeO3(qeTQS{0oubs?|dT|iB zP8qvRNk3uDyGhCQQdDTa#p=?RjD05%v3X~Kgy~AUK8UD8RQ@SQ9&(!(Xj49mB0cq! zf=Y2a6L}#2#16t&{6aD~flwMaz9xCgGjLZ(kN_%Z*CF|D@6W0DD)H9UgSxQJsrvA} zfZn%CO7dZ&6cG$)!8^xRlLnf71}qv>Cxgo@fde0|tf!Q#R{IKxuPm3-O<}kFovgqt zLN!TjBsVEY9Bwp`sr8_Ojvy?a!pMuSA?Skwa2Kuyasr5du*_HVwUfE%tHAJ_@FXu0sYV$14(ST?DwIKTjcK(FoS- zhSEe4`f6e$6fs`=r1_S8g`NxXHG%T0#qhPUUi!3}h!sYJB{*U+>FJW0QYaG|MNoor z%sd>Rf-eMqflI7;VR1~VnM&O9BEGuT|9H0hQ4W#yXM_=Ya)w*Mr0vctSq;;*b%ps=k;p$oZf{_lYNyv;R=iTlE}Pl!rZh@ ztAEOU6bs1^AK|ClGYJy7fzLSi!DO-8!3a9uPMExl-%$?ygQKGy@Q3Ziv-l@!aW9Y; z%Ynz(mP@D7OcJ-0ZR`^odMQft#${$HN~R5Ktj~@$Q{1YSfsQn^U8wtXT(y)4pn1uB z=!m>_YAXMQYcy~ew8j2%>cw>HbPy~Q-~}xBQ_#!b@UcJS0k7nMiJtB+ z~xCj;E0q`Ok9M&W@4i)!kkFD7TRIWi4ZV(ov|diZ*Cbc z8Fbr}q@V{1n+Dz89RUDu4I?-Wcm3S?q)wT&|6Y*rI|ykOGTx%qUC~y`dk7;0T+NXd z$zl3oFWOT{qOVY8bz&rV((+gaCt!%96x#xjyJ4{T*-dN){=D6EZXc&H3(dB!!L|3A}@#PaP{x1fng3(V_zRxCT?YS{rQ}T`{icm(U}gQO zkNzjj`1hm#&t&!QFyp^7_J6|}e<~6Ft2UbHm-^=~`1?Aa%3tvJA0h_k|GvENX8f-` z>G7BtUOzT|=ZtUKXlzxKHkaG}Bk$&;3?|Jk?Z^|7W|w*!#AcZ$@o!1moWX)kA5xu2 zcu%b6J_v{#kP5*QL3)vgpe_Yo@+qSrD+>q^2$)(?1bhgn3 z&RJ{i{csV?Ln2V}3hd;6gXgc9a5Y)VH0&|^iZPFy65@gRiJ6toxuS$M7r&OHP08)<74GEwYGn7AU6NjtKJcMKOqe< zGjG!mms_{Jfn1U1lCK9`n?@%?^KGsFU6=oZ`_A?&s87VS!e^3zC2YB4rVd$zw5t%X z!X9@fMH}2tCK;lJGV{!7OCx*`jC{NR-`f?hI*=Du!!<(=Fkdl#xX;w?nvrST9f{xW zu3KU4bR2rPipho;yPz%f^yIzUK+3LkMJ+LoqgV%|J#UT^e z^trwgy?onAyu?WTZRxw=c{ZO9j$!;QX9ZNX-a*XHL{n&)4W>=l>BlT-H^t%}qI!br z9_t>~pyyzyg&b`8`iVz_t#z~^>e61*9sRq6HCN2F_WiZ!hj`U>zL#V-jj!KS^XehD zm(AE(?#tfC$NS^^p6~b@0Z*R+n}b-`u)xtob5CvibtT@EkdDqPxdVffw>DWmN_e5n zPi2dn5VOpTqNDg-xO1s#m8DG8=B%x7aaLr;~EBGUZ{ z)8T0gm6>Y7V8~cH+hl2%e62K|ZQ==|f*o>7)NJDDwy(m4Q6k!^&&mqsDJ{K9bI7pQ zPY3{86dZ6eN)lmd;h{j`Yc-@oL=hsLUPo&7w@-Q2>Y(vxtMZ&0DpvswEqjonUYAMPT zpJC1zG9BLM)R8gRiC$W@awG1U=$H3?R%O$8^Hx0~4OtXQlW4z4laO zOnS-ZlW!BTZdotaNn*cX&o@FfoDilR92Lv9h>=WYrAYwu72bX1(^eF@`7E#n3iAed zdqcodW5p_qCHc()V{)7&$6pi*;`|vGi&@qbQDo(@5>oQvxY>7~wpTjWWUCzyl3|=r zMkq{g#1_)TdU4^;V$F4%)Lf7pnI_H*m0qfGfyXOu`D3*pVq2QTj&!#G>&Hk|S2s6SZn_B$j# z^ikt2`2_8ooQtZHHf{d6`FcL2<|FeOP5s@BzxsG;Yxr<`7*#57>&qB1w*CsFs9J_y zkTEZ|K0A=88eA`8itOj5x&39#T4O)JL&BVTZJQ!fyDl(mH_B?aK*Ca@m?C($K)xL5 z1o4GhcT)A(*KMgn{b6287#GnmFf|myLiEF>kxsh;p%FSjR%W%)Me&& zE)VVSF{AKZu>tGf0?vb<0cXiVjMbXPt~QwSCs!pUHH^FLWvCfIUV}w|EUAK9ov-`{iZlvCEj;%WQ(Rb$Ka`o*%4IuNxMXp|YAfYA*7ZsGL}QsL4PS_6*+^Sa;+Cs*5X))iWRq z6kO7%E(H`2Iv)jL60to^&TJ!dWzebF5s+jL)EpIoL00L|dbhlrAzx2-N)Zdk$7y%j ztg&7eP5HeAK$?1akpcPevgqdZN5J_-g{M+FdA};U@butURjjKPcBj_5R_9XZq0d7| zR#!&I9F|PG?3`G8KyaJd)_EVcm1N3nUd#fO6?cc07O4bxq@Y6f1v?Wo)6tY%1kz`| z+3>Ngc2BA)#`A&mc+sng4de8B4cm9NiX;zJlzWd$;GzciGZn!WdQHt8-Kgdk z;xb^)c@R2lX<%OZ*o)MVdaOQ{qxWnE=%RmRbcafJZs>W<{@6o6cT;UN<<}H&kl8u zR(s{0fVi+ZFYs{pwq5-2i?@Hbe#_(O{+8D_cOR11-TL;VIhJlvb+?uec3ZgNeG%{Z z#6st8$gpzh-F!$D?*&IMC|C_DHj?RzltJ;eSZ}y&Sqo>V_D9tds0oX$gAePTcV8@0$~3xGCi! z_=$tx{EIe&DM2u?+BCb&aLAoS9aJ<7D+%ocOFG3@maR=U0&mcj)GtT>bwB;*9^`M{ zJp(<{AFuf1A@g6&`@ij1{wqn!^f?F8&*iB#a&f$eg#5@ zgDmHn#(?*EH83bvfQ-9%|KRkI(P>|b5rBC9IrEVA6Vf5dQEQnHh7ID|A%s?)d+mue zSz-{iUC$&&X^a=LM&KLuPL_LcUt}aGE;!II73Urw5q3A-@2&+pir-s7N&Mk0;Gx}7 zo`B1tGEobxhg8Zkw`ah2{|EuEs%P2Dg z;P26pzn=y1|6G*+qb&2^GtB?*-DCdj$^7%Y^4HY$pWpYtt`qa$M2o+O6U_g8Ps3ji zEX-`IjQ?<8=~Df-V1%vmJwRzT+mtL@##!;WB=bVXb=G})mN>bH6X{zV&{wB1psxgR z_*P$pbiUzIeu<{8iW)V;9$0gxxH2k4Wu>MCl zf-Mv<)Mz@j$nE^`%6swgbWvTQ$p^#-y5Rxjbe1Ir9w4X>#ScuX~lux|)~==vk9%qM)CDh2KwUAx%yO zLFACop^rrBsqSCyP=6D5(nL64Q*BaY^l)O9@^)Jc9D&`?AEcs>LDhcc)>R9WC=^#j zJt*Br;h23hhYh}kN=54~6rZzbGB>Z0Dy)~QoMB^(jF1u*p*a|;h(elWvVeNx;#f=5 zG^1>xbeI>&A4oFH)mu7Tg^oDSTD57OJNltiM!ppV4wua%!yrnAVow_qqj)z>oOzg( zL{Y+nI&FIJ?2JZtLVF?-Cv}V5sjcUi(fLD7Cyx{XomH;PNk#-sj>1VM8#ETT4;(yUE%8#N40= z^w6NhMAz5JQIVX2;0=%B^U?27gC#Y(&ds*Y(Tf%fAs6}ZI_iDY?Jw_*JY!&BvN~iI zR0gTwD+s7(RRd-AvPCp{;|^#5)WX$?Qq8FJCHsyt?7_+r1r3@A0_3HJB z4cp&puldT#7-W?G)ysrJ5}p#}vw}6>3W>L&TE5&mr0y%Ug<7e*P*obE*A!7knn*}6 z3AEJ{%6J69(5p0XR67@}msO0iqUN2M<<}3Rs|cIQS8!KQBkm$g#suJ9oMC>O73hHz6jiClsq$q_;W{ z3?4EQe;U}$T)goTEzq`7Jxnc=y9|LDS`khDYdIYdzYnOgma~#JT}W)U?$=*3OQtP> zrS_c0oQ$&H${%i>P+ibDt4bR7INY1{-lBY_~j>Aw^?3c2c zWZ95oMZ5DhV-CCM$ZhuRn7i+DQ5YHp>sdA&YI@_tWY0E8>tKTh9i8y!UJpOHh|t4+ zW>2U`b!M|}UyL1^)s&@;NKBE-o0_&s2@7{-P#!Eihg>pE=vYTSfYMY)E3Ou{NKM9j z$XPF1!k_e}7Z%QPmXOX}#)A>H^0mtO5OQbBtQQ9x?G-p?2}JzrOg4U^4$Ivj%r8$} znctXPV{5j7Rjj=^yz7a3nvEAddt^EIY;B8vB<6v-kL|KCwse_3Rb8mG4sZ0#gvJT4 zSX&~qIyEH?>c)iSNr~{uLqJ2?fOtXlVj*~j>=eCvr<4!%m?zN@f2Yz8VuO=pO)mTD z2MeVS1h>QK3dG|N)xQMii@z`o-v@a`G498?Ma=XQdQTJ~cA4lDx`SIzDXL-K9aWIs7OcT)$jW+1|t}5-kZ_2_JBtWq;Jt z#1A;!H$rZ|DJ$UaXu&!V6(rV$+)lg-h7Eo_{+5sP7ehcA2xDT1t30X_b&a*t41 zA%G%;O8Y>xU8Wyi%b<{3hzQ%cUqvrSV*wdPt`6YieK0Cposjhz@LM2nWHX6N!A7|v2uqPmdfN@UB`%JCw9wz=u4^MLAU zRndB;v{IxOfgKNNL+~#SyU)IPf1kEolZR1m$u&m5i_5qF62 zl9W%1*`Y59Y|r%oS^Ii|?3_WHC*71yTZ}dXKPNjq#R!QkiQ*lROCFM>Tj@f=fh37^ z`YjWQjw~}VmiU9m9i*{dk7YK4rPry-g{5f+iZ)Q1aZ%o!PM=3~i@e1!Z9(#iF{}5N z4}4+kVGSW1CI%!Z;WmlSC)_U0l>2MKaZ&m>VRb9dt$3PK9Ey>j6~SXXzg29apxO|9 z%kCb@4ehgE)=!rlt^Nm^;yk4!{~Zb}61j=x1H;oij&hrdPz~Ypfd?4pG|ZA6rs)MI z&~<<5BH8KEW58YMoi6}fir10#R(71?fZ8$V8Q`d%ujqzi9pNq!I9sb#>ZRc>z;D=2hOQg{A!&@`v+;thus(86+ z`GOyY%n(#RVM1eEwkfTRP%*zAe-po}vyt(>J<7=iB*$@{vN#~00;C3EbJ_;g`kc^k z7Yl3s+mvfw-YzMBhna|c-=npVV~3T=dv~#4%Gi6af|xqg5>5Cdwx8dcG2FGubr-&E zOd_XAsC_5vu;}JTcl41FlfI)9_s>I6Z(zP2mVJg$)I5IC6hsmt~O zAJZ)H5aGNlj1yLz7%D-%AACr^7Z3TVnPr(_`7$FXHWVgJO4u4n!i$Vg_!qD2v~BEM z+6h46aTficONU3%oBmW#@!Kr7J#b2sWMK?msBk+Gp~ATWOqb&LZlJ+N$rLQ>vSr~k zC@Y2V=<4(giZ!3v15?SeOZcf9P}@P9iIe1cSdef7QG$fPB)76K8eRhNIn{VUNbPP% zA=N6PV;WKn$`^2gZX$HVd=l(2v>W5Wa}Jwj#)W`9Y}ciBOA?L+gXM$*v$%s66nF+8pb zmDY;Sr;++shS{{p)2x2Z7^SuWH`>H4PGB>OmeNIMV2!W0Zbd1VlpRHgaH&oHvV(u9 z){i6?idqWQjvux@8lrgCH~MoN9m9ow@EI^pRDS%}LKMP^MsH)^PD`FVasXlw*yB`q zN}U^se3a1is5iG_5h!=ab(SQ(>7x<0n}W_k0lX7pxQHUQEuySY;b7SvcF_}?e-HAP z-2k>>IJ?UJkrq_-=IHO}B*3=YG-)ctVfme{T{See*b*Ncy~eCWXMI*gv@b)>5?)CR0FMh)=^NVppzDntu) z2XHda{SE3zjy6aKVX;J^S7oD~gtu}R)L@^j*r!6#EijS=f&}6)Hjik9UH1d}7`WZA z05bC96cJ5|ADRUg%b~m8Y#SmJaTV7}(~$`}Np}TBXe2PyA~oPd)G6GP0x}UCk_Vl` z3;2i0?C>JD_=oZAF$zOr8g7Wb0wxLUqJY+=*V(qzYddX>%x?Y+LN^Wft;G9#`z`7`aw01n+IAokD9_ z!>z!#ZbgzX+K))PkUKnSD_EdVHHUwI3r%i!!`2{%r%XR42^-kV`Cx>%wq~@M5zfvo-N(J9_c< zmt{`!uSi<=UdNxQB$rpzIZwDKv#q*raCWkuE{?LwV<%+Z4LzZn#y4@G!9%UuuRmR<@$OcyeDt-TB5&IM2M1c6lc%AXxVboPzhmaXdLVsn9v=69XsskhNT7BgBk zV#704e&ez-hb8y3^)PV{CYJ`JCJ*l?t4wWWso^?CW&Y9_mF|xdvU9W^Q;t-&uAo#7 z9<6LBuc{#Y9KBsVsdPGjeDc+zTBBN}0)zQN)7gdVIejZh2VzAcTPP`N9&n>3D$bqk zp(-aNy}g*Qu|>F&*-jV(;WLasi{qRt?%Xe`OzjcNM{nuAe=A=cEV?u zp^cjo{JFaa9WE62Jq|jbz2VolC?S}Mov0MMEHA{9@WKMfDbIu(XymOn2-u7P_Xa$> zJaRW|4Uzz#G6_2|AG1Y5@Cqvt>Y|tL7`UJ09NK9_0 zABF~FV_F_ave&|OX6v9FT?6m>@p>ydDSD0KlgGsaw+tu>Y9e*5L%P8*A^JYLkj*Dcl$u>u@rbU3Kum+Ert zYMDb?D@LEelT19b|4BXnW^ex?Edl`lA<_PGr~mId*Poi&AN@A})?XziB`&Qf`u{$c z;Fnp{BI%;|DrJecM}iHf944OT(ZA#S=c@&!T~;~K`?(xZ+~3> zkb3x&g8o01QvV5vR2657nJ$@%KnObkg#oF-vrrHh$Ee|i%I!A!?B0;}& zE$R4{A0OxZei^dlffQ3Mul0a)W(%R-pVyH%?_|G4qoe5vt1e_2 z5xl;KHgN{k655^9&2w3KyC`POD8bk)dEhOh*>qE!ivD=siC6+=`~?(3^n;I}4K!o)K{ z#Ijfz;WN{6ayn>EWKkYtVYP1`FI4&am1H}=a=WiTx!{v~_)Bz7{wNMxHq5ScJ_#>A zn65B7fsg)Fp_KV5d!!jK9S&fpH8An_9J}L9vMqNWJLAiAlKF|IkmrXG`95_%b)8mc zG$&@mGO(?`&4Cknsq`LifoF`%3)&henM{yKmct}QnpA*e3VP3&l?V>=2*r52(4VUZ zg8}*`Idk&qQ(kRZ1l$wJh%W7nvvW~WBNOm!XUq%wEpHIT7c-)#$y&@08>2bxnMjwo znk$^UEk$@(^>4SidCb?>+`hiGtOQzb--!f=48zGDaC+^Bb1*^p&_RD>BbWrD?VJep zAk~Iq*-=Y$ikE=EjMV$8Qw7OtjhCST`7?oD8g6Gov?N z+h+&8Vuh#U zfbqhrrRg&^Se zYFI2*+P7N&+2_Kzfaq5bOdWEy1sN1C6Qp9ZKvG6L%9kyPeL4C^Uf33 zo;7x-v`sE1f6d#8hUU*rbhpZ55BoF2V^&?#!FK3Gg>49IrIbnJnC)YUwEC8?ZDVRV z>HziL#lJ(re{AI1rh0(WG~9wBuLzFCwvX_0w{sin+_YvlOA1`12g0onX?S;mIOw!P zK8^d4t?LFuktzGbhdY?MRmvSWR^r2#`PmkF-k&VcBas*U)PGc^qNTz-uFWt=U!;wz zr8D-(0BFf;4{$$@0P6cWkKUm~p~rGtjov6-wZ%{8vu(N5=ija#>?X4{eVw>hk!*Ls zoD3ePD;27OP!+a_QGra+Jr{VGgBQ82d8 zfb!W=b{*DmH}vw%U~cB1D0>H5mMi3$4zHwqB2$dvl{Ux5f^1<$?r5oONY13Pw8Dp8 zi>xBR@Ya#hGb#C{w3w()AT=%}GbJa%qNRu)sy@y;Y)l*N^gF3s|vZE9k${a;PQba&VHz4e=%#>VUm=3;;w;8^m#eGpz zGB5y_#ABSTSL~-^*on_eac?ob>ajG=)Ms;CWag9~6E*D7{JYHJsSo1CRP}giY z%<=y8v=|;GhkHPANCzE*JM2bg+Vc9wmSr4cFzS9K(VP7}=4(xg$W3x#CTNiEmqxRt zkvu&i@1#ci2PxV_*VQbS+P&mJtvEWSd531NY63#xJr~IiOQP@bm(10GO@a;mu0EGg z@4_bejX~?(?_ru%npT=;Yem)$I!aL*=`%)*epE!D>1)!Tttswwk5qx{mPlQTAdvzP zRt_Shj*fh5<`fy@4I_HwE(v)n1{6-SVuGZp`V5)KKO@pHP(d$KX27bJ_hSq@GAvY3 z8p9KF0or2MnD?qYIDi#$np>8*|3<3BHHu1YJeCH9@Bk*1PQCyDnG^Er<~- zoG*swg^>SlYvuq8L~roTPflVs=+aj6VQSdGWmqLrQa{cqA;M8asQlstV+hwii&Ajx z1)pyqd=BDNOyv5wH59I{SmLyu10oeP6ovJ2b2G|h`Z_IItq^aDeE^`U#O7eXbM1M~ z=&=jb{V=nS9=K#}ldwXHjOkiFE|-#Ielo8&Tlc!#a94?C;8prTWpT=Jxr)t_fi*O7 zB{RY9*Yk7fDthbnNq$JqLw~a(K8F0 zh}(+h%K9(2IOZ7o{(eqM5I2=cP&qjW5QQzF(Ga;H%)}+x9U)Glu#%lGv3>bcvPSRI zw_}5`x`QW^`Ll|ib0ugpo1La+ES$()-lun>^I1elHr`g3P*Qc2Beqq#{p-zjKM~xv zmUzv-n(SY6p4O&@E}JSCy(U)B6>`b{G=G$5bJwUtI^$`Ff2hdeHSyl^n3`~IKWta` zr|2VbgQZeRRAs>2UCujD2;@c|re9^$lIfitVwdbX=;Rt%?wWHRzHf*uTpO*U)3Z$6 zkvf8Zx;IrbIKT*y<)wfWy^z0(dLG{8kwiSi031CaOs}FY)w(KqRdf6BHjv7Q|am2)g;C6EbkQ&+d;At^Y)d(mQ2#%(b z>B@P6DgN$Klj$UkzuNdX(C>fv$nA-J8r@qZ!pM1+6+5OEY&kHM4^JvYBQ4etAKn*!VHynnha=Mtsv2Lz z#1)c<_ho2l!jz&e^O-+eRv}%ml?RneTuSuS+@Ab0INndR5y(V5LG;Ch{_;Itd?8&V zEc0ycrqm2Q++SfNR`w3u^YLA;+Z1fk7$Y2Fp%P(y$Th+2^msOY%>ACIGCxn#gd6`P z*2AR!%&r5!2t|^jC$ntX? zwg6T!nj6tO|JMJ6S)C8LuLdPJ8{9R3jAJ2q)erT0R|Ep!5V=NrzP8Nytq zbV+fvqvTaqOVCR9;(FG)G1frzr!CTGSQV&jKu-~%v%>ei3<163>g2b)S49^fTAdN* zIUD+ZjRZ0N6H0u|whdeh?~x7u4es4KUq&tW$#_TVW_7P?1Zl)~`V6Cs?|0J;bCO76 zv_~4$Tt1Qs(&Ezb^|hiK_RBWDzAMy5(0BbW-<(EO=FHc^Qg^GL5O4<)pGXYHCqI$( z!;6jCNpOvcXUK=!4Q(JbSse*$qvw0L2j9Om1_$?Y3-oLw8QL1C7`PaS8>sK38%f@D z?``bq--r;{HZkKs?wYqK=0~esVYVs{waZ45+?e8V@gD=Z-!pN6l8t=l?Ng6vv;6|u z7!#NoN8YCqrHAv(j#|iut7!+-GV`Jpg0mcbYsX&mgSjzMHsoUreWc_VDkfJ(t@ff*tqq-Gb=GZ}_bdt{quIa0K7HCb3$$&$mY)lvO{fK?1mj&cZWIGj5JS`Fni&6D1{3HQn5DrHVvg#- zPiXzr!dob(qUo#2CWh+v32pRAcLC9$v+JN*s!1PWRGZgK+Uers`X+NvaR!S|EQaCx z!9`BDNx;FRecuFa^+H#?2F;wY!q}pVOTV4U|zE!zT(6@7RdnQIu)(TmrrgzED5ZJcm0kIgO;z`kln{6eCd&c z=w@-d@v6I)T;m>=tj*w_dOITCGlvG1hlt>2)eNynk4%yJWOVwF%l!&nfjq-c+s6@a zT_Bny+p9Ue2dCIO^taX13q@<6WoMpGbiKe3K~F0Q+`(eZC%WEskfDtQZssh|Y0OSl zTl@@!2Kzw7oQe4;@GDdVazRAIzR69yx+ZIz>;)EYhpbJ?;dH>QPZz0(tgdNT382f6 zHrX0SLhAf3hs=|Mla7#^UmCvl^!St*_Ev;xe2zITfZ!V?tqnmKNHvZkr$J@GMjGZh zu^71z+;^9LIHZW|Y+_}H4aJJoDd*THEeW1fWJE;FMaFEWxQNN_?(G!WaGZO0Njj(<=&|;9n-8QhHR)XtAJJDP&34-%t%7U0dCGIX{jV0js0vjYPp&?Hu5wMr|%O|r~5qJc<3L#f(k}${7ac9(l zVdkv~TxR&LB^3feZ}X9V&u2sGXP*bw(dKX}U_q>c5YwKKi6-9ZM}aC7uufk2 z-8q|OIMpysDo&vl+aoFa(nd9MgU+rIR4Aq1l};zm;+>L;iHi5dw*Y4Ir|)MK2VVR{ z3#QCgxAi>;Y!nrXbc0&NIs~zba+i+JwDq+&7g@U6zsGUFi(!dP6wI>eaNw^aFH#qY zEyWMI575j~pKO$@7R~NpntL3Xn_C=_nvd2MU(0u4qIpQ#&gHmUKh4NWulDx zxT~`upTCnERyj4m3KgUrECJEHi&Qc{= z5Q06`9U3z+t>Qr)E2N;O9Q&lI8?+Z#Y0I-o5jyKj7xfTIf&AWv%Eoz#`GaN8GM-b? zXzDdYi(_($X>v*U0M78P`{sf9!QAEzXsO-E?;`K;lIBk8FmR>K7rm{hG;Z^~e~2$N z$vZt!cWi3!AZuA)LW-__5Z-^s;H3Srkza56RPej5u)Mm^H*^&VCoO++8n57W(OP5q z4pb9sa!sT47-W>id=%B9WszCiZ@s8~$-E_lNmDwb+WCZIJ%#0aN!uJ2n)cTBr-RH| zt)?T1C)+Lt4bT57?Efi+{(JbE8Nk5sH)WsYZ&~8M7$q$KJxJppjFR{XivfIu;76VT zYFjk4#5=qIxr=q98N7@K;3ye|Z4qMwRQFd*NAY@4s9b<3oas|JJL@9Y7T%sxB(R4e z^Y)&J!WSI4!G;D9Yo%6&_62h8UHMy9}LS-vBJ7e9+iBO{Z5OpTp?LqK(dg zLN66NxSJav(XeMA$kPz=>SH&%BtA$*!E*YCM25P*jxmhBlXj!V%8}5rN{*Umbt;L? z!VRAgruenTlAvq+uGK}&tU6tYEn?EK+0`JfU~Hc_qAh%l!e#UrKcXl+jM|f#Ia^q; z@SJd)5}FWVh-nH->dWw}Z@nDl?5UW22KUR1Tl^;l{#*L`59j2Q2LJEjc9y?pTmNnt z{7dIVLQzpgPUio8=Y-|o8V>*7mH5e+`9E?_{zYN_?>Z-cuI4|Cr2C%{?f-cG55CTS zVeEX;j{fKM_~QffpV9XJq7eT(j>@0e>i^tF`sXjfKR7D?#6xBI?>*Fia8&+iKmY4* z#pk>_H)Q1$o<|i|Rp*2Yr^A_JE{+B1QatfPVU9~DF|uPBF@ZY&A4UB5+ZYJQ@o4KkB`ICJU2Ms4WcOfsHMbfewo_l@)6`%>WUT)SO23SY7P-9Sx^$fcUu zjis^`!h8lk2_el@DI*NA*)qPrR1713Gi6nDbON*91N!6(sTZLBBI}AjaEjiaT18Rv zTqJWQm_%8T!bi2T=KaAv-u+#RSq2VFM%>oi!Jd|`b8oYuBaS|&r2JO-)={-wWq)HU z+>R51z)HD$Win z65h>h`hlNysGOnz9`ad_u}{L>-GTd97w{!%?dmCwtQ{7}bLQ>ki0REO)i=sfNu39D zuOg%Tp+|0RDA--t?r@k*8Si@2$ZfW7jZ)l$Nl};p25fHM$5d*j%lSeh3kvlw(Bj6* z#=>oL%KDN^b(kqXDY50SD8wHJvY2 z-X?+%4|+q}bNBEh4#n)i4X*r#6FAkNtRGW|<`Oj(Bjzr~$%hqIEG!c(dOPD;KbRFC znU~*BLED*nmemq#1jQ|$+QJ>{>tV5CE~z-{Q0r5=<9nl0)S-p#rhCSP+OsROu(Dj) z7u?}w^G}8R*Ao-VWew7~sz;MERJDc=>nNN3+5F>HDBwcp^moIllut)HIq94et3zC& zY6@#qwW161rlxfZeo8xaA91 zM~_KlDc}AgMq^_&spA(W$#$8{>|)c|b)ns915^z~Cyp*b;@X!+H${$xcK7P`9GmQf za>w?2i0sMqx&y&RQE?WMrQz|$Y$QX8L5x8%BpH#SLBsJfhQ+j>^f4G{wZ?Lk#y~sf z%E8A(hYP_?vstoKmnwA9vWJoYSaYH5B&F{`4vnXcI#jiq&QGbVN{6y;&}=%F;?mBU zn(2^S%quklgC>&H>TLNq=iQeOzV0+Nujo0P_pLT~+rJ+z{T&^2YP3!rIoJ1HmmIK5 znKJ>5fEAcV_PJxHRxQ#P!>;6HWn*KF(m7>ybsgn>F@|Cd1qYl?lJ7-T^9nnLKX(8Y zu&9M3fFT147Zmk~(+Ue3=VTc`X~WZade)r$2uDRl6$N!>IStjR1b?5hF|BBc_?Sa? z!j2a7{X#K%8?^V_iEzK-Bp#QK7f+ksD0^Z4I zwe3Wl%4UP?~J#LHId0Eh&G+Ei&T#2P~@ z^!3wvCBYOA+M=E3IB@)~=zSt;-Tnhf24{BU0o>&G;bGZ0-z@6uF^JgSb2}K8AE;KF zAcU>?KpIyo*Yr*T=!0Q+68^p1bx8N!5P+s$jNhg;SSVLDSVlEBC2$B#F+XhWPck(g$oRC?T6 zv4FE+B6=ualG`$!(L~%hkz%CT!!k*JSkx_hDQ>5{_29a14|&>%s&A;B(U0g}VhLh6 z=EMYyVi$yD!ewk#&Izc;m`b>C-{f!0Ix=!99?h@IJps877KcDoFC-6n7Y1DxS=1p;_u9diRz zx3#lAke-me(L)=rV6y_h-VuhQU&)ZMyK#yk7O=n;ViGor@vcZf46`(3pYh{8Cid-# z-w+b6NOT+vvbMxBTz8dloh%%EftO0mAr1yZZz#--z5<{}xtLwbcH^6?3yM?w{s$6IKLSTZ*T1Df2jvz02T&iKiTg^i*MXoprR#@ zmM+;ol5B*iE~OI3<3O__#IlPSdbJ_w6I|)#hfN$h?6_y>km41+tvp9;QKX^~7H?kc zczrRzr6$QbmwmT%2iG3EA&Xb=Apq`?)*WQ#C1NN=SZInZg|fkK0s%-oHm)&#p#SLS z>c`g8G11W%tkHOGb7UzY{(eA7ssp`69b~ z&;CpKL7zRBx5Lr*JDD3o6BS5m63CxHrZ~#3e&CVmE0M35MZEey$vW@stG-V0Ck^DJ zY#2GryjUDd-vbTO2XOL$yY`Dei4~IouHV$glMLT!`x1+lR=mOA8_J7G284ri0=&MD z9S=9k)~i2jNy@mWl(2*5&X-e&2sY@XCZ*-=t3_)J$bkg&drHPC+dX`tEcJf5BTWDP zXdrqijKdv((xE}SfLO&Hk#Vme&1+HfD;x}Bu4AD~=+`AK_8>==FGzjaqOJGt<%lTgWKhI@HY zncaM6^JGX|G%7PH^Jvqg$p&WWM;Fb;$H|P4@a5C17^jIYU-WRy@|qn=fO9zt&QZ&* zLdCv?JF`%VN+G6>egJ;ex26ehM8WE)@>TshO(I?3kQtu$<6`cvL~hK`ZK}9ThdMf9 zn9-^4;IX3Qgu#_l@ER|{~1 zm#^0j!n6YF`k`M|e(2A;t(xBylupDA(?hcs|JN0O;H(Eb2#XGSy97_P6~o&m0TJ%) zHv*hafZdoZ(Jv2%-np4I74Yqr+^^dYWBjeV4G1~cyI))jrT|7krtiNIx_1bJl0V9l zDzD-FJyFSCy9q^Pw(+uP$nTzg*%TSBx7x^@tXDU8)^btrcZup2`CzcbeY4!`cKEfi zAm{BzIwCdh$;`F9L1Y+EkFgF|j-mHrrAHU@{J#UC1N=tuKQ2qvly{ecAU1<$kbTP0 zue!c1$1bz-gM&H#4CI89Oh2UXpcC)?MEz|re5=?N_UPCQWU2^naPnQV!@|+wF4! z#!4g~?u7JBqzEfM4}cYi5Wf)yCbW7fDvzkn`k7GK1L86PV{E*x^ zLjfyE!`UtSBEz|T5bVbDEo3epNuo=sT=Dk{&-$Tvdp*y3IL~^|<8cmw_Y-g>5o)o@ z>l}wO8K<*ADeY|et@Ft!hckF~Lpj~GpseU%(rU?k+k2GD`qFtj>#B3avE2MKQ%t=-t$7|jsV^~)#p3H?9#ChV=#;QMr4#roM8`=279}$&% zBR$b-xqDcE5&1IZkvBl16S7+{uD{6+p9exavIme>)~`*#w~9|~kf?y9U4$;57{)BK0nRQ~v=NIMN+N))^eBjcat=cb9zUC>x3+)AKmLHkt1yL0 zpz-sc*)%7VNz|oNUUZgh0-cO|-Y|Z@z3)xjr&ERaR^%ymCdM%6BTrH(9`T(!RSfr#Wm=o`INXvIpK?!Y`Or8If5X<*1`m&*Ch0OdVcZ^d(hox%laV zpB3lbh$mKeYAr+c#?hUoHkwDgWt+?)$?AToZsv962neeyCR%4eM743o-O7mrtJ22Gcz+YLrgKn%*@Qp%oH;-{5P4Moy_jc>h1rePfwqo zEXBDU$8w+UzOJfM=Tsi)25B`*iZLi_Bh(Nq^GM$RT9}@X0Cor79*w-c||JBW1kr%uXnmCT1ZNtLGz4Xd@Fe1}TAiC-|K) z*{?}x1KJ#XG~sbW952k|5`~Gg21^>oMBm3`TV`FK$!=Fhz}#4UMD*K$34U@WW(z`b zNJ{)_et!6XN#N|+4Z^(lgFgSFh@fz?4Re=|A!Ls@z|uNgy)b z?F=lw@?gzLXwHM)@$>}{ME`|;`it|Nk(r+Up91Qy*7JY(dRczBuz!=`{(mR`-#Gby z*61IC|1VB{K;YnC$&P=kM+=He%PL6xFW6ql{6o$BRo-Ozer5r2Q^ z|8rOBSLvCN0kEOwSLyj!$)`Zq@R(WfjKb#^G8qxlpMuO;b)&g zFme>XsHh;nLe!n%)8n)>Pgr3Tt*H5$)92M;Kq|-W?#L1KR#*iwb04rcvLR$uo9F9H zY}k2Gm@!yrhNt3@&FclDZii-hz+hFMfd|{;H=J=ehFMN`vxm?f%eEF>t_SMR!_R%+ zAaiR?*PKEt9KsBJ`zFenSDqw#*)uCww;0CKzt{JALZ=+eEHlCi^7M3~gUDAX} z7z>F*iniFWJu?16NvP?*_74f8Txn#uFjIq zpGp!+=|`M@26m=H0dWgA&z**L$(7^RL@U#Kt6vGEkU#IOqi#{3ku z()Z2g`PwAp)9_#M`w%q4>=*qUu-;j{M{hD%78;bhLUBd4j1WcpM zoONpcCPW_{%FvQrM6CQ9vd<*w6z%vcgG-_;4CHzS>#f=KU*ta-chbmQTxDZ?;;I=? zi1j~7h3tl@R?Q+HFF(3ItQf36-p%%h=wrsYf;p|5K*;qvs3MN1R`88iZb!YCLi8~) z5YL$#Mvil+E_Oobjejpy_>QcGBZFUkkn$wCa~kDA_Lf5XLC#qDG#j(!_e)x)VVFjdcgMFPku_>yW@Rln zp-TPvH=rn_gUnks<5CnJ$fv!cpgPV=+1vPw;%`I6rg~wJx)Q9bXQlY0Z>Kl$Vr1@k zLS~l|58gxV)1lHuQ;AiqK&9GxmJq}^iw{XG7Oo5jrJ4wSV%FAS`JgWDS&{9##TGRn zuYTGp&6_64&q5%f5kwUuT*x%JMc5Q=7{fIQ6{Swmf;V74IVDn>s2QXu?*c=3ny8ty zO_DPwY~!m}$aGGJ?F0OYOchc{-;CFOve893qVGExRge+YMF>s>M zH-}`@bmoB+lr|j~wh>$xcqj_Ig-*OZ6&i%(_VUXgRt&WJb8HXR=%r~y;?-3^R!j8M z&zYV*tP0esY+UE~WTEdoZhX6J9kKduRP1F<3|Dxr$2N~FZ2Mh<%03aoeXw9{Y|O}C z?39+}B9PQD@bf2XzUz z4*p&6dTZ=kz90pif=DuN4n;YWQYAlWMXlgH}S94@n81sf)^m5qjK6&c2l4XtV5f##m-!gIDjnUt=d3=NR-`Dr%cy z;tLMTq=YG&Hf7L5W~R$98-L@+1Z2h3uafpB?!*P^jNhz2D3?%8o5ZVWVZ;tP3ax;c zIvcCIoUCGOUdW!rkfCp?y^p}ujxJ8GB!XC%XMizQin-MyhYKURBwp*@T4UoH~ z;~P+pSj)PDsY>^9!KT1BM7T&<-0jZBdZdk!h0~?kJ(=M4sY-AZnEue7Eo<&S&!;kk zU#0^(R^pH#71n1S zK!_w_VEda*_&Y-DfH&NLs7PjOa8^K;WE3lEJN_m-t2j2W6w;4?_)F4ugiUy>;GYrl zLb;2zF}nn0CM41WLdKb7ZRwduKC%fWM*i+$$Qka-LftPvGTwO$k13`Nh0hD7xCwrQ zzCWlGI221u#cawMy7N!V0S+2B%%e{ytcB4-prp%suRdY8q!X$fbEHe)-rHXYyFTEW zY0P_aHa|}vT1Gz|OKGZVrL}pG%Z78pF?pd4Ec#nNpcSgjVnHbF@l+DbG_?-dxfPEX z@15P>*emwFQoAF$A{?70>%|_i-Bj}M?%~(2?wQ_^i_<-jx|cdHT6PS*&OkI{pC_KT z=ckEPy`N%$;!5p-pk(%Ut`BJB<%ZO!HdXo&1CMW;3^QltrQf3I;eh?+d-3sGQI)dD z>Y)ul41AYis8b0b2L57BIpC zv;y}!7C@i4T)1R`b#Vk$pHZ1Q_yJ)<({EJMEaY0Qvw*i$I8RKo^sRas$hQU!NH!37&`mUyHadST|i z{Wv~zKTTj9S^X}TjGP52miG!T{5uBQQ{Rsm_^Y}QaR*{c$moo)F_;XfRz^26bgbS3 zM>*6z*$%GCRh?mDQz<3`2qT=8B4}=81+F&lWQX{_DC+N4lpj_d2G-x1CScq5e?^V> zq{ZcB`TzIqPy7kGe`QE?zu$a6ykUP!6#jaD;@=hLZ}%tubrk&1Yw{bt`GaNrzlefo z{<*~dFT>z}K2pD)KFjZl#4px3mOnPcdM_|xS4t{7$W{P)KKFbI)H--B%_6?ByDPHpp zL3;5TZeAg9CkLOVP3^dhrVka=mFR6>Pawcu)gxUa44dSxm1bUNv|h7cQc8i|0DZ6n z0ZF*mDDr2yKIDEoF7@U!1)2k;s>fb+r9Myx2T=WGXhMlv(xi=K+Bx0@Ty0$qwbNly zo$DI{)OBS|4p@GEWzKmaZo(QGt(MuwjN*)`V}(d`iyfTtsTZ3gnUQri#G;z$`KLO!E|PufZXSG*f! zRY_ag$HE(GKPY$8V3cLVIc$t3Af>7d`;1luvDHJXmV_hb$1Qc=8bx)t1O<8784s+E z4K9A;*-5Ea`w5XUF$eveDq6HSUfH~223~3t$(L7!c{;sYAc5pvAWAy2CQ80^8l{T4 z8)YyPs1zvq1nQzhOI$A5fC}0u3tWb?t%CYFhG}Zn+IY=Y~}`MBj&Kxh}THD!26Sb9>LlBmv=`e#laOM>U6N}srGv!(hlp#U}2 zgA?jq#G*lql?wZ{_9;ucCB<#M9leNf3i^P)2ZxsW!lh$I{-(Y$&hp2u*fEn@rU#md zfg=;)fa6KzmUzNY0xO*H^g^_TMfeG9$VPcnGhyTuBo3xoGccL$u94kw_@F{zXy$J@ z0jiV+vKAI}j!8`;>{V<;{pm6Gz1n01DkDYM0Umoi3?NqQM47(C!80ZfQQ_Y^-!IS+#(^G$m<(2wVY` zD^%U;jzOYc<>CoB=#%~92|X zfT#}iUVbURqWK21>yEM)OqCYoKA-ELN_T7TBXJQgpB3tvAQA0f!m!kwn_2Heo(3iEVsmg_fBuK@b-kIvqtW;2q8#~ z-N;qxi5Gn$rgq>VDJyP-diV{~*m&rT2}_+=VJSZd3l$^vCPoD>99S?QxoWmHE>#K> z4=C8!*bL#;2S<`tNWjty5(cg@G_+QmXM7k=7)3KkDQ4A^g4h;@2D*fQknyUKE$8MP z>*Mb}V;?9SmlP>~gWnBrx(}_3)TgY=K_pxaf$xWs6UF}p0@Rpi4M)#-?H4XSSUSBsaf-$zprjzhhFH$xxa4ghLz+;IIKM4Ao`h`j&z~ z8~j0r+5VEY7M-Asvh8@32?quvIihiG%w*+J{*+q_?YnVmvYr}i40%kVg{eoe?ZC;R zwf*j#`qrrBcQ=Up-sTkPHKlqb*>h~C=oPQMkIbB;L<)u@gQ{^g%=-4TX(H*{$7E7r z&Yb$6#c2~`zR0F^>Io3NwfEvB$XS-pMwd5@5Vg@0@?m3U0x_0H#!Zj&YZ{e77}8(z zU!U&u%Ly)EzseyZGuDwF?ViB4L1xm0jGkDrV~U*Kw$6vhNifCmOKW$4(u?AXou46u z>`u@vbs>!6zi*T=q;p|v={Mstt+c6i`>ME^&|5C(;^Oc!xipmV;$kyS=g7ctXzq zcqC`_=3>J@87y!^fHksm>g#*V4dmm?Hdv(fx-(2?)xNtHQZl3q!0_Q4j%P4@kPsPJ z7BeD(1{6>4lyi*;mlc@E&Mz->6V$Lij5wk2Y#>VP;$eEw(ZX>1bgz{8V@_5ZqE%MC zGCG+vFOsP!Z`klYVTgMZPrHH~c|FQh?QP)D2bLNze07(e#S>|N|l4IA+5te?U0Ns%IxtBa6H5Di4*}( z79R`>y^30knc9Xq(4$W>7jGNwym)Ej1$OC;n9cb*drymT-THQym!i}Sjq{y*{uWWa zcrjt{c9iG^xJ1s@K5t`8dY0Bcx<;8rzo*EQpGn(fa#UzaVmqT7)`X>LyDz5m#`~}p z_xyz|T5uX&y;WcBJJ?cqfEVVYtO%-TM##f+vU<)}#*~oi)Yd-MBt(PUlT?c!`v-@I z)(e*Vl^2DVEu&`vb+H=t>!}f1FeXi}T1V|_7Tu$1N2u1N4efa_sdZQm(6P-yn)Su9 z_QNyk(pNIK0CwoExih7D;1Br%;1%mw0*Gf4#2EWEh+&1H!+08c4Bv^>`f>C~4(b!J ziTVb__6JNB`M-Q8ZcO9m8=GL+fBOLO9Of~Ep3L7H!0jQURPv>Sqd%b1b^*qW#Z@?i z<)VgW?UrHft<=lLBeZb4 zUA)R66)K^t%f2seKvZtPusW&fy)9RWs*bSPFVt>f3GPs9UEp`%@Hh`_sJFJ51A?K2 z6It&jg;V;e^k9?4P-7e_LyAeT#(Op09Ala$28H_ZZIU>psH4jU^r30Q_>9m|jMxS9 zQkXZFLLNV}t$eJT(74ic;c-to$$k~lcZq8aTfIwtNcv11Ct`4MZcjgz^j(~yDr8~c zDPo}y`|~Jm8C};fih&=-#LhnPcZ*5$@#9&pZ?0f#Gz+xMp;Vu-7TzAoI=ns9KGlDm z_qfrxadl7E+~qG#Z%SJlJ>Ga&$G<~*;xJge9)o!De`**5IV0o}OFQFs3wb}!3q|Wl z97WQR`vvCP*_BA9XZCG$qLtxHr<)CU)_HNZ85N;U1-&b6S;s3r>XYKN)%}fBi^UMWi4RCW z>QKN|YqE?JK(Wf(e-K1fWlXaAAj`Ym*~TaOCdUp&gpwBlSw9C#QYLClG30KF+f@*$ z_OuXr#fP)F=CHb!THr9LT(@ciy2IGK3|ViIfOV&^)FHAe7jXv$`PTi#SXz)B+D`!O z_H9v&e!kJlw1q$xL8?uv^7lC19?|eVLJl>w{!$Ey(Ltv#BWcmpu_5=HoEY6U3rFZ_ zr6LIpkSbchFR5K&Eu zpqH&oUF(`qojJC}Nk3gyb=}t^0^;#xZ3~$mKs-U5*c*B>JLuOHy@n@Lbznjj(JTk?4 zcdxWm*@gctS9_R_+Z>%(zJwpEe?<5+W~&D_6t6G4sNLVg%pT3)>zX+;lU_>*=wT)X%_x>uE_b~*zJ#u434msB!x@v)7Ed1#yN6&ANiyE0!McCm?K;g5cZCA%$%7XTOPUGMt}ZQHC#Gv3TI*#0 zu{xMpen=x&OrrOxq45(6>4PyGn%3zC;&iR@rPX(uZSC)SPW4BI&h-HHuI|mASoFU1 zY0i1x**CDrW3g*y&eaLhM6JZx>40W?BPC;NV=-fA!jv^y6prD;c(_PZb>53LuZ@DFpl%pAi|XVmM&nW0KePkce5^M+8?%kqlJXt zGf6N3NwjV(`A@m;;~Jd!4A>zu9sm(SmcKEEPMDS%rblLc%R^B?i%O{pl;)zwkzdle zam))?n?Q&kI^Gs)dr7Im_7i#o~ubxhzE(p5wL>*@!8Hn%ul*Te$p#R z!20c#2tx6%OHs;z;Lc!`uUx{sC@x@#vAlJ75HkD6!agVuScIP-j|Fw)_sgQuksC1} zzKu%=UqP+}`6=wbBV_k473w6l!$FicphC3iyP3M*qd%m;t`R?4tx-^}1t?nZu`E7^ESJ{O?xaULEB zqoqe>NqvbJA{g>U<%sIesFR=y=k!Rym?%ihh1#U3@s{j^89RYcDD*`cZGJW}kN1(7 z$T;8k)~YD3ypV^rs^QKJ)o;&envg@f#+cTvcswT~_R$8Y@E2n~*@+Om@ab_Ye{1>!+iESohB$t|w zVlN^LBOMptye5zt@q}SF#I=DXa@6zi=4cj|$XKeRBh5;clx}C--R70lTgB0)xJ&Ad z<|@`x|^1$FuSWpbuz zv$fJSdEUCAh#>wc^c2@#-WGk8C_^~P7JZZ9`V0x-%CovEp}A0@eXlPF_BTM+%{vvMt8c4>TFkTM~#Ia3!&kj#^aRZ}H7(C*RjU^Kk z8o9HRXEEg>3h_L$HDR+6xbF{nxH_z#`AjqpB{!L$u{FkGV^!Vn(EHjt&%xMWWH^xC zXu_<|0BNGEyZc{802c>exZjx)oJ!dZEtqs=?3czf%y9GqQRViG4!%*%LUf!0QqRd9 zb+N~$R%}FIR`cB`&A1X*n*{J_3N1gm*&MO~8Tb_?)w z29P81@U&MD4yN`}*z%(2UzywPb3Mw^!rM=`6?_rG>{G1HK9KpL zavUnl_|%efldTmddY=TF~8<{0>*QH=6W*G{;M9hH9cL64ZwJq#^EKRk=Q^WgN{C{)C{Cwp9bd7%1^l&CwHua}4cqW9h*8Bypd-Ik9aA9;nJ zXdxibbKFL&((=q9C;gW0+(sKR98cKx(p^uhqIiQWDu@Vl@?Wl5W-wmI${_G@1MMBm zFDG}jEMLAeUg_hzuuz-3*;3tyo_YpVIG)wjw5pmyKW(_;f=@VtJq)u$2ST-2^1X6g z1z!(YYM#DFJB6GWd)dTNI$)AP4*V+hF;b&cV=XSZ6_;;rd}g<1W~5Di*AwKKXnzgi z-6mpm$vkG(A>#S1t_)e2`pveL32Pdrq`5$MTOD)-g^ua#-9|#gyB8#0ejfU{j>urU z^CU7DG78>7@B1J|=yS;Bn^4;cBSzG47&w8EiX#XzDF>{HNNzF=LrS(5SKZryhL-`i zZJ}3H1UL^5AI~YBMSi>8_`{D- zW|6PuHE>aTbh*L|&`0h>)-Ia~2a5Mp2n$aN_jX9LP@edwm_YT|6%xgV@{;sFxJBk< zWarnyCz^onhLkwvFtJ^;qEpKe#`?_2NX+={eI68NLDOhUDW-BR-O(;~TJ8B5gJd$6 z@CH!hHQf*`NRY6@ z<5JCyxMOjXvhkINm(JVj=6*_EtEiH)L5ZT?PIvN<(R+ER2chZ1^-~IJjf|x~DL9feH=WH2^(NI_XFR66t-?|c1 z<4$^`+fmndtmC1U8BBdnz(O`R1#^FziKL0qRSp(zJb0(hsb|VkQO{{ktiMqKD_Prn zk8s7M#;GU!=?O*oRI5;k@-rTPCvOclqG4Tb+=ePqHMpOQri1Z#r9!gHL=;!jd|iCx z_cdJ17@d#v4pVTjJ(YG;UpNEk!}03)nT4|1qbU2N4HLH5gUUIJeMyJ<>^@g=X8EEI z<-j&7bC>$E4w2Z6k6h%VPG>wLd%L~!#`XvC|EQb?4?d&|?w1Srt0W$Lf-z{P4Wf7X z6D6>=Gq!g*=T`;%qiwwG^A$Fy_f(!z1e@d?)p7qbk#>&#(_>&9~&Y1PjvRUO+~s%CJKNug%ONI9O6s-ZQ9!ybWbrDD_tO zXl%g8&{JU?mr_N}iBUFNr9Hsv?I6%o`9fl) zuJvQOh0wZPLhqjIZ3i-k*nMiPe0mXcpj_Shj&Ct`M=!-ua?#_6;fWz`KU1xi z*g@)~7byyA%wV4sNT!V%TL`6qxye{UoddT6d+D9UtR{Tju?70Nb2(h`M$-V+m)sVe zl0L8l(RLI#)ezQKf0wqt9s8ZuXGw&0lwDe@%-(1JyfTN}SR zdVft(>^B__Pj_t-l=Pq=@$EKWNg1Nx3%<_54B%kO>h}oDG?ot>V&@7W;__ve?lDMD zkGVoYb#TuX=hq#bYu&o%XD)ZoLv0UUJApi|hy5q6xLOiN#H}z)K4=58U}MQ^^HjmX z{BE}`p6tOZ<5Mq@2tAhAwyBnvgw*I~4J;@HOFq1gm9t?#Z%R>Q}A5}((oH}r)) z(9rk~u@|BJj4dO@qP5GXkP^>PF@ya{4c3@X+O1iv65X+;{8$M@JN%j(f<|noUYsw?1}=HP%g`CAuf8U7Wy#wEBw`5q5h5iSzWJ{so5p9iaezsnfAB z{d0{A>+hC^UwYN7zd4?N{QCc^UiGgiKqIQdq>C0n4Ll%mmiVkEkLkg^Cp2u7SrU%l zV5^NnhngYpMb%|&2EY=Re|mTwdrD}vqrvfqen`tcrt^i{M&GM17eKdy&N*PH|9rU` zza&XaM)i*jO?e5B2fl8$OUOV&G%!wbpmEEiD3EZgyT+?JnYNrOUnJQ8(Hbh&tBd6# z5hVuvec%js5|{o%5kQ9KUJCqZZkgpjGc@y4L<{|U#cCi2o~Im5&Tf{htmigM->1J1 zbOZK4%RuM9@i3xx+i9TKH8muG8Z4YacSi$eZx_5hTJp8lU1nykO}{Qp3J ze@h1B#Ka`z`TlP_Ab+Gq^72|b0RSKs9l*;?MaRs>h)2)J#s>I<0kDMqCt4J-(>62K z{bXTirjPd<^!)S#KHA|ivoibwC++a4=;@e$9^liq64p01G_w2oZGIk-v(q%$@{VVuq z`wIbp?LP|ue**si_shS4e+@HiC6v~xswz#_=PxyB8My;1>Pz+xr)H_R92S+<%gGu` z1#*=R*hwPB9DskXChWdPfRT-U0#c~X0{?^yyot}d3GH0WxBM9dYDF%`%67=odhDK$cqz zc>nRV$?3j#Wc$rItldpwvt6zt3QITa{+d^My?RT7-nObI&@JBXIMctF6UI)tAehPv}OfB~`TL{P8rs(M2cnIfZ@Y zdR1-odUW*$uIx))TMheM>o=S?-vUBi)_8l;*^QoTuJ>^h9S_b$^W4VojI?hj)`CfR zc)G{R(Q73kv^D4~d7d5%Gg_|)Qm=QrcvO@|a7zves|l@VDIR4d*N~1Grs7y_N3**y zFt2OUX;{7%bN3^^9UVvLxuJ_K3LhrQOz-2Qw!& z6HIp&l$whN4Gz+CM0ocMm2aTq0_2=;v_Ke~4m?S3QBjM;SKlQ|dXKBVy%bo)( z6Gqn1VrnxY>H)9aGU#o)YenZfLA6@O77#skKNf-a+fck$8T{&J1K%no_*qV!qMK-s z@38rUa}FI_O+7kwZ1Pa&!C+%?mo2N_^_*dIW=z58L;3|Bvqx{&#{jfy<|2uNJYtqM zpP10e7_UNX|10uuq7|2+deiHv#i^3! zBbT25glSmp*aGj+JI8@=Bu|oyYtR4uK4wkG9O@uXLc_(S_Y3zFtwCk^w-1lZI3cjN z#b^$8pDznx?YA2~%G65E4{Dj;5oDurXx}I`N5uxtu-ltaOMMw4=d6uj2)FhCwI4&p zrAX#~iY@1ERT!IZmkz4ttyM?Vr7%L7(9Ep?7bxc3lL@rZOO_?=M-|6rrEkB&wR6DC z(qNV30!vqK)IJ@qp+%_>=L z+V_dlK4cq`s;X<-D!#{EEZea{-h*cqyf@xs zXrG$Dc#tmvX0Po!k;nHM8Uk75?SZa_@A9bsN%CTVA5v=eFxCW7Xo0Uyu&v9Q%MYsv z>k=;8|0?U@97`sDVT5KHN_0>Mr&aJh%n)xESkDF$rN|rH-E)jn3-J_sTNdWeCl@#t zRw9g|C>1lH5ebjmY!LMWjEzpiFuN$p7WVJE=;~75z}9zg-ixE)ZxF~J&2#u;5SLR2 z8KK@S=^)M+>0762Zm;sUy zGRjKki=>A+9{Q8&H+$8Dg|L<3h1OrOZZc(WE6>WM?*}^AT-Gek=a-N>nj0b~o=((& zFJG5H+^xFX1Rtt7i&Lnq7fWOwqCWE`u{2trg<$Ot8eE?DEvVV_GQ#ZD*}3pe3AaWB zHz>m&Php#hd0%8kSjx}4I5gBFi?(?2O8V&k^w}H-ON?53fGfN!xCm>HRwEOHHFU>to@CrK{Dct)G=16*T_>bU zQBZRS^rYaLGi_Qug7NKLj3&aSfR{0lZwFb64u3-88-gLj#oL5kawMr8`OD5oh$te_DLTCn5~DzG$h(e`~1P$W3W z1qW~ozoZ8u2_Y5$w+PM`LjZ6Kz`>N(CG5zOHVigrQR=7#rG|mqV5+;<98~<(7XhcE z>xfOB?omBEuBU@5DISCSL)^9|)9Xd_z7EJ{J>6NFFYaX2y`Ft9hiE1EM(y4yjLYPLMWXUUhgS21HvpfeT=TY=1MD% z4m$8{qc59_U=F-HkmM)bSdQfK+A>%t-fKm-{45vO$-OlT4Le3f!?-850c3g`JJcBz zxmLKr1dH69^XRA+D`etvd{?1`4BC=&DvgsZUx`tO+dCzSYIAg2Wwa{mF0*nU;W z|Didu{m_d4UUU3Aa?u1J7aDw@?GmvU!*kt%`Vttr2(WtCwvWHnfAxhhi+XuwXv-a2 zaTUV%ec3j09bN}v>t&-hLwJV`Qt$vuJ>TrOQyVKH3bkBj+gtDfS7FNQ1<`u6xpQNr z=ZzLJ&_0|)zqcUk^4PQPG!5DFx?kK^S#v1Z7EVXH?x&C_^WdJ2fX}SY9aJVRaHg$e+{+xiCzB$ zW`C!$|H)ncAE?FO)aQSeS^&t}?~lPR)Pjkg;a{l5?`-owo$Fswi@!O^|AJbu{cH~W zE4BFfNdM_-{7Qa)f5!i_fbc7|V5Fn}b6??D={IWOc++?2`OTEW7q!d(FC_kAcVQ5Og4RXi z>)AKlbTr;xf7;R6wwn<4gXd!+e4Y2o*-%4!39BkELkRnpkQ1#=7Ux({-(Fm>-K=q5 zNAI0IOAl|?Jf(sxuFyX0Y0t}9c!IcKJhb2EDk;V&(IxKhp38=!9k!0^z}db3(6C)b zIpo$C`IUxGX((|o@s-{+FTx0V)_k((*03GWxR%xk|*csMmZ zZ{P;AttMIy;P&HgxR%_zqpdAn-1OaqxxBt!w%y;8wRY*ST8jpC_soC!@;YxdrNo^i zqCWp*yD5A0kRZuRfoPaoSTwy2Gr`0pGB9O`!yfk)q_i#*(-529=A}%Qfat*9mN|AL z#!6(~Kp$pC+f^|-hj@nyd0^Z`a-syY2W+eqC(7KRMl;Q0VjyKfyh}#Dh)o64mLWtC zBfPN`k|2gh2<)?oNk~Awdr)$nNrVp)jFybr$oXfP<=I{%zlos4bM?8AD9ZX$k*wX} zCW~ktRqa%#(Lg?krd{dIYEolWt2LtUC}gD)ce%Sh-Nm`}L@B9@W{gT?31gimMFA$C zw?C6cn~Jk(Qf)~!MSRaPKdSZ(fCigRtr3QhpmNZL=@UvyAe5h?kJg;J7)a8qjdPpl~Q(DP0Q+Rq6RKp0r2bQ{)Gmccm)UR9>XW-ITVk=x({WlqIA0hI&3|R&FNX z`z3*&3L?fRVF7gN@lu)ZIMMczF-#+NEcE45a{CVSNRuC?_+dcZGI?JlRXTzYRn@F$5Y^RwmjId(T*e!-vdYSD$Ah&KFuO_#whlgojjhcFE~M=7E~1(8U79Fx=iuWk8CvpSh-w}T@I@ls1WyFO2 zzy=yo%+1PLI~EaJsd4qn$r(z~H$1Tpu@ESn&cAGBXUHQ{^I{a8KAF3+LxA%nB`>dx zbH%3&Iguep#MHroM8>&bB%XvcKL|T&n(8=T3YL3x*z?rI%KISmdKpyYI*3Dz^0}zpBs8IK*_>*_080$yE|*;b1Vq zo*--)YCGVzntkvl2DF4H<56!PBD(ouZxulkK|Y4ua^pBm77{0V&5|zdK~^sV!JaTV zS$%bvBkQUB`NWbq65DafRreA>s2aH)W~JWk3$Dql_ElBP$kUZaK0r*aVReCMYK?Vj zqkbJSvK|eyrt^||(~{ej=1oMZZb|?Y2kb*}UNkQVl5Iu%5*V9u0wT&soTXAgY>16@ zGU+uUvk2p|H8v`1CeJ4_$)~!)$dx_YT(iyndefFFiz%Vd*b0=kk#oZl1K<>Evq1Gv z{q7ULH7BSiV&_9=0_XdzX9rgqx!!Vq{SMy^F{+BhguP_lH_d=H1k)~Uk`An|@h&z9>j?HchGA{105)juzEnD|F@`|z zF6?*IKR87M%o%|#x|=r}v?k!IY3TP(NrSJCISwK0U8wg zEvuL;wdrBSz`46*%+hKbk2$1Sj-R8Q_hzLuPpDtzI8z|Y0@qs44sVrTP7KRVSL$y% za<2p*6!Pgfg#~f1#N6Do3EoW>gqyxrPGP|{Ct^4uXfl-sIKi#jXS1;I5%;X-<5+qV zohxKo*3tx^avrUv_jW}+QBw!)W2?gQcd9N?38Z(psEOtgOn-rvnQSy(?rbk!Q+q{(Z?!%7IjkUn4>5360rOP+oRQ&tAMb% zCit}R@E6?ScZBmpPp1W_(7$tsUj_Bwam9ZgqWd#?L)Z~D~*d`HL(tU^9Pd93<9ZI{7F077a z)v=phSeGV_SlRx}ZkWn`A!7t{q4}dN@eK{omVg3^!u{Encxb(LEz**80Z@le!L@G# zTf?g%-x(w%&&6qV2}yoMZ~lzlZZ1WBS1y(zSM*EP4N;h`+1tKbsQ&T!92w zr2UsF{NGXs5eXqld8Pjw>HyfA@&nfW=m`9Os4coT25*CJg@fZ>Mds=!z7HwjGP{NNs7zpCv zpFSeM=jgmW4}{PqYd^f}%vSQcJeLSyoQd+C%wa0sh zkWtXs8-~+O~xR6qrF`K6ys98st zG5zw^jm8}U8V|_ZR`hA|=6cE^(q6&VULp;3mQUMkVjW=@kvw;ptsn7GM&JODnIB8tq;VJ$YsF8C3_ls%-ovHaO^r3u9m(GbIR(sh?AC4+ir_sAl{WI zR!bHX6vN3Us>!t{;p^S4I5TR;CG87yQgIyXOf$`9jf(v^W=srHpn8oDU_~B#mOl!kvG?E`^RO3OR zi0L#$xP+)k3W&rol}lK<9h@rkds-$;NW7|k86cGi>-TDJP!p|;*FS-V##a-sr!Wo1Q~qnr=EY3FQ*~+B-BjOp6iEE2UxH z($*UtZ!BfPq=#wmV2wD9Z>qJ>N~NqmQ%MZ#sO7x{2y41gQp~GoxTGjd_ju|lSA!SB zd26x2^%67AZ(;JBnp`!vp{lrB5LTSDHDU^-zJk?UXsSJsld7(z`Vl>YNRrgV-Ad!` z=B`q#GK8w3re`7jB$&$PIiP6eUC!W^Kxo_nw%Wz5 z`Q_9ww}ISQ2PRo4$qo+N6r6|Gib@?J4VgRmL($(0O}p7$sd5L63T+=3+)^9duDVm0 z4Mj$a3DgsMg`6($3#JC4o!|C83^fE6nOvAVkG+|3chT{~+IDRRerpw}S`Wq}@kr~- z@y@a{uw8)<2N%Afz~?*~c=bX!p`SUgFR5Hgav=#xH}8|mP-& zEUKH|Jn!n@n0xObJh|9iI59m9*0fW@juvFhaZ$(9J;P43Df{CtG9Qo)cgz;lYw=f7 zEQaE3^lA2(;xIwf+u>>7SI& zESYoU;Mm9rL#rf-z=y5(5AyEXO@2uW4^Tg`&Ze3p-&GZrRo`wWH`He!0fU8F_3}|c z4eJHqM8y?g!`^)h11`4-WC+kONl~#+ek)n4%KFKexeB>_ zo$h0*_|!%c2Bf>8O{I`fn(7Xy@71nR4I^eXSan*ss?e7QNwM5SEmID`@q!PU=0#H( za=zT?pE8b%XQztr9T)FvXx^Syzm=%Pdjpkbzt}1vkb`OVkq0nH&o%4fwqKc9YZW2B zeS*P;bNYq51Y1#Xef%oI#FbxW^=Z{Em39j)8VfHi_WtE;G&32Ns)`$0AJG zWs43O?KD+~qj+ISbHS7eiBN&Vym6K-XZE70b{M9!fW->@+X!Ih^e@9B18Fi=K%U-~ zo0cuOnE(4F8t)m~tniwd^tLRl! z^<|>fNW;HsNsOHsq!l)6a#Pycn8!CvTZGbCl+Q{LmEl~rC3DyW9B><98ADFWV4RI; z(6O7rfyOLMMGSh?iWrOa>+ewaY=B<5KyvLwOj3jT+iNFRWkF5E&%V|5=WzfZr7HY3 zO$LY-P+J-!VR5idE9%Wm^U4FBhT}zJoF;)2(#>n}?(w|bLC|uLwEDgu$|8|$gJjAX zSo+d#ucqm7`mmA>HNP=lay#N8OU1hAur=j6tDQO{Vj(vrYH=81kiEB&v9@wDLa|(P zO_TUIpOL%H_nJ$tGINe8$$|S6eCvdjtKm&BpS}A;efpsfOpa@M~)hWx`lpDUH<=+cimAHxl%kOqiik)LO(nU>O#zVs zM4EI^Km`G%DJ2j+DnZ-e=#l_SySvnahFxByLq(f3Ns0*x5ggMJ)Ky(&`R@8^EW z?}A*{y|*d!bHa;iXSQA0A8Z$McuU#qt|hNv`{)wK;=K4c{F_P)w#)ew=8S? z;4jp`XNA2_Uh|Bt<6kh;ZGS6CRvFSPL_8U7lN%bJY&^Hp|8&$)WA3-@B^Nk~@_HWz znQ(B+pW`V{oLre>ujetRd7t9yKT0^w!#-lhdEYF9Q=6_-6oKB2P;QR|%VQ~rXdZPB z-bFYgmHErI`)MIwymVI*M`;qQ`w%=R+w(djNaB@KIP%tIFAmp?{mXp86zPHeGZ|Vz z3J8Ovqyy!aQL4F#%WCV|9tK@XaS7XBbU`9)MA2%!0nMf+^H|#>y;Ga2zF2IqNX$M^ zgP1-4-b;NiO<11BGpEDu<6!E*_3SEVYI{wP3*Pg7%iO`rG5g(Fj}6`#%RH|Bbu3pq z?L(OO1L~ZkJIX7gA1$U*F$WmY+>j1=D00@qjbu=;pSE%9O#zR*%e&XLj99vTNb2P; zY1wr+eulg*p+d+b<3XccdQD26fc!A>nqeXRpjrOFh;1tkIftvF&Yftj7ZL1v)>DDa z$TZ)KrFTbNK?Wg}Wo!!tX;Yg-B+A}bDqbI9f5mx4ekf>UT|MW$f~r3^#pZFjPv&g- zJa&h!z~9MoI zouv19eqotM%2uKk*9HuR4DOocdgOQdmwV?|CDmP)yDBk5!gjoNV)qnI%fHO3 zQNJli4$C8(;`-B#!WD1>BJFxgHM|~OK59AL{7n@+S-E~^^8&fKA8W)Eur-jDOo*1{OwRJO{<@EnO z2nzQ4a!0bIymgN4QQKxYgr{iu<}=s~D)vV7hf!zI%;vM?s`BwkUS$MG3Py7o>ZQoenmNAtQ$ShVEm+K9+a%OY5kqnTG0I-d(Fn zO|f-YI34p6nG)6g=aI~!LF)A^3QQBb2jW z8bV=!{E1X)l|6;(7b>kfpw#DBrwZ-wyawXP=D$4FG$jgWhy_Hxj z68|uNs46C7Juc1*r^9uD+NZCZMxOQhaNeaQcGgS2cOu#%S%++v4XAI_H|Uxc6D^HP z((`p9ES1XJl{E4A7wj|<8Wc3QKb;W%$@Zn#M4+^34|SMz zhaSrNRDb@=Q)%Wlo1P&Pge&&Pn!c|%20WdOr0C4Y>jIo=pT~FnnNr?7Wi6%iTtDWP z%TYa^iEU1PJQGDE`vQVMl%~$2$?fzTNWlq?%o$XTyaI<(x>7nwd@yl1Elhkkb$oSN zx43k%L*e{;tn&B<(707#BUW*7%19vEx4!37Ld3a-`TTvx>s?c0sBiSt*lruRSS0%o z2n3AmXxCJb&JIcIRBgu8RSmp$?q4o{tEqi47?Ges4hTX#6MG#Rxyl!1KN`O!>?2Rd z!SFlY+oKFBy{)$8z1*9eiljc%wz94r)Hkhmn?dnBW-}K;JihT!%El}7P=w5+cqH9L zrJ_#Qe7Ns@baCR~CYLiZ-duh2ZhnZm%yXR9R)CXz6!hMI?C)j)0jdR$J720%RqOU7 zi&|>&>2r0rCC1NA^0hk1Xxa!0OUc&w-SpYS`J#vw;E$1IBWC-;#`Tk?b(qN$)pzC<_ju%&50$lZEO(bry)(j~v} z6#@6SEL#66716t*DpI;y4GenCBN7TPiB=*wzODknPpSdLrQPkuAHMRJR9O zsq%8e@=24)PYF|pwd~?0?%H)ET*6Y62DKh#^siP^PN1wbjAo_F5GT7(yfer#Q}jBs zX=t-`&p^ z(OKcU`dlfRE0W*u5*OuOpTR5Jhg;q`^k26pU~>+J{(4e2Scx_xVr-J*lE&vOLQZA; zL3qiUijC9sUyoAqaAlpo#nDBmykbhL&QS2)C5pboL*9+k6?93XN0-~I3WN_@Nra&ctqU7hX@$*;Gy zGP)%3zL9B^$Tr&gy3WYQ*F`Ve+JMddQXRE;QhKN_qagb+W~w zXfNSr%>A+$!MT~~3y$r?t|>|1)9M@2bHp2nGEIc$E!!`?_~NAhR?(4tG~-4r*ZQv} zTOIF28s0tSALrg-aE#{iww&_HKW^brBeJ8b(3)Etc%bY_q&cvUB@9VSp61OG1UYptQ_>6Wt@zjmqq`nC`sp zk)asi8W_%IX6;;Mp}WiU#>Ki);E3xq0A8BjZ;48H;;x9ExB`Sx9-yqkaFW`*>#0Y1 zi##sGT8$=8cXLM|sD^C&LVH9hgUyv$vTfYqzfwCoj27fQp4hw|KdJ9o$zh`F#*Rb*?&Pi!g)IQpgceMwoaiR zrDcvfH@byOsB^^_d3rCR?(Id*Aj)kI4*e)W70%495~?NJ^+8pOTc7IsujZ#Glw7pY zWlQfz(RDFxr|=Pt2$D@!R2AR$~h9 zO$>Jq5Z>k<@^d3JZ)qeDg+zyLGrWKYZckyf|W1rH;etWK!*Li|(&(NiB=nUD-vqxj7-#eA}h@fJ*~D zOj(Ni#OUVqvhp`dB}@G|9_=BnKAV)Yx^I1yYAc>8%dYmG*i9Gj!&Xkh-JsvxS>Gcl zaD*Q(^kL9{&rtlg^XtbQ{Qn@%{r`0eEC&5o5DLS?{38bzgZ}4WjGua#_v>33n*JXs zQ;J!0r!u*g(SMJG_?d6{zlclu32Xj$<5Io}^qWWcdteHq5-B4KmJ$2T`2Bfh(!XvY z{?lNUpRD|ccl^Iig2k*cAC?9CZQnCV3G#O{48)Hqn%FxZ_gT9DFmOG_NT>xEu648T z85CNczEHXZ=I_z|=)Z2P7=37YAGfD?dP~SV+PivtN?>+jfL%~NfV>NZ;-#XjyoNe^ z+k3gVI{NJL^mbNISR2a3+w+*OQ_%()>J(TO=>HMvC#*!qy#rOZ9I^})b zX(L(!gC=c6|NBP*4}w@w!b##AMugHxASp6_Bs{)j7=Xlx1!BUWe=w{V)Q(Y9fTQ8oy~0AQV&wrAPXbuw zizQ+H2?JqckZ>SuZIHUK$_R(Xz~ljaGhlOuFpyO@a5y}p#tIXkAq*x<9JJkFv>>!% z7FrNZfaxxTG46ty#sD!G*q(+k9IMix4UIz()*(*Hsq$q1U0*1(lonWGc zFqn)80DK=o81zmE3oU?yPEo8F5w=$eI1(1t4$^y8-a}tJ_?$t2@#+WjoIxVv z0KKS%wX=!i$JyGz*+kgH$j;aVj+YnC$=T7wzy{7eW6)LP(hO8SF z#*0B88)ZAFvNh^KKeEFLh6TDBx$8K_t-~Evz|_ShrfrxyrbhmV+LVk58)0ae)bE{I zr&{VQ{o>%(@8zDJ-tXyZX-x0UtxdNo+4m@!`)Ew>eRwRp+jYtBdFtk>yyJza^^9oW z?>)}bDrfV633{{l$*Oa zOAX&Pj`>xd)pWVys9#xkPw9_@u$hTYP969xPzO4FjA&b8^9$n*jAui@InKK8s%KxG4O3o!m zCVnz)wK5>aCAjC*`?`%m`tggW3L!s-Zlss-sVeZ(k&%Cb6~Pr0SYB!E<0O+X` zAqvVB$`=PcouWIdx}0t)StCjC)IJp8v*B zn)uFWh!QW*Iq6gY3Hx1vZ(r|GvsiPq`xNF?8tN-{>9NLQKlkJ>V)0gQI2WPS?XxAF zc!5}OV%}quPvY?*M<#0Y#t#vs&B0!EVn#|-z5Pi2|6CR31 z4ri5jgS7U>ghs%XM?5~)&;1RT(+_E^z%~Xc2PS?{1OH(Kzf#wA^f(K~%%6ee^rXdt4@$SYw*(+fFRDkn>frn~^-_K`xAv1^YFJ+{y199$JFUkP$dM5;f z++HRurcp&G+Pv%=oiacef|3*s$0E(a8RPnc%JA1Ad43l$s)f}-2jI)eVv*##l0@iW z9*kPgnaV;rgo)VZ&n>?CBqh{%IsV^K9RaSlcDb57jPo z;%n)lm0rNq`I;vkP7Vh*rqQ?l8 zRb(}a>JjxSi=gL<(*a7f6On{0bKt2r&69WnB~Z0_Fkllu7<1uuLRU**0+(@>+S4*< zoG=2yc}tW&K`=V$aIpxOk`&>fIGEOWC+rro-wFDggP;s!W$w6nohbo~8yIeSxIgBc$2~S9m7FAly z5|N@im1m1)lKYL&#j_u5^r`VuRr;+Ue^VIPPKx{7bZ@y~fq&iD@3TnRAP9n2lKb>{$enIv zFZ|wABf_i$(GD?8APaohuY|y`+s`9!k%j$q0ze2KJY`f`aX`6mFbU^nP!oTwtlpQH zQ#Y5YZCI2;a^lDrb2=|j)5`GWK(d?p??fBCD*j;cpZ(phM{}ZU><}J#A!Y)wg8RM4 zD2$g2K+}~GEIccL@`@nTiiC4MR5&H&8{zBBepyhUiXAecAztYPD42D(0xCL%?&&1= zE18liVRYpD(?9p>aajVkY{jXOufs?T+lbK4wJ~LZZkg&w;?8ryJlc6-k4D0wo{lHj zuE*I_f+ZmU@QC$AA_WO5!Q&KwM$)P?g<*Etd1xJ6URn(cuAdM9N0Q#(66{EXv811J zIlg$#gwJ%jr3BUs6Alcz*VK|x+{HldNFe4k<#ulo(k>m+n_0P+MvNrbpVeqc5kpwD z3~p^32JEcC1`Wmh>sqC-c%{yAlfrxt(Zk2x_LU)ypX@vVPjN;DN1p~fv~e(22&YK^ z69RKAstL^USASUq)rMtZ(+Sb}Yb`fSURw`~@b}5!MO`xpR2}gn!_O!MZZzuhZog(b z3k*d0F&^5;#TBSAtnvY6a9+RAjSUjlq$;H4VLK*W)KOF*s}@E91I1n(L=kB<$=(98 z)gVh@NKJdOAf+VMSBAQ)QT^blk+OX<3I(LvNNQxDnycAA-411BmU+JeWP~bBz$yHx z`dlkbhd#>|zq9PHH_wTsYqza`C#|art!IlU?R$VR%cZieR)`HqoYIy8B$m}|$O+t7 zpWJ=?e5x$_o>!E?IlEw(<1Sj;sr%>cFujZ!i!Zs;cv}i6e`?y|;bJl1I*PxYdwCQ# z&Omy@FGCeWU>H6ll?BNOuQ7rZ_?#hS)&nHRFo6CNIG+(S0vSfthhz(Z$|EiY!n{<@ zIfhCM%g@rnvj!Mxupbw!9MtyzYBUNs6&SD%?19tNH-otc1a=qB6by%cgMr@2|B=X& zUkfe=dSh*7O(kx17N++p$3mf{(!6{*#S1{gUyHqNXd=)yxV^X&Xf4Z0a{1-=Au&57 z1x)BVxEpB5;5O!3wW(3nwI5^2I+qkb#0I+~yp(sZ_;5=~1!AtgF!c(Hs-0({?fq;e$Std2E#)W?CJG=P-f=0N-= zhqn*(ejO#2dxfaQMp*N9J@)iVjz)BaQkU(0CJC@GEQTUpjo+GL;EPlUja2z`)JXF2 zoR8_Czp_-hHWd)STQuv&TXGEUii9NII>k+ZGFD#QORk1gY69|!c-iLbd?nZ{?ZU(W zF$%p?&aIs$Pk)U&7$fEEO=z~uFyMSQos^gX?k%g`ota&ugRxyqK6d619Cf(pDTPibFKG}h z-OcUj&gX&eyXTTpvA#g3D$qqk_3VO$yo@9%xxHH`52}Pr0jmf1zS&rQ%1lQ(`M7P9 zSeM%n6jV1Fs~187>VojZ=3w=pf=Zon8a*&MN4EV`$b zC9Zu9$3Su-qD2dNh;U8R;viwzTMmKGabbcu#R(9ftqAIQE#~8h>QzW+D`oLVjM1E? zu8~jg>Le`?b$?;=bvuJ)R_r`bVpmQoef zDZ2EEn~M+HSvX_C5pa3XA$1W1vDeDcb9M+`P~IJUHK?)*>LPk+B0#Kxbn!BD6uB7ZHWcwrH;tO_5WB#9y7F z@eIse4Lr=`M$yS3j#ZgNa+TefVrk6k8e&lw#RVUt#HolJ4ZZ;Bu%oXKwudXp;~VU_ zm5Il?SFQ5bG`AKu&=xl#mdwXPdz6u%Hrl^#$AbKJmulBf&r`nOr-Q6lr>0${n^X_4 zMzyK!S@N?pKp@FROu7~37m%Zr!8!p{8QP=m7Hnx-mX5~tmfn=xqX(tCUjYpz z4f~p1%sk)KSC#k4k3@(Z7<8SLA;avBBDISxGx4!i#6Z1q@}S_iZDA9$XmI9!ujpow z8TH8Y_{0Gt#f_>D4oqhvt9mB|@&i8Q`FoM}t219lFuc3}v<~5%++R`eh65!Mf^tT~ zZ#4=uJPQh&W0`PAai|z44v3A(8)A37;FWOe5mWdigNCtE?6UB=6%#sO!*H4+4B2pr z-@OvhqfVtjLgJ>5EvT#ZL~X+`W>Yk3C=Khoo@-8X2e(W5jTwMSBuS00J%X4r(LCOl zXvC1Zh|=SOBqc_u{W-;tg!M~=NUz$r>-vUy0W~V=BbePyeXM*u)BEx&S1f))Sl-0QL8lJY>hFS%kN^_{5@#JsFv_ z`GE=PG|g0ZhWMhc-3xs(V1g%Cio{$!Rj+hfQm(QoT4!mg1upAu7*NuSt3`6I@7Fe! z%#>kVIfM#!RzUpEFjCe)+=M6-CK?M85T7xFxn6A9u!4}KvA~^y={WI&pwy9;2nXvB z@EDy2Q~$oPgWf5#{Q7tS z&@PRCICL&A7-@W=L-K;1O}niOx7xVyF5ms6B2#54SX(f0sAaMgysc$Y>Ci#oU0%U* z%~q`S+`twKHD8)w z)syK^$loPVCc((Hh&{d&8B>2|57a2^kNzx9SRjM5a*C_lh$1ZXNgajEA`RgVOh;q{ zG&!xqTtPK)#MV$IDrRSJ=7>1I_PD^NpmfOk`+cRpu zHs-MBS%QphA?A?jBdW^|E5_t@4>g{Gj^8urn=i9$D0Aq*SMeW|9eC5;7iaW}^d%h) zuo<1*NSp^(YGu~mxiU0mSy!IZ8PzmmFLo0cR~j1ReQy+JsE5U~uEgyiH?v}4a~D`V z)jcNHh!ElR>#lDM(R^wSs>C2;Sk}BXC!PChBIXx6(|B`JxOAfFkt*O+hj}i_GpZ?Z z>+m|d*hW*ZY)va#Cp@y)b{}BZyC~@&nZ4~?8QE6^T3}^Dr}5e9gvF?6Vu7keLkT&f zLS_98TC1ELqjy=8AKREy170dD|C#ndCMoA^P`#%P}sLEnl*&%jRgt2ku?0Ucb#~ehKxmHbaA>8hY6vBi<+s2QW zw*szps>C+_;(IP`oJ-i&4qMI-8C{SicsU6KAQ|AYTT~lV#m081=KIi`UhuJ_ozNCj zsw!r77$HS=lba-QC+8eq@bV74SYn-4PuG~nv?Q`yioDUJlws<@4N)^S(d2lDQmEw0 zl+Qz45UQvWYO5B-mXr&kGJK9#Q9rD43>~v3suES5 z0HU>d8Sw&=`73#Df(s7msAYs<$fBl0Q@@nFdNTN2yuV%-N7J)_B}#x7r681rjzsdS zcni3`DUYoDQUan=E-M24Ws_FJw~b3HVJ0Iz0ZN|`hHXTnR^@cPTEcI0#6wpIjAa-J zPS55`Xo1C|7q#}L2~&ysqJ=!!888@5(-!g>#o_zd{OMz|LA%y+P?X4)=@9t>Hsw3a zB{rHFP$q}uoi>E?O$xF>tFGe~@@tD6h(FE^JmE>^SyMj?W|}T|$QyVCK_47)Kz>ZM zzsZqhx?-l#f(wLfT!O31nQhI%Mm$w_4unz(lsRB7QSTHFlJp9I$5f^XkPQqMVHB6I zjpKxs#9A|kv5>DNfrh72wJ{U8DBRGH*M6N_GZnBw?v;>Vi-18>Zow4@%;SpNM8Z{m zqA3u_^p&Z}>H7tXiB3>(=Q^F!7eRt}de;yLiE*i3lXF~m5|jaj;Y(m4fB6Ure(IW( z&6LyU@)?{e^R3V+rwREKpMtY2qy*R6ED68FnZ08&04{l%LVnH6^`lo_5DmyX%0#e8 z`oZ8j2jDT~`Z?(jN6&{Xj|p4QEEBLg14b!tCTxIC0nfR~3i)F%4jsLOpq(Aka+qz> z-w?$(46~F(UQ*!0F+m~6wdaff<&ufAX;>LQgzdg?A!(D7;yluO2705A@R9HZ`z*V{ z2@Go{MkBbQnaD*>VnYd29gC(iXP@4Y$OX#EHwCUpS3`800H-`UBOTOP!(F7sOtMCB z&teIYc_L;?GN{=#Q;Cc90Du(u#t1#OT{tBSc*Ek6MR-H15?AuhKxyWc{ULfhNr>~9 zoB8f%n^Wb_YLV=X_4KkC;SdwE!SjgvNze6x$E_|nen^ZQA4`dpQj8`h~ zG-O_mdeEjK zkUc1;foiY-1J$F7SpMItoRWy?-3JFS1VIi7G|n)m>neyK71L2N9geffYGSM>V^S3S z>W%59jyfHxZaYC02uzgUZ12_RH?0j*)ZAHt5PRE!@= zJXd#+^8BAq9cWUn-xX)3>ZrMgDcb8;%M)Cw+gBTatIt)}R9c%|R3OytuEiBm6!C8H z17S?W>b_9Bq;r*_q(7>3T34OZDaS%(fd}M)FrFTmSbs$82+;8VuBE*$*F~zep<%h*@6+X_;_vl*P zL$65Jpv)JxSfbROL81(&=q*MR_@fn2o3f?-S*+d`o`MT9!5fPjNF1@fZO7LS24?8^ z)4gZ=ZViKqL*SH4K0osHR)_C`Pw!*P0p&c0j8921rR((=ndlNwiO>OPUI;`PTp(}P z^GUk-+RUY}nQz;<&YiXBcl>RiB1=0u>#IJA_lb_iLKTCiB);VaI3Gt7)@u z{~YVTu)xL(|}t50}IK?zz4iexIGaf;petd-K#gskzRkU95b0#H#~{ z#0>9|byVINf1Rv}@%urKAl)3}HC$D!o0oUm+Rto89(;?raoYuBZxCyKfacKDJ3p`` zb+{&T1`@Jx)IH0}H6XV%vMqI$Itun_jH#nAwTiShk4TB(`g{5Ow!BV7ATE@5)tFG? zEPOtSQ3R+((!h0PAtR1%DxD#!dSjy-{MKEocpUX!A4fdosLeeVUH&cxLtOe`myCp; z34_kmh^ih71p`DS?w3RZun1?(R5FHv?~={*^}^F5aoVY5^b9F5^4c%~&a25MMFy6h zBC!X%vjqC#DGj^IDRt7C9BV@lAE#YRCRo)ZNoqDaAc(X!pt*!`aclsR-kC~&Ht@Ej z*P>He^X|F^b7`#LOBS|Ksi%iYr3P8ME*Tv=-|5ie+JH)tFDIdMdPl=(&h(-^d9*)Yq+qEIJ$V{ zi!>Qsb@cmB;or(zT^9^*PMcNkt#UgQ7o$L|jc-mDFrzf3bt&v!HcfA4C8`Lj60l;D zrp4=3IZ-sW^Xh$H-@Gme$l-!5TdHBna|pDT{e*z~ojEN)AhJd^pAXg3)0G0n%_cTw}e8u&}i> z(aobU6JdWbXM>E635Q==+dy^o0&1K_&eAPn;;cayaiwTsBbd?<44!nUPK$vpxYQ(G zLwzhn=Csl#XtnNw&@p|jPJ-s#ag3_ALBN5YyAGf1HOBaz=XKYDk1@vb(a^Ja8@CNt zAGkzQFWv>T*0tMf<~lFl4OT>(DYIo`4xa2W?xc%fHT(9SykC3gPkzN_qGZV_V0e4- z8hd4BA!{(L-Iiir*i03#@($bklx1?&>SUinccotSH#g7S_gar0IQz{1n4h~3ShY%0 z)*S&EGTWR5owA1B&d}}S4(?;Gx*GjE0t86$iB64`>;wb zaKjL}|9*5XnhIvA*qDp2M~CPjo>w~?jeF$c_j;N>uQrjf%kTdC(h1j}p;t=EPghE#@iOSeAjPEU%EqZ z=zm?IU4Q*Hobnt$>DKyO|7`R&by@e!cdc{zUa+?oDn+xu_coQ3`^-mo{L_ye^Tggi z8r13C47u!?kN0NnJ=e9MACyzsyi1AE&A%kH7<#`gtqHjSgHt<4-qR@{{Fbf{GJG_? z4>}wclTKc`&pyB~F9aUFo}(2RorzaFrv`2Z?CSvx7R7i(EB{H2zz%q8DjXICjYbQ< z!TCC*;^hQ<=7`-Jz_rYl0nk&FB?>E_ zJOSsZ^8u_OJ8}wW?=>OspKU(`a5DLk2oxbDU}3 z*T5Z-4ZQey$(y0~t3o{ZPkxH^fjcIfc=5}wyel47JH>OATzxWoA@zwkEdXs%;0O)^7c*82?~<}{}p3V z!yVAu6;0;q(~u%l-#*h<6@$6F8w|GO8v|;F=XD?I;{kmkz>e36mqO1{##xBh{CFh_ zm0`2n-!XA*vI&Lvv!{i9({vm}R=>f{w*Qx#i$x!lKZD#yN`<3ebrY72f^w;RG(N^GWQse`@%pm$7Y*q z=~)nXp+5V%ablugP`>6q@cWyN=73GD zhg=7#dQj7g7XM5#;RCxubuH3DxlH%kDshMS7A4CY_Hv@fby=KCP?IUi(!i?H$ z)ND#o`{-pZwv-`_!33yCmD=CxFA?=Z#5xF8_O#ci%SGBzfjfy4$T02U%t3?D#NhZeF>q`;cOd2)IqB2gKed=5Ar>Xuk&1Kat0%`5 zWCLknrmB=Cm4d?~6i6;mlG>|*l`&*$oa50%kj-k!X|qK$etuY%_Eo~u7m95$H2_$2 z#>zl#ez(@O9LeyG3+gvj5U1w3hoB9S+Q?gV=vc5 zC@IaylL;~Xj|Dxe$HUlyPWgCVUK>#44qPlT+zj#H4tR)*($QHw`k|U-6TLGCuA8Me znZZW%%LMhD?2!A8P%JbL;Y8UC@j)OKP&UnixvgYxmWSH*RaEx z+4L#&dib`vhR(a^tZ<3d#0@pEz8XKDEiu=R$~j$W;vuovMGaHHB_7&)``lSWqKf zoVjcPday5>niC>n{&r_qw|-vg{uzs)uxyUczjTrxa-dqSn668Fz|~6olKfM5b|1CQ za~nExc=mHR{U_I7@W@0vDYsY2vo^bz5yGABZzPa|x-k{YmuY&nN8JM~lxZDIJ7`o^ zF^fh)`>);SYG$`>6-K{SuB{2=K7JYei3pq1^&j>q+5EitekW~8y(TBWr@p-q#bx=o z4xcO~gFN+0K4Oxd1_eO$w#4-ML)eDP4Z`NNagThp=^ZCTm_8Os-@TG?dl=qGgr>!x zBB%bcsW-VfSm>t&f**_CoG$(JB4qsL`>FJij?b$)Sz>MN$OHWKw@@2$^FRlEDtykhA zbJ57|^dx_$XD-vm)|`QD$HTF2TG5FiC(wyeP4qpTDQi3W-TEG??#(MCv-C|#u`LSO z1tiImlTwLYu$+?~qWq{Wa}r2{#hdIAQxXh#3}Q)f!LhcEzjyvEn+B$nya494{e)}X z7I%Q2euoW_lNVqSw1uaiYwD1Ep??U+UtF*25zAnS;r>FQx+iQR=vNP)i#FGyHs|sw z^a3%7sf8qJO)?+_RGnP`V>YJrr+!rx`NQ`+#a^v$&}kzfN>J*P5z)xSwgC1){Y)I< zz~VfFt>{n^&_K>L;n8rA8%TC5xy<2kp2A&6k|1qZ>HBlDrg<%vVwuM!ivqn~91M+K znj7Loa&;OsnAE;d37x@79mB4-#l3Mdr(3{A_=)ahyqGItXBW%$(16$CO*LUmp_Q)) zHsd`5Re6hZ7Q4UtRy2oT8bRaFHKtM*d!;f$Tj4H{2Vc4n9GYX*mKyfaqg@PXQyFgE z&~wQ1pFya@L!vC7F}jGgCi)an z!`#&I?wG8749PNJlC?Uttl9TjRyePx_r_Lx*z~=7zIhbFV#cT*->6)>3&o`zM1D zVYoiIlAK4T#!acyW}D1+A0JxpVGNNYXk!yK2Zmn5O5qHVS6HZL*R&Y;jMMB199~+_ z5iF9AKR5AqL0F#|wbwUae=Gc45mU`-;B6=Xx3_1Ngh!;cBzsnm#mB_w<>UP9RFP}y z@0}^LcFTcjl$K-E$%^M(abg;5xFcr}f;81LKE1<}La>SyvO?@6sGAUJui;OW74E?w z%4Ae@Z0|mfX_Fn+L_y&DDQd>G;=@`Rvz~FC9LFShOUKE-*d=B}hMxXFP&Y8Yev;5i zK;oN=oOuwoh-fOeY@*1}Xck%9a4|wBtmWd_VQQy^t6r5+c-k=iHv2HKf!=z1=}OVz z#U`}#-j10vhfDHdy3Wm^<;&D)>hARI$^!bd8-p=N7*2N zJg?N?o(s9S=)FKLSjn|ysEPLMq133z#KknGzivc%7Z%b$U4C?jgT_{)Mj^d^j21qO zB>kJq9LZ1Y_qm#V+omC!u{uLdbxeF8^9HASnn7_S1GUpe8_C(ZGm2*hsz!|@&I(Ba zXrN@2RPh= zKn;Cvg@K-SW`9pgSG&(Q*qsNHDV%zGVEKC2K!?-w?x(p4sc~&KdSL5D$H1N2EgDqc zM1)4H81JhS-%y=-F>QDxXA!Q`!KNo^bCqPvWRQq5eu~n?IE=Q?i683cbP_%80ob0w zJ5J_>Pa(chTyzt@q7h?E=fC|6SOv?Yp1)w*Q6#(V;ZE5OvGDC}a`DdxL0 z_3{*_hYyST^hsLq4K6Xut>^RED^u$lH2&UhHa4RAb;KGasTVUOcD2rxXXEC*7W5(C zTY|AM(1W2zGq3|CQ<^8mC|un4H_PkJRCblz?CwD^UojEy>(g8}NGsolu-ga7h4v{bwtM}SHWzoD-UqddPwcH4c!w{aJ%)QO=6`L`6 z%-#orV?kG(xAUpJ)>iUDVqc!}N-`(3f#(jLB)OA!*mmV4jb;bnkj-11^g zLcTP-|1yw@?M-jNUnfj((#cXWU1GrM)M(EK*>MM*w8O=*hxsm%QD(`{v5Zz~ylx4SO9S6r=@&o>E&nFje@zu&#i zHGTzeV(mnJ-Y{MI3X`otDL)ZEu^Rib_OHjW5KB3w>kbFU;;j<#Z5R!#cd4=|zpXqC z95F-7yklO0^6sh?d$`ngW}hB3wN@cl{-FMTWcdC@bC!P;U2SfG+AR|J1pf;v)^_rl zcWGA6vj(j1KKhduZ^p@1S*-{%aEb7^*SHYD0dytk=_k?K{qUB16Ws1KO)wf;Mgwv| zte=}&ZL<*m-Y*X|Kh_CO#A_aoBXgkNRzbhT$-$zMa;<3t)ZE<{ue54m6mK z_aVO5Gp9)wW%(;dVuWWKmNs6c+^aLI{_nv$Tff^?j;<@-AIqG0-`>+tnelxnNW+y> zyURGc-|_sUTpkSlH;{$6`=8gA0$&On0pqljDoN8AM3F(tBF9yUw?^5gKV3ifTwHcX z&5RE{`r15RFs-foJ+%|^Xk@AH4!u*+l@XUS?2;Gs*z$9>?<~}znnSUB2^v! zpbKefyT`g91Jelj9E8wmT>)Y1h2>a~B zfYW=CPG=!eXaOIA&`$-a7tN9Z#YD(on)bpOoo6TKdfK|(*O^Z&F@;Ca!(J$*_f0<> z^IflIp4($+_TBuxCkfw}cltg_9AvugSi8giz`7wc8nK?(%Gb$!xQ2w?_S%q3+)lgQ z$-Y~xe)I57W=xcldv6=DiBD}>d`h=a>K!e+Dbr}6BQ7F&$D5~Q;z^*tL~b|0x@+b> z9hj0>dA)bS^KOo@K3ciS#8}McNma=g=Fur{dhX8=Ccmr=+j(eF46hHaT=w(_hb&6z zM^>Xpq~=><#+O2Z&fO{j8-qx0JY3@nm|&?BJ_xj|e==N#`jzg(P8d>Y)e0!=%x-Nk zj0}5uWx9IHD9}4i%DPuxjH3Fr)OJ7FfVE+k1K;ab5o4o$l|+AaMzkrn?1bq37|TkC z>`@gvOZwvC>+$vFx0hd&%5&Fd=b@EUWzoHf{N>H7l+6MU(R5LDb>puMe}4{NGq?K(5E zs(%;Vqnr5qE>QJ{f5JRN%f9wvHeU{;n$af;gChFAdi3+&OLeU2PHnSF@r^)rEc$kY z{O#&lRcbzGpke7vXUyd7;-K#M`ckQR&S|2_xx~k} zKSGN?>WV+-4}ArYk%gV%kH;UI@gE_^U(yQ^cV{sr=MUKhfSdad@bRKIVE8Zq^g;pv zAb{S;;N$oq#`qZc`$#WpXY2eQ-lnt+vAj5xStRHSb;D2Lmf3QF4{Us{-dmZe5us_<9|G=33VE>3u{`TYe zgZ*y~41d7?$pZK%GvNQ^0sNC2@P9G^{>cvbKe+&zKS0L+Ne0OBF`e;$vH`OG@%$&9 zkJ^8H{=J9)sisl(ur~qF%Nv-P{I#L-2972l`}0pUdKnXA3j;wrcYxMM85jVpA0=XB zX9wu~8G+)hAPC>64ZxVVpikB~n| zuh5rZ5QE#ymBzi#tcg^*u_?8W-bd?pmpn)7PFI2UeA##_-OU^o{ndxM3B`@SRXR9+WLj6!ipr{#_tC zw7QvEFLMJY*+TDRcXlw~zTwM?j)a>{Ve@OFE$E`WZqCWARz2$`bb|xkNeH!MakqYc zPL#kH2HnJ~!Q`m9ZE`h4;#&?2r1a|pzc=14xvob@R2{TReEZNayeWP{6rLLAZ`I#i zI7q=gWPDY+Y&(oPs-YHQIdg4OpqG|b_-bj23u7MC(k?6-h_XMR}~jmgS}u-gP{Wy6>*=I5{I4C)3q@x7n3E9}1Bbq((E_ zs4Je|mziNPlB>7UNa^^k6EaCnczq}z3&cT~YPBH%G z=+@X=Maj8c@VeKDI@BaxsVb>B+ev0@d|pQ+G2Ci4C0T*_hxz=i@-hIDg%d$ZNr`#j zLTJ20#{naw1Uh_`stP$`w~1AhG*a{>^2$Ru#CY#XSbXhs4CsHUH_&w!PwQ-=uR3mpo z)I^KG3gDm8Bu|P@8Lpq}L z#qX)(IW@My)g*7=cF9lAqWA)bQ(~xn>gcWVh~YwP;c+?>UvG z{d#df#MmpRblv!I&DVor=M=+V4g^hg+&PdghrEHL+5V)^(*c2`G&1acHvoJCi(b^E zSNq@t5PSm;7%_Fij}hd4)FfmpmB>@da-elgHNI=_H^*p}8wM;DStV964H~Q{$xL~! zf;Bi%+RfrOQt&N6t<5K4s{P-yg| zceXhHz(tH1(G|Xd*$v5Gd;V62D0+KWLU&Gicyb)7pkSaf9b-TxyyZ_-0;`)UzLV*ytPx1(huDBbZJ3}hQjKUGHC20iT&V^a@ z0-Ov8`~qAa4^R=d6eVRUtT9i(Z6W;7DiG;J19dGX|X;u^P-V zuI1s{r5_s>p6Kp^bHK2L&t(Sf4LJ3;w*?1h**TIMQX-6Z!|z1 zcRxPfw#Fet2}5Wvx)ZiE(-C?Pf)n;QV`%RO`h@N@1j0Lk4@KvM?LKZ`AI*W(<1}vY zliLZqqX!=<+hFn&2t8wHz!W|ds1tU^(%rIYT6x9v9)BYYM!;d7XP_h6kB*`lnFmN! zl7~SU;B!5y;i*(ww4EZ~u%xg~7>W|TNLXq1lCxpFXKG?t8#Zx~?l%;r>eGeAmfCAm z<0A?dvD&vEEWC0zdDpMhMQ`lyuUPF7ei+Y+GuJ;O%=~`SeaK;t8(*!)h_ofD3-tnU z`y-6^`kcPeS0)PkaW*!+Ad`1K^fafUVi{68h#MdXSvQ+pMRFsj=~jVgm*$cj=}Y%$vA@2PHMJ||&YZKqIt zeZBdOjydJR7P%m~1F&jVloA{ou2Q?kg@)6e?OcdXI3L+eIMXYBvSM$L6nw!;<=y)I zfAihHh{C@JFCznx=^w82hrs>8|C3bw!{7d&q~e2-{3AWqiRG~!0HA#Jk_8?VsrR;t zCgsWOk?@7bgX?4C7u@>~wfwvQuW0ipuoFAMFr@rxgr) z#J@Wm0MAOKvUXt@7Yj-F$g;;68zX2Hn=PWvbY<`9>d;3H3UZT4;FyCWyR~$^iQAlD z+X66=&%5f)rC;hyyEDavSlPba4kx_vrCZM4vyy|+DW`uFXXVt6uN?_7Mb|7PYRHE{4v3F>>V( zF8rrff1!c~P9}f#P5-~Ov2b*97BV+*{C5eY4gO^_v-}m|zYG3B;Xjt}S5reTV*4SO zx3Dz>(5qS43fMYX{2Tado|=WRv$@m1$p4=P;QxNJGBf{O(GOa0r($dIM}H4s{JZh_ zKRGl0X=VPM^uHwhOn-v?y^8;rhW|g=Im^dY{)?S=vcW4WFEx5)dtG_!(=i1FA;7HT zh@tE=fs<08?gTO^3!q~lekw~Yygjz7IY??iH3|} zrG2V)Q`IH&{Oo_p%wQk4bs@+iQXGmJiXDySY>@G}7^IqLP$04=W|uw5dj3R=_%lvq zHW&5qT7CWSI!);b9gb0}j-t^CT|iyjCEA!w+6|9x`5b4gZgI_L?<1?+-)H>>moaX0 zqg;I~Aapt@a6Y*zvYLikW=1$oBzR0Na%|ccQ?EX4Z)IbyDhPWo^4TX%3{?r0dEbmW zhy@sqWgZ3wjEBC?I4v8a#iL!2+f%Y%n`D4>UdscFUSzuP&}B5d4IL&btJ>YExwy8# z;fwjVAj&K43a$~-eBg?e;F9Qa;3Y~EA1YWz*`H-Q#!ygftUmh-0SGKY z0R&*=@g_3#N~>EdY7^@drA59ve;v`V_)#R5?wQRZej;~9CpMl%H6VAt{a?AVj6!h zIX_}{hurKj!9inrz*9hF!p~8OwrpS=5VpfntzV+%EHZuf+`+#G14mu_F{_9KsW6O( zLk_l^=dQ3X5AkVu7{rnDnw_rbjd|yxADDq+6b@^YW*zJ!itLwY=8YZUdoVrP*2yXB zmNDp$BR#%s5bdOQ+_0YI=p-rOMxKzU5VT2Ei;0!b(v|WSo;^8ssHQ#%wsYu>EDOx5 zk6AjEvDeU1H6u>Pmgt$HF6w;T%(_&1IlQF0ENvfK5`EYkXw;-fE`FMVkD5mAyE(pd z&w#(JEks@#X-c(Aw_9`Xt*HN!GH2u6)GNA$y&7+52xJY}1EkiIYs8<|0x6EI+c+Eq z18wx`5GH-eswO;1PS~0FsZ_+bzNh7Vv5#*f^LT>vV)W57(NVRuVF70e9WWf@O8WoE zd+VsUwsy@I5AN>n?(XjH?(VL^-Q7L71PJc#8Z;2xo#5Ie`)oVkw@;t$+oQ)F_x?dq zwW?}S^Ic<6^Z7mRGndS*%J_p{T+s5kLgULzS`?1Hx?@vm`I5}`JBXYJK zPY#5%LxYPs-{#qO6t<%SQ(ey@wWGM>(dgfsktB(z!9@2ZC_7wjxvl}jX5H{k3-0R0 zK}RG|J%}E?Xrq(h%IG4KlKH`kx*?YY_NO85;UUZT7&kFf5PiUDd&TH6as8R(L7y%^ zOv4)Gq3>a+{e;Axd|R1Q$qmdG zp5xzfL9rUqiTncHUYo*9EAj?n%UPV8A0r*&T*rZhs!ywh?Sm;fvJT4*hG)2LPC?wQ zPY#GT9$=dG;m0OLLI+^#2ID7r)|L$dzT^vf>yK5nILP;GNf!{_{%oR|h4luABJ`OH zHu=`Hy<`_^4OYXn(!S$ zkEZ1r(DN5UnhbC$N~ByH)IMeVn?zR`;Ueq^Xd9N+Lr#?e$9>1a3^QaDlECv`?9rc* z-v}d|nYiUxyit55wwa%~RKADNs!pobXJ#cQJ~;Fy9F!mUA7sv~&&Gf|L!u@wTCOAy z)FQ9w^9;0s#&m04d|0WV%fq@c?-7pJgxBqv!l0)bBed$;)NFA*1Au$BeT|T(!?j9I|r^9P;=6f1L0-SBA!T7&Ol z9(4l8F^=8XzGvbNM7y9GObeFSVT$CLxSeJnpskhCW=tJ5aeP=+w#8}+^-5l+WQK$a z-VcIZ+kb2ve$P=FOBj3X2sd!H@;pW!P(%z$%#?a@B8nn#B2kxgh~dYJ>9xd;bZOv&GvZ<0u-5jc zx};c@*#`9vzhW2OCdVE6;f_EzchJu_cOL;EJ#{iZz?e2(Zow^G=s%%9Q5ig8gk{m* z3tKBhJr1Zgs^SR4jC_Xd7Tz}Q)Bln!w}H>sB=_yWu~s$J(dCg7CMHYZlVuZ5Zaa~-^9nnhZ`5i+c-LR7Ply)cu7b+IqE9sy;P0lkYyeiM2GRr?skGE z7&osc@jTu+5Py=SbJTn48`S6*ttD=xSAR}YDErZcw^7(^IiqHo0z#Fx23sfTFY#lgO>;P?&DvqbtcbTspoexvA@(PYzzaN7q+-(`4rzzop8QJ)J z*op-;tvfGJ{Ks_vBP?#A}kGTBmLv*oM ztStKnS=lJ5;9L@^wy?19t{>^aywV=amnb9rP?YikSrIzJFXpB3&GWtqP&sIZ z&q-#fZe7qvmugZNQ%VQ1*74HC|Z{zHnbkI0|(AYWwlJo?)Q+Lxh41>tN^o2*H{R|P)U zmT^bv;oeFvbBHLSFNPjDfQ?KoW%%iEE{8A{@qewL5dsjU(-=>MrqbY**5M z!%L`ch8PZ?#amM0uJfvBnCj4d zv?wF}ems9-Q!&^5L!+OYu!@W+@~W4ef|%z>g{NQAX?W`-%hCeuv)iaC1)W(KbB~WU z=Dx2o=C^H&BspNBwV?**&ZL1W<+9amN*FpHHO#$2X+g!$t=z;gXAZh?CB>eC-UxBEXX z=tGIsj4mJL>(6N@=WWlYFWN&XnJqY((lgUr(%cZM*&D5snB3OgD_S`ep93n@x=s2{ zCze|mDoK0ru;d|^iZipwS0R_9B^KU8=-xfWY{8&_gt=~!y`oeB0NSyCLGAFO9S#w0V>qNLU;beYPlg9|>rwHdHm%vufUG5o_ow?t8 zM%ormRP7=JQoF*x=hYcN=!B@rxv_IDoE&usnu3%}nX4KICDx72?@xkd{Qk2(|HD80Z-A}|+dh2gp>yuw*wg$1iEmm#%r2?ettwJ?03gy44FHbA1a^Fa z<fEU5RQiqVx+Ey*;r-@R}!;Mj{X^<@W{86}n)9iOuODVLqo( zW-6f1RG^{aNGIPL>>Q>5KKdny)>Q|t-F?x}o%zM3mX$B8bv!B1KU4d@H_YV_1s^H7xN!4`5kyM z(lg=HFuwyH1~&S42buAmfBk0G{v+>VWBCnV{mHxjV}sBiyzA#~e*LBY7VrAawf>X+ zF#Xk;{SyHGw!`0nmym?;&+7bq`ZtRAC-nMKdu&v*R& zSmFOVn!mv+HGD1lcO=I4?ys}F*ZAiTBg=2Uf8N*8`HR{9SAP6YL;tz`w?pth9rN#S z4xjG#VbF;G`n10tJY$1*==fg6pTzE0)fIm`_J4x8U+1~vUp^qyUuop;VD68$g@1eE z|E$jMwmBO+EB)WW96N-w($E*Ty~9I^6cQef8OsL=&qfoiOoqnx4Ut9?EP7H{bVCHx z%z5iz`7HpzBM@+5+0t*+MGZwVE1zTn!tKeE;RuRhUi^V9RDJpQwEVK)r^}5N5IO-> ze(Q-sc_n;gJS8P|%uf5XPWzJ`ZhI3*@Bs2cc=X+LhieD!IxP>t#Mgkeo4dzql^t%P zeV71i5&&n<5iFUhce}Y+;Y6LFd6Tg4LD)r@8k#Ex6ig)*Pv(;-87Ee)jFFyHR`Fd2e)s&a&f}-XZ^} zXiPQ335zLY35o`&ijhw&5Gj-n4QwGvE7)C7ARVM4Jipy%43oz5yqobkBYmkcdY<10 zhA)JiHBnMHaBgETqYRpqx6G94&6Tnzt5q{R5m=%#t-YVS`y?3lUeug`=%di4@|W+` z--@}`1}$b;G+869m|0q}s4(|gtId_wTD1j3Y(r$(3TKPW8B#y2Y7bL$(p0(9em$_Z zEVHwmDK&2s-DA@r&M>oW3|8mdn}o>X@pA-xdpurPQ8KL{=u-y0u~VIoz3rqxI-=9E z8mcrUmY~kr<@P=ukszu4NKFnd`@S42ajG;ej4BA#DCDXyVJkbyes!r(282gXxUOr8 zqVxNAHF4hfBx6Rcc%if;EQak4Jtv{dXoV#8p=tK8g$k;c$t$d%si|#z^>9Xo?tZ!{ z&7>=O{eJS}$`9>jP|%hP>S&e3fyd57yYbodlg80e?AW)IOvzKQ&NFQpA&KE4ozorV zbjZP3&O?tgXQxOynKDGkYmAiM?=YW7M~W>limQQA=4)5&n6B4z{UVvvnda#03rdK| zuJmryrgW-G7pNDQ_Q85fX-2V zP0lFyP94%Zxl8g2$cf0SSm7)7mb8}?iL4N@9qk*dn*EfKpcviQ`W=N9`TmA>%TZ*OaI;$jPEQC3ikk)Z6@-Hi@+MX6 zVdin>agDRf49hP8T^fC(9GYVkp9NQ#L@^oTK30rJZDi>AP=dr5P#?nZf-+#&1XQuP z99Z0-*0ZC@oSK_0O{I_Vx!SN@c6tU3 zwNVqs$=)~Fvcqs3$b}SBI%9p9S>4OSxs&&Mdds?OarB|2Qc$Avq;o4J)+Dmz}; zE-ig(vL~2EW;fJgSs&jFQ|noGT)VlY`w_uFhPDDrjn)=gFJJrZK&|uEi&w9!?*aZh zptM0x%~9Nlnl^Rgjns|Tny%{V9kMlxAW`iz`Y^~BpdlZd$mLDSV5OnPS?sQEAC3G& zTSAp%4{&GrtbK>OYWl5N(`hJCN@S&!ygGbi#elIt1KTk!J+v2id*$dB)*p*hjM1hf zOE;#HB-H1yctzlZ@5tmss&t=kC{v1w@+YH`Go(+%K*ug0&8Sx{#6%So80N0)<>srF zq|Z|hDk>VYSj@7+dPCGv?2uE9A$jn~k5%M+Tvw{3g-CMpjUL^XVM>pz66pbXATRoI zodFlj%}36=b8#ju75Bzlex`zR<;Qn{{Qxi;o@2bRY`j^MCN@;9PMb-mMPsx_rFs%O ztRS}=05a}wKL1s}`l~n`A1O&hnI+rt9XY)nz0Y`A3?x_UF&8eJ=_L84oVRaVrrLaI zWA;wjQIN6{g=pRGGlPjNse5VjSoU(7kT^d#IY~~Ne!w6?Ji=#5LFerPM!~((;b&=? zd2Pqf%SR?F9CaEs49FT8!wZgy2RL4N_8yP!GBd1BmxhhABPpy!7_&8f+|6 zDh;OY)~0h*eFFVNQ%&P>*LpU=rN4f@dcKnDHtjp@G3`Qsp7xUVBkfrIyVT&^r@1|* zTc$~-Y9^18AM514eLr+By>hxDV84hvI-c<64%y{=^u?OOs)acq)#s<%OSeItsbqs7 zwPZvWNwnlSq}UNwsYp5avM0zOck$o^?Hv;v=8<>}mXn*jxqst})u|s0t-R5M;T|jj zWtzw+4{jkCtVNVantbrkU6jzh{IMjY=sRfP4enuw3LnBXmY{Ue4?sWqc-k_d?G^uc z$cq5v4LPHtrflU+^Ri8qTvvvzCWB!zqzCZL(c`e|S$YOW%3uw#rKs>iVP4*%sEssi z#Dejim~s`@8&Z;&9ly?P3j#OkbzWZ=IrVWD%*deWgpe)! z;rQy`EIDT6S+tFUtKoYCn5q8G6ttrQ1jcFhXn8jk|8cT8nZkc4k zCd#dz-Q@ImGS0}RNm9S3?)_9Ery;FUZ&_87ETiGEL)D~)8ZASs3c)F7YMS2?>@lun z;^c) z*V*A2o>>>j+~9nHGPN*IZbCqi`REy!)z?Dif#gwf@JSn9*O|3gyVV~tH1%0L(DvOi zJvT^_#zMhQfQe>P1?ghwK9VNAAhbiE*i%`D^x0!h7TVH{2XNRYz>?|(OI(1rOZ!&p zCjgg@zzL{BaT(ZM;os+>vfT9W2oviKW@cWmXhypFz~F{1Cf01VvWq9$R0@n_I(+IA zj#f*DUj~(&28_K;;^&%VMiav(pj=5<{aDDD4=p$ipp=hv+KF@)_+q{cW$#a2gq7Z7 z%sl!D-%Ta-vqUX@s(8IF-_$VHci@4sL2k#Z%@?AVMLH9s~v&|2&!1eJ(`J5EMbs6 z-ZvD8FvvN?&3}$u;#%gt#W1lyxpE)4r`d)Y@*0{VX(^)B$U2d+mEz5i)>nSR_fiD) zr1uX)xYSoR>z1ZIO|yW~XQ1}qt;IB|hv;a5dwG!2-b}QI-@Y~)FV@>Q((Nhj0zKaz zeTB~LMvp?mhrF%_{n3(^v=yOgFM?wXdr16aM6fQ5nv7?MwJvxy-0EbgF4Y@G?E&2* z1e=sDPHKm-C1BIUf|Eu5!;PV_<^eYKTG|Jz!)#}^7fzqBvy$~sa?^Oz>^y=~d2GI7 zLl`iHMpx;O)Ci_vOo@l4wnn#%>n1t+Ii{10bWDZgDyC5wN=X#u$ZQm6%G{;*>03Z4 ze6?V#-Kup?OT{Oaw^G(oK4CbsdvAurXZ1yEOZ`h&M z_XSgIoA5khL>IK)A90u75#YHrVQ8KX1Dx#EVWQBRC?087_qb&+$qoknmWJ4}YON6q z)04fP&=s5dB^I5BMLWWjz)m!tT#lKe!c+N+yqlgwDY9O!Z|Uc6w|21z1bs2?z6|?+Zqv_!7cfstnlSTK%=-Mpr~@Qro9&Zlb-c zB}_*@1|{YY9UQRx2b;e$F=#Jf?`Ld{k}997Q_uiB;)HgP8Qzh&tFP`#=uy(1=B#6w zwHD4IgUPKDhireMA=;aIk6_0?k*1v!Fvl3KyCD;-MUQu1pU9?I1&p*2f`@c3a9AO6ko6uN$suxh5QPU zT*|DE3HoBJcsd%yfb2=K7tX}No$0mfR|Kd2Pc+dS88|#?(-Gbnghm?FnBB!wXWHR5 zVkJzt5i8X$sUn5*rDWuX3d5d;3SVn21^Xy9fGN?1@*(Z0z*_P;e(X)U>n)+e1s9?# zui}wSSCP@f6(}T?x0_P*+E7g(v8v@yBo8c=$y%gGbIOY_qe>a11(O*vXi2XeP;d)u zoI~V82m%>{HlraH)##Ysgv(|M!)F&DO+=>}&d)MQF1lM4VtYyA?Ph7)DAuZ^?Bm|Ly_*81Zz8tInOtWnz_1E0DDe18T;RPJ z(lblx4kdsSq{tj#GhFdoo5`u1I~QNS47G*7%18(8IfNMZt3dN=8-4PCpPxF97L$qQ6=H}huPm>+cg0zCHh4W|Talsdn z9jt*fLwKSEG=Q86<;hOh;LDR7xPoX0*b3!IPgj92fpj4G6ACop>mxcd0Wq5*0VU+Q z;eP}kHUZCO!?jXR3$&++ zZ4IDp4O_HTK4^+?I5SO00zS~^HC3e>yZNp)7uX(v*v*pu&(6aR(&n{sNb*&27yD!z z^x%x#kTS%0n@rOLeI-3r2?shtr@Mjy)Yz6aBJ_TxKDYrMLZ?s&!l5f@+sIA)ZQMmh z!wiJX=)=_Z!<1&S(lcN$$^lI9ywUbYakW5Vp`jV5P%xIW05WyzIFsCH1~JC&fhopv zr3}*QrG1o_U&Ml(dd*z|#&Hm7^K+gFHalX10-zzzn~|;$<3!!R@epR&`0=yP<>ZOK zYJ5lt4a#kH7*^PfyC}U7YLb5F)KYcCC%L5&6Aa$iOu7~dt{eRTg=GAuuz7su)az;? z`Lz=U#hQYf%)3k?$IAw?lDvOrSVxzgkQ((2(X?gvl8wXoEDF}+%wm2&C`C}ik12yc z1`=V2Bmc8}4mxCcVh!)sDPvIT z7AqB3%qmkRD;CQutfFaz@3iF`9&(Q=ULnd;7O4{4c~E{~cF|TSD4_4?kv7UJ@T&bD z=t8#8_W9OeEyjgvfkvIp;B){}s`IIm*)whMV1dZHye-)_9p5(pPWt*RKaTV;MLH2fK%bj2iiv=sX<7V$Mic?6%=^l?+2dQeme&|^a z?n3)5ZsB%;~p1qu8W4rsf%$6@MlSi8_da#lIiKBYF?fjmth za?udtqJHcKSwyQ;fQT8cZh}aT1Dv|0Fk)ACAs1rr=2lHq1?*6mx?!+^ z%VXh3JLJPukw-FN>$j52BBy9KVpN>|JF|X-?2e{f%U(VcIKb$ zuD@Gse^%nx=#>5&Hpo9!=Krz}@|(N!(*yVqAB6QiUdhbN^vefff450~-v9aYHy`A$ zC)PiW{pa@o?1TK%p#K+)kY9EGS0m)NF8)7VD&~LVfHMEr4(MNv5axF`^>0SVnwpF? z)(}dLh9kw19wf;_Xc^OWL|q@wY=X^5oeURbYLYdT4EeIHTlOc7jD(X`Me1)BN30Ts zQkI$gp5kyY0Y&f;jiJ5drX(#ct3uJZKzNEE<{MI(Qg9Xu$Oi=Gz{Db@zIGBbbu?f2 zGjvD0?mE)#zPI1)O+cqQ45|ZX8Ud0govdMgw7s~0O%bv*+BIE$z_byH z%CRj`pM#~{c6Eq1We#`9gog+Ff*8`Hv`b>E>VbLLJkuGOImM@^3)vC;YPCyZgZMJ> z#dmzs!Wzb<(argEf5n(%YJRqn$E%TMCM>&yCwJ+xGvd@>=~bNXIM${->U8~!Q(l*k zTkOb_(Q~0=Cu2fiWM^ly@0SucvOyieoc%y7b)v!GFQZwaUX^?cF&_he?Cu0RCUm*^ zcMaL4%J@D3`8BPI{m|KJ3jDE>uku-6+Ws}y57rha@^ge5;3%w>p}?ubFij;44b2Hj z<9O^9P}gu*pWgiUh3{xQ1!^ZqYDQYAsTMLz+<5!6k9w82V$)qs3tg{~Mlp8}$ImdY zLhbt%=S`QL19nwhl0$4ev9IgxK=)v8R8TAX+rw|C$7Jqz^}g?6jlJb=t1&++uJ|!L z+_@=gzr0*1ZJimEM8VJ7u9FCc*PK=uSStC2WY%A}${V@PlE`tIl2Pf}QA`a~sWHh4 zKc^YS7^cMQ@Vltnl9n|q_hw5{%0xiq+wQ5fUR=oRk4WCz8rKnXq{*QC<`eq@Eu%x~Tu-5RqkjKYR9 zBu{N8$0@4_TJ$knza1ddnaYl8ZMZZp-v7PF!&VWr7_h59s3dnB{HRR28uLAYqKuCq zR6!zH05YaqgG(2^Y|E>O?q=O5us*GTg`)sj%4wx|s5q~&2P8QsCk0*}&k(0eq$IyG zLNO3YUwtjCI4>ap%c?nWEa0jb2g*WAkp#iZ#su zc?Jo=>P#qH?fsq3YE*<7V=Y>Y8ZB8E2}>{);$YI2Ccx3=^sKD5n?Eq7Cmi#@GtPT3 zwW3%Y@mnJ>m2nmiNw^YB5wnTY@jDh?2N1JK$dR>ZcoHNi9L~pk%X=Cm=*8*sjL;;M znf_p6zkj07@sZ0;^aow-N{K9Boa=J~)gg$7ae<J^3Y+FNguH=Bi)e&yWu_lu&=0yf1>|KVZTNou zF??4#$C|>p>!-?ILJ{P<>~6bG$Dp-zD5=g+NBrr6J7p*RqWBDfE{)*N7D4E&qUMa6 zRUN*g@7GKdU1s1SnQguv-nJ~n*Hcx*jS%8$f7Gm^{;HX*rGpVT>ZUgjY-M7h-RgD@ z<6uH@CnZ!wZq>)`GABFAu;92N?DIyWC#jJM{9=@h9hxU%0) z;hCW@64&YHp`}o}oTk!0n z*g!+!LK{;37(n-o4&Y1u1RL<7-4I*q0CI?--D+V%8x&jc_mmE}fbJRWAlh5-Q zl-+)v)g~4>{g82?fN4HkLq`4~Pg;US-6)rEz%2I`;d9p>Q9(|;rCs!+i=y{YLu?r5 zHcQX_8!Y<6=M29-A@P!1;bik^r^D5suJN|?lSeOp;x z;2J4T^x(RDw$#q!yzlmFtZAqG+-VhK+J_G?EOs$IY+u`@)K_vLzHc@Z8NK64o!>OD zlx+h#!b_X=9jxBusd7&xsl$6JJa!MWxgD}}7nEl3 zU|l)Zh?X|&$y2ljKE;5G-KyQM$1Q*H;k$-4&SZ;?7zx%{Y@>&xBU!9o;*a*&<#M~DJFnvM9@Y@ zN)@m_06<3uI)eo{Y<5inl|&{1ncgxyZS8NmT+jl)i3`N0^>ErDRvSoR8uTuExFYIj zO|n(IdMd;_AjUprIAFBHNK0o)ZQo1Qz%FuwfN5lr^H;+BV8~b7Cc?rYM^L~kUrf(K4W}x6BO4L~lY-lt)nCMzk zQj%7EEA20;O))fg-G+xq9nt&#boOj`4PE=HX$efxJsE4v&(#^a-D)`qj0V^ zL>I^vdxtaxA6ee1r?BQ-{BP>}dwIL`)Vq`Zkc|q z67#RY%KztEn0_^_{dW7mzc3(0p)cKW0GxrkU$o}4TyOGXGN9d2B7n=f`&7a;#5KWK;fVe{`U(0 z?%_dBgAy5y6yj7_!~0zOzD{Qx`#E0c=;#2-J%r-&Y%hn$&v7rI`+!B+<~V6u?0j#9 z!Rv4Zyb$p1&abm$PIPa3$#4!Q6#zK{Q1!*>8Mz&oy!;cu4L5rHeKFD(FkjzdJWqO` zZ!!fw*aCe`=$bAbn-2mN~9qY zumQMNB}t#FM;R3{Sdcy;Ko63SKQ4swqmJ^NoBl#_T&wqxc$sJ!9{g*Rd^>57U_L^e zNf(5#-!}NYcLYR)Vhwh*@lDBUP%SAzZIf$LG7{A{dR=Z0!y~AT zj-^8%($B(Y(F!bm8jV6d9v4DWYqZ~<*E^e-m~?XwYR`Pjo^LZNAFKwC{n9z$&uyBQ zE>?)VbYg@}e&PvVCs|Rn~tzplW4OmrJIX^Kl^W1N%pBjn?|deH1G1r_Ca7ha0yml*6-DTK;Vy z*>sP{A2Uz#Ostei;Y^L)k-`d-=YP>q5?lzH5~tlXbsQ_mD?g%4QJa_QWnv*)V&+71BqZ_1ECC1{ zy!N4!cDTZ?YZO7|+6OyWOz{?=zw#t(RXCtLz3lx!sjH4CL{G1kxj$wZj@na&C|sHl zAVxoYLmrH*Ce<>E++)T~Yj}?=j9c9JkRP{4+JFo#?!knqP^e0nfjFPBeYrCrO_7So zf{Dn1MzD>}6T?4Gqad@wZaH6CEKJi{<|Nho8EB5Zrj)^2x3Q(Pr=VCko0Zdo^Lu(0 z3etT2(L_?|qUg~0On3wXqKMbh7rQy^QWn{CSsNN!T?w==5|;ATT5Aw9YAn7G3qe!_ z1CgJE2KuaT7-?x`GQ-O6mpEgT2M-ZWyz11`BmlSR@@_7RJqLj}0Sr(oOu*4KdkcGY zDr&)C-LDcqm8!Vppb1zH1ISt*uMQrrmsJ?a1GnlnX4^+Pw-;Sad@K0-)wMUWg`datKv9|=lQBE zAw!%%=>JWmPnPDwEJ=$7rqo&XMGfp$O0tM`;UfzK4S~8*YNocQlL{{0O2s8F+a&Ey z?epBE!;>`!#d7{(+nGidmg0x3j!Fcky36V6L8?Hh(qtytul)H47Vsh^uI*zr`Mm@%pr0Go`Hx-~@% zW~F~X>v|$zX2dH|ACstUmEx>VI;4(+0y_S`B+%Dy5&kc_`F|jjZ#i& zKIHQ2gu2Ct^?Cbk6V~y8i9Mm%`lcOdivqfq;<>(z1Gy9jLrc`CTMJlPDNW+|jJ1Q> znu#)_gb*Q>E zaj_`&>30W5_xdZa?hM#zZZ~zu`TBUH%xJ8@BW?RZWv&a*^UHTXS9_zMm)&sU%$MQ} zfcF}$Aa)~w6oRAsZ?7Oa(U8G6r|gFn60u8Q1Bq(A8B0G~wy>;F^C{pcsS0CIpOVi&^(Vs!vd3KPKPW!4R&u<;!;jPv($;wyvE@+^VB%4qKvY4J$=sanKKZM5Lg-Nr(*NJSQyhl|%}} z`Z`wB{1p@p;U*$7%u}UJZTF_K3*%5?GZ#g%(mnAk5qbK25up3Sa_p;1HR}&G^V_z? zJ~_G94W9%&@BR6dI_C8VSYIA&i18BFWoc}kv;&7Ih{yLHVUAO&-_5a;e z?Qgm*uIFdgC*-%R51~X2!t7Ta$0bghQ($;{j9H*zg3xxKa3z;nYX9r)w|ZY{x-~B} zZ?FfEnd`Kk2YrbB<~RX#`)h%(FzR+!N|!dI*+JCyU6U9kw9Vuzs5@>Jlj*AL?aS;N z3IHG56GW~Ig8E)&&*fecX6a+}DD#ch5~`~Ru~SpI6G{8^8`tF-?j?DG%x`M+y&{W_?B3;X;G z_AoQCy}QN#$=Ld}7U=)X)%#h8|Lko2!$AKRjICd#{ug75`8U7%Ph*Sa_juZ0lo`uU zbo1K)|J~{SS7pY=K>v4Rt3w^i8Ec^B)y!3mYB{B&&R8M^udR;y+vn$)^-CigDObZG zft}#wt^Szpeh3K&S{Gen7l;sip`$BFC=f~7ohwG`EM}c`<~T)7av5^@jBjHSKs+*D z9Du;Z#55!+XI)fC3Ana!?;#(}splV4ZxeiPMy6&%`~ck`ecd0Y*_;cnKN*a90fguP zWcl3;vS8Wft~cP~zp?}PIZiy%ROtB~Or5fC2_$v#O|Q2dvEjWDXf&S(Pa2vWA-t#GFiWk#!!tB?*Neejv(bs$4~B>$`BWr+kt0fGu%iPB-D8 zA`6G8UAORxTy#Ewk0jmSYdOW%-_>zVnT?{h*$h%Q6c; zEB8u=xH?q_Um5}A;LA*cG!9EKNl{xoa~vf#$}R_PXF<6?vtsB(ccO5DVLg}Ps?TeR zKBB{=x5Bcd+GDP1wJp2lorbI0nFKMsYyKkg(zP4QHuc632_-QAi zWVxI0S+^~NaXzVQ{p-miBx}3$Oo6HtzSAV(14C2N5M(8J4&@Hz4Ir%&ZjCI;I@Q= z3|F#5XA)J#oB1{gc7|K|`aZo5>%=?7$9~c!TO-a*GUTPW7M+@LmJM+y4}LN}f0-o9 zDoallvdJxSW{=T6Mj&o@UHK^G2fGazP3lpq ziptO0YWgc!;19Akr%4X9A5GxljTMsLT0 zMe4Mbzq*HHR#%40MaZRXThx(N(`0ZpG54j)Sp?9~e%p$PWJ9<4eA7ka=zrp`MgTer zH)zr<^CnW~pFqObF!l-BZ55#v5YeA#G8{Rym zRaK>6V4x^Wxpa3IWdcr{L=$V(X-itw?rO~mmG$=gPGc3+&?bI4T&IQO^8-%v8*Z-) zS&u2lcYT&H*a{(IlM=}fCL=IG@J8hh)4e9foJt=|hV7*wf)aOvpqns=leuZ3Y&nSf zvPWR5Yk8~-SywGeWL@Pt!uMLTdV^b)Jo^%~fuqe^=2%{~%8a6whM};}AHNox6h-t) z-x(V`v#=S`UJ?)Jgh&{y!WL++KTmvPv(eU8-#PZSwmAQe7jqU19Uo5;S+`bE@`HOP z+0K=Zv-vD1Mk8CI2GlHjmE#_AR3`Z}JU(`2X#4<~Y2-!#)LV+Rev5RG^s+YchLakF z^7C7%xa^pHo2q6^9LEM26G5FCd;~U~vEwt8i0N|j<|}!0QSmZ0s+5NIs=jZh&9qMN z80Z{%fQf@ zKq|+<>;Z+>d#`9y_(W1fh_pG7MRTHFV`gMy@WzvtreNfHc`ksgLr#}EF_eb`z0C)h zwjB^qn?f&oqdxo&F$2(WX3X~JFzvH~dI zFGJ)Hd;!HC-U_8pK<$rq=zb03UE&R=OT=fGet>RC86dd?(A0f)FeeXwQ)+>3OM-g^ z!`;*1(+PO`NP7~W)Q8E&TiJ=+XmPDDE>J)gDQp>pdl#1i=T;z$vR ziFUkpNUp3f^&!*0r9r4}^dIOE;1DH7e%~paSE2uK+KH;lPdDjJ#tpe`zRl6hpGBOR zgv93&WICtVibH-eENe)?4?^YB|#tc8BHnV#8{qyO;P@X$=P zIk~6MHMplA*#0c{;?^~bdJJlf;Cd+iH!ga&m3pLHoeTPtP%`^q9;m6!ak}l*nqDk> z%zZz&?_yY=HjwVAw1X@f2>rqDi{hNU+l$}}7d~phBvg#RFAIc>$T~tTN3))hgbpKI zL5kKzyUy6QW}g-CeX5z$n^U^hdE|Y8GBRXDXB)gnv&L$R^2w0eQMLcpY;dL_w0lh! zUp~wdzZ;)F98QiW6SXH6TJWt9PDEw=NX(Ns+TE3_I}qdY{W8scK;8k(v#kaszPptn z$MkHO3>jYZIdFNQa@})jC3u^fo}e9GIQ71muVFbapuB+=Vet6WgB&P}PP`OCu`APs z1I7@Cgo_Eg#-JK9V8bxRRLdc}Fnp~(=`}}RmYYAEa=*-hSZy>O?_W13E)K*-%b*j@zps zZW&MG@)q*$a9wd->FWdMn?suf_Z;4MZY#T8h3=5P^XtGD&^!Xb7qIQ22ul(b4(CY; zX86OjfoPYfiL!5^=R`FdqemZkuc((Ub;Md=hr73oZ#Oza4$ePsG}&Hj7h$Xil1E}k z=k(Vwd~}&fT&3TmkK*FRaO;O~Pi2V*y?<5jN!otY3ATG*rR;8Z%%qrPKqMHn^I5~A zh2y)mT#6PV6VvRRcA4xcON^ejpke_B0q>;o4h;5~JP;_LoK?$VD#O! zq1d?z4o^goPL-M=a+z4Dgc_lVaP=!!5w_51YMgM~QC@W||Nr3bErTLW*EC@$+@WwQ z+}+*X-QC>_cXxM(!U`|k-QC^2aCcj(&-8SkGu>xr_Q%G4Uj&&!X7J~|-%R4UFNJg= z+zZ(7AGohBZTaC@w1F6xK-RWa+^~d|Nk_2bv;$7IiFF|Xc^Lai{CJX=b#h0Y1#bFTeT| zCk65aBZXLd>Q=LHpp6_f)pvFEQZ|6RXHAmgvr5vNm)>l`u1s)V`H?4OV12f@jc7#)~q z45V+|KdH-1u#3^Trf~snIdY*nsHpk|YOEqsCv&3r^-$pkqB^^-iW{Vn%pS||==xuD zQ-LWMk==@m>2>8h3}CSYSyulj{vnp#i|@XTI?1K7%9FW%WQ&eIF>82{RI6k5_TFfpSe1j)Oz8|22KBm(I%Z2|| zLZcS;^;!KOVvNbu!I7KU+&~>A7giAgGS~pCqT680R$X=FC!IFY#Xa_wWH4m&r&TC& zbl9VBdeIzG#}|!U){GRp1I7EBZ;u|nC9?O?1e)Hi0hp7^Zd~1w@87^jbcnj8bjZ5L zbiQn%)HbPw|9Ia(-ReX}uznptux{b(c9>db=IXwF6GE_lCr3DY5J$**-$OVPOh2$d z(7reizfejRQtiMz?l_mMFhK9KCYX%7b*yOxaJUdV>HtU^%5 z#Py2|*pNC;UpL7z0X}NmUI{eu#>vzNeEKn13+hJJ$!y8-!*E=8J`cY&bBet++aTQ) z$H!CZ`8}H(D!Ks*$O}EsytN7ZArs=I!F-*g`OI zo!~hp3ccT@*?IkelbxHDTl^mO47*@w+l6Y4;;g)2XWAv^Eb$JsSbP9>J}I1x96Qq# z(TW^~psM7?=|e@a7TEi3dL;&&ybW0_PFy60u;d1X&^Yl-FfM00J+`;>W<_*ckv*a} zf7%9*uH-A&XYGQOSTsd9#LvJ{})4o5fQwKvJyml}Ips6*E%U#H@JZ8-P$w-m8Z(Gzp|!Acifb z%kH;Ph5dcAE>zd|!Qe_EW>O;d#gLyJpSd8;Kz79Z#ew1LXTi)bK`7foPn4ANhYB$k zvrq2Ce#qa%lVpI8V>LMtG=mJ61Z~;kCIxMYr0rmUZ}GxO@@w?t11W*URGM^+!=%v) zFfyZW$nqUXdYM?4d8Vr6E$L&4O{er=Sg+;t57V}!jN|C@`soey@KL0!xe2r2i_Dd( zzw&biyR{;2x4IDDm$`7dG(3#th*v!a_APSZac74Mz=ltRz=cL1 z9C1bO9f{xd>%xhbAPjlZ-L$zj54&F}+P~{vR;(g!!&-f~Hn5Q`$2jo3+Jv&*1tQ9Z zdZtLVGM$w*$-Fc)Q%a*d#HS0cQI8!aO1bdr_YR*lrhx5Lp+!l0_c=ZF)n-8==_<$z z>*@Q)P#moa^4v`9M&tRvR_Rt*x4@0v42$X4vywJz%!fz_#+zbr@H=fA;}CG{VtAeC zd0D35JcIH$Ve`~S;b;s;kL?YVJXYa*QHJA;>{|63=IKf@5~J-z2{aA|4a~gM@$0aAA8nqPm!eYV>QAEZ3LE*MQbx;~euFI{&g{M*`xI;rwgF_50^Lcs zj7Z>#w8BNtSLZ>q1~?{m%y>*nrt&wMVmD*+4OE^39a zK*6q;O4=T23kcZZ@U(?M{a-s%K+)V2anb=<84{i^80E4?!O4u&3DOXbWW#DX`U$P_ zZvo#4ttLgkTYMg${7924#~FVR0M{t&xhP)?q5VDw-aQzPYfj6!FNQsj>MvHy=MTc< zN81cRh)p~t#ePx-%0a7&d4co2d=BqK4s90C|723NC;s}oc;?UO)-UDE-=kZ9 z4`zQGYRFaRps3`%yOAg^p1Gli8YOFE@)guc=2Y~Fm~KmxW&)L%?3D?|+$|F`2TJAhv!V%_d!EJ|H3-MHTCNv* z%6r!U+30?8e=*kIMMl3+ZN@*Q`e!xAA1LnMqT0eT60%By|37eT{05f(6Q2D$iSq07 z^~WUs+j#chP3HeHp#AH9{u7}6%eC>J=~XN&f1hCWJMHoBuK%y_?Z3P5{|UhTn||nD zBdnPIAu;?D!2K6|7Sq4yv;GWlGt&P{w*0Azjitf@a>qT_irpIrlNf-_Ng67cxlW6j zFMQ|ZMOG&7j66xeDVOQOy{*0}rm*f@f1y)2vlV|5yV=c%Vmab+wv5n>r&ubQ2U=Q5 zm{?}e1EbVha!ER)RT^V{@p3KubEe4vFnFfo=}7(~5qF2f*?E@xS<}J#^C+u9StJ#0 zX6O}}&6_h$>m{ebi&1}V-X2XG;a#)0TN2%CgKnhazD&kb-wTd214(Yf7+Wf(aj{h6VjcP z@6ybFhOqH%$Wk>o(c$?*<#5usyutkPGe)6hUWMG#L0?&7-dfxHeQb7hPouRA9S6hx z>Kb+3*fE+t5BaAq-YNVpF^YddxMwESb$SL+I7aeI(ueBXnldEg0eGl~& z+1a<(L}7QV)0VVTxHsE~%P-!U-r4T}6Mg;HuvwTd{b?Sj2CuL0*BzIS5LwukA`fEy z-9@+ORPS~By%QT*upK{Mf-lftr^6~zkixL5!lU33Ra6&t1H!Pl%}Y-q>gMbyzPa@( zs}DcBCJ3oDSz^f$#)q+msR`>L)af@FE87(ZXbgRLF3@u;k`+xaer_wT8zYbO6&pBB zixQXA%NE3CD&|S^e@Eaah$47lA4-?g&@(sXhmm`Rr>ji1^u;a7lC>gQ2^5mmz|7U- z@3HQ7#3IRc>9>RK6Td6lF-)Wec?ppJ@(EIdNFxwNK?oXgizBQ>4LJ^U`!j>rLnGPu z0`5lhnn_JXH+G0pqLOcr6K}GtN}085^4;n7AC`-ipL&=u5NWaovt^JHbNWUoRla_; zf;kw4zBd?!MYTJ~eIvFN-G^o7v3{Q{8-`W*Pa1LI%x4`#wo&{5^6aY$GS!3_GA)Ul zl|C#N_06bReBda?$6@+&7p4e)lvTh+@}a9-7IGXQhIi!80sjC64sbL z>R~{y&As@`4ePwa?b`BY7zHFH4#;X4pq4^gx|coGh@CIA zVeuc$_k0S%-w}xubIoh6Ksdn>2XdIsyGt}+(e|z)m$FUi@%E_{u-+~4SE|HB?hL6 z1Xh6XBa-evEf+k$EEjYM)~*bu^OQ7zC)0oqHaKv2TljSSKb$~?(Rx~O{p2=nBKabo zi@gHY&_65}@%Fg75OB=)y1TJyv7Ke#78&^?(03To z%I7O^jTn7}g_mkG5nVOiknDO$Ns|&2MC2!7E83Nhq3V?Pn3el;uGZE!U>c)5MS?{sxohjmnIO7kE^2h z4&Tpa#DFjz&12j9RJf|Kk&3LfCWrv1;+Xi?}%eTZGJd2I0djiO?;?z4nnV4I~_jk7@vcEJ_I`h z1pt~pCNSveWV z^9sKDDYm4~&g28nJ^~=zN`AblOkEdLo5(`IkoT=d9EUVB@0oDqsH1JE&U@{|vx4K@ zxgHNg6RyMSX}N{a`+7!&WuAJS8?mxa$G3#VJ2Y44VWjR8W{8Ld>bqH=g>TUu4p;A@ z-<_6n*Sq%5<4cZb!_H~f04r!#3@?cNMO0tyk1#$;m#q%EKveuUY|YQNHKyw(dJa|D zHH^Lm^`z1BQ_Z42`1?wy>{tz-8d6l~Bz+u}FTfri#Vm8K>nkUaUihXfgi+DpBC}|A zlwgrszjH`n%dN+@cPDog@K~UO(`OTTq0x zD3G$-#~@^T)d#A6wG`vjusR0%{#euY=$p((`4rA-22{DNi<4Pr9st0jFf3Uw0<6x0 zm-kU}hPQ3EDsN~#NO0CbTbc(0qF>oXvBN5y5f|NE(Ss%fzryjg^$>Be12f7{FG8Sl z3CO7@1#Po;n=uKfO$Q9b8fTR}SvzaT$zy@Nb04$b^G9aBR>-2#nn+y@Is^g^#R!>= zB3Fm^r5(qA9p-NX`j0J z;{KY`zdhCebqCeo4d-vY6pa7K4*r)w-QVuXKR(NUtOWm~4l0I^D%@X>|6)$~?W^CP+yUZlG+1=OqF1os01hfzaAm!*Sc-+547$ek9H_RlG!&!cb&+M({D z1UfnazWu(Gi4Lemr{!MCjz7LNdU>)`0zmZB_5f)=!wtjxa_~dkWw&gRH&x&w;8Z~`> zBq2(?SKLjgR_VOW=CU64Ax=zItG%O0$d!lWlSzKMN+5F?T^(9wjPxU)s)No!+WSlL z7%HH=Js`9V01!%;x8ix;S;Qpkpl;1Ne4nd4_0NbgO2Q+@G0G7`610dh@Es|LZ1uF| zYH^A4_Wd-r?dBDa9;O-2Z9n#fkP(l_Ajn{bu{dSX2B8hiw#UTv`?(RhyL%l}Sw|F) z;p`=?6I?=H;M){Rs^?y}nPD`jbZE(H7t%}FQ>aiHLavESNf(Z-ve&X5`);Fwg0P9t zLD=gvLImCqmhhkbE>+$&XzCgV)3pc11sQW`e&mWgHB{sSjyy= zQ%2S4Zd z#pkG$tCW$m+;5bR39}7s;iwc@L+_v|tj=jJAH>Ii+ONh$-|pD%S-~&T(~tJ@ppBKz ztru9+%2|a=P&s-z?NI3sC8=p=?By#<>l$W)!I5Xox6(S+7)n-^1U64iI%ZX@g5jm>isfY=j2@{pRr#ADeQ^YW>yLiW! z>KuTl{J7&GQ_+3_tT5u%gel0TMj1vVG$Dy7Jc3Y=aE_srnb@R+bFonRhy+ztS<@dy z+2frNq~t(>%FD5V)Q%!Sd@Ep|-Y_q=o-P(#v{wAeH1U=w2@f>r79@ct)XGwl(+ohm zQI&X^SO=6_ro>d|B=IM~`DF3LORK|j@Fcr|1%%Ts+YN+?TaMOYo+k$0>|Jkd0?AU~ zE0(V>_S;*Wj@mO~sL-Jag0TzQX}n);s+?b$GmXUi#$=aTz+fXrZ6fG^0n0OUO-Q28 zDDULZpmJVft^GtE3FmpeuKJ|OI*hK#Tx8o)RWqT=VxZDD>D=&{yWC}AQe}a?1z8UL zZNIDsquat|_@cNVocqzP!qokMEb0>UKsE1#;t5nS>lap)s*<`eaPtG(3b4tGz+3jMyP)OpsXtW2-@{8VTzN)=~VAbOg(v*DzI=K;E7I06Iaz6b9q6 ztI#&E3EUdIgT!LUi`>`=G?ELY+_llge3j`3Ws7k53TU*M!!AXOboC(M zA)lP{m5hrvn*C?4YxJb~c#p^joz}B(Aw{Huu834Z)oo}x`SN-}$O*%vpz_J)GfWrl zc-LdupfXv8eDP}jgCf7wC!AFY2IVfG+PHyD72Bkro+au5OsuF2n<&sb>5@Pk$|kcL z<(z_AY2fE(f;HdY9cK@@S$Wa8;b;)r0N=$2Npc2f88lKXEHNk!jgQ?E!4e6EONVVt zMQ&pFAD%;uJKYumIP_3&pTV*G7q*;hRlNNW7{8%26bJLQ`eoC1=F{~hoLV_CVH!vO z+Z2enCH-}-Xb$>f5CxEWX|w|OZ+K#FX0=IJd+4X6aso>VSNw5>rj44 zu$jKE45caD-%L^oMsX31d>w0~EJH+%Wol3t!%v=1ypO9Lj~#htUu(`X&f=^^?@`xa z+SJY`C*~#?4AISD+Ja1=MItF8XwYf+0%+fe$`9{KftcyRQY&>C98kGTY^EsAt&G`E zdx<&2Cg9~eavU^-zNU)em*9#Mx`ohE;(aQfRHv28&_#H7XL|6sCEn z5-ZOs-;5k;+yzoWpT3C<@`xQxDtMW-m@uiK;f3aRbYDnttVj9c=*H zmNIP{P?;igQ6?Gl$h1AgD&Mp?taSdpvvqGgQTTaNVkX}8Ri;PgbFmyD@hTe@GPZm)D zFiqaF7tpV}$Qfun^z^BQG@ug5DuMN7$(brwE16xsUZCr!I?<2_s3DT;al(6;* z4E`OD_r0`1q$}Pz<89QM7mozEysz_)elsIuqeniKQ7W;H~lxcuu<6~hg&fNTbTEtN1(BLU{QNFxCsDe;%&)^+!dDxDVotG{D-X;5tB?ta z{EfLgv4P+u-_g!BVLx#b8gPt5W{szO~+p>r# zJO5{(VDww%0(txbsr#H|F$3KE~SC>9on=j!Yg)SFan$vtaq2gMJC zR*Uhe)qA;AdbwnKZ&B=wgc#j@xbxUNq%pnmA*fbSsa7?pRt>0D?@-R(P^{IUOw6{D zcI^=znld!0!_uP*xZ|2>kUxuJtqyQiM_VpLD=$7ik$SyV$J5l!UC6B>n>8Rj%jLfc zwQ~bC@K?c_32Ee{$UOpWPCW>JHT3{uXMEofIq74x(&~Lx(6=Bs!}Bu$Nw65t3ULT2 zizhe@e|Q4^8ns^r94)qIgmCX=pDbv3esOE23cjbxyC1qayNb_RcL9;N3UAgR-{=*C zp%j)Eg1}uL@AdR$$7Xru0dr3dTdg8lM5^~q7RyLG;zH%5H(&DY{!ZwnqebI^Az>@> z4)2ZWS^OqVP)U($c`ZM*LiS^iPg2IUN4=n?*upyU-4I#7n zL=ijffR2e`WzlUF+5Ru-(dW3=cw~t*4N}_&i#l5-E9W~VeH2XYjLd6Z{2Jp2pH;F4 z7FMnw%+8!2iod9f1ym{(i9D3JTn^h?xgwvTdyrAdI7iT!Rc?~ViX{v`G>t@tM><5t zN6ZNaPnlEF?qgm@92U|M*O2ukSc)^IN`l6Z3m(iTd{N?#5uXd@S<_Wc|^+Sy#T|*$3GbSCYN@#NDL+ z3cwbHv!zsd!0PqA8sHG+WpJf%i7Ja1cZ6iZ^j73jz{WWNYwgCfh@FQJ$a6r}M<%Oi z&sU$`HAdJh>`gs{9+v~2Sa{fTV4>%3FVy|Xjph1 zyeHeqEWgvy$Q=A9&h;k$LO0M8Cn|C|;o$iO0=fCmduE{-(vWr>b1}Z+Bp}eN6if}T z8Vyuu*5NHHjQ4&vYkPM03Liha?F9Yr;iWZO&wbch7rpadx8by;ZXAcO!!7QIdCnuB z`Op@hdVdyuV`|LLli16ZeuSu+A+Y(VnCHcdl*U?gJOyk zC*pile(O~yO=&f%#7;#qV6~uciEV#ODv%SSy|6T6-x4ZdI-1V>KrQZ_=|0!jV?!RL``zx~gZ!Yu?VCsKcx5WG##P+XT zHS<4|D1UI(%)g_(fBKHI{6c#F9@YJYQ2pb-0o_Ms+rQK;m8)o3A}%4f|BA`5+kRoS z!#yKjXtG1u<{%EW`>cxC9gzwAsn3_!WKjzZk>tk;0K_D9>8bc(kMbZT^7IvNDR-Ij zDQ3wTp;oB;>^IMnI}zkl0i|MdoF@XM@~0p2D&}=eTqYR-0J(|Ej`-Q<8P8))A2Atc zO$PiBcua<&r1^IH$H_}y4rpi)w`)4tIU8*ES0_;3S}|`h0|NFZMmxCghi2bOY45oB zf40@s^vORYpLgeazX`BElqL+1UUPxd)}??QQR&JN=;7bti1%L;x|ch1GNFW zU1(kof0CMS1AF59X}Pt1(ycQ9~Z3{!hAn*PF?H}@cDG>{8elZWlGGPQB3j2_nVB30|LRCPl_`b#7N?16l-vA zj`(Q}*WXPcOHRcwHpNrw>jhWXH#K&&xKcCy1rQjO?cTvb>Lj2p5Yp~QIJ`ZT%pFGq*gg9O-6iYf8(t865m=**`vf1FQ7K%5vKDi|t{OmTy)4 zuW)d$eI~o&wdO%Ei}vu>#lyGyUSEN1Ds`OoMy`3)8SmF?oiz!}gTrChl1KG9 z7KS`9#Cv)iE4Xp$7rRG`1>$9ACWUK2DaNxSm!$QOs zP)R^2K?Zdppa?MRbOZILDfwb6`*BERYAf>v_-GH8Bw_F|<|vfK_5$XsJ{MME*ji5@ z!HudzN-~(xA|>%7>WD$t@`sWBbB0FBpcB^FX{0i0(s;_8`WmZ2Ra1E=(7m>Nr8P(L z$n?6z$y;cyW>dU-pusoxd8D322ZWh`2lA(LM!dApw1(rWm+>>uT!V50!eQ~(pP<9` zctcWL^H|!meqvm@Y+ICSn||h})vJRYNp?kG=^FVQsz*!|&KF}LCr;EA-gJbN`w?T& zvPJgUy|y+IZVtkRZzNZp$fnPL)B3*OQH@43n}$ZBFN3=0Q%J-R`!xVJtPf^=naC-) z>21zoHQ*|v8<}2=FM5hfkW_FYHgQi3qZV`6klDy>vb|G7S@xdF*Cj&YqOzepB?C&> zyATr_6lyctXfr0^mCISivk&5U}M@vSN* ztkS3*0@-`hDm|hd_;*%SoQ)C_%Nz;O0D*c*G2x`#S66prgkGZdms%ps#;z-RU=TGZ zL=I2~-KTp@%v=hD9#RhLnxq8O_$q2q1*kHrxLKo8Te4x&U38;#TjT_dfMby+rAG2$ zr!8|*gKn6dmpEI0(riR)m|<8xL(eNH;AsfouRcJazBv&BxTGz(@CjI-_?BRNb0m3j zN!>qQPJF!G!1wWhO1eENR_Uybgk_)up7}6Z#-6Gwis8A(SEELS`-o$kOo+13z&e~L zye9(Qev|O@gfmqP(-zZsZtW{zHr~6;#r895WqtM$xR&7v-l;jvHzk?EacyH|=?-4Q zu0>X!hC2@8Wr;>Csb?)40gN>tIii2<_%5r*z`FsV!S@X!Nq@(M9xw2DWY3NpR%FS~ z3+5Fz$^yfB3nhgIh>8$$4(|Pn(0t0!l6@FM5|w{tmq-t#(krv#OY5DIY@zE0=dU55;wFvr}#nAi-X zBhbgM&K_#xfyEo8poN2c^GpL;iHj4!XDhmi_sn)O90kyXAm9a0(lqrM~r``FsvWqARS<92o^96 z9$44N$6tSDa|g`ehy4V`1|IhDQhhM@mT@8nUk5<(N)~0ZOhqQ=1kgx&aLe%yU6J!n z4G!-a84mAO3D3D)p(89zB=a6#e!>;J_#kk#O}fn|OhoGfULKVzU^ZO8p#NOMoq;}% zo|Pi;tQ)yi=Br=Ft2u<2CP!hG`QV$sC5+ob4@t2172UAT%Y~c!-kJ<5LE>O~4*3PX z+H0r7kwqfbVH7aM`P)c@BBu-{Pgr&gkvGrOEF!QstflXUXUDZFmb zz};1AH%Ca=Nu?1bakd7qx|S{?{?|MelT9U9(u;4_m9rpbTIbkL7gUEGu&63gG4BBN zkqAHk>jD3_qtWktF8v=779Xvq|Aic9`S)SX|GX+qn14hM_WxRy8iM+Z}%lW2}Mac>HiaY{Qt=ei{H-Ve_oqdeqYf4 z9XtMSGA#aPKL2;urr&PrKdnu_$$dZaE0{lam49BFe*akfyX*a{wdrpz^nb86{Wj|V zl40@N*ZZID$X`GsEdL%F`SaSuLi?`-zABW9;#{4!d$z-VV#cT>eSE6q7l!yD$*g!W zdP#m-LK0d;+^yJv9CQO*ywH670 z@_g!Y8cYr9zUw8aO~)C6vtAze$IczkYc(A;3(M~1ZS%|T+9qStJ^(%#%m6^mN$rXC zBJ9IqfQ$@)iwP^qYg28`drly{k{kdmwgYiY4VX#e8U7S^+uu-^SJE^#-dtu-0qnB3 zH1#;7e-1FZ0t7*071cRcYG!(+ErsqZv5u=w&rCyavW4y>vW_2GYqv=%<+b|k;9;#K zm78kZW!sdwV-Ao2AXNf_a6GN`DCvC_Pw|S0Q_H{?v_^^ZQ5x6h?Ww9k3sRqj+@t&i zL4Hee7pCsubhk=DdIstA=&IeOl^s=?c?{)wOQdqUmkWO# zT$%YZli$)X0ewFW7gT=J3-1=>O6&#VA|P1z7|NfdcAptKj+_Vq zXBjL<4DNK|Pw{qN6W7?V2jV8IV(~!wwgeX__%GroAb~=}{oIL^L}9sE zcA|%TN`@aW5)!&3ju%Q4Lj3l)a8l|`c(9UD)#S_k9xTfYHj(A{NQ^uTNQy;hwEQ*N zMBOz@4S$9+>#%z4YH(oG&6;bsvjgf-<8!Et5$)%kRO0a%b6R1c(mLXB>C)3kDal$w z`~mw^HavOUeAc<=&xplDUDYzQ%eU-F+74HmDo0y*d8YZo5T}}hg0&87^vjVdy8)C{ z8MP6KxZ|&1u8W%G@O?dHB(0ejDmg&hdfOXS&xu^X`>x1#4QefbRpc@9s+Y>|kld>? zl}NQp2w@o*VK@S{P6@<9%l!5EcjyKW)9UO9%qS!7QIMX#N^^pvei4w%@c1;0w*7-* zN9wW=NuSXNC|=p`CyNNAn+~}5(`4ZTDYDT|*DHo}0x_0kDTbhD)RXiz9hMq;kE828 zqVlCPRF*7PA6klGv^w%I0@NJ^{iyFvuVN5tbqqlo)BzizHOe1xa}&p&qedhR@Y}f} zqCXid>1300CwcP*P)ex_=-*Y#T6bwRw*?FjMOXC&LdpA4+~#A2l?aS1T*Q7a41=Q1 z9^@-U`&X(hpRbcmr-s`O6i!^1ylwW+31M|5%%!0vaAYwVSKQ7o>n zMf1`YcUs*lr*fTto^m(iS`ubUYTO*_@Nhf%t-~Ii|8HTO^1np2Q@EV+?QA zX%*8yM_MWhw<3#s(4AwCLyL*{t6Y=n~@L|`e`g#a5WjTDQ ziW{`o7uA(;$UXU>MDF$8LLC|s)#dzi5#Nm@8+kcBgwx|=@7w*Rm6n!iah2E2`neVN z9`E7Om!3D0C>EJBZ|j3|IG)F3j14#i7DmU7n!1a?qjDZS@im8LR4Z*Z?=3_IMk6T- zmO!udmXaw{Rp+m-QSrfFR5vu0dEQ_^2(lSGHA!4_lV#~Ca{0s(%`VMShxLsTs}+`t z)$=q<-I%vf&E$w%mMlLJ2j?HT)P(j6&6K9{liTp*5}VhNP*V%Kfmq=mpbzdkYLRI! z#Dq6$7XmzX#`6z$1&mGzL=;54Y&IYQ44}AU6sc3+>_i7xpQP)6H_@w&+K942AQ~CV zH@}4HWj-DZM_abu072X-qPJ~eleakMe82o;Ge4C(8I74dzxPyzesJ#ov&i>mxsYsa z%VA4qp?)!wN9WRBMrBNypGv{0@>E+c-XZ;}t7n4Js$z(0obt$J+vQ=qj8fvu;C&$E z=eYMIcd?oTjp=?Wg^k)2gYak0{eHREhpas;ho$KV6kSA3l)M>{lZZJmSicN5?kN#V z%M!S0TqW@~n;A$9KpV)M1vaSDLNvcU6*X1DgBS`e&|%Y%L;%AmZ+l7T4v|rvxFOB= zT=W{|6p6Jtrs$4qedRueXcvY0)3>hA-=MNd5($$SqhIH((^w4l`>a*UPSEwgK=}g9-8;ys)x@>=OcYqF$oJ`1bs#C3=jAHvI^H z27^`E-}DGw;3c77aFg|2^0`2*`!Cs2WCV!2WR3dpr9kyfN)_^BJi;LH1AOt{Y1D_g z$*~4`L9+=5+bS3=WmN&65CE^(8e>L3XTCMv({>@X{~WYAVas$SxNC6HZ9L10`iQvy z0Gc5GW0MUu2QdkOMGL(NOnhp?|KhVI;bp8mZ8sq)AkQk`=_HJV9^$Zeki!MDSoc~Z z9^9*9C)E!ar|vKCTd2L_^Kl|-j`>{E5G)43nT=;&t794$2p-ZmyU6zJaY$@vp*c2S zl0jzG9yFYgGMzH{nVn{q$$AN+Bn`B%#_|EtNP_MBo>bq6d68FxD4MsZSBLy#fAaZx3z zWGJ&6I0zBZA2lUv!j5RXWo?lID|6x0sL<~wJ4_UD0D#r)gqFt+Ij~9De<#xD$9B)O zos(ooOYqq>KP4eXKEi?hGF~k|Y?Q#!g}WifZCa9Dj7Lp`Iks)_3z5twH>^Gfe^ea9 zF4Yxt{m8C@rFRjQl01W>EGn`oa=pe6rWurFX%17CwWw3G=Ik%|c%Uirg??uJ#PlR7 z4x=lh?xQ@aP%UvwJ6|=wH2Acr=_w;oJRv$XZmg|9jm^1iJ5GR-NXYK;^5yR?Vl1_p6et2*fW^XZNa1)?FQv< z9!cF7ty?K08xjjm0fw}QsOE|4otfQ&LC_090f`!+<}oF+KGm%=tf6^T8@ zI`xtnN<0;$fV{DQU?o+ZcKV$5$$b4yCat@%&{iw{rzMf>_IMQt7W1W4M-K{q!~85k z$J#mga<5!!Ho-NAVV20c^#Dk{Pt%$WqF6i?uJTPC9BA5$=~;+Rj@c?(3RZ}4f}v`_ z;n?e`F=3oAZ!PN!AYIp1vQY%X|D`I z2)SVt;vsn+CsFMAaNy;^>GSs2{O&56klbse*2jKkFLh1DHPLd9_a8As4 z`?4B5`UsSOA~igu{En}pelfUkt85~p$JW&Zq#~<(XZE4%hAfqsML4gv9&aop-wfO0 zlVgbpvP z!1mByZ=M;(5E&qg&d5c}zGf^ieA+|w0H1a!;m@h4z#-lh>4Fcng!Scl1b-W*4M+LL zDj*&V%Tv)0_|^rAuI98`ZEuN;<{0?Zx}I-kvuvJEBd{DBF2ivc3B<~u56;@e%Md>GV2m4SvOh85rFdSDgY z%q9s44TT>BrB&iL6sV(I-uyu#jtJY*6Qu|8`jZ@P<~V%^hVSh?!nVs9;ZDC6guXle zLnn3jN&$}gCIODRhPE|?<`5fTd-;yjtn1S0eSL_hY$*1fL6lfox6+4}{-xMfp)u6^0aIcD2gVuWgp!xCUEwn9oqF2dV`E?; zz=oxr&x3;aCOK!y>4j)1;G6^CgwTVhC;c0Ej%H*s@}qY|H7X3H$UzGo1|+*BOKyKQ zawQ-XFat4W$A~3g>6;Sv)O>7p1O3pBqaf+QkV+$~%$b#aWxPAC4ustFEG*GdE^c<> zM4lhN3jI3D)eyC5#DurU;eb(#XsYq1!j-nfpHP@L9SK@cbGl4hmT^3o`Vn`b} zF4h@;hTonjDZAyE+*AoQGJ*+)jyYWug7fIH_J#=H+^#nV38KpsnfMjEC3b=6gJ-`? ztLtceG2jYH4q^L&Rz~P;IKp{scg47PF;V=y`(};T->*}9`H|u7$?Vk@$s=9Q#{`)) z$c3O^^5|UhcsS>w#>7*Q#v^Xs-2y9v))mv$k!q5l~N{}|TdeBo@;4`a!n-i4_2}Jy1F$XCSE*IV;)S57?B(5gHdzP?$B4J zq4+%>v`fS7>h;*^ff!00vbG4@uY47hCs>!-{Yygxj!@-$=G&P+)BwB^1=k1)IOH;z z;;swpG-amol3DH8VOpyf0kze*9R0|Jk2JrJWB2kBq~h@lmu>mN69t#+xSE$Q*b7jO zYmUJb$Gp%n2xj9{XKfdW8$+!tE#vV!O6{2*Dj_i7+G~4 z27{C{u@numZ#c}V@2KfzvYeSE=@2t;(G0CT@^6mBm+xg69?wp*l(RhAkr2%5n>~g& zPB&irX}Y>U7Sxn4HFDkkU@E2FNDHG5-K?i>6lfA{;#JGPA-hhXE>KAQCaH{}SVf*m zE{t40{aukfFic5ry#zXUkO)tM90N2^8Xr>mNG)|iuDEE2DeyCL-)tOtn`r&OePZf} zzQk=G@*Cz?DMZh^$SgxU7G<`}rrjJ>T)Nm@-Nc{q)YKw_BD?-R@8FNJ_ z7$C4P6O1Dn$SguI5*Vt+t3>@cWyTHL`l2ESwSiPGUYE0)Xlim$S0whqY=k)s^a<>2 z;~{Op@4WZTFrVtoa7Zwjy~Tp&^0j~T%vXE5Zo0SEYv0#-Ji|m- zB}Y&tdssoN@?ypGY7puG4yo{7)d?-)KgZpn{7m5~zXzQdRw_lgyQ2 z-w?t7U<;UNng77I|Evf44`CI{KP*wdP{RMMuqsx{=C{D>7f75I0ik$L<*=B-ySN_i zT1y@upLl#GA1wR94jeosVq=JWu;)5$Os|rOIwrse61F*ApK(a7LSTY5g!l{g;CD6AFZO_u^*`BzKTBHv8|;CCh^nmk?+vf=HdcDpzv+>F z*~9)P1+TOW9|f=UthjV6AJNQo^dFG%Kg2ix=#1sFHnB9q{YU09pM!ys^;cXLrhmNr zMQi+eP4&OXd&{88vSj_cD2l=<+}+*X-5m;dcXxMpcXxMpE!?4ScXun`PghURbkB6p zoqIpri1)r<_TjAH>|p2OM6CSflTXtAZGlhQN?706(8%uRZGII;+3A}rU^D;vfnTP* z3jg-z=bve8rce8Rzn`+5e`tG{f8VkBk3js#YOB8p%>Q!P;2*{rf1B_6i`we%P9g8k z*uVY!&#!+hDg1d!>5sAavy#GJ1mV9?Quw(I|5{S`=_T^Zgx0?my_o-`gvk8wONhTO zDbT(D+x=nQYq_GinW`d+M`UH?sT+}fjKd}IV6*ko;-Cgs%)9-^=yiRp9ZKp z!|{^H@>GQ})0CtRG!7(!lmN)9xKS49<)vYktsG&zPZlr8rLXq@*6Wp_a8NK7+z&0U zk!ua2Lq*m+P@=2nwsYq*mh%Oc{gh8I^;2Ldv#QT4Vpm!BiH1Ra6I$tNDxA)DNF$yZ zKCg~B5p+ZoZEbNOf=D!XpUtjjb?Vn%0xf?e6pi?rZ^1(>UtwqlzOvp#%Nc66z_;>p z`Hf%qkEfM>Jv6O@e5%Y68dspA2({aH%+iI589_o!d}C$17dtrTd!zN=KtdslCU8Q^ z|Gpeul_kws+eo#TD0)Yr2=O!_8k7RB{It)cI7)C)D?#P9^1uign`5|tdln)m9HV_R zDub`Xs+YoHD+2=+i^jX6Zi~;K$s9)<7NspHj%Rb1Yh;m)$4Sdxhqu;9V8EFK(;i1( zW?XIQWann4vtIYT)zB)73-%Nd@Wt0PP$@hjT%|V}vpTS6Fx8S_UGv9T#N&$TIcL4+ z{g5y|V@8Y|lBVk;@H*>@KOjNj>wq@~R*2O>{9b2@rU|9Q;asNX>o8Vk71^fr^K5su zrl#Abz$F{a(@|@oWastyIXLAqN9OsaW!k{lVDPBzz%kR?yxn#p7qbbc=QYQ5+vR*q zg@}m6U|J2??hl3|jiiNWyg>|(gh@7aOA*Eh7S_0uSA0R5lDRUtU_IH`(xC>?Qv7ds zA<7hS32U+nfpKMG?zuU=xr2(1Ar7r-WLO?cA}T}tz0obQ)-f#`gn1cy^oK3emeD2l z?QjJQ5=ZLn9ihogq!E5_;U%-D2!p-?S4wQTpn`B3J+|sh*#ZOh6cPxAQ}(q>(y-Tl za$lMCmJoze6=a0Ua914bFKSrJ$R7xfJDhWfo%8COEE;Ll<^|u)KPb>@ypvzl4N9sv zoZ|U!tB#c@2f&2TA@G^A>c7@5$+MamDonZXsNhPM=lI{K^p`-TD^2GF4Am!(9~H%% zXa%abA{M~K7)}CB=!YnRp@$XE838Zu>aaFPA28Y*ZY`_U20^G*!ITq?K$Z>*fYk7V zj^`zSGB=;)Gs-H|&#L5Xb4DJ+unPpMX0N_V7lM6MIW=M$mZa4tShb@qZH>bMi??rA z89uTA%86^4@d(2Lt_rC*(>bNCqcl=p^)+_!jT6?(3b40tJRJ%kvS*4(m}@tAE!qw| zCUE3;q)JQ;@SWS*dC_jVNB5X{3Uyy-^4`oEW{CVprvL4@>}sJGr_2g(gPFukDQ{4g zg0%pr|F96osxE@QvSSv`a&?tr9A<)NYonqx6GABD#5(NI0eEsB_4I7y_pRhIOz93S zmLT@pl@d4KUB=x&WzH1=-SP25mj!&LvE8&#{T-Q9LBZa4pFuz(Sc3H zw4#M{tl_6Qlf|`HoQDl1v51*+SVP>MdiD;vpLL{5>kt83eKu?w4R^=01LM)Z{8#~s zAYNxqj)}Z-@3$^VeRK@P;9Kz zRy;a@$)barWA2*So_>PIuRASUBh?`vEIsqRmOQ~)dtQq74xsy`siIMf`>)1vG3*| zCzmNQHB`qWk$G7dEiWqO2qv}T>ZM`*r)>3m-t8Kwk>{(ed}>s?0Qy7dhUT9OE!M^! zQKllp6W6H~Ets&{V%td!RSqvl3t~BQZukql{hO6HPTSGr2ny-45E)s`I9gZK5LGw= zC8kr(WY7_rv$zDw#$P*IB3Jiq2`o1cn#$Ki9LEN6iF7$UQn#g4OhJ`Gb@6s!c`=R5 zCDm5H2VSPFg|{npM7n=AEI)`m=IE*wjpP}%o*({Jn)WVo$|&RuS(cdq;4DxG#so?N zhK9gYEXA#I1H-Oj?@q(*iXGLK)`s#0+M{M3O*8hw8`ZXoV}XdE3G9{|CHdf%!UBQ5 zM{SkdyTNR0=2iIqN;j%~0bz^GK9VN%Aww4mFp>qLG*|Oz$^qd5&-f(f+AIiM4#C&>* ztbkxx|FPlLhT;iS;*B&k4?K~KluCdaJeXqXVKkU(cTeU?EM5oO!K=Js{-BP)&W8h& zojuQNUWncfa`PBL=M6;l+{qG_h;#W>4Z7UcXpyM4spYG5O84AdQc%6LCq8%d*6k#u z_{wK=3XMWua5VWVp}t)pvy71l%UQ8kV$%g(GW;I@5r(z_Z=XcFdlN%(yMoH#)XJj^ z1T__coVSnJ?~R84dZPY$-uO-4M9uv7$*Ro1KRx{|VPXFFeg%J&H+7rzQom2=@c_eE z=Chvemc*fM5ra}4tl{v&8!6VV4&Oq*x|3U(?Eb_k{Pvc-KAm`056oZ^fxp zz(N`J2{4?q=m}z8cdgZCTQ6q%%V_2Dzfna z5Qw)*{gXicrr7x>z^S{Ruzt2G43CABZkai|WEBLP|>-R1$2C&n5uvc_`erF=FQBfiWF*x4BNp@O< zVz3^(K`GG)gq~6S)YwUY2p|<&$U9m*Q*%X4r4@y(LWUr-pQLR=0vmNG>J`ad&$3To z?8KNHTgf&mk`A9+h;S`r6zAvWZWUiT*6&~1?_JhDeB?&I`3T%FpAkMymma_S!3?>J z-hQrS&h(k-j0P}?>f?ob>4KR?yb95(6y4L1fr^l;?ee1()+0K0wy&N(2EH(A=mgO# z^yLieyu}KB+5r8Q6ijASL2EsV*E4vuVQ^!)`C8q$ifJ=9`y;UNs{85j>$PS>1~7CG zLnkBzI{dvzM?_6+*AJcmhBg)-N8)6ynprF8iBuEj2>rff3I>qaa_dZ%60{Q_pwLQr za@0~KvsQ)bZ;T26@d&yI4P^B2tsEi|d51Tw4;kNXsUBOXA_be)J>vN`k?~D)S3Y3* z1ydv3ku7rdPQX$YTAg=QZqi!yOAjZ4uke;WPRe_1Wz&1#5(p*T2EnfFq7qh&S`PxRG#^k_m_*%DCamz!6H31Eulv zt-#xo*oe@>PwGN!PdKP~GOch>uo&;z5gOX=&Boo(OWC-nn1uMV)D-R$E*iu;e@}45 zSX0z2x6>m#$~Qk;J9A284aa;z(1td!;De}L-MM;CQ_in%&wS*h!7DfKu|I`oqt9=tB?WZ)&|dV~ zUVI+=4za4I3dxnH&I&SE-zco`xsvBo#Z>UHPxBZd_dR%dt{CIp z&ZBuIVBHedC7Y7pA%QnUq&G8V`hYK$<%4*=>#teHA+D@aylxAcApMF)JmY@x>GlHQfu(!-qH^|; zIZhejSYNRTUy_Dm*R{@kN&6J?G_eksJ^hB2Y4Gbd>)=7@reJ_m@xCfuOWjp1 zh=E*~s1n!+_6PIXW7n{kOFU)>Kx+PWHejqSAY@-+$$VDBsq7YTtgg%r5_Vrr>H#zH zyrjnynLGAwYPQ~SYZNua#6bjGvL@e^>lLyBKsU6`49_$yYEOg1&<4Tf9FD2L9HM&G zQ;}1{C2IZcEVCO1^$!g4r?N(Q2x>rIklUdSU4yUQ^CZv+83m#Z{Iu*94`4;333mba zAi5{5Ldm9Tbh1e?=W!vdc`XdeZb6kywrbGSYVgJl1-DPnpc(y0MG-tcIPBi%o677` z)IOfr4?dTpJtyJ@&EnejpB!Q7YZd0ZSr=6r0yp#>k|1k9fYTC7_fkOREt1#<)Au>I zUQLFn&FMLeo`_~pW`GM|W-=ufoY2nqEcef;m&bPZFt0=R@Dg0fxfQYP{#!mr!{*>YDSF;5**3Aj!R(}X$q4?A9Y z5vVt~zH5e)AE%&zC8B=ZL1pIYNMDuCabVzhP70j`z?-PJWydlC+w1zADfvH+sj{B< z*@1Va;5`30(pxk?@5M92<>l&}@1O;bp- zctZ?v1*G+;JbJ_S4V-lo0n*22w7EoH^7@6SOkBt{tAe%ioP&g7*`?gz1d*?s%Q1V_ z!7PIg2zIiX<7jL?H`{if3fPWup%vHZy&mqpK}^_iH%3r%G*K*e!DROjm$PStYJ-Oy zW3&Q%i%=wsQ)(*a7bL($vQrwOMkeWkCc@#`HE6uDH~WE>it0( zVeMPoMS|qB)3`vK?Ir}S8V%LRH{fOvKVBM1hoau>$+##FC>^&?o0dSsP1qj;0GCK% zPRg0&+iP?~D5EfHe5b)4h~rWl78XX(ytm$(dkL5vzw<37AY)`add_Z6pHFYroX>75 zH=bRX4Lc{SZC<@~LajT<1p??|-3V1QVrV8SStG=jeSV8=9)bLEw)RCVx4RMwL~4*N z+!LRf(^rs=KNxx~_;W7L=3ynrsuS}oJ+t_Sp&Jd<#PaN5j3-a{-W1>4ogHjveJ#8s zK&?lPmriPc>0zYFM^b6nZI8vE;BX~pMyyOr{(RA{WBNt&uo#-9Fqn%LS{|g++6_*+ z*J=|`Jgy7Puw3h;L+8>WZ_(M*QPJuzaP~>WpC{;E=8DZB4(6&6?qJ&!4>Shg8m1|- zQt?;u4+%w>M8vCNnp{GvrZ1ZOm^qGMeQn_sMbefx)ZoVi(ndD;4Ip#BvP2|W!!V*t zz^|)t$*_wgdJ9Z`#6=8rq=Z@TO62(naF4p(JIpWgAPvhI<<}llB>}tEwJI$Y!Y~jt z+~=~%blda8CA&tWsa%8E+xB1_7rQWT2efh@G@5<0(7A`tnO7>~-DRN`_yCn+Ln{2z zTA&1>qX=QG93i6w!C@Bc%Pd%_36N0vWDJS;2z-Iwv}aiPAnZNSnV26lF7Q3*^L_Nm zQM68?5<>Sxq)XpN!(`-c^-V#dY%D)CO}J87Yqp)#DAFT;w}S1!F2jwn1I7zNJG7@x z@YXBirGTn?7T)9DH5ijY4rx8&)}9QQm~kkk3h2_UNxHMzPi_hrNCEA@!W?)fZklDH zJ%`eMEch9pG5IKb2dO782luRWDU+{#u7o0hU~fB zrs~ChR4+(lT_L|hF`^y>yTM|@IYy^K3fv5`kgx4e;fX_^<3y^DvsTCVNs$HXMB64b zjoS079kocQ!G_9j(@lO{u+B}JK*%N)E3?rLwrxKTwRMvhQ6gU`4D3&?-XIVVbnajC z*8zw(WF;IoB1fzx!6)_KIxVFjqi9q$P!^@I5UU^I;<&jAX8s$y?CrA&o znFKC$Jq`Wf)9pHE;;~}A&S>YxvHG^-Vh3;#P zwQMy%l22cr!l{X$mk%LJT3rvOmzQxx0GBgSI!X6FtE#Zst*lgV;x#_cp4LdADy?~f z+jmxIP(FXoT3`Q8KUrD#+%potJ0NiNZJguyWj&<+Sg`EY)nd~u^31Fq)3opn(WJ9t zt$6V2xcY}nS^BUfUV=tyr|n`JWTO+~n&(>xB$`5(Ct$id@1Jy^{Y=LGhG*#LSm^$a z6@Fjw{2QKO`S(ry|Ac4$|7O(jGdjP4u74PHu>8IT_aE>XSy5pD1)l%!8+9=Mb1{;X)`XJF3geA$dvN_HpYE8#!D~dEL9r*)y&zwEX0oCwt3R% zHv1)dr{jDL6hwVqV8P}#BdvB~?V0WQr1qZ0@eGs(w?>W#bjRrMJNesm%`G4o`JJF(i@tmT#mO5gU^fM1dKR3+5V zaBG@IfiA{H5inbaj__*x2a|_u*{yxJb;%X5azPm>A4Utj-18#K3-KGbMK7%`Ki1jz z_RA}rAb$=u7_d_;qhkbQ7>_CRkkO-j7%45eIGX$T?&kl@--->PT|vKeI#egH4C@X$ zL6`y?J6K3a$p3x`x{KQ}!oi7Eo<12OA-Q6f36qptWRa?gOX@mJj#*Xfag@x!E-(~i zSeY%fXu@It3-J^71ds_4%v+wnlXZ#cxa3?5be{PkQ|J~Z(|Lpsvf3?5J4zfwy^jfPESWk!-E45Y+lc?$MjO7Wp@h-u^1GYMaopHVX( z8i*RdwV@J_O<5riwJ+QPaCX4|w;q{BSO0T`H8(AaS6m zR&nedHBu`Qn<2~a=Z9N&R`Jf+acy-4RNV(9h#lO~*^v`7*y}3F8fki#jS0Ie-GY2% z>zGBS`UcS4E#gFWc}d%17!S+Bmm6Ys*JR2n1h?ABT<3baC90d3h|9x^oG23`9P^y9 zq)qJf9L^^?)#2QFk|jBn%)5{~nnU1G@nU>!anQM*GaD5?U@gV|5Kjpt>CcB8i2Zw2 zHhYHZCqgF(cZ~O-EIk@HW;RI#r&9DV(L-G(H5>MvW8UkIlcFXAqhF>Yi-9>c3MQ0c zQ+sTZ6FK_j9?jhtI#V-uu~I+DH5yB|nmP4^&oIOr^j^!RMAm$=ZjJQ0Am-=dKg0Ak zoRH>fj~HzeELU;`u4#vBo*AKxbHBmokeJX3#3)3fzAjCAhGZ2w z*LwYO!1qASuXrG37ay=G0B@UxUlmMjOb#qVCZO%rcAWl?@$YPaS6>fBw4!v zJ!G=>E%6$|4a+m5vwwZBbMyTA%Oe(0YZNIn%ywpSiNuKb;ONv|{NCxFdrk`OOWi_>!mqQurH7I` z2H-i)(3fryWNrx&I8t2w8ZMBfuHed^for|Pufm#>)Zx@RgniB*?`#oMgAu;!3P75H zn(8@LA(#=Ujx8;6n4v94FgWC*YpoBGX6g(oQ@JL;J0pMJ7p_bex>TaPHq$Feq2e(f z;QZdzc-{U3_=ol@v1bg|*jqZ;4}4FIsfVCQ5M6&G9Eop2m!Q}FK)kh9kyhLfikrrp zMHjZ4657H|q!8e}1!{8H#@WWLhd4801>nS<)PpI7$>5`6qvd;SV~)wbdx2vddsUAZ z*GLKMp*r@;$K_v??v=l&xE_E$Q9T)^)uCn5#c?-2u?tRI0-WWF-2mXedueW*jA~6p zuh)f*Z=KRbzxi|ZX!MSkQ>50T)s##oLmeMe)ym&yMl6KtrpFyEzTA=GxcsJ%V{5_fm+)olE;>F!8CJD~M6FcD z`{+cx^NDg9auqWy<9X>YPo1r}SGF&@kSmK~S@pLIxdV1WYS&d@0v6Gm+_~UlB$KHP zAHf>nKLikULHpH*wAYXv5KrrxNZK~-Y#92{w*+vuDNnPLR_C#B;#^QCO46yqeN$F64QH8Ha45ddZ5a&3J_Cr$}yVoP@!Zu$D9{9~>irAgQY zZMi6DtYHdU)&-&ZjHg6w75{>r#*7-)+D?xJyU3HFsgI6W=PS~-aM*P{5()XG>8yEx zMt<^QJ?Y|0czYNINRjxl>`>}b;JKFeE?AM_;j()<(lKysDkM(=T>Ijp4Z@a&zY*|G z7JAwOYFz1#gPDzMU&6ps*JQ63WuTeZzK@(8|lafakU`m*=>a145^H;B5&EDR?erLulVBq(Vl_Sd zSF7)u#Kk{wBGKseK$Rb}ojI`rq0{0bMrDH3^pMR(>`r!dxJKX4-B;NtaFa4+h&0Gug$?@r#TX+{E16g_i zc`^A_#{4>N@EXtd#L*IdWUxweqk^zTF|48AXq$cN zbZhW*ORM!kwDlqLbPK!;1LtPTq1Z%iqR0R#!5xv5H?YWZnLADWfk#ym8c{k(w zp&FpQBmL>FsceZGGdK%toL-zWuDC|%eelyaq_Z>^S@3z=08E`{@`7l9Ji$2%TT1p{%VMNSGw_$jo@(ypcr>1={p`uNDW9L7ELPB zrh!O6J<4i;m5Lq#i;|9m?`A8SMS-(U9?3M}kaDx23hp9->jC|;f2mc_=?%OJpOgw; z`ut@3{N($U)zqk%fqns%v?`!Lg)g=|TV&p8nK`u=(LA&!yn4|LF?DFbnsV#wX$+B= z=X#$iI%{>(&Ai?XhMJ}Gj(uNpxSWJD?3bAEbG}vI7PMP{S;^V-qWfG6zEz(kZ`4`J z^hu%nOYF|KJiO`lOv`tP{I;v0tLsC;)EeTN_Kj7L)Pb!}fN9W8CXqi!k<#5}th6?; zEWDc)CI~(Op+g)&d^lM+McI{yzzqFTOQ&1R>lwfq8kWNG`V(%$p%6%Wp9cNXnw-KR zWU1Y#3APCmAT;d<96;!4fNZ9+Y#DCZk}D7of;hZl0R4isDOte!VfmM{$-xn);ECly zF?(2}libj@QN_xU!yKj$-)R8@8XZuy&6TkYqyr`AWdd3zc z?C#xYw%Y8=hLVkmkzOuyVA~5iksY-+6;eGu;CP~Sx2Zhiim~y;OJ{KH#Y?zxIIB)oG>>oY!4e`mNKljD+A+$g_0Xc33m~Neq7@6+e|l zG`}H0mfveP{sVHwr=lV*BKm(|K_yBFvFH`LL8DT!T5xuGVFnZ&9d)AXh+i(Wad25<;0NN4T*5jArU(a67 zJ>Sk>?={cb)tR_IbbWm3@~Uq=cR1vjNr?QAB=cds_7`q-KU%CB`2o?3tKHxwVXpU{ z9d|2e5GHnNd8YnoA@gkl+v^tagzU6GqKWy~!t1-!4xJ0rN{6yA5#`QEbYn$lek=Gb zJzgZx7L%R%nvsS!3AYEy)%1V_2O8B|rtOz2M_daAX>;^0eA`_kj4!tq;3KZybj~C) z#u020+SomPuAum-B-^`6o%%L@Wx%O3PXcrNb82PFL?u}b!>r!q3jRPgWgLv)Vrj+l zFEue_Z^xkVEY`|QP{ek|NJgmp0m8(7fvXWh<`YZuXu2Y3)-s8vxxEHb9aPEqM2-Ax zIkCx3h5^3U0wsFYY>ks7txI5!4*`eK^0cY`2S(N^f&qAVt>3isQD$flUQmE(IVZGe zX>kn@b~Ei1qJQW&vX+*O$Fe8xuUNQG2nt>gW;?XqZ8hCaGcycIij`o`cfdW4m_3rr z5tZ-gcxVGCe;&cE&1hof-73qenXbWK>r351X=x&_2#A9>9427M zD+`Fil2;f{V{yG3J=_U5fnwrcJUF%g>%fGP^KtGH|1?kq#b5acnGLk)U6xvBlNfPPViIB ztx!j7tkduXtMAOlQF{$)^3CvCy?2$^Of$77xJ1go_C0me8phACh8!0=IM!t}Y)f)T zF;;1yJ8BS;5KT5(zmG&6K%dS7<1nrN1jp0EvMEMQP)|>?))#9O1D%-^r*(cu|DYob zHnERTE-v!CO-@4@GAZIuJ7!Ag!RecnPB3aXWK(Ch&7VLPw1ct+um4mtYQ``ju2*2& zxGhN$2yX$?M}vk9#O;bT;!N(Drj{dN(;vn5n0BX12&sE#DM#?*`zDJMw1)p!6~?lo zH`rnnV0hC)hPT5-FS0csz**>^7Sk4`H)P5Np$*i&6Q&EzIRtYT_%k-lvmy^x#Dw4H zzE^loFWM%UhA!$KA0=}wkVXRqtkR&2&$rfGKCKaQ>7q~srCepfGj^?3DY^pKWTP_N z_EO@;E?ey%AG-rC-SRPiI5$4e(PZaGW>mnj!F)gSlIyWr#{y7qs?_Fi0B!UpBW?%v z_KBy~NidT_g>*yOPeNcA-7_{JVG4|B_}&lMxV%phaIVu`qPo2X8#K&8Kxm4x@RG1% z8?X8j(FO9upS)m7CEzZOF{i!4-6RbWJu#-EDB=3x3Eb zp?#mw=WlpB_E%&_`Zmd{;z9K`Id_J_z2Ee*nOKbMQAPz@6MMi8dXmq5v3jAGoB$|c z(1x)4`}i_)4($llB`mWC4-3hAp=xxOfO=s~(juIteG(SB(A|)2)t=aL) zww&+Uw9!Op>baIV@vIrM5KWs!r47veyw~i!Yvu4<((S%0_JW>0l|5AHN;t`m~b{WSJIFNyJ zsf!}V#n2;BmQ;wE%S&7lZHO^H*v9T~9r`jgQuvLBR$K!Q=^N4xY(ZkK41I#=tbej` zPUyvHkA0Q5MQ-ci%MH#Gv3m@s#9KP)4YfO5?j>lt9&WPHKzH2cvHl*lZ8GJaf&tYv z-k$NE^B(>+Bi*=~0bvqoLsGexrB-A0mzv6&^X+F8q>)|Q-4$F51V=bWI;0KEt$-$I z$AIT)c@tTuOPoWm}d@d2)Kl}Y@)mQ!F(4Pu|9{7 zLFyi)^xk%Q%A4w(4je*js#(fPMfc-pKPF!Ie5hnL%DJ+T^#TR%foFt7czlV@zqmtl zN>7JTUpXUb`;yfA;q1Y<2~V=yd7gJ~>#^F0WZZ$FwT=3CTJoZD zas-5PfI4hpVPSp&{&LI(5vher83Un8P)Jx+k~7>OZJgH#8Iyyks6k!dia7aeDREz$O7JKklG8Aup{zeM+m+`F<6O>dW>R1oE)aI>`;s|#`lg1 zyk`Ra6{AKpbH*91PkJW~=s3>i?U*7s=`o7NC&!RZY#c?Fc`gUBk+?SM)Uc^a9Pq`a z3R&5vu9c9%5f`K+HG`%2Bba;x%x&tW@at_*l|*wE_xmmI(~}gH^4t}QI%#sfkYix$ zSxKnU^>qr4A3o=6FBolT%z=@yrOTA=d{q}?gD)7Vl!7^ykI{>ask0xwLvYRCZFdxX zaD^wGo%%ipXVfwPeNqY0r`+?j#|mGI6Ix(2UJs znMMz<*}mDHHQl`N6lCUY73Iv+k$$=hgDbGk{B^DfW)->_s9ieG0u=HfYAW8Q{fH!x z+mWT`;t~#`N2Pyy5~WJvh-MdEK^aW#lXx!s>*Xznx*P{#;4SWf1jnKx62x$29YUep z&`@`pu7?Y?gpo@4luXR=k(}&qxPpjCzqI$4?eDvlqk~P$r!K>vzcQ8a3m#@J!0Zty zC8K_H?3k&XlvJm65s0Z0PQ1~KR>N2$**0N^c&f+ap)u5W39Tj^aCRj_hOVyY_A1P-H8E^ zOxBQMGl;e~Whn>p$V|dr?B^bXv(D?ZSM^pjy%Z~^a(H+W9Fff3Rt02uVKJ1YPFIaj zdVvu_%kP==;u}7(?%5N+WXSiQUh2wPdxq&K30Y%2yabVUnvhJNnwrZoDrSxCvV1Rs zFje+qmG z&OW*?1@g7atv`#%!>U1Vt815!H*|OK;ntAH&FRxTVN##qtR)eYI6Ab-C^yD}du!Fn zd7ZTifI7Su8u*j?tkeAV#^9wKt;E|~P2HcSB{w{caK@AHJBP0c*@&!l#zs+R>vf({P{DlhcAZU~F;F6W zoGqG5=eeYim?h+haPq9kCa~LIQMq9Yr(L7O~dvz3^4?9r0k~ zTi`_EM9+C)i>J@=f~AeQU_(XUfP$6t*`h8;S0noJrrDycNLK^=z8)&zhlw^~^XM|- z;gGfif)>?HVED#Ce?-jj)Jt8pzpP7Hfk5NIJ`Q^l%+=7Ey%aQOFuA)B+)N1PRsZxz zu(tZ?szt^T%|4B-Me(6d5&0NF;~c?bjjT=F<#LNO$}V?rEkKy*H-CS z%ALC763#*J4DNxjC5zdaRgvm}d5jz?AU%MV>eRiX|}M_Gc#5a6ua;J-#$5=dThT%hnF2ISFH zQznc84@t8)nuItY=dq^y-Z0z-Z-`)sHYMlZqCCW#FyXQER` z9yX9O;@`VPV%;W75X!d&G`kHF+^JbqgOBf#ls~<{8ojkxMst~W4sa=vDO&wJ=l>l8 zR&%HaN2m{}pQz8UCM+XU4@LAYP&-nr1ZAjK`-X2ZU>Lae>(v3wc_YzGE{ z*%&9m+KSdYMiigd+ct`;7{`QD3|U9oH$>UCjDk2!^B-8Dh%f9bFyr&YOW}?P(m0G$ z$}|^0L4@QnPa*>^rGT`p<>yn~%$iEZy2D3Ox1*ppbIeJGatuqtv4A~=H0=|}5vcnV z8I$hB02PCA2FCe-k9D%|+j!ZX`mn*u*_8B!@w(fFGieam@S^+Bt<5=Q(IkRV=zYGS zLG93J3dvch(^t0r@u`VSr`WGVgbJ0)x#syU61{_P1O{N`_Kc_>=vIC8krG;~SN!v_ zMxe+YbrwVP=@K}}0ZvzN+;2c2C)vKJ_KvX~&KHlD+bzhOBCWE|Er~yeAzEzlJ*5fr zm4A4ei03_%6L-CUlfiM7L-_Gw^|+CM@NRC&q;RfJf!?K~;3%ymU6Z51)5+_4DX{Lb zq0MLH1`eWKScB$h6R+(7k*cE$EvNwq1O(M93jpNEYeUt|3QS8(5pzHja<|#8Q#OyO z&dxJ6rf{7=(1@b^&PC8DT=EA7o>juU%l`3;)%>>5cUZuHLI;YTELkEDyb153-pQnW z2qi~k!YNdYy&2G+0}N~w>fkl)t^vF67X_k~hD|loUR8ryu>gyGn5~~_ojCL+y&xoc zWFdtW5P4B+?7m%uk$-|P9HZ_-(F{fk=y%q(&cLC37EQxIWb*HqAa?Kwl#+Vk^0})} zm(B#KuV*Z*581hv2?4cCYx{9;x59X<1-J1A;6dvE`L7V{SAOs}l1NX@{C6cB4fXF8 zTz^A}G}QmzM&S=EQF`Q^B|^6yliej@`snPNe8Opdm;| z0s=KKG(;BESXMn&|M=M5Z5P+Y8YwQ9v}g8zl@#o zdB>2jun!!a64}KC=G}-LB{&^x zp&9X@IupY$0nBuX`3)-4ynCAb!`A*k zpo&7`N@7y{{}-s@Kg+LZsDJC|{2yY)zY5L&E>`??NB^LS`-LmgGBIJlyU+ZzQu!la z{7+!&pXuWM>T&-YeDT+i|BEv2*RS~R2_p^lpVSX%sQ-Nd;rHS=dKx;$KOn}__bFEB ziU=K!cZ0{Ct;fv9h&}0Hr+KZ84U%xJk}VRe$?9yyVyzCaNg^caLrapxpw=;9Vf>+* zU{j*I*=<>1QT~2?e17BK<-s<+yZGV*b42CcdE9wG@ZXmS{J3?-91Rx6Gv)F^knkN& zIo4V3Tkn4vVzoaGLgIG-O@@mjf6Ci*)5`T@BMsVy8)Vz=w6wB_$d{{=m|q99EVw_v z7RjUerVww^6PJJgv39?+4sMfrel zpR%oHr9-NLXaACRpK6}hTKL4L1A@aHM@=Ky-n)4L*pl8XFA|LJ>Wb|vpy0`*3r za9JMGrg`eOwsc8R?eG4+F9vT_iu zj60wx!}^aYZZl4U57Oa9GViq}x_b+=stKL1<3k@#D;t(-jkwz8UN<89(6NRackXw; zT&kP9uXo=kwB6FQzrH=Lzy3g8r=dyc0TodfceC8CgyeF)&5bQiWO_|%iEC;oj-3qY zBdOdXW3W}f86B5?>NAdn+BNFLA}@I&i45Dk*hh(msZX&dG)%#FgRS_g!I#kFts6U= z=Od5`QND+;S|)3=bF<{JxT#*COOL|fbo^eOTbzcIM-Tmn}_nkolB@@;~6oyq;cb!k)W=Jd1w9XLd8EnK!r%w6yf7BqBO@YSzkq9=xR4YW$uY z%RH8doqorOr(D@w)Y!xp+?1HeT4`FEVvyH~f(U#IG5tmWHP?{lLFTyU%IeiOj2#i}@#yyyhc+rlx!-9r*o zBs6CJyL<5IUk)Vs4hU=-6CDf-DKV&w%4_jtE=SY!pPXk3EHF?6{r7rnBsfs{^NU8@ z16l!TLir8YlrB<8XihaJgrAsh#;fXrm+IR$jh71~A4^5HSH^o4r-=?TcfvYVq=`w4| zQo@@q{OvvSVJ7XmvAn+(SpkfY`;rql4b-Cc?NlJ?b5(;`cL4@#3^_22VFH_doK~}# zkVwLpW8!|B#)xThTUHa@M-mKuB@Y#$Q}TNwp4In;$!~@m-!LJvHbBJQEl*a!g_KmR z{C1(=4N)M3lp?xd5}w~pQC{Ac@KoZr+=flXmyw7Q)vdOZw!_$aM7~bOQAuMC3gF2V z&H?tA`@jC|4Vf=eb^n_=>cHd)_B6={hvXEMm< zrHlJg%7DzBbfwI>mD(54X5A0hk=cF_xX+hJaz(2YzosXm>q_WooJjwMwxcXyRz55clC*){Bzx2k=(dCaoD=AuF>R3_-rY`8SSY)| z-;Ge-ZBv}0Ss*&Tr4@eA(1G&xVu9d&cT&kcyey|)P|7Cq+S8T)s1kGyIvgvF$RJ@> zJy8Q&JJBDss2Ktyr#Wxu6#AsEpmX$yOmoW{mh^-mA=FTWq#RrYnk!Z-%7sze2CVHR*I!Q%ve*& zE3v^-^T^XVyMU@s6E{Y$@OEf`cHf?fB7&nJ`~1)jf8HLL;_intqvKeMVd*Vk4RnB( zzOM_8d1pDcsV(dQjKp6HMInH@TXq_UJE7H%heszt9~B|9)U3VI*LB)uJ`PE<*as>T z5wJ6-jGj@d5tl?IgjcrutqdeNtxcs@7oFHi_qY8{Cl5-KcpB@92W1xp8Q=UX?6>gx?2PjawN8K zxk6$AwUE*CZoLMYE=~c<>Z4^pq&T1Z4t_hnpq2iH&BeR~L-)WPVI7Y44r2DXx2C

R+_(R*$j2{9%>QqT`~ceb#F-60ItDZEndjs%bm_Q>GuZuV zwblaq)v+X+0DQ1v+5+r3F>_*r!_kb!zx?u<4-i(Iz<>GW0|?d*GF7qpx@^Q_kg2924{XkZ|TJOxGc_`GW?m1(@OCEl9sIDwmd}0B_dz15|BIdh=C= zTpLsggoM=jqp*`PA(meSjdNNT9WbdXpV(>`;xJhv#`DJJ#0j{^wk0Gob2fQ1mo<{d zgtmtdLp!0AogHM3t1_ASV)ElT)v z>WiyJ{<1PmA0>DZJ~JIh!l^|%ftDC!3!*`jSm;&))c*}iEi0Xb)ZAZvC~qtiVxKDr zB-jo@R)l{(1Rw>Z(~@=CMC%*SJ!J{y!;E=l{M(VTsyUK^ioX=0Wl; zucjK7!jZoQ7FcNlvZV_=)=7VH9T?K#Y95_xYr9tn=&?{JIa`@0xY&=r1K0nQf&o5~ zRk+>0xPLgc1C?3n8_s=Y1C%+sfMZ)HrV zx$MaCScE*N#NVJ>Hi#?)GB?zB=O#gG`lH_)ap-;AJhPLf5QkL;Z{ju6maJn{Fi4|! zW*f#+XqY7V8AVA1I`+R*TeNM|xId4uaz0;Y%M%d6i_H=215!TKc0~jlTOZGKTC#|v>t?&gSE zawCLB+-tjf_UWV)@d=B|T1WKxzE6tOR&O}+bN#p>glbUAtr0INqNqB%1ti4XM~7Ub zetZUkv4y#Ye&i%qG_^pQ6#wqjGtamv7QX%^mlV6BYn7GGZz#sNg^XQ8W^6Ha*ukat z>H0x*^_L0Ej%V6w^Vo%O>3UF#d-vf(BS_LZhN+o}M{>BRSK0k1U~a0--%9uaG9}rH z*BnN>7^6rV*vMS))13r!RnFNpiXg~(_8Dm!Il{~Ix!PpF?-T^K-%s)NVvI(ywv9dd7^P|5+KD3RhD4pT>NT@shwoPWB$a^cWNql5d!^wHIG>PQJY+drJ95l->gT%}07qr{< zYdyd%HOilS0m!o05DpEpbqyX3l}OVM>t16&w~rHMcZ)2Iq62I zJ?n?wnhRG7?$1cL1bsRLI`38Yx=^2)p;nknyq<4p-`ovjbvmd%t2;}o7=babp>h}X z5%jF^Tk~S6g=Sy$kSlsevDu-`MsZyQ77IcJtaNMr#>$#y9aCN(@0n`K+AIINYR76uv7lA`P71HHVP{ZMTHK=0 z%G-mFQ;F|-Tu2WYS8>UP5XI4w+p|YFgZ9_0&T2+(jDsDY|RhFmj|0oM>$-t6@AQtxmwXe1vr&ANmW?>kX!TM!zGMwFd;U7?ghzI@q}-Jeu_G|5 zh_Ydhl#WCkN&G4gsXpun9R>#gNL;|IYDymlpGLwXU%>lxx)Kt2A(JhkKr( zUUFe$cuSCtf5MO}lx67jmI|uR?)hU5(a{t0vgM5Ui&Sinf4d|6C9n1lbtkc&W`jx> zmtureC1UDL)afC4OUFSAps&{S(qN4^9I0tGFJ+9qdlX%`>I5(MEk3WTVp*-_ zDX)jb2fu@r|DM%zg#3Mv+;$_IEH-NptH3zdxsDK;~weA(cn8j|iYGPi?^ ziqClg2D{T~jMKxdPN?>mEWf?Y>b zADu5}P%deDb9(_XIBRLmI|p}#y3xTIP5w*kexH_D$R~cs*cwM3#_4{Mn<*~8-HbMx zLUN1?E>=CATYpfEyZ~EPmef{vx6ql^w}w{%+?ZMd&f^B&#smmQZ7f|ZMQqNUp0WP& z_OZ#vLD(Rp95Q|`A+bVLt}MOK*S(0DR~j-#y@n$#m@JS42c0Ug`mw|9J>HfUu5FEg z79(rbu(_&uiO3GMX(s%F2=EAaA&O+D^UF;tKaWr+o)f6CsRbGIpe1^ zJQ+_u$ozx$nfaUPdstHYP~@H$*Q5nxk#T!2>k6M#Rd-nHV%R)oVU>?{@Z-^SsY2O~ zXBk+~duyggN5@QWc-PgF!Zc6hQp(KF+-fW{^uP;H-NT=ss`(?E`($+1EW6xBBF}K^ zB5JZN5aNwrNY%ffW>Q4eS!wX9kgQ1bVS|95Ro*OFrABZBDqW-7uv8HoWWWlxtJEGJ zb9PiEdASp}vFrghN=DI>nv(}|fOUu3_4+%ilnUKzpcE7}sb7I>6a1u;F^8P#9nUZW zpe8bhT2k`7UGgeqzvvA%L}#A+t7UCCOeB7wq&Xg`k;CPG$*5Rx%9J0*(NFBLqvAot zFnKW7ay5mTK|wU`>rV-KvwWsAt{D|jTqsX$6m)|tM)%2QP}F5mQ5;`SE^TdW^rMydiDcG()+_q61_B5!-wZ7 z58(49QgCs8YEY9ftdDEIIV*LuX44MNaZ3DZuKn5&4pB3uJ~q0gjd6o`M1O%UdU0zH z9z8DvQpTR!9O3K&*K&3Fmja~Vi36UeO()HCWv4UK+U8E*`UPdIPkb5lAqnU zWSU7w3E%LbF%T3K0~x`mw?W)n7TI(kYLvNjAOXBO{f+~WB8zRxouo6-!P^(gA!j&K z{{pT`@aM`SNt_t_4Wf2Ei+Ldq`7IGgOX8bKC@iO5gZZ5O9>MF?*|>yqara^tAB^eqS=| zMKVw5l`B=IeHZ3Zw&Kujfsi&52yd4>=U(K?&&WF%+GHIR%zjlekJ8`CAK@G_)B+xP z5lixu0c0Js-{jfFicQx01nri_RjI~$ma?jDaoL={Poqb5sxqCCy0zgNR)Zv$vaFoz zTr5XQJog^lZpz|qbL|7WyzTW`%&H-0ln@Zb{MKmoeMCTm5BO5V4C4Y!k3ynmV&2z^ zIQ3H)Ai#F@*TqtoY(@tbcSN$6Yq=+0f=MzPQIQ-w+-*q)U&}vSxdyI0Hz;{`<1;K; zWJY+`BJmfW?B#9U?@Pn~#EsO;fL{{}5U&{b9l?7_*A-Bm#Adm`{N%Fut~X^Mtw5^W z$*m}RO8y^};QqGeGl9E!3V|g~Io#;m-@NX%8aywr*lX*dPk7fIDBbjzw7pR@Hb-h} ziJCqx=pi&Ec|W~@pydKI{8d`r#Ve(&?Oj&kV$fs^Iql%#G%k*Wl-f&joD4CHa0ZA~ z<;fHYqHJ`bnIB9~z6%)#8ly;H9ayJ-V`>onQHQNuG& zL@GX9j=s|2H(i-dEmW##jEqQ}2(a^fYGdTfwh#55Uy;d4D6qe@$Q9BjRKUMtT|>h7 zQ9hrQW4}A#S`GrXzQI^vVOK6Xz{Oxz<{4aL@!Qne2%RF!B&9*lN+BPfr@Lp!C_bFV0=Z?N7F;yl}Fq z$Ki3f%;Wn|JV`re&w4&1(=TOTIHTg*H;N_&&i6JLr0U|LWxlXLO=Wp^gsPx5F`4R<*-$0DYB!&N=;p)GyY#8cG7T1szGz(FB z3S{w;wW^~5VW%)jQ)p;j=Ee)2UhWp`nF(edXSHrC`%;3} zIeULTZDS|-d;lz@3J6j--C%G$;J_%@;izF^vf~d6a53qZ@qpX!F9V#fbR*$qCHqo2TI|d)#5{!@Is&nh^w&?c1 zma=1SldRrpR{c$QZgxg7t%K)PDB7h(vHR6JcO|NA-maG+m%S#`m*dK`gRsUMl|m9Q zJcxQ;OcxvX{ysh^LG8hq-6JZo+jmd#7XUe*Unq!SR{7>8X7u14HD=??(5y~bx|&H& zN~Uip(=vK6VlP*q?x3hbz-rg$X=Z}rt1}bPosi!uoud`5Xe06&OxfYq->Y7&elSH( z*0$i?w+Of$DhWw1&WfRavsMZe_~0%i;=jj~gz*$xsyx|qxlZq zInT`Tb%Az-nrB4H>MBF?-?B#;Lz-fM(=X&&2;DlDY?>SAZt#~`uf@G#=Rs)?nBb_) zJ>QUExzl?v7lfyfcq^ zu*|eZWYb07O@38=;yNFA%`1k!K}^=*ORyO<`F~K60UehfCq1O{_Urr=0n*m8$S3=C zhx44jnPsv<-sUEVvB75n#=?{5!xhy{vQSu4)Lxq38<7`#7?B&Q@EH~&WHsJ@^d7gS z;>-EkK)+FWVVI}u!qJgPS6sT{K9ltiMO-!ZY1q*G+r-?Hwop``!14)g${R~)0sb>J zBro(x^YH!~UMUD}T||;B-QV>l$!%O^hhX@NYoAXtI^qQd)j*m+nXAkevb~W&Sw7h2 z;|Tu8%PA?Us)lD*mI)sv<#9f&Mnn2vNs!J)W1xl@bGv*#J6SW7aM4~kkV?~*FJ$Uz zW&PCR+az!bM(zQvRb+ZD4VCmG_Z(q~G~FqTNLkAMkJXVt)+lD)?8=fJ0NGkhK@ZZn z70(Lk#I(D?aPas|)P9Phi6?MT9Vl>MY1*5VyjZHEdwtsnBTIYd#BYaXRZ6W#g78OK z@<{6gw=YL^05gY9sWUG4^^2C47MSg_Q4l3~KSd$P)6qkkiJ}J=BXADMjnmM_-)%TA zQAqK6`@wb&LPSr|x?mu0TT%oiN&C64&2!w_t_`mi;N@y6*p-UdLvZX19qyU5ZR?W- zR&+P%h|5#0uXdHI=t;f_|AFnu28<6o+}GRGf=6+bF*`lWORIftI!4k{I|-SD4ZGK= z&WaGfDz$oE?qIdG{R3J8!#)rRPq< z^up{-_xQUx{qQ<{!XZa2^<=w>e|!?gpy zVZTxB*AZeyGi8OtMt8W6dCI8bNfvf*Es>RGizyB(yyeG!RxXUXnb*EXo-g9q{rsWUMA^e zTL#jZW^6x|NiN))zY>@ho9d9uIPK+@c+sb};?p~9jemcXoKI5o`Xu;ml z)I=s(eKg7QEd5B^WLt0iU9$mp(}LwMA0lCwW?NB-EE35wyqswFx?N|6PnC9=+2;5< z4>}K)6Tek3$b3lKQ0kPCjVcG@>&doS?Sen2jWPkNHdci;k_1?FxL9v)})U zt+oOew2AB$u$+l>kQB62R&Cf}9voyZ!n+M)4MPG(gacH8=@jovH zp}$=xKS+mndk;e&%&EL0U-vWo?XRt|`v2)x)`#P@?(2>i|GqV7KJOd>ffg}RuKnJR zX_(gEkr<)4&8bNTJVemxYr5K@xo$As;`1o37L_HrYkNzK{J)Kula5Y zQ~jrr#E~-(X<6i)I#wo1#~ei;@XmS)Vu(P8Le5%$(00t{yHV}^q(5kBb)tk>u09#U zb~ko6WfCVc&(Y@Y{@PE>eD~umlroVxedc>w9(lK1dck|2EoxzmV#e{jwrgbWBn5t@s0jpBhzWx_Xe=SrVp=nhsNMHq01&@fQ`% zdey-V83L6W)Rj+CW<~v^*pHmTDcWf!j_olBFK-vF-d+|AlsHx~?y;*u_o~hTu{8~I zb19eAGE);ewBZhH78nXlMidnDcBD?G8I{%RIC^>wTM{89Yv6*i;7R$%0U4SobBQUz zFueygF zAA#ePWZJlhsOet)@TK79ZTi8w9!uevR#^W;S9gsOeO{9e^kThf{T900zMxLsYOqb% zkZy9JxK8ZtSxKeky1HJ{7VuMd1((>Tr>3wv!RX>lUL-mCP!k!mM zY(0wq#6{aW^!~Ef<@5@9znPf)OS(@&%Pba1z38IQD}Q2(a_w{T>-jBt+jBGdy?XgK zJ6vE(ZRM29QwU?rukdwH_S@R)d|^o9wE%_HyhV|4!j6{AY3s>vG$!BOZiO^^K*g+F z#kw(3+5$j}0iT$3@t*q_7PrA^OK=`4Q#|)x78V8ll;-9=_T|i%iAqW@k6#KvJq)lK z^e#mV_tr4=JFS%@S(ZM(cqPjWTHg`w9b*_$Ps-$M7a~7}`hP0H~`#W2Zi! zTg_5UZX9O-+=%t>9oZ({+nmpU`z9~C6mF=G(93}iA`|)zy>T9)es5(y-tE10?f6`7 zAA~Cu+V>mX6o47}bnO|(E%`GXljnBPG*()jKJnwPkcm5X^DuwwfJvVH{hN>uiF|Xd z9v>*yL*kOk>iGM?Jn+u-1+~ev(5bCr@2iZgY%{H(OriWID}t@9LzDXa#M|99J(Tpl zq_JbmG$|JOYYz(#&*0`?i7~p}F(|j{Tkurc=@m`Oy~n+SkGz5o(c;{F(TIEO7QQTP z%?j~`t`^!+y#ss1BHWIkVxmvATlYkI=VHi=Gf1?;j_^w3a7^Xio{-O0yHwDjO+4D? zQe>Y%c$9x6BVu5zko%QnXQbhCo_Sf3{x+J&CuGX<`swB*evKNs}1~Q$0 z?vCo)Z}u8i)rKp-{6a7LdOQdjdVHivS98lbo2n1O>WMP{tya zZPH(S_oVl$Cf#`j|b*-f=f=}oPTu+J&$u`~SyNCP=q zssJCXbhn6&vNu%nhKyjbkJP7(|UZgyou4aQ)&y) zi>XMjriQ5vg~WCcb1Gs)^MyA{?VN_DZxZtUOeE9HX4i!yP*OcF(VAOMT_pjSN~n zs1>ULT?Chu{yM?Gz-i$r#<>r`ITKbTat@-?nUZV zT{@sHCYlANAZ}`tsg5QEMsti_x9z3HX&bE2u={5Z2zfGUZZ2=aU#R3)NCZ#7pyLOq z7hxw0WrD}JX1GdG`>OWX7B+Wrif$Z$Lw37D214&JU3ZB&{vF%VvJ6MAk+tuc&rz@S z{ywo<`Cg`C>cS$12DOcoPsP(|g6E36^ijjyYNjFDSsar@p7NMpl zW4YOHH;V87MP1CcY%>VpZ4#TrhiH^raWHpfDJ_W1d|u$Xo!K9Ka`X%<$PLr8ulDW8 z>knJFt)O0v&qrJP(P(Z)MF)0>@<_5F6OiGMhq;PiljL-je$E2+TnXy?%4XTg)W5|r z1E~q+Y409g&?CG)g{HPkI`+N2h>=d_0wJHJm%d(XQ?9=Uhoh!8V*<~Sw;r4_f6y2+ z)Icclb>GZoS%CG#Ex^x~J}Ty8q_mE_Vo_Q!0@gFZ7fi35bjer&vqk-wOcRW&i8|B+l_g|&%6jX0)x_u_(#})0>m9wlFA_NY+!GMFI}n+-BnEGp3TAy5tb3D273jGt4&8DDzc2IjxL_z0ne)%6~jg0 zPeXz}IM1EW59u0s_7wtAfo5MY>i%KGgq`x=-gOlWhZ@yKmPpU9e7h97Eh6a2?pENSl)QT$x7Adf@E&pF~QWse>%xc0OCXEIb2x>rvH zpmF+QXwpoB>-=t(^?^aBXPlQ`M>9TXr4f_Nq4L_MNv?Ca35N8(GE5>;GLC$75YpUj zwxULl;8kB{pJQy}fBY8t2TiATMu_u<<0m)l-tUo5z^I!xdjVi?tsOnVXipv`EU!l_ zHXs&WlaRGfe&H(25TCwLPViiZLr1LX$&6B?lNjnpyu?xY&yT4;6KRO&)u(fA;HPH< zb-Je>J8hTLz`6x9M`52}&qIG~UoUz97c0Y-dWU9$P+(qY*KdkS=O}ioO2xv?(%S-X)#SHvcJ#9N4g2;er-V z^qJO^*C)e{T!0tU&lR|(-~SmlR9UEBK?Y7J*mzgZg#ey$b<37<>bPg;R^iO9SngN* zy1)@g4pGlEP{SCaDVN*VdP{||9*9n@CW?~g*Uwpb}Hf#MFu z9ZD%sN`WH51I69lDHJJM+yjL|a8Gb|cX!v|ZqF}$p7%ZHJ#){UJ9B65-2Zlxm7TS| zdnMWHvp#awD8M0DA;)k?j3uFXyGaIqru`KwCX)%rZh=*4$7^0z|M#@PeUR1(@oxAR zk)LPV_12tNq`73DNWxwf(4Untt#p>w*GF(7qaUTo?(m-`)$Jt)P{@0?)vjQ{h!3!R zq_Kfi>Q7g_??z9L;ToK%7vF4b{7b;b^XHCh`kw{dL}vrYzeh~yJ(HW?**mN~(^)Od z%`1h(##TOu1gIzW5tQIq&3gpkJ|j%&5+SxOiGakGUdJTslqKrb%P})6kb@t2CzCN> zP%3^n-RV+@eo1O-0{DE)sk#X(Zk&+2JcG|3C;TdzJjeo=A&C$VDUbP8EMA;RQ9i3{H8x6}GishX z?*6#C)_BH8(VZ1_f`}NeMmru@nd;u(kv?3FB$9 z?>HuW)qDCBpusnY(R+RRNGvjDF{ibN#?OCEDG{aa1aRh)7F(JkwM)-VU7~h4u^Or! zV3X1(ctK;23*R0asL`Xe8#Nw8{tF2(>$X_%MAoB<*4E7pO3_FVd5GUGS+`H9pMR;@ zdkDRY$ZZ2Li7*&pcCby6fR95!oak!HCEa9>UJ(&a9b!r5qD3^!JVvag1Qi;}rsBl; zkc?la1AzIAAulDG=YFrCRH1i|*u-AR`Z2jk28hig5U%)Aq>4r3$ejFVJS_Vdzh?m35Sut4?CQAIF_cqFOe zvkh(>jl3zwkf^*#P>Ylc<_?b}DPZ(7MK=|bIZNM(l02cp0BcWsj?Pg+{Tj1QcR){V z^Ao>>RCwgOLv50a_pmSg!{+f0H9*|RyT5Wd5Lc@hyxHW?qdSeEr zk(Ux>4-=s~_3$qYCLn~d&x7@5(OR$K;+C}0R&3>$;5GY~J07i=ea_&f@yvTdZSj<1 z_x}70`#x5z__mG`YYnaBv*o36&3EFxtY2=p$BoNoiIeadZI!pq$u(!nf7Wf6SD`vr z9JYko1beF=N(ZrO)l(?|ZG3cemBjj(uP;&Hfl7ECU~u%<``MkTXM49TI;U2$svmgn zRP7USa%bpt&Wj+^#_%vD+e+?MD+t|0f3dozO;r`8-Hb8?lw$QmiBneDB@wLoDNgB~vQB*4o3qHNxjMw&cHjc=lcW=nl=1dj76Vjs% zD;cM#6nzk_hJMnkcf=2voHTh-_`<7QEMW?}=V zhRMuX5Rd)eG5#IxLe$=lTqg*{yyc6H*0{2k);SEQF%c8Owb3R>%OT4MRYk$HLv6B# z)M(8(*hGC8AtwV(uNvBQGRY46_FX+#`Q@re`c0V>)` z=m`g}%ROMu{+mxfCq_w9ibqHT2t`bN80Cuqcs1$ zNq)?5>^pgFXQxmyY+fz)v5`x{EwjbC$7}BDC9V|}1%VZlmMhhws{eQag$@r7xv(_O zyQgtSWc+2 zc(}0K$(7aGH5nF9va=eLBsP_kh%_frLsD&hS$c@8(r?QF&T0v_caln#M74Yl*N)$7 z`yC}}lE4Q?DNdYo4h1ifvZ4Cc=?L_(LKW^A>;Y%cVHfERtoi+1r@Ex(L;=A}>v#;< z|G1<1x1A&M*m@(qQTKF+rUL;V{=%la_o%cg8+JOjw;YzOg%?hvrs6?^B&O26g2^z( z08YFpw0sqdOY$pp#G`#GDm&}DG^VMKs#N;4fd7m=KExIRwRNy0w~2lzN&!9Gzw|mq zu0ibT6Cpc)-|1Fv5vUw6!l3Sg@mZezQ5|65pmTb+mTRi`xOE; z+wbx|-(8#QkT~^Oq1t$TRvEPXoXtpcbaoT>tGU&?QC^(qFG&sJn#kwI zPh87c8~5+=j41JArUJJ^}o8e!F+Re&g!_sY<;$NSk=bw&0_<0Qe|haOemMR z{fN}mmJ?oWB?Bo(gFNO63shwqCog5BP)AuE!*oy{I6l>j?dy~jln7szVhPKU-0kp2 zV!R&ZW0j~ExvDOi&t!z85esvsiPDR@-Y?{sTUiFqf98|S3G{583BbVK7EwS(Mo#Gc zn-}r_i}9v*@yn4DM%>4N-;d!MuA23O&sR=paS`Gj&p)W=mT|6y@A1tJy=mRLXHh)c)X}eS zpEF~E*N~?#dB-^=bOzCKkvAbVzT;9MwucvEB{!=(m({BWtd z8)2uSC#L3fHcm0a=M&AIQ`qeK7m`S|Mg}58dutoNL$XqNL5uE??DBl~mhTw##IE{T zZfF(li?#AAwMBAe!L`W=^J}Xu(GVCgxn-kRHIy%`dH-h3?e@8E@Q`ShgB$GAjZLxy zo__5D+a*5lqwmpy#Jn)tr$(0dsW&`Q_C&f$D#y910d9NgnL;jNBr`r$>Fb;ue<8&; zcY0b&XVeC-g9uZf!^bGe=k5A^s#?9I7SxaG>r0!>rZm)slzE0ry`wlBuKMfMKmVvx zB&R>yA!HRwUcIAz3{dp<(k}Bd?r$VEK_05EECmTR=U*b?L_gf*oG`Jz=Uw@{U1Y|m zOWiz0-;kXy;C^`9H#Sm95i6WbVkI%Bb7%Z?PRUMU_!z2RXIiZ`32>f@IF+s3X!RvL zDsGTie+hZPnIvq<@AF+>+V3%v>U&X#V;6}Ic2!|5h?!X)<9X^@6C@^bj5pW$pN^xv$HjH?z_9Fl!}w3hAeX=R>XX+R3<*1YNErY6@M733^Dq4Fe<#=T6oN~G3be`gFwxDovT3p}3-=f!24blyv4a~_& zMs2Z_lNu`#*oftXWP1dg(2GtGtZ>`vrAfQT_#CG^2IWiTRH*=UjmiAs!ucbxBZ*(` zn9J@PIt5PP1 zV1jZ>@}j5CtuzmTF1j!w-0gG|u;j+w1!5d$ok2x=imAK#&A2p!MY@9(WIerOSz~Id zZxa|~m!m!kv2O}Ts+`PnIw zG)JK@5vobA)fp)&^HBKLqgOY}l* z>D|#*f??g@Sob;D=0aRrdQz+bp;Hb-5JA6q5Pe)997710&05oObAd*A?1!L(d@tuO zy#8z%&|+ivA*0nFsje({yS%_gk|;@4XM|rdWqll1T>*DodV%0RP~-i2tu@X}Y!h$z z#K$v_>LJG*Qh>zjWzX`6rrX#ff-rkM9ld@L@)uI_H&b70sXP@UZrKOQ+WUFw5D>ry zXK3L@qN`8r{Mls&QARbVpm*Y>p+{ouBrMKkTvvNJ(JVS;^U5~}AE5?b2~B~}6Tctc z+Q7u8ZPe_e^qAgQET~_(DjF4Lz?niJ7YS%GG&a%f10dIcw-gXNpisTQLNmvWwpkCf z7{inpBf4n8eO#K~2YxZ0e$Q|=C(i}+OEij2!l%U-5sEeBKkQkAX8AIB2En{7)3ebc z;&V(f`lDB_M{r!F5K8LHQdra$iVc-vC7VNxspw8hSh(|_xbjeaUo|DMSmk$0byrJhKeQxI5G0h^QaiqNhM?D(**xN>nJOrk|`f zSZX3|6MTX~-Ch-~^9caVVOEz#fmT$8P2^vr73JeljVeCC>t1x2eYW-I^XuoXipG+2 zj&xnHL<8y!H}xvUMLS9|Eeq-wu8OAJ@j;gb+osnHMbp9y1Br&ySMKLF5{B6}A%_}O z=Wh_?+G?r_4YoGNq~bA0u*l#F^ovhTmvBvm7p?ik!TaxtnS{%n1{%eP25e)FsqOJa&cuGyg zQ`Q4L3rPeC*%NKd@X+S_TkJ$@*~n9|(hh3~S)Yb|p)sDoozffp&29gZ(33=>ZvLHl z2U{}ea{g~J@zgb0zz0Q2^~P5fMQ=TM`4zfd7*5UFpvh$W<9Y+Z#AQA&B3F!QPqQfz zUN3d06S%R-Bx+ifmOVPrw#8@xFa>jXv77IGh!*FCCi0rTl|v7%QEvpIV_b|BOy8L*s+%G$OV~-bBwN) za*vDz80F=l4DX7CV_TSp&QN~;-?M3u{*FVTp6An~9q&u3JtsAx zBx^JvmzFkZ!PYHgEqg7^s?EISY!eynB>&AVVqFj=5AsuM@g1$|Y-6+8>domB$WRxL z`s=yl1kldHeUfinW*ZTI8Y(_MZ|o6YY26(q{6YYu?r5RnHjVZ9``;U6k@>LFX#~b< zhxco+zTYOVqAQ?&Es?)b)gGp8YD|c?U@P6Ey19-N`jNtAUC!#`vCik+&DOe^gcP07 z@@0>)$uCnw-h8kX+=d7m! z+*hD-dx{(+ql;V&dHDJ?b+P|KR1EsNaj(~UVGew3kVy_4t<2t<2I@ev3Y`aWzYTIs z*5!n98cawHvJZUKRgjM;2Zj(U|1@Y^uqc|#t4F4@@lAKXx;oXfOWFF;Isws6P;ei< zSAnflI>kz{<;vr|FD!VmVyUhpYIi4_{XrVSOZ{)=`hPFZkY5YBmXU^5S}|1wbuOKn zY8bFiIi-?VmJ(@O{*afYZoa~YP+r0XcWXyo6EuMtq*khN;adu2Qqp8f9yY_nI^vJE z(k6c)Z7&gb6*;72Pc(u8Ymdbp5=YW?!^&TBA8CN0i&}=fKFuj0;>(brD81jB>SxP)~2-hl^Fi#MJ z&+mt3)#7|+K+DIL@hJgWzS{Pau4ssYEPn9!t^Ty=)bVp3g36nk<=%(IKJ&pvirrJx z>0%`#-ZK<{)oOm;{<4P!HHs9x=r-w*UPNn^T(0V2Vcd{O(hf-f6bc-AMRxK!V5XL; zhC>uRm3?KggnwWP3%1ZzpV%DbdNiPJe+^(p{CsI z547q~nUsf5slzJG;k5Nwe=SLS$>%C&!D3*Cd*&!K7^f&Ikak!+Ax4=-;dI-p!}sK; zb=u#$gZqI&XPqTv@yv-_-9XOR_dK72D|P?f3*lf9Wm@O8Ec(R+rky+Floeckv{}_# zZCFjzYa16{b+w8w^SMs*ckF2_jwjwWN1}cd&1q(zuKH#$zw-k5G%EvyK=u2nY5Wzk zTW%V(8IbbvijGm^o{cBbx7T&54}4qa7}->!CqqB3tqH?Vt~d((g~oL@aI-U3Eg)*f zQ&FNfLPMLpGe8^BxWK|QwY7*?JHy7`NjebQrXav)?S-O8mo%-ml#Ha5aO05IUn9)S z8W+sWofv-?8nw<;bbz$Izdvg@=7ndr6SPFyU6lrS zL`DM@L8KR;Z^$+4-qQ1AwMAkM06iKd7u2|6!0mETf=M%Mj{Jf&9o- zbvl?ewk-mSh4llV{3?edjpRq+z`i!kzmU*O#iB&z{7*rZ2vf(OiLlZYmARZ{iZ*sp z+@Ghqm);GeflI@sJmE;=6eM1t}+7z zj`GVdV-?>TIj&0-bS^PnCLZ*TtJ%^6NxOE=%osAUT9Vp8)dmQ8-}W#$cn2UdnZToD zFGNQS8^kDXYXS}D%8<59*0W(F;p})ycHlXOEHGI1qb0o;Cgv>J$#xUui&xvG|DdsS z+2`>ED~kyFnx-PNdm_CFg+NIC7o9GVd^#U#7rM1z?df5hNUUX#Re^UAA+EdV;@b(a zx&?b76(CzSXI}R}`~?o)aS4AfR%&ayz^Cfo6=U}9V!pjs2tF;|4m`Fk)kAKoBgOrt zq*zNgUVU>$+3V+0BgnLL4egIQgc~@Z5}@*A zWkF8QD_)t;gAS85ZmPe?{J)TxOo*~n=sBA(=xZ6Ar2W3?y9*`X%cKXY(nNUKeh-3v zCJixYCwbo!#JmU~Ok7Z~GeA+$!BY4t@vR8`tcdP3YVzJ-048p-Mji!doz)Yxu;(j0 zMh>p5Z3j#NH-@65M8=Vxss4onK z!V#*YiLEi@t3EdS8ec84?x-2Sv$*tW-lk2yEK50Ir0OBx>cvw#IYJqYWv4h|{mScS zOI_Os{4~u2s@UxGSl9&x)v25U#s?Q`yY6*XF|R}i8(n@>UbC*jCTBF+ zhzg|HK`x>Wb?{o<^i{)H1mxWV3@1=Xl z)ECZW5@82g;$%5KRc#jA3BzH+JvWj+yK&KDyQ{nueHj`P$438sKZF1=(eiCz5@)3* zZs&*0$6YWArLgiRtf~RO&TFP!rZ?=?aZROfhyh4rSzyNA>Mf|Lfpp}ZWI4>mfQ>QC z)?Ery*Bao{PL8dKFDoZvoN)>r3lT)p#lR716#9<7r|e;kouWz0Z9!kw<~Do8r5a3H z9riJk@~Pq1P)vzEqw@)Eg%URx+QCbcD+C?Nvip8&e$2e6^j8fJ$a0@1Xe5dnLWM}I zpm0BV=V`3TKGp_3^0VQw?@=SI3))?fGqmPW*0o@w`q=&XT2MGada*5ko+p?D|k?>`r0LeJhE z>-loue4n|{$eBlqRw{*-g4anG_t|s0SJ1dI>hFNy^D1*eHUzegGTCKLVNF@hZ(|WqR$M=ag?-Hn*&f(RU(_aPo;9rp|Y?Cn* z21j&`V_r=OFuRTh&Mj#U`mEyseC8O*I|nLYaU=6AwlJOmJ%Wfo;c7?cns4qw388;|o6Z;7T}xhNrtDkDw}aSK}2}IWN=afX2U&P8K)MxfVs+jrQovB!7QMA6^dM;CIj(vd->w@kJIJ*RkeJ z3Kx?}n-|H)j{2%ivAsXmRJ*qRldmaFdp*sTdbWnkArG$+mKWTBG2&38G2ZL!1t39e zp&%S4-kd+jg>Y0_{)L2tU!h{i2wPxhuTN$Eg(~;P%h23j7_f}$mf&ndLXJJ>rjLec zlI*}ew9%kso?aoN)hOhSl|M+&i$3G9xHP2kOF|h%s*yc zTxp`!_gV9St?INIGW~qLAel!cb@Q<`80Df&-*RA)({jm)eJKB@Uwr=Q$f_vDs*YvF z8u@2XY}B*Bod^0lxW`H_mujM1BHXQnZ|aIu&h$;C;UXf_Pg+4kQ`gTWK4a{W(O$29 zB6doJSNz%`is+oHb!o@1+8wtQ*jaBFA!29|Rk?;r--!D8G+iQlncDpxX7^!9#}rn# z^RT%i`PBO~l~n&S9x!6X(y9`q9_zstSa|q zbE>ws2`i79$&DBj8a?}-Lg8LFCzPZ5CNo59Mfh&E#2;y#WS^&OAh@3Uz>EeXHf4lm zdXk(0!c9CbWY^}ALJ6h;_69ttVd-PdxvDCxRU09bIoytaVuh%a>z^tljgO_y*13Le zZ;0E}@jfppfcg=Hxf@Vaa}r%G_0$sNL(l zH*tvyTI{84&!e%euWM)qZr}Diua^cd89Hz)`!N7EJ#$PS9L8`$N59-WFt3>`f_s-i)%?kn}FU8E>&P(uj^V zLnvCY>)8^qDT0T1yMht(F;YI(2*|TBdd-YpxFk6RG{&d{4$2h}?Uxd`s;2oBe{2eJ45 zAF5)~-}J~Rrd{2_zX0wBMi_XYwnF_+85Yglw z7-NJL({m2iT&Q(aK9`8*9Bq=!I(~_hwb5s+*}>9to>(PVAkQ5~jzBlJ2A0R!n0NO! z(rQDFZI!%Rs|JL3109_JB8r-}+kUrNL@zIFrDx1=sO? z^bLxO^fYE&x|c-~7{B0b%_jvZeE}9$4;bm0soAVaPM`Qf-6BG~5N4CVRt|ygkXNUr zB6C|ywr5P_7Wae)4+Hl=e5*5>p7R8)B%zI=a27U&oL5vWG7pOEKZ z-N+joKg-&4&Zh7ga`QvWA27=9qI<9OCR5#=&xBXEHn zK}*HZak-oFEO~Yr`fc)%^fM5};)l}>D-^bP<)h2$+w z1i&p)$!DRL2hFq^p`8-3-oB~vnmIJ%Us0qvB z`aZmvYTohTZIoa3Mwp>g-#pFs3U?i*Gr2VV!2=-uL*2a9?R|~!jCIxZ^ZMpsmh8NF zZ>7;8Mw6Hs?vr1~&7)px;g`=^I8%%+`Vo0FOn>rd0`-5Hjr{r>l_83_%I=FS;7^}7 z6Ub}5@ggviXTa{{YYJ@4(1M*fKRvbQkUWo;(+JsV;v;cMEAhYTqHWPV~PU0BSy}gZay8! zUIbs{EIVPWKJ#J9IeSF~TB3@8t};}@$du@@f=U^K&-alG`V!AUFP3dwNeX>Xl8;Vb zO>^Eo$I8X2BEt$?jT zlm*SqG5HAjf{JCNR1FLAJx<=inUE*|L672yJnmy-z|_RkWsIVzGsF-7FQh}bg`f9W zT}M>J#Hl=jMr*(nTGtWxKMVaIHUD1@*~Hzfb*iTQCNaT6t%rGy7|#x%xlb5cZ;oQ% zWS=AwXYgj7kRzsa^!AqIT@ z2DN`@`1FJtEx=k35?khTMAeEJ)(`C@-)&+HE)_Bgkw zhK6|$VyVD2OZVX29YM|E_=MD`zmUi>CO}F*d)S`oSo9AfgxA?FFrkg}?qAn0qt|Er z0)&BAIUThDn8B>Ia}^5Z?oguraBJR$p_w1n<&MW5Ht7lB8M>hAh`cD2w@Rd3iJ;VhR&QDeGPn7AY8DXarS!;@NM{U=?9rK6IYJl6GreTlgM1ZsjALXBi@Mv_uzFYLvF< zg3*Y!=*i?oes;SG5^F8Ffd))me1t0yeyETHecO(VW;YIivr5h5Vwf9DT8+GKW_kJn zFWNPS6bDey>dMXmxo>0E+=fxU(AFTENXUW9I<<|bXAH}ru%%W&DZ7dCR&VNzh{bT z-c~UDnPC{aLBaQs_d7LuN|CLV>aY38LU?zdPw7&9V6=7^5w&gksqFnJJbX2TP&oD0 zmf`j9D+ufI2$;F+qU0gSC_1u)uX;sry>8=>o!X>Du6y!^6JK?yLWawf3mQPKYF(!y ziEnIXyZN(whHI%O^cc-75pPdpPVYXXfI~BJ&!@wUnM9Ofg|E;u4)bE8fsWltZ^?ra zHOht}i8JlQDbs}Aa{O@2+xeK)xrm|O#@2~X)PyD7b&rQrZ%NJL>KPFePCR?$$b&@v z!S%D6_33vei8fo^j%&52dfJBlY$&U z_2P&}rkDXvlyW$QkBV+Oe3NWq&TcgzbAnM$X<5l`@smXf0*P6ddlNZKk-i=9z7XM` z_y+N%=SU+l^fGu=nefF- zx?&=K-y66!w#DihPFwxQb0(9hp4#oaRNp)VqNqd(_&vHSS7>kS@7H??nFk3-Z-1#_ z<(KP#Uh-zMf_W1WUOMv54#xHT=~Rp=y(1T4J>axP9ml*5QXT(w>xdfNq9XzAq+K@< z8&;TLPy9D!=867S#0%MRY`$&{v|43+ypJGPzS4r0&mYISX+FHY2kElgKWPsJMR^Gu zNkyB#jjW;1VCVm`S|rLp=2n>H%-IRV^8e6VkisgJhN^AX3_|u!E3y4m#z^~r2{=ZU zA#;C&^Xh$XN4oB6_qPJkz6q#<7$LnJdUh7p%Cfx8f=alr){3yI3c1SPnVYxP3Pf;(o_Da zqbZulGK~`9LrbKyp?y~+=fB6o{5v)sV}!7BOU|Jgmpoc&NLxdXAb zyE*fmf(94P>uy?es}9-lPIDjV-hmxaxRiip;o5hBI7za51qxt%t9$I-Lrr_NLaDcX zmvMH)^9Pl8-vWPZH&;<GXqN zU)#FC!UQ7aIP0cCmhk<@7l;kG1T$~?J&vC>Sn3SQfw!-YX~)dxS}0N)+qP=i*wf#X z^*P zntrYs4H<(l1vqO4yrLri3PeSz^C^a$v1H>=Bt%t20TJu7Cux~ael$k_rA@U=rA=U@ zVMQl^cJCo9aBsx%2=R;>NC~0g(@emUoJ3G_fKh3^4af>TKY=-UXRNvU2F?{CxZmOz zJ=l$$bE}GmA9y7mh{9J~FfFn2&e(M>ih8DYz@$`9FQt$B6Al_Nre?->IUnnrL(}u( z)Mr}doO;Fw=jPP0;b~`E^G@Y|R_n)k!e@H8#=R&os{td3sD%7o;a+q6Yj;lZ@lRL7 z6$tf-D`Mx5ZsmFAwYnErHQ7w#k%T#u?`(Wkkm$wR5| zp+OQMm>(sKE!;H9aH9!@kU4&F;cp6u+XkuO?N_+UL;zAc_o?I&)Dp(|{e}^=nKU)f zN8kXS;bmCGC_+vMWK_N-&ib=F=GBu@fW}9a_K9$Y}HV|k4v+;}9oriN~^a)jXK|^}qRrbYL5ZR_|z<_SebJIT@ zB80=<9zY7=x9^UDSg}{J{Gkv{Qc8awHE-g|nyFCbrLAS1X6vn3+)3jNY6@eZAzq|f&N`*wK} zO`yy|R*|mQd}@rSZ1=&s3-|NcHp|lc*bQ(sklh*UG*5b+DaBUi2n%2^vFCVcE0_bp zLyC|2N+m-9@O567u^7Pm3ht^>>}~-yGRc}`1W#c<44+3kcq^@ zlJIpCdZ(4W4|pU_W9rAiwtI>93Z}UHomR!U%|_q51@}AP0d^y07rq@}pk1B!VA^Qd zLqJE#@f-A-&vU{K2A^XAElm;6Dz8!9hta@Zj#i;uU}U75 zW8HKthszFr0sk>n`CI_5krNf|cc3x8V45>tY)4*bm}pSY1eP7_abrr;pD+7rW2Pj3 zN1#xqR3aU{gUPca8j|uS1VZ1k$q#W*cmCFmN)Q}Z#xd6VqTBTdJNbY%vcsigL@B985T6p@?I2fC5x+UrHZTexFg#cZob!rXI42Ah^xLg(nXU86PmH6f?i11y)=#;fTfvQvL@9ILna=nEYdikpPm?!UV zFkcDTtosI=x3Kx9Xeu3TVKkGpe6c#aO_cat%y{kix0fK_9h-aT-^>dtKBxT@DP?+c zlzno1LJbC59 zV_SRwu4wT2n^!Ivq0~m`*3Nc^32B^(FzcFd%*9RmWvbxcCm11amkQ{weG)B;*JfL6 z2EU0DR-sSDt(1Imh{jnz(Wl(q>?Zy}`|ym@1i4&#lSiMeyxY-a>7LCY9yfL(lo=rR z#c1iZY#C8+`|3MHk5iq6Ul9@V*fl{a`QX3iXN(6136ueITX0s8kg~oU~W0>lCtx4tDwP{5LLhO2(okdYyifz8%0y(A59LsOeb|ZL5P;iMkJ+q7F&CMywu;-?o*B(JdxNS_!c0pplQ_`2GyIXZ-Y20LISmnnMOIZ5oS0+IWV=33xAplb% zgAfq5D@_ozG$-3bOrFL%3z{}GwpopXV2RWY#hl?$r7$TY6=fAhYq_)craeg8tbh60Z@*qC-z?$R9mR-m$t z=A+~<{)20TJBpwHncGHv#;n$J1e!L}^(5)YvobR?Lw?n$$~IoVA8$Wr3u=8mT#QZH z;Zy@m*6aVVEw~FYNhuXzC_W{58HI0ARAlSgd~u7(sK`h7yVTiUb>VFyo(bRl_6U#l z)pn1n4v1D;I5~UltbZft-I9ekTm9q z?u;wqAfLx84f3K4Kh!=HORcTqw51*uzO^)YXPgdLBXEqV`$ZO5C;I#BqOqZ51QFbh z{jvqs5MbLKXS-KYW;vU~#bFdb)78!$sjY4+P(Nj3vj{%8(46b1;UM|X9r6Fz z9RGhjq@;RVX~cZ4-ziIdp0sMSmw{9`*V#Q6mP$}Q zB(OS=y&6vgVK*#v58}70q&0wK(oZoysE_l9iz)O^{df!9&qKGX3{Hf(Z)L(Y_YAD~ zo>cwMiuH0Dc3g*Qr|Sa(wtk%8(0?ngFnJ>H%$F%at^}^NmEd~!Ov1AKX#*4=1|pBi)s3ulzrQT9xl(=WC3{=v zBdT~7AnVTRKkY)1+s8@gO}t&C2LL^%+)>{zd#Wv4|_!I_GjXEW#Jv<(KElOMZNCQc23Nfc+zO35&FnGer{yMA6nY`3$w z?U~@Srckki^El1Ljb1h#kZ~e};H$0_%4a_1HdQ{Xt)_)R`(=ym=X8`^7a7?wf6=NQ zswc}pqGvX{~(1Lnl+!(1?91AL7-e(}{c z-AyjyHQ!b~X3F3V=g0{kf&B?E`(}OoK*gd=n5TpMle}$*(cLviGaSLRzDYs58jx}f zW3;PCa6U{aaZR;E`8K)>y|vqmACN2h8nzRc9GjYOhCaj#Jo$7pH^16W-YDyOa;0vv zg+5v*1x|LUO=3UICG1Ad0%Nok6y&+h4q#q5;l@Ye8nC7eUg!(<6%^JUislgaRFsj2 zyPnPty}Z~Lkxs%%1%qRs?^zf`krYK0pF;oh=@U`(-%jvFQeR#n$KjyAqg0#yalr! zn;=$IX|8P3XQGT5SxQZ(qF%~>1RRLFYIaV}c9;%UbgGU2AO{Aqf7=B3hW5L1OTxuU zDaQ|;j_K{eqgtvy{ShYQLD<^>+I%C)*w|kXPv*I@8Ln0;CPa>TvE-Z;#kP6}jHLwZ z8sFv~=FMeUoNCP(QLJ8fq<+i%+rjHs{QDU>yk+`UqJ4pM9RFwUdfA&!u}F-J2B&I= zPloH;*il5w@|_IKAGq1nc76I-O?u3V+d4Jp+m!69O$qxFYgE*wTL?jfbhZ}D7OUGS zj0r8HtkX6UZi8aY=GM2EKW}7TExcu$A+b7DHA;rYPQyj`f4az~w@8@ouaV~R*4J!c{0 zh}6rlX2i#C-mq>~rTBb)K(uKo?~-KfL5S0K{$K6D_Ir=6 zq#H+Yflju9hZi@5D@Z2dFXZyRDz4$&)p!2~5lul|hnyU24j%Kz%s|IH}$1+9C)(}-?t z33PJcv^i3GX_$pH#3P1XHU9#Rrti<4iJE(<_SoK36MB1w7z4q>n%(8}&fjh7$kF?S zY(QYjBUSJB{VnE<)%dGekblbRx=gz>fG8`F{J9!(*8D$%2wJP?k!Apz+6JnU zG<fAxv$#j^MT6rMh|K$dexB}pOm9Zat5trht{+%1XMe%mu3Pb)=IVGp8@wDx zaRAJRnla3X*ulAoI>z>FJBTbli-o{4hQnQ80Sp}qa!Q_g#`fLI3g)luk$s-*_wHTG zh7r@718`w4MQXr{V!MHf@PX&3()k45ib8CMt z42S3%x95RV$KTUUE8D!_1V?o>zPT{7R>ThPuFpeh-Y_$rdbxh^_}VdTotVi6-V`b{9}H-zE& zA0MC!JH>sJ`|}C;v*Hf-hfY0zI-w-^{i%WC^x8FTok;Bo_2I?hlk&eh^shNnw1X4> zbdPoVr$hL|q>QBvqGF4GCcf{ek~w25sZxN--~CzW^uBdzu?X|EFTg!68NvNC?HzVr z#LehrJpFw+hwwk#U@-qP>6sVYqo?Kj|GxS-63t~IkAF_tlTLBBf8Ox-aCNfHGm*CR zF#nmqPX8)SNIC(f7x16Kg6(DQ_MQG|tzU4gpyXNBs-=ObPCcSJOaE0JblSuzkCi{u zkr_K+(~iB!snKub&wMPC9$8gG^vEy!?}Exkbc$WlZ%J5$<$S&SHemHnQHaGI$TC4u z?p}2Yrpbpm;&D}(s-g;l?ID>9A_8QT3NKFHIh%8!n?%VfN2rP#^; zOFqFHkLmv<8>Mx>_3uj(>Tmt43Ai(^&)VaV7{o=g7;64LrIkS}5&PfU#ZtVoaIG5Z zxrN*$rb8VA%|C2a^Fw^`-0AO1b|o{fDh;DAT^Jn!L+oaqh@-cZl8i zQ*CfsEBs-T&TD@fx9pYq1lO^e+q4#jJEXnMvQ+=m-pbeRqM+{2Xd2a9DI`Wl5FCoe z<-$N~T(R8j=Ah}NaWHDSw@~1*6IE(7({b+>&kp-Z9gii!*;7(;3kGXQiOi*Z+;Xd= z7+(EkqENGTQ}U{&sQ8_Q0!tZ+RPd%sisI{}&cJWaO-3VBJh=OSI$;)yiaUun?=}8r zNR{{#|79)z!!raOqWz^(2D3cB&9>Vzk7ynF;cp!WW866i{LO5;CjH9>pAUE@u~qGH z7z|P=?-c*`B;XC)q^VCZ(LYrxsX6JZ<{umJr{i(>Yq{Dk8OPoEZxj4~PQb!kcFNlR zP&*}lV_5C(pZ^%4hO4+pa?*cF?-7+K5a|k&{wA_Xe_O78^KX}DCGh?s;eYAIAK(6` zCHe2aolOa7{aYbI`Q`8IWB=3>mV&X~IA_&GmcN`qmetg6;guhJcJSBwCkoSorY^v| zlXlOcKiq5)95d8h^g*w|=AQ;u6KVg}{%|1LWKSlmM)yE4iF^0VE5U4DikhmZDUwaG zjcv~WZRrjkrm3_Up#`6`KfF{|K<>rBS(ABCBlsq(a6`m>KI_sKzj&|z1im67^2djW zxXj%7jbj@WZS_RqwST5i3zQ#~Z+m~;Qag#Gz);l3;V zp`aMj`7_RJyKNwaoz=N>U$idx^ui?xX=M4pXR{kwb>qJPPfNo??|Q*V=dZX?>iNej z?pkKHZ!i9M93n zgGwS%X8W`8u~EUdqofxc#pMUDf2=1u2_)xFz0(bU`nNpM@uZS8D$SUlv7eyUiru?PW4 zT&(@~FY_m=$_kR-3+#Do*1y7K@lAruoEw!38@ePv9gA^%xiHB`_dkaWVo92{@?kN* zy>=msG_fPGX?W8`B$!H~=i&c?ZQ@W&nmfF%9zpI^jt_C%xR;l^fp*tv8)9-}2^~#? z$@<5wZ-6=!B>OA4m1TVNXrH-Qich#=PjNf@(-HNxK8`I5{K!>^r4;L}MRZY#uy#a- zi*zLt$3>^svSA>vV2VW7XPYGpTb!jhu6dMrX6|sB?rZzzdD#A=sLjR4z3;#Fg9fdQ z2cPyQNce3O>y@CE3fAU9kd$Pc6cXh)E7i+<@kJCS&E8Vd`qV=mg3CX!8(=@ZWc3Az;v<^0NF-TzBR^b z1B!Y$K1RY5Zr=cwDL(oa3S`n-FAQzO?@BXS2;!>z%P&O~MrRaAcG&|N6Anh0pOOi@ z(~z*ZOG)X*s`twrBH(f0?od}KU6O|!R|IDlg}d*MVBm@GyMN9t!V*s*Z1plh0CS1<=3e-byOgE-vtpTS^eH z@?HQ{z}X-XkRMzQ{GW`rbUL{m008a1GE=hN{(!z;08Zu;U99;M;CaSHu)2HLfuc#x z+}aAuw`frH*mAK0Hx6l7F;!;#v!#C7K+c>?$EUj1A>Mx5wA||8!B=#0?tE1kV?bQd zRkTr#|0Z=hi5!Eq_qNdnx>sr+`Gz$XTw0Vlz~Yv$N)s6=6+=MZ7avS{kDIn8z9iN) z7A|V|h`Fx|V)Je`V&b--m{FVcv8W&g)FU(?f`Qxs)S~7vP({Y{bxk5Gs$Kt1J|`^;b$c%bDz)XzsaJc^0%)F$K4Z z;8GN+#U0KZDI!?^vOp*eJ;WjJ{NYzo)d%Ep0?E8+u(WcvdFTwv;_7h$LKcZg_^W$5 z4s>x$Z6T{mtXs2rpSa(tG5nrJ|F841|1Kf%@7LP%z31>}|H28Hq^g|iAx0Q&=e&v> zplGh9czAj5=!A0l^Wz0Cm3IS9&QLv5XNF9klmc7y9-|RqW#HynckoSS)P|%f5-HQs zX`oI!2j1BWSrg$O2@7Qp`~|4o)tcF4mvXvVBo|KN^1T02X_IQVsHqUWRp}X}tYs-m zyUp5@!3+_g+Z%8t{_K~*=MbX4V(qu9ZPga3UX9CdX5$#+1>xqIER%fRR?%P^rZDAb zfe`9mFU}*eyo1$%0+?(k8Ty2kBn)sf@jmpieBsl_G5-0mt9%ne{i8`z&{mJ|f-RnD z$$-B_pMScu)~#VjpFfXhwBD3t(Y$YYSB%e7Xm^V0ke)E%hP z9Ki;RQDg!8KloiS-Q|7V2#s%a`CHi9SkGO40rtW)kGQX}lu#HP$Jff6tFKK?UUL*g z(;c?K064Zq*#OvBroZIb2T0#a=F}T&XU0$NR9b@PV{_}4b#X@sHgmvM--jZx@y%* zQCFU_?%ly~XCVjp8nY`hkw%DRT_JX&ip92{3`pn=@_6wOJ(QWo9P$PC6a2!fVJJ!0 z_&{@xY~M$th=WSfVKORyK)rG3V~PG|s>6>dRefsTaK2){_d4gWLut{m0ehJ5IdV|2 zoy?$a+>^L?eE9Bh0liAp=RBecRwp56SB|%ziA~ zm~*WooQE9_`Qld5AK>xss&uAlF|=7TD?ubQPuKz6aR6ls*7o9fu3)D(Y?>0=FN}*rwkLA?HlLrjhf79|gx4@j8O(>l zP8y_gl-^~n=D+r$_>S1D8kwg=-!w=P6V;f|FPdIKn0r>ZU=dZ#Piiq8_SKWLIn`Cv zQ%Sox6=eNzBy0*e*U@pyrBFmKGa+0G$XuZJC|ap(U5im&dB0#L(wF#lBGNw-^h_0= z?ElQzzOiz7B>iMWKS>F5uzr>-)!7DTV7U%g$~$fRK~jSM>JBU#4X!{q1zNaV+T%Q5 zqg4Iuax}bIGo=W^;w;P1G_41}TVHXBFML$}ZWu`5&b6H!-jo-GR-LrPlU1i~D}u)w za;KBsFi>zAnO>ASvrd?np^Blh6NX(_0l9tOoi`d*8^$S63vEt!%H#0j?U;$?vX&b1 zDTB7C0t-VjbAFD0k?|NQtML5=7@5$Qsww*D3d{rkQ8;7Ophy4SqExb+)B9{S%=~JU zJvgGWV=g-&=)rHmK4cN)e^q|-|4Li#|K7F2IBr^C4Tc^|JAYe|!CXXuHQ|#@R(tMJ z;x!XlUxfaOKVjG&T3W!Ax_^!M2uIm!C9@*y0P{X;7m;ox4MD}j(vtBX2i?ubm?Y`- zgD|eM1MRAq>Zm=R*Ob&9mBM_=$S(vz&c-Km9SQq%E~oWge0tF33^(Jaq_NfVjlN@x z=QNbu&!pYC5xVY1*$aOl!lIJvZYcYR9*;d_YvJ2tzLj^}HvLC4x8zM{lc;H!o6%DSLYh zM)iC|*kY=p?dv0gQ0=xvXXeBilJAz6uQ*wW!@BINh7{ZhG5Zy2M`x4BYG-nm9ErMH z(t;IHoWCwwK+J1y1Q+WuqhnwA*!pQ3m^3W8km*@h%$Y>UY*!o8i8I;)oH|xF0b@}K zPl=FF52O=YNj;cQn&xUH;a!Mg(z=SQm8N$~jtQ+q+@^_`#f(Ip=M-w35Thw88pv`j zI%eK4ql~lz5>_G= zC`6B;&R6a$2tQdd$%~wvExkAXR2TKAPF=8~T9r)lgJkVz^PH^QtO+;;TFSsm@|0@c z4=OQvO2Ld)AxZYZ$m7TVCthT!^2_>_4X?#!AcHN<6ZJhbeu@#fNrG}*M8BSP3(U!Jl4a-_M zsAE67b>(M+S*?@3a5l*+&{=#W-hkc!umKbSI6fpRx46*`o%-PY*JYpJ7_?70Gq-dp zxUGL2o7r_gx*~{%#~ZVh&AuJ*rRi`gJ(89F$U~rU9Yix6rN*04VzInYvNSMC_d|Ey zxd>(SMTsIW{CvzOquHqwVNw0bJhv@}4f?aZ0&m=2r(Te^x?*qJ55_poe?$sy65?H> z)ql6@@U&O%=H!5f|BFvcW&yQd_wj{Di`NmBxid)odh#0@_4SiF5tsCpgDw>}xmMUu ziV$Rnr7?3MS_%>(@5aHD!Mjl>+}=%*BZlI!^@c|0$qulv_88Mm9;fnRTKAb%(3ckb za~4lzDG5_T_jy5HYM7ls;_wgM+NI1y<&Al-;~JZhoCqOdOusLm^vr|Uh;*@6V^ z$Eq_V#-k-YoN>mx{0q=z5$ZIO%oV+16P?t~BDAkZ zh3atLr(QZF1IJXTjS7tX7S*PJX&928s2E}fuy87>_#gUXK}wlMkI$xES;4!uQGtT+ zn|Gr;u=qmbFGwuMo^ko)o6nBmqiViKhVIF=La!y+uu9bRZLU1O=Wb%tGNYus3x~QU zrb$$9(tit+YGho>A}HRynYjU2QTZ?y(;0T@Ss`PLIW4mcOH~Z5u5z>EDKqXLJ6WRg zn>{RkeIhX1`b#0^{4!mu3VUc#w&lbZHBlXZj$n4SA7R2;)7+#u&RXG`k~c=|*bTeD_fw9!gPhV?~s@D%SeN11uFwsB&4OdXC1)YKU&Rr&X< zA7oyJsyIp{kvRCMW@h=b$uC!1DO75xtmF|;S}!L^NCIGSjj6K+HW}Y1)ZSWA@=M|D z_)sFm(c}6;%6Qj=XqK^fKAP%b$+4fRYG5b~kJ^jqw(&u>lNt(Zcd~VM;dxepR#|M- zUv^H)Ov!UfTSQn&gHm#N@MP8nd=zuy>%Iw}?=-FI=10>EaCJ))9=_h?!FTEDyam}g z&LQ_ zks!N0bZ~B-{&`{_Nom6Am(jlce!RW)*a=3{sZ=%70~~1w&DU2p@V(8?k$2MtDt6HZ zq_K#Yk3?No*2cdZ!879cpEeZyZNbwi$=+@2m?T_n!4lWT*@8Qd1_NJpX~O$BP+h%L zt%ZQ2@8Ru{E%K7<&x?ZWOp`c_>`hoL4Bz%>T~qv`sqC&a?ZT1i^CnfFXG}Twq>JOr z?PVMJw8)765{oiiDBbAs+Me!V<_8JMz#`j$8ciUhbCv2=;R)&bQ&W#x+~@m9SPN1{ z{`Y9~WU3`2J~laQQ9acxc|eu9+16`ZYe~W_o8Op+J^2 z3fTXHYrwotZTqZ*m19MPv9_nL6^~kRLs~1t>r+mZj#o+#x4*-d-?=#pEWzGtR#lv8 zn6fG~V(ecf`I~LeH*Y0F1I=g2LO*&G%%4M^6unIGm9IK_^2|-XafjW7$FD__Wr%>( z&Xbn)^Ga3mwC4~R`!7H!Auc54Qhur4^j=+y!MJ9g>lL>0XvbDY)E1`nOUUV*5=t{z z>zN=!Nm1@v=v<8lX@T^JbRhP7!=?E1DAk>nTC#Ugk2nVuYVzCM1)tK$3Zz|t>y+k) zSUDY>bN&LXDE_pHD^6R_tXg1;2}^ycqiddQ7bCMDrqYQwlTG6)H=}-0~gM0 z>H~oB8g({b*~L%Gzp+K{$vM|7Z9$OKiD|9Ox1VX=DsVg!Y6ZEGvK#Y0o$??eaIm_0 zu{!|DFd-*l^`kMupdMGjSZLqrI40u1G0`kFR^w$*bh{|Fhk$VBI}_y+_O@@ZtWPyx zJLX_-AQ&1SW~q+W_|7W5NbT9l+rSn12O zb$p%c-TmP$O9L;OuOjh=L(NqyOO?=*A}^qbk&bJY+ot+v%pn=ViRtZ{Gp#36@}Sf# zK|wNL%oJWjU%p$2CndT9imQ{O8@eU1<`-ZHsD#YTDBsG#Gjcmji$UghT}RCOC!Xm({LA2U;(b!tIKBDQ$Gb;SQB~omK_A2)frSSX^DJhA$>YS{QtI%X zG6`P?^NzN*hz8yHQid-rRr)r+o zCwsP6H;ejtL(hP?G2Wv~$PvyY%rvG9NsWh;75EU9@>#=-H2MmIKnWt>mgaL$vk1@m zC3-C7)1HKg(;wRmF* zz^?4XgUpx2=1wnnFe{VGy>#>Q;uTC_ zI@!;8b1GD;2I#oi7Gt|YWLi>&UESn){gZG-Ze(j;F@euOgZ~#4UM9D(oHpyWXlWVa zu*z0#xvdI8SgFVu+4q~5hy$igqgE*{ym^frem1T0TX>zaC0Iu&sDVWavn1;{c^1@R zr$iE3cIJbPs7-i~$gfH~OR1zOWR#Pf=yOM7CtWL+dcpqUB(njDSg~~S3&0<`t8016 z%E^7wsfD~HUrz9~XQi0`T<9VPU8(c67kc|YQB35)P@4pWjKQxhM^A_;)l;i(EA%sV zc?j6FR&X)6CtW|)_mBy;vVLyW11u}<2wPKJn`L)>KVgE=skQ`^a4Y{wqZ|2~Mi&<# z6xCgpmG+r%ak3-m3(7M+cJ|bV65^U%hD9MOJByKD3&4AbBjB9eQDyM<*5gw6*4~Ft z`MSy!EQWMF>fW>5gJx?@uTt2YkHcj5n8DKD6yfPvq>yb$pK=kt$_d7%11@=_W!Ccw zrwOSv+Ram^{^z0O>yfomnjOJlb?%4*%ist-CM~T+dmNnkMe(t>MU{XpI`|M^)~&}{ zB&+>3w>e3ZGH;<)SJ(&LS54^~%qIqk2x=lZ0jmpP4EMZ@Z0prxC9juZ0%UXRwGSVk zYX}+5HFfaripxW}#9mQ>(jeDLDEW5U*|`bM#Q~43%*D)8kR3(o&ia;hgdm^HDS`}) zYc`&# zxYT71+z~iFu|d!3;=KV~_|$IesS9`{F1%y6_Me_G-(IgJ&X~?MvC}|$lXE4T?{RXm zbl|s&_}>a^;!mCj9_@H{h3!lf0b8F! zM(;!eBhh)+=vi6F;1UJx6sA#-g3ur|FU}99A>EEGZxlN;7Q2YC)Sd6wdSkHL6>Nn! zZ$*Omrv1oYp?5X{V#j?U$QYzAQe3eT=t5!VH)9r7^u*MfsA1~$HY1(4g~-u)DaBC{ z8@l+K)`8Qs63CUJ*VRNyYFRM4d2fvNIZKZ3y+#jNke-NliQ}sjlG;Wfbl1wJekwK9 zXWKG#=7{@V*yhfTtnj37_h=Tzk9*=By_CICTkv1w)vym zSrXec&G}o123BGqZ^_seMzH%3)ATwTO4pUu5}}^^H+BsS-52*8HOjIm2Fy}%UWX_F zIO{x%Zn>iLK9;H6OzN$saw^~SlG>x%<6U0}9T7k|Ge#ps=r`;Bj>~gG^7p^*V=n2O`{gf8yQ));k3#2p#SVwHTjQ9nR&t9vqH`N{6 z9V*XM8`jHr!o@%w-WK!1T-6ma6MC#-)1=4b@vMux+wx?V`jp$=7P+)hr1G-#%Wza! zd+gf8Jo|{{spGQKku6_i+1L~d38wC(rH9?flPhLHwwF=Mh6;m1l3w?pT_ySLPWxf8 z%ai4@JAl+(eHE~U>^ap&i2M)y_%sF4z4eA2$sc1oSQ(2xZl19Vzf?juNgM@55hho5 zTB(Pt+3#m(g=>@1T>>cf?xef`j{yL}CNSD?1GA$%t%u6oxmh}&Zh>&rlmX+O^&H69 z+$jASM#yVHA>hg~)P-ed<}>rb6?@q{Y9E%mK76*pd%T;O#^_>tMsGv7bIPG2{>JNq zo0_fmUqlRl9=UMmXLr_;&vSym0Im%m58g(P&j#J!<%+CGl?8D%MopLPQ+PJa7dxiN zZ(DWz0(eYN9;Lmpr2Vg{{0E>i&}Xb4LrgpNV?4#!bkw;OZ!Z~EVa_WY9Q!zS(i-PJ zIe;TA#!6f%d*}i-k^;KauXM)m@XW81$+&HJY)H7Y2j?X7hs+g4X1?IoIZVCm3j!i| zxW5b3r!5{{c17*O(VM1{wNH-=OsU5y>2B@95f~w zm5AI}K~%W2<2%teC(7*vP^?D(-jf8h2VmkUkBk<~QZzht3+|xEE6#1*Nu(D=v z1uFG)_YTR0G*WqG2lJ$QN%{h}>?p~;rf^RX>U3wncqUTuLygaVwvcs^&xE`ybF~a} zgmK?3%=9xQRCa?!8&vGEN;uN2^_QCUl$b6&jVg3+4WAiC>@N8zi z_j>MFB1x@1L3&l@7xnD%wsA;q=cw-3d|*I8KF7B|A-evv;QP;_$|JP+`f|O<&Lh%? zZW-FF*_E(1GQLj?Yy=Ul8=iGGr6V95#7+W&4|d^hY&A~`GyZ{YPGUBk6Of&wq8UCH zJZ&kW2hFPv}S|BEA^V(g`_FxSeEEu{lJNs;_`g^h`-4GtsB=oJbGg9D! zXPUOBBJqu;KozAOmO1tF)=!l`D8JjZi`4gf-pvw!uB3*x)WGq>`r!HaDrd7M6 zqh^JHUAC$w5UF!v{?9CJR ze*x&4d4@MfQtWE5IlGvyc}sPAd>FR4kjZPjW$8P@%3RW`t;LX4+?02d0<{(ORS7)w zs%>5*lbSxgTREm7HGL4n3pUL=`-U+>`RLVgwUbPQto1j_@fzLxX!(ZPAxQ~Zv4HB? zqvuWJwY!p|Y0)gD8bTN*^R(G@XNu25ssmnS?FeB(jiC;k8_A?F9jL{&3#AZ}|KMrv z-AvwP2Scq0uWHDi=iq(LY&r#na~|~-?g&9{WoVX1muORcDbJ}s+g)JV(cL=kB6%pB z$T~qA+;6GsddO^4wL)YujabaLgN(wWp4uZwLm-RXf?@lPG!SJY@jOvCLZIkc-{E9u zfd(=eF{5Bs_F-&zM7e#MaVz;Flt0aEq`-_E0Qh2{O*YSHHVhS3kA%dN6j<`4pq4Px z8ygj6^540BVpWWrP7QM~m;o6@=J!b<*R*SU zcP^J}&9>vD(2*lKlZJt;5f!Q-Z0t3e2?d*G%sz*EFrjsj4|q{pffiN>cM6g4s(Zpy zz)j^vG4%xTtLIekva+|;W90;u+UF(&ChAuWe&>Qp@f{4g2LrpW*;Yp6zhOVRH(noD zX~VKUv{MzwOx@u=a%__ksy!JCEaunba`-t-PpY<9cULh%=o~c9S`j92e%;LH1&b2j zLJDMEiZIG-VVqSnKf3kKwWj>{Vr#rk$jGSSEr&(JSo3`;Lm@YKoRe=W^W>eE7i1}0 z#r9fUM|QNUuutJgh_05RsZhm~Os?daN?NRRnQGMOZrp}q-}T%`5iU|!8{~@rLsxyb z)qm@%qubK4(zp-mjgP`1{swNCM>;Y49I1_0sT*y$)2rjg6ZX~_T(2hPgV)j{I{nWc zTupo$GHP4D?=W|`gpXnEag?EvRaH*VW)W&1S&0B!=Mlz1+1wSDJE`Fn@q@unA=K4& z>y+!0)*$488RnVR1PpZcF?N*>|;B%7G6RG zgtWC&prupd422smF(9dy3+$N}I#%xEaPiWvd<9f?6~BemMxIp`(iL^xaa%F}Go&%L z@3W*+vV!`|@9HPoeSZ1xE6M-g|0|^sUoLonPJQ{hza&tA!;(;^YlisTA6+9r&yXzZ zs}S4__aS7;d&)rzCyGfA#dshXFP0y~X%!9Em=YZ@pux$`0@Hh-e>V!Kl;S6>DG2Yd zeWi$LIFkoW=_9Y`5C~ER<Td)JOm%A|?a0`zQFwBB zfgQvu9f9)J>fA>pCT04h_b+q#MCk&Z=MWfCoa;T!4c|5w(Np`eo45*FOs%TS_M*U< zPuh7)x8p@$wXI7@D`}BR0BaaH`tU0du2@h|oXi;T$&fqDj&~^`me$8kbk8Vk2pCWR zo){kyDYQ{%Cv1WUL6=zBtebRn^4FD5f9(EDi1;uz5c9m+aEme4SqLJW& z>?3VDpDs)5W#{^>WK71A1L?vc>lUIVA6pYEo?BfDpk?%cOAepKH){@yDPe!?Lxec$ zM@LCIP7exrN)!pjDT}gELDkRfF%J>AAB_GE#UERVicvS21?LgvNQdJbHPaQP%ho63 zC56ss!KxO_CUNp%M<-#2B>N_$V2k>jdDhQXQKg&9n>;-us!(Cln~>w>RBHmr_(hxs ze$NPh2X6v@7>$3`j)0vm`O~kBceB8Yy42XJC4lk7`DCd-(qPdMxmH5HbFzFF-R>PuMIgn)aWAr(mnXh`r%l! zkaO)$mx5Y89XcK~+>cUlz{+!sZt=^mh6x`Q3wfL-G6PN$-%i0j!F_PYjN(pkOD?wT zcd{R0fNJlQl%cbr?O(`Ut;D>OU4*YHDo7faySeb33op&s4h0FE)uo8wR-FtrRmhmG z-+^1Mq}J5O0ey=|&tXHL#CkSoj!?$Z9p-|lppIUs$W4D_f0)c-B%FBhW60i7^LQOB zet^7Xv>O)go`RBi|KJmw!L_eJXW>EGjpg!hy8HSDdc>(N z=K3A4?x*mo;Lb95`r_+Ih-_xSGl6~7k`9eN&Kwr{kLo4_3v%bPU3XyXHQwpo8Buv! z?>&1RFz_@U)VQM0&bzOwRk+0m$J)ku(E5&Y2#}8)I3F-!(^xk}Xd{3jCzQFlaUHU+ zXlup;=BJGUD73}p$Q8F<=`TFD;op{-pT+&EytSe#dEcxO$dF3*V7$;wwyG`ZHGLlR^3zrK-v!?bFoX%awn0 za+{&!`f7KNxJ6=Wd+K0HKJ8}f_WZ9Z4Pmv zPb#KaPs2BLCtKvnt%pxY%TZGIz7MlK*k?|JtY^=<_FL5mRoO+nQ~MoE{NHd3ZjooF z4!KN0A)SS!7IIn$?vwt*?&Xj)O@TpS0N|OdLcuhZG@D3Yc+V%O`l%oMB+26P3*UoJ z+k*MDTuiap*RuLE+XkpYt9EIj(HeRKq)N}`g?UCy%~rZ|W?;&}J-Jd*yrf|fYGEs7 z2oLEpJ9u^93l$!M<-s>7KNc&F#x%1M>(IAu9kMP$44dMut;9TLbXi%ZH*l9+Fjp_+ zR~@oiw7FJ{h&Sn?-3Y-`T3*P)VgYa4Y#Wi4Ni^XuW`He4Y8z_m0mV}Ih`K!Us_Tm= z)>f)!Y&v=aYF*2!cU*2mC@e#m3WD-F2io-Ww^pGx<)u!6wy<>An1jIIGYJ2f467-7 z{omb2{=V0`yPHGrOJLx(~N?l4rT{ixaxF5+tEyb4qfe&XOlH)AVO!Y_VXW8G?h#Vqpi9 zxYnp_@vew^`RKpeJ@IJn`o;`}# z1IC~8`mFSch>>-oWr5j_iO9ZdA56(L5T)1HW87IcNxe!>%x|N5=17Cm8G7Vr6OkFV z@pchHJMv5-z6g7r2dZUb zI-N!cJT!f0GRZs;IE!+fS77qB{BYKscIA{yQizn2kJUBuD(ekBO) zRiB$H9SqyJgS+2r(xCmvIt$ zQA8v3)=M%5Z2{P_^j=TeEhS*~t`fU5-%fCjn2j3(k}T`_vH5lw5!F}Ry9*CW&Cho* z&X3?@9Cm#ITf7W2m0LVQ7KN;33vAq_QG%5PU9ybVoku3Z60QZW#t5rjG%lM>>F8$t znO}B(S%ax+7hRPEEsiVMw5sjGp1j3LLJ-*4eGC9KC$41rt2=P6;F+4fOwTFk*Q-r! z*^n8aWznph`|MCRyA14xcj7H?)o$$MtYuO0l<5!hqno}jPwuplr)Zs}Wv>eailX`LICs?|)h2fpto_#Hu|Jr_ z{_IAq`}>9Ql?y{?T_#MBL|kE|(FckPH`Mj)GV305m7X(UXAW)lL+S1OQ4XJO)Q;+; zo3G+lSPF#O;_+#yp^B^wIQLhTekk!ApyOzULqEC!7WL2Q16r@gU&qOV(G_O4H^TUJ z_QXliDXF1GlBXZti;D?vIE{J|n%lHOSxW{~-$n2SD?C!JTpTMRwFrP+nyfmZKXe8t z=FUPiP1Kv%D-}zY?c_$By6o}iceWp2(**BOkYls0zX|!;?AXv%UL-cU5_M=$`6Ye8 z)lPx;MPJ_ls}%)={)U78T)tmV&xIhE9r zC6hopsL2o*fNPw`TEgZsR4z3zt;)e>hr#}qNY{qOjHe(=C`|ZkpBq|F)@+_{D5oQ< z-CI-Hm}-@1ytd~e?;(!#q83tMntIjhGvH?m!2!e`fOPXI;V%F~Wls;*`9S=js)@pS zCX$ZMu%dB88{$U+e@Mm+wg)$~3rd5ig<9%rad4P!Sj8Z3hE;Vc%Ld4R_GG$V9j)-P4SAp>ZW|{z7)QL)DP66-mqlBdDTSEl+dH6W16r3^1;TufL|XU!v5vyu}KNVQ)a!OfI@f=Io7m)Z7Qc zSz%tE-iE}(Iu28FL#f&1?C_k_j6g0PAY@^E(YKKc(GHsCA^lO{yJ9)(_q;8n9}8T@ z2AZ}tT``S2;h`lj%0PA^M8Tp2{gv>!mu0P!?J%)QXYuQ-^dr9SUv$O$;q*!9iol>s zqz?%2+m&U=`ZUKI%J65GeY#l-rj%8H47sdTq*~kN7O4=fHfEGq8tXs$!oEIw_V^9N z3FWn|srizShhX2Wq^wJc-pUSR9%Eu2a9T%vc?zYu+)JGFX#?kkeoOU!ndx2C3BA#F z?Usj$^@YWfaaQDNB`lM|d6hqs z$FgSe42&{8k2)w40tyv*h%#cj@3f})ZfPMdc&fAV1{J^J>GydckG$7-DMNhTs^ib( zEA`qIU0G9WYhLC|bxTA*ynoh%Vf`cfPBIqN@?$q!v;m8E?mPukqS9)pPX{9~d; zN*xljJzk`zA}30SE7e1`MH~DzMSdg^6iZ}-$hw=H66KxtXaK_iz=LLh*D5HP#>`cd z;V*c^KSs`L`_7>L&vYzU9Qo9rSXBDSFHWeacCT+^Jd{b8DyQHU#LK2}NM`XH76R{{ zm4y!!5gVTCmEZ>$JCI53DOeu~;uJq5dwkrze)T{bfRjvl&n%B%6;O`W{**A|eA3uT z*e^ygIef)zly&nr)2IRxq zaqH3IGQdgo@t-r#u_q4B-wZqaDAXnmA*{UCKIUV79W}_UHQ)7((Xc(F{q%>dOXLBp zF;(DYynE@m43Nevs(f?fDL1K^*I<3*Ks=h$nr{$KaRr4HPu9~8n$w>eJOwcvrHvx` zq%x19@RRA|F67Cs1@2Sp^KYWX8rQX{y*7`mIa_0%bg6zX$$V9%wZ|PYA6MF#QQY3L zh9pwH5{R^P@PrRBI>a^_Vd|@@>#=b=ah!tH<}x#1x2SAG>l|}%gjR7<;L$v_+uRep zLEXD~NUV?GgX)FHqYEHy|D6!-X!OREazzua3uK#7bt$?9N>v&*%@IvL`6jZoZ@WQ% zy@PwENzEJgZ*IDp(l@0uL2Q{!e8A-+^~PbwA51Rh>1A6vKBX?sNH*i$>wCiM|B~T`ommP1|ee} zG8D#mi!MHf`11ElEAR zQK)=E!tT%|>Rp&Avw{sd;Ha}70;6`h34MR#a2aG=@Vzp;l<&E!$vke|*i@B=&>&f4 z`H-`){SKqv@XD$~V{3!6dGsV!PBSlgRcj;ux)gaTbU|{7(?0C%Jt?0v99uE5mgQOg zW_Blufn7A-Zch0yZY!o!5!SfUf1EAAIkJYhT+_Z>87@ZmPkF zd!{-^3qr$l2pD!iyayB}_7znigAl@MIIF~`G}rr4{tf;UYrVPl5?!;SN1Q6-E$a|A zKitJX1T;HUtfB%mLXYro`oj@!~*2~+xLyZfiHcJZUcj2B-#upNzt&&a%#1fTnEu4ECkQXNo)vF1r&O($$VJbg~ z>!aAZgyu_kv7Jt}4uVnMSclP(mU<8Ob@t zTJx}&NSa6=cau;M&&TJW`W%$;|KDWX) zJ5EH$hubsLu~lGYp~9;Lb5-N(Gbkl%?Cg)DSHQ$>p=^7|nIgeRiZ%X*9&267!A8wa z-CqDf*uZ=$ztCLuFF=X#wkw}Yz~aG|mHQ3{`*T$T6Eh)4{6AqL?5G|aiRrR4=^sr^ zTk-~TnP(JFvqntb*gtdiKL>i6bb8Hd@;79(z~ekD|ZMZN}4GmUe;^w*24(l z2vPc`f1n{}(R<|*)zQQ?n+IKagMALb+#b9QZFYV8ku<-)pNYh@YVe2~|LtAR78B`X z;}M|%98%avZ;VGzHSv{jr7=Ub++1CL!t&=F>KJ)gb!UH0hs{Q?Q>@7ToI(i^ zZ2Y8G@+j}d{qT>66CfI4iZp<{9&$wyAN=SI(0@-!yHl^05< zW^4Bl@B?RWU#1e5GumbP)UhcUjp12w{jz9sV^m6-eCsEEjbRL|$La;G?$&# zUA<$42a746ohRAFI)^BN9mD6UQ>(+)^&K6~ORpg-a)Kqog<^f=4FkIGd09GJDifrU z5ZnY{)j9KcVQ@d`y1&=HBEr?LVUSr5!BT@CuC4SV#_%dC_OpNSL~9XYo3w~RsqYV2 z8ailBCm$h{mCZ;oaSzkXjj&PB;y!bZ>Q7#+4nn9Hkrahrq_z~91EVZ!-8o&;9W%FA0f&OvI*U3G(vUX{m^qR_N!wJv6$x!@NmdCmZq@d~%hgY${yfMD9q>3S z)82QNDx<*&=2y0oqj9U7C1@m7-?wO=y;keIM47EeNaZ`C%;`uQ4&1Oy`>C0*5f{c2 z?xDtWEy{~XE}EFQz1?QOys zA0wf)G+9Rq1WsYo>wN`v$ng;F?G=c_Y`O+0R9`x1Qdu2M4&e&#Y*#w=p8N2knV&*@ z`6=nbR&{#Fl}NOGJ5DLNys&~ut!QNXeX_PhF$FyHtfW(Ia-w1IXB45T#lCBC_htMq zfaF(0PldI0;x7lxhg+T_dF<+EAvWfguQ|TmlgwUfSXpL$Wh(76y{&4#c>JCxs$bw8 zyt;e1H09_!t@*KkLmT`J5b}?P4?=86g9$PtzuTk~kk1{a)`Y6RR5vM2CZE7a@%%^k z9lFu`VDP>fcvri(QD>V;KI8fMjxUWmcZG5-NpkGhqdqb}WNpsrsW`Q_R~t0Ya<#;i zt&h;{S>HFho3FHSQ@S$xf-NZNkRS4OL$)P1wa1fusHc!Z!(cJf=>vSNeN7!1B&1=T z8}GF&tyxq`e_o*UJ{J&J+gTkZ0BF>$l7vc+tvG`_)mIYSqasxs2E(v;9JY(M1mp!zqvq%7~YsQPZp`-qkll1iryjygXZ=2nB)rh?Xbbqi**r@ll*hI&4}o*@TT zH_zko0mUC<_KkD}71k(?jKvB>*QFKkR3T5z$(B7Zka`GIV4CD>geyg<^qJ6X{hqeJ zAN6}d6yvU%l6M~7+@_nTg+<)x0V#}#pXVfs6R3BrGrTNA<5l?v5tr2m4Go$fiVB!j zbqIQ-_bMru^ir}{%YeJC)^74MVO39R=lwUb2CNu*?&2H05nToQDh-h)J;N{(t+8DY ze$x|_Cb%jM?|u(C^OwQ=V)zAtk=W~3_U@xYK-uR8bGxKHG#^4X^+|bX{WC3{-b*sVtn$RM ztV*vr!+*s8nEDhvzW}O}Pi~Gw=hc}%?fm0216Ia#-nLw?L4%Ozu6L_`f>6eLEk}m@ z5b*Oe^{TimXzOLH++%%goI0$=shXbx$ewvy4KwXq^>*z-4wEUJuBm z1N`753{wq}c>EqwzKC5(x2$&ES8F1jus7#bSjwZ-K0SwgIkxACB$T7a4K!2Pmhl9p zdS$}g6ChEy}g zG|wdvw6XU<(Cp}L{x0GF;O)KRqUx3fQ4j$Y0TVf?Bqd5{au5*^NlJ#ML2QXllXH^< z0VN7ZMv$DFoU=q}GLo8{W0UD72+qduoVnk*cjmq`?>F!L*Bf@Ns#R&PRjXE2HQgg~ z2-lYwgml6)BJb#e{P@8zh75ip{9jcrNFEV)gQ@lCgyfkP5Gefi@R(*p`l}A`TDn68 zP&GV6c;bOlW-O#{hK+^$oExn#8RDDS`9*KHbU<P=ZcYv6u76O0WaO)FZAB;QDtWP z9q1H;?pvTgACxR<@WsNQjvCMVZSDt?dlGfQFRt3MTk)aj2P<`x={w7T2-+)|rDvnW zD(AlAzoesezww1uD}Wuo&7Q7)UwL*;?g~r9*d!kk^{wSUMhe;*JhG&b1S!K4XrRu8 z5n;3y%~;=SoNL;3CMyPu6Lp->2I8R6xwEHnipX85>r9fan^_6@X@9SX_)|eeVK{~3 zVxfPhxN@!k#q1kyxx=5HqWeYLTo-2~)**j_M=-)#Xk$i#O(V*CD_d`<7@Q@(p_p~H zRdvzrNI0>!dK$D}wry~67XQw-Wd!B`GuKoijt+HjZ?^@v0r7&Yc2J z^JBUkY}U0xE^ymY*a#Tn+w6I3Qp#q5^oW5E+VWoB0%sAJ&V9^o^+ZLBnHHy{!5pkl-O<$nLW<%A4TQ?*8=^Hp0)EE5*=1^6mA3f-gVsHIg}Cw5fEjeWMGA`z4_ttrL{~ZTrR3we zQT(irq|J+5p1$_`{cQI;T`PwJF@ski8g}{bZlB@RhpK(H)8C$y&Q##oD7`q3u9Ma= zu!+rI7RT%_T#Gx^*QZWd=sGsQutcg%%f7%*hq#0#a2dDMUBe7lWG+ZR;>)HB%PUwU zrb`MP(^Oh7ER%MWvTdhf9;v1)FC1m8aIxodV*=Y$TrIT<=^+|XiZ-x7N4~GP@MQ_V zDW87IKaI7JczEWbg#Y4GK7J(U``;y~6fE@YWL9#W1sd(R6tZt=75ACJfj&O!fj4)8*Jg5FfwR-YdYFxD(Z&>Z}fQVJ&(buf+s2z za{UV7*Ljl_@duacd|YkrxN#=^U9JBXzpJ3;HNm8m{>Hl_O>HcZT|6)g(O@-8Q1$6m z|B=$Z{Vp z_}4K+czHET5mm52;-g*G;T{Q#_;JH_yNyI)Ujyp_joy(u$e6Wc^O~a=gE*C{P{PFA zK|dGqNvq=SsQH|o*2Byj8W!7@{IEi~w1h$Mgaa{twtdUjoLVLJiGES*lUF@yVW-@- zL#X+VeT&n+S|X*aRdtNu>~IPLrN#V~oN;@MyOm4;ucHpk1gey~`6%0JK$##|5r$TR zq+Yd^Xwh!sbAC3_DO3W{7U_{F`qp3s)1zZAh{;L~LqOj^@oz>H&W*lDmB9IFPqay> zXPo4<9#0f%mE=NfCK)E3-GVuCyQTe{P4AG!pGLLRNy~Nq#{15^?^Kdh(LvTjU;F*| zpqcP?o3kZnm7mjBv)A*t_#wR*BJB1>!WwA!v$mC^hn1t-JEt7-)#w!Zq7J4K{o;zC z>41WJ&mt!*G6DjEzGlRJzDmUr6wY-S=yTD~7Q{Bdb(GFjrByU}?t*{>f!% z5e=3HrOleSNUcB4%@iM!p_@kO2;NDb6ZAgKkPaqUlS57Q$Q8n9X*&YSfwNOQ_5WDt z68=kFS}RuAWLDJ%{5zA^&x^f+r~l1<=sz{8`ZOL z8&ii74C~O%HG352ljv1$epAJS%|5m^&F#$m2Kj3bJ`a6m;j{fIxJK_d0cqmh%c%F`!#d8<}@@-sNeHayA5#^qhe7B=yy5e(TL zQ?yHqt18IK^Dk{Xzh*lUc9r4URoj&-1hfJQ)||}#^5hf2*QXA=>3VKzZj}y8ViQEk z@mW=DuK6iQ(k>zs?##eCwjzo<*jr9Qjmk%dV~_b%VKXdF%6xp&CZN=Q+B;+R9`9@U z>eB6nLg|XGl!^IH+f)n(DVf~6_gP@5{i;f+-#95AZ!Ufd?Jg%oEB-;K&^2_xa!QTa z2cEcCcD{TTzdPuyU7C$8#LgY3(D#jk5&S9!Lj#V`hzE{@F(OGjLAgk z&?QTDy3p#hKuh%D6ly6zUhVj_h~t}Q9U_4u^Ba}X(^Nr>jpftvn+Wd5F5!6|9Du|pl&G)#s z$DjP7ncvAcvyXq5l-*CY)^^PNnos+*zW{;=;_QJ6sY`a>G<{UA_oiY*A1QPiWRWO% z^8wl^gw)}M_3r(M)SbB^Ay*Sh>VA*>Hc_qMagY9{p<1$vLc+sgf`)rNW1DfiV`S%o z7{k3=v}Y4ke0*eW&cR{5bQ-U8CJL~5CmXg|ykTLM!76YrB(I~qIeI&{rLCTLJ?n&6 zg{U55;@ybZV`Q9|H4}sRTin5){S@=VIQ9qaXr z=v4*-H47GG5r0`CZ)wcu5vWr6;l3EL8U+Y+^GKs-6w5E7yP#T6Rr{PMUJS$+TpDXJ z1r06}zOkSz3MAp=b-U|#=Yw>#?(Gx=IhQI33DlD4&)2(J61z`9B5{^&&b5e<$dYJH z5S%x_^a?>oh9wB^fYAAxPv_U#gM5KfVzbF)<7FYnuvJ7rX>#-sN_BlP)%Tgp1_SkB z^R3anIg%EMD~rYwn>||>6WED3x3a+WO2d`HoJ^|{joNFQb0MMK0Ue%?SZeA;?tE9c zQcCt>g7c<59}*hikEHdL^hYtjQ?|0>D}c(sFQmnjc#kjmPqz=2SnQW*>ZW5wlxTe~ z!QsoW%7JQweBJYclF3M6baxrr`)Dm4396nV-`*Eo9TW|Mc1?A6l%M1qw~5%t-qBxA zPeT@zX9v)0FT_n|3^Ka*zc=lMgmk|(Qe^txSMt1&+SSfGDM5P z*J>f93XH{!R=Edve`GTvpW=zxKR^y_ui10oq6U)1#)YPe zn<)#@(HkULM$mdzWt2fQ)k~Tb1($$ZGz`xv_$mgwln7j^_nb3eMI`XV@f$}&aw*4r zm0<3fU}pZKQWdaA_3IzrOl0~MN+n&Xk-k+l(WSh_xbypWOQA0bOXM{ig14HQc7bU+-BK(44E7CVM^0b#q_ zXavIfPj7JXDsgv+-Z!b)Q!%xon^sziOJVY;C=}bZbLAee1(RrkuilI};HMN)6r6Q6 zCq&!-#D3%ar#m5;tDk|7dyQ$h*K1WK1ceE39f;ha9_(4e=iC7dqE^E$7)YwJ_1D&% zPg42_KQCdn0_J)AsMcHk->#H*x-oh43Zc;>ZRZeVV1|?8K zzlb!d7CES|mg8NQ=zlxDfB(s9db*J92XUb{^!W`xY)cpFBpe3RtZKlPk24&4pBEWJ zlbgqgK^QT=nHxRto)bo(9mI<%Atrr1CDVDEc|{e@wADEn?K4j~ExG5V&DgeqhfqHm zJ9;a4B4#Z&;_YgG z4%Fs}L2re$6Rph+vz_&2m+})^$7kfKToov@chzHdB6h-DwG?%D>KYQ-p_~1r)SDO@ z0uNLPIzyBVYfo`6BW+#_jFb4l>P`K61o!aPT>W?cm$}=21*j>5%NET-a|Ea?4VHSW zLYj{gDkH~2U>36u<(f|9R=p3}BferAw(-h8_d5RMUPJobc(X}H8n(_55I+#yFqCzm zSHHi=swG>M;llXzt005VRie+f+cR{YThq2C!3+=^r`ydgDowQL6y}c%zB&Otp4rjc z_C^_r*Muz*K(5DnY-FiYC2eNw;Z{jU_xopS8L+PcV1b1BhSVjDe61ZgylFl}IGB5< z9JrBKxhMB%@bKucAm>wS_n7aE4&}kMwh00OF?8Ji-mz*UM9tqA9jlI~W~1%`R0{ZZ zi?NBz`EWv9s5a-xsNF;^r^&z#&epHiDH=!LRB7qGBVX2tW+ueBaPk-3Hf`_F-GsY( zO>(zYULTiWcdD%vl8!l;PFIL-fpH3)-YwB$0_#Q9G}zQUv4o}pAGQRw`KpNW6U4y#IFm;tH3GTVk@ zuO$3Ej`i>EISUy6cm0X}^~M%aqq}ZtAm722Rv$hhh;hA)dt^XfrSH6=d3M6Lm>1)- zB(wDHyB1-u80s!Go+;qj7Tr`DV(=}{)CFH3ScT*bS{sK&hD8Q7iWpmGY*(b#;^(rf zam+OFD24UG8h;#KWNE|iZ& z;^_Y?yVRh${pEIhwTQPD9Fs2O<3iPCTQy37^SKo7Bc^QZr=BaP<#~|D7k@;(aGSnO zt}J08IQ+W9keIvO)IQ0!c+@sHaV5mL3TNXXSDIuDhq52x@hH+-R%;7bg{E$c3%qNW zhoWr{b%G{1(<(Ju1y|SmsNbwhl34Fj6|h69tv9T~ zpe5n-+9q!04Z>wy7jx~W*|H01tKyWW$~j4I&{P$!=cw7I zlA-Ij@JJoHjUJy7*T%>&s&XQSlVZ6Cf2q(DU9Zx90*RQ})Y~pyuz^`(E0L(F)_`2G z+&*woakFH_sZ^PoMaUXWl;55+RpkJQ9CuT0jp8fT*-t}vyaMkA1bSF>Ht6!oj7dwr zwxwFkyLbR!V<)y>#N@pZdEUR@!!5x`o1u9>Qs)D>bhU9P>ibYqQUdw}rBRC2G~Abd z_#|2Tt&%^5Q(vo^pho|5Lt{73=aE;2uoY9u#J5Czk+qA(E=VT>FV4FXCT1_2TaT4}}UPyv$Z&uKp-s&Vc)xIRb zu^SvZcR{Ty(ap^N*dqL?fQtvzUVZH%X@=U#5?u%W-dmcQy~Yn+{9-VHmlbty2TrB z6w|s(MQpP*O^>DSNkJJO-@r(E>@zZ=QB0=+y|ZhY?i&c@y}<;ayn2s**${prb8@R_ z)aCHD?oSU49L8<$tGxfM)XSQq4NH8fzclRt&dSKn@CpMBf_1MBYmzQrr@>b8l z(PvZP<$+&>cZVLtwRJ-*WtvS{LL=FxVa5as@o~d!U zKQDXYFdoI{%>!_f`~}j43~|?#eR=m6;aak4W3C1#qS$S&Cl=lX1 z0^wwRZ;aT%kZ2qt#6y}g&0XQ(s>68EUvOjh=Nc`p?dU;UolSv5&CD@ri)0Cg zH<=gZr|DY{-CvaKu9jH8IZGvP&qhlZB{yW zJ5m^TVb7?dB}33cf8#kmIIg%m1Puw447I~u!mSxLnk7q&n(wy9{SzIbn@7`Fil%2^ zrX-tdv%~lz(;p&F*~Y6K##fmT>E!K2Y}l~ngRU#Rj8tXBry!|Ip3KGacxPyC1Quh> zGBzp65Dd_MN8{s)&NR26K*_MZ)!HY&^miliryAV^$0AXTlqEZd?w$_V_{A0?Fz*nD zlkB(w^N{zaPRVdPpq@(-0D5=G?-RHm`pacIM4Ga&$H&e{(9ajeNKw-N7i4<#jP7qd z#oQ5cV~6mUY!B(NGM$ENt$Q%Pp>S_{tZb*$y6m3i&#u9#90^i@quF8J>8(h^VF_2t z?%8#aSn3wf{JLUO7~9Hyujq9y@md#y*oxUeaOrxcpA3Ok2J!7y3 znA0rv>NnoYd|-;712Zk>M7O?%dJY3xNu23i>@cA~dzMY!Uf_U`_iHy2Zyp;e7@Q}e z2CBebQft0T7}YeiaioEzVRP5n2$cL%l3n}im;R^qw>k7!%?>XBD~u+CKvik=v%~zU zw(I%@aBD1+97h9Ks9KG{IZu(6v~kpGW`bS6iIv%QhBRfhB=;RM1Q(Ro>A`VDFmLEr z)GC6mh&4vcDcE~m;k?8AH{NiE67Mjl6M$6TT|Y^5t1QIxCqOS_u=x=ZN`49VNev2G z(jq3>>?+7tDN#EIZoO6aGo3p8U|Nr^%{{wWC&|4T%s|nDrLX=8&6e_-dnkFL~YzuIBgYgwe*4qr_L1oT9T(cJsEXeHLdH# zZJhBn&+p`M@lew9s_#o!kLbgNKHXJ*{-Brp>*$ZQTvm>YU%UH*U)8 z!EVsM%vcrQ`cmsIV~CimUsBw~k5V|SZO}XqfS>Y~OI0fCZI=W5IDGSnc*nFoc@rR& zcnWf=MO=gC_UGy=z_q*edKwb&2LT&%K<)yGgT9qv2!XdvPM7+UPHe^0kV1(l1cY}F z5$>Lb6K}A3{FYU6ZFFP~#+hArS0j(HRf1d@lt0=ZbUx|_2t12zNE)Hag)<}%*1d-l zH?$0%+CD1DR5Nlb%x@8bs5w8()|3qJWQ?nOvRY>N7^hDjY`_>dd4ILcl;iS2AE-@& z&GSQjIn{GCYbXQj_!$sNj%1H885cu`nW6Mpcst`Jpb_Ens^3Morh_EM0vARbAlVZa z{&KUZa}r~vhv||BUQme6(_KfLR_vKd;3ia$l1C;N!w?+>bB$@?6(PB`{`qilGCS@qFei6GT?2=SvAbs_#O;N!n!Ynu zxozopm4elhEoz&a_rRgyq3k}e%;vVI4N!z;Sw&7mmLt2 ztzwLt*B@4w7P@Ing{Gi}&EBt1&0YhtO>fJSKeV}Z=Djrfoqy-at{3bL%Jj_}Iuy?+ zNt<xpF%R*4{)&=+CqaJ-MH+}l=oa*eyr^LE?3)!FDGO2uQ z6)^H~jrChDpYKV9xOFK zb~e39?0&B?Ysv_RdA&mmO49p!SlOOpyLrBSVJkJ z{;c;2jHaJZ!X~{pNIRIfqv3)B<~{%A0Y96&XLZkg}17xHa4XN z(@Wpos+_z!ET&jofi0a)Pg43|Z~ap^UIG-~Y)cUMIod&J52X|UvnmUHvK%uZ`5mKj zQ&{YVyQ^}UqTrp1vxtg99v%k*G#>3&jOd+`owP)bgDQ^uotmOiv9U?g?;1-3DyO;I zLq8;ZZ1a^rQdmnCU=7)L$|TF2oIkj>@Z`9cAeqr2C|AC42+lTau?3#_Aq8m@O0rWd z?4`T$TyFJh^S>j9|K?zMZavKs@%exR*)+=?_qNln%_T2pctAhbq%c2zDm{RWs-bfn zrl_4UsmNJL-lTfePtYot11?f#^pINC-sB-}QLc(#5)1_jdpM>sEY>tWpQEx~NBXHa z>Ftyd4d_-`D91QMp^hd@)xj^`^c8&j8mKms#MMe4@ZoAmc zfHDp%hRWX_sWVhxpf{X=<)&4mf=h0;+3>YQ9)*TZ&g!2i+ijnJl6(&bI`VRTYNeAm zDb&_oKxK~3%4kVw$-^8A!(>?A#n=#E8LKj6&2Yfmz0c`VQrW5P8M!r{97!*?a^8Pi zr&M9=SXv#daQB7p!`{X8_Z~<);%5fpz7yu7-tW8kC1Ba?lhJVMEyP1CM9CTTqhZp? zWlvB4OWsK61qc80gO&OKvt=oxRW>?mY5w9VDwM(p{-PH4NO|GHHxH1b!h*Xqk`4J| zzwu@@=c-?7S-#528;S~v`8iys7GIe2WyrE;*G(gmMlVvR7R94AhnA35u*;#)QqJ}W z=kKParC)uqD(*vzkMs*CV@0$Lko^?1*DBISKC~{h5LMiPSI#QAnA~}-{XF8fzUIGJ z#b1#H62oawlZN%JGwkJs`t)&?oPv#|s~s6}Zx1(nOu~mI zub;Pm!_`q`U$&(FcWxBlzD3KKY{_R#^i0uVg>Buy)H)c|cl$1eyHTjzYm?UX@ zyxCx}E_b<$!V-R_Wri6F;y9J`J5U_xCR;}&(uD=8ayuHg#+vIb=U`rA43fW?8!Be; zWzw%iC1e)nTf7t+t+?PhN4X^jupt@GL(wZY7_yu{N!JSlc~DGL&6;1!vj!D#fh*pN z3&$i9TAp!JijZCZED-cV^h* zQ^LaMxP1twbR;~2mYZh+cn3|6q9wEBQlK&G$PC!>#8J7$`NBl}@%Y7+jIBeo=xjYy zK$?!J1$=Yt;xwxXH)2@LFtB{e)mZ8^bd;gzI}Q37>QX0O8Sb(}+tbvcu&c#xraHKN zz8D{S+;wqdyojPB!-X^UDlKD^eC((i`klT~Jom8SOHiLflm)?Arvv9+#4m~$E7&1+ zT=aJc`k7Op~?1uyMd6oyoh=8!O zZ%&;OH27_O|87^n0s4)tX#&A_S;qMlQHpY}Yefc>=B4M1Mtaf~?!yMl)_L`D32n|I zXvl1RI=?j9tVQ!{2sTc-KAT^fMCt~bocy5|p;k*k2=5^ifYq>kQ5>9C#3t3M!_z*g zoHC;q&*Yy%s4kLXQRTHi)%lC-nA5@=x00|{WI$s+^czp+!~q*yDABLIk>3?wJc1~p z95%znu1KGg`{vf3l~0_n(1icSlbtKfT>}c)Hi7Kt#^lFN$x#4bY~QC8j>JYV8Rxk` zu!++3D88mO4+@nr?res$o&&0jz!tEKqlmQiTKYNa8q+S>gGTOjHU$sDyEi5@kq z-g!{`H}r>#gQ?cvcqUEbm6+6RgEd4n>Zv{9KhUtR110GoZnv?teopz80%!dPch3WW zavoWmY(LF#-&WYqNH5x}N%6J~I7fZoDV?+b!KFDAU0ZuvjUbh*ZK+^xa%VL5E}q?j zn5@KFh_i}wY>Tt3$TB;emW-&2K^syf(v6uT7PEpK#I6o%najUu8uHR?$lUbzWp&L>3R;w zQR)Oxu37O!o!5YO-F^CF_(nHDzBhG^oORFr?&wdIJ>@lBFZi21@ zCSiG$=JxV8p2{UIf%VAgPk(R;E~}0x;BtXoSzGwlD^aD2*XJ9$XL|%^lo%HcHM3pL z(O?rL02Tjot9AnSc-%R#5|2=Q1=sa<&yxK0^rD^W-O5PV`9>V>5@ttGW%gl%d7o~T z%!zW{nbok`b)eT8mR8zX8Lsc`juij(%&%0#^5AU5Zgy$Y6&C6d%wm7DQT*HKMCk5d zmi;V1)G(G-Oq8j@?tGJabKis@B2hbKrYy{x4cxtuf?F!>WN+zo^w{d;p)UUp-uojd z8v2ju`ir9whZFuR`@6vCqkNr9`RtmOROQ6>5*6nUJdqPP*xj?ylFLC(8J7lMgx;{7`nW$Yu9)3; zsmy{eot@EL7e_sICmdOrBy5>iheha7cgQCT}$gNGJ3aifOMJp%$IFlYKq zGYw(VEU&~t7}%y!CsQQ%fyMHpvQ7qlx|FzZZqa`B#=L##mLP|-Df;IH_NLv*!}k+W zFpaZuyQU?Wr^ju@FnDmlx?2RJzENVor`%H8!21brn84Wt@PA9P2^*N~pPw)fQB|tQ!GNnduMxjmH8$9iC8;2vT;; z7YqQL@pB6^-HDypcv^gMc8skzLQ448Cz(lBj6LvE=+`GNAHkiAjOl$Z|70<fO}%p%9h;v zb;1x{Sts3)PkZq^%~>41b%C9-IJt99ydgfuG^Eb_T_{4<$z(}kTp{{VzuU=ldm=a7 zj3I9%(3(zc(eLFt>rWa5 zzEjW4t{_Rk6FRq1}nE1S1JrnE8N;y4S~+(oDAqH~!d2_Y~}@0Lf5x&|kGFw`L%j zY!-)*)tX<|VOMdI+*F_=pW)6CHvQ{NBPNbXeZZdaFeok5`)l+mAohnHRSC(k}f@EhNeFZ*p;PY~#h}m^x4+`r8x@*RD zCXs#xj*TSN8DR+wIE(x$W;{zr+OOhNHbp##65$jiBK>?5+ibc8R+ILX?M@6q-GdFW z+E`TXP$;W;n)$~H|M~y!!1w>7{`0_YoD-2U5e5H%x^p*I5SWPKKndT$C_w|;y{~ORp40bi#D6K z%AP{>#g8Kh1KwbbdPwpeVGBD{gxBDHh*5>iIX13oD&M7@#|!41Bi%Sgbrx-X9DU@^ zhsoJd6Ab)rGQ#AT4+M+le^E->D|mW$yn383*NAc4pVg&hu}C z*XkY;{{;|MwUTe?4M9G^vHbxMy2L?^xWqAmKbses?NSR|H3uN{4~Z2dE>VP)zxB)` z->K?gT$*frth5pZ;OpSK1m`TFJ<&W*E8ISNQO^N+jZ-pwZ@%i=i8S0By{S;acaEd( zoJw?QLwcE4W*tpIne5@Scj}&I5j*G2>>P%AMf2pGWrjaJbZLQ(@w#phJwSiEI7@$3o9m=7&G6lP=MPoGZcP=^$W`jIC}6hziIW=c+jg-vLOY)z z9f36t*`>MD7ZJyrwdvb2xa;YSB#bqPPGw$%#@$@>Ds{N&FaTsC6orPu>cgqsu!UJA zto^-Fnv5LWKW}cFCg-aN8!r~=dgJNc7|g2gF9ix4WsnTbL6?CwIo4!!O)Az*6p2u{ z9?~YN5mPbzdeU66a8S*CSro!ID3QYT1NOG~%RMs&u;6m(zT!^Qf(fph>nFO2Z-1jV zl+!t{-O*v1Ibz3`6VlLQx>aO$#ds{r$*{GzA-BOro8$iCY4FU?PTbVuAK}(eHROix z)OHwN%ELuAmQ^Thh9mp~!(Tw$?xg86f4Hi+(g9#8Fu4?URIg{Q+D_dcn8z-2Jl;3T z&Ylga-H6rn9P0dbD*czB8DVgh&APt??XZIU*;rTqm!f#qdgRu6h9YmfUsvjL3YZMhl;R%8I2Tx0;X4cGVPilp=QKn z9MQ33ZXpdnDu2CP?Ue*z?-KKyu(18fKYee;Y+!s zTTKv~aWn&!wud*}sXHf+7L?Lb!;mO?Tw0#OzlR~(=>HJlKj!dnkR&N=fL}C4*Md`IqO^5SpUByk%{=&CGkgcAEt#e2sY|3Rl8A8A)D z=yJx^AAGe16mam;(-2`QINjhbfO-J#WwAFD zFgsU3wE#c;D^!8ClW`#hP4<@t{s&RAfSS+L)&E1y{|0jQtY%QUoPp&p_td(E`$N)d z@1&(F@4+;bk-n*ca+~QFMTi?yrSG~h<1rsP4Z%(GSD{Lp?{0M>NJbvNI^6H#n2es-M`F%(a}IC1B1r>5n6PA z0^RG=ol6Hk`^hj+?Xk*?gp=mQz+vq7W#Ai8Rh{J5k`8=V4rZ7DLE``;1^jmx68-t& ztmluK=w!gIOXlT6$4c~%<%YCQ|2Te0k}j&XOM$xujKE*GVGtqbm;NA!4IOfEwq>y` z2Pk3QJK5?yOlbbSYK0+_Qv<;1#F?Z{T$v7l0N-O4hKk$gxa0n*V4JpFa>?uG$JE1@ zzl$JsTe;TJp}P?o7gT`X$zo4Eq4GllsvB_=?KkEh3M9|`digonlHhE&B)f(Zm{ZBO z&GnZB9Va&`cB3*j4}UnxPIJWsF2N3+fNAZ0C(R+>Y3*oS0(-H(P{&AldohA=4*_mY zR`Q|qh|EhG?;NJLvW}43wjC-l8>L^O3cLqaW10;PZMei0R|OaI_Tmx3FpK#@(6)%OI9stHQ)BhATBOxynC1* zOv96d2w+c}P@o_jm~X_w9IBkJ{92YSu4v z+8eNb49F<@>%%k6H(S5Hl`Zsijjj9#I>v|vKkwoXzfPU2 z^3S&XHK-o`%h&>lKnAGbc8xN7U5o0>fAoclq7WfQ1{!B-(w4m$inl4%-~Z?3J~U>! z?iFctsaP2mI`L+8^4^mQ<6{%LUJ4!yp7>sjl@*ZG%kIc%`P0#Bs~6f};?Fp!w*wES zH)VWF41pMZWTrr7q`65dJ+$(vNbDV4@(~d&q$OG_fo9dwX-$@I zudgxBg|G8G2so_24t|FsxknA=E>5P&3Q?fQ>Xd!f@%|g^?fVddiy#6#>`^lnX&4_R z4f?>;-MqN0w>PFh$0XHE3tn9^SIdqfaC}2Hg`j^*Z_r6fe_eDea-uNMp_S8i#?sh@ zNnnqHgd_2863MryFQ4nwkkHlyk3wy;3}id$pC0bo#9~1)k+qTv>~cCJ6~Acn83xM2 zEO+8bgNs21+Y!~!Tc2{@|Hfk{)qF6S{$o_`@kPW_D@j+0yU zei=ok?EGB2o4!Qro$iVT9puZruJtnl&ALWU9>cM}^lWxd!6rj7durDsdd>VbUaD=EeN{t)6;so%U=JKzJW>nnu=r1fAZWJ5^1gPQvdhQXrUW|A zymhk%F`+j#~Tmjm**$n!1AQ`?LPraP@OiL!2AMwKhvsQW1_!;WZ z^(s5KOcR<<$0=?#v%QUFW)ORwF&R$7@?78V{=auP^}h%?TzzqsOLo%RII(f0N?e|; z)bvH^*f@MAJ)=rn-KpGObcm{E86&>sP%j^q9uQ(f7z+(#VGb~mTztv$Z+Dtk}s)5C|OG=E*A{Acj!za+j^V1~g*Li6NJmfo(T z+#d=Nj-%%))v`P2lo`;+n+qtW%*wlGfigSJysGsbf2(Zb`2QTT(Veco$l#hf8!bGS z^N0?e4BvRx+uvY0`}66W3!rKxC7h|}@ozlS5j1`-#F~O&#d1Izd&7I8!ugx!^4`qj z3&w1v!!k^gz^|K9L5KH=?c-L0V=A6o^-Kumf}WG!YaWC~1U)4cxuAH`D<4>u0IFqV ze?8S8mwm;6!}eUBt6mkQlJ;b!{q?KiLW5d{@r5@F`!5#U@N-#Truyf9N(`l*&X`%_n@SROlBgJerUC%{29pLdV*bZadOuS2BQvpW)|h843L z?hNp}zIW&8^8w`39T|J}vI$+kq3i2Uc+2cB@=W5cl9AjJlL-iEZtO+<#w+8&`57Gu zF&&>P((7C!|0QX3?CBbtV&a{_cKZS@+{mh9^sG>|8_2N2bCo?Qzc`MDd2uU@|}6?z8U12-v--HMhxKC0&5g0cz6V_eav|UXkVHu!@VzR zAbSqqha9nhwb{Bo%FT(v-4{^-8APPbR&PTq9ng zpT)sO;#U&PPG-5z7Y~~!Zs6zP=V}mWEy0r`r$26==!m)98`LWR7ub$;uR7u$6FGme zswjPskrx`?mB*Km*Aw1V(rqfL+Ah?VU&=gw58W)17mEMpOV@rp!$@~>0``7Lay!(N z{XXz#vk2POp1d9#%g)Et%bd5Z4CP*ztdHjj65j9CW@jdd#}m}jr+WBA{N4nO?o^0+ zB&lgbQ2tvDsH0ZGVD_z&m!{X1vqs%0UJ2fi$^YE`sq6c)!)K6I;_b)u?z~w-YsKC2 z*ZU?v^7B5-8#T`(@_#b>uzA&9Fx#HXI;aes=cm{1dAry@Nc~BlOo?TFDfhkc0SeRi z*{r@A54)}WsPly*=RnHBa{gskGwoGqqxA|#?C5|6%Ubcv=WZ`MZ-&c3Lg#-xH>Z*` z{hEIl9ar{yc^C?KF>f`{ET8 zq+$qT>#$BiCrYr#-Yq>=E;S2=b{~JFVfKzD@g&;HW!7W36ic&iXZlEw{QAf+-jhbN50fqO70$a4?B~$u+h!Z<74npvknjGqkRAk zG`>~JtzgV@pFfi-sUzP1z5UDt!{!sd=tQztN{@WS5;K81NsY2UQv2`UT_UOZhD@s+ zl(DbUYSmKIqBHe%eMcUqEn+!#S(k}H<{Ej%XQGU?E6r1btw#(GP8Q{2u{Fyy6wxls zJojtb7DnH4qT~Z2zqStZ3&n!^flv0KSPX^Zfgi&H1gN9YYPuEIrdFZpfGm|)E!WV3RXB@=VE)Q6t|t;AMV8JrxF zoOtYhMk-1S+$+H}1`K`~4;z7H1jU4flWWVUUF9MTdo-bptq3)r!^6Xq2v$iXIs7)4Gg zUYDAYRz+r`6*#@-HiP3S(>*DLQX%2QPb{_;y8Z)$0Z&E_%nTqJZmpH54?P`GC8b*G z3Y-bE_!(kX=3dZ7wRZcgH_+cC+#vMESu+Le)s>NXfw6HvP^va)TZ~Fr0tTeXotE>p zOiJKp|HnwI4_RiyKE`ly)zhcx6D7HW@iAw4)guMLfa7LxYEx3S#yazD+n_eQp%$k|&f5@-BxMM@JSp8a}Z zS$J`ii@_ye`&iS{bX8+W$iJKhxaJTV`jj>Vj0ZMFsx_3O)<~x zpRK)bUtfh$1TQosl5ot|3071jfEEY+70dm31Uq*6ua#Z@qFSjQ#FP+zbEBsLR#jVc zZN4EZVZBqX!aaOMaxe6(yE8E116bjB?{U&Q2r29 zt{kK4Xgu~Vi6(OMN$c$!egPiBE%ofc#m3nU3Bxi6hZF{3grM#RZpeLwKwq=Y`8w_c z2Jx4Rvg58NI^Zw6ffDHiN>__DvvUdyxp!bLo}0_dPt>mEDWdf9UyAuXd(2!$UDjll4^dfdn z?(S_YxbmSgb1ns=tm4T$d@@pbwX^8^Va+IFD~8N>Xy3pIySTVo zWF=84zQ-WkfP&JbeX$a9w`$dC!|JEq8}pIY7Z>#aK8UM%RWv56QETnhypU~c9z&|a zJ53vS9do{Sa8r0j(5{ZlnArpU-kkJy`>mrmzB$ur25+Z;46uJu!ETw*mkyyKfQfy~b+2^}*u;DqY-W2;nT60T;6j26F8u0~fp$a6RAnJ#o( z5SVg|-ewW0rh(|5fwfYCL@a|EeQsVt)s9KcG^h$Xjo23W8Tc+Zbj#eV2l@HF^i<8> zZ#*#f7e_M!?cvd|^DyjjzBl7Ag@o|in94F}Sn#Vl^U2Dt6pI3f|H0l{N5!>w z+k!}dBv?q$LW2ekR=9@X0fH1R!KH9_34!1)!Gl8;6u}*WTX1)GcLIddJLlZ{`h55G z`)-fX-Q&Ic`umH`u3a^1@A~bv_MB_3x!APF&Cb7#!;0^bX1zyGsE5%$d%^aa6nL+z z$7>E&_J8=rt3iz%IFP%Of4tmhD2il|(Hk970lghQM!;g?^%);dUEM3SVB> z?$BFWB&@#g-$kMMHIPMlS+OiylM0=OEo^|CSSj0Bus7bH`&bJ7r|z93bfuz5ZjC{K32)E62UY!n z^yd!Sw%q3Y(;?Oe3ZK_w!__CpC(mw~N1`Ous*W&Y1Sb;c2Nt4`Min9trK%OQXN^t! zdKVD3Mn()1i!L@%Q>3iWdY4bPngIvXZ)6XUu7gg@mIV2hUo_Wj)sWJaY0K+z8_UdM zy4#^gAvG%aL}C~6FnUT^RJ6%`9W6RO;?s-HU=J8cpkten8C>Y6}jV>(=3H7($sUR0Mt9`>qfBA)G3 z&8VO)WcdA#=|#C3rOef@PzLd$!$sln!7X3pl7S{I;V`3J#*qDD2AXRb*%hS(2aJBA zFNH-(Q3XuB6k05=tz+w)paBzjhb75#)br?!{de?20fD6j)||;WKJN}d(O0$V>&OzT zhm>WCURJBDd?F$}49gPPBDX?mHsz_-9na2KsX8Wt`!(V1^5GS9O9T0c%d>-)brK>f zR|L|eti81T%v(uA@d7x&WOV;#GKK*rgQfM5qQ4U-CR#SYCoStzmF@0NW+TTpFN*mS z?%Ac^>gAgLU}A7R+9%wHK~aF(_<&7NG^^&fg7MgoH*5Jhyb5KzD&>K{>*1=fjK(EK zw2RMfv19VBGn1G_9;hDcSohZ;JoXtt_9hA=>B4ktHY7BtEb>T~(z11&RklGCn^fGA zLqRH=rRmf$cAgdlPj$oCWSBoO{Wq~YjoRBs8jq|Ba-=>>I-2%5MfN zZ!NL(Fyf)e>-D+ku~%=ilNjY1*7{#8hS_o2W>%B$mo(bN@pAlWDz`GK`kiY=SU?m0 zC!aQmiPbbSp`0cDT)P*6S*0XTrM_H|Sw=X1fnh>#1t%=n?JJ0}L}8(WkyC)67sMEB zRX{`D-$O$hO9)ms7E~_3hLvKH5zWXMukA&k9>h}#Q7&h(m10yNlLCql*|8q@+Jk%+ z@Y;_ZjCk8L0mM%~xG}O@LDVZDLA@P}Iv#}B5LYe;VGryUv`9!I6U|Rn0alYj*@W4E zu2^v1MKf~w3lgYDzCpicDlvELVk9=D>fVD_w@7wq6DYSC#@AD*(2k&FX1{lCaD|!W zDo&cg&4i_CcD*jt$QgB?@Foj>g~!#LZIbJ4(r}22ddPy1^n4U#!u6TCUzU}VtSVJl zOGOp=76}-%zWQ}fwCn9;kh1SoTN99bw*DAcgaSmn;my7YKo4YX;f3*D=V^Z<16%U0 z`Kyph!v7e6k*ADUgpIpunC>}3ZPccjAwwA#)d`6#xMA*@+)iY;?Bbf)$zJr^1p~=~ zrRW3o$)BP2taJI3xlh(LnJDJHhsITvAjq#rc93!G$k7|JNX(v7aq##=m$$f@>4kH- zHgsQE%PIv?n3k{Hi%QcHT6u&%8sI9Rm;3yDYVR@9k-xW|w&QoC5zq({84`JzjDH6r z<}i#SX?m)Jk{+X5{Z63+Q$d|v-ih<6cF3MUsX>X219W~8TS&FYVU2tJn1xitY)Ica z)@1gWxl%uFGK{rm)h_-8WVFRLKiX@VF(BZ3b%&oLr&8DmPO5(e-7`>HboOT+WA6&- zs^;dXOlf)Mpqe}qTDRxhKBS?-d8euuBwU}Tg(Z)CG(p_GAEv%POzNmMP`dj6|obZ1%0^NT`?mx}2|LuU% zBfl+(ui{1l_aLch4Q7x&QI(QoaFQGU|EV?$!Tc1~XYH1y;gf&%yf5u~AB{YRGtt{*MccIvW*BUV-i3aIfj33XXwrxHxYlN{r(=Esk7;?66klNE8JEFy9LRtME zQuzN-3j6uDF)DLQxQ2oJvNpor{m8M51v>XWS zVCz&(?vAtyy;$f|NN2_8iKy+IsVU%>-+Mb+KVmuM!Xa6V&EW6ACNcw5lfy~^$rQ?n zy;Q}@=m#JdZV||?9gau!6O(q&*{^!I_$aNbJLWVGBfljMJX*6l5OfS3bm7ht_aLJS zH^5u(mC9Vow&qHWYumZf3CWgwQ3$7Fcm>tARcHZ2XD_Otj_xeBF=+LDhSp(EIKQAR*X4ovPbGr1`h%ERAG+kIrV+;sSliDT_9cF zA}2Em^d$#6%WmP|q|=}jCbNNZdWg0G4)o~UK_ZjYdthpZXiC=XLGxB?pUxSo3bUmO zq#!OLJ?^MSo21RM9cO;raSn10jXQ*8D->F^NlMlnn!7dERz^b?qOzXEZqBNk&c`NX zQs-Em#m8IH`6TJY>39-eIfE?ADk@rT(G&+pE?adh3hbww5w=+q<IC-o&_B-4RHJsBq5yZ-X zoeE<;nup&~)sGYdTs)OUk;(?92aD+L6A&-T9k1wKfmX0I8#x@;^9}G+kU2PfTb%6G zmiq_N3jl3KPsDav-u;1uJN-bZPj@)0x{Dn62U42SaVTVdJUBpGA>pC$p7MUl&sz?$ z)qpl+DY~6*aBSsyFuy^W`fa)KGYlwX#=hO?&%hLaE|7{W^sCB@5$WmPhQ56m!C zwWEt{{IYT6NV-5I3_K`WKZTRPx;Kq6Gs4~(K5Zn|a2#kh3Jf zbZFJR7{Tev7)$_(fRIo$0qI^cOqIPqy8{HT&Q+8{ZeW6ArF>Le0n3&!S=+^`L%|1{ z=|4C#LO8;AB8z4w#ke(1nPWGZ+cN!l`_BuPH9Pz`WLc9r%Nw{Svv|uAZV!u2a!?`Rpc$PNgco z9Kp<7Te-J%T+ua>^%1R|wM`=>hj3 zxHdGlRh~8^oH68|g!zABHGJ0Ps<9^Y+P&j+XvV0u)R_05TnXT2({ujsQiy!mg&CiXN6I2%pfv z_GMc<>-@RnJn9*?TGln+qUk^D$ZBzaAz;xgX+OPoxXhxI`B{Oe2m!j+YupUMPX1r< zt=&S~^VHS_b8t3Ss4a?V-qacp>I!TS;ys@xe>9qt?k_{ zTv6%#uf5Jkc5^NXIt;>Vy~~j+Hnd0o{*z=0@mG~e_Beqx9IYoNXU(pTRbviA2&@?Y_e{3k09bA7Dw^0_hP_EeVN8-#vGmI|Tr zuYG0TobT2r70%T*Pm+1DN`45%RkrjvB|S06SJBB%_9W4v;r0v45HgE&chu|F(G~c> zS%|DzvHjE}Becd_P?EeQM2*xrF60Zh?RgW69VJ@`c5%-CZb9w~5aed(;2bqjR}|Cg zFX*89patD`1!cv>!M}r?Ep!^X8JxUV3sQUh-%^SH;Q&zIf$jKz(-!fW*O2`E>ZvyOa359S)}Cr=Chjl8X5 zKR#jK(fCrhA((socQ-(j!WW&q8~}nd%N&-a#C97o#do~EUGhk1=JmX=q$_z5SG z1UU@o$_xyWzMB~1g_RWGjK~u)M1Kog**c zuF$f)wQx=MQvO5GSzDaj6cB?p!Qdw(k84O!+swjy|QuT~0W~v5NrY~-qb^_zg4oYjG^|Pxw zXo{~o)dvW;WPM!ZUryl4jd`1UNvIw&_f!dO#x69MNZx`fi-_GqdW|&NqM#}G5S?Qa^ zX=LbLzbK}&E)3TqR8nO#NJfkowV3i9Mo=Eg9>)D->YHt3HL-8SF}pY?`uX%pk?+E0 zi~N;Q4Z~T++zeu;AV>xY&w*FqE_S3CIVWjX_lQZix;HqrL~s`ifOoj8e{#INtYpH8 zpM_tpOMMVE0}Qoh0e}b0;Ciw87r@)yzZd^g!B%Vf5;1%u`m^b`V(lxEdX_03VtD4? z{%=OvcFuSZ_>1Rt0(f4{KY3mcgqt@^jG))fb3}KZA5V8jt%|(2v|c_P{Td-Q`V3oT zGn+^-pI0uwtsOvhwh487l0&<1xa9*sy_NS52`gSed+wqlq$V?}2IG6H>n}${M!oG^ zuq*ELNo9mS;5Qkp1a2pIQUC`)WANAJ5PyI=&Li1S#YR@Hn5IUCi8n9?Biy_a8@i(2 zDm!KC2E%n2o&2BZ1{ViEhgGmb5b7*W<)cPhejj;<>#Id89H;d=m(?Jj{0=6Uu41j- zh}p4dyzkOf?-*De4y1c525`@!vl8>q$;Dc0sS`sD08V@I5 zBD-Kh6=vdE>B0pAb5O74E09;BdbRdqgw0HdQM^{65p1gXsKge4c&xSo3QftREfAin z5}Pmc{8-beUn1NX!LUkgLSANKQ$hT>E=aB<)zV7+;#rBU27A5k<~y#YT#(Be91JJR zh)_uksm_#yM4T~}2fX8EVUv2IxC$$Jikx=_(R{2q&)(<12vP6O>kfjHYMRnu6-btj zs(%<^Lsk2JfJy4cF1rx#!3b_ZfB=HG+Q_?*Ew3-eW?DPVDU^~ksJlap~OTdQ@gLuMs-Y9e4ZF0h!HZvzH- z)BQIKG;Zzz=~zQoLdtV1&6QHlAeT~=hRKiXX8QtTLb(#(5c!rpT7G(FFFw>iN~!;x zu^dta+%KG6xAvpHHWkBc$L`^lUg}8gvF!H(;X^-iZa8+vRi zW_D>yOJVT|4&SVt$@+x+$z-W;=%BR(hk9e+su!l6UW^-hill8gY&>^~?WqY<8eOwg zCp{s(RM0$Y*VJ31N@1qZByFHy*U z$((9?>>(z>U|~8T=c7(tlUjagKh0}I*f z%Z{Vk;`5@4@>Umc9^M=xYcMe*{c$}iL2%pU7dB7+-U2r+DTfhrjUfg3w7jEH+VV${ zDYWeMj!k1)UrduB=1Af4v;hVImy7Sz@oV}JT*e^LE~x0j?Qe1QiW{QviC@@Mbo~WT zYO^{*n)Egd_xqeR=9}b`BL09*jyVz%kW;ku7*vlciPxBt#;-z_jAWIE4x2JIr*chH zVKfVvKk46D%qAUlupEheJmD7fOfVtPMQzG*kvQMd+QgYThFfLvSl1urTj>z0vkG+J zv6C!X;d}9sz@?Dna_D^1mMm@JmKMc!b7wLUxqRp$L$!S>!O)JH?a@KCwjf^bM#1RJ zS6Dz!dD1rw$D}=OdzC-Q;n?xpDbkA&PhE_Ig+Gw)IDeG#p?xN&_Dx3i;#GR+Z+yVY zy2-^I6;+WYDU3eF{0<){(Sqw4oOg3wa?b8_vRg*+(jGiKuhl6c;HA zxKh2NrY4}4wpx`rQ{DjF=Ssi7)!k89StSwxtfku8sp-DIRRBZkKsXyCZfp{=s@Q7Q z`kfL_V?L;0tEks#Z%8`>=?b2p##$%YYsq9|lDxD;)A%gX zHR@Z`-k-T6Ik5JDWXSjPJ*`J~vS<(?abppa2z1p^lWvSOgJwpN-Mz=(&JxyinW zpHM4)Flp?_QSTW0G*>GBkyWl%PI)C+UZ5rnoeikK^%*&`_rC=q`lt*q?3gVRjemw^OONXCl4~UwjDx2jMH>m`t7?{71MUf6dJ{;<61OYi4-}$$C4VuO4RA6*;JJ-`7nW0& zRi2GUuPJy({p4zS@AVb0fsM1;68%H+k|v+Tm7|$dErZGGA*Xa_BnR4Sv^_2K5cMuu zsdP3^5mKhMP5eeS#=O{NgK}9mw^6=3=G=}XEQgdYVOXpI?3X@gyJ}*l!n9sPNEy7D z$8z0~?)9DAt}zu{R6LJ4jVR(MIQd0xt$zte24E`3QaEE%7$Pqc!$;A}_4a0qa-;whUgk9SHI z*&L~Bg;%b0xQ%-ZLv5+@trOZe!`5I>-g`41?Qe%;(jqt`*Ja}zE3NEW4jtU=wTpX{ z-Wsi12LX3;4@)RmX`TcypXzkEi`3-0h z7;|j}49_Vut_&XLA@gr{;cl^z_wA|+{<=`ENDBi^EW#Iyofeb`yT@dV`MEu084Bma z+*2ylt;ZYGU837vj-Z&q=cyoMDkmyCY@gUA|Bi@PxIdb|`W^kwb8f7d#qA2fon8w1 z0}10dRt5@;r>-0i6n?U|T2~N^8)E0zZ$Jb?0gm;k%@XyomHznt2aoIRz);i3g?MSB z)YYbBDyve{5@bO0dkOT2z~xE#MyOEB-*GiNHEyca+w|K0*_whxmdxm?vWlS{=mYD~dM#dv z6@EQZz;MKjL9Ju7{i*Tl<2C>V+CWY!Z;-`O-bKE6Q`kU6W$|%Cg6JgxW3G#Be?mxE z9jP%qV?Y3=nPvjci3X@*S$HMV^ zz($T7a^~0;DkE$fR92A4FKK*YU0yj88v;_&`%ot_B zg^>5$kL>8)<8%d8V&&N*qschw#&ExPs(n-IVcyLI{>~KX<+9aqJwbQ{(z+;JxQB!Cw=B0y5-1* zA_8fjzstcHRvr7Myzq8xlg<2{Jx^<)<8?cmlT$`7UefqDS8L$Zsx~#~QfSRQa0(ot zE6tRa1lgP^GoU~SjTlJ=2M{o-y+aLoE!D~WE@!oG30tMcCD{S_%CBZFm%)mt-EO;j z!t;bx+?nO>X@KEaF-DI*=Ve&b=bhGkTXroBv((AZ#x{!$23FUSXozpux->G?cq7EN z>`S4~5Q-v2|IMo*nr=6kw_wmABv~gB+G(#c_SPg$nqoz?EJmxa@((2GN6~S~gf?*24i`i@S*A6$vZGq$l6c@8)1T zXXk#h7i)tLSPY$r>QGJmN0(=)dX%Q3ZrkyX8-YRT%Y7q%C9W%!n`)$oU z98uhH0WRsP>k1gODOhCZ7#EGoe8E0hz9UVDZE*FKT)mj<*vfl#j^_xtm}X~VoaELd9bq!tb`wry z)SoLn1xzxi0J@N9#eO|aWnU!4$BV*_^v4-5UaQp)!Ip2#m#|U6IU1-kuKW4f`9^N# zz5Y3z{|Y?ZoO^z|V3Q0VA}%S{WW~;nOJcUEKyGFs)ePiwPSc!R9>W~qxE}7 zwkIAP(5Z?)hZ6kbGr&N>urXJs3@Q@+>%m9+A|PPF)UKOqFdIf!QZtwV5!8q zyn@ON4PeRQfb3?g+5P^57P9|2j;(kmn18S1rY$cB=M`Bd=+d-e=q1d?5CUqODVTzjh0}4SY2_4Q0FdmA4HCJ~ zy=f0{UkGldTxqN7itgSc0{Tix_R05L&6*pU8{(x9q!B6$%tT{1j#{UJ?%aFqR-YfR zU-3!RJRr~^-3Q7$uwQeY4qLbJJ$B2lKVPZ3A_5&UfBpk0b^2~f@=%wo^`zV7LUfgD zn7jOeciy^i8D83w|N&U&pgeuigauVJgiobGfWVSka&b*a*-;KiiamUt;^}923 z|Mar%n72{QjCXCNO?gxMCV7@kw6a6 z&=JD^hynW1u$jL6$7!$xdlEtl&4uoqPc+pvV;31{$M{y;mefrtFUno5wiBwR_cv4x zbr~3O!I$ND$`F!~KaiZ-o!K5adR5t3ENxVrn;(8WJ7-#!4?W$8SzAzjVqM+9e}xI1``I=gSSXT&?znbLyuVgG zM=o3`T_wU@2y)JzWfGw+`{mq7^Sx?3c(1OOrBy1|;^-jK=7Hd9py;w566+yaSwog_ zqdhHeXZ=2fjTinY(&cTb#c3AH(6~zzc#*V(+@D2d&MTi3b7fp3umUA13vV%%9KUui zI9^=w@bN9C$IyziV2_j^tD(qfqnSDS=%k8@5p!0GrWHSCaf$jhp=xbizYq5i`SA)^ zFuNhq(Cx`-=%`nX7h9Z_V{B4$x2F z^qOp|fWElvXJ9DYF4-zeNm=ceo6bx(x5X5i^M8!~|DMA{JR4x1AWNv#wh8yefpf(GO`v8s zx79XZCKA#UI>Q3aU8`9^bfd-sf+SrHHy>F3#So%uWPD| z+Ehza<5D=M7q#QranL!g>E64(veKqL1MDFyD@&|rU#LF>Y8iTr2=EF9p!RI|54TDw znMAKNwOxa76Bu$CDx^>JKioxP^b@QD!yFzToMw?oeC9GsGg}}sihkC?GFUq?^C~Y1 zyDy6{%02{Ircw5CP*+K?V0bBe2IJf@dToTbe5daq_MYgA$h!F1rwfxSnFq`tln!5i zzUlY-+i~MVyOq~PuE_Tbxi?klES{WRw0>w?xOF4m*}^2kaiSm3F%~RD-dAM({kZc6 z>tB21{(ii#9$1mXDIzlaDBC;&kGLscDgEs=q& zqw%veH?P@!x&t>c8Snpg+`mo;_$B}K3;kZ2e_u-fT5|uohyE4i{uQ?W6%>9a;D04n zAR7J`eNrHD2=vshQS5d{Oa~by6U z1^-zvV%xSwhw(LG*bcJ=^Vg_?q=HOwTGjTe&zw?x_D;HEk7)wXeBgbi3PSiPdV#x^ zFHP7x3~PJH9IC)27KI;>kiR1d5|#cxlBiJ_ay&fMdiYbKRy%^!Py!J1`G81`7Z9oW zFOd;-Y1ZC&X8q>j>B;}BI7flN5TpZL7!LxDikaIS$)jHhS#74E8NKJUX;hAOq z1)){>L)@4#M1t8e*pSGi8l*{u(n%137`Hl)vGoer>Fbeh0BqZt*;aFwT=3)en>>KL zaEe@JLeAM%&=A09bYvr|b1mW6CEoP+Nh<_qn`mW}WDo>$xQp!xL=*b!W|LUY=@iS&NX&$}OSw4=L~All>p7a#A) zdsBveSLaz2#%TL#5mVd=3NRQAFP!PRdUKL?6h@MXsKev9nPX6Nb;DL7A(Af!Upz^t zrY?S82T%>lXa^3Bn+hm@$)%upsP!@&GQ5&hlTrgZ)F6~i1%g`E`bR3PN4jV7;ju`? z$P4%#f)gD+`OsKsEP7?L8o}kg#2V+Sgv**YB>b;WA|+EJH{eL zRM@xfAq`etHmT;Yh+HP*J|(eYjDSI`Lvq+u8cU_Aw4k$9i`xWx;u9lPD< zpu1_JJ%Upy$Z0`e~8YHzt&IMGtq!$jhAsNMx}TC6bnblUz(=j@>dYfZ8;4GVrePK!9A zL5W!w>yZ-_=bG}}SS9tLXJ1C@*}ak@yyC+Guh`z(EgMQp*>Mq7%%r+(n?-+^z;eG#&m4q9lLJb zH^ku+aEL5srrE}3`npk1BiT{U3NJ=LR1Zwl@Fxgmhzlg`kK_|O>KQqxdqX#JJc=pg z7*gY(a}NcwwWRVHAN|5@A#PO)KgUQmP$1*D_Wk@9-`@Rie0%$U$G11(*lZ`MZs=3` z(ha_|v;C%mo-Eb3v6Sf}NFCJB_wqqrDbZ_lox@dsMW?h8PtR6UWEi63QY(*U^KQbS zMQa_8FqnVixi$ticof;tRegRM%f>Q|503Uhmt4=TUKK?pHW}r+k`NeALm3>!@Om)<}D$T+kY=}Yn-BpO@wB=e2S0RxVLT9Fr z*f=&|(0=42_>mhvI>UkL81hHgI)WLqf^Pe6aCO_Ns`jF&9yUbetAMr#_oLuA)KsZl zcM2L6&fY(*)Fy@oN#v+@4SK-!5W5p=(vNV2sxIZb#W^b{Vg875Y(CthPzumc8)+2< z(?Dk2{aINbcG9ua46}i(cUNU4&U*#YT7zdP2yB4wF#A1Rs&>EMRy?9cxtDysQ2?Xp_uE`cz$|!qT{WVxg!Slmt=vHjHQIuoQu7 z*oA!TFgP~v-OnQFQ90eABd+%u%ESo!5F^5$VYU%_BMLs%cRdQ!=TQ&7VrL-kRolwhZ0`NQ|vT)_CZ zov$$ur7dx~K_UJdcFtYUvTvN+&wVtCJLY=|q%E8l_r*eWY9VAYB??dE#;NiW3n&OQ z+Kc>ERejrhKFW5nA`nMoyDKwuI+`w6)g!NP@3t=Qg$yx<+I8hM2g%C%psvY3`kes% z`1ll89QnugzZKRQNaTA^19Ao(S)+b|AN&% z93HO!kXqXQ%87|>!{{`0FdmO~aBiE^U}(*(-wQ|uN}+=|Cn8{MBuffBe$;WKXty)$#}PE zrrF!J!C`v~idnT{Hg1ALwy&jy#i#-7{nG(APf=5ACL5B>l;z1>a3b4@dfTt6Z{70; zA3X=Wor|WMm~oQ?->G?@Dh{VyTIaW?q~Pnhpk_NY4Rj{lI~RS8T@V)_-_doO6G!!u zC=e^r+Qsdq%wl^pZRE{2%UIs6559@UnI7k>$l-m1x)mB_hu6|=g>-u*<@Jo@T{w|| z@D(iHiX}d(5pP23z&t3=wBiAT>UnLuPw?JirpM*r)h z|8+tBf4@SA8o5HS8%LijAu*BkT$I&Y@+P^UQ@ zFMFBb?q_usaCEpu!L8=$*A}FsYpe#mEyIs07LGO2h2=H$w3xLig@$Yq9@t1I-u_f< zYt&T#a||wC8gd};D=B|1E8Ni|7S8napQCQ63|@<*T`B0*q!V@C)c#s4{H>x6`0N+( z`OO6tdYBCv5jF@GMrtN?L`3D5D~D$@);iMW>2-@XPKFi50pR0 z|3IoJ8F4eO_|}@|l!WvLQikXq(*+ymA4r3Iwt%RNpPc``OXtSNB6-;4tI)9~?_Z*_ zLzF5(Iv=Hf|95l9QhK}Tw@1PmFF)nh4^hAdIvc3H11<^5zyF|q6ij|9|55NG3P$Rx zk`lEAFse#@8)>gz;pw(pf6@Ek<3y*%rNXa(tgN(uA!<9;5%e3#`V#=^FtH=djHgL~ z^}zP(GY3E-2g$GHlN2fI&m%3Qt(T9%f`FDlXjDs^RDa^q5Ie^&cCn7gx^PmCdNM$t zMrD!z6?hi`n~oD8MgzonU>TgTQtRq(#2PR27^7rL>P?4`MrE)ySZ!gsn!pSFo!W~K zsdCv;2&gL(@ES@72SK3DV%(|#$XxuvnK%?rihBa+^#6jfJu^an>l~k>9|jGMwFrkC zT5pp5?ouE?=Z*D+@B225Dq-QbZCw}YVY6!^JG|j8wXFGcpv|yv9Kmf_&#YrIs;6R=tvWE9TEdvt|t4te^|%MC0)m=s@f5}nF_Tc zqDftSG9Id)bj*Ydi?tsYYtc|@oGTKkR0P2jdHP{0u@~~M$l+^Ag_1-QcCKZqN~B@2 zim5t%&c$?1SwY86%$ar18h+|co=$o@={B??o~l_uy;V%?fqo$T!$L0!@T9ZLFLC>R8Zr7ZfS!{>dk<0aGTt()2epU^H%S$>g%yVXUE;VW)cy=;vlL<<(E4GAKF~2c#t&kLrS=zq21O~sLBxwYXfr_Kt zt2^isHI?GcbiIc>f)*-%dPxD9f-D~KTFo3LHE4(RH+(*lL=!TTrFGZp!I?MzvO&}9a6iU_iD`%lU(3DLW+J`>{O)o@sE&~S^hXrZB`%_dK`3w8hTbI2ub z$Bd|^64uXqQ?6sqX3=HiBlvvXjAtbs?@LOLAFvg5v5xM6Jv z8A=}*J`Q<@&XA(6h~(m#g|BoaU+r9t3vk+846pa|`X0F7nn&_kfp7`D3)1MX9KK8C zGsPco_g}LGT^;k0(HqD=I<~PqYb|$hKE^@2SHrR@+W557 z;6CXv6MB|UVq?m>h^HWK7VhZvj`h_MwFiQ{&#}&pj{1>DtWW~}FdZ5_X-MVLzvEuK z|CexY!@b1AiEeAE!flW%W?84`G1|b-yyc?zpzs~pTL&}Vr45Q(O#5&ppC_V?@^=8&=NAFuahw1M~I;jKNw zg~PBUzY;uj;+eYNr8+-jfbTqLdH=leBoW%6UZFpmI4|>orFQ^?u4C)I*`0l&!t3U_ zFE1pfI2EPnr$^Y}G`aKGnSMVht#lS~Y zhAWi3sBmNNqF{C;m!Nn`(=*}ii#qstM6s6Mr`HLb{#wd5#i8G?KEGY@E7i=5n*Tx6 z9KqR8K=j#N7$(QNJF{a&7ZH8Sbg^Z#M2fC!)OaY-L0zlG3|m@rNAE#hP}&i*G{|Y$ zRh3QU&w_?YyAaG;y6=HZy zd^iARBfeq3539`^p*Wc{_p1_|j+ud*3>KUpvz8IV>A0r1=!Ye|;+9ntZB zO**PAdb4?E)>kNAcMJ6Sdn_8KE(uiu(^K4)|KsR+%UZJm_*LYtLF4**XV@)dRO=cXgs*2?T#z=HUEyW*5GKYd;V?7c-+2%3uT55ld*mw12ZQejcu74F_Pcpx* z4j$*zF}2Pw{b4QfxD*k)7B*;uyXfKq4PZ5E)&7p`lrb}vIfmSfskF%9J_MZtSn8x? zP%=-CMOBv`i&rOa2^{7`=kW(pd_bUqDRQC~QN^!6kSx*}#524smThNXhoP&c-SeN) z^uXkq1JYDWK_4@TszlzjKY2|XDJD?&ygV&Wf|`D&;X06O*i>#{3q7Z-IBD7C2Xy5ay`SZ$kwPj41H>fI&PfAi378HE0l6ZkmUl$4B0j?1)ew^}cN1Yzum|T+k+snO`O3FGboaeK-3C9>Wfg+nWP; zmgKGxohHG7KioTiv$i62_+Hg_9`ndPQ*PC%2#K z?-^SfHZ96UwllcXx(?f;i3rF|lN}zZcFH#}II2s&g|2dEmlkxzD^2yU*d|z9u{d6Y zO5@a4PGtjoP>7w9=aVD_4-Vnj&oUQvQE)sdLb86nME$WSXEKZ|6+b6zU6VlZg{_7V zQ+dFpYT0puN3qD2m7Qk_9K@?kqoc#uN!9H%rQ|dE^|&l=vE~)_7@iy6CJQGw>)hUk zm8pf3eU&;mck(m9JqQRE`lhg77&AI^eb_$NJnUHE zayAopcA+~UASs4kpY@97NLTCoF3%0xAWm!*QnD_!tNp6G-$4ebkgB zV?kux6&H4w0GITdbVUC+;QrBVt$YWuD6*X}!rmC`GZ}2o+q-18W(Pe}mzW)sx4lgn zrZGPmqD?&s7$s+^5;|OW0s{6hC_f3j_#(jf8<3#O)3%{-D*F;`XyQM9AN@xK#^0{r ze;pF>O})6H`r20NaUfrj@Ncw}s#ea|Dnt(l4gPt9ceVmoROS>bb%Y0$>@ojW>mR}q zZA}IHycAe{0h70lC!D25_H0(NH&Snx{|o?-p@Z}Zz}{SD@}4WWYuI8Z;?I}Z@TGVU z>sfgpxWCp1f0W5%v2V#w+VdeT2nwi@p^c&^ri(5!+R<}GUNWR{aMx_?9cq1%CR(e; zk$I@|4Z3%{|6=s+=iI39c3ysrvt02>QdCY}UxiV4I`ngH|5Q%)9;@XrrGjF*r(DI3 zuTJmzFD3i-Y@|j?@sBRjlowPoHY5v`mNNE|Lpx9vOIrM1bo8fk?yr&~V->4E6_*Eh z^>6!COF10P4-G54iCgm8?yZ(pZRQDo@*4KqmfP$%J0>qAven<0jvAo81Y zRWihm5gY`Xe9zKovBF*5U7M%HV@zMKLFYen~c+Vr)(9C1U!V}XhIrz z#kxwJKd2W*Qe68aAg`Fm3%@*p*9G=MtVso1L$9uy(yCzgh7p{8kgJ0vM zZGA|wIqZG|PW1n*&~{BMT)k~R0T~`jwiY5_f)^oPKWGkWf+s1)h{zN7dA-rXg7z9$ zF4&*1xCaHOsCCZBlYcL_%9UdN=JCEXSXKsE{dv>7ipq-FS|;b=nX?hqLYq5%&Eg+J z!d85>V_4iiicssX#)eqc&FTZG>M~naGAhQ{D*A%nh16M5=GeMYT(H5CD)JUhIZZFT zLj;9@D+6z4Suy{UTLVpVMY$Ea6g#_Pg?r)KHto}Z``g3vqVnh0<-MdR`=^pO=!q~x zVhR!c@A@acgu{>wuXvI~+)VHbDg0GuM%)Z-^T5pISJV$xD^^BWi<;#PbRq_$$0i5(QL*^ z{iQL%(uU-023i6^T$NT+k!pBzT#7Qnm}U0$({b3Q5!-VgK!rzaDyK!Sj{>MSJZ%2# z@DaSy8pOHzh~*1nuNF3}*Vc}HKwn!XrX~8yWBKK!!6vn&iqqLskH8|KLUBgW>AC-0 zonG11V&E%x$6Aak{he3(Scc0QOxSZX{X9Z#ltBgUiJpgcjTi#euL^^l9^&Z-Q$2m<2V#D^v6M;t=gRd|@7%`8Z0 z`RR9sT=%_^mU}ma7?OtdGNuc$THS5R(GkfEJa%-sp+vOD3Y*@-Q+@~g*uG4Y85854)>2hg4Dtdy!r{%LI#EdrEiOVOv#Y z*EB*;5z*$jALWQCXbw3uI{C4p^{enRD!6Hjb831&Y4eCTK9d^5o3}ACY;RqS8S+ue z@q4-*wQ^xkGNa#JYUk2xIDIB$XpV`EBg^al!X1nXMrA^giPjT}*>*gUmB*-|_F`bn zkbNr8hgaAVzP_Bu9O|q>EfM`<;N7K)FhbZxPiviy_U}^Gh%KSN4>7kRq_)iwT-T|f zcUm9+y(7mnZDyDSKhcx?&cD|)W63%%zd=p*QeCZo=wsv}+9x-cuaszcF#v-FFEY8f z1?`9v`r`<$rDv;8BlHI(e;HomA8VIh9FJYRh;f^+_?hG5BM3R7H) z1~~$ph^DGuxxWumq>njuw<2*nn$fd$i%*6m|EL__;eAqRV#PSXQGMtTp7%~s1b&?k z_x)1v-A8y!61CLMA2`rLY*AvFmk~9jNEUfbMqKoh0Sl5dnA$s^s%#9;u5u@b)@~c< zydw=PW^)}aEN<6yxQc>u2&4A^d`wwa0qrHmQ*Sk-?QmjdL0K0b&$rnqKd570e5=nW zR8U}5#qfQBwA4(aBYjK~HRFtj1htPknkZQ)$;Gubul1c+XMW7tW%Va1ZtSPdZBmu> z59_CQk8oT?lRQ5UiXvNl3w!WCei2%(&FMK1Q3vb#TtmTW#QRJ=W`we|1W$28k$H(c zKk{H`@mcM3qx%y{1=EP?p|X+esD&g?lAh1jra}`vu36#vWg^F`=!({Ejn8PRJ(%fZ z3fZ{Yv5cFxNvjp?>cvr@pq^v~(-WxY1(#1dvaQgh^!bOC?GOBH=*LpE7-pIH-e}X7OE{*A4_-V)rL72>n5>na z?O&7gNLjC7)$vK_sS(<@`y#qN_W(as5+R3E+`X=gQdzA!F*ae*bf~D?V6@}tvo0x& zdi8eEiVpR=w1G!Mz6VHb9EgG4x89-<${C-K`h1=Fxb4y!YV8JgLzR0~n1oIcGe9J# zhnymXJdD4@jv1pZ5z0luTqYnFRBDg!9wGGd+mwRAwP^PGMVo4y)@*J1J`Q~p3A_70 zZ$18PbsQ*grei+;KKSmFKk5Xb2G65ImYHk) zl@^W~n2&k19)QX{;@%B%47OJwU2$DaQbodQF(fDQ`0l_$Y-etg%`~b+BKroS%@!$f zvl`tTu4xSoSsGIkbgBwM{%al^nKdM4)%o9m>~`VG3}&}EY8TNFeFwArA2D+?3icHR zBxk4-oFh&YW|MH&E&QE+gD))*)v)8nW?QU4qpAwAoSE*!R;Y)wxc9dFIyR(a zDKrAX`gdZtP_8M#UR9CEmzMc_FE>-fm>BFd)8zcPqA1@Pvfwr^arZXx*8K)dP}HbT zv2e8=rhATll4frTqUPZo{Z1D$N6cm#)$%6!Wc8vhI%B31<-ePLn3T)>dhFX0_ z)r0jhGG%@HA2#xDsz+E$w!>MIxs5Mcczk{@O))j{)zf);mM)Dn>);9^(Fb%xyEdgU`?4=b>nU7)U$6BvYVUdWPnubeIa74$ zE%b7t*4=IKX9e;}qnCw=29ek2rrauJ$uJ^0J zzEM_d#Iz>}JC#LwgT<)H{6!+G6PwuvNl{jI*X+V!hM9Z7i7BR;Y3rE#q1Z9oGgLte zXOf3dju6I03Swm$e1E~{+Syoc4}${&k+FmiTSJWY=^MCSxF6>y4>&~$x{_wQbc4^$ z6QYi-8oT#wiVmrs_i$s3hw_vf`z#?_EOVz+n-x%xd{L+&{Jyst6J93w(l+`SXl9>2 zavii*`BxH!*POc^%9`mP#Hip!j2S z8XtBMh%uu^#^)PVKt$s*^rd{}rG4?|udnq?V|W`p&xKO1p`~0dtIutZCj(Nn1B0t) z8^~r;EXGOIX|_ynXmfMv^|i@DB~Nh5k9Vpemh!}+6AuoiBDK12SUjJ1q7R>7mn3ja zxWz}iJ)e1p^8y!SA2s#XoWu!IdrtiKiWYgod~{VCNdL2>Vhci5FStZVe#{r<1WF{_ zVx42(sG1O0$Cfag5>^*DWn}@G;YEs(oV`jJjQdx1)VO{LMBU_514cD?*6A|25z&{x z#~Fv$?wv9%EmS?z)Pji~M|qkFg`+%2JzNyB!75w`M3W1@B){*S9_)K&p7R8x>y-3F zoW{~<+RDs5!ohk@%*hAKwbu-LB)NLYDB+VKjwsL{f zh%oDoy-Z(&`2G z+NtSqY)^qZbFrh)?z)LhT?w{$h3099f-fSo=~JBXJ^<$V5kLl>*~5;RXTKKKG|%bw zv_F({u3I)Xm!Q*U$&oJj+@;Y3CBvYE4p<3U`jyuQ&y$kRn$NOz-C(k)T}h3kQMu2) zdbinJHa#YI<-iIE#ok*1!pMQ7nf=(g&bij|AO!0ENCpHUB4I9~n}|=i1GbB2u)0~# zKqr=UjxnvNkX)nx=RN~cpx=MlKVT;PuiFhz?hy6vzf%zXAGm-uF0B}=)aj*6mqO5+ zr*+P;f#lHgdi4$xv+x2UeOhnyCqSqX39b}=(6#W@zWSgpYuja#Hjer5Ay|UP4Omor z^|q071c)?}@1DI#{#uO2U>Z%`?peInrf8|1wgT97R=B1lV%B8vKsIY|s0h*#wSY^` zIm4LKzDHYClV zN_Vc538Js8d3?H*K#d+U=x&QvVl81U?z$H0iCo9v_=I`-+(zxg{5k`>c+>(PH&<`M z?-!FgCqPKbPRty5#8D9cNC|b9a|O_uoE!q-aDUz9O1K2}!E%|HeMjC0{Dadp?)Zd* z`}T*`$LeO0?G>Y~mbtY2#@T5@N7Nz-)xcAHMA-pNN#5?f9_SQ0J&=17rNG1DX)V|w z;T?_p4?D@&$V7}Dg?;3_pKUS-4P6FKwaW_F# zFYZ--)ExQ>{lpR^%qFv5MlkNxIcEBi-r5d1BdTqij~>OfPJh@{$TF&k@G@fcy3DqB zp*MgBG^mT9;Xg&JjWZN{c21|fpZYml8AiSBGAlqmQT z`&0)R;(~aDh-WXW5mKj+Z!2-XpN3x`8V-foe;hp};faJ)9Vj&FgVrU*Z%N3v#xvfi z>+Si(vuSKoPO6LXkRXUDYJq?8P)PDf@<^8pND!gvCd9ruqQQ|u++kBT$#vE-Kr+jDtX-YI~xxL7~tji#f3i3^|7p*TASI3 ziF6IkoEQ&sBVzNupp#F&2-<3ND94b#&LNt^C6`GSuxKA6vz|Me;9{wAkX%asr zE+L^zn#Q+TQef7xzfc-dejTR7Z5y7U@HtnujhZW1i?O&* zTz2^spGh@ulR>6WL*bR1eO$xQ>QwDPNa_-dDGT5_rQ)L@Ya*-1Y165?VZ*{`?ORr0 zHqm=;v0wUQH*2m=2W`h?$c=~{+g}_pB4VBO$xad>D}5jJnk=pmpRQCkuX(O%RojiE ztX&$iQyDMM3tD7XUvbj){z`(tY&mrgi(!v+o+=_~AMvh)HLm4K5?ddUp}2+cIoh&%|ttS+6G_c!2q z#czP~LA%*@`AO7oKndQezH1PBy>aYG& z=p@b<5k=l3{g@_#yr)puDi0zI2bp)@L_*QOJmPzxy;!w~6Cab4L`_fxX8 zxjnEiH&u)vR5f%rMVc5IT0ULR`uH0#S>Nc}I^z@B`+_;%q8?PYcu!gp)#5gVXI(Kt zsO;X(f0#S>6{f%CBq-pv;ICA#4_eWTW=)hTyUQiX%wa0)#(r&3p4{9&)g3>UdP4SW z_IzvqL`wSN;;(U&NSAOk6Xy) zsVN>`Hp%5B0k0LMp)JbK;)8%%42mgOd?cS_>Ojp5(ey1L=wV10@eA~{KLW1jmjhCx!iTa*PmAy}n;nyvuDCCoV z?M}JB(d+u)s8M@qDSRm;=upwE9r~GxP34n!n9OovzOmqm1n#-kYnfx(bA!#?dn!d7 z)Wz}Y&Dh(q`*XI~u1jD4=zX}lp-9QT@$CFmxHVgt;fLet<}K-A?A&{Wio{OU;OeI_ zauP2Bb7LMgiO!m&fE<#ZZv}2gXO`bg1RF_QTzRzX9oWy6#w)nF=|v@YhbO1gR=1?f zrR_eKVcy|tS{8aKhtA#OZK3-y7ZEhK+oql9Fm`l(Ab3hr8hPH9*m^JUHB)sZZ}du} z=Q)pVqOy$b)7Zdfe&IM^Yq(`hz*a>-cs4$w*TjbCHN8?NWMpWP4R~((^r_8LHH=tl zL~dYkeK{@(&*I&Mk}4uTkYrDz=!M_a#HI<{%6s>P`c=&5ojfmw=Kr0U*D^f0`YSW< z_vI2b;e>7Yi0MRk?%>65z%YW$=0iAmwdh7W$NZz_y>r+XqW^m9|F7R74_kOlE)n>3 zRopbs77Oz5E+Q80Ez**@`MG(WK;Ktg8#k=&9i7;5N zbDC=HL8?kC8U9I=HveQQIq7M=O*8fd-;e~)xFBI`S@cA+20uDquW3_-0Zfl3sIm>E zYuZx|O^d-cLDxlZQ1&SiDHbkxl#MFF0q`tsv#T~9{vV(=hIUwoZfhMZ^VW5}iu zR*}U%FT|U7qdlIf?mcDLz*rLx3Btvo4Bo>-3fE>0$>>$;RTyY3;Os7=f|6u@8h@2 ztzWrCqK*mz0Z(Ms2O{6uy8JS&fDjAT4K&W<<xCli*uBl9jIMUW%U zCD3M4nI=82V5&&<86(4%6>^V@Hu+@$jSATY_{ac9=LSQ5g?R)&xIhnp2( z7HX;sPORq@4aubY`YcLPga%UgZ;yT4rpp4dbMopYIvpA&B^2ZoNR2}X@kDZrUfB-BcqQxn84Y}@Oh$(bkoy{4XH3H z=m{`<&o;P@mte7rDW}if#(fDotrE_>UHZXuLLDt|Bf~y&v)8m)GB;Hgxyuf3qO}G( zF+WGsEQ7+?hUD%lwu|yS(^M6ba72DN7rG|Q)i3HdC@C%!y!v|Z~aiDy1}TF=WB%3+AEv(IS7y3vO(Lvm#j zF?DbouwLxwMCR!%W@cVLXJ4bcf6VLs)SHP(Iu%<)MA(EsCo)&EuG~H#3n<2FzqR^H z+jjEdGhZu%`rZ7Pt74D;Jj``EH*q&}vN&HhkZL>~Ur>dsi;IpYp3jP>^Gg%JH zWJLV@^mwLgCt%tIDPsMbrjq%iPHPCy7jy3}nyWcf+z8gN{Ja$gl2{5 zmLdszgaH9&z@6SZ6+Z8g(>4*H&;YKFYfy!AzO*-2 zZ^k~oimSiDp5wd{bWAaF0~r$a*`H4-#7Mk!lAO;$WL5yPb-7~W0stXg5D>LP>ov<+ zc{_@cu!xL#wa$j^%UahmID`Z(C3a*~cqmQo^M(xb1T`fK@AMMLoPOrkyuQW3froFA zpn16LjpR7f-m>d7`GBb)w$`JR6&r+Ud$cj|h9NnI!l zx++!+vgb+q9v#X43Xjtx67&nP(J*rozjHH&sqJeCpXz1PgOVbM@$();qw$NP6(z3M zCnO9kq4}Y_Rkr#7a{}ZMOolUmQBPZ^&lF7#umNab=a$nst*~g&W$~*Xwk_^p>pt7I zaAD;{iw4em+rsj0erK-x@HAmPvqoJl{zK%?E5#AOQ7&xJ_Rk=L{#GXKz*x4tp|Z!Q zW*4RkFpGg;`?aVOpfz|MulibW(&% z7d@d~%_|svRnNli(#eMoS{M1Wb~_JR_(ANkiQGRvv(IZbME04#9oNLFQX&Bh{+)2B z74~Rg3UB=2sxHUk#zt~Gl7UIIGfhRc3Nc6}lx&aCqYKs|5yh=imc z_xFzO-)xH#zVUw(F^ZY^<58@|C!VS-E zeq{94zRLdx_>_N~P3!~#JNr}5k|rMF!kLU=h;?hkjEInuJ{TdftJj%Vz(l}05t6&f z*+FkaDO^(YCxn2AgQw69;{J8|yGH(H#zsvB#8)rOO^a@lZP$0!Xx0HVVP8xM=^(Fb zpC|Bee~?2Fl=uzkT?XCo7G7t2E20ALmBsg_uZVm1cXwo4Ij$n27RWwqod2_kUxNz` zjvqz5KKJNE(9+ERq!K!Fwrlf$3HAE_vH5z%_}g|pVt5xt?dk2|5x#b@#d|rP>rNSN zLu(bl9i+FX>YA;ahR`~ELnP~0nevD9q7XKYZ!1@nQ}Zta5sT0QWN3GULKzYqJQ8+8 z_Ks*@;w0V%IHMJzdnZ{7&yX@K;PR+qovLDk0;IA3DDh}M&QJ;?(A#PsXS5I)>W@4s zWU*pRQxb2d7-+L=Ekg7=QCvcJa|j4T(&S%oIMejIp?KhbZOld8zyfKm-GslwSe7;y z_qEz0m-;a8S<)y3GCWf-)U_=_Bm8Dj5F6p_qaQkmf7?a$fW9O0qCEav?_x4(Gb^?d zy3gR$z{(tM>x_E;?fb6DVDHw7q_<3r?O#-uU|uQ;@A<45nQ2DIxIs9@0;*rlzYjFj z_&V(EFA+?XuynRqgdL;5fW4-?K8 zM(lQpbNJIFuteNszoZ<+Eau~HEPCCO38-p^+Ve+NC#}~HV43zjPMo?2AunW&KN!2k zuAW8ZIp$Hlr$QUz?eUP25X^L;`Yn6_=yFzLX8rX zvH#a4A|}7@4!!AAg;6kbSMV{m_%pkn(Q@JaA~;pkQhNBQeZBm~9%1R_}xy*tpd zQORdz5TmE?;qdH4N_E7j0i^ZNBS!+UAp5G(RccIbz=l`}$c)|Vr9hb~zLiZUC4Bo} zsC-%P@tr*WEPOktf9@<+0?;bm3-nvcO>-o09F7y{l)z6-Z*UWHzDiP3}S7 z8qbQ=`ZLe3#P?6YQ~EqQ!;7SLWwT?}Osodvj=uf@Je819iCTXBjlvs5 zU%(7e^*13BDX~vj`VmnS%a~8G*xlBr|7sJ2MVm=Tz)NJ=j#X$HBe_S+L#LQAAK_Uy zU4#di{)Wz7`|&})PR4!Kzg(fTsqw7;r_d#SHhsLzC7%6 zA~;SyX`dlfJM1HMEvf7=LNv~{rm;!p!zv*mVOx+eWu0T?razdg;N7_B2>_#x3X@>$ zNTVZhuF7OA*C!c9?D4ADgT5p0MP!^BH4UzmR<`AO^Ew}6BO%r0Y3Wxf%8&yWqfRfI zd+LcQGXxIO!6MwRxK#8~CQ9!^g`~j8B(bD*f=>`@zudes#8~zTQgsnVY=3kDK(jd1 zcUmrXOS&M-Ysd;$sp&GIS)0;&24M>%tS~;I2-69oi{<$E+-_seK7G9vwt=>{B0s!X zA$qL}(?0Q0SQF;-=^#ug7;k^MR;5Z>9@`v-|FWj(gz}>_>j%(OL80U~t`FR83G+24 zpbxDpwIh`YO9G#33^WZYEpQiBj=vVO@$IuY>oM%4M}$bJb`l4Lt$njWd9&Pk-Upm& z^wkWrO=_TLZ_LDA-ap|jg_4$*=9U)v|8V(!Z`o8~eL`8r{*Xa@>o)&yYvitg~E(H2)-&Dmxd$$8-L|B|1C7}|A$J915V~E zS>{XBD#TrK11B`Iy4i^a8szJxSe><9O{I1}!VUPNjvltFE1?YLt1WN18;u zM}P=U==eJ`+t~#J@?L?J_;@^lGNB3@AJ;us_blxGF%)&&0YzcE7)BkfYknKDNgm3m ziJYlE33s}Zq4GM;6{U&y=T^;AdV9lyw*@*RpY{xoLfpFU%`L8K^7vS4(3Z8M8*xCU z%}Y7#FC%JX-pI-1%CMD|Wx5m5*rzltjb1#dRLs%obQ@Nvbh3va3?8Tj3y#pD7!i59 z;_@_b1j_lw6er0wN0yLYMfY<%RD>r)-M?9QM%j1?J}O8r^u;t}Ns&d#{!XwL{ef-9 zp4i$U7e>r*FLMrN^?1k;aN@C_3phj>ox2Z*QzI*pYMW@g`|N9W3B+1^<%b;8r9jt+ zT%W6st|Awsw`*|rEo?wT{+_?q8ck&KDy<*+jsR_@6gwV6>5+!}4+gqEl(Cy?XWY5e z6w2;c?GRY&l@!^wA+3SzL}(5u=47Pa>F^O@PIV)o5X;KOeK}KAhUbe9ckSwDnkjv) z9L+52hbS|ROu{l>*p~9%yd84c+hjXBq)Szpz0;YaphgxVV6zKum{qsUw~HCRBmV3J zf2TX0={VjB4^+?tr>6PQ`)J!?I`d1h(9mZ2AwFNcDE)T$-j@^IGbn*j%5Z z12EGdn+GHw@3XYS7_XuGbfer?|@ zkDiUXGHV9{NOy)6RtDnPCiJs#G6BBYd=UfMDizhWVb8UFV$bZ47!b1!*V14ZCiqoE zpbR>Y4cT>jk@B@@!!UE*suY^Fgj2ZA@@tmU$!Eb-U;>|IR?+Ci$N_Y67EjyAl{v|S zr}Lt3TszD%cp6lexJN&gBCUqO6H1s6rWof85&@`@Yt#RUi0qPW^U*cA&d>7ryXfO_8f*-?DVz6oMS1L9n;;!8^@Wglr+0AH zPs_@a4&_p@gA4aIWq-cw8pXx=*8*fNM~XY;F8mi#6saQ&9T$^2yt4FaFv~eN;^uf|aC<=(y>-Vgqg3K&R`UBI2aW z$F6W-RHkZQ6;ivJ&NG44N%JUsh43$UyXp$M)Rf}34eC?39}i^A@M>T5P2p8gRnWc9 zW$>1{WQ|8_#@RI=eOkOoZ#S7!pZ+y5u#P4DnB<96WI>w1nV3UH+k;tcwKkiFHxsW| z7cDd+J34G0Eq`={=1n0;_B=5?hYKB;V) zKB9-M^<&H>(eg);VT#!n+)d(DMS(2!9mjr(Fnh0*%F?T8H2Zv=?Iayd!$G{$#`C8u ztM@wY+%;SukPym|>szyB2;ru#w3z3|JS1W&vz}<}KW9+GQ>gIOD_u zC(?bcU0{1|HeTjqdN3BU0)0`p++xzF*jxcL!l6b+vv1`k-c*)rG9R?XlTdEM(G@x< zv_G|iKj;3+CRjn`wI95=QBpUW6Ns#<)!ArVSPRo|c;e>hvg0Ip2TUKbz83lHF56W# zRlQU*i#eO{zM7HA&bIg)zmVtiyM{DZk*ynNgM*2fCZW(03Qgm|2rBywNjLkLm_CIU zX(MmobY&=rS8nTNNGHfo~+4X1_ns!&hb*w)r zEc? zN(UgTuh$2UGO=b>J3P0z@(YLb@RELF%oIoYPB=`#;{+gogFRJ-o@jzBtLE92k9Ol= zr;plYB|9jX@NI!QWN$~L<;{4=1C?9CPy9(4*RrTjF%y}Ou6ZF>P+0dUvH`mnHd(Xm z3fh=q!tQT!+zb{;^0(sjF|5xz00*XXi8f6b*iU`8y_FDk19t;F zyggDetwNUKOw#?KO7pzb&+6mPLrV)iyNcjS%@nV@H_5o`AF#qj4j;dJ75mbLy7@D2 zIj)Qgi5Ggq+x}lK2BE#OGp$Lx3;0^*c}P?9X2C6kr9rK2N%duvndabA%Xf4k#aXyJ zz55$T-9k4C&-4KBK3Lk#{-^Iye$nl32@tr)3Fit`T_3lZa8T;mG%wQXCOEeR74BMT z`Tli3*@tN2O4 z329Io*N`c*7y?F@e{)glQM4aP5yJO{;XLW)gsq$@T57)1lj@VyAel zQ`6@W-fSFW3hA{68aryPU^p8|j+H^f$r7fMp(Ha0nixvtK{)1t7V^S+b z?f2f3{jTf#8HPB6-1M&yO-ui80Pp&*AQ3f3DVy*VE1`s-CHgngHcjImlq4m3 zym$x`5+d4?KVEfcg*u1|)f~oWh^fkmL|4zXTJC7R<8O<*u)SmHd7;1)+dM~9c`Cj`ly-Fz$U;9o60Vw zqoF@}ejc=STvhXv^>%R-qlbPr+~uRN-={VZ+I4P1xUw8A7rbC-OEo`u@$3tLOOFO}QxU$(1jGkMg8yfyvy6;2}>zZ&@C z0M=-hkfAYxQW1GX)rrV2OHn^{^h-_XH{ZI{?# zbd1tVP6cb2^{tf)CT(U%S4YFUK{&OVkTk1ux}<4sdir=-!O^j5Ng%0%C3N%LGaqC& zspvIoyMkuKf2`8N5|$?lJQFlqSxYS^W#V=fqK`M5++NWTjUZFu%11_CfZL@ zW(qj90e%Fj5A-&r+hueQgFfw>71Z^1zKoUTahVsb1sai?Wzc#0;NwRXpIka$TTz*Y zq}HCqkAh&<9X=4tLa!cHs*1p&vl$u{SL>qpxz>`Z-muxYa@X?KQ@h2Vjz3(GRapwd zdNcxqY-G=aq0{b5CT;NM#^`TEQ~Tn4A3m!72Iy)CfLuYAV805l)CA24A?1*knUWAj zBV3+v%@{ZUF5I}ErSX1W!9J%5t6tw%kPE!ZAxI5uLEMXdPnYL44(l?hRL@r7C?pcm z?x~}_<6BCnZ?ZKSKX9w8Et%+6jUy}AsvxKb4>e{j4s2CQP+n=%wsAc+WIm`n*8Kj(EXjCjQ6t5Vu=_p+ z2RyX3VkjIr7oLbg*OHDPX^b`#&15D$oRYgQ{#gy%H1hIJyYac2dKl7pz0YZx!JFxU zxzgKyFIb3xT|Ul-e?T8Crkztfm5}}o$m=<}N03*e6%~w-I^A5IC+dnw{s!1w%8TNtdL4S|Jt=I(gnnIprP64(-gTI$ujFY1 z8w_t9@!YFF>yq?gaVTC}SJtMPB3(e9f+pk( zQQ?Q6j#C9+zbE9ne5S7we`fm@T|+jWq2X0`{K(IPwdx3-D*lDubpFyNnY_fv$K!K) z&%RlKzAqi16c^1Q+UvK&zN;K7Y>v%9CjF=T- zZSA~-EX)c`cE65un~IhF5m72`{C=he-TYE>@mJ5Rr$Nlw*yrKWmcqA1g7M^|gPXfS z6okjq)~xr1*@F?GgFhqc5{*-Z@zgP{%9=HB?~^4nI9)?0`9hk@Cvuy#M6zKLm6Cv{ zLL754*ZGnk9Xo<+yP4d@>0Mzo5xbfBRPDB2EZk$|6_=XAyD?FRF1)3{>#Bt!GHsl1 zgQp6Nzm%sMQH_{NkZ&VpKtB_+wr?ebRC2LpAt|eKd0UQ)=#1)K8F41$GU;V-&sX|&_43lke)i@_@OqwL;aZBe=zJ( z2RapUk?a9UG@wtYEI6XF$|bYdvPURrJ7S@n^zV~XTRQ@uP`m!fH%wmpR6@*HVr(|v zKiSuN9SR;1#-Kc-(onNVVDiiqKDBk~oxBn06Pt~qjh)9OdA+E}vRCi0PuEqett_`= z2ezQBT4k+OTVXbGlRthg)*-;rB8}{Y*8E=1ScG9=$}qN>MZefqJ*u#IQ>XE4TR6h~ zYZNib?lk|00m*B`6^?3Lt;oK;B;_zHQzu^w_17_f^i|`1TFAHOAq$g4du#GqueaUX z*@rI|RHztQ2y8157KwAOZ@d-0YDfu<`hL40JNw`*eLDHEP5=3whs39Ai8>Pv)w;U* z(QR$F;zUK_VY847`om>XV3tSYP3b~Cfq}9`!mw9#5Hn*c_g2@HTU=J8oK5k(Wl+>+ zJLv~Zefo~ts!3a?c)V@^uu_U~s`b?8>%Nm_A>mY?W>AG|^+#F3Y9PzvUHf1|aZ-&qe!4KDOsY*be3hpHDX3v(r`Cv)avD#Fz5noZ z*gu%PxPkETLCvQ(5-HJ#Pa&<2m@asG5y)1-p^vg+*WjLH{mPJj_o+kHukD%p_n@C{ zngaiGH2$xa$3HK|zun*cb%^?2D>perAQv)!f(j)GJZ1|2Zn|DC3N9(D-2SPB!)9k; z*#){s=$uD-CeU%|!s8_SO`S+^$#3>6UZTeCvoCrlGGD+SM9jm^S~`dMTSo0rVO;w~ zd-Uhz$GzC^Vh&7Az0!C2ok^Dczm~`6FF4Rr*KH8x-c@v8R3CnD;SrI$;R%o9cfsTN z=EJvq!H>VNMcyr79&?*h%6&S=T=050^~-RbX9aGHg3?^0C;Xj%0^UN=%%bDU)TjPw zv^*%kjzYq{UOC}Ii$yHZ0)NsQMpAed`OEsX0h;_lo6{)wq2cedLgggP$wxWagPO)vYKX1g!RL16x?aM=WvCYww3hsJb`$iiFQ)gf*Vn;c3?b2YmcY zB6H3%lm@;ORYg9_uIFOdDT?TvR+XU1J9E@04cwpvFWT^D37v{(yIjrjUOiOzAs3Q1wP(Le*E5EU|EZ(9o>i+-sAyp?d7I$X@5Ml7; zUr&*3!v4Dx+ejY31^YOG`mAd4P7eQzx3`XpqutX*NeC7!hI<0RoyMKu?he7Fo5r1l z0KsY8-QB&>;O_43?g@nCRKD4J=G${-=H7MIx%Z!5-Bs0#?kWm?&-)k(R1wh>niDng z4W?24=|6r#!QV~?@(`5AB7rM}mT^uFF_50t3_<$YZ6hUYokXIHar^?Iym&2&fXb>g zWXpQs__d@u+Iyb$N|nBMXoMtyHFjM}XYX$(^j|Iw_YeOLvhE`?`1wy9BS$|7aoNHV z-?`wJCNY{*{0nboJS^+`q=k)iT?O>frHyBpB~|NIu;r7>$gpFv`tSX}-1;__H6 z2Lhvj^5P|XNOj=w4{1BF6CnZW#&S8z->>rj^aTyE5;KZ0KHccHtC)G!6W>QxN1W+| z-r!cbBrJ|ulT!;U%o)9fF`dMHK2ZaP<`mFf>42% z@*56qI>|my|GFp@w!qbTWUS0s=Ee4`@^Ic|>pQUd`fFp{b0u`@k4o=fxTdFrySHQ9 zwmgmzOjRy?U7XFgBpohG`_3dCu(*JxqUpCN_^Idyh!lnVZivlY`WzQYDHE+#w-(jX zbeHKd*t7g3^eo5a4Xp+3B^KkU-m#t4&Mye_M@YXG2i(*pfl?un_N?Q^yz*1qq%VPh z#{&j?_;Jo8MRl2JLfAWtUXIvGk}Z9|a@!K0b(ba@lJ@4Gjo)&_@~2t%ki?Tl$=;42+J7 z3M?7zwsI10(-}SW(DkOeU#OQaem<%i30V`DujAKx%U%9xLgT+1Ts=KVl>d;;U=^2X z%caRBk4CJXvOm#ec2#oKj$sAB`tw~`ph0r{i)E3$Bka#Q3Xn-`Q`J!tW!_=9Do&+vx{bwPa{Q-h1y%om3+CLKcW9vP|34X{$-hS zZS4_AQec=wcilJ3CS)q?b(+ZhSG1#O=+DD@L&-yz@) zFf6*1&W4xRE5;YrQR%YXLV3ZUlA*E)g> zt6MQPIO+q9CiSv~>K|!F@#Ho}dQ_YZ&e)3740w>AS z?@oPP%*s*6330GwLspQ!FCnq=7gnXF0sYPp? z#DSa2YMLGKxx6V`qOt|MBH1-e+;B)sD@ zkhP=*TOwPZTB(;gRrsmYKFQiZ1%QaW7seO|WjKy*(VRn)6o>Qf@gp>wzrN{=pa|jn zM{`$@nrVn^;7SJpx1{-q3>Pi!+mGP9of2dJboTIq@Gp01C^*6HcayqS^~qs8Q5+bJ zqkZ@*pDMn77pi$iEh!X1EhN%48Cj`FXl~9l%-8)rlwgx?sI}7-PtdwZHdKW7wAR7I zGkF})+tqdL)Ls^Uig+T~=DGA>a5r8W!JL)zr`(X+KhesC79fv$Q(gERB*<`y1l8&a zhRrm_NhsW=2;3A%1`~6;a2;C-O4p$v%rh)v@@G~ZP0c6GxHv1&xVSoYb#=7?{we+e z%4lx*m_2W_^ro~xk$_g@IknfGO?x;BWB>U|QOu;;R`2YB zY`Ti4>AgPum7we3)rh295w0r}&@WRQ>Z=g~dZkX(lGO418K&Bx&u)!K4d#cSe<168 zVSlC2SZoj%4XL#$syZqk0I%~;tx=K_Ft>TX>SdqG00Nj(89iWEx(uBp0JC!e@Ezit z?3?hEvcC{61$*=VBgEGKOz|7RjmdE2{iA3z66C6YpDlxy1$J3Mw)KFSuHy;0tPjs` zd#^5E3SEKN#kAc4Szm}n!eFv2>VuxdHP1-Tea22kIw!&1&rgPik9yxE9^vX7lR~u! zFrPIL=BxH_lopzV8J$ry_vA*RZDmbBJr^jw&TcgJ z3(2Qn9yF-;+UR>cWlWww#yRMmf!YRSn@P=#4{c?k`L2BW>~P*8Gns zLDxP@)vv-KX@d_DUrmO>j2h^gTscy3=)X<-ijcnAP18c<`x5x_K%@^+bO0V|N$lXz z!hU)@rYbKY-AWlf6#O9$#~F)vK$$-vLz~L8&N0x4Y;zLeChBFBhV(o`R9<;_vcnz!>&`;%wl9(HFABk1^s|XJk$irfejofg8EB7Em3(M{W9o&a~T3(szeP;>`yj zyYLbFmQ8?_V|G5}8x1(&8xhM30%t;08=)MQfMds4H3pzuYk>^Fkxr^3T` zol(_$j6-O~&*$(@Tv2n!rFzx)BsgA8ymJlOysKN}Mt~YDJ;-jfXvT5LXViacRWl8=Xd-?Ea1_imPPRa@Fp7F&!Zmnb1jYU8Z;~Bfv}$#f`B9Nzpu9 zY+y<)a8UR%U<%W-q0i&$0S)4pwj{Fi=?r%#eUeMAxj|_yw*knN`=qPOKT_bcYcf6D zd#DR2wO?;KZrAhFCN@^fEYPN+6MAYB>C7T7H7Q#6 zLW5e42A1pliPeD|m#I!S^ENL-0XdEa&mIBFYEjDr9ZE2z8&&g&-L&0I0sP6G2mX@I z{ZD(mt#Tnc?YbIHwJqZKfd>tPt>ez(-n(M7;@tEb6*D%41#{2&Ni)xt&AN^jJ$GjB zfGR=aUKbgN{8!uAhnZ}6-t^2h4nyI84srRPtV#c4L&AR=8UJx?sP7ZPmxVMK`ir`` zTyHrYvf`6<7Q^&|xYFKeEU~NwSBKjqmnamo@#&za3-;(^Ce^sK3py}AH{ThYKq@YH zH6^QZ$m>q>jsi1XYH@teo*y5?&wVstyeEg0J_TKPwWMfUuQJ&s8B$23NX$|P3&OWX zh9Ou^6gaf35dTI{HqiJql(FVW&L;Bm1@4;Q)fv;R-O%9hz;H^+!O1zln4%)O*daX~ zF`DU%%BYsBEPg4#=!HNp>Ej5794~iNnnPaYmCPgry}SU2dE0CC%}OJ4l@ zM)ajD1U~@p;oCff>@DKi{%l;RmI)jPWO*E%gBIt5!;kh#qIs;-CB2nQKAx@!?AX+! zzAXrj6eBVT;S6Af5hB-OA|O^;eyJqlIPna0+`aQ2f`|napG%l+ppoF5VQ9)NkdDtm zo3yA9&~m0>QV6i!bc%1O{yIqq=-nV)mXo^#UD1umLvIk{be*PzWLM`BMnyr9$(OxW z1rytvtYclnyrP2gyny;>jUl8DHu2OAF#yH;L=9n;;4imFU|{JLp!orHY(U!%SKTN+7T5IZR>QS^XoWZ^PfkhlAHzod zBP^pep^cGJVD}e#xL^(4vN^0m&G8O3@>uy7@$cJ9BCQdZ3fDJ^Hn}f!!j~k{@p&~J z2F6AEhv$f?DgDc)+*fgt3tILOZhaAL3xmGU8`j3VEx0%i42z}U6&q>q$}yVZU~4xX zF2ackFc9{oR_zHRv0zxdcA6q!`dn-X1JYN{{GrnJ9vACnN&o7}tj72|o6IZwK8ztG5mxoNhyxt~Nd$y1&0sc&_@Q}J3hz;*@-vD2->WVh1i8$+1i zL7L!MJjYza;yp*F!|!FW>&z z-|20)FL2s(Fqb$)mRJA!AyDMZg<0WW5gBlMp+*y;Q6g|ht2Z{gwFP9UJd-eK z>^AYmi1(fxG$ivp#jF_k6)-&8rzM*3#$3Z_>0I5W6L$==VE9f$t#b}jIQ6Wm)Z0_y zf}}uS6wyAmPHiUkVpc^>lK(Y_Adj(|Bk5GXFZatGL(v%nj2fG`iBLNmjkh6kV*_|H z{NuQNZJN6HiUdhSKRqn4Oznf0Lw&|!v1Z{GAHy~~G?qJthOY5ENoH9oUw6CJK04W2 zZT8ikJ1V|V!bO2R`m&_YyJGNtYTWV+$8R>;H_L^Lt8(Vk9;~ik&PnWXNunU;_}p(5 z@^dsba~~gl;WQqyhSUx1(~&8>cheu9l6SKTRAu?>r9+`+%1?)$jeZj@b--my?*xvq<0!eIetf@ z$+jGRAiR3Ri0xqM83}X;qGhTe*5;qZsq8RG3d4a;0ae#QfJ+x2J&WTa{>Kx?f+!{? z@i(=XOk!Ta_6}(I#hyL@$1NKR$DHc;Xe;%73h(0?yiTYNUBHPL7uhNDHv(*)?=R}T zmEPC&7wuojkgS0Dg32KAzE=tou;Sv_VetXbA< z$)H{~fFL^~c?-)$CX})$^=y$kcr$sZ#d|M<1$iOQPJ8n>n8YUfqGZ5=U^5{7f~Tku|T@dnA54S5hAG^vb)mds{9+F za_oVNfoXx)8)Zb>j2f_0Ok+>ZByf*zP8h*iNS#z8?vaf0M{$r7SauWig<7w;uKka6 zh{S&)CH7qOco6InS_Ih2vPpq1@*hpj^#^b9WkbI+Q#rQP<({?&>yKi5bN5S0s9^b% zjH$LlN7O4>BO#9Hd_5_(N%*H&z`TUBTK1zJp5HKcAjsOdM>DA3ljhr7U&Lh{w_%YJ z7ubWrOyJuIISHO33C;-mmAmf|%9HXO6OYdd9)IQ6fgyS5JZ-XN6MC26B=(mMw&pE! zV}lIwbEcPF^<5>X?xibHU0SYd%ned zf5YX(dsGl-d!VM|YI$%e|9r>+m0FZ{hI@~m$E`6No&c-a5!b49RB{x}0F)>aw`zKB z{WLMfNzb2I=87*za7^GiD!GE*jeNLLrHw3p>5%VU9IiG7VtYpT6&v(=MCwYJf4cug z@k=_CBbkuFI+*0Bl64B*uX)&U-d`Cmt)iZJOI01^2cIR92cd_phVuP6++*t zz5NgRRDKXkCG$g4Cjj>10I>IuVubh4w4?sL7-8z~#Rwsx&1$jwi@B2agciyFLYMw* z+xfeZ=_PhJ^)Dcb0G}KE&N@BTwq9>{0XM4hiUJkkV&laN=1c@G6yM1xYphtDNR@f+D z~hRGz_BBx20E!&w9OG!LEXqrI@9BsD`t>(D<~Sj#lP77gA&Re5vFx-;Do_$_fRDt$z<0z%AUZ-O0_%IrCSXlK-uyrUXDoPt?s!{JE-urHX?2i#ult^KCVM7cXLm0a?BSCBp z#5(pMB#zb(mrIAw(&Un@32*PsUva~Pr~ zvh2L$A6$UVT+g@^W@xMW7r%EFGY|H2UqyQt9LbL$WfIx|e~R^GKup7E)I=2U9_bGOPYjr{` z;1>iv@j|i?>N_mI)nkJ+_pqvaT_d4JC(=9P>;3=DMKj|qO=>9a=Q2H@ci(-THP5tT zSF5Z~mkX`zV5GA2T%y>1;=j>lU=(pmZ&m6^Y3WH!JclWQq9o~Yu}~G8h|PD-*vI5Z z*M+k<y7s_ll$=@wUFQ4cp(PAO8^%?#uDyi7OrLdWo-$b)hx~J4dzDwxy#1V3_gy=F5jmU;;_* zeZV*23-Evpm=rdf-Ha-t^$|GAIb(dhp1GZUG=&kyyjT|=w;SgIy?hd|1l@H(9c2pt z>6obP?iFxk+B7~sfH86INU|~gFwsBN6V35w))qbBC27m$`gEh`t%5UU(@}LRlrvQ7 z{dvJXO~0A&+dx$~DlBDOW8h6`qNY-%U3f13wI@-hL`>%DIO$c^J%QD&R5U^2t~4n< z9CU0qF=7WH_r-quW%SMei)mO8lWhG{sNwpeAutXbHI-)|W1kE5df(anF@9Ha&~Fes z{>hw|owb;DB3sWHZ$;g5x&!!wl31m%0-`J~(f9*-Ks5ReD5a)_#;(xXJMjJcM(*v< zv`L@V10c^`objn8&R=6NDsu3@u_g(8c>r&M=!WF;iPA*Q(C_o^^sku`fi4A~kBZVX zQ+VrZ@Hk*7o@{*Yy_qZ|QBY`q4~Sr2%^XCOnx^-Y|5&axywZNWqH8fKaMpf|M7U~P zuh^|4{Sjv%0Ql8aWiqygE&i$>(`NsvFZS0242-|AdM6`Ey*>^>g-_p7h~yV#sS1PC z;Id!%d;uN@(1(8Eo1=k`$I{s4HNAL>NAuS&YvF{1@9XR>rED3>S4j7Tfp2|V-@O&r z7Y&WD&OLBCQCm^sn^7Zh@Z*WrU!A#>RxYsKl|1UNh*nk$_V6j&%b zVr~?FH><$D-`PDpy??#MoTy(Xm?t44GkCxNt~jmDLsbo@y@Jts?IX}W9E z+uo#zq|tzzFvIsal~M%n%=PL2qa}27V;SE{83I z8^!I<;x#y0PXO%%XEEDh8ViD^O**S4Bd5A)w;@eS7MaE6#m>arBC@Y@UG~EgNM?PV z5LIOATZtAl1K3ln-Ww5X9acd@hBOUsRfcAo6v`&Pbe^DL^8IugKVKJJmP_J^C!mU% zug`d{ePAh7rTIK1PPMC;Y8K_!0e#~^#Vm}F@9E_G9{AYjey`=iK78{fXk?B0QI5dnyj&mWVW#LQP?YQc6AaY~H*Eb=G{o=-0|9E;kx4nSKWtZ=3G8`b+HTr~{4L(j@9hWA{a$ zPiTlUA}Fi!ProVTi!v`25x!Ja;*UKvCG_WVRCWMFd~o@E;X+`)B8bZo7+DWZpMTXW zO1I95V;_<8LC!)1W?hv(d)c1R0W&V1<6keBp3z3Sg621lFg2)KRp@t%*RL z^>i{W`)C(Cu>o8OR>V%|<*pz+%r|+T-(u?49-BI+3HQQp}veO(Dq+>nC%Ts1zfV+%H6)k)YBWrxE<{ z6Zd0dex+tCv&Xi`n#S1nR5AEX9VFoW)%FyHdE02o*mbFC{Em32AS6}?%@xv6-Eq^U zDo=YW@zeCjJ9PDc5wIkS8}IGRVvNj^iy#obw$L{DX$S;MO$e&u}= z+W28kc{$1;oIjyvV7R7f56fbsrM@OGxWaijKw1ZM_>q*OI^&%QmTPSj%x%gqbtQW7 zr^MPzZXgk~fibUd=p>*%YWOD!q|Z$Zu}dKRgdjfL>QwEVR{{n13@Whk?G@J7@ONSZ zZY{G5XDrovy!@XyN%Bff%lxn3+}-mg_u@SjaeCQr3U+gRr|_;7T0vzW{;Iq2^NI1d z+NciW4ld0N9mcLgx7>jDjS=MTjv^?Mb%@R*Qt&{UI0a>eL(Mvimj+uLMGJHmE z+DpgGYpu3LiH?>n74Bndg7Pe$)-9foM>-4ZcdKQ`^W;FP1S(9vIqFRnl3$YF`l};| zUv;S}@=tYPesGXhI3LjJ^W9(8Ax8YN?W#AGbxeL+k@c@K!heA@9@j!Xy3hZHg@88m`p@o=t@yhzl6W41 zE3i$Y!8Tk`f4wgHMzsmmgcXdyxIVvlf=xy=FKmn3XH;zzsxJ_Vxlm}Maj2w=M1sRd z?n^Fhk7f2mSbA=HY5rTIkn#ayis&CDk%`HDh96%|q~vO%>&v5OdyPd^ z^OcmaH3&bVzHE-qNgnJL#%*x~Vo`7e*Wy#sG0NI8D)4wwMEB{E8HQ_p$o$!|1)SJ2 zvhR)Bq^)c*S2&4-FdUY2P5Iu>x_io6hi?usF?UTiRbU&SOTQRA;o6LGjnH_UJu1MB zuj|rB6_7v}8_Bf`c$wD;AE=(?YTcrTFy=XrVT_2W+cfj!hzRK%%ztE_(nR6%p`Is@ z3c}#;*N?aVMX^YFRsVi6R_%>jeU)zt#zwMElsb-YEPIJnwDRTv=Wb5VOlIrpoC=~N z=3k?^^IS7Y#;Zl^Qq2c5Q16N^K}ddlJ_V&p&9UCpw+IUTkW1~d@O`#+MpgymnT2a^9204vS{2tn#?DMRRig2>J%!+BzZSGfozS*)4#xGGIVM z7+HF>z{_%kaH5>>T53D4i_=jEXYZ8Dsm`UD%E_U7K%%s~RmzZA=dAir?CzSMYa6z_ z$T19!!x;Rr3h@a#xt_XFZ|p2j!S2W!kMG~2>{<$;MY)c|-y8SwFQ3q@Q6=g>AOIJq zFIfAuYg1luT2TrP=`t9e#MS173K0A-xvB*6{gEY=6=yV!&4+>xZwT=S6TmNpE;0Sh z*!~8=5evHKnjVm{b@Q6h_3be(;seHYNfhWPrw>ZxKU7I(?mD|&TGv_CGJQBnNYORb z=8WlTW?i8@;kIs?0FfXWkk{5{yIJNz0=?=B>&o4+wiUjFgCUk*F6W7G*H~>R>+o6{ zyR}3u#RPrafLuz^6X#`)y4Q%!nRA}5Q<$KwJh{FI0{MjbWQL}A{0r3+9GhyvPrUVW z`1;d$wsupcD|=n-zSo6cI+$QXOiL~$0epOl)0-j|kz%{LtRzzDIb98Dv%F;ZjbhFD zEn;XZE89C@yL!OyY${=;$xgg8GsbDRBCdPiU$mg`ohq#PYix}u;=y+Zlch}JrN#Qs zK^Xeo+t{@I;U7Kfmm9yTe#MhqBhF>X$ZnxK7S0tJQe$M%}l+xlTr25Y>MEH@*7r6a@9TF81Pek&T6{W39tiE{mQl!&jb9E=7&MO{Ne<1uCrf zpCbN&tI6Tlf9@%HNsr*qL0Gb1)PRT`I=|I6tM?Oz_<94+T?J!k&P3kH92qKS?ZS#K zOIN;*&69+WmD+mbFl1tZcX0Fs*nS++1wF6IUZQ`FSzS9r?nuA&$#QOrsjav{-mSb^ z<~IV-6r(=_<3w$auY+XPd3`!mkJshpK|(qn;;oFtR#&h#pK=bD6^Bb44x=S6&b0bm zz|j_SNc~=>Ab@J;3_i2X8&xVujG-mKZTX%b6_}Td&MgPeiMH{Uq+bQC>O0Nw{T$q9 z`3}O|KeTH^QkeTdS3)Wgm4?>~-Udq@3AAdmzf#Caa5z0DRog|jULL7br04!D#dMR^Z2Oi6i1bDU9_kt#s=d@6N~T6XET zdbpyRHqaM!#T7h-&D%fR8g>QdJ>NCo9d}ob;=EHm=R-#<*c2 zr)Xd$-eHVp31=eqv(4J#ilI}vdAZeZ1aUIlzGImF>SoI?FPo}39`+4fYr3cqR!R%I zB}*!zNIu2ODNCKPZP=cx&xjG!^Q0@8pl)uyRJHlJ(ZUmxBAUEekAS-&L7&A>C9b+_ zEmip+rK$SdT*GC{3nIEUvI{@b7IxS#uG*aCMX`;dT@i1#cP?55$H_!Ig6Nl$RdnCB znC&g;c3Q!)!awJIH;G9Q zBQ_`u=xZdC>RKN^q{2N^N_Um8&%Yfy&Ek=Ks_K#L8W@C0bGdLdKM5Feih0+$K?`^V zM;2M7nZsIsmaVjL8mNqCN`z!>XSy>uZI2lgy%AZSCi%mu01tn#D}ZOGv8e=;DvHJb zYjg`752)<^AJMHIU~z*BU#XId7XHUO8f_`2+1lyNq6H&TSCVN-h{Jkj16jZA>#W}! zqYC(2d{#3?$6ahDZ<+`y2%fnEJ03T!PU05HC=V)j>(hEKh7FdqWb-Mue2%0 z+cs!}U5>J3vO*`LuRwXgou$2@+ZdO=OEZ-ym?=^Ag$i%-o<(WAZ}GdE=-$maY?^61 zfh;r5p_g5e3j~Rt>dW)*nulI?YH_rul;n{~BxPPL6Sa6IksAO8k^&3*im^b9U1ZeS zrkuS%ehv4n;1(dUurw_Fw3<<5ddsajW0q5@QVgNoh#y@%my(%LsO1 z)XFya1h0j$g;jZ^P&tn*ph`CxWaATZWk9Ic@$) zUTMnin=#L2XD0jbx6%T6)_!E(5pJQtt#FcB-#lS*!#4eRIs0prs+i%^FM&JL@O@_G-YQI}?Jz-X!tq9>>#p7K z(Z2j4uj0_RE5n21*F&*(#*cKN<_8RCA>N8?qo)A5cKT5v>7NF{sr}A9uvG$_= z{Wo1Ula$%#(OMTs>cko;CYvtDVTGmXyyiTCRbA!Nq@7Q@N(@EKkyB8+c7Hh;KMBeE zBAD$)v*G-j4t3_6#2Lv5Na{K4DSWxLq{e4wRkNc>arhIv^Yllk}8;`Rle zAX`fy!)>uji1FT<-jXV0EVB;)Hv@92Zh zu73TTVO#?0+Zs*v!9Bqpt0LH>>UaK+1m>8_uE@Sxq`hez23(v?rjY2_W(>$uoF;>^ zV_Gkr^--;DI9Gcl>ts)9wI|ZBAV9R({6;W_wQ)9v;+cdE6?SnOhoUNV5NkdUI$>L8 zVk}DWNV}9RoTzGTi&{*R2-hVVkn>x3pkWwqrm`a?uAdtGhSV8cR+#Q`*HqLqDSgtI z$w(%d!uh3fXO_KBS8~3bvqd$`-Za5-v%KKV7)LsiEQV)gI4f(b^hfX)UM>UPLkGC? z?ZZs*j;=$4lBOg`KHEiAQ(~$YP5(6&Sbv9gfT%SPX`cM~q=oquk6DyU@nNYXX!OD{ zGasa)UCP0xIa@CPT8oPEohK+D`JvZ)Q2w=~zR62WS_XobW|jTxASY3N6Fd78Y6MYx zAeKN7hTwdRt)6^6vi%kx%CIvQN#`vQzjOR|-adJ4%J5W{CM#~P$w#mb#~D4RM*96L z!Bm2XJ2*;Pas%p@qchDVPQtorgA1hD=q1}+3vFd}O?Kmu_jmA7awH#5?dy{HY7Yw| z{=A`wyu&+Xv}p9Y+W-$D=x#0=g-MrL5j69HD2&(6Ui(q`8Hn{p{YABeHA&O0F9=1+ zNuc{_oyb%$5i-Rfj~IeyVFe@8RPdAQChSS?=ZKctu3qKc^N1LmvI&|S319&nXNfIW z-C0?5(i4=AGkwC%O~uI`gjQgBYEu^BK52$(Zcx~tlxXTN2$<3ay6@X!@rll$3ujuh zY)++nBrfWZ3PZE%nWpre@RFRa6Hk(yCAr-u8DD|Kt;4bC4=4lv_1z<_#aAj1UtA<= z<{7_>p>wmHgBd8^S8Bz_5&uX(RZi4`xkZ8Uz6MHrPu9)EQ0q`3Z^pQ!32;Esgb%z&v;W0lTy zD)c(GgRGVS(Hl*(2F#Bn34|!@DqxisK=MnlG)5Fq=VTI1*hM#XUP*L*Iju-+$K3h} zYu=J0aq&GcYc)!48l-DfD2=C{;`dv{HbMy^_sc@Z;(gPWzifDSqI^aOvf-s;&u;sT zP_ql&{+X&oqOm!}>U! z)v3K5B+?lj-yP12Y@%~$!KVZQ*!gg^tD8d6jAVN@yO8t;WwxNX(K!xfBR-WV0f@~d zyeE_Hhdb5R!X~%k%I3%)r2|=KDLWg&nmfK5&kr&%`W+T5mnPo4eWz&$#`1F!dPRfP z+yp-*>dAsX{U7P@|69@0FJC@^{itYY6E=0R9f^Tg7`jzzu*IjB^W~hJrTa?AtO&1$ zy03>zYFO=Ph9a2HYVDRa>N{+a&D&G4A|&X7w^D2RcWcjBeh@!Vujj3Mv(pe$JbHsNlJ)UXFMQ3m za)9s!fg;Sof|i{a9C0~>zDa%1-0o1@q4dbtkUr@xa~=gztp1=%uuzl#bZyRn(^609 z2_g2ks+?WsJV^^dZdu}umaDGX)%ft^XReqXx05{4uM6(21pF5^R^#Y#-@wHK>a+V( zZQ~k@UCH=sRn$~oFRl~MN;m(EZ(pFn=w?cH z`klCaPMcw@)w0xE3^_EYeDlg4{;SM66-X@OkO#kZZ)d@zv*vAPn1m zjdbhO;J%n?xgTaR_&mT+p||&15;-@fJ1*wo-+Q)0@pxZ>X(SY{={B&kuyl3d8>>`~C<7V<(uHBwYvLTiS*CqbB^a%y_Y zXY-;dGOYod2td~Q`sZxUno7wa04#HUBj7H-^1juH@EWXOv1LM!n=JT#NAR$i-U6Fd z_>F*P^y}*=~RijlAO|j2Z`i7 zQ<@H`D;oZx^+PE!eD$)JZ`~y;5^H*fFn9Tpr&uu&Yeqra$&j)JC;rW;g+G1VcE(_v z73Ex=l2i9>VUp)`;#3tKN1XyCT~v%~o%|We(MDl{s9VvC@cK@5ZZL$dt;V&^t7g`( zzrr^=7pB>LnC+>y=mtLFd{Y^GBA6UJRJYl5km_1DBR>URER?%F7*Qy|R5g)FFYgRJ zP4c>NJSg{figOMpj_-{p(_2#NEDki$v}Zoi7cdiXZs~@jh?#ci75FBkOvZ}=SI~Ph~m2)$r?-c@CDi1Q9fCiZ);%>WaZ>& zX6y53aBh$};1QF5>5h0DyghptElhGm0-A)sK$Npb?)-Y_son*);{W60$7^(9XI{`-plq~5an0a zf+p=`XTdHZG;N}wDyZhR0k-K~ihl*Bb`cT$8N)~D#RLA9<*NJb6M;PAS&!>Los;8| zt|V4loEb7W?~N|O3$B))m*dU-dzSoP8Hjt6{6cGtlvAwE3Gl&SPQK)_moi09c>quJJWOD;>I(#vyzYIF~MjrI&yqf?%r*cc+4M^l&|qa+zYK+Y%cOse#z za0N=CZu5R3-d*~uEog<C9RV9g(@7wg@=jl5Jk=m70x6eo7 zpK4|Vm(n#Kv+Bp*QXMWL;UTPAnxg0aXSDAu#ym2uX-A8J}5Fn!MhOX~A ze>~lH=7n(|mSXYtI+`@krKoPCAjON}!=`WfJS`8FovFQgr}8i6}<3@VrmRt!4S#otOxLTeT#x|{C42XSLmnYBjs*(^0kzWN1+RXgcVOshgV4}j&G z@RApELobE&zRfQcUfP1X7Im_RlX;7YyLvd(S@D6IczxoiW*_j^vu9*Brc|N1ftIO^ z;DSn{VlM)4g9>{|L0)d9BnB%NycGQ9`4q5BgrCA|9$kZP#6W~Jnr*KvFu7oA#%MZ9 zc3E5%|)hm{4D;FKs|$XYK=)cW~%ZqgWA&lbkze@{PS_3~h}Jbb_C zHAeiQPd<=7gFf)R?|w4qwjaIq0Fqm1?zQ33C;EZiNGh@KpkvfVU*a64#g^;b-wKc# zLosFs17vaaH!xbddh@bs2E+ok!ll1#lRlp8VVf2=0!J*bjqplYvcE<*`}H;;vGE%d zK9om}@}PVxv<}*Y>GUpAyIGR($~lpSQJq8=OnHw79Med~%Jyn%NeT z^z(hTPIxhQ(;WO!&t}C0#JfK+k7E2|&g`ja(En{IE4r@}VY!;&fed1g8J5k*pC{jH zd3=27GC)n`(wR;Ur@=+LA(E1mDxlneMxKIzmLUF++aqO9Hb_y!XOylRg2$R&lZ^)m zet3Cy8$Z2Wk$d=_!h1KXcrKPs;&p!2mN^8;@R?X`i%Blax=otuc5vwvhk;>h)G$Ru zq7}o}yl}_t8cJ6R1)20UH+CCe`I)a3#!NB3tPEpmRC(0?N zg2)9|xSzb`o?kP{`n3P_=mPtp!{L_|*CEb4Q~QhG2rYQbyD^`$gsqwX#RvMYflE)U z9Sg`F9|y5_6DsC%bxm|q5Bh*L9tXc4c}F(~FNoL%D)Nw#AC~GpXF=s{sWMIRS`Gm| zd8^nU{X>iJkz2M%uBD07M|$HV&~@gwHBXl@kKRh}{FEoNh7Q!ITZ_D|gUgITBuJ_$ zgWPnRE31ME)if!`jpS^SA1&YI&u`Igg&|;(g@_e+rr(iG%CvIV;~(1P9j42pQ#DLi zE#BcTKkxe$PAsArv+m|tSV-N_k22dvn512>j(A=&lcL$rGOBLEAgM}js?m(p zS#`?)B|Pnv`kI`hX2L{URWU_7K^pf?T{Ye{iv}eyWM67-Njq*l?}l^pH$uC0gxf@^ z-G0K*eNz+h#Rx&BU0%b-gHk0aNt7X_xe;yjVXOyd;B zc!aD5n@YjzA=~xx>a0!bqQ=n%O%?-LR-V@@t1H)i3C2&4vj6+sa}4LDK&~3Y_iQd1 zueVo{!SNJ@EmISyTXoU~1n5cc()U>XdPv_%Tx=8})`4v&bQY)o#7oegl79y~d)OW8 z3k@4!|Dw}wrwCmy?~|+zr5!v68c58>E9e_aS65neRp%RlOvTz_1GjT^qvf)%>+BeY}vH$sSujZk9Gxu#;wfrR*%4%IH>%l?@noO+v* zA+T3!`06_(8IalgExxzo$FiyTeFC>`mF5b9pNJDuVDe6mywOO1tH@V zeM~)<6H3auMGKP9T;F8mSGsQ)Ff6AJoe+KR8;`d242%rosc}?VQLRN)Y{a1eHZHmg43RtyYnh0DyMVtD{#?P|2nPVI|-DtFyH0XT%zfm_Ab1T9@@sG#)<2YvY95|HAXaXx3t=!m^NI_?E%Ts9TTxjfcBepyn)@zkF3p_3Ow??MRo!5W zd#vJpeSfUjusY6jQVRk&%@ZhD^pJgidAy5??lZOoae2zH ziHAN#f-H#RE;|aq(LolyS^pPzXBpL2yRK_!ODUy54c8*Yo#0YRae})RC&ArIffg-L zC>mTtaCfJ;YaqD0yOf^reQWLYowfGf>x^;sI6uyxIU-{wb0$;X`+c7KxN}Q2vk-#NMT&5(c056;}$3^ zi>fS5)?|2NIsSUYl>;h1XiMgOEI14)#!bhH8 z9ni!XGF@F(*W1q-$npx3cY{`!=ZZqgG+x@cA+H?;&<2wBmuRUo!~5BK8%VS#Tx2eE zT%dJB1%2u-ldSQL!q`hhwxYkJa6ot!PG^T4W7O)e{fUV4sCpT@#r-0;L@H;J@bE|ACY<HAuR49O{Voe?pASTH}Fd@!p8MRtHeHsVm4Fr8yZEEc#E)kyJmpjwNE+(N&QQ8UAU zF_lZ1oA!Xvhrh#Q zSr1lSGmf|evJoC*-ppCDnsw(;dx2RW9F*-~JE21rL}azIpz zQKtqzB;P|qTvYd9(G9Gyq$+I8=5wSxaP`ap&AC=R#)OvyS5TOdF-)sNYoO9yps~Id zu0-a<&yP4QeaR(;@anxQoGMIj|DMwzPJM-InyiQeB zqhI%DW#j}rF(%@mizn*5L9u(<{L(w7eT7lwrx92^6HBTWn0q@u19FRPlT(p?3o0i# z&9YWA>44V*u(~iqz{D{?rZc=_Y$ z7JK70OTF~@MJF2TttkNvp?$A-{oxJX?F}NjVCwT!T!&fGFPWYOWOx;TJ^sqJ5DL)) zGKN#(T`t#Buon&{0$#UZY2eB-O8c?Ur&vd zKKYa6IzCgNf827pvG>p(eM*(l0>-$NDy;*2cG%73rCh=nelEJGk@9gzrF|JRS%~G< zDP42B3bA&ZY}5S#$^zNm|0z{}{wb!ck|~IUxr%V>1v?v4b*(?|=ZYajs1JV*!2HdTQXn^>2D! zJngw(B`*9gSvBfm#Le|0`gf##fWCmx#hPhreD8LbN~Os&?XyoW9-7R;fll-2KqvCg zEV6Gqm&$IP*m>(1DtYG*J(I^|VS7g}8N>&f#it=gryAT9V7jEk;6ZaL+?}W8Sf$-v?|51Q8AdS z#v@=@U5dHHXMi5wcMu*BVkq$VA!``MoRGj4Eb=)nr~ zC5e+(=B0_EDn0lhiyV*>Sp1SYC9~Gs(elQFN@3=&XXy;VbTXZgK;#g?%cn_G_VXPY z@&r>r*JCKwl<4s&Vg>-tx52PbiLeDPpkoE8zp}IHv=@6qsmALg3ii9 zi;*-e6w+3yQQZ^9ffbR=lr)_qyKZHHIy1^ zR2V->tu8Xl_?Ygg;sEXkxfBd7Y6mX92xDJM-&IkPww)t9ymrl|8Ja}gr5opUKf|o( z%F}|};Pzg)A6|MX^NekHxSW9#ta40k;W!&kxSA2-y%UyRQS?22O6r>C)rAxhxJ6<5 zbJ>mAU36nAXLYL;!C>`M)9f=)zf0wlwmmD4(8snHbezZOqMq|ioZ4ys5dC>YwDX;XQROK<`E7_3t1P?6zH<7CuAmDES`@Y ziO^Em92_zgI+c=AqjAiDfOs9eAP#gg1j_tV+B zCc_$77B0;wfB4#D!ozQ9EfxFmo%LmcZtWr67580!Xc04?yd|!RFCHi$*iD{x?KKN$ zdckjeY4->|cQ$=l$im~hIS@X9YDrd;kAF=}^_XbREp<%i*+L8dbTibjHL0}Mb@s+= zW4_XMn}U4?EzHh22pMkQd+${G2(I(O6KUDOpZ)WxYq1~u!A*xkHmg>u+}~{bVGE`_ zuSdjce`p3Q+t6p=)?)pfRr!GbrlxinMv3Ih+o5~dd>ss|bxfBHjhuUe@)X(V<%{$v z;ZwV^yj)(glgN)&WB5=Vgq(}lYA0A6y0;^Nht@vp(KO%B)h8h5>WhJkk;t)rt~XIi zdJic77O0XVTpFXpJTf-Cd*S;gC&E6WLXw{7$4a;CyxT?X&l~X87NRhxfAMya4S!a~ zc0z+wtj8WANz1hIdSM6bam?ec-;evc$;4aLE;RY+lEuL1`;y*=8Z_0AEC=}znm)g^ z2c9uK_|y)%84B*mgfm}$#!(JxRn^(AcWUU}TxwFaZ|ycVbDMk^zJ(hweL2xu!i+Km z3ay#TJk40i%Wm?N357naG*_%z{s5Y>`@Y$vWsbF{3`qkGIFAh!)!{NE3mnjlWX&IE zRYF{fqqLLvCyskBUJZDyD+{P@DoIU`wP&e+KVS{fuz~TXVNV>Yt8+cBO=6<}pW7sg|9&}HJbfzq!RcJFsMHcqf-~o2w!NDmIg*QYzdwv7YVAJ``WhER-lJ9Kd zJ}(fh=suhuy9-N+N$Dn@TP@n49&Y$#GLG1Fx^t?z#=BV8-N4Gar8a@k7ry7%oq%`y z%MYDrS4w7D)kX&Msgz+GuA}-L1#9jCOx>{;VCEO91@PM>-I-#;Psv{%;F+2h$(mLH zXJ&5&EKStVQs;OWx&p@qu}z2gA4gD$X*akySlh=E$}=$Asof46EI-2ZCiXQ^82bz{ zkQt&Q9whC1P@V}Y7#yV6Q}C|8#7fVe(<_?SdrjosOuB`GZ9^;1kD7Nt?}eW6YYlhW zvPdWlI#wt2^dM=eq?S9`uAGKRw_fAHWx=Rr$jCH*GKYO2kzBv-&P+Y4-Sd>5xZMa` z{rKfB893g^yQTS~&i6RRyxt|60ckePJBE@3NfY(Z%Xz!0&hN5+(rQMs# zK=q1c;Xu#zI#?t(pEH_#CGOV0xlrG-`Ub9dm!YuD(7%R$x%L}{;$TN-7ynnISbNPo zWG=*ND)73yq3chkIGIevkV3BL?S1>!3DS7apHP&i@`st}8fjB{jY9)?*du@60)})M z(F;IAqY=oLN$)4#?_Kxz?}+y%tmp9|?M>a!!O!n)On-RyksV&*z37m{=zCW_!#~!L z4LBwh^Y1~ft$3_DHz4bao!+{NG(*`S=kt3l{MEkG*4ot$7rpMzdjG>5=N`_cfLzFO z$-Vm1x*y8%AI6iH|5L`3&|mcLye4~zt*aK$urk6SvEg`+#jv=nP2_AHwdYYhF$c}$ zRo4b>4Uu_kW{Z9LR8=xK!N0eYGo;_)6A{gK(p7SA#t_E#8sYPlNn<%Dbp8*Y3to8cqR=h$JyG%{}HX zEL!Xl+8@jy*P}DmI<>Z<>JpnE!O&A%X0o-hv}DEo=}nyEMf6C%K{-n2)oWg(Z{k66Qi`5z!_33o z%q%>q!&(PC6)2x9O2%ktznhkQaT>eob$Xg$9esIz5FqR89P-OF_e5x5Z#$U|^ySLf zQPNE?cInua&^XEU^Cml&jpnMaPitc+`Fz2 zX0D4}9=FW88E~r;ZnR33g(=E+S^ZJb~ zWgDAZrYeoSYyBMy{{0R0e$?Z`mAu(nl&~j{$l5Z;+wV+McfX)TO#6#)gt8xZJ)A0O z60B74H1!L?C^(j%rojM|-9!kozQlO9#_q*K%>#+RA zko7k>g~I9|a0*E;$Ung;Q2q|5K&`rc6;_gCZ0PX}h{w1oP#^CP#7vR#=kB@?WQBxPsyL4ZG)Z>vZEOOLQr32d|C$M3#u?~m+UXS0=9bPXCySnAN7VP1y^?T!-! zbm?GO*KGiC^=Ljwsso>e;TR)4L#3#uwRN_DKOdh}cFfNYaFtK*jX#v;seH>)b9g;g zfB>z+D{UlMcCp&xA3j@h8LLXt+C6m=k|k}Jy3W-c81{TOH>L&$Jq}wc`<96s{v~VM zh;sHvW$e#$t7f7FM>K}PY-!10vX~e6l;(f-Ec}N(@4ue3{ukoFb}4SBC9~g}D>Tbl zw}LBbyzKGzvm#?m|Hq$Gs6pK)nhIrc(r9oH(_v=s_HK2xVIISbDe!}G)e?>Fv1%L7 z1?sG^_Grt=Pj6dc3Z~5;lBEOi_~AlAEB%eNl(|dwcEPjP%b_oHnO>enZc&9M2=N-v zKtp8vME95L2XJ~y_y)BSWEzFQ6|f!Ax!q|N>fQ6MFb-yqsBB)XU0YBi^#@%-I?8{y zL(HB|lfQs9Vh4!Sc|fQkqy8MAS;gl0%{lZU%;+I+*Llc&e9x8Quzx)#Dk<(rrXVHZ zO^J9g;E|hOsu4_T360Fzu_!X;ZO+9eKCHpQjGr%Tv5*>jU*4XPca#vHNNw-J+ArW$ z!EPjIZC^h_$+hoC(KAExBc8yUNysyMj`U`BQexvyUWc=t*@jm*Bm4ZOz(ZroX1J!z zQ*V%!C?$s{oSFF(WNRS1z0$2P=-e+KA@YVms5pw%_?ESdaf;>o8d&LMhJ!5crP_9Lh!#rZ}G&>dds$+LexvYxKxZKb#@X;tar& zl{m8GJtjhn3i{ku7+J-Mz%&uC-oaVYU1-I>VLpb%l#l9K;mSFwR3?5s>LGnM=ANGB z_vA*Luxax1sOf3_C z_BJv9%`$`1gw`c;01%FDH1lQ@y?ZKzIUIgZG@Col*;L#&ttEY6@w)mCd(40KsEr_3}$;H5S8Y~Eo4y#M}26&`eDEF zHF6Fm@4)HzxNDl6)P!v(B<{M)%ocWo>fN66OU=M(7YDU;zoU*{F-F#UK=gLeq_9w*LbvDEY%&^Dzp=}SmO$K zx#l3gr5pK1#j`@m3Bn2ib$RpXxS1neN=6Emm`Uf^JC$MVW2 zmU3X~R*rZEyCtEDb}=rm)=*c~JsT`NJ}$QQO@e!eHemoWj^8}ah>dglhze)KbJFw$ zS473D1!R0{#?%H2$G+47?-#Fe{gy{St>=esx&p?bLGa$?mAQA0j?y(pKOg^&ZT zaoYURs2N!Tr(@q~65y%;K%nrrfNU_V&hZrqzooE#>7{)CqNb_g<2u86(=~#%)+9-C zf?}!kSQ7}_kD?o9(~i=aOIMZzy%RE51#+kt1CJy_AoycS7h_FM&4B>@z})~>=Fe3# zd0T6q7(#Yw8ln9YEYo@3yRYWylrnyv4?iCnk!eJ(qJ6A#uue>H&oQZ*$rCoS3ZG~~ z7p1D3PMqVK#ccdcG=He}8J6Oau$q?#kv5CzIF_agO}cmmqfVjzfoO7g;)+|)UlD;H z50z(CCJBwmKG-f3@)2_*9QlPm@zaQEhTv@0gQqR!Gkxv0qCSy|k6 zn)9BbD|o{YC~3dTmQ7$oFI0D=8meaQfaHX+BtbY-Lrf{T6a^<#5U^T>>@NGSAC*wd!@4vvOh#Cju#2gz}B0CMSdis&A%skcw%7VZik7ib*4O@9tdvH%ji0 zGnsNN(K|k$Zh`B`i-*5aY!wgZpNkCC(vE#9V`WErX6TW8v8cL)t+OX05dT_O^ZjCc zz*!j`lH<-0h+NR0cH>IrlF5M4qmt!(6_EsL7Ug?ARnd+64d5p)Hwu>7yGBQxZZ#yWbm$0X@=Tbz&0R z;Gk?roZ+=khafC$WJ~#pUN*AXChU93 zF=Q?{S7@I$q)MTHc53Rk`2eY+{(wR zJyMFM1s&fltvX_m!HqiPEJyuIvZ@gIfIdQ1BM3t*0W>QVYrOCEfFNRhh?r<;_fQiz zK}U6W?6d6z?~M^-xP@sfb<8i5$xYbSAbBzWacmSahgRsbwgAC%;%4!J!eo9^w#JRt zlJiks-Ko6rUGwK!nO@^IBBsnDgjC0|_`gx8nL`!}T>Z<*u|}6~(SofnZU7c}$EJqk@iyJ2=%Dl{1XoOu@ zT9@*~UqOpX{=B5-cK;_U!u#;bM5k z2FNc@LV^zVAY&hit`z&H`OQ~mWPA{&eOTj2^MfH|jBdlX=w}QS_GR_>S zS~%oB@yD69k2*v!RO5#cRu+GM+w`s^ZbY?bNM+XeZh*BDngRQf0Znz$aScwe0Mq1}gr$9x7$D<^0*2T- zQ7!miDo|8O5Z9-XhGKNdq{x4l>YFwF^YgQRG~f(g5FmXJvPb#0kXwZ$A>iGw3@9{Z zH}gz3VEgR9QOx32RQ|e;Eqrm?28jrPgaKqXCo50IK%ti};27;oQ%H`yN6HHMIp`BW z2v;uYOsG?2ck~wQ^)TU6_Elr%|36MB$ZLrD<3ZZ}UZ{-Ii<%5*uEGFyHUDWb{P;QgKOxxy(W!L%jpIEV$4c|iedl;VG z44CMoFzPNpl%}Zm_pd34CPM3CnU_(2#on>_dJ?Z7EvJxCK+i$gx}Zw&+g?Gjkws8O z+uP;E^UAqR(2m8nrg2J2##;WYt8 zw^1jOVjUJmbK;bc*bggaC(N`b@t=iX;psamEZ=@^pJv&uZM~`lx^&{pCRHb97d4Ti z=7no?k$6UaxFD-7v;t1-I@bIsN{V%v-HV->cr=;c(Uejb0t?{V+BUL^lxZI*vh;mK zwp^lOF^^2L?2380BIsLF&wQk7!`Y$mFva?Z46h%-0$Kdd4B;I4$InAwv!?!!P)S}0rf4hJ^5D;w0f+8fBVsmT~@BY zmpdM4SD)b?|24W8^`o64Is4yLMx2VDwy?34h{M*sE#Kx!qs49G51w)%)fN%Xq5Y=* z7cr-tuc|0-h;orU<$E7~3X+!W1+#Y`dOeJ^Cj5a=e)H$cPmmT0vG+A9ifRnWZIo}6 z>C^X>#dTt8TS@!A(zHjiCE$J*qFGpp#r&fhQ*fvGa8&P(?_={HrJB>bd)tI6(l(*E z#x-^#B#)#gYg+aD9DQmru-j@@)9tXTGP_Pa#Gk#_8322P=+y%5y7GFw4W{~&gRYa# zM2|ni_*I~QV+Ex(tvB-PGEO?CATY|F!Lu>{qOXb&Xm69`P%$`BKDZ=1u#_*GHqzjA zlz^VI8p$s;44H%{Q&TE_l8@8ECx85gN_`hc--I_;0n@3PW<5V5<)( z4Vk~a+Dh4%vyJ|aC%+c^v#M7NcZ{oOzeb^T-fV=o?73$uExO2*%|V%l&JT-80Rf-6 z^!cNn-H@ZBQ^tE85g?oS`XC~&@-m(5+V*EPi#u1HoJnguEuk4;Sewl|Dr1Rvxchu_ zD#O-uevfG651KJO$BM0(4v!t}8Ev|mJ2X*tuT{I~&|AY`0jK%w$({q|dATWQ!jnVwGGQ!5kjB75F4ZA75fqP?+2?_uOg&X33ffp8v{pD--g(HJ%mK90;~Y_D12&nKT+%c9@P<8Ru`n5{B%L!R|N|i*@Gy#h$8O zU9zRTL#>8!Mu9w?)e89UtEIR2-?Zc?{E#*}37k>8xPb41PQsAO__R-1kmlZPBU}1+lAD zG{ce7drw0@t1S#Dx&F$hmM*2ML4gUW`v9bGL;79`%FssnU&V0ts5nGot)0xOIQU1; z^@#S}3ylAN<;TC`mT5SVrVg^+mclsy_L_i~J>Kk>cZ#^nWfskl8Q)m*_BL z0Y_Qaaq;u;q}HjmHEjhk!wEXpu;y-!!VS9`Xe?Wc2L7e5Fg0k*=C{Sd`g zF3QVy!sL$xZ2Nm#$ESVmI`}N(CR}-mwM4&ev`+vALuj!!r!^G8MC*cnJpRPXJAHcZ z9x_B4#SYY4Xsp~0H(4#DOv%TgnGKS8LO`G#$4!=_%KA)6br>kIFKIV;K{Sz#M}YQINo3^7l-1ZS_WG>l5zT-Yq(m2)1AK=u760 z^^WGLb09f6S5><#B!ABM-$l}d6;|f8qPkVR^e>$JP)vxIO!}&~9qnA$;d^$vN;g9s} zKB3rr-yZ(gz}$FGk(C0+gan~L_D<7}35NkRb?rCSJ6x!Pt7Mvqv^LsA% zVIyq>uH=fm)!|u743q=@;XMeyrT8<1coP$AHR;i zNc&+>xT{5)UqwJ~dfHt9A^f`QQ{5-k#_Wi{erSq=cWk4iHTk#H72HF3FXT#P>6yWf>6(be zr3&fw)|K*ktO#i*A)J?HJM9tt~<~*S%l_q6h7fT z{miO}PKBf34cckTahH+Ho;!8}EH7AbjPUc0yDEK^^N9a98xJYndX5aPd$4-e_jti! z19NP;(AC2uPdgqqf5E2uVVy7hD0sNG>_y8j^B>`z9L5CF5oK{tjQN8f{m^F`k8!LA z3WsbaHvdLZaMvV@O2R)8D=%&CAiJ$GI*>I$2HWNR&?Ey4e-{oJMOr1o7n_>GpBbKr zm+RqXNb{_>yUO$#`>qq|(wcwVO_ZP4y?MMr$Y<=Jt+swZC*4uqY;#buX+J?5zxj(q zZoUFG&{17Ey{R)S}4L?U2Pw*-$<)-F;W z!(bp(qKG_rMy02D`I$de#@%Ii6$HgCW{FLT?SIw_?eh|ib9;FblxJOBJ2F`|Vg)I3 z;SiO-486{&mv~50XNkBY%`YB)8n5jkDpvhkk2@=+s;IcbrKxIQ$B-N^YfDIPUB{|8 zB+tHTkkC5V5}cKrm)EZPAOrN4Q&>9TmF5NCMre|5n|y;at(x;-9h1`LSbJ^omvhtX zcK07f&00H~wt&)6C4G=76hfp@vmPKx_lT_)dESpHA29T;tgcpQ?LBqV9eXA5?MFyb z!Q>7%qOz!Ful#$Dbgc^T_|*sTLXLkUV*lsp>3`Sh{Q2`FB}Nvobfh`ING>BUq%NUS zky}0|gBD$qktZ;?In3NvirY@jPk%hE z9WMUNUVJlv?6cFB9Em1hTtNcC!#8!2>})a4$l;u?($8P~xfEwc)qVcp0W~;7(gU&> zrl!Io7jO_`pRO!!uk&5JXT9eA3X;;wqU(wObX7MT59Kt@CtQ zy+};NAneEh8G+Nk$x*X__J^8tJl#`GrVLHV75Z5y_tA#xf$gV;7<|(A_}~ore2%bh zM`1yNn=rmb7nt1P#Nhx>jQJPm;MYq9>RyX3#j(=Pdj_1_f_Vu^E-?&T1#(}BNqU_P z1j0iyvydg8%9p-~tTtAAmL&a^z=66Zcd$efyiZB>af5~dvn?q=1vXq;njPSP@K))| ziRkn;h z0^3kf>DxZAVo8=pZxDuXE8$dZo!=nG_3vGN(4$*9)y5rEq?PQ(QSbk?D&RfwuCTs& zFCnz7?6FE*f@HwAGE9Ba3Y9SFrB~8-)ipOJ1(pMPwV7YbwU2W~sReb`vpuQ>ZQz|LKrwVjoh?nlFcelk#vUR8JpsSg_^nvV22X4Q zTnWfjp|z!>j)|9Sr^_{aOVL9Nz_+11L7;gh)LZssZb#t~qVRo}-Hi2T&FK2gJi||1 zS1{6m7?bEFws99Ee-a+LZ4a-BpiDd81WX`rP%1VmuC`%&=5>Y^%Izwu z79A3dM$*(#tJ2hQO475@q&=#3s;NC{ua=Po717xk#{os8Hsg|hPA>w8o?Ej%QaZahzZxanU)On>+ZLrxg&ot#i{A=(YP_b=W*G&BlAx`UO3MsKH`^EZ)=+i%q`V0KWRpJK^UENrl-EK|_lgrwrWjGQ6eo<%5Mrw(N|UstJ$ zQ~1+n#S0f&Un$Sm@kVrFD;44?#4kjG5{~0yUcE8UN{ic-2~PX5s~W$;*39?9+^^$y z(kpvk*Ot$F7{Rb@Ffk@ZT|A~Y$yKwpi#9dGhRxB~zir8a*Pzkgc~Hj>CNy=_$tC(e z8TB~J{S8Eyat26f!Gbg`wDk>yHTV@8U zGsR6;hgx}5D8e|<@DUiNth}AARn`fveI9B0^=D)EVXg5WplZ55LDm0)BK!FF0>s}7 zEofuQL^3KL8+L&B7vj`&u0g`VryPPdcO<;$EKAOpfxi}OeYg_Oo<3Ca#vqq})^#)M zzW~(vqV2gUeQj^XGrvl9jcFHz#bd7i)@A$`L%c0(5i72n?NcKLPwLlMJA?s&TH9wN z4enIYWQRloc&q9WF4R#v%`&LPHQ=q)pPG>Dwb|=-QZ4=~XBt}!RG3ZdW|2EzMT+ts zy5GX02Fzl1y?_3JOsLncr)bYLLj*C<5@ zMXNn``*17iWxYLg-2tkze`8#7t~CCfXIjVo<2fe1^e@HI8>{@r&SJyHsIBd10esAH z)_V##X%M%S-zaJFDIXqtpCb8Da`*hGGZL(Oew2njg8>wOi{4Mfg5&Ys%VL{Jx2F-D z+?M@Gq+0URKy{KrNYaa<7`9HcukF3mVPD-FeHX(MjlV&|*-&^t(PJm?d(QeGqZF2> zjA3nYdG1_Hu?xywmb1oobXbO`s^;R}zfsKl=Xx+ZjI*!eE7kOw->gOXq|Isy6AD<9eG}+ZcF#N}qeZMO!?W`1HGmvbx%tLR5`Piyj3T4l8!y2$pMLwxEE5 z&VT7H{yJQ1S3R=361tLK1ohn@8Wb~$DWrD8A}7UoXJ$4uDLC1#B^0phz7PaDs9BC8 z)N!p*>1if8Cd^`bGxH5D)rX!<(pYJ)(Z0U+10 z-!f)e7%2czTjmaj^D}oallL=hH+7ZHSWj+P*IyA1D~@EmC9g$3M3;i9Y^C3a$>UN@ zk2wY1vgJwqmMM|t%w$Kui=Cj%(4NzBIfzD0&=X2JEF&a)zzK3TRpE-E+t10wT{dtN zR^@j@w%?>Dy8WQ8vg>dU^xp@jH7P#j-K2Hqq_s4O%6n^}d8jRFnZz4TbWZxTT#v+4 z&HVA0Rae=1=$=9#cA}+)X?iupdqbXqzh$LCbol)sk>!fxYRSmRt{D{_ELlvWR3$dQ ze#Sd7rs~$T)1j!qSV?8Y%qoL&Ea5+q+Yjb8?yzh`dgQFXJQK2t!(>(g&EzyoTA3b^ zNk)emE&`U?L)yYazI~js<-I^1dc#tXmDQk9?i#1MA_e;$+MX zGb>CJOfMVi$O&_Mh3KbdC$j;JTAxA&%{<}_Q+v%7#LYQ{$HG099Obe7ZeYJ!n2hTuU*%2;{>LM)bL(K+-P4MAp7 zuu8hJ>UzOg`4P#S2WPul3{l8vDCji9BB+4<%inWw{wv=63r6K%lrxgn_%Ze3^LE0| z2Q1G*u~ldG&Q4XMaj}9*_$kOfgpnFM$3)r9|3b4)tQXJy6tByRcy`|A78&_ra;~KP zqa$Rc>52jtr@YjSHEsM*er50CmSC(MJ~Z)6jtW30-zyDpHcN(hx^TP&RLUHgO_$6q z3yK9=Yg}e*PdjG%6&A3}&%Kl&dyEV$9dN0$SC2C#PO7$sl(m(4NUBJmFj{{d;f)dv zPcA(g$M%HWfOq|8_E?DV#g|HP=|q0ev%mo7FOAMJ5~x3D%KH6t$lKpl0n3PzzJwfLES&Wf~Zlun9*G2M++e*0^k(8kx&6Z(-JAA%1UQ9NXZE{*+# z*Hw{WL&79?Z$8pWi&d8fVBI7tA^kk^i;+4qf7p3?K?T-7RK1SQz765wr?`_dBj8)dd)A+Lxq-nK|b`0I(4#sP!J3BOlf@*$VOuH*zV>Tv?; zCQv9+;zY|;GMf<1jH`dw)k))eI?*PeO=v@^=A^R~@Bmf5zoD!`a@_yoT}D!*KR4 z+~t|CR%(Egmpq|_nN*|)?jwa{%I~{p>!yz9WG80JIkqj=i3IwuCGpBeT4*IU({R{kZC-}lQ3=SRQiRzk#OP9StHPo!2iBrczhzPI3N;T_8`Zr zzSl}%ve%l|VFI6wxD+sWjM}j;)UK?~vmQSC>|^Xi40ln*5vWe1Yx#z~qyGvy$}d)E z-)s`gI8-b5$SVYH3+mHBU6EVCz7ZkIRV@GZ5CRBvveQE5DaM(>zFvE{Hq zcX$v%1I0p6uIjG0!3D18SN5VxcQ~sSD@N)p^)+<_`SmcpMvJ~xy;w8RB{?viX=>Gs z3AImQ?7X1WJF>nj+fv{20%eV}xdNJEGP_YQ(>=o>pj;(RQr@4F5g+@~a>sODO&8i& zLrRZmN1d;QS~?$M0YZlu8h{#=g?acJ^^>VbT&ZuiN{ft*`rYk$1hsZ+2 z*z0T-lMxiC?tE*GLw3522rOw-CC^h3H5eb4ey~zfIV&maqH2F3EM?5URjE}aj70FY zQ5AKRv=em{ofK~#HEa5IXuaBz8RA*mQirlDjn?f1zJpeVRIv2y1pe{U^4dJsRXn#S zN@c+bbjS0Fd%+=MZ5B*PL;I)HD7XWMHt%UIBUiYcpgm^DzsgfsRo9H7R6>dkhQRw8 z5hZaSv?gm`1{*0XmaDj2Ac&bK0(TQYWRKPwa8QR|(Q0B6B8jcqyM6R)fZT}3 zW7D)b37i{9D}#qFE@zK}-aM>!yJD++VtYKu!T)>XyGD5^5VBoKi333Eamd)>(s`n+Lb$|)O1K({Gwe?$?SD*y;Nv$=2LrkA#bZguZ(bP zsGR5x?n?oL$kXl_mo@=~xx{BBYid?6`uFCx^AMVtyqmJ|TVgGHrwz5>M!oV(NsFC8 zoh8*NvzgkQgRgVWI{>&Ie~w6OlJi*nm_ENOG*NlgTT&pT-yun4jXk=drdhoIgG;l~ z>nF6e=6cYKOhBFiMuYJ!N0oJOJmDm@Yn#LoxDUvwkt8Vns+DFRjXs0=^uld8&*2dY8%&dCH7az`ge zZ&O6@9K2unSW09Bx!Nmj&#P}1B5@Qn!$j_+vC3-FC^ki~2DqTqyY=(4^gw+R8{bv^ zvWe2cemtA%Rt_;tX}HaSn;!XBP)?oAS@ulBe1tAeTy>x`%lVeEVLJaOB= zl1o=}e@^6SG}i=xbsM(i^dFL{Sz9i&yAPMiDy!EDR}zhHl5?GgQw+N<48t6ou`*>Z z=2AO70#;)fDtFAaPe|>DUfWm)7JZ|(WkPiXa<1H^kd>Lx0IO2pe)>7^Sf}K%U_;w> zqA*sI?i=H3QW}~nkT%=``%7ik!*mkC{IQuT8wB<)!kzhwCfqDM-xU_E$?(MnoBv^x zCJ}mcGTtu3`Iqi|ld`eN4Qxz5O^lZkJ8Nv7QtLdfXYlTZfp)98_&uk2T&2WwcdaJk zY);zTPtZN8u)(puoDg^pZsrj^OBGf8dQEEgV$N@r03@-|43YHM(H=?j6fK zXiV7!h?!}L0u@Yn@Jug+HD{`=Gu8pQ9kTMGQl2syY7swq;KpqA%m=&WO8bBo@2mVy zIfj>%xbuyq(I~^hD>Rzhmp9sMqoEnipzU7GZQ9({Xl22dA5#wAc=DddFFATOkhtds zW(0!Df1~8E(biRx(`v~NM&G9Y@OM}t{Pffy%s`A^kt4%EHjbd{Q27?zF2vh!w-6nT zFQb1%NyL+V+1#_ZdQI85@=9++sNy%u;pC$W?abBfgv}(x7bGAk31h!fvS-qOGpmnL zm)ErO&t@-t;otyGQ1Rf(-@435cojQ3w(}~Aha0oO7I+Ze9a&W6Im`v59cmbY@NK>} ze}Hp^$Xwl-{+JS!G@9o~-Q}Jd$oyhwg=6N?#L$>Q^$VWZKuCA{sCi6#ip~nv9&%Gp z;{CIF@k+)Pt+Mh{JLbYY8(TP$HFgtgdqL;xJE0|`PP_EbWbQl-DDD8RkL)R-oh})u z&;wFor=k$Eoz-BYF5EyoA{xbQ*2TiwshRVOjf~UKOI49~D_x+_GIc2E=vT7ZdW99B zEGCv$OZG=q?RDT;7$620K%MM-RM$h=AQ-3w#g=_utmA6^CJ1u|9MuuHVt*v~be=jg z(=Fw#F$FCUl^?bJGn$)hm9=>hovV)L0F(3^7VNo@Iw_(jL||e!ot~djAvJv~wHR+6wB2JJ{fpt{7vu=AJxjRL(}widbeY!Ps=8dS(g`ZUdHL*`}` zxHl+=yT8WMW+0C3Y%;e|XbRIr+)s;Tr3YaB>(I=@0&m!li+ZA@H96M_;XW z%{%CI<)lg6FQGN3S*({O&1gw!^r6uh0VADl2<=!2SPf{=Z)J{Yy5s9!2Esw zq*#0jF<3t8TTkW;naBN>(L*HaHmd~;e{u^dfuPNXi33=OX?0B44qYChAjfAZnqos{ z*XNQC`(Hm!bSP_oE92DA)b4ByOE2hvi#%poB*kjO$bybFkTv?+#C(j93g~uQAze6} z9J@jjg|D-qMPWeGg0Rchumt@y4G6|8|J%g!kI02bXfV{RayVM8jv; zi7ZS#v0lJlxY)AH&3kuE4GiAHjf!t zSw^)1u3H*PDJ@#s;#LY2D^74}p}4iU1-Agf2@Wl^Kyi0>hu}`};!YsJ9YS!o4(FVE zXYQ;k^LPG{wfKG{S;?1ozk5G>`7Mp^m9@D==J(uxSAD(&bpJ{*X8t3^_>60{V!ZBODaHfX?PH3u<1xi3Y@4lh`sbf1 z#_18`|0czV@mh%C{8!L1zw-YII)3z7`o7r$W7fN_ zT8{s)H*fQHZ9bI&MJ7(n>`MzS@ND|od6t1|hTQgUcJ(@(Qo0xAf=L}7Df4$FNB-R5 zD!^)=T(WiJ6FhUBu2>4OsN0PA_n6~GMDr6z!Vi~ zDWavfTOuu=RUp2vmGL32dXso8L@d=PQ6V|IibEo3EfVWr=}a9cKQWeahyXU+2}?!- za}h+Va^3}rdY{9HutIvKvf9;SkT&~G0qHb4VB=A5WY6V7Z}-KWq@Jv{0#A`A>6$B*OmGVcV5Z-7WiuY@H{8*Obu+)kD6)6OP8TRwe)KyW>)SH8AS%%uzrwJhqcB>Eq3 zGst(EE}7+!a*JtY+bl6osV(02pr1fC(r>zaIw8~WpdS0An7}A#`Lz5jpH8UUK6ww- zek}*v_@VL9hloDX@MCo@*oQA5L_2Tzai;{=~9y)eRRNgfHlVBq9-)IX4$V^9d7NKCiR_RQ;e_3&5kVn zp?J@qHhW^%lKXAkVWYWmmx|P?wfcD{avRte{zH4pI*ru!5z72Hv2)#*Cn9vCehZvgT zV)1s4)c|Q5C8ma@)X41dkEqbaln$A6hFvfu>TD*EZe>HjVtWsebM)^8=F}iy|J(QZK9(!hHT2r6&*!UOEwB~3UYLjPulF-O6q8ZxLx*o`xJf^ zWU9$s``5sKy?dASKZSSeP*Zy6e5(W<)_(4@Y(L8XW6m`gcWsC!zy9@Y(5FKPhjMG5 z_B~rw=7JD`7u3_`|7}jtUTl2G`>=33TYfL)9seJ8;2(7;2_N2T`);ZJqg@Or_MBz~ z7;pe&d~CrkUuLJa`#fkU~xCnTNR%Nw6gP$d3LCG zXv8u~DUG7OI*+E!kPK{U^}UzL_{r@YiVCw$;4 zgVJr2@wYO7yi`K;a7fnMS>yLY>TTS64BgTDi z;k||f&7TTOQNwUY@z!GGpS=_Jit+3-+P$9Wq{|{9KbD+J(1`bmqQtCp`p7g$znJ&# zs?r}6lDZ6U*P$v_E$(~=W&yp)WUYG~BEPtN^K^4CKwxe>i1m+})eE!c<~Y{^>Xi4g zFj`;t{zaR>G!w&|SHsj6D%n@#IjkEwZf*!4w8-4RXMczuzhpS#zyHkl+)7G?>x9;WPg*LnhFa9XRV}?>SM68IGG02p;bNmFXY#t@xw`M- zPKDA_8b%(U^jv0!eUAfljJHFXes`m`1rw{r;9~x^uXP$0Hc;A5JG5U8<<&0*LvUPh zMfK?*oFDhiz-#LpRt%=f7AUCt)(ChIA@{3L^EzMmH*mk7gm!}iHaHXR?tkym(?GIV zd1+m8Ge8i|_Bns!8XyuB8?(EdCA?T_m;$=sA*1g89%)?IV%gWAR8F&Mz*9Rh`rK(4 zH-V8awr6J9(iP{-;AA)Un5uxaFDa9JL1~$2x#Yl=5lF+E5{NN3dt!Bh_T+R!aCC{W zS7UM4Wu+*3ZAbcKZCls1U{4)9a0p)Ppb!nflSm*=$(Lr~(tGu|$>x@$|KhB{Sf}Mz zpq^GtY-=)>-ucyiN<(Kb_PT5*_Eo?PNy(UcI=tp_Zyj*`C_t5pr(`pljJ;CFR%QuH ziQkj`9*R6o2iykf092az(hFxE{c6?Iq~Y^ct&W#|M0v#ZI`UDe&nqOOc}FW z==eab=u5g`aD`-_>Cu%eQY$578|0}ga+_YsPlVNApzjm!VvFDeV+Qk{iZdOve)7{Q z2h!$~Un?TM;fp05os`A~dWzLNTs9)psbc4AaPj9*&T#$vu6^*?Yi>Ols_vY=^#{=a zTfk*%=q`O?=T0`aXc=b9sF0J@w6zL)$`&ma>$$EQnfWZ8L%Ht3MbSq8r7`m zD;TVdn{p?;wHdQw^ymTgR~6ZF5AJx|O85%jycX6-J4#FuKS(yn@vepcMcXK*`DFQF zk!WrL@QkWg|%2vw<=CLP54+~iql$Kd_ztRRzF2AlAryYfZmQ=!R!l~ zuq(dT`8_sCMa*q|Om%0RL(LbVVjK1dA!_oyK4}1IW2IFJnddCRGK8?~Ce>V|NX}I# zF36A;-v7@1>{cpYZ;@I9Z-!&d&oM@bqifW(u4q!_qF83UU})8PXLx=opp2+)u6@0u z;P8ijuDw=4^X|;&QO^tH9}v6+VJ~Aal(1Ac#?PCyEtZ2*{CiI*UE-iv9`+ZF5U>$7kA2<`x31mN z43&~qD}dqPGSjo?x(;i*xhAkQ`5jwpH>LHQM(Jy6V%7jf^E!0S*kn+jw_jpK?84Mk)8laA-wEY>4(SFqZyM#{-w!Y0mE`6Dcomp<>u zSMmoJnhQAc^ScGCU#gJKV^X-%sSUaP!Y~ARC@f8TU>QT=JuX4lE&RlR%j3oG(fpDGLGGis7s^%OI|CuL+V$Y0Pf)0 zIrRFceB^~G>Gj6e@I@1NA_{V~;ll<$c5ty9=gwHTNDOzGDNvdyw0}i#&cWuiOE3uc zphWl*^vr7wz0+xRure1FlZi-idy`Urm4#jKLhu)#~Oe9D%M-Koa+ z{Nna&c8l#bnFg^RqOWvbdk+i>ZX|m35s`eEJ-FsK74hKUciN>KmIE>-lYvb0@hzf5 zLW&F6AZY`3TSu^n6nvDIruf~cPfkG9vbWvW!a|R*%b5lVg?%AP@n@cRfs6jCH)_Qk z*Ez@q$X_)0WAQf_@QgV7Z43~vT>`iveA4KPN0Ly95C`4NZ^no?W75%Y5{Z^1x~B0S zE37-Ww(4s|k=jB&Z_)-1Y?AC~GZYBy`jxYH7`JxsL>wEKh_%!0fdAvpERmf3oAJSX2{hsv{hU(VXD2M?{4lRE-myqiiBIMB z{_aZibH2ynp2C&a)WC7AZm64*s%bFxzl?lYX=&N%Fwks(wPFyHh@TWJY7p9vCXJx<$ z0`#rbcq_eMg7&XFFPIZAwXmt3)Ki@5XjCMc*rg^__Kc#A!z+ zbwAjgu}kBMRz3XmmBz8Z&KxhnC0%}ey|vGB)1bSFC}Lcr9Pt5~-%SD^4l=VL)V+Rz z*!H%D*-j1${J=BzuJVJz$Nwutk$)OeDX@5R+ah@w$T5w5*I`~b#e?m$n0?tzvWMvd z_m28^Gt~dK=YEDp2qpM?XUn~OxtDwU>;dyF8aaBFehykQyj9q!QG>g=z2Cm5*phez zz)F2_i%<8Zh5n-h8pcOnbf@5N*Lyp=tShbn*AIY~9aA!_7;v8`cNR^gQpMPd!de6~ zQx2o*pp_nl+yyzBq4islK1&}qsO5stUo@{a>;Bx=roeQ*&;doM(9;0)A@7ziCcnyS zPwP>7@?^?zc@PG_QGB=$iU^@cOs${E3jm8VMyjtO=)X!@Fc0ESg!hzn#!c+1!N~`F!~tJUy*k`sUtriSkj2 z({~3%2tCWRa@1k^lI|IuuVkQN!o9kq-a8YH&2kc3t-rZwMcHp}-I)=uuZx5jtPGR9 zi7>4s@i-vBFeHncc(&ukyHo^PhYL8d4%~c5e2Eh%GkLW7z}d2aq`C+iLp;EAVgvK? zyK;tvX+wsjKEi9%=`%oMk*#!~ncjW7Z#1&PFs;}PfmU`tqGPUFQ#Y@|9#kLX`dPT? zk8>ptgXqtR_P`j7cA@i9S zR<$p0*k^h7uFFVFuC!<+zV>vwm$GuoHNqWV=!hI+#OLWle13bpzKUqKjZP7Wl_ljC zGjLIUQD666bmu9O4C~tsk8-OB*eAYWxEwkX=rs0XwK+&#NKYfeKSWX$wHumKXo`Q0 zg5>@>oN;Ly4fiIDUpd9n(ph`$Szli5|)}KiFPXhM8y|)+|E4=9o033Mr*|z|Bn|>;K5$XDWZifk=0eF;KfMj z?6`IZfyqK^F;r3%uUWyhdqgOimLW&!D%4H;$j>Fw0PSSETLELo4Q$~$MQOYwQrklm zr1F4`WR=89H7-)Fc*mJ$S~7)b`HPm@*rWE_(p`jiZ!K3jkG5p0#fy4OCJjy&og16F zu|9%s)7T*4C7e*PII&!pL>}fC6@;-KG7Ah+0BpNIP`v5KP1+qrekW#5Wy9KVX%ooRvfL@KYFDrP33B17yXb$ z^G@&B(1-qKE74P8E|-{j3a>dNWsqF6mB^E(_V*Y0@li)74vZlK>tp^66rWd86HLvN z#eUCf8;TB|2bC6EWt%2Vv3>fvsK%cmDSg_lSNs;w<0o{0O93-^70LtoTKw$hP5d2< zYdWHqe2Y^&JCg8FCPhG6H}DBw$>vkNAoo2Mx_HDwEx82mNxHDheEWABWNxUL;$O6R z7$=mEZUhHh4YO#OCzG9{tq3UqvHaNgA{akk#50PcA+i?{fy|eI0 z;~%O`%(KwbZHm8W&T6{~v(aY^SXTmP91`zxq(kJ{x3Y7E1oR1WHXRP+&-5K0u{1da z>scC7JFESwk3`Q*<}c3iJ8f^3LsHWsoC@?SWrs+Eh~)03L*rh|n9B~mQPUTM(?z6| zaQKF@Xz@ttZ=QH)4PUFukqps?ioBICRNRtt&tQG(`8mBU7=pQiWwHq8n-3W_A5$w4UgE#MA?3 zY%ct{d-Iq!9)E08DXDnlIHUQ8xoCGYL+i-ak+-RT4&#@8pR3#$Ur$kKgQ{<9L@rZE z1W-bCuI^FU$rtH{daKII;aSngW}zF{Qq;WX>tTr3PO+FPehzb7k^8cG_szxrEF!nb zaDgz!!|$7CbE#{79pJb@OLL~BEY{$-GGuJ$TZ>3gK-eeE2A%kD&?MNwmR^WDkfOxdvE?|G~w_XQcPEx%;q>*o)9<(NN54$XX%mqx!)pGVEn zSc+i$khDgEfZmm8Ab`U&zKq4WHl~M!W2(J&Q8*pD1E(ubg#^lAQO18yg?GbYDw_;zGt%no`isBGoS%ojG{`oW)LZ*9gG z)`5IWNY;UZh}=si@nm%a4NLzb(Uf9BhL1UyEF6%MnmG*;KsVGf{1+$mw5{j#(O%SV zgj3sKJS^!QUpq@dI_ZlF;~bggx4#Uf)(8#EgK zG^N?rxtR8i-T|hh3B&o`vj$sX9t6JVs6oA5J8i9G`HR-xqgHrUNP3-CxyAM=*4=@e ziF8w>R%~$agXqM43d#Fw#ZMt0APFs@sboHqh;HC>JS&(1mJ9?^ni_N?S_Nb!ccd0- z)f_0K!3bo5AiMXw$Nc`HLG6pIGQfJSY=(K0w|b|PzT!VoFNdZS-js;RN~@jDa|rqy zJlnoeEtdPZ;_|`q;>kQJ)O6uTRiolQ{q2u{U{|nNHU20?YG+WQ)8$23#WbMf`hpWXL(n=V47Rr&I8yTHYU%>S7twicrMPBYlZw~>@-J1%XjxX~4_;bsCRXL)_ z4wHT;Kkj!5k*QnkEvJuA(9j@GX7tLBKWRH)7tW2H-Dj%#~%vAoMW^plT z*1LU0zj}r7d&YBap)W6!Dw}9KE^j0W$Tv3MKDuin_yb=2ZmKswt0+zwD9YO76_h#8 zLFm2vd@#jn=jei}hs5&93Z-ep^9AV?D*ZJS0ZsWdXuyc>gOTthr)d15UfFt3h-iLg zufz9n$2;;cZ>_T$AIWd`uR6=ErygO6)~qFj2C=Mm2tSkNm7S_lAYxaP(+0_sDY(DL zP>y@D2Uy=Qkl3!9^;y)XQSxZe4LpWyGCY+Dn!A4^vLj9quj}QL$FC&a-gU5ES6ge- z={UE@KVmJvn4yp}G#)LK@xv-ZA0>mKbUGl|aml|UR@(PCXl#j9bnqN@w&dqmO_P2C zZ5Ktl8G_wI)9sjAo5os9gwwq;_~nX9VpR1O+Uzs)h?$-U~hgjI#HbRwAojV^(u9Y%LF8lo2nHED6#t&BW8L3^Tct^Vx z^}8zPA4Z2;zF6p+BxCrn#WX&8g{YwvX4rn%BSBr#&F~U}y-LXmZ%gxu;l9d|h7ym! zv@NPc#S`m>tMZ#IB?{sW?JQf#eWISz*Qht%UAI!(IDl=@CQI+lW}jf6pdEFf5$rB= zM~i8$?q=q-(XCXp#l->|SiYJG5hF_l>?WzO?8+1<&lG;`{7)ZLo0D|I#Uy<#{& zidFeyD)thJ#W4w|09*yGh?x$Z~bGhg0X>O#?s3Voq0e_Cgn1pP$Kn#qY@l zp8`)3MXCISV%G?kK{@2jEG=;cOHkPi?+z`fBtexCTpd6&(pV1 znVh37rqQiJ>-E=}_=(=Ny}{awXH=qf`5%~Twq*|(dJ=~4fSREBx0S^aFYL4^HuXTo zC=YJrJRErdgXN7T%Iv%iUzpIZY2sFzI;|e zpZHSW1tyg#$7@dzB~2AdrretE6V={3xCmdahN-0VGHbfpyVrVdeAe%Lq&YqjLe6D$ zL6alv>xTv9LTxzTi;d_ifG-wEt&8azX4R7vQYdGe#y?*K*+sdzK3>2$BRBNIB#~Ep zp$o#90|}D}lBrt$#VR;odrJ$l-=}P1V)Go(@67TP@dZgrp|T^~DAG9wU|UlXZ0p|Vzf=(^bST!m1#7M|Ti zVm}f7=P#NXuJgkPO+RBUMf5`f>Gpk!c!UAZxPHCo%3cRw>Pg%g30p>^P~}L$UB1k| zKH1&%U$lqzUBkn)jDYzYu4Jm;-uql*D|uI&#`TQ|t><91K!@Jkr^ZNBLBbGFLk);G z5gh^D;^QOX?5F!aF68iuJX|k(O{4FO6da(o9Z>QZr(2owRjumgcB)23C6&H1@7+U5 zI#g7tHw#+t{Nj>TAm55^MaPmr$BLeIoRIBa;pHJ@_z`MAu02YI;J%1j$`(QdSoKQDL+8Tvsf}UbJG@ z*jz+#+XweocK90Ww7;li>D#<2 zYa#sbo+UMGZGY-9UAkstsu#L0Fk&OM&zejM!KJgFD$Uk&1ob(SjW|3kj#>8@A#`zX~rNt z;HyZ4*N|ECp(#$9oN&3bw!n$i)Td6n;~T(-4!Ukj?qc6z_;k&qHxaRHcOcc;j}1Qu z3flon8|u~8J;NK;eHm*VAb5Yd}gPZ&r%~~|C9SAFaT;DvV%Vcq+NQm2={!! zrNAKMV3gNHK=Dn4eB#Ri4QL1oc1xrI+bHAyD%@yCfR7T8M-4bgQ_^)?M5xmwvXE)*e{dKDO@qdJIRR_%ty-F(Opy)Jl$Z z1j8wk=5>B@jcLQ$&q4X6Nwxk@D~ym7ztKBayQ4P$aM%j6;mHa)J0zUJ_vW0=L4$Fd z%3f2TtMv9R+2C@v|E#VQ579e7CkHQ};p9!DLTDoS=wC^?w|aB0G$W5u57Vb66L+jK zR~L^Va_gb!a}4C&^YRgxRqJ=CGF)%T%}D4)#wZjzy+$supjS-(&1|zs{JXb-Cpfvy zA=&YIOzJpP#DR2xwJ!{Q^ZF9oMkby_E#_5OAOk|poRS&q$D;Eg*5JtEJ=;vz$~^#M za_R+DCAF?iA+^HL4Lt=3!9TuGSu+Qw2X*klnnKe@b>#O8_tV;YQ+gZC!wEA^P{`(_ z4m2N+ZqIlmnbn{ROHIk7(KTXvx7+twLy(v?!l2m@;+pO3{ikzoYo}`)aQMdM=wSEH z)s!RtdZ9f=5w;!8XP$kPjVf0WN1IuwOmJSq0NKpkbKSjN@C@Fe z;VQ#rM3MPN9WRQOmN}m+)i{^J420}1tXhh0j8CMso=L?g9gm4%=ng8W{6!=47Rb%7 zpTPYz$3a_JSK*Al)U;Tu?cl-mORp_b6|(jr8qnOtiSebRQOApIBoqH*UaiMT)S?kjE-%W>BqwW9 zs0=5Z`f&~+2h-}H8~LPNo#8PxT(0X!=@8y%nR6WjnK4imV%mY&(`T9*sPb86=?lE# z-S7$5tS;Qu7-5v8V?Kdl_cMcVqfe&=%OPnm?2e{w=8G;Qs>y;L8(ABxi%<1=q-`(- zeNUP8mEM3O|4=TPJ3Oc@ApK% z+cqp+;MwHQdeSxtQyQLpsxLDGBO-_P3l7U2k9S!~UX?SJK1{-ItE@fJA!Tuq+;UEYdHV$8M?1 z6Q5njY0TUOU2q-Y0~xKhcw7DMQ?Hj^v=aM^9M6aDO@xUe%C6+LBZdt%!;B9WExR7s zlr++M{GnH+P z$FA&ZR@pOoPlrgi46su1O+~ufP2}a#EOYXjW=FnKs@C&!RrAWaEaQ276FFm$>9N8$ z4a#S!xCjAX#w^788HZFvuF_($xbLZg_-#-SrFrnu$c1_2B;v(=ch+SKNuh!12j7G_ zl>;iQwz)Q;)d;iyZs+m8?Z&JW|EHU-G6ve>crUBdbXl%<6O6<4=oalM#ab9tnX7Y? zY9&$n$Kx{bOZM0cHsHiYhv;#~rN(2q0*L0*mw#CXV^)XayW`a5K5OCY$L55zkzgtf zB@#Vx(aJNEUCH=eEIOzR`To^8{#aVOXLVFP?aV74tE0&>Opfpu_vUNHcvbc<+*Z|0 z$#E~*klQg*-5Z9yF&~b;zf0%&#qieAPGo$y!p3Ul*Za*>o{eaz{7qDa8#Ma1I8 zVCPa)hCty9D!;Qwx%vs>;pKcHJ_3UU3U+A#A#$68&qL6>A~GI{B+oC1n?0>i#6#2~ zgSS2z%PKO8Lky5;Nm3h`OG)7;mj(o91l$A1M5 zzpSas=ngM2?p6DQO-{We1#e3JhCOiv?9Txsf|a1&8E&|xXWm-VEnv_K)B0*$BKy9m zR7ko%5VTfTsO3c;Y3xGU&BYbLSB!LIyD2E+b+6i^z!44Z3#T4UDJET{n@A_=nelL? z9tw6!sBNN0boep2S}grx7;t`Xm;+bJ=ViX5HG~?Un_8XpGT5E4BQ)wq+V#jpBkJ>i zH#&&L;sY-C#sx@~H}KpNB*$*vMzZvacw{7pM!Kz4wqD`koIeW*(q5x$T2RQmeaAj9-5H-oRkM#OF%^0;2#8j&vm2|?ImKSWQvS3AYHg$>?!ZF3xbMA zB=u00t@t;lvsgkC*0zZiM_aGBF8)2BV0bO9) zX*aB?xsVxn-sG{LnAUks{d_uxAlj$iTR0f{CS59|*Qs%!2)(wpGVXYFAgesecrnAt z2KOa+-p@9AJvgR3uo$)dXHZ{;XJ}x7#0%2b~D3ws|l9LN)Kntn^yIGqJe=zehO~%aT zms|%gQOCl^jJTu7w911da|w>{UJg+m{)efi?pp$Ls@8giUf|Yo_H?y%^lJj@o!@Tv z9KS0VVlDSmy1xg)68Vg_(4NM>beFsa?dGwIG+mY%x1*%e5-k!`7mL73bdoDB;jl#0 z%y#cq?1sbz`y|qzV?IbS1MBW<=uC{AGi)-T`B__vgEn=l)hxOm#*bO=3N8Z=n;I;~ zW>6Yx#F_uiRovFy_`W004Km{7@Y$#7MJ}n3Ns7`R+!``uo5d3;dn$I{tTj41z^*Zx zA1``?OYCAeqfB#hqv269j3R)bOiq*lk$>PErK>X#RbpRH;(&`O-Q$oQk})hw`pJ38 zpvU$|1ke1X=iI)Md}IW?%J9V3nWYlpImf)PWn6~tP&O5dWYIwr@k*hZ?@wuP3vcAH zXx+7`(Pj%<@pJGVJ2`ef8~=;OSd&uyC@GGpx;A?F_OGDrb_Cn%XI)S`&SuuC13|YM`8P1brQqtK6%47tsPi!4 zRbzo#{CZ01m#S4ZxL_fbiU>RE8p}Q_-7jpg1Fco+Z1KY@L6K0e z*U`GZdHr>o_|}YU)$UXGl68-;lq%w4A9o{tW| zP_S`pN(nY2Pt+G1Q(?Xf8!pm^v9`3@a3TX}NoK&nf?DUs!54$lb-A$b)W>roaKh6iCz6wkBq!_TC-1?T=cNqP_|*Oz1gaE!lyjgjm;KWJ0hj17(3_s zZb>+<7mX^key_{b*aY>9G~>ODHWS4Ki^=!4p=v_>P4+VUUYm+x``7Gh6>r#3)^I8|LMc(M{UM;(0S&r0i9y!iENg!iJ&I2keji3uUfmrmlJ3{)x)H zUu)si=sq8zio|7hd0}>CAzwQSO>S~6($q0h3h3<_0+ni>Zfy8)?GQ<orA z*wgHUBaOAw^vpay)tuHOWGXJOUU~*C;~EwbUHd-zx9o^++y3R>x>s5gco`g$^vv&qQi$*0jbQ}zmMAGym+7140=9|^>PIrrgUKQk7TH}nsby0qF6Hv{F)nuk_s&$zdK-bVkK&Eat$Yd0Fj~dXxHtHMmW<@t%X9I%)`#3 zCk*mVUr}f*O&YkEh4F4k(!E$MO%ValrZ28+F1o0%SS!*%+ew>xadgx|Y-}n498;kK z>Ektq*8oU@0)}8w>_VkfuJ5o13U#l(aNUX!#pTLo zvjj&opUKBkgM_KCK6QZYNhuL-nJ=9S;}<{9(l;fCH|y_LP8Kx9c-*aQtXW%p zLL;+jvW<8R@%B&(rZt*NNZnIROp!Y7Ks*y^$1$M=tVRc$d2~|FIeu zJ9}PX;s|RgYo<25P|Smd;>Q^J7?oZUfUZVaer1`B7ls7*#8hZie(V;pP`cXHT^ia;U0hd4a1Kql&fBY8CenDtVhs{a%_Hs7BH?-@8Y^i}?Q6BH z-H?arb*VLdQF<=zmz?`dl5qzpcmfe_V)!>rpH!(#-ufZrhtO$^H|&zXe|HwB>G z^HP7TX@Q|;c3P}oPI~tD?3A!a_)*hyQ4m*)4B&e>%z)m(;8$37R=k5o{`X>CK%Cd2 z*~QQ=U4+L)DWgwIaI||qLs@*-hMVtq?Y1hugxdXqIHIdQ8MSE>@_Q?Xd)$asQPb4U z1A87y(|$;LXS4r`X8nyM-(sA35oDv2LqxQS?~8TIkLTzEwS6e`OSSJICNNF zdk@wqd3y_u($;#_U0_(oxR!4DUP6O9Bkd(Q`~bN7Fl6^B6&B&x$A%Q)PUm85(z~US zAHclbI*Zw}w6yqC&E~pE$Z`vjEjaZjU|kruZK!MpZpyP+Wvr`n{EVet?yF--Mvl?= zdhf{yZ^X*DzDEYdC`K~&4SuLnl?+YNEn`dE@(Wv%+%a>)ns&`FnNTL7GRM%Ih=L6U zi{~8qsDn` zDfl=U&#_N&AJtIDX1NgUR%b2w0k&W4=5B2$@3K_+IIDh5dg&iFg}fr-hXW2OzjnV( zWu%AdHkCF!cnzgqMdFz46T=YzOqbe(E7Mw`3Xf!hkZS=dS$3QBp>MR(LnrX-xO{TH zLk)!8AH=4IG$Vgnc2I+71p=aj)0%zoG91Z%T*tk=`O+f1G$(9lST-{&-%6|g$L`JK zA*+1R@~vR`}b^(y=p{JARvCbe1{^YOm3gC5a>BKP;q zkU_d%u!j-^ltvpti3$Og^l`4{b>OWU1G?hegz1U98WPRcoK1nEaver!TYD^{$PUGa z$ffIVK3#=ZER$fWiGk>A==ZIHAzK>L-;EVNBVy+D!1-^^PQ^1d)F@45pm6k#Y%jrZ z>2e6r<8_TPj!eKLB?8kxAVlC7Qfkpa)ut~k1$0~xDIU+_qzR%)SJbNM^H>R!1O{?k zYlIkAW<~Wf1!kucpHANRrmPa6;|1^fZbAmcAEq719ldo6<~bm4UI-T0AubE{Xd;gY9`|Ar@5T zO*1MBV5z>Dub9GA^BuHyVbp3_RC$=O2`zOM_jdk=W=*OKOe}Ns{sjpZLyx68X|UR; z)lE#03}-WEefe)vUqwkG|B+wo0cvdQ)a5=(YPw>LpReY2MFZ`H|CB*+MqAGY+@^In zrA_ELRiqVzFyRr5*}>!TJC!IFqREyfa{VFw?IV1Fjz<-R-c*l2U_c)l)Zyx;@&o- z?IOx^O5WHzWjTjXC|>5hifaDIyPD<7NqL3>!g7Uww0)|0IFLGK5xEkYv=aWn>hmh# zFIuz#BKI^r`shHJYDh05?BdlqR?BS@Nl#&}=;MKde;ydyzm#hwy#8_-axp`YW*hAF zqSMB0BE5?)L2~haF?3BUt>bKD$qc#H)kG*mKz#mMpCckR2oJTh{>t3xWg`iJ~e*v!3t0tUSwmuiL_{v;;)p$#*iZS zI*!ZRc!qs!fi&M21|8dM72jRIifg?U#jNBEdZTm0yENf(+h=SfBCfW=e+M?MpC&$h zZo|&mbpoIR!WyXnPramkJ+?<%kpvwjnl~OCbxwRAeQRr5k^3AK6H)Wm zVW3t7)a*dCRc#oxuB8-&WFb9Sp{lqweY;1A-+T`QTX3> zz8-<2zT7c*PgqxYDvVX!V|qE2&SmdjQ2aPO-jCh8{OQN+)(Mn;w~H~4fj6Eqn6_It z8(U#}W5Fofa0fM``yHm6~&;ObEKfitUKKs1c z=S5~R_uThnCNGljwXU^3i~n<(q;&Z1TKHU+JNVVpPvX6qXH~OMTAFudP$Mv^VsJDO zEc2r*6`wh;`3vxEX?D_@T_BU2G<7ej!Ay!C%&?UGxz(jsLe949P~lEiTq!pfJKvxc zXJ`q`-S}|v<;kUnq2!b(satAdEunSip9|mDxg#hc@pg3$t2NyeH!%;fCaRF3jM#7e z+zBrjKgy$zu0xMKuCZT2$C3 z7t%RXRxK<0?1vzq*O$|#nMt)j*SmH09-D5~gK9)`n?h%9@DkPf zEgsm$u1h%EzLXR3y;Zl<4!5|fl5Y|3fThKZlrVnva1mIXoKKq?*X`#Xg{Etwad_<9&&O@N zGnz}XJpo`Sz}#Hf*vJb6?c^TOl$s0Yw|&JY{rO&RvJ#oOeA?==4-w^4ua=!wvAEAg zJe0m#f*9~;qGyV&F(6aP#duU}>niX?7-(m4c}h^V3)yXY8#^s*WzOQltz9G*9Xt9} zHQF1WMPY#=BY`iIp=%bl69(&pCgNru`litD3F>&dZ4p2pAG3=70mWY|i!*GIL5=5o5uB|uNE3%|* z3Rd8bSpsX(;N$HRiI;V`l-Hs5Zd<^=NqgRV|J=8)Bto#m9qrkLle+MRm7l2Zm&tdAj$uAHV(P--3Tf2k^%p~89wa!zJtsF|!8x#J-#hk? z_mg8@%TOB6KphDRRdmS&*7WT-Pw$`E$S~!DO4h#^MChdO=;iMNTe+dL3Ned;CBSFxaG9szJM)B>Qlb zKEOJ-TRtCFG15hSndAf&s{MvxwF-T7Jbr7i&nu6`%*-w3$7F02As`n}1wF?K>^x9wf2hyj+HE7mzzBK)f@k!_E9_MD4VQ(yM+#>YdilUN?1!bq~3P;8t zyrM2qo_=Usw9wkhqCT-ke&x=7$NHpw68eiCmyZbFbRkzxxl8oUOZD;6`*>*)XacPP z9#83sp@hmOy3Q|R|Daw@PE@#@^zv)ySMZmtOVZb3NMPuZBB_{b^QtXJ%_B7D3fdsH z{3IUfYIH$(1Zu>~)>|Fk9X}7(Hmn6AcZfP)oS7g^yCQN50mFZYu_8WwI5Z6h1XH6T z5!LGFbFY+K<;~9vn_0(0&eaTJ?5Q60ySTu{!zFU*o5!%kopow<%|q|IivHk~h$~y- zsh^CFnY;4DS*Ov3haogb#5%VzFjM4NMVo!87|^IVNz<18XAcU^6pOabzf3~SWdfTA z63W~3$6iF_wlzP0zq9-yNyN1&t;gX~Q{@1c3Mm^o*cu=*<2-U9ExH+7ZQxBqDrJ%ojTvYBrtTl#GbxD;ihG#lHSvG@mAA+D70!B?y+6bqjaFmg{=3L$hqbT&Qcpy`|ASF7G6 zx8)FAwK{8-sVK`cxi|7-ZzzOUUM~0a`UVf+G3MkyPD6eBUGJDg+~vh89(UMJYhfDs4T%8zbd}o^C5fXhNA#MU1Jrj{7k?*)KAj;)cKNbnDex?-g*&ND<`9!R zftgkW1$8DY!UdV(IXkUA3)cj*Wp9=;RuPf-=U<+FHt!}wO@5?y4w7K2ysLa6BZRH?=9+&oJ|Za~4hk{8<`(F!OSdz%a9S&u*L}>k2sw7E_5m(Q ztF2X2NpbDG zWhbMLo|veZn7y4lw2%DhucpWwpz(G8a437)ESFJ6xxeH`^&T)BUP1C^O5K1I`OT;D zS(fPsn%)U->Hy6?dh2EPiiN2=q6ANe5t)IN4D4C`V&_s(zerK})dK()-O=TAf z@DaHB{ymK+5dghj-_`!FN0b%_p$uv77ec&eecN+aMk zYwW=B)8>_FX0LJMmP{Fh*0C$|75Fd46EPh2=obHSl?MAitUP>|Z&Zu{@KFN1!VT|^ zvai<#9llbbW~IyfYKL8?x1nr7Df@6+1dfH~9@YJImsM!9FIL0DNq z=zHfi{&nxcK`O~DrQS{>btxx2o>?%o{-#(`cWP%L=WBUA!TR2Yj&c4k4k6d=lDIg_ zQO!7>{J5#Cj;bB6ag(jg_;R;GF}W?Gp^fL;=KH{171ir5r)#M`75nr2nj4MOu`L5K zEmVA^D~>O}3u()?JyO|5atsKN2N4&BNx}l?lNtUoks6g<1N~in?5mu3VUHE zrD1idW^vTXmC-VDXMVQ6rK23Ze|FQuw1K1f6$Wxli72*>HZ+nL8!o)`hz{!`xeZT^{sbmiQVG|}6HuVt=_2gX2FO}to>~=e5rQ^E< zV#FfO6T7ZBV@Za)}K zl=@%cR{w20__yZ$55qyo^*_A`-zv1}?i9+r`*QAMv>ZJ+k{|m9YZBC{r=xRlDh$^L zXp45;ziHY}gVwXrB|UkEHrPptq8dETsv|6n_?sE4B=p;bF|!DI^G_=>g9lO?jCBT4 z(JWg8ETQu`TP*mje5&tWG1qPrF*e8urmB<`v_uaPDule-p*$2xHT|R9<%H9{+L1voc8swQ_|5@@d41(RWIuYgig2Mk;hBc>Bx6n$OVr}q{b4;0G z$c;+KZM)HeYnJY@@$e1kV`P)YH)k;S=u0mIHO+nyr&{|lB*yB3KNxM7yy5mNJcA4x zb`aJLzK17mCJx92^*9Xe@VmCG&`@||Fa2=j#9UE^d$4!!=r4-D(q348COSK$u*Ar_ z0fci6=;MB$Hf~%rK8|xBbY3fokAF9LV`x76BwPq3c5=!3S`D$X34U`yO&|w*ZoTiE zmhkXWG-OthEz&9HSG4?iJe54_d)6Ob4NN)5NrC}kre`_D^)6c89EpmZifzZ<5d$`C z%D%ziyYa&tj!TZ8$Zmsv^D5%EbyepH;!9L{*pEct0T~L!RWC~J@GmvXJY~=l&Lv-a z4Q^L=R(+lVPPloJ)RxaK;2Mg{GruhK{B1cF^c414UwuwMJzMhIkyUA&S5(Ex8F<-@JQ@8?9Ff#(S%0wlbok z48pGR`yt>v56AaziFN=2zrN$MP9-U^2nw@N!`GrE)bAu`vNCihFEJ40T?heoI9}Xe z4DXC;x!E4+BKrLYMd+;xgX8gHU!tWoUebQwT>rq@{Rqdp=QZhokjHb@98|6NQ2C@| z?(`Z;AU+Xz9aVsIh|m7>c-*EwGWvN7pwerzKv=tIXA$p1uoB8DuZIDCn=T1IuvN+@? zZt^&ve#VN~@EkppWGbZ$B?_$O?jj06n53vlOAS6o%2VXK+2bj1Q>ESw)i{?O_6n<5 zU|uOe16EZtCyR2*>yOu`uiPEhp9D1}~i!YLohY z(7d*xwgM@_KcQF!UbZHXC&MeJ4~PS~AhG2ohuY zC5lavnSR*SQXLfGeYak|dL9i^TIf>Hg49zg_jEX8;{(xg60L7<0cjd>s?a4{&2v(@ zkfR4~RRc)Sa(%4MrT!S1Nc37wlOQu0<4@Plj>>@kj@qxyO&u{s=C*jE4Np&w4)--X zULJsxNtAS~{AR2omGJ}9OMW@76$cFLOX$s(RBSgSDO@i}JwwY}VTR9yH-&fmDni!% zRL_CegF_s{VDi?P%X;+g-|>WI>u${x75V1{MJKM4a_3_ zlKkUC8gxBh6*dO8~)_50P_*kS8DpeSkXlO4wZX`IReV#+-m6R?Ae5yP7e_W&8-FsJlB}iWS`h#ld)$x3!4<#RQXZb?UAQ;c*zNWg_N01wxm(WL0Myu!pwui zqHIqbqGzRQKfMzArnwFu9l`Oyc~)8tiEdyeE`%5(sHn$)bS_SJ|_=F2b7 z^erTQ=&p%|mSF9xi*{n~DO`$Uh$GLLaWJ4nJ}*IGUd#;L?n7M7Q|HXp$jm7S^p!n! zxzncm;XO_ycRZ6vah;-Ka`i(#Go)}~BghUdBg91+P04MI?caA6J=9LNSHOSrGIEdA zco@SH|6**I>E3N0hr(wuDwKR1T`V7dgJvtqTg-=xcU6LYThCG%IxlT+F$KGPwP(B~ zs7Ndy>&@a330Yl1Nz9d=9)`BUH1y?w28dPRh+o#d8pqt1th+xkhzzJ@N@I2OClxB; zUItG`rqiAQ;^#8-zY#UX#<^P4kbJ);?4mt1w89&U{)OSn3e+L49~I}81^jM&;l^3$ zRB)(SAI;`s=9Tsc5dZEQb=Sqw6WZg#8G5}L3ojoGfZzHTf^tI#2NuaT^cCH`&wu8m zGYvmGuQaw7Q9jyoXR~vJ_B$2|+cT1mXo1cR1#Z^m^G!O}oUlSIC#eBiZ_)AYEE#Uv zBklPYcG%-MaaU1ZS%xg}x+M@c2Ue1+Sf$YbrJ)HmXss1ol_LzN`PGJg@Kj&UWU9vC zvj$Zf?Nmp`)6xVy5|)LJx+`yXiKsQ+s%{uEku&q7bKtK)KU4~ob6EHcne0+?2{8N7 zmn?Er%G9sb8)-S}Mqd_^rwYd!bT~GZdLtcJ8jGX~+#X^_-7Qj!q>9rfl&6?y^Ichj zX6TBV16N9ofxI?%1veG7hhhP0RhMz1%o+Osr@++C(5sEN|NFp{bxCN=aQWD=20EFG#y_%JTq++v~SU|!<#S2f`3PJ zKCES~%W=uQboV0`9CJ3XRg`fTY)Pe$#9T1Si@P@1wMcb2545A}k*EIn^v!vPWwnk) z>KrFmAkd^CIf^OwMQ}w;XVkLn>GG(Xi(R8~Xdf7jXfOtb2`F|{ z?MEd|@9n)eZLT_%k*C9?TB#7$Ku&8BfLm(tVi-e=cXRii-iV}nE$Iy!QJw1_O~0*C!apO)>bzx7i2 zy^X+&K%_=}!|WIl-C5icN*`5d5<)O-wqGTfV?i!&0vin0D5|tCMyh@mo^W*4*^BZ7 z)%!){Eihq^Hj^jnWIp_~zMR+{WW6KRVun<|FZ{*Bs!3ftS%)l>`+Vg){cZF}rbOnm za7`kYOw)u?oLeR*H95AFZ1Xg3;|!~%7g_S$dy~)h4oFu~=3s|Q_O!S(#I+-s{qea) zbnN|SxW}j%NGIA zK*bJZQRYW|hH|`}=KQ9?9pbkG!&Bs5fks_XHCCo(TnFIjC?tincK4?A2P?{NLpoZ+~*|OxS-7V+;jCk`hn0SLl;7`2B$xi{jkNn8T${1!!lN;s;3x zzb`Eh{82nY?7yul8QoE_zD6!tQ|a+JR2P+(1d@B}i~qbjvYLz-m0W@QYwU);>tkMY zaT1aT*Wcl+dPUn0)VPt==jYE<*Y8&vGo6$u0wJ)}IL_H15a9j>ex;a}P|u0?t8dp6 zki0|t<30=`tJ_^ui@ATY>a~Cr7l1d;?G|5o9d=i#^AC%suYN_5OI{q39%YSaew>=ge*u~L7RXu;j*jc^r!=s@<&KeR^!l;R_r?0u;y<9aBTeNa@uY@D4_+|GA? zzHh54Llhp4Zr9G%9j3~_z`(#2VyS04CC?)J=#HccrW~87SLhS01Smg_d`cb;<)`k^ zt_em^SRI5{U=7$(*hJrgip123&NW-`a!M?I{M=>kaa}`FWB2KLvDo4U@<2mDC@#T80(&;FZG zvk3vkaDMi;nc0NP+$U(RCPu1q23s>WP--IJ>9n5ZtnQx!9k(YG29i!jZI0cP(7|nT zIIF`q-i6iLrgo)2RKJaQhnJJ6N_1`sTD5h8hX*vf>Nj0hb0 zITKAy{h|jRbFmlwrbHxPlYN!I0+~(g_fG^PV{K|iJ`WwOP8vQ)YMsXR?8whzgv*k) zGCtVDt`)wWtMTZq(XbwJ99 zWh4?exFjO%JjDX(Z?@P6e;<9)GpQE6|2c|g4s3`iO5SQkOoVxCRTYxDdD z9y=3RC@AR3h>rZx_?W>RaE~66Bi`0q?<}Ah1alm+8>!SP8_MLUdLE?6h*YPjsz#XlniF;Ytw}O)#=DRHVPFYpnXX32% zi>qb~D?1o(*hvSg)MUh`bG*1;ss1>3TouJHI&~XxjF1;JXzkfbjeuYWgZ!Ukq&gqq zdfbti=92>gMv8%y9OPf^)W>tttzvd_Y;gmTzB&|mni^Rf9BOG@8z&q(=8Jset9MU= zN%# zKIO?5*z}ya!mf_>`ujm3 z<1a>6p%2cqrO7f4*lx#qF>2T^|ApCpo$ZodsE-px`v}xU$-Q@YDi)~MsnZrRdy2o~ z!oZDj`I?XX;U#(vk zHjN$rv(2~DwS*=Kgc`Q#^VNI-yyh2dGc+&FMAFly9yV_J2p0dWkVT}7epo(`d%gAX zUN-4?*lDvGGgIl=fp&g=y&^wsF8VKqeZ5wd)!i5#-FD^-e^gaOW|yOIw$znD1pG9W z6nh!R2d(V+w$;M^qwHn58U9;S3%SHGRv79nJU%%>IMJm6Nmb3O4YM#U6w|glN!rc>p1gbglbcsiW2Ok;!bOWb8x;dxewRG zW@JCyX!}pC9kx;k*8z-V1rL*j&Mh}CB##k75F#5_>wzEieV`bEF`HgzF=oT4a;DKV!ri2l6@_6qY&4Yl2RyDtg3aGY5__-#4&I}W)q!l zk=w-YQZ~1tv&qV+7C}9rFr@^vU0bwq8l$! z4q(JuT=qNy3;Tn0Tyar_5xFH0ck=J;a)Q$P9IXc>HH;Q7V$KwN_w{5Si&{67?kFvK zH!l`VrLJr(skciumzH&($2?bShJDZ5=)NrF4+r8^Rd0wVKm8<@!XS+1%($GH;zxyD zKSbU(mqFPmHKW zc82!RqXHxALdS*{{%{qK`J0b_F)qBEuJ^F}Vg|QH8PVIUwe%rvarJ6seKL&Eg*0+P z?Nsp=(dCmBA8k|JQID{EaHS?3V%)yWZd9C29NPzCJ}i&yAIk1K|-ERMcs zR5%kka1}1HhDg#kz38x)8ly$m?NCCF|6-inNW^ev`Da~O)+!-?UW;}jfOUF7Oi65a* z{Du3N&9D1>5V^D7zlRp1=7R)T{n6bQm_=L4==%2w7UklqB7r49OU{Hw$=AlJ-QM2Q z>bWy?eAoIP&9s=CyfnBkAo0`5PmV{?(n)bOm4UW+ByRS3E0vg_7*2b5z$Nw|UJ@_x zIy{`)l`<)!Xh0QQkWn=x8p+`mRhJasJz1C0O;C|FG&pDlsM52=hlZn$`A>K8Tty}) zmEK>n+Iq>k(Nj(dpe;mE1VCy z_(onykFr9#{$R?!9L`}EK}#iv)#mnbr&o`Dtvs*Z)l(({V+9qm<+o%1rvt}W8hb#N zsdDCy9#C+6GhKMIupn6DHZNGYXjktzj)q26YAz)5R%|pQH5dkyNz@lXp7E;Mu;nxx zPm6G~0@nz-z!J=y8uysYW%YS{y|DhG?!ec-^O@}sP_Pd`FZ6d#J}GN&;yY(b=gmfZ zyRASiGg+#fE}ila3gfCNO@XDyhdF5uH-5-QURPqVj;`>nuY4;*(ff!YJ}znpWAe`~ z@uVSX7v?47a;o?lbTPN%4X|nv`O`!t7A01wFF9fU>SUe|_t8%HXW-N}N5aK}<)q1GmtBHR> z7H+Df52=RMcX!MVhsk8pC-=g~m`S`BX#c~JiV!GR1Fw!srN)080 zNIaW#?%U(n;`H|w5n^*@{ldY;g8E?jp9?=(Ghw#B&z19EJzHa2cst};zgM(dv7i63 zEP+g;4-!+T!*A6zU})bHu`y_r`?WFGCJOOThbl}bV-9frfl`dnTobv?rOMl47p+jT zjT71>H;zRJx}bNLSRUCxU3XBg2{PlV!jL!ojLxv0Pl8@&TqtW3aZfjJnxq_v{Yu2a z?ovtjDAH+N)?*}Jbx~nc+!j@?tZ7^7(X`}v^A{t8gNS5TyU>QhttdY>+{}*Si60Z% z=HtGrfE-N9{EHE4M{s+Ye-&;r%|(0q7POTI+Xc5hdXc?U1j}h22PsR32z%MjVTh-O%CXu09;-v_W$RFP~opL`KIY}s~*-1aZL?7bv$3*q(0S_$kWta%I6T%^X6 z&xxRxI#O6NO7#jETy4rY0nUpgbr8CGI$aEinXUV>9a9fa^)>K+8wNf@FJIEZTKam7 zHQV{qYj?^j38QSvzjp-sUhNa6Q%~>jc;BAT*P(8mnpW5d>_MKzznIx@pb#%`1A4)CvBJ81(_hyl5TVdGBcV z((s#al^#f(>ok5>N(4@TSl^^mjZ&5A9rsM1{VAM)OUP{oa_W*lkiJPa{X`yxvQv?=Tn);b^ebdDR&#s_)mA4m(d&G{)2B zPv?Gpskq)fb!zG>7Wqwe{qv_Y{)}(A*JXv4A^KHs8jpWmTSfHOKa9Y3zl}u{7 z3yuc9r(7@jRhNH*CHwGFs}x=GM@jN=QeAzHopAYOw@r`aSj0Dn@oN&dZ_C+laJ-ZG zJEeYW-hx4SUm<>HDb1Wec3FU->>YhMwWZ}Q?A8+8A=ADVjr~o;&CMZ6L(l2lCqCnz zAHA?Uxr_*XT(8Mfmk10)Tn0?}@-dWFPN3*I0pZrR1LT;6VoflRP^k3_Trwsnu^i)kUKZ8Z)6dE7Gi?h8O1ZxCqGG@d(gaFTm zZ7X7HruWrfO{p6v$y*jVEA3IP4l=r*;2aq8x^WzzrBeAY<~kSC)T!<9-iMRH(-uPw z>ac#EJh6~60)Ulv5xOEEB0g2MdMy{Qk=?had->J|6OA91>*lutn9XZLYCl)tlJ54& z*Fh?0?KN2dv-TkS-*X!&RBYbl?!_H%m_f4a44p|zti4TrC=5!VDeMnh7i z=^}KnAmP zlp7}Ah)AP7@UfHRT-Z-bKkQ2RRH?bVJuunWh)C5D9*+T^RL||XiS+TW$g;eYXXq@B z|5`qV{DisQ++&1Q?(OqJay^G`fkhMsBC|BqmwPs*M0iI@E$KMmGUBa@u|cf{vVM(z z9oNTed>WxC2d**uH&$bDsGrd?Kz)=B@IBgh) z2+ue*{Os`bl8v90v9?X?Wp3@}Gj|B??#r4wSqVax%s#@LIsUO2+n}%FT_REQMMsbE zwJ#DaDrjj>IXu4=**_V~Zc@{UtK;pk3}Yu_jr`--L89XMscLGZzV#sMT%wi#Uy{5j z+4|8Pt_AjD*Vtk-yYIQ_sMnVs!G0{_PZ>vZMrZm1TNPw_%pl$PZ_|;wqnC z-zsy8G*+b0M2^}{lwnR6@qc@NRhHc4&I(TT2OrTtr~KU!tX|VFB@!STO3sS?I)|$3 z3qD=dXHi!eIXi^ao^X*R!C|Xt3))j?GWTZD%`@U!|Fyyjzk>EJbQMSQ#!Ei^BEEp& z=QzJ&RXGmTm)-}%AcanQd*=uG!FMn?@2lBV-#M1ccZaR6K=&j4V5B?HD!s36FLkkS zIuwdI6O8oymB3NhFGrg7pR0x~Ehhz=9A_vN>)X`DdllP*JZs7j zQahKSRl?cuV z9TgK1um+=h-^aHmN+O=n#?vEE#Q5?c@Gs)wT3{RH|GC(NP9-GQ9mtzT6fO; znKnm2FX?(I?+}YNi25yv%MhMvD7f0DkBNGj{Lk)3c4+1jNZakxiNO>N8GMm?$Of3n z;+l>MSx6U4pVr8okDDnhRbreWE1i{ap-zI)rM6P8~aqjR8hIR!Sk8Hu;2{saH=~srRGQlUpXNapTrO^F9$WDm$W*RB{!)FsmlsI+C^~V)A96r$|LF`>#etW+F=)En zKid}9-+|g2ZZO_M(JRxdp9W|@g3uc#payp-y>LHQpp#vSh>YQ@&}756v=7`o3ML+wsYL= z$I6NGbBMs=jKQ|Q38NRNS>Fwn3j4Vz@}&9+lA&?rfUe7G!o$Sjmw&QmV>Xln0M=~Y z>I-wR>PA$C)BP*NB@sfb!gzI=zQSH$yHr7q)k9faW2B4gv{wYo1$SqyZmRd(^pY;t zIPcVVKU%=j#u&D7fp7@sCr&tQ+4(^OVdgpHPRTnA&sNIqxc%HJ)wH~{W{>RH=TJ;5 zYf`$yO@jzF?!e5b80nyr@?Hx6gw4@1;;0@!>_-h^fWT0_!=2Q2+PIXT4aXwBXyTW` z#kJ&UX<&stAJ?GnSF?q|IRW}QX*;lf{Lgh;{9ikby6>K}y4etMlRwXKw(hIaXH^XW zH(Bk=3p{AOqpDH18`Rq4op?n;Z;75<*OcG7B!n!extGm@)iok=3ebzJG?u`;c?EF@#}>>n=`#b+XcnVfDn#NZ6ti zC9az^koJ821iPnV>myCBqZ~e~b*iQN0&ORornrKdyzCA`xnZ#FnuUmSwv0_@^gDLr zU;mp(?*GcK`tMQu|KV!-kL~H%>#Eyy@AsrNOx1q1W>p-z=+OhKV!?X5=&&kY{*%`m z0mfiAY0`J>WC{u(6%m7ai#8gbsslO)nddq38yfQ42wbq*y-&lB0c z2rxb(d((#PK;?3<(dIJyMuhTIBTlpJa(hxClG*cEC>_Ye^w{e;(hGtn* zQD@VYvb&n1L`&0b*9y)x^nQ8sU{WacX?A3+Cp9^{+dg}ltefpx>S4dWuVDZ~RWiTE z(}U_}>%2WPXY+iQ<1*`2DrJ}nx$AC~@PnZriaXVxqm$))KMkQdd*re@Giit>uGsTi z0EFPro)~dVh%roDQ>2~iSO%0y?;W`NWVZ0Xp8ELbJq$GaEFu!BgeC3&;|Fo$Hg@P5 zU2ZDx+9%@BB};1*V^ilE{cXc;UQ|^L0kTi&XKPL!n`flyz^X>bx|Qa~XE0# ztGQm+#Iyj-UPtpp3w{j|1V}UH&wwHL@<*jnU9$tY1UylQuGy=G&#%U1ft=ogSV?pTzV1WQqpjTNe!IgAM} zp@yO}-yl2NhL@X}HXx8_=|^$x&BwKS#9OJW5f&>qd+L)`u%h{g>iY5vuKugCTJKjS zyD8N7-n`#d-7070fyB?-YC)V_C8dv7aP>9!#L^Of|8^e1Anz7zY3kgS-;_sV!kgE! zf^*5%Mnxy{B(yXDOz=-gGy5U%oxUQ(1qT?2^Pcql=YDXKo?6Ny$4NvRc7IR3yM0oX zqh!+xHSWZro$S4@gHQcVKE8KCu-W#{SpjGlA!*R7|1fD&vhMS zO5bhkJp7rwh=)va!R);F0f$(jIUX4HVra0k2%i3`R?(#@|8nhYtfi(SOm*=qdec*V zS>5}bzBu^bza>*OO7`P(Kg90~@7J`eU;j@XkhHv^{{%Okk^Ms<8UDW|iB!A2u1|UM zz+jA?-qq8~Z4S~0e4uN-hc@2Ko}=P^9S_Q4xWgfG27to}H8)OD2SanJCoZE9C2&qs zky>xLtbs2ETGu8pv!kuWNIhrUikcu*rE|HxdFSON+km}V z{O4SW8bqO^Vfxl>UI~?r%8pATq}7hv;e4f`=|+7_!iuplbe*GbZ+72GYwz_HI1o<76BYMUn z-&wy!e-&#XYWa4{GOG_dbSp}KR;xLr1*j8|BWakXnI@dsc?h#Aa`z@}XC88GP-47O z5{W*s$?wrok>w5BDXOdT*1nrS_n8oFnIEFN8E33&c8({S6|S-I>y1n!XRyWq=d98p zyo@BP2b=nbrRKs@3Rc(}#6e}>yOu^7T!|@jkwX41C%ROMxPLKF8q@{WcQI=;R;-bx zGu>lYdK~nP1L_AtU7sJ@VqeRB^_7~?3{0~g?3GpDMunb!sfiekkJubcIoFfD%*$7W z+<8Dr63Qqd+%QJv_bI3H%gx0_I-v;FmFv}Dq;hqE%V%msieTziR>op&)@R1r{c$jU z25zJA{*}gi(Nb6VJ!^5Z#o*I&dl~kPST#J!kf;~18qlhOCtbF5+eKqu9 z#9ucaDDb@Tsn7xdV8Q#-Ue04zzXRvXO3m577?m2`N+uoEOh)!E>5Dv|O{tUH*efiv zCNDg~Amuz$1 z+oub=Gqq(7*JHguxoJ}wyF(gQXF@L9vmmF2TR$V@YFF_UP`h2SaAj@ttSS^=+oHg= z{<+N}DY}iaKIV^9SvwvY`X z_x#R-4S$EkQY+NK{iu5UVFG4kmp^{0{e1M}U@56l+Y%UEwW{UT#;*is%xba7FR(ga zg*VG zIPd$?8Y7ZfI`ud+T1=>mRiat!-`&#XuJn3yt9_qtu3f=REz}>-dg+pvaK$7NZ_qXG zLf7=M6%fa--&xN1X;;7;CD!WTaOIx}s5Hi)K(q=L(O^Uut&a@Y62@H>ya ziGbcFh)xjUie2aqhLd`ynJddkWlXP8O!Fw;hIjruDz&!8(4Fwm9a~eG@8eeCEQ5?X z%grBZj}2*orJ8_W$b6H0OLKs6s(jAT6S+1~G-rIi6Cf3-K4CD}SF9+~v(qCQKSQX? zneky{I)^OZq*}uzlu=K6^Zj;Ff#8?irgd#}=)Jn)_plp>U}I>k-DnMuN$6JaUyRmf z@v%SUPFKaDnDso$i9uH!Gdi z5wLdf@B*s+4ii*@LwQ2%#F%(0|3)y29+oUm;A9R7nZi}u!E(PBVl zy&Q61B;6mMys0hTilmdk|gqart5$kuUg0 zOLY>^n6G<;xM!Yzd0^)Du7FzRlX}Exy~=Y5vmBNys0Kj4YDIak{n5HQ{&Bs^i_`o- z8ie|Rt6CM=BF^_k68u7nh*e>tQFr58dKc??w=iMC1Cz*S18>o-Yl1lUi~nw2^D#sW zp~VF8!{L9639o~sr_krT$w`Iw7cjk9kcuhEB z(JAr*^Xkvn9_|6lrIPXY6mxtVf&7R~e3F_~0bnsv)Rb!C;b1g3D}KqM-O;Oc9hD)! zHJK(@uE&9uhzqw1rLJ`ecxNBv_BQxSPU`pK$Qy|SRR?3 zH9v9H-Kc{PiVr6)NC0q#HlnInM-iLgT~3#;ifj=gb%#!cy-vZa@*=UEa*p~i{vTV3 zrrALi^6%kG;tO%B8+Blt*th1-=I3N8cpP^x42j^V$g%@(+x4G?g?0`owjYm__sCaO zFjO$7n*`B)oi>xyeN+^;AI#vx+S0ry-l(U&mgVXy>}pnayz;`Jo!l_Hs$o7Fvb97? zemzmj%Bkp}932Z_>?)liduP!xq#;_fqCsy*^EW~%2+E3{Q>bk#ZHIJBB}u>cZb5=kuY;~Z zhD!Kkm?M&HtWm(wKR=)(UbT=32I7lxUGrX>vjZGdEshZ$BYvm+p5?AF5zF9Jli>0` zEai8+{LHCmT#%RbeN=4-7bf{LzHfzz(k+N;ky29uD&J$168|P))oP7ftu!d7P)fy2 z4a^aEc{I01FU7$v-w^XrhP3wo(lq>USp*3#uI5BF!Pv$vj@0iYf)6|e0`HYRGsKp~ zz%pV32KG!vKRs!!nwKQ61rXgo*)y~ojul7tclfAR8(tJ(M>%^~Bw8lQQWOpz1(*7`N zUTn^C0W5EiEIYc2NnIsH)4dmuvPiln?RL?t?W!?VcuM+@805HWTjCZgu?&Czf0LM)+>|Ka2Z+sR{po zO$#Kw4y9RDU&i&}8ox$WM?YTgvM~PQ5z4k=7;=hyT8Sag_zly%#GtA!*V6tTw|GLE*jT~)ujnis-_$j~2i_=sEY%(WWvIoOYIW_FB9qr>p z<$TH$9~>H}$*Dqc&9CfcPSTbb+)*$>AtxNY^YBW6dfA;qhVsf=`ZMt%qE&8c_i6BQ zn@Mim8q>H78i$HKBdW4Y-FNJ;9M;}_7P9+i_XFg9wqB|gd$#gqY?_?Y(yRw$CL(_C zl2q7{;(%Y0)&?1m+PA9V9u?ypWnv*0{-&)<@q3qnDy27<=#DF1p2&Pgz>uRi$ppZz zEYy8u4^XOEi)Qbp?YFfKG2=Vce;-1o9G;i`1dT0mI7vN-&NuD*Z0YsL7{td7xGT{? zC)2ZcTBLd?G$}gVbxA~)>~pe$ODIOSv08G@Ixn4Avzsgy@hY(>Si`-t_n2k>{KWwI z`(m;h{#?F&5)^O0lV-KSp#(O3?P#au{fuE)DLGvI`ndavYT2CKh?aH4H z3(jV2J6sgu5K}+W@d;%_U_XttB?8lsP#b@gl02{H5ENXo{N$v*qL7tM()Gl01Ar<* zO8yV(-ZCuCWmy=75FmsAAp{6ckPuu48zc}kxVt-p!{7uG0t9z=cL?t8E`ty5?ryo0 zthM*I&pm7JZ=d@;_ug}U%=66qzAaVN)z#fq)m2`j_qix$(hQjoxfS_pt}@j}{$=cB z4B*`>C3%$d(6B=cJ?}1(FW|3Oa{wLHZ^U|vm{xXX+F<`4<*o^^EtY-cTBPMg^(;g{ zp`%AWN>PPOoDmTEW%LG{N?=_p-mf=pThT}{9KT0n;>*mJG)Km=uaRZ1hmR0;!<})C&jW*C))<#1u(Lw4lCL}o^@j_|f*yh=CBl;jF zsA5wmnQO+ZMM-n**>ddxX`#i^>y|5X*E5cIBarTP=}c%rs82CuPe}v~`*XVOB<4(| zm02P(+c5rXC~;$dB>9*JW`#D0Fx%iouD+lAb1*`k$CsvUje?$8yuk8`6(&S1>F0Mr z26du^)^>G@M*W4b33)}$j)n`J3|Xz6f8G=xy+0JC+KR1A^kmBxK}?y$uKQ5jzB9TN zpPJ3F@P&odRnE3%2@3pkv?ZE=E&0SQ_;x$_#nX4`&*#?!>kyg%D0zZ@?-N2Uy3^tN zm+Ne#3m7*2H48+!ZxnQBa`UC!<_q=rum#5KoAwKYwllOA6%@_qZ#f$Co86{IT5`?7 zsTPHK0E}Gshlq9Y#b&v;N76s83d~>cn@mwi|0s{judNR>o5< zBnN??y!$i6Cyix=zPFKxrPh|X{)DU6p)q%x1Y>GBJ+&jFn>lAlw9-e>9JRRD(o@kCG2$YBu%kN8NX=o&YOQ-41AQ8wB6NO95#V5lsQ(B%H$2_;Q(Dljik z2)b1yhI{@b&FO2}t(Ray;QMsi@CZTN!P{b>3YJ7kqe=&>|A9O;r1{j6M*N7c6qR>p z#iR+`nXDjR;rKoR_*A;5z0rzNzPRqAxD36PP;dyoBeyv5p_D0pgohVyKgyAo2(#@? zXmhfQhIxzO204ar@TW5GH8XH!GX&B6(@Q%|@mst+$%?i3I0c!Nx!);{VmHp{KF6!d z9Bv>tziE*L9Vu-7Q{Dd`yPY$<|CPNc>mi^*)S3_@W;)P#fXnGjz}L8`j~6T&Pggi! z!X!vIw0e>|3dMv-FVQUc{zEck-6O%+325NsLjmuah}S?fl708UrZiW< zR}<~`_k;qIVpL&FVBN3PmVHrN$i6g|7VXaC z3BDScR2i?Nw_vDCl_)mY!cYxNKyjt6KQSR^OT{cPY75*Su8WK_jA@^b|&1xE0x+ z;|WHEyR~EhvuruSRW$Xq?buZ8ssa%<3ZqN-zrOp7Sfv@B72-{KjP{g%Eb3Z+8tcP8 zT6Pe|?gxXdPtqE)#z;NaIUDq>hNbPVAUdX5knW&z0m6FXwbv1#ee?}ON5`SNn9-&; zaaTw>)|LA(CowH)?3DUu6(siLL6ff|tX}rs1O!*8UQ}Y@qtS7R2IHb?-1AfUH5I3|VXlL!Fh7yMH9bk z#i0!%R;QL7SDkTKo=YI3z28TJnl_P+j-uG@ayL>N)5|t(l#{Q{+xdKCNNMJ^?t4Bk zug}uw*x1kbXh7Dnv;&2T3%U*(4DGYS+((x+U|NQThz9MW*xB2?uKtXyy}VaEF*P&R zZx0x~x@rOQlODXXJaakZHXFApiL1=fWlBWmXLgZ`>rm@%sEHinb6MG}2nl}+ZG$b$ zlnq?rMcg^EF&hIpz+gc7bUj%b`D*i(5HQL$J6w^4CUyFR}U0Tn^-jQ-vz{8D2?o1qd$jQR4(0XvB2EO51;Eys)(_f;=*Uy-P;B} z9LPM1C*Ie4E>L^Cxy`$IArVs8+dMQ{JC6#}eC-F_Xb>j{6sjr-wqg>N5FXk#Y-m#3 z$tk`U3dTi^Wx(#OgUMdlOQ|KA4Qzq#qiDMTid`?P`C1{KusTw)=ajdO3@Bs5TKen$ zM;K(*7-YG5Qb%N}CHV@@E?CYk*z~K3i|r+OlQc&;x7ke_Qb#oA!SW@yYqI%AZm7wy zlIGEv3X7)KSBdeQPS>KDI+%E-k5%OvJ{J^#k)t=CLOF|wM9(E z|A;1Wl!s$uB9yRx$#n;ib7=9t-c~20#q_{VC&Vn;4x#Qqk#;JLTGjdFu zJ3bTvUR2y`gy|NM!?~BBsGux)EF}k?sbf%zy{H848#8qP}%B zDU_ji80;~~ZK@1Yp62^UDy8R*=?Ki%ItIjQ@&tObn3o5I zbJo0;iFQX%lopl;AUA2}%{R%`&Hb^eKU$_&E8SbN<*W0W}@-=dX35sC;e&cN(esYmZCc-&4=6RY`BP_c+VEfR!t~+pRs$ zTr8a1a8o>NWVSKCIMCwoAt{%6&btG9Cwq|0>13X>W!{W537RWl&vMGuH+96t+7&)? z7K54VKFR{4!Eg30ZdIg$JiAc0=I2UhxjY^*H?;Ve@{phDAZ0!rOw!puLOK-u1=K~a=jCqE=kn?cIMB7(zN8TNr2 zD<`ekY|O#L(mvWrVjC!7&z$O-1$cb|vxier=9`GRdV!^EgDfkt0Gc$0leopcL zyNog_-p{Y1o2*A+i6z3UAKUy-F=H9fp7I3=aH$f7KG6TaCofT!4pqxhp|!RPU=H_z=45F`P7GbV3 zen&AEF=XF`BT^OvZBm-rpwxO}Fn{?yo7tLGl(*B=rS_`0gbYEQ*tR*6QHP=>$;moU zhI2_gwlqR#7+BL)9Gme!`Je_c*`)L{u##PP9oN^3i zwkvITyDZ`LtEcXiHy0(07D>Cg6vC!K3zXmD_DZkX=eVCMG?VY)Np4jaWPj;&9s<1) zK*z9mPGfdLJh!uah~;#BLFHB5klrz+uEKjfs!^)KNg6z2Yd@emmQhL z61v?uk_4F}pevhV9}1GA++3emG~0Rn)|-*-*QRF^@O}o)0N$3{ej-AgN-5zxn(04s z9?zP`JMCt1PtL<7oNDd=X&>co-w@ciAAfe^bCuv2N>!P-Y1zyk=(uezEm+vAFMi-| z!Ig5c(XRQ&`D(Q7HRbmY^!pE!`G45Q-6>0wR8A)oo*%`7zzuAv;k*GN#0RY&GBPFr2F21KYp)}QZa|4ErOLzuV_J>zc z9@cW&Y|545nC1vvVr<1p`ZZRERe1ZkNJiV`z0m|N@(iwugUXs zQmD-P^xZzjU8al*Jawbp{{Z^<4})#CMX8!kkD=3C5;_XzfxgkkFvQqrx$`{~?QPmfw89$8zq|?TYEwob}B* zZih;L6m^7dWQA2Zly}4yzRR1LcNrT1l`x*;&1YfQiwz&Z<~@x+sGBj*UhV~DqNAac zM-or-aS*pYxM2rxZ_hmsL^s-FR~y04(Vg!a=rc_7g}Q~wH&=gatfvyx{t)(qvqmJc z@FO7rSr+jY`uPYg)X;slG&8+-1 z=L^ky8z!csK#pQT+EjL{&!+1Z;w@$8WOVOeWw8|T21H#9VaWj*amB1DcW=`aW&zK7 zfewol9NKS-P4_<-+^fOYAf^XZsoE-wB^nV3127A78n{2Fr_g!mnV~T*AUIdTm(;_( z?iRB=xi{&R>0=~8GmfoHy;`rGHAN4UmX;sbVgCtdbhkNa5+9+gl)ZWRM%C`4wZTs~ zlvCVOiJo>%!eHpkPq_9V-}{K8;~4XuUoj|a?)b)Z?mZYO@77l4M=nm!++I-MbRF#7 zoAz4wS;6Ysp9Mjo*CSyq5n7MOp=h|LxaqMxfB|XU2Me@@VqA(rW^+p8X)*^3;~Sd2-s0}g75}+e+gi_uitO@& z|2Xq^CCZ**T5Fj#KEX$Er)vqowF{PCxXK;>nDw8~?f(HC%}qC~ZPQ+z-)-BUh5UwY zDPrOA)sQr?(8{{Z{!chz&y(}U*rQNC)<1wN{TpzU4fn8qSgozsME>jtcINa8=dXBx z1#<2gKh#Gxd#?tkzw!~FW z$874}28`NrXWyYC*O0KKUzB>`4;}Sv5Ayj z{3&oV^=;MBu|!LUGLW~P^|ELV>$RNzyh&WVf~cB+Ak^KWx_ph$n7#J~o=k-22t?lS zVH6#e`Lbe8{UDs(?cJM!B$9V5gY(urQO^2pSehr~aqtm2y5rA$c{lgE>LZ8JxH?cz z7C$<)>IbNmO=??T^Xge^LJkmbU08;^V|gOV!1Btie|95*Dt!Io4g~+rhua@e zj9oqAdOhMPK!TaDX6tZ=ZC)a`?!HKNs7n-6y)rOJVBC7CsTYAIt42+pnH!Olvb&Qs z6%6lUwM{jHFrx*#m`QFe?Frz*xS?EIDRP`C&2r+{k8cnSBT!OQRCe}gRfAnzGxOnX zpVii?oiTSnTQW$^6t`J4BaINHFSWm%;J!u41nhn))ZDyP?LaCh^gn zc_Nh&8k|kO*zT+B=Z|cL{OhryzO^?Uzj@d556-Kn<89rpdE|?YcsTtD_cvC}+`_2I zCs~vJ_?y#0lh|RyT;%s_m}4w#q@OqaQ6=(z<1_K!c)>G?VKKEk$?rbo=s0owOvr4>5pauQZ8JZPq`airhl{qZ7(TcZ!=f%dOv?Sd*X_ zFFjpOZZoa%l0WrKauP`RJv+bYa1u4P1gl}((66m9e6|6)c;c6npGvf}tJSq}QrW1} zFTZX~-69$_PQm;&U$81J7pWd!uk)|hcz*LU8EVA1r-9+{ONbaBkx;Ej^U1WA9HI)} zKY zNMJ>lU`0~mwv*vu>JZSVuk%8)4Ginrv&MsY&lPQ< zM+v9L$s~Li1sNJA(_GAGnbJ_L!rN4qA-79SQv z)nOcw|D_Dn30rTV`c16?VPrtU$w%I&BfcrS6c%W#76?Q@A_ zwv@(H?JoY&V6f7JbXo+^+lobmoP~MatD9-B5ZNjL)TXU*4mCZ<=qp2#UYlW2p`mn3 zG%Sh0eEa`Ch^hEg2#UJ>j1U?PMrKL5H$B18lD=d)ly}|Cun?;%UAA+y15V%Juz_|;8TT> zV}BLQb3hr;_)RgS#yB?y03Wv8e|vv%#ho<&{j*wPgKty>3f#sa5KlmB?o) z$H&Q@ZWb?09FyTb|r$y7UKV`NNIxJYdL3 z4ENPgomBi{Z%^~B;Q`nK3^PjD!|;ejZnZ*f@ZY-N`db$>m+L$yzlnS;;a!0~FAAG0 z*1wouZRsGjJ)r4V9}pP&N@miIEuT_h^YDe^fQBvb5qI5l{YvLR7D!{+?78w;?6VA5 z?EqFK!E;H;b+njBCtcxGr%|)AhDW1JVNZMK3o)3tmOq4x@`iVkXV=Zflh97$)U9B| z)8g^<<;aTkYNbVbZl--K809)zR z^FK-xO>H&f^1Ny#m6?C44EdW*A@ zR?4;JEsVQ3l0_|#)_lbtWxz7rA<&jT+ur)!w%ebOe0E#0hk@?32u7>n55Xh<4LX6< zA59mGq)>MOe>Xhwu(I&Cvds<$HJ%}OztP-*!d3!8mfv`m{H^dWD0KdWf-#xja%3$; z97a6Nn+f)XM=rzI^(&=R9)$oW+{{Hpnf$ws`unT)Ef{yhH|`SrYOefOb8Ext)mtY6 z6fIQsMYpR-3bjqd$26ZMuKd6^M?Sxp2f+o_98Xz{_|9X-ZZjyP*9|nEM`KxGAQ@w! zB-@M|BjA9JW-lR~aJjAAT8Ug4YM2vHHo8FKEgyoOJiXuIoH;&!DxMpVoXUMACBI(! zQJcNPCEl=;t1zCOI|*o!q%46$l3=V{Z+dU~QSy8vu}RnJn8yh`>Yc8krH#dX=JwoB zTVs)x@r~q)Feq@_;lwtfI=jaa-&EsbTO|DqO{4oF%1FZ?9WE}h2JjE ztc<{D{t#g6f#HPj_m!Yyt33y+#^G-%6eUSpLy;L||J)4UMjR(OR@|n+I;ItPx(s$Z2=O zUCv+q#^QD#J?-je)^!w-y>G^UYTM20g}pb&_)NiI-g}UTMCE08jU=nBk5{lmWZR;F zQ#modNA@cFa|67xDTVJh?!)aK>$HvD3b@_{UV`?lne`p#!( zE_w~wEy#y{cTuaL6wFtL8M!iVr{eBNuZr`Fsm@uPMN<-PCcG!zd#1q6J>MW^w+!!T$mhF}#+|7y<@$Q8 z&ta-tM~!#G$reg*e`V0d{7-KYEy}v31>*1;yegjmgtG|%Ny7&;7X(af`@hmM!GziU zUOC*pmWpFD%X6sTYtx+gfK$wE{bR_#dcLR|?JK*sj+|X}^9MNhiMAiT2%)A1eUOGC zC)YU@21-yOp{})%j0Fu>hFM-8PgL}TlG550!NO=$X-W#Rott>bJKhd2L)X1?ku+8e zBUmQSz6w6&xzcu#X^0-J#yg9Yc)zxpk1|nDkSj~-1J%3Pn1f-Lk-gy4;KlzF8h>$+ zhg}3GLX$@A0L1nCkxW7f0GCh!-tv(ABimzFmz19VDYoRP*tpEeR_m9e0La%P6g0$P zQuxlunXEEV5Pc$h)(F(HzvHW8bd4Slm*O;Y47UbhRCf;RMKqu&{2u|n4n2TA zFTEDhqawxXK^HDIy2rx8Bjq3t zlafx{yI@|#YN!mQl9tlP4)U)!Y;{NWp>S|dqmUAB6@So?TM?3@qvXD5UWIC9s1YDI z*zW~vR-OR;rg3_3Nk}zPtkTnnUFlu+2cn&%iY{}SEEhtHS;uwn93By4qp;;-noBt0 zL%4g`P7T~mLT-q~mWP4p|L%1A8}+mp7}~2P!M;{;K&)}@k}>BT4>xA#IC2o zWHc-<6w5t8m0)e)urkTi-wl|%Y$_!I%~hdPN%sSdEjs)+=M0S(Ah><6mnT;Tj1rd zxT@voeNw-NbIa#gUNTqnZoNT2ZaENlB_RfC?eXy=c^+lrm|~T;w`(g=p(xxYzZB9J zqkkd0|JP0GKfI~_FimFDm30toCWw>;nb{|;rI`};@qSTKEv{^)?^K%%rDkXEZz!6G zSTIY}iHq%5SW}~u=07xU2+Pl3?e^|uiV*RWMOO2Qe>clDHMmw+b-ID1IxQjd)hvb2 z=Q|@EWrbD}267iBV%Vj%`AY6fTdMTJU9X{*I&zrb(u~Y=y?Znt%Qzs)Tw3+)eq~Wc zM%Fje-V6f=kf z^qf{3Dvi=fYLcg8`;lqH@;|1@S(bQid2CZC+s@TI{8=R^%P6fAaBc@V5X=v!T!T3r zV!~eDaKyctj(LKiJdK7zryXnBD3b!z*Ueq$6JOtCYn$Q`rjzWftsqceG6_iWFGY8d zRp@oyNje=X35H0CPUEtnVvR<|04x)k?IX(L2XoyWX6(MobBY}tHfJHMk0&1A;7mq0 z_G(7A19^?KLTQ*3t=Vu)9U?MBzR+uZ3^}jp%bn)!Oa>x(*}!YE{Y7|=zY^v+{FXNt z1e-1MDEy{fVYIK*u;BncQFILpv*66qtjd76+V+_x z!eE1|IZ@^DXJ*I>1JXeJocJoX6Ge6|@>gZ0FT#CFtunO;FCB(fyd)cQk$a zdQ`MCWt#VJ^Qv}ti}QpcqKZC-V=;yVHIIRs;p~;E64t;q5jYAjxcvY>zZydXd?2o9*;t~2U`sRHl01{LbLBI zB3Lo<=t=u^7AWO95I`chik@|5MrhbQ+aR)|?Dl{zzc-p#qPkWqJb56^hfUai`D?o$F(iVrJzs4b4c zH?w`G=*R`#LrZZZO-4~dBWL-A@tOkzDQ4uef0Tp&iCzA8k~A=Bimh%K4nCja7+(J! z?U{sCk-mVpZE@cShL$4Z>r~CRgk6O0MmYpqPilFJk9)w}!gD zhGyN{iWr&If(E5__{~R(?CZw66iazBmdH1%+-rLS`noDL|&T zI&8(uv}#f>MK820Sd&pTrO|<9-tHxt7#>B z9v`kxeId&tvezNI3aNK*3N)%ij49tBmRo5=(a@sw7!L@Oaw>`WND&>2=O0tx#Cc-t zJ`z5c!u`^#*7Tq6PX6*}!HAt?v#EHa7NFNRSMbTg{LXN-k6uCDz*76jzvQuay1^M| zFQ*ak!A)tCm1RV?Wn+q}Tt7$X4ggLme}2M{n1a5oNi5woG_kj?e%~8h!Y%j%ZQ)wR z)Faw<6PO9Q5+0xQTR_yLAm-zdJXV7)r0X3l(!M$+g+ysKY~}wmc_Qlh6X^ZLFd~g-xDJ2cQy411-{+0 zt9w_ly$K8GT$<4viZ3^k<;YWd=Rh$!K-WF=t+h^9wdTrx$ymRtk!5dxzpn0>RfuoWfVYh5&3qZL1? zwOO+{E#!rbWBeV!R?$ zu;|xHw1F82Vd*70_oGj0{9go>KdbSZiKlUDSr4^Cpug1YxxNCF<32N1Hj;(DFRe}Z zKEIw*-A18!B0xL8ji5okcr;&ME^a#!QBuEqyx_aw!*o%KI`?)rkM3MnR=($wS*W!e z!>ky!^1pg$`u9{0e|=W}x8ACGq*Z(bmPev%mvtlcTW|$2J^0R2_WzLaUr#HU_YZN0 zhFw#H*8++sJYHh;_|_x%;faq=C*UoG9Ka6d4OAWAruq59g13PKzu4V9f_EZ;Ihar) zbcf<8(!iKY5TZsLE-iui89Calg^H7y=vQ^CaZNo7S2UCuvA4jvy}TC?uT}8M*(LzO zYKdb!xncaWOkW~WTe8wgV6k0<#yfiY6Jsw z(>rTOwO(S=TIk-|%U-vb&iC_!s8)(bzSM&aW!Bz$g;G*|L$;%0+iMIU-dIjRX1`#i z2BI;atqJ-F`{3AcVm7_eG^X;zh#>WLX10YQos-I&1zr5zO|b(RBEpw=_BBrA4?PZn7{konZhDlxnYDE$8S-GJ{|C z`5as%E`lVaG6M@h1SRWQy38>`@b>B`_Wm|#Pj)hnqO2d1+i2Equ#HQJG9lQ_jg7spt4PyqJ8s5Da9gxtG^8uA8NMSIOXO9Z! zB)KcU1f2IIAeeuzvM%?ONFnXKKJ{jBjQ%luaJ)dHAu8orBXp}L0Zgu+niRU?M8bWE zI;YVvHx3{-gKfRa2}F!H!Ry^P&Bo~H{gPaPKcgl3N>M?dWaBfZWTtvh>iy|$ON+h+f9W|T)u zV9_eg_({(7EG-dX5GZb0eKS0d^z12}^2kv1iRdu?$;Swlz>6(FYfePqEA29X0%(cW zIC#9b&$W$Enhs+u_(f<)0$fu!ZO_aV1MdDA^ZgmK6!@hTs~{Y* ztA48({wwJ(@PQ2&8kTicHNK-Ru#5yXkRG!#nKKS^2WBLZD{kqc-XTtNgUpH4^F^gH zurDvxjqST{~l#M^CKz>i2k$%M;|ED^p|LVTw|9s(Lqz|oNWIQeDW@a~BlVE>Sg(rko2#ds< z!qG24#vU8qc#6M@58y`V_TAlJgVMmVV_45TE;rRfFxNLjsL{A^jAE6x z?J#luIX7 z?PIbMuB&@~kHeevYE~@JW=*wd8*0|#ytP(6xh*h+8_?+m;AwxdQtaxGr3E_sh__zd z>+G1_UP!3_>`+Aj?<6A|bQ`xQI&*yiI}(IzpsMfA{)E%Ya+Rv!=URW<`C-J1J9v@( z7$2MuoLH_rU29N(Br$wR@T_t!k50LOma-r|>RkEOdB-eWcdV=nmSt#c9S*Ln&~%}& z)Y*-B|Bhw<$|}8+tHvLx6f9ku-Vv4EFkD!;u&Rky*y%BcHB{^|GG_p!hw>Ua(henD zcF|RvlP|wMCBez47Q~amgM|2sa%k~YzA8h`;AgOM+6RWP7xh#O*mpT!9sphgE{NHD z6F88iFH?rg?b8XpzNDGH#H)yMv1V6Y!I>#hZNCaAnY3@N-*awI#G@=K3PUeDFv;@e ze~r}Hia+JWnJiv$r+M%;)b226Afkb9#c|brsk=;^vO0VS-FH$5Qh$33b1TP3Pj6Uf zi>Xci=%f{i+B19FfT(%~Q-LQ$Dc9UX^wrJPX?AyV970~7FMnV8&KZscpzJCd<(iky zhA$#)-EM-q0WuPCjoC+)2`=9z=O}#Ca43#o=RDb+IV>y;0`&sYGs_GPWe)Hvn_Iai z_Ax?JUC&q+6njf&v{&Sfa}(lwuFUntL7M7L@#N?s%jlW1HOp0~5PMNSgTbVVqAUx+ z2RWk>Bgbum!yJqKV~@iHj$~QnYA+}sVJA+Kir+z8PKWYbq0wpx{w)`@UzJkVjgU8{ z7JIf(p}hJ{lkQNW-2kdS=X$`FRr}?(c}AG&b=EGvq!p1*{b8z}mLanD;Qf!nL02)d z^uc?Ow@FTjh$tUHt*Er-mRV+&MR-%`0>n47@~Zf~o>orvOpn@{a73Jf8IO{hl3k}r zmxS6>jqT9hpofboaTFVFcqys!CVTqe<@(}C+#L%Zr*F=PVICOEA97bBase~k-m8?E z>!jb&X$4oO=J!PZz@ugYq_~ce`=%*PcswC>ZwN{5xOw)X5=zBxd)RZMWYVvRlE^tg zU~FYN{GOU2cCI!%;VX_AVL60_owHZDtJ|?;f-gMYwV{z7%Oj14yK9K-gcaI&Muc?2Sw1tG@7@e@4Qn1`tGTs zCc#9%EY2NOweSE>#L&D)@*DXz&w}R7*QZiCL>?N3UlWVshRF3ms?(;1+}DS;aB$D? z_xvx02?Wj?<>kMuuxlokTQ^A4S)7PAm6p?(&+)I{2l5v=7f(x)5VO|LSg~_1$j}?) z70wVSy+&K4XJNvsJ#8gabvNFtcOdmC)()ogu=H@WvqW)ZTCklm(EnmlrfQIH?K3I4 zdYcc^XRr{N1U1WZsP+=d&_5%f?@{Gm3O!C9c&2%X3%jHrrKMI-HPswZlHBUYE|#r_ z7z*+tk6TH9`U;)Rs2lR8=Y2&9T6A?r=~s>9zT(f%yH}Z?z6nUGtqNDHbPiYg${~Fe zuw^rf%hp0?wjiq;G*K3u=m7rmEymBRNALp$XkFD~JU(L7`17C>p^3FukU%U;;6rl; zYgVw=%efq6bW*UZctmnqg;wh}R zB&e*+{;8;aIAGV(H3zcN;E>%^a?302H}iVwTWM|%l=Vt)pfMpcfAvanRpOiOB}SS8 z*0s4OoSNlWS9C5-wP5Q6_Ui|w&!jnyWJMFE61&6qu6Hjl$mc#7&TTVq(pN7NVtMv( z_#ut1+!;v?XNIJH^raG8*$-R5{ai+njY_1v;t|8ZDcDnZq~-_CXrFlbP)$)EHZagU zQ=9Bws1>IB=`k|7jE0r0AR#@TAm)^1QcCd>hy7%dr)f;Ml$Ev5zISz|27auo&}^)W zkh%JO+!V7HpxAU2jtlN3HV(~s{3eKH#9-fOau81=fB=Um3;)D6&uI)M#ltPSjN~V# zrE*NKmF^hr%mXsJ(sS}URi3p?;PxNpq-w7c5D8ooza%;mR95*;ujZFDS-A*MoVd1I zdP|tlHa)SkPI0&}asilD$KU`7;ByYBx-JuKVAjKYg@xT+vVTlH@2+cwxj7E(y9L-m zNa~Wcj7BiTQ9^31d?VRd%7*L%KOl!Wdevfe!G}$2TqN`?e?4-@&E$BVx1IlV94UUw zGdtKjG0A~SUT4!w0wd?CKSF6rTe;X1ziS zh%Shz-Z#6f`(UO=sdi|~te$uU&&8^tm8*mlnJs0HWLc9jzLw!E_PT$5?vDO8;uB3T z$;F^EMAnTEJ;ZGD*;6~&*0@()vCbZGpW8w2K-nHrT1J*13uyKVbnddw`VU#eR*|xf zVR~CrI9EfYx?A8`BDRr;^%~Jvd+h^COA)Ms{F{j4q_8bWr&F>t;I>CdgU#Rv*gIyM z;ElTH&Xd{}vRg5jYbuAON!ySnjz*J$A3V7la3=@(Mz*WoBf91oj2|+A{Qkd*=8Tr8 zT6)yMjcpyBe9)@?tuwPrvcAtPas3(-83R#z0=FneSx_1ifhD1UGt|#=kh=Uca!KT- z!84_L)GA42WtPwArFp#Hx(I}%ruVM=rs)gy27$)ys-K}gKQ5j+C^raGC@LzB1rxkr z{=pnf-0=Yw{+68Gy{H4v({+v?zk}{Nl*!2L{k!~$eyF`6gL{1n_Xv9l#hHZ#Z?^HH z`KB~M-+g^2SA3xPQ}!aD0KLQg2ZzMWuHgDJw|VvMknv@&X+}xovB-K_^Z{qS{L@KI z66_^RmQ)p<8n;iMw2)c0K-AWJm`+7KGj1lP>}In^7|X5&#;h+@ScfbGND)+221hm9 z-GnS(1bLEcPZmFTvFyFF46mkyWey=6$~i7{BrHAqTYBujU}lVYKlfXN6SuXLa%rj z4e%O~r{Z&hVF5!koa~0_aDC`Gv7XH`DFrZ;Ea=rhpk{arubHcYrw1|x5p+D*Ir|G{ zBWF+%6oxlNJzGY!fC9^x@*m)k`F+4EpdiLYBx8*u$wqZ{q_cTGQyn zX`qaWz5qun5aD;TIig$Ha>I>vM!>Bq*Iv5x@yOJqj9oxYx1>T`37e`XS?Gw23a#(z zX`F~Nl~a&#fGUlr?j<((m0X%rv$h=K=p4B%I{LMRlL5869 zz-VQw3|KB>q=%#f97YWvg)&&ca1oKQ(edLiwj5xYyXv9K23hBil2 zty&&L?y8G@yAPLatK{ZHh-Fa(4F&D&nRxQC_>+7az;mJAfLJ zIjs-S*uT@xF@%s1mUSkiy%9-s-@igxLEE5{%Of(*b<+Mz*QoLvEuK-V!Ok7cHM~dZ zfa8oOi8Fop2I1*LHl$wxPo1!>%12Cig8CYYyKkazv~)XS3DWtnl|&_>6BylCipBVEAWhqgPUVeO^~KrC;)B$?8VcCSI1l@L&nf8fyb zKLu*5BSm;kI0;HK7i10&b`NYxu1VRKD`<59PK2T$7wRFa!YVashZ=6`THBggF&;V0 zS{mwyB`=5+8r=Y3qxW!+2-i5<|C^gg|E8(@uk5G)!h7ML>1dGx9GCJ+=4i8&D;VEz zx~+l_r@hT2oG+xzf+NEB#VLkqT^t9%*eOtP(`rcd^G|QcbH2X2Rb4aqsQybmP#K?m z*w z^!-pBER*cQ?D+ByHY@z9K{s*qr;gu{b$|GoO3m-@JnfT=`+jlRSd)?86I;y@sKH+R zx^1nI@BQ~v$#QF8#R!9=d#loocRa_;`}cWkwqMasR%pZ1CK<A^ui;fjg2F?h$seXOQ~;6pDXy22WU24^}iup15uchbXets-ZqB{(nNEN=*BVPmtLW(>}5U zCrTMzh?ra4#Ho1-V`UdL>FxHupBc*siv`ucz=bh>L)e9f^D8cS=7uE%do zU}al@xDtcg6JqOu&2zzeq3d;Lge=>$!+Jp<0XvOycunl$whRn4*8}Zxku{jm;Rkmm zgagK&eT|7hMI8A6)Lb>Yu%8Drzzh`Pl<-kE9MA1O7a2Kjx-lX*Y=-5a4NA+r0|9Z3 zGIywggq3Cb*$TBa=2)|KS=p2oS9m8;+9Hz2ly^=RW*ev{{fLa=8p>HpAh?Pzo@(A6 zHX!j)fmIxv<5Nu7>9_}T2o+C5ZGR`y>iZq)ZEDiA%r9XOh{%k7u(wEAFg_s72@Xz2 z@J|aP+Y022TGu4Jvw%%6j$=@PKT!$t*z}7GF{sV-(VR}#Jr{|dOMSrPYekC z0|r{M11fPbx2zG`y zA{Afl?^xnIGf(l3{KtQDTE?qhzB_O?pDpCYQKtNPb zZ#eh8?>YB9=l*f;_kC;K^*w7Pnf0_idop|0?B6`|jG{xE#x%p>+WcE!abOB6ASPy& zb(z?PbY*FmZigV;f{(9KR6}=^v15S6N|ssFKaZCAF*O_i;o598iJd1dvjR}2Ue(dQ z6f|5d9LF(~Pyz8V0E7)zv2y5BfODk`383XMIh$O`1{T;y@vpx<=kj(TzKl29!iyGx0`H9 z?F_WQ$UJ5(D_RvX9m1%6o4DKZi^-C~^tG6@2bSrWjt|an7)DDk?K+pr2fOoHMr8Dk zrk~J@^Khg})Hj#B12>61--L2R1Irg*;k?(%_!@zB>#4JQ8ShK3YPs)Rfnn2w8lDg% zLSu{6DmF-6Uk-aj4Nf@0tgF`)KD8n*Wv9Eo`856pJnYiCH_GF=n7FzBDlMCgWYnk-vGTW3tCgYDXz>`z5w_p|G}HS>HDuV zDGe=4%Y#lz%3_Y})W16TYxWe=`GX;vrA&e@*t3$(vihS5M+8ZF3>I`cpsOX>wNYE& zf$LOq{q3@h-`b@D1ZmqrT}As*)+3>|Qg&bWP&MP{-}O%4adyoYwc<@bv{<7mJvX0=L1+Bd`Ixv3l zH-JwdP}Ne%Z)$2*$Ga9P=*I6I@Bs?+qj%DYI0#K<6)Ki+4MQ{91jkfx*` zC65>SCbeEB6IxQeHkk^is@Un;3AT5zI;6^MZgi(G8BL5wsV3R{L`slYqM9tf&#kZtA!~6qpji^0H zjBmD$GcIT$_E|Ytm(lQ+TB$zkG*bVk4L@Izx!I-b=9Ef|#SJ^Q&Gdh!5pT0*o7aYa zcJswBtN$2&xdz3Z^y5SfTGEXTkE2EdTREfNl~3sXETPx^aA z7@Hqg92t7Ijc5tqmO{aZCc7DPii%_iI#|e2lyLm`7P$oJSSxh_I?cm}Ii`YWKJ?YQ z=!!b0g}hh^<<+3mm4zj<>8GTcy;jVOF#ExD?CvUYVF!`%6?Nr}A0Y{LK2XC+85RY5 z03hh6TViMsISD^%UbrB^$<q=PJp0)R0m7supsVS2u0@4%s(c?tbIn@DDYjEm zagB)dsj@ObYi$%Ue2!r{3nwrfaCx3G0Bw8JM8&c7v`qd#qJ82fK zHMD=!?0LG8-jgAI$NIzp4ACYL9;M<5j5~uN^R`pfvB~(k_N_j@!dtP<9(wdE0(wEq zXLXfpKV$?>@Knavo#twNBVB;3EK?*6A95`ZB7_9F^|j95r2XnoD!^}8IQ9^_@L$Jq zmX%=u~Q5k4wxK zgp$I*@QnOKBjIK@hP?<*dTVfJA^EUs{q2MlOI(r5TC6!#wz;hJ`rXvhM-1ln}_D~r)HWy*Sl7DbL;O? zs|$K_VyBHE_J72#1iOulS@NVW(w%25Vs=KE1Y%Rp{q@^UZWTScDcAlv;JIsXrX=~? zz7cZBLMCBtEW}MEXEEVE#DOjEX0`02g0g+5=LY5ym9=Vnp>!+XV40lY>mvI8Frjzqc z0D?%IUVP5~)=cO>wj}&lZ*KonXI^SReLozZr(`g9Zr`DA>Bqye{rkKvqK&yZso8&|CQ5j_rAMz;$S-SDqe4~v4V*HbW zW6!GlxnNmIr$v4kd7C~#YZa>S#^xaGUW z*UtxG<9=Q8v~>Z&z!32Duc(-?h&b#&xWbS>*h0#P0B1XdK3wrnk?t7E)F+R7Ti&+9SYLAR!ZHdp{?zFhm?Aq=s;Ibn*jBKtV!Eo^GB#23|IH2&@R} zL?0xi=>5FU=#)*^pXk&^@cQQ_Z?M0Q_DCC;@=D*L3|2#1b9>-Zc>s5a1IK6M;a)M8w1(QVLQK2{{QdF&PyZIRzyp z6(xw2`UW-S4Q!e6+6m6JB@mAYYe-2#OoHY9H|cjTfQks932*`8umfIZGh;5F))88Br5)lBfQW>gi ze+0OM_;@7$u7QI~1;Aba>t0xoP~irRjdxT^AA3RL)O*G0;}d!g5m9|xAK$`;{@)k? zDYo9YR6r_#JYZ>6rB6t}%&mUyLv+j2%6H1vj+x_3N${d$*|3Ik6|RFf@&1)9jk_VO zE2ud}WYDeVtlLN+`tk5MkHK{Es8J}q?=ruuczM>?MJi@31ADIaP7m5j(b;vC&KTh# zgFe|B40aF!UA8l_CYIk^@@O>kZ27KVx~ik$%nL&Ao)&t(zU`xlcT4^JLURxHxESB( z=0!O4^l@ofw!ZQQIcZefXjR)*NRiD|iq@1;0i?1Ma1eY_tCwuA_vMQq| zm|9cR%!+JrI8XU>5=isxb}RDMSq()kYwsn`TXCPFBp%#^4lxwU>&A)5ccE3x8z>*M zp$|@@YY_JAW{2Lx;X2izCgab+`vt8l68JRZMjCuPynF6fw_iXX z1vnNp+Pl#mB(jYcYIA9CPn*)FfV47vk@jB9bZAQ4Xwju%kl*dY`%29_C5au4C=?T7 z#HD;EqrXaTOhY4b_p7xtXBe&SFXqG}&y`lDF4@X$d`-*J#Pyv4k&Zzn&@a@zXvH0P zHvOgr8%L5~5%5L8;qnPul028#AE;V*RiE|G3QBo7_TZ+u#NT%*a)mY=DmY5mu zl?uMk4xkD$em)(RKvwl_HX*7Xq}y+W*F;Zd?;mo=gr@Zh?6P#5XW7PP;$v>>NmbPv zslPSMd-j91N#j{uS*hjFI1l$5+;Dc|;W8C1cUhUM>5>9ow|H7kx@C3?x57qixm8vU zbN2;C1N+G#L^aA2QBe^xSP9AXf{_j0k5UY}Z0EkY7qJ#PQqxQ~`l3#euIweOAg=;p zZQaSxVzQT{WwMI)s0qct2c^9+LZin@^x4dW#gC%&b>3`)ea0F0`^xBtln1+f<{BLkhXAY#6TWZXnWeBLu21n?g zhq1M*Av@wCi_vO6%5TS)nw~$_#l9gWMN3D_(Q1tb%L z9XAMSzRs_RS+u&DOIUTlii*2*4OYPFk<|RYs*QIZ5aZMjNOJcic1HxNer#OQH~om= z+a7vEA)Fp}GvMc(B$QOn{psm(vTIl#;qde~zV}zPaBj?esU(0DrS=P0@ZIIOvYxLx zM^42kn4$DW@<RGKCRGq6$WiKqCcAe?f@BGHHQUf(&b@I1^NVIH#0y?QNIZ*W z*uFDwSpH19+fW8fMhRDeVZ_otvEl1#^SX>wEt540ReI5KbTZD>q+=Z25m(3W7{!?# znZj^`7q>6-ED~{-gzdJ;y$$BKcCBF-ZkN7^T7_EbO){JXD?;s5)wdfGVl+{f+;ZR; z$zkBr-gna6jlLxk^k>GwHMeJ2SCEn(RA`f*9t?5)ICznSJIzz-sTR)-xqax2lA zVL7h8icwLlGaezyU3MUwQvx|j7K#C-z=*9SdPKB%QBlffT-7fd(Pf#!sR#ZdW#A!@ z&i;>sRdc5)IkVq@vS?BcHHn9>zS*@4_?WwHH$1hskI<8qsz*HNeY8dnulrC(M?xR- z+9TCm+PfYPrNFnl6l)5$yv(OiVfpc6pG?WSXFw0XaITr`bE?yTieE+d7pGpuF;1sd zq+X==Ed+P|lH4h*x^m@ge&6+tF>mmm3tX}*6H3DC<%oZO`H70|#s|C%HWqgMA>mvS zGTVo(0m$)^wgnFoX1}x%3rVDEJlbhmSJn{R>qbd@-pg{p^etP7hwBZ9Dw{I@_&4aWdQN~TP{Y7gV56Bgz&OuI#^X z9e>?Z;y;0N1!idCj)3orm}CSMZhal!<=>Bneq1=_Wixw)SGgog!Il4=hkF{j z-RTx#mD*(lxd&%^<02nimOip&(Eml_lOj8hgWVTEfd9*jg(qG!i=U}i_}-IpNXEW+ zjEz>JV+3BE)AxKbbD`Fd0+|ozr;9Wibj)NE9;qJD==a=tHuj-}dnmfPIVly64=rkYx+R|Pr zb>0O7A_(ph{*+>3TiW%SRbeb`G5>%=xg)K`V-qQF5#{;e;Du$T(o++k&v&$QJMRU% z?i9+h8-Fp>Uv7+%K|SWg`&j}B+)976qb}Q^eo=g>sNv$>QcvtnSG*bz?CK}%g?7azI&>&3>X4>`i@K3hHex)&nTv{1fEv4?87zlc5 z7&783myrjj64a$B>Mj?qD0~t92Jul|a-zp?~zQkkQU<=uQCPx;_rxuZRx5(3Ytc{Y=ckK2JERz=gxfMW*&1 z4ztC^!BO~3a>yhT!g4;|PyDt2mnEnyZ&pF74S#|mH6c4WG3$%4rX^k;L1-c~-I(IM z#m+%$413-3@vQO84ILwXsQOKraxXKZSVM_>INu=WEPKBsWJeik=VRw4{Mn{uRlte<&qWeTJ7N@7H%B-!o zS4a}<(tZQZOYjZf{45MTyXd5+x{?@WaYOrmUd#kpoPPY4rQ?=h6ULQ@0Wo?-R*YOdrYJ|6}-H8Ey#l66d&h4 zP(FC5V#2Ox%!U5zvsAxhUmpQkSUOreMUIJ?s`&22-Wp-hY`8yMi5;Q%=)FcdMjF>* zuq9@X)4wv?hoymsCpIKDb$zHnUP%R4%umPngDiXmMF~P+=6ecGjdjYqT(alV4+OLYiWZ&5GtE5BY*& zR~O%5jD}F?u###1_$yLvK(N3x$MFI|w=)2DdyU~aIQTl(ovINdv>oiUaf>@@f@;50 zn+VU5a0XtOc&AXUKt*jzv9KI~&l-vI5n5MwLvA*dqF+<_mBAQq6-c;DU@_pXbt0ZEVhc7yLmoim{UB-Jn%3@1QA@$5#`4gA#BfIUx$sfDvDX6}6tKcyNAy)s*0s zPrjJ;QH<@Od*JH);$FF6vi_{<7;Mxk`RxEHs7ff9XDJ=-L%wG%FU z;YIO){7Gq}>PqMGQO$h|_f(T-j;7C2iP<0Q$EOU=vL&JQ9@6m}e-o$MsZc{hJ=1je zcT=k?KNc*=`)yEYcT7~kVp`U$a`b;Z^OeINKud1aqz0Hra1O#&jekjdY{#5M^?Vi! zcH(%Ry$uGabN-St2vFP{^!geSkd^@Fm;3lBByGM(x}(Yqhm(eeOpnI_#FeGrE6=K| z$-PlowC^A9#J~SqTVEqQz5Q#VlEUu$o3_cdEkyuba)M${idO4i%a;*-CO6^t5YddJ zb7Ww{yM`ZfUiyc75%`1yxQ!kT3N`)Q?9Q?Xm@W9GN{?Zcx!ZkIsk}P;FhnQtLQX2p zW1aX)bCnPhQKHhPwfLFZ(q4c*N6}`Ys zR|>*er+xTFT6Mo9!!xI{4zt@)h5a*(xq~5=SldmP8NLU8J8+DkF{ml(Uwz?%H+-j>?uXa+2|=3S z_TK;jr-~J&*Cz9dcRqnqU_PSOG!0wg4$lfy`Uhn4>YS^7o_QZ)j$@=@YfOxXs0^t;Qi6 zctU9K!dHvBgj!2}so)j7 zfR$GUeErZmw@jSvVjqiVlLs!Nu1PZZ{-}(ic`H>l)qK&OY&dJHOfWZVI|+B&M`uQ* z{G-!HjB#;kA{(R*{0O+JOKANFU{@nG8EsG;YD(`^(mp-60Gf|gvnql}3E|$o2jP`s z;Hdp2_ab0D@UUINs)B!W=gdo1S>G@whVyjOc*|C%`=c#^+EESjf>`c|b8d`g7Bi&+ zQ#8ZnvnY)?B7J|VxK_`ofaO(WW2$uX$W|(QLx1d@q7ja2eBjMfiAW3fXdYLt4x^bt z1`&0R;JbHNwo-d`tLuvQc{Zw|_9_e1ZIiwI{737*Q`Ktw_r3OK>nhfGJv#C8&8QG< z6~72~IR!b@fC3@8_xc^SBxVE!B6cxezVU$W5m(vkuG3x#x#kJzX` ztkQZqIn&;%+oxu>A1oT|UAdJE;I6Zz7|^frH3*PhZuIzW*0?uwr>4OsY#Hw37vyN= zVuVp(uRxgk1&mxqCjBe0@^6^nHChQ3hCu%WBt`!YNMg~#KX6T9u|K%~Nfr7pRmK06 zs>I(_g$$kj+z{Y94$h8>YQj8NBom9E`Z;@gDBJj9*~(HP5Md}p1R^Q|feMR2unJn9 z_Wz|!*T>V|-wunK-cfhAaYSg@I6B+8g2e@4f)D`+SWj3S93&}zUtA1)?NtCGEFcU6 zJNfx}NeKxB1_lZ`UmIaRSR+ACA4eY0-|sod2jKvMfQ2PNkUt454uy(B!4BX*dDqzM zHGw_;&VyoM;J@&Mg(d%qCknx~>R*SO~Wv#o@PFczHt&;BGtM6p2fUwP2K+=r-`gop&TbNp2g_D}Vb5dFvc`T5v5 zyCHl)*I2lLa|jmL#sb*t9uA&h;p_f`MY#1nJ^jGfkU6%jt_-%2u@Sa|iX+4kHg@(B zHV*dU!je#!u#JR>J=7is5wW*}Ka{CMLF9|;3Kau2Q`&*_@OL*$hrDlaGhMM)gsk`&ja$)+AfQj-iJf6RxU}E{V zI-cb5H-CSs<1dM!v#PlmJO81?KM0|-DjM0sGzt?UI;*s$jkBo}Ok1py67MBVLG~u5 zPb$;2G=Z&;9moa)ku|k6w}46asV!k|WACKqU<5LyW`9~BOkCoY&R}IzCkcC72Yb6G z?eU_s{v{v2KOkT%{Tv#y~^E!o$MG!NtYHMaO)G{|px&*2aAz0{4W8fQSl1 z#Kl0vfc5?tpT}PSJXClsq&Wn*7XWxXI0QVn$94cE01g0$hydgFUk@TY0umY=3Mw)> zY}^SK0EYmN2%8%n1s5F)0|5!PG6X~`Sy(fQD3Z;Us zWvn{?uzW#D5rn`HfhCZOkQ305wWlQNI~Yv)rhGH}2ObMki^1>o8eO{Q)ddu;fyL9x zV#6f}v+OehajTh?w4xieMF@3xcmS!O4&G*r4_PffP2^SLj>l?SZ$L=#;AgtypSLZzZXp;L_0~Hn16R|ft&xC%$w<` zoNc?N+1DlUo>K*{S)Lz{tB#2uSZoAKhp_JpEma2Mq@}&e_4N+A3AuoxKJ+BBdld|KfuK^UKDzL|lwe2Mfv?sr9+S)mK&T_7Z{>UzAD-!}pm> zPZ!~tQh3S&;hKy()WsWj$Z?RmUXURMWae4LJ5+R+_%o3^LVWek|pJ`L_rL`@+4P+~GP#~d53J04vxrfHK$y)_xIpSVxab38nQmj>3G2$+9*r&-^a z#ZVEy9Zmd5>+ahUcioo6;*}A*Xpv{aeM7{xb*iSbq&3tk!}FTia=aLfBZ*R=;@qjH z<6d4nmv>m(7+HSOD@jSkP0{B17Lri=$xCK(>^%;zjXd?}kk=$Q?O$et^|f&{R|#*M zAj6fzvNeJ-$Xm_KdOno3`t9Y&)LuX|miw3EvJ=IPhG4=9CEhKJP&X#MftByV?m8*s zp*3;6daSO$h~8EykFDroslDHvdF2PaP@t3d_|cX=+~?<-G6juBn0#I44#t~0_6eL1 zcjzBUS+}THlhKsYR(x>J{cF1h5~=_s4RpRn{LubRQsnph;JJfT?(@M-C*P}a=h*kmh>w_fsMG5(-i!J@%<&S1G>6aks>ZN&o!U@$>K(I5J#B z-3u4gLdp^O?jHs)qJ7sCpZDKFQ&Ps&!)Q{{&)%Q#%PwL5jOVW8o7eLIktQSO8hkXJ z>HfF3NY}S>y`?BGKX)yNjt^c$j8o_Ab~aIA&mQ!Oalk@M^?(Bs7Ao0v3e{;$h@d(& z-9pP5!bp^qdkYW1nb?9s%ij*L9PK_uDSpa-1PBxHHFg6o0g#f){5XmK1d|x{;qyimnV<#Jqt54(bA!bV+MT$(ATK65dKgT#&d|kTbVug{x%`t++LeO+|J|-RV89y?O!J?n|Zd#XH@ZD z-R{biO;V?P;6yEX;E_-QI~((K0wcjq9MoBz2@%Y-gP}J%USjQ74q(9sY3Zs0DAe&`hs1+muekj;{eXdgoNxqB06PnR zFs6{U>EAA;YSZ-13J&mrDdumxLBUlP#C&sbj_YAr$$*#1018}+?$CzxaNd!IRm`J; z<+h+gEU~C#g`^T!>ZW|0cBEx<^<7GS{Fjn(_vOBmWk_N6T z6_I^7ZHO9kBG;+4Aabuz9YfRBs?Q1v5@NJH-Aj|it7C+Lq?^2fq$8v&i-app;|6R_ zBkM}wer$Z|HdoSG=Rihi`L-RzsF{)B)hYSDK)c~H1Z#^ri6CJnj@1Y~6mHgE4?2O% zwsGGszccI3STUdSKAV@_x>`VpcnLsps=+0nCh>^+acn6WCkianOFs#1|Q z{aIL)XM!uFPN~oI%||zO8b2|x_HBbyFgWvW(CDX-(;REOt}ceI>TkE z$^qbIQ87?HiK+)Ici0zrAy)FBEV3$eS($_%+mo3P>C7LT z%9@!c6TcxD0|PbL-Nq?rFM&Kv-TKxgw2_Er9l1pg5f z{zpy1bSHsl%@M*A40mAn&zjl}HkYK|C0PWAyX5SVQ@-?5eJmW|@H?D)JL@wb_j4Z# z9<9~}1XFJm#O3&QOnA|UGwEszL~IbhC_Uxfk#q6E&Rx7wCd<@`sWh&3D45yy zZoBv`6cG$Y-$x>_6;NWbzh!)`CcV#19v6#+1NQhe^sH*BGIvIkscK;8mY{V(-b$O0 zBG1xt=vumWBh|0p3c)2b)IUViu6m+hK}}aoNrm}&lR@%H`(zy&pS;JE?0E4yI5@NT zQ}lUW3UyjA=#ceknf9J>(JKDv$aIh$J?=X+Xtl z{@bTvWY$a!@b`r-M^J3g<)pQ^1und1R^{5-&`=jDm7?|5GC4{8rN7d^I7_9bhJyCI zOjM6VEnjKWV;&$YGo=%l1IO$M+HiQI#WPgw|T4kIcjf zh&skqT6@lgS(&+!UK-VIya$^#JDa@c;2&~hu}x9luWZ#f6l`$$35IQ5OtreqQ{v%c2!#+AgGw`7^T!Ni+JO3Pa)`i{9mgI8LX5rPBxOo)XWO-K#%=k-_c)uwiu%Yrq~_U@mh z^C_`2LoLGt;jf^B!m*nuyeTJgI)VEl-jmoOdtAV}L=uS)xskkQCw9pL{O(|(N5Dw6 zmj6VqEixfwJlLs1piuRHIHnXFqsE4Uhtcb}ki4bM28_n9Lz)My~hfPT2z+OZP zNkNuvDxUVz&jJ%re{>=C+hCrS3Jy_0_>)1KO7`Eare%kt5GHf`rx`%%F{jU(y2@ko zb8-XqC@91nO@S^muU+nQD{|bFmifAI3|TT)as@4Tox5$cA>*u3$4G??8SyldOekxLWx=&9bx-6Nl>hehS~JOfbvS*X#_fJ2qnS~ z1phGqzs98pIG5T$s#Pw#LN7#n_Or>wI z5+hlOdU;<{Um+6Y$}E+5y@{pDSb$lM+0?Wt?d`AQoI=-Rt>e7$Xt*|mG*(V?deahg zzMo>syT~}caE(H_-E(Yb!Mu=z15ZtSjPJ$EMWE0-YUr_l0q589#Rw}*_DDO$yjGr{ zMz$SCMCfE48FG9`y2L(NLn)y2Q^-bbUA%}UT!Zs_V855d)RN9}9<4Ef#h)=Gv-p}T zogbl3q59RvF?DhI()0n4J5X z4T2eTh8fost;GwC*Evx$HhhdPNhvo@1JdYhTP&3-i?wZ&(=Ql<8sf*wnFN$aM$=EC z68eQ70gy4|T|7Lv;^^@vPJ0q{^PJ^f#)A=+6&pFZz3=-zoZXP%g%h1_T8Eu!v*DTK zS>o-R54835LN$ueqyE@2pr#jyEc#eqP!m&3^};s-g>54`lyajTJDTEzD7jX2!r(=# zduoL6sMiBwW)p^wf+BZOKsDM2ThXixXhLv}^u5jrO_l|w8$?f32u+t5rbzG9{OyOa6APXR$Bot(q$_O4ra@7Q&$h9D*U&};MlxMsSLhuK`Ze$UCVMao+O?iz zA2cfow8eB%?dh`KVxmq1&QG-^yIkcmu^YTKD4<|GGS$;0QxXVc&M06#`NDHqm=x{S z%s+KAieg-(F3i)@-B{@)G9032E-hBD3p9kHYo~*bSYCF{34=UVD^?iyTlsel%O3#}E(-6Moz+I3 z?Prr0fpt7nhXp!AY%$dCbG%vCJ0^K-Cg;Lx6v4R!Z0MBqTO7*NC;oH(1K6$Y_J}3L3;@c$s4%@foUH5FMWqPCv=f`kwQl9q4#lD*go8 zm4D^%MUa{?lahKcqH6)2;tQ`RVbXk1rE{D!-N&BBb{>c&U&=^lZOaS_r`vO2Wdi?e z7Q&mFd`qhgn;|8Pw$*qZfX+pYGgy{7kRMn1*_Z!K5ao^!6^NW|k~ZQOOz0J;*eXk5 z&32J;@x~dk)-R3i2hkRo#`SyYERPp~x`#WWDQ|V&3^oA6c#HPAn%2jehrd;5tdx|p z4RVQFY`&KUoiW;@c?Jo z#aPBt%lo|}CF0_PtC1;-&}=Frg6Fj56-0pJxzfV70e+ zZ!)cW%eTt$0u8XrH@g!kp5^Bm}vNAt7ObD;oT^RJy3goD z@nsJMP6d!A>y4o#U!`P~ti-$kD~111kr&h=!_uLvGIc3V&rZ?L$>H6xk7YaG{4U-t zMrrdQ8A#JrEkGlp-H&tC0e%FW81D%S6~*7uBP7L{RVuehiHUs(hQvdVk!3KMQV7c; zEw(0t{Q+cvy3=y}^B+U7*jZEL5%7vysPx~tc7*o(;)x&f&Pz8{)_|n3syzw2g8C{U zzsmD3{xvu)_;PSp0SAV<(=DmQ^t|q-t-P*Xx=Iw6@H&<@MBmNX@I^m-h<;P+#uOKc zgH6F#J6r$uY=EZi;+>{(jZvhWO-`+jUFC?%#PC?D@SCMC*(IQWIb2yC_I~n$4naZl zV5YukMD~R9ctV+fU*at$JM zJ5^#?&L9_oWLdFjzVnD$8J0~7ur(pIC(efS*$cXQOZn8u=v!YHZrT0(8B`qZDXw3c z8CPtrq;^B^K6GneNkzGAgVah1k_+20GHROMD4R|D9PJrC6CW=1pV<*(x zk^EmX$J-0!S1F}R?MOK>l?>nUj6Dn4XrbB+j`(wyN8@S~nOOztOqA*eG!3J2eHZb- z0qh|@e;dsTR#tXjU5AfB%~MxygI&Fpt}JTd07qoB(yCPB8G@J6qx<5{2>nBMVafonI7CU#P;=V!rt{?Tj(PQ=GGB{wl4`=#^U7)Rv{&e# z1EQ`d{|R5;mmEoq4jKP^Rn4*UVx!KuQ1(Vs@u1iT$njh(H$7M*v#UL(tj$R|gp)Bx3D73bWezlt+NybS%$ZKPvX&N&@Rv zg+z#8=dbZ0Zu@dxr^?X~EDx)U&|bwyfKPcBSrgr=!GGr5)^6|6B?M_ggT?Cdj1(nl zrGb_6Qw8d(122z*FytF!SWxp~#Yz-iHHU*?o_g{AHCFsuwCuQ61uYxrDtpoU6VMMM zkG!1pxIvSFDx(`W4^mQ#AM+A|S&mhf2uhl=2z6zy!2-W(G&$LVM&VY!GXrOSd*=8s zn=lvEo5Eb0akWQ-uY7vQWgs;WR}V%YZL-|EO^cnGE^Mtg z(+hgn7%~dM#X@kevGgvKXYJi_qJFgY7Wn8vxqEFP`}W1OGje-6SDcMCuk3#&f~+iwJO z?gLlh`@baeAFE5nT|`7?;Lz+-$RIcUu9M|Mp9=p7R~`{_?PW0!iPxa_$l#G|0Ai`lu=OGC`W8~Eb`XW zs(o(b0KFz(m+Iy-xtFm`0oH2a(fwowh97i0T^)YMus5a>8+m%LRE+j}#+y${;Ie+} zU>h-0Bqd+oc&BKe#ZT(%xTLW%8FtmVOvPq5T^n@Oyqr(U$H|B)k8wa~xn{%EG}?|K z`s^7X;Wv@^(h9;VH40ZL3fz8B?g9;4!}R*hrD+TI25GpLP*2C+2y&4vkb+4)4v=!l zlicWsy45&ML~=gP3%(@_>O0_V@94cw{)+luhRn)&G;aI=K2f6o;kJL@^JI6UuLmdSiVINt=*ph!_+1TkWiq=v?d0BJgiaOJ=$v8(V9+(=dc7SlK9C zcaGR|o0~K@Fyp9)Z{9xK&8dq{*62jRV>?s+T1+@-scE3_*J?fC#s+uViq346zBZD?_zDfc1ch{FBGxBn(PNy4y?DGw05MzhxjW$$yDMXM z%S5gLLlIB?cga8+1&b;LedSGD*?a6)u_#J5&Il?$cL;MT4AC5Mq69>l=agq^4EqNA zvU45*=J_Viw0o^KvNBEByN?F!ls7$iYKvG7End0|VYOsjd*emtmGzTDzg3aTSvZpi z%CfpzMR@zy;Act}!QEJnmDXTGQqq0I|4jX2^d#qMyXYqVAX}BzeKRj)M$R=A%#CwZ zX9<_Q*b*=*uwqc4Vx9MsHW z=ny(9==70=s=b=@jh2$eY3L5A^BJDV8Nu$4(RN%Trt*%d{Cv@Fn+b-SYjQuNGPTCF zN5Dl1u4%NA*`Rr}(+Xq`%by(^WMaqrB@QRIZODt`@I#)F+t-N%0}seVV;_rILm#H& za6gvY%rQ~ob#;fZfySB$jrzsJ2luw^vPYWt@8Wke={WQP>zP&DU3XJ%xVl7fQ@{b>H122*aU zlJk+yDr-TJw^6yKhO9?Uo;&H5-hOayTzb)1aM0L%hE{5r9{uNIy&99udU+3*1>%EI z?XCMbLnV9mZu#^`;J`hbB>6_*MrCqv7Tk`rfzk5CBcLPs5fIqo)mb$m^~1h$4l6@o zoYOKJqHORwS)DM-`Xz0G^3uHb$UV?$OD}9yGn$;y?JJriYb!R$*gf%NVxe^4c~TrE z_4&pJi|nMP5ccEk+kIuqvQ=7CqdxoA2@CDxcWh139v_VOBAf_!Ts%MK&fp8 zqiJlHJOvikOVN`K3}k;R&#w!5E-zzYHqC$V?=&#iBVd;HqxDg+-}(kvO|@otZl8TP zAu38AOFoM_Wd)QMp`=7}Mo=xF&=Y-b1xskW zHz%I!@oqc8!y2bmb^YKI?}N1B4>Yls3$5fELXG=gl|x%Hat^!6d~Iz_hO;L;VK!g- z80v#@KIt;^CZKCsu}60$)i441H8nTEm+oJUgVepsuhgRLg5fhcH;kD zpZ$|Mmc3U-V04zqF~7wlfb=W|e%etxPVbdz4o=M|Kl;XWM^7<*6czb+tnkl1w?l~e zx^T2Uk%aMFWS@b+RX}S}03^xB?bkJDLcqw(-c<0bHkWn+B`+%4>}*7cyPk1a@iUK( z$RR8fNAm_zEVv>7+z`P3Ct>YXX`jJR1Qki5AI@4)>?42$0leQjOF@vQWL*UMC=_p< zyG8>M>>lmAIAJdWJJTm#Xi{CRM(Z^dw7N$G$pfW&aoWf`@0IMz+rS0h%l%B&%U)Eh zUzjE(P!TEZj0ML~D&i~a&5qi&$`j~p2tB#SRw6ns>ZWbOGSB36U*}qWIHc_%_T{Jt z)7BjJ>zN0yR&OXFd$h?%(oiZq0*p%M0;knqrOfuKH_<5koG$_UQ+?V`m|DNY(b{FN z=u8M_p?hQThLxM&O=YQpOiGpEXXzfxB*bGAz@1SxlPoVo>uI5PJxahO% z7h8JdqTVKejd;M4P-*3D`zxaFg7pS_HLvE{RFuqXwHhI!<3%}{+2Q4B`12d5)g{Xm zMD;ILh3j&${Xh=2$z8;WwSJuCM(Cldwu%s^y2f8>s2UMYA+;0Ry=vHk2w0T z+TI_%Hz1J_C^}X=&|3S6DJ)ka#AWICnjV%Lm>y3gcQc-w>l`DO*L4(dXn4*cx6V2d zAW2>4;fgHv*84kOB8c!>9$!Ro=8J&Y1;y7UTn&1)maA$)Y<3 z?OEEB`9dj)_u1N58(c%zJ2Ejkie|3GLK2sWPova|Ion&kJ;R zJRYmC#4-OY(ue|eOU+xk?}AnNW?gHUknDcC3>7MNOwz4u%F`YR(Tkn`@6P_8y0fi! zT^%5J(+m18%FYX=4bOgEmlKiW6mgW^-s2O?;}SSm@!@eZfeP!ecVNBUCa!k337yT7 z)PY#uPqr!26&I1<>`13*f6-rDSO%%f=$U++2tm6q^^|oOM7XMTtm@ugu{_U6$;k;i z^r8i_0~X{c@P?w`XvJmN8T+(};z%~9yCA&z(^3gq5uD|kM2bD3)}`Y-6)aUrpbfkx z9q!MUpSuWUwJ`KZyD9@QO|TdDk(QbP$5`>2eLiAV!SjiUW|Kgdrd3Mm-b=D>)T>fZU?xF>=9EO)MKcA?v<7oh@fvR*q^)Y#$zSpQ?)9bA5D70`b zMp(V2M7z?-SmvSIK6*Y$Y^N2t{(d+6rj9~Vb-Xdk{%b@cipT4zPH2|D9JXuJ1~uH) z%m1jZ47-h};|>|Qi``GiENCumlL;+jiuNFaiXN0RM zVbltqFS;a|;o?vk8wE@2JOXTcHnH`cH>kl>pL$rxIPnGDfBsw*35}$GMVwt(&R~P_ ziDAtI>Rcv?8lF?~Ill8q?^@C`_T}fVJ;Vzigj$C)MTJ`2b*tphvxfbm2_FH8`3Ac> zXZtKQW=gnx3bs9ZY27wGjqhdrg15CD60nsN6v&l3I1xzJB@8b4Mk;rEbE1S`x2wEd z?H|f*imrqUZuZ5`@=xdiTB-O;?*dw27LHFUk=PJd>#h-Ft*{M>o$*ahjVbc85}Dov zPrP&p37;tSrG--Q5TefJN*lYEIFq-T(Va+amHb@|)?hV;jk89&P%$(b^Fq5g^>eVr zDXkLcYpF4I~{pFKSS@LXD$3varZ6-P44`LYsQ; z{c9i09|5Pir5hK74Rv0$pRYx1H*RftwzqYvdu*EbU4MHanNhWnxCN8WX7}VAI~5ic zRlZlBoESK;q)#z_50*V0vU0^jsI|4kC5>J&IG!of{KDIsDsU7{lKrbVjmm62JAT5{ z1YVj#cP$5ezJYa-7I!j-JMSg?#z`ZZlB9Hks`!_mX?`fAO5P!1n!Nv{O>W)#jDl-B zH{B*Ts*oJL?SB#sOjn~+}?)K(@p8}V%l5`6=@AQA?boX~qD`-Ab@k1;34X+L) z0aasANp8#kFsCts7Oh6wIB$3*O(HtKld6kxbd_ zQe@OH+930!6x}+=*)~dW=0ZKYt?H>F_FUrDVZUtJ&p!hjisIA13G0Xsaa*TMS}uv7 znm?N|2i}TVu??tvn5*f~!e_Egus9_CNMPJ+T?8di1W|TMNy)H$73q(a=(~Vs&()m- z?;Kj`lu{B@ETO+E%YaI=%~Pbuzux-cVqf|l^^>#@?e8dbgkSofD_yjs_hweq$S3&^ zqu43V<7;;}PqU(F$jrYK-e;0;gUB<}aM`dBG#xGij|~0YgL@e_gwvoBc75+Sts!-b zE&%~0#U^+Ox6d+_MoE`OCV0<5q0}d*z$=vOSth2`jq6lY=98OL%)`mu=kLv*YhPL<<(O97 z-ep_PX=g9>>ll^AJb1vwPFj3+72P!_ui&|iSLMErtS1s?$E8}DQnZOT#M_dra#c&&N@by*TDNQa>z zZOl>?gIh!D!+7Dr{~`ZyCW7Y?^W9r*ecevt==|%|#@L+xZyE0n_om-M(Tld#LS-*zf}fM%Aj*-JQF=8QWY{w8~S_ghpGeBb$n$$HBk#wP`jW=}Xq>;40D- zjo@lkQd}yx&|`uKR4qH=OniOIqWJIn0z13b3?`W2s9Heq+-fO+m2K%Af#=F9yRD#@ zSvDl+BXjB4Lr-rcy)Fr8H~XMTQ_>Hutq_mbqll&*-o-EZYOzn4i&K*$ue3?yXf&MB zX%}rSNHn*0nhx?EZ$kW#!!z{b_rZ5v{#z@K>yB`Turlfgndd?!wg8?GW55=m<>c%U zaFd6XGpRA6`+Boxjv+leD?4gbNpJ*N=D96t?Z1k6Z{&5fWqkLat;hh61`t*_5j2)D zD{~8NXK_*Y3|gX>Dc(Hmkb4=;0#16_A65*K#Wv@z^B12o`0#$EM-VNHp_JeyK_Y}q z!6aUbp7wXI9*tu_%veB=$r?)DmNJ!O#IMHhuro-Xegu2J2>yHG)KeiP3@RDn7nNSf zS_iN6DF}GkOY4LcjhEo8<+XEJ*(VpDvf~&^_qkLDA*LcNHEs{pKXonJ69X~X&GQ<^ zbr0goMxAz%>H>9oLQZ+PoTTveE?tD2DUh?a;K!;--963B``Te(F%?wmHsX(wa| zN2&gPB(bpg>Js~?t6s^&Cmf+Qx!kbmRm7b`^<9VRe_spM$Dh%6=u4q?g3Nxa75h9L z=b0D%2*4UCUuGdsfk1fE!_AO6dx9Gez}c3Q2@0g1=NOf|@a5ygIutW1vvI(gCbKlV3O`j&e#TpJt*ImdfHB1MMNSoAVA z%*MqXyE?d`Z>c`CJ{Q-U_XF$)E(yeqF%bky-*u;EgHXYDxp5g$?c8Q%H??0r_8}}% z2IMBEdCg=HTT#bCGPr*~FJkf{2Vz^2;>u)71Yd>vobWE`%JgBZHImVpSZ+md62 zh4JeEPa2{xUb4sb&)sF{_s$zQR2EXznWtpD^U8)G^`D+Eyi2?$Cf!6Px^;urMUevG zx(ue4UmgFbexN8dT@1zWK1)Dc21Ur-RCQB%$!Oi{i z^7%jRq5nrs22W2y6bcZTwEj}0Sj;it$IMZGaq*%48p$AQ+4hQaxf9oyz5@*kjTf~!CE`BTLvp703t4Y3NHmBYsp1ZHY-0`QD zq^}}0{8D{14>bLXQ+Lp=FUNh?-EOuY(yD|pnr}$XO?Og(s{^*2N*-L7@rAI<{1+v2 zrH=r8kuf5XR1fVx(J({;Sswy@<8-$FBzLBmCh0GZtD)6D(;;h0m|CmSYf^;YCl=u zTel^Xy&Y}gI?}1SyA5BxB``f7ycYvsU%>LD1a#-4_hQ~xWY6vma#ekQUK$8)jPU2G z7dXyZIte&rvljd9pr_B8g599Y(x5w7fnV9s7rDJz^XFJ<{?n?+@;7rI;KygZtPbrj z8tBHTyhy0J2_`Ovjp=U<@bY6CBbCmg&v{!wvV{ z#fwC`5U$~C7N#+c53O6)9Upl8@|Y-sW)|P-YkQ&*G-}qdrr%(Fx2PFi)ETt5k>+)S zF3qg?>>2n`YwFJ2$1LulP;Z2K=B)DF=R0Aty*=iUPxsHha^$$eZ#rGMaVDZ|lbxdI-=2 zu7No`10frc&nz<5*wz#^Gz~XXe$*?Xu+q-&DT_IwwQ7A`a~&j0mXA@bxZwY_$$a~F2KP{v*Lq&3(}q+>EIg1rm6Dbmbmuror>92&#b zd532Za$NWznkQ6voyM~SITDF7KS4Sz-+zb|VjMBQ7Kjvqs6XL!0~w>mp02<97YU*5%Hpg9JmxyZ7g}RW0sgU1szRM$^vp{Dt!gi0#+#`U@Zw!AKL;c3$Jab#vR{3PBt>74# zBhZgIuDBP|qbQtC*{`8%pjtJ*32a&6HdMf_^Z^lN*7Ph|YVK|BkWr0x2m_1RXWAge z7Y%p@F~=qMVj2tMeY37ly0#YiOyBCtcs8`#HNoyF62W`{^&Rj{FKbG9GumOD=$dbK z+E{{+FnR|AWOxJ!N$}x7my93$qGV2xLRzaZ&W?85CfMC6Usun*hv_P(qf%5U-MZ8@ z+gxlmK>qpx2z!}8P$B{SYItIQST||pw;_&^H zXY{3t8_>qKH7kC!9mG{;MZV-B_+Tv&9il+^p1px(rO;BjF8fWd@!Kpi`y@K<#V?#B zDnAK+WK4d!!LfbuqM8=2^e#we9cPiZilE$t1)!TuXRphP|f&!H8)29D7l_PyGLC+pnl+VOD*zS|P=_U^jKS_ErPB-Y(U%*^O{WIUDorD}ru4G#EK3Px*J%)zVR zJNUV-;}aNlv3-OUJ^Nomy^}qDzX=V$P0?QOvsQ)_nw0i#{$Zpk_h2^T_ah)G;S-L9 z(zB1V4)~7ee_~>>t` z#iR8_I522zxh74!h&;xezrw4DS)HT$QrP_3!R-{b1#z@~f0+6@Z!etHh|(nd(g0B? zb54xM7m0mt_t)NRRNNhC(aSGws=eK5bkI+H6Yn3eLiQ{v2MlZF5 zFr%JI>x;~I?-_Ce6x(MVRB1+VS!k5HCcP=!W4_x-HJ~hu{l#uxH<7Dq@Uv9-XGs(E z_(6i;vJ>rBep-s#Bx?i}#=aszlal&6%6!&PyMQ$l$ z4GVU6&ow+xiPqkJoJsvI;fuc0=n->5cexzNceg^}e)BFq5)|W-Y*>++Z=&q5n=b_Ns|dHy2vM)_F%U zxZ5T|^PY0z?w8#i<=}3;2#vNkE$jxo0%iGG5;N`yeO+rc%nK>Rp1S8`TkBoafrgt= z@jVX)yERduo8&lC0V=x{el*&QyE1i!p1mWKp_Z6#QyRAnDL>0oBXc5j{8H|tg72vN zckBJA-=|EyGvirCx7VM(Mvv1|jo)VZCc#YHMLVxO{{%?Hxev8IJ<3DZ*UEWiQ_SjYpRT!Kb=nK@D~eyYCNds_YUow$gx z&Bv>Q#qRg{JsY||d(&@FO+yT1>ayw14b!F<6_#ne3V-J5zCZTQ^Ny#s@F8P7ctYHcPI0oxjVCy-K&5{WmG4L1>LvT=H(|U4Y2{3!+i=2_j)ui>Lc6qz_Q@JFO|0 z6K;MZV6>-o%E9DLOJX8rN0iZ|E+asbQ;;OMw31MwDWRDS{GGVtLer;OVnS2e+8}v0H$$qhjThAIxeS$||jN_Ax%{_lEW>QrEOBcecGU-Y8c1 zKn@DDARl#2Mbh7;Ev{;nMK+hxq>SaV0>aM%7YT*0P(1Qcu<{%X!0-EU2G%fBcB z3JMl_RRIw~mEJ{~5FsKYbdcVA?}`FS??`CUAps(tP(?bS_gYCL`#k6V z1^4@dxYu5@c2;K1UNfIrGn3I9U4xSW?Oyzs+*}&Dur%*#^{oDmxFW6mm58Hx$I&(* z4vBnIr0jfYpzayRi}H3gkJo>27H{TBNS^$xG|>7xpe08QX*#dH66#lvr)nILyZX`g zRUPN4GfH9q*=y6zeE~vV<`Bpr&B^dGnEcZL%sar+3gk#b2fS(GP~R#)T;99#Diy7y)~CC&HsbbS-GZTbNJe+C~i#z z!^)8a$;jF|9rN%WtrVJ^`n2*`n}%@oMGkenOffV zh(y}PFu{Jj4=A-dWLX5Hbx?E7{Z}geuafFiIgVO#uRJRM;0T)yq$_zB9|D<(&;62l z*Pt&xqeH6INxcpS>R5Pz3___SWB9SjADooc>+ZKXb(%ncWzUd)57j}Q$sH$h=c4Dw z>)D=)rlXCo5|SF7IF|eW;E4453E2&#gWa!bo%NR{5AvArI7#^Tgmn{N0hmZtvNm0* zcps{&$6;m_$8hR;$woWsWg2uDl?8;G%x23z2PYo9=!}~Ns7=<0r`2Y?pDR~Sx?Iiv z)9*N0Sb3$daHZRzIGnHS-3!3dp04zSR{25(g-F}#EwYhg7b5z}@=E>9vuhSZN2WJZ zB*zK=vO8N*bs4~>vY=|Z3(x+8MEpmqs^3|p`VA7@DgeB0oc9L@BeXh|W-%qge;kz|ehY49djoou4+)mEp@8@bKBv%wAuh;Pv(Qsz&IhXA9`VW^EOvJPwqL--{mYozCvA-=b{|s8?Kjr z?hlS)`(VKS&TN5ne%)I?V4X_tFA$Mj9NS$v_GZI|D+_1pgH~DBr`}xy(=_Ru?LX^X zX{Fx-kKY8Co_J6YN*O`o*ITi@qH@VrQCMz!cpxdIqW8}$b@0{-(cXxX-H%+*5s{o< zciXSJii-+*WYCyXd2V;z(1cA?y8oS#-rv{rOvEMn6WY5=DDz&#iSOjamSnc^`xXte z+^e^flBx0sh|Y@g^R~WAJaNyzQpqyV2t4tlce7CG-9I>+WT?~Meu^DZA>0jD{eXgR zJB+i@21jH93!yrSgj|ce4?7X_%~N*=SJK&iu*H=Z#fT;)kMAQOoYxAnzgk~Xh%|FL zxOOI}=w%6Ce`l4O?Tu6QdUp*z0YQC5{TD}E1tr{zw6uJ{n~IUV9)c`1aR7#3`qb3( z>7B5w$DnkfUxVXQ5`I^XztXOpiWWan&23*IO95X{$U0}(0_MI3=cqD6{-#?eVMn0b zyuw}QL-wet^!=L))Cz;|L{5r&{U^0{2H%LNegcOs`z%3j^cY4f&v_09(Nfhi0ctHuhr+;;XH=$abEc^A1LyQu)V zOw5;h`tb4Xgtilm{2v_i%KX*k7xe&KNBFI?=j-(8a{$}-QK{o0R_zYjWeOFV@Fmor zX)RR<2SA+W4V$E_LILfsJk5M>NVY0+oy#^r~7%ZVK}=NNJkk z_s)6|+sBTSpK@I0crT1H|KOCpUFzKk7By48CE3a*`FHHDK471uKrT(DgD+a^oueSl22dCzZq<7yGqVJTlY;R z`pT6wgoO;T=NrafdoP+sfFQo$fag0zD@;A?nIda&N|`@6gRu>|G6{lv$(xDa0M$9D zHmhql*tmIPt?|*l{DP_ztn0NYv z10K9|A=c@`xYdUcM2S?$>CK#U*+52z?+-dunf?-BWmNPOkZYC$ul5t4 zFPgP`NWj%*h?cL<0B>_L)r}L6A|&^^&eSaI1XRnh2^Xajal_+N{o2cbUAMT6;+XMJ z0~~=-T=i<2UT1M#30?{l>)1l`h5Jud2+i<6MJHC=#9QqNFLhZj@)PzRz1L3;wIAkW&NI zjS0z99X||VXDY}bq3xOsk<6UBth=_5A_hg74)}F0UcH6<>wnD)R)d3svz@~(ceIm4 z;D0BA1h7k_0xp88g{7`DD!1HV=UrG`60m!KB2J~m|9v4r`s45Gv>1}WyJ|9X?S0fb zvSGO>l3cp=@BdHUHLa~3&aa1a>hz{3c)I68$gIZ8()OzU;KV-q-xu>>lH6QiHHEIH zq%(HF?86DYJl*>Zc!F$l&!()F0(2i>v15%_CtNw57U>BhFMi8{j2X$b6mS5M%5Fs~ z2{*H^n;%ZGj(oBeeVDAhmD!#(I|Z@2!`5%Zkj*5cA5Zijseb=YZS_xr23KNNl%K24 zLj1h+B{P z7td!pGAu;vB_fulf?m5?#W%YrHoKeMu|NKHyrIv>UM3xA%QGZkC~W%T<;nQ{Q8)2z zE1Yf48&=X~m7mUGibh)WjE-RPK@Cp#z`YK9x?BYJltc%5ex{>>Kh>+zgV>8^INY^x zU$=8MpfjA^CKbCn~$0r~sBGdd_hy8lxj^T+{iB9{)3+aC#v@{+=h0 zzC0=(I;KyqabnY;hjM`60r?JJml36H&mSw$JPu|xeJ|<1MyZL)d0KZ-TtTB0-D32; zWIoA<`Cd*ST*Q;wQh+~F8dnRKhDLiiF!1AdIzCM%Ao2=t0IEY~pP;GAVPZz&POrHV zHGpB-~qz^S@k@+^# z68Jqqz0uU@n@L>khBze+&4SVE{W9mQXg!7Vdhv5%ZeLGL&T(WMc@=wNgu>l8C#g3- zJAq1B&pCP88~e)%q%qHrnpXkLW2fxuX9O=IaFVCCFK%u(eL!(Gwx!{FsO243QDQ3C zAykq+!5a;`9YXv1Mwb&^X1nEayrYA3^f>6F)o%Uswh;vx((UNLS+G87xjJjv{u6(J z=oNIER30^s3lokaZp&q?nBpQWH0ETTb(f>@@KD(4<;3}|L#Dco3@;}7HV1L=(`bRc z^-|*{YWy-1v2mf01qQl_#IPc&&G0-nRCF(pPG7xq!pe$S^4PO)8;us&7{NN@;H{;0 zZ&5qc!%Xl^R|Jg5b4qph@u#`Q&W(4!E$5~iJ1H#DHw_2MxAR$02euBLfSVK5i1zl{ z^{15qhl3!el_DonbE4ImY2gqp_U0%YcSlT+zK!#_p)(`wK{ouIX4c_C=}g7%J<(UR zQ@!I5y(dmwOQ#Y6pv}xQy;ZTU!$3&7cQ=!+E9ePkP#M{cwZLb}E~%~d30mu{rCWu^ zcZo!(P8g@b(FfC2pSyZB7!E+n-L)5X8v$Jn3BS+CU%=cB-!4VWYDzOSr=IPt9Z{*y zt;@_@Tn{s)OZK>!t_tW%OUOE-xYwg|CAv$L$iSs=z?B?VfA(W5#8hbcF>n&anPz~d zzgH%U>K^h;9mI|&YaT70%{zgvXX=4Qr9IdnVyZK!p_?DJOID7w8kyoZg z->1w7=wb5v{so=fR#%K3&H{lzz6ts#wi8aUfPUs5{$fj`*<|yDM@xy9Th(diKn=Kb z5r;+qzjj&N`mus%A;$KPMY2D<#eGCYXxK zrkTpdWTj_}H?m5?2mLjb;7HokuR!^XY-AbVEj9OxPT%3z*;kD}j?I@mKKl+Km_zh^ z*nt&BVm@t>>vLxhA0-xt?-y(~OPG5$Z>Q_n3iZS^+#k&`Tt zBQY=e47^(t)F({v`FlQ{KXH;D5%huD8?i4-mQe838MzH>w2IEE!?zX@9fk>MV9ppl zE!<4dGGBH5;NvO%x3NHy6xVB*O!Q5kuTSVERj}0!5xNfX^LmBQ$MY4W7W>;2e!w%rX))k z`0IcHP@)-Ix|5)8yX%j`Szm*O;bXRcsrv!+GoQ_|r*RUfvI0F`k;AAzI8Zgt z@#5KL0V~hWZA6s?;SZOCg8GLwXYvDb2Q2ap?{bHal0%BD&eKb^N7OH&?P$|t;0qM4 zgRT(yMaRSM&-nFW%x(t}Sz)WNh^t%(a+CG^3H)jmczPW0bVsXwb;u|Q{Hmk|i!5B9 z@uNm6d9ued{xd@FpAn2S;a0e33%uGR@|RHQBF!R6V>v6&_CGj?oOmo5v1Pnaz~Ck0 z+SB;JIfnc}?D=cX8q>bZC@SPS%@v|zy~if3>Pxr2#_XY5Td}4S`4HC@1ID!WK=Ot@ zA29tWUEl8c$_JXrYo=FhNF^;E$t>p`t33{F%4xqzKk7+G%UzJ{}xvNBhX!THlt$cW%2RG~GoPtsV~!m}Cp zl7+&ENq7Y#3=-?F#r26RNjh^v$5o&wz4C!@_WC1W&JL|E5#wZVy<*8#n9i`truKtW z((hk_@B1)@lnqlUizy9E)%hC*gC@1F19 zd`8>YvkOc?a)jcNFy zuo+KG{a`5+()9;NL;rx?=ob+3_-Z_W%`S2@{zd?*Pd;DX&2#f7j!ZkUVyGmhMQB=PQnTANvt4bPbP%?stw3 z4=Md-P9_0~o*Gx{VW|n=tyq3smE|zXpDrQ~bzDlDBS_JonxQ9Z`ep)Cl5%_NF5#)K z-hZk|S;>uyjc8)b$>QUCNTzg`-{PKeAuF5n(<2N=$*!L!r+R8rV!kp3a8`j&$gP96 z@f$tgrwoNQb9$&4f>Hz?Eg12Etoxx|7#~^a^e&iR$YamW3%|CAqc7^pCjO=#b5)$} zl&mQWCYsAXFToc{qr!HOq(u2^Pf_jZh1G<2AtAT+)9{vrVESi?fb4wTn+hhKf;mX^ zS~bHAyeprsYkjT67RNoZ8`jr055FgV^kelXc9e|NjV_&weCi!9AP~4q`K0O&J}oaV zqlEt8EG1H?_HyRBQ1u*u5S~;YvL`ix4M5Q|fuDD*XXgBeJMvi8Xgi)sx|M>==tyR9 zHl9gW3Kg7HqZa?g{OmLZ*zF=p*p9n^^Q@Xj!41wZ@l!*Y^B+~nW0^%@n66a*who0w z^=SOp_e9IiXZ3^I4C?h}c9&zxFp}{{5%ro;5*x}OpMH(~rLPo_LmlV0U|DXiVb(*R z933CM)0C!TgI(R?1rYt(PIJh6-B?=L6?~g1CtSQ`TmGWvgCmW+Ej1T6Dms2`24QEr zh|Wi68u!Zr*ZO-rMiE2vLxrKP92Q4S-L?%ovZ$3@9hTcd^i)9xv@Y4Ve`)P%X2*1_ zz-O$rhLf=-EQu9NGJ4N7|0y~xBZJTQNWIsh$;~R8g)1Q=JvD>VAaBLk)_%w>>{TD$ zU^pkc1KCK$)x}B6$gz%P4w5gHg7ryG?uv(7OrSV~$!1ipQuR9y$N3^^Nbbq{9~?aB z1twuxIi!&Gz272Y!}(e3#MM!@=r`7E+C4AVAp%%WLbz0+H1JrtOTLY*aabDt% zx@LdeZ(Tl;U@o=5uz8Z@zSSeRn2WL#TAqqlIp0rAm{l2QYrVd8c&;)Ng>q(p%0>raWOL34THORm2T3EhS zABrx!-Cv{#UaWkealG{P(N^<9Xr$DDbUL1Eka-|`o0zy!t*~LI?^CCD@rYwt{?__& z)vsB3{^2C79XGzzQh6T>y!V*d6#I5?a6Z$1H^U}`qgc*K$D$0`Je)CX=M*^PJZz+A6e=YR78B-#Tm6KT$cR*3==he1_X}7w%~c>dv1#F=fdv z&ztP?udEDwr(hjBD={NC%hkcYYE^BexoPa~p0yAN0XAU+@A9W96pzG|C6(NRyCma( z>uM{JV_0tK5oMtJH^{}i%S6Pp>+0}0RyV#?MJ(u^?~;8><9wan*39)#dG<>|>#3vc zXr%01Zqvg|l>fZSv>kDTg_B%oY-J0B551oQ{pLw(mz*(tJIn6=^v! zQ8+XzWdOPL!)vuIbHay)S6d?d;vc0#xbGw{L3|;zY|vtr{oxR>9c8To(oqj;)qs@?1`qkv#!vH|nw#1)N z+;Srw3gY$@5Aa0+3lJk5mMXED-1oP8ZdtM(`vb&C(6pGOcL3+dPR0t3us%l zWtfLo#{OT$|0ywXS<)D0c6Mze7?OB?-^dB0_HKUhle_%v_JP+Mbl1fpLkWoY(g4uo z$pgLbC3XI#$G3ohf-W}7w1=r1N84H~2Xz9k9gr{My+`!BvJg^%w5M#VpB|Fav? zjt=WS(dWl}AA{SJu*%rK$=hI)dvbUfl;m*&%;XDMd955h?Yk;TdKa#>q3s2X1N`0l5}7}&KN3|{k$?td6$ka z?;K6_ZaV|C^}tv3K4#s0+51x8>)~XrE1+%{Kkrs#kAd@S%r zkmR-LWICCM-h!+LUt3oIlnv_&J#^a$?%KWU|f#L@M7hiOB ziS4=qvVAQlWFw0k+oHQU9@Quz^Yr{E#KNMNOBNB z{?~Ffh|1?_En}NjvNb&vf7qyZ4w$y!u4c_&ZVM~`V(}YRPxR^@aB+K}nUBid2hN!h zd0}v_+Rmw*7OH$V^7DIw(b-?Sk93{GB;-crv50tfN9^jl3F;^ zmDI$+#ZH+!d}Ly*{wknuj}bSZ5WOFY;ydxXw^DBdgALJ9w;Bqr_Rp-)>r(g6Kwj3R z$9rh1##B-7swa;3hZd75`B0g-xJ;b$j=$_tzsc&{SA69r|FP#aZMAg?AFQirJ^`;j z!$X?soB3%fE@JE92eFX|`E9u{+v?Ok?|k?v=Ig%JQm@Xwg89ea1KODmOA+?;`zLll z-NojclPSH8eLZDU2#GgGTnvW`D`I=`1Yl*(SbL=TIQki^}a2P^n9SS2G+nn>G}n09`y$#GhVx zj|K8lYilxmr|CTKbPO$cVjaU04$^2Q#mwsr8yZEDt%0sIIKc=h%$n z-(i0!T4(^g?=O})U9L^QYq=!6i%w73nEX=E^LK-5RD*608)B{aMiKQDO+&{S@r#7N zjH<7J%G$H;f_<~{1xDbN^y{mGj(4O8r-T&;N@5C}Lbu%E{up^_*DPdB7dE(6;q6N6 z$wj_o_6=OHcCNheiXO75oIe#bbQurXLyy8yK+udj5RNYSwt|OUBBeZ+it_iqo>Rzx zwzh~s^~k{@1$-hQblmYNr}g}+|5}RfEswg*OyvX21n!w4cyk^QAa)}b1 z7hHO8%ZRnAGF~|G9#x~WoG&OI6l)FaDM!sHg>pJYFamW1nvd~NVFs}~okP=igkNQ; zWu{)FF|Nsj8(R}c2QVVoD|mpHXL$0V)3A-%q`Wv%EY(UdUVG0=sMsLnila`|V2aBE zQLTfR{ymqI8(Oz5eu@8+I19km5ZT$#xxl4BYZXIwY_~Vhhx{CRV^s!|H_GsM#~_{} z`vaa{y?6|5eG~0dW7$C-2Rd|&q1#)+q|k82B#h7+84cYD2MN0cqf2UqVj;+sY# zp94RPqt(sA3Tdh1;UXe`*YmVkX8K#>6hXZUQ;fyC)>(o~0yhegK~3yRbnsAzgO?tZdZ*jVvnAMiCZ+H`!)}a%$;~8r;SqqLZ&d2!bDr)d3Xa|)S4b5$%+6DX~ z5u7`Wx)I-kl78rw%oBVe>=cFWGdrXVby%Xcuvfn@s$7bi&B~k~DCmLHx-ZnLw9^C? z?+o^vw$|BP)+|@h`C_FVzu_L+D{saJCUv>`yI#0eDIGIVE}^Jn^VjpN2h=(TnBwY#ES8Lqe~r`{?}giL z3!&7H0!%5<3zNiJ{ZOYy^AA%XEfQ(5I!3EntyZiUv!0SsI6P7$ZB^Y<+8&|1%e`fh zO}4Vn^<^Sa$}+Kap49Sleb^`erm%fy1%7%{-GI_*ooRBvU){!+#ia=Axstk5xo3H}y15k5) zT7{N(VstYK=noIRX1o+Zz?V#lpq~(3Uo%eF=Iq&;Af5$u6hrMui3>W%W}v zYPze>6tq`bl)f_$zYGrFyyAayPDZ!xnV9=F{E+@tmRMd1nSp{0pXH0L0NGgNp0G?@ zXJ@G5SxI{-W2|s0O7U{E$X#VFxQ6bWglFG1+)_*kZ1%le6b5m?!O}gSj!Y3DvEFf^ z7JRkYnLt{QzgwOP-uAuqPJd>gGzSayoqez)#%=Er%sW%W4*7Zy8gmP91d99+jQ0xs z{E1GGoAIR-aio9$6s;8Q*lB+=KE&Sc!@8=UQBZF!Xv^sG_v)uxiI9rTa(4GL8MA^dE;(fC7q; zpS^5#Vl}HUfgC%sH33+0HrZ|V=&4AQij-xWA^VWhwKb6Bi`bOGP^kz8uNB&K(!iGx z|M-dAk>!A|$Y|zL8JSg{9^D;FL00NPif%@zkPoHGB{qsGB)cRO>uk@3Tq-ALllLK+ZK;bfYKAQ z3s&MnBTG9vHCL?K7hYSq!tcS397eH>_t*a5@B==T_@Hy4?08PDJ#<%O*<~ccHnY!s z<(BvR$m*0wah9rROFdBvIusXqykn~dJ?W-0{lRtRnS{0 zy{HcuvKIR>Jy3Ek`;mx)!`Q@*gtC)z#^+~?2{S&+&O7VLI^xp{rOWk%$WoEKnz1;8 zZg_Owy^Gl0=(hWO%+>q%=hsE3n#Y;=FYWi7i-A`vp$O|mZC{xOr~xvv(!=kNxWCYr%i(l?aM1N%zPJ{%pAWw z;-xOljZ#vz;^^vnKSdV2PxL^=fc8NU5~U756-(hDBYmb|EWRT312^BH59baOPMw$1 zc#>BmrRiP$=2V~e$px8t4C#$;fpWBJ`xg13d=diUi$}#0vK!tZowQ`*E5EY$g?Zv~ zsB3L)I8e1+m$y>&UiCw)zy87b&@ zlH?ua%lmnY(%~N1hVoIwT~<{mkKe(f%QT3xLGh~yV}&Q?LnmYhDo5%og$U5$I^_a8 zFF1(3LJ?Eu1~ySCBnuBFP@q+jldCBOqRsR36#{%#WUu8tNX`o)KK|_sJ!raI5~-krrz8L zpL@c63I1C*J@M9yxYxKuHX2Xwa2*nJ?2FYnoAA19xy5-Ic~qX?!m-y5$F)s5RJ1X(shm-e!4rk9MBR74gh;F z=NVl7;7s-NLB1LKvDt5pTaFTtz%0IDi4mA6S!Gw-s?%AtsvU$%CgSQyTDQZGN$!k( zVl|k|*ykW9PbnhZ23?pmCr|DO?Cm$O_V?!&awLC-n^&xssO?%83^rASFyGR4hE+l_ z>z2%8PgUn5Ol)u0lAaiD_d6Yvg>;fCW`rpR^2?~O_RHjRf+$EWXj`ZgNUgqPzFUZ} zfr?wUWV6Yt$Yr&*G&|(8he3ytiAIXwjL437`_R{aGf??&XL8@n7xe2`ktrEgQJ0(W zT5_}AgF2odKB+%JP`rRXj0BuLNVs_w#{s)q1ez4+c|8ovXGAMdB!^k4AF{ft2a6`~DSk6_4AQLS)PftK2}%Zfv(zTV-Cz`t#{n z%%R9n*gU+|I%RB`Gltu^{HwLsUiKF0AU^b7MtmM(7Lvr$X@o zimjU>vOH~bS#1pd%R+}+?~DvlNR8Rt*YXVhF*Fo+&HN)<&5?*nQBhqi<8QEca zq3!fkmc?ep#o-dU(eN%0ldKF0>$t)#rMz^!2{l1Gd%e^I^`r!Gx*u8vw$XM&Mpn z+I@Uw&RjU=R6j1bq;{8Dm+WiRAuiQGAuLVklX#0|52xP_Q_*U}MXd9?&Z{(-ST1;$3g=aS*Um>ep7-e27h$*^*c}{lVl8iV?%lkWs zBu)7+`FRD9w?Q#07#zlQ#nv20?UolkWH)T5Qr;&0c7jSy_dSkz`gEgnb9yl)1o#mJKFLd`R{`>eo5Nk4eC zkX;N9uY1iir?kZoYk7<~92?aiU3F#(Q`;SEX z|LYR>22lP-g)(Rk(ExWGk~b4|>AEPE__}h6j-TG01+?x3nfku6R_MlxEjlJ1D7rV( z`v+(K#ftOSr7@t6^;hf#S#4&h-zy_zzaMJ$xw4Weg6h zNbkGsxzT6Ne!4pRje(Br1|b(~G&svE&c^5pT<*VFof({4j#MYf60Gv6=auNJbi$|$ z7LE8Ieq*>AEY_-T1R5PzKan!{=AQviRp<{b*<9H>EU&0TW0%q7&7R2Mjg2aUWR|1o zU+&b~L4^??VzxT-`colsTt-dJdlv7nY?pS# zx>Ih{XZ+Anm$%7tP>*F)*UcB+jfu6C*Hu_zpVTxywqma=9ra1C)LeCZ73@!N9}{+# zddGR&$S__>GIr#OxiB$l=;Nxk@M7;h$d^5Gt1!m9fh|tCRpJHIsY-N@B5K8oa(|K) zbYzb9&_vd+`Ia>AdnFqs%&v$iE%`lpe6M^?Z|a#)J%y0O47Wovf9c4`L{>I=3C2~)1A=RcudVOcy2}17deJ1lUa+2Zt?-x< zk*0iPfi$_x5_vd2K_AptxAxPQAou4fk9LHePHc>!a8`kHFE!=rcf8{D`R*nCZ6OZ7 z{_&!*Med}aRUK?dz|ro8sl+P?UyKr_YjJgWB4)cV#6jgt;W%rPP$P`PFuEFkm;V+1 z6*%&a4sc91&2yFp4$9VgPr5dc57aqjPgfEv_1N@fpx76xC$~iv6TRV;scHd*bVfNj zgd>JRlQVM~ zLlUc*0~ z^;H?8IoZD8y`?2wGEF3n0>cZ?2yh?}zmfa-3(G?gyg(eGJyB4Hv`y~T1W+uJ(=zsG z6==IYx56{ixL2Y_Ywm<$=bbEfL^P-~*6HtwOFz^!lb$!L1)b-m>v6U$m)pqasv zaK}j&v}0*fi-Q*I!DdCr7TD{^56n9+1e^0rZJz+rs?ME^QKm6{8fMgO;7%#)VR2`t zGfPGZEBT6{)52y4w>BN;j2d=FiDf!YR4&@^xek#AUw{9A5PfbwzTT!-x2F(LN{F1+ zZrX{X+`}&}W=Lx%rzo(f%8E{DxK7IUtnCKD#JL%X&3ERIHYdzN#gD0Hg_}^fFE-v$ zzx5>LAv|5bMhd%?I~!&@=w&aRocBp#!(cH~s)a67v`}5I$8e7WR)NK_SQWE?QUh1F z4uKcy@JBwzbsJ90Ok!c288&CgVE}v@Voj%=>_qN2`quhAK%4ERN?X7F zQcGI;?|jg^#3Gl{3taw)D-(>gPjUka7bNj8?QA|?n+EqePXkm+X>ed`|zM4EurId(xR(Z zaeqYd=nc$>ri_BtBu$8O(a>M6I!BBSwjMets8{f?uE1L6YBKK3lkjY7qIa|Q`yU(v z-`(wWt*Is<Z?;hJ)C`e*b^hkTB6q%&boE-h?C}5tKJelb7KW-UV2&mntK-CF2wEwe@1H1 zt9eEut&!?in;srX7$iC<oqGmNqr79^FT;&;7ai4oVR1XG^GOS>>f(PIfWB zN+i@ZJ9+Jl1XL%Ez4I&V8!XEQUu$7nIWw}8aW^wf#NSLX%r`gfa_~hBE^4DT)f=JT z8a`u_$}4y!m$go%JtO6WzXmC=PHm<9R112vY5`JwY;`i+fVcIqkvjZPcm+s$({~8i z>P(g9`TS#Qtl|96%bxKbxIbc*^GS6mQgk%i9>~&9Bc((P zDt+PZt|8RjbSc=29gY=>k9L1%TW#4vxiET9ijKr_FUf^qO*>^Hx*#uq-mvISj?*|e z7`YIn+8@e2So?96w%6gfL*3IV)R0>EeK8T0ym2N4mAv@rX0N7%(zvm#jWWL(k`YQ( z9$l5mY^T)pt$sH!xB8ArU`F_$XD%u}{Pn3vqNt$*k7&;-UHYmIk%exYur@eBOiY&- zcEXsQMh#O?U&`9|PN|4U6~dH{Ih{W_+t6B$LsW~2dUtt`*-}?NQgv(o_Mu-!H~)ni zM5XhNZ=481&DMZ(qIggKB zt}9H%L#1ecmDkLU9@Z2euZ_1$`@Jbpke|!K6sEr7Y7AZBbTI7dD&QPAcZ{}lt@a&XuO{Pp>M_eVYNjt4C<;Q1mqHO)wW8Sg+Vd zE;5*-8i;I&YR#6X&M(v`&3-LUUEe;e(uM&3+9+lRh?w0qtQ}#4w>T7Pspi?V;ypq9 z7}nN6+}qLGGVa8?flSpW(|@k~ws?ehm?LV9Fj|~&jhgNC0ayOFGHphv6gBd*8$w5P zD9ZF6xsK>?C7ws4w!LagqyqVuVJ&<0_H9^N_1LE;(HsvD6?3QuGkNv^jN~A{J^W64 zO+5rER?lYgl;z>*a~;Pxw^wkoV*o>zW41Y^p)>E$ca`h`2zh{LBJ1l_EZ~u6`y8BT zQ+x((Ep61X_KkBXK6%cfmP*=5MP1uIY#pX&M4qjf)5RKF0su_Jw_ZG7A)sVJwyI+a zW1w8t3w{hGsyO7;b(=Sk=e5y;(0*VHoY=qo1zdNcV|jG39YG=MGZE~j8#QWLKB?urWGzv*-ssJn8x?e zH+~(s?t;ViMM9}R(D2jcs0`4F1P$TVR6I!{`L*8Xl;#b2kuWaA!oE%rccX7aH^Vjc z^`~^>TW(uKt+Ss-^G+^K7Hm<}6`6P5D?H067OED3mo8&;rbAxN2=(eERoQ)K&iyW2 z`><}vyyr8`?F4T9$2eV%?1&F5TXtg1SO7y7 zn8@l~LgD|uQU_ZZ%?Y0;_1^K!K=~pkbt6kW-i&se`PpwuiodO;Qi0Y7c%h2NFHSSz zsH=quU(a;awWUfje=FZ9zX!d#Qx0|c<+p&CIrGo|ud+JcTcQl7kG=p2xbSNos#XUd z^WAo7qw=%QOov-~IlJ)lJMn)mp=^3aUA4jQaF0Iv)x?Z2pmQHwVi1!TMDgE+{Cc|P zDwbTSzklztn&#l(C$g9ii?cO1e#0DUj$6h5odgH%!&a4PAs6O3zC``?cS-ke;8z*2 zQ>2&CHJF&?r46TOCGwJg={%Z(bSN4x~1^R@i?E`b5VQA6kC zDFfe<|KL2;?xMbfvqxX!tY_YIN|ZE)C@+I~*VPpF4#F*~%~WM(A2FpDUZtpg*~f_J z=AaXO-TvTo`3>YDdTQrV8A%fpzo4D_;&qq}7$_g3UNrB%VIi%HTas0=GJ$I)f92S= zW8v9^3w~S^2s2RI39*>OsA{uHh%PB$tYHejXGOY>TvFFQ3xPWbi3Fb4s;cQ&JdTGA zzWRgHZ)KU~;9+bd;r5(K@Y@I6mn=&0Rl9hth*MWoojSut@L8f|&Y+A~p?@$0VBS7yUp3z483fK?R85g`Uu%~S@?^9nL)_q{^|PW8ZN zU8`k`(wUiLoLp8Ti$%7~h3`Bp3pbZ2H#>Tu#aQt(jSOMAYmbQHc2=b%J}ye(JSlT8?`qmx}(@i~1` zHGZ^xWTXURc;adOAhamXf7be!Ivi2wA#=YE!vsGQmUhvmnkVkikD|JxB4PW5yVMNb zYd^5a`^5Qewa~;XSzG&P6vR)V}bl1Xt;qDfp2N-!mc~Cgm$t!&~06F7#}z z8Vyv#mys=1scRm2Gzz-vOiT6mmRVxm@#=zR$LFDRUOpC>XYnN}+TKc)$B))HgDnVd z3po7RRZyu&M^PyZy08s-qJPK4TKoc8&1Chy-l0j@UDVk_FM2TU4N<~aEf?J!@>6<@ zMLwO+vdyn@5bB%D8HzqI&2G3k(Ay0TSZ&HNfz)_>* zm%FcRyVD-P+IMqfvW#Ab0^0TW;tIoTT+xO}@VY}iXYImy;U4ElRkv$Lj1pEkm zf1I5gntJs=8`reG5h%@*N)%7mYONorO18dLu&+2c6OyEDt*u8F#}IdaZ0qnz_}ekH zFVj=#&%GYW3fAI)_jBv**!Jo>%B{nvrdbP$Mm2HEqG&m*xRDw? z(ST^v+KksgU+N)Mk-F9?k)xIcjGzd zS(&cth`3xl7bKn3OmYblKKATga!Z8XnxSpT>jx)0hgy?X17PI!N-w&>F@cY zAX>4^UPvrGbi&v|Hk2jyTBlBF-JvSuX?0QP(>iZ;i18nR!4%m!upc@X$}J6<=qt3y zUws$I@>9^t35!ff9*gDR%4hlOOEYvw)tcy-zkalALs8i7>u-*d3S;|=lbtl)>LPJWU(y9NPnGZV=s*cyMEIyNj%ik`% z+wHWk?c{4$EVCwUGVAGX^a)Q1Ao-cd(qgJTVaPJj$*FeL#$pp)N!}1PL-z2MX%qIV zlg_a`d2I#%zLpeOdnm&3WX*d01ZJ1Y+A;1DG{4`?7zYa^wtbztF!93=Jkhnr9WBV& z>1^oE$;(~$Qoub?TAD0bQIdo{Xw|lBq6;e27>lWTdQfav#2A`JV?V3**)?=*7y?_K zk6?6kI^Sv5wI$2TqU}F%D{_`-D4ckDIAO%hu!!16o4?RjXC0TjyEVpl=mNTD;Y(%S zTd0i1`}DdZ*xi{7I74<4YyN^}y_PJVh_iNuGW)F>S%XSp?E2t{3o)^~fZI^xVw=0B zxn~AnQYrHe41B>xhwXLh0o0zld^tE!UO*SB=NQkG`%odoc~&$_o!-g{%|NX2^PqwxCi5<8Dp?#vuS$IZay;jPafLw^Gp3AlaO!I zu3s$P#!*&}@%qhw?5c+)W*VhPoI6B$p~d@x9Rt1)sfQy7rc?9z|MYyxKY~7VHzKf3 z(0eqSQK!wM@8WwZlvsJ(v#<%yIH^r_PZiSkK&UrI@U}a#B#rz|4l_+_BNOQ49tsVl zH>i`busI=dsSjByA5!66qtm zOsmijqL;`_q+3g#Jsl2>=DPnD!AaS&N(9-_+8&G65q5%-@nJA^%;$8JmuB=ok|iwJ zwIU}Z{LinoLQ5C$JBH_v!*Qxtb}2_>WbCRi0weJ)uSSLf)Sqmb+3bCXXB^NeHCwJ* z)lS1rtLF2W%~9JanqZMn>>(QSTaMb;ct8E0>}8@KYOC7CZPZcg5DMSObMNeHZUOh| zWm8I!ADiZNG+%F+R!l;KxV#>{zB=qR`#MimzpYeL$pli#d~`V%!O*ziLjPM&>@vb6 z*L=3HO#St;EzJi|AHFH5-d#T(B|Jjjy&?+v;_CkKelT5eDK`*{6owefec6d7Ix9)#q~) zXN9y=V9s`RA552!9PWvv%^EvKBV1U#k1Dj5LiL6es=A7QAgmn!Z_PY~PWZ^Sgr?nk z#tYEQpVD$XWNrPg4Gx&h2mX;Te0JMgcpcA1;bOAP`XQ*c;wK*k1ck~B?_<+(Zq140 z?~s3zlYl4k(|lfgqY_?cN8rxCdrlnW{O$;%*I(!3aTEd4{%D~6&Zcy^f42kEXWg6{ zQ#oEaDL@zgCSe!@M&rG||Nj1hj!WR|WFy+%);7v97h@|NXU%$H3qBwZkv~m-zVF#P z*VT14ZQ%Oziu5|D0R8%y&=IZ1HBp~9`uj=O;M9zqcw4>DgnMm%9fQ?^kG zU8nj|p+Ny)MGviKUe3}Xr}T5^BEOVU9fS2;rF1?}&LH$&sM)pxF%SE8E9RLAY_ zM>Hk}1okXi(!E0z<9GxR_#5#{hFKNJMo$beiE_u*)H#|BS^(DZXpH-9=gixVf3es+ z`Q211mcv>)o`d6Oz1bu`X5_}7d7^vG>ZPUc6Q{1VrMz4xcu#2VSji}vy(j;<)^JY7 zr3303IH?QIt5vHd#7?rHyo|hI1eqRtHma0y`6!ZxOPxYSVP;TFx)pU zc1&4aOCJol5TE6T=aSyLg$cT=`*mSGT4#)LCrr93p6%0RxeDu*<=;=Z&sPSj4qrOd*|(fIrzGlpx|+q#C*yTrF8NZB%1b=>+OF6gPDvA*i}g+xa3&FHrk-_V zM^OgoM=baLBe9gz0Bhurz4qREuhtcp?S$Cpt(g;k%g9xVxd9D0Gv(HH3*L{IfmdfQ zTJ)eZ8A(PUGf*;%^|{HJ2G`t0S`uv) z!B7@~TN9hrl3_p2as$rcBm2EQTg)yhGVm|fcwZkgMWk;|ph-+#piRgCkC2ll%ni~p z-!eWk%&yv2Bl$gmE%vQgUJKDYnSi7A7TZ?r2mCZ(QjuV&nh~rt2L)~vB$5lcl20Yc z{NkU>BC8xQv2;PJDp`n^etS;(nIC9@iz!Ka)eNI;=)NP0)n z4h4ztd&|xE79B!t9()l)d6h{HKL>x;_x>4Pn3tp>A4i&phs^rbONC5R^}3b6q#ZfL4RT(26N9rR$4_MYL^Vxurg#rUo z@A>*Ml)&rR`*O@%d$yAYYxtWSew&frllVBrdLSjk`j^{~D&&_^XD)6fw(57XwHS|k zwHOwJVF2Wj(WmOEiH%N_5on_fu24`$ZbFFAHMY!^Dgh_42~6;2d|D10(K8ZZiR09P ztEb8a%)NRs;f)xv>nt3w94p|qd?H{3om|JjR*D9jxw`zf9v71fX67sfF(o*kX1k>F z3KI5gVe837B|ZwSuxYA#B|5L~C(mrdVOCA&wt_eN;}^x^9C1+@DNFCdi?^TDldUO4 zzF&~3DoGq!!i{%-(HGD0={UQS6DAQ$l~nFubpXL^iM6s@R&|g%g}*eSKCS~)CEdn> zzZeH+JF&1eumZ)-aV}kRxXNB7t8Cz^&E?r{o!jn6D03IwAMX4GwimP%u1J}_3_7)} z8%LbP&Aq#So|g{))riPWh_E?0;SKY3ZJQMFEm7dE6VuF=g2rs)@#eA-&SN|?MMl>I(h09hS$CTWQ4&Ekxly2l1q>xNz5PO%aH}SW)@X4hnBt9nYYGNQEBQa;h!RkEzEu zxTTL3*qw%YAi%bKKQ%a!nsOn#C3S&cnBnHTmfy;TH48fk!K}tn7Xc1+gZBs4vG=BS z6q-b{!X8h=zpe1ul$2LSXFYDhBt1;>8ZZ)+dqrWnjlJ^@r|69R8?wX)bu!p7D9{(P zoSKBPO`KK6*`D4Vz^_cT}`taW{pd zLKQ4@io&-%=hUn3boXl4PNP14iFzP9*)j9ENUSQ>phe@5{3Q`lOU>+Il;B6}>T8rc zaYVGmh^9VItnAYQ<%8&%o0Lt)FAKfAsztQHUa5lp?dah_$;F zk9+Ye0{qsW;#J!eMut#LneXFv@q5R2@`AX%qq=ze$*=+l({ghMlObEiJ&KhuwBE3-3%1H9KfEh(!q`9GTbQ0Yb+Eb^i_QimE># zhsB+FryHi04ZjhVfLhaNn$M_%KP7F1z0vQ5c{k??JU7+pKFhcFc$fC;`;DYE^PGt` zqJ)R`GAA36A(e_l)i(ZdI0w%rI8tSZ5&R3xaQ-xF17!_L^6<8Wp@V z+k4!F2eYO@MC1v}L=UX{PafI~I(m50@mmgxvh2sy4Rw)nH;vEOVySC7toUWhIhW&` zIU~;PC6+dy@~{~&ELjYm$mrjnyo#XGFZvM3DH+ugx>qCQ&xS14+?fRCZ;eGA00yqQyu-s?*a-C$bxW_;(5?J{wEEy zaXe&cWKU(s+22bRYZ_cy{EL+(v`Jkn`Xr|?pzZQsECP|5FLl6hfa8{?>siHWgw$@H zL$1cnb4*t{^+^p6ymkB{Ef?}>&G5D9E{zbMru$UcX{oc;c($feVo+)!m5{owi%r>B zg*PabiS&%#(9|XsSf*lPgH_aj)82MP^sQF(7}jm<=^9S5Df=(hQs-pDiiSlJnC`g5 z*u~K#64hwChX!W-c07=QKr?)y}~*vS!P-qNSJBt7L(R zLO&mwEmGiM%3mjbygt*G(PaBvp?5WlN~?U5cH80L=Sw+WTGr|@v9`RZjBnskhx1uQ zMw-vkXd9{3xrSLp*q}gY>Ls(FYy^u{>;7+Ixn5_ZY=hUXXJ@_I^PX+w^)LNl+c-Oo z&2c4;)D!M}x7TMN$|qanm9CQc_Jucq6u&Ygay?|J*g>erV%#ZI_tB_foL5K}B~Doo zEy8U7nsa{VH-0chL+pjXM}$m!+}|k$9Tlp%%d+AV1~7BGgzV~MhE2MH0DtytcrSgf z5X8CoKpD0V+Gv0z89xpF=T766hF1Y{cNB1BD29^nKi7v~>WszTM3JvM7c0-~3$lFK z0>&CLgf1aVg8BOnwUg#|UT}`8-X%d6Kyl~UDOaRrqW!I144!!dd^ehf_9g9=$g=t* z3nBB8$SytL@BX<}TvRN#Zt7#gvkNUb znRf>ydHbyfb#s>+{QBZ}pC@dBmyq-NuB_v6S%u6jv$+|gR4YMex2FO14hTw5#Xtq3 zqAOfMug}RvxkXK4i^d;pBL|$>Y7~W#(w>_1J|DW?7N=6W7^&pA+pGV94%~h&+jI*6>pe&9m8LE-dxdsvFI^4dy~(?NyRFL6qI$r9f85H)`FcuFM&eP&t&1|o+kDEPop(&eGa=~-a3+h~%k|WEt zUTkp#=tEQW1n0+GNTpfEW<}344m<^`GGNf4&YP+8tMIfBm{AnOcR0sY%4;Qcgao_( zH@Bak3|PNj&pTDe5c%wsnPys_v)uW%n^bvk|BB|taiepa#qc=G*T)*uImb{-hDpey z_S)j`g{YAJ^b#m9_D=POsfjP!g`B1arq*hLeejH|3gt$G^o95$>x{?4=SLCl9dJ*1 z%ya|!O~g$6TY}FDHzVQ$w})lPeYe7Wq08(mPCPcvdA;@#kv(QN{wa<{6~Z{3xh%=# z_Rz%3g6z!`w~*XfimL6k?T5LhNXk^xW<}KOR;8A>newUyHx55g7D|ilO;aTcZI%(+mY~E zf#Ec8J@}xNCp5vWIdZN_Ll5WEtBmXzTM%SWJ@umqWw#-_#e=70WM&rP1da83+l3($ zIYpUS=r?VzV|3l~yKGs)T&xDFtrQdh8&40%hNo7g9_w3-wOwrBRkC$bTr??c|02|1 zUi&ejw(9=jc2cgNL1N4~w6?*>%y@fXo(CCB>8PLUO8S$io=)lahiy zZTqv@Bz-S`b?H8|{(vvxT+mWIY96pk7hdt#6+j;sO3AM)6szY$Kcz;22=3lHvQJ1baSF4^~olS?cd|wI>xY`?GPaFn&P;ruhqAzXJ<+O`JGhygKs-6*-}B#a|&D! zgnlKnRa|~420#L?;T>0r7vVG9pTrm-YsrVDb+cf|?NB>Hs~M1`@iWS^ZBV+KvJ3{@n z9OE<2S=N!4X^VrB{m8r3#5jYO{LWgG*2bkCKbj#6r(%!r4c-8ES^M}8Ma5Wl(=7XE z&@?7}z-Nu7ti0mD_e*mXUC_SnbDfWu6WkM>-^sm}I~(3Bk2%^OfdRZ3%BYCjN6_%K zpgJA;K$PI0$3jkO0BAnHqCL{yA87Fu3+{h=#Z)E{DY=x>K{^j&@L2C4r+pJsyYewp zB`a7BQ=~bXZ3iT(FQk`H#y5d>1%*o^1G2oD0jY2pNl)SZyQE3Lj^<_~kAFTZt zzgQ24Ad$=0HYSe=Dj@tUy2Yqys6HnOtWEk0G}`fjoOL`5##U){gX?hmvxd^`1Xw&>@82a)g`8;*@r1X%rGd$vd8-p1ygG z%RB>|i@}AukVjef;>vW5z}i(IyRfQFrKzy{T6yn57*6s55T?pf!Lwi)P|gNb6uqei{nEFU+<+IU4R>+VNn+Z5*YsybN!S zt7-otMJ!rd&T%0{+>08Zz%Un%n|Zfbzq`#l@l454%aXB=Z46rCB&2KXDy9ZyA(qG9%%6x zv5z&nODLwU`v;(f`-2rj%D~VNU%(?> zTT{_rP~xPEEbOo%`0Byzh1141`Bt}O9X@Z@ATmgE=mhltH6OhNN|+y_9Tg!f)gp1_ z*gvV%#^m8}-X9y;IA-|^}*snjwGOjihN=v*!e2}=r=TTk4O zZbTN_3r3ZxPMptc0zb{j40Wu7Mn`-}S~;Y%YZQ}?Ke5~7xz2$=NMB|L%tCaiUST{U zDa!<6j?c*jr2{H-q99@}CwDhtu|3nZ*w#c80H;name4 zW|`zAMm`mJP@Pwj7vn(&bIDd7)pARV%1lIC#Z!uWfGFo~yf+Sdw%YSd^c4t$m>nYM zLM?6A$am>7o!I!eq>0KLg83(H1yn=#-HBhTLEO+KX3ozXD=NeSpJIqP>}w3*CgZRl78!^FRy;B_b+_TiE()vJW@?*Ka zIMZ0!8@SJXg^Ka3BCjgSE_n!7U;a*3l+1+3Ejfwbn?iL5ldg9Bne8Fse=#&|mUsVR(e&MZ^r4kwt8zS|(36n7uB`c=#qWQSw7Y8U>$#Rr zjCS?UsjqMCDgEOb`K$`+A(8uGN}Zdve4{HA=~Qd}XL5b1xi!qQdiSs6Mee6e_7PSm z9@siL%oQa3ixpJW?qyC0GnQg)qx@tatcRRaS=rU8c??T?{kpz-o&WiPu>$a<& z$c(|@%-4RKT@=5b%4o6JT3+J5Gxblr!dyOPxbbWL^iGYba#F!sz$-WHr>@tYN%tPM zTg!_dLL65Pe%qh(nnOX=9^Dj78R5)sxt^Is4>%9Ogg9-*VOUQdP0nje9ZkgD$e2uw z-Cq?Ve1_V{b*q~94qr6UvUFFBj$`84z!Fk0-OWla{5YI08j?kBAl%-og?#&SD%|hd zxON(~mQ$ROTHf~NL=jJ#=;*@(>U6({57^!xU6ZǮ>Q01|SFNAz@RQbHfAqb-fy ztWQCLmMsR}N1yK5W5PBQ@Q8Bzg-~!fQ^G#a#(IRFC1{XpWs=EmddvfQvpb2ji)Pbi zPdofW>dA4>VZ75u@0VUUqiImYo2{Zx9Z{TH!#n|NKeC3Kdf`T z^(6qGB@*al%yITr{FXdrRhyi0K+ZF*<hQhG_01<&hiHn1@ty<)`c9!HU3ir;`MP)b zaKSUc+N?!&7czFf!%j?{X(IYfRMI{KBUC2|uY}I5-^uAR@P?4u$v1!rdzWgi;**~; z1J7k4!Ue^xmsvlyP!3!GXmeGzbP{MhjFb5efNX;j;K}CJ$*iYB^>96s_)ZkEs-0B@ zxWhvM`24NluY)IPkfT1y8hz*A20-)8zDp|Pr?cj3fNQZQv@O(M04h8w5QExC#jhpy zC?`U#0@{5P2e@}hWT#CL;-05e4!nv%hV06gx6KvvY^i??_*g&DAL?5#WRl_v*y8B% zxm#mjDW{eF7fuhAvsH`_mFbxWqgZw#vzb`~odMlk7J>%6#(-`f%n}ovI@dtVP)_i| zOlM-Cy3?Gsa)=OJ-`{E!aT!J>oSoK$mzy31CZAOf2P9fUzDg?#*(Ucl9k#Z=en%jF zx_gFli$DF~f8<~9pgF2I>#aw+4R{6o}{S$Wak+lIVSxGF-BCLsKwT|Yl^g1+dD#b5&OzkJ_EUoZiYvD^!*L#ns z6QhwrkO=BmROy0zr+(PP2ZJw=IYgCpkW#*5fMIlzj*LVC0@c|ID$V8%{I1b|r zb=3HarR=$YBm11&rp%e!cESl0L*%hhW}0h_`M;goi>Pfh+aTbv1YWp%gV}Saq4mhbepZ(~iJqVuvitp)p3Q8%#Oovd?0 zbk-(XN1}2Z!o@H8-lGP|3;uQw`+ltZpAbxkoyR0^d|Y&@=0IPVre$BW)$CN--$p>H zAJ^>@F2{58o15y`OS{zdct(x0L1*~1P^Qk~6##BYWDmAqUz3$xk zmN_pYr^P;I%Wcb-_FB#bgIT3Wl(LrP_#XWIf{9bg)#MLFu>V2bN~jJKmK6=;1>*u% z^f6nw%b?+w#gUY@zLZ?i#3Zb*VwI}jkF^`e?A_ctxB!R1cWg;U8{E3;YQDxa5^3&~&~OAv?r8lW5bjiTSSE3aGA$MP^K0tT z@W&$Ye;-D)8GkHlQSU*2FK^Vekp4iX+ELQ_nEpDxk($VJxuf0y(*HO0qJfGc``?S( zdbugCzXIFe;Xu5A?m*b$Z2?)+pV+Mw3f5!hA9Yue1@3bkFaJTMgSD9h`sTMK3eA|) zd9<+?Q1>AwQn;+^SxvHep(=tboO}s8Y|}@! zgc(T{-=$fEdgrSG!oT_<31Hhs{x#a~Ou^5AZH6kj(P$a%QbYryq2+2Q)shQ-285{Z?-#<#Y(w8_Up5-2XHXVXSTt7F{)t)WH6s z^Hov7Xn=~FxKX$w=v{SK$@4L}JcJ?Uibv0adclWX;wJGtJRGwKv(IhJ`_dl^Id_Ck zD$<{Wxdbh8B0B~n4+QJlQ+w#6)Meuc>sfeWemiM;xRG}3577#F$~mkHQxh;M63v6^ z-FUakmBg3oJPV_QkVpUWj=sH}#zsA7s? zqnWCdck$Y;r{BBJAhB>#p6%yc?{J)p&T#C@3ekq6sj4>5`>YL%_*%3dLvTIRh%!pk zVe6N%+VwV|;f^kjkO)0)HnB;LkfjLOhQ6f&Hch59N;zXobS+D}2Z-J>`xBzQRN5gu zeBFKj5WrjcMWnDjzh_L z<4e-=Jzem%?*$DiK3F@_gumE{aY%c?+n8R?Kdk_3+U4*J6Jh z#;fz;&#APxCBw^eOjh0|#!WhTQep#69Fen}Svo`6*afdR?AEK5Og4!UEWPxCi`7Q8 zGXr6LP2x^g?++>2cBC4dCWfxsBv2uZIm=r2f@lrGWj?TmJ^3}8@)Jwj1?Xk=;H*ER zauNj(q^x&L*Li?1d%r5$2Ct218M>eF?C)kAZ2ANic8_10^W5{wfLHCup9o(-%BY0$ zx3xBsmoJ#Lakrus()dfy6C*Daa! zn>6Xo=R|eg$=^i_sh4h|7E$MmrWYJ zllmzb%gYg{piYznt|pYr`aFLVE>4|XVw>XHkvHtNk(np&EW~OBM3&3>Q~G8avj=aq zzP`?L;whV>N7bbA5N9P^fBY!&3*3^Y*a{DH*m<k!#*#xy)K-g- zr#6(H@1p&H^@P*S9t`;cz{hW~rgS%EcU${it`%HJxYF9Qt)H8;ZDD}CcO@sssBg|C zakPQwaPkrGMo^JS>71DPdN4;jMTCVGUHo+Sf50!Ab6#w_FOiLl=N5;(RLG;As!bHO zcephmr&GE5NS^0pZZ&Cby?Z0pOp2X2WnZ)>g+WI(@x>&UnL+rZd0D7T>g@|tr1`qw zv#|jaPR3zs@Eix{aZXC*%ZYXc)=pm8NRcF_M60T9B6L(zsvjqv7xmIL-q+UObJMGg z1XCxebAm?|0X8pGaTKW8CquuX`Luf6?unfYMh1SlUr8VLW%$J~%uO$ zYn7qBlfdb0TWQ4$8{sK*+K% zU*tYvl3u;6Kvrt4`hb_W&9PCEp#J?!vgoW_m(=BOC;zhr~Th&1VMI|FI z61@9m-`SE&s5d!qU(^pFpB!tpdjA;yNkd67U%e#+-Xt` z&yQcZ_2~wmIlF_YI(1lcOMqFY>sO_gUo>o5sDdSZA+2VLa^%Mu@Z$*8-baG*0)v7V z%hg}nJ6P|g-C|#ti-)kDil5~r~f3e(m ze_mIFvp6!oJ)GL8{gJc}yQYQLgp+Kv4=t4y*|s-zb+KE1`1+QRSIuCO3ke7a&%7fk zMa}bSO1JyQY+SL1dDr1x8SoALM@LhhyUn9QL9otnk`EgN?6Yl*fA+5x1(pI@SD%-7 z=4yO%C~$q9-Y{eDg~T0|Oa0KSN=4_Yv}Tj`w7b89NWIuHC1O}D8%AvoHF62*^D79< zoDOA(8hG|%-922H&IR>b2NlT;vuEf8&IihXKi#`{;$vbVe^kN&AkL0R-6^*Re-T<1 zUbRzP)yqPa**FPQdHLOSbrlvl0OD^U+Tjk7qln!AaaYYnL>q7TZKSh>xa7=;hw8e;y#e{~% zI19p|=ZOqik`q*Fr%%zNmRA$N?^D_O(ITG0uz6!Z-CcEdZt5NL1WX#;ev-@O1+&Z) z<>*-^x<)^fV4-n~=ZQk&n(F6tvIV3%F#`CpoJ#A=Gkz@0AL%HdM@cyNJobJlp}6MJT!@thDr*%HzbIey$F}QAw|2`@0+=F zbf|b%4t1L4JkO3Z;ZbU5J*qwz=pRnBWM*`a(ll}RTv%}i3IkPS4w+Z{sa$L9H)D!8 zc#=>*I!+Ow>gP97`g|K#&S@yixgd+|3CXx5n+&|P7KnW-gv3&28v;#RTU8q^yK@;U#5iU| zpKg1!Wfpw8hE?jy^;0akKLvEC4NEAEUnUtoGUHn+Yp243XPxF+uJiKuq-gOHce#`p zLco3=mO)5{Ty(BWvqC0Pd86;y&vAaYuNe=B!-xH{C+3R5$Dqag)5oLQp$Y;;P+^R2RjEi6MI| zF9WYUMFo@&;o!3M$;PZ*LH30jQEpnd?AA>Y`&bg6xz|Q2E?R^rRAE)81trhqU{>X> z(kB`Xj#}_IeS5l!do&$&-pGEm9hBaRl5?Z3^LAXEY8Ys*&wYaS-MIM%kx22II6&tYs<+5FtYP{tZ{w9ZsVNlQBu%}HRC3N)#E zQU3SVXO9kdVZJ?bg#LAG*HS-OynZ(skuqC()n*kG)F@p3zd7<_+`B|L&EKf_DYp&H zlyVyJS;-jhf3G&1^qq2B{}~Pa7mI3lFO6=#rtH``NfO|zKTVTfv!Cq+k6^38k z8z`yuK?HpN4N)lHd9`_4wlp4=N6R<$1aP&2we;&K05V?g21+-ik>7R9WE z@1ik>DxdP&mZ9CrSLF(%oRP(W)0aK`^v+{Jb>7nw<@Fc2i{Bf{YI@)wr_4+bR6oQd z;%Fr%Ac^%cE0+}6URbSobrf=uF4#Pk z`_zRj8?EX0jUP z%3?wQa{@q3m(6dyz)_`{ThAEPgnU?XA=mBfCQ_I`Z(4J3OjclVHkR3^+EOEFlayu> zoA=fF-r&jBK2TOyur!<5-Gb-0@{m;Qg)kY|*+Fl1HppPC?o$XzP3ej$QhX_Ycaq(F zm?@kChnc?-q};KMFGmZ3z&A9f z9Xd&Izc?;B^U5VOzd7VYD7J>L?oO`Mq-#>zD9mT-~WsR!p(GSV;`?S9Nx?iKk!wW{n}f zsBjf}WhO#w2Z}8SDrr$RxIa>284bPf{SeO%lAjW+!f$>6$&$`;Xwq!^@n}?A1c5kJ z@jV{1WXP(J9i5abvx-Kvd6OJ`Cdd=_3quJ<>V&THCV(1h8{)M4;uI4(MA!S4uZd`C z4eL#fGCE#VRm_&QDe`=1wwfd)RvMbA7`+wTTR2&KztQZrWc8&~((lN-It1QGf;$RZ zvUoDevzxWScD&nHA{0CxS;BSg^QtyGqxH#jtUEAjt6-gA8(u9@12*S7&>` zKXnh{7Z~*kZRU;Q5>#AfZl<&x&uC-aiAa~q=CkoA&++mUb2QBJdXQ`AVe{y(k#^3a z3J%EgO*!m45Xz>Oe%oa?$9I54mWS-5&?^~yi6=pIu04kmI0CJ~aU>*m!t$b(& z0JjZGwUS5|%^NitOP)h@6M)t3(5;fqkp-?D4}7U)TCn?HbOU6(iKawl-K{1O^;>mO zkJMj<+~YtRX|rGvC{nJtgEz_T9l+Z&Heovf1I&&_d4ST0QE6lj}UBD$wR} zuqn_Ub1q@P- z!Sgz~1^F2TA;nRdA1z;b8i!~sz^)d?3biMR(*3X>uw7Kq%^b3<^D$Ol_-N0S4w+q0 z6nAPM$tgO$7tM9#ElM398MVfg6IEd9@;)dXNpHP6#l6mp5$Wr?N`9(mAO5P=Fh$W3 zx$06s-UHQw3e{yNnWbv4c*$G_I(&s{s_H1S=@_332oE_$_0jdE(e;ei4T{Jx0-tTS zxPck|n3p$}(ODgKjxs^BmQU44v8=TUhYHUQs#rIrnTQx?*3cnFNHlt-@aS$?3~xi< z{U3yK+#SoyvC=Dp|EDjr*~57w}De}N~72U9yLQFVr@H43=I9{aZE z+Gw7HK3Wz=r5Du)=Xjf#5Ppuz3wSe6AMsBWeeFrj`;od=mblqghq$AwFuBKXSATaT zZF&&fCuNS=#)Tx*=<)C}y^j6qI~;Xd{EP7W%QL-q2#ez;b?Smp4t9)|^QC%{`@z{$ zjLH|{6dFpE_S5|Fdo;u6!+TYye*BZG$#40Qjdm@8rEx0bI&b&AAz;iY6=BP`TICt= zSe>yrEj(ih8=lAJu(MUj#x6HjVk4PfsT}V3T$oc(&xL%A8IU2!@Y8IQj&ZWD8*+T1 zQ$WaWkM%{{Rdx7(24CF!ROc;!JIWFr#%lwUh=&qE^af%u~ntxTVv9aT*5)5jIF=v{pdXEc_h{%R7DZ+c5=Y5t4VTEeqr z=q%SKBtxkc0ISe^(_KE50Sq&sI>MfEux%JH!#=v^*&;j_{TrKW))tf}jEXe0WHep! zelyv{eaI`@np!YV@ZN|QMx6Vk_Vs%St}D($xtZSVF0+@z-WS)NZCzAeN2VRlr_=f9 z8uIGQc8S8hL&{W4B*Tl!GdFYO$9fvXdQH=YR|S2hf7V8b<2l9`Y~{RIj&ru}^PkHj zha(k@&YUCImT^z2qYc&T$&6TQJM%P4qH(Gi*Az4zcj&q`n-chh$GTj-tnE(;of<34 zsM7OnlPNzxdp|k4qUdqOlrXtnJm1G6M3n3#l>aQ?J5An)@=X(ap^&IT?!<~yyAq?jD&%jFLK*v54BPvA=xrS#8>#fBQDg!{z=J$1tWvQpC9VO+^) zQbTIfksBK3>H$cX`3M(Z9mEV%^xG5}ghS(`#e@W)OC|xi-lWlBw&Dq$J1uh`bkWer zItE?`8k14=llcR#Zcx~I(qHMa5-Q$=&rMleHNzUj@KjvUqrU6Sox^pZ9B8BhEVx@D zJ3>_X&=>0F0F+e%x+c)4Y+hWsr7rVb<|(-o^ux#CtYtkOH36CUIF%9b znoLwWIvxIgM~3Cy*CPeSewG`4SNvJyqQd0Dpsnu2g=?w`mXylCHsFCIimOXP+|ReZ@1_$d zEuj#t{`~_{vV79Rt)EVZf~h>GbB9nT!-j+d0m^sM2e$AVwg?fRBqOlLZ*95(JW$1U zC}4vS!ic&*4+-YemQyO5`=v7_<@_ED zJ291^q-B3}06Q@o3lvHyCV9?fHtzQnu}jT@_E9;kSNa>wlt+l6rl6eEaHKE z{+dp-MRtwmLw2FYwVyrqr!z+W;Y5ZTpP!YlkNc)b`J#Q+Nv%!0mUELp zTfY;l-P)I5pGwwElTS_~_o0=ZA02C_-VWeO8~h4~_5FUS14;1VQW0jG#A2!I^EEfeYDboLc;WIY;)$7yxej*?*mgS5;RF%h zoL(M)m+Fm>8sdG?gcX3LkX&1PS(22KH=9`_BcGc}Y8aQ`v{hLQZw&)6d(y_qwMTp? ztxyUH(ISC>MdwM?k%aZ^Oa%Zu^r((qu^S$2ZSSMMJ#k|?YFVlaAjT1V!Mjzr8ya=t zUnc>;f_-bTG=5aK7f3|Q4-Y?gNO z0ydmaiO(c6Met+o5Fp{^zk-k7FqG0)dz~O00EDve0_j%@?+gFp!li~~Ou(1A`@^X9 zBkh19?I9E+mU-QMh>~SK;d2|!#O(WGYeY-Hg>G_I3hs~Vdgt|@?LkncP^oC zf%0hXst+``ZCu~+5L{y!9{H2#YtPTI@q13>+k-1!?ovv*n=1lypJmXcZ{C=cz;yaa zFOhpELkyQqJq{&_%a{JUHaG#4&WVv@if)KzU1a0|E`g`J^G398_;=^seXTrsMdf2k zaeFQB+Jt^eaj}#7X_0fhTMvAPk0_k_0w9t3`ShK`u%U(5B?8&kc9@sXwB9x-vShjV zS*{RejBf91jb&kvHSRbOZVlRkQgWll^J;Tjc^p>$EF1oMe~$7>@Je9+gxQ&n^59k3`{5UJ*k z`Ynss0CVgKd*6S$d@5M~03ALQ=l|ma)4zPM<538N=JKDZ*-q%p&VWD%p@5Ao|JnFe zq3ZvI2TV5Xq0x8tHlX`w{IBGr81kdK;>`hjXocDp@Z2v#46)3-g9ZR6w%DwCg+j~s zfX8c%osj=LXKUQCMLmUllC26Y~-uSE3afW%S-KC_}2%^!5X3kq6|GOi{hWA z$}U^)g|}N&FJQ zcH;us<{zj}>VpXJ>};r_QnUDN2|is)v1v4K`WwT;Z&or9K$YF20nsZ09~QA2-A)I^ z%DD63Rca{~AFj%k+6BRT^cNyp^EWlZG*8s8eINXPlznAbll}iTii(1OC?Tm5(jc8f zk&c0*V{~_SDN0BRNSEZ;C}|ia(p?+f%}5Dpd@j6y_y76*pLdVP0UO_4+YaAs=lS`Z zahp&AeQWem%i=0CI4!D;Jkya&!QhU5YdNGVpoT*w@Od=2>ke7HQdWf5uAb54YOC2G z{Xt3LGjl3#g=C@R*OS{)kaw?TKFR9Qs||>R5O{!=ueoKgOPTasz)GGw%X}wtGUW#* zA(#q$!QZHpKDh!8vCrh>mPb)q)3ZYQC;wfbZOC;KLw^&9%b`=e=r3mbxn+G+`VUq{ zjGY4Ybv74ai@E{#YGD*<&iM0vt5I)eF>k3=D2IY3PR^xr3*D$EYeEUL?rFeh>Tpp% zQto`vn0r(M#LboySq}mP=+YNz?$tUL=T0R4 z!7|?2^4}3X41-Q?2OzT}6#L%2v`{IpD0`EfT4MY)+9`*JjE7iAtK7LtB0jbF+?j1t zv7@V0`Vs`{9po9a&ZUEo}dpO-p>P3_ghw{MK z|3(X^Z?y-xQQQfcCzsO8S)ui;P)s`@^|5qP*+ALYPS!{kK@jGUpb)tF6u5&M)mosL z!%C+w+w`;K`w1%>aOrLZ-wLqX?78rX58f@UsWTU+-PqMkohbt30gb(M`etj}B{gPN z^{jmpZ2eYby5;Z-4jgBNAopY8X9a zkdOh*-EVUp>$>-4zCVG_L43&IE;Su`G)RufrxccSEw zF_6DXH!!-rn08<-i^59)2z*gX0bnOE&DUeddy%0PHk3Qc)_5^-07fe?>$j^^yp9nkGG_7Q%1pGXJYM`tL+qcOmsA zL!|ZpIjB{7^qS|&^Q=GBAcDUuG`vmWIiPI*3qOA>Hv?6qr!1vw&}JU@!5yZ?Jzzrp zQshd~_&;-NA)D*rkedlLN{~@!qRL_Mn%+wPQs-A}DzcH-G-e6@IVC+oDfnySk1x${ zd*r{mnEA2T=X5`2M}68XFo4)*`9|5$Mbr&E=lfhK&n$-gNfCLm^a8KAp?2c=yvp#^b)2F~g_6x#|5<)ds!O8?1SG6PD#i zmG#tQ#Fh1~+Lp}K8-uVQ>~*7_-F@+;aJY4$w3KXZ4RF znska|X7a;nzbf3ZEO69>qQ(D-a_9}LmJS0t3>If#5x_c83FtOxcw4ey|B+s*}DU+ ztVTHSQ)px~91>MGDsxsl38(X|slH9*U;bjh*j*||moyN&hg7)6j z9mTW}vuC(ZiTNT;RTT&Ma%4317%gYgk5GHV5o^2SrQwG@B2NB}`k+Lg%!#oHnq?{5 zpw6xz^Kw`9N3)$vSgr=_5nLGzor&GQXjqZ`26~YCIoF4llM#Q1&iBIatD>=1yX z7dCHWmp1A^(p%3!z%UyQJoZf)vV_F5c^kE~Q3A|!qXAf{d*j)-xj<9g&Qb*mO}s(5 z3`zBkx+%c6vc-!|%1u5nkQp=XY&6Kh`e{-{IZJUhrgT||5fGJRGnqXnBB4JgejIbO z0>m~0u=6}YoQPOSW+ZFJpRX*cJ-X@Tzv;{#&nPCw|4TzT;HluXkg5MH6j-^#cJBaUf~Tf+M=5I3OJ)QGe`mJVfoKLou5|W|95; z-z_5WLH$bbAE)C@%9D{}8IdSxq0_37IP*2_8?M$JBgwnZY!Dxe#DuDun25Lb(Rz!HZ}|fR3(RHmCrbw z=;-ogrwwZA@fZej)u%0gI|<1>;k1HU+lun9)S7Wc$){+Yy|`nwJ+&!}@#z{@@o6Pr zAnSER$8DFX@NhfvipQh55_NMtM<@0L-M(y9WIPxh8ok)TQE*~T#qUc~o5E9E9b@Hk zRV%^CJ;-$6$oTjT|7v3##)UV%Z*34W!B!@}#TvGyk>ayVR-?;#mWhHE(|CMV_x6ca zZP^grVV|qgsF7DNFY#@}obSc(_1Q7>ukb_}1`v zRDKM-?LbMtVGV*o`nTlPCiljyd6%+CVs*(v+mzaGo3j=5&59?7`+p6e;^A^GlZY>5 zUIPsk;rNa}_ zZ)dP|7j=W(8`an9ByXzU8qJgMWXs#cuf2YkT{Vl@(wqC+{dNN#wRTs@OVEISLpvYH z3rG;sx2c5a0OAugfE}4)b$rl3>>+hXoxYJafDdCw0T~F2X`AIxDabt1i}r$FGlxZl zAP9IgM_=|!D_YO^`{-OL@3A(Wj%?G-y+V8t$y!D@uT3{uiW|#?vJ`b=&jmklwba@* zZqwYVQR-d4#$H|+YwTWQVU*Z zGG3PaE-miv3oJ8p!&w`pQX5hBghlk3#w<_#{v9dzqBF}qwP9y=6Qq|Zs;FTcZED1J z3&OycTBOd`s?n<@9607t&2tI!*bt_Pn(9f9Q1@xt+>M5vcYEr$b~@?NH;-H-8wv9t zTd~Kp?kI3rHWR+otE}TQnSN%JNu@lpII-SRX9c0Ex%Uwt-2VP4oEJqZHM1TGs;L69 zbR4LmtSmMxW<^B>30~_yxe3}d(39G9h0nlhr=f7P9pC-o$oSfl_*`4?^iXb^yv((u2tO}Cf%fcZjQar#&foPL86f%A4_1Td|P zyMdR$qvNU;Z`O7TiEf6Y?I`(NHF@AoPD`=@-H4tB9q>MZC)Vndxoa#f!iDEfsLxUw zI(>_d%Fe3*Y9!~u3aw?7Dt$@tU>6Fc;q$!uv=J8TT|nRRla|S}@5@_PDLIT9x5ZFs z80ilvbs}qsZMN-s7=%cA@@Rde8Z=RO(gN7F?QU$_gn70;Wtw{*0V~}U(D3%t@xxip zR_B22)TL3iq@?~!?f+WH_-B;?d^do5^(?cpM(3%_wSYnXLzjQV>o>*sB`r#(HKX<5 zsel1Z_`U)Il}3Gl%xSi@zSICShqD{IfDpFSkvoRE0c|`hUL$o(iotI{Z$Hha{g$Hm zz15Z~#g5#U{1eA%IZ#^NN{Y(}NLQ*L!y|9{SK@c^E%z}V69k2h;z_!J9AwGLO3WA= zJKmXyama6_U#~DqZI#Wco3@b6Q&w2Ln5S0weVweqh=8|r$gv;mT5uSJ&*S+1EtLg# zpD9^~tWW8)qxq-3gA)}suV~ASkco0Zj=j0Tk*!l>YH_($H0;9nDhyig9Ie0bbO(iA zig*_r{=xd0e;Bv!J7=HR&Oq0n`NqOjRP2VCnSO6n5Lc$UssoL^wlW1;6PVms!TkK`>>hD&jg%gUGq776 zyili5-*={zF*Qm%Lwt?vs&rUT>hxE`r^weOG*tx zx`=N$Tado3KJJzYP=}@QX=}~?ZIo2j;{s`t1(CpY@y&O_k+BG~5@{Hn`YcW!FY8*} z$-8nLIJ@SVFA2S6xr&%z%*+k8Tr0H4wFIV_Y{2M}!}`lYaV>k2Y#{LGzi#fDMq6p= zh8WYRW2+VeIw`yUBjzQbA`7S;zrUvmq@Ulhtfm8$Y?IWB?_{!|FC3*2YF$(8M4M3O z)51^Q>hzWsDz7ZRMUve`Q~^@@e%bbHVCLCH!Qnbgs+~!3KTI7l?$iXe+96F5vfg5u zqYZu;C95uAN|$G>|_vu2{Y;{)8$Nwmb1S~29?CvzM0+6Y?rO0bD#4_mM6b)b+eWv{MA*9P(yyZ7-nZ=zTs$2=oOFZbniM&GE&DqM zfs?`wpIu}os}4--P4)x>mzqLw%Y6ystBBO}=Y8Y`E8 zU#f0feX`1e`gXv7%|cBJj4su_!;&q8gB)VCd=VkNOF41^VY4t99+fZF#n{Il8lTa+ zKVt(~5bDl`=}Lvb!e&ETUQ+wEAKoXahqKd`9>9rT*!;f-rJ{=r>w$ir{&dd$W~yCwK}2L95`RQy3t#81q3ed+t*lA+{-|!N zRt=qpLWVW1;)O?HOq>}ym7v(q3*pmOB{U8&wqOs>N7JuSFiBu*EMlZ1Ce*1sGVEXtm*d= zvGVe)t3LaF%S*=EFJqN%E@@a8jf4xSqU7kXqFTz&Y?CAjTTP~D=-pHT***SNqYqz% zqsRzP&qOO$zntsedmo5J8DH8g9(E82BOX=lekkC}fAPslF3W|Io!QfBH2<53RLQ`T zb7!bjOQOLd_v8;S(gSabj=I9 zI<=7oGnca46bX+Bk2rpI&E!6vJN)f`p}4NiK7!q|xQ6Z%4)&~czqsR3`%L7dQDh)P5pH-`MS;~6w#p}E zCW($$X|l?9$&HnvhMqhDb|tYIkKrMz8$g}xXva}-Q;dQ9Zgo47YbC;qEIPhPa|MJg zxi8{JRTi0tU+SCJ%k13D4Gr%x#AqWsl={!v&=LY#lM_`;T}OCcNnT0c`ufK-+?k$m zX^+G>NSkwLFgcf*<{5{u3TP0o=%^$|#e~sEXp?JYceU3)ASGTiSuu|I&3wQm9TRT- zSiq_;aKAwK1pb&y+eM?#)UJKaxfLjG`0DJsL1Huoj}wy@iq%>kRfU~vPMB3|Ek}$u zNAP_pDu=SXKZtGk(gn{MSMs9q=JmN!`tfAg*F>)Xh?H;jwEG!<>hdwQ@ekJRAHTvJ zj>v>Nl(DYJN53~QX^jYDhWd3x(v~+_mT|so1$jIWC?sAvm>XHqC-rK+kJJVc{LFHC z%jIT`3SzSHAo@D*##W7KH=pXasOPN^{exxDay5rm|NXc|=wJzNORvk$c}{_W@TxRz zAmm3-MByTx2;2UAVHqiP)U3EswHkC@cXg6YwfrU7fuxq4OWLiWN20EJbo8+btn=^8 zTuYodUAj3q#!HYu`yKeFzN>-F5^_b1u@-D#-KK#=*vKS0xxg(BIK;rYJCxJ?Iqr7^ zz(P^=8sUWXMR0in^4%Woo$i$kn@skCoRJ4s{!xpgZA`POwW#iX`LK_Wv8V=kEg1II zEu(03vPN`FdC*h;=eDw&U5Q9PVhsB87sMImI0mS?iyaylq-uQEYAyFj0;vtGh7yAc2M!|(dj<0x8X49 zX8fc$__;%f^AuESHQX;y+k(@^Tz!qt(`2>F6bfQZWDcUcYP6+IqGo)uRiao z_mgz1ByrHp`e&=A1uKz|^|OVHy?Az2_+15@$7ewktSU zf9XS(m>fGeqvEULM#{^YIud&-JJvxtB_B(QJfse`>3M^9$qd)?Emhah(|E>@&oZ5| zTPv$C3Rf&RLAuXab6xzNAAT(Te8kaUjLn!U&9}2Ur?M zwO(D}ZL!)s>n3J<7TLCqMJ)%yqA0aqP0(1_eYRhv#Mm~@VgYSPs2XR!h5s1_ei7=B zk0kh*ysngbE8vbH+uha#yn2K~yFA_8+ z2vl#?)}u^y@58?=2XYcv(}!;7p*L<_fbgv2-G`9d z@kWojXCB6%gMdt{|LD^Ey~@u&_81`^2>Df7{K4uf`GfVbu%x4@Sj;=%GbL&DRUAYn zsYiEb9hTDg`9}?IvptpS8Q}DxUzh<2u7BPUtzjw4NyR!ULx#w0-YveQ)kR+l@Ba$t znWj)R+G1cEnp%vBuGbUI_&zLNsv@^xO80Ke1}=sbQx4teYoPoot@O_D@~#{hzi*U+ z^)8M?PXGY|a{5Lv@v&e1EX<2`T;4U<;SW}j?H{bR#F@s|-F9o7>q=@fcI*jm78PxE zmo#QINn7^9g3jUkB0Coe7dWs82rVT2e?`@&KH?DpBEJQFKR7l?a8XnrLZyM)-#Xr?PB# zr_HMG-uaA9Ue0uO@2HC1T45#12Z&Gh1|vDF0TaFG@ASsJ1gTI!>r(z`)RXzq$SL#p zQBMx%r4#P!pe!1e09losko+DAqaoYE6@1+6;(;mVB2RgK%tTL_!(&J-H0 zN)v)wzU0Rg^|V0rs#f{WIH0jO{^NxnrwJT|A+|#`tsaF9+LKZ;mRTu{$NJi_GCW!% zyBef%g`wlho5OCXtOMC~g;l(6hV}uBvVRk6qo8kJeU&bUkb-|vEMngCTLG-bOVdU8 zfp78^e(p7PYN^uFz0~*$`yCt9J13_>_nF@Z7AeKj#bfRpu zTQ$I<2|n~0{dH^AM{XITzs(!J-d+}eYkKE%A>#oAUnIP8qh2f|$abh+Mar=nY+RUM zVCkzW;Y4UNy=n7)Cnfnm^>QZVw%^M2aSYBnD(TGV^8s=bY}wA1_XIt9@siV|f0eSkPZzZz zj2UTq6RBykwr0x1&HO4IdZ^4kFlkAwNzP!Op<>>(LqoXeBJfr@H+~!^JHb0lS=C95 zOaz(W7=IvNGHaWlz`IhRVBZmI^P^V@H&7%Dh}RC}(`JmR9=44n0hn_aS|uOI@cb63 z4!F0}YCVdEKS}||>K0~i`=5SySIYuvSl}$oNJTpw)!N_z%EA(a`-fs08_Kzpdh<$; z*gV+aTvCck3cZzPHvSoEbHX7`i~ z2dEwWlsMXtQRe$E4ifQln?}-8{No53U3WKxGF&$+q_(jWynJZ!N-R5 z+IEO`<9Z5oPH(f(!^(7qZRx`5VDJa<)z!-(n=E?0B=!d@)vbK8SUF`n=-Zc2X6$eS z_52h$u@DKAHF<@vEZVh9_=R)z$!2*wBV(#aAtj|R$0xgDlR}a!^LbX^;tK-k4hgIa z?t%{Ks(zu&Er;qVK498QY=3vA<^>Ga=3tVea4m%PS8elOY5-0C%r?g|5P7?)*copA z>)mQ*yKagfirM0q#u0lMV*GA543Pc*)z*9i^fe{LJMv*C3@!joexhdYrUriZAAYNn z0?_1}rAbN-ur$d5+}t_s2D&sT{#{1JBm0g)P5 z>`ILsHjikmsp`rrbxKwnjg`GC<@*VtaID5E*e*^Iml_8s5Zw$I=pF&W#jLL%x`h#P z!w-g4vc5*cZ@WnX%-Hls&y#bb=aHuk`tA&{VJS*;DFgYxI~BZtb19nt_uqrHG65^i z`maN$Do+PrRMSi9Kh(Jy?UBU_b}UqI38r>vuql76{ZPAr>m&7jNI?b+7L6?MiXS}4 z?SwqVk-2w#=VA?{%BJ4!*RqJV+8L1p*j zld~X;RruM6*XHhA(;uu?MVD2#Dn9*xJh#wjQtwmY_j@{vY&b5B-Cjkl3Br_MsUB&e zlH!Dndy<=7E@|RkM(#mv$1}U{&vS47Co%Q%r=bliq|(D9i{~lzZsvkW{ucJRn5@HT zrkPH$d`~UtoK-`rg7&%q&~*9X)-CJWtEtJ|Emp#EZW+eiEc7n67MK3Z@Iu2QIR%B1 zl1s9#H^cqUqeXu&UBk+Oo%tT;>uch0&iHi1CB@2|!6f(K?bQ+!h_)?nF$`w$ohf`p zq)D5w+;@{^X}xZC*NL^yFGtkg%z-SS;ekXVKbwNR|I>n61q}z{eMuTd+goWFN}5}+ zSa;-R?d+|ZG|uy>9qd0?F`F07r}s)>T zgc1ixzq1d-J=A3<`)mh>@m6CXckc>D4n)XN*=-DYdDY>(k=q^BCsQuo*Qr)Rn4tMA zM>Cob^N@muZ{^c9{t7Qo%oA*zho{Dm3I_yTUEoZsnck^-HOKYI+aj&ROAQQhp6()M zNx|^PSaTJJ@i>3r#O6F-{>mS$kpd zEt%x2$98-nkJLYk%syJnDs@2~iV92#O&?agb3;|NVH%!A9$e6@Tr==Pb*&03p|ql? zL*5u5XYi=Y%t40mk+-cYh-`etfP_3Q){RJaV+*`Y;9|p`QT|qENLdx{JSlz8dUS52 z@#;xAEc`N?H0EsLVbSf9agE`bfV(>=nh+V@$f;G7J19ylUBO^~YtJU;4;FNb z6L(dV%lI79LL%>;w7lKG4VLC3^SE=unBic2_ShNxG7B`!r$gPmqWiH~u+M4=CHJq!d(F91@_LN^ zoh8z-Db1`=>JJvL_Wm!O^nnOnjqJmSLRG5+-o=-h@w|hyejRCVFtR@rexaf*i)1-+)97ho>-NL++@2o|dy!Z12`5~< zgk_EEJJ%~S97ZiCMmJCGCJLX~CSHK_9)4};kgoQSmQ=a-@*qbu2Hv{gVxh zNzP$vB}JJr!A9LV{a);%j)7CKI!qq(^&)MVf;%FQ+ER$A8=U}d7gKVp;3=7MWjQ2N zr=nK>ZBOzRL}3{_Xj{sqWu=*l>>Eq=XGaAy{j$&Hl8w|(%mGMq8AVfnf+afHtI-wP zu(YZbmZB8aD|hHCf38Rr_>1&)o7#j8KE%sA`MfqGGK^~{*Qfbzjy`M-Tjh=F+s6ec z;|klN`no(TdG)PsX(Dj-oE$@Awf>J&K#c)te=_kGz3Cv@@7$a~km~K%CB{KnVYcxq zAGQ%+hPT6mq(c$}r)LCK?UA?OjLr>_$#vn~XYYMNXrt1- z>iX9vG5iS{r)CXyc7|E^i((DNuHApvR3%t=cc4HD1>PNMuidPy6j5~rk_G-Zq26E= zGFbovkY;yQ7NTvN@Wje$+%U($`qMFX8^;WxTActy60hk7Xb@y#pmq2++3ByisD zM*3CB83U*B;$vZr%G0Ea&+~YS$xd+|Gjar^Xs&7n>vWGofr_r~kAZH$%$>gP=fZZK zTJ1l3Mf$!kP!Y49#p#0FLD>D!EZaL$EtArd$HdvRpDQ*br6>(oJc^@!v-s`v{71Id zCNkFPLn3xcUc3)3U57#WGyN^ke;uasH$SzDCn5_2^dbL=gFZY3X00pI&;RPyDldMF zKM*W^UBvHGEWuE@NMYxf>gsc!$Lhsea4IBcqmUL%#xMfp1ln7;b+!EI9p&+v6j&A@^sJ^)O)t^)nED296a-_nZ&?q&w?5 zwQ%FCQVK6MFU3XQL$7cb2U66ss0Eb827zTl(Q(jzM`Eg-GT?5Gfp4rFeXOF*ED)X% zQHoAVeKG^9o!MIDMyV;fxy<-9V&T81zykh}OzFC(c)?jibzp3VsdIxm!&jt{fy*rJ zX#F#<#E*LcP6V+Z0sfqvmpv+x9S;@^Y+_F{WuPwal7g?3jtOh&C%pM>F>r8oDN zT4E5M`Okd4b-choSZ^y<->#?o_6@$PA4tQD3%lf-sMQZ32s9)4zMAl-Hp>eJ0cyhlLdtMRH9v0?&xyDnda&-R@R|+Oe zOHxW#h77^^T;1HyVUQW-wfq7@D_1~8zH{d`A5Q5z@sqIW$~w3eL<4r^N#G;vC<1y> zk?_o`ZU^iDwvYW~Q4<4;oAY7h^R#Id`nbyVk_a9)?omLaR`*dyr`-EcP+%(V!hEj| z$8F_O`(v3sbgrp$e&?8Us%zl8{D_w+_WrWx#^Ms8(iIun%-?%iwA|J8>oG^&WNX6( z;C13_TobTw-E%z(Y&0J1BO@aBSWSPF5}PZOHDF0X%=g^Gn~D!-NSrdTl!Vn+U1(^B z#o?cCt)A#tT2VqRM~f1~elf;#h|Hd_6=hI;lVSzy5b)xL1ZH52ua5iD`$y_e;YXXch-rQLdqj4x#c~{e z@*eetu>SiPRj(LvIYu{VtcgoB=YqSgpQfu;?OrVH=lacNR=y#8IgvWepzlpO`(+7e zGLd*2(Qh_-2Kri{7z0SwY8d}sJ~H?_HSjgHlh&Y+R@WNJ6HX#_;XalUmiE-{2;Yk> zKU^>1(_wx3{E#cwEo5wV#j0pWu}!*2ovW1q9uuh4B^8=67+c*mnOm~X;clF^*eqPV z$pfUO?0HOF*gPw8-I-Rsu)06nIY&VdULuF4+962<(UAeP_rk}UpV!2}f#j)-vBLSL z&tz{#QR7xfSCN=9NtIHDIZuJ}8L<}wRE|^Xv9@{;i%^O>OFYo|bi;N(oBx6^q_%4h z*Yp(^8_?F7AI0NZU8+A(1~$R3fh_K7pnR1Cxc8Cwn&tBi{msnB?9NRTlsamPUITsA zG&iSOXBYuYDSNTJ4nT(iw~Gm|0|xfJ&FZ(U&h1NgigB%h^TEICUxY;gaQXT#&9UEk z4DH>}!yA8$C&E0lT|C8DzOkmdD<61i`i4$7^4&EisC=Fl{Wr}XCGiIU#Z^T{sfhhU zaS7zmDoUY1M#{rnKUrGZFct3m;eoCY{#(KoZoZQ-Yg~s z>OL2&SNjx>{^J-yN=gjp%nT% z*f8+hK3eRh>yb&3i#WsiFIN89V}o}0a9Xq^97+(56)u0S8e#wU7-ZoIafb3l*#R@f2hsfH#2!jLvbo zuZ-1~W`sn)iv%qDKcLR|*sF0JP`@r?q#@HR6ONk za9H-W%LAEEY`I16@{H$Uv;$xJY>OZa#@#ok>{HHc%!-||1IHB7Y@Z?^xyCb}BF|m8 z4)~;E3SZC>YXdFQblz#9oYvoeWhbo_90(vLKSg%QR+WC^G+noUJLh7-=*Z!fwzj5DP^9MQbw~eSEz(CA$W5~sfnNci14$!UPb8kO4-Ez8g*;!SoN?} zFl{W0?8b@<_Sp*OOY>OW7ZeAP(jUIz3%ooetgV45<*|O9F-_1mOR?Ja@ofTi66Q_t zbNRWM1bk5Y#4?mNQ*~Tr_CSJJykKW1B?>*$kXOT&X;2p{c_PJ1Z!)0(9ml^9S_t|c zb+5Q8Sub`X`kBe5o>{pjD(sY64UZ2N_3Ggd8l-4C<=ieL9~tR8sN6wgDkthTKEv>S zFY)OS?XpwrFcOwzyX#IG>CbR5nchZVy-vs=#@{xO5X^|vE)J$N%r^<{?5>$6n$d&P z#5ab_YA?o9_X`Pizl=qrb-m^svZ$)#7lfr?{7x+nOrtg5R>{>;3Ol+B8V+D2_gALR zRDHE9^4_7VQCc%=Vgfa9$FZ~Scsx?y zn88Ao=5?IG!zySXs$o*uI&qu{e(Io-j1;eDSv0;eWhI_lW%NMfE#4a4+IYz)mawpt z1hqMvpXG-YBW!tYDuMAU#Ed;(s}f@{oqO7cu}P)hw~5{DOTQlt8-F(c%qDWzFExld zB>PKic??Ayy%h3GI}JeNY;&b^dxs+{K_sWG%3waUmIJ4X(iN#nyD8F`wVj5#3?ip) zpi5^Q%ygaztl;0!#CqRC!Hv^06ufkuGuRsfJ|G_t3yWGxP^E>Lx!*!Z!FW&ec(l&8KjVpq{z(wqTaD^+ z*Zm%qoxD19?25h_lC?U)*(t0s<*X{y#pY3J-cSgYu(SE*>smLLYAmQ#@ksT;m_V~__crrx}HN&d*^{#kW8H94S93Xrk#0gBXv zdKDxP^-q^s3r`joPS?EuX@j&axgbnwBeZJehguwBK+Ols3;-w-bNq-?icx#^yb?-QG|&2d6l zbBb7l?;5(agVIb=YN?OwyVRqn zg-WUIHu7GnUvgp?Mlc1gh}ZGI)RIXl+Io@$dTi$4oVbHu@d6K;%*_f62%(2nT7;|_ zu6-8;`UH2?;TqycEFUWk6rl=PJG z@kMf-vUBI8ThO5dE(BS=#CBAs$DCtdu1Nlr2J+3#CB^NI{Tm9~hPhiJ89{#S1Ws%0 zNVIvyWEq1LGNqGpIp0nsT;ePZs+glP9#irW@(s&%UhhI4Wkmk7+)fVg=_v;sF9}h< zXmz4Y`8}=$T_zv-nmRV9-T~=uU#+oGa9^KxHoXST{Ay^YGqp)^eO~hx_qZAFNc|}p zJLl6vlDe@iH?_ImP?Q()XNRTf(1~C=j@K%MJ(;3Jn;5Ulw5ogSsm8j_Kz4b_NGG_| zY0b*P;IpAqhpkCpn`QVD{d9I#>b@R99l8%NAY8^-B)p2%dZe-O>*+=fv+04hS#$c@ z^->(o&$39SYAw5VK}hZ@nGo|#O3^?h?EtZ1QaLnmr?MsOqEN*b}Ux7jw{v@b4B`XZY(&1&JM8(-rAUy`7WbyKT%>lS9_ z_W_L(=~>yjTMMxi7UtQ$lA_u3iF)si^BIJNQR}uSqd2ypaB@lQW-pF=2@x1l#9xm^ICHZc+1EG+a-v!+7d{1Cx)fpR28DMNLv)ji>w5 zS8<7LEj#AsSYCy7GhDegsU|jR`G$vd<#f}|z+|KH6r&7iqv@Mik{KYT@meZ5$vG-; zweoZM&uoZf^LKff?K}QXEKb2o8^Ov-&;Yw!g933~Uov_m|qVLjacZ5Lm-$ zy8mvM@(F|ki?|O!Q&GNk&}~4k>f>Oos#(X9;$L6nd$@;I1<3%mDuCtq06V;K;M@=O z03)i-qs9cVr_!CBFn|rI0_s*}v1{igt4lS3Zn)-G_7UbS%|WN$l|7bj;dJ>YaI|9$ zzl>Av^cO(g`qmFGh&b2xerWdpUh4s$z4FrHM1ZNk83$uN<0_$9+PiwaHzS)zNNt7$movwusT)$X7p6-g&(4AsYu4QWkUZ~ zc&UpQt6NlH_Od49&Wm6H*~4FadAAl=GA4_Pvm5$Dtjk%SwYvtwQ7VwSqdDy={D2ps z6`A^mi@o{hNBRT3+e6JuY|r!}T^QNzwJjv12+PAAPACKfRfEaIv_&JL9tD3u$?C{> zQjp~7-`Wq-e01qP>BP4iSs?*-E9p3q-s~Gg3Lq`7IZeBedgNEcCe_ z$(BBwhp`qFIob4+5Q7h5CCBkai(;i8pzg&IBwZ8NHiU;N8YPokxP2cTTB52(HqEPQ zzd3s*?)(YN_SW;$doj9xysF5lqvs(sNRR3VEvEsT-y>6RFUpfbw6}R*O>cZN+~~?N zv~fF1zn8l!N55ODy`MnZ8ehYjK-0=!Xr{LoU zs0>7QcBVMLOk$J$23O$J9D?1W-Emwf63do5SeRt~VCgCym${Yb--(_cjIw_rn3#G& z8#wuT4e+retA>S@87U_>XfuLAzAu02Qv6SJ!M`#kG$2z7^b|60U|&7EURMBk*`Dn` z0;ZcsJ_+)hH?Xa4{`1I^sEFuy%D;@wKDePY@1n`oo!v&58@ z&va^D(D|oz zJ?4{)2l$$r+|AzrU*qPJjzQQ)LUOIAKSg4kUx>P?ZI{ZWGN75oYo(TLn85u(kNpja*2C0RjQs}=QsXTRuB$ZZ7!HM9!@x&U)pK; zUdl$B(Tc6ofWC%aBv_)7U*3T4oOa}w{;vh2z(&P)Xc66+2+Q-y3HFW7?P(BtX=L)P z%fapInkM<>uzlWW(#O&&FKT_IAGbya#!EeAy0Bd{GWne1$$nGeWb}iXu7no;VA%@# zqjSA-8jdIMp;{KBrSWlQ{*Q{rX63JS8x@r{Mf+dp-WD)Xu0E=@`o1-4gnAM3ZhI@f z>I84_%3jwC0&IoC^{f&Y&lm!GS#0durRwN^x4f<^y09{%9*)`feY38vZ?~ihc8J+- zP3Wwve6$HmbO%zd=cF6HU1+2WFzS~^%UH?;1Y`OP1(a!48H(5Le%pX=X{PtfXyo)) zjJ%rR7{5~iGqRx8an$A%@!e@GK4^ZaLQ73t(0Rnl75O#z2yX?#F84qwa#TGE9_PmG zu|dj_4@T$ZiT0!-k{=;V0brav3kDtvMZ~$GwTFcYk-5S*OAtP8`+RjdWE=2<*)G@> zN(Ij0f43bDXaxZG7Cr&+vZl6~9pBIZVV2w-*jf;j&|z{Le*^yUKLQuon>^HRha$imn<9Ze^lGUoi_ zBRI%fYcmIEuAhnU8%i)`tC_5k~iiMVw?7w58 z{$Ra3{U;}Cbe`}DSF%7bg$MCX()dr4W|Y`JF8<2iFK*Cex!~y%RO#7xiHGcJp&jAe zA9|QBZiy7uRc+5Mb7qe7*}m zm}6Zlqy47n+Vhbm%xn+(fUMtyPd0Its+QZcphVd!opq?-Ye0i{b&T0!*Pqh8m2KhN*^t@W<;{^63@-vQUPE@tmzALns? zPG%dryXN?iSrK9t$Xvv11kc)lO2Nj}g2S5_VU87h25sX_E^-QKVv*hQ%z=+)cc$m8 z1>nNnXIhPT`tS{IM^z!iwnfGV?ZfD|>7MPe=dlHe>Ep@|e!fpDK0Luc<~}o03~9ly z-Sg_c-ZC|s?8)13b~WusLqthtfNT==j(hw!Jlc`N7V#RDdLnD2ZPcr{16G=D=1sgW zD?iCu^4fWAT@1byXRT5W$m;LWXCLXbg!{d)PS>vNLG0S!k|H^Kct#c)D^E#wyUy|T zE4EbET3G>YpQ&-cEzR=F%DTn*fwz9}k#si_4Br$|SRGLi3 z?F+DWBO+OvJxU?muFPBLKJYS}rJXt4eDCQRfEJCv*3?8XWb{a+n0HTlmT-<@vr7X= z^vG}9HGmkq2sBGM&@A3Z*u^K=0YvEmpz9kn1~x*1EZeAnLJ-x}`x5+j_TO74(CpQZ)jbXW=$^-afz7S4AL7%+ zY*lVoi4e1jM|6;?s)iukL=-KYeV0|miz6(+gh_UNR;lCnYoW6gUe8_pV~Vv=^_ySN zL)IG>h=7EbLOrNJ31RxZCw?9#Dq3FTnkMTa=3=^On_tnF3+$#Zs6ns2U@!csu#-K$ zOX_M#z0}&Y#7B$DvD_2Yhsn|%yEooI8b{>TJ#K#>x6Tq@f&WanTi9hwCbF?bl(S<; zwUf>8{d!Qp*1Y{M9Lw!GGX6o`Wg*GX!m4(LfD7I{7uJ1QyBAE>l*_XtFFSRl9!CMg zxZX6%irl(RuYh*Mw+`Pc!GinqdlOfTP+EC@&EA!U$M)X^eCp>aWX_{?jLV3UvtfjjH<)vaTi z-f#m8>6HFG;Mdb5@OZnk$k3OZ9azbsPKWz%>^q`=;l#+Q=czLH`+v!zjMX2WzF3t} zQB-cReL;J8W{q5js@GhkcVwyt9*VHo7SkA>rYg)h#Hx(Qe^ka-9mMPy%3P99^U%yl zZ>Vczc$CGqdTFo0kY@)?5K0pZM5#Bwe)54c$CBbkkMG$@r_9B@_5a zyBE@)dQKKcywJ&9D2>Pf?*NEkRL0gw6;VYfIm}8MZxwJoE08IaQZU}Cs4=GuHGi1F zL{QAB&WkHaWHpt-q*nMeo@zkKZ$Q|GNo|+JYO=)8qM1^VYIRhuf6!ZGLDvdeTA zrh>mH8HauKz@3#=wW)s6tHBXdT(2${AcaDT7_g*Ums}3zKP0mnFDkuWv;8h9ZY+QSSh{AVJ=B8d(Gy16Vv*G?ReUmHuc0gtII3;nzIE8@jHsnqj%av_h6hE@Jd_w1Z~z>1qz=K_d}be!+blq@L}K*{2}6#EfvYS!nJv8k+Fu zjn2FJNR=%nE;^?_I%MtwejjL&47&F4e_D8VK*KlUujX@zuIjI-~)b|CY#@QoKavHpSt*ymf-fckoz z3@_An7}!?80%B#hKF#V<4s6VtNz!b?>}Q{%_1tyh`h?7l2foj0yQE(xWEFy&Zyhvf z8a6Pc*RYDYpgQ32Ic83(QirRkNEOIrL|Kon*REci3~JWC$9)vPiC!(Ev2+l#Ef9U<2 z#|qk4^71Kbd@R{KHuPSp91oaz$DAMwyd!C+S0U!n3W4(6YUYVO^zl+Ds>J3p@kW}6 z?&=a3(9Sb7Q34$*+jt7u*1S8EtIT^2wQkk8vGx(!)X)I2ohDSqx-_o{fuvC7i)d?T zVA`G$0D|M9^$#uV;xO+yY^SYC(XbJ_=mi#mmIXfrc2rlTZ1@R$rE#NZPrm3QGDvs< za=d^ktiZ~WV3r<^?LGTFPv1JBzyuFrI~QTB1q*Z z5|IU2ce02ffL9X-@UMTu)wy;TeUcwV@B#%wZedJtWBeIbrZ8%NkP{8f+e!k0XYa4U zfg2Ohj{lDv6SHmF7V)2<66LpFiVgk30eS1+V|AOj-Q@$ zz_Uy`rZ*@X*)<1$nF>jQ)2`e~~bw@(; z-b{1(M{e5cbV$EIS)AWn9n_&}!l9lV?3oha;rh7ydCKe{aTqID7N9r6vJlOtsvoAJAtWjiI zXt706rbDWmJJi#nA|1_if0HavVSZXdvm~L;Q9a&NK}J-jBq3N7yl#LuDW?z>JV|<# zfQOs)K#l&Udj<DX3D2hP(``UA>^vFpkF98oz#B?0ZCfm-ms0saFmy#?AH#d4fvB zEpIpfX887}wpVX8r3K1JyCRr$eT%u>`OV1jnDDVD?A$WpBiEh1zdzvUrgh+$z|?M9%c;duxsK;$t{1@(tifSG{~Ts$bF@bA zVuxw@a6=_auxWjK;9B&7D-XL)M--AnWHcS3nTXe(XvCYINvSKW@8SG~aSVqtw8z3n zIn^`z8za6ZVaVr6lD;*e;c|qdtdQX`_ZB(EyQMr|B{Wp)(#Ec4YT0KpP0cx`t}nj7 zaHdZhQa{yRl5xmo+T`V%Gt{@AJLMM{SB$Sq8BHY0@6Z!aJ7H40LiMS;79cQM6*m`7`-~n#yY$bRJPF$i z1)S39@uh+~gddLJ6;IO`T1tn3+YbQs7xkzySk9Ae^2R(Er9G1*Z|@#)fZro+ysPzo zHxeL3^AuHKZd8Ec1oH}oCGf0--x4fE36>Hh!$CfUY+w4A*cmx_8wPJdMSI;#tJKn~ zuI1Gtt9cL)&tQ(8)iu^413E-Nh#6mNzPj>A_&NhHIJyQ}_faAalQNluDv+*-=7Vur zFTJU81n<-3JkSqa)Qlt}gLpBPl*Cs_64|r)#yXGjyoS>y;M@#t@@@%gO~Ie!t)hQG zcTd_pM0{i8G)s(J?+5J}6vetJn9xtL7H6vA#LP55J(tqmvMDk+@;$*Z^>b$Gpq*G( zx!$x1%2NG`$cVN`vIo)`|IT9{U3Y?=S~|R|t)n752U<~F8NBQQEm1ZclszL6F(Sqd z6Sk$+2mtN+=X3e0$KOXjmVNZidxy%OmZ-^imM9Tsn~W0nDTjAQc)N^R@B_Dl(vJ%$ z^TZw6CW`FHMV@@7W$o;_h!*!BscrqPyw$UP)%vS<#iYq(fu4w_ot}qSszc2=MWj-s zHL4#a^r1E;n2}RVDbo1Xd|OB$FRohq!rE}@VKzNnic7hQoNLy;8l*q~v^2cdm_a#n z4_uz~L>8qz$#x|6aCA`DDtG2yV5SzHJJKKJi+I7k06AU26#Z5SypC@xC6%q+;9CvJ#K?N5P27CInAcNYvHo&1 z&?k@()A)2i7C3_czmg&?PD%nq*YN*S*|7j0ulK(jmobgnz(QmpzW^#c&%+`~MiG~q z->(Dg{LO!`^SVcRl%HYSsRE_HLCyNq*HwSy06>$y?jJxC)xUtIzhSoDh-QhFdHedC zF!TKbJz~oCkE--Am{j?y+2eN;>utS_R|Dn0s%sgpm+NS(^J*@*bTXfPK79Xt5{j|W zA$6S>{~R_CyUFb|KJjLj27l{X(u`zL*zMaUc5ikrFIyjJjgWp+PELcG`)WqE4U~*) z8RlEF9?K@#(q)wi-o0#ZE7LRjAbFjlYe;lrvw&H5CfSzWVUo-O4kF#G^eWtr8M@jhh$;?YklNe?;05#BlyIOGE zqi~Un$KgmRzWywDx-2RE5Z~AR_=f(++X6vGigLRKL2tR>i(G8}c&|=}N;?B;FAd7> zbVPOR^lj8yuX?cG%c9KD9iF}l+>F99i|tFm%~-Y7p{lSH=^fRm$<_7-%|}N{8=5qT zjM6zTN}k#wiq9LGobFbt(&>m;cvMzKX#^*`l@dVN#b!maf~pCFNlhWmTGWuzpE?Q` z5oua8ursEkhV-#>I!YP2G)VQZD-%&sZe>r4Z2E@K_?l%~cGZQnl*}3edd+=Ge-^3= zX{o`2M4uAh)54qH87v6S%VqPDNp9+^xD>gL>gLf55^?aGDL!V&k*vPwxnLrC+O~yZFwV+nJ0c_)wc1 zZ&8J4U&iKaXxLAg+i--WUZ`3u`4Ob6cEB;!07E#_@9%!|aN}jbI5TxccI%>WiYpYL{)7%K@RPg$h(GfE>N=JfMQVZ^{@06x*YDv%Ljz^Ev%E^J)=0=Wap z0ZB;t<{Y3HfRF&o1uipizBo`yG2Q|OM2^P!G(+Lp(Qjn|ltR#7i7@p6SP_8T0Fp(r zJU~EboCE%x;)%MA5dbTQfXWb%co9bnS@unwb|RrVN>h&{Q?) zEA!FTC^y*9e?<32N}n1FBX|0arnqQ`1|EO}jUAi|YF^S!>%X4XNBUJvjVeg6yqvQ}h3H0>wiiz#n{8LRrD z*&0iqt;Obku$-{rZ0+faJAoYi4`(*Pq}oKZ`u)|ZQxe1KoTNJ!yGBcSaM%TNjdZAM zHZ_*jyqQjS3#-jTgGXn~*#uxO&HPH`24&eJ5-B3@5g|2PJQ3>LHtL*80TGGhXDOnL zTLo2H8pC99j65GoKYMtGlDABS08Ti9Kk@!fM0*!nIt*K0gh<&a-_`am9h#T5-T*1T z8X45MU$CJ~BO``ZhUR^IuD%ec2G7qcryXu>Mx7gB)kTR0D z?8#oqEddy^`~%igHEx?>ao!W!-D*AvGnXsH8Cdpm=?{btaEcO#WgkiK%cBw=F8rJTN%j)Rvwcs1~DMn zJZ37<()ViEpp`K;>BV^Dx6F1gj7RUz_bMxVH57T*fO^xTMPU$-kzKyX6!1vYPH8s2 zVQjhIh1M-y#Yw1>DX73$C; z5443|{1!_EY~ToAM;KN}W^S(=e77%mkfz+4h_rBC|7l?wOc$Xv@df=P-H2F!qJ&VP zyljJ*cq?g?9US`Y5JVxc2*BT`3old+tE47bd=EU4>lr=RxBECgDQrZkakl`PZnBo} z9Ljh9ORiS^A+GLGga!63<{A?vT#C)@4X>dyf8J;Dst3kBKoP5z^k^jl6hD}fPfHbF z5tf$*H!djB%C}jjO1MdYeyYL;SljM*m_0ICUJ#TT5nuvkh*BT;m{byr$V&iHNd~AY z+NaS0Phs}(p&)>sX#yqi+j@w6wvyaQ(^HuO+OxvPt|+{%q0K%5c|1p~>wwMUO*i^X z_qGuGe-rrIVa0e|EbS-A=M95=9{4mZU5WeW)ASF%1RHlJz%iuWxz+tGgTJ`)t3cw5 zy3`s<`0-*rQ8TT#+#@9?q4zLGGrXglj>@SZZa$7{LvNs-oB)Y9~t zXyQ%dHKD`a7whP$_){1i?MVE(vfJu4^^%6JfZN<6P4e}Q{YQ;f)9Un{}w<3jV^x77hU$(~}zfnHYU4STQ7o9>E1S9Em}Lt3L^D zRhGi3;Je*QnDUm^D!DaPz9sGYmd+STT9Hp@s|dKsAd)^7KQX6-9U2yu70L6o2YXU` zbF!DM8LwGvQ*)6Ry0iEW%>%@jvxEi2qJ)sgoY7(H^01~xfu34?B)A)L)|su@1arZH z1xRYmOc`u~nKczGO1Svo9m*+g1*Szdq0E{R7KcxZ9Jc*4ST^N)hlm7ZwtRCXl8C`O zG}10U%~c@!9&%2^6u3|{2vG{$Lqq4$y)nqS2E9tY=_M&?#b~K$#b{MRT?9nThA4H) z3VU4RYFKH|bgTMC~oXEsm?e9s;VPGqZJiB(Io6(r|=@#OGo$1nr-LI^UgH zUQKm#!&IlUqTV6ep;o=Y2&S~7V>S&HWbYbQ^MogG{nTw z_#0bIdL@@V_GR>Pch{W^ZC>KR-M3^Ov}2qNA2yi?wHE0PmMLx(JD;~;^q(AFD1Yva zqnU3d_>&&t=k|q-(O|zVn@zQ`W84>)j4McQG4A8_GK(g&B+WS=o7bhk|MGSNoR^{Fd(X8-l|p-mlL&xYc7#PiUfJ=)OD(>YpbOo#fQvz;B=Ki zoCSx11G%8OxN+SPa(}CMxAF+;P))2lZvqbI?azo^0o#EPaP^<2L7bt2)lak|ig%m0 zAwDsNyScI8I|-rZr-&o=kI3$+Hh8_;3B@p`kC+|A5{#O&py$(&!n1PZMB1={Qqa@$ zY0lg;MBVLqQwU}A=FS7x2K5J1LhzWRZG<{l38JmrXcqEZiSci(F)xr(mrvg)*bR#` zRJtNRuTk<;KIbVoprZl{c9B95BF<-}s>CM(<}aKq_z~H$#1^Zem*wbU1YO!uDSdmcn_zd-nBoL(@xwIdXRKpbw=?lO&(@sYWpeYY8Z9Fz8194y?6=|gSibtX6F z^`^e(J$=y7Zy>KMVWYVHJgO}!{GBM&XpB2CmyOcR@V2jmF{=|RZSG|_+Oao8f3{XK zh|~3vL$!-R`K-D{$5`LVQ3-)Kk$O$VBF+XzsBc{?u+H*>K%6Wce^d+XLrH54#k&_X zXGY9!W{&Z_vybr?``HS(?fPjA;d$w*UVeUBx4Y9_K786&87ZRhB)=QtQudCWvG&4J<|||Xn=X82NTlYvonsqN^>OP zcOZ4}HQr=dOB@us!#VDH%xt;Nx=$tdcC~*})^*=y!)?Ye(&>k%L1{S!j>%w;)CY|j zU6vZ9;}}CrMLjvAF}vFwn@hE3yDe<0QXCYLWOb#6yY*;Bq9l_B`i56xD|Q$OqLn1I z-KZ%OT^F>zDw@*Q!U3L#4i=|z@w zRMXfgU#6yizxmQL zVrBZGU&;Bc4N*?jceUuKwUpv}9~sjnzSA|qM0OdW^2yx^`ET}aNt_Wi*EN=bk(ViI z5sthk9rqrWUVlfBpf^NA!-h_OOMpMXiz|wF|+3BXzW{Pp`4`^@HlUYUil&Cujw6j8?#=KYucYiF+pR`-f(~8yoG% ztFk-I?5Sl%Ti)z!HI2j6Rd#GOvO@xSyvYs%g1bfN$xXz#gq`v8gbHhoVai){g%thH zaz#?WqGLol!A zv_ecQ7$$;3wY&L{v)j^SVATZldPs$wFz@VYl4Ah+PA6Z}d=FE>2RHLz9^TbSuVLpg zuoxIrXdO;5yUSK%?)+CDa@+P5ZV3k)`EPLt+pEiz$>@0Psue(f1WPBClF5yg45~7> z@{11s!Wp(O7b2W~Ln$6<ub?X3bI+fqch(2v-UkzSdI}U;Is$ovm-Tlp|t~xR-c|JcYiwe^kd6nSe9_ zD7Nr1Z=9JYLeDQeGxu=$80*MtYJ0tFIcV_^wcO6^7@}&Iql$@lkS$4Q(@!3tsL<44 zN}En|(BXbs7;liab!$|Mh=~}EBw33WPnUMF2BQ)Rv@{PDypI&s6+u}E(jwdr{2y@H zwxJjCE^I0U^jgqav9b>)a_xUB-L|2p_wH$0)&9P^r^S%`BwLj@z)=e5LA`X?MK6!7 z(sWf&jUqm3yO_{s5)QuE0(^5*!QNAbMD^y@hCKBdq&nTpEOa28`4uJTW-Q3llHYy| zP_;0MRDMPcsi*zV!w`&3k_>)NK#xWQ?+`Ft^)5hFUBHk82=80XEcmXGYl`;0tES#* zn;e=B+D=l@3H+P$|M!+HceoX#_Aw7#aRXMge8Z+4o;X-+oaC_vfR#ctHAS(w(@T+5 zrqAX+1%9OWqvyGSU@yPOdCbXp|GRv^lL?iVjqq_#=^-C|U2%NM>$D}zei+WR;k;X< ziD{BH_m<7hf%9j}_Ez)p3jka82e4&N{AbHf{<~%Odg)+p2URo$N1;*)Z%usn zDLZYy38(XWr(;Mqq3SBroQS!=e7P<0&6SYJl;hUUWpYxrzx#Ey?EkS}f8MiQ51k!p z{k>l^3FozzRnS<}(pIpEM1d@XupZi04bY`C0yGJSuZI#+W{8HX8hUaSu^!5iV zxZmuDr`}{|avtJ0Vfk7)HTzM;Jdr@wy2*!x3GTFSDEEfZd5rtuD#`b*3W+@n^jYi`N4!RJ@s98hI5%lMqFy694do7|tT(>+P9NAMTq6V-$L znlF1-(q!#UF?vnB2~+})0Nb3sXFrnZ$~BWl|5ZonwVOr63Vu|xspg|K(!7Cw`e(e?PsYm z^gfaEI$9N(kLs{nHs8Px{mz1iWX=hCI(u?qEr}Y~^rLpY8K6VFlzuMo<=daz257a# z@*H#*|JQ;(`~SLr(Enf8k9)lq?;dx1-o`Q56TSV$gT>OPAoM)8`lO1TG>=Ee0p z_ur_LdqBzXpJ!b-BYI-pjPcR6n@tO^u^CTpfcVNs1koUnDWi@^xCreHjtTX&$f3u4 z{xb1HvRqABXg}3C)%u!WIHnH%-UI zTpl_)AF2*`bfADDEW?StVwiz|?5*K>ZFTc9();}x&B0unG8QH3d~jp=lq54#3-I)< znFa2xF1WFBN|H`&s>ACcLDb7GWYFWUnnbhK(s35Jm%G}`7;rDov7Sn2kx0CPTb-GE z!_3ai+b(trMeZ@hmpC)UmxZMt$*b8BHFiecnUrP|U1d=?Ew=i){0e`VWv*)RLs(PU zSFza>s`S{01o*D1L9r|WU53TWgB%%Fozs~W4IrtuC9b3Y?k66%4B zTbo9CfO|fBV?n4-{|O58z+XlH6G)S)UFf8K4nQeZAE4oQ*Qh#<^@tA(SD)ODl^ zN)9YuB8pW^pbm>ePxT13)=mVQTPYINIQOItm&ckzY9e`pqTUPQ}#T< zM=%a3wDWs$+K!oXRpAIw3EUT&=r;3?wMfx%W-^NAudedyy#H_pW9G2nb(5lIc1Kuq zbT0Aj+q<63w?8>y>+Z~aIO}2*Ltz@h;YUzB@S{90k>g?7&@|s9mB+Yxg8`;LjrPe8 zc9TZ`JBH-Lt$pq5SItd?hq_f6ItcX5%X|dt?o{<2@}~#byt`WI$;~#9jAn7)kJ@P6 zRF6O`XU*%Ja9PbbyX8$T9FxZ_C!UX>B)?JyovxCNZ#OV|>bnFqp~L(yRR-wi z>x#IqKK<(Py}e=2{6{?NNB35ltuwk`IJ!oADa${tQqr9*w~%{Zqg6))9Q3MHj|zX` zkUEI1g`U^*0boyJ#{g+Y(b37L*>-(~pVq$tJoB^I*&e*wf7~D`sjJui&awovJrL!T2(Nv@ zYc0wf1>ZMGX8)^5Tf2ySl@r=Za?Y2VxL#nW*V&`OjtgdcqJP{KkqxwI)#QNv!YTe1 z@4llT`*_?p%a8Z`p2_^?leLX@-euKdKIs)+;se=jCC+v3*ho~6f8*(k* z$j}tZXgnH~X5-;j*eXdQg_??7j3kAch!B;Gm4qwJ%bP@!Y$+0jO_az1`xV46Gnj78 zVnJAQ)y)g5W_A^PO%^tNtvy~D%u1BRYoEceMtzHcZ9jzOhjK0x@JiP^`k~eegeBNv zTqapYC$1zx2m$#~J}(`2sOe^+1&craPWe15jWo-ut6F+gnxcKMV#@89TMFCX;p=AE z{deJlZ${4CMo|fFNedH}CG+TJKQ_l*FPcVrG<< z1UJU0*^Ta+{!q;IOnQg^PNzStG>t1qSyJtoHFBCuX{5I~Xd5ZQ zYGrreovvuPAA(HyO)hyLm1$bIBQEa)@^eWNdW*yoh+$>)=E}TjalFx-8WS5N#o`tG zqL(mib_HnYM1SPZ58;Z=8a2Y%kjwkbHFB?289*?r?QX&n!o~}ft>O*-Xy=_anv^yu zX8)0+JF!+_rS`!eOzR_m zC=h1*-*2wt`$p*HS>V{Ipq|X+;Q!J_Fg@G5ITgWV>^nJhT+RP}VqK(rgA50g;5P0< z8@1KPNlRZn8pO=<+1{@_Ikkpdknz&01DchAUti{@a=HImLm$=Z`&6x$LJW#~Z=*P5 z9_Mj?H%P99TF`L`q`x~g9XW-#Z?~jz(OFRke};-(XUAJxF#YHn%2`EazQmYl6jshT z-InT;7>?=0HG8rVwj^Djg)SFi z=U+Hr$7=txV~GNN_tkUx7mjNwf$z0vKbvG~{XXs?sqn@4W`44CY)Um`eb^(9`|NgZ zmm2%S6ZJD+s!lvJ#}DKDlT-f}PMKVN$NSCGSq|!NdphSb;Wj}6qGyfEKg^oIt{3k+ zUhyrGXs_Zlu43=8C=bEC*St0bPJs9VdTU7VawKS2wEq>HfA_Ed2+n^tG`{Q9|HJS8 zKLzJ+ud%yQL%xem|mqL^pb7@JrG;Rd;520f-9Z(3)>8L2Xoq6$8mZ-N+GMRCe>hp%| z-iqh6nOTr0UwwwM=A4e?n7ne;;V3Tk5f@%(Rl%SxOYd;?i^n=Q{E$I>-jxNqY7dl~ ztNp6mc(?kG2mRAbDSN&p^-b|7^`&&nK@#$|M7|dG6iehuagY1et9?3I{xQ_0{lrSg zwIW8KPSE_4yM$ zXqu9uLFHA;yZRV)RIj5yo3^dDm3>QT*8Wb5%5+lmjd(=-mAeGx5q6U1l7!PX)%xN}FCSH1;l1-)+5HiIws~oH)TPRh zgXL5Sz!P%;nV~Alnrm19ToSSdu85L%}2) z3=A^)D9}?;eu@p+&7ls(Q{W%C2i=)bv%Zwk9Dgx)ko@VYVD22sUi>3$Qn!1(+)N^= z6tWW9q^CJ(0?D2xhU8ZlO4EJZ)fdOD*bONGcK-FJcds;{ryIs!(+_qp`%PatzCsaxBjewk~{1!H~pH*bnx zQZH)bVTP`vpZY4O=%>}cdPO&zFep-7BY&HQuWPFyIj6GLruF=!;eKXiA=&BKv~<;d%dc&9 z=jG{6t}y(<3E#tKN{O(O_d+$vJLCq=Dr}`Gh2U!I4HB`;Sn#yr>>4S*B3;c$lg3jP z)ioWgr;Mo$kC&HV3{ZhMZ!1Y1||JVt-HW+BSZr5!Rag4Y?iqjhU+l+^Ua-A3D74CUMRf!7Tp z_!pL@@UHqVeZBSzha8L_{~qPn?e4jjob^87@d58i80!~T!)N75asuga>ltO4m);tl zqIdxzOMLh0^vO^M)&dsw`xf=*orQ8ExXf|eQc?zb5B}U}g05W;tKhz%VNqKbl<;|3|IXpcldEpH&rae_xcWB zL;t~k#luBlZU@bE90gpC75}tQOdO#RQ1vYya-;~H;jpI3&Eau(`~3|6$WOata1ZIF z_x5%ZV(P~CNDF-FeT5EUNMB#4_Z3dssYiE`d1E zY4D#wm*y2BPQ#L^U6O{UpVqy8CwNH}=eGMoC{R809@2jN#{+F6#{C`$a2d>VTj4BC`M2u6-MRBH)qSgl?HwLL+ev6$IVJ4sM!{-- zhP9WAa*n3Xj!5(e`9#m&>*kENX9VYz6<>F0^XA+#FgG(FDku%P&TaS7&5>jOwYP7Y zq28jN5b~SPs6Km|oo|lmrj0b~hexO1ZG9Kab|zaxvfX3ns!Hkk$S|5yGT$IvA4wDm zdzn*D+btTsuhSwo(@(bsv*6ML&05N8Fy{4iS%;Ixgmp?0x`d|B%(#uYA%pncaI@^{ z5rG}3izD~+P+hjNsDp{lu)y}44_|Dx?r5ILXfJ-w?$o+YkLXp3_~MeC_31#@*n=By z%3;<*cv#5#Cg_x}Q?#wcd}$E0bInco>!4Z?545Daw9DTRSEdXV|w+*tdP5Tj)vH=YSTIi&!`$M(Y!Ym1p8EVW_Pe zl=a;5s`PGdZoW7331*e%PIP%Owb7UD?M)J*&cH^XqU9J@|O` z>K%H0&1uFol?&29t-sboH1#flIe!pO(gci}HZ)S4pYcbw$UIiuq0WT{Yu!M|_j9k* z*EOv*czTpuSQ?^iYRBtE`&l@AyINVN(FQwcBGBrAoQoz%;p`F-tJ=)F%V+Sx=+<+} zm`Dv_$;Hxz+oSq^W*vGqk4hhQzq;q5Ols`wfQYM>*>2IFpqRmbc}L>3>fIL-`wL~G z7=4@#925}#zPo};rlPLAy`tp3-wXXZ<{$#Xg*2o#RepzxVxXdD<;1dAa((XO$1F6<0QvYQd|NqtSvj49&Jht03 zckkL;80a=#ak%oXm3Fn^E!K$jUdB4K7k;i{hw>zNlAK%3+I}_bn6@yybe{VQXK~IE zTw<2v;Vf0J%%;q$diQ0N#tsnkUokWo!GP|Ip@p|c~?!>Fr{SDWp^*nl`_sTAK0O&?HV>y zo??u`mBSu6F~zf{0)y6>@3q0vTZ4|-Rtas3gI_q6h;7CLnfx-L*_kmwgzL@Q(C$@@ z_KvLC$JiVct!l3cCB*aytWnKmO+FdB-L3CW?-JW}nAPuwIm-GhpbZ{L-#S zf)_$3#8l}}O9O}Nusr~;)o5_-#Fg(hm(q9gLd^UwMqY=`Ri{5fAx9vTYv6yE!@N28 z0wtn@DQ&r*q?Nz{Q~52;2VjjT5w&@D5)O<@LjuQN!9D;J@+0{z=m&&iba!PqfihQC zY|w$^153UUZeX9}0g@U~_KMBP5kS1tVolnD-R4sM%;BjhIMD3_fz`yB{!IlUCnyvB~WioC}b?!6Ji18w= zZyp3G)&CvSTejFddm9X}y7qT~RoG<5u$ZB!tI1poZ(msCyFr|=FfeBvbez3eu9y;~ z`3=^t+w63s_`&wh|5TVDL!h4`rhDW+%%93}kh4(#H$`6sRd;k5?RpTgI^vrLjR4jO6NNM zAn662`?!@aDBaASLF@uHpFU7Gfp{jv)C76hSf}_saLs%Wd0H@f>FT7eN;TSFI0^~F zfuN**gXKMfWmd)n+fHpg6epCt=0F^eso-(~Vaq`C9`rP-+I6do@2zBn^x0$3hmqS?!;-yjn)8`^F$Mosxcgb7ezSUN~zB_(P z_cGU98X`vQlhWC*$zH0D{NlQ4A7A7W#Fd1|e66&Du4}~`*rx@m#1f${V7l(Ub-Zwe z$1A?ryLaRW;=$s(J8z^1@{DPBJ$7HK{8=%$Qj4n?9&hR0t8zYt_}JX5vKnBol;4;} z=21c@BA+&J8GO^+n}UB9vIZ`X00Qe9@KdO?;A;AC$mbYMSgj@!vUXrh;Ixy%Y1tKs zoka5+Ab5oi3}PcvPJ1b(*8jXwhz-UzFNK{$JqLchBd>yAW|sT>j7?6VZfe-RNpLLS zNJ)psX+XkvHBj2u!`gAeB5_{*wj?{hvds7r#CE4@3p@7u{tE{M%pj@2@!x z4fad6_F>_({-K28q73c>{PEB%o%2#_|09Y%hlQ+4CV0;_l)z;)7d!R8ZFXzxpL~?Im44+$8kx!Bwu~H55hRYzYAID9edvu~v8pcEqAc8OB(1#gcTBY6qo3HCK1rC^X?j%d%5EbR%_lGN`Fkjq=X zbIGxp;9=d}TXW3U=9niP%KYzW5)D4urIX%Nr`gKwsXUo_-_mwe1@eV#tXJn(eaLIl zpNkPLD^?^j_Nh(09jy>wrE{KCrDi<8;<@&)gzDzJL6+vHA)%<0LI^p{~C+*4`!Rz_6LsxKxrRJcrg0^_tow3K8pBbNf2(`%?7%*`V&R z?g^ZJl<~)`S3VJO`2}-n-*oPoAMuBYCb(t~rC!=;^vQZhfbKe_mrRv0tN3?{C4fn! zldy=Z=&t#YoQW}?=&PQ>z)&RA+p6-&Qdv{C;P9cbP0XUv`}~~N_z0vBN<_UuM>oGw z+qZ?yYrK0x}gYMwHNOTAJZPzUsC7K|Kt#LJh;k+H}4mXPIqNbY~+J)kZ`__ zRqHaZqGs1!2$c?tW0|-07&o>A^YKVVjc0XR$BLP0RWvy>QAt;H-V8KzKHepI@BZ|e zh{lGydN%^45(@TyOrDfGbO~z?Dwu$Kc0>x7Bf*z1u!jpO zX4NYr7_h>O99`N+?NF6=6FYLE-7J>wKCqRGz!KHyFH16&aBoN%K zai@_cxI=Jv_aKeCOJH7+%*?%W@BOcL-+JqPdtYd(yQ)r|ePsXkslE5nblV?#_1xc* zb1*z5cl3(6QL^mz6*g;A~KSmkJ7RuC{UZx&OQMee8!k~c-Qjdr88;n!(_SWH;8&AVHlC| z>ip`-MGf0UoW^^{$1~9Wgr)Fht6mqkA^#h?k+<=AIL}yg)7~rh*S{<1^5_0Q^IC7+ zJ}hak*gQi~^IZUMmD=W9jw~W9dA8u%2siHOi-Fwo{5z zkWLuXH?lB*k1=lpyK|ZfBxJ%z)$hrk%>%M<0jV&4n$Mr|lu2V=-x<%-K(|(71@;8D z2>~`Mxl0uE67ZD&rC{C%{``Cs44mQ<4rIS5IB)(V`^DtLzbP848PChRU^=szU%_{rnkqa zgc5(9z{`&5vv}Tabxk2Ue9$b%dMO7a`)b?&o+bb(UHomHbrN?ag`G8Dt{>xdQ60~) zUP@8@ZUzFPmwdpqMS&!ZD}S`vHSunEH}J&Y2otmN{n64Q_Jo8*umc4h%WA_rT|hZKjnr~zEa%PHG!j%d{>y&-$zWrR8!kBZKT;_B2* zjlr_VG77&VNq6Z5TkqRxb{51+d&%F9(N_r0{nU9l)AnDst#Uk8=AIf_XE*31_EVPl ztR=vL^dL6}6FsQs2-ig~xe5Q+CKO=U>whPop}QriyyXFg{mYdH7w3SE>{Z~Q=l`G% zO%7~RHd9@tvu&s}Aj{T$Ez&!7UZ^bRQk!On*Vi^?RuY3OqoR^#ncqHkUSLACTgPmV z?5@J%aT*QVSDQ&WHGf+N=)zu7L6>g1g_6;b@$9E-UZJTC5EE3fNZ=z^#ZDTE!r|W2 zIe;e)bV~IR##aQJ*AoIBrxD2zgbG`b3$+07y&m;6WL-rm$b?$Jyr*;UHYPmLrUbC4 zveiczHn6DYHGVvY_t#cj2&*a5XI4jH^yq0VTm@h>O9$00f|%J&qF$WMT&Xr*^8)D` zbJb!N=VQZuM@nn|uI7ol0D8D{7|OAFy7!@Z;D_id+wv`;Y#$*xzuZH3oH(B2cKe%E zCr^wRc02Kmb(o}Q-whBTFPpj{nAhL8D`bYDwBp(=;*P{4jtCjI&4mh0p%mB*|MXh7=R27Qw%fvYxUSH*pJ zX}<+`VkP9YY;B>k=cch5n-p&`%xI|{1F?kFXZh{gK0A2gpsrqVYM6m^ry;ucc=1{lE+wpRpazK@0Se2 zk?6PbOxW0O2lD_=8+^ujtIR(#_R$ld>WdWa+ zw`D8`DdZ_?&x!&2_YjB{)k3(g9%s@95a+UN^Uk`L?mm&e@Fd#io!VNi$47C+zLG|Y zGYRvq4Kr&LU*hDqjCm)M)t(wie>s}>jHMD7Jt#q;%y^Z?^QnItMzDmyqM=`%Pf>0RjE#FWC33U`n*u2+5fPr8jaTiEt^s2 zh2zuMw@gJ8dQB?;aTrQ00=@u)-9>1?c=NJ;F8&$_1F0i%ft(A7SvW3`-B*nj2>22o zOux&oAiH%J0uGo$U+;9-T|`H~Njf$j(#w|@0G55>-lqdH%lsq1q_yK+9^ilEWJk;W z9qDIM_Pe03yQJ)&|C84xUM;T~{rEF(952h^4y|V>bZjGB9+M&m+FOTg|Qr$b8kGGdsKH!bbVPOx5dzZwI zVLp)Oj=G|qZGA5*WhsC190J!Hohuc^)@z^M%WmVsyXFf^i^r4dkxC|c^l`|0diKL4 zIuDtaBif{!*cv~E{Hi!_pUYLO5Pj_H8dz^~@1O#NJ~xAsK2{;?|d8)qjJd1H*Oq@^sy_w@Z+O}7@c1{Jc*(BSU$zn^>Uv1bSjCe52 z(d?`dc2%MW^X%oHLura&k4%dsP3n)VXO3K14B8v|rHxHT7u-mGn0=RINAJ;G+6M9! zD!+d6Lth8Rj_7&6c=|fqA(Lyms8@5aT%Yrqv-VC|QJX|;=NDRw{+cN`#u!`qm^0V> zJq%l6OvA*!k>!bMoUM>6Z+v8odnY2qF_z`$Xk5k*5d712t}@Ot?R!r>>T6^Y7qXS| zSgrN_$aihxIQgYvAmWQ2H^alCF9%c^;dA*nxz*;P(#!-F<6GAGa>irrl<{|ayPRKVwA6ioiZgPqOk<#6?$GSBU185!1Lyv5kobq9=cuvWq+ zM`5iPb_x~=pmu7xvFp(sJrya~0O=zHXwy$TB^5iplSxAnip6`0*h`$Ge!H@{^(H); z>zK2&w$kH7#p!ROIJIv|AfF^`V3X%E@drg&So7_t{425}YuVCg zJ?{rkWeYassrsOuyU_{BTgh@mRkUe`V)Ra2%@j3qKg;lWw^SFj<=PR4=tE09>oM#9 zc?o65xubdXblg_9>NrSi8Tm_a(NZq5WSFh^*_DPNU#pme>@by<+m-2RT9|yF-InBw zB2rBuZKO8$@~Ke2nwYatBFZq#o*UZr8ttr54Zm}&wb59%h)E%EZWhoI?mi4X?v{2? zKGsb>PHV8?KIt1q#s)yBeW}W?8}kDgshXP1vVa4V#{6mU!ygU^LA;Z3l|I1-+NAB3 z8}1S6I>j-?;jMWnMpPEwM$ON0GBroUi;%qCX<;Y85*d^S&9~E`2{dIU;ZI8Ew@0^g zb1Ys8W~QqcrL`p=H!04~=(cHpGfT@#e0NX<8|^&Im6KFtc+yHyBVDw^LD4!9+vvNXVC#V8E=E7NK14i=9t>E=o(A%$wI#AILHFyT~ zJ>KAf$KWE{`<{BWdG;Q&_EYVGt%AN9-Prx;nvksuK%!%to3x`NDyCvqh(){WCseIx zalM{*rDeX`S4;4RE38S#rowI@+pxvO<#A->EV-k0>(AYPMHk65r6( z8B6BbYP~_zHCz-7^K`c12|?|sGW#kGdR%W$a@<{1%zrByKjMMQJkMC-q2GQcL(E__E8{Z@vdVXgsCgZBBa?9x( zRDSJ|A3>(0MVwP3lh6noyFs(lpm}r44ps?OXS~jxl3*laO95RJmz{^OmN6G3G%6T4 z=En$%M3EUzaJppyS;UmKJU&;SuJ5s2)V9>W)NkX;Sr;bV#+u)Hz!2HJllpS2ip_^U z)FYHWlp|TXMlNZM^Pqx|fvimHT<&Y2CbKbR)uFqb)8r_twgVvg^sN}xA$T1Jf?;%5 z5=sVBc1JTNq==6)So`pOXDF|tbefvBOkqA%ygRrkmsOm+i%e(@S&Mz>P4#HI-dEzc z$Lc5752;!v!h1dO$Ie4|08OFLnWhYR4pRTHesv{ion2JXA>X~&ZPxK zf4yR>OS+QLNTOb;a4iA`v$3q3xl@$3W@cYg*yC|`<*-zo#nrPKi3EWHpnuivrO=MH zt0^XC&q3MQ&hZN7P3+xsf~gypCHdj<1`_$>U}eY}yxsDwMl61z0Jy&4hEK}K{dG$U zowamLZ`v>{yZW>2wrasH8-?Inhm5mL5VN~l{#E|{F{fqWH3Z(rt1{(NmEV!%5QdKJCC$by|`e5dlVAW9wgPC-qSvm&bSv%OpI?b zy-U(Iv>rU;1=AO8*jahf@;?F`FuJUA!&)8hnoWIXH0Ahxs>$5+O_%jx!MLZqz<5H% zb@)oEYW{7;4ZcpGn@Tqq|L0-5B-wwh~%IXrN-IL&n=dhig!f@H~8sj zS{lOzGq+sZ+&@dSc$j(ox=Wbq)@_D+{;}!#i%zniHIf~2Q4|YWQY8137(4g>sBn;) zh*_ax?y<_XKEBnI=l{A4aQnX&3+2}?xC%N+O*_d6LTw4$v6180*yHY#zWhJ@8`xwe+jI?450&SY{5+R*>}S*}9d!edo!MB(rDeJ$ zENe#WadHRw2tnBI6|LC{+kV*sHqkg%9o(lNx(O|==Y5*$I}|pP`qvX^y2HwV#1((a z!l}YJvtxfMwVxdmjexb=nfX)xxEyO0`=fG(JIc{MpW3KS8d0oG=kIj z$r;!Dx9*$M^B51{9PQ)XRpol>D;wf0tAGEl;{o!+>#ieX@n=5xtgXAU1M;=tkX9a! zc7TFQnRuYiG@okK**-JnVf_nPcYh&kTo8b) z^#1`_BL_GNN+(%&31!+1RC(#Qt+5d$%a1{277lbi73d7?WU`z>qDe!d(`(0U)fMpj z$E&&d!`4k7YVPt!01*TDxI;?wObrXu;zOHT8?T=SWPL(gB!&*dW?^WW3H-?ida@s; zY($9>;s#CF-v{+IEMzN}oVPZ$`0QDZ2@DMr>3B|DU9iVY@OrlLX*Z0s3kqPNL{0>o zRIw6%r5tP~n#(RoNR*NFF#n6Wru9(H`tJ)kHohyf9;D&Iw(W7QP5-%Gh?Cs6R=dm< zpL1x63IG&W{|m+EV|GDAN#-PF2fKWiPRlm!8YItq-cM~;R&(UN392!)W7mr>jbgjH zviht#)Zjh9L1*(zKH92v|9kmdC55}jv064$hs^xY04P+panx7Sq+efJv6tLw)ZM~h zV$8HV`Z9TP)HlEJvsXcfBkYvE$F29`AX{!61V`7U=dU4K5`U$O@Ehl&SfozYw_~sP(Q2fUEXzSuZBZ$xjMngQo5n z#Htkt;gpqqo)(@KwC8-Y|jTEr~Nzbsbvs6%wLIXyJe3Yo}~gP@nI@D zkqpBR)#>Yw1W&?Q&#gs!g-dKQAAu;!R=4;Gmb#3Ff%utet~dhZOy&s9+5 zUL$(Vb^@TBv(Na-Dqq1w*wT4-JG^)SH~dtBG-kgendVOETtG%tn*z67JGHA=^E&|P+yX@Rc*RyKkF4hIK{resYm>0QqK*%z7#ZE+C0N<#6JnSAy-^rJDHnEBJ~)%Lp8Y} zI44IAF@oC2B~$r?q1lK}F*mUHJFy(5+}GxVsw_D`;~nNJOdSO?TE&{AwS_r?Q7{;LbYIj#&x{rl*LW!fV3R z?aS_8QdM+_EER<4)Fu#j-9h=ucA>@QK7&s=78_uUtcEY->Q~A7(()}UK!_j#kjjCH zeO2Z1GYJ~#e9vV+^Kw#m?PAHZiBqx|q3C<=!r;8u+qV6T3F`S0~3c$Avm_>a0)n>GM$X0{u_=nZ}_R!f^WyIqy0PDBs zAMX>oX)S4E+bokP+N6b^0?EvOi|y7slZdbfL4{)_1SRk!h-I_qatCaQFEm2(Aoy(O z`op{Ih-}s4#RA|T+7}&ffcxQ(2LjfXq+AHNQr>{3;2AI)en+BY#WS1hc|r<(hF1xq zZ09fmm2FHj$CR%bwO%53k$f}FseN$HQ&eqCwZmxw@Tu|2dDLQ@MEQ?fY4c7w;I3%n z(BixdX}!*U-~e?zzc{Z+c#-@h2Y7*=o}(7SKLgaSfKQ?R9Kcg&M63E205{36DwI!g zC9VAQn#?jf8{v1jNiq5jZii+;q_0|Hj%Fc za_c`%DY?A^Dtnq^&cR2-cB@4=$}yUb+b-5-|qQe@b%TXBTliUlilXk=u+#SF#c z1P0$Ov!OL%xCsiIHAnIVx`E^I@rRpLhU^%<1CxtmRZe)g1fx@Y%eQkoTVe(7m=&WX zdx@?6EWf`PV1X-u1#oti6J2gLN;>aY+au^eOn@i1^`MLy?(lkh+BTUjR*Dcti!6Dp zF(JcNOo=|H$$pau7XDcuuH(DYUas|LP{-%T+?r6K)?NQ0#)X(R* z_>X}7llq&azyX3!FK<>?$#j{22XkP~yWE7xgpYP|SxQ|cxC*Kdt0etTX z#8=%JAaWIVMLYe0&7MC6u)HEz@(adOp-mMWzka`J%1bpdo4@Hg>?}A1I!z3=+wCE9 z>eQX2i~&i3XA=LA)K3`a0Gb!DTY#&Yq?!O2Uq25B_UKdv+6y3T#j|XniT<>Q{sHE1 zMyfhei7s!JAml$EU{sJ@&_olkajbuKRDrRYn!kDhotyDt?)m4RH@&0lu^X7J?Ozs| z0?-})vd9$WWhCSnv^00T3Dm%prF`s#MnrL3DW8xy={mXlXF|dW-2?NOP_%k}w6?KN zK72)K54Y+yr;QZ<8mDaZ*4NhLzKj!(k>=R#0dp8oUkTk&wr!vWi$Ev4v*_@;d4Ga+ zh&BWQfHj_N*xBv{h!ggpq;H4 ztHb=7XkAs6?TkLfwCA#KNd$MHlrrN;n|#F;%kUS2vixLFC%^TeH~3*Ccxniqjj5!U zvFfKon>|BzBr|v$D^yA5s`_xl8J5JrKDdMW#4<%Mqz$*qU~Weh)r3gHgfGeBlRtNw ze_8*Uv9+n@qjkwJ<%|`Nbem7V+?f96+{Cw-P>=hOPZ|og49@B}uP^BHujnhNS6cxb z45GAhnF=za3Dzcs|Dk`x5l$ln$=l$6)e6C^534dGh^s?%^|0gN@E;H(r2zqB>n~TAR{K2Rg4&v zOQ#8z!}H0dNWr&putS8Ps9Jf&okWin1(spY&IXvSq7RQsgR%;3>)%r2VWK?v4xa^8 zyq}(oo8aWTCW}IoRO&cK?N_DH^u(qAA#IXCE)mm*R39E za-EV*k3SQaP+MHwNXa=pp}dSodU(}}Sa z-721XnLXuDX-wWvdC<|(2vv1V)^$~r+|t4cn0II*1QuJZQWFol?wML?Eoe8!Dm1KI zY2bTZW9*H;TuQ8bd1O3~4lOF$Gi}YEk?VMP`%cK*{$JD1J4Z&nBu*xgUw*$bpvidE zi-L4S;EFV35xqLfBS+c2&Dbcp5-YN)hb?~da0K1a6wUon027?31COZiP2dhLzAL|- zI1!X+#-aayp`iB~7nVqGfu$>jaij!FMOvif(7nx9=)~iQ>kIK+kya;GMw8bsD zv1eD-86Br)69P&VpUT3~Lo?o0@I>`I+Nz4La1M7uk!89TV@}0AR7_x5N75pcGbv;M zNE9TEtdoOH-hxy%O&L=01$(_HJ?+;%kbk;_zI=(i&WcRBWLDDbnDniq%4oNe_W{MW zsfpf?hcg_=j@+H%6`2J|LZt6Be0P6qahfGrjmZqsoX*a#0v}G$=A^fBJkl0wy)aTx z?!M1xv7l{;(of6#bcoxf+|^@Gj;Lnu2c4{2<2%HI;o|ytJk5dD^jhkY88|mb}w5as>`;kdXQQ~^UAaB+OUt^ zQR-j({4SDK`rT+FE{(si$`Osln-h3MjI;O|53+WnhY~c;AMy7?Tq~?5g~#1XC*;g? z^i)As+FJTDxcmD2M~$V&+7rp#?R1b(ywrD$dEuLz5IHL$dvf$@MKXuvLkXMy!eh56 zohJlqecQa0R#_p%)@&0~{&MVdpO2bmxtO-oUG3&%NU0baV;>U{scphwnPyC_ILL&= zL~N!Sz?S1kNEn|O%nshPoa00tG#Gj}Cr2lULE3F4zYx%$QLAb*zE3W~mf?R}it=p~ z*E*KvMSqX5t(UdYMd%A_RC29Ug22I0!@-#!L*L@0njp@gdG1&Wj?cFpc_DkQON>U= zrpwW$UAyIo=jI9cN(cRI82HPUG&|G9pTFA^6k+66gBG8=ZqPx7q>+=@){w&2>V*3` znP<@LNDKdEeyMoYMrNp}UuE_nj9{&NLGFpVUZujYjN+9H70KBmH4V{D*H$i6#5G9M zHFjP#j8~NF<<~=DAL0!(Yg=Yg^CklKc^aTao;A?KuSOmTc(?NG{l z+fxRC8Psz3Ln66}NIJ{CC)q-T?_1y%Gtud{la@P09>!*-3>*5T>2kxGB##;BbK?bN zq1Q|uqs7-N_Iuj$J&Z$)FOR~06MRY4xt56D&HCy^BMY#jW=vqPU?jxSGsev3)6kyK zI$j8Blr0Z-6~?2ZOniJI2aS2s$x9`*zVW=mmk$MwG#a32A=y9p5#U*(psh z{PTuBsU%;FwZ?lsaY*?-^Pbxvqf%JWu_cB@R1*1P$VkGnu_v7nQTQ-yAC#?Owla7# zW`=&?_w=^34P|xGr%u~;W+j&Uo@K8Yzvh)`ik^z3*oTYxo+UG{B713JQnz!-`-UT( z^^V0(MLZ5O^Z5n?^^GMp>r*H38d5o&)dD6pL@O8RhRZ^(lV!Q|Ml5x{PnxoFvdxs^ zLl@?x!Oty1p&Ij4kmThTOkbUt-o)(6_r50iwuJmt8!Xj1_f=nv{mM^dk=v`ZlD4C6 z<72Fdcw0r|rv{ve6YJSh5E5v~$P~!DkdNmzM=VJ|z6Pe~kfF4nqgngGf}}Br?-*B{ z9bN2n8|#az|6#szJ|9wG@UV!2Bb^geN8Yq}!F(JT@IZbk#z=S5hV_?do54ciSqCP&PKR zi$+wq7hd9^q5AxGplV(;lVi5syG@+p9wzxYD<9(OvsMrR7YxMnpsIKumKi!9IrZBj zny9+W=iLwG7~g>~?%$DEkO$`Tx%EZkNuKLU_in0P$3Dr+Y5LFwT4&-=Y3G`Bf5OuB zZYs8F=-EIY{blhW20_tSbzse@>JGNT4ljr;Y%S6W0s+g=)eV&J7gC-w2DI(ffrFv% zwyWj(FZ7Tqsu}m+fTd}*4{sRIzTNmcnnYOj&tf~X?fLbqOq{bXjhoY~-1nq>&Qbf1 z3H#Ul$JZ?xfj$uW>X6!coe|$%-v`P03I8W^PAMDXWSU65(>O5YVebpO(ubKIzQ!nZ z6`vb@+u~KxA!z6-`0Wml(Hc@}DbQum&3O&HRmhudNglq?AFpbNDDS55(HN4X+(0^s zMhV$Ey7@ujkp8irFpm8hHi)8whaUAcCd0*Q!Z2*lbN~b)fMzSR0{wb(WqrQs| znTEhUBYrT@3D%cj`-w3)w?YN)_Oo?Sw%1q1hha-d>N}C*Gi?u#Cx(Xp%s299s``7! z30|QGm1^JX26P~xa)((`?}*ci3Koz1=EV2vl2$S`hQ|kJGY_?q8g7T1 zjf{heFSc<(6qnp6|a8&BgGYc|}L>>)oC zm_A0=8mR^SO)dSk6V0z|gl@9dYmK;FKg!z(b3;tta|8>%+e#2+TTfW^>wKcKcS*KZ z(l7%gu-$5$Hl?W?WuYsoe#2Or6X;l)atT&VHPl*AhepOONxdwD!XqPqX4D`IuC|Rz_YI}m`ibGe7 zPc1v~B_}0A9a+aXkgJyvYYp+d=38~Sn*>(1PZ)eKSj@1Kb$!>vNJlywTvA`Om(+`$ zC<3glD~X@;AH=b7RUAsOuR6@wgmd%-(H;BSZX_gWNmCZ{K1t2w1Lhjdhek{<+-E=h5_2Urz_i%F}B&ued) zBw&^s@eSztXQCw+OFTt7-C-4z$D#2S?6gCK+4Ix{Qrg>?6;WagT=>Pu?8Xp1*m8z&FCjc9!rWk9fLrEaSJD5RJ7+C^Z|? z(=JZl&0N*gQ^_r4JMa0n69}TMxVkw6fArt5RKgzUiICJn zGw>P#HgMwMG@0Clr*UCn_**?3O*M8PXpIMj(La;(+p)vTGc})h4a>;P)uVT7?1u{2 zOnhQTg!q6(Mdo=%!6ug5=ikVY)jYR}d{Gei|6djTkE-ZjMmaVXQTT3s%QGv;`;yKg zNU{vb6kg81)M!fSts*rfm)(*+( z;_nx0EfXH6i7LFB(H6T2a%>%y+EaPF0sT(lT9-gUcF{eBk7|$55}VFWjaJmRBVk$d z1?;}wUgPWvNrT!{2r#()<3ui|Zn!Uz>l4r?g*tc*y+7?^a56@ySBv-ebT9TyF7aG_ zkQ^O=vf@Z|=-qP~EkS!QF8}?J8THd(0-d-XAM+9vp*yL8e8$t5URO$r$SRGBcRr~Ey zVQxgwdO8nfHw+66E zsduSxRs%Ab56vi`eEeqN_89@QJeBFS<*Z97IzDwC53<2OBD25$+Pamek(X^M7 z=>ugk`uBMbWSJgGGpWev@QQ=@^T_Bq*!PgRA&GpjE@7F+dk^L4>NI9H5aD-K&?3RN7>g05zm!Y&SFZbT~X9V8K*MJg%I z*!cKkmZLBAF_bTXfvk%9auLJr;ny_XuH-Wz&Na?woBa!wzJQW!z8y;fLTzz&Q<=u+ zU;VxH(UeH5xoj$`-siQ4e5s8%IS1J;aOj2D^M#-;VtAx3#8jLP%^6t@i?xf3Yq1I%vKx%jV&+nWA4w%z6uf5N+VST{BvzQ6b$%rfi!NA zIWiTo;{i4;hX-}L=Me+Xy)S`2JEeilRKb1TxyI~jyx)}P3Y_6(VL zo8o$yXJWlMk^Rb$kyl9QFt}T)Ye(%`k6U;AG-3HuSDrLEwQ<{-cKfIz96St`%k*zB ziIcNq>D^<^IG;51h|dx_wuNJuyv~QxuI6L4(o{q@suPn#WeXuG>=wRWGD81pw@!z%D0(hub~CD}5W)v{0DM?Y4ld|ImF?aufN zWAwUp17w(;pAF9mEDg+g{e{}d&8F?(j6YWwh_)wxr}d~46POvsJ?AClz;G zpirix4KOizuHbXWs28;x1f6CFO0uJxqdz7Pr{s^+rIrH9h?yCc%8#aZi_OXuKD5#q z*hOvF`QmpHjQ_}t>fs8Xh(=XCd!bXC&qod=^yg#5J(mt?9DIMogRdw-U+T4aI}>!s zkPJ^uBau9oX=QcUDXdOjz1nag!`6r9dT;c2OAVrWBoGuU>LJ~ zFH}+3dP!U+xW~pTYqv!gh}TNrQRx-kztVh7ntSd)R0(PwUmy__Of!+Rvy!W zs$Yt6s0z0-8p&KH_SIKHK}xZvurq!c83Jd!Hz8r8so}ic;q!J+AeBz9Fb-C1HlHQ> zn#~m^|0wdnDbBv1%(t1z%;shwgdf6-^;Jum472}9YYP5j*X)i(!yIQ)G+1V=x)9)W zX)bmVXXF4~OI@palXoH2qxwW9emcM=J2!UF+*KbM=|>1+%}N!`dfv#@QH&r-k#F-W zFBUt<4lgHRUzH{5aWU3~!PC6P@inSv*TyFMoY$QuMKnm9iHo(xS(Q+&{z<3)`u8Xf zTWyxWaDlOK3GJoDh`hi%C@VQ$3wLJgL^rC&tK_l*6XF6<_G2|k9uv*M=v}0hb9cOrkMP2*50HhBkjxzEN?RZ3O(2)+S87jZR;ulM zeMq}xsmistN$Id3u}3vvy(LNIZZdJYUztny`W0o?w*>a!JiMq3B(Sj1kH1w zuK#XY;>TT!mAR7XO+JYWn$YZ2m>u7$L_;%yL09-mSS!}lGZ3VdPax1qk4H`pyZ2nY zu!vH7JjUvIBQIU`dg;-d_g-X`O>KVWqu4oQk=k8_itY&VNYvNtIl3mP${db&j?Jm+ ze~$XCKT=hbh{17VZ=t`ShRCnCSB_2l9cPzBx`1k;mRtot-oXhPn7^W_DD&a(NMX2( zV{{+LA2k;nQ;G5CzT&dF7Fr-_nU#HZEqJDMNlK!QS?U&7a+5ci7?*01G{0>mon1{& zzWWbj^k0|nglB#H=|FZp!D>@MFmgHjD*hFNcaw@;L+%Ibn>U*vuoilUKRT|alAiwP zn+I>%;(FAH?Y^o=@pYLloBC)RS3_pjJC->x*M?$0eY(0OGR=c)@*wQpYx>znb!J&J z5L28}@^%-M7jc?rUp`7Zy!k%KnzzSXvIyA~*_B=9>11asOvoZzc1Ckw$6ly)E%Ovu zZmE9pgVHdmzePPPu7Xv51XTQ#19ftUd+l8xqcwW;*P8x&zS{&LyKDC&PDr!4Cry2* z3Y=WOJ$ur|9hP7#Y*;l_6!z?ySuRV(vDC#h%v72HLNa3l&KqN&xi{|qNP#6Pk-MCfV!kk%_0oWr!5bJAM68jP#L0e1hWRb61dU&5Q<*Jx1A z!;x~<(IJ7w%iA4iw>IqZ;4g*x%a}J64bmKFbCW%+@x6FjzVLc?3NN(uk+qp!WPGYU zeJ*?1+w-d8C_VHirVdA;j6AVrGI2#p*3zF#1Ro}+J2?h}K1Wv8F7&S2^YjPtki0cu6AUG?qkRRTZMMdi)dAXduO3* zw#aptZkePoBMK`nQzj+>=9aH3NpwL)obLts1iJKlphaQ1M=qu?k6KRI13L;x#>DN* zmV?8Z8Fk&xX@gd)-nlIEk~lX>q_vEESVoFe`V$scb!kLI$z|472ltA~#yeusKh^0k zNf{ScaGqX&$Mh-`JPi?pY0W!iNwy%AHD@!PF50VNGdO%uw|+uQV= zaaGCpO}uLnU(wFEtvr6H+#JHvNmdbR&u$K{9Xj{BER1}lPA4o7_t@X~X6b~X z6a-hoHz8nj$lr3A;mLWVlb0J)Dna*fj2mwJ;@g$ThR1(7`zxX99Gp7(W9d zNj64v9p?nM4Id^TX_5aQ8Dkm$hjV@! zPt*U-Kr`F5`yJ`OG`Y0C{mbm|=i(t_U0)-)jVL!|XeJv=8HTP@JgEDbvOO}XBC(*! z^rxpN7pO*c*jVI`VrxjFF8QAfAsjT8=2%Q5=#OUeC<2ZBYP~4aZ0j*a1HcYn{;dp* z$|kGX)=Jv?30)Go@B~N4+BquL@k!Ms7s4$dn@gi4IkxSbJ7r{=dv_AuHPohT?Ar4t zaMxGJ-oEbhEm7h5Yfwd|e^Ny{JUtdy$nT;z>qv+npt)ZqoZyg_^U@3qAA>VFc@ z-M5h&n96oEiMb4sMWbCS&Va0cBFmC^BT0biWa^hMpl)>>G0jRJ!>tt)Z;L+uevpPr zixlmF^z^mrd;9RJoc0;Uj<1HKTt##U+ zzmZ_3eP+iZ#g_k8^^lztUyE{S8M zS2=#N+YBiwzCA=*P8t|JM%DeVc<0eL)CYFT)fUyw(z6+eBg z(uWkz`HfeMhQWrH=E#LGy=SMQwOVg1R2@~La-TpU8p>-!R|EG<+|9JBM=8jWe zK3%-8=-Nr`-Z1c|E1kqxic;VddmAV|eI}SM?(&TQ%9`k9z%+Lc0_6U_Cp9t??H52F~2CH#XE>YY)!U zLJB`Oa4-%#u-qjV`a6rJYcV+VA{sMBovRdp{STNr<)xL;^aE8$XU@2=zPsP2&HJXhcXcfJTL9~d#T8e0>4^dcRCm@%~^lmCGZ<(gT{@>^jeNJoDoV$+MhW{|AEB)Jfq9&{?5rsM-gC=O4uP^7s}6FjC#<3|)29Ab z-7u1}UW>F)+8m;-`;lG)2mBaR?lb=`vp;9)zf1DJ|MsGfFo{qC9O_kXKz_G_sUeGV@!Um92Ji@VgLfwSgR?91ZiSi zd83AxBsMNKz|{<&lwZH>jlx5jd#$!mXs!r3YQDw586N@sOT9=gdhtK%2T{J;7ZzeA_*doO)k8-f4h?{21M4f9`2@ao1!oZj~!2o%mh5?;X{Aj#WcuFAQmQ4)ZOV@}B7y zduw-EV*3RFD34&?lICKowfm$bD)~+<-_IFs3jzxl3u-%UYV<8M7q=PCf?W4-oO!0T zl^;|CD*o!0xET6 z*tQx(ALmZ}f{bWfv){|VR+N8r^Yk6TF|Ou9GT_TZhV#bkO>%D^zHx6bs(*xa&$j!j^qo?O?3$Rw2t9Gp*kFwWr*GaF!$Wji5q%CS7~K919sReeZ5 z9gs90eFd!zbYmBOLCnDsuqAZjt(S8vETnhQ&Qa%Qh444HmH5!^Yn4M;m{YTSHggKe z@s@}qNRowHn=uI(+Tskn=SgKN3Q;?VC2n=n4!f_mGgj_E=Z?cLHiq4CpLvu$$y)#{ z@kZ_$oRP^)EzF;Bh!3?xc^h-ig4>ync9Ze^v6SQcS;$QY6-kEBkh5K&c+b4u`ip+c z4-K9c%lizrWGEmfm%K!l;!~Z6FRB#fNYTkMPiD5NIw*2NYPU4(qj$O%_P$_#?WvFM zh7((b3=GFqtHhzHAyPmMPUde%Z3V+^-)&O6E~Y_{khN93h90bF_ds74_IF%vw<|9s z-+~C2Rfj%suN2DL*5;^ne!@`zm^7z>t|R*zZ^;7Vm=R&>JF(C~5F2Uup=Her(fTnD z%JFoay-+Vwa=fjaQ$ZFAkJ%ZhbCxAxLV4W#TFOg8l1h1&5Nu+8B=#sj(wSuDF@!=W zMR$>soPs-n#Co%sceV$$X87ODkH0TB{okt+{D?Y{QV7MilS^OWY&#c+H@&>D0jmO7 zXX5do0meI+Xx7IED@knwswQYIZ#0XX&jtfw8g0G#Ebf&w023FRI?Lup)BMxXHZsEA_hWEl%fvN$p44VP1FmMUT^5q|-Z__FIX2*KSQN|E9ati`Rk7cW{Uw73(j6fN#f<%To9_nmvbbKV&5 zzIVqx|Gb%zWR1Dz{O!52=h%Dw_RgMbl$Y*YY~67~D9m86v#fBftS_~>G~b*4uEsd} zMn{iCe?vhWUX?fSu`XZj0KlR?p~(?^nEZj!hD~>h0@tR}7^8M6{1N`hRrfFnm<{&R&cK=;W8sN2Th_IQJoq$4t^m z?8(T&mvBxOHAV}&T4+^wifGH6(_XeZ>T_uJ$E2DL`pwvZ)|ynF%ctElzR?bMpF8Vl zMLshARppi06@N!ftDHjSz<(WMI|`aL6%L{j_W9%(7B+8R6pM^a!FB1w2G>EOtr!5K z0A`}~_l^9VF20;KVU`O-uq?XwI?rkQGO=rG1=jK}mN;1PqJnQimzk&StUZeRTdBK; zsl5Hs)dXwALG8jAJM1uiId9cWpGgIU%Z#7_57qTH2fF2!B7q}-U*p1X+mwlo4LeJo z0v5AbRQg0&Iwb!iVlVWh**kbo#5w5j+ys^Wu7hN5%U*jC@<8~$-HU9>fs!M3|2tUa zu8r*cYEW)!PsVRu4Fef8^M2PegA+_DOv2W_gRXqxeTAWmq{~)`uaxtOR|F!sAEoF% zN*+boaIsf@IMxxbI>!-XVx1kFC{wyJyvw&u92D9#JkB_FqjTsVTlS*(Sm!b_^NmeZ zW$19ZXJQi87S%7Kr7mNUUB&+20AAlg<@NGcL-|ET-EMa%MqA{)ed5Kj@weJJlJF*- zz2)Jl!pAf3!|(0Ym=ZsV+}WzU95f^fNe07iDT%5@gLFT~iIoOGJ% z8_F(LXkYWI7a6Mow1TzBvLYN>T;n$yi;X)Pojp^U2b+4&RoV#DGz zuI=3oS1Bgs7TrOj{T}9yo-%kSgt4Oe3`vvRcdPz|M@pgPE+e3?t%7;h&Dozt3fvOK z4@SX37*&s+Y+@c&AylZJS*-e{lo>XBVa7~-$S76&-F<>a+P|;O9w=`-kBBjN` zK_s(3$uB^b?nPJC3trt1nNono+T(x|a@4?%NV0^C!C2wbnasU)tcA^g!-T0Wa1LGj zML*_Kowu(QZ%G{PT=DLaBunOqp~lYy4&H;;X*4Xfr-q#djQuuuEgNmvA&oV|{kxx= zjFuSFy}2G*l$gsff9tn+uO@}%u7598yIDSoR)D*Ne)u`myrA*v#va>XM4rC*g~IUa z%K8Q8Ycgt&!X+Nh=eb?YSYd_ZXX#BJm(VMDeJGiIWbWIx41PD$nY>F33b%hFL1Ms{ zjO1l?s8#QBD2O|c?`D9*10K}zQY~!H_Q+fR%$k+*PYv_(@1D?}mQb~7AJQQ;eiCR0 zE8tN5t|>9vHXQ`=YRY2s)sqfvaGI9Zt3U18iOn8864(6=*!JS}us|<-iWtW35&m_( z2ST~b=(v}TZYn#;Y%$_Rkc@i8w<2bt!TVF*hA~aAKgIBNSPXNNR{5>DBeUq(7(27t zY}iYGDXB9bpr4w}^R*L@-%WYksV^?Csr*dI?qY5Oaw?$R@kNH|W}_A_VOc2h!o+e~ z_h-qa?7%$np*PpfyAQi(9{KWgw$Cjwy2nvV3=%>0_cBhVoI~drTx;eL{<6$$z3R)? z*7rrj46U=~Je8NE{i1o3Zq_QU#x*BK$I(?vi0%~?#ni|$;Ksn|AtYE$0KgL?SA+AE z=A2*%FgAqiUKqVskGj-n)M8q15MB@U zi8SPSP_|VBF7>Ep*%&HfxieLCH`TC;T0F-ygFU>^ZK$HB?hO~p@VlV!H(%?lqni=V z2T7TA&SIcLRQdF-2%>R$M^-pEct(kunp3Wo?^=&nkt#DV0ZS zS`;md%^ednTW$sLlQfdS!?qnQ)$5fT?S()q=mEGvI0pay*GK*j7-HStr*JZnnyzr_ z8t1^|H)g))MD9nIkcoMGJuno)Gw|2LrxDS%Dhj(U%u&G_{ry8wtn3MeoWm^ zNP#iVRqB_#74o3B!JFS3kMeIGKJib0AnS9N)56_;k`-m02f3f>?1Wa*J5zVf*dCD0 zx*Hi>xGHEorptFjvM4RCoq6_^-oV&{4g~=@H+Nq;A<)nGFhL9J40H2eZ#BN9G!XlV zPnz^CJxsKnfxovBX5xA`x~o^GvfXT_NFqt#nS|zjGI3+nRrYrlyNl2JFFVO(?*m~P zbKP%sP$prY`A5i72LcA?r$CYD6>_e*fe4;HHOh1 z4rQf$y{NWge;dvGOwIq;we_;8ih85!##~IRn%VIE4F{QdOwoy?vt59)Iu`RJcnZ8m6mN-`XH3mecYOSB5|hlG)>GQ6r;f{`>(X{@5bNw?amVH5 zuZT7HEhLP*)0UZY=PqK4Ndi5d9tK9(rAA!l43>dZ@RAFVi3Afmz50+m(}Jl_MP&wh z%Fc;wy!E^IOBMl>LqYszy*{4sxo|#4*pg=QyD-Vf@UDF+rmSVGR$*`O^ zd5QgsbUYckwHQ?bKKtyN8})l2S4nIuNhbU!-j*O=r6!3%WeJ?GWss8Udh2M>!kNIB z(}{@=)r#+PYWi9+_u3~j?3KZ1}cA(w9v>TvrI`SVh7Qmx>)^Zh9nej_~ zNbl#<*RV5R_(ouc|NAA@7CeAB)$5=md0SG1u4w=RZ~*q$1au?dsNKM2;}y4A`(!2p zv3|O}(T)DY2yvS@lFlA|jY0a=ar;+Vc(T_Z}imT%kas{N~>;K$6oxN zYNxlu$Zm!>QZRc6=Tp{fOeHMw)#gv|`9{J`A1EvbrZ6}1*k#mdM#-(eEORAtN!mB^ zxe9xse)Gcuz;@ky*FuVN=mPo$}3)PlX{*<2tsyIzyR%pv5SL>1qb zQ^V%WHAu2$Mu!TUZ(7%&`}zy3P24m9-iy3{Q^fzHVPgHB zB}6!wySlj`Ozm%5j%GH5B0xUi?Kc=KAR@y5zqDY!Kh(T32oGyGLQ`Jq&o1yET`(9S zubj1=8^Q%>2;`NK)|NrQ9nBFyBSKzXYjZa%Aec{(koPIV+S1Am2;nE>m3FjqbkTA$ zg(J{iXb??8UMXugS9OGow4=R~qXWXh4Jb^=tBi24y!Gb)o5|zHgntD58}<7efLu{d zK@Na{0l?J5)B^y1&jX|ZSeUnR`-z1XY+USH!NaBqYEmARr_rBPJvwB_bdo zp&%h8BPXXICnUZ@d54@5-6p>U!MOFr!p28Ck`oaSp|$@-`P~Vizz1*vY_Kry128Et zuqZHo_W&3H0CZI7aQ_rMd>mW=HUS|fx>txCfQjBPCJy?AjdyE;fr*8ULjl0OgLe;~ z5-h24-;{ugn%`OTB`X`Jl(dXlLe2Ynv?Bw0{Ak!eK>+}4JY0ML7S7*LDbO(3SXczO zcz;-+Q2}UJ+&lNc8Z~(LO`Tm{CghG&Qt=B&cCksBA@gcKF8`hb5Tg+>DX=I25`gWH z@p8V_ku1)4v5x`6$wMbAHZ$*e>XH{>$dM0Od$9WYQ=y6r1$fHLy(bZPiJ}6G;cQh7 z51=Eig)TOmQj@aEN0Zu}(JG=(bH4z{+eYlx{R4|_(=&ZLOc;t8V)s1fPwO<)pDCGu z#Dd4!eqes0a|$T`JTOlSq*+bg`&>4yC8Oj}f}x+B(tD0lTL=CW>RG}tm2(c2b>S5* z07Q2dfezjPL^@yj#=ha7YgO9cj_KAg@tFPK5?$}3Q%5pYN`Rzem5c7BzK6|2d#sfa z-yULP(NQI&P<6+|v|f*cUq|a%fWA+nVtnsmiFzrl-1$Xcya-;+?vs0@)k|zn^!jht z;9pQ#yM2?{Yump8md&YzB9z(fO|fQ;4~9m^4H=MX*F&V=MM#RYa5CIgJ&<^32Bx)- zfrS-qZQJWcFY3G#wfZNI&S(;rnbq=+jstByxy4V)i2Yr+Vvf&rd^*m29Z@B#!C5}Z z?-oags6{6RD+@|wF^t;7*e;0WJIsq*$0eB<8@c8ZaLYV zmNC9jQ(i^}SB=CAcZz9;Qn!x6nH|6RzOn}YMh`F6w3I2g_C9H9WhFu7481#&T-piS zxR2fYdAs*K{EP*BjMI%PYxA_OOUi6Qz6o4wwPiWby_J9V5 z1v^fk-*6+fWd_GeN|VG~h=sXwEV%hPv4Wvo#V@8Q^=0pcr`)NdrjCyF%emMHz z`V|rGl4e3SXlT#gJuE2=A`kf6}o(xD+1^h^AjMGatlLwWN**-l&xsuTYpca z8Y^|u+nU6Qkh&oyY-?Be5mFE`^I>49X}w{C|0oSH({=W*d?&6l+;^i0I$4 zr^u}`J{31YougOG{<4d~Mxx+AnxoeMs`Yt9b>$IVFy$Z&TfNry>0|cqa1H!$E!jRx zglV7>v>L8-(%#>gWaF85#izY#Qms6>SxvBA z2_|6c8z*A!tl3*yk|~eNbaE~BH=pxG79ztPrWR=GIf_(O)l%=BjAkvth+gfX;A41j^C_BwQk(?4E=Cbt9zz>zJb zqWUyoh=v>mtk0x4!Gac%_UxcCOT z9u=58a_x^VQhfMeHmmVa<3{E?vSi7*hrsnT>psPe`g=V`BuSUNhKAxcCO7C)@>Q@} z@vb)CudDMhB829|bOcZR(<8&x#7H@oo#dY~ic5$ti@tI3T5WoHjfdmNj(9AttErRJ ztt5f*2QnUM8Y<|z(&fec5{@1&eG-iF)iV-gO(h#+6Q*CyR%R?Pkd#l-OGI~a2o@fP zED&Anzf^l|oZtUr`3{#nChcy^UdVF3|EW>h->#fR{Mnjg5if)QJs$0KB}IE{^3K=0sH7gH|w#v$pn`eWn$LV z#YER-)GXtE6z*n3WE*>p^_MFxSWFDtl~ING(>IjL#kq=7S`#ChFPU!c%YR|wSFMP6 z_l_fURIy@?pvA8Te-}yisYX*`T>7M)bdcoPg18ogUbx$nkCr_)tyfQE^%btfBZsIbR$qdnFotZK5mt2?<;<^Y@^jiDgUfN)jjsUGh7M@8>)lsO%X{lDK z50Fb};$l;?nOn~5;t`sPJQwGDkRfOJv_to2WNH-n`6rz-B}kbdS+u_%i_ndS+K)As zo4dwoYL%@slhb>OLn8<=)iE7OY}b#-$cWaygpjf@4mL~Xrp{p}z|1>LIe&Mob@4N0 zG46Mm5aX{k6cP7cz#oKhy*AErBV&xzn7k&J!=IuV8>>i_t3O;UPuVGeQoE?BF{#|| zh>!KA8Zgf;u3@{$G;vSU67ALk;Kftn9+Hv6^TKIn2ZJRy*_`g-17${U!(xbS+FuPwa zfp08{P~Q%_&c85+%l>@gU_(gvRWxEV2dTl5I<$(@L5HxxCp2hS_a;^BJulb#!(v-BwB{d~< znIZB%`jA*Q!cy=iU>Dk$FSGWUPCByD+PIiFDBrc@<-@~~@hGObr6y6wiM`DC`{(Bg z`Au`@KOxjyOj78@5K9M=c}U5edVDC;dDgd7QD4(Dj2mMr=lyaODU_JnmnEr=@=w+` zFgt%_JGw5->l#^v`yNS%WzNmStj?=~LUHO8pI!$`9$~WxGYpNACWF2%=}Jyy7OBW9 zCq{fzQno=@5K>MMg?2MYZw=thTs>ARy7 z=$g1Gytetif}xF_9RX9&RifHXrVx!F=XG~YGxz3PuX zZJ){fPjVQk0WUA%i_p`XfUdEVuKg{8%5piIThdxJ6S{RelcN$)wydBfx06OTAZ z;QwNFm{uHcFUnh#sDGv{-%J0wp`H>3iuVS`ZJ)Y}qq#dAO}RJ~ z>`g5ZDyEj!a9f}tj|dMRh!3a%76f_;3z`T*fVZe1J}?L@0<>~-a}wp{_4M@QvA%Ue zztK)SjxLrD3I9H5FBf#0@d3fYgnWMrP!I|gfC4Rmf9h_D+pPc{{;q?fIpkk-V6gB% z>G(zdStlTjW|M#MMf1>q(m@2!Kj~lWAke?yfx!?#fxqD0>Y(VI{GWYqb;5rc2RbK2 z1kn5PAMJ!hpnuu!t)0+c;zJJ>?eE0wXA*6 ztQgIH6&x%af#BN&LepbSM@Ki{E#F4B6=Z;hFcE|Z+*DXZL=bK&!UqRKAwm!c+{_FC zH8(SZn1M}A1%0yadPAU literal 0 HcmV?d00001 diff --git a/Chapter3/chapter3.tex b/Chapter3/chapter3.tex index 42b2a5e..f65d7ee 100644 --- a/Chapter3/chapter3.tex +++ b/Chapter3/chapter3.tex @@ -2,8 +2,8 @@ %*********************************** Third Chapter ***************************** %******************************************************************************* -\chapter{Probing Matter-Field and Atom-Number Correlations in Optical Lattices - by Global Nondestructive Addressing} %Title of the Third Chapter +\chapter{Probing Correlations by Global +Nondestructive Addressing} %Title of the Third Chapter \ifpdf \graphicspath{{Chapter3/Figs/Raster/}{Chapter3/Figs/PDF/}{Chapter3/Figs/}} @@ -13,3 +13,481 @@ %********************************** %First Section ************************************** + +\section{Introduction} + +Having developed the basic theoretical framework within which we can +treat the fully quantum regime of light-matter interactions we now +consider possible applications. There are three prominent directions +in which we can apply our model: nondestructive probing, quantum +measurement backaction and quantum optical lattices. Here, we deal +with the first of the three options. + +\mynote{adjust for the fact that the derivation of B operator has been moved} +\mynote{update some outdated mentions to previous experiments} +In this chapter we develop a method to measure properties of ultracold +gases in optical lattices by light scattering. We show that such +measurements can reveal not only density correlations, but also +matter-field interference. Recent quantum non-demolition (QND) +schemes \cite{rogers2014, mekhov2007prl, eckert2008} probe density +fluctuations and thus inevitably destroy information about phase, +i.e.~the conjugate variable, and as a consequence destroy matter-field +coherence. In contrast, we focus on probing the atom interference +between lattice sites. Our scheme is nondestructive in contrast to +totally destructive methods such as time-of-flight measurements. It +enables in-situ probing of the matter-field coherence at its shortest +possible distance in an optical lattice, i.e. the lattice period, +which defines key processes such as tunnelling, currents, phase +gradients, etc. This is achieved by concentrating light between the +sites. By contrast, standard destructive time-of-flight measurements +deal with far-field interference and a relatively near-field one was +used in Ref. \cite{miyake2011}. Such a counter-intuitive configuration +may affect works on quantum gases trapped in quantum potentials +\cite{mekhov2012, mekhov2008, larson2008, chen2009, habibian2013, + ivanov2014, caballero2015} and quantum measurement-induced +preparation of many-body atomic states \cite{mazzucchi2016, + mekhov2009prl, pedersen2014, elliott2015}. Within the mean-field +treatment, this enables measurements of the order parameter, +matter-field quadratures and squeezing. This can have an impact on +atom-wave metrology and information processing in areas where quantum +optics already made progress, e.g., quantum imaging with pixellized +sources of non-classical light \cite{golubev2010, kolobov1999}, as an +optical lattice is a natural source of multimode nonclassical matter +waves. + +Furthermore, the scattering angular distribution is nontrivial, even +when classical diffraction is forbidden and we derive generalized +Bragg conditions for this situation. The method works beyond +mean-field, which we demonstrate by distinguishing all three phases in +the Mott insulator - superfluid - Bose glass phase transition in a 1D +disordered optical lattice. We underline that transitions in 1D are +much more visible when changing an atomic density rather than for +fixed-density scattering. It was only recently that an experiment +distinguished a Mott insulator from a Bose glass \cite{derrico2014}. + +\section{Global Nondestructive Measurement} + +As we have seen in section \ref{sec:a} under certain approximations +the scattered light mode, $\a_1$, is linked to the quantum state of +matter via +\begin{equation} + \label{eq:a-3} + \a_1 = C \hat{F} = C \left(\hat{D} + \hat{B} \right), +\end{equation} +where the atomic operators $\hat{D}$ and $\hat{B}$, given by +Eq. \eqref{eq:D} and Eq. \eqref{eq:B}, are responsible for the +coupling to on-site density and inter-site interference +respectively. It crucial to note that light couples to the bosons via +an operator as this makes it sensitive to the quantum state of the +matter. + +Here, we will use this fact that the light is sensitive to the atomic +quantum state due to the coupling of the optical and matter fields via +operators in order to develop a method to probe the properties of an +ultracold gas. Therefore, we neglect the measurement back-action and +we will only consider expectation values of light observables. Since +the scheme is nondestructive (in some cases, it even satisfies the +stricter requirements for a QND measurement \cite{mekhov2007pra, + mekhov2012}) and the measurement only weakly perturbs the system, +many consecutive measurements can be carried out with the same atoms +without preparing a new sample. Again, we will show how the extreme +flexibility of the the measurement operator $\hat{F}$ allows us to +probe a variety of different atomic properties in-situ ranging from +density correlations to matter-field interference. + +\subsection{On-site density measurements} + +Typically, the dominant term in $\hat{F}$ is the density term +$\hat{D}$, rather than inter-site matter-field interference $\hat{B}$ +\cite{mekhov2007pra, rist2010, lakomy2009, ruostekoski2009, + LP2009}. However, before we move onto probing the interference +terms, $\hat{B}$, we will first discuss typical light scattering. We +start with a simpler case when scattering is faster than tunneling and +$\hat{F} = \hat{D}$. This corresponds to a QND scheme +\cite{mekhov2007prl, mekhov2007pra, eckert2008, rogers2014}. The +density-related measurement destroys some matter-phase coherence in +the conjugate variable \cite{mekhov2009pra, LP2010, LP2011} +$\bd_i b_{i+1}$, but this term is neglected. For this purpose we will +define an auxiliary quantity, +\begin{equation} + \label{eq:R} + R = \langle \ad_1 \a_1 \rangle - | \langle \a_1 \rangle |^2, +\end{equation} +which we will call the ``quantum addition'' to light scattering. $R$ +is simply the full light intensity minus the classical field intensity +and thus it faithfully represents the new contribution from the +quantum light-matter interaction to the diffraction pattern. + +\begin{figure}[htbp!] + \centering + \includegraphics[width=\linewidth]{Ep1} + \caption[Light Scattering Angular Distribution]{Light intensity + scattered into a standing wave mode from a superfluid in a 3D + lattice (units of $R/N_K$). Arrows denote incoming travelling wave + probes. The Bragg condition, $\Delta \b{k} = \b{G}$, is not + fulfilled, so there is no classical diffraction, but intensity + still shows multiple peaks, whose heights are tunable by simple + phase shifts of the optical beams: (a) $\varphi_1=0$; (b) + $\varphi_1=\pi/2$. Interestingly, there is also a significant + uniform background level of scattering which does not occur in its + classical counterpart. } + \label{fig:Scattering} +\end{figure} + +In a deep lattice, +\begin{equation} + \hat{D}=\sum_i^K u_1^*({\bf r}_i) u_0({\bf r}_i) \hat{n}_i, +\end{equation} +which for travelling +[$u_l(\b{r})=\exp(i \b{k}_l \cdot \b{r}+i\varphi_l)$] or standing +[$u_l(\b{r})=\cos(\b{k}_l \cdot \b{r}+\varphi_l)$] waves is just a +density Fourier transform at one or several wave vectors +$\pm(\b{k}_1 \pm \b{k}_0)$. The quadrature, as defined in section +\ref{sec:a}, for two travelling waves is reduced to +\begin{equation} + \hat{X}^F_\beta = \sum_i^K \hat{n}_i\cos[(\b{k}_1 - \b{k}_2) \cdot + \b{r}_i - \beta]. +\end{equation} +Note that different light quadratures are differently coupled to the +atom distribution, hence varying local oscillator phase and detection +angle, one scans the coupling from maximal to zero. An identical +expression exists for $\hat{D}$ for a standing wave, where $\beta$ is +replaced by $\varphi_l$, and scanning is achieved by varying the +position of the wave with respect to atoms. Thus, variance +$(\Delta X^F_\beta)^2$ and quantum addition $R$, have a non-trivial +angular dependence, showing more peaks than classical diffraction and +the peaks can be tuned by the light-atom coupling. + +Fig. \ref{fig:Scattering} shows the angular dependence of $R$ for +standing and travelling waves scattering from bosons in a 3D optical +lattice. The isotropic background gives the density fluctuations +[$R = K( \langle \hat{n}^2 \rangle - \langle \hat{n} \rangle^2 )/2$ in +mean-field with inter-site correlations neglected]. The radius of the +sphere changes from zero, when it is a Mott insulator with suppressed +fluctuations, to half the atom number at $K$ sites, $N_K/2$, in the +deep superfluid. There exist peaks at angles different than the +classical Bragg ones and thus, can be observed without being masked by +classical diffraction. Interestingly, even if 3D diffraction +\cite{miyake2011} is forbidden as seen in Fig. \ref{fig:Scattering}, +the peaks are still present. As $(\Delta X^F_\beta)^2$ and $R$ are +quadratic variables, the generalized Bragg conditions for the peaks +are $2 \Delta \b{k} = \b{G}$ for quadratures of travelling waves, +where $\Delta \b{k} = \b{k}_0 - \b{k}_1$ and $\b{G}$ is the reciprocal +lattice vector, and $2 \b{k}_1 = \b{G}$ for standing wave $\a_1$ and +travelling $\a_0$, which is clearly different from the classical Bragg +condition $\Delta \b{k} = \b{G}$. The peak height is tunable by the +local oscillator phase or standing wave shift as seen in Fig. +\ref{fig:Scattering}b. + +In section \ref{sec:Efield} we have estimated the mean photon +scattering rates integrated over the solid angle for the only two +experiments so far on light diffraction from truly ultracold bosons +where the measurement object was light +\begin{equation} + n_{\Phi}= \left(\frac{\Omega_0}{\Delta_a}\right)^2 \frac{\Gamma K}{8} + (\langle\hat{n}^2\rangle-\langle\hat{n}\rangle^2). +\end{equation} +The background signal should reach $n_\Phi \approx 10^6$ s$^{-1}$ in +Ref. \cite{weitenberg2011} (150 atoms in 2D), and +$n_\Phi \approx 10^{11}$ s$^{-1}$ in Ref. \cite{miyake2011} ($10^5$ +atoms in 3D). These numbers show that the diffraction patterns we have +seen due to the ``quantum addition'' should be visible using currently +available technology, especially since the most prominent features, +such as Bragg diffraction peaks, do not coincide at all with the +classical diffraction pattern. + +\subsection{Matter-field interference measurements} + +We now focus on enhancing the interference term $\hat{B}$ in the +operator $\hat{F}$. + +Firstly, we will use this result to show how one can probe +$\langle \hat{B} \rangle$ which in MF gives information about the +matter-field amplitude, $\Phi = \langle b \rangle$. + +Hence, by measuring the light quadrature we probe the kinetic energy +and, in MF, the matter-field amplitude (order parameter) $\Phi$: +$\langle \hat{X}^F_{\beta=0} \rangle = | \Phi |^2 +\mathcal{F}[W_1](2\pi/d) (K-1)$. + +Secondly, we show that it is also possible to access the fluctuations +of matter-field quadratures $\hat{X}^b_\alpha = (b e^{-i\alpha} + \bd +e^{i\alpha})/2$, which in MF can be probed by measuring the variance +of $\hat{B}$. Across the phase transition, the matter field changes +its state from Fock (in MI) to coherent (deep SF) through an +amplitude-squeezed state as shown in Fig. \ref{Quads}(a,b). + +Assuming $\Phi$ is real in MF: +\begin{equation} + \label{intensity} + \langle \ad_1 \a_1 \rangle = 2 |C|^2(K-1)\mathcal{F}^2[W_1](\frac{\pi}{d}) + \times [ ( \langle b^2 \rangle - \Phi^2 )^2 + ( n - \Phi^2 ) ( 1 +n - \Phi^2 ) ] +\end{equation} +and it is shown as a function of $U/(zJ^\text{cl})$ in +Fig. \ref{Quads}. Thus, since measurement in the diffraction maximum +yields $\Phi^2$ we can deduce $\langle b^2 \rangle - \Phi^2$ from the +intensity. This quantity is of great interest as it gives us access to +the quadrature variances of the matter-field +\begin{equation} + (\Delta X^b_{0,\pi/2})^2 = 1/4 + [(n - \Phi^2) \pm + (\langle b^2 \rangle - \Phi^2)]/2, +\end{equation} +where $n=\langle\hat{n}\rangle$ is the mean on-site atomic density. + +\begin{figure}[htbp!] + \centering + \includegraphics[width=\linewidth]{Quads} + \captionsetup{justification=centerlast,font=small} + \caption[Mean-Field Matter Quadratures]{Photon number scattered in a + diffraction minimum, given by Eq. (\ref{intensity}), where + $\tilde{C} = 2 |C|^2 (K-1) \mathcal{F}^2 [W_1](\pi/d)$. More + light is scattered from a MI than a SF due to the large + uncertainty in phase in the insulator. (a) The variances of + quadratures $\Delta X^b_0$ (solid) and $\Delta X^b_{\pi/2}$ + (dashed) of the matter field across the phase transition. Level + 1/4 is the minimal (Heisenberg) uncertainty. There are three + important points along the phase transition: the coherent state + (SF) at A, the amplitude-squeezed state at B, and the Fock state + (MI) at C. (b) The uncertainties plotted in phase space.} + \label{Quads} +\end{figure} + +Probing $\hat{B}^2$ gives us access to kinetic energy fluctuations +with 4-point correlations ($\bd_i b_j$ combined in pairs). Measuring +the photon number variance, which is standard in quantum optics, will +lead up to 8-point correlations similar to 4-point density +correlations \cite{mekhov2007pra}. These are of significant interest, +because it has been shown that there are quantum entangled states that +manifest themselves only in high-order correlations +\cite{kaszlikowski2008}. + +Surprisingly, inter-site terms scatter more light from a Mott +insulator than a superfluid Eq. \eqref{intensity}, as shown in +Fig. \eqref{Quads}, although the mean inter-site density +$\langle \hat{n}(\b{r})\rangle $ is tiny in a MI. This reflects a +fundamental effect of the boson interference in Fock states. It indeed +happens between two sites, but as the phase is uncertain, it results +in the large variance of $\hat{n}(\b{r})$ captured by light as shown +in Eq. \eqref{intensity}. The interference between two macroscopic +BECs has been observed and studied theoretically +\cite{horak1999}. When two BECs in Fock states interfere a phase +difference is established between them and an interference pattern is +observed which disappears when the results are averaged over a large +number of experimental realizations. This reflects the large +shot-to-shot phase fluctuations corresponding to a large inter-site +variance of $\hat{n}(\b{r})$. By contrast, our method enables the +observation of such phase uncertainty in a Fock state directly between +lattice sites on the microscopic scale in-situ. + +\subsection{Mapping the quantum phase diagram} + +\begin{figure}[htbp!] + \centering + \includegraphics[width=\linewidth]{oph11} + \caption[Mapping the Bose-Hubbard Phase Diagram]{(a) The angular + dependence of scattered light $R$ for a superfluid (thin black, + left scale, $U/2J^\text{cl} = 0$) and Mott insulator (thick green, + right scale, $U/2J^\text{cl} =10$). The two phases differ in both + their value of $R_\text{max}$ as well as $W_R$ showing that + density correlations in the two phases differ in magnitude as well + as extent. Light scattering maximum $R_\text{max}$ is shown in (b, + d) and the width $W_R$ in (c, e). It is very clear that varying + chemical potential $\mu$ or density $\langle n\rangle$ sharply + identifies the superfluid-Mott insulator transition in both + quantities. (b) and (c) are cross-sections of the phase diagrams + (d) and (e) at $U/2J^\text{cl}=2$ (thick blue), 3 (thin purple), + and 4 (dashed blue). Insets show density dependencies for the + $U/(2 J^\text{cl}) = 3$ line. $K=M=N=25$.} + \label{fig:SFMI} +\end{figure} + +We have shown how in mean-field, we can track the order parameter, +$\Phi$, by probing the matter-field interference using the coupling of +light to the $\hat{B}$ operator. In this case, it is very easy to +follow the superfluid to Mott insulator quantum phase transition since +we have direct access to the order parameter which goes to zero in the +insulating phase. In fact, if we're only interested in the critical +point, we only need access to any quantity that yields information +about density fluctuations which also go to zero in the MI phase and +this can be obtained by measuring +$\langle \hat{D}^\dagger \hat{D} \rangle$. However, there are many +situations where the mean-field approximation is not a valid +description of the physics. A prominent example is the Bose-Hubbard +model in 1D \cite{cazalilla2011, ejima2011, kuhner2000, pino2012, + pino2013}. Observing the transition in 1D by light at fixed density +was considered to be difficult \cite{rogers2014} or even impossible +\cite{roth2003}. By contrast, here we propose varying the density or +chemical potential, which sharply identifies the transition. We +perform these calculations numerically by calculating the ground state +using DMRG methods \cite{tnt} from which we can compute all the +necessary atomic observables. Experiments typically use an additional +harmonic confining potential on top of the optical lattice to keep the +atoms in place which means that the chemical potential will vary in +space. However, with careful consideration of the full +($\mu/2J^\text{cl}$, $U/2J^\text{cl}$) phase diagrams in +Fig. \ref{fig:SFMI}(d,e) our analysis can still be applied to the +system \cite{batrouni2002}. + +The 1D phase transition is best understood in terms of two-point +correlations as a function of their separation \cite{giamarchi}. In +the Mott insulating phase, the two-point correlations +$\langle \bd_i b_j \rangle$ and +$\langle \delta \hat{n}_i \delta \hat{n}_j \rangle$ +($\delta \hat{n}_i =\hat{n}_i-\langle \hat{n}_i\rangle$) decay +exponentially with $|i-j|$. On the other hand the superfluid will +exhibit long-range order which in dimensions higher than one, +manifests itself with an infinite correlation length. However, in 1D +only pseudo long-range order happens and both the matter-field and +density fluctuation correlations decay algebraically \cite{giamarchi}. + +The method we propose gives us direct access to the structure factor, +which is a function of the two-point correlation $\langle \delta +\hat{n}_i \delta \hat{n}_j \rangle$, by measuring the light +intensity. For two travelling waves maximally coupled to the density +(atoms are at light intensity maxima so $\hat{F} = \hat{D}$), the +quantum addition is given by +\begin{equation} + R =\sum_{i, j} \exp[i (\mathbf{k}_1 - \mathbf{k}_0) + (\mathbf{r}_i - \mathbf{r}_j)] \langle \delta \hat{n}_i \delta + \hat{n}_j \rangle, +\end{equation} + +The angular dependence of $R$ for a Mott insulator and a superfluid is +shown in Fig. \ref{fig:SFMI}a, and there are two variables +distinguishing the states. Firstly, maximal $R$, +$R_\text{max} \propto \sum_i \langle \delta \hat{n}_i^2 \rangle$, +probes the fluctuations and compressibility $\kappa'$ +($\langle \delta \hat{n}^2_i \rangle \propto \kappa' \langle \hat{n}_i +\rangle$). The Mott insulator is incompressible and thus will have +very small on-site fluctuations and it will scatter little light +leading to a small $R_\text{max}$. The deeper the system is in the MI +phase (i.e. that larger the $U/2J^\text{cl}$ ratio is), the smaller +these values will be until ultimately it will scatter no light at all +in the $U \rightarrow \infty$ limit. In Fig. \ref{fig:SFMI}a this can +be seen in the value of the peak in $R$. The value $R_\text{max}$ in +the SF phase ($U/2J^\text{cl} = 0$) is larger than its value in the MI +phase ($U/2J^\text{cl} = 10$) by a factor of +$\sim$25. Figs. \ref{fig:SFMI}(b,d) show how the value of +$R_\text{max}$ changes across the phase transition. We see that the +transition shows up very sharply as $\mu$ is varied. + +Secondly, being a Fourier transform, the width $W_R$ of the dip in $R$ +is a direct measure of the correlation length $l$, $W_R \propto +1/l$. The Mott insulator being an insulating phase is characterised by +exponentially decaying correlations and as such it will have a very +large $W_R$. However, the superfluid in 1D exhibits pseudo long-range +order which manifests itself in algebraically decaying two-point +correlations \cite{giamarchi} which significantly reduces the dip in +the $R$. This can be seen in Fig. \ref{fig:SFMI}a and we can also see +that this identifies the phase transition very sharply as $\mu$ is +varied in Figs. \ref{fig:SFMI}(c,e). One possible concern with +experimentally measuring $W_R$ is that it might be obstructed by the +classical diffraction maxima which appear at angles corresponding to +the minima in $R$. However, the width of such a peak is much smaller +as its width is proportional to $1/M$. + +It is also possible to analyse the phase transition quantitatively +using our method. Unlike in higher dimensions where an order parameter +can be easily defined within the MF approximation there is no such +quantity in 1D. However, a valid description of the relevant 1D low +energy physics is provided by Luttinger liquid theory +\cite{giamarchi}. In this model correlations in the supefluid phase as +well as the superfluid density itself are characterised by the +Tomonaga-Luttinger parameter, $K_b$. This parameter also identifies +the phase transition in the thermodynamic limit at $K_b = 1/2$. This +quantity can be extracted from various correlation functions and in +our case it can be extracted directly from $R$ \cite{ejima2011}. By +extracting this parameter from $R$ for various lattice lengths from +numerical DMRG calculations it was even possible to give a theoretical +estimate of the critical point for commensurate filling, $N = M$, in +the thermodynamic limit to occur at $U/2J^\text{cl} \approx 1.64$ +\cite{ejima2011}. Our proposal provides a method to directly measure +$R$ in a lab which can then be used to experimentally determine the +location of the critical point in 1D. + +So far both variables we considered, $R_\text{max}$ and $W_R$, provide +similar information. Next, we present a case where it is very +different. The Bose glass is a localized insulating phase with +exponentially decaying correlations but large compressibility and +on-site fluctuations in a disordered optical lattice. Therefore, +measuring both $R_\text{max}$ and $W_R$ will distinguish all the +phases. In a Bose glass we have finite compressibility, but +exponentially decaying correlations. This gives a large $R_\text{max}$ +and a large $W_R$. A Mott insulator will also have exponentially +decaying correlations since it is an insulator, but it will be +incompressible. Thus, it will scatter light with a small +$R_\text{max}$ and large $W_R$. Finally, a superfluid will have long +range correlations and large compressibility which results in a large +$R_\text{max}$ and a small $W_R$. + +\begin{figure}[htbp!] + \centering + \includegraphics[width=\linewidth]{oph22} + \caption[Mapping the Disoredered Phase Diagram]{The + Mott-superfluid-glass phase diagrams for light scattering maximum + $R_\text{max}/N_K$ (a) and width $W_R$ (b). Measurement of both + quantities distinguish all three phases. Transition lines are + shifted due to finite size effects \cite{roux2008}, but it is + possible to apply well known numerical methods to extract these + transition lines from such experimental data extracted from $R$ + \cite{ejima2011}. $K=M=N=35$.} + \label{fig:BG} +\end{figure} + +We confirm this in Fig. \ref{fig:BG} for simulations with the ratio of +superlattice- to trapping lattice-period $r\approx 0.77$ for various +disorder strengths $V$ \cite{roux2008}. Here, we only consider +calculations for a fixed density, because the usual interpretation of +the phase diagram in the ($\mu/2J^\text{cl}$, $U/2J^\text{cl}$) plane +for a fixed ratio $V/U$ becomes complicated due to the presence of +multiple compressible and incompressible phases between successive MI +lobes \cite{roux2008}. This way, we have limited our parameter space +to the three phases we are interested in: superfluid, Mott insulator, +and Bose glass. From Fig. \ref{fig:BG} we see that all three phases +can indeed be distinguished. In the 1D BHM there is no sharp MI-SF +phase transition in 1D at a fixed density \cite{cazalilla2011, + ejima2011, kuhner2000, pino2012, pino2013} just like in +Figs. \ref{fig:SFMI}(d,e) if we follow the transition through the tip +of the lobe which corresponds to a line of unit density. However, +despite the lack of an easily distinguishable critical point it is +possible to quantitatively extract the location of the transition +lines by extracting the Tomonaga-Luttinger parameter from the +scattered light, $R$, in the same way it was done for an unperturbed +BHM \cite{ejima2011}. + +Only recently \cite{derrico2014} a Bose glass phase was studied by +combined measurements of coherence, transport, and excitation spectra, +all of which are destructive techniques. Our method is simpler as it +only requires measurement of the quantity $R$ and additionally, it is +nondestructive. + +\section{Conclusions} + +In summary, we proposed a nondestructive method to probe quantum gases +in an optical lattice. Firstly, we showed that the density-term in +scattering has an angular distribution richer than classical +diffraction, derived generalized Bragg conditions, and estimated +parameters for the only two relevant experiments to date +\cite{weitenberg2011, miyake2011}. Secondly, we proposed how to +measure the matter-field interference by concentrating light between +the sites. This corresponds to interference at the shortest possible +distance in an optical lattice. By contrast, standard destructive +time-of-flight measurements deal with far-field interference and a +relatively near-field one was used in Ref. \cite{miyake2011}. This +defines most processes in optical lattices. E.g. matter-field phase +changes may happen not only due to external gradients, but also due to +intriguing effects such quantum jumps leading to phase flips at +neighbouring sites and sudden cancellation of tunneling +\cite{vukics2007}, which should be accessible by our method. In +mean-field, one can measure the matter-field amplitude (order +parameter), quadratures and squeezing. This can link atom optics to +areas where quantum optics has already made progress, e.g., quantum +imaging \cite{golubev2010, kolobov1999}, using an optical lattice as +an array of multimode nonclassical matter-field sources with a high +degree of entanglement for quantum information processing. Thirdly, we +demonstrated how the method accesses effects beyond mean-field and +distinguishes all the phases in the Mott-superfluid-glass transition, +which is currently a challenge \cite{derrico2014}. Based on +off-resonant scattering, and thus being insensitive to a detailed +atomic level structure, the method can be extended to molecules +\cite{LP2013}, spins, and fermions \cite{ruostekoski2009}. diff --git a/Preamble/preamble.tex b/Preamble/preamble.tex index 8bd434a..c4319ea 100644 --- a/Preamble/preamble.tex +++ b/Preamble/preamble.tex @@ -92,7 +92,7 @@ % Choose linespacing as appropriate. Default is one-half line spacing as per the % University guidelines -% \doublespacing + \doublespacing % \onehalfspacing % \singlespacing diff --git a/References/references.bib b/References/references.bib index 07b8e33..add4bb6 100644 --- a/References/references.bib +++ b/References/references.bib @@ -1,6 +1,258 @@ +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% Books, theses, reference material +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +@book{foot, + author = {Foot, C. J.}, + title = {{Atomic Physics}}, + publisher = {Oxford University Press}, + year = {2005} +} +@book{giamarchi, + author = {Giamarchi, T.}, + title = {{Quantum Physics in One Dimension}}, + publisher = {Clarendon Press, Oxford}, + year = {2003} +} +@phdthesis{weitenbergThesis, + author = {Weitenberg, Christof}, + number = {April}, + title = {{Single-Atom Resolved Imaging and Manipulation in an Atomic + Mott Insulator}}, + year = {2011} +} +@article{steck, + author = {Steck, Daniel Adam}, + title = {{Rubidium 87 D Line Data Author contact information :}}, + url = {http://steck.us/alkalidata} +} +@inbook{Scully, + author = {Scully, M. and Zubairy, S.}, + title = {{Quantum Optics}}, + publisher = {Cambridge University Press}, + chapter = {10.1}, + pages = {293}, + year = {1997} +} +@misc{tnt, + howpublished="\url{http://ccpforge.cse.rl.ac.uk/gf/project/tntlibrary/}" +} + + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% Igor's original papers +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +@article{mekhov2007prl, + title={Cavity-enhanced light scattering in optical lattices to probe + atomic quantum statistics}, + author={Mekhov, Igor B and Maschler, Christoph and Ritsch, Helmut}, + journal={Physical review letters}, + volume={98}, + number={10}, + pages={100402}, + year={2007}, + publisher={APS} +} +@article{mekhov2007pra, + title={Light scattering from ultracold atoms in optical lattices as + an optical probe of quantum statistics}, + author={Mekhov, Igor B and Maschler, Christoph and Ritsch, Helmut}, + journal={Physical Review A}, + volume={76}, + number={5}, + pages={053618}, + year={2007}, + publisher={APS} +} +@article{mekhov2008, + title = {Dicke quantum phase transition with a superfluid gas in an + optical cavity}, + author = {Maschler, C. and Mekhov, I. B. and Ritsch, H.}, + journal = {Eur. Phys. J. D}, + volume = {146}, + pages = {545}, + year = {2008}, +} +@article{mekhov2009prl, + author = {Mekhov, Igor B and Ritsch, Helmut}, + doi = {10.1103/PhysRevLett.102.020403}, + journal = {Phys. Rev. Lett.}, + month = jan, + number = {2}, + pages = {020403}, + title = {{Quantum Nondemolition Measurements and State Preparation + in Quantum Gases by Light Detection}}, + volume = {102}, + year = {2009} +} +@article{mekhov2009pra, + author = {Mekhov, Igor B and Ritsch, Helmut}, + doi = {10.1103/PhysRevA.80.013604}, + journal = {Phys. Rev. A}, + month = jul, + number = {1}, + pages = {013604}, + title = {{Quantum optics with quantum gases: Controlled state + reduction by designed light scattering}}, + volume = {80}, + year = {2009} +} +@article{LP2009, + title={Quantum optics with quantum gases}, + author={Mekhov, Igor B and Ritsch, Helmut}, + journal={Laser physics}, + volume={19}, + number={4}, + pages={610--615}, + year={2009}, + publisher={Springer} +} +@article{LP2010, + author = {Mekhov, Igor B and Ritsch, Helmut}, + doi = {10.1134/S1054660X10050105}, + journal = {Laser Phys.}, + volume = {20}, + pages = {694}, + title = {Quantum Optical Measurements in Ultracold Gases: + Macroscopic Bose–Einstein Condensates}, + year = {2010} +} +@article{LP2011, + author = {Mekhov, Igor B and Ritsch, Helmut}, + doi = {10.1134/S1054660X11150163}, + journal = {Laser Phys.}, + volume = {21}, + pages = {1486}, + title = {Atom State Evolution and Collapse in Ultracold Gases during + Light Scattering into a Cavity}, + year = {2011} +} +@article{LP2013, + author={Igor B Mekhov}, + title={Quantum non-demolition detection of polar molecule complexes: + dimers, trimers, tetramers}, + journal={Laser Phys.}, + volume={23}, + number={1}, + pages={015501}, + year={2013}, +} +@article{mekhov2012, + title={Quantum optics with ultracold quantum gases: towards the full + quantum regime of the light--matter interaction}, + author={Mekhov, Igor B and Ritsch, Helmut}, + journal={Journal of Physics B: Atomic, Molecular and Optical + Physics}, + volume={45}, + number={10}, + pages={102001}, + year={2012}, + publisher={IOP Publishing} +} + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% Group papers +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +@article{elliott2015, + author = {Elliott, T. J. and Kozlowski, W. and Caballero-Benitez, + S. F. and Mekhov, I. B.}, + doi = {10.1103/PhysRevLett.114.113604}, + journal = {Phys. Rev. Lett.}, + pages = {113604}, + title = {{Multipartite Entangled Spatial Modes of Ultracold Atoms + Generated and Controlled by Quantum Measurement}}, + volume = {114}, + year = {2015} +} +@article{atoms2015, + title={Probing and Manipulating Fermionic and Bosonic Quantum Gases + with Quantum Light}, + author={Elliott, Thomas J and Mazzucchi, Gabriel and Kozlowski, + Wojciech and Caballero-Benitez, Santiago F and + Mekhov, Igor B}, + journal={Atoms}, + volume={3}, + number={3}, + pages={392--406}, + year={2015}, + publisher={Multidisciplinary Digital Publishing Institute} +} +@article{mazzucchi2016, + title = {Quantum measurement-induced dynamics of many-body ultracold + bosonic and fermionic systems in optical lattices}, + author = {Mazzucchi, Gabriel and Kozlowski, Wojciech and + Caballero-Benitez, Santiago F. and Elliott, Thomas + J. and Mekhov, Igor B.}, + journal = {Physical Review A}, + volume = {93}, + issue = {2}, + pages = {023632}, + numpages = {12}, + year = {2016}, + month = {Feb}, + publisher = {American Physical Society} +} +@article{kozlowski2016zeno, + title={Non-hermitian dynamics in the quantum zeno limit}, + author={Kozlowski, Wojciech and Caballero-Benitez, Santiago F and Mekhov, Igor B}, + journal={arXiv preprint arXiv:1510.04857}, + year={2015} +} +@article{mazzucchi2016af, + title={Quantum measurement-induced antiferromagnetic order and + density modulations in ultracold Fermi gases in + optical lattices}, + author={Mazzucchi, Gabriel and Caballero-Benitez, Santiago F and + Mekhov, Igor B}, + journal={arXiv preprint arXiv:1510.04883}, + year={2015} +} + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% Other papers +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +@article{walters2013, +title = {Ab initio derivation of Hubbard models for cold atoms in + optical lattices}, +author = {Walters, R. and Cotugno, G. and Johnson, T. H. and Clark, + S. R. and Jaksch, D.}, +journal = {Phys. Rev. A}, +volume = {87}, +pages = {043613}, +year = {2013}, +month = {Apr}, +doi = {10.1103/PhysRevA.87.043613}, +} +@article{bloch2011, + title = {Single-spin addressing in an atomic Mott insulator}, + author = {Weitenberg, C. and Endres, M. and Sherson, J. F. and + Cheneau, M. and Schauss, P. and Fukuhara, T. and + Bloch, I. and Kuhr, S.}, + journal = {Nature}, + volume = {471}, + pages = {319--324}, + year = {2011}, + doi = {10.1038/nature09827}, +} +@article{greiner2009, + title = {A quantum gas microscope for detecting single atoms in a + Hubbard-regime optical lattice}, + author = {Bakr, W. S. and Gillen, J. I. and Peng, A. and Folling, + S. and Greiner, M.}, + journal = {Nature}, + volume = {462}, + pages = {74--77}, + year = {2009}, + doi = {10.1038/nature08482}, +} @article{cirac1996, - title={Continuous observation of interference fringes from Bose condensates}, - author={Cirac, J I and Gardiner, C W and Naraschewski, M and Zoller, P}, + title={Continuous observation of interference fringes from Bose + condensates}, + author={Cirac, J I and Gardiner, C W and Naraschewski, M and Zoller, + P}, journal={Physical Review A}, volume={54}, number={5}, @@ -19,7 +271,8 @@ publisher={APS} } @article{ruostekoski1997, - title={Nondestructive optical measurement of relative phase between two Bose-Einstein condensates}, + title={Nondestructive optical measurement of relative phase between + two Bose-Einstein condensates}, author={Ruostekoski, Janne and Walls, Dan F}, journal={Physical Review A}, volume={56}, @@ -30,7 +283,8 @@ } @article{ruostekoski1998, title={Macroscopic superpositions of Bose-Einstein condensates}, - author={Ruostekoski, Janne and Collett, M J and Graham, Robert and Walls, Dan F}, + author={Ruostekoski, Janne and Collett, M J and Graham, Robert and + Walls, Dan F}, journal={Physical Review A}, volume={57}, number={1}, @@ -39,7 +293,8 @@ publisher={APS} } @article{ashida2015, - title={Diffraction-Unlimited Position Measurement of Ultracold Atoms in an Optical Lattice}, + title={Diffraction-Unlimited Position Measurement of Ultracold Atoms + in an Optical Lattice}, author={Ashida, Yuto and Ueda, Masahito}, journal={Physical review letters}, volume={115}, @@ -49,14 +304,17 @@ publisher={APS} } @article{ashida2015a, - title={Multi-Particle Quantum Dynamics under Continuous Observation}, + title={Multi-Particle Quantum Dynamics under Continuous + Observation}, author={Ashida, Yuto and Ueda, Masahito}, journal={arXiv preprint arXiv:1510.04001}, year={2015} } @article{rogers2014, - title={Characterization of Bose-Hubbard models with quantum nondemolition measurements}, - author={Rogers, B and Paternostro, M and Sherson, J F and De Chiara, G}, + title={Characterization of Bose-Hubbard models with quantum + nondemolition measurements}, + author={Rogers, B and Paternostro, M and Sherson, J F and De Chiara, + G}, journal={Physical Review A}, volume={90}, number={4}, @@ -64,16 +322,6 @@ year={2014}, publisher={APS} } -@article{LP2009, - title={Quantum optics with quantum gases}, - author={Mekhov, Igor B and Ritsch, Helmut}, - journal={Laser physics}, - volume={19}, - number={4}, - pages={610--615}, - year={2009}, - publisher={Springer} -} @article{rist2012, title={Homodyne detection of matter-wave fields}, author={Rist, Stefan and Morigi, Giovanna}, @@ -84,26 +332,12 @@ year={2012}, publisher={APS} } -@book{foot, - author = {Foot, C. J.}, - title = {{Atomic Physics}}, - publisher = {Oxford University Press}, - year = {2005} -} -@phdthesis{weitenbergThesis, -author = {Weitenberg, Christof}, -number = {April}, -title = {{Single-Atom Resolved Imaging and Manipulation in an Atomic Mott Insulator}}, -year = {2011} -} -@article{steck, -author = {Steck, Daniel Adam}, -title = {{Rubidium 87 D Line Data Author contact information :}}, -url = {http://steck.us/alkalidata} -} @article{weitenberg2011, - title={Coherent light scattering from a two-dimensional Mott insulator}, - author={Weitenberg, Christof and Schau{\ss}, Peter and Fukuhara, Takeshi and Cheneau, Marc and Endres, Manuel and Bloch, Immanuel and Kuhr, Stefan}, + title={Coherent light scattering from a two-dimensional Mott + insulator}, + author={Weitenberg, Christof and Schau{\ss}, Peter and Fukuhara, + Takeshi and Cheneau, Marc and Endres, Manuel and + Bloch, Immanuel and Kuhr, Stefan}, journal={Physical review letters}, volume={106}, number={21}, @@ -112,8 +346,11 @@ url = {http://steck.us/alkalidata} publisher={APS} } @article{miyake2011, - title={Bragg scattering as a probe of atomic wave functions and quantum phase transitions in optical lattices}, - author={Miyake, Hirokazu and Siviloglou, Georgios A and Puentes, Graciana and Pritchard, David E and Ketterle, Wolfgang and Weld, David M}, + title={Bragg scattering as a probe of atomic wave functions and + quantum phase transitions in optical lattices}, + author={Miyake, Hirokazu and Siviloglou, Georgios A and Puentes, + Graciana and Pritchard, David E and Ketterle, + Wolfgang and Weld, David M}, journal={Physical review letters}, volume={107}, number={17}, @@ -121,69 +358,303 @@ url = {http://steck.us/alkalidata} year={2011}, publisher={APS} } -@article{mekhov2012, - title={Quantum optics with ultracold quantum gases: towards the full quantum regime of the light--matter interaction}, - author={Mekhov, Igor B and Ritsch, Helmut}, - journal={Journal of Physics B: Atomic, Molecular and Optical Physics}, - volume={45}, - number={10}, - pages={102001}, - year={2012}, - publisher={IOP Publishing} +@article{eckert2008, + title = {Dicke quantum phase transition with a superfluid gas in an optical cavity}, + author = {Eckert, K. and Romero-Isart, O. and Rodriguez, M. and + Lewenstein, M. and Polzik, E. S. and Sanpera, A.}, + journal = {Nat. Phys.}, + volume = {4}, + pages = {50}, + year = {2008}, } -@article{mazzucchi2016, - title = {Quantum measurement-induced dynamics of many-body ultracold bosonic and fermionic systems in optical lattices}, - author = {Mazzucchi, Gabriel and Kozlowski, Wojciech and Caballero-Benitez, Santiago F. and Elliott, Thomas J. and Mekhov, Igor B.}, - journal = {Physical Review A}, - volume = {93}, - issue = {2}, - pages = {023632}, - numpages = {12}, - year = {2016}, +@article{larson2008, + title = {Mott-Insulator States of Ultracold Atoms in Optical + Resonators}, + author = {Larson, Jonas and Damski, Bogdan and Morigi, Giovanna and + Lewenstein, Maciej}, + journal = {Phys. Rev. Lett.}, + volume = {100}, + issue = {5}, + pages = {050401}, + numpages = {4}, + year = {2008}, month = {Feb}, - publisher = {American Physical Society} + publisher = {American Physical Society}, + doi = {10.1103/PhysRevLett.100.050401}, } -@article{atoms2015, - title={Probing and Manipulating Fermionic and Bosonic Quantum Gases with Quantum Light}, - author={Elliott, Thomas J and Mazzucchi, Gabriel and Kozlowski, Wojciech and Caballero-Benitez, Santiago F and Mekhov, Igor B}, - journal={Atoms}, - volume={3}, - number={3}, - pages={392--406}, - year={2015}, - publisher={Multidisciplinary Digital Publishing Institute} +@article{chen2009, + title = {Bistable Mott-insulator\char21{}to\char21{}superfluid phase + transition in cavity optomechanics}, + author = {Chen, W. and Zhang, K. and Goldbaum, D. S. and + Bhattacharya, M. and Meystre, P.}, + journal = {Phys. Rev. A}, + volume = {80}, + issue = {1}, + pages = {011801}, + numpages = {4}, + year = {2009}, + month = {Jul}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevA.80.011801}, } -@article{mazzucchi2016af, - title={Quantum measurement-induced antiferromagnetic order and density modulations in ultracold Fermi gases in optical lattices}, - author={Mazzucchi, Gabriel and Caballero-Benitez, Santiago F and Mekhov, Igor B}, - journal={arXiv preprint arXiv:1510.04883}, - year={2015} +@article{habibian2013, + title = {Bose-Glass Phases of Ultracold Atoms due to Cavity + Backaction}, + author = {Habibian, Hessam and Winter, Andr\'e and Paganelli, Simone + and Rieger, Heiko and Morigi, Giovanna}, + journal = {Phys. Rev. Lett.}, + volume = {110}, + issue = {7}, + pages = {075304}, + numpages = {5}, + year = {2013}, + month = {Feb}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevLett.110.075304}, } -@inbook{Scully, -author = {Scully, M. and Zubairy, S.}, -title = {{Quantum Optics}}, -publisher = {Cambridge University Press}, -chapter = {10.1}, -pages = {293}, -year = {1997} +@article{ivanov2014, + title={Feedback-enhanced self-organization of atoms in an optical cavity}, + author={Ivanov, DA and Ivanova, T Yu}, + journal={JETP letters}, + volume={100}, + number={7}, + pages={481--485}, + year={2014}, + publisher={Springer} } -@article{mekhov2007prl, - title={Cavity-enhanced light scattering in optical lattices to probe atomic quantum statistics}, - author={Mekhov, Igor B and Maschler, Christoph and Ritsch, Helmut}, +@article{caballero2015, + title={Quantum optical lattices for emergent many-body phases of + ultracold atoms}, + author={Caballero-Benitez, Santiago F and Mekhov, Igor B}, journal={Physical review letters}, - volume={98}, - number={10}, - pages={100402}, - year={2007}, + volume={115}, + number={24}, + pages={243604}, + year={2015}, publisher={APS} } -@article{mekhov2007pra, - title={Light scattering from ultracold atoms in optical lattices as an optical probe of quantum statistics}, - author={Mekhov, Igor B and Maschler, Christoph and Ritsch, Helmut}, - journal={Physical Review A}, - volume={76}, - number={5}, - pages={053618}, - year={2007}, - publisher={APS} -} \ No newline at end of file +@article{pedersen2014, + author={Mads Kock Pedersen and Jens Jakob W H Sorensen and Malte C + Tichy and Jacob F Sherson}, + title={{Many-body state engineering using measurements and fixed + unitary dynamics}}, + journal={New J. Phys.}, + volume={16}, + number={11}, + pages={113038}, + year={2014} +} +@article{kolobov1999, + title = {The spatial behavior of nonclassical light}, + author = {Kolobov, Mikhail I.}, + journal = {Rev. Mod. Phys.}, + volume = {71}, + issue = {5}, + pages = {1539--1589}, + numpages = {0}, + year = {1999}, + month = {Oct}, + publisher = {American Physical Society}, + doi = {10.1103/RevModPhys.71.1539}, +} +@article{golubev2010, + title = {Entanglement measurement of the quadrature components + without homodyne detection in the bright, spatially + multimode far field}, + author = {Golubeva, T. and Golubev, Yu. and Samburskaya, K. and + Fabre, C. and Treps, N. and Kolobov, M.}, + journal = {Phys. Rev. A}, + volume = {81}, + issue = {1}, + pages = {013831}, + numpages = {8}, + year = {2010}, + month = {Jan}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevA.81.013831}, +} +@article{derrico2014, + title = {Observation of a Disordered Bosonic Insulator from Weak to + Strong Interactions}, + author = {D'Errico, Chiara and Lucioni, Eleonora and Tanzi, Luca and + Gori, Lorenzo and Roux, Guillaume and McCulloch, Ian + P. and Giamarchi, Thierry and Inguscio, Massimo and + Modugno, Giovanni}, + journal = {Phys. Rev. Lett.}, + volume = {113}, + issue = {9}, + pages = {095301}, + numpages = {5}, + year = {2014}, + month = {Aug}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevLett.113.095301}, +} +@article{rist2010, + title = {Light scattering by ultracold atoms in an optical lattice}, + author = {Rist, Stefan and Menotti, Chiara and Morigi, Giovanna}, + journal = {Phys. Rev. A}, + volume = {81}, + issue = {1}, + pages = {013404}, + numpages = {12}, + year = {2010}, + month = {Jan}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevA.81.013404}, +} +@article{lakomy2009, + title = {Thermal effects in light scattering from ultracold bosons + in an optical lattice}, + author = {\L{}akomy, Kazimierz and Idziaszek, Zbigniew and + Trippenbach, Marek}, + journal = {Phys. Rev. A}, + volume = {80}, + issue = {4}, + pages = {043404}, + numpages = {14}, + year = {2009}, + month = {Oct}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevA.80.043404}, +} +@article{ruostekoski2009, + title = {Light Scattering for Thermometry of Fermionic Atoms in an Optical Lattice}, + author = {Ruostekoski, J. and Foot, C. J. and Deb, A. B.}, + journal = {Phys. Rev. Lett.}, + volume = {103}, + issue = {17}, + pages = {170404}, + numpages = {4}, + year = {2009}, + month = {Oct}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevLett.103.170404}, +} +@article{kaszlikowski2008, + title = {Quantum Correlation without Classical Correlations}, + author = {Kaszlikowski, Dagomir and Sen(De), Aditi and Sen, Ujjwal + and Vedral, Vlatko and Winter, Andreas}, + journal = {Phys. Rev. Lett.}, + volume = {101}, + issue = {7}, + pages = {070502}, + numpages = {4}, + year = {2008}, + month = {Aug}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevLett.101.070502}, +} +@article{horak1999, + title = {{Creation of coherence in Bose-Einstein condensates by atom detection}}, + author = {Horak, Peter and Barnett, Stephen M}, + journal = {J. Phys. B At. Mol. Opt. Phys.}, + number = {14}, + pages = {3421}, + volume = {32}, + year = {1999}, +} +@article{cazalilla2011, + author = {Cazalilla, M. A. and Citro, R. and Giamarchi, T. and Orignac, E. and Rigol, M.}, + doi = {10.1103/RevModPhys.83.1405}, + journal = {Rev. Mod. Phys.}, + month = dec, + number = {4}, + pages = {1405--1466}, + title = {{One dimensional bosons: From condensed matter systems to ultracold gases}}, + volume = {83}, + year = {2011} +} +@article{ejima2011, + author={S. Ejima and H. Fehske and F. Gebhard}, + title={Dynamic properties of the one-dimensional Bose-Hubbard model}, + journal={Europhys. Lett.}, + volume={93}, + number={3}, + pages={30002}, + year={2011}, +} +@article{kuhner2000, + author = {K\"{u}hner, Till D. and White, Steven R. and Monien, H.}, + doi = {10.1103/PhysRevB.61.12474}, + journal = {Phys. Rev. B}, + month = May, + number = {18}, + pages = {12474--12489}, + title = {{One-dimensional Bose-Hubbard model with nearest-neighbor interaction}}, + volume = {61}, + year = {2000} +} +@article{pino2012, + title = {Reentrance and entanglement in the one-dimensional Bose-Hubbard model}, + author = {Pino, M. and Prior, J. and Somoza, A. M. and Jaksch, D. and Clark, S. R.}, + journal = {Phys. Rev. A}, + volume = {86}, + issue = {2}, + pages = {023631}, + numpages = {11}, + year = {2012}, + month = {Aug}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevA.86.023631}, +} +@article{pino2013, + author = {Pino, M. and Prior, J. and Clark, S. R.}, + doi = {10.1002/pssb.201248308}, + journal = {Physica Status Solidi (B)}, + keywords = {bose,hubbard model,mott insulator,re-entrance,superfluid}, + month = Jan, + number = {1}, + pages = {51--58}, + title = {{Capturing the re-entrant behavior of one-dimensional Bose-Hubbard model}}, + volume = {250}, + year = {2013} +} +@article{roth2003, + title = {Phase diagram of bosonic atoms in two-color superlattices}, + author = {Roth, Robert and Burnett, Keith}, + journal = {Phys. Rev. A}, + volume = {68}, + issue = {2}, + pages = {023604}, + numpages = {17}, + year = {2003}, + month = {Aug}, + publisher = {American Physical Society}, + doi = {10.1103/PhysRevA.68.023604}, +} +@article{batrouni2002, + archivePrefix = {arXiv}, + arxivId = {cond-mat/0203082}, + author = {Batrouni, G G and Rousseau, V and Scalettar, R T and + Rigol, M and Muramatsu, A and Denteneer, P J H and + Troyer, M}, + doi = {10.1103/PhysRevLett.89.117203}, + journal = {Phys. Rev. Lett.}, + pages = {117203}, + pmid = {12225165}, + primaryClass = {cond-mat}, + title = {{Mott domains of bosons confined on optical lattices.}}, + volume = {89}, + year = {2002} +} +@article{roux2008, + author = {Roux, G. and Barthel, T. and McCulloch, I. P. and Kollath, + C. and Schollw\"{o}ck, U. and Giamarchi, T.}, + doi = {10.1103/PhysRevA.78.023628}, + journal = {Phys. Rev. A}, + month = aug, + number = {2}, + pages = {023628}, + title = {{Quasiperiodic Bose-Hubbard model and localization in + one-dimensional cold atomic gases}}, + volume = {78}, + year = {2008} +} +@article{vukics2007, + author = {Vukics, A. and Maschler, C. and Ritsch, H.}, + journal = {New J. Phys}, + volume = {9}, + pages = {255}, + year = {2007}, +} diff --git a/thesis.tex b/thesis.tex index 6648dc4..0e6eb48 100644 --- a/thesis.tex +++ b/thesis.tex @@ -1,7 +1,7 @@ % ******************************* PhD Thesis Template ************************** % Please have a look at the README.md file for info on how to use the template -\documentclass[a4paper,12pt,times,numbered,print,index,draft]{Classes/PhDThesisPSnPDF} +\documentclass[a4paper,12pt,times,numbered,print,index]{Classes/PhDThesisPSnPDF} % ****************************************************************************** % ******************************* Class Options ********************************

saX zwig<5J0^re+1;YGT-D;Ib|LgunnZl_&lJ4w?9iM8aXKaPs+~JRmaKo4Tl{u}{Fz() z-2;<``uBC={~)&zmJ${Hs{B9kLU|u7^~-7R7pFvCUP~uzRcs2HcY8((8pd})3N1Yg z%ln0n@xQWbWPHyuf4R*+>>6npe=hvPuJM=K{91bd59}I$J+=Pf9Q)@H`Sp(WI(E)h z`q)(RHun0zMC<1&uePoJFOP*y^;gj`wz0M2Gt&Nl?R^J0*6;UlS!GkQ$3t0#o;_^h z2_c(MJoera8Bs=787VT#NQCTUuSi;UvMFR`M3nJ<9)0_j=jr>qe*f!#z3=tD@Bgc- zuAJ+>KcD-YbD#Tj)_sl}=r1Cu;{N&_{sSBQ>|f<)KtH(h!#?<>s_WZ2$vL^({sip4 zTHn^f!^Rz;B|ef*{09k#{~#!^VrN|^TXSa%OW^50vKoHfYJmX8$1e->r!eid&Hb^6 zKh;9rqq;*0Iw{TTJ3DCi9jW^&HQ>4}fl%J(JeS0Bz|N$~HjttI?P6+*Y?qecwRtI< zzOOE3HXK;fo|Xp}Ban{r3F5Y2+I8{|zfU`>*yX33$m+|QlpC&`60#0dOT3+X7w(t@ z&&+vWD*ipix|Qr;iq3p{<_5oXo%_P)UDbW~`%AQWUX&;}<@&O)^R^dH^^&Cdre#ZM z#>bO2$JQzXd=emAPfVk9CeJ2+d$!5r1!E3}^h$e~Eu6UZ*lE4rzw~_L&a1eRVb#9; zzG2Hej;;PhW!B!Q0h6oS%wGcIvM-4DRVH%0Z8K>d{8ZeEg&=3Q_xXH@_i{?L7WY56 zb@J`AO`ye!%nhD(e)A%_=@Bb-*VSMp@{aPt>5ocbFwwjHy>WBO{Fh^?#lPFgnIo8U zHYZktU4mWpa<&Za(#bUW7+B<_tT==`p>bfF>#ucZJsa>)uy-U|&H3R_s)SzRIyR@< zq{`<@&ilt&&b0w4^gYA1;It8Q-}R2q_RfQqk^4rSPi|VWZ;Q)+IN5uM(mC)+s)3!g zi43=>``oklBgoC^o7z>q`p5m;&GgRnI$a3ZdDT7m(Wp9)jfeg6@(RnamFErdj3d*g zyz>kn1emX8MfjzNt~3o!Os)5=lh1R_OF@J}nw?yQpL%;Ix;2R{3ooQ^-NIhxoUcln zr{8voT;dK$2}s-7_vTs43SBD4W=oRqy!qDF&Pv_V24yOj!|8S9md5PW&!RhJlg)2N zQt9dnH$xZMwmQQL?l6UO6-7id9M(7J`*1CsQ`+v)JY`vr>xp!qW#uIyQ^b<9fqZN7|p|m|yHv638vr$cjzT z$xxSn$S8j_`sk*3+g(i~oSlt4t>$+I$m81%fuP(}4M+ZgU_}ihj{7+ICZ|SEPQm+^ zT3l(KsjTHqSlkjL-@K;9O+sbFZxl?ctw?itOd`DM+>uy{@k22G^$OvKS<)4DC2x&& ze1Lk1{JH5=Z?-kix+$eYT8($z9Gc_?rg0p!lt~)q-FZ}Jddw`Divoj674ES=2>inS zAiH$p$g_5rg2qpIb}>OD4o_a_%gcLz+%I}#<)osr8(4vY!{3L8b=Egmi zPt#|pdV(`8b%EA-1Kww%4wcPryc65I3lJJ zb0toZhZiHZ=)TP~-yZifpp?=r_EX`uvezrBfIEoW-Wvdnv4I@wnN$%vD`@n3E3W2p z4tL=dX>(W7{$i$qC(kkTy~o88-;|D*=2y~cGwDiD71NSdJ#c|+el&=j;0C|Sot0r~ zdsvd#Y?W!tHOc(OLih0(Oq=wFM2osFp0Tr8JbX{(zTsjyvUqqCZ~9ZW0XefO%Uzw$ z{7;pkJ&7A+fxZ-h4nd@WvPuGs2ism9yp{?4mkz`bD@-Qu#t?XOFi2L(NfC66CxMTr zTiej=-JKI6R1H*a(NfFcBf8jJ4{TP^`D4dDjU_=tAt8;Q;`^%IUcJW&eNOT5}MQvr$2cbNE5FEMIm*poHjK=e&% z9hq&CaJw>SNl!AbLM@d^lUI^r!NRHF(ZeG5jo-h_h+B&l@Q5+!q*#rLRz6_NbRdhd zFbd)zIy>w)-pQ*i^9<3R0*QC>hS~IroZLUxx!>KHhn{zg57JV2kpj!wR1FH!9CeP8 zi~Od^+_<2)&?J<(=yzc(#wwmFsNO5b|Jo26^_ki@H;^eMJ<`qeLrhXkeO~%IxO^nr z1e`U$w*X`b55!{oOH&R5^%9v}n}mcCZpEM0dP`SOt2awsruPx4*K%)pXeg}S@ErT? zg`vyY6~*zFGkM+O%OJ^>-hxxs>*5a8zFo$Kj>DHxm(^ZN=UlYt_4rny)0B9e;(?i5 z=~wqc5zMXqo~7q-C;GF-p&Bz7huF%hEwqS>Y(S6}=Z>>3Pw?3(mEro1BDSOO20^ER-Z?FrZ^>CA*Y_CR1tV1uJusXgBvC zaJhpfdvN{K=t0+mz6t1zeQ8JO_TNR5agH;fRXC|fSzQlGp5i2Vb11Za>iP=0-o2T3 z^ib%P)0`x&S?~K*-4mJ04%i6Ddf)56mwIn5SS!XZvrSq~rCyp1WG2G{O0Na=6bP&; zYLUzsUkUR$E~~H=q*HabyDO8ddt)CXP((4zM^CIQr1Tc*C@dqrM1@BvCFA?C_L;hx z{<46fIllsl9j|g;c4PWF|8MWBjs>iA>7#nZhNTZber6Jwiwd}Y-(>eJe=66AB=k*$PE=Re7 z_|R&J&9F7jy(p~&9+*`wbfdSUQt1lcr0%>p=M$1Acl05uS3LC=53Fw}JKS3-fBc4N zQ?9cB%fd<@m3neQmyW6Wp~M+3&Ec5Z#@lsS@{h;IkAv5oAzSp5f6#7sRh6Gs0tEg` zy@mXAspI{{|59x5{`9|BZ1!3S4Nkj7-X()?%-;{1EL9Qe>^|>ifD#=bWdO5vl04_d zXEkeicG9tO?4+%ld(U5}WTkrUrBdEXBCT*5ogFOFc*Q(yeDDf&`QRh=d5hwkG+$?p zU1rkH0(Jt=U@~>S%cYC9^%?v2ZD8qyn;Gd$`uqcCZYKx0G#bbPZDT`ITWgYhVTXhA z7IWMO=`E!oYuW3@FnR6S6{j|VPxM(<&b2NmT)b) zZf+yX&FdKw_kE@*>3rBb-J#QEC2W+8JSWdx~r7pwOMtXBcLYhV)f6c8vK7`E$k}Fzgr8?-!B`GzHC61#T#}xQZHj z7`p|qp4cJzH-vB+sPGZdAT&#)?Z>ho4v48y|Xj&dH8s4 z;67PS4^q+xy#+mufzdCt_F*YZVa#GCrKMi0bW&Hw_^vq3rt{mgU^~-vT(BowBJG^* z&$(Z>~?HneMMz7 zr?e-&gcy>TN4lE4w`0$zYbEV#&mI;IsP`!G&Hbc~(McE)MxAfveKQLic!{|*;Bmgg zXk>b(4#RCJU7Zr#BYY`d?m;SsDiPFpLd)^SNAihtD+ea&^8%0o2{<9ugU4Q~Oh?W} zepdR#S|jGS7~8p937}59m?v0asRYaA z6-||I#Vy{iO?co#s$yJ=vL8n|9pSMQ4py z!Q`WdKUGdRJvKm_kqN#F*W;Ef&i1RU63H)ho4-G7udq`dhpDv9&F`LFV~$qGd>yZ~ z-%d`PL?DcuYInHV=-H9pVXy8LP#bGd@Ti>mI#nC{-DyGM_1WaU6d!|`3!fKUd0cod zZg%>;aDDIB;5xiD8!LmB_AoiFY{98Lrvn!-#&L{y9lDqZBRg}-$FRl8$Un8O$?)CF zWZxS$I1h45hvIfsDqpcv=M>eWMS0^^k4-5tn_bsJYhIWOu##kZEN>vapEvm`>+7cl z^ZB-gZiRDSD7ojZ&DpFm8Ku;lZ$c+m{ERkR;i8e$l;;*qO3?I zuKQ;)xw7m92mK%CUeVxKRS&ytVU`=g8oimyG~&O3lfW#$8^4hjuuu-9zWZ`_E|o*S zn;yHeOgVh@QUF9J>MZrQkPF(tx5Q!TIrDn zTv(%;@72sE1)CO;fwAlt=PogClc3_K;!oBexC{C%0uW- z_`a(a6y7%(6G?)#mv0%drd@letU*sd5t&uUtzXRJPyU(DFH+ZCnK4m0A(a2jY|pfG>|&;?hOPT?Lkr{PW!mgdv5-$3)h=L$7WvjriO5(OUlB+f=Av> z9UB)c%S=^0s#YOGA8XYqFWyE`93!dj6GIm}<-)b4B-m!VEcR4M>?rNcIzB%&&u-a# zoy>ln^i?H#zOuJ^Koh`etxD2Q{66t(T|%U)?sA6(o$!>uD}(UoYerCM;x))MLLL z^?g0uqW{@>+G6lJ?FUxx{V_g_Zyfh`^4vU@DVcdGvz4J~NeT4P!aC|O%#kE5CKZYF zjO+>8;lT>rRa3q`7BU9}ly>{j3u}?FS`%iJ)Eh=yCzrRK=b(A@b z+9&7GqfLcm2m`>-&&)_850Im)q)9>ePRig@4vqYciwMtG#9hens=ZttDjE4*1d5ml*c;5%qtyNO`El( zexIVMK=Z5GLF%#hz zo<)bTiHE{G?AX8!Tr_UtvyAC;A(Nk8xjhNU6WO?WkTNw5M*C`+O##B%EYvro9^*V+ zNcVNFCH4G-=3;a4%X-c`e5`b>@D71A%Fx!3o+;3S)0CU}a_mS2xieQz^Q%;H!1bTl za6DpHxNFl?9^^0b@!7=c{2G?`a{v~-bK#obJIC4(mxdk2#$Xw;v2-4w;olacSVL-r z?zJ;JI}Bn~2XLSwmT&RPw>qmcmpPgpy1z^bzV2NgkdQgfNi{UwB*pc)+dnX7j14`5 zJ4n8uf9n2yhOb|qBraTtT;P0nhieqKe`LGJo>F}q=4aAYd&$c&P8Ql`wcy&X8$8E3EC zB{UfrkUMoK3Ca`)->az(-p=Tbe(m5;z@>&qZ-xYz0wEOJfBCcA1R~} zZGT&g|EIB0vYWlIQBrgQ-rb$s1%DM`$ZvN+ZN(HpZ^x}Rkpq#B>=a%WPE=vPA-LpR zp!C7y*^R&)Fwdn}mVRhdKuR?kiHk)xQd)qYYVb6Pm*VI}s=*ABui~EqDLh0vuzdVT zmpc1V0ffsfTH|x1UP-F;&dkx^&WFYeWyWGj?OT$!jndjZKe`ndCl7_Db#QJxMM?`( zdJgt^4i0z@Zi_p)b3G}DHZo}KpQ+fe9jt&mIk2aIjJ@9tb4?0S0gO+sdQ(2)L5mzgHF+D%Ik}#jFwmiD7O=`W9mLd7u!4?i)N46 zYU9odJ-Vq&4{d7z^6d5~pn(Bn%YC5qXQ^8l)D0hk9yHibhnq3N}8UI+c^f$p;>v$SNO<#@j0_CZomx3 z{W1vWe=7$^I@-}F=^;y9buVPqvFyO6-^D8CboVAbQHw{f^Fu(RMXzhnJtI>~HkwP& zB|E>%6PBWyl?l(Mnr>31v3K77+;m0Sq;_)6cj{uxU=+kFV={FsWq`|FhQnPZV&S{l zW?jYm+yH~YqW%NO)m)QnypXpcUP=p}8gC3QYy`c1@~M6?+w7u^zkSsUqxT<3&F-2E zANv+u+h6n5^=s}ze|jCg52@NKzZ$K(GEk$Wd_N`bfnsyT(aUA!L-}Q9t$wld8gcm= z_COcERxXVpqi)0fWqPvtWs2|9d$jt1E`FLdGtzxCJUf>ba&_Iu>h=pz`PBc(De>E# zYZwxY`sJ1QQz#hnUkL>_{7YCV$ZP0o>z)38 zzxLt}x5gev$A9G7`8U-U|AsXGhf_^=8T!LH^jqgX{1tY5e~dk8rqJKBw*S_b1w_4n zG(h|n_Wm18e@3c7CzUOL){3?s-l9so+Xug!fPQ;8ptU35D#VAcA-lvT&N77%g{t=~ z@~1}^=tcPNJi2>A)&FFf{*z_;PnPLFS*HJFnf{Yy`cIbWKUt>uWYS&z;ioqIdzLBm zXCU+jaZzjoZeyU6yxIm>jHEB~#y@sEttKWCZl ziq7vS6I&M=IBQGyUFMy!wZNMJKj!?E1ANNa6UeEB;ID-J)tnmw{pkY0Q|*+SCCpV{+H(c zzJ%YM4L`Q>DVzt+!P$BjkzJHPcvOE!{gRud6&1c8J(>#quOAQ+fq)@ER-hj+GzI|! z4i@|m$muT_fG`F?c@GTu1s{Un0|UmP026303<<_pW!nRT0`@%-428sB*WEJ?21daN zVQ?@EMg)Taju?Wua5Mzp({Ru85D)~C5Dx?jMYI+e9F8KS0e}X+n%SP`0hGhv1l>?tLBtjW>|@!jLc`JfL70gz&up><{CR2;y-_6d{kGU<}bdfI?sh zLfQk{5ASE#vpxU@I2j0FC@_L(914tYc)NEl3Pwaz;C3t#O@UMr;ynb0;JpTWo(BWN z;e`AJU_f(Ff^mQwh!8jY7AKkuLqZAhz_)_=0}M%s8w?I5l5-dw*ldJr!NB1}b1`rt zIf7wO_}-^`@x`FQgt)=MfKU^RgM;Bj^n*iD#BvS=B#Ce?42&dt9t@0cVzOr~a2Nu( z+d%+B!SElSz2g9$6ORKVooE~qMT8p)L$uf6Xc!UCf##@0@`eDTh-3=^+|VYJa{xxP zHxLjQ{*$x^4+I1SC0ri@iN-hC-8&A6!Do~0g`uECvWh@KiOyIA3PD6a;MgFd6>zcx zUzok`0ANHihy-MTke2|Ah?juZop>%FGlV=x0*@oa7l5D$@kPQhL}v~FBib)W1eADv zz$b<19e~XI0Y>~@4C+rXB3VFziO(w(7*0e36d=EZdl!Hatr-R2OGsw`hA)=7XCDCU zMH2E2g+K!J0SLyS&_sI(g+deY92f>8dIuUpbT*;TNHigj&|nOad;l;a*+N602twKe zFyiMyP((6_2EONn@&>?&WDAV|gqnZ`01QEh8yX2LhHxD4$s>9PnwUp`q~hED?BNF* zjlnkv+6%*g@mY@qFeJXFDgkWIdFtVYvvsg^qrz*j+O|Hxbu2(B#5<_9oSgw}7YeZW luiRv1Co4d!-Bo#abxC&*oSVn4CW*!$`BeP;if6G@{|nv(wdeo< literal 0 HcmV?d00001 diff --git a/Chapter3/Figs/oph11.pdf b/Chapter3/Figs/oph11.pdf new file mode 100644 index 0000000000000000000000000000000000000000..c39aa2ce0ba7c16413935885c204fa7ce6c1034c GIT binary patch literal 348079 zcmeFZWmH_vwl3TRfSyiiR)@+#G%E)nWbMi9aax=VQa5A^Y z6%)hddTVB5<;uW=dZLNT_0H4Tih)bo3}WWsWP>XqfotVx`KRHZ>VE+Kqs?D1TrOoh zOIHR%2Hrn#24h?~}=u|R3^M<+dXb9*Zb z2&&A$r3iY(AoN%FD0R5rx;R;ASwR>C{_}~dm8G588z&D2!&j(hJbbShxCMkch5qQ` z;^h2aS2#IBP_kVa`2O^Qvf363GH2la!;0oVY5u47ADXLJIod#M8TkLv#1-OVWd_0p zmbcxqoc=^Td#W3*{jOu6I@* zkUw^#93ze5^lzNt->p#m{13nUA?6<{{)b=wrVf`&3u+Ge%bS07gv+I7212%E*a@}GFBE&mR5g!r)y`4GLh%iD^wE&D?1xolq31L`Tsc8!O2C-+04R< zf%}iGD9Ya0L0sQjxkx*KoShv1_)!R#>u-*P|7wBK@o&5Dr|*{mL`rgsasV_mzyrMp zdH}%v96%a?{@~B`=Px?y!obA%b75m*KE%Yq#>K_K#=*hGe}s>VM~H`mLqJSG_=t#z zmwPbX-9kmwlLC?F9Y4j$_1|K@f713--ZFbHcH9qk$50WlgnG1`4Q zfDV8LK*K;s>HDA819U8G9JGg+7`Ui9`G7B3xh=;mFN9@e-&tB^=d`u!TYpYi56oLZv`(xl+MaZv#M7b_Lwkt! z&+1{IJwQi^$HqZbYZC(=pgnkifr*cehlQdCWd*917^NOcH!LX)GjP=7CuGmweTvSk zs2mw3<$0s&64SE6$i&Mpqh;>uzj{pm9HmlLD>k3DtOfieplvMseind_>gWM6Ix*li zU^e*~19q_AvuA+d;0OO*{BIuqt3gmv3@nAS{}Koz#BCF@yK3X9_*#h0nFW!Nk^ELRp0u{ym|kZflMp-nZJ zc^#`LX~P5xa@xgzwr`=HBy0w5uV`6OZ)w9DqJ2D%nU@rIM?UG~h82$)GbGjFF8U1Q z`UP3gT1~l9H4w!8fjU)Vm0eWxcE>hv-0vb94dTe*jNvC`XGayTCdncDd;GO^S;DV4 zriw)Z>n>f}7sbm?m%L*3{&0BRd361Kip%ITiDK)hX^_{WFeQWsUBLvOMS35Di4oa4L$glq--17 zr!TN(UWmZn$vNQe(pF_mp4uk-)X`N9*+%li%T!WRTKJz-7Z$Ree0W|nzEq()no7b} z#!n)A#Np}(4)+V5#-`%W_IqAlZ`*(q#LLUbJxJK`E^^4JtU`yx%2r&ZBxDGtv)9w_ zZLsW(_m)Usa3JvzfAj`3Tw8uD|-9|?m*VM7KbYR zLd(+9;>7K4GYjR^wWS{}G>XeYWgEb*JXZm><9LM?pHk$zI+nGRlFCWPG{Nod0J=^3 zr}4IreiD(RGrI-P@;c1+O|tf=C;hJIW7D=c_$gSwk$DMBTeLm_TRyPO3h^V`D^AOF z^Q#G{H&{dD**Z+6PSRx04${0f4&n}BZ>zcKQf9)(e7lJl(HT>?#*iV0>+;|5iRTAD zNAB&*``hu{11x`+f7g_p{#xS_zabIuW~V4+h2-(ZVr((x7`lHUH(gIz`_QMnV%$|+ zs_vYzP9QU9zBlwx9EfwLa42a*!4Upt!@@>B-f_x?vuB#~9^hF7m7N{KkEgmeg1WBf zy6bcaUDS?1)mW;cbrdti;_a**ANTCzxb+)>jCO&t>2#GQr75Sqr_vUo%&tBWoCevX7m@&Nv(5x4YY@BZU6yF?Xbic^X2!QC5O$piQn35l+B zx+}d6su&23m9S!`caYq+0$)Q$?`P3+J8S2@X5R7)$5XDhCb?*32jMp|XQJd=q8E0v z3D{$LCq8gRd09gO-a`77uXfB+l9uZYE0s*oI+4j=$2bGG*yP1k})UGb}D|KWLw-{XNibR)N-NtmBb{a*KgB6yIh3v zK{PV@mt{eu1Q05P@u@LmDSTE4aYNv4g#9oFZxulrm6-WU_-DnMSZ&6~0JGmtUd6~E zm9d=n6TGcE!88a57*O8XJIH>n2oPL)=Watt)!k5AyGh4nIl+-b;2*f8-kG&w_;kTP zp6rA(T0RofZ<}B2lcdFxg5$irl^CN_+cfbwzvq`=g?JcMJhbAi24YcMrUV1nAZ0IXFNpk%BR>woU61__y!)#$?=UaoK7+KGS&P`Hf_7Ug6kx(SL z>VNv{kLzd!*gHHvqOYXnz3LFu_#umP$kCh*Er&$>sn8 z(YTTA(}CIjjTzC0OGo@_1@#7I(QT$|uri<6vfb$|x+xLP!uE@3CG_Vbq+xT)64^6- zHbz>BkTFaXdaR^)xpeClA&!t)w?mIn`sY??p`JUVj}iQIPUaY+L z$Oj(k5_9;d(vd78lU83*oz+q2)e(5VIlE$UIE?;1(1HAlw&fgzgS^$H#jl=CC5Hxz zTBfMq^&p>Tj6J14W^l>9rdF_m z@V0`a5e1_U5f3G^&!C00O2nAwI-!juW_~v*%;blC!#FnubEsq+vB&imRHUvIH#bq*?PDSIav(5L@)vZ7S{)Ax##2!y1y^=r2UeQkgH zGv*)~t2>K#2CNIlkk$$_yMsIh3c*|ut(Lu|>mn85w$BHFRK$sD*G!n50}et$Uu#nU zn@6*;(t~4gN;Dw9S{s0uQ;`f zgIpPbq|#{l8l9|Y&q{;k5mxg4RKahq=oy2EgI1{XCQjS=RXO?6i~S34OF6IJ*&dm< zZ4?Kt5sw%Sp8E-v$hC=D+K^39l&u5_i2M+kHDa?#9h--vlXr1_I`R$Ycy3i5b>s0v zcs_U$$d9oqx9GVPF3>z1I8=$LJD)~IgIr>S_f6ECL#r7MUcO`+8^ z6*py^eBs*~uM*ZKoZt^)?!vQU%t-&GNNYLf>k}7eG7xVtt zztrQc)){lei~7pWo`G{SGIP!1vx|sFXaN#NIn9HH}OL4_L;o-{ly8sY5KY^fj;irO}aB+hYlQozCD=} zw4{46Ajrd7_T(+Dp{iJVy!|z7or4jPk#_m0!XlCuW)BjMn&EKC`EE@no}1G+wX+=W zrC?QBqxR_8ti4;4@gp-1zy)VH;J`hSGAxYJ&tZDuVqfD0CN;;!g0@|0BAv03Hn`K0 zMY^RfohF_GqOt+G3d1w^EpesO=SrNTF)m^)EQ?!`NfyzAMc2Y4VtZJ<)xH@%mK?Sx zo!w#Xt~YUTnETLCRb|eupYZ)P(TwA(@Y!HP%!qV>29K7q@G=qLPGVa>15Xbb3&aT| z4xZI|${0g7<)Oya`WQLl5!cmKzm8mj(Xsck}l|sE;$c#&!eGlH6IA$n9vys*-!Ghfc4?0p$|a;Bga8In{DQ&X`9pZ@H32Wd6L4Zp ztr~ev)^wTiA(8DFa}N?ZwIIpOaEJ((2Le=mnLI~&pzL>1)++**Ru8+mF;WEuY(p+7 zpF*s4x<}gdvm$9B%U9Lcr3owe+E!gcIwN0?H{KQ^Ol{xSjHpO7QR>mPt&0dbOS&tB z5s9cEGwSv?qExDv=RRe3TrGNXxb+4vxS1M%o)H6HHo|kqDA1kBfNK}^HxlD z3$|zOs`kxtE8WV#ByPT@wB>?^1u?0w@{3HUMbLxwWf{c6MX}IoT*i`d>`;MffG`7T z!?(+aP4FeF>KEr$c(ZNE*VdT|c^c<;#)a;jd?RUw>c+(E>D+U9zZ4yt4GhX!(aRf6 zN`>qPjDwvnv0rc?XFXr;?&dpNI=|^m5I0PTXTXs$AF~(NUD# z4H{Ke^SaF z<}1t*{30Npqun;P&#fKd99BEUEo_>2~VPpd07O!=7rxQ$G&AD zDXHtV-yMC238k(yK>#&$l2PvPeBoD{%4S^2)QudfqZ_88pbJr2?8VXsBl=%)eE0`o zG38qRjGAM-wslO|rG25mjc>wp8miC%BW*nM0&dzHqt{Yp6>~2T>z#XR4dAGobfX`? zkkT`C1C^6Xv!|1x9($Y-;PS?)&V`4@K7Kef3m%7j{3VVJ?s_<@N{wOpP3AyCD&NM0 z`md0|`YBmZrrE>6g2EWh>Dgf%7P;E4@BC%p;Rm|T|NJK5kpH=y9FgKvL^xG&_HwKC zcT*kh(MTO~88I>@AE$kl&GHInH^*u$*l#>(Z?M{FZ;@LH#L`or4tXEa)E|t$+=D4k zr@Z`Pbqri%K1rSL?%$PFA^rjsK1Z^4S6wl=x@6OqF=CVks|aTnn{i^Rprsjz6vcl# zsw6d~Shz~0^e9$>g^hZ2FVwDtnr`0VREb)EvB|LXxY`)6`Z+)0So3GB;|#Ga=|`Wh zCyyH48g&Q4ZM4eW{YUq1p!%m33E2rRfi4l2K96nd#zfLLyhBx_^r=&_lXvr-IivY*f-o@;mh`UX+k2VNR}5BUzGXZ1cl2 z2KY4FM;Hy~^7WTzFTi;3DOet*vIMXT>7Shs!VOtLo9b|GnMo(`(ZU4U;y;D5ID=@Z zK7BgD$-Q0bFKQ~k_EoOBWovr39x9v-(flqP@vzKp6D0KN>? zcl)IB^M^HY1u)pYxWwS?Q_n9^Q^$7e1=U8S5Zd<(doxc?-u<}P8}dr~($=lBFid4Q zi?6hpu&3^aKACD0s5o}3&3U;!ftrQ#Y_D>X&POl9PJC&sy(J#jkI%o%qtTnvcr&XY z*SP6CiZz?Qfn0xxn;gvgKDsE+S{9$3N0D)!YLbsYIYbPA4l5=-t;D%N48FMd(j?8= zM}wusPiFkKca#!ZhEbVyagh$fpje)YBy>j~JO(kvdn5>*vQb(E5;e71*R3jpGyRe7 z-P3D?-tKK*-`7L?3GD#1(pBr<1AD$#D=bpMN6hwLBfpT=&450|R>f9LoR4&1u-gJD zI)fnusK~LTms;{tVKuhzFRfpl6;{aJB`tw>z8f=*TO{L$i}ex*o^it3*6q}iAd3DU z-^Wc?b91Y4dy~A9;p(C(0?`$vRNR$RW2`{uK?wLBU^u-8c7m@A z+m?R&FXxp>MDEm+F+BnCnwj-j0S9@XYQq)BI&wz^d)oYu*pF6B&i)r>9XfNIuz9F8 z#b$W9+2$01)J2?(q~8AKbhCB;d9}J~cqMX()Ti`mg143Ei{e%A`U>BB@}2qH&17bFgVRkp!EdUvj5`L`M#6!1G_a{Ua(4y+32a7<*;);ty8)FbW~jnH z#YXWwtE37j(UYtrql8+?(~H$Bk69tNY=#S1>|dAQo?EIHBQug0c)RC!8OUNE_{b_X zQ)`Q}^({wlyn*oC63th3=ieBm8b9A^=&pB8QX(P~%YUUG&^9Tcn+SUCys)pD$T%Z} znV&2!z92x9atJ9cCNaD~TfA;~IO`jdcf+#1XqamdHNA(^lh(*`os`N~L0RGgDbJBBQKddS?CWV4Rc`H1vl4dPB=tihT6;J-scm-c|@9 zhLc^{XF9gWbsV<4r}PeAhiC2q3Rr^*v<~e$*WxUwdk6F%C}7 z9dK7o5Mle4!STc%(L5WI*+dCeN&awD+t*4Mo%B5N^q*g7|Flm27ezcWFSVvDmG(Q? z=A~iwJU#d*^qj<+<&@*@?h_j5hFT)$=BR1*9xy#ta;V2RJaf)6<$E!8*O_MH0zl-C zxrW*oR1R@CJ80H^H$H+^;}|@`qOzsv+`HB=WH)HvX{mgt9^jHsBJk{eX6?d@^t;X` zj|^{lB;ip-8!5pA3k!hkcjME>Ll^Q8V%S7;LeaqwKO7f7}N~_-J z=HS=ke&d2~(%Fiux5@-s{54s*ge-L$laG0|-gQzyP6e_|TdSF?!bj*;T{8w6y1OQ? z=I#jI<6b9TR_ov_u&afa(RLMi-i7F$d_{K7x>K&!=dl$I;e+hs_cU+vM-0FOP$pVo z@RSRMA!pQgH$E5150S(l?8MG~DSNH*@}41APKsH1crmw_!5fHXxtV+Y!Jzx z8l+$Lplf0_y{(@W4@TzIOvp-0jhc#Us~q8nQh<#+j=UonCPUK{PcbmZG=S2>D|2B} zmm$70^}oHmXbizOcPE1Nf*&I!9U951#0fcSZa;dYETlAddS3oOaG(M5|9%dlWs`%%4m|(JK1d9Y`_E&k5$;2GA(JAV|uZ zut}}9E5AE~UoSadYo56{oF!K%Y+LVmwv|M|I9!br;~1)7?<4S+-%`8F7C4D++TH^$ zn^(&30WT2r?CSq^FA3Tp%WODG%DxAnb~b^{zq7`DD#ZTn9<4goAn>foI^rJSeMfZ< zI1SS{Z9i+=3_{&s{No;TQNtcSXjnCcI_Q}BeN^L9=sxaCCu(nGXI@tQ(|;AW$a9wd z$?%fnkY%`7n9)l<#$F<7e%aDT(qWFTO&6Ijt&dK2w!xsTyWb+@I8&nSmmez);x&9mb|2$W#=Xd7+F*fQ%1KWOS8vvhIFL){K z7VKs+C_a>XSu4+oLlthY8!7+b5#3MB(Gh!{6F8>Z%1!*J>5bljK+n33UUxC~h7p%5 zKcffMguh%yxX%|u_Oq7So|q(%a~IMvCb*)*7(Y_3k132^TUlQyTIYLhI7lmmfN)Vv z_<`R-9oGO$`bRq_BRT62Zu1iS?jC{;pnPX*HpFV3!*S=7K1iFr$cl81Xi9rzoGi_q z`OD}I<0GItAEt~=X|GZDj(t{UjZmMuYy`Vb%^G+dyD&`+&)0vm;g^-;if!ccfJfC3jr(irt+RBVPpl)Y&47^RnKLdqS;l_6v0?j+aiHJO9xPqRmg>d?8o* z`zcyYKaOo^oBykGSlXuw!_s%LUv1Z^X*g`@GxcCm_3w0j!+0fd3~>Ax9%}LLL$u#E zn-1$pt@PFuAD@>sk)Vz!oK;#yr4zC55N37KY>b)HZT!q}vsg1T*cYZ6kFj=K(5XZo zb6XjI(6GkDPuCTp=D$m?1E^*C=MhYy&GY9^%`jQXO;An+e}9-Y60fhNPWr*#nnU`) z!#r-@P+>tL0-Ok52*jjaRaia1{A~X{Ka1qRv3KFy8C-;0C@EeP^p0d)pT!Gn4ae^h$I=k{IJ88 zvXd&G@Rl=ugpxI=5-&TS+vTo93;~z7fm%)O2u)_~ILCXWiNDL)RbD(ig`j1d;0^s0 z@Kr=C`6BKC75T<)GxaX}xk-jxn{=2zuDd{WOHO1J4+)+?pdiR7v_v$ciDBf&<93+R zG{ger4o{cgKhOr(Wb!!nmFdScBZGugZmvwaz_tPB+ z<(OO$N{_B2dnfe*1FQ2Qh`-H5ObRRX*FTPL|0QH*!90~hD_ceCNZa3l9>Um4S?F(V zB^!EW!5OMSebXuR7K`M^t%5T~wdW#RK(M|*Fh0=H0@TAvbDe%xy@JiH7*rti183;9&C$2jk zD_G^za~i3I2aaFkm`1Rpus%hV2Ffq%tnr5v)q5m6g%G(4P+` zFt^d^Z)8rYNOKxgHsNTkG05^4F4%t(|NG4?$2%tpUPf@hrM#a=58&Z^4Id_~c(7~q z9A`GspP<`;-opnlb)AxI3Q$^JlVPO zSeYMPYm#mw4f|g*D7H`Xh}shG0k{j_)wmGSE^w1V%k0wJgwejoou8doAK5YnGZ43P zo)A$ON7u4c4R%D-zi0nmVd(10Rt$VzUZwGFF}rG!eaLg-BtdBmzh6vPxUOE;c0pOy z#}Lj50)dmROesO)c5pKlbpJf4G5obF~e%hYWy&t@W(x1fm)FU=DHp?o3^w5wA~h64>R=U z-&52&(u$D6r2`FifoFTnC;Xfw0}a&AUEUhKv~Vrt)OZy={W1XROhwKohQ8W3z~C?F zjTdMJ>hf)KYSRf%JC3JrpLmt*8oYZFt1VEck3BrjlNLo4w6pWs5nT}Lz)shl z!eTZMcdQMqqi#qHA~RQtG7aH6gS#p1!k+VIL>p2oFJ(NBHrk@&95%u~Z4+9ew7lbP zt#t|}h>cZnFC;<*A{DDd7?lCmB90t%+U9l``Nn25#vbpmjsfYy|VZ2RXY>@0r?C z@JgNPX1IpGL}t}kC&U?uaQj)hlFy-i(f#|WTi<@tkDA9s6k=m-H7*Oll3n^{dSe1n z#t(Z{RMnpO(itWj|F%p(JjSri`agbgoMs`P&8*cge^;q7Ioh{l6|(k52#i%l+)jkO zO2%Yarg*?xVR1N($Ih-ZKi|7M+rxJ7L|d@nKroDV5$a<#TGht;h)~V3Y+_bWb1eCV zUz^eY!RQsGn4X^G&MdVB0QdmztXb$LDUkgNqyQL1{<)$_agEZ>d4YhR@2x`L)F)(z zW)DuhyKDn~$`8csci}E~NH}0}<=`MvRB!Wp%T<_l|3n#l!mLwec2AXmRoOI9Wwo_u z_JXJ@s&4a8K@xB*W(0pqL}3#x)R)t`6vWu-nH?=ewd4Aw@f}6{TBvz06`@*ze^d;m zdYr$wZ~Du9%f$i5mYR!$bp7Ixq;OZcUx3{BT~@D9QDce?c_}nbZW&P{Ba^%5JB64x z|DImiew%Y4+D_3X;6Sau|0}q3+J^u8Trv}=CE`rt8r`sVd_3NMQ>fFJ?ifoak}#Qn zpbtaRf{vw=+S%eOhep8nNg1>94?LlD(E%Qgb+!!toOSYkitjyau~eaB z5#MLztr{pR;|&DSSBeTb6JG8#2wZxmzv^)$m9cBAFPyiK$AoKTOlc}UUu>5&D9u0C zvDoB%vnEC!>wae4kznWU>h|{+Zl~{*nk(>H!f*DIrfWs!Wt&l_DgCV$(-9V zQ~!Cfhm~#jnQK8=6#OkiG0+DjsGQV5EppRv|HK>*{eIMW}(v~rDj+N_DciGo`l!e6RqJZzeSxJ-04-* z>r0e9{fZGiJ!^7`_B?t^=xo>$_uqZ-?@P)*MS<9LcSKzcD>%)9ga{0s&`rixhS>}B z*1o0C2-@LUUfFQN?*ZI{G|A>-uCoP#nU~kZAwZ#^8BD$OrC}L;NQs4^U;(!SxI93VQ53UO) z3rCWc&QY_Mq}VwG=xW7H;R4qyrOB9E&x!11-wg-(64Y%=f1}Qgc!Ngh7Nm-M;MOx8 zhH(($*jCz3k+l)zm}sr|o3IW>rb7EH{!0!%K)t*~Sz#b{n|C+Y z;suqu`7Zdd!-M%UsdCF&*8*QUuI8dZ7%`o|v|a9#_JDS$B&L|&saGXp)79Ap2j1~hUt1}Eyo#(^ zT!&vVwB6BJF8EV=4cr58!c@Hu1l`qhr%Xf$#y7>lUGW}yLR6Fd@l?x`e700#v^N0J z2NQ%{we^YKVpeGc0DhotQK2EbmO7&WdJmNtU1>#ifZxfR@y(e*YUX_0 znv_|!Ie`MzCifal8*OPSt!2!AIAMOK{!G!ylM38RrqF}= z%aRb4KKqD3bke7pw{;Uz&q?Oh7ZFkx*GR(Cu!fa7vVX<8$0@;Fr#0JL%&VC|_?g|E z*77UDW+N~!(r%(pJlfXMc??$KP)@K`&O-l-T-kG5WpLJG&5ds0_anon;Jt^I+K|lb z?^Tt;Pzlus^X9CZ{i8M8U*~wSj70XIh97%I>$zJNA(wV{)V|DHFb#8ejRq|A)q<7b zkCaXHkrc-RN3;^ym&>8lAB00a^cJAcWp2_Y{XGKe9?=c5L0|ZdLc9$idFw`CLF$<#|rY7}(>scPd zUKaRSIyEuM(gz4ALSg+un(X?F{RB+5}gl?O~7obYctH0;O84)Eb#t>I<1Wm6P$*Opf!x^HCHk(=_?~ZjmS_N zd~O))8dp&p0v=Q+=f@u%ZwyFF^|Ynq6RB3EaryLDrl&>TT#CUAQnj~PFx#Ixkh59% zr-#c7V~w&9x|bbbZ9=|b^guX)zb^bhlH8QSdhx-Jt8awM#Ro^f89KC|B~RGremN)A zBJi>M3ijW8(^BYDHWH2=VlrZ()2WaCp>Li;0JM1vx$Ix)I^k(1n&0!WD_C_8C&e&0 z4i#!a>vs(BuqZu`YyMlZ2qVegw`In=`zH3 zEa0?~c;X0X>T=11!2GQb6Ss2G8t5@jgs|G!)Umjii5k6H4v@!r0yC|*baRHUt6TO; zPo>op$(W;G98I1sPpY$F5h8iqRs5U)%LhK1G?>m=$CT8mSE8>gTf34I=?X^;onARn zn8+I{i+U(y__=t~V2cNRqQN$~{g=epzjjvda+8HDe8vP5 zz-`lH$a1v(DP^bjDG!{`Y!YoCQyrFFyH-VxhxDhLQ)zx0^j35;iZ<%y-^~?6Ar+IX z2(w?>ub2(`;tW|=od_U{o`7^LNul(PK>ga$Te!f3;^c`>w&l||l?;-}3y-od`x-Y)w>+xZ4_Hz9>-oGCY$pJU{p$fq2QG$`RJ zJc8Ma8EM=nlv&)VbMw2c9{%R~h$OKP{nJgaUa(_ojlvG2AzS~ z96Af|CYV~4f3e0RzjN_~Vs)hJl2!#!%O{vO&sM3tq3J+Ks$`$-Z z5dtl@EFL!sHXYN*OTrC_-lF}z1Fwy;se;7hsS$6>#O*; zAT^%K^55(0UrTK=7Qm!~-NKL~VnR?*RvV8t7U8J!uK9w5B<>s!1OGcOf}yg2d%!p< zGW%M3*umTF+dbg?&tf|{aH7M}R>Rz<5qzS$nmp%}L)F7KI1HQ~7Ow4zv>iuz?mDO% z$y`ucklW`YE+zeDiej~>CP-O>VI{jA^fc|P+kW@%CzqYgss#fx{Xc(@P2U-YdFl(@yY_tM-| z1*|o{XYrx#jL?@?a_pN#N8M*#N&@zG`;?l9!k#_|Fv0 zIa$6FyvYFDs1T|S&J?r4mFixZPgKsWHMcMGFHj-ic5{uH7{`nIhGjCCNyiB)a$_D; z>vJZ+jV79=^Jl1xF;<(Z$*7FA22@VSO5tsvsse*uiFnbe4?bT`hY5x-()n7MLYhlnimVr%QrXDB0r2s~{u_1-sp{B%Y) z+%M(F{UwFi&~i+v*w_Ke?eC3aCPM#oIGjAoK(0SL5ZN>BO(e*Bs`Yrj;$dBkZjW2* zNpH_uNRaVtFBi2JZ+}EqSB7XiJ8XtGceO2?lP~eH9ngx5x@ORjK!PP}qU!PM_&9D_ zRbdu&+T8w$E)5E*NCBO&t-QkglKjx3Xpb#_YXODa@RojW>~Y~7X9gI!IhE|qNF&x@(-?g6O^w5&ffPTaZ6 z`7rZo5lc!YZb#J^`W28T+SL76gzxW)$o43hvNA`62SoEd=-?jY4<0d@a_(`<N6>PEeky`;zXI1BUv*w71Y5Z4 zYPqzNLZwpWL;1cOQvITGHXcaHSW3`sSmRIpw7raftdkQO zXhoUBj?kL|w2N1|_keFDzH`diCHnyhWIk=e9cPA{h(l39f120Jv^qZ@D^EIIsnpLx zMH~+!RLdIpM0p3(5Dpa2DyF?T3+%W_eVF2 z-2r7h;=;i~L+*-$gc{Kl9UUuA110WUrY|S2ITVrGR-_YN=~Hte&P{TpC;Hy2rdel5 zI$DpM@^)yNGg=3GImMcRl`-?SSeVF*%Ad?BJCuVG=78T!6`E96X&xHJq?j%5x#s0( zBBpna2*dNYNn=Z4O8V*Y%#9iHB4=vE9SwP(40zM2|U8YQgg z9$qF)P30ekwPNoZGn2OoeWYARgyF8%^D|A3K-#L_O~h)0ah|0MYQc4C^FQ4KYIRI; z_qDuxUli^Ck^nKnUeQsNB%Os}RE@iPDaqID9%1sUa0SzE(5gQ!G=4fov4lz@bRTd4 z#r)!2##ZekS!CO+Q&gm!D%#`oPa7H=tyafz4f$DWCKlh~lEB5GuNbdq%D!K=l-(v! zeV6?mLY9nAOiGlG!3dDyC5@gyaNd zx`V}PN@UvBrJKB@N^5rr}eWWqo zTgy7Po}a6x_uRZBG?|JmSNsXMyLa21#T7bq+jB!QdO*X6-Z5_P(mH2TZQwAD#C@rQ z^oJ$II=3ECVC((ptlH~$^b^Wp&ugo#b{O>Hs&dw+dyWRGXpWvH?*?Q?@Vee*!M0k-6kjyBH<-kGSz-IcL@ zVXGfPbvs{?jsrd#vC&JWlk*1xHFkRrXFby=@^4$G=lMk(BLN}+tcUZf1;64n`Vg!*p3wLfBK_RygLMIPl!}{cwjngTp(t_JE*H9Lk6>1plzDPavnaD z@T%evyH^Pay6CfosuCDFYFAQNF1=q|@af3^B-Wx+oy}{Jmdd+k6WU;xJOg}q^Rr)8 zS7tVU{$=JfGFcp;yLnvcvdN(cu)`rh=oHzLmShp^QcR+&t1-vTL77#U{-xjH>% z4mn}~tAl1%H*O}vx`eW_$+$1RhV0y{b}p}0)s=T4C*%z0IgrW#U!$VFPL6M-{BZ{w zgFbBokv^Btmn416B;1zo1A!}NDXE6P*z z$?pLYRljaXb2@k3Jx@)dS`I_4Zd59`XiKlemF??&K)@x7br~aBJ58|08ZR~k4odvk zz03t(zuM^Dv6vG&4Fdd%VCiCiN1-P|P}#lOI(G9q$a1VCK0)BMX)ox-irtWBJY%jdh_{yp{ZQ;1 zRgTCz7XW0>4e4go|9s#r1Cf&>n82e;#jlHI+SLJ?2MUrmwPB>qZxDd93S7w zbNP11ti5Y|Y+MuZqVn=j4;CrVLzj{P@6gGK7R|uD6eTfQOZZax#z)pD#+*J!-aBb7 z-=3H?UB;YxN0gCV;=M6zI^ys-?U|t{gWig_^B~(}W80AoV> zhVn^~bWXOT>zy)}cu&Hbw!aPcfQ}Oq5eMcCM3LanL7RTpvvCh#{Sc%`w}5pI5bSGq zvAmk--l3n%xd%k{mAm9zO_s&nM$bu6_jl)YZEIJ9-J}an(b9>_6bfg`tjeXC5AbWeQ4v|>;cLSL zx(&sXB9q|wg~OZqn#-5!;X0tAdeJ8@lT~4`1C#QG1VS{3lHo6|$&XJx#EA(S)R{M$ zYomSaBX{uThAL`7hnCG$rPRVN_s1GuxQ_0(iXwczHAL0`MyNlQo`35$29G|f&b*mN zTnea%Ytk~Lc+;u&nYyCP15(I)>kbbrUX+lGvG@2au^e$L`-zj7mfZ}kbK33z=9W*d zXT4KUBZ;6{;6^M^|4+FXGT?E7ThD)lhhH_tYbx0DtDj_f6SDUJlc$K>Nh^6^&a=0u=@ZwluN6pG3Sd%Ny0)NbdzFGJU!OWXXl z1h)#Pd6dYL7q$Olh*={~vaUNB@g+Xp*RyIRbgao-zum-fX3fSsZ`S{vpF!>L^9%i{ zr{OimH;O!gi5+~g?B1bn%d3vjPO(qE#1RZA6tgo5g$m>P8{uz{{t?GI>v?t~qi(JH zL5i#MWq?Cjl)MY2{xwE3Mcww#Q?4v=(bhIj;^ljScHoQ(IIq>c#&4!5gsXa!5C7ob*E7ZO9KBALKO^2~p@WrAdVcK1oJwOv zQBZu!D#7g{P_siTmK66oO7SGLo`0&s7ylxj)%jam*~<^|XB12=5)pr4d@O*RQD;3# zTGuqq1S%lYQQ7JK{NK^0f%Ozav0Ry{^<-gI!1!Z$k9yYDP8YF>56AO1B@wgSh+ndD=5Qce|{ zs1j%0bH3jLVtP$`tge7#yx!eSiI)hP+7gl#;A^9IzfpWB2N*^9+yl6-)tLnncDPV{ zoAy{=*-P7T#*n*MYuqUdwwd$<^^%X!OPHA@;LX0NDZHldf1iM*&vSjJdz#Jwq8+un zb9!+PU`|;nB*>~$RlgR?`kibV*tmy1mS`&dh!BOt7m@h~ZsyG&T>KRXYt;E;&j$HA z+=u_^w_6sL-{~43R0Z2~pQa`Z|KQWJYU7M5dugisyWP{4P_yY{+$CAN&5+{CdVl8c zWT(%0ymL8Mrx7go0G5;$wtTvVg`=m79&ikP-6qCm)qtT!}+%$9ldIxrzzM569UOj*RZ@?Kl5SY zPEBJ)DW`V#%;|Hv%KOWg`&eqq7&T6#&<^EY)Ha}n<56G2;Azup_t&KzWwETDp?1~d z*iH~657oocs`Zu9HC+2AZ*&JI&Cgu0=1ub!W1s9RJhy6;MGV&EN}o39RPUIbKIfke z?`Vo8#e57w8T9+d#83J9miGySH}7f+eNE4zwz7pt>kZ2fxwoxNm6A}H4=?|)K%J|1 z8o~ULRIpW_lrEVNZ`*pejgzjb^lw4(&OoFe$KcAm;Y#J^wo2;>SND(*J|FC zGLwEoQy?&NvqCxOfWzqBhw|(0({AUm1eBmy3s_uRPZIZ4Z4*giXBykq9*^mXs}EC5 zzp0AXu6SIa>G{Ll;?RhRkHY@?0+cT2x1Hph>AsLu%T3coUN&;+*f&F#Fk$;IOnjq? zb=TAs3wF*^ogN4JZSV_c!?R14<4q@nk_ob8BY6zCyu1dZWi&_6H{yo_%TVr^wnhus z5-NA@@$arXE9IkZ^2Y6jn~=(8(_1P|mCP>%nd;E5i88XgmPG$&|0e~#chiQZs>4R=?o{{J!k+OhnWw71YnzRaqG^)O zZWsbuPo^%dXaHogJpS=whmH}Le8@rQ8jST;5SH3I4YTp(sIZ~G#WFo|FQMDkp}(qL zy~X-1P;ePe)e_t~+##=7^&~+=eN?V}`S@zuO-xm2z(tW|$0Ur-^|gRehrYPjRG9i_ z6KD8BL+>PfJGL$zKP@}q^vA+$dk-$N%JeZrjogNOLgMMc^9$U30jifp2?-)gEX;6| z*HU7bK>o zgZJ@99BxUSfyOvbjznTq&I(rn6FE25mysJ=!cAI+a=?-ycBhJ^rU;Tvp9-H}<_FcT zVkzR?U@H0$7&Jz3`e;esOYuZPPkhd;W6p8Yp+wXh@~J#w)@b+83#R-8$u(4X!tvN8 zn{4vDnhip0Rg`(S2>E$HRmUQ#RXmM7b|6J>P+65OT0eU%M(!E6$>(as2Y%-+z85aR zcO$mj|8xJFKxW$em9K4w-cwXSFJC&SO{cbuY=yulVxor=tL%dBJ1&&^1w%_>1^++l z-Z~)4t?e5fMZ%4MqJRvg0wRrcBO)!Jba(gAjf#MD4_(ro14D~+cMaV=bcf#!ZuhgF z@4W9hf1m%>4Rc@jmA`APYn7|QPjV~`EOV^5`{N$4E$in^6PV@i&{ElduGO}32}7c} z9i+0W<<;m*o$R0zrm?7l{VPt>_QWYW-K}fVaYqI7nZH1|lRE=#gMv{4|?C=r<7zIOBGcs<;RG?eimWQ@zi8%d%3#sXO5Gx zE(L47%hvn6W4X4a<_4KI;cHUJNb;M|@IRhx9?ygy!5B-Xk*LVkQ7Hus+q&fMJi93z z(gm&Vt5CFwF*;;yMhu=!>9iGAFpbk2mQi_uuh#GGgX)?cc0ssypuFIG(g{}@wTha~ z7#m~}exJ`q!3k&KFxytC)mvlw9;B2DLN1;1{M`@~Ji_%3}(s@^t< z`y7pSDmgtmRG~dq&%kX3{Ulv&)^n#8bwJOY+PKY$|Ky9+u6@PiRsHu##op7*z!HSB z9b~98+n~q%gt)$m;IAso)!ed=QsjQaRmjg@BetW~AA)1oe7oaEHH<`bwkrK{Llnq2 zXsKV=28XG?%GfXkHy-b;$((;)Rx?yp>J(4>>Y_uto{ghGA`OIDI}u`HA)A5B8&NR) zf7RX?>JOaDfe9{y>nq#LN;Qjq{>;L{%#Xw$-u;kFI^pqB1yO|8pk`Ty^%O%y1_%Rt zB1&nfk%}~~>2`QNUTx4TJM;MO_z&%vM6N(vwvCXv(MWXh3N*w-az&JSM(9kc~{<@;MvEb$R(%3 zY)5B@q*q&(iRqgugAb5|F9|d(a_GaO6JKPdjq`WZ=NG0_ooO*IE<32Z z^46Oh&an1QDVrf9-k&~L;n650(ICcx+{xEN&vY%f%!&_*c*9IYUh&MrfEI#pOPI#O z;X=g5+Y+KJpuroofMW}Ga!9fuS!q+_3P7bJED6e1wX_fOMNm`RnZd&R^djX%Y|icD zQNd!*41-G0odr=V)0KS^uv0^;3T%~Y`=dv!dw`ANM6-++Q`81h9lQK;&)kV^9>7jfrMD>!+m1yg)x4^Gx!o!}rCt+&ptKuy`c5N?*5UV9>H z6tmW<5ZiBOIuPh!4v}Eiz@i*R1}PYLm@eiAwjlE>Iuv9^I$u;Fax2q+2+S_pO z7QbN+IaepY;$iIS{?T+6`!yTl1J2nrp(V^4mkGI-;z?Jp+lKg|9@)hj5SGrZ6 z#n1us`)pl*OF?J&ORhnsx1c*)D3@uV<*dM2+Bcl@WtOh$%z6YOhz^5ztZ997C2os_ zcj|BO9$3*IA74e-lQctOJ!l_&SHA9Vtyq&>sHg0$;-Y|89-bi;f?JH)4R$s8rIk(U zkJTl178#_)+x)iGFSv+B0>atksZCRIvx0Nu3?(0QK2$a9r@5VU2d#xyYl3k^PB6tSEV z=dQtqxzAXON@vDYW{Z=|%8UxqwBamhL-PKro!}F~^itTl<%q1<^!B+suVum4k{|F& zQM1Aoy0Lg^^7433LSkRI! zio0q#kIHv#&o;ozek4Sb_eWM*CMIPq@GP^d)HXJPTAKtRe0oJ}46ezP_8%Mx+8R=g z9g)G5Z7nEn*jaiWftMP|3dKgP!vs7D>^$A|rb6a%N@p2v%(#ne?+SVPTNl%6w4OPn z6dNyAbW?xb?L{vh&`~GTPANsu4}3E*&VFXj)Z92eT7G9MNq>*FYWWAl%^db^u?m%B z4g?WM)lM2El9_^Fjpi|wA`ef^BWwEA&8WX&7etZ~28NPN`NUZdIc@e-n?a5{5NK`$ z7H8vg=R+hbt7uo9nN+94k-cDyHrple-Y|Y;$k^T2U54G>`Mn9!>$H<}Pc4U6suyL) zEUVwz(`N-dZ6Yxf9k!Elg^gw6)wyQhZ!#IkssKhG%zISVQ~Kv5}Yt6`S^0xxttg z72#l03FXNL58wW1eb*Xrnnuyhu2oQxH- zW9h+uS$ex24?~9uy)jLc(=tWU?1c0>qX6wvFI~yGnvMY6j`T$LaI@PWWN`BSRa44I z4MCR1^U<&Wd(H4apN!;nU#gPpoVvp6nx){hP)b!4lm;3g9fv_&}(3{jR513a^ft^BEBVO}4JCe2&RxN#< z7yjvK@ZsGxcSN>lD}$1UiuKux)&9?j^xG#Tt$pDNoFqeaPqN+F>S8xmfMDAnf{J`p zy#@`B`5WM!xx>LLrr+$|ZYv8c63{l#!rj8e?A}?Z-agR*PZn0I(b1&YPpzhv`N4~; zvC;g0x0?^W*r1p1s;?JcwCa*qn~!j=1tDrZTlp2Qm8{QbV%EYCKRjF66+M8b7l@)h z76#9d(_1QT`}>Q3#L1W8>Ncn^2dL0=??I*&j^gr2aBEa>PTM;BI+0|QvWG7n%81Lz zXnuiic(afMxcS4uBG9Hv5@_<+6x9gGarPHii=EiTCYu+38vx;Xfc-Es=^9az;NX%L~Vhzx# z!nMM!SlPdyJOB+VlqUlkK2N!|waGzOSF-$X7tpoO?Q)BSa?2!&I?%X#Lh?QjsKC~K zfdbufE_3Ji6`l|1z;u5q#uyt#0xGAfmj-ZxI_NA9}Wu%3aF=0#EGp zF*3M+U|Oy2cVlboqh$~XIklZO<_EX#IyqZ?VJ_eubV9a`>^DS?GNyW0JX?-&mN}DZ zTFMnlBQpQk#Z(%AzI){q%!I<6V@h*h9HM(8{jP7_%{i0yh*S!uu)Ke3~;DY ztKXh*3mzdr`xoeU{Ibb>Ds4OGb*bNP`}qEt@{MK%n~kDNg3_y?oU-L+`Xq-=vjrr|uVucbYh z0Wt?u>{yefK4C{slq+AEt(Xv%@5!i+@yN9aQSzuYCF52I{f-%~8`uOmwEf$fxsF_s z0t2Zxlz9goe^a*U-y*4ee^?^(G04UvT&bL^U!2W0kq}8)zMO@iU`#hBs(iH^L&$PH z-L%xDE5KV@1tfqZAOQ^h4g%X7{Hm;~jlB-QE~2`7Ty`vxUOP;OCJCdp9aZ!l$(UST#mr{k{QAIm%!IaxFXqO%B6 z+&Y~GyxDM}L>56EiBPWqACh0PVh$N*c zvt4uH$`~NZiJ`whri=RquS?ixngF^*^YF_=a}+=t&1}v;IJ)^abMi!)kyd?N{StR-^mf4ra@}&Up=mc03f=D}4*dl( zT->)$6yWXtZ`1!)RwaCz%rjLE(9l@=S=ZGKDtnO|Foc$LG1&-R#fNkZw{}iHZ@Ol( z;Q^kS=@x-L!|x0XAm&X5Uc5n1AREggSwxf9STB=`;8LS&0Z*_jS!`}O zMg{LQFS?m-=->SVb-?YHJez(ahaB7j?3p6FFAxJ;ok*M2)bNCOHyI^`?E#9T-BV)x zCP&0?7aDT8E4*${=J;1NsdF{E`RfJ^f*2fWl zx*Wsx=!ORxujkd`=$G0{fd7V9UB2xO`Q3fF%{-0WwN-$=Zg9~wvC+8Z7iehRnXFs& zAh2=gCfPR?C1{B=0RVt=8Xw(E{UBuhl@;BOcB|$amKc9y{VfFi#`?=!$Wfa@3lO;C zjt;wQDPnKqJIVl@%Y#`iJ>RDLf%m0U*TNH@_lMA6mCvCK->Tdsx_17g=^LW~X?pSc zwo93Fm23>uqla>C8KN_rRRnbO&5O$AJvzXGOtX4D<$D7h@tdH2;B_h7wV-&T;G2x` zkGBhi0KE?&sa9U_4RHJdWqkzHo!0$Y=1O!_SFF<`g8dh$6;1H^#qu7F5Uq=pC_tC7 zqfiUCbO-jTa=ohO$+ou}@9V!$HMC{uXF!#NfZ<~F(Cbk6`> zx$VZH|Ns1718R`^2el)mvqmiyrsp|#=)T0&Q|nu!$fc<+NPGG3{4?tOpN|eikLljY zsGz&>y_r2AS(81Fhj`AyL~D&lA%>2FllbmUMJF|**oV~aQt*ZyMA{6iF_xF}-TkVd z&va)|UPxvBE7I~4jDUOb)iIRliW0LGX65ALLt(VTJ3dKN$rQ#^!L`cP>1;?~R&3fsQ)9bG?*6k;4Jv>B2 zs6UuIw%=(qHaoViniY*#A@;#4i2=5T=8t3O8>1z@Px4dQnjpr=@M&f~3Ut)1<9HMx zHLalXNdc?4T^kKQMojy%78*{wn)@g^Hst$juT?aRPXFpLt?b*=lDg<{iUm$z(u{Ha zJ#a+bAL}2Oew9l<_LrDx4$XJB$Bn!?dtF4IvGwABY6>m}F9z+#JG4;tw2p+vwIzg2 zPePRdMTw4NqB#u8<>=w{l-HErc8|Lff?%zYS|L$eWD2WH@ao+nDHl;xu~kCpmBK>M zzsz*~4E4{brOb+umezwi3!3@fC1@$ne5>Q0zVC4nr5qa=IHkj^wwXwJQE=3Kuj#`; zHa~6ECy@im_>LCSp)@Q0670@Np_ya-p1KQ-tVbFo7I8GbmZh_lTT<91k~-g0iwbH4Of% z+sJ=8F1&-}&5TcC2`tkzmZ&I@u>J=TVl~L=ZfTBLR>m)o5pi>mI;Gcv5Mw?py2MM^ zf^BqGoG2r)eCSBpLWtao04?U5$EQT%p^o$vzU!YCTrK|A_P(a>DTVfgUa_3jv6ZUe znxWbkwDc6dE>G8W9sM2$*g(5=b*(uf^_2#pErYF2( zInjC$>&SzNij`}op|+mx50YL|P;DYtB`i$Tp}&)Im(#SiP5fBKg2mYbyU%UB^5d|R zJ>4iGK$`4}_}Xq4c%FhuT;MV7(k2B%^qc7wWaTHz6pJpJdgxOjBv!-BmS&EwWs{oF zO1-o8BnjKji_P6&aItbqYIcKq?iBBEK~PxhfcTxD!q=f=Recnn998dgM}@~M;v=l_ zvFi0)4}a2He3|}elj~9Y-G_q@m?p5op+S)$#CZ>?lsp=p7hY@;4&1|2o6bygz}QeJ zx_CoBSRiZ1x9ojFXeh0-E#$X8JJM?i>+e3^O)Aa&$R~%88D|xlJ=2@2sQ9n5j~MA= zoqfIcmzsvpmoet|M@%zc*_G&!i5NSfP% zOJEd1;ok{4^vfr)^WElxUx;HLkPkt_c|NF4yD`2yZq<7I)PX+Z;Kkr9#~!M{DWen% z_7PUyVr%ZR{cvqJO=9u|oB@odjb&(eS`uGe7;3P{u&k4@6T(KAkKDcrcwm?y#J*RQ zxo#5cO_NL0>1TcBE|_V0Aiu|qL2eFd?QebU1#B+>ftDWPef)cA*u#EOaJJb*7WS;p zdn_JT0?7afTM_#FWbn(no{-iiLS+Ai724=v7;N5`RS@u#;6v65jEA-|UB3M`~J$bD@^Bs#1a^k&4G% z=<>jxQploYbI9|~bs4F$^%b_U6BqUo8QZcQ;O||{A$H#ahGcYri#*bgeXSkhOkooh z*y0@YkUWTik8e)XxL7Tr%3y)NNnspM*H+QlZnW|fcdbDkM6eC@O;cr&TZcmbTGYX!=trFj~t9reivs|x7Jn0yA3sgBR%tLU|#;#EsQ7UP>f60#HvpwjMxlN zv@fpRE+P5GYLC?)V)O?IzR@-kuAh)K@-#R^~B< zDsa7pIBMaFMy3n>vu#`G)5^31b0U5l17W80rb^Y-S-ST@KHP?<2t_qwu&3?7MNOJa zYG*&EH+(Cjdy78d4B~qrfTnnVoAZlbl=a@o0Ozio4APa9xDER_62168iy!|}$h`G? zwabHEbCOU(9oHUp+YiTT=KVVuxOJ*(C*$(&oy zJDWyD!y}w&<>&aF>lN6W`OLU-%gw@FJ8DQOp>xD&5XeQry?S|3HNu|t0 zb!&|OoUwN|qI`OxX{Huxyh0LBTg=z@bVhTCgjiqbzC&_@Gj&hU@G+xW_KMj2 zvg+le8GA2dTi_4&+`3K0r#xk7$+)JgIK)X!@Y#oskEvV+*0Ie?10Uou1|N%N?44E~ z*(9t)u9`jT%JS19IVsjEKRw4qoD)zRz3_dyYN?O3s;;>5v*eB@kp!j~ug;i6#G2c7mC9Ar`Q2!Qf5A#_QwH5F6 zV4vZ(V5UK{wDf)Mx18?TWcrHAB4EsN5M)c$0;glyCuQ$62u8C#Stq=`8G$&F&1!(B%9OauiL+YcOfO-JL5D1J~V33N?~4H_xLa-!#U zeE7CTqIJ9N=(*wQ49sfd8SCy;Rin}<=E!Ihp0I_}Zgp%Tc~d%6h7f6ujS}F;irULJfcc#tRA_^)lPj0NVVkC*HWkJ{9w0L=EYkA{NNKTETrs|ZrQw>=VsQjBtj1< zAX(UK)iD~o%l^)#&wgL>-#`-#=%S+ZA zLY%P3a(%0vQX>eBJ?An67Bf!Gk`wAxJ@J6eA0)uCxN)?QLRpZbw^=U>&h1OEHILxa z-!FOo>xVM`YHO|v&OCM;mp|2Gx^lbBaTT=z^UMJ%AYGsLusJijRLZ)vYrx{SB{aEV z4QRRor$kf3`CIr2+pg<9A3DvsRrHd6y$T>1^>4-&TXya* zoOo;b0E=vklA{=n|JIt&G_Po{5#6bkjuV@}dgkIUkd&(WMWd76{T2gGm*Gwh`RWu2 zHS+0tF!?m;Yu?Hlo>9>?kvKSsGc6tr9itfOB?B(fy2f2&)qCBl)I&X#rzjgRI=+NB zE%Gbtby6JYPQLTqDPM#DQ{u5IG}7cJy=J-`us*_k+~Lds$_c*uY@wu9LF%8Go5@kH zqCxiw?njIcn&Sf1iT3KzgNAinJgEj&PR$Zx?=44#lqu`aFK=qr6@CRdI(ZlNu&CR; z9!UcaiA!ry@7LRA4rt)D=PfyL!>r{qsAV%J?dB#eA6Zl^!Yb>Ms8$)F$t|j$ZBjsG z@So;b<(@|euU6>?{-@mnH@-2H0%*n!@TXhNXwh9T0cOqw{3#qTg*>4DSu9s;bSK$6 zS({(d{#cn0XJGbD+R=v_7ld{REWmC&!{k3rvuU5oDqHx>vQ-o3tv7iL&Met^0!EYP z8*02m{Q~(%&IZTN7xLfumIC1G zfIvE_+v*!ULw{Z&X zE${c8=G`h_X{l8u#Spfx@qo(cg-(Ygt{TSYN8$r92--L4J(j*lg@lR`Ty7v5E}^RqMA<4Bk1Y4s?g z8>z@7f>m0;B+3Fnc&h`J>becDdhm%VhqMl>m6PJ->llxE5Ba(bp3s4v-%fye5Zy(# zkSMUY0yx1xO|vPI*;33PQJ11WTH^`%kK06dF)rkj0fxx}L~HOb_TaYisq4euJAG_N zbNM>t78xW?{^5!UaAB<$F;6naCICxRJn^(|J+qKZp8(h~Yc1pRH~u*O^9I2xJs^ka ztuX|+%mEw8UGoFq=ncA{Z0sk+{ww)`AVYY_-{x4n{p778 zH0Pj6{cymdO2G2FTQ37#=H$1_d^_thNZynE+hzVV*|tyJL#4^|@jRa1fEJ)G*N{Kz z!nQG^N0EjrCM4Qj%~<(1>LKOEEuMNYnV6sWKbI3Z?p-8Gn8V&AR%=No)uyX*2r}u% zrV{p#CCTcO{)SVWJGN(~;S-{_r?C5UVmRmJB1uricBxv$7O&CQzyR9Db!<^lET1e4 z`P|`1ohRwA)KYPZIK(l}4&#lg0WT{51qz9uPwfaSC))-1K5%2(J|fxl%2D_IdG_1A zT?HWLe`E53hb@=M-#{P=_;+%PgjE}`0=sh9F$??fRO>f}OB7)LG3^5zD|+-x{9ELP z00~O#H#(Rh;8-)N!4Si&Qdy=kbmy&ET61 z3*^dQphN~uPyCciyX5=tmPIsvf$(#FfrzMnYW~3Ln-$_Vs7cjhu_DXfC}^o&jMV%ral$ zK+~6whisAJRB|YB2q7;{vhn^kykWGf(_@hJP(V~*?~wn7F<>BpQ-&>i+6K((_;vB3 zPx_Ky0{sw}%a_F&1uCxT<@Z_sEt2ly_6;W3g?`3cj@qxT6a?%JsOXsh1oJBK05Ucr z#by%4li>TM*){HAbHq``o8;$msj9%G9iu(&QuqVEK)->98Ti@eHDk-|$3l7+?|FiL zfB3MuvQj~+*D6XfOSSCGsvva3xZ+L2+q5I=6B$;URa8%cv`f8fT)(c`CjxVqT7jNF zHT~KqRY8G(O$Yc+LAAr1b5xB*7>7gCcOJfx4bC zDW~23J*^CxZLOFD)Wh+nWH(mLQ{5{bvI|A{nQ65|e)zHnRQ%Dy*4yPj=wEsRC!5a5 zKkIkXDPok%PQ7}y`Eqs|I4^%h^iE=%P@di&=!Yq5S5+Sy+|U8pdhh4$Ej+M^o*4_?2>Xg!7GQAD9OosS)oXIH(-# zn`T*6iUM=!>B9fkj!-dSrIVCJy=HXY*>#KXf=r{wqy9etIwo*EcMXwG9-y--AplAY7zdt zBw8;VxT(!=n|)%r)wX>+cT>+BY4lkZYmRshs74lr=AZtjP+h=p=V9k=ATl~3<ro!yUec#!^c41B(+Na7=AlFNXtmrH>YyC1&a3aj3H zP7LM*)oq~6RjC2{=FampS`(w5j6nF4oRZkg16?K6hnAj&!i*ACAX*U<@itAb`5gph zICCrHO@$IA7V92+)pyiKCYPG1DRJA(l_Xmd7Z|?!@o4cJ!#D1!PFvwK2-IH`w0DIL zT)}~Lebm10qcnMnt{JzpZlOU&?OsprJv0?D&kI{HVf^`VCz>{-Q)^#+t(x#o+(*M+ zWyBt9>FcqllXKDR9Gj+TAkOu1VoXim;J+5X;7}H6_^}AB@GvKO6|#x&SiaKE(uVA* zDfhe=?Wo0!U8bySG^aC}_@12Rob|KHji%#dZ^vK|erej5Kd}~UySt+D*O2Ge5Lbq% zwo8e={OoT59(MD$HxA+FbL+5cyS&0bS zlg$pp3Qd(VGx|LSRo$0fR?QV1+e183@7?t<%s-iO!X^ueoy(umRf?_*jHpSNubVWF zou{%>6}Ou^j+y0UWcwA+C+rd%1a&(P`RrK}M>|$9bi&Qd9^^)2jP-Uoynxk>z#X-;KLu@~P_?%!G>`VT0Ef zYVGr}heDKlTdJR+ahiuE!F`{orgsn{Gu%TsnfQ39Ef3ik7VR^Qr-PT@BjrS&fvS4O zfF+clyu&uz^@#I-C?D@=H$Tn88XDCot}|o65Aaf7%Qap$x#uJClMKGiYI}dmX>Lxb z=*>H}f~9^oBxX2p9a--3LsV}y^#xuH7~8%@kPS90lc4YM0omg+;Dp0hh`D*;T2Aqg z&%rUD$3&2ccOaGq>aS9&`iCb?-zQ3`%Y2b86cxD|WA&;&4qZvaxr;#_qd}^<+ z|FxtS^9AaBIi{q%19Th^QmCwzG2DG zH(l&SiXtkdF7o=S9SCs$U!QhAqw#-T`b+=*u+akDp*iMfM`=VuwUmHB82|_=5~2KQxrp|0O|~-2F`IXzN$;%}q58TytPIN! z%R37hf)HuiZqRAx#Wa2GH=o;002kaCK)2_BK8)L*il(sTTV zQoh>{6oE$+j#s}OcrkA<&}TAF@9}lp1LvQD*Ga+cjTiVq14Y`V3*|%1P=fo!B#a?S zM*M|cM>Py(eNKYClwLpD7*o$AF4(O`CV<e1<~iWKo)?vzukIo6>IJp#r>0Cu@7j z$wP7U{ij0iz|Pc!v=6NP#sttVUL1=qb1dUVhwnpprHLigZ&)`oc(tDIS2ZVFxFmrO zmRqcBh+zht7&_OAXYN!Dd5+)K4$Y{7MWMhDy^ zxOu_2W0#L3iujYrnzYCQGQmh-(_cz)GR(;3{1~&xW|q|kx+9mpSE!h{czWu)=0vvn zS7*NGmu+V+FC?6MkFha%=U>Pp z&{`cBH*g_~!0xz+aFcaIBp*+VCo@7Oc3U&t_*)V4Z7KJTZbj!r{Ui)qM05XWD=YX6 z#jU^T$fo$QjMh_1FQ;?GcDA6lk|HXh6lL^*N69BsII$d8ktNfDnOSggIVIz)9Ov2e z>K}GFnN}nq*QY08#~%{e7-=nOCF)){y*w&~B1Y-1e?+b%B|jPw_RqdF!kD)HBI4gJ z4kj53Z{tMiObK~`VlP(Ps~Y zA!HAB-Bb~gqF$~uO{Twd0o-Cl$gP8?VcNdB#?N|YBW~Nd+QR8mEt!Om(G1IpDevpD z;JYzOELf6QnVjU&&2dMn$LPKePC*+gIb(K52{2l76&9$XTWn`7ebnePUK}j7=cza# z>}weTdAfEmq$Wyl*>{r{}1#oytzWr(IO9o-BdgKxC5G;Z(lTxQ5MJ__P_!wtX6 zlNiI7pHr)Vthkq9RXZnH0@rZDM;_{Pwdm zWs1PM3}t@YADXf6)w~%mxaVmk@u|wEvH}Pj$-k!;1RKGUP!&18nfd*`uR=yp$nY0P zKELy_&}%90DfgRm{?au4gv{c_E%X40!D#jRH{EhcyctuY=J7-+-i)3{Z=34!>50X` zj~nH4;Jp9qn&|(<<^FY=0$$K$$i~~AzB<#{VWke`Y4~+I-PFZs!PPsoocthCy#cZ- zDC02Z_S8bX*|Y0|55QT40Y`VYI3&)lYa1{bqSuYqJ^s>~&bfMeUPA42LVf3ZjFGcC z5|yM>E~=LZ7`4QJQ><*_RSV2ZO1U}wriX)73*YIpZrJm7ZkapK7E)9Xj^{@{R#K;> zcsMllc6zn_pdD0qtiOx|cjnnLWz4Kt!Z+S_nCYd5I#Fiwv2Cc^y;PA-(_l4o%T=J` zlPF(SF%NXCtiBYtscf&-fDTCp^fHaBEASFI=JDmynvJL}U7HgSCq^M8RkrAZ*Y+74 z-Es@()Gc4BwoWQ%WyX;R?oit1!B9%{E4t4J!U!vEEnG%STGAp=JoTO?jhckq(sv=VU&20t$J8Si*9 zJSZ-sfcZU+1D`A89#6+3M^$Y8nm4&D|v;scYmj zw_nwTD@|>;5z?20SDOW|XJFkmelj3fRbKVJ{N;B7~Fa|dN=LuI)y6mZ7VPAo0 z;Lx5yr31%ge$$^8Vyq$9o;1K|XzA5K4;_2fJqdFAnCCr|`lqyjY6!3ni>kiEa1*M? zc*N{6vN?%NqHWcW8Ka{U*wDYq8-q`;wwN9`doUFpE^o5r4czzi-PNkf*m##wvxFJM z>tC@G#=1{$(Ho(hPPFs}L&1)(BNZtbqA3bZS)H`xdPwpi&deiXqu1Y z?eX=(YBDb@&+zPhN+cbD$Dai?%Tlv6nZ={jXqod0j&6C0L(5XSam&wok9z0iruQ>< zqS$;&u=;^d$O=nFR*?)%!TYIG!5J-``VNIp+IQ3~y=5yo!5isu&ICO5^6)B>yNiyU zSvAY*$TK_!IpwTs0&Y~fw{U3uUGhpXQ{Z% zH%nuACf`T-1YRY09X+X>7uF!fEpTKnQ0CIvW^+7By<{~c9de~1vo%vwM|e3Ie2zIl z-sB|v3&a9k2(qJ9@V>M8ow^`0`^$^xF4S;i0?cR|b=ofIkgv^0^@vuXHo$>xl za8#*YrF4C;x73p)(8K#MrqY+SrTwYGaZ}VYem?M%HJ2^|~G>BK>mYOztzsp_<+F&`Vvg$ENazpox7h5W1bk+CA&kvW0PR`A7K+DQ|^`hbsYN!++5hByAD|p}vDiR`0LWczLm51Dno+ zbJs1TB0~DQlkz*G3FF0Gs}b?mZn$jWqVGD_^s{X-;Z_)N`<$eFzTwS*ZEGqWJW~wu zbhc!VbxiAc6_rYPqSzZc&YyTq%<}(4X)%lzJ04*gk=+{jT&n8gw)TB=%)Ka>>;X=W z6?VN(V!@D&h-D{5gkrhCU?@uTba)-!(=HZ9Uv~D%ZrY56BkLC?bde(~D$@ueIi;L_ zYz=i@(9&LqTD66*izvHdgQD)#x3(uvfjtkbr6>!lIi&b_RgWMYGOGO;mRTa@HBwFt z3$uf%uzE4YHeH08QT7I=^r{*giEwzP23P1R+it@--JLtd8VSdaKQA~1gRDnUDupeY z2x{MS)#ds{;l4K+H#X4;E42Gs6Ik3nzetKr?25XiTvKd0=;)qn4dw6Q@y=A^BPxNU zRv>1TO@&EV70(5p2-v5!I=l7;p(rIA7~uZ*1SQVv*jY()l@siSnH^=G{){8`gxp+TR+kLckk{wDs|ab3}~#;SUA!+$jgqtJ$GL4#P1+NsIDYGzvq2a zNSr-r+MOmL(Fe)NZ~m#2pV&R=Lt>#Hm{+RAuF74pYa4?ReqR(qPtPxuJK^&|Z-ck5 zEAJ(9)Q?`Fe-QWv@#*&!j~-Hm2t-1 zK+wB*+?Ksh=U0a}Xj=9DShir#&C&Wo`}|Qt_P4rMM{|ER)eR*}TFOqBh8WY)mnS`7 zNV9xtC(ECS4+opIV9)D+-ACQ~7U0?~OWLD2SW3WdLAV|XFfEiDK7((CZA z&kKD7B<>UiuI>d2m6JQxtT z5oTM;ZO<5vJcTR7ri2aks$wW!aA#r@qi79tVmTcZA>UZs{~xa?Myuo2V*&1X2p>&| zDj)NihD#C`RWnO`n`h_aP<`RH2l9YB3F^acl)`8|>8Fhx z8D9C_dgt_;t-yV*!9iwkhQnRa{NPV>Dua#Kd%UxmTW4QeC~W_%sIgnG5htouOkQpm zI5nzMEBI>Duk|{}L0_GEi52dgC=6^`&{CllgN#+$Fx!)@gB75?>h4PMD#?y5kJz2H zb8|N6`$Hw;-w)Mb3c21V7Q3LrE9v&{iYcw6Gl$Ex*sH&`Kk6gXkfREsD!s##a>B~U z)}>^pa=BMJDFNNV8+Msq9(Kn5P?JCC9~)RPkhoPey*e>z@N-evc!3cw? zLCYd~cWdm%bLNk=>-h@r_r67tyH*OKc`YdZ#8$|V{scc(vfU#B~_PoJ^A|Q{Jb5gQZd{sE9c7cq6 zA$!#_sgdd)U4I|uw!II{xjTpEn)p;4Gmd5a6pk^bnY_K-(P6QotVD-)c2H^aaiUPn zeD<^BFBr6Psm>8CbFP|MZ5d^!PSq7fkG{`ca5!C7!f5KR14gb1+%*eI_Q*Hi36Cf4 z-j0${{WM-y;cjhC*qkVse}AlHEmUtpzhq3T=N*jq+AA}i`|d#vVub}x2b0hAq4}14 zZ?8gZ$;51YKHFBT{|nDs6b%wAm1BsZ((FF|kxCt;(e^CE6jwYiy;8n*rz9;YOeTja z`b6mN_`(1Z2Pz#B9Ck8cmbCHyIsM2mcG#+YaPbrdQ@c7+7k8~I5n(cezw5k*f&FLk z+8=uXqeImBvNBc+F51ZPJT}J9g&9qX9eM98DeMP8wz>S-L)+Aj(lG1Q zBCS2?$juHM-;=(NUQuU- z(xmXU#?A0U(z0>qq}vQ7x$xj(^)+_bj|%)pGeosW0sW@&@-w7vX)Wsex2L1!9uec! zm8U`2;f7t5T{H`0t+2Giq?VC}W<4LYpC?l@-PM>FQ3r~%g=i90HL7Er^(Nx`9PV9a z>}FD^J|p7#u))&5XfOz+?pZ9gk57+={J7g}@rAjrAgg)>HW=yKDOEbIIdjJ=aGzs> zCm(%VlSff6B4tS0Of*%+?C0DJLsnbv&Lyp*TFnMmJr1+4SJw=8?#?F9!A9O>!HkBm z{5y@*HNpQ{d82k;^?1GDJl@)O7A8<@_K>gzDj;c2b%N~$ECWq+4*b{PZ0*n5rvJ`% z|Nd)94dhBprRt5q03QV zY*uFGnd5fi7d=loctv+b^HcHyCXhy^Na5)Ib(&OIo%P=I{;TR%cbj1U%uPX@3%qvl zdQ;4Z!}#0g%a8u~aFef__C;SpK6cxOvsGWH=0^@^Q9j*q zYrKbkcV34%qfpuL+v$ogb%UY|lr^$PiX!d(ZY1I1?cdO0OFK2&s^}(TxMpUw3{hq3 zmUztaBMP1CSx}+cGYZH^FI9QCxJq8-RVyv&{l*y5(a}ap`uAlOFRkx#J53U)Wm#`} zzWw zp|(TE%G}~zdok_$eLnGYUeJ#cEidMW59k*aZq#voN!&NtLVA6#k7v-wD`KXh-5ce` z4#Ak8)}Xylk7om`LF$ly(^G3{hAe^90!OuF4&YWYJLEyUyuxT2zd-4k4Sd zgKWD%3=kAqwtk!a7}ovMk4>U@ff0d5?($K~6qR)al%%wEJ2s0PBjri;jLdnFOT&w@ zcCuS#2?;vr^d-J78Prk*1+=dUkQX>Q#eBTwXDu#YGJz|b##hZI$i=Mr?07MFqXQ-h zHoi8eX@cd<&UoTTo|gZma>r2u&8)Sg+F7BO`14iPC-&2!StGJ&dxH z^nEWZX{zt_(;M`LC}+UoQ#6G;Q5S_gzoAI9PBJdw29{F*7IaQ! zR`ur~y`Rm#$mleCQmHXj_2*MIaot()_#|Og$)HuDR94JLdH9Pr18;)x6dH|ba=wHc z|CIwLxChF!*$nM}`B~DA0b@WO(AIYmZ*gm+X?D)ffU2BVHE}urhqJd1YO7KEMWJX* zfl{n^aVt)6r+9(l65QS0iWGNu_uv*FNO5;}cL?sZyf^Q=&)#Q$bLQTebN>r#k;$xN zlJz`4_52FshwBt6{W4sBoSghHyGyS3Qu$pRp+$5%3nN`MR9?8NFC>Mzb~^)ar7t&d zevCncUlvbQ*c-&Koc4Qml+K3&x3cjWn77oFyeJfn0t6!yT$BXVjyfnqom3|QN+an9 zHIiQ)6e8$6%XmjAB#w2qvQ>#SsE!Ie8E4pwzGkb+oarPMlpMnTqIx^8;t17AWw3Jt z-A09D(Kd<7j9_RLRO_wB!S+YeK4#U?B#_H0#T+QkIhkEG9ICno#>qF?{QgFv%nHR}c?@4B~2h3OKJN9Pf>9o?SNhjAABR&v98Z7p* zak+7Ob78Mv70mE{VWE#{5W}hHke&ym00nAu&H!*vxZYlTcMja1m{xL$G?xuZ*;NC6 zC~Qw$D-#?#JSlIf0+WVR-^hpcS=&(@CQD56fnrppcbYj3Vf8oddq5k6+l5|z9~`|W z7*!nn6xu~5ufy@sEpZXTGTWttt{C;Kn9cC2tjjVpOhM5&fTMpbo3Irvii+-R6FTFW z?6Ty3sMaXS(4x&olF$hYRQLlc44&2be41m#KE|CjOgQsNZr~Ul#XB59sMb%gn;_U4 zzx{3G*<(n+ilvH8bxa9cjo}w6ggpUu-o1$~UNplI+4me7>HNX=X(@F#^BdMD^qHI& zWholJBvsK#7n-WAMJy5eFLv7X7>=@sk##1hhQGPTu-D(Of8$uLj!mJPti7h59im2k zza{#n{FM606_sAf|bdx^2V zmT+MkI*#TjSiMQ^k4dRdE@IB`Xtxk4@f>KacE2d+SWsrSH#hIVWl?1BoVF!OI;0-U z=r+0>$coKP#|q63O}CRnD7gN zsGLpxPUb^qo%XT8Nq)X}xj~2|t98j~EhM$GKdLHS4ovkYK{pyK1PVL+}BY`4uB3>#oXM416 zp^nQrl82&@-Uw++6vFu)*<1LF2L5B)NTKaTSTr1p7fxr%n*IY+>4FfD%rfEAF!7~n zjJ|#lS9ynzkqK0t0@@b)mXz&%toK@;h>0f!C@$_UI__Ne$i`!I`EL)`&w{_Jjxc#+ zS+jqU7@UGXv^El2cYH~ja6590YVoLnyKh?I@f6W+Xwa#{`)(!=@XljhuN@zAol374!_{T!Pp*R@SJ!XD#G_#Y`dsNH`2k|mgh~yVm!)7xBM{+bW;-%gzD^Sv*X>d zP-cAj%a6(LJcCIRitanj?uBux7CdWEmtFQliZiB``IvO8C1({MO;WY8d0>WM+deRw zA7$eRbwR6&lm^C78iu#TwNVh@tgUZ#XU26nND`mSMo7i(&_%_u2}XX(<|SY1S>ouf$JQe zcx&=09`-`EI0lP`?{e9zYpf-2pm)q9Dp{WK#LsXjuk|-e{!4qxgG$&mA(EZEgv5)S zC&ZW^M92IyfEhn;*9hPe)Tt;h5N=zuy0zs;U5rfsK;4e=l6Nx?f9i!>FA-fl;4P+GE?%76`+hlV zyT6L4L2U>?QZ!rp!4E9rSyjrY-=MBAZ9*!!byikrVg@7ub1lk{(O2kKCVxc8n z2JDsu)#)Pso5+G!)H`SBwT(_EV{MgCvnq&V-wzK5cfrkpKf-6P{GjZ=*Ta39g9DIT zd)w%Y@LX_NRpF?luGWs~TKmK2aUfK}`j2doU*4l-%(M?~oq@e-I&;0+y*I=4EB828 zxgTlia|#D%?%;%iNWx{S>hp)daWA!WJpNqtxf zzRRrwp{`md3oFS%j}exY%9FjbOFnh7#5sff7hFTdUvMQg5Aa>d^4O!D7^8-jZO0Fj zgRLIPkb$43!bqm9i|W}5uX@4}?MlsBoL_a>7XOVBz^<5ZbCsXj&#=J`2*u@zSdXCO z{?rUC^!ZFeYv0f=KKVRV?`-^j}$2hH_Dmrx;g{VGR1z>lyj!8s~@`tskL{@q%*|uI`g(x#>9)!j~l}<#vT(Cl|TD&6^7(N8_=)luq;i z7Z?LyNt*F3(sdAXn<>9Csc76XZu@jM?X3_dIlJ?}LWEw1FHxau~grtf1jikUU_e&LwJKiiG!oBL?Q)iI^4D(v2UK1aQy*{nzl z5vnEOIYp4FMc$78?{x2f8C-}z!p&WyN#WS#+P@~y%w=1%*0tXiSHn+(d+laLBq8v0 z1}KWvSvm9do$)?rZqhat5$8#`8|YqrRj^njQSxAi!l!|{c$KM=UIQ6IV9`CE4$J?`IFh2sP7SyAXCi~b09#P<>9!qr6o2k`m(4RB zSc+tlAeV0=s2)xCy_8UOz7QutC!CQ*l=G|BxBUN~`)zYtvrR|prTlp*#?Jf0TCV-C z(xB2pm*nb_&qrRHDAs*mZWmakR&VYou9pxvoE`u+wtdU?QP58b3x{@unYKV0Ym!OV z)lzkSsBZo>i}K$_#fbR><~gA7zTkR`JJ~@~%(A<~;@HB-NyI=jV17!BjMBq#XR6Jn zcG4$jBFu_rWUa4$hgI0mh-imq%qRC%t<%S6zzF50aF#qaCHm z`lGrNt6t5s>y;1htWF5QZ!J$Oi*4#;djJ^5E3g%AD^FE*^MVNl^Pf$=5h1p*6YYbL(f7;0;Ks@Sh_s<&bk01je)tRSUsNj%`X;*K(cpYI z^$=kmA;{mNpxKz;lyycI%HrAZ7`;3nP?$N>c_;Vi)m?h5_nBj0ak$|8QgF>M$~N?h zfQoD0u>|CnYc#CA`wXvqsa7b5rQozyj6XMBI#D)>o3cZv@;Fn<3DKcR%`T+pli-ft zML0e7A#K4l_hR~Srs**a!Az=LIeypVA)kn}L-*Tas~l9qLU#OVu=(CjQzefonwRMy zO^>%jZ4?AsEMo8jo~O(6msC3yAifMm9c7cJwuJ|ZhQ~YLW+&}-ZfcVW1hK=(iX6pT zg`6(UH<%a*@;ffqOtCgsj`fGgibrp5(vZn>Gy2pugHtt(2M4?EEGa$Z49a5Uqy*nJw#3ktQi8+6_I@`?HO;$4w zGz=OpU)s^%O0~$Kdl6nuqYn-6%XE)z;doua-350NLQ%s1Wc*lS^Y#s}I8m_BXUs&) zRzy#b-u!GIu_&ZDs;%hx-Vp&Rd)20|GBTdWMwv4+O&cT#i7_rWC!4A>vTIa_1(mG- zu%v|NfzjU{6|hJeSp4e+*80;%iw^vLje1viX+5x@KVNx%EL#e~n(2!t=|^a}H74a&8oI3Q(E)2yheVl)j#41xI!QZRv z5S5h#a3y*u$UVFF3Sj>T$`f@sw@%WaD2t$AjGPt|E%Z(OqCC`FZK?DZ97XB9y_S?$ zjx>|2+J`nb>Ek_bk~MJ|B%_V5B+g<#ANs%lcvRHgh+^qaJNBDgrtEqAo^f9IxpZ(D zrf%@TUoy4&Xa7BDN!(EC=3}tqOCF7gXr(0YZKW&cPbk^>d;66Q;3MawOI%U^8Wm0q zJLp-h1J!tUYa$)Em9r<1%*|h?7oWheJwY5;bZ!mXpQ%lxN8;s2sE%N}D!#LpQB+&} z->mLvDDE3q<>Q%MO4W)!*se?~LE()DS5v{5g}qU5$V|L1Gof;<+*(}$RNbFY z&C;MMgS~7|vY-l3y`=7=Dq1QtLu3|MwfvNDWF8=c4^nW7%qdT0O8z1U&Hyb%o?!|` zWVV)LgGz2d%hRD)peiAbKp1VSWM+`WWJ0p$>1nQO6109-_y&#YWGp$StxbyxmPU`l z=CB-s|3&6*HmvBU`Lyq5Xd0jY!SDR^OOd2vxPnnN;m|L|BWZnalm9lWfTFgMg8A)~ zmH)o$r(E3aC|t8#Sko>n#R`!Oysl>1Uc@c6+w z6gY$$+Y8j4|%#bI5iT^Sfbq9OwHwVV313PJ~*x4$!}Xfe~=LB)N)emJ=!T)qa9jky-m2AhV{4A$P3n z8#!eNV*@jA=RQ&Mt{sGJ!rD%YaG$d7^gND1+@)!aIa|xl zXj%{x9gQGDMEu2oEFV6ggO0%6VFblcw~<|U7h_j|-z_5WN=>q>TUU`z5C|gVkttlA zZ}Xnz(#0&cOHXXbaaq3qIUL23>1MHt1}kxzR~>hI2%N7?QN;LVO{oJfFc8`V6iOfx z;LeV?;Udr^wk)%(AgD1es0e<3g;N)Fp)-Ehmh)}55?hHe7dP}nzm~$=tpPRBe2Z&) zk=?VFJT9Iv$m)%~V!aMQNKvur(u^z}iAKj9SE0k5nf#Q(!TmV|-DUABGOD?s^2}`r zl-qaYrG%zUyMB?{LV{XXw`w|^;R;;|!^f5#Fiyc!xbFT&Ta=i4vG<7f?B*mtEjK3r ziEqHhc{;pV?+s*)0|8~{)QqxyeiHV}BuV^hQbzwvjidMGt$J_!&W<7qcDX*6v`ZXR zv_Xi+3~q%FrmMHPO$f8&dbwqex%oQ#s!U%5fAQH7J+6hv$=P)tzTr1|oF=VVReDXj znt!$y01`3nT9yE68grFbo$05{rV5U>mf4%mBLq~DL=y7-7YLD-YGWDFKtz7ta*CpB z+^WTrW>gK100}97eKwEpx*dv zAgCBgHG2g^A+N9;TVy?c1HJ+5BROZUY8rmX0$dy1OngpnoF=_Npp&X57Ov9(=SGXt zq=5DdN@AGz<*2HlSqwmE;mKrR3rG!OY6!fsE-k?VT5ld?qauiqXC-L!IG}rYyPR8S z%{MR``CPLHjyr=gt6Emm4@^C2H3;(IP_V0uT7zR2JNg|UMBzD@So(A|olH$T%gh}K zS2@<*uM8z9*x^HU!i4BeJ8sDk?`4lsa9HG2tST&s0XDq0+u7|`#qwMaV(t-&Q2iNE1}mshRF_#3&9BD)B}sY*L%<+0^7SDT2IXi?-*Vh~wi ztq7-NHGpQD#=!-FxzRQLv`0JJ7c(kww^Qj=P$Us0LL^Bk`ay#B_L8<3!rVV7(SMOp z7!4nd&?K>Y9|Y8XRM=A2k4pi3ZO#{^^TLC#1&)^pXMBr`p&@7ZwzY0At>$K|g&b2W zj373c++EZ}8RdMcdrsYtDZ9A7x3l+&IkN{*$tm?4rxsEuf0S56E6RI zv?j&py}IQ!P0?7>JLFVVR^d&ub^9q){Q5;)e9ZoX^f{6>kggV>V093ki6%!iQ@^dX zpg!I%_YtybcZ9|G7dk-otYNuqVI0q%K5nzcSM3w} zCSH>ilfW5Yy5bZmTLxjGMAKs7$KHXl&Jfh{d{Y4|Fi(Mn@u%)W?I}(;_#rq@K*5_< zz2ug=_0|9S3}6q1JdI+^coR7BT8ntF%0Azqsqt?5(~hjobQpRB?Ut05Uq<=_DOGXi z2zrWbPN=)RHV&~fDuElDnl^W z!sv@L%h{#w9qkY7WtO_f7_^@PrOnr!%Yhe19roMa)bn+ZkuUMBA!`$(M5IhURlX** zsEl2+{h+Ax;WFYTN)L=fq>G8{Q4}teF=Np%<|lLg@8<=__!*q&j$6ySgtAloYvUxa zHkEy?K4}2}&?kuPQH7;cxAS=+Rd(t5UYMYL+Gce-3Y0>la4n~qHb3u0H2@uH>}Y2nYucIVj61^(!9=^b*@;#4+;f#y2;&P%iY z+dBx%fQ2z z3#ERUX*27bdQ>t0_L)S}VU|2>_UqQS2e0e#1yQAz1vYsRd-t>?mtI3G3=A8Hh$dV_^4BS(&p$>eXNuJg@0#HfKL!v8qhn5t+m1`|Lfz6yGsM& zeZiPxI>9fu7NxnjRp1>a7iN1r2wnJwgJAw7i^KJYh9J|k7C)fLpMp)`+rWKiONd5O zuN0S-$hsv-aOHbgkV~z&xlS8Fc4i6?{VRznBu5{!~BH=&pBVYwirdzls|rz1)IDQ+ATrZU>R`a^|90VduOSmaJF>%>!72O`6gD-733R zCHK*3(;tn=!VUYm-igl7sLLQMFUC}QR5|Y^*BH+JjPh=i=I8G92$_y__|t&1#7LlF z)2`I3E5$GPrFNw2p2wTXf$@!()tAfpv%{Y?z@X~poyS7!HgW2rG7QpXW8pV#>z_OZ zYCfGA1{75%&&Zo!jtX7zWe+isQj*S@2CaygYWI`IN0&3+n+&DS8!~{qqu6ZD8<$PC zJHBzdmxADK*c$!$b14B@I*rq_Dv?&_o=-un`r5m4#=Sy#1K3^iYD%9yNk?}m&$ic5e4zB|jZ1Ct$KmZosEM^dZQ9g*rE2RQ(_j%dhrK3D=k6%6vzhQHd#Ys8 z!-ZzEF4I1$aDyw~qY>v~Tx7j6gM4M}f|U0WrqZ1%j6A7MXNkF#_*U(s{zVj52QKHm zsVX5}EX^&3&}hVx5J4~3dm^L4o=5drdF#g2!jp1~)eSF6f%ITTM# zb=ab^1XR&HJ=c}fBFx}#gYR+7R);WIn5v>RPK;T;o@=SY>) z)x8kq&bs7%y~2{{`}o52 zjj)biBc$JJkKVYfpB;2a!Vk72ez_8)`O@P$kO59RawQ!6Vm>Q*{|9!Z_o!3;8l_`P z*AE0z%*I<0VK(z>PMqttYv=1O*zH#-X~%^-w8~O%CZL!Yu>=t@_MyR+!o4anl{MD| z%`#4nU>W{vn8+J3X0lg&Z!T*&=L+?mJR^h zbQ(aw@r3H$BBi6%3zyTXDHLXAKv_8%47_48K3jGrNqtuzBYjkvvRKP!Rm%HQUZ9#V z5wZy9!e?C)nsNEm(O6ACUMeH65n`i0Ld#u&5fk5_8g{qnUgN10|v((0FK-$LGGDuR4K1akw$y6!+3@+m{OOT`{^pZ8}%~uvdW3egJ7V^ zL#v!tv-P=*TJx0J+9^HM<%0}BSG6+mQw9L$S%j}bXivb?f|7?HIpxx@o=>KDg$Nx2 zh?(2cvTHPmq`d>KhiN|u^_R9Y%J{P^ano3k57w*A7=5$Vg7?jd5GKr+?kGDgbzhV# zEspL?Z48u5nfT)i*~uJ-HQVSj*}A%vXov6fL8Qn|Nc=J29MAyoRh_a(WF6cqw5Xuh zh8-2ZkDVNuUUZYbndu7Bk6+%MN>noADOep>4+EVn`2}UYZB{Nyue_H|g__+*T9~fs z&!1G>M_Na-U+WYVDJ*bxdoqKWHFWZ{Iqw&QZH+iX(SI;BJm+h@lftw$-dM9yFSSA+f5fHU zPwL$^2WYqNzq0+~lPI6&^&{{0J4h}6n6m|QCy?H0xG&3Znp!o*M8c#d-m?x5ptjBt zyBGROKm;(fgB#PUqV25YqCTVd@6(Iq+54*N_bRaG7*?vRp=A$%GIPGJUDLoE66XK} z5j7V&LN!2yHO?)}A>$hi^DJz`Ob#JA61{2ASd700=1Jyo@10%aa|Y7}NwVsAVcCWrOi8HS6YWOPt| zQJWxE;~00^1;Lao6q2f8*Q#r-eC53B0m|-x6uMDdgF^;8x?NC2BI+lrZ`*50#6>#g zE#-|{LjbcFv}A5xVl{4OAcJbP)v3A#HYlhy-zhS?AXg!~neaIod*kb+>e}6CR#{6` zGNHzX)#(CwH&syCIWA}ZjSI~6puA>fwP5ero6PRAQ*_9{;&N9Zt=5 zqmt&t6ubRvIqqaJt@et&lphQywY}9tG->W9_=8_Y93<5AHPF$KIOhQX zb}l-@;NWZN2NJ@CMn@{x^cAjkT7Mw{rtN=4iUx;d*a(|>m`rV-xZABUWKPP4UYA-D zdK7A*Qju0ht3O~xbnU6~3-MVohTGexGhIxzEcYA`6ee170H53kIco>kpILm^{BmC2 z{oXKL!0B~eRhrrc2EQi0Uoq$hybq}_61?m(NIwtcwhQG66^tJ&Lwx*GaU0UC zn`mGw5{26s?tX_C@U*CnwTKBFEB6-@OCN^M9GUU-ieB zpI%U573a|5f9uTM5sI+lf6OOlRamq%2r!NFCo!`T*L#@6mO3Uksu4qvDR~c{!4rK( zkpsE1FNj_bz7(fi6U_fU*;BnJ=Vmx#D42M18D#$YWNh6*QlEmHODeq^r^p!O8HXru zdEL=*vghJwBJVc2%DSCJ?_0px`~v=Se}$b{xKma(6}Emq7GB31bDxAPUC^A~o$DzP z#}&bUZf~6No>#^pYj%dv|6!QF3#mJPU{SC;FHo8gT@qr2Z|pGsySmBrmY~jcaDnd| zi3*|`>&8K)F+Ej`JOZjGAIXjgLQXs9Jp5S-olAtx_|Kc&&yINH3A2bEzmQg~nD4z4 zjo;V~X_};@PY~-8EiIzYcJaH!GD{nrIR`mo^kdL5 z;TPS(Em<|^I!hOAu;YZRl_KwYfmJna8f|x(Onp`DBDf@{`}^$iYYwmgP|5q>o8TS1XN|hCr5Y9(ULGdl%C_Wcr$ zPJ>BCWZlFLRl3QPwO6!6KYt~uzP#NHwVbSqzV~XkIj+Oq#oU32%Z0O{*B}09Q)#g{ zv7{+pkHPnCpon4JUV?5_9g3yStwz570SWF(`rqh9VHiFSU2(U;GERPXn01b&&pNK4 z&_a1j-MZ8~xJnKIstOJBst`}|4`YwLk?X`J7swZ0qLVNw%+bHr+4uUZ70j98?Dw(6 z)8ZXkA!Zat)BSUa9~MvZb|F^;yIpTy@65UI#)Q+?`YXB~-ac5eal(ladvH~M&>05^ zaHp9N^CS?g{awarn%C#1eTp=L#e_SMAuAhVU2gtXhWqwqnzp>=%83Ij^E~d9KNw4=%B7^lPk9Ib@a8k)@3Ud2<7iJZ`AOn zNrI>k?u*{_t?Hd$&98YUg$nZHXLV_UgGddDBw3qI=&R@I<^ewgjj24wsN9-X8lOb< zqGC_p}#IF)@L;w1+;@{SpYK{peGJ8bi zB-iV(0(x>Duz#9Pe!!lan3DRyO}!~FI5p7TL_#KhVE%jg?3Yr&$w^;w8s42CHYM$V zEw$A2j!?Jvp~b7HR&?4D!(#d;1T53L6Ryrstd)~0=L=Y!Zo}6Dd&{yN?j~Z}{qovyY=xbvT%XxgUU~#W~4)p;C_Ek=+(4CUFu~o(Ja(1gEh7kugERk^uoH ztV$_4)@0YJDEB=bBp*uFa|P<`c*DUZA*b;v*e5SvHPes|^CO9GoPJerXZf(UwK6jN zH9_Fb7Dk{)fDqj?nZvxD9Gc;%I%Y3d7Nv1eS+f?ML9^1}{fFL9(LpQLVzYQ%;OCAK zFY#)ve$PUm#yMQ~Z>Fry2wxSwN9naisNO7&6CkL(3k zb;{x{v#Ka1j&Ne0yp}e=**YQAg;>)pFBl_7#I-&4BVDH{6j^ERd~qk;tCeuk;$V8P zuvmbf7&_p1KzzQFcc8gsx+I%c{yW((wXfZ7pn-eLFlozb*ZdmWI{RF1VC5!FF|rQn zft!OF{4g&A7{t;EvNVA4zrNdXeVEJ$j)hCWucJQr;;Ct*lRIS5mUR=3uR`lj%|Y4gCoy@Y>Uh`G~@ z1w0bS)@n$5mZR3>Qky&o!OACN9IPkeosa~hLk@XGlErWo3~~1k&x0uWy{9IhoQkFO z-5GFoOJ}2}UZ`4*c=nDH!(>OIogkytb>8!i=^F|bX+e{JL1m{GZa{Ua`o-;4D2^KV zwD?P-TGC9k7UxISx-$nTQuXH-#@esQ$$Y%bse;*D&mAVk_vUP=Qo5|!k}p{c5HI(1 zgG3hx>H%~@MUztTL2*b^u|oW*pxGpmkLFE5KVlvD=v194tiiL&S3;nGw-C|txSbdu z-BWHbV{Jd>!oH8o3hl1MQ4oD3gJHx{WJ-ws6X~G0L7@N3^#9OGX-do-XVAi*RdC@H zmbkfcr6qyp}Wsskj#6G)jA3c75MuNB0$@PXHQ!}R5D#9+XAiM9Xh zqs9=Y<@KG?Y<&6i>%<-YAd-UuF(JL{(=mc^v+tIPC5Nx1M(=RV>-5 z3{{!$RjSi7BCysfwzfjOn_gva8OEk9 z&m6|Gky@-#2basbCq{dIZ{X<*#w67!W#ayAtt0G+K+dud__qu!t;Hs~R=v=&{kY}q zPvV2kY~vO~yQzvzMheaHv6U`j;@c7v({5;t7`J$H2l@W;xUP$cwbXRLn6MTp&4b&I zzu;0UZC9INx8^1c4J`+W8`!P+O~|TW%+YGF>4l#{8wXiD?6Bb2%$m3S%$u9#eAo#GOiB zl9zr_-*@zK9gd0~xQ6g&?xGxV6VgagVR)W>{5mz|y)C$_3*IJHG8yF2n~tiTx3+?6 zKzOW=4h`pI-dAE+{zgeP6fuA`3EinWoV6MHx1h`!6G}F^AIqsK-m%zEiyD_Voau)! zSZN+SRXDXSN}@jZDj#*A!V7g~Rrcuhc9t)h1s(`KM^ zE3DHkitZtb`B>y)e@4TX5z^wVBa8~v8b>d^#;0KeRG^rJm}|4%ZQLRp(_86W@AN>Y zse-F0Xz<@4Nu#1f-C={b~UuCE1>)~I~ux>n<#XHN4Sx$Xa zhl~oD82vf2NlKMHIxagh-g|ytCKidw5u#O;rwln2-4P+>ws}7?z_SBpioM3mlZ&~k zqQ`%UbYJrdqII~fi7%>)y6yWY`Lh`~8Rtn5$mKdpq@ZEIz(IoEk$H#94!@{A z*Md=Bpv>FR2O9vUyO8XhkkNClg)tXgTTg$oA+z+kl3MI!$!qx)T~;(%9_-#Kexx}8 z5*zm$dtgu{9y_yG>%@=#=BMrnWpy~G>Qrq_0(+yEK#?R&C%{t3;)piU6O^9k7R;2A zfiipk9jLH^PxWWbTp+RI9B=e#I?-s_;_)tWi@!9AE=JIjzU==LVxxKHY7K{8V=`Q{ z7KY_zR5Pl|+cLcuhAgTLZ4J>ccRfzVkJ~{=;AzDRy4IxXe@MqHsD=`oReMbDk5hNK z-hL8GC@GIB3}4e6E)0^qfG@>|NX76Sd3<>ot1M|a2);pFV?#G72}RySCO7?6fe}$( z&0`XiHKa&RRCEdlbq20=Tq8&}k6AaPNKRM*ZI_xqY3O}{rHF{it2kyr#yv_c-$)KF zJWdN(0Y0-q=Zj8I7fn`04njyLa$kZHX_ALj*w z(WU_|0Sg#KGc$_6ZM?F*=Y&9D!$fL0^@B4MmI#A}LT2dW;qk-cNH{|rW>G}6@^oX# zxWc@gIrdBOi!|8(vynR;Tk(-7-#PDH$wh6;+BMw+we<%ToklB9`VbJ8QayP^cK>&P zbLmQjYa|TA3UA$m1$RV7Z!+ju<2?9;f$W|%h>Dq+MIBtv)VN_M1j3z~Kl9QDtVO2W zNRDthw{2v0j3yzdiLJ&lEh?HC4=n6T*A8A+`~cy`XJ-F7CAn`SlnVX}E*bdedv%4_ z<}OIT|D<8OMKk$U3a2v^7PcrC8Mpfv9O9$TUvPPUBXE!0gM01Fu*I~bckKr(m&m;4 zM~mx0lh*2Q)39gfyY$(kqN;dqziG<%aG6|QCD`g7|5EbW9rI&ja0PBKE;KO{hfTvZ1z5R~p@ z$~mj1;#l4?4@_>A6KP$)X2^uSb>}enPI>*B<}hAu%AFY%DwotTWT8Q5Rdg=PP;B@0 zMu#4&TS6ytmZCt)sXXso2WzFmX@?NEC!Vkxby|(hi3%M@HI^FJi{+~Z;!!IMi&HfL zhP5R`>}9L!uGKJqm6;apD{o6EQ9BxnU)=l)Zo}#?xPzJ3e9g9aGWmC8cWPwyUL%Zu z!M%*?|6b6aW5j2tI!?b8J^{h-xQ(O#;BjQZWH)xAu!QA5aqKNH!3sY@;2iewTPQDT5A{RYI&m3(Gb6av43MppK!srorq~vQw&D@;C$lF;g(RMPNAX!+d98 z)x2mmty%>T2HoGuB)$wb0qUT--iV^Za-RFY{av!0i?HAkwJTzLI_v^$mUlw9K#?yz1$+vLY{Z6)ZZX^j();R9=GpOG^&JXUq`2KgC%u~&q zcK#1ZR>MrgzvO7D`r@&S81SRV&)Q?T*kLsZ?ah!j4oBQhZ8A=Jo^e?n9_b0nFagit zvv~OG#JCRHOzuC}v^NvWnJs>qGum};Ur(G-7LJv7v^lp68Ki1ER~2RT7)Kd@YC2n2 zrL&nKRWhH9kF28=l_alM+c?`jcB;!!EXl&Wao!Ton}CuRtD=^vIc_H_?G_?VW$xB7 zhtIJlpP9Inp+OC1Zed2FYio6Ci}EE<2*@6xYVIDDX5BmXTJ+sbrTlnxlwbnK_i-)x z0F&-!URR2S_mf-E7#Am~E@S}#T9dpb8!!AnTx>?0$ot)_{MfdCE0s+LCE3`l+X$`d zzC$po@P{LW&(ns67Fk=2MJA`L*MJo|RxJx1Oj3Uf%x;~Z&7q` z;z%qn=}oV*ZCWdtLUX-+%2sOkYjlOM9X??=Ay6nOM_80bH;7W2L~rrdSkCc~e#IJN zDEnLQVl~1C45qrpovTw-Q5`rk3sFa@m*lZHXe|vugf(m}FfF-JcI-{iwrz5$PCWl^ zY1%9S03OY@&13E?P8+9$K5bIj|2*yu8lDv$f@5#`@M%8Ojia>vz_x)G95&V#VzrYA z_j=WQF&Df491e$3ItZn^tZNuo+Gou>e z6(q48H~#*QzUH9R0&6G&HmZZW$LAANX!Q%`KKS!8*KED(&XZfhqE{q@;$jCs*`_|A` zDMAdu$J4A-gN~($?g-qU@-^+Av^Hboc1+ zl9U_C7YqJ? z=i3Z_7ga1Bn$>Nx%lvKJ!awOC;jnZN672&XD^$U}z;|;;dd9117z>#fV+_Qlm7M({0bW%=@(ch5beJ(Z+J^G%d+Kqdzp1EV@X|ki?Ux+M$N79 z0aesm>s4@^(HuL&$dq8vn%z7Jje7INMG)FoVMvKHYh|FXEFZ3n`#IV zwmU6`5lJHQpdge9h$Ymm;v5(^xSM9R4kXTTX%8+N|;6XK*EJaXq9-{$}U$1 zMNvc7vy%h9B8X%+;;YNrb#2(DiPy2FQLWvHT|*T_W)a)k3vn*xAesUZX$0l>ZNH`u zJTv$Hqava^fk%w*wkERD8IEOd@H+>UrqOZ}Y+}R+sBDCIKdvNW_FIrdMwFU7D~6CDwl{r~W1A3=2b(YCO>WeRUmp zWm6PX*$N~$C`J&OAJ7z~E)3vn4TjEkbQ@HUwT7`za#wMCfpV%>buKupUw(3YK#0B8 z`*dMgYzud^y=x&EsYxWipFZ+?1p=hETpQKx-mnBtWbu{1Wi}AD_;c_A$09f@0Qg4Y zMbLqMWhso^?zi+f$+(U1Rs%k~_prr28ab(5;p&&7Fa8WH4ZYAuv?MnuFl{zXJ=FAU zlps9`3_59ztai&|N`7whoJgSYrxNVsN7Ef_Om-*fJK{ZR%c7ykVgJd7)A=RAdhl$0 zN01gFsx-~8e5dTUR?%YYa+60ySy)j*&p#%PMKXCVji_Bbmb&(VcjbVsJ!Cz^m32gaAZP2(^9wfgYY$p%>AF@ zb8z>_y*b|4Q)mDYCQuFL_&sc5D36J>HmvS1szn_Z!%YNt(4Nraf`1(NsCp z*D+xO1W+k*iXPl%9!ODg4Tv=VQ3?LrVueE7l3Y|7&u(izlgSM5jH#ZN3J29d{chxZ zkk@x+u)2cEW6~U6C|sdHwUu3VKbJPn11^4(Kk~5Hm=Z$T(|lZ&=5qfSl&}OzQr+yJ zh_0BQSq;eF1}9`&NZP06LdvKRj|X20%CJg)UKY*96vkpue&?$FH)P6;IuAduoa0fx z?QD^{=tq--2U4zUKWSVD8Em46Mm|PtG5)JJW*%J+ZRjZU)ScV zmu*P<-H@HO91{(dQ+bofuA^a;0Z@|1IZ4hJub|gPcSg!=&F4}sXN9ZqJe!$r6_u^~ zN6Bi6>>Mh2gpMwI3!&D28)FKm6M>qMRT^AxLPpBa9>$?r67=elaQJA94Zy|Jw){ zYT5Ou!tTU88gMlpk#c3+X1GG=wZf2cGW^NF@Lm-04KeCxe^Eq6K!BU*#QWIh$)8}q zm4wdzAYI1&!g`}`9OyS=&}+F&MYa@t03=&nno?J0Ehq4pxb14Ra6RmIEA#JX#OQNxPw#v1J{U>g)KA50yB#R`^?vQk)kYPGTLwxm z(O&drHjjfRp9L=*isS$7-0_A5gNeL)-H{k0<4C>JnY%!2GmB^EG|e-pF^2)N$$Ud# zMVl~-98Cr!BKlSMX*$nZ3Jwm4`W3mM1Mz+9okw5Jp6KO#_Yi4#d*jgBO7Bzk?~!&R zEr-4HijusF=6)Q7T!*kdW@}h&pZH*MzIoukTp#}f@2D#jaQ=T-d&{^e`?dWSL_tMB zx{v=mu%M_oer`pS9M1@8`|l``rxk z`3%m$b^VU>IFIi^Ot!VmQ8X7y!+xCA@WbJzzWc;$Y%QD=;|N#4+1+huk~3?sy*N7U z@q=C~f8xSjta+ok1P{SHLBaT%=p;hJb^+)CKffe44%Pp;UI(n}0n>^@=*XTi_qxTkja!?d_?y>p zwPb$}Ct5X^&fp8JGCezL?y*b;`Hc-&M;ePyC9I1})CRV($k^3f(BVBg-~u2{M<_EK ztbSnB&DMk9Co}|@Fy6oMqjJswZ`AEc(_(Q6NGG=uL`H?wcY__r@`mpdRI@l>rt=;c z?5Oqey9Ui2l(@~`+Yk}`(sKGCRmrW)qqAF!apa|c2^n^tyFW` zlFN-73-;d7(oUxTcDf|nl^;)OaTR?{B5&1tSHVws#XimaF$bv%=Ep<2htU?*PcA)$ z_Q5KYF@Xt-+mkG<`stTPcdY5Z*)_@!@_Q=e3Ht7z(gV9bb+q0ui>QE+Ltn(lccWJ< z#eu>J{YeC4s-AT+csyFHE)T8i)kVH)^|eso0>U328V3WgGxeYUZ5Hz3Um@pJkj!}gE2_1OY|toyqX!@f+IJI*aUW=_xo>w5S1 ziVz2|A~c78F$_d2wSW~N_AA){UNirgd)?JV06mski33cv4?ZTmxh#xpa0v=u$Gvz8 zdbn34um{WvfXTsUQuPWvh!&T-h9|?@jHv`t(~m+g1ukCz`8^k42}rGT7#<%U-@xLu zS=lv2@Fwmzqz2doLP9wkAhs_B;Os7f0};!$JTLj|Do8#>8zAw3jNH3r(S4g|Vx4Lt zD&s|TEgG(06{nb56mvs8UrcuuQ?%?wR`%&h^3sxF<5^2*bIE5b~6&nf|DX8&vR%@U*)a6|0HR@r6+t7m8$8~ zQ__YSVuh*3#rf~VRTivvw)fWg-Mkfk4``oYw7+-0eSyr20a{`_vZ8D^p4mij{-S|* z>nz|JaCq9zB#r1A3g^czHQIXf*tO?MV4$EFavrNq)XD5OU`JWZiz;ehVBZ|aFEEYY z2qq+PmJ~6uZ363ZQpm-bhdacI`O^lxy`w&{I4a%Msr({DNZHwyQ> z!q@Ecef6zzekyN05WS@Z*bhXZ)>v>ZIZHbS1`qoU^mm#DXz4Oe1;JB<32Zi~!{$os zWKS-J#~M#&wCr6{^9Icq7rVY*D=b9r+w&{TJ>-d9DU70b$6=C~9>C0fcrq&3X(&OK z5EwZZ#4Du02k7C^Owx(9W@^(mWt05+$%)3IB~9#C;ZMD!q1dq@Et@S_q<}?MIpiOl z*4J_E0>4Q}DRt@rw0)y77yK|}iDwnd(=@&`Hro3Ddyz^LeND}zO%~nXRAi;kCyg=& z&ce_==VZKv1@v^YP^va63+H11U5IgXWq2m^r&ER{dkfr_2OrHxEvc;Z=^8q4u5vyu zlNuOaGLqE1x-@PSDa0HTc|O^3&0=a^@pgQs;t<>J_ zz0AVm8NVU_;h`PBk^`G?9)9n;>AOe9pWdMU7c}+1N^?B3755yv|3dMfqB_mh?f&1G zxLJI7{~SbVY0>oWEG-(o-Bj`3Mq>>+zBFl&X&fSBK^^zNK5xnWLntvl82p=1Vt*93 z5p495o?R$O0acrWg|`{mX3bqmX-J` zZleV)4YdZ_X2IHp4?yzHJeoX?(hIBiC>>JQGy~Q08`>o{Us9+8`Ci^|EsT!5D7lLr zZymUN*X7P;Ro9=f{Fz)FK$Tkk3stI9I_~gcSY&pF;&C#iT4*=#EgnRK$};8gI>wPo zQbwzUN(2i?I=Z}uQK+5&9^ZLXeI3(63*jP3!{wDuUjN|9>P8J34S9XP+-Cqv zik}kFi)0EDp?x`6gR4IMhT@w*9BLw2P#?BvfmZnxEIPErSogzaYWIz@*Vl=r=eh+S zC)ZYMrY`WEP}}Dz>D*PH<2XXGw2`C#Xbj+!dX#tAWR+x%h-0odkyL+TEnoc`oFjp4S z@gldd#dMdyojl!ci2&t+JUOB$M#6ozOiDECnrilPq)X4Iapn=&(CQoLBI(Vqobx@1%ew6W6=WLU;2-n|E?cqY7nK>m;Ca&`d^Cg@4p+3 z86#G5zLh~^Xi04Zxthd;bH})QSR`C$5rMQiOvHfEka^@I%h*{zLB&R9q|;l3u~mh zxL4*7EISN4=d2gzHt*mk3#nWRH*;Y1Y~ZUDRbnz4THUT1FqkUu@PvB1=w*D5eBsxB zFoGz*R{AonTO2Gys82>>FtmEj=$M8&;kG02;PHVzbANMp?vO}x^~O`@=^-s*5C|ZB zFsKjXRn0E1i+o}im#UcfWNV>ysgmlzZa1&kb$P-4Y4w~dT|m1ZEX<W@}m{U94!V*JR}w-xQ*+Om1UsdkiXhMYc{N^cizAe-y1C(kw`_ zcfz{Pv^sxWSz05OJV4jgf9CD!TE|cX?PM3xXNGp5S)fIu0+DTR1*}4fvy_H`H72wc*LF>hTf+Sb4?C zgH&)Z&w%AiFSFxvvo9o;Fa=Eceblv+E%PC4fcYa;_ z&QfB9sLQySx7c5*n$&+%W^a)oE1d;gD5iiDEo*v`x0b5Db7bXV*q|e?7UB=(#P|e%e-OF)(5HcYw_mZ(cdw+s<)GAw(_PDNf-Vzt){%tpgJjB&GLBt|eUAIH zK+gmS(07{CY=AHVI$y^$7hiz06%(cf&}v+uRGTOXQq$ka5S|KO9K%iENz4!eH|C~I ztvcW0s1aJg#df3Y&(f+B`Io0%Cj~T06#sU$KZ0}+6>sa}dfCd+V@-^az>lfPO0S54 z%}RdR=@@I`gaid#fb_GmZ~jQaZ4uVClML2t@f%u$k|4(h`Oui#Cjs_9oZU`uI39gb zo_Tq)3p6Hj9Oi*AoR3RYy#7KVH5E(yY3X*$%F(4GzNGPkR%4P@KJ%eavU+m=N9 zeu|CM0Qc8#*3U5S2**nmAsnGzg1^5qL zoB{u&3;cA$6_5*1~W6%WAFl`&ij_1op#SQZ<&0O{FI z#>`FuH*{h8Eef+Yi<+Pf#A&W-bTWV<1ks)c^=o+YzB|)g8ZwCJ%TQo>bNTYOVtfZa zR0miot{^&E0Vau@2Br$hZDqopf!GJ`fS4RuTbzDlJEV7yiXCQguve}>pnSR?fM3N@D7oQOW9#f+)IsHt_$wGYf z(se6KB^}N%_{yeMtN#shMAP8Hb&6Qf-uVK{pYA!;A)q^@+}|;2)#fW|PG}XEyn$QH zvqTF$l04F9dEHP_Ci-rBr$}%=v_ai9aXy;TiD&8*$JtvmO|$=4b5Uw;EVz~oI?+1* zXr9F}exTlawNSL%(fQiXVJja0Gk8({cm+hn{dYBydSUpL~wVQ0q8L&F^~E&dIRMZ$d#Sc964eh`Ya+ zI~mZBwQ5|rPIWkK(?#qeT(6!TSTI+?r4}PT*Rvwox0Ny^B4SX$N=H$mP5$e3i~8Ck zhec`Q6013`hT2%iu0;ZX9=4t={bWBhW_xwb{(4@ju-YqLI^-qO#;jX$dUKOxG~G`z z6H9G{gY9@>?zR4fz=Mkmm)f+(ZNK`rGg`wvQ3kt~9v>r5JtOoR+hL6!C8qO`eDcTd zH9$dUcp0e#%gK}kb^Y}VHip^MQYicHPQ3Oz#0-qP*sMAl61~+{D}@}`1sy$*PHrHB z1{{IjZTE^waBhXm>CYaJnaH<((WJ9qPa~y`t=g|WLbwUButXdp2lRONR)d3l z34d~fqPLr{ZlOjl+^WbwhtKwHG#?f@IXY0ffx;^ykbr!AWY`*GO@+f2*9EMdV1oQt z!ZW!bDA_IBe%mOdVg2Q97GPA%3vI5_ISEQ||{ zYIUmd^r6SAO$?(K{s9Mu)DTU}!|*2F6C%`*#(tN2ZLv>cyQ+_5q)CP6jrukrDo5vU z$#xOYXbRAXT*{rleSiifq5B4>a{>kSv*^UrhY5T$HnTm$)K94UBn*e@%MtD-qSaMs z9DL6HY*BMja*i#AY&!41&rHRW;<)8d38&lTgXu%|nP;H4XQ1pEQSe}P(>4`D-Ft;6 zZy~#SG98;IUSITjA1AANe~F!++He8o6%()i%;g}L+-iLS>jtqNQ3hd6axJ{h+B1oM zyUbvwXfz{`+*5ig$@CG^WX@!~s*=&vU311)!?j(j(po4@Qc9OZe1DBg79(NU7Hw=Z zN%q&k9K-65i)5^1#1HJyArS?Ay_2;c-#>lC#BL6=%xy8hP?LG+5JIv*VUJpBCi^kV z1qEBuThY=1>2QoSxq-=Uy4DmN7l)xaVyx&EqC*>%3lbc$3qwJjZ#DSxJ;@4P-9%}W zZ+i5ZvVHhEGxY5Axz{AtI;x0B7>?V&Ro>r|Tag|sKeh_1MWELm((?ZJKLQq25&zM> z>YA-~;5bzOP4JL4JEIxv8noumshn~Uo|J>$LWxks&)Nf(G09Jl%>?<6# zwrYlFoM3L+jptiYP2FQTq)!;4&N%OeE>ZNQ))2uuSd}gXTYsUv%Io5r^*p*Z_OGQx zhv~Us7*pTThAXH)n~=k;>ZheG zFOT`Ozi*^8s5%vv!SR*=A+S9EQw8CgEFzC{meMGH2zYmBy>ohFb8`G*?kNdaqQfqO zjC7m}`|cirOiq4J&F+%~f)-~Q?8}8E*tx5JqO8GXFRaW>yvJ^ zp>=rj6Wue)B3exh1x8Q`Vzm(05md{lR{5e8|BBYH3cW;$lcOUo%`+Ibj~$c@K1?XP z)1S<5X>Nr34h&K-CA*~tiYQv-G@+LVl2`_py;?Qw&hNr48ja$W@Y(z~(}W0Qe-Ln9 zF=xdMwqtN}?GD|u-c6fvY^a)y!T9{`Ds*7t@D=5b%r{1%XG23|Va69Wh4ut7OQ*gP zH``>FnN*n{kOfp`is=)aG5VpG4i&3mww|_}mUN%QXx?(bU{PnySI_Br?s2?C!#CaZ zS5ZIm33RyQb!};`f8INuz~Gn8t4w_37et^IdyvI7_YXc)QS#ev_xr77!2-(ZJIRFF z{*NJ}GJajv=S2{=sLV05&*J+SE`tYyy+jAK->&R!T%9@f-@8S|7(N@%!0i!1cw1ji zm)UElX{F7@Q=(a%L`>7wH=HS*cJN4C%4i%RP-yW z2*9u0kxM-ZO;yRDB2^)GP#7{~yRDPwSWifjveY~vO&C|xcT6d8&ma4-HofrPd1H!q zeu(Bwu)UPJ&(mk{1pPy7Z)kO+5_xcGG83lWNqQcxylsATBCU5lk4>|0UYzPz#PKX^ ze*f7uQise-tA(xk3}T#VB_(tp#1gHTG~V9p14{b6z}*s&LYqU&R@CqxD(62QauPdH zl=_W#I}NcK$ehiiWYvEVoDiMw0T@IrUDQ7^WY%l(hDaSqV0Ew9+}OFVylnx&H$}j-ZliUXf>3r5m!byZ}L%R@{#4u5-8L;%qEfpn~aR zBhLHHsnv%)SMmV_9v58;YRIk!c}s$2qzR-!(omA86Hzb8W`}&GJ6>QI<#=3I_8tmQ z3Int(2!}E(VsvLZ*auv!yv!wE@O?xp+bDzatDU-MWSq?z4DmUKcEA#NE7(ljmfj2O zz0T0Hbi+lt#SFFx&%Rqusp^@_A+wvc*;>b#p;Tq4nhI}WoW zLzT3ITfMU#qwnJUmBfU|%^xa>xlh({9*1)szR|3S#dwWP|G^?8>kKW%X3C!Te?mUE z#2LM_l`*LA?WLm;uQ>8MYvD~Lhh%{}tHI*}&JWLQHgU?|kvTU@Zzt?JxswKUlwOcb zeHkQ(nrg+gdXI;JHOvOi^L+65w3n7F#S1Tb~Y4H0s{~Z*{CV46Qkf{=bD~;E%C@468dyyKPwMfyYq22=AfzT8%gzaJ!kN;f{IbpE#>} zM2XQd+ah#MYIafE5#YQddepu9pX0UvQ)B-9l8?+hHg3OExgP7){UAL1FHwhhCbDvj z)fW283b6TR9Z!+7tx7@@TUbpuU#Sa;&6-ALjX6vi{?>Jp&Mv=>|IkyFOSI4+UxPHE z-K3R@vCk)$oLowqHi3$UDxE5w>_!l9S2U<5Y`1c0(m^!Hx&E#fd{>T;#<4X(G@wkq z<8E<550{44^i>ROdP+sF1LoLh=`^!T^se$a{0|X{(Jj5dBsS1o}wV|46$=HjXZ@zop$0X4Eng z$iCs@@DSQ<8j5E}$;NWj^7p8Vcj#*BKJLRlOP*6d@a$n!32&?2Ty z*{XNhJU76F_nE)ZG(d+dhPrCW^ucnDY!%qI5HdTfzqOoluZ*%$WZ37eoFlu0&W4hZ zHzPYSUERzh-CAePHvIGS1b#lwvn)F2j&TRl6(6ny@ zX8GaNj^4=VGlBBcjlM|Mes z%EP)FMBk$db3+ByT_@ADnAoDod|{0(pe~Bv3eKQG!!>YrqM*-?WfCdCBm;0aT@x@8 zso9;^e{8n~Q;S29nt?2|#_}o@4Afi5iK;`U$AcMdi>Kd4EEl%Q3@#Q5 z>}en4NP?jhDlbm)z*B1ABPqa6JS(js(_XaMpH}tm9LTxhk!LhmaHzAFc7;{yIMjeJ zgUth3eDti-=_{Mh?DR(ESs}q4f(}-~QN2=ej@u)z=A+~%%dEcYQbPsL!$L?0?YVh- zw5@Gz(=UYdWc|KYW)cR~yNZ5DNNy6iFkW^FNhLbOGGssmw^z!ATATmc`wCuDd%gA? zxnAYnt5KXRM{(R>c&2Kp)NHr6Rle%W=48X!O-_z)^lP+-zZWXKkmVY~4XEC3Do;5^Z6s=bH)+@oXDjok&m>k6 zihlGT0-wEWnyB|ngIV^Rljc`r#`rX-j%Ic74?ZM4gSmC`mZ}3k4mYM*>wJ!b5b zojNSbyG-NT+ROLMEF{)1yTKg$cH5q&YVx|z4TR%1&(&P!x)-B(P1ylc9N6C1d|XAF z1W0^CdoWuMK9xLJ0q5`yB(epT)?8^wXbz+kRISz9#>&{bc^O{lFuE z$mf)NcpZt)FhgIyP9&B~<+Q+!!FUA@j}TtT z`Hz|u{T_g_%Spzm-gqdRK+0$XET6U-QlMpg;GUb$pV|kFU78jN2v>w?B2<=BZMps^o3A3F7^C zPLq(or(ee`HhajK&Gqf%bI8-eFf1bnjs!a9Dyhl^X@#AVnHO8Zb*c)p87dbNKXYrG zDjFf$w)Xj{6Zg&HML_h4toHO=z3TP<4iF-){Wi%nk_-rJQ; zOWY2cg~Gn<2=$4>$WZPqYu@)rTDCZzcqM(`6>ng#UiBJ=fyujYDs50ZXD4dB zBU8sjj`cmL>eQ8iRj@XO3}MC#>bF0xOzeKpuiVq$Cpw6SCb)LWoQ=+?FTGr?f2Y~2 zrmRJ78DhOi(NE_*g|MM$fA}0UF8k5P)}}ajR-<)N9+yzz(;JERASFjb`EU=5+6^D; zL0Efo;M31Bx6`<6Nxe{7AL{j4g2Ca)H>E{c68-rle}xOvs)9Fkw9ZPf-&;{;KF}Lo~#~!`D(lQ1zK9G)e0f$51%N&IFeCu>d;SW!bS# zTjDG}o|UZGxDIncAr!W+zLy&825s)f^|+X5&anC{qDuT+SbM_xXZTF;!B+u~36#L_ z1(g9kuiojNo)4n&S?dsm^FzvP4bdSMD}mtU?yKTV7vqlRgR>?4POWjJbwogf;ih3$ zCi`a6Xv|&8A}#Gj(DdK?rT_Rd{~@bhM$Mphswm=l91q01R=(S+K_uPfOh3XJar3eD zq|SZ|w5;kM$ZzU`3uxUgL7iSz3&)qxL5BJC__3L9w?1L%{iiLB0{#zbQfdvKO<;(; zx}NUso8F$;vY)g{(GuB5)p(?VWQ&PYwDt41{7y6*#BUe^wx6@{F1B;1|Jb9)O;?Qz zLJ@cnFwA39Fvr`nFB*zlNSE{oZZJDIIILhPV?^ox=72||7O|j%9Ub@Ja3}wvi}QqZ z0TWN@r-S3v>YMf?g1R|#J0}7?wIx$({dc1x&SKpga@g%fl))~I3UU7rG24*&~!dFM%_gp>7@Moy^){g^Lik*Qxjpv{VsVdkD;)8Psyq)gB(bR` zc3&y9um4ObOhF2aW_28VBHdrdCi#S#LA-oa1rMVP82#_Rp^fZtDh{?)B@b%B*;9Rc zeG_gRzVgHimWGox%jpvp$R*WFD!CyG7vaZZ{8p3_jV;f--3~;nj_AL$B>Oa+`qOZB z{2ayHwcfz3i~bNh-TzK7b}4(x{)HY}JXiaTV3ofSa&ydG%VU8a55(_W9o`UXC_r;M zDNol+btL_z>34_(_yvNAM*GWHd1Mc*B?#JSs5yPDz4B%Z1i+SVDy}N`oi|wPVzYHE zhVaI4pQko-|VuHP`fDR9U;GA*CPEB}iqe}l?V*DLYJqXB)` z8^q{f=~p`l!pyYG6Qg$Zv8j?vh`zq7l}yl>!^~YSrk~=pO`82ovTs7{%O4 zeFjpy`L<}<(6vB&BG#nYds)B2=re19D@Ds<%ZH+z6vcsZ=1J`$4ZE#PBZjv0#2uA4 zX9f)ll{I?l7Y*t+oTqGM>8(;ZwCq_2fB%88iq{xP_E!(fFT409SFh!IWW+h~$PfpU zG=83APdC=3YFdE$n7|rOH_IN-@apeSP5bN^-sJh~RUA7wM$cVJ4cdvlA54=Y!Yn-! z7XO$^nzL7z1vRP)=%AlbDNyE@gUuL`QSP(-|70%yzEJ+}r5Sd`*!*{$4!u&bQ z*_e^S<{W+DegJ1Kc=qUIvsI^S@K5a2?`Kfbl}~`I7@RpI`Wp;A;`j39$N5}7d3*G@ z)cm*jIdQefsM$P81IIg-TIlH*KM*NxL{g5{16!bX88Ud^ih=IF(JTxgi1}wlvWT~k zbdliOm|A62+MhJ4JRzo|L=CtJ3BdRX^^@p;uxd|K6?*I%$8X1uNQtUDirn(o_NTT4 zh^WANx*@$-kgd!k)!0Q0SaE7^qLKQurG3vefpq9Q zx)v?2b&R-hXhcF^0~ZE#HA*w=Pz{uGhW-19Iz{NiMau*Qnggk9|LD5k3QsODu!WRX zW(odOE-onH6!?a?@Yu~Pm53J!&qcmIIZ*#y+&AUJ5l(YH3xLuDf!6tf*o>D!;d$$@ z4LA&$K*ystvl6iEv$9nQq)bO*55+|W=zfLgUaIP{`g&ev)ZLV{6>5u^^VoZcyDolH za*Ioh6Qt6MvCiyhN~iE?Fyi0&8F>dQ(7rNlL5ARS3M;JWwbf+(!?1 zcrx7@V0G{)iwY~PtXFQRt7Z&d1IHQQ;|-CdfFR8gXPwp^O<7jJ#DWs(Aa<7cjN0lVV{l=q_CjZ$ zrqQPB6qB%4O}1p|RwizkDww!M-E|;7j3w4(X%tpsT|DKv?7Zy_bRc5;M{LI#5-s3_ zx6D8W@_o!H%m>*H!m0EN3TNm-G5%P05um?UtX&ddD>#- z?ZWmKif82c{hfkygDv=L83(lP=Q8)>OOM$A0gsP~8E1P;CTa9%6nEV{w9gJE?N-N} z-3p}J7fCxO?AjeLUho+WV5PkpcEqWYV;CF5)%PpIa<@NRHFyR^rSL^vbc|YkGI?rD zG)k_wIXqNbr5x_`3f>YH8fbFovA?&new{i*@xo-(Yh=`>k4jOS{Ow_H8bo?f%^Hrl zN$+q1|v5AJhZ2= z`Kz`~GPOzJA`N+D&{&LV{#|o+@Oh7tQ@ubY*RIhM47uu{ce0r}o??qvZjc;seCLw%fKuvz zBwhUfXG!;eikiQJ8GpX|pZcbKIhdoUj`-)DCZs3Iis*myg+9zG{QC$D+%B2xZBa*^ z$LzN47ZXXSN%^UCit1j~$H|c{kb7xNpF_N`(2PV(kT^$}@4I#jtQfYzM;H}b>;(1i z?`4$c3XgD!@Eb960;cRm6gol|i2HuVxbCkDE;03GXRb1YF7ejl z#3>#?GC!Y^^j5I@)V6+X5dI8UO^v&HyRWL={`8rxPntMAw1Qb5I-aaG@(%WZ$()7o zXKN&*%Pn8`-FGLBY4LoWVHH(mDJ;$*&(X$kk`Wd>5pvncen=%_&u`VdUt=ZvGz2-_ zO?VVs60)!G_)*;MU9N2752w*DezCLFLJVmtHb}3b1e*iU^7#60OuGJ;t!i@dB6SXi z-h)zwU1Nyi=0)!axftyME$xx2-0#UYt%Z*Nz)u!LCl-5tt>*e|Dz^@=oif&lF}mZ2 zbcy{{5%=|PZV#Q8<|ks5{GY(T-ATRoU9G}ZWPDK_@_D{z&#v^GzgI*cmSS=vOe{&o z0EIkS23grj{?1axU@fwvHu0K|zIxn{4$JvPjy3db3DOS67S08!SzFc(Hh)`{D0EAWmE* z92%aeH{YLvB`Qq$s#0WUnlo1&V0xixl`Q3-!|aj0M@4m$B06ls7qu_}o8}JL`z{aS z#Gu~j9qX;9K$h6y5oxqRR(rzQk!yA9WXCTFm;8qwmu>S-bEvC)Qhll!>~tg>`0Bi~ zF5LpIreADX;S1UJJ}$4EFoc_r>ZG1b4D-aiE>7Q|i(56Ey4&t{zm$U@Ap$Xs#}zQWeac#A4=it+z(~qZxH%7P zS6lLw>5J@cmL1Akfhk(ymH=X(qg{Qle6(Y1iE#RQMG>MZKghKwsEwV09eDh{bo_c@ z+wm9(AHivvVc-5A)XYD^1{1BOM@g8w9Jghz=vmUeK<}h_2tR02LbkFKDT0uw)Ki7*k`U1}EA9_4wI`%YNEw&pLCT6QT4 zj4&~;WW5+gtUXUJO|=-J@X|$9)c%-tIq*a0sm2pB-9+t9?P&MFIRSnB?nYzth7xc8 zR3zbv)>@vfM}Nos<<@NeaOv`33e2h-%bj6795dmOk`_S?C!aMes{MOxG+E6MT{2x5 z>&}E^zlmkHz64jw=;kFmVqDNjIT|K+Vi$w2B!4WF=q>MLCpGk%Yz@(fD0>MQQr9}` zHph!IbQ?y)njUjR?$V;|a>R0GOAO~0J*|`1Qw;-!VYMMUz~Zu|AwQ|}&XKNNYPGY# z=j`Inn#vDuHfEnLI*s(wZxI_nqSYS9;?*!|Z&ik|B{|$sRC%CZWnjBLPT8Do&z5&4 z=BT3ibY@OuDtA|A&|{0JHyHsJAZIYbho(NCz(X&6-sWQZ1bIPffh=HOmYsIvw3O)b zM*Zxvp5u3$M()3#W7!%PSCM*fICG@~SEUh+hySa@ZaHdbG?~skIg8t3XaP^c zduK9J)#a+p@EE(q3A{d#;d73ht>cUWE2Cqy&n((`(5vaN)qoVz#fK#E^E`KK^n!LG zJ7$zd=c`DpRA_LDp#2W;vW%=_N=M=+5$^OE78wLyab6zhD2_T<0*?lM6Z@Y!(gkin zx`j{=VbEJMq;{J)H*6yAn#HbqB+#zg*_RK><<70dGqvd##QSJ@bO!W@8b2)mUt9#xt<5YO>odewFBnWF#x3T?0pzH7oV=yw;$irJ^?Y zwNkzIW08%qXO8Qjy%&RQxyWFjiYy`C>rl9cuocRO-9efK2|dG@Vb%KddYEJ6S+@oJ zNnS~l(O$Y52=tQOUZP2t(LW738c>McT~*TjEs>(Cefpj{lxA<&+H7pZvj8gHeb#oE z=FW72jlv-^P&hRnIkx4MV9T@O)5w>u!EKljQ#|o{`=l)1awUP!W~#7_vpReyTXF^S`@e|8)_B=kpYoDV!^JEn%vLy zs9mL=>vti`lr-mk2j$_u>HYJ8K)Fv(_CgT-lG}X^ntnc5_dPrbD(`Uhre^6$~B(?QDI+8Pa;dSzH<;k9OS^!I?(dRX}|pq^6CScjVhuOfosnmx1zKc;vCn zR(>T*)??(xo1L&riOVFbk7Z3R2Uzs)tTgd0f2nAs4@A_!J*Po)CNozK^bZ_*q8VbA z-=oR4v}D-_6Uzmi`jhouo6beOcG!X*S~P1^!ow?5?!G7TV?Xqy>Hu1BF{FsS{`GlP zG=YD<)or*c)xQnDVI{Alo(xXS^qFca{4j$cx4H_P`y=4y9M6o2$ZZ7t|2(bn5N@vL z_*%hr&jX}eG9mAg*H8cGIY)2ehqk}XHn$S8t|8MeWX$MSMMpOvHd{WmzA()6QFsWu zr&N_rMPF_c(!lYC(BWHdy_Tca+kC+28-*Vw^z3R)v;Icuz;^$@gjQHedn#0=7sFvd zm%D;N>6ohI;%^xUC0IIR7+B12)aE|S;E8w=z|sc5fhwKr!d5Hd9dPq>6mPTu%*~@Y zYr1=g^mU6o6{I7+HGDlFXy&t9EyS^bKjbfzKki-U63dGH1#f=|@9zX(AA&t|vU=|P z-sbcFP1~uu0Y8+dg0*(8&I<6#pr?r6sBQ)ze@6(cT>>S4jv$?UpiMqOvqsKyAc?g^ z+6_S{HHF8kr383*WG{;l6lLs6Fz*~HYXrv|9Nx|(Cg|EgVGF?sFEMlMJRlS=48nl) z9&m_lAjMT)g0rX`s_Ej!;)+aCY5rcZq`i1^rUvBqR2h7@a#FT{^Q{#$C>%)TMF5#N z(Qp-(`0&2i1iDZ{nO+Ted|FZbY?Tb@dWo~DElefcakEI&9KiOx0jSoH-})$hxsu*8 zQZ?{CpoMT{C?D9t+-5~4aIzlS8<Zht=ei6Gc_ZhF8PCZ>~iUZ z7%dLgW3Ie}`!Dez2^bBOv;YmLJ#0Etg_$6Ng8(t-dn7r>{3+TI2-gR3Z@CovNy;w33!b*UdbK2~ra>Y*IZKr0s%+~O@-wV#%-CE!X%o^tc&_yH|R zb8k)yPxB}&orSz2Prdg}WJ8o$t|QIw(2X(tjrUD2G6bQ!{`~xfCpVgUF%%g9Y#pRL z7kliXWWSV@Kf)(M7|a%h68G>G`-J4>_`spq+>t2KZo|g^>ofV!QL+ScM~M)uif_Ga zw{Xt2iD>G2?uhqJ;v{=#kLjF)LvL!*8FM?)3hS@zIDpH`VfvA?f8y?hUTP z?_CX1DOmjQ!S1y{IGjaS{&i1pf05%k41snYv zK3xa*)5);@P3n4in=?vcxZc_>$zbDQ$}x$){m+aSp-)$=*<~;9;$`{Nbxugd9IPc0B8lCSIxd)%(Oz^Q;q%NLD(I9* zpte{=OgURV#nTm**9huXqNhu?ym{0+JLNtXkm1b_9UoLooXZUXGrYlCj>B{qX3jVB z@2e>A!eNKLBH39Od^(hKM3QPhl$}Dw-UVV!OI#Eh{Ay|o@l~_7h+8XBpIu z+oZzIU~m-cmtM+yBd=eL4tiJh%u-grrVg&yogSD7v(@R_&y5}1F(Ml>T5_Loj#i=h zn9%UQKzAA!I1Yt8V6(sOBH53ElQYJw%c|EO=c1PKD&>Rmd2{2<&7eO8(V8(BY<>P+ zzsG~#q4sYx@sIw0lrXRQqVPQT$&bX@>>#}P*=>DW3h6gNsaaok5gSdy>Dfp`{gWV0 z5B|Oq|AlmVywRmnmquu1c-Hed-TsrlF}`dkP#%ZBYmQDp4X^b#ao_YnxrL zJ2@}S2f7B%+)plcoxZ5K23~%4_15}byL>St_zcO&J61Wnx`8^fpZVMR{PVxOVPtF| zQr=Vx2Ml3j1!SgRKtyw zJal13i&&^@-L?UbHX{9Ey`~lR%Tj9Crhj`&SrEAsb0h1zE)YFRP)a>+s|(ffRrS`jubL|z8yTeB58rod zA(|i){H{$*ylhI;lhMrzE?#hY<%wV|opHb=*6~C&aZ)%^7=bo%XsxFjsQS%t*mhs? z)!pYa9)mQO{UV*?+jjIk5}=A34GX1L#qL@;yYiG;gl-(LqCo9XE}aY@TKerAz*C)N zz1Gjc7mGICWH8b&V!0h0Hq?ClekC3>XrI<_@*Ibf*{T8cym4ecK@H=kk31z&RQ)lgfz9C<(lvyBS&$w?MzXp*JhyrHQ;Z5kXrj}-;LB-@Wvi97 zVdY_>j%A0pj6R{?fb#X8(;ZJ#c7XyPaq;HuEvUO_9M-_&b_UlQ% z@a@DblCpLys;(8(DD1Ifd&_0VR3YoNfo4^wva`EEo3jf}1%=VM*4OWMAA@Hk=iTW) zJRukAAW`Z4c(Q~}*!k4~R=1E1z{c0zC>A&7*WKwa<3Mr=f+iuAsgKpylmwO9r>e!^ zg;nw_+Y@pMznDHBknNyu+WKtWElSKKzat=Ls;|xUk2zqjb`Qlw_C)2?SMbV!iea1tFObHt4O4*H}REJVqv=?d4}Hu z(Syi=F~USYJ!s0HKiRBbyxo|6tUb(GMEr!cpdwKP7kE%yP*Kp6aju=R5qBLy4-Ps^ zpu!cc%#mh8Y&SJBy&v6qyGrkvg?oVeEjY1><&ax7S$o!*hz}7?p(u?{s;u!U%R8TB zRg`n`yI8%SCycVuC~a_1i645cQ1E13$6&{b_N`^uE`!JrhKDxQY0;|J^S2_?wcMbW z;8r=)`kgZH_rBW+hT2^vMYF48C0mYEW(SX!irbxwZORIkstBY z>e0B6Vx*M^^pplGB)eq-w>^g1VprAi6L^rsG6asxgU9uDd2~w<@d#nFDM=a8GFYX= z?jWPxsc>H$<;we$scS@KfIE%KGgK#%{&=8O)0ob{D70&&2$!gDKAoMjW4hV(lam+w zb+6b`K%M3S%Y0{UBzMowO7?*;f>l}gq3Ql~Z!q~+K*@0b54v#4?FXw zE&;XfjdqfS?=EZ}ljg+VMvh0dv{8SKax8Y|q1LG%c6L)%`q(sY7fyw%*8JaB4RlPm zdaH&(whX#Kh>V?Svn88iA=Rktox_;*ZITTl*DE=9Mn%=7Z0toG#~>SYShP|7F`^+# zcPpFyJq`gb8YQdzA%?Cwm3$)Jp}bG?;mkOeT!MgJt<3?^{#P%(aGl2xn!EzAyPv*) z^(lTc)pR9i8AIbB19T?jV3Ne6Tbl6yBJZuD;(GgSO$e3*55Wsb2oO9-;gA5q-KB7c z!W{|-kO0AhySsbg1oy(da1HJdAj!X1zPOh zn2L%=aq3$)r3BePbQc8*bq`w2$B!7IxHAD8nXQ>Tw=eZEKPzHpXqJyh<(%^>>Fr<1 zwF)A)^XGwrj2r~r*9-mM;KLcypE7D=63xU(fP1wUfXe06~U^WX|Pv?=wOyP2{ z(^miCVPyHfpRF?pSAUUg-+IW*v8nHhQB9i+Fwxeod6{wWobLG?E)Rcs`SNA=xH+!# zRIT{9s4|nV9D*$wZf2?8;~dQ!5?B0EQ)&vw?xG*gC2ZNa5*ca$+U!EjdGkU!eao4@ zgR7sFmz>{Z>-Kx&)%SR6wzH@#>4*WdX0bt5YC?V!E;=een68%7YVlw;Uz1+4~uiHU4-)CvkiI1q=F2{u5HCrzeLPY29A!|#TgfHu?|1C!Szbr_^bpAIIQ|f?_{PBJA zo#!HFk(=?6$T)W!J(cDf34;6-#@FcBl-G0mjjD=MRAI-`z`ROJe?M=4e;t2nSY20c zi}`KkZ*{sSuleD!+3oYq&Zsdn;$q~Ib$i42uHOXYZF?Mh=G#JERTP*vM<1xm4ewW1 zz}yoArJpF6^fgv4e8BR46X3JARCiX#Ypzs6 z>;)hOQ{9bPB#7hULO(o+rHogfmuYf;zT0F+P)6P8#s5g9z zQUv$Us4kU3=dL2L0sTiSEqR4hhV@6)iMn~oSyLR5H%8#*@cglI zG;`D*CVBaSQZ~^PsqU)KkgF8@Cjo6g|3MMqvSKcZj_16R$1!P54Y^`E<>SvyMVt|~ zAeX(}raW|rc)0etPtIC*#|3Lm^<=)<0d*7GrG)WA@15dib_7{9f9x%F4qJ>o$N4$d z=E})#W+|a~Sa;!NTvisIq^7`Gdua=4M^JC^ylF@4&cTLGb0)hZx!2yommY;B@Q6Dn z4d@!T^lYDg(MaaEn49X%W3XO$vPZUFGPi1mkHzy6b1)Y2>wo8yyy^)se|*}4F!RjX zm=uzoWMc7dpnjIlS;tLdY%AwEq3P4xc-;_NKOZq}77HF7~1xLK#Qbku@#h8*>@_j9WI_skady6wTb{yGcg~!{Q%=*d2eiX|j3Yyz9 zQT%7Wvh~aluc)+tS#Bt`YKOk9ZJgcN6NNopZ-9q03KuFBfSQ8}?M510hwfNSUR{}& zT=>E9UKlvFWtLj+-H{32;{9Q@YUq%nKG0l>;XIi!8IuU(^w3yalaQ3`S)_k?1@3zA z>Z@d%wf-3CkgwwQ!Ag#Wt)5{j#nswQ#6NAq6Rv+$lelyX4Ysdnp3?d@`LnF_uH6I_ z=_FJTw}928jRJC%Ln$2^km&_Q0Yniz8;T$y;7yIKov=iw7_U?PGK1JXIv(AWN!O*Q z_chww@~IO0c`8$ONB*k>2mT()d_xe>LBdkcF;)dS&$pd5fo0j}7H!?cc_s&MB4+@U1x(5SsufrC=0YwfH=JuBJNyT{Ip?(`-w08_L3!1@2Q@`{U31OpG*IGK}E9UEq$8P(uY{4 zAEfA>%xwU&>y{)B$f4-~lQIfol}6{*zw@zTfLN7Ebp&v!91Q-_sMJ-Rfa#bgQ`Q`@ zYOhLZY+eUx(TBgL_0+#)Z2ioL5%afY1s=o-QJM$I3?BpXieL%&80xQS0pA0oM@jkU z6dK~=m74G@@sADyPunm-CZR^L(brsgK#EzZSd$N+R|8?>rfiF}Zoj_9Eo7+OO%wAl zKm56l0n5gU!|?Mu&}Go>o4s_EvN#cm|kWL;8xdJ2^a9n!CSJ*Gq2sn*nxQ8qR$9*2ek*lcpj+Zkt$0LYK*{ z5^8C^pC9N%dz6b+FBt|`P!Dsegs_uA3AFVN^(2}~ZD~j@K#i+(M#d#SSMW$Nw2~@T z4#t_aWf?n)D(>{=Z7$YRR?W%RY%)!pMdH3#Z!u{&%_bDSJ&rU_Pf)X$l{+YeLM*Rp z1)!;T8(jaO5Zb=KGyew#L+supH61Y62#ra}o?Nki3WD>c|J){o@H#ec!$e$59L^fl zHR`-Vf@8i7wnJ8YO>6KcD6>8*{+jBD`g9xIG&K9%ATPKqWh+RC<_OmlyU1nWkcM*ur_G~iBKKQ{A-1S15 zir?9g)H?iuGRb|LGPtgaB26yh^Io`@A@yJo>Rc7*=`BeUVQ>#Cb7e?I`h2~btg`{w z@@&XMSIH)G6zuH}70)m}I2v%<6=0a1)z{0=Ol$Q$@+5Zz?aGd;d2397%fp3I^4LYf z0*CRLWx{2?^W#x3ftEyAG)RLAA(IIhaO{5cpMu?sz5*!ryZrUM`-1q9CNf{4 z)PlY(4T3nyE7{kwukW+AS{0}XoipHk6hFhG<0TLu$CSZWErT6?yyf=uk1j>^x@>dc zn>m-KIYmWZhgqwI)8?DPSUhnkEQ8?hYm0V{zY3ZZrP*$EcxdnJSz1Y6oBV3&CDzsp zkT&3!+7;pUAJH|)CliS;J;tyYpP-^hemp9z74_E`waS^58O42*GdBiaklms9nkGHp zkbJS%Q=jFNk-AjP;WO;p*R5l^wo0)I#3IhuKKOVSIyoXmmOaYz`Bi-y<{Q3O)sMMF ze39cZKVLFEZsarY)%XQ5f8cdZ`CUIDEv0XfZgW9xE1FHd#Xo9phi7xe8@q9|CFRCV zZOHRk2}DM`JmFV%>1u^-97DQ_1kaRV#`Qbk##KpO+N{j-@;Y6Q(>iTd(+5+^xMi9~ zD%d(@iK)pO!{dJJbk5dL93XomS%qmqKQs4#h*5rF#cx?TCAA%{BGp?CFDpw-Y#1NpttG@;j@0d!M$pv9v83AXa-mswG`qsA ziNJ|B`#76?hx1GJGeWYdy}=6YIKNs5$ZtE!Dc5rZdCt{^@?)8?Tf0rHH#SPA!sSy| zdV-k=j@?Z2TEfje*AJ7Kj~T&<#t<2jb-tqahSOT&dHFmxuw+U0}pI zV$S^Kr2#@#a%J}K7#5huuH@{pqYHj97?zY>Nzf=EWRMh76q5_YGk>WJrtj_G{5zvP z-vubAJ^ufNPTSld-9uv?_ORI0rnbEQ@aZ1FsR5t)og96N8l_BZh^G0a25BH0pZGs7 zywMbYgPTXH4zkGTo;=I2K2C9-Ls%JSmF1pz|AS(hMGtR>*GYu9Tw!mHc=f(+)U_^2 zndHH>bK(s6G^OWukOWtjZWKw{rUSjM?%{EW8jM{jDX~F2_fKra#<`f&IhiB)W|kC3 z+7P|fC5}cVD0}?Ph?jY+q%cxoHo>j2_D}$*vNiy!taS{7_3gDihmNfR4~sY~srpz; zi?NPgmwkCLwX+_)zvQe-IZdcaB|4y6{^kqH(c739SaDST^|xAy+$U4&co+zwt7SSbS`@V&V{semA4NdSG}~iI*g3#Y4j$D|G%6Q_IbHakIwGAW7rm9nTzOzsmn} zdQoYT;wQAA4&8E#&=(f|?|SE0@x%8`npHarY_ZLYVKTp&=j?EW-6=s9!m$J&dM~8h z&Y){E4`SN+q_fhpU(VdszLDd$7D*Egp%R6Cu&K{;rI?%4zbfa*2O%&s};CBHWEl}@1^;O4d1Ejj7Hb}wDKp7qKg`cRZCcZj>md__bZ!HS0 z{}8nG-OczX3z*k(BEoVyRm>KF6s4}HQ(Ltx3r^5C zL%MJ5aEG)LKo3+XaB<^`;y+(d!lTMzt9CirYDL~s)ow+Y!+oW#^IKGvc;d3kNJc5! zTZNiN$Jo_{r}TMkSACRg=XN34a*tYT@nO?!&wH#~ywW&oweLq=A7mkpCoH1zn3qis z8D^mv;9^cT`@WZ))`OaTr&Y~-?MGX3ewouS{knLJ6P9?ggFGQE?)<`1kL;Bux($~@ zZ`66~1uFl(M4Ng(<6n&4X62XT=SRfKq!i3O_XmbBluzV9`m^|$)o}pEvLEvNh)NVM zYhPi(A?!ryyvw&O>VcMeRD5!fvLF@9+c4X*sQGr(YTDo~AzOA#`rY&i`7dhbWIHu| zm__}8bf-~2K)POI{<>$)3Nyqffb?rjRZ-ZIM}(5$_dKc|)K5 zjFYcsK@sS z%0zm})?NQ5%_&W(9}GcIMWO8^K3vcsPrWoxkQi1VhH(}DsJ=}y|79`{m!)l+pCs5S zR4u~r%CboT?{2bdHs$_&i)XHYaKbrY`d1T;u8LxJ$G9y06zsvy(FGwi!YwS`+uzLB zf_Re+KAraCJ$Ns^amaslSs{MFu}sNx>o^=K6zP(6qiol@u=TYv@x_EBvAluOpvTTN)CbzIZY}Ko{>>ZB+g82O^;QZhx-Dpi8wl%#7yFuxS#j7Ef=(A? z+;Rr^^wGlJ++q~Mq!lnf=~P^M2sz;Q1ZAx&QqjMMpjW+$tpT_73ER4%8OrzV6|KWe zPUwQ6PLz8=A^mPKCDlOeyGh)ZZcpbvV_%r(k_`{F>xUSYq|$g^Mp@;@=AG$BIgg%5 z{UbJDdn>s@e=Sb2&c-97Z@x0qMKG@D-mGzr;(+CCZvkIhQgk@~!QvW6Sn%o8isy1Hl61C;tz1uCU#-vOo?=N0;{wScT2e=Igwo;?!1u+@CF^{faaIi^Za`}y zq0TOgQM{vXH4?#`s{5V% z@1$XcL*(jO_`1@BBAdoZ*ykm7TF**D1NhhR$9>(+mQ?>IAJBq%{^0O?KK<;ryOeh| z|4Rr!Q0p$J=sDg!gi_&D2H6(7&O|f_I(yoj=q;zgo^|LmP^>zVioP4;Y^vMMI> z*HDC@pl)G=THT2chYu1s6vG}`7O6V48V`i{Q#hKs*=c$mr?$$h|HP=x{4oiw`JLWw zD9o4SXAJt@vt$*@&XW$QFpE$x_{ni~Ip*noq9nQS+q;Ff(}6P_F3R zQ+Z=HxvbaX=F`_1zxNNdBuCXZPyHt8`f<%63Dtnwt=)~akaAtXH9ksq3ab3Kp+2An zzl)y`$e<2e$Sg)YIHquL{bK17#-y&VxZ>ymA2s<*tnwdJ$HyTWD*^O#NA<5kphFj2 zxAR{hm;VgvfBc~COzY{bojyoLgl)+{la8}>^igwG-3uAL0Su|1NC~AIf&~dWUV%K@ zGk-|q3Q*rf7xHUH1WUTz^4xI~>#0;@DU~U4m?_&rGb#2aaN{^Tb=(&}2c80riC+6{z2=ot~2TC_|RCp z;|q)`luQB7a>i67{VuQRvm+ZeX}s0lxj*D~)@J%w%RiOBo?hiZV|+F)9_WmoX~Qq| z(&Fx$n!-etYz$nptWth3(4iSMx%reAbEF{+>Dk%@3exrk$57!_s-{Dxp#++W!AGk( zzM5T~xTmX2X*@F{8|x;9kD{+@O$B-N?fAl3f?2bYY-N!w_}6JNdjFsdq!UJ#8!gOk-dyP&JsgL3&U|GhW);el?gq289CR<^dNtMD zzCDtw_pR<2t6A8ukI95ePfA6n?YF%5&M-zcjmQp;C*(X#HBs02InxyC{;sU!O}8Ek z==avAeA=Ql{Zlc^24$M^3!^_;>2>ZnWwb~XED2MO_v<+Fm01Zl@1N6Zn3%fyCS8ok z$F}9GlikG*5r)OK4>KPZ4I=4ERv8D=kV^YB<{=ooS=q*K+8$gD3_;; z((Qb2B(ciRw!Nw|6#jm^nSBk`@tJdL!)0cH%-x5%qDWov3+I006*0t%V#V895a@M2 zN4z|Tdl@c~or4A&4j0h+2&CUNf%~N&yg4B=lAi}zgMTu3E?t^yn;$&MqN(g1z2Nd zl4xgb)O$6BCKhzc*ZFB9w_0X*S{0M6CLOVbWPMY0<@>4|UCXZ)*Od5MHJ6+;|6Do5 zmzU+hH8nq6PHrrb6J^ZgZg>TDo8C!zOfD5RL@Str%+j@6VTJSSVY_hkQK01vVJ~E3 zvxB=Dl|$6QGF}`*^SYaILH=}-v>a?7vi;>xg@Db8Ay_nH9e*K-kIWv zQlL3XIUKK<&f~ysdHqEV@?B#&Hl!&1!x9r4M@a^ibm0pT#HF*zUd1@dXoguz%56SR zed>)Tc^ON)U}>`2Hrt4)XJD?8pagr)40 zDHP*fkPX`+Bh2FWWQCgccC8WAp^EA3@MI&8Zv!N{2kAzNdrIW)3dZhJ0?0YA!ot90 z5*Kf?^;0fai1Z}k;wQQJV3I}hZTtMz-mZ7-Lfm;~wC(6D(jQ^_#^e3LZBciN4?KGtl5V*JO06hhkee>p@7JTUK!k*DRVX*IC-zr)1sh4MYiQ?<0=ArEr@@&Nz6~3|!b9tWOpqIF8eR z;g)k~sZu3zeG)?F_ST_EaVX}|syW!)iCWi^-D68Pr*~G9k2&?t5wr^I(%etzymepX z(XLEXOiC^Ir0zQ#9J}W>wBLEG{OXLGZ@?Xcq-F-XvVR`Cy||()U{<5!)BzXbrD{+` zT9*!nDa#X?n)$Z!HMQTCsZLeQ2$q%agY^KP0S!aw*qPOOBd|Q6)>8UY4H^@RgKQlqHfs1lf(RH-*7B8Oj zblS2>rpRcqd^jz9)xC$8f7_FQHiTK7&h3z&QP09YFKd+-xp-|Y*$!fVT}vmMYV1^FvW>aHIDTMcBj)Xh zIA6J8V^)*`~+$0OD8=^6j!(WZ5g)LAEy>HdOrq!6pyl%yh+zqhRxI0aO-*7iVr44gPTi zWV@5)QGjQbD)L-JqyMOqat;d5Zcj=oJVTdKz27*k}O9jkykqm}kr)2AhSDNx=F zyxS8Lt&jDZQKBtRPrK***7Di5ta%^PV3V?to<~ad=(Is4w3`fMu!)W}fO3NOe9b(| z-b9};>P(1pyLB1Hz+MN0?v7b2oWhbvB{e_B&ma`;oMKO2kQEpUbx-mCkY@c-T2x$C z9G6t|bT`B@WhV;YyDv)x7f_=U_I|_)8)1zb@r|re4&@5Pm^49JxQkU}32KY%*~p;z zO~5ktoltO<08hq^jzP+W;@j_gNs34)!oHe~lbh|fI8|^0E3c#|IyWJGHSZY}t0Ilw zK<#(E>goSMaRRJ*6%H$()JPosjl#=d8 z-l|1D$psVVKlpk>fDhRCce=JM<&M#tt=*sA*Wcwu4|_(>2_86aRB``h>@}EfrfYw@ z+!tk<6#UogyU|cMS|#R!Wup%$JFhx^EZS|lwrcds?!0UwZeq2|Zv%vydrkYEW;W*5 zevNPlAcim(?Z*OvRLvFx)2u9@$V8J*&RT63kb(g4s+CI_q}p^F0I>qN*>^u`8SP&c zz3w#{EBalc>qb#aW3LMAz8|yvU1BhSHGY4?9`;b2=~Q%C&`a;s zRiPog%3+<{fi|pfC#NFM#9{5zj;r zZf>0;6}~e%L+f1yD%i-|b>WcY{tqEWzm7C7y-haE<8n_`w^tryvmO$(EDqsb~r{THs~Y zE@GeDkddjXW^Q$^ZJ}@OXAAF{esPJlVSfqf?3C#%>QS92#+3`zi0F^w(Sb+zB%OeCVLUCoWh^?4@%Ij zA%8ON3NG;$f0+eeVeU(_ z{Rx7v(^K}66CKfV<8Dy!V2rWNeiPt_j%r5s_xHNDqF}LawN#8}k%&YzQf+Nit;Tok z!V3MqTf`Vm{*rS1sxz1=DV0|-t!m#bp_WxuZo`|2?C9i9+N*HdF4b6Zo0G{TW^A#| zi$47ugxI@6ij_R>woW8{;}scOf+`k`{f<~*AHKfH~^TK;p;#VZ>bg$ zotIhZr!>Gj-!L>+*KQ?#O-P@5oiSg_1NKlzTC!)I|S4_RATt;eJYeBU=i>k<1)=T%n! zHd`%s=t!s4P{AEDz5xR%K3PU52N4sf1DJSwQTNMy!~b-{5}43JoJPLs&FkCRbG7jG zD=|3E?|EE`=P*mViq}yq*!dX4?z2@@Ond!EyyDl3g9x%MYnj+0>xP^HFWS#983Eu^ z`pp@x4MgW~S~~N9I%Rk1xpOs}ZH7wp!rva53kDO0iFAU!PMl`Uj1@H5D^&g)BUys;jU4ELJEDg3GxL4>EzAQ z*(mM)Y?$uO?Ziu^&qM}M1HW4;NLZZh5|ww0{z0Kyg!EAvO640&Zg)e`tnC|IKfT{c zLOM04>GP#OL3|8I z@SdxmDz_C-6cO1mTCBMlnHz*-^69G}pY~a-UEwz>k$2kyRAaBcJ1#bsr?m{Gv`l<8 z3cI2tnp-UwHo>MoS+q$}YKxT;*5X?P!DNNCqr7M1lp{+CAO`@_^4E8k+|SzKZM(2P z+s=U_?@|@)#rcv!Sqpb=90FKWUS;NN7Y?O$~e#OsvWuCv+RukwQ9($HO z_j&a5#V;x=EQyqTIVDWe5@WNWCq^4otBzsknno$G?nq>ppW#O0%LFR{yBhz}g~n}5 zC<>rB&LBV)NunsYc&!0o_DO3j<>{%IALsrrJ_x|G9x4!+3tM;UZ!%Oh0H7#Js*T9M%i(DQR&S@0$ z8#{Kj?0reB{@jbPMH5cQng#_5;F}Nn4u+grs2(I;g45;f;tia;xWr(UwSpi`i@0bp z7NB4)`o+_XRf)TtIPq11Z?niNlcS==`4xIz;7#?@=P3A18I%%&y<1cgl3%vI;B>gq z(6jm!OGQTHixE{8mw)yvF358W9MYC*++H_Byu&5kW~JH3@V3EgU9);#^R0)G zq@Ew|PAtHjZ*UJ&x8L(iT{MEGcun9&H1%a8bA25WDjus4%zK~hKlZ#rHtJUzu|Z@eq(wL}o*W}KKy-rH939Pg5D4(o9@VfsnS6w!r+1A47t z7QWR`J^Zh$!e6N0VoOg^)wkbPd>POU4QDDY@VA26=XspQVVkqYi8iK1Q(nq5WbnM^ z&3fe>VI?)NtSjr%sl)5MtTq$+PE&J4ZiLx3z0q7#ji<2^dWg;wBHH90h2C|NnDv>?!3pVzGmpu`Gg>b} zS)2f9{^G`7>>9r<56cQIIDen_K=WpQ`4d08(HmufCb{Zr(V6>hm;2XCF8^OV8w083 zki!^f&)aUi394cfTgd_z6RpwG(yEEuM-QAHhs~#6hJMCGb4SIR2HK<|;02ej(9uTw z>}1<8y6-@X{iD|NMO*McC`=ga3E72QB6bWkMEADN$qMS%MYb-~k@l@j`F74$Ne186 zAUB#Z@4rkQYN}3UHkm11xz4bsc|$je%>WK+W%Uo(OpHS~_ec%ydX2H9L7nVxk?O>DZdvToPD&Gt=eOLpiGZmtF%tuxO)imGCH@4Gn|A zv|$h?$@9tLmo14Mxa7G>#--)zh5y>2NDv{0=^tFV`ZW{9z2_?lPtjzf{h`8N82gcyUTc?5Q^@;+D|(Zh3R6 zdhX)e$pY5MA0IzdeZNZHjPE-Myf{rGtfUNJguc~0SFeR-wfVcj?i+Usf{*sXm<3NH z8l7;RWp{rHrZcNW9B5y!z`eCF%Npf4{Wz6pT(Kcj=}l&Ml@r3PSmIz}V&AWmKrx5N z=zhtM4rFv`_l#8*iVd1_?t<2UNX_!AvPV~JW*@UM>!QIq@+h_Ye4EU9h4((iAu{O` z&NWi=gRejhc(9m6Pb9iqyd@s{SgU@(vgS!itA4RNZrSaF<@799V?hi?SyXQ2Tpvke zcjc>Pp3fa6wH7*LZDjYC`1VUb9bp!%k9G*zA57{GV0{J!!5ZSfpjH+B3ck+Ue{d7@I3AoJ{2vbg+Y zEN|j-4dPNUN!K?W&nTv^(%s4)u1?-(kaEN^W*`f-7qV@BZM68t+O?3Vb5_#)`;F+0 zXw~%dzRe!TP97#1jYa+c-r3SK32DcFP_m3BA|@EWh}ySS6(iPp*+t1)=G-A|f1Xuk z8bus)SpEB>3c~&ov%z<7mASM1QF$L@bSLcpXJ;cqkD=2=7x}k{`eskc-@ruS7F>4| zet(of{+L4cXS4p#(6vV^q(ABHYWPLr22{+{t#U0ojp4MdvXu4W>#CDA+pIHvj;TE| zKi={2^uEm=JCHe>PO$z>;+%v3nUiP08NPK@YjWP5gPynnp3lY;nVBDnH`TxK@&ws? zgan*bY`T zckk>`IB$q!s!B6}bE!WJqb$|HGV|HAA1=`n# zJF5xF<6n_xFU$OVkNwcNe-|a+J>?DWz?Ny;JJp=59W)qGSEZD$p%m|ooyu-9YuT?d z1Qa*2();Jj_aOd&nu&tX+?=abQ%TN_sfpsX2QS8DP3m=Op`^p&ZJ#g z%gaq}zviLSV@a{E@~+i)yKbZU5hwzCC@DSdrdxW$} z+H@|o2lq^9>|-`nuj0OtEJf|_^+M}t|1f#dmZJVbRZDK5hf`H6ybfIa?>F`T^mW3V z`2YTo7ghg(OlB8855;=BQ>>cx(~mHORfzXK?~5VUn)baUo;V|vh5^A=FE?(@S>e-u z^bc3Cl@C-avK!C4>{P|3kqv%K1I;cz3gtDL+|}?!(-vt7?b$5WBdXSerlI|L68uKn zC)F9%g&YepW_KRjm*55c2VUN3L|bBXcZ0`tQigO;se|gg){MGAIX&=7tb%4MF%%Hq zv{gG%uJ9+?)QGONS=fc9vyPsWnzn9X>#K1io@3Y3xtlSqxSfZ~75N_u#Fl3aT0_c} z37a#x!&sXK@$@bnK$X#TbKdzOt>JmxTchX|_-3JXPe0h26$~;~3B9+P*FIqiu|8zB zOW2!{SAYLxZvlxdSb2$pGK{V;QxA$ z(zdD4h0R?X?7{pqC+j>pGz~5jtRbV%^^=Axs1g%m%>G!Oyu4PI>CU&v;L|Oj8Tr<+ zw%oWRTYEx6iqNafxrzsASV~!HNYNIyXsE)I!e{WlJpFO-IfHKU1z$wi)^=A*-;NJj zk6Fd#@NsSDa?P5_o*{K_G6WfrQ_#FHh!Y=lGWo%IWA&7BP^=nP3(sw2M{S+%NNMz<7?s1Eds8moDlYv0zs1>TZdWu2nYMMs!4f{%5^wJ;Du=We*8uH%D!WTE@tSsyodLqK~WU!X%_mJ05plJ99;PZ3XcRB$OvdSuxn{)G&EP= ze)z@ZdCc#zZg);e)haH=MV4{b=@~blX(-iJiB5omqWxoU=rKgnt|^pt;gC^n-5GnQ zkB{GQb)ldBgQGTOs98GpYjh6)rLyy%U8`oI3*;iPNb&V^f0;ddDgzRR&dJp(9U}rj z_ACmLqf@YqsuDKnWTrT+7JnKx*#D}~j9975;MF`9h$9HTkY>mEnBbzh&hB{LQWv_FROEePC)UBP5+2_t;dXsE-S>YH{QXu0wSc?4R>`2&^tVo-^Zpejtc6 zqAxeAH9JhXKr@~cj38b%AXagF7;twv+V!|ZgFe2o>$g}kV|&xxkh~o6`|w2XvGVpx zWqM&jOBh8T^-V~?B+8pC^GsRoeyAhMgY9M2#hjYun)bTW%IQ>9dBfOfFmFc{o2NFN z^f#=;P4YwZjY{-xPYY1C{&mVp zsw|hP4Bfg~Y4_k85JSPIC)O}bMH^OkDe*3I(9Q#3D=MD!+{0oki9d$It}UUPUWsGKH>vT1)#4Si}mXW@S`x1@?;kk@2S6}6?M-dgFT~JRW-AW z_o`0CAwF9A2dzJgjA1l1daJiB#eo>D=PY>-yCeb^a!dK%&=iS4Q1^2~>T1(+ii{}H zqU=S}ev^3?d_i2KA)9+q=k&fkP5c5*-k98jmb$1A)wuTTvMrjg1W|MmoB!~aQ-I2Q zqLsVybjA&BbV*kr%40l+Vs^r^uf@QobCZb-F(TMwRtoL?;1-ow5F!MFiBFYKIPbMb zHBlVrI#foVyM(^fm>^uYM_-U?O%TfZa!4)J@o+DG;JnD%+R5PBz4bb0?SP5JO^^L3 z-W5Iy;uXs{z(Zpzlo#mI$h7WfnQ_}Gw6Li3?(cz+G~VRH8g3gb9MnxqD<0|8O+ofd zxCOOyUNb&6uP{!6+r7{D-1EN&%}>!j7-GTHp0|51HB_-69`s=78ZU2gz%r28<&uf; zlQo5!ghHzOL<4KN4>{VePnOWGB|q5S5%0*fBF|MLw@OE&ejd_ZaHNWS<^Zn zqgyiZ*gq)aiz|q4P`%q9dy8+u)GB5Rf95I;PEdBs+ge!LI!}(w`kGy;pRd-*#_Ju~ zWXgj1(jk?cgt=%k?i6?*T_#!e`n5rfPR+dfRG~+94S}tlSyda%n@&liW!AVz`N?Z1>3Ay&0STfYgi~G7p=P2ao3$J-)O9Z2W<9ld zBsy~>ePnmyRKxIul<6hR+*I;R13>Ncv;e*J#95s5;%`818ium`@7-)QHHH<#>MxtcNTOm>{DbTbPgj>y zLko{D%oy(_;>K`FhgJ%fw(;bt2^-XqIzyhPq&|ZUvr6+9>}ggu`O-u=Q~AxTj?0V% z`A;_%G)yXD3jiU))Hxd3_`#`3Tq@_rnBZXL=^l?28|d_veaV!IPmOe_rJiesjijz| zgHQSw{=GY7(qm5Rj`{93q50{!4h5tB;c*Hdo+@6|Q?mI!>Jt%G=LSdlS7_=v?84*i z^WWi72Tc7x`!q~^YHndh|GE$m-~m+{_*J|50rAp8r2&sQ_t(d027}z+*Z@$JEwzoZi+tINu*mF*x=Eh z*$>|?Tevkm89T~v9uAEfhx@d)CZ{rFc~iZK6TWiI*pg*zuZ|kjk!UNQavS>hKQ2fRWl*s^ULY6I7TDn4@O5k7J;$J&Yh{dtu0(XkM-%`ujb725G z0A@I^=tHndc;FsTv{Cx)l?E;Fmw>E| z=XD&T67aq6C{2+T(PN9)SqR50fYw+BIt~5}z53rbb(m(*(lnbXE#>ryp(So$vcoIl zPM4Wn9;XJx+gt2(Y~|Q~E4{hzN&+QUl#IRZhq#Kz-|t}wuhZBXrsuE3A3<&cQD;HVPb(ztzAiAPA^%cRKp z%Cutk<711DIxf*=G8oJ4@fD3RCeTP#+$oT~)7&^L!;1%n&2O+!-Za9`ZdQW3yeyKP zjcY~+YDC#^0&T6L8|nNc8DZ+EA@qIk#Ie7^$zw!F#8O+P*Toav!mlnA)uI!0eylEy z9#3{uZthSKb;`j`LB6r^^f%&Y4@qQUkbUx~Y>xNALR1IIsCv*K|#jn#8pQekN7H&B+hJJv8 z-098J>QkY0B#4&x;U)u1&;)n{?rj#+t8jScmB6ui)T$Td8Qs^-VIRA@v1Q@3;W4u` z;^6dVmkCt}k2JV70FAJY1DGwa#|h7lGkt1h)s?o7!CG2Vsn}lWwhE%KZW5>+9hedWiI|)Te>joS0`32kJNYW3}F!K_(IR0oXDNh!* zsZU9oDU=p%mdu^t(@slbKP9H>H09MdL_!`fwviQf(0@>N@qI=MP;Ff8Gq7-*3jRUC znKEWJ!5t)6t=UB!2RNM0cUpp{opzM9-Y~YuH4%qjD2AeMj%KmGQ)u6-xm_xWLW>g?m?k^+*>>CxQRb}Sg3FkUG0>mfh z?^-6DHYj8$pZyz-;JYpP?t?V*4z8M`>f`sr$0&4Ei+GY+-*ER*SYXOcUHIbrrl|sX>CdtG(W@CkIU<&WR4GF zuHxU-wAGFa$3;uG5w4dr_$k`26@1 ztqkiei-Hsd^IPyraBzPg?v^r_GSPC|_5aBb4m`FDJ)au;f&*=!2TpVC>e!XzWf%IF zm-o!fhi^ENq+3>GX9I-N<{PY0u&3Btuc!{8k{UWbRnbX%KlPayDgtN3K&@U?zV@!5 z+s|WIJXz-fm-jO%I`S-BO)s{6q3Y;b<$j%JZ(L$4qKz6zCeP@E@BL1Z0zG3;I?{X=)uv6#SunyMb4|j5_+p{ZvyRj=NCUaM9x5K zckY+OQaG1DhaU1)Hu7GffFdWzH-vIM9$z6G=sd~M1XxNO^t%RAS`E_cJC8Ko zTkFzv?X=~#eBX7VC^RJEc}Cu0h6+@9M)HB42}YqT`B_-7!J};-4oiTV@qD*>MV4N2 zN(!)R#&#D9>YKy}{+L2+(-l6?(t72zx&?WKE6Uv_J?2B>H?FIRv8V0cdNP;gwVC%| z&1~G9F0Zs3b;;yqiu4;?T#3!H4jGVOne@;qj$5zzJ)hFm__mle-U6yCfXn-x<$$!_ zIYp4mC*C4O=w8JWn(@uZ3#|g+nk(Aa30Q=?9X>_Wvm<0bY8-V0N#9zD=O@JSdW69^ z_5s@x<2z@+bTkuvN00LM^`qP-l@E5{$QQ~iy*k*LWVjTurNSs%T1?lm$8GhedYkPH zT>_kmyb*YuW30Nw@U)`LD?w!}YaG}I*wEy#FvYoUQ-B8uSY~p-?I2&c{HLV-YX#z_ zRzAiHYAMVg%v-3K1k)X4>`~{x9 zDf5_^HW2#veJ#!P-uipB*QHFr5Yweia#XJI_%BHahMg8jkhR$*U_dq}%O>k#xl$ST zo{TniTQWr%`6kVE`>8JpUG!R7*HANj|to3>igk>B`y4xYqrsst1Z z2Ms-NrpscEi}r6HIe2tJAo^+nXse1~?j4xy3F^6&w8zC63$q7y(;6FudRLL^T!y*5 zE83W5OoDFh|6uMdfZ}S`E>RK^NPu7ou0euZpm7oi?$)>k2<~nn1PJc#1Z|-4Mj9u$ zySuwk*cKifF6S!VPySH?LrKyL*ImBilaVK31$u#f+9snO24&t=TsY z@Yf4PgibSJ_pdHmKhVX6roY17mMSmBEq5fPRZ?m$qx+a_S#q<{JVn6=$R9S_UTU8X zyV{sR8bGS@e|uA!^CZEHh4lBaLaTje?K}HBJ1XOQLpml`^i=pAPc9S_-iC+cHWmlt zMpAwxuh}c0iY{6bk8e#P3%_*8?C;<0-LpE~3$eygqkpY%ok(YjSXYz%(XcC6n)IY3 zPduC!b>Q!>;xBI*-owUB_g}x`?M=zmX&sQ&zIE8j&y0^vn(pNJ!71h=h|LwaQj%S6 z(VTr|B=dFXPCv~pBpB8?XWtTO;A`Fr#)#H`!N~X-#^+eI{5`WN(T)b*Xj#g5TFPQ? zfm-p@C>}SbOoK96Dt=@P57()bw{aH8iyL+j2*l9-yFxk;gTSLN#q*4Vwb}$czN6yD z#&2GyEvs9UmfEj$Q>k)l}Fl!zj27z&u3R@IFI+K9V~)1u0u-!{Ww+m zoY3)|Vuw42pnkaNx!itSqJWhuS(%QlsAF;zb$I0k-=ezl(nnIU!=euZq<*POix$5Atc8t8|8#~f-3N*;)b1>z)Hv(|Lb^slhy%(1 z`2@my8U<)%|M>f=Y$sNuMtEdY%`>2N=W6k2rFU-Nb28prB-hBwG_G~Gk#cwh#O{$JJ|mG8akW{p zQk!y|CQLDScFv5dc8S!zpzx`k|mlcSTH?8g=G6mYGnU#^!3wFD>~-olby)Fw9u%! zV_RZQFij_WeM!~JAMc3Qn=GFkDvo6_V_*AWVb&#_Z~XYg(nR-ldu^Lgw$BZKNUZp? zyAzG8d24H8UUJ~VhOE+ZI#=$$=rVn?TX%ACkZKvoaR1;S&hcG2;P@q^#ntMNi4>I% z4<+6#Z{&^H$)j8R^FwC)4&;7aN#_!(-Oq&<($8+tJ)UN|&aXDN63Xig%CGC$2wQwo z+i!90>-z4YX58teDv3+eQ0L!1b)-CFO1iy+|7aq2O~=UfmS%4qF&bvir{*x#3!c}$ zf8BsXLn48`%pc<9ms5~kA5Q9z9-Zmu^9^@BF5zPE@Vb`<&^D3;qgu&ELf;7flSPf4 z{Y02U(gWze*E2SFlO7i!J1FpvFAM-~5@wO~nEb%A&i-)lQ79ky41eqpHDZq}L=ZT5 z@Vo|hV?wcj`+>XOJ^>sj04s@?12Pc6h5|62h}9W*@TS0{<&o`0|Kke`7*C}2hyuRB zpTMuiU*%(N{^eGYe@G#-_b&>_W|kzw^WIi37g~YijvHS+oRt4=?(=V^6R3~s3{OYl zxce)nUCz7KFqxO0;qK8$xv_DKtPQs$CW@s|CcQgs;n;0gKT&ncbm`&ZdM1q{eL`CD zx}Oz^;dT$(SJY_26Yv#?LBm5inc=)jfT1_J)YX zkf+Fo!yAgXO5Ih)APw^g`=!sjiv?pT29~)@*^n{9PZH7Vj z{C7Tcu9$w89i_>!j(FW~f!Ozmu)M?uTeDGY6n}}Ev!w-lom9|Bj;&m?oUyzku-uus zvd<(tC)1)WjaYFYXG~x&19Q?{N1S9;^Qr%~WFLLGMq+J;n%w5t1;@0#zY@2^>S0p` z;`#!h&9&&Rt}JdEswMN|bnXoy1%JG(J&#WeN-sEg5e>`Ta@SbOvq&pNZ^>AHT>I=l z43+<-K0n?ruVyVXy2NTQv{csZHcFg=B zZ)3&-dBx+P;_+-D-I`$sW4QvDqdeTR6>7z$+nK;;R~O0U`uOx~w{=KAi*wU*s%PaQ zV;)n}<~>b8P1WG4mM~fbR#na~8};iSr=Z5Z!Hx0rnU>L^2sX4an5H(gHLPm5GR-lq zm3w{IjYLriBSAEU$KtD{hQ?Rcdu{zhI8&ni!qd7Gg+~sCAFXdIZ?-VC<=q$*lHzPo+YxWa58YD? zfRSNT&&V8rLbbOREgDkhM#t@bBM1WINSFUUZUap~v8!f}964NLdnF?$(Ebw}D_huQ z@^I4(BsiUBh`%_Tdsg>n?GI2fqLL)PPf^v`C`%%rhM_RC_$OQmL*61zVRZ7QvAJBf z1wug=pAVbc?qS>#%R*kbVF-Lbv@NQrofp-6V%eIqQcU_8^om8onDx83@bz}^#mNwY z238N1xNXN@XvLp{9jj-#O=-;x@*t3~a$z(Xv`?0%BgGct2*5wwT*lh7(S-n}SMjJw zA13CCtG5YcB_(CO=ZFe>oj0j`yx4=W1;5)HOkpA^lVyTU!nG@AeEpY%T7SbDt@8zOy`P zXO4=ApgGSbIF>=8fmhgzCIlDZ^NmKbZ}q~nlcd8iBFp}Xe#_*UJ?ypA{5B9?k^D3N zDABDSlN|C-7fx3 zG&Q{Lc~$r9h;a2zbW++czK&IozPO8@%xjpGr}H|!OnCx#S7*JTBv}1Q|H;zElvKif zkfg=qR|G2)v$kb(ysKP-gSzboHF(g3MqZ(XKTmgwRLxE`CYOx%WYK27UfHVe7NoMc zV$d+UXq1tw|M}w82~3P%tfk}7Mw6tDJ8}$?=W|B#avCmRea+<7%F}GvFgjk1+(5VUuz-D+d2fOUMVeDITZN?nj}&0hY2pkAd2&B^#@yk`-bDxOV|L&8rq0N1NYSPddzMS5rl)bTkUm+G~VST`z1|0YB-3O%K2~ zKvh*~E`PJ6q#!swIhjkEW3&MjRi3TJGsusCfGw%cP(~@|W^(Ul<)_{yE9_E_#^AT% z`u^}4mvrian|Y_w>A@1p{CSEY6O^5XZ^Dosdeenea8?xjuC8TdH!)~Tx{W~tmU^RH)LynaXwksL;vu0 zB)Tn;^O@Swg4kLQ{vuB#&FMGIvMH0`hG1P zP)@wL4R9f#(J^6aMWE^N1r-x7&v6jpwLsQ=Za@!3 zZ+}$_ZbN0?9Zy2Mn742MljCIfGeR3q{MmuE4PNulIYlfT@2^_Vvsdo8K?Q9y7y%28 z1!imbwL^8A*Ie-2ygQ*ojs35T(*3u^x0c%aw%ywBy74&}tWA0O+BevYtj^lLa@TU4 zh4?qZST{EZ$>IXZ*txH9_*kW@=>~KEwREVp(^Q>-^>q52;Lk2`#3~X|zPWpiHl3{q ziDzS-yl^aAQVYkzjdZN)W$hOg8%B^G({Do3(nu%>pzI`?lvKIgLEZ#xNvc?+xw0nQ zwkrk8NaXG)l`D@3?k{!btPi5jtNQwhMBaam6)D~AWmCHx7U*&8`5`_n;+t6a_ z-O$tcHXv%%S|Vbi}R}k7o%@21;Iw&dS2P{EjPMKre27~mvEwQi+1gl_K(92G( zna|oeEu~tt1AArYP*VoaHwUhHzN|(05mWirV7tur3p#v&fT6_kRQRdj)_D!nm4JX_lCA>^$vf~F-lmnHM&t@&2G-K*d%33tduD?q3 z#ZbMficc=jceLl&mX<_c_~NUBfgogxn0hjkXR?qB-DaAB`xUSxpz)){Zqm=t?G~)Y z`e?4boINb=NZvjq^vyG`QOA4qalfK<9G??e0mUw)r%JBo(7Gl{{$TQ?5Lt8 zsp5ju-psgIL%Ov}zN|>@mK}av4j7dd4zyx#imnI2fVk>!NMdgEb3TnIs`EU0iDwIsw?P#`cb^Z|J;@;*nv;X`n%4$;dOEUMZQ!W|3$tKWj@R!!#@{>{m9xQ zs0!w5674*SQ(0i};SYwhOwyUEJ#oX)0YZ1_4-BB9Or80MIO=fSj?N?d;@-ViE>g?k zt%arlVbfbuZXX2%9@Q|ZNQ1O-Njsc?%ax~qg)LO`L-@8zt$mb4xvl1h!c1+f#X|cH ziV*SOMN~}AB|?J-UdCqjX`+4;?P}SrH5P=jjSLub&d}LHwmJDj%zU>^KgtF*#R}N} z+@F7cOymDPW#HBgr;k$kfWfB1W>gx@EC0cbHddSz_4_FD)n8H|N3(mH)-Su?3$T;S zgP~c=xS0}5Z6F>Umz+MAYT4xeMEIbb14Tzd#zE> zf#4-f$|_(9>{i|1GHtNWXF%NY83Vh6tsmOo^~n%JH%Y;E19}l~QDB+Lln( z&?~8La-=FWcB?t7K#Z>}cXi+9xa!z?1Bn$d81o-o%*@ij(l7JNMY3PprS~>8yK#mv ztGSwycCSRQi;_92oO_IRW^hDWjXbozvYWaG2zF|UmdroDAI+1M*Rd}Q_Fs}@QV|ty zqX?$$TaW6Bv=GPs?5!6XGCjuW@T0}~SjhjlKcjv?E7WAWci1a&vnXmVO&>ATg>EJ-<_eRm`cmAsl4|GN@#fpw9p-sqvLGVK@aRYq5S9qP z>R!h9iQTZd)DE3eo~ZecQvxG*`PLVrL4(HI`tbaj;?&{Ar33l)Q1~om4y3wfLSNfA z+mrYmhtewH^w(s$kIAm`ImCe;cQ#el$wgSrOQnhFdy1diU4r-GS_|gRCRF8iawC7% z4pPOP@+tS9oaU1VjfZ^>(HEsn_l?^=)QcS5SEqO0h?%1q{dpCaz$S7Eo`qfaeF6%>rn|WkayUEo5P(uEz)ZXm_+!v>bv)*%Nv_28HwvYC3ph+BfIPe(M@ z{A}mBLtC(eJl3RM;ed!3PhBQu627eq*4o7o;iW_c8z!&~{7-+btL5^bOk;N{s$ODk zf>-c_NhYEBXESr^ck%d11E+j)FG!Uf5n_>RMg28Y0x#p|)h zZ}?eZ5WIoHRp*MmY`K6!N?8=dkKO;Q8Gkuk{@o%2fRKAfaCg3^@he|y@Pf6hII0}t zIci(Er?n3dR^`4P>-dnfhGY{xGhhfO=`YSMpMYcq0E6BP`Gr_2BAb#p#4KK_3&f8Q zi{cgd+KARQ>S{K6?Ejwr_@4x={*3~9Vda=)q%wuLWeh$@v8s@_FJEDZtNZ@43l()q z9tWhJOb~dBhb+;0DAf8MriIz&8r>1fhFSd0uFHDd8M&&Q6CfRr=%C>6Jb0)=zDT_x-UB z4cesl*kIS5ArjXn+LwkAiK}0Fb_GEro7g-0j?Zr7M~5l^=zzwHm-*@^SYkpAXv{o2LZOcW`Zf<)j&3+s9oVBd zQ_M8(xV-k z4*}8_AKszp>#%Hkx(A%_*8zu=c=SVCCmM2SLGiX7av^i3LRye+LC^jp2S5o6zY)v< zA+j9sF%GFumr!eE`<%7e3M!Le@_X}d0lFxK!5L@m5B(Ynbo!KVZ^_=6ULb8Tm>lTk zC`a{eM(y!aNCMd4LUd4D;D(;rD^4O*Qqh|xO$9l&nA!S_$%m2LtVZ(+nnJ4~T47Tb zpD3&Cwq*so-#cIh2Rgbbw6Sj~0{;sU&nOjTy@$1p3G6UOm58 zjBo6HY2Is&^32fESezG+gOgSr*%(=9SN1@j=QXJpeS7^9fX_fae?QL@w;Y3F%(N(i+ z% z7#^ax)tGGzSV3mkld1IA>8Y1@!qWo8e&wq&SHoayY9J#cnJN$n`$0jmaTK+_tGz`^ z71JKwWa64F4*IlzS}^Pm3Ac5MGhJ1I)H4~Ku2<9Cvdtz)H`I=Z_97?eZy-A;?XZ_Y zgUwUoL}mN*Wu{cf-Js@~4@h9Z3eagn4$U(kkivJFsR@dE^W=Qs>tRg}Ch3vM=ZpTc zerPWO(ssH^06g$LK!U^nP=MAm@<;|0mO75tWC8t~Y6)$cB1krly$A;{7Va%q&9(sR zRw=1;3DCw|+E7|8DH4R1IvP*Pojd9iU$wsIytb;e5^$=K+tmel3Lq<$mrK3}EjD@@9KQp6A#a+xLW(HxaaK6zs9$V91&%HjTw z-C!xkgWHhN%AI$1xeK>f3eJ7(PapM!CE@1vN>}&9VV&}+ph16qrHNB`tfY=#D(#_M zsJRim|D@*BL&QERFItVXV_?O>QjUnzRYs;%O16_Jr+NldMcrpZ$U_}gEKRtr8n-+r zxxZ8q1L=egJth4-9yq1qT&>zu;4sEtwul%{VP))v-XPg6E`$-moLAwB@WW#f&q1ky zbv#!yyV4-#3x$&#)XpJ({gbi6xrRaNK%e&eh$Eiw@&P8ziq%!sQ!@*ED?xXLi(Zo%vqcH~@U-Nj=H@k{39Cc^tSJ2yL;|iO+{;(WkhQpC2 zb14)w8mhA<&NS5S^@e6~;AKtM}=y8b?a4z=2+ zP1d0Y@fi>_cUG4RGC1jzFpQ@^DzCAy4*O}{RLa5@oRc?m0jk!#6GI=bPKv{ZMVm+? z>aGw+7_X%dxMDBJeG4CuOWWIW0a4>Q==w?9Nk;wCm|p6CU`+pVKq`EdYOsRwOOm?$ z;RbROezStb>Gi+pk54qJ{?-fpKe9xR!C#%{`Fh+qMQE^Bgxe>O9Cr~{#q7>{S_^7dmfbjOMdkt>o=2$cR$i^Y!u&`8QHVv3Ar)hh4dJ zhae2*C)SQ@VSY z^v2UwsopSofvpS6#Uo4aN0n5H4#~sXs|dtBO8+@j|DR&{e|N*vkXb&`O;t&-Rz*pN zq(+b}69ie=;EqQcl|=a|o%3<+Xc|}QRZS2jjnhb)7!aztykTu))a1Bg{@ElRzuM=a zq?-yDaU?gMFjYxGiMm#OC@Xzq=$E>>j-bgr|J`qBH=4%kz zR?rtJsjvpp2}hYR-G&m&y||ItfhRHE3e<{?{y*8`xnk1c!pO!s>NAjm*=wIqPESI zhlMcw?9~)jew3UImxmq*Z?6fjJ z3N(6tzJ0Or>K`b1q^-e@+aX3yf)%XUco7z7y5iX?=%m1!aaxY35 z+Akj3<=YseJ0Wk06ZW(zYXG?T2vet|FSX?9FzxZS=Wk)Q(ebbbKSRh*%X zl@(HCqC|@YU2}xaW!H*S>DZt5inx@Zg3n31#h`l+aZLbroUmG=4??V@hiK<0EuiqF zi>jA719;e}F9rb7BpvGE7uXzXZ*+5%m_`KQwQ6H3$RO<``zUGQ`5MYvur}6w2>^@Z zlfzKjJnN7WV^Ff3Cx-;cP=6Td%s`k-=p+G^1hHgThH5wcYw zKPrs+8-XhU;Lei8{Imp;zeM9}{R0zsIcUCkeRmN25PtxEXDhzR}O{H6dE<1v0N(Cog@=Jfkz(@?M>+C{+1%eC+ASAqL%)XGs8$cHJ3d& zPR$-1ubyP^Pbo<6xv?naUqX;L0!4{aV92DFUY>!TUBtJR-dX@^O&>C3(Dwjl*JcZ9 zwqKn`$T*|2d%1Kv|m}gN@dz(?c^3KqZA(B^#V(r}`IY2X4bWkO&l$D#|I@$xr zINhoawQ3R3uk5@SJGl2MLW>XMI?DiMcT3O&bS)6N6%2byO>W^`!-*wjg20voA(yvCM64Fi2B+w7lQxq{MB7dC zVM?RJw>Wvk@8N=2@CH^6`zalq>>+{Xw`(j!pcLl1B7M(C`!7Xb;k3^nOk)2KfXo5=H#2xK z*O=)Uhv!UCn4KzL{F+xM-tKKjrz=^rvKC*?mt?Y67CV}JgdB)v42ZE`?!9Vs>>`sRmy)3}xGZ~dr zf2s@VJTylEcwX430A~T9DcXbpfLaShtgb*77!NI|wWK4Q&A|Z4g83&vWe^KllBBlMlj@P1^F1z3n*Ku0F%KrmujPd)dRivAU+@|`D62k? z4~A9~$Tc`QYI8LWa*=j?a|7IrV&L4U&0*CMQ+Yb_;!SR!x7aUz{5RAl)Y;NE;+x%O z*`jNg=1D#@{J6Tce<*%niy>8ecj^{%=d9}xVXF9moo~3@b z+^03EXsk=omvZ%{q)U&QH4-kwp}9w#-F=B$aAFqq;z$iElryr#ObB z-Oq{l-o@WL_*`Syx-iR!zqvX0bsT&#Hr0_#a(}4Y;=pIQ*U&wfh@k!8H{BA2Id1VUMf+-GETtb@Nr;5_k8X~SxoemTm(gHtJSOq+p@l6ceb$v4 zR>jq$O~^?7!$g@09`XyQL2l0JiP7al*=L4o`x8F9C+Q!pr;M%Nn&vl5@cgpK&$3&3 zRqQt9HrM4Yjv@1l$KMBb@Tj1%+*V)+`(PrTh)4hPP}h`})paF^+keTv-3jD)Qa;vw z?PBNv*ZMVpWk+b%&QuP{%m8HzB7J2t*w_4gB0%ZZRms@Az?u4HCZEYZoe4?Ym72|_ zLSCNdK6+;L|3>Eidy4nJc9xC7^q}~x%fxaZosQGAVU54ySjsKM3s$@7O3ie`t~)#h z7faV#(1WSX#V%0KQ5zR#WnDLOOKrV=!GWJn_Q*kJVRCmHcoJeYS-x$;`*NV1$Wv4OCi;D@+>+6wGO)TsyeHi)i=jDW#xBiskGWLV zMU9D+DvPbN>oUAfV6zf&_ScZUku`qDl`@g$TI0ukX^SSU4MG@nL5)O2?mp)EGxUu= zZ3Wy{=Yjise&w8lJl=^lg)a?KI(A#6_HuK;I=a2Q6x24uYdIm#*j&%8&k}bq-ma=z zFn*ak+vOVYs=@v;5{PE8Eqfzm_`T`uh}S9B!|s=aM(xjHt(y=$-j`n@)whlsZU@th zNdGSrYeWoIfS#3pKYwF0Q{_UGSL>80nZ2nr@RK(M==F9Up-Zn8X*Xji@4T0O*Otlh zqb<`NOWLKoX5muB3MI&to&w-!vpzhqt3YFyZ=xrG?v=zoL)b7h3V@Ie3?;fbicAV) z-G%WbsE;;r{#-s(q-<1mPyyK+^+Yl~6|D5ra-@w~ERkuH$Pz2`;ZTtVKO51pU+*=_ zfPOM9BsIq%fu8pV#mYm}t>7kCJwUNel)n{ClG`ksvK~5#0bnNU_sfvx<)yn8@vJWe zt+q+`TE$}+>P;ye5qHn@0ljm@KYF@K#nl6dfa?27`!~Y=A2;jn;bQd2_nlXzi}I5u z%GnVo@9=&){*s8~k0r)Y0x8%|n7`!ei46omsZYMRK?J7Cc5jlzL-BP0yr!cF6lG4q z3j^SX;;fdpz0g6=w@(*rHcEd=_6ljDgyN!Tds3rHPWbz@08D}`)1RUE&t541^e*u@%zbu!=bbpx)`jQu^H-eqE_ zpIuT13PNz^XA%A0tXQEj-%FlA?&EzARMrO=k9$ME!9?a2o$|6AC|_h(DTkyzaX@p46dgR@Kk_ijdwY4ioIqa zzTB-(NOAS{b*c{WnBAdtxly}O5BSo=nVPJMw-vvT6qQ7g)!|F>=2e;GY6Mbj@Xp-j z8OPPvUm+ZaR7D2q8Z=R7Qd>Z;chHSD4VbkwpB^79yOOwU(s+`<)HHCEdqLQc=R>?E zX~)1d)&S1qx{r>V)!JXLpJthX)ERZ^@*mF*fhy`G^O+Om-&!)evCT3KvbAbWQ+q)Y ze%3bn;}U#f^>-ZK-reaJZgjXy0?F;|OkRC5{hutui)v0h{Jt*<~V4OA_~5s5I`>)f6ZC^dcvnlm5y+4BP)-(_7iW(yu)h?j zI?y%)|AW`aUg}!?Wb5Xnuk)5R8xnS!HSogz2^lBN#dB5YY5@p24|FK>B_>tqpw=ol zTugqHI$&?0;|u(->R10;cwVTo(!><_ZM1*9X3#qCTiQh3pJe33faIaHuFI=g-y=t@ zf!(7mU365q3!)E=A2(?-)xP)ioj_^sX-Bo7@eP9|| zDEUwB$J~Ag3zcGDaMRekSbrn%GJFBK@ymwVeF2pk%@GV$XRF0N-h~)T1rP`%r4|v zx!Z83CiN-W8lHIK(6xmd2C_Kqx!6UU%@saKB&qCH z<$RSSHzC&W*OpF^+U9<>XTf<&&(p?}e5FPFk`Iskqq!=lK71(t*q#{iY<{(2Mfz9g zfL&0DrBnP(EnVJ6+mRoV1n7i5Lc=F0V#=|~z4Z)jN2w{>+R~Xik@+i>epBOXE|-*c zofcjYz$AUc=Y!G8Jpopww-}FrPqo-&kbtn;-1p z?AHjeR$ZMN&{Ls0ANu6L+P~UWzHYi%V=9CkNVgR@i&(*5@yzQ+UhAYVuYIN>*>!et zPK>R;NaIVUrH{U}LnCvTkxUNbPmc@R^lv#JZ|V|(xGnjP~&Jbh#R2ZvU5mZbz-JEp-Sg1O`D%`khZhzt_8+a z6zmfoQ-5FvR1b$z^x$VP6d90=T)}|1C^X5@L7Tb%PwgrGHvslGY^~0WZhkEIEH6h; z>Sa%ZEj%sJ0Y6-{B1YG#vTeD5vJ;(IayBxmYNc5`6QZZanns*oR(fpt_TCi2#lN%; zK}+G!bqZ&@#1)Cix|G*mfT*@XueJ9}W?Yaz@*An7;Fp}(cO`{s4??x&J?9-OPktjL z<@jZYOXIyt(Ae`C{79G}qKkE!;%*%sB#hWg51Yv6n4 zIzJzNnaS(?^y@DQjubJ#d*YRwa7@ZO!yib`l;++(`OiO}JCvzm2q_vnYJtWPrx*V2v<4_h?dSa+F_L z-W{%(X#U!D`7?dcEQv?IJL%>tq_zq!^0#U{W+aly1o{ExxWx;W7mhN=fnBq53sffO z+PJi<*1@S{AL}H8IZXybZQ{7XToQXVcj)Py_HB@1I!i`}q#t169jU7P^FLTR`S=VP zSVD~TEkpe^yEu9Hbe{Nq?U8>?{Kx}+XLA(KDmJMgz`+-}0%zrNT$z`!-~i6xsqh%G zpoiG+Fxvl!Tp;3!EfrSg6Caev6PCH(E?Zh~t|HJ6c*6I&JExw2yD)T_4lGO}_sEkf z&`Y>1^1!Z@CsUma6eAC`JMMd{>kFdI=K1IEO*!Zk7js^**NgoR;X{a{B4sx)unLwqQdDLy zcqIW~WfgUJqp&O=fSm!U!z+mqRmxhC@C$pRT~TblgeUa5X}#1r3?(}DQ6#<88PFUT z085twSUN{Dd!4?3#Lsqfmxm#SMFtocO=&Iq09h%0>TWCn3yCEKp=A36k%Ul88->tD zt(mG4S@5>3zLC%EOXm#(bgG6IILPf5az zWmgb7zw-BfJ0`TFR8p(AU4tH9W4}M<`u1+U<)&~UDr>VM;i?M@2!=W3oe!I1Z2NLZ znj>-*i~}0Cq|ojf0BLfRYO+{*CJq9bYu?Mg<_W+x(!tgc?yH9Xz{@febTukev&Rv`bZ_orNqFrWJ>IE z@p!|is;e)7=}?$>?=RN`5~qEg@K-H0d8E3OWy`lOtVWyUCdUtQSuaW$=aSzUvgfQNK8}KDn3F@G@<4Q;SMe61K^%(DxAK z6W3Gt$;o=kLqO#cdUls3Z+~Flh}FJ|XVlTuh3*w*9oE-1?m8KFJQKI^(v>k-03PUp zTYO9CQS6wKvgzY;-N~}vCB8sRis3bA5%I0}Sxmns!Mkr9H#5e>IvZ$X*P@>;wy=%F zg!O6fMhh$SwfGSNfjKw>baFea&X$Is9tbhBf)}tMu{TdH9AewDgL}0#7n~MM*E@IR!b}ldnEKB?!>K~D z<6GoD+pnH99%X6}Ly&zN*;ZJvh})!3urq}}n-xdH_s5!w-o;+z^&5#fpZgmy3iepK z@mWQ8NJ*mCO;kldqnfwZR;L@IwY{QMNf%0{q!(JV_FPK~ii@Cb(dNNHsOugPZvk;b zX<8TDC&!5r(YhHK0%|%R`7^ff%jIpCLUFq|sq6aD%u)V6y zC$#`kjzWQS^FwoMV0T%TV__aU!9^dO65kqC3>5@+ox%gkS}4ZVnSh6&3rOK%>nRVh z*p2c6cw*q|VI2v`FCl=!;?Md)Sy2zjFaiEIhvZ@M_0P=r!^Gu}p{}lGGxTOuC|ohb&LxDleKLqHO{CbOb#MND9 zNMzXt7wdFwy-2)eSR=6WM=2>yUwcOo<}Zv&_S!9MoQ1k{m}C)#{QMcQPu<+RbC}UP zp27$ulYw;0iVnr*md*Gap2?|RZcJUVUp!NLp9nE31ob;dJf4|UcTNwEguH#v#ymD% zS``LYTr^|2>nq4AaJ#_~0DB*N#8{tsj^u%}&$CYy^YPgvja3LxmW%dE$BiM+Z?!3DQ&Ba+Xf=qI>B_XM#7dYgra4|Dmb4eO>WH10*~>2Khi3$iGD?ep_VJC(FJdhwT)etqGB?bk;&1fGuvPSScgU_EPtfB+>*^x^3L&<-*7n?(Y zvPy;WLqUCXBRiFb>k`184Wh1O{O!-Zm)8|1Z0DDd(^?&Y_w^@7GvK|p`j0jx8i>H-p-pEQl80OVehyFh7{ z*Dx>+lAWIb>b7=%4N%a#+$6VrvhF8Tw!(u$f`?uK&JYbi^#}YWcxD*^5n@)#1Oa+* z_Mo@I>mdjA&IIl>1VklyTNDwT9xPSb?t8w5hD_z~bZAo+FCi^;e!2;g_$wI}k9jvF z@Afz^`|pO9!~JTacFoFneHv-mp;hJIpT#wAuPl4QvK1xAs*tl*S-c zDgP=skj~;A%4loIn6@D`nfSu8uHd9%` z;Ha9k2X@a|ifYEY(O~|+9AWhpNn^g^A5o^Z-pujXB(Ove_#t$-KzvZmj2_1$+mA|$ z)qSUYbQ)P^!NvZQojtmyC&VVgs4;JwbN0h_0YR7d?#0Q_9Cyryj=0sQS|sg(uUM7g~$qwFOQvu1V zj9Xtn4Fes511SX^wFmXnR?oQ1VU=IZr<;Bw5FFN#wR8$+mMQ%hohY?=V#}7so0tYd*^d-OtEDH$hy1JZyBY0Rek4xU;5}d4Asr| zE=;)X{Pu1t`WM$8#mS!;g@H7>IZ{|4&y6pv3;Kx>AT7D?GST^a6GF z*@VcMGElL*F(H4sOgx-@r86K2SX0zs?qdB@ddB;IRC*Sk>{8;i0fBcab5T}R9G@rb`54!f6mFxBQvPk1Pl#(c<@^m7o}-6F+$a9q6sm9!p=BV| zi>F-Vpbdt<>>TuCIpWuLhhzQ(q?EgAH2FM7X(yovC+zIh(r+*L$Kq}||6R&!_ti44 zx*}B^mS_f|t@RnyDID*{2?Mul&JP#=jlH)Hs^eSJ{gD6(1b0s$KyY^p!QI`Rjk`+% z!7aGE+r~EzAy{y?jk~);$oF>6nKL)1YG&@#t)JFC|4>EIy;rm7Zq|C<=lQ&SMhFqG|x{)c}*Kl|SgdGoI! z{xwnmx}*N>x%$_0@y{<1rh(Td9`$%^T@%K7^x0Y;4?J2Gpw@JBHj(5Emu*1+PQ>i) z4Kwn8Totcv`)~}Z|25U%Ow!xUaom1t-{;o^EAJTDrmZ6shP3d5MBuaGyAL2qtL(^* z!aDaAUFAg2z%CXR&}zI45uqWftK45O(o&>t%xDY4;ai)*-mQYS>x;28HFAWnBF}He z8LBbor3LNmrZg3$wRN87IxdHF=2hDyINPd?Y(yoa%b^rCZ4$PcUo+$i7u1r877VW#{tsGF~&eL9C2WlfsQhbxTxrHvT!W5g;Tq z`Jqw$tynbfK^jiPJCD-1{POi&N$(DJ3Ueeh`qx~S$F_N;3mdKWdhM!aPJ(&fLoH0aI{2H9d7UOY z7Q|U~?6=%nA8m`2SU#!T*X}PdnWC}fmXspSSH*j8-T0o{BG?Ul9q=fmz%%-chM z%zH?kc$nUfb#xm`IGh-#J(NDYr#&JMwY5j+gcYGh`x;P`5|q;ul1Y49Q4{gQRo(U{ zquT`3ztZQJ~+BjJM&~0x{p#2-BVxb-Zlle{|>4#;2Is!+`$u1 z$Z@ZQSc%9kTb75VFItM$cgoN+$Q#f6V@&58gaa#s#5rwB-K~$Fr3;|}_2iLciJ4ti zfCnJxAxVGvxl!cj&_wTz6;95evS4}r107AHrC4gB;iyUgMR`|x;V*HEaB3>-K@|^S zyMJFX_v!bskE#kJ0fLc0@=$nX`Tqe6=Klu9t>r&%Y}+Ckp9Dt&bhgFL|67aOzc<58 zBJGvVve0^FtI1gzLic6$&z;}7`ls;5X1(=)l-3pBW3@2dxrH-xHuZHe>N!cdV|Q&4 zmF+rqiy_JtBx1@z-CSmjs@gpI;=~BP5mN}v|Lp%Hz+{*EpwN5F}|Cna(+3;FdHrwD7Y71_KxO~E=O`(#Y`vDRDAYJ+b5>cHYk zBWe0kSdF<~x=e+->f2^X@0LMaZJ(v~MX6;c7t(@nP6D#z%aFTNU76$OaA#fe)l#SD z&L@*5?c(AV`45BT6l56lV*L*NQ)pMq#H9k9TP2*q&jh@mI&^5rdv9j=h2*qgEgrjXZ0)Lj#}PA2 ztk~S(?J~EhNR%x;iKur7BXp_2-c2pATwkFYqfTYc!wTJGRM^g$m(l<0K{BXtBACIo zpaS2u00(l~MZ8k)*AmUiAn?Aew^#9FtVw`sWKP>n7eRI~S?{kBd|{6xe^&EDCbKaU z{5;88;j+H*mB+QHKaZ@t!5|3US3XuebaJ`#Z`#71C|Jmu+1xvQcIap55JP_w`tg5 zp8F|2<)~cB{=sK~n@Cgw%(M|hEaqBa^g6zh$9*=D;Bdz$o|2KLV=2e1I4*sk?Dfe} z=8B}*2S))Vvid*ff##37(?*IX_|?Yg9Dum1J`_kqRH`@RTg%q} z;$bNL)XV(8^SgS7z5e*e+bH~xOT{zD|JQ*3*}sDS;`aIf?UdFM7v`8|hAq0hckDMZ zD+=5(?wmC#wIbKtZIm0crA{uEC+@sz^(Zi2CGlizWAt&IdzNn&J%i?~a)!Nz4)IAS znQNftgT!9jMBkIH4ApF`^BExaUZ9*X*M|N+oKb$KjAM!4S{`OuSaz-YwT0+ufz@uKgE!g z^@53xmk-0f>F<-PbE9!kkW69d;n z-PD$6wW4vze&@lofK;{lN%~j7C`=tTx&%Kv~U9s zm5RpYM$n6yDC2RbpJo#Wkif*{L` zSm~Jw7mLOLY{>k$?1MI{+|r4e9BP>y>e;|1a42fh94G>NS8ntH3w$-paKJPH=;M08 z6($jG4grWB;q=P0Cw2TQ0I~hM97A&j?D~MbNcy|5MDl?TJz#M;F(L#X3fBU%+>yb4w?pz%i!b|^SWZ~ohOs#`N=3z_gK*l^$|oa{!X6e#?Fs! zlpXF~Okumcjl~6JihHt_Dyu(-GuN*ZzO+Y5RLiIyH>Ugu&HxBY7p7ZwR|G-Hx?C0^ zAcFFJJBwLs|1Zn*-7(zUom~GmR0^SCox9e~v}tv-%4Zw0{4-_F^U5i9{jmJZ*I&#oB0R0747SN}>xutMody zK(sm`PI{2XJ~-n}p4TT@!&(w4tUp>H9dKv;nJ@6El5GsNnw^r3mvM3h!%VwCg^V z04nv>)N;k``rZVrpq3}=|G7yV#}Y$U+%C#yw8%~|n|KC5&MOWz?cm*i<3QD`2=e_IdxQLQ>`m?xDD}u){`NYQ{mtv3 zJe0;)70h8%UdOaoUJTR(6Y_K9*$vh6ses_ypxWTEY8haDXb=bB+%)QNYKH*tn**qg zpmS3A$b6==Xqsuh$M1G*4}Oe)fXM););u$=A8oCEw3*Yl{t%p}$34B5)gro8R*NS8=8fMbuOx~TlqIr)Ret2%=48G3zfk`+0{OGX6g+wtR zT%LS`-j>(UI0(fYjNQXA86s{~J26q4YXxueIST$)1U$^`**DxL{7nY-#<7vanhmQp z7xM}{Ei1yAB_;+>rtnMEdI=bS!`chmH{v)6O~?X>E6pDK&TXi>#kgKq{Fq90RdLOM z_vAxT`X%$M8zVv*6^v8bCV|hj8fI)-Ju9N}(uQOO3HcSl&|j$PU-xwf)ICOm`%>}1 z9#YH9VPXy6fY4<~`J0o;?IX%WKv~M=A_=SNpLl4LjPs(2VmGMc8gjg;lZmi0@RV0^ zHN(uIEOLRp#QN0l*Y^04_SUB&_Pujp42eiu6H9;cDIj`zkG}9ZCNax`MlZC5G3~;4 zu4K659xcjdE*Wder+H<$*jQ)D`lfu}XUJO?!~AxZ$GfFm9oam^VMOFW>SD_n>8L*q zip=)gTk)I6SgzdE9VP9ISflFSaBm-ZCNK?Tk;V+7yy4>nV_uNpePh;VB-9OZBH^;_ z{V}reU9Ayqimsw6|Gj~3HU5o4B2SD#V)FwAp=4GwJGzNLOn)<5>l%rBYbC!vY{*M! zHvvX-Lk(;$;~UH#`42i0gSJ0%7;6pCMjn;l1)(p~+U%N=h!%a0g|o008WOy{bK2^* zZ+yu6R3Ajayl};M!ANyEXlPQ+s`gD0?v4Ky*>pkbZzh7I^Mt#BELG1dH)hi&?RQ@t zFu$E6DKdTT_RztP4&7kEh4jnItT?4#^gYBBh|OE{YJT^JBo=JxY8I|ZOc7Rxv2|H4 z%VxCrNQ-z>H7JQX7n+NbGYU+!O5J69kW9Byx@46KrdPV{pDf{XxTp7O9Zsg5LHJ|^ zaXX8bhuts&sX3<<79+!5GWU2=U5{Zy;{@#Hv`<3g7E+AqqB2HFzUM=>5RGL+i0w$# za1~Zvod!vXBe$ZWxy1y+xBY^nNr}^zKG$&zf_Xw&YjHV~2b_Bv@gC@kV>CZA>%We& z!VGkyW*-3+R|I^XIFNihvaiv@9bUrRJ+6KvL$`*V#P3AYzG-PNYusc>beqv5E<-by!&sVw0}IV2;h~vt2TT)lm^sTBfX@~ar@$CH4f8? z4$5}VgCOt0vh^Y!q1T+26|I6fmNUJ3Ay4MH zJ~rB+LuxE#_K$9spyY+WP98b7|_@=3WzN8SlRZ7?Fi zv<#Uyt5ao5j!&oFCz^|uQ=I1=(BvHm2hc@TCf8e{DE8WdN|bP#-F~JyC0G-O6i5wv z0k3oobP5juB%}NG+GEAt%|tHymT7gFDsAUAWA>d%yNwp1L%Oc5rNl?0*R2az$UPzF zrzAbDcuUzF?F8%RLq9fb%p<bJSUB(957+Q) z?1oq?Rcg2Tt==KFDcI38Ajq1N7CUCo@+wNF-rG}(YLkS-T-f^b=V#Uf*<|s;=>~H+uoCL=n@4XsD_m-wf%z=b zry*{umSN3hPXdh;B7!he>ngeDIL>e`U?i3t=q=zLZ+uxZiX{N0!vZ|DzmpnS;<4&v}$9(_^UmQ)$C*0$4p8OrG0bogCz z;k3!%ya}c%#M5>!kyz9?{Jh_4{gD2vue}|oXLw~*z7q-g>vac~paFRgg-j6=4BR?$ ztJn2VemId-LSrA!1{MDD@{**sBo6ldS0Pq6{9vM6te2awNYn>)d=~O&qaXqYSZ%h` z&aH!*pk9XT)jd$_Q1g<)VL4sas>su)hC7FLC++Hn6luhdwxiM7pI8|g?=V-j3Egb* z5U1tr&L)d$$EecT=6S1aKEa&7e_bVBZ79)ZF|KMm{4*wK2edzLyLf1q77#b#TLoKF zsB?2|1F^l~8tMA6FQkzj?LL}ayqNMpiZnDqjQp=t|BsxeUrnwPw)2kFMY-* zV?X4@#TnsEzVLo?XphJjm1s@KTSp!nVGnow#a^RiQc3So+^WO$m8&=clD2W7h~3b9+$rnBf?@)+pR=gF)DrEG%nFbB7kRdTfy8 z6;=DFYb@OCN_J;*z5l;9?bf#ad&D{7fu8seyiR{R$=W$z-yK&9VAiZ9Jpy-E{RIPm ztS5YJ&J2hPCbQ@MY=*0Jeze{rkD;i{-I74C`9n02xKJNPGWl%%cPZg$Ay>->*LigZ zi}QC4nVgrXG;Xysa1x43!)cHfC-pFHUA&`z0=OW};52Kju?8y-Z^-{XmoZmdFpDwQoP5n+@jQ?BmBJLMs&#&Lf3ufemHg%6+@opQF(PeFMz*Bmn z9(Js@jAu4-VU83tD;JFn-YsWBp|G&3i%g=S8{aL>a)UvY-o~>^+f?!-vO-^1)6=izEyebE$2Pf0pej$HZjZp34vxHylk)RKIrY)QN#JK}8d|9#LfL~GJDnzUY z-$c4b;-8c~j_;-E6u++l%FuC+H7)+7262=0xngn&nj*uxlqXlnv|KC){FGTaC$gJh z$U~IG@Jfb@FsmG{l1_B-A`LlO^&HpfU2S&OFL}h!c80QHyJY7z7&gAgN0Bi5$$eky zmQVcy9s~GzO+OSaNRK*4qI2t(81my$s#Y4C@B)eL^QNR5Pd!NI0;FQ8E3mGFZAkhC zLS+5oEsfh$8{z1r(Z5KoHKlyM&1gFTPby7TVJ!Wr8)Rbjf(BkbpCCY+CI2oP(EQ}9 z-D4YOcLx-Ts_^SOpPI^+#!g1amvD>u8vdB$fGNts^4`p0=wC2wwQ1Rr=rSX$b_soO zalNy=o!ZS90rAAg73AzI>?;B>E`?6BV_q`}t1=I(#0TTTbbBuPoFn!8-xJ$#g{00d zh6B{&_FGxI6(r-{&-O~z&l%EzIC74AY&B))%q)|&3tj7e>~%c0jJbq6Iqgad3_WC4 z#N|J1ujA8_mQ+s3@MDS$MfOM3cb%veYH!MX25bXJ<)^!)f)?R)R7l+fKKvN0Ly`kHHzluJo{jaFB?7vSs;{&Ilqy6M$+wJt*#`g-3QV1- z@t4yBer$uS0lNm49_41VJV|gG-pYa!m2pUbadSI+774ee2wPi2Or4vydB3z}*i;5J z9Xc&VW}Oj!rq>)d>Ica{_yzPHu6qnn7F<~LPYK3XFvIOVTzN>%*<5sn$(5#!|nuNvVd|Zbs zfk{8lePa_PeKV-!^z~P#TOXc^Ikqgu;|Y_iC~)XbEsJ4q#-XOgn~uZD1g{JwUmw^{gQGn@+%$;Ef0MvpOj=$aOPJ<2`tc?A!2anY=zDI%S4 zD4m&|CZW7f-2Rz#!ofi48-r@Yo#_R`NnhKvA*bkRv)y3aR%B!PMsViZS&GOfW}lDo znQt^HRY^q8PD^KemJIwV3g_HD3q4}qiesZ1cCq~Eh`ofGVU{@`JW4_?&hN?`A=}4c zPZTXt5YVDeN}q6_=&*H5fih*C)I}NUQ1wVLO1cCI7?b#Q#%#* zJb$~C4%(R)KRoflJyG?{nz?SF4X1P=?vz)vEw)ep+&$Hjn=SBp)~;>~A~Awj?tol2 z*3L`G9pqY^HH$v;TxsXhaCwk_#Vz#JFVQXmf@C4rs5`p4R@9&&HQ5{e3e#o1T1Pci z_Rq=)08-$8**Y+afY7Ue&6?q6N z{zUvOuFU#+%il4&*#xYlOFN49TjrA@Nm_SgjkUDYD}1{osu~gYVlh zp#mK@R=_8ToTpTDcVP1iY7Nu$d8Xi+XcKuv*_Xz|pVTKv#jmvaKAJIpBlNtTxGh)b#Lgw1V>+mW4Yc-+z9bdI=y|BtSJ+a7 zyB|GloS)WPWQpSWYs+Lo(v&fUMNHm2g^Fe5)J9aUiO-OO>=Xt|UL;^4s7C}`(ok*Z z(%&MSqC8;Vx>-pX5~SzdOkG)AIFUmfBu!)kZg0~_U{&zj>*r4!@AGPlIMUj4NR^+` z+CWlq!(<6T<&H_`{)j`>`?3Lm~udd7FwhCd!+5PD-7hv4nV}-^9Sr(Ud zrGGSBa8NmFL>!w_C|$0vN0gj*u(vmOo1o7zKgDw};$q;u*MvCa?v^(>s0n-)(T*<6C0pq0>W+SXSev zGU0_D3rRwR)asX+Inh2SWP#JMBwf{*kYv{~+mVBJHv1O|L<2DM#A;>&R%iv%o=)$a zPW6N93;%*K*9}kR8y=%*3~5q2Y-5N)pRaMF+B^T$hzKHHR+Fc6y)Lr6N1=&-kiGBR zdVS4=;`aD!6S|W(&+b@8+5{#4Z7tH=xnmGY1Gum!f8)Z+eiqpO2U-0O3M@z3G_6B+ ziglZyZIy?*_7|%hLV=hQaZ!cr1>M5hQIcC--}A59R1AtB(!Ni@V4?Kau`MQYs9);G z2E-0RaFTW9*K4e`rImJD2^FCbrQIBcZj0n0uSk*fC0_Ggp1d;K{<>~yTxBGEXsIct z!t@Rn>jvz$w@7geYSfkbB?fGrJ*v+Nhmn6g9`!Z(5*M3vJL<#G7kMv_+fjtHpOqTR6YyT|$I>(6Unn4StGsch;r&Gm%keG536 zGBr6;V_IpNB02ZwlkpB|WGyM2*|3Bdsq4}0s>82_$nMIqPQq=y2)#&US<2;Jx_w(#R9eLv^u8pJ zr`Ivm1r^O@rNpNrIN3+a%m5ooPs`k57s1$YB?L(pwJVQjG0Uq$6_mSZ%aC$UKNu|x z`j!;D@;WWB--sa~4%idLKZH2=TSxGAo8{A{E)>}xY`%8xE@+F2)+MT}D9J5MZ>@6| zRa7J{N|wwb>gTZD!(M=Sk;_pr2^6#vkWG%~2Kj@NPwCp- z2zkUK{b4J|wE-N7rc=rNgVvmJvbqe+>_f2nyr6S=da`RX>P`BE%QL}BFx)Adv}bct zI{eKDtRU(4RzY}zAwK#0k!aIxR7Rg4Frbd&jta{}6Vssn=?ZSElBT@k=uXk77##^_s66ovUD1p z28A9qAia=I`Jrd7O|I}74cphNivdV0ht^qwW1~o^+*nr?kB9mM^E|gH;%PzCv2ZF@eyVIconct7qUU}gG_$TWT!R@&bfc| zP@Ef7#wI|LGOBIKwai*%>c3!S z4ZFa>c6QbYCG^ir2?2-IYx5sJjjzOkK&249A#ZOPcTw^Yzp|%F`yj8G5trCH>30t@ z`|dkKvi2^vZLut)<|Hl}N;<{uOJuqg`ISY+Nx>yG&731bl5x-uYG6&Nim3X$yZC%S zbaETm$F+@u&A;cHjTLhG*T9dg}FmI^; zgT8wIc)_En^7|VjSLL|h49k}mmc*r+Jh?*D=4UxPYt>W)B@ zfttg4j%X3228>4CsaL^t?&(WU4DS9t8?y|MCE5&6S6^Q&LQCHpCMS}H5*u`~c~~f( zo{?=BbeNWx_x zG4ngZ*hQVj&@>h3>zg8UXfEF)))n}c>(P}l z)FG_VM2HQjFz^co_TyaYxa}`i{^%%U;(Zpf7CNyzvd7jfC6>EYYoA35q%&iB+nu-f^&%6N&-sHz$tV}` zmBX&(Zs5}Hx7eyH;qP1LS>ttwjjPkc`6n8%Cz6w~{$mWsmE$87W38E#VfJj@${cPO zL#O$k1vbR*uzSz%?^#PcMDylF7r_14i%&K_#dwhjduVfk`E!&Q>WU$im{a<6o6{fX zH3bp~DMOwp(VvVwa~X>DjahR#XnETBYOekKv4&a^wYOW?qtv+-5m*ScP8As0!2fWU+0Z1G&-;#KvA%4mebXM3he*meQ3LE~h6K^U077>Vm7>)0^>{F+^kSzu56J z)V0BFpQ7h~OLGY=tGu31sEIId?>ocb4V56lJOhR=~?_cWlSX zdUmswf@*oWYRbbm^&-??1}GImmA_rS2^5(^^FDrVz?XElU1GH$>6)9GY6bar_i4;y z;_AZ3)QpUBm=1G$Z1`X4alUDGhIcn`XUq_E@B%%Qh+IhTnJm`N-6iLwyOQHnf_sVm zjr=MYMtZoD2aHB^-PjEcZGD1_!SF#P1@Gc_FPV%lfPx7+!A>3A;==+UZg=dI>}DbL z(PTwhjO(uI_=6^VRa(M6LHz%-F~BBo7<2wS+Ut*xp-&A%vHbIjvj6xPnO%y14f_A$ z^v)~Ftjd|4!Y`UP9iu1SbE7SHg6z)k&5QeFrG+(i<=e;Vs5zHPL`vsHbG4;w_GW?; z1H5MpODi4Z6lX$&9;?>M*gAF5{G_xc@2bQffy5~A_MUH&cbHlFBJ^DLyrl)fYCM_N zz2VwG@3Ic?oO{C_$>5*7pm<7()UnXP_kW!oE+&<;Yuzm@;B@G>|E;f(sSUB|Cu%ME z^P=n%HF!B@=Ujv99~!m;`rkF|D?o5wt@w%@4!GfDRD_&o;rQn#bjmt90ElJ;fDA$| zyiFL?a1QnUk(SJmy8$iZZFNF!3k-K~9?FWEv>cOk4o7Y=QeqSw`h7gyEF7nyi1lY{ zAp8_})zV7GaK zZ3*wl&}R+KWBNud12Suce}f1r2Zgzf|AO&ASE0g3Lym-2G}GA=1%o5G zyv+s?zEJA8loHkX0hM+V{Dfw1xC~#Xz}(9ivk_H+5b<^2mw-cB^CxMO+G$8$P(QeAN_rfP#&0#zi#Yd^S!B>tXq25^try&*m~2RREg6txI$pnu zeHoR1T~l2@vmM)~nC;V^#FT(jgE-U@97T?6{z$!X3kkNUBS0%yOR%M&i0KgO2+LOl18KG)HcVdR$eN+8a+DmIk{ALXB3)#6fGlDZIIK=rlE; zW3VpwwCy;zJ+gjG#slkOeYWmenhRNEfgaJe7fQ6YXuY~2ojXW)F}6=%#dn7W%Z(-+ zkgu0JLz%ON6T=TC-UIG6z{AxBxYqy#)P4$FWJ`6{&yX=SsIo;T$4q_gYxc@_iNQL>)a zflQ#KTG?hn5rmSXX7L>-d3P9GUD@(+wOZbf#Wd50A9fegz&4_97%8K#xDaDQSi;8{ zD6cs%sR4NCg06W9?)T8vb4B$J8gG+z7hAbp@>@pSmM}MDea)f5GHJy=x~oJB--P<;KXfHTHMKYiNg%ozclblh6rfbJE-X{@~-Ul4z^2g039Z)8c9M4ItB7u*YZfXjC)pN zRPBseZpu9i5Pls_VY8ka`f=G-T71l|-;6yzc zN8^$Sh|pg5XuMxUXI!97r!cy0R}#!^pIrj^2Gt^=gxDBQ>~i};h`QMuE)lJzFVX0{ zhiL&}j!~bf=)h8tiO_|i?{G(3Zf`5IL&p6oJ-4ro_5?}vlN0s(>S2^VQpl`bMMZgX zNyV1|9Ho{s|D$D+4^}jv1Y)gg+K9JT-;eul$HHwONBVO1FA18i>C>lSo0z7Pmf7e@ zUxdQoL2sj%_$`-;r7fs&>P%WQqQ4&m+b7~wl|aUuA1n&vqKQwftYDh0r8n|)TK4b9 zbS*?Jk1kf`Mm1f-7RvW^6%}r4`=*2_%UqhR;L!t2az1LwxLUqfQ;AqT&1#K7l48%I z8)F|q^_4)W*;M`cn#8PeDTPX++Oj^}Ic>mvzhMM9dccHXv}Z=FOA-_ao?O?fI-FDuaqGqFX|pCR;i|!>Z2tXTXL$g_bS=a>v<8*)MH&p>#pC3tq&7qsJ(Bns^T(6;brU9t80p;HFOK@6#tXnA%L^(FuAJx1$;My}AyzqoF9NKZi@I<61qFq1xq*Gu9lgwv3l9>x#HG7f8}z zRb}bfjh~niOx`>;??wXCf?J&^2V5GFMDnaoHXBFRnNEGd^b{({joE&moU zy(=kVh)tJ7F3_l{rU|t;=_#Vvd>aR;%q%fmS`&4X-*0Jay=|-s0%se3Z?BpzeB$0s z>Yx1VSoKb~6_%wmt$XD$w82M*LDrSrN*JyfaLEh9L5L)I9pXA-;rZA@@0-OQ_120d zMD_W^ASvMBT2=j;=Z;bLi}>WJsXbId+9QZHC2xQKP z%OLV8T0n(z6?7R?D)6y^spt{`UVdBkZB9u?S_)zdBl_U_LG`-gw9EX8dpH#NV)owM zc}sNGrft@sBs4qysClFM?WmV*HqQwCNW!Sc06|ErOk5j(xqbbRIT5HJGSj2kaciNJ zNXcggmBvLTLs3{Zs;haKk$iA6Vn0eVpGJ{Eb%-NbvmK3(x3`=+_D5U2^tKX5R<}Y) zp}8S)k# z`&d?BSm&xxpmff;+8X;K*XsUKwd{bL7p^$!0WAS$i{2dEg(9y(F6ri5SyUQRP(Hgc*|;sWS_-OA$QuZoj{dn=PfPDiPwD8d zvdlczK5IOLj+ox`k(hFL`H}z~qd(=efxOB}lM{oWHsc9z)M>QTJ$7-Ps4qo3_1o@z z$90w;_<8`Hu+gz0sG@;*+`e@mE#n)nZ}S$N`}){2qk8gUaH=-ozulQ*m-PgHSDIJX zvp&fBE>&>;ssAI{iU?mq9%cM6&Ij!_JXs^uoLkq9oorpGFY>HItscoJOH!v_T1dS6#H(Z;4!E{;2dQMhuj+_-i7@k56&pawg_f;M$O)q8dl9CWBV|WU*z$-#M9o!G=7n(s^44zACuU_lc zqtT(p`s;EBt!!Spu{Bi+3_Ng4uN~XuFPUkTt=H3Wt{=}NuV&?d>IU_NztBq5DPVb5 z369E|DpnCucPMc!x@0F}w+^6k?&T4I=iw}2}PE%5%C)!i%|5e#{GhxG$RidU~Qw zl|lS&TZ4UAKt9;^LH=`P3UO6ketO83tZ`vUa&pm#pjvcXTqw8XY4!`p8D>z$_ZX~T z@f6dVx}+*XuFdI=Y8t$(xuvDldCN5ZZ@ZiaD(*50!*POTZu|sslWvXv#=Bg?y$|{s zJgWy`n$-Rfub%1IgGTJh~iQKSVj7m1!Z{(_<2sjKm19-EWiMcA`!f9z?VgJgTs zITr1+?a9F$@fElCsiS2!GO%$k8s-fVL3NWz1^YwX73I~jsY5hKb#8g!=Ha0)-+*a? zNn(;U(?#)vBckahJA32jVg_t%p_vBX@sKMrNz6OQO(>YTsQ;1MLK@W;*m& zY@E$&Zz(Q@{tR8?5qg*5wv*QM=OCbmhKPZjlcuEV%o*%^B&QP=Zh47=Rld0Vb{`?j zpDjtRo6%X1Rg7QH)O6#xXGzzL3$|wa zm+i5B)L9A2q$sGMZNn?C%v_9>gN<=FP`eaZnF+_F@8g@MFHl;qw3Z$?-(jxvvdPks zs^ZG;%+mp65)b#+unlZ0rgf@e zw0REr{Eg#2oh_$MOfIol()6>u-MKBjFo=cOeN>VBQoAwSqt=nhBm5k~-<`wCvJwr0%2);MziikO+{PB$6# zyjIz!O9e?%(=rRZ8bcS#KE-3jZBE1qB|{a!bGF5w(li<80kKu{9q!wD-g5OJAoyfc z6nAF9dpcvzV2=g`HO_Wa5zc$pL0PHtApp)Mv5DC3JJPiJl)Biv5YKE57qWRr7b!jr zjm+DV{i&|)wsIGbH%1jL>#Zh>)^-doh1K;~n_HAGiKo83BI7DLp0Oz<{)Re6G0WAx zLaXxekR%@(_^6MUC0|dVF3_?8y|0@X5v;b1_2Br z3VgZy@`J{I59|H6rwum9k5yQO;OVf*zi{ZmmiOkZIr(ZM{vkc_H1^Hg*v<-%L%HhY zo*WfC<>w=1|9pT+L;>?p(i7vCs(+4aZVr%wo`+=N57ZO?UJ|G=o%^G?PU-RqX}G!P0~TsGT#Ah3yoZt{rYlPGmecSA`BtQ36Iq$d3kI-#E}ojasDq#iPH zNC4f3i8S(^b}~c$DRM$!B>?6z)=pqAR&sGu8`hlA$=|&Ln3!s@X`?ewvM(P$NTe1Z z2LSzHK3l?Pt8F%mCSChi|CXcbP-0}(Cl_}G zg%7LU*J0-k=zGoJ1I}rJgtn&7e?_!w$uhDg^QN++FH$E{9+ba(Bw;w4-3x8t6cR5S zVVS*1>+t5W;vJmHN>p{&8culJN;9v~2d1aEorBes>lZ*~UgwL1S;Jf}Ge7i8$lD;7bA1{19#H z4O#E;jKgTXj={TDIj?U%l=B)~{2@mAzL+JV>l|Xdj~+szn+*>{=ylb%9x?VIyz=!7KT|_ z!ThCe64YJl>MU&<(`TpM#o?{8h_hnixAC;hPWV`+;3duK|Q!?exli&l9t4i{OD zDVbs?-5TWpO7}4J`~BM+`}{T-fFT-B*d?sUYtzpXCNouu~dteoeiDhD(*|uTF?8n z==)gN$rHrE2LIXjQ*))AdQS(Q5FH_^t@mAD)eL`>k8k7R64Ed8h$Yw=`#H3l?3o3c3FXJLL{U{VmfeTv6&wWPsfOLkU3i7NNx-}u0REn0? z7)NG}M7y2qXuq3ISqNGcM$V8)ESJ@I)ihGQ-{O0L<9I$_L4`X6m91)M-xIq-<;nS0 z$_u@mHQ=WnT)gr}W$0#ZlGsFic0CRf0jDRoEG_e1&MW9tgc|Mt9B4F>4Zr9}U!8(o zDKbl9-gZM$>i%{B^~yfwKjwa?wS z$SGIa7MELJ3k6xI<8P1{Po3=>f(Evl-6u1dpBt=aeJ7OlUE;5ax?*BLtCWGSioCYx zSmFcVZj$v9Mt!AQZPPsbOKnVXav@s9qgLfkuc+D|N zt|tkDWYIZSF>1gSIY|G~5j+wpn>pR8tw@^%J*cKe@+XruU$(~w8b0|%Dqm_=(Lco4 z>+xDV1pN>0-ZH9x~U{xYRQ3z|S3rORm*Q%;fw~Qh;sCi*1&onDAx7gqrbg1#%Kwlxyf> z*}U&UJcA9QVP4UvCAQOr@H>sW)tEHb+1jAa!j24!lIu3*@JG@oCkISp1;8F#NCw~K zK6uxn66Z8AV};XhM%H79g<;KH;162;&%Pi7<~Of}Wl=5dI%K&I6`7$dt$|M;$z4{O z<-lzTxx2$AoZ8!?EYxVO%v=tK*69~#rAl@6MdC%gY^fd4!X5~(v)%PdVqf9e9H$7> zU2v~PbYV!~62x`}_Dj%a@ZCLITxp0HkNP|{oMpaD-fzhZq$BK>clm=xM-Et;u-GPf zSi#%8S?}0f$?0fZe&tkr-OYUnJYkGGR|z7yi~gbQnEbvv{&CU>dWcOxIWq^(cjA{z zE;NnNGVqv}g&t$fc|VctOJ~@4N=g3f{Te+~xdIqD0u_o&$C_!E8}E)^=&`b~vdw}k zWn~?x#Ff~6m zP7`76%c$47jT)~>wXYL8TUJ~Xm(-H(3&k>7Qj>if64pHzNBE1l5fMC=A_F7?e7=cQ zPv2`}qoJRI@$+d9)wF;OJjK1r`b@W4ur)r6NdZ|`&qT0@N6BsV-Pi4w^Taj2+m(-} zLnkUynabeuh!;oN$5^4Zm!}L6cbqGkZQvp_HRP9G$aHt*UdFJ>D)+Q&wN)`j_i&d{ zRY1#tPw;uS6gE#HUPI!xszD<3liZ$v)+sx6kd58#SjWJIBFruA zcW2TP#l=hl;iPzHrWhXX3b`ZPOOHRU6?5hFwg`t4cB3Eq2hH%uA2gL?4)W%C9uD2Cz157j z>TuX$h+=rhgOmYO*@K8zg1oY zk>v86&COugi5k`RbElz7S8J}u7$KmdW6XEzi8gd-Hblt<{YYygL*5}}*&sA_f}C?P z2PhQT!G+x%-!RcrC!h{9@Hvy-Dd28|>36-k+a7W0VYS`YeU?_z>&RaQZxgCI0 zP{64vF2;i?)n7*$7a@riibKDH>L%el{@E3}%?LNyNl(&JO@Nz^0XUfs2bABV6_Ki%wLn>Rim`RV6oA^fZNHb5x3`E`o<`!N6iWVHN^r}Uq* z`0S}Ga@JZ`cpb~fnu7lyK?Q84v29|K81hwX@t}7!92eH5Iq&+#9z*!k4sv1gNSBE! z$x+GiZERaG#Fj%vXHs(%7MI~x(WWDBdai4vRqjy{WlyE^8l$oyL`{Gp8s9*c=V*`I z@`?4S6K(9O7jxAYd3EL*8%gIJUxt=;m~)-Z!Cr};4yt0YP2#UG&TPikdX=3oM&5Y2 zU+IdfvMpO*XSr9AZuSwhPQc{dE7Rs3p&Bq)BTSw)vw3p%5k-F81W1etzph9U8R^%P zq*H0}%^MhYR68lJC{1IR=GgE=AI@J~!nSDPB1Y>aF9%9H(I3y_{unz&x{X)PZ7yGw zuAwlvV%yu2nkkjK_TD(>?5nVaV2S?ID|mfY@1TosVCh2bqh6!YTju^c<*@RbV&l9% z=fWuFm`ZSzKw$-T*e&bXmEsFJTk!rC{+A+CQz>o3#YSJ9`QwW21m>KG_R4lMIp(j^ zQj}=0Ub6$Akl^(*3i^iZ!Xa;d?{Q|Pa1ry5t@2PE$z@j=mJttYBc4880}8zvDL#K8 zbBO+c&lls&iAj$DVJkNcNj+<^59Q_GA0v*9W)KWl<>|<89ZI z7bR+kb<^Q*-%g}{`nPi{#+py%0?Ux#ND{()ktX>31Ry}1njgMZcxZLLjQg&F4kMR^ zs>^2}3?)s&SyUqnKeEB5JoLj^ZZcClMuhoi7%k;paQN>?W2-RMFhSU7cWAhsmBLZd zOJx6KZy--hVdaQWV?;XMwkoZ2WdiPy&O)G=wF^c(-DLAqF?dW&D;Lf4j-Pzp&y7d; z#Ut%aFF_|}&7bD?m_E?GlxCvjeoQcM71%?K{i&rs$0xfXd;BP-e6nekS=qGGrzi_D z(qTw`!%Moy1*;0U<&!$)dMjm#;%c~s>`_z>MEwO{CavR&ZN5viz8J@Flh_l; zt-K8Kz)GXG!0pVNm^m&uw*Bg*K4gW(2SVJ?S%A{I4gKSgOT1EdbRO`mv@D^PWW{Ya zSt%E6(Xw%zUKU+;Z0^%Vn!+SuZxxA1V_JQII}6-1y%T+s?k-UKx}aX2aBl^7Vr+No z+6eACH{+avYyZ3ku5Dz)1RqiGp>s5WzG21>{$EioG4ZL|fi>s)HoYK5Z`PYYU`1t` zbSfiT@-7b4AMVi=6T71?w(H%@ly11IiFmZVYt~Da9>5~+E!I}o2L{V5qoEhJsgimZ z2>#09jJunPgh<9XbMlxpHjOxS=GLkY_V@tlY0!n!5^e3MIK7xBY;V#-II(uBiuNlK zCXdcgj`2!D*}>Ww{1X9UlY}Wy3-Zu=oLz`cIg44GPuXV5{<1d$zq(TW^{)PW^D=O= z!#Kmm)rqWN#0J1E<3$@{{ehLK11>UM>!CE)QH_?D>&Znt5e;0v|N#Opo0v z6p!XRzJ=JgcN;|=!VD$GhgyK|?{l9|PEMzRLrE;%L!Xl6z!b=-b>V5P=R-(U13KFV zO?xUxIS}94b#QA%__p1txUM17dT!k0PSTjE#MQl%CDq^G1k%Oi9*rMynUvkxa_f`c z;8su)Q5pZnasTP6mq~=?uQnY0{=gC^nMft^^(SJ$Q)uBIG;4CO7I3Y+YdR)2xFU;! zx<<-(u;rA$`Hm*$?b$=b*n&tY&x-x~b{0E|9rI-B;yJ6u6p=^Xho>9Uceq~h*qvfP z%(f4LPQPfWrhd5pL5p;xSf!XOGj8R{f`$7?ZkpUvC~u1OcHgpN|aCF zpWJVh$a(6{Ymu3@WxvwOjSZV>ouMUV)v&M&QN44TeoNs@p~&{4y>P@bV^~p1QRi7- zfBksae1V0R`1;akM6`z`@%DqOhr_;4NZVlGDr>_@>L zt6#m^N9e8*=#Gw#dP#2GH-B!@n(?fLcvv&A^i0*fyxmVpuW82c*1~xirsvtft1ppN z*0=E$Xzr z(&D&JF0c^)vyHsNV_||83f)c67a`Gb77tpkXZJ#am?{KORLDA&fgo(pB&I(GOT?EmfMh)PF&ot zFHys(v?Ev^odaxLCO_ykJNj?Pa)xzoiQMJxy=jnEKCv}yU7Ob7`@%b>3cP{@5v5Z& z#%${g47}E+ii-b6KT$~xsE4cm5_gBH?Tfq1;;U$*xiA0V-}#R*|4k--Fk%`rwea-5 zJLjr}r1*b+|u?$$$>zZC4f4i`4=gV?AR}+A@anF4-W5 zYWhphM#;$5Xg67unW@TlncfnWX3E=zp=B1fC zQvI(`e7Bs+te5j;g!;UU4lHV}p0;M9OAI0tCpySX@5r3NQ_5kXtfEIz#Y4#D%2dI3 za9?Asl%164c>>o6u+XAiE)#TSgSo7G06l+B({PH(uuaQ>^-0W8< zxw_ll@4UEtA7j?*T>0R%%PD9$64hBb-@)SGvK+N!#q{f*MOs5mJcL81G9V+fc)_xU z?d8S@e)6=9>GrYor-AtbXNZLfjVlMw$vqAx2ZqqeA_e!>@~c{PX{&;q?&-QE8$sV_ zn&&W;vpv83;+kB5vNC{k-?BIkNcV2s8N})oj-)$bGD!OskZb|~uQ`5YJWQLKjaOID zaPwmOVAFn?{FX;cJ;00%DWI9L^YVh*xQy`V!n(ZS3Nmjq*sgA1?NlE;+f-H1*^n#w zs>?2T7VV}jsru#Yo!3y$$_dfgD|La5FxDB~XMqnY9ynoCoz!R^k8TVq0|94)#lj>h z+X(5@o!Z&H8Ak(NXN}M5V=e7YGd1#*!yJ4In39sek*7W!UY_Mm5q6vHZbaG=T}mE@ z+V1%!-`}H7b*U&aor2nQpr$p9&uwa#O8Ces_Tn>hvQ1xv} z^Q~C{=RD5N$BvMcF`i94ELk;Pcor7FSlZq8itdf&WsxXJwhZMRwwvQ&wJzm$eFNOS zsA;)&KjKb7l&YIvGH5;|XusW}q_Ro08m?D`zfyJjq&!J5*lQdYVd*yD<=aEOaZS|S zeaF0GOXF_ewY@|Jmt`t85%bbc{)0BDwdU5R<@Y`Jg&sR@+E^#w=e_)}z3zBv>d67u zGLJCV#=!;ZyZ1-+P!FxDNXakj_|<#7I@iw@E1nNJBAb%f4PyEFkqNDR@pnp7-Wz6e zNiD*orQ_ok5@W;sp_eavxZhRvTrY>j`hVZu&GGJumd4$&MRSH%Upi^9;ae*w5O>0t z^_<&e_*3@`VW4JetTkNNWD`TF2qgjC@HJ4{~kCsz+oi9BML9dp;PFXi) zKsLgpunQ3uB2IBwi^pC6FN=~h795nV(L4E>xb1}2QwM!x%4#8cbH6Ln;7@FE%Ask` zR8Z(z(kyfA5G7j+OEH?3p|`oaJo6)sx`WExQ#*od4MVpP@4BDgRP-EtK#Q~|kJ(D2 zi1)hXCwqWJSyS+eGYaF@&rdpx?t1Or9t~R2F>e(Y!WHx-w+joGr&}~$Ru2bd2tV03 zy#^4CO`UyWnlh04PAMg#7tc3hs(i-4CM+xZiL>klGA1sGr%^?Zl>~@3%@GlepeDZs z@=EWiFW*B)nQ+pBPcJ>v`(3}>cD=T<(uBME)bz@Js9Sfo%)7ObMz5-_2V9Gfp1gjk z{Czv(yd~4spo>1z(E8w$ivd!80nErWrmrjB(C)mrR0v73k`tYnvTI32{%CXsjrH2H z-5@jOqI03vLv2SOii8WS%;Eq_9pYV~p)*jysnsDEzsT(yx+N2k+Bo8Oy+_A7(1nR= z3`3I3i$$*9UM&w!U7&Li7ccT9VyGFO%EY*xxg)Q~G#n1|U;h$GPUNNvoQp0NaMB(G z%p&HeC4UmsxxQry6NIS!(nDpaZ^S4V`Y=;P2!Xj9`xz^21)!6^HcQ&$2U^A|3V?Y5 zMVQ2I@?v}HThEU2PZ<^RPuV_OxI3yXNo;E6M{xF&dO($Lh!~VTNb+4sM4rX(wnlO} zd=A^-9~ZDVKNOcQrfGqrRv=OFAeIbkN;Eoh$qi@=)62Wl`{I>IGS$+g3#Qix_hys% zwxTI9=;Q3Ud^pm5W^OfTsuG^6z>wV+1;bp4dDsWv$7&wea`~7U3wPYLtKNPZd~Sz# z^t2=EK;Gc+OTT=wR8zun6U|(*J}&R{6Tw*`oV}QHJfb9Jev$3#sNs{HXwynbuit|Ne#F0KH{Qi{t}F}a0$Ku?Qk&n zXPinc`u2*?Zp_UbWZK*TuyuTA^dXB|2kg?ZJR6Jo+Ya!!i;#ul*%E<8kzNzct08^J ziFukS0gA_;9|eWDVFjWXYBAr`+!I;0#)*qtuMz8nnQRe0!Mc-tu0-uPYsd}A-86RqAhjQ*GBhZS#rC9XEa;?1!|}t3p+*h#*(7n z#D}lXPRcq$C*iWC)cBb4YW5vfAn_sg?k_vBjF#-Ymcb0TOFhEMwf>x&#vWQwo)j`{hgXuU$i-~ zxep7(d=b@#@oM{a{3&^QA@boKEW9D*KlkNdFi-UYP-(8pi*G{*a~UZvr^-_KWuJ7v zI2x3st-)hMi%;u*?Qg%afj31=a9Bo6IL4C98A-!72ZD(Ml&){G31T&XWznw z7lY~`b{2e3h016IBpc*LZAugjGU{D^Q1Y;5k!@!h=lnr)c4yOQ%BO0(3%uAW#=9t| zB&fx*FvGGGq_1GE7Z1xXEi3RsIW7{iB&7%qOd+RSZYk>4dOh32wmfWUKLEhSGmPLb z`Rej8`=q{`tcqK*n*8YA>0t*lA7;T)oYE$S6PtcpiQ)m~%?|6c^jV>aI%RTjB;An> z0B4*1Sqb&jprMn$faR340M!$0iM+96so-Vk>;p<+a8q;R*pa(lxf9~e!0YtZiskC3 ziCv(UF{m=T1kF~k+#R^g;H6xQ`{;r@6Ib(v@|exdxQ~lccpuiNZIJY=g_}eeUC2RE zGp@6qx>wdNu~Q^`M89>t-X*ToO8;)dWOiwX{Yw&Kh7E3Hk6!c-0SW7L72~@QeT`Mx zU|XeyB?B>U*sq2eEWW2&cj>&k6WfhW)7XwMkm12C$&Log35a>VMW`YrbJ|hdvx^rh zsV8O7tZVe6Us+*Yka8IkS{q||k7HOaY2JJ7x)4!);p~#s(#8y^b0NqkM!lsvQ40U~ zboM~tY=EDC4F;TEBZ4eOBX%a&t#S(_~g+f%)nNY!P~5&=o}%kTf^?56+o(%$