From 9a6fc444b753c8359ba398c2a85fddf802fbc4e5 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Edwin=20Le=C3=B3n?= Date: Fri, 20 Sep 2024 16:45:58 +0200 Subject: [PATCH 1/4] Nuevo Tex --- TeX/Germs_Multiplicity_3_V0.pdf | Bin 0 -> 350709 bytes TeX/Germs_Multiplicity_3_V0.tex | 1535 +++++++++++++++++++++++++++++++ deformaciones3Edwin.ipynb | 517 +++++++++++ 3 files changed, 2052 insertions(+) create mode 100644 TeX/Germs_Multiplicity_3_V0.pdf create mode 100644 TeX/Germs_Multiplicity_3_V0.tex create mode 100644 deformaciones3Edwin.ipynb diff --git a/TeX/Germs_Multiplicity_3_V0.pdf b/TeX/Germs_Multiplicity_3_V0.pdf new file mode 100644 index 0000000000000000000000000000000000000000..cee48cbc4f60db8392130a055bdf750ccb8d45a2 GIT binary patch literal 350709 zcma&MLy#^^u&&!SSKD9Pwr$(CSKGF2uC{I4wr$(E|2=VL`wVstDr;6585tG%KAEHn zB4V_RbgVF>b4$Z(Fzn0#27tYh6$}p#484r0ow>6GfQ5;f9q@k)hF;9l#@W;nKrd!v z=xi!tYHV*}3d6?-$>?X=Z`=KET^#+Q=miKPS0lp#0jV5^?PF+L=< z7<&k5l}25^O^TOjE&lV&3kkVr+n;h&lEWtfCWyoXG;_?IW?Gqrrrqs1aMSMV^L!MQ zX4!DSGt-1#S&7HuK@+V>N*2@3R#|y{Vf(b*iea6SdA1xypx4`PhVAp3*zxlacdP$( zcQQ(#r}y_?p*cpP_^f^#BfqZRcZgW`&wW;ujHr6ruAkHU*TV(Dla5|j=f@?qqJEdk zIaO4n2uUiS+8AKgjINnoLW%rzu)Zo!zoIm8_FUP!o*Jp={fK)Sv^woBXl>_g(_qt_ z8qvK0ox7^4Z5IWhXG%12KTvqnlK+`iz^PEVGhdi(hlnvCGU}t=vzwOHFxbiMNo1*` zt;Rm;b93V3S09S(qPgE^$5R+?M=yfCy&uj(mHD!E^&pEpI1&!l;xJtpX-4DAd7`VS z{|RhJbwsQmSzAkg0g027S|j=- zg5Y6vj)pB3O|IlMu+vjacy1!`$C~UrUVm_OpuyMWcBdQORuCPh+PsT9Cq$!f z_RoSjrG?<3cs`S2sQBhV2_=k;wrsF2!Q@RUS7rgJsEQ4j=gM+F=mO0QN8WsC>N%)w z3N|{g_2yx}Pgm!3=iF9#tn%{XXx?_biSt_>d*FLx6s}x4dyeu- zT~7oh@WRD+!d2{^B^Xt2OWtlW!+a{2CFxp&vXQY@@VgDHrqjb1J@{s0@soY7UF3&?GyGZ` z_eI^7aoCct=<_t5%lzg@Z%*_-VCOu6pr4d^$RNys5u2#I3>DRVsJ|oJB#c7-W=!U< z^ikl-K`NWHiab%ps-uOpgs6LJb8n)p!_hZ*2mZVufj%+PZ&1>&+Tm4grT29itwXAt z>0=XXs2v{hN$_LWrqD=WJMsqNod@4(g0$ddM3)#(&v^Bp|Hi1vahp*xv+2~^s?g83 z0qw1(%G)R6+-l?8VJ_&s{Iji_}y@{`9(G zT8s)1B%);xsF{LxjWlU1aL(H5?^~Juad^(PqC_0Ktmm@7f=tT-=)fp{Y+{lsv5LZ@ zFjZqycfz$#loKbix^bc_Y(K9cz_%bE%=nF>##dv>egu^FP2sMjDVw zR5ecokh1}}R`X!ZA(793zPOFl_Q!l6>sYZIVssmaOt>-BHU<)DCbO?b)Db`1q*CYA z=|I`J4R8FyZ~HU8#$8ZITIAeNwl8*LaG_g#$)=(1B3A*7BA{V2ww|z*tS*=cr%Zlyoeh@esdOl>;$4VgZuqk5&AuibL{F2H;&F zxeds?3!}rX*6MI^;y3c)i!l(#^PA3f!aU)ceL47G?~`*fWM-CeO+Wa5AmXV~Uh+P4 zDHi&hW1#9KgN+AzG4~XV8OR0_Lg4&oF=I4i7x)+|LX72GB{v_0*H_?q>-8`mGL1Dg zx@M-9YCfR~nP$}cAlB&{ZF-%v;T#{R+U6OKcyz!Cc6d~ZDeIe~IkM!v=ueYP z1q6xrZ}uN%3=2IYoxmo_e=)~`-VWF)vQZq8-ZKVqL1Y!H+BcTuq4KD87j4rF(=RU4 zDmV>Oi2AJ+N`y+8st^SQlwR_poi%hptlHL>Bl4Xn#5O%XX#n5HmiXbsQ`yK)z4L>T zlO8%l5k>aVK^yze=Fje;Z=zd}Q` zaZF{KG9<&k1GUE^CPy9V{pXTkoqBah@~AP$k);YhX4}j1g50Dg)<_yfMAtR6we@Zp zy{$x8>U@tuGHC}G?Fw$=KD*)T_UkUULhF9eSc0(14g@Dd3l)z zUIi(PjWWVNHK<}t*|3KO2vN`xnNv2wEe$|HydpW&iHc;2TXmmZ(h8~i*~nyR&qZ%g ziq>r5H}8>DKK|Gh<+ktAgLuP^@i10Of>mN9)hE|#Mpv_5CAt#R4+5ft;34BgWFAbE z|H4rPy@EVXGTKkNtR}14D%V;kKt*?Y=F8|ZQTh7p?)l8Obf09~T7h`;Sj=n(=A~tq zILscx4U+&~W7OB=)1U2)fnL3rx2i^3`MW$DJUh`7XCpy%PR$UlMV$-_KNkpD--%5Tds?IBwkstB_y}zEoyF6ur_O>wv8b9mEmno@3~gv3>IU*tWQx zLS&;d_oWiZH_M449I}=~wsa{$zzZ>Tb>7CGH2*DytOEQI;f=@$wAl)2?|n;m*?9b;-)Z~F-c#2mc017wS_WO6eI?Ez3RlHwPrYp) zh!aVf_{JD{x{HkmyIpT6UwZ5#5lww;UfrDi##(PA<Y=tcms(}^n&_jwsAbC)vVd2jeUu0U+NHQWFwyRrJV0TgLxF1@Vu#hW6;5r)Jf(7r)TwlX;&9Fi$d^|0Ojh zjR*%P@QeE0RZn^muFaF_+%GzVi4FSDfQXh^BS&!Na>;rBs%REe=F38k!ns_PGa7g# zu%QfC1AHW7maV{L#4^8+RtDkg8wHVZ;XJE*J-(yYt&24yGoKwUH(q294B4cPo+ryB z4-nQYZ;*(*toMZs&+HWm@YZQFUm0$cIJ5O1*CmoX5NzX3Km!Z*r^cPTP30Yf*xT2I6je+>Dxm=jjy^Tx%wyr)&WKUc#F{+E0{cuPE**>L-(20pYuat0i$r@$_}COM(;J6LOc zv1`088B^ec(S)PEgq=K+qh=2_4J_&9*l6RSO+=H@wWk;- zBJ~2Iq7v|e)$`NSPzwCFLLWX>-+Mjdv}7u_Ueu;rj-r$BAMW{W)@X8rMht_3n*}ba z=734C5ByKuU|nV52z%tEi|;dkSeoH)IoW3l2N{jAnLwVmE(4&3_ zSq-jtkcw?1I9tFW2Bct-?|sXphj({P80B5cVgoYDPe&Kpooq+_57Rb{AeIofz!ma$ zA-(Ez7K^F)7I@GTHw3vmxYB~mZmK5Xy00B5ev2@4&%!bQF~ACfz#th4{y?=VYbgvc zpQ!8rL(yYKt^*inzhW#Rxrn#|L+V|Z79B#voqy)2bq)VyF^{Eov)QRpcEkx$g!Wz* zdw$?I0_hq-*t6L%4U4ACUD*cOUV_NZfaa)Rk1v%5`}bLAhnIk1Oje;z(~JW zVCb9!6Q@xT;CJVrS$F{Ez+7J>IZ;PGF}rn&h3#8n;LuGhY-d0#ailOH&a}3$X#GQ|PZriK26yk&^Eg6f7@KE)+JIHkI zOV$)56Hn%GG~%llpZHtm2-TL2CMq&tp&_*YHMuA!*T9rgMcUTq%v$?YxnAgmlpiQBHC!z%CHu?m*JSG zBZzOg`Z}mhBZ%tqc)om|w$IWk&z2TUT2^e=Z?x&>{gHohTAP+(M9H90AzO$uVjzn| zzbGM5LmiPv6#jZrPQ&MjHfF_M@mZIWM5ETO6O>y+TEE~Dyeoxm5Nji zU9DQj)SDD+LdrrFom(ZlwQv1?JKfMnCkB0zQ*GqotzuBH6JjR>h4M5Es{lf0tNgGu+HmjiFMa{u0zR!z|1QPmY zfua9oGSHNG=_*r2Nmhl_1nFm7%BGt3sFRmyMVD``I&mmTqR9<|T*yQu z#Zg=Md(!C*ic|aOlADJjPbiGh?j|0- zII93mqXn7^G0kC$XqA3*d&~R3EZ_hkg9q^khihjV=X))?!fLEFt=34N{?I}R7ILcO zudm)zNY~(nW%T=gtu8?q(=m;sQ8s%El*7|xYl?Qq((XIcEZ}17i}ejBFIc74H#{}? zGUv#&fJ$^ zV+i3@Xq!`TcL1j*fQ0CP5J0_UmL_aiuw{Js-iCeQp?V1X0HXE5ZuzF#MUnhzmAoN- z4VgR|z-CY$qQT|QzDa6e)ops{+y`qXx2{+y6fM#Fy6QSWlI7`E!NZ(4>S`Sv+EV3L zk&^B$SLElA>JF5@1?CG}0AaVq&kcy9KWW%=XS_Ft-MyuqIgobTX}PsQ5X?!y|9%qg z9P5zV8+PV+>hifj-8V$Kw=x%M9I-s054(q2>_;FzIMF*p;xefVbgiYea}p@*NyZe+ z#R^c{<01wtoGEu zjB5_~h3Uj*0+bC+vClq+)Hh!3s^mk}esH%L#}J6xON?X4eR~C>kP)qUMHxK=MB$Zn zw2Yu*#y7PxYR`HLdX=dqumyqd)WT;67)bLn1erN>6GM*YkNy<9Wg&^-VPnJ{?TBu) zD2HVa&~>Iw4Rg0|# z1NgO(VCzZH^P5pjW$wW1q+THB!T*`2IyF+k#SZg_Fa-Z=s<(a(3pT4r4>S9WeIi`Q z(|zp0>fpn2J95Z>l)MtaLaFQqt=tlmm%X$kw8^Bf5$gL({xFB9lWV9ApK9oYlb-e5 z9piMx>Me7q1lzg{CAPQ#PDeClGlv#$vqZ7J(#Pj)ZQ z`vu{H;rP|wieYcOx%>F}Dc^q7G!qabAKT1g&fR%_P#uO)2KiMg>=~w#I3{BmakT!G zW!3r{{G!XeQhGpdX_k218n;-^&(my+Syl#I?VO z40aY241f+=AN2?S%|)XXX*L| z5AxsL9xKRRnh=h(XUd1@6kxF((gSqMB&+(-W6L;gbnkNqW#&i@BkzsigRNki-2W7% zg{=}{s4pYDHaM_6=DV}05PH&n)0q|IPcqnY=5 zh_9kM>HTp8%{7Xcojr2#a={RNUV%3Yg&rtuA!)I!srX%!tlAV%acIHZ zyurVnSu^NWB6b;z2%>{WI-S)R#3!fXGG$4P0Fqk*c=x_Ky&TXkZ>g-_Dg=yFgH2P1 z8U%2fFn<$49zTshkHT)Jf--E4MR^m7Ed*(0zJZz(w>&@-NY?a39C?;sWn zmTYhYrCJm1ELj-^x{;3ue;tuo7mP0)Ldr^(#3kzeG6u%O9Nn zcun#k%}&3pg&mZ`SLw7p&3tIMtr9jLGQt{>rdP|1kPLT7*-d@8b8k5lH`^8g|MIWM zp+I){1_T7mU#88TZ`2U7>CNjOezemN?qHqAj5sjacrh7!xjykHV0rFBn^sSv`?jRi zS{Dr#DQ_slG~6wKB5eV=&8@A$-in!?ns_KpU4{^;<^*AijGm7j*1lNKyDA21-Dj`0A8DG;~O@1EoX(c2-hdc+@mv2hhLX0LE4&0krW5UcX z4w;Qu;$i^yaVw8%sc~!W#3+ccT_tYgjCUy(JFAoE+B9@X0#!XT#m5(r!ocy}w>>3ruUQgPWac3s!@g#9iTXI~ZhAf$KPTAlH1NXk_R| zG(R{VzqT<8Gc7P#KLb6|Ww!Z*Fss6si@BuqchBVfA!khtJUuQv;ov^o%i(5FM3_VK zD#TcXF0$%HBw$-o&X@l=p=9oO@!&NuZX^^lET>k46%3&elXI1J-e3=riWkr7Ar(IE(I1uL z(C|pCD*q?vH&67GfaoL9|C9%4!5l@R=nYeb)O=Vt*AcWOxy+rjHAQ`#1I%61zkuDo zENb3Kh3;Vw$4}Z`noks9zuO~8V6cdCLYkJK(ii7=f|~^WxW-f?BIOXn0c9H#AKV(A zY&fY%a#+E;L=ENxE2kNF84rtm91-r2&`z^LAG+`Ucky!(pZpopa`u|%3h-|8I=ir} znMxw7PG|*}7cdqEJMVgPc<&6ivia=*Ou4Mtj-{sa^rubEJge@yDHSg-x3c!KB@{rz zp_vDRDATeN>jbeB9gF`CqdY|86GEwt`xhcygG7v@%|xB^I~CJH7y&{Tksa!f_Wrbo}4qO5Qt6|tNbka zq5y6L#u@wHkSeK_G*c3(n7+V<%Te)(D1C_s8O&a;&R}FkSft(v9(81to{_5>G7ZR) ziM!sib&kX;Zc3kjo&z6oBWdHXgo^gRx9BM;0uZS+LInZW0{<3qeGfgMabpFZC7`BH zAvsWvhM?N)c)TvGE1O7j`L>w;x$>|4r17}Cl%H#PK&K<5?#hc$@w3R^zKq~pR9L@o z!o35ATVgv6J|RmH+%oSZR|`c2${DhgBHmE+JWW2yq3!4Na3}eSCrVx(Qc`K{Gq|fW z+{J;WE(OFpI80c?Q?czCQ-V|ST9FSV_a+1am8>^RHa6i{dP6i$dBiZ6mpCdtF!B9g zV5uKSSC4SL|A)}!{GURXg@uFde>=tB*3nKP9!~Mi( z@IHXCkIvNDm2E={Y4J8Hrs;A_y4)OpUF`iiwkk=^_5FFss_hvTXa2sde4Eef{ros) z-~IW{QdiHeJSV6L&hveF*nHdO*VF&yjQzQ|)z{->?)LqDPOIhj^7+>N($kynGKbUq zb@?8KRl7YuRG*OJpzm4%abtOGh_5Tm@W*q&cYCVY*gmY~^EGwmN_WziFg9eMw(0)N z^32a(8_*tc$POgO9EQC##U(wU$f&-CDLE#=dZuhIqlp$EVp6B)Bu`}lSI0(AT_B|% zNHA|f(i@(22MkYMV*Gvv4yxM>kPDp&{bgs=Llw#xH+nz#^s67I^@i@HL&bg6#q7xb ztH!~Bp2Z{6<8$9Sw*4g_v^Fpi;eab=c9_|-Q#CmQ7UckI{>NbsXGCLmy&d1NQb(_FQ&|r^k71~EG6y5Skg2hG>Fg{0lGGo z>YsjgGp*~EH-pm7PbObSZCi{iE6wVYO6sp{vM9PlqiU+5-C5;rR zY3d6oiZU5IHSOJJs7BQ3*pJfrFv9+f5K#Mx>%(Q4Hp}+4VR=_;D`*l{409Sq+e7EN z!|Wlq%jv`hEg;ZrYu}j+uR)gb4k6U+$3@paF{!ugT7gUiE%7t*3OCQtp8;_vRk8{@ zX-&KH*(OcmH;TkxTL)MpUv9wJupM9fDsJ;E zC0m|1P#unCGCkUoFae?M5fX{$yYD(eSK(5-Pu6_#?4WIxKjMCQ02oO{e{LD_Fr zeXdk-A?Dbc6FLk=g7#21GB|FyjkrWwArRnPpZ@MeasX2~1R3%j^R7sF#nH>HJb1{{ zSO~y=ftkon*u45TvnG!30h%rlpvm0LmCscgJ=4KIqD(OVjP|*5A|)@=*-0)yy6UK>|5GWXT2SKcF)t)oA`VO|zl zxtC$}%U4+xn|2IQu@VSoA0)G|G4SdN;Vk-hqR3!!h++; zEUh%i)0u9oC%NA?;p4yY{#rlfHcY> z-@cJM(S*FWSYFG%^ygufE~H@^2m~lLd#%V@%YKlN;eA8mM9wFbo0S(mA(*7y$+ZWD2#m zt{EpOiaD1Zl)jQcDCiT;%6~RaLy31Oc>zG~#c^FvC%^!DGD|0KEtoZ>79atd3DtE4 zi{W})ml`{7(dypjpJKn?K1A~zgV}O(kK$wQsUbM&{L|YtEWgy$5w#nfP0d%Oj>x|p zbXn^fMv8q=1JJSiGVaXOeSfoZ~HDg_35pO;8@e(-)># z#jFV)eUO6ytIs9VIXejN zrL>BSL@>DP2x!;8QfE~I`^;HDC_vtc_5^iOaw2@kMicI|KXTT*xmnfdV1pq-*)P46 z^?qy{al4)PxNg}}G5yYpAMV?|A*jjDy{Q-tvr@eFjU;w^&1xWdEW?eB3B@%m!#MbB zqes9a&LkAV<=wrRHc2hO$j%NtmE1~trQsBsa`HULM}*@Y$33_T^m|8G-91R}cE1RO zdvAEpAYRn4t!58oOMh}CvrNX9`kT9)($UroS4}%1{>5mJld%A^@{RoW(o8#E)Hb%> zX)t1TrP9^~2kM&jinb?Jn&!_=aH63Hj$AYWIXRgFNCDxz7Omt2zg920+*fQSbnz#{ zULLP3;{w}+hBzLZ{zx!i#2_Q|bU#rAUxm5bIe03j3P99d5F`MbF%EqU1n@3UxM}4I zM1yoIkp-IChq?FXaItkcPU6TBZFgr62aY7Y3>50^&Y=;3$N&9&2A&jlF+FTn($Tn7 zaWJ{(gximCFT>P*79@&X;K~ast|J@WR$t12l{u93BH`Y&cN@|)XchpG0jjkPPAcZ3 zH`MypHUc0)5dPP%zoHx-zg_yq8pP1^H}Vvl4@}3TlF9(DBrjemKZxGkyf0tPkGo?O zptE#MVK)}-2He0&keo#m&&tyN?_8IyB zoz;}&9|MLH=38newRUwaImB=Sa8xU4leEJO%Ol}#+2N69- z_3a0Z2|9VsN|WHWg0Zu3&JsMQ5c`qDHUqhfaO@(ym*n;y-tifLtr$oiDgkHU5hsVQ zA`IR1UU9JwLp<$q7>#1Y$GdfV*JctAPx!u|Ik&bP6j%lc`mp#cA|P?#1cQYKw!1Ja zpAHb*k<_T>V`U`JT64D(0+!uMwu+nQAp@P6WO|Q7c&!p~SAJtAG3%3TJQoS|^C07Z z_hq={Yhmv*SX{99&1CX<-y>vCNlN{j-Nal=nHZpTr%-I51CN8vThcULBu@*k2{IU+ zH4%QtE9+qh3Z0B)X*sPdiS*!5u_wb90yemfNUroXP|zI^QH-!}vAu$2@}-cV-W4(D zd8ir2Evprh1EpAW*X*gSV(*={4)e9QrWVg-ZPGS9m@7cIEQ#PT&V55+6YMGt0OAuh zp7pocgUsMOPBHNMO4J+I?W0}}pXNoZhh9sP>-uA+ZBcu)P|>H2t#rl~<-#yKHZ;N$ z<_7g>j0*KI?hZK(X}MX-_+lmv3LYWK5YP%@W&MUhMqE zHN29gZKMV~XzHtdK&prUt~>~*iEu5!%$7aY;=!6=k(X8#Guw@c6Hc^P@k~0XZ4-Gg z!6GxRlMLRNV3+WEKa_U@{nFjX(@R(~M$TZWlbb(@$~lC(cF_1nBxL!{UP*(|4I3O9 zDdkv!ataNf_r6={U4aC0mMo-#Xlc=t-n(nN%e!pTNa~;Ho#1>>P5y zxMZ*rXCYw+OHJ@Z6M2>qLkGR{(@9T$g+uYQ>-@{WF+s-H{T%_AOb1m}RgYQ)nlLEwPeYNKaWEYh^I{T9g^S9di*N+H?(g<5i#?*B~t#~U1*bsw8UI7dl(KCOsZ-6&faf>Vau7T5~>!XL4$0MpjBpluIWYLd@kSREX3U=UBh(^ z17*MGv;aq_Ib8kZ>=+=ZeD295IbvG~FgDhUaNAcs)b%{vrg@%*VC=dR#;Et_jV(p$ z>A4UBcUjxCY2cpws!EBwO*>W8)&E74=WZWKI5IJDGP18LQdr+<+0=;EQ+d?&(9Tl6 zst~ZQ*l2R{!r*U0f!dT^%$hG}2m0322RyqvKUbChN&dd>%b;wf(=&8+c39M{X*bwBGc4R-m=CMJar} zhJ2ldbaLPJc|D1mI;*<~)^$j$r(Uxt?UeO=&P!WbDM08ze+&z2__32Cf~6^9RIw0>RbgJhp{F4SIpe=&48{?QVO`WohzGbVD(?s>J%SCr=Y)!o~sp)-~DN0@z&>( zzsgZ^gNx{@S>FEob+_j)Npw-Nrnx0M&ADhl4)j~w+bN~xa-0v%P~^IP_F%zTuw<7j zMfGScG zs#5TU$^;>@`$G8B(4m{~E4f&>2}sRT(!^8{3-dcq5Y;#(F)rhel_CyVgLSc~NqZa} z?fC7qs}4LPNHWGv+9O;HalqN}NtP5}`HII{g~4pI{|P}jAknl#=-0E&Jf&{HHG$(u z89}K_`u)8_#`C{VHRO#+Y3bgo+llW1hFZP}ZmDWZ8Ns?%U!#$kBDufC>XZ|MhdPkN ziTQQ4?9?6jjbO{XVnga~HI&=5@KEeZUq9O&-A-sW)nwqfrw^)D3;P93%}q;)>ebdo zhvdX{e$?3f_fKqRDH7@EV^&M1DF<}Hxw!jyd>{M*tv={-{7$V&*d6?!K$1`*3VE5C(!63 zBd}n>vix4k%|E|5Jbv}Qz1;SskkQkqn&F~?FQ$)W(~ef_9<2dMxNuUCrtUhhz`Nn;Y@hvSd_MFjLSh` zNcqT9Ucz2f0Sxid>_lZobKpq*EG$8Si`1$)cA$n`!xTQ*I|G*ZE~`Fq#-UYTwWH^UBZ&bLRm_kEB)SXml$?c?0Gs{DksHm_0CpsX%5O3VCV zhk~J--5WdocJTh|cOm_OS&D0?f8LRNZF6^`?W7?+cW^&JW;g%dx4qv1b7VcY_#OKG zI&;|N)?tr^>3_Vwd~5H|#<@vVvm+9;CXBwSgkL|hb)njURF>w;D-uZyYy$0kvK7(h zfWE1K?55FDjZhcS_iM2Tl$J36rMIZQmHa%#hiS1eUS^y&AAgtTU5bz>S^Xqm@^8E> z)-h`E1>{pD&p?j)9aXKt?4%TvPP?=p^rQ z+2SMcmu^E-XyWfdoZBxko=WAqi?Q7LSiOGyL81fIiPrUls^xdr++%Mdth*#QIp~wN zb=V8Q7)4zU(YP`vT6FY%{wIi_?g!#)w?O`zJ*3bSn9TwSzTb50-aR zrP65OkTXY@n%;*S{ujitA}MIvyAd%FcxhmmZVU&9!2X#wGOZ8wr^01ds7LVr=Q7S` zU7}WyER1j={Ce&AB>X;BSvBxNzGqsL;e251dH*dM-fgSts*NqjL~?xhNmR!yS21WK z%K>MaW096wj$0Y?ep{VirfgFP`NpfBzD!$I+Bl~t7eHjgq^r-06XR+yWsH2K4$rk0 z2F_eRr>}(u+)AuM^}wszR4l$u$*N>rgTHARL%WQ1cOuA7YbRJ!h00)JF-l7T@{`Uc z1b&MuFNU1?L+NkO8FWc@!3sV`L&CvN+C~TV`|mtP;ID7xUU^WZ6jJ50Y0P4@KovW? z2MT^*W|(i}zkJn8-PY?Kn{vF!MLC1EAjYiu-`c(;^K<=^kJFJ6e2d73Y$191)aTk5 zpgHG2^w7d}{|4qj;b;cb%0cx?Sa7RzS-5=zL5;GQUJ!jwsN`dBOq=S{ zwbkEE?#b?AbQ$-wQFoS>{oL0gIMCy}PeUh;7q>a9-vw?J8{g1rf@~7)&!``}C_93J zKHE6bHf2w9cZP?Vw~e0V&?1bAyNN5fRhWOpH+T?3y+H)MyDb3of9J&M!^Qc71{;EdBu77i@&WU=8;93SYuckLFSgRb3V2aI=uk&koB%0PdfYsr#isE>(=n zEf%&Z3L9>B`CHk7;xx34Q&u&Dw4}OG*qO zQ#zI7N@*K^43-Bnn`j<9S^=*C3T_0&0yq!&b(Eiz)9FJ<+$31De*8+57t9!`KM#lo zkFNGDvTk&=Wx@!lo$wmNrg(xYcyb5a-z(!7wO0$znNE}NPx*l+Qmz; z6b2Ip(d>auM&OU7s-@cNgie!kVsBvI$VN8K5^lz}kH-trjk1FLqN*kNP6nPDPRDIU zpByrgX=Iknln<_87ED=LQ5D=Pql0hhAa)kczvEijt)nHZ3_TW9X|7UaxIbGarD*nh z3fbX>-axAhxDe659UGODL#bE38D%MRnj%vt8_0nG-l19ZWm_e*2PIXReK9|Dcn|c8 z<)-uT_3y2k6nwFmAn(GVf0q_H9Jpc+75L-YPALf$hpZ#ArcA*tNuUg&Y@s=&oa}?E z&ghRpn)UQ#U+6fAEstfc4hu&3W;Ivx)6RaQWgX$?j!e153$P|OaYBtW5Yg+&D3|Jl z0VgX+-|vzM;+V7V!F9!#=D1t$aCdy9qTgqYmf?N%h`_jTH6?#GGs()0FJ3UM@Ao}! z!$R!&b_lW*3ohUGn0u|o00zkIIfzjr-2CTJF^fyCK^?)%RcI}P z=|-j9mO)R03@x~WXQU}^nCEAElk8Zu{tD%sUrR~gfRcj&+QU| z%d=*AGjH!LzE@@%4)hINc3r0rmY?sFW!RI&0UL0kzZB z4AcWv%=Mq9fz7*J>0f%dq2M9>h56;fJCp+6>SP(eN2B`>-{-)kSxH&{Bl`oKaucd~ z8Yw2aLJ(qXw4_%G+8Czq9oUHvoHsvTpWimB=O?Bgj3v}&X@(u~)IJoBK-bxlbO|Ua z;T?6DGi!!95Gun!UE`|#vd0`Y^r+%Uni7hJbj-0J^rkt@pL{S;Nmz~^Tq{%)Y!Ruz zykGkoB3u-QBk1|SPC3!7et)D!mj(a%Vml$xdJUQsoN6i2e8RJZizDYwBN%0%gj zf_#XCwElL2jmoUep7?uE<0+lb6u5lF2^~psGg0@jD9VCKXl8Mb%H@NU>Xph2IM1Gf zZNBGTEV?!javQa+K+QkuFSz}JW>=gLpIzw}oIdp$75*Vv0ixCv$c+EEtvznThs*p_ zaVJxWy3b7FzmJPDi_SUT=ChWH{^I-Rs3_}Km6vq9)~UT(QigRVI8yPYIC=)mDj_VU z+jYZ>CQiRDrmQKGwOYKOxs+tbOB}BS*B)60qeW+3qs%b7uBy0; zGc~SgwzF4T-K*0w#gBP|s%VD=qK9abn8aew-6ENFPch}VizJp@?^aJ38CP@aqs>iG zmok`n6(ZO_{<41KAFN9REk!@HaV(Q<%b>|6!z2h<;7X?KI}9cJwH06ls3GuC10Yp@?=y$akC|YD3|`#m9UX0=DrR-;p|BcoDUYIM}mdUE^=`Npx8gj z=J=AckYJk(QHH5i%qq~Rc>q#i(f+1busR&)J>bx&%jJhqi*{;Xr!wUz+!SqJMCk%k z@gnp~Yo%;IFtGwmWzAy>#x06>>pf^FqNv#Ohbv;Gs9+^DF}txXA(_p-7i5?PsJ73v zIltvNBv{76l@ZES^8RU5JqS=?Pzg}YTM5DB!MK4IIfBqi2vQU{2somY`A76W*N_V= zV|0S35DTj=RtPLhFZ-hzcN}J~2UqTkO>lh7vbABw4}W#24Vog*LM+j?;iaJ!a_A>0 zU)VoQ=lCZ56Cn{AnTmunsZdd4Sm7Z~lg0pIo3kdO;Zb83sLG!kz%1-=YBi%H^))Y$ z>loCyf{BlT@MW#`4Bm=b7RpGTBXWfj2*oKcXAr;n`!``j83c#WGJ;8xyW|?lk$0Y|Gi}J2JQM62sP*}R?Er-n9tZ7zdP&2#e`NEuTh>iW-BO4~aVXQZRL_SuiwiK29I8AzKK=M9X<& z=Zv)OeHA9$W_CW-*g_6egR^m;Xo2v^7ff=oCp>ht#w+1?g7j(-jiPnX6o1dS_6cex zzzJ7~&6jvg!24qH?h$bLUuiILgJ_CYLTJ*jRJBGAz6=&Pu!K3z zQz8s4%*-z3ZP>tT?nwJ5xLDwYDyLBNxE?_>B1@qOS zzI7o34+m6w%2fb*C9Ml2$agLS8B1#}1yLVLqM4xOK4o7dvPi)%sHF+VG~p7j$Q8WQ z4$dUUAMX$w$l`=$lKluc9D*u$B2OpFnl*olt7Uh6|GY+nhk@8+M}XrH*r-U7#x|UgdXHRWRcsVxGidBf+`LF(DyS6!&m`p+uNWGC`FuwkJqvq%BD6tx1blHlYy zVGmuFD;xs1B;y$4Ko%NV|HCxF882oO$nt7 zLmOzzBb70V`vXSyJgD9)3jnbCfWDQ#0so_ zME3tN_Dw;eL`jrwyI8oe1NpkwTb0wd>e3p0^%qF}+yNHj(1 zW%$uiU>3x@;#?wvBkg|}W!vIZbxWL@5;+o%tZbzcgel1!h{tbt5{NOjZmbfB-6tj! ziKApYwoOxrMUb5nh(B`(^mHEOt0UaXN}BL4FvdbXI?nQCulbfN)Z6Y`M~D~Ek@EN0 z$%&LinDWI*P|Al1i8wS}E$7F?Sr?FMH0y#gu^9b@d^Td&gcyVsMp0_mi`(!BN58Yb zcHOXcm+0k3O>C60Ogx{yy`SObzF?c~bN7Go=HTTAztiN{!B~8r`T*lmkkl}hO!{;= zzaFX%M>tvdJ=}y38lPAtYQ<2AAKLW3t)Cr^0ae1Q^!>_$pDrKCk*7`wv8e1r+86gm z&==s*?g35v_$%Kik>3mkZB#RAzUUiHcB|2AuzPY2F{ zX)aD?&<-GbZEG5MNdcn`^TFrmH$=?iGv7dEOj5%R-~QNdH$lMS(EYQ?l(O(*1GD;s zkM#Lu3`9}N0F}D#gFYpM4%`*;Trw(4)(IlJYxtvo)iosQjXQP%pbB@gjzv8z8IA!X z+BGy|TbcgPg8dCZ|4zT(i~Vae75zZvE5QCLay*Dh_H|!n+U~Yxw~KA&=s9;S=S8$< z&Fm<&#GVUs^Iseba!qV1Hx!#oq)#SuR|FaZ&nxuFb!|kZW94wh^Gs{6>;He}?ws z3ANp^OMIOBt_id~%)-C*2C}*P>z`aI@7^miaY3f{Vh`F={@D4$UG?*FV3G)7GuwA+ zKBv-4H4_Hbxc9wQ&CJ|2Nn09!EspdOMKD;xzze8p%X944qYep-%5!bJF73CXC0c4R z>TAj&yR|4$9pnPg32nJuk-p#qztw12QoELSUdfdOYLzh5G4J45Ot769ehIUePD4oR zwmPG`ieLz7uR&p5XiqS3U)hEhkLubnxSlXsoV@r+p}X7GMNk8rpNB?ASfk`q8c0=F z#S5A;tgcNkcSl1=^R`v@*?+unAqQZxj<9l&rb0(l&64e3cL+tEDTiN;DMfV;?8;07 zEgl(qCZF})rLFl%!C7My_V-WCt&XU6ugoKhxJz!qZbp3*lp*VR%~=~TB)wCG>xO1y z?CewN!VsXZ)M>AWak6 zwww2DTuFNA5ttpmk~|sXU(GEc*okoowK4EAV%+k<97;5;u^B01uD*G> zB!9aFcSwt^Z050NIkKiZ>NK!+BK;gytrK9;(2TK&DxX-c6J){MjG@GYHcH#CEDt#E zNI_BPu(3cppxhz5uBb?Q7FDbhMCD|p4XJIX;xV#B+s~4|fh;eX;(}PR5@5lxT{b?q zqi>jyKRo(TLJfR#VSXe-tgmj`-p-KrlAB%ylEaQREB2e?uvm8lwMQ`mULlMA5J|O4 zf3ymzj^!}VVD+Ls&|c<_SOV5;ELq|x@Q5VMfg43s(W1;0;)Ph!7Tn-MqQqo0ma0#A z2W%kSb0odpgrgT^HYIk%t<|VJ9z)l!qIkhZN!1>K!PNtycBg@jMRm%F#y~f~d_p8k z!H)5OB`s|$*d8d#a&zJpB#&vX;TxjM?J(9fYlJi?5%H~IX|)ldtJ_f}tg6AFOX4ifrIWegbFE+POUq`)^m74b zl>JVno#yDnItHzV3v+(=h(LKy3EH6PdKuzM9f9v zXH)IPMbP&&Ke|;hiO$GkpH|ujOTd^iD{=IBx{Ww{$^Eo(_7{1^BhDZ-dS6|+mdXYc zSHNS4>L#{nm}@ilwiWMAS}_kLhuHh$G>2^G$N94h{ z^ya~uN%lawCZf^5)HLc&s!O4ac>xEUDt0rxKRU5=v(aF!I}<&vaeryZ&XngbE!gl= zy|@_K>*eVW?C;s#=n$V?GrE0mpf00Z4MqAuY}*22?dahNF3PXZW@~Se+Y2oneA2VG zmWcpoA~FBkk1wTURIF3tKLmTxjd(>1e*4kSKxOxT9qmG8y`0qbz+26B#ti-kFA$Ui3|p(BoSTXp$wBbmuV#MI)g%R z^+xma6&qj2ly?}bUY0V&djtL}glfABtK7aVVC|hMZ0#JiTU+*%BZfw!aF7HMSWs{- zvKfmKJU7@LwF9778>9QE&!myfs_q_PK)lHc;aTnxyhCEC>nS2m7 zmPNAyO;n87hMz%AM+}C!Ju$n0ERC-X*#os%3f~z_GT)4t0b6o1(Rxn>p)b41Klz{L z#0acXv*O*~Qj0o)rOFjhFy@hjjru-H08ckZ?kFe~3(*z9$Mj^($p=s?U)V5g-$HK26(1$*e?$_6FF-M`XkuMl%Af_JM>SOf%eYSlOa4PAL586XW?lo$K-`^vg3 zdhV_Zv}guk>XOX*n=BFBt2vcIO}&sxPN;RxDxD2dmxJ4IG_Mw2*CBO;SBR8iz3-q* z);9g~e@*)KzC=xwN4BIri$dp$ zQGV}ya(DZxF#zmW>{UuNHdHYSDYQxxx3tq3>|wlcOd;kgFqmm+m1u!r2RL%evd@{7 zN-fE1%CocXG@!@`LN*L`!X>f+ix!%K>f}$UWHx{~Skwa|8Nmjod{j4LxAL8PZQvOn zwmyGMuH_u8zX&EHFOYCa?XiV0YyE65Kv z3C-QQx;flOn$2Sq2z1*A;`6OgeF?MN(|)-h?U7q{YJUK76>0b8+(r0_pLZ9aoCE;Q zjSIhip+m^YAeJydV75~fz5_k756yxd?69|$Y_wZZhHFJo1W((8?PWj9w z?UE-$?kvNED3q0deFC`B-I@|UQ@oA6wY4`B>?)PaYU4gE!y`B1%A)B*G;%xrJ6PL5 z?*lpSuS~ym=W?SCLVv#Hx8%;P1fi0RxGzp!N=%q%=teZeM;047TcA(tR1WT?x%G@# z#TUw&p*uV0pw*0IInaG1eH=}&*bp})6y84CM4MWg-Hy}*b8X@au7^~D%Ltbq8hx2x zT2uSl3)}yJpZyWEt(tNjgt?(FdtnFFB&881kHSTZOYIVQxd~4%@|4XTqk@>$d z;Mth}R|fpGwwCMW2;#p|ss8R*qC?}Wl=f@ZN;C2+v8-if>9xcse_|b|8X-zT#5MO* ztE(wmDrg%%KV-soR*yJ-8}`)9%yDMA&fNGWWVV<0%jjbxT`mV}{g4F>*{Ln*lwAQ# zCOSb_qKiXM#uxkd&#)D3afZ+L)3IyqouXW?FRG3AV=P`ykJs~R>a1zh_&J{GmP{_U zH%iav=HsL7z}fB3$Mw|3`THYYkN3~f`#ayjt0Ajv%tCp__vP2DS<~M6q}hNp`o9<> z275XiABa7}aWAaCZ=SEb;H{D_*8&ATMVJE6_$%*g-fE^Py$6~o(>R^D1Q+T_9i0TL zkUIW3Z#r{b+m2^j&)ChNq|++b&~OHJ&Ly$ENI03%E7>>zaYkC=*B%|nF*?+auss7p zwCUI&YuNs-kfU(u%7^@5^;oXGK<2xGaO3n&XQiC1gat+(xw7w$VQt^MMGivRd5-m*isJP z@-|pSO&+vCtW0sB99=efv0wQZQhD85-0yKA(r=kvwklb_AReo`QfEmHiReL(Cw0;@ zexf@KYxPwheQOK4GPxb&u>65oMPLomMS;@qq@Q{SeMGgU*JLy-r%a{B`cDNtloD1j zHj#SSKmJP8@FGot2TZ|rohj$w21U+7bJA**KB8cgdb32qMN_f^O`zTQJJtZ;7K~Z* z-T4Ztx_^wmX%#UgR49E!p-D8qK{z5SBKbnRAaczWWGrJf#eNH18ozZuhOPAF@7U662aJ-)7un`rtVs1Vv3$WeYsgY>N4-tFo3 zT;6=W0*b3#jG2Gmyl_DjeSICfq1iNJnDlyKUtcrte3O5(Zdo^VEPJ-l4KKuBo6v~} z$2AI?EyZVC#AWZ)9Yhr9MUYCTF^RX)i7g!crL-OETriVpFhdO}NH8HBv~x+*7XpcK zEihxZP$S!C8dOeHf)6}Euj>GENd8)ewvOk{12quq*9)&q^~lmw?N2bL9aHGS8_NPI zEdb?(jyp)2Yha%QCGrCU2vT!Mm|I7mGLe;TdUdx?%=e4;m)NpyR_e5AU%8Z(cy&yn zc_xAE2v0x%DxBUMw(iotKqnZcNrCe>Lvik!o^3>B>|71}9-DSgs_lTuoU87=Tw;?4 zgg)}Z^Xk#mDA8hAMIeJCr87agEBd?tBvy$k6_oQhMbhBOg_q&)sm0ElTbm{01Wk(s z9%!E}Ks~55NKb{=)hO7!#@@vn4!{V5Fdzmw_*hY{LDIj~V!pl}84F`W_IPAHO-Gn3 zQ3wf$ZlYq;XiPh5v@={|_Ea|Rl1T{uG+;ku5~HA$cFHZN!bac*6VF?d*<-RMcnm z^p3S?h$W9L^MpNJ_!HxsHx+m~0%ed7-ikocln#d*Rv{j?Q7g0o{WP+Kr41KT8GB317jqBX^`nZIEJ)&N0M>_*cxu_*fnpelTs~E=T3AmS+_7uS-ns08{x& z$RMtijSTDg2|DDEf-|Tvv7AW1)0lb)Tg{g_^^8Re$}h}yz+xKqWkO^ZrJ44#(+!le z5Qpx+EIXqB?iul0N^lscdc;|@iN=sNS$I@Xrp7pO*m=6KfP1TecFrmxJI3i?!n>@^ zp8+X|-=PY|hi0NvrZ#Sw0#+Ub>4_!6*UL`yz+fIAm_5jwY>YEpNdMuf%ITR{ovbR1 zHfTR1f=rzX6O{*VL8B;PfHx49ut&%P40O1?A=uv1BYuuS)XE&f;cfy(gppcS&j#A+ zXTWO%6J`n-UI8foW(~tw+W?^! z+0_D3i}`#NDAFgAE7Av55;x^9q6}B0j^V{GF5e#L)Ky*uXiJ>Mg`UT9UsCiVBins8 z0V}F@gX%#!r7((X0KAGH$_LvT2sopJY6qXV@J9siT^*fYMOL0|w-ffR{Z#+^u%-B^Avx{azs$z9B6h#DA! zAm!@*w&_KT4k^-p480TB$dQ5o@pUr---7PB@3la2%c9`#Ted6yCFhRoabg@?vQUm| zapLn$C8LRa+{9mGO;=@RrI0dTw>T|DgV877S1_yhf6X!1L4K5on`ehHiXzHk-*NJS zOQ7q*-YJN3U~z!-rs?Jx8dGc_-qgxdh+UN>591?Gc9ZsnlGzAf*m+I}wFq)6hSyw!(k_eEzaM z*g1A3V$BQB$sLFeiQ5G6g<(km(NjV$R`bAQSEG#KS|1y91Zm%qflq6&o@5c8Zz_}s zB)Tqph)6R%`LyTkR6TyvS~*Uvj;q4Qa%IXbbVF4UqY>>CUDnmyC_SAGS{pBx!qa5D zkWaT#K(d>6L1ylmo+zUI>&g1XoD`Ap0%@9vKKkqskM42qUVsgd_Xt*~yW*dVR^VqMp$04%gnVw?eywduX%Vj)RJa*8gDp0Fii!iaV%k1z!hbUDRy$YC0BTkLActnhlYG3 zxyc*+MvAl}vTS~v#o@uN>X``LWSsPdD4dr7II@n7!~H`+fg|K?)dd>~9x`WqkL*m6 zLjq4T6bc^u2fu5zp;!^GmVd0U8|*|~+m9Tjd?%uD+pSw?oBA~wY8ca{nZniapwvs} zm-p(DF>k8C{p;>DJwc!9{ovW8;}f3-J)kR@>{_agGXp9s4O7oo8puQVD-f4_6aJ}v zl#rMt?JU_$P0=0qti77+yLW+G4rby}I{OqGPhVVvw!6|B`aKWTV6-k} zQEk29iXnGj_85|6k73>T(*?=b>-~BCNbFZ=-i=Jup6QAU%%QmzK9=HJl+L=BtwW}> zEQ8RXiG#QeF6r1QxqEtL-GyOL$6;TU{WGXA;`$qvaGW=%Hq8)}z_{5!OjSshuHn@a z4X)6p=S|?BIW(aClqL z`YV62^E>t#4pzD`|59u->lWV7`MvLSLOSpGv>8JSj+}Yg-9;J^6wzn z5yut4#7Fk^Fz!duU(_YF&B@n^KV-0txi$|7v9yhLWoHjY4N_2XiI4jzX*n_N-7=$H z(I_C#7FiXtHXq}q&Vxw0p+Pw{{~oMz*T>3^Zhh0*r6xePJoU@5w36%=o58z7n!7*Q zEqH9k7gnS80)JgbAk&DT-Z_+z6VpUq_a=4@*4e4!L6L~O%o9g}W^XucNH?__-E-dX z`3BnlrG)PmcOlkVh(oHhe~n%q@P49oFXMkdq>J}*mK3nK#F3&Q1ORE`&M+?!s-&q1 zv1xJcEA#2>!|6uGJIfaSM~-X~D@HWWTNs18ErP7f|J?~?(SD;Ig-FS03$ap|49#e_ znflV0WyU!>3RO zCH`*b7GH?rasYQX`kn}KWX68lSNH9AB!9QTqea`_eK4%|(ek={9hYF!IiO?xiT!0z zwR>5o#RU0{oOW8m)4iHgLjVeW>d2ax&``Hbs`Ehu-xT4$7PK9j=8o@?bbEQwf*)$;dj+tmXn&m<$UE*wxETUlYM}g%p zwS~MgDzOa5q-?M=5UZa_@e=)050c<>Lk{&eH5t*2C6%qL1%u3;V)< zV1ZV>@KB5!zel7jzQ%k0Su$30MMu>ZT%#Lv^n&9UV2=NqnBBfEva^i7bfWh>MIs98 zWxu+I*k$W#o4)Zh+jN$ripc12EQ-okzEaOL+te4I=~CH}E`w{$6rr3;hCAWq(i>tp zekZo=Gl*Q+QBkl%sH7;79%Z1P@4cTBY3*vUSKQFw!b;swD1`0}rKbcPHhj2Wh zf?>@S^08^?9heYBOd9Whqz zixQEllMMX9cj$vY%y|q>&&O;C%8F?j9=20XvOTc6b1;wKlI5Ss7cVL^_qi}B77C^z z&%gz+d0Nd!c*oCI-M`a^o;*Q)0;XS4?B!R%werXC(ISPsTI*XRwsTUIaNu^>q|is> zC)Dms4^ZQ$@4uvSm{|V*R1Om>J54!j0`mTft1k3Dh1CHuMT1ds^d^Zz5Ue{*(p?(_$Q*5$SJQwspZ{k~>zI5M%6 zPA-SrwV-awf+jN67WxqV4_G{hMP%yfaAh#B4iFm@+H8;K$MQK639XOU{p}qj>g>u}%G;4g9b-?5X5DN^Mx0ia zk`J)3Y=hZRU~TRxZY{~HkBXK0Kkt zr*=)>P{ky3Y_L4S`bk)m zk}9l%Xwh8gr759E5hlALDj8{9$!Qy;a8ni0Qr-UBep!V>x8l# zX#6WQWssGHpFUrYdA>SWLl#ol0Ujiun_tusGeHiSXeaF@K!;x{r(Jrx952OukBqfA? z9n9OjwUBig*h2QJmrogWaxnw|m{7d#FAqnj$cTbb>_vA_ZZQiFw^w8*3gI#mkbNL|z}uv!&43BAP4JL_HxjQmS73!nSZM6-B3L++1pawV-Gk>fnQ- z z0gL=>eHp}%jE3TxD45p#9ib~dLNFqu-x7l5ho9_4wj})!O*Dd+^>a}NYAP(<-hiBg zk@EvK>S50UXfEVVqyV&Ru-XAJe{A&c0Z9|U=mcRG$1pA$u6fV6|2%-5HsL8U%Ixtig>BU4#Lcj11w!ptcz=!!YO z+)?3rJ>`Y@ow-;%XIh%=!ejVS&%=>hlOa`e?JaaaQ&_wga&;NtkyS(eb(Ok&{7Wm& zf@A7kPf44{Zd!ZI72>vv472DpsvFCwjyJh2p;>m<$SMkkS3&o_cwmduFLRV7R z)mC?Z@^Sk3!?LrzM^j}t*jlpk;qgM5dZ2HnlM~?^M|m@^Y=8OL+Wq|TFRL! z!?d+$e$CG1Wc1y~xskI|XVL6F z$59r|V+)!L4)7BI;Ve^y=P{ad+F0BIBYw!1>ER#IzpOKnmclZuxJ(d*(3d`&3`DJ9hy^o4^?1bYO~KKGvZD$W-#m=g_-LTH?BME7 z?<+Oy1%M3#uL7#k=ltSX-nSvmGB)sLcZouN3fLo8N(%J5{4lX_9sN6gjM`6%p`rPGFV-PbIE$0Aci>$a=Z^eF0k*HOLKtdy$2rO4+ zZwRC#I46BNdM`)+1_#Ur{>!t<6QO=R&~Y2>2H;@_WP8%DEhC-duE{XTfL~#j+?Ofo zL0yo3lv*e1UMfpLZeuX)j9PZzUAfDR-{f&ri@ z_BBW2RFgm9BP2o1{8-RV`e;eLXb_E{w!Gwf3&-CQMz(XmOF*JSlyC|aT6`uRSc~}}Ss)?|ybue@QznR!(H#jI&K57#TcQLLZT;8co4T9o z9C`ywn)mwohfF%nNhZ7o{JftyV$n%D^F*im=~8-4)dRdf4%i$gnTEpo&xB>%d$Kvs zOj8)UIjem=Ti;ncV2Ig1T>;;Kow2wpJLdqoTtEAF@(lwX!^Lrd;hwZDUjv*h)}@s) z)(9+os06c>TL+n)v}49fi^NT(02Y@_OEF$@V#{aUKD($p=hz~?h{HF@*{k#*VQ`nLJ_9bT9?$u!cgI~0R!a2dCu$OSifbW`f zM!$L{2HLiPXY7tCs+?CD5Y3vBt>dxARY=XH4}f8s2B%r42XLN#g=A@^7vLME7pTas z{c{w@tMHt8=XN`FnC5Dn^9`-Os^hPphw?f+V-vSn|X%S&dF$7I-4U)X>abr zAJveIQ-;fK%#Km)h*@m*viwske3{WIq#c<9?0OCYD~1)vGxJ64{uPG@Qpf|DpGN1i zYQ)$MSb`O;TDJGa*Xez9$v43Rh!Nt-2d;%{$gV>8el2_G$U~pS`6O2_<9?ANlr=a? z-8#fG6`PE1)CDBOqU45LIHM%z6u8cs*MM;m?@xA+Au%k3|Af=ak?7b`uRbBRd(QCT zd`%oJ2TBf5&MhiE`UH7O*`jivE&FyZMS@ga&v`&NspR9&m@w1!$d$oGK*}w#Z6at% z8cGQzwDcz#42XhDBqy>oO`Xsu0WNZ}qc@nXKFNarfd%Rnzx`kUlege(;2J%_ehxp3 zL2^BoAH=>v-af$5H^9;l_LmV}RC5vHbs5ty`Jbt`bZ4Fmj@-}U;X~8=Xr2sIxh7|D z<;<2G3e{U&nNb=hu))8D#@^Vp4GqZ|AeJ9vf z2^CAQ>TdmVS4)R$@J`CP;FYWeM~8bxkiN};1sI79?^J*ey1-Y#c$fZkQ}B&aDqPMp zYnVwmJT!;jt;04bT=vU**5O?IJj5EE8Zu7byi{(98iCW981YnOJyLvGjAn}E8ufBZ&Nvfb&D%ssJq@xOHB)Vvw} zBK@YM_C5PY;fRyFU1b|*;`)}*A_O<5C@vd|?U5;`2rAlnl})jh8xLVRcqH$KQwRua0vK$vQ!>e$yktbS>6Lsy zMzrB0=_rvs{@YYR8lj{E<$FL{^k>`S+iG(&M2O1+t3j-V@}O1BaC9<53;y_-W04lz zOD+1@;=u&j=U}!e0Qn_KA1|Z&9A-K+aF$m!=^%s!JAkgx^piE|l|AI0Z znEq$Uyk)F)2Q0P+9X*CvWoxj0Z*Ecwu6vuTK~>6R$p?I?reU3UX<^QqqsvxLyIFm5 zP2(2JN-M<0#WUz=FwC?3?amk%JzXy!=lgTVQBJ9>m4;4_O@_g6#wsR31Tt$^=gse~ zx0lRGUCHLRhxN+T+WK;|UEbHcTAz=b^~%+M^JIL+)3m)@#Q9#1wB7Q6Y3|%ed zl4-3Za1w@eVu4)>6;b%-2yeXRyfFd2U&;l9ltFq24GUdawqHb*Yqz6)hh|XRvlnoU zZ4&;|y6+3t=gQFY_jLQ=Wq)I^#ddRKA!w2LIH&a}pkx}X8<2D__49Js^fX%mU7$*_ zA47;=s3wGF$5yqsR}2z1%mY%;yKhG87pVkLs|sJUZWt_+%kJ*d^Y_NI^XK}*^cL?Q zkf#<(J@$F8)3pwv0Ab$6pXLMp?(}n_AA_>h1z zWo`+2#ac=ZGNe?auwS}3D#N{wZ~_v7z~t`+#h^`HXFp5i2GlZ=HA|(0sX8&U)9ju! zd22~Fqt)3?LGH2nxT;-mrgO;bA#==PuNpRo2zAyE3|LCYugRzBcC_H2`Q^7aDOQ#;pi4I%zW^}&WF8=5>nvMnb-nXJfV6X_*SK_nXTbut?Gc8QlWb1r!vxmZ?u zID;HUi!5jlL=d4wGhI>XMC!!Jygt-UQ~jrKX_|I^(@g#~w((TNM%3^vVXa$fnMG-B zNh5Yq?79xl%^}V+<>;rXb0wk-qFg9VQ<6>I<+WjRsWelh zq=W!-k|OK@_!21Tjbd>d#b0)MvQDRO9l-t zDvNBvZy05y(u!(ThNvw{0bEK|)R4;6Mi>k=O5y52!a2v5rl9r%?G7x!2+1R=+(c!X z(@;Z20)%WT&Rs>xtZ6!{`atyivYTkou#+_-<)A{P*N4Lkm z(jrzuj|0`moU6#g5J2aozWOG?9Y{?Bqo;whAXN7wyv%n6JN#x?ZlI#T1bS~PcN0T+ zp)Hb53uX*A6uL!d&v3~QrG*9o7)Rf8bvSZp8yArSuI+OiOCLL)CtMlbYOH%-Q$fZV zrL8qxd0YrMLv4gQK^y_wJxZ&JX?$TAcYrm;1v-eFv8W9*qF~SMRDzGU>PU+^N4T=< z^p9gSgm_s`1ZG66C5?^vV@;{PKlD>jO=q*w_0Uqo?avPdOlE*FinAy2Oi8(1NsdvI z0Qe-{4P{l?#3|PuF+ZAIsZPb0K)@HVFEr;?#*9(3+7EaBZ-SRZp&-c%7NxR>`jZfY zB&BNp)bi@|BPgXH%*|61m80ie>hJau_|O`MwB@~cr!kvSZonkPC*P9o0G#bR3f_fM z&|W?-sFr#zl0kla&3e9$PNSH9CvUJ)*xCq>CXT+F3J$RhgGzq9KQQo_Yr*AKgq^7ERSA+ZMZsAR*#5q6> zBOL24kWey{93>99EW@PdgjoMRf2(XZ6~FVg_v%@=BQf&r(r6_6uJ{~z1$ zq{BB1DxTvJ-w<=8CcbEM?hL&2gEPi}k+&JR0YouUqQT0?8^)B!EPPQo$AhSR`H)-r7`ky0aq3EO0PSV?^XH{s z6&(S@YX0cKbYsa-J55B}PsV}E-AHYzD^T6SI=TLLi_D zlgmxSk1%J(fs_#o&AHbemhKLqFEyZB5SR2N)?&*>$LxO&^QuxDLf-;Gj=S@VD zh!yms4h;ACJ(keS_R#8Xf{-mv)` zFxCLV1+>Bvq#r+o_x2Pb2L^ea9p-uEF>JUPH?{4Q00{i%12I>?qwH~bl>t=Wj-Uh zUz)$394s#n zevtLJeYf^%|F}I*gTeyo>FLnB<>6eWIf4XRRzR9{XxY&2xc0r3JZ_;SL71t$)(bWK zf{D%F?CN-ZT#D2(&&!(c9GA+xf-p7?aTZFu?&{b{1ueORq>TXF*9^l1*mfT6xtg^m zBSm!F%iXiLQ2A^(g^+*2{Py^p9m1HPuZXdvQugru8~GR{N$GC=`WOs`me__6Uka5m zb3uxnYqh=^gKSofa()}T6PHQPLc$zj!Ie2hs$aS=Sh{YJ0#YD2&8>lW43fCK=p@m5QmpDt|9M}0XM^ zP|{g}{|km-FT}1qc#1m%f~0*yk+A<0jOgH$*IpRoU-yHaWyA`xAtSp)g|?>ZI~zMk zI(okVb(o(u6l+4s?!5Uu0!!7fIwr_J9-W`7{bIQL?a%dAy7m0jLRHIi@os$ATD`H03s71)7jh<^W!uV%F^=Nns`C7ws>QR>f|foC3%6U5g20- zL{XEqB=bFGpaAXCD3YZIBm{tZ^|h5aXJA}Ab;q_v zFW>uZhGfjV!T?FcI86afL<)L*ZS2rSJGmi82nob^q&f5t>~|x(8;m=_dq@wIrI?t{ z_A3l(G^y&eLdk-rVPPT&mMsArG-0f3zzh)41n@G#Er?1fQJFMVS=0q263b^HWR<|# znY{$L1sHn9NvY=eqfydNMk5Ep$V@k^mKsyL5-zl*8*NJ4z(MQBKXpvi;l^e23sd3j^+v$6yaO8$$GA?;K3!E&gP-BZc0W>p}7iS$nq+93p? zhCjF@B7)?Die|mX86eI}Cnhq;uvF+pCmY))It}dQ1nD(ar}iE~2hOyc&GjU#Xmiuk za{{nRGo=iZ2QoTAUX}KhXv*7gIR-87Mb2Cj+|j*QYP0SaUNc= zfCY);QnE4&SGLYcXRwKpP$v}5K1Q|tzrivzC{nPIOfgeJ1x=H_G%m5dlG^B}IY!|6 z^papxFjuuGs@+As+rMfkp|)IbH?QJ-sGUHn&&*sN(Hk_wH%@J3$VVgRG#LAY z*kM_C@v|V$<*wx8B+{yDk}xgO__2v~*hv~AP!@upz;6VNOGK^>+=ve^3M5^N#rY%l zG*vf5B&f(-)K+(}t-)eRbeMtu0R+)b%5^`|e8O#cZeG*_HR%-bk|`eD<}JYLxY#j~MI5SD{!m`?SD|7ZVH1A-O%A&aKG z1r)}pv?yXpuyp*t&BNudiWoxCfKANhTc=7^FtN|WfGM?aU=G+SkFrL%>WGB?ciZ+O zcojvvciPal$Rny7A)GhJFo65bR%<>YU+A@yZew@H)uQ76P#lBJO!Ov!Z^(ima-vFEbgtu0p1T!2{tt zMCp~NreZQbNDe#NY={{0K%3y0-=k>ewhrr9slnBAV5JUav}{OVEZZ6;OdEHlDd~H~ zE?4r5$41|8 zqTZS1rzfsD^3<9052ZqksL$1}fx)Yr{YTF&cn73)`IN@lvT&85&v5eQ$?#z~Kn9_H zZ(B#b&@q)+(|eQVEWjZyEQfho_e}fKOkk(t87_Egni==QtD*cC)F*j3#D$-q`;by! zZFo~`TiSRU9QRo{j|QBM1Aqa`@rseuZ45#%GF%&L9@0BiJJl_fp_hVc_kuq|Bsp=7 z8n_d~wdj|EYn6{Wbm6$++gECj7=kFu*?LI2)9&-1KDn8W|F?QSPqZErUJ{v3+fs() zNh?i4{i-pw7Tm%i!UOj^MaV28F1HVs3z|!zrzDx=e|NE%v11lB7?SN03VcskR+%;h@CBk zvZr?~M*0Tf8Zsv2ZKCO+`mx#Rp0+YASRe|F%=}nYO|B%qqSE`;gKJ` z{H`p%Ch=d6|ux492}`HHtb8mB^{4vTb--BQJ_T`Qr|Oq5&+JyY8hNGaomG zCOv65RKn68c)l#il_xTdu~Xk*aLR}r+I*pQ^()4Y`hAB6S{pLWYc&{PW}MUEWJVTd z9}gEr!3t9s=pn6EKjzFrA$4UJ=nZXXE-0?rRtJwopo?_7Z<_NabHJvprn;X9uSnLT zd{;o-Pf0WJ#;C(?XgHFj&s-MTGO>@F)yi+ZBTU(|R|G%lThpb8(pCZ_x45@fV+D==+Jlvx zP2?Ql&!M}O6EcI>&kRo(D!05^cq{X8yQL6IpG#(D{mB9ja)Y;F=3kJT^@gxNE=^Y5 zG8rE|Ewfg-Ow9xTfL*c1irQ_uK7ag%-e4hfKC(?2!+6K@cw0y}eQzu%om1gcMpps_9y+K=3^nm`6>Kmz6cU1?`UEtgz{t)dS^RrO z$*^aqAhIv(eCob=sA8|bYxB3AH#5lN^tB!Mj$HXi@`4oRIeP;!eZgK8ZRdl|Ft7ym=k#QY!5KI#9x z|F&srR+Y3xVMpkht-Z59nHxENcx=lfHcI6a1FJ?jKmif!3>-2i@%i?-vFW@%w+Uki zObY$Hd{C_kt*l6XBTQ=B;M%p#(H24C7deeu^F=#qZpsNVO_>L&|0U+J+U?qL9$C9y z9^Rhz*66s-oCNfE|Hojt`Ptq+jv2H1T{~~{wzuc)`uz0xb%^V6f3-m0a`E;4y!aS? z{`tPkan+8Jus*yw{F#l$oOP<-ML?6-L(tJM4px-0a5&hnd#Ay7CGpt*hcyaB{S60s zwOt@3`9XAlUKOz!RANeik#uZm}xQX z^!>XDf>3|7_iXNU1r&fvWn4OyK2jQ7XjaaJl>r54__Hj0yL=s| zN=f9;b|PWi(b!sPwtYI&?f`zaJwcWXn|4;fPsC&3+}K=F)BEq}PJC|OVBXo=9s;^q zONzH|K4}w;m8^0>Hh-cVgbz-SIy-kG?64qYdh*bTMelt{o0qa#hnWBc*zd8t%O3B@$C}8S0XF8sIKz} z5VN-%(v){g94h{0Ri}O5+c^EoHbxu+4-*IDlGC9?otoU)NeOQ2(FS;>H+$bEcJ5M^ zr07b@oFtuln;A)I`T?EP5nLb$DU_u%=6Iu8%7y3yp1DZ~F*NPx4-kJODkM?*XnXc5 z*rnlwK4Drk)V9&_K_49t_49gC<{i0uBiI4w-~~pIi@b#>B88RR-%R{O_6bphC6!0=elZoCS+v*2b;@)Rc{Z zV>J1tkES65Z@ls2=iZB6wgpBN_F{e}}K_-qM3&LqRD2BrWHd`m6@df;z68)^Ys;*rfy^wv0 z!DUnuBENY(tE?pSvR&;Mb#XMuza#C(hB?$87C9!}Y6V9^?k%yAQ=IcWG*!}vv@O&H zZyT&FG34T1LD|97z|u@)<=A-wN`xuT&Gto4{)rm)$$u8G@G?;_<5|KIwd&0cGSl6$ z`zOBsodb~9mpupl_0>qmSK>|LNv&zsrbY@>Li=!!rjw4&ldswr>_2*9)+zF-Qb|yG zv?ut3Gmk1e#Q?{$F4 z8Xt|h;ar`s{prZvUKcC<@I?)p9WJUUA}{?Qe3^~m%NM4Gy;i(ULdSTgW@1j zNWOs#UY1Zt?_al?%t1((1p{}RFW+{q-TLFszuc_1nc9zv-Rido1-ccF*~*j7Ue9-K zYif z@5W4f0t}=~m&;%=K*H!70Zh(gr!WeI#gN(p=_Ca^Zc}swHTLhivAAK)oXiTl`_}OB zS3~(w>a{82LA8&meDk3WyCe_s7IDvF zkc+dia;rp;yr6^B2R%1nfKq>C>f?Xf#S%n8)AK4NSR< z*=KN+IN}E2>NyaF#aDE6>Vw;r-$(-& zlS3XJ@{NFj>~9U|k~wJ++wn8yIaXS!i|Bgu?;7ApBKYqIrvR8Us|6c{{UR%~LBi<| zqau=0e?E>;MAPqBD3aPL?Wfd&@i>Bw;lc6yuhmJ68K_2)2GG$9&JLfRwYw}P6|W&O z%d-TMzzjGEw>5-)9NU5H*9?9r8xTyF6@`Zw+8e05`jjAA)bzaszN%9cq*1o3K@|YD z&W7isBdJKtM99@$PJa1aq|*myeE$JA^derYl{oo!g%H|{ zM*<3T&rc?q5*JJkw6v4l12KSaM?$1db_y@X+fgP!DX&X}{#`>t2tE&h7o+si z!MlVqkgXxm`1lhb1AwCgLVJrRbNbv4mY+QT52hVq>Bg0903cU8+y7~`$eQ`)4o*Pm zY2gxE=(FuNaVhlyiWy5Mk#?;T%_bw$bY8W@Z2_l6DG>hTB^1Q>w?X+)FPvVDEA*K* zY>UmHFXFh)=a0X!5!~f7MB*pkxh3BIS`NYTC`K_(#o(V!1ClEIlnw^+%kOJHNFPsCPH$3?=_|vCgupnA*r(R2*D%{;tcsOMg7h3)5tYDms zr{T}Xj*(%g16=DN=K6p-Oe-^4O86zw&NLVQQTpr$rZVq^ErXFGLKvpMtfbW2E5H{+ zsc-L0X41EeC0qUoE+w1@6ViFt+x`IHGMjr9Q)T!uz^bDJ3r8^6=BY8kgF(FTMhx+2 z{avjq&~UTKnmkOLV`TVPUv?6<*qPp55rowm>u`~=pPXT*c&?XkkX`;8kaSg4lYX{Q z7e{@~6t|QNHn>PW$+CLDxH>oAnvm3Da_bJ>Ao;wj`-nL%_QUn9$@|ZnZN}+u450Mg zOVmHVQTfIGnZdAoJeAfl$_2Qe^u>>8M?<5G?H!|Dv8}-%Zf`$cTDf?y_rsoJE3D6- z+8J7~u0|ce|rs2x4=9m<))fF(ZRS`J+}oCT>)Acs{=inPj#c(r^V+!TLf!P9=+$vYH%yH^ zwZQ6iznzzoOlV)Kw>djDz8t2ZsGjb4x|-Sf6Q`pmP& zG5mzI8BuqZVQ|>^aSBFmB)6#*4Z=@*pUP9xV-<4gs;(U1jU&kTWM8lm~N3ph|7QZ zCFp>@r^I}eJUC!7mfj^5RAi0?dVEBJsHGYP+LeA^%X)7d=Uz*6si;Mz^pWuDe3>U^ z@m@V@(r6yD`EjR+bV6Da*=*-lSRFh|*!xSmmQC=^y$7%JREb8}dp~=RL#66(r#|Ws z!E#eBv1ecd`L(j3HkP0R_TsN2euuB8zF9J0t3aE5>NXs9D10%$-l0+lj(MGF0PLm+ zgA^pMnqo?DF*n+xt zZy7c4QqpJuqA~=e25Fz4E~-ahv#uzW4sJCo?lD$M9NLcBOoku&3FOJZQmm$%0&bW; z%Vs0XkI*z-YEIt#&LZ4-J&EBakP;vtqBwRZAWEC+TnC!(ItraVXu%|W3%A{mRBqHG zNW7{C9rOBxJ@o3>I#&1@UZH@v9UGv?K7!4!#!DexhjUl;z>=Xw(&@9nU1x|9xmwnD zPM3@2_Dih2>sdt?6+}yB1j$+=mX1<%pcS1O(MHW-`)qE-BIruN4h6|@>$9Ne?4zn= zCRKLBbZVk&`*8tBJkcrpc_LTqs#|J+umfeF;xxlMm7>taQaOohdQ283qn6Tn z05?E1%X3qR$1>#t&TKiLt$IB;*gwaz)Vna`mzIH{w@AI=U;uCmNFvfcivxkh1~M=q zv!}Xd2K9O!(ua_L^`1Co)!pc`b+BW0*b`KCEjx@7hW5dh$l*tGtRsVkvbKBBV$MpRS{ z1`i^GU@;`+f7l9@g@Me*lDTdpbg<-QuTO+zY8uJSScvo*1Volo*>~>_RBGqnxz%+0 z?jS|FFFzA6j%Z3}gDn2&i!RPJ?N;*=`pa@~$G#Io(I;CNHS?+^j$aNP_2RyNmA?3q z`74sgKJb<-z77O6TI%~zetk^JDkbP@rz~Qbkxq;FsV1O2KkXhK zk|Q8Du$M`h|LL&XHRo7_w!C;v!t^KZ5069XvjD*Ss)DF(=<>p(Qm z5Cc$YV#BAaNO{i=O6cjI>kQzt2$;4g>j3btk@fb=_p0A1YBAei)XM{M;E_S2IOPBo zutg8xBph~PPYv9M3anD+ZrzHu#3gME?rk8jJ$H^lG7tl=?Jz_jIDQ>0(+z6z8Y*$) zl|Wt7E1$qz$g}BhMyKP|JoFe$Sf-{al9%J8TX$e1?bD{;`->W@3{t-K@Z{$EFFk4c zqpq4K1lOxRsHWw)ha*VD_c~M-Zhb6Q_fO~hJ^PeoU#d-JsvoVvBhuYV$F?ojzRw-^ z=ii%SthW``yJ?1KYB9;C+WHek=;2Tzg@VhD4P18qkxyb47iSB+m;3?Y2$aLQbMYuaD! zC`<`E{%nh`c1MSFZ9%4rK~|oT&>&ckZTO|-GIyeOn-eh_Jf+DAUue{ z8NYDFq(n`*Z`h?J9p`quayD~6V2eQ4kN+~$(;m!CTFDDLFghhzj#fm(W}5u^bhDSz z3tof!f&uHmUrIZFkkQp_H3O$rF#b9_LYM@Px52gI|J{PQ5WOO<0A4Cs&e8W)O;Jr@ znZ8%cR>=O0D;WkD)N@Y1l7AVD?1wNQ{|J1Y?@x8#N=W7r4D< z5?8$6(w+HBOUepN#wJW=c}ki42{TDJZS2XahL$5eeCZOm`;=I2g&(_99>8_5IO=D; zvxfMV#Tl%eJ!g|~_O$w(?|gX;nz9g3{l#V8Mk7G5nr3#44tU_ng{|EE_-@gpyF|Ty zh)9YKXQ`-jj*2bn;pBZy{_J)y6Bhet>y*F+@e>MS%f0Q~I&Iu{yib$2 zY)R8M(w2^>+wydT8(g$QKJIz!?Gw5pJG^~npk8odwoQ_ilM`{ZF>&f0Rzs{sC_1`y zV7=P8AP(vr(ZP)dZY zE^7O$6E#kZFJwV`OB<3~J@tW^(1fRzhIs`YHPw6GAJQ;szyh6#4})73I48C!pTpI; zGfzGz)?i5gbKd_K&y<=G9QoAoLpc$7+i`}xCiniJ;hqY%ecDBS z&aqmK&Dr=$gS(Qd*ld+0=>s*S^qxz5#~ zigigfK9`B~-Fmwqt+?-?9OZ3?87ewd1f=$SM2$(9pUq= zs|3wzrxI#l7qTVduqK)L?CspsIxI~(aHt3=X)%M?K@u4TVbkjaNMH{PB`C)UWr-x**{lOfcjs-~HNJ0>KTJ|RbOD^NOUUD7 zk{MmZp6?4KaL5|H$@eT%8Yo0GFpYE?y}n{Dd#gc58q%|7d2kCK6Z6g@;{Iu=hP}vg z@+V%a`jBR+V`Diz0dsFbT#V7H#52Q3eoxwaBob&i|fg z{J$64O73>X__VSH7K%>RP_#1m^mKGkv?AsXj!yV&Osr6}QpPr>PG z?p?~CvI9Dsyn%#BG@>9q2}&&^c9Ge1R4Gk#jB*#Qs4D-zh3U^2+(&vGW|P=QfsZf* ze{O&sF-Z}U7%}YQ6X}LYpx?Ip-0%}MV)w#>GyLYoCxJ%IaG-H<@u~X9L4m@drKs$V z=xEx9K~{>va<*A#?aT;D{|IRph1WTWa%J>AV)+= zDt?kv$}(ajy;BCTEk)6e;bT5l!B>!+!OxumWPMn6UxX&*iV_XN-ZyTq zj~~V-p0z*}&%^&_k9syiswiZ-STvD(-bhyic?$Z;9s3Dj9F%1nZqi?_oNH6nJ)xuR+CFwc(8xXrZM83ZlNwC zhnJa8q6#_zw@_j=mULQc`O>Ewhv4j4cTXhG?vNl3e-$(v zIy>AW#u7)Y3of!7Mg_|h2e&s?G8K`WH5~3i)jUslqjE(dceXok^o>lxkFnAlkL=7* zBT)yX+H%$phV)WAhPDgo{3cRHu49}=0B!7Dp(|`k<-K*x4;7~6qg+RO>j`dzabxHY zmo5VJ9m%hX{0~HA%6+SFjiW;wPdO6SaDSPEl8s`HDMrnIX&On9asPq0? zW!67ip^eAt?E~?fX8&lH%#@-0uBN&A+3%#~XOW)jCVt6i%DKOWUEh7Gd9OQat?!uN zc*QrD?78)nbLPJ6Eb7)?MF+>GzzsEBM(MPuJ0JM`*wfrmA-gq;rBg4;iu>M$TqLj^L$HP*Q|H>W47IP_2-2B$T}8FPn)K8 z;sZLZ$YE&D<;iXD_Vf=YrZ1!J)=H!Z zeJ}2>`&a6HCFT4Ve~y&ul>~+Ee4y;Hk?~o1TTAj|0EO+}TBakNhM&%rYAi^M-;Y<{ zv`18+`Gx|rfyU?W?`ML3zJLT%0hqq+S@hJ{MDyt-k+)}~<_dI1QdVD|SNrGhV~d80 zb+Fj^Hy}0E9v!#ItZh;e&yy{io4r*R8QG;l7nxXp*YKtY_xeoFlhzZOydhie_Peyp z>?q?Mt5bi*-bPE{N6t=uy59Q8yOCP-$8%%YE5yZCbgQqHpSBIzQ(Vu0EmPS&S$$b( zZv>*213O9S;OSXaKpw>-hwx85VyIl#6iSez=OlQpIFSX~ zW@Jb@VFg+9SObaVvbO}G_B^RuPB_Y-_^w(DP?{8sLJMlj`oi4k(hEbd`BDb3!?7<^`|QM^N21HX`G#hw84137Hc>n17Ut^(CO9 z#u5+8>Q!KOrM*u|VxZ@kJ@SdG3MZf3<$s%Uu5^~N7Ez-&0l{Cym|y{Oo9vPogW{^H zShIVoe9BHEKk|__!Cg%4g~xO9D%4)8?=PFSREabSH+ei$iI0r5al8(Gx_1A|e3;2Kb7RW`#GeVxHu7W!BSQ zj-qBlZDbYEOthv|q$W0>cuF64PL!Z5wS;xgxK-ickN!@ZW>i)Y z6=jn+>@Q(wI5b)wm9sMmwvf)k9hS?jHTa~JF2@#uXTTPoZH`Z$&3?QoJxJ`A2x;y` zf>rUUitD~`DC#G^Cgr@Pe_8>Gma$*fnJ=t8O0pGImq`K7>x;VN%4CfqTK^4pAq%v9 zSr3XD5D|j(#{zg>(hk7U`nj$To!C}b360=Uib?ndZ!YD+``?m^o|W!@`+phOng46i zbgi|Su*rhtom;E7Q{(`0=u_{C=c4Fhpn71$owzaK@t9}EgsXghAeO=QvTDo9Cl3Is zkThj~Mcu206ikp2{f~{;L9lq>%pYk>`{V9>e^+i8Od?~cuCf^an`?W*cMV1$`5U z;ENd0CEuxkC-!om(1t7HjZEyEIdNh@Rs%0P@431%t5OuPKkmxKY;IuoHTv;VU5^=} z0xatxlgun$3x{ly$YJb57_f^Vn)OJCM#Aahg5}Q-)e3^i3*FlwpSOPQejWQYq z)CctDZ$=~5N!9ApsduJK6V>gq{zRp&?nkaJ9y@XG$V|re!tPJH>QA|x-afDCZXa=R zBL&%mr>GMqMM`zLIXK^cg7TnKtMxMzRm`aXV{6l^Yju4jqpjX8KL#L~Tivg~YoQ1r znt*g=qo<<(LdD6LQrUvuA=<=dWSNrmvlbho|EXn=XtN8~6#fw*b-p~zqD0wOxG6#A zL^*_zrYC2QmdnWozlv`PxIWwuGf!mILNphq(;^KiCB24CU0%8>tDFcgb&oYqoSMwU z9yxT!JD!8ehnIw8#kH4|!fUVFK<89gorJ-D;!$#$o*1y*s~LDVbeqbv*W zQVb;~@w*YA6s)oyBu*V-NH$c4^J-2lqvVoax<3 znPduurn3sbMh5G;M^|}VzEpR9{&wPgu?NI(L>LG&fG{o}*kW~^6i)+AH*FaYf&3TL zvym9XaQw(S%hgL7Q)(8iz<(t@2BMG-13n5(6eiC?6(z&Q7R}y8>DF^p()($;eAlX% z4vJEa4T0PNCZ4=tru8qzX$@Y3R)Q@SiQQRj z5DZ9I0N(*(D6HE}R$}UoMj}esLplsw-oG%by3NsfQCZI)Qp&Z%Jvb`crou)Cs_e)f z9yEy`&^QxBX@>VMg<+kam%TR&3WOW^N)T1aol#6v=7E;*f=5Ux@Bq-J6~jI#CGxt_ z3bI@yp2B`N)^+Oa7x zIr;`op%5gr&si$^rKoDb-Z+;2?<~Cq^&5;7%vK)TMAyomV}#ibre~+8{3-A|3Kgqx z?pJ~cZ#0uccgyHm3u0x2Y)hW}!yju}k}*#jvn-=wegm7aA$tlU%;@yB7x{@e{Mzya z?<9tzfbZfI-32>YdruK+qT^DcCHJZneZ9c31B;M6FK|V-)5<>qP*o;tAr>N8+JB71 zrnUTqA?zL2^Fp*iH6<}aO+U>4f3_g0>8gBEjj} zi0vo=QV6kWwgRC8oLGY$C$&SNDkw;QT?aYz!=i7p zx)91FW!7qvXR1O>Ze!e(els=UXPT#D=va(zUasz*^q}gURloJCiw#w@4Iy)h#AfIs zjt}2oJDyboeUICmsH(-(+gpMpKYOx@#}3DX@2e3;a_mHKwWddZ=SuFLPyrmsaP6bN zsrl{l$%SQ+NUC}>aAa+VrElrRF@2XnkbH083Y+ zm}4~vUL|IY3oAO&-arkDetzcBl19T?SN*_!w%wLR=~o{f)@WpS{g+zJ$Wj%~N#Y=O z+@d?jW@1!RXEvoakiD+_NmIc8t4iuT9qB|r@cc}#UZV!h&5z8m)qi`MXFo?^yg@u7 zd9Y_j8oXmLTgSx6oeUB^ayKjX?)-aXv%}^_ujh68V+x~0b3|_(YAj>U^;3Flwe6`Q zJRg+k;|c2T?PNb-G*VDFi+NUyI}Yp1C#G|(jIE!=_PK7TwU&DmwMBY;65yQz5ip$| z!10tmV`Yj_6UQmrPE8q84z;WC#d?Fubu}$W2xvyl?$qdeOrMzkHp-^kQtso~*sblu zF(}DfPuE=2jbs$x}jTxFl%PO7^Rwk{R+Fa!g*WiT&w(L28p&@Xe!!k`i8+`?| z#L#_s_2~@_dA|r48bu62F^vG|N)J+=lfQp012ZZSMjUXWDGRZcWqSGM&QnwIO=0pJ zXxX|4b^O;Mg+L|E0Z1K3C$8&aPx0kD zv+NJ#GM77^SP)%;z%Vik1<+cAnLRCRpU7=)93s!N#ACNY%vGEgK2W$h#Ma#3h8|@m zqd;}1f26jn`OgtKl?Ji7LsXWZ#Cjxy%^0Qg8K72ZSlBurbq*vF>eTp~OkPy8fEFT<49&P$^PVSYcn?#$}yQ_W2Db zQzVv$jTV(}5)v>h5pw?HZtS5SUYU(6DwBWt`aUg4WzfC6FMB*LuGk-RQc#t>p=)?_`3*ZWjrB5s z<-z!JLnexu((#l)VChjCXVulosrDBQdv2jQers-agCU4eVw11)er|>t_&B%rM!$cljf`%xaw_jeNC`!y$$BC~WYG)DD?3`aAg+ zd{Mc%m^*N9d~gTqsbxs^hg#yvkcxOZdb^#OI+h@Hd?lnmcvhvC!zKQ|)lInozo!x% z^Nhxs@FTQdw*FR}Yc~%5UbZd1PUO#~pOE2_II>y=fxDObb8%+=AVkV%lvi!)e13}jzhzQSW3CD2#pT5Gbcrdw@hm~btEwm5f;APJlu z<&r2}(ito)`%)v`9p2kB=Gem7A!c|_yaCUPH`W3{kN?Et#vT5G*QdB7{wHzI_8-JO z9pnGUai6p!vN%llsp^!yR#m2r__s1js4+Bo+4dk>`8Kc}T{yDVCGj3x-QA_?Hsj$F z+jV;Qb&wJ@`a(Twvj+9KxGk7^7FvUw``y*u-aT|J6j>L&5_S&C3N$%Y!QD~B;NgLF zxgHZ3;YIt55cW}Dn`(-1Y>KK}tQvRoVXsh!V6~Fnf(PouAi3ncF zq7em*^P1wi_<;c^+hQmI4KdMSHOR|)q#%h3Z%i^6gLpA&+P}!D$;&NV>DbbaDrRIT zoL@FoY1%dF^=Uae(`1oD-uBKM+_^NQljrs%&-x%WUn@5oc*ex^B&1sUT8vZk-r#@uGQ#aTtCF|^+#VFY8 z?5eG@QUiodtxM~J2@sJl>ZR||(bv5P^Z@m*Y#4m?lle&8+1`+;jMm#OU3+);4)mXP z%~|)f>ZxWjLcM_q*0jEK_MqdOYNL2_!>0W8D9dX1TZ zD?mclD~tFF7?fdgf!ZA9Uw3s@uxs{-@MgQ|)wfKItODy8RfrrX2zKv`tNVbSK#b6WeNrTG zp=r|kh4vUxau@!QiTQdXEq@(FRjfcwNd3~gankHf2N3U&CmHq%qwMxk=2<;x_kc|h zUhLFhhj1r~`6IZ8UN3J^Jeev_aM~?NgEnXwZaj?@s@%eNraM4)VpGl}wYk?(T>MQ-YeZm;basXk7iBp)>}=z<8C< zqEIDanFd|jhZ0dKFlkjL!X%D@;Rz^`-sWyFtF;a>snt*k=Q>odHlxzy8)LD%(V9+e zO!J%U=!V`6;z@>|c1L?)_EIP|R-2|_yar;u++x|BLnOD_mE54CJ2U+ZPQePBto@6W zFB-Qg@6fg7S2{CIx2UgnB3k}guvIvpcgeB)vHp`qg(OWLIC((li`DJsJfRb5u7t(7~E%5<9eR5Y->Xq$Tds6NDK2Az7KDLz@I~ ze98OQXZepV7yNfF7Mwda0LrNiUWsh{+9$VJ(#MyFB^CT@*m#Ei{>W|UK>e>9>ooN? zelrC-S@5%kF7 z1Z)PMqa!I>3HIozrI_ri$*=OgE_Jju^G}Y^P1>v?W4;pRtS#sZw>1M++{bLp?nnUO z_Jn6*?0Ba!Gf|b!>TpL%aic#7Jve_>8BO5Li#+O*adA;42F=9VNT|)%=#gv%Dt+pj zjJ#Rar6Cq-<~n34Z<1299!cRDF`}ZHjJkiBJkfv>Es;G&lC0mm`1C+DfB-;OgSOwg zk{Lj^{w#2>Xk#e3I^*tyF1VkJ@^OYnwQwxB`*Gwy%4NVh>AaDiq%|>Tqw|yxrmIp; z6dQ982|@6%R15QN!(f=VdwJ|J7;uJu@xff+zEE8_cwCSFf_+Twka>%ECGsqox=H8S z?}&a-xwYiawwY^82>>tGne`9fk4IWXL|R>d_$D-%B_Bly8%mc#MxIp3E!CNsV4+Fd z>x#i0e9BZ1n0uNrZBRy=XrQ|HF&ab>St~R<@Q=M=Y>=at*_?CcB1#gWWHgg6U7HRy zx7=NoxySWj87E?ux}LY0MKZYc!mfHFstJxq`42BUW&#r^0n@AwKTls-vE)*nJX3u$ zyYn6ziaoL^tlC;1&GhdR|FHye&hEMaV@Q9UbKA-g2 zH#oXD5}Zvbe=Zk4Ruc#oD7httai40RN;%YnhZNd9Aa;Cbk{M!=lA*zm*cXGOjXkRw z(4#E6u`snT20ZV(n#Jpw#fyO^KWC0vX$p?BdB(63%t^xsTRltQ;^ypjIItmy^Rlac*fmYH@cT)gp^8|uE>DH zDE*T}mfCz*_0#bOrzE%5L{}tZV%$rE6?i#U_sAxQ zYZe_Qm(-oN`-NL`+dDbE##=eP6!cKYO6}@5v;8%KNLuL{djmVJ>|>*A2$t}(m$q%_ z3!I#cZQwu12e$vf24G-gVEu3HxU3pCqx+je&lTbqv>k-K}RU1smKNl4Q@A@&K`53Ly)mT%Jg)-jV=$L*20K0 zF(^D7U2qUY5ax>&U9$BPx;duXUvmI+i^?1F1Y_h({$MpCf|2{3t@^*QBpNy{7 zjs)G!N76GF((3fw=YD@aTu{n>U&ro7HDhaQ|J+R z&n7yb^pXjGdkPRhVxjAHy%1ORL-vPVT3q)As}SJx%t$22fPx(u~#+`k40t+*tK0hwEucLs!Unj}%NFo{bb^iLqi&zWEw zff&Kai-2Rt=bR#{i}^Aw{L9&3Q=byhl8;ELX#1clqpM4w14bdeu;MkW02&2O^wWgU z&M&V9QwktvF36ZuH&m@xeumQqAe(RNUB7LVC5TrDq(eS7xcoe?W*wcrHbQ0+jv}sR z>4mlfPZ3M+lrmOZj1qce2yZB@F8kq;DPQSlzV^0QQA-SxF`SjYv_!KhJ8y0~M~op?6OgD1rKZ`(sVf$ld>`GkYRT|(BFEj9S-Inb*+Mw%joyEp`sLBy z>CTj5&AISkm|pP(4V{1(bIeLefGTbLqS35+JT_pcH5A#UcjH{>E^2s4XG^>k3$vKLHPANQ^SN;b0YNK_+^B z1OZ=RgbSdysVsJ@5|BZHulGkekri45p298ZK@h@x%u^p{+a!UuA^ntCx2dhW83pe< z+o;m@al9ZYfD$k?0VYb6o4!$`8OqU!e7yjStqd-d zwE%Iuqnl=gkcO}rN${!hARw;%6&Me(5U>jIuURkHouL^Yw2wR}dTAyHUtk!pml*1o zK@)Lt(!jhhMyy9P9_+g^~J$?(AbUrUJ9|(Ty=zsW(1se3%pw%?xGAgODJSj z^;iZ0l}3b@vc(LF5=X8yOZsXVl8f=>0CP=)-A*aOGPUl&%f&pt=hibaY*ahkY%n_xgLMjb^RebxHaS|jYBCv-;Qq?~GIcF@wicRp*3QpE6 z$z2|?)2++sJ#Tk@7+^u;d2XxTO2gjt0%kQ>q4o|RL!vCVfqbFtx`~2b>gTXi;-{A- zdJg~!V{-TpSznn*+8kJ}%dDOoAUA>Zc@VI`pt4S^BERS?fpVh7)1Nx3N!^!)Kc;B%n=?|Xu*u0Yo_4!y<|jO4WeCc|CTF10})_k#Pb;R zM9BPqzLv(HZVs+#+0y$>^}xa?v%Tz+T*E=UVwrp@M7x3yR zAJ^OLy%}q}S2fVUraEgrqt8GP3XxF+7c1{ir%>u@j_>TA_C|x^NuQ+CF3s|SaTbBm zYp7rK2HZ$1BK}n$DxC7TjDiq_7^Uhopk3*-i8m9210;6VJgh+9c7_!Q>sG;Chd8-b z@KwF6@2Ex3F9s+SQ;y#{@^LVcXL5@WnSFNP(cOUOsggH*qZ9u_CKE&ff+4t!b``f^ zXcN9$l2vAH?ct)^GFv(+T$gAB&^*p@ci8U_7)87iXlj3eS>@xDUn1GEj3-r2fP&>f zNb}$v8L8~z$eUYbao{M+x=yGm&7w}BemTy_d&bq(wML0m5jvqK2Y; zyT|Xg#`a3gJsZgExi%%YDL&VMT%cIv&umu%1 zFL*@j_ic^S)ubs&u&+Q)O1~X75sI>%j=$M*GlZ+HfOzhN&w1PDxrEtK=O#<2BSV(# z)2LtEkTIin+`Hr2vQ}rWD6?`TrhlUgE*R)sYYv>C@>7R9(U0>m(gg{xhX96FAc#>E z{S@7BoUH)5C1q29LA39qC$v_+iVlA*JhNaP=Hty~NrwPdLbpZ#*+j8WGW14`6q*$wTZL<0vz zv=D&U3?9|waWS-V6BU>eQHE>8#}}$T0MI2iR)7}<6EO^sWGC`U6ezekcnSckhQhR` zZ{{b?#fI?vKa_n_a46vtW^6k-v2C8%wr$(CZQHi(&l`y!_NC7bJz3h~$Av05G0q}GjSax}SAer7)T@I@ZV;Iz{ zIY1&{j2pQerAnX}`J?zq-2S>?wipE#d3a;)AQxHDPzVu;^$@Ls!HG@_fvJ28L1?n| z^4nIYJI~Y~B(6G#1zf&GvCdSJXFn1N1Z*U`81KM-E(Gf2Ncq4Z23fr`S-6x#@rRb} z+g@Iuj)MF8VAjdp>kfHPnaLh!$YoPqvTZnBK{!AzzxM4Jw)Vz1>G+>jSt~;D4xkci z?Vzv77m#NPUGNX*xD7w`6%9%G8>@xgN5{&>N9sjipmK{2WW<+V{A~xe2m(1Oiw&4B z8cHxL{cQ_*79Dn#<$%65J>H;pLviP8RHUW|ni;{(4F+pgEfwtwJp}#e8g#5uzfIB9 z%;w&6oVFXajp$ zU(PxpUqC*vbCN=fxJwikvH4Wv$4^xN;K+Ru;60%OFfyE)Yh2j^5C_UQE_rPGHBG5v z7ocKZv(!lOkg|PQihxc#oK(WupJJ4JN54sFhVoMMhktlU+5V*=%}+KiBQq^A+-6#P zM$VV~T9-zqh{YEkOP>3VO@3hnGEfU%Kh1dE<3xok|13yKAUb_xXb94-(}m>vYMH}JKEM#0 z0LkX@q9U77i09kTBG>ln(|Dtwcut4E#+y@k_wIk7bzdX2|4VPp@n3ptCI(iH|M%Yd z*LSNO(I;1T?t_#7ZR(@09)7z|XGjbPgmV?(?mEz=C|$l_FopS|+1ES5$Tf1SqK7z| z;r4xa!9w1so_1MPnR)7(G2_eaY4B<3fi1>3g}vI?#XA#I)Xn5S%FIiTlKBcW;h31v zOuvIED|Ycz(g{4-;wPhOZcgfeRtnb!oiKB4STEY~-an(uCa?Yjp~pU`w?`H3YBO30 zgqJ+iOP~}AnS?PVz41rLQ8hyTV(9E~Bl1gIzZm+z1o_Mjv3(u|YmwH4Ob(G?AdPe% zVoJ15EY!~7^DhVc#xgs4uC1w+hbt%E++qLT=yn|Mh?$RohmA7~9-o1h{%||ABJuDe zT3Q}aHp2EAt04VGaRU%pwtFPxMnbJ|;1d+#6N4l%4aV0aw}B?iYJ_zR1XEBEE$20& zeW>W_NZ__TJ(O6hF>q0q5-c$Q9UkhJNc=eOL#tQPQ@AHD`1``*v|Y$;{G>l+?VLLv~_O1V?QF|sPFK$DYvkn zm!xX47;m^bt8-vIdWD_AKS2Ndqtyh{9wTbP;wX{s+53jHwdx(qLcJ`;T#^AU|-Ot@+v+ zc9YAdP6Vc62EI4z*Orpe#Te7kwhPvkQsvX&qpB-9m35P6hWmBr?@#x@o>WVY-Tr6? zl(mCUVs*>AGsEtQmd0-CC#kPeP^El8OCU<+t2?OW^n(k6VCXPbj7CUv#i2h9fw=&L zoK}mUT%VT?ThwRSq~;dL`#j_GqbL{Vxj|HkQ=x}(5rAO+uRLG z0eQ2a4jf(MIUHZvx7g*Za@2u5+d}`Tb_8P=0B)p#pxYVm9ZiY7kJIPWm2Ul^+7CPH zaf_%2brZDnUfAk-G~T;-3k@B?iX2n_6*AdRZ1O zTt{Lm0p~Rxx~fs;#GdGrpTtT|$%R(<%@+i10U$_%IH1zZ@l+ln22rka`S7FP6|ut?QGn1zeOFn#>#VFg`>Ky$|KV3-GuS zSW}H>bIyr9PrO8{KAtV|3T`uS5ydOKpg(8*&FB@?UNH=qiYl6h7%@N=duPs+L11ZozJ@w88!ppHK-o zKI)SWk}~i+rf~Cl*nreIAjgSr@A$H}f`qCRKboa<(zUe2vXfYu?lL*v55r?YGVTm- zk?2hX2}%1xn?Xd1am1f2-%U?3;$qxxcy`Oi&)-|Yy7W8SKg|lgKN+D9^w_YSn4-CN zXBt>S5#UJzFLsO8@rMvC}^6Y2eFw@E=aUr z8!@JHi*72Umte|Z(eE4%u37@yKf6XUz4=qi{L<$AEhdQ z+sh269IY3);N5x|W6^KSHh<>o zsW{^)&ns2JeKdQDa&%-QSBd0|<6FRD?XKlyU`=7zH}M`9%QZZ1MU!jT&NZFC!lg}O zyXlRsqc##vReK|^Tc>4CPq(r^ADn3sJOye zlXMqcz*x^=$gibI$tD=&%93W2u`-O68hHem_X(9ks+X{=O%3O@9((&BIq<{nnKX74 z$tf*I?&(a@PgepckbQ2j|FJ^v*#y(FX6h{?YbN~TvWWWqwnZBBjAVV(1RJp{O2bD) zUB7)`-?*wlLmxE5-LwY{Y=3bY$1}<*l%7VNT%WYd7+4z z+hGsaXiUkRhxYlU8EyJ&6FvHm(u*A2jVS2w!Z-_+PY5me0G=6n6?&aj4F`rYDV}aV zg*n_F|CoQLu+^^m3CCR*%aKc?mdz(Ro@>#%DHkF_))_zu4Wa~Tbg^s;h5GY;6?Fol zcVPcHrqYu@ZIhW z14U3#c^cO0;;)D?^3!trEpeQ?BZY)y5p(&|2E4rwJeoakgQcS24ok@O@cWQveRwdY zsY#J=Q@9`+!NLmbMKpd;hJ=@SG_;IBji%x(tGX5~Ms2T}hFKo5HplRu@q4v@t(y%!`#=zF5lp|JGw>zufV@w@=oQY3Wzp{0ZR5 z|5~%&Jqx(~8UNJ>gJEKEQ@&u#Z$NkKJqHx;sU-6HOYbRi63(|s;JKM7-)ZfL=7Q)X z4S0>g0!y{GL%GY=khdAndARp^crI0+crj%5hT|XRB|dCQ4CUfa5zUA(K9bYGR(LoW z-SnE_dxKscF82 zWZ*)w^urgSbT<|M`F#buoFe)DWm{IBy&??(u2m_@9xzakPYE&F4z$;&D8zp2rxPc_ zN<`s?`A6aOxzBgq8PQ#?(3ZRAq?Bxy4nT_@fUM6Qc(fUEMS2?8ZdeN-DD48o?w%0) zD{+@CewQu#ptbDV`4h|**yq9b#&JW8F7IQe-hPS~hcEpnD6k=XR8r)PFLHK&f2cC# znfcu52v^3WPq!nY)7DDs?^%MQ?#agW((1wAM-Osh$dy|rK=$RFSn7v0t^ud}0`#$7 zme>6(v%fco!*NFx)z`Xc>%QeYI-Ugp8F|IrLCV>E3J7T5cxbmeV>r5$IUd@vJmDR< zI7%y2lF5 z92hkr2Q8sBPCyF=HT@m;)fq3RZAmXx$LWdRnhk)84v#;>z}cU?m9U5J|M$egNYDCz zlL?sU|9{YcEyrJ`u-;LErudSa>X!7^teDC{nYOZdV&%^W61fn6~*C>S5`%@&__lB>o zw%3K`&+YR^y!_d4Wp1zU(^F-n?x!mcmS#+CI`)^x-4^ClxW}`?X%K@!F^K5AnnXb# zu_0dq#shJ8Z@R2#-a_VFnq>O)%5|+6`b4yEea_C-&UER+7!77L$?W5mM^D@H4l5he z5B1aS1Nth97`8`t0qN>HRU`D~h!%3s?hOAO$<0UaH zt3TO=85CkCnawM$6qHzLPK_Bq&vj$Xw3v?cLuQc=_L4Fmxi%@U$a3v91qCPYl-nXPKu2hfSMqSV8x)ShiQCp*sX_ATkJDXQ?1=B!rFc(mz#)PN0;QT#}N?f0K# zW$0i+Q38r%FDQQzVV0maRShM8xIFFcpFh$QL8R?4$)$;Jh0JB*{+(^Db?TZsgzxl7 zk|VAY-!!JUh7SNXAx~M~A7AclS16Y%KNkBzC_`v~Crh%Cs}_s$GuN7{8o44EDCKdA zyPN5SIF=44Xoa>41Nbhf}rG2?#uc$)EEa;Vs{IPTe#?2;G^uVDz`57 zonf4N3tO=ucU@Hxwy=(%KtIyrLt6oEss#0C8fnh0tI>v@%_|Sim6384Id_@pwACAr z_dvyj!J=S~gxfS5O(7w?s$tv+&swQ1W|IT*B>|{4fd~bG5TaSYL)HbdGh_jHY=D_Q z&w=MV^M?iqs?du$69Nh0WyL{L47v@GGsXN5Fa zlNX#$xziel1|V`FiQKYd^dIOCq1(FOZ!6?h0pzTzpR<3jH0K5vG%=h+*%35m0hPL2 zMx~CKSv5=VOwucL4zY_swUNi)MCe8fqyl@ z3m{_DNk1T@FBlRzjzi=P!7zb5A`x00puz}JMICrcY@|%9tP9$UybnvPp0CA=xXf@7 zhe%aT!yjJ@B442uyRhWT=cgQB?#hR#p@yM#M+5;!2O1KsxkTduD=C$_=b(DakiUeKiBz$ zfNBbYc-mvl+M(9~Pqgce2*!*)kKjh2q$?||#GST@l=5)ZTBVE$? zv?C(((ju;uK7V)gY13j??wd>YbTvBw+E}0kP(gT;ol=s2_Gd^nd5KZGMy1i2XK=W9 zr<5;(b%Kk(N()O_IXzJtG)nv?CGuzs+Z3^3(rm+3tp>aU0dOp3ZrI(7S-6Rt*-_UN zkx3gH$gq*R{eT~ZNiBu+c(C(9QIx0Pxa^X)*gnRp(ZaOW@)%4z`l!3LB~QGls#dD| z9XfDMWQw&3a{Z_-i3@0m8*#IRcfWmS{_eKAOMU3vMaJC|LkkZntjWVSv@!%DDN3V1 zVkK&GK>c*es3%SPm{TqitC_847`zs#ap~*IhygmJ!SL7%JFila5N&HS)X-o|A05SY zqyz^yRg^!jYl%`S4pc=Dc#nJwVO4!2C#^HP4!;W&rOfC~@BZcXlCKi?GDfgScIH}V zw>!sOk4FQ`Fjb%tOJ_UKQ)7hsANfZm{cf~++=g4Nqx^CgZ%CqqN~-Z>!33jxGywo( zTf=h}fjG!@|=jAi9^O?CzkEE#18Il7dtp0Q?4qs|zItEhGZEGx=*G4_C^ z7{ozAT}%ZcTEu|#1FI9~^(^F_QO_t()xbUnRW0gYPZy(3 zJhj&`iSQ%FnwAEvwHmzZ&%yhO=OYVu&rTL{qwCSt*E6)Cg-iq^DS=ekjaIkSCp z-r?8z#e?3cgjKgb9imDF>2rn|dn{*;Y7rog6tjatYn+70fuUd%s{$%7+=pe*?4@(o z$ye5Hgc(MPjk;ln$;;cJw*KOhVf#{IHlfAo%i^z(r?+~`OU&+EK2|GQ6TR>pw7lm) zU`CJ|k>f_g{BhIM82tl=^}LO1gVZ9-MoXk06&4V)PmzBxYh3chP9IcsAabb+KI@ei z-HEJ4``UPVD|rhG7GR47$34j`X0m3uiSZiJ#OO>+2^U~H-p{s$+`|EG($m*UcYE~^ zV(Z*RLNljV>9GZEr+hLFGm(%$JD?KPJcABfSe;{7p3i6L>0BUxa(f)!zeBtv#Pq(7pk2w$nu2H`nq<4nfU z1)L&cVSZIWnNFq;;Tt7-pk5i&J9D-`Qk|Lvt?&!NSl>NZs>g0kN5Zqf`2}a8}KR#4Ejzbu$ zWiMYjV+ghrsAJWa4vIg4^%raAeVDMWUU>e;okja~mMI(8T-pLmMTN|f4#@oy>J55y z4mbv2(9JUDG;}3cNjH|O9jEc_>IUvnIbJpBBN5nEJ$oVSb1}srI~0BM zO>UPiueZ&@Rv$tOlV_z9FXoY_)E&3bh{jZm=kun=^~0r#SvoIrZJU!DBBWC-n#C9% z+ScUpP7P}1MT4^t&ua@(VdEECC6}M!o-dXpyGVRIe^8lvmWj)ORF&C`mtxF(B^ZRA zu)t|+c{?#VS5TW}HAnSQwE|bL!enE3fum#pwGF8=IDK5Izw|^A}Puv&veQz)a9;hG4S1j~ce<&M>G z_slx*A|VkW`uh>}XVGL}h6kYtR2DfA7u(4Nr?GC8d*k3BVu?9u#I3?dSK(oWvh?jKXajY7p~23U zGutH*BRMR{VKat3b}^AQJ105ZF{C zz^!0kWpm4`v0&B=K z;)zlae^~lBxvHSfT+cU^S0flUR%l@?Jr4I7A0hmQyz{0)nS~MjZ)@@*^`Bji=|Nb% z#S=>qQ?>|(0w{(JkrZWt2}RT8D9Dx~QGlOrRt-ewY4z z5}vf?d>a21#}-u`9?89dsz>BHm2h{qbyvFb^T>Ln=m$tb&#+|8@G&N>Q;+**S9*LG zfa%!HE>MnUZ#MEEf(mQBMn-3ZEuLy;@F?gD-32Fa6)3nc3akX!Y-A@c@gJBtAwQ;o zDQKuEf~!~%G01y4LYO%2;FWCueuHV5%5b=#-Uk3582eI`tT7U(GvcPcS(~c?<-g+B|AudzAYW10!rmd_BO7X5n$TDk#$WU8q{ zkLZvNXGp7u&y=kGl|!+Ua6RI~AY-Ay_{A9zn;pGi+cRhWF{Xy^4hD)hgcUD}TCQF1 z+svfc8Wn^FYExi)v(eLUE3V)bc{0`0My$&J_$OlWAk)a7#ur}{4Yi{xZA53ea2?j1 z)1DcXu&vX!z?j!I=k==%I7TS5d?xsd57_SvrX>m%bf0jhC?bVK`NbGK4wgcmU_=?4 zN)hQE$&WVt`#}}e3AyeyHNEF;t_ysmHgii~huZ<=r5-~fhH61LUROc_ZonRJj_6ap zda`uWo~s&|xwwf0Vv+I`Fc_gY!eq6-&`#e=g zlLa%Kq4plDDBo5=sOuV>c}q5$xydu0WJam1lp4|R@;<%AdeIBrgI=heVcqFuL_y0Y%->+=%2cICd! zN#wi*&$cpU5Kwm2#K+V#B$Od-6b=WNG``>|81xt797QVyKG?iKyqYD@-4nLwGzl(7 zI@72dHVb29bQd`M9G}5_^vEU;^67#iSc1UP=zy3CRXSxB-FSlm0aWh>Uv&Z7cfKj*Zh=CZ z@2Y%_HyS!aF$lg)h07bn6_9RR|Fj@-^Gg7n&2Sbg{;$T%6}(Hc>Pta2S+Y9i*$znl z?Wq6^Et%M&J~?@pQlRv9NbVPWXO5wU@fv~MZ}q79TVb6y>|m~}Z41mHYt`y!B;!E~ z(~5=OvadbR6;A0 zd$5s?@MfS%?Zpd=uKe`<_&I-R-c98K|Lxw0P2c!*Twa!HP(9hY>NmIZf^}1^y<|zY z4bQoenZIFxXK|74*=kti%n9hC1HLOm2NtS7Y6HjYe*MwlkNWmNo?GPqpI`<8cGlhY;)a0`Sou(0tD>C-IonnuYRUeg6ny&!A&zMv)Wd_dTGY_ z$ku8LeSFIB1zUP%Sg)X3@h1c`TpF$_V3xG&FUx3|`ZPI8D_2uN%Z$%ntTLy~!1Xxb zUISlSHw{i2+8QU$F}`fDmz~wxA^=SCmbeO%w@CdOqo!h|xB7LpW=2wQqa+=dh_1js z%hct5%PuV^H2$)pIF9sfUL}MYilx*QDbh4-L0bE|eCQwKt>nRstN6le+|k@QcLO24 zB^O{p7q%1e>jQ^O;H&QJ1*>H6uWC0e;%8#Ji#t*OEV}?KNQw{QCqyt8lyS(=7+lEv z%8>DQeXUru0`>$?xU@7$Zkr-TlcM}N@zDOxMuI5#MdOAo{Lb*GvN$>Ytyj}7Mg?}Y zpZs(3dC@k_m%pSYqHa#Iya6_VG$KUxb8=ToWgAMIHb3DH(HilEK&Baa5oNOs@O8AzFSm^h21e`e%S?pyqEYIz#y>daS*N;)o}YOH|Vl6u{F4;088Xp+%qMR zYVi;f^pW_vtxqwQpr2ZJ^eSNCu$ycf0Tx zw>TJ@`pc)7v~_%=f7F>2^beW&NsZ(&jTcE^sB1lB7#{So3%gD`I_A zp2`7N4$f*u!J13S=5#xgfQ)g$m4;>2}tP=0M8-f7|~1UA{2?NP7C*y z@T{9BdFxX$Ic`44d2!ri3rulIX0LprlXkU*+5~6%5pS?4h>u;81BX1?y9<6QHCT5Q zY)vxQT`VjCJ8S-_wUwE(dtRkEy*L^EY#iRGasTAgQfmjMXhq-AMYSUbL5@*TM;IE@ zNA?DS)&RsE)Xm6Y1ZEsuJjmeNlnN}AFv=MQ;_OkR9d|Qb*Ivp%jjd#ERV-^N9-eR4 z|6TJ~o00bg z=-hC<)*b+R-LY=jP*&Ifd1^QseR(^HAhlh+G1ixjuW6x@wYzBr?dsJYhLnw9b~f9- z5849e_$rh;uM61_9N^;kB#TB<6->6FrO)9&1*gy-i53sx0MTo@4w&*}2+U?*Z&a;##Gh>giDV19F@Rd+CTSoW;$C$uc z-jhemxQl)S1FXnuKAl%;7h*^xlVG0E-=GazV!qRwxU1_p{c!YA{L|KyE8Jc7?Jh0J z%z?kIZv{X&@73vke#c{T(f6gq_ca0dM0JfCs#N8< zW8@prcQe$%8K1mR=Mq?86sIh z$2%7nNdcE8R!{XvuphoGBO%Fa7>1{2v|LmXuJ=sc8SM8&M-Oe`a6CTtJ~R5~Zl=g@ zYx0gmhAZvAh%XWw7Zztq9$sWAp3O@Zoz%E+OfqbHKwX8FgLn0j(MSO{u zodIsk{CreSeK z7J-Zex(McC7t3pqX(ef4lwyW}{e34Lq)gNKwXOql@8>97f%LD@gpDJk!&S}t^Lfv+7(%g-kgI!_%A`+QPqMDw)j`b^e!Kr z`u%`Yz$o;R5n5K1Bk3d|HRa$+CyJYwn-pXUo0ki3T$yS6Cdl%ep1g5zsGC0kYI&q6 z|7Ftt4RN5yw>7YU;^O+>W``^+{~yr~+M0#PH)$BZbwN=7i=3oW0)w-k_P%;Y=y52^H)m8TcJ@Uo2PvkZsxB+0Bi$IbTmx zjWfDVRwkJ;mK>gr+=d}+<8|qX1!qOs-R&7)^gqvd=+G2PpOq&&z7JS*PoEp;J!iH* z-`8(1wLfoPk+9g3Obx z4ogMn_i=gu5iR-IVySw0=hOn!)CK$t-V(nqv%_?cOuK(DN-}N_YoEuP&m#+5nz_bY zu(ZI|=mnBwGR{g*(PD0m?cYfI`#+v1m=?dTqNa)z^1#-lG`HwSOjBKFd|u15wfm=P zO|6LlQEsr$wyFmC_prC8b$C6GXiD~lq9&uP{^G*<){OFvISndnG$3p|%bf}VKkaEqszGfR5>%&>%1)MHY2jTDL2*A|8!0kcMhX4`WG8T3Uz-Sn8D zLP~NI9C|vmcdFSWiSK8uYQJ_WUs5YQt#r1RjSv)=tM^cajYXwn@HSei@6NHdi@E#n zS+63;0D7z&0?_cqQv|2jHUc+@q30O-;H7W`Ie9Np>Z1G~>()8`xILgvI#G3HQ&(r* zz;`|!_3PrzKI;TPW!gSZ@4FPSQ(f2i3Qg87e@x&=ZOuE{SX7dy1#n2Hy-u*e0OTB7 z`M?7Jb$W;5yzcQ8p1`92svW$ONb7FrL25~8E==`$G#xF5|iY)g1 z?Ry$gytZxmcfYm$^B8atc(dvCx-1Ez<%Vx1%3GoAWznqrHd?dXTl2E9)ng7d+R&>! zs~ecu@{r(j0tQLGb-m(~d%#sL!Ytao&^P2F{}Becelj)X;d;c0KR(KB0u|=xV+xs6 zYfhadMOD`qJ8VqX~VWH<~&$VBA346NI~> zS|%S9(U|x6sf(U6qiVUzQ^)`8>C5K#_&jI=O?lDcVdIQVjjxT7988L+r<7!>*$);2 zn$q^E!UFV{UEG*Rh%cqgoQPex|4195fgu@$mE>Z6j#>uyX2m(PF!^0x<>f=~*rzN8 zlDQ@iD>eIZ)c4OFXj7g_=%F((SQT95JaJd`-8?<Xp>yPe{N1A*{{ z8pS)Ai*vHwgGsNRK-HljsBhhb9~IEVGmXGTE=?uSw^ev=fhZVvNx84?6(YCS!1&@y z>E)d)(U!dp?ou`ubpD-=E1m`PD$8kG&~}QRnu=OK0|BQqiWknS<@w{lnL#2N56$)5 z-T-W=Jo-YL-bjo9E;Y3wbYD^@LUri#V!^6nx9qCM|p=)sJPY%k<#2hkH8|tll8c zCavp5AX{G6(y-=&9XphVN~$6dE!Nl6yG!HN+iN3}EABP@_h%z#`L0ss6r%&PkhCLr z1<5}OP?fCgi3$&(gW&KcS9^z`dly`|yKzjXwK6|{oKL^j6=#&bx7GB0h~z+`Ch0)U z72r4CQgdu_$r8C6hZ9V!wd`%0>{-!R^%G0v1|o|Z#UoNW{B0;<&%>vwAQ$v2`v6=# zon zWC-=J18hjM@XLZveX_tMK`8+-bj<-(&-Dtgfk7Nr-NF)NFQ0>LmI#DwJ9Nz(3|re) z+m+N^saKWKhJcAnJZFh1k76+1Kn3VYmr7-630kW{C%P)7R##8N5V~`DR@#O6w8DHS zX#vy^Pu?Lrh5o*q)QhdoC!R1oLKK3e!z_6-SUMBIK7Y$KGn04G9er=#&K_dXL%m>7 z)NEy0Cm}^#8}>RK+yMrMCqMAz`+zCiFOH>$^t-Gznw!D5if1?RPT~_ zldc8wN4vcr-Tr3#f5DlPP12T{x0&cr^pF6@jh$;uHlRIldPPqz&zDcs?PIku3`Y_y zQA~By?^23PkLoArK8Rr0Lqq7u*Y3bQb#(?!s8*=u{RjKAG$$~ZXq)B&d-WpjBQ26% zTC6m-@=5|wXuz!@FKWjvv+bULTV0})z*doCc8&e%U?u#Wa@IEw%(H@+Clb}+h(k+l zO^A@6R@zPxsr4iSwZpO-Mg02#^z`dMtX~Cd>26Fw;|4N_ckAK2M3oE##zQp2H#ak* z7~A&72$N&Gm6A%Wo0h+gEWA!WB(f;Nx>~+R0okTLDk%BdZ|k?M@kC$qVd2X#Wx-ZN}r5@QX?dX@CM<6ZG6^R zW$2pQ1Xi}2m}p{- zG!e0jt3$-Z0)V+t(2uyc%KXC~=M43UQ>wr~uP;K6Rz^5Sgg-KZuTn>ifF?AFge$CO z+Kl*+y7LphYq8w{D^ROuv2sc9p|Bq&ysmx|NjK$OV$Q z$S{JAab#7>I2_y30NiWo#5}AP4lOS80U*l0E=I#1ND*xV6F*dQ%W z(1Vn`FmSR+J#EsC+?Ad90-1%2(mm4SR*GDaXVVGF*#8oe9J!F3$}Ppz7{QTne5A|Y zC^w3QOwQT1^9IR>h$|FfL;LLP=yu##Bt+ z*oBB?D3z4JGEYw8iS77D81t9Eginp^ zX@zfR@LByg^Y9v<6uZ zRngCXGU_Qo9eG^-N?y-*5=eR}6OK9-6RE6_Y!G}0H{@|8k~)L`3DgQ4pmQ7JoW}%n zApkNH4A`9%Np2Cl>Y`DB{|4Wfi`|b3b71-UfQJF>v+$3^M`v@-vV+qoP(mEgxU|WS zqdyk)?RLCK|8oaIeM+Z?_){!fSF$2seyZGZ5$lcp6ZYzus!vG+^1Nio|3(rqsYH_7H`i zXu5LWO)Ne5!JQSPN`68N6*oOUuGaxD=bpH{L-38Z6a8)g(P=ulNeHjEqRS zcsO(Tft-!)-D0V^-kqOZ^q&Kc{lj^&w32J3EUpCUh{Q^B`}+jb{GYJyutqd<%)*%Vb;XPA2*GIjrjw9D!WE+U<5>bIXYCQ^#$@FuGVVxZx&g98#lsNT1fa>~O_%mk(nAxZ)pK~I zp9MQIousrpIL4&X14c2x<=lNDCguPP6#YbC2cOiqJ@kGS(=zU_@t2Ue-=~qO38wz_ z>D~s!)uPX!-lxap^T@8grhRf*a(M zVvYj8)!6r2jqLxs8a??myc=Q6n3r5&6SF9JmiA4Ttv3$D*8eFi9EU*-Fa(4? zOWTQrri(YShZ_pt+ZipFTDY0DBGjOmj$x1`jTw>s7W(jSp_l!`Ms^e1K`}K-3r`A5WLF`^V~-fM2kS`$ z{k<>P7hW;<#nap?9D95y)Kc)F8D&7!NwD?kOAyn%kep}=5;@3t0PZY%APR;#(Zru|BL5Q5G6*j8GZw1|5~zX+dKy^HcB*DesVlU7$-%oe~R5MS!)zatj?kZ5hVwg%!eM zaiDD#qzxm?kB~TLus3phXEsJQGUX%GxN`D_8&|7e>toK$QWh9iisr4JeQ@1UBYQwS zFC&1-9m=$QlybU24meF+ZkQqo0s+uDkNr&qJ72iil@~jOd9Z1cnV?q^qu)0Z7hxdu z1N#1`M>C%gGKmEy#>7T%yD2*TyZ)cnKN{WGlN8M=1BK(^rxX{p+Ee<3O>>Xt5YodK zoEiRBMTb#Jj=oXGcG8o)ml8e};i;-~7>KAt6y@mY_^Rnr;>t(|8Eam22}j2Yzkh~~ z+uJIp60N^MY|h(7uIZo{(w?Rj)|;wc*!?@wfFZvoIYWjEloLwU3lR$x*5(6nOW4dm z_Z?E^f5iD^jYjXEBz1(Vab~?5MlFfewSjoOk#x=%q+T~X;PS84YzOYj;iME_+PR#k zJ)3)iuC=y6KIx_ZcvdZ|ZYmTO_aM>TY~!jkOR-LHne z{EC`HB&2p1rYBRZS2Ky#b)YzORh-e&Qrp2arsYxtEr_^Iux;2r1Sy4rszNDJRy~>r zEJX8_&{?C5@?8@IYI1_%Of{x8yD#;x?N1-F}8YMjZ@yjYck6O@ zy|^-bxy2@LM+GN$X>R%SLCNMS)8s6B?>*~I=A=YhujO$`r7ys4qj7%Z4K)b^X;Ccg zeXHHv=P+B#rxhhESFfinZ^>@CxGsNq_)}LQr%!2eQiN(YlV0lTc|Gm6aA-XxwC=e| zZL3VK82gt9dQ>cK*vDPlrtU=N4XuY%R;r=G_w6@uj4|(?UoP9)Vkf2n)SO7xrnlrv zwJCB=%kY;w`J#hKFM=Hz7v4vxpILoxoYy@PufS)rZ)62a4;8A-I<#(CY0s#3UTJ4} z<6|7q7i{b@w`$~8Oav@R%AoxnkbsoEGd#*e5uSdLS>qQ`UG?}V%=pZ0XE+N>HM&XY-XHTD9^^xn!giG3^)rkY_t1cEU` zgk}MSNvk92EW8%k7n!3UMyN))#yc4{bW@L5`$xkNw z!>JftdoR7&6F-P+ScYlE+fr5CQynkyROu)CiH<3<_VnWo@LhlTUWj~xlZ|aimNO)i ztE%RxqkrWdZ0u!F{SrR!;9}y_pfmFa1*fNM!1ru8WOh)p>aCKK{?;}0iDY@^1Llgv z^xNyUHDE0`IqcT--BrWuO3y4@`H`I+sysr+f!H<2>?yL5;_klg$yf3?0?U$mwev-K zT43YQr}}1any%IL1-|ALZ@WW8a8W`FS!Xl@Qis6CRg%tu$pU2ZrTr7ky= zF|;F@Tc4LdS3~!)cjNRoB`LYsule(#04T3yR*ZbZ|*W0EcPLjIg^QF5dLEZa4 z3ER6i`?M?YOyck#6F_ty96duqm(ebWRQ?$f1in+7In zx>(!lddKUBNKrv(+cvsvySi*wmu=hCWp&xMZQHgz6*KYA#Kbul=PomE@{Nqlwcpse_OpUb zfD3e1dbNk*r{TcybsQ))$)!=$Y2@IBK#JdW?zv2S8siv4eyrt2WgNd|Y*4-Kj`OwG&^Jwc#)}mk8u!L1 zOEo_hc7|Uz`$`b4M|Z&)8Cr+r8xM4UiO>)PiBTjheeZ_xWx&ae!mJiN_5@8rM!&UJ zbW6OI$miwb2`68(JdGI3B71ocU|WDgaJEOWMIcO=C@7Ptgp~+c;0vfSOPxNP7E4Lx z5vJ)<3QFxl2tMfp-BknJxeWPcn8W_e6i$aV1*8jcxzMgj9YH`8S~P&ki8%M?Zj?Sb z7xL*6lS+@IqRng7MKOXFXElLo!{%?G!`tZ9|-h+lc+GwP1> zK9qA7@w^YrEvU5^enbL+sUR*6Q92LbB09kU?n z7F0=4MFfUn>i%ir9jfl?zQTWX&ChrFgm60*+W)qHY1Aa3-3^=-0D+EO1ns}{-QfrN zbuKotw+#wmegjCjoyuiu4gKy8vBKen<7hR>g>^#AYw*t{iU#<0BF$7%?sMjC(QSD( zQ<4Pz84iLLL?Q$`D@M~AQ83lldlLtRWJF;NpI-NO3Li_6Vj(| zMD`FeFEQ1^2SDMnT^FYVKu4XbESadT@^`piuNyA{n3(uy&G8(G6sMGpy5oQV1hIA~)sHFL zGDG%&d_IuU`gdI@B>?JVm^ts@&*GRWd%YIapY3dLthG%-3*jA*DDEVp9$*nZ2|~6^ zD!5W=ZEz{HWUAgvxD;x6|G9<^Rb>MpB@^1Tvb|D&BT%w}SUc=AsFuqV>Y`1irbN%fmsQFstTfZC=)NOh=BDjjygM&CKBiSkMa&cO%Wcxl5}4VR zknJab>0Z18-WdN)9S%&G9(wc$b^uv<&mFwy1-C~loWzan{h#}<-NVh?AhvzEbS6TU z-s4d)*ewJt&MHdNFcoM9JEHg+I7B|uJEdk|nDG2^B^cCyEdiKHj9?hEOo?T5n!l$n zK&!fPig)gKqYUW-=;0+Re&2z1FfVhxoJEzk1681Lfos&=@&-YTxKyZGX5|SX8%CQr z{>=g+B4lw?bB|!8P9~Ir#GF}4L8`)i&PUR)D9oU0CCrDUZ6P8<2~#Aav0^KR&RWZE z8}2G7&Mq{-1Y!VXf^#YRpb8_aIu?(y;nXt7jqQYDPm!puVtR=PM&-!aK zD3O*DO2MbS<_`bNN&?H;I3P*m^IcF3s%lC@K zW{OJ@xCOKsZsa4y`wNU7i-IPl)3~hwVCR{kQ*a|y%HTAVK-MKzL?aN`zZoYicOKRxZm6f`1BqdDatEQ#_a;27lCP6X)DLfU2B=eOHNBeMnl+*- zz%Pj|ZK6^%&f~HLzm9_I22A5@)4@XbAYcyXVf;XOVG6V$WeAtejrbujc4Xk?e3S_U zC(NYW*B$z@5b9ud6t7rE-m|>?7<? zL@;9JrL?~9Vz@`kezz4dF;OmPxt)-1!jO=$OGiRsiJF+29t)#rA6arZCrNPaVgDK{ zv|nttOCe}Lsb-bF6*B)bS25t)SAn!VP*HjVRZrR%-91N30zP>uS&zI9RWGh%RG-jS zG7+%BS@F>^MtcI0&TXS+%wwW9&c;MT&C5;`OnWjB{S1Du?r%gDR*%^t2t#6@Mm?E} zwcK>t2`g?9MoJ!Z=>?>V$6M^MNWx2z3@JIA!)Lj#ld2#drR&#AIU!Pju;ae`0$7H` zFmwf~j}0SiXq~*%E5Fa{Ios%C>CcDJ7#NB)8u0 z{eU{?jRScboe^s@8=aX+`l8in7^C!pzf76#TSLKT?MWNz4Dyifr`>8ATLcP4ao(U{ zK*==yg;HZl4dH%-Wp~DeveMdYgJ_s&LlJ4jl}vU~IjuG@Xx!D?O$zZ&&g;TuhfYm& z53YLnB67a#!a`GA>*&St6}?h98i68J<#P7sMj}7W{!}F4LNp}?^7x(PAeR6`9GH67 zxHnoLYrk(_b+TjOx%nAfZNhWI>z_877?8AJI~eHt+5(ADS+sqFaHE#)_#} zDoXX@N>;wlI$92bao-E9jx#}W6>^PZAO zAZci(MK!3rt{qd_oB9f38LA=tybv9BkfwkedFCZsk~q_k_92TJ3;k$c!2i=e z(E6_WV#fNJCcbXi3Dm$h)+f*j=4CLBfhf@!!xU>?1k;S+_`MOQ43RE!HjMj&C@8og zDKacLEfs42bW@)lshPNvbetg5ig*e0!oO5pA^{Q;BY7q$af)m|nq4Asq4Ae{ysNx; zlPoapPZ^)L)S1wZTJ1iev<}7wG7B=-7445^2Uwf>X)14VIr@vrrqMY6Xm(vfAj(ui z8A|y7(QIVZ-#_cl42UY#)ClJi`#pR&`f|fLVy`z`2ID^=X!CasF){5YrJ^{QQ(S}j zMkdI`RIqO#><5Kgel!Y(&|;{8Eh2)REQMtHuv2K;6eAqMwiBcb!X#XPNOAxSNn8gA zO_F00N3E<_%%yg;^z75v)>Mwdf^@@JTPxuu49_0W*z@?hI#{J+B8fLj5<{8ZLPE(b z@p^RBPI2;Tm1W_h)baFhGQjj*l?n|w8SId$7x?Wuki7C!0_2O&np^);({@P2JJED>ZaGN&XCXDpHB#XsrkK@F>MykVHDhn zZF9joL)foWJ(zCVVs?!>g}f}i6`ZwGk+L$V$!-bEqC-OI6be9sgwV=bqe84PZmG#x zmh<U;MovFuMuC+)w<%o+EMUmae5@;}YHu{f|+xh^_SnbkN&{r?0w>uOZ?^MPQ zjSH1fMZ*&rD2O;_Uv@I@AZhmt0-wF-)zPk+!MWW>Drx=F5GOp7#xS*c z{pMDHjzIs*xe?j6)wgYLeEsT{bPHatU@q^XxpNxI`C@Z4Q#h<>#L{GV+Fmxz$Etk-MO*z*Zizf`-YyrU3L9DKlt32?YCjG=C+|> z3;#5@t&Zp2FbebwU7cNbm>D1MMUHEx4KD=oOZ_pQ1aIH_3h?w<+_25{!+l}_19&AJ zAI%X&v1YXanw*%_)YrCetCj-@xL=(qR#)2LweBnL!=KYu->VGJqD*4$h>NqaRX-H) z3d*rrZ`;>rdhT2k!*wg(g|T}?EL5at;r8}6=o?=WTo*K8UPS)3P&}cbUD4WWD)c)~ zvx8~bkq%Tj16B&AXn4H%9VS>RWRkGhtnDj=b-sY>R2uW*^?r;MolVDQzpe+Qi<5=+ z%gOmO_AG?}eS$yB>m#+j$2&uzHr*~F2!|0!nw}hY?F{sd-wS93d9oSts9ctfQsetQ zeXnBDAFGk9E!T|o7x)FW=Lb=n`(Hl3FK+Fg9kCq0llsfgy{+3~<54nf3x{XYI#H&* zk#->=)?Q{uBgzjSuN<6KHm~t>MXev=-_Ea2+4b<6VhKbzH*M$m!p8ZeD}yS0E~=N5 z;BKfCF)Z_5ioL9VC z;Mm0w!OZMoH0$dsS%~XMSqt^!1$4KoYH#!*O*UC@LC4k4|gRn#&+`}dU{ zI3v2Ywk{B!&z;X=X2(BeJAeQ!+5*8hG2F9h-fkbxEt+--jJTj##)u!ot< zu!@J4f2znB;1i#|**?F&m9#&2f3D0g8lvk39LWB}bC5%>vRv5^TZNYLJgL)2kU1fb zdg|u%4=Q_^$eu?z4Vfn7ySZAh<;3be{) zY2PenAXsj9MiT_&aOB{#hgA&Q(kh_;dOrpQai5q>l%(FmFe=LRlQ`9!*5!q5^wpcJqGyV(*0!7CURtb2o$^OsyqDhH!lc=5lT8fROYTErmrddB(LwM=|s^Z~ls_uV! zt?i7*IAvZN%F1fc^!0#s4SApyMic1&PV(&L)$fM4T7f58Gn*fq0ncbpoHN-h!_GGKj&j!bKXvXK5UZD zjh7?mzq*4c`;8-RZelOgvaFE!j+heA@C7w7frTD(oCFZe>{Jd2{C7z}br&BpQLUAn z&gXs?Q$!td)Att2yy$F9HRwKLz})f6*mzCRRakWd<5_tr7ep7jEyN}kF}yUTKJUN7KXt_XbFj?{j=YDlQ2H|Ug}`HY=nWU*dd>+?5Y*6KIyf726X`EPu$KiEvp|7lNjF+zYsT=9(`B{f6NbHW+JZ{_G?bv#jH-M2h z@OriC^E@6|D3&zpN%52u3@Jsv7UV(P}t52U=UoP`*_wP5>x5UrE_GOG|h9`oM_ooJF^g-@y zpSA9_vJVBb_v|4UvW62{bFAN}{Mc9lNF3X)zEBIi7@co&l9|L|-=N{AF`#t;-P5<+ zg}JPo&IV*HX@br>Me<8Hx3U*Kp5e>fOtnUt0H4y&eL zkyun`#{GHCrHR_f;1*fUa(=RNzodlCIvRFhA#LkNY)^UvoSBN_i&Nvg8b~5#Q@o!8 zGg&2%1H$vM8eWKL$^F`^>U^BN$BM`D%g~P<_D=)`q%!^{KkNDR=FY?lF=z#V?TJZu zB>TQRPI53AQgz2e=g3Kkd!WXmV&jZx2^jH0R+<1aekP4tik0Uun+362Y9Sdd`@p!;Xk=8&Au;R7 zJw6Nhz+s0LJupxt8QPJ6%#(Nr3s!ZfO6?vsY61IXSYZ4I^mp8 z8de;v*9LtRE}A_|&e@_c;t{!Kb{D<8wB-sy-6EH(B!B0L(R=p1_MG_qS96K=KejYe z2lPk5WvLWXFGDl3f&yxh&rEMz1E@k^<31~z0x23llgfN&gq{a%1C&IR9;qn0fj}>@ z=o(>2lmz0nnAr>$heIHo$)t{2TpZJ66!bC-P!?j?a$BV(bK8VbP9qtecmr}8u8E(V z5I%Ed8z8pC`xO?`@zD$;bbH%<@?A;B`5~#23v@HFOUfAo&c(3Hi9k4Oc_lV(otB+Weks*<$$vWs%~)A zgJ~&x0?cjU8p0GD=*sThz6N{199-(tB^6Re?@#;O4{QhG(w#qbteP zJkG{Wc*P+)+cIE(UU~U*8@VpC(Pt$^;1!>*ZT{B+Rby+brU+QW#?p|T>UYGRABLDC z5*nN=`NLK-QA2i=Hc6_0Q70n=FTl>Cpc z?Sl}W!2-U-l}cbn_Up7Zb7OfyI4b>yZ~=>%)p#{*n+A zYrx-7NzTmd%|81+(7M|IOOMF^6ee&yd^lwmr;&C0p$Bs_-TL|ohN^#`qn2@NnV}#R zD33QS`0pYv2@Q2h2uH`kY|x}Oa+=8t(htniEN-E3TB24c>V_N!=8C=p18gelwF*kD zyoj7-XqEh>43Y7kVC#8K+At`o`Da=hTQ%TIdbJ(~og4C1qv{BN-1bYP9RC z=7R|d3unsfm5U%|8NHUKW%o}*l9qewZ#xxg4Ke8!t|rB@HnL_~@a1A`eKh84HZlm! zL`uED+@#rFk1|l1#=%Jit`^P#FZ;|P-(9gUl-qlMF04LwyYbUzd0Oz2DUkm; zB;@2^{~w3FMK^$Hpx9!t!xLu{XBUtTn}eRJv1B1y^cS7e}A99by+PpUTz%oA9Ee^KD)bd!bbUz#ZW?&fm)y#gb>AVvhFwFT){ z$|*0e42MpF5#KQ`uIBX5Ej1n42TkZnSK~-f=Z&IqFPemfJcDfC*f4?HbmM>yU4eF z#8*fyA1GK`!3GecHO>qnCv3zg5!3_dyC9IBxt+PfjxYDuIx!L&7-t`m9sr^g1y}OU z&XpE6_|wAZngH$@L?hhbkOCU<_4D;O2Tsi}hLW`JTmOwf9d^#wyv*=L;ifv}+u>hn z?gzkMP|^XQAftpzNKH)-5|@Gs1p4_0AB6Fvnp^ZM+S@NE55Vl35}7@}P4@m#1k}}y z9z<}n-TI)QaVQMr^$oqLC8`7(@QM8CoAORT^zBRioqhOC{qS8W(U0T*(m(x7vHQIb z(cX*n<;zqv_W0Ci>rW5e4m0vylp*r1ql<>xckAno(9yG^t02xz^o2#Tp$u{b;lk?Y zDU|h{G@jFPdMzf>6R!Z0MDg)F4-ANi2>XadXxBwlzqsEGUpye7r*w7ydjBD~fgZki zjt`I)0Ss8NFXV{>k`vMjNeLBD+hbxBx&>5V0Z=50dMk*4rdC1#Y%uw&cfktbOb(pk zt^kq)01|u{`jtQs7ACi2_8WK(fQYQUDc~0b3kZ5c!0}`sK{*Tb=J^sLt$|dV{a(oj z#HF%ezY#DIYYbpK#?n!TfPKNmwZH(t1ZREUzO8@}?O3tj;Xm>eFWkPGzTKR26$B`Q zjBT;OS}{)V=<5zIDw*pU>|Hc`0?Zb9vk5RcLv0_wB!$w(^dFf&VBSQz8n5{l`y#lv zYv*|1Rd>`#LKurr(+%$j3#8jo3u+fl6IK=5uHu)q$Jlf$251FQiW+~ZD*#F ztT(zj@^xG*VIFMr-+z{#s?V#wSulEdEZSE}No79NIpd}oybW+ym?uz76M07XC-%UM zNRbM59{=KU_hJ^xW^tUXN+y;-ejpL*V4QK3q`mc`-f?OTPcwrc;V2*jq1j@3+*!#M zOpa!ydrR-x~)CN6{=M%M7tKCh8hOapyd74}ch(Xix8*DM*%AghkJFB(*|kd4 z)yQI~-*}P7ajA9znmZ-!l(>8`yn`#(8)=x#H0yim>{U&@DFUQ%&!CmwmXrD}+gX(f z^Mjj?Jtwt{Xy~-`WWi6>6_Z7c`76zNzE*1R_OzfDqNspJ@!7_k;9N;9C0ej`VZl|b zetcju2hDi^8X*S1$qH&-a#BUEZtMr)arX4NQ=u9r%5uY$avuCV(Mhn-X=W$!eVXDC-d`{V}hB=7x#iE}o!y zzr==AC_*2D1!`O)m-@ru#Z7s?yV_)36UHfjPr8B46O9XRXJvP#uOSzI-*Ts!f8Ecx z{#Fx%Afw;n+mPt;*?MJrs=>&vIfJ~DRv;Sq5DU`sm_{?Y)!hjD$`Rl6T1py>m+f!9 zxAV!uv77EVaNTbIj510}blFuXJ_<(?)LXkFEIl|Bu8ZDL1F%N)M$J$cHGHW>Q`$&z4ZCAX zGjg8CGz^@FxqMJ$!t7t_1_|HE27nZqVn4*O-O}GSgGBND(QTK=_FdVvLm|wtSWb=? z9o6qiFK^s^r0~GwJ4n2&^K=(e!`cwxim5BGhrDzS8Bab7u3F)E7m{=?lAFu32I_Cl zSnd=^rCtjONc9nNEHiVy43A9xZRgZue1Qtvr4EK<(Lv8urqGk4E8U%~l`7XFMS5Ei z{Ade!2%(D4Mek?-;wm_&6KCcE%X{xlZZhd?DTY?Z;{USGl z)CH77ju|dEF%+$X+xzQcLm2l`-L2OMUSJg*JeYCV&5vX2pcoR97!O} z##F*9km|lqa$T`yXx6)YnS)#TCq-_AqF<#!?wXQ|F16d7NHJoY);*KNB6dQUEpn%l zJ9A0$x285<^5aEev=}~|h%z=#G4r`2Jkbmz*9h%ja`VA1Msp-6EwI)u_hUorsFu*@jv>v;^w+*eF;p;ZJ(?2iy3^!Zynq!d{itwD>2QJCz2i3 z#jvNSOqV_6X(>K+;v3h6U(W!NxYt*5u(%ek3QX%~fN$kfdggt-66J+oa}kmA<`_wN zSC|B+r zj>|Vct;%Un2|SHZnBUOwba;tRQdvfG3EP7d-YPfq>-3}g&iayf1D=VSrDZ7GCHf~7 z_Gv8sQk)qpV{}udXFci5ZOtWQ=9l8k6I1zvZbXAK-&@JIu6qsIX|NRj_*gx9HXZZ- zTo7t@X%BHqWuW2{^(!8r#;^-ndlczDgjwkkpGTD4j|LIaT$^_kgDHP$hzZZK7#+Nx zS0x)%1tGR;1JANoR9jZ=dg3-5Yl+;Xe&U0i+G+tVu>loq&$Zotw_NmMGm^AA^D<)? zIC);$dy&C$_sJ6ao6Y_3$qGXmiDqR{=~+(z0b8g8fm64Wi8WTuiwRT<@=b#V|? z!{7y}prnLqWd#1xf%114*>o|OzWVtMt zJ7dUEgZYBIBX~^_R`+tq-!GG@XeEz2Y4kX?=VAetF|vKO+yCc}vq30hw4_2ju?5i7juYzQ zO)j2W7|9=hFU`aD)JX@y78e?Cbf4EfClUp4t-Z&kA@uC4={?pqs;mkuxb3(t-BMD! z{7E6mp}Ky9u*psg4hPfXE4VhP+GRp4+|^%P757mXVZ$3@%)oh_s@UE3)Kyq2<^kg^ zQ<+>jsX-SzXN{^Y@vMJ&CNp6sEL*VJFxzq+mX6BH?Gki~j>?kx4MsMCURSY@BqY3$ zmMrU5)O<cq0n4bOfsRRvX>b5S(E;Ca%rEe;L|jMKtogvgvd$k{tHdw2uIow3gsHkIK9oNrO;+{8^rk=<+N~$N!^(J z-vfBB6i+wH;0td>b%%v|Hxh@)Fw@^s{o7Wox>#dx5q6K#g%2gGG74J1-8pe8B zbBS3%b5dss_OR*x4D}wBGPAdk&3aA;9XemCw~t107%(5EF!CKVx~%gTe;%nPVlSw& zrKjLx2!I*Eduicyln+;u;=gc=g(LPB@MwJIEZ&uLCN7r^V){8>hiP;=n;EJk-j&`v zU{3e(?r;RByUd%GY3+foaI&;gHP(5&bkq0vg~pq25va%mw-~d>NXJa_Y|GP>ytgwF zt5BzsX*CTM%Cwn003)STNkC4_X$~8Dt^H?zq!%nI&C54PHrZ79>E4D>2z!(o$hh7AMU%#~oEGHWsJw`u+w9l&W{{7SssIR!qJ+3uFVfPAe zzbCCLhcKuuUXCzo#y|%ya8y@kbt=|JqUub%oDxa;zPJOe-rP*HnzzR0hzw*Su-LR5 z)iz(J#`W@}G23oQgjCt!YHEex-N+}Ifn`221rZ?T`HUdWEOUB1+I*bMZ~N!5OAu0U z%g5(9`w1c*6| zc?>U%l*P1035WD6)R<9u9%1ObH%lxnsQA*L^<25D=Mh1q4u(_|tFas1#!sR0O%tMc z0Z3vciP*+v>M+-7yR3xp(cVX5W7@V|Yq~;xbLje{o_o0nZ}E<^INrUIS90GKjWNeT-L&K&+m7qQZ=^~VxxtsTSH!6|{UzzUX}Ikz%| zzP#C@v72hh(}Hvz1pbBx^G*76vrvJNSm=G9!~$-E1hO3r#WfQr#kRjgz60>ny@QVl zH4{=S{pk%3+R<<>04g3&S$ipp6VR>zYlm|9C|{cF2)Qd)l>Ct&2#o?0}Djy9fM0+Md9;&ASP*C zOD65Wo%vb4CWsyxBI&)+Z=cLX6C5Wbpim*#nN>CssGTmZ3D2^*p#JI#En7RP>`Jog zA4ZW8a0vKgq2``7i>$j)fZDhR&r!J+UI^w)fMlD6zPY{&)*7X6L+CD9MFkG|+E@*O z#>Kdc56dokN4|4k3d`$sXrSQ66``EuSw|bOUQJ9AFyQ2xRTSN?<_r!#Ee;>^$!l6U zB(`g=ybQ~V2mWfLyG^q2#SYt{2u3l-ngP3~0v)H_epP5WnQyiBoRmcM-yYh=HX>@B zqP>nP;lPJqD#-9w?@J_%=;pl?A#B?@C}_c_CQ>EAbNwa_wvF6hHmuy5RV|VJs_O!^ za-f;i$?QKqUtErcYSDAYhWLW8Vk;kh|KkdR;0;#^O1Ize_sEkq4wBtRm3ULvK?K^{ zVOH#4KYmN}@^%D#vR4R+@cv{za!sQQ37Zf63c~ z807iMR&Pp&_#8y5?UT+J6U`K*01|eVHjR2A)^Liy|1K0k4Eky?3D!u{HT=WPk|wed zcj!eAuUyPQ???&Z0-#_9kMs5oE=YLu&|^@2 zL`ujRqKgnRFM$VLCJ+PB1zKmE%x1pd*Fw&79d|BD4!g4x3r+f4lKWvn0zrAGKU$IiK0O<PZIrIw^yV?B+IUXeiohSW(#YHM~QqJ}55l!!F8ic-7_~fH>n=uUp7qD=? zQm5#{O3J%Ir#KuH$s&ID1*hv>M`#NZo_rA!`zDpJr-MVSJlIhiJ)&U90d#5qqR`Me zZO=9haO}mGW*%WwrKtN@co{5?EzR)9B+$QXuvJxH_^XRG1BQdqBeu0?J3Mmw3Jm(; zQapXumc$4JFBt)Z#SX{i-=??S~_|Hh}1jemav>!|m_bsnd zy;&L8h#S*5NF2UDY<3H2JOo~ZNMk&H=dI5k_!P^FStke1c$Uj_&)w8icd8&1B%RHt z&d_o{JmPf-tPVmLU&168sU`-{fnF}ntw*)6c2i|~Kh%XQYde$L_1h!LM+VWu1iAb6 zexuqS+(dubxV>o~RWd*H*Isg5KkRKCE!^V9FmWU8;yy5^Yi&5-d(bBHmTx!tyf|6R zd1+Lvx&Gay#Y!a>thane1}u-`5zx1{-Gw%;Vg0bNsD5Z)t2vBi5*Ag7I*+zxg>|}5 z+*%i;%X7FC>{_J|yDHrqF%epU8Oj{%HV1@=A!N-(RggQSdm}X^*p6(YGJAAr|JyNc)&XZ$u)zlpRylr_2+Q`7uxBj^$Ra?LsRc2yOfGG;>dHKHC3 z+fk{ByxT1un~VzLB|krPaVM#0{@t#lGRnkvE0s0`tI}hs^3v}XlQeQwtJJ4B-Uc7l zqMN5C@n|Ho#e>x2CP{Z8dnl{7hp4n}DLs*<)>bC+l7XR#vS^eUrZrRI*nI?DX?FV8 zGZAgxtaZrms}@@Tb$~zHV)cK}i;oRGJ-luO_9D<7P7`-f6@W5FA8>c$(k?q(jY03* zfFYP=A#Ikmg#9gNBl3wU=&ztqF2JH?fW)^2JNEaP66Lrzl&F$iyM3dmnq@AUf+Oj) zsu%|wS#rQv`YE`)IhU zSl#G`X&QaATKcQgIj!K7S1Z;h?3?4rrKwU}T{=yR-U3&?d8aFG75z%2gSRoEvYxZv zRAQ7)V5eJ>!^J4pRpc)t_1m*L%Kz@NyD9TTu;B87LA#nvcX_H}dFG7H_ml-$@z7Kw zKq(TuG`M8X?PD_12_I>AF8Ov1Hb~hnsW$w@&Yf{-$FhfB{9!cdRQ)RltrAMpx{UFB|8XJXY*n{BtqTc{t;>)gy*||GLh~}4x zV0?x-*Id8B2Fj4Nv4Z5so;#*ihOOuxbH|rtRx6!BI>wY+t&|rbLDx>i9_M7Pm&g(` z$6I*3YaHfBJDpTxR){V>@p6LfPQ+nD%nEA;Wv-%oFE)V#afT3S$|oTj)4ml2wQ!y;|e2N z3cd8s#6n=7(UzhAuWjoby6jZ`+e>AUs^{uEt!;?(9A?NDQ=+@moW=E{Yh^3oxc{PpfaS)6N@+13(q7vT*G+c*D&$Ivw& znr$qYy7hvbUP4BFEA7|<>@m?Nmm?KEwsa>zsXJl}ETxYdBJma6cgPNO@aU1en{#>4 zS}#c{At($cUJqaH4dgxycJK1vyCuGVv`Jkc;TgMrXk{at>TN$ADg4!=L|ieME!ETf zXM=2f3aZv78?*g>Sjz@?(9U#nc4v2HYMQQ4)|e^e=)Iz7G5fMu@=9MIg0FYxqa5yo|~p}9NNL8@Hm$* zZTr)BMH~gTGSINRr1?^Uu!&)&$u{)alDcmr!ZA~n8d9bDUu8E2fGVGS*5Jti+PjTRvsU zuA^~%PN{Nj7Fg`CX%|Fc8_0-XZsRzfGomA-Ym#U`M`u;jYd%}|{^1I61)ok<=Z@_M#|YSSg2BVin|v#F9Q zJ9rAb*{3hPM`(1*L2L@U+t4C_EAz9Gj=o*sc|284>z@dRBOX$CB>aknuQg(nPQ_dd z$2kIhwU{=#kqP{n(~MIu&sG~ovPP)M^{Sk>`}_Ws3{S~9W&f+~#3m9q;&k-Ho$=XQ z#6;5Fu8nOqxoL!{>(_dnX;a+mHHXJ~swmQGVYzcK0Te0?H+Dy60d@%R_64d*tNs_U zie<_uw}3aFxf9-TUMVkxB;?Y=WOcE)hWYpsGb>8-HoV#Gq9mhi@gCxZvFDY`(#Ne_ zJ&K(}#F+)#y>?&Xa4lZmFU@! zFw{12(XnUmE~DD3m(>WuaN;H_a&jT&2!U@Ki=dt^GW}$IA#kh5Kv!z$K2md9%dcssA(*EZ)?DapYpxYZKU{=zi#Do#|h&r{D<6!Hz+bb@n-_i%j9mY&CP zB@oXRyu|8I&PxGPV@bf6j_LTf^k@Q#-{vf$WXY{K2!q#5kiO613Zt#AoDAudf{5R0 zPegz1$Y1|Z+>$?Qq;k2YQZ;6&htF$LrS151c;yXOoZYTYaD4LisoDPZurD5nZ1MB= z99!Mj+3k&f;@BE*M&3g9SZiLQnGe}p<9v6#lz%eqZfzVSIG&GCevUZ*^sFBUX|1}i zufHP*NsVw+5ugggr7dR;YI646@1iYy#!O}p5YX>r(c3vc&SFdQPUQY7I2Q$0{l@g> z77B=wax&%2f@aWQ(FK=!?!SJdT5p&6p48}vz2oiSy&Cn18^T$hNqC2D`&-Rl$12(> zx1Bh;A(=hui1GotNKsN)^@hYJQijZQuKLWPnm6lBg38ZA-iL2}I+po2zz-?Zd86ev z@a_O_)Tsc(@-bWJk?KP(JibaJ7V#6y5!JW(Fi+?e+EbAXr%<_b4|GK&>DtAbu_;kL z;l_GX0NM3O^Ruqvi}aR|yxDs6XiV0UamO^jh)pw*EeETlai=^mpg40$tNLdx z9KkZAeVX`9H)$!;`$sp}pmBnIFT~{N5TncaN@ABeKVLF&p`AAr4f@aF99}b*TZZUC z=fevJX{kKl6Oto3FngV9rT@g_V~kCM2145EhdTdj5GwvLv@idTh7F zz--ARANcL+7qZ2yfh)^BHBDUE#VjX{*@>UN(3c4vk8nGT<}we# zDuR(f{!8sOjXkeVhVP$SagaeLa`-{DvDE07DK;}1vM4?!?o8y5w{;j>+b5nGlo3?xw(b9xw*YXVPrWML6VCTZ~!(H3CrX`g-7`g4GzEo4H7hrAOsy#0D%YL zy|V`ffB^&z9dg4s2?+dhV&yO7MOrdB1(6P*z(82t0I@raVLU+fz#D_ZaF%AVf`_m7 z41SX#cmPxsl-;*O_&BGK79kr!Mn7;!Lj(tLlLjCzpoblH1<1Z*eWDf8OC(4P2R%Io z1_u1NdLD$0Nx6({m>n>&6%c2lD?|=?NX(mh6F>41th;tLd|*?*F203N1Yrc*$Q$5R zApm6$lqHCNYk>~0fk7A!AQ>;WCx8&)rrN%{(-%CT&xb3} z+InY-o-hpo)fA#8m|F;-HFm}eX$Oh{00sGG1?6h(SNtNBM_hn1j%I#Q<%Z0qEdc@K zaer*)v`6DCfbCB0!@In#l3Y(SmNL=w_CVX4nL)zt%H7oSi{geLxj>-27_m(FHV>vJ-wOXhWWb0#4!Yf&hrN_=vs-0^zPsTbud5RjLEfbVC$AQdcZDA((U&DVK^`{QGBwCVzvZ}SHR z6$8REIAQB67|_PY?>;X;Zf+c*plA@m&iA$88sW*c@YikybbT<$z*i{-Td9E6(+3@J z(>6{Y{L3F&Sx%`oM8NvC6vr{jUcHbv(D$^*_u-wu=!aR-x9aJSOJ%ix^b}+IDYW-{ zI4~HC$f1Z4^W z@vXz^LuB}4+lD(3@oO_(kc9LD&1Xl3z5OCH1~4GN#t60o6fR#utaoie1+G=n2zsn8 z!R!2UClm%4WF#IqjzDY0G)TVs6yIKP{)qG0`*J~k2MV@)L`QxO`HucC#?CRe*XUi- zwQbwB-Cf(Z-Cf)5u5H`yu5FvY+P2-%O1s+RaM{_#yj7 zmp;s!5;Tq|fDyAoE8$*(YP^!eTgSL}j47Y_ca7ACN^c;O_y&3Z$>H%O+c z6vE`>S{sD8+wmwYCvNlR;tl>TGc_)M=QsQz{&r>LAh0iw4maow?)WP>+p90SR87nQ zwutJ88^QEvy?&+1y1i3>(?(P|FJm>DWvxA7(cX>#bEvK2QjJjrV@v)}S9W=%H6ak)X+M;<3(k!MOP0I|C`_57vS1USnC(oADb?B zdKH)MtjGT=qWOV(rmI7(>%vRgLQq_``m9<5x@xO~2LC9QGn^ICk9{QDB8OdmFg$p- zbnt*^=Y;~BSKv)H_u(w;TM30S@JGI@Pp0?`#ed+f?Z&5Fp!b7!9rAA}n@jrWA)$n3 z{5`H!oV@}`lmP=;G&9*+$7cChdd?{%DIULmJ&ckKvNdSH4&<~4&5__(+4b1qn=(X% z0M5YOvl>|tY>)Sm?G8VK#vD-9-u7U$Av5Q^1dC@XDz`t--+e0R2(~IPx?^OgFsSsW zE;xS%6w0|IG5VSPf(#4d-pC&)5w|MG)AfhOq!=G^7|}!IOqzy9491os>P`^x1e05p zokj~h62=&QzV2Li)Zy;TSgt0MjBt9+w)LVz)oP|hZ$Q&uE_HYRH2Y=;UEWEZ!T`Vk zeUxmABQ*XC1@Rv`1#r%0Cu&P~`o8D=1jDtK(kwkO0+4z?~8-Temr=xFcp6W2$ZE z4q3T)w@4~^jGra;Y{EXKN+(zbA7sehl(P5HlN`gO!0=xwMkBQn9DrQACFSgkC%*3D zV2|NZfwmAu8c&c7B7t|vhC zi88of#`o-;Sy#9rqLj0(jb{DLmVfU3&eT=Bej@Dk4a#Xd@ZPz|*Tue#5L^h7QQS7# z>LZ@lmyRgcrc$jaar1mmv<*E_2fm4>VHL9+=7fy5cH;DL=#Q!ICWt@%zp(4Zpm4`Uh#M-zWhE|?*>gs{-h&k-~F(vo#D`kk~L6`xU#|J>{v-wAgWB;RPu7w zbO9`e7(Lc6*AafjGuoXN+4}MwfWOf&^0w0RHItYj9Gl3E3yQtiuvA>DH5O(?O?&#b zUBax^4!L+bdBkklHZMceto0k~91+e9m5RMI`)2%f)5zC03y#ZDP~Ud_j0p1IHiaM4 zc_VV}r+3da%1Wh7J27YtMw=ottv{RV?6j<1Ub%g20q?xYnO<+wb1H{Ie^0n2iDsdP z<_-v4rtu%W&@#=~t@>>Wyx;|>o!$V>CO71C);a!IDPiEG?7&d^(&lqGyfh=6H}o<; zp^^B$9O^bv^ZjOditg$P|6Xdw;wl+sWlETRD^9ubb;&=xKckHriOU6~pw6_FmU%Ne z3nH1T&l^ZLV`Hyp#n+$elhR_nf?Awtb85D-Z-tx*Eb%qO&bre1;7PNpu-tYJk4pTmxU?Dh@-T!B0s zcQylglchg>WIPx}f2AfyQEto=!!X2D8vyhB%RPGVa?+MO7UYb}Aj0*blU{{Dh&qW1 z&mL9ZuoKw^_fo2i>X+(tv<@hFFv%OR(*JZL_nU{LUEN~NbC}B>9MuMQX!ylJt--d0 zwH{gt*le}5CI3iyz11f0qEEM%*;wv9C-4b>NYsXutiz@qsiz?Jl5sP?%kY>hb4sPZ zrnHSL@bRg8iF&caM?ZC>o(^)RSv>BtIylxU=_2Kc1|jrgYzK!Ya-{S_7nOf1+N8bb z6X?m8ud1gXbF5;a!OP@+rV{auIDP~JNB zhG@^`YRUVCc4qWldrX6XAW`J{V4TALglERE#Rapyfd#f{Kmxo!id6Op+^p z*SI2Wtf%eT*=*mP?>=3duqT!qMBrjlNegPvyJ_LhI}$M>ipLOtktA+WFPJCT?tn1S zUwR$iw{7Ixfo7*e(V6`=}g zEeGFz*Ytw0I4`l2x2t#b9aM3oMH&JST_L_e)kMK1fvC4M$LSHy!}Ij_3%|xk3jFmk z5+JC!`ysr5c7>JO7hHdx)N0q$RJYiM7QeNVVKB|7U5k5UAy0*N}8CO4@2fS#(8ozG6-) zpnXY*BD|aiaAiR}V0Y*hXL!1*HCf-8K2wv+GjR%9@!zb?x#^F=9WFHG58_~j zu#QGJpV<2P6)~7c`c}k1kG;V8!AEAv^d50;{R*WtzCfm?yO{}&umvaQ3W-^IzgOY$ zG}u*f2u+Dfa`g9)SD?4*ocB%A^-xz4x`J8(+nduPY4uyDG=9eogErg37@8cSWy|_j zxWkmDEJmr|qQbHxF@n9n${>){!WcrvX3crsz3S*fui7t}+;w~T7Mx_si@~TCZud5` zQyyT>d-i56Xrz0KHIGt-txeT3KtNnsvTi1m-{jnp*8X$+!yfVr&G)^Ky|wA**7AmQ z!js8wbmNGFC3YSk1C;Be59hmM*3u=cX?R|(Ruqim_>J?0Nb{$t1)Py_#WS0987#hQ zO%(;iOF;XPA#ff-YtiJ5+aTbBZ9?hPeP#PR;AfK|lu45Wa$@}0r1MvUg+pbycz6pU zg1xlO@rK2wo&)hC)fk8~dArRl+D7BX)wp<=VYy|+8$lTgSWRuO&A{qp>!t!Xf!uN7 zDt@cnrd5~vIooV?*LZND2CG*pRxzSvc%3inBKO=^7X^pwEHeBj$NuJpo^|iAMmgp% z*j3~hf4!10u10jS~UEO-aH#eN6}w{Xe8AgQFdJ_5~l*zep@upvg~8s)(Bl$`d~ zhpu}+;5rBA3-w^j{k<814~CVap9+OE0i`}ooEXp{$+y2S%5Cb70(>##V=(>f{W6)U zZcGluviD?i#5Ol>fQUlb*nGY}9hE5>ERwni1eb}>83Pu~9*UI5_!DE6NoaDNM*9So z%Ti=Gg4_~Ov*=qjERI?;XXRR_H<%AAuG2zc0e?)}*~R1MXwVPClmh9gy}G1%O_)jx z;OlaL-%#2{KmVo6Ec`lP80v90FZ0u!e`32>^y?vaV9`x5CdoT})1eU- zQ4#Qp*kjY~;=&I;6KlTvi(ls{WeBx)J%1pW`3-9wTA2ph{(U>`m5z8mTiGMM!P?0#?iYUh- zGU%Uj<{bI2eLZurbS?I?q&%!PL#f zBseMdzOP!?=j=_wY88GV%vYa9zk2wjsVEO@pib^OuN5;=GYMb@~_td3(at!$?S4&as){Lr*&WgSc!D|)T}>D^J%-EN~F`5WV~yE%KPTi$p| zSj_pqYRAAr&l-Zpp%LD-ee@I;C2C?zlz%gXt&R)AQ4OLKI8Lo)Re-s(6v2)-Sc>6w zo9)v*dS+5ganaROP0CTsJoanmv~Q7R(FooJ8?&`l2Tj@npHy}=vM6&K_|vvBaZT9w ztx=e^m3GT@#bYq6U}jjyZo*cr^;$JsJfrcNizyz=;BKas`Dpzpmr+Cg7~TWkUwZWpq zSi|h`6)cc+I$3Cb_8YN$YVh=wuS*_+%KOjPdr?}*Qjyb~jC%DUQ{#Q{ zs{hr4qCmFn78Oko9R?b%p_!Y`$9Hno>E0W?$8+4VD*Co4f0icyD4Mt~#QNS(@T^mL zmv@-wXfoEINlA3HwR2}{JWG!y=H^O5Xioon3mM-Md(&O{y2L!n`ujTZwdD@t>k##3 z@p=Z%kLT3HK7SxkWK=$_QMuY8??+LTk&21h{-*gBQuMx{2G!?0#tYe>^cP_LsmcTS zq$tTs5Og>_)S~}i%rpn|(pc0THf5<4Ka5!wu(}_M_}oOIdu~ZJQi%~B))%~lwrA?naIgKP^SG4o7^nPg^6<^ z5>CEKS)h*P2nXk;Hw!+;-`K;U$@PI*ZBVhAQwITP5tq62rk!5yS)Jxg9Q(5i=H$Kk zMF97jLvdWO5UsvKg?fu8gB51Olci6|K>Wzn<@i{6=-1iQJ&EzWp3W|s{nI&QgkyhD zAF9iB^8!a<6OUIu@s1c{6EDbMReWQ4vCgs+s=5| zB`4(W2-VV?TiUJ`RpAy3sd;{|^?z)L(@hBYts`l)-kj`LmTFM1gBQH8cTeZ$ZN78pg7CtSE&juBE-+*7A$a#pC8O$DV$Ohm z2>2$I^mqp-0-7)udM57o_s9P+(M(r^R4@qK`K##!zU&d54Q~ImL56niRnVR0u4osg zFL-a1=k#DT{*kY~ID2H_Hc*>na=uSW9jOj;b{lMCBJ`R5l)NY=kxS|Gu6tdgUi8#X z^huGYe1!1JF2Avot(g!NQmzm<$gEPs8zVr&ZBSNrRenx+*=(MCw%y|{%$sir!deM7 z6B|k9=bpb(aP%{zA(H(|&eu!s$1>$WT@|j@%XTR_^N!)q7G|v*d9u_q4cj82bFLVK ztMH{yQSI8mN_fyWwGiTAM;paa5i0Dn9?4$HR5WBy)4+;8?%?z#6%Gly3OO zb(l+s#3y909>{2&66MnV zJGEGsTp&KryAJ_NC%0O1)cvk+?Wcj2WRTr>@&o=_RB?0w`-G##6=V3!UB#iT(@w9g z{T%4nhC}*$O^Yp!0Ds2(fj<}a*Q13XK@>Xh=Nc)$40${6>m*wb_XAcKJSqC0q?_qR zKx&#h>2Rj8!?GTCBruH|24Xlzy9ZTin`JL|{noz$sVBm$ae3l=Cm%67j&B0f#hee* z$`M5kv?TMrig~G~)lp53DV-CJBwYouzt^_gX185NQTaYs?DuC|ZCk<36*_DCuY?IW zL#H#qwdZtFqz+Cvij3+TT4>*RIS`;N%)g_l5oaDK+(A?-=20-Zk_dGGSeB0Rj_~U= z1v7z!<>T0-VE!UWZ68|L8JN7gLEva(va zd@OEqR~=(iUNb6H;<*JaC&&FYTdl}CUEc70f6H?*CWbnhsJ*(?I2`g=Y|#UY>Kf=G z95+aQ6wtO+_1=Y#mxb2PO;`{b3eV9pjPUR6d}Sf{u6$kkbtNK3B$=N{Dr$&&hSBfs zW@+6a=P9r4Tyi__m;c?>=a@YKjo`Ub< ze$vZJ9)>Fitz})75&CB|fx2k+dh{egUr>MiPa?YOP^mQu{d*h@t>`G|0Zy1b2J9Hr zpmXG;@A?JGsze(%R+60|g*lv%+X}~emUCEe#|#zsGK&OZ$|-HG7{>T9 zmG`#q^$e90AqE^`VoZ6Y`*hi^8LB2hqqzM0N6uMpaG|`p5)I$4O{}#r*i_oy0);>m zi|X;!48euk`sYX+CNVWT7+j6g*Y>OI?rs9;Ex0+>;b%}_2&MRc2#gZs_fho{t~uDf z$XOtb8=azJ>ZLt26NW_W9Oh}RzIR5{qZEkQW&lfc_I{6?**?y*c)7a&RxSJ0^NQw8g}Qc#?IN+i&aMsY^Iev8yIFGvp4uqXW!2cNVRRrLifa@@D#^rB9CJ^N5w0M`96D zCRkk)yw-gB$lI?sDbHu!-pF;5jcM;qwb&N%Y!ByU3R2INBG0>Spbw zMDJ|$h@neWxPqTSe33U`FiGd$P}BPzc8lBAYwK+;k4C+8rA5tKN?RxEX&=BzP3Ee` zVskmw^wdd0{7AgVUA328%1Rs?@-p#@QUHQg<>aOT!h?#7R$oJZm|R)cgM8ptV2v_D z!Mw#M$(I*qLq!$%yMG{kG-x{yE z)!1nJeYvZxbe^5xUhbtQpc-tz*vmY}qeU<%@Gm3?Z!jz$YPm;M;PU3>9&9;zI#Lw& z!#VrAdK9>D_jdH?WtA{ETA2|%W4hh$wH})+{4|@`shHCTD)*Lz&?p`_!Y@+^0ET$d zK^8y1!CAZ-j;FT*4D4$X9_9~b`0JAtB6vKhI{8i0{>K6R6|q9jf}r26?jSi>?o45Q zqT)~!sp)1wDfbDOrKOXg^$%TFqjg*>H}!fYX7(g@^EX}N`@poC6rE4q+y4CoNC8I| zpvstnhTHP@e(Nu}7pxwnO_GaqS|wP<%R`-Hq0u9ci%glW)ymYZ)A)xnEIMGNs+NQ{ z=uih0BVs#Y`>YY8=!ZSKDRlGzQ)%ud?iV@l#-Gc@~biT%eM26f6a}K7A=7FVd^rYJMTo#f$Msc^H8H+ zbbUZI0g6sg6Nn62abbQQC>V$+J{|~)Omd{(2yC>Y@B2CFcY5C(78eTf8zB@q8(h%v zTQadGo+4xfkfneVa6l-Kp^{X6IvErg5?CPFHw4LiB9K`)?1z?z3CN?}6VIUVGO^I|`dkLx`aKrGB0VB;i|K#07 zw;^MtM4|jYfBpasp_2yu;vI8(0Os4(ln4NZ0~PHYyaW=IfH)P=HS!lnB{~4Y;vQh` z1r3w*u7(7I2i?VEaHN6@>@VRHS?iwz+Pnr5g|`bJfC+nrU-^dL1^wj41JVTgtaI{j z^v4Jy^&=O}S1hK53Azm;#RGbF#KaO(P}2dr_@|f^LUI!fM8bqaNkjbor%#Wlg{!Y_ zg&0T;+!qLpb1(0WNs$dNbQsETmqE}1?3*r_*Bm`02W4RyJ*>}o%&G`l7 zyIt1;Yyoudq16mgVh!+vH+YQ7yu#)ucT@=AhLR9u0(yLSs7oP_HFA>-iCXR5>#fDItS-to zDV_PSIP?ccM^DHFBJ?8`2I|d+f&zkojshKWgzfcTX-5qFIXe(^Vn=$G?3* zPdoF3d;2p)T5c~v0qVJlN`8F>OOBVy`(SSL7B7dfB^dCiK zdWRSaf|C2PF6z^2(6R8{f{+G^YT>%<9Zc*OFcKTizF1hNPc}KoE%1S zP~gzMGEiH_7tpgL8(=mHBLxUZ&9B2x%a{mA@hR;oPA)%g&Qce%cP;Q@*Wn{=+lWa4 zEBSJe4TT1MUln)3Pq(J;w7-{wMDA~r-=|Q#fAL%-*hUqLeRr~DdJ=z;TIqWMWVQ9t zQbpCNTQ={H{j5cEZ1c9vYkZ!X>tNtAhu{1C?SyIKEHdiGV~lxMS!qQiT_X9Ze%Hs; ze6n7#lN&;J7#^q3&9Yms!u@VBwHo>&oZafxX(hw-N~u{Q(_5EqfL#MVlQt@#tTV0k z@}10se1wEWjx$M4rsE)lZoVkeslngTFtzf}o0>~}>Bm8{!=;fX4SEGIh1p(}8b#A= z?avtP@12?A=LWS->R!9m592`Ir#5x>)!(k}8}|qrPHE{ya*e)luT3w|tmxLM;>`Ft z2K5AHFU*|TDftx!9A{7_3pv0V{`>|FQu00anwLtI3UxIPtETqW&&%Mvr-shMDFUZZ`AnG1s50Ib+;NOq>5#t= z0{JK?g^qv9G;j_)!R@!KvNIsk;57CXaiR1zY|! z={xxV5Pi~i%ybqXLD)m}(1iw1AVgvo>G{||1@OCOEp;?1$jehj_TpB=T@y8)4js7O z?{+@N&?WBD#r=sqSns4{I|ugtWc1lye!(9crrBJTun3cZpv(%IIo!Z7{?9WZBD(q(Yv%7kn=BK=1tb8yawBF`)g{GD(qv&gJ&XR z3)*JjnGSvt4)h3*$Q?g|;gZ)3Hmq)0o!+A~aK4Gwy}0 z7t$@q@xp-w;T@GTwbH=!R>?!)WR7*W)z7h82Dfd7qn5SG!;j%(6&*qC2F~O*lnSX#Mig=(Kc`jyDYf zVBfZaOKwEu3-TsVaG^aDm!mo-5FKJWhyg zzT1ke_BG&?(UWQ?XBRltx2i}$vmom{)5k3AWdHRWlB?(C?8KXK*1YL#)KNBhP|LY%VE5wQv{%4u`6TZhpj7tu$zm<6 zin6^GjvbmXyxTvUUkwA-YR}JNt$GrFyMc^1fahbOOeGs1&}uZK=QZuqTNqn`H!sz2 z`KxbXkXiQ;dicj=)q;Qz*4_*icGGn*jBY*e-BqbBj@((}PXsCsjx3+#U56ZfPD}-+ zi}ZYxwE>KM$>C|o^AJ}VyUV3IC^_M1kN7Si+AL^$HsM19BECxEt>0+ z8ZF|{zQaF{m~ZC=KbQ_uTMi(7xzNWV7!Ud!M^`ekfOUsl;apwpeH2La!vy^+)1m*buE^(p};LLu;1CNW5XyYRguf|Owr>;+5FENJWtW| z)`dw*5&A5xYYifM55~vMGzq^w2h*u7Ce+;>+vBhHs8{G@bSbo*+8Gnn(7&rHdVezP z%-@Gm!v!!O7hxcLn>i{<@vWlT-+yCilB^#IqCu~_s>?>7b~?V%TqJP)7|M8QZPB%K z#LX?{ydTN+_Nl4)J=3+&>16Wi!f($^yhF5TR&;z{WXXq4^K;J}R&_l789+xJ8lc4f zfOTz3lZWBc;y^gqdpBcmF4i5+D-H{)e4>ul5=~ZY!F4z+iS10eB{R&*t~}PAH=Xqh z$sNi=n~a$oF1#!3DQ<1mzR?KNFTrVDC1uX>kLp#<)ObGyV{=bNx`30dKCDLJZhKz! zIFlM&@?OZt`3ARRP5NWjk{3#Nn28un0M9!=Q7Ox_3bC^7Ik!=QzccUg`B$)?tLB}_ z20S12+R3_jhAjZA_jcku5c}mx@4GLA25H7zf>< z9vdaoLH>fD*EUZdRWj#!MnBkMW;0hG!r)J)x@AyS(bva=^aNRJp`?<9Y~fyG@~*8PM4$jBDwvn~=W?*y}t3`3S;e!n)&l4U(d zU#8YF)jxW4MMQsg?et0}Tt#yRsb6Q%hNEpKTq}F#i^7|2Y<5CDwz;?1uV$3CQFg-3 zcXDpGrn?u5ahjR9@Roi0>$!_^$jtDC%**mBEBd$BGS}@m`kr!QSC;$i4vv)qOS$z5 zd%xJo1HlZ=Vdp!JHdb~QgP{Epfjl>!ohd{GNVsoN+YM3fyRAaUx4{`PYe#9VhbDXep@d4A=j zhsF#Ibl!fllRNqZk^dSV4;iC`#A}BnK;Wp9VxAWu#Jpo!zJEf%+tHEwIObgp@76vo zwrs_=CQ&*261FUzwA5bg_1)@fDcUoZ9y{LT{{aaVg2XjgWM-zH>6&0&4wCoYC!%$8kOM1!?=Jj-aZYMR!K8vw1O{EZMP3E zp<)S(^zkeDOGfyG1)voH+*H(jmZ}i*S2FK*X|$%l)c`{a@xIHn_~xB-qWi zK-pT;#Bf1^*#e(kqS9B6N=3VQhytN;jc!|zbGt-}6x88V3|!7mSe9{j5_ z{U~icyb7A+vU999`b76C4g9y(55444S(7XCvb90$$}tfv@nC1fTl0nN_I{u(J@`a5 zd4B&(zi9tmc|kVlad&0?3(E~HP({p8W2aPtlOq{Zp9isyZiy~y%I=*R+QUkBiT4q{ z$!I0>0PXxGdTO6tUC-*`d}bF~1|nY8(+Yl$L-HK-&r`MTBoS4bpZ4(Dzmw?tL%WX> zUK{_~2`-X0e3zym2U?Lt>g4M^tRmxVaPSxwjW^(dm%R8;oWE0AtFY3mnwH>Y;Ob3; zxX|e`s2_)KG8BJk@66{!ms*rX(fA?h3Cce!uc`Mr{j-emsE#^p$<(V_pQ~qQ->r7S zIxs16L!Jz8(xlp+(7RF(hAbpubFFld7iQ82>ub5fS}bM6vgL~&oRHU)GQEG-w^{i!e8r$uA_qat|SbfKohxol@ zcywen?x#anfHi>FZWA?4d)}>8$th2QlD4Yxsw`RD9(k27&z_l_=U1rQH8-jtECIIS zm_^CqyJ1C>^iS+L1U32eo^6+!;_zCszI4pw=BW-NcIlTgtpjpOI+2&dbJVEl9OFYi zvBeksoBJlxf{Om;n8P3h1_>R3kVF)~AJSsV3oFVM7Vtj|C1l$qK^ zpNB2z6*vp73x|8F8_1{7wX*IUd`D$>e*X%92{T(!LpiL{P6BrWtHGFe6-)HgojPwk zs*lO|7<6_`QdX0=`PkuyzjJ1v-ah=<&TlGa+K*}IUwa=u8S&w|8DX1T)TA_84}7(1 zr>#WJA?AEUQPc00bbiC(zp*SZH}O6~8X(b62Mo=y_wpK=(YZ8D&^P(r8(NqtM1)@r zmv~#aJOnO+qw81edTpOw#)CZkTI>iHq84u)Y|K-V)~jcEG^@#$vGAo&4)b~fx$&Ey z|Hj9X>K~=|qvN{fj|X1MGo-~&O=R=F_JPoS&?4H#lMy$MIoyHsyf2M2JaSHG!+}&I zvo8LsyXv9Hxk*H&E(?EHy;L0RvlCC?HH&Dk$xkjn!hW0Mt%&)qnkYtfA1InlCHo8+SM^-fhJWTSL%Z1|e_s8p?PHdE$ZCwv)I;IE)T3I7t_?rtTneAJbl zCaxv_I%E_d$EA#9LAiv~=zVcmY_Pavi=e>EM&K%Rz}tkTFbhqQv4hh?#N)g|r)qu> zRPF?-C}xa_-$$RB4A#JnGUne~R-!PoUquPas?sOZP?Rqc;6^*wzq@VJO>Y^?9fs;? z_v?!I&yY2Tq5~QXQ`&Wc}harvfxchjvB(B*@)tIi^{EI!&5VT50)W` zq(h~j2Pzt35R6=@!-<>iF@>I)*Vrzhf}xyhTRUf`tdS?pk`58zd9h~ZfO66&3m@%H zV1pB9>G42a!p7L&_}=|C?HQlcua&!bYoOO4d`bJg)uEZ&wRe-DD9v{iooN*I%gKhi z`r(kzUwtN(iB&>MiZsFcY+N4VtNEavu^CPS3hnW}jb@O^AF%4^IGtM{o-A0|1nq=U z@=#Pb*6j9KMQW$<9C|&*rwmx!k(DRiTUSp_t#q!u#^+hELFTg zDouS9U#%B}S*PTBD|*7u)F!gE7qgY7o{^Sf_NVqL$`m(8z!x-6>X1pg+E?!U zD1bGYnqQZMSZ4N5rNx#AREg_J(itwj(JyNkGjrbAxlL3Px4Bl9KQh&eVy2C1igjmf z1hVUAkesmpW`H>5jzKx^+tBA=_0zt_kX`Bvc1VhY;1g6Ps*_~FxVg9y8+piQT1}Uy zQjJ8=%a*Y{LVoY^9#n>aW)9yRk`%6+ucuj$M~v~Kv%}TSx@ne;4!Y?3mG-E^HAeCYJurSwsrjj_Iy@dZ-QI5>qR&N$$zSh?C3+fV?Y}t#<}ytiN?Jb zmuMtTd95Wi`)20oigE(?IPcv$(b?d-N(YGrW%2cnJgyUWl3K_Q(@)Oo zBUQ79ueaj4CGT7f1zBIE6!{}8Y-TS}gH6AbtAeQ)1{J^yb%)XscF4FW&LHF#^QO>!l* z=7MTB-zNz6?0Vsfe&H#0DRPsremD+(9ij5JB-=K>E{a9L8wf*h5hxTZf zmyzt!bFs}{MLB^~ThjhiWSefe?pPVSSz(K27Z}Aun=j+hA!3e(o?KMT4aK^+D1(YG ze_I8cErx@t%OEk5fh6HEd2fJuEOMlrrI2v0^Onr_5$5_)#Hf(*zT#)CD%tHVv|DuG zW)h#-O@MoPszmi~3E!o6O#`nygv;1@SX*e04&|45PieC0Yv5xxHU3(PwHW{!dCT#! z856_SY~!I6L(^>D6@l=ps9o|%-Fo#=6(^gCQ?GS$9&YT<*0QNrV3jT}tLyL*@%vi} z>|;1w{joSDrRMUO!tlL!=iFi_iYNkwe2#hD8VGC2fT{9EQp)kZroJ+GoQ^iQsRSdi zEIKrx7@VfCYKo!s)X~a#FUllG*akwTC>-v``|Mh6%EIYg-&8)Tz`+?dEfG{dq3q*c zL$sM1TJ-rM2CCw|$Lj-8QEAV@fW!L<{WqmtsIyTcnZn*9~BlkD=u>N}O-Q2{hu?f~&{(%(H zxqiINqP*)DZuDQNDoA}#K@YySQ)*ho3sklD-7U87h3hz1N>$)($%Ng&LI9?#+YwkY z4X~6&aP}5k+z#qX3K{{VWh>NJ;Q7gGnYuZgU2^RnKZbKKwi(7ks^kVnLXqOydg zF%fX1s~wqQ#Qqd)W_Qbq8p@wmz*qc`1JnE9C?@Tm*UM6%IFUUHl3?UxKvCi0X z<|4V++^uHXPlz|&Mln9pvf_i1JV-Dx61)vgH*H^buwMk-jq|+*j%;7)8^<3HY`$OL zBXYHb8gU^>zfP6UtEGcZLdV6ORu9<~bX;0s z+#-Wvdf=1z?&7)~h0;SC{Pk+7m~I~L%G{E?K<~r>bRONzOTb0iZ!>S{li@}Psq zql+hKY-2i{7@-ikU>eN~!vUlThnBUhFa89&dBoy2_Y`*>*d?ZgLf_63O;Y6A>Qc>X zEbI`;`mST1vPiZsa+>ccIP`f(ZFS>jRO%)(A0V{|IqjjlG^X?d8^yFeOKD*SZtnuH z1*#us>Rk8`z8!4|hO{;(vA12@1>Oeb@>#rY)7zb|?UY`xauW)#{L)NO6$(I$vKwvw z;H|f8!wt2BZKFOdNRGc!52iu=#BVqv?tFmos94OmCSwtyYh^p^!rzS83~tq(zrWf# zPu*sXRv+G%JsdYH!V(>22&D4R^s5%`I74g~YHm$nxL-9%2pzhl7D}icN>pExC$Qj# zQ&M6Zh*Em9Z73l+~V4??7qn0l5|mX z$j-@O2A1BW4r)~|;Y8>DEhyulUj8S{NQ*2v0@LI;^lF1(Q?9QUZ+gQFOO)X~skZY4)N1cQCOXUy>>wX8!^YWP6K zJ3+>ik#H4C(_hvOZVs?8LLUURS`84fI;f!&@r%53iu;N+oH5cFHGVRP+_jQ!-&F+C zj0eg2^Kue0XPW9Ks9a;>_lft+6Cry1w{}jjZKd zCY0}7yjg+a??hzlSbCc$wi5E^7<_he7xoC*^7C`In(Xex=k{0Xo)Pwi79hck#*0jf zk#B1$8ic&BTLWjU$PioY)UbI1G^Kics$-P*ODYHFtzI}lrXvaxBPN=s9SsLbrIAvg zo@*S;Uyz0T?i|Tdd;)*>Puo|d__I?>QU>Lcdguy2=(iR`7*?oRbkjyPEN*Z0q~>F> z$BHKVlMC1tDe02TL9ZB@3B9CtktSJ>W<7OF+5Q?NSl2uD5sl`V<}|y($f392d-X!O zB%gTAH_DT((Qcbz)@RsG_Q_;Mv(pe51vXkEJTC-I=S11kG1Ei)$AXpKmUX!15FIja9Ev;Cec?Eiz{I>a4ek^f8RSo`+XaMg^rl~2>lV$v6 z5z4d)knyXN(S9M+4~RvQy?VdfPMRtFT>&&oWw%nj1*wV;f$PgZz{+vL&i^SfW&aOA z02XG>{{jSH=457K{=Wh0e2`s`x9D@I*0YhfXWKd zjXSZi0c@&k3p7;?WR5^!E>A!~0R)SR`r;3FmE!?qJW{J}4&(_D5Z#SGhaIT9wB0{A zJ~4pu*fZl#0IXWN1Y~Y+FW=$c4jN(?D6d{R;s)et5>Gz&>?@{Xf*VlTU4f2tcqd3) z{z@lI1W6z+&dJFMVWMLJ;Y|q(Y|Rspg+7Lo58?vB(+)BXFVXnqL>)&*-@EgR@IbHl*kW-dh8_i+xSX2l&)2s(G|VA9?Te+u-&fDn)o z_}2TcUjC&)MBC}ljhmIZzQKdF;i(DG0-CC^4FD2@=7xyp4M#AvwRlb|XozY0>g;W( zYDkG`81L-wRpx|{grWtF-ogI<_e@Zclma@I(GQq7W{i#Y5A|ehYRkze@2;VrLpY4S z)$lV`mls-m>F{Ry_I4KB0CWO8zaTSo02vuSVuMq|fl6C56Z7Cy^v@1i?#Kg#8Q@4@ zh8Fw#rbqigK={By?kX}Py%>rQjzHfsq zH~8k}4i*P@qn`#kQ&e=s#AUUz9}W{gYLVeFWrhil0i?alX4=x2Sbm+98G{F@W;H?N9! zQ*UWpXb!01<)P_i;BC*_O*sDU@TWkjxzLNhD`!AL{|v$7HHgQ_B`8y?yU43e5%<~- z?m6T9PB>^E)ji~IV65S9B72~sSAS$m)BvS@L}Lgh>2Kj`An`N7aQHr|2gu(bSVuqk zFX(9BQEl5_s{ej<*}n7LWomv%u3wh_S?gZXM}EX^Ohzqj4-DTV2EMLs?jgG$n7$aj z2rYP6Y3^RT|!^_`gqg9-6-xO+5`}SB?lvJX%{nihO6Muk+U3 zDW3gl?rNJ`!L>h|5^whKzLSr;qY-X`ZGXzJ=x*A1KS|$Sq7vut{_S^0xPNnkT=c&H zGeFG0lcoJX)bHMZsIa^f+?|K7;={8{g;eKlop_9T4aaG(}iius7um zw*D5}abGKp=SIIf!3TYodauPoKT&7^2O1EcG5i&;nw7aMTQ0HG&n#hJ-K`+vc%Qxg z^U7kgk}0i^{jPcvDBkf+3H08EMC3u+I%pqa&h zDmjWb<+r}Y1UHJ0r4pPnAsq@`J+-Boa+vts8Yf#SpjMM%wO#gWY|5N1+nAv3uX+(F z3h5-Wd|eL+@oqJ!n?s|+t7!cM-@gRNxCZW?lZArN#CeDD#n@nLG*QO{->#{?@o3%S`!udLbhR7da5nRr zy#S2X?85OGoKftY%N5x#y8L8eY~t{8ZN(HvPxBUO^Si;p6r3ENC~ zqt)~$7>YR%wL$Sz$`)EhXSsnvqz~n!F`7sjMVXr#lVo@ONMbWJaKnY;7H@P0+=-*8 zA5Xz8`9;-0bgG`D6w8V;_H2ASJVTdG;q5h3TVG7(E6{(v@#d)B6@OqJTq=+jQiS|w zMJ-+2Da^4F;VZc77x=n@%{7yTFNZ<1xVh`yf^XapFSKUGphIzn7r#9IwZIC`RGmJO ze9CX0%bV4QSl?GDiI=|+*8=3wq$vDzQ3}^i=#q5Ny|9ANS*^~|y`oq?&=CO^uAwpd zkgKBYC^!xQ8@(98Iz82#vtEG~5MPUQ)q%{~SCJUqDb1xiMfYW8FIUI83oR8(Ty0B5iBO{$Ti~NTxow<3@<5YKpLH(C}rv#Tzzec>-GaW5p8{sr(qQNC=;XQ=q`Tm z)2g+~kB=l@P?Lb(%#A9F9O_gWu=6UZi&8Tzmq!I+1T}BV)&XpBAk3oF^12CPVAx(-Mt8S`E4c;43E= zIw@#&Ng5|_A>r&vAHa}J6;gfa9U{pJMK7(Te#Lz)T@FvH)q^UBRnsZEir+ri#>;u? zdQR$~ShhE75^$Zb5USwESybTZ`%QYzyYc)n9CmTlY$+y9?tZH`2bmj2);3@q-c52F z=R|D|uB|kk;9UGv5(aM+w~BUEGW!yqY4h~z3SrF+!fDx*h_k%LyR0sC6nIKBGKdb% zRw=rJZ|AK@67j)yQsZDW{rOEVgB4&jwn!-yVxa_TA_$r-GS&B$8Og#Kge4->fX zK93d7xEZ!bD*?1m^HkgR@j&Mk5uItL`gqpBI-*2`53}~!7y@vKOBR#Z7M~eE!zpyJ zODXB@FpX=yZ4Dd2+L0W6eH?CsvPBq|I8^u^f-U?wX?JF{8h=z;~O4>WJ@Eaq#@Qvwb-$8%`10zQg8oR z^a1OxMFF4-GeSX2#&HarX^VPcZN`xvss4cFrIr(`a;%(y$XhA7$ded{Mb@g;=l1kN%OaXKH7mt%>&5xixZM6M1t9OY zt#Wj%R6j7oiEp9h3G39c8K)oj?tJypJDMJ(@`Dc)&vzCj*p4d5TQ7@Y?l+*I?SvGP ziYxB)no3psEQh*GjaPQ1DvrKyb6NzxTnrk9p6oTbqBBeF)T>=4SY}w*<-RqZN(NTc5*Yb#RPo|^7gt@L)b*CV{P5Q_j&Wq_DlSejh}(T}>P zxEoV#E<^q}X-b;4b&L3u+qD#(R=w8Xjxo^T2)@K1@xbVIG7JLadN01^q2fuT^0Sw711kaVrqm;f zE|Cp$w--KWP?PO!YMIBnOex-7Co6^le=`0-WUINh$F>_@)LCT!+-F1QFzn70t0XT1 z4R2k&BlY5GK?t)LJ*^Bz!sZv_wQVxuM>!<+6}ZN3^1g}Ugin0eo5$9Y$!~J9a^D_Y zuUE8vqQ>g|t0bPpamE+4wddil`ZeghttMV~W&?-RmYH+?agEhYT`S2T$J~R?9QWcG zej5?hN=Nmnr#|h4ptiwK#cKuW>Npm8Z_Du%55>1uWwlUx6$h(*NtBkor$SM5k4Fl( z;NZ`2fv1DnFL+$?Ke1I-VGq*_A|{CHlh==jN+P5GunBkM9*Vy}Vhk)8l?D!gq_3 znM;TT0}AG*-9j-84=lN-Sz63UyUQXPDE1t^4R}!ADY0zA4aP!n)_!3QT^xB=`MFht z;xs;W%*!iXo{%uGQ%FqJg>zVEvi$4xAn_-CPz2#wTi=4RP+dnjeVv|>4R`_1UdT3? zN%3t1!a1QgxRUO7Wu9f+^G?QXMkGyPoS{1Qn9|_B>>3_61qp*baqUHnIp-NGP8@@s z=y~-*Lj9=XQ~$ZIq*y;#8XHv|2V>|CK6l0p&R6vs>>S^SVVFG27P9B8lg*@No0c+V z9N-AtSmr`>jn$ z`EKK40xk=MIK_#|-!=m4H3Q-DX$NUp8SZ96A3Zu;)MgxkWWlGZfKzt@XyN|mNN z@0SurwyvHQswjhVgS0@1H0pBl;ttyLM0W;ud z(!iRl{Mg^isBR@SHel=dbuc-Or&w~=;qS$F|8 zYpW0pX7PHdIMEtP;l%+tP=ZvYuXRk8X%y$cv=~PC^m<1M(|Fm_3UrpDWU49svGr%i zL;|>_$ixrJq29o1bWEvxuVLPnA6R)3@{#^PI=82@S{*_6M+gk=gYlPpD!JJ@)Fdc0 zV`WN&OD!sfsH4PBcI`9H#hXJTymt8Zb=BwJM3sX=qTEu75PNFd@ch<(xs4P_N6_i) zVE1@S%lqyrFK&3VHiMl+ip zsCwu(+y^}I<%hkOXT@Y=M;EhS{z*Iz|dHeQy>E1lt-^`$A&MrCME-t+^cS{Yt5hi1!YSOe=j%_mlj z@Q!=dMey>%VS4BS`8hGIb2+aF~6d+A@umdaxEj4a%tN> zv&?k5%wxecY{PcYBkv?H?CcV2#D{25T~1(L{cSW3BWguO3V&57T-U!zU%$a!gC;1n zbPTB%>NiPfBvQ~C&xIsM5TWw;=Br!Jye7*miVi=ChdT(lu)^|dIX6W-Y`314kc@i=&6%8Fqk4?cs9-K9RHV;7utxL><<~X> z&*NW;@M59&F_)5KEtlhDn2Ho86f^4v#vsAT4Z(s!`d<^_B=UXN@2nT&b`8!^6|gRM z0TqPik8azR3yCaQ&}3{%rl++}((YTCFqoFlQ8F}k2+&8us`^Qm!JRYftcJA}o0%m8 zM+wpFZV%{5qMjoQm416XM2@c#%hTG2G-O0yUsf&NteZlL>||@D@sdvTHS2*xST{K( z0i^iEKN?eLNfLJaZTu`btM@{YAJ5ngPKk@a*F@E4THz}Vp?gW<@fJZYjBX~ooN^hz z)~zSmX#&RGMwc3?3Ot1g$CEmACdBiu2iymYaVd8Q#V!w8cR=>yji}SSNN{ z`r|BF^e?9rZcp8~=NpG{*&+L(ofNHwaBx=G1O!#bpTojDP|;g4{xU=}b3)+W7#iND z-{m;5Wf0fh@D7Me7{O2tc5kz6WN%k{#vAW|>%e+t%bel+r4&>D;nOEecjDLSsz`TV z!50!G$&ZRzVB+2$p0To1BH2&LP|Cl_QleECH@%8aE(f?nDbUI{BT57~q+4?DsNW8i ztRGjhkI!IKB1BrL14T#|@t3E*Bik>8^BcTu5M*5#Gb5d$6ie;}W~Nr6DpQ^!uSLqB zS(TVMOE;w=TbNYimW{fb<3FGYoP!u~Z#j4)M%2~7BJyn2>6gZ-Ag68Kgyt}DL$kv} zvcJpMYvTaW5UA7)&&a4|sF+72u7v<7Ru2ly}mZa1) z_IlT{WbsKjM$Q6RdA>87UV`nyv})>?BN|klA4>a|?1Pt{jMc4TULAVFJ>VHTe=PlA zJLBuzTgCC408G)6t+)4Mw#`*H^P+5h)A}&$*;Z#cQqR}9%DXq`*>zSBI|3;i8wP%tU6dFK@jYSbp!?a$KR9gr($;lBGg+@Xk1Ub!n;%E2uVg@gg(7@ivY0N4i5UX0d zi2QMDrhRB=O@Lyn{!G6jzLEZRovVDqWxw!hN9R*n(lnUB+v$YK0BS&87rPOH`(Q4r z1HSe)0W;Xelg(ypUx-_|13M=*afCjHCf7Oq^rJpW-J{y_CGa4b-7Q+g%{=!Wbnfac zC@QDZZ0Oq2OoY~nYL?h;N3*mcyJ`m(I0M=L^^Yv(pd;v>XI z@4tj?`klKv z%o@E^l-97y)qYf|-$86NGhhw|#pc=KEkoY8O!NFvvae-WOz10)<{NSWUkwc1swNHY zru|+I?@#gCm}aN#6sSw0^B1 zh9f809ZBNg3Guh2w@LH+JKTbfwYflsZI<{nFu}vDdad6nPTfT*)oCyg+DcsQy4MHK zl;_LR^1+1>#ap)fkmOk1iTh|I9%8SC=5w#K9)|=Cg)RjAO}VcJYY;d5U0OaBcXAPC zk(&!%sa`#f0)wrS$`yOlq~!Vmy2o_3dd_>e&^(#BnI{poMQh_ z2aEH9F{yTNr>CMBlp@x+TMaO4B5v~MHDk+FE?(9l_a7}wK`mWd;Z(?O8D4us z0d4wy$9?8A0sr(AM-4p5sCpkFpn$^qs87C)4SoK zvP+wB81$vV)(6E3XOT#-hpRDbh0?#b^@p-diM9uzl7_w{U!>?D>(RCaz{Hqmu zyPwoiU9I^^JIRCI-O04FhLXCI8v3zUjkfvE;j28OFj^n&!)>74$;^$1hR>F|(W`j~7B`8*L;dC0}vxKZS& zv&CZe7J}9Q0fh5zytsPg9g4y|J4*{f)dzSu?@-hhaQ~&N zcS}M>oWmuHU^b|WT7(4=C2%F;rF%{|4ZxQOS^1R3LZOk0+1>l9$(Ks}MNK1^Iw*u_ zgmOsFKETdoDZQ7aGQ%+C6%Rer$(O~uuaeAH1t-kY-iIKNKg5OT5}FRe8x!prHlKw= zlUDv3RvO8S%xlbzDHn}oP9%VE4Hg_8ZLg%#suk~(5OQT?nv&-d^wchbiXQWX?s&C} zFEnEV9`{@-N6a2YP6%V|p%O6)Ey6JG<74rryiog5C6j6Go(gzY=}1XXOw?Yd98Fs) zCW&3M74RyQnw$r z!GnI6)T?}6dlkX?h4|-BLPjp;IKPlYG6!htLypo8gn+Xn-2sZJJMzFa!qQ*Wy!9@|KlbDBc z!Ix-;2Zbqvw@4Ge7-`9EWF-81z-Xyh2Cms&!@x5=k$vR<8G@(Iedtr&fvCARI`fcE3V#JJL#=cQ zk(Th`iGb~!=B*L$4>@q`Fe@>CF@KER#FwF-Ias|*_OFsSi`jTawVj)0EuB$AF(j;o z3S92YtkE-04d+ou9xKd;}sMFH^6+b}napq6RMmmZDop3QSLg>>VI6?@i;vOxrPNij zZ5KzC3O6nyVnqJj#KECowc5 zF4Y7Z+lR8Xl<)VR2U}++MyBCh#KtoEmM!k6J|&V07A76f<)D&w<#sSqXi7|UDSzgYV&JnfXi;Kfzc@Vfqh;SfDK5?3B!RCZBy0b}7m+r$(2v_8D9$9JI*Rpihh$uwF_#np zS#UxQ5yj-_2OJ11sL4(2HT;^-==Ns9nMg{m zwI?NSZ!7Nt=)!FhuF{tBu)S_3ii?a@;^e&{3`YoCuLDo=EuS;obo?0nb021k?a;PC z=stFMbQsM)7ek)Vl2kHwH1|y}wj=E}czU5Px-3TVv zgm*p0=c;f-APjUcBEWnFeM0`FjkO*%i`X{wi$aVwV0cBa^tgN+3TI$5diW!o%rkMy z=V`ucT;LXh(q8u_HxMB05|UnR(d5Nh6S^v&$=J9;#9youB&{x)pJ$#L3*@`Lz8*8H zvxC!NR*F5qX0wF-EmP?fs(@BEkM6yqdvT1j)mQEBz0FTFB2JwIJv_a4xSOnUQ*|j~ zMtly>XOt_JX>7Kp^+oLrfmbpPzosKUUyn}0MpT%Qp9RLC3YVpK5sr3)JJ?y#Ma;t3 z`5}Gt(j5kzU}(Gb&Z<)EyK%OGa9Lq&;IN$K(3ohq=-R3X|J?J4y!3Q3;j~OuJ~qvv z47!R&yPG3Uo!8*AmjN@P)(xV_{;emA{Por$M+W-i|G)xsi8y?D&7*RP^)4b4h}BOgN08%Gok06XxO)>Vg2bI2AvJfF)Mz6HB^k^!^h z^S*jMDVG4Xf7r6$_D-)_lt(;nW&>9XjYHY6AxWc#bg(T*DPf)nsUyxiz3($Cf+ z4Eqvs$8}vc zwHn`X7u!Iukc*}qn;ZuckzJ`*Gj8S9eL;c<gsf6y+%}mS{4yBP^A4ENQ$APrs8tLQpeE(#;h2`_?Fjc0<+FF_FJCIBr)d zm43oJ?N=o;JQ~~V4R@qVYQ1#q%e&|pnhJSqm%WbsbyNy84sE+)jZo1ZZrp_e8K^q! z8dNvqj-viCf-b_DCaG3p>2CL%Q1)k~G4&H3aReZND1e+al&4aOzT*MAJ{zV5qbV z1@j;uBq@43Omea=%W|8`h{hieK7EvOE6bt#z#zKUfxGb1fn>g_h?AlLy4{HGnJPiw zW`h;8A&vsulDW5&vUPLoCl5Hwi3XRHc_xBSKcNB|nSK@Kt@&}7$oDZOlI|N;QX3^2 zawihU0ZSdhIU<2h?;%46&Lw2jXAUG+pUdy|j^znmUZsSz8i`fFeNBwg#G2qBMA~0e zU4A!5*y0GPn@of*5pf#mA1)@gmN?9*$B;lwis^cRp_NIhCf3jyAgp`PvkPVJR%)K4_*CEn$nztKB1gKvaKFx`djWWruXB!cn9=n=sQxY zAEw12=Lb*4KQIX#Z*8J?^hrzR!e}7f zKcwNS3*8<1tseo@?Di2pGGKgayuA~l*T5!Ne!=loZIQZuN&HHYU%ic<`W4dh;UTYA zR*0(d%``czU*s@g{F{i0V!eCq5xCgMm|@tZsL#!;U$5zLshhV~IMNQ2n@@|;u z1cySzR$%&sd}LsKB7B%b8D`9uI`;w3pf5SyIw^qc46H!qB&U@R|6{rThbPr#)`-Yw}v2-;wo9lKl2D@lUNnZ z5AngP081^P;QX*=jbGAvE^ES+EG}qz_^1^-ofoUJLwR1M+7oVfChga^e4hCn#mF6X zr;%Wk`FMJPlCq00KMd>A1}n%BH6*mo3oD-x^+V=V$t=;}F>K2ESvhquY*SBv84Prl zBedEpo0QJ(XUOGzhka2h)Ln5&Aqfl3`W)Vdqm;}>iBiLk@U3wlhiY5o8Eg^-#9eyW z?Do(tB}ZwRVN6SLyM37sz#WxUQ~40m;i=NXoie%PJffjiccV2-g}7{6)W&E9b-;mV z1d4x1ts>Ye0*wyOf9AEN}|EH5PBGaHt9O8`QM_$TQ`?AnTNA45ZPVmkcz2^ zHuzkJsYlK3?4r&Jmv<7 zsVr`>eVB>+=yyn@JSIFBz~ZA(ESxvyW;l_d9u|fhGc*iA>i&&x&r!0p;oRW>A+Najh9hbgxaJgsHV+lNEFPj1$(pg_dbwj2T5XwcgSBVy+ zo?m{mV)00C-k%Z_H|&vFNBL>a4PAZLHcB&O>Qats=Ba8!t<9O8T&ZjgB|SwIrq8tf zPF#Xa+gby(-lf!WuzG*p{@~?>_z3Na_#4L}th)N^db# zvdoMRCmWRA17#RU8+s5{c3j z&@vn!*$7*Rh^Ds*;D8b7wB)-NY<_bq)&AXrAj)XhB;URi968R*j)*zF1Qt&txH~K^ zc1c{glVEHFNj9+(7TgZ*7{SPVJbBP9|e*u$qD* zy>v(_uD#D7uZ&1+aMLc@k#6JcoUC;$8yudq&ah&J%TG?W!aU4qM(`hg|KjpV)B~Lf z+PqT9jN}e~T9T!vFi?qV*?*)dr^1`6;c{cRWX_^S3aKVgq}!X`jOakc1`j09t*HEI z*g(!RZNjs-lX4RZb45Ni-tGyWSdhtf2<&uDaN0FRt^6h8b@b4--Cv6|5}a5^~%sVWlN7H4Kwc#2~Q ztd9xL3iw^1C4#Dl(cv!KduO+oD-t~^&SN;Z^$B~!!bU7=#S8H- zyJDes_75W*7+)+J{W#KjW4~v^N8xhJFDPG*X$|(0raKfV(jmT7(fMkB+^LIPO_N7NtW#MFYx9Qn7}UX$xkzJ( z(w(}39U%=S*{9M?tJVm~H(`>sg^NQK%K>j&TeiU?ZrDfZa|hc{AK;FCU8l*3{pB`4 zrJy1>G1)nZvKWlS6J^?XmL;MyvfXQjxjtrZ2!|+uyr^51G8RY1aUncanREr41`i1&i)0#&&N;d) zVJ3nHJS@%a!t8UipW& zZJPpHIte2Xw}}SBn%!1xbcIr|xxG2wHZIffYOD~LXtrb|mX(`Lp>&4=9v4gV5>oZ& zS~5dL^IkkKjESTvlMO1#^a@w;fR$7yu))r7dL$xxo@wSOW|uI@4IUCsR%$mmaQ~>D zpMX4O=Zj5oLNi(-Ed%Kv_+YExk*qy1uzx-D-~aJot=~gRTa{KY?>6c&#j%IW`%BnhXZ0vG2FjTid?Z z@_?jZLtb#9j9Nst#Nk<@g_=$A(}F>b)sifhW>;C(zuJ!wkCh#Hdr>-w8_MI3A_|lK zaB^4uqrz58;o+0J7RALM(sk2u+T#=*)@w}tK~tE zA+vzID|P`@kz{Y*E}1XAT~Z>rFI3;(nS5?t}$vEt5lRP(36R#%I}xkiKT! z#x-+Ogds)h!S?z#zM`?+?o~T?rTMgeYTxddsku1Z*PH9wlTN^UVp2AvE!#jKZufaRXwZ+3kfcfeVET7SK{n zG6!!g#GnI3S)jM4Vik$8y+!vkmibFXNp>Dzn+fbj>D|ol`BA0%gC)4BB4ZK2AoF@> zF9pVCC3A`Wro!BltVNyar80{;C>|>vA(=sM>94?{%==erZ5_k0R9r+Ds=+DV&6}-g z8ANbw@YUg8y=YGblpC>zYO^|~7tIC@#U>=zxX;JeXsaHaE=c?3ysEl^Km$}2&dDSy zf&d29^rcPH%`(wE7^r9xtDkd`0_p|*ru%OulluTzJ?YLGCxYKc9E8kd?J{0Oua)K; zdZCJ>4deiGt(YC&OZELys-N8F7k-WT>?sEGJ)jfj=Z%!3a8AqJP_uUWZe`629HwCx zYvwbeLmlXw46sPKAb>N;z#XF(-cSMJvJE4C<-=5?)Q=)sgOm8@Ru^+iqF;Wrs?zAj zAIl7+U2zJ8Tn*b;DT$FDN$AVeLfX#Pn7|`!0tpMdH_~G1iT(6$)Q5AUkHgov+fk5d z3v?m(3fF+;3(I$buDk=9l#vK#gP*<~OR*vcq?@ZWBYn^;L~4U4Xo_bBCkX_U zFXTt`?EQoK2WHWIw&u8UYZUrQg+ zJgVE8FE|PoO7D*m)@Y(Mhuv}!fg0#2VaAstn^pDK*V96Mz&Zk-SUCRVF;r;KozH-u zs%IA< zC9qX)N1dQrnudYKjF|-IWlA3{O1U7o@nFT~OF}aENA`y=pG2A>OIOIgDYSjH4%x<{ zD^CbMibf$MxU`D2M{_rcxrVV!?&C*`*oj(z$de8q%wV=hMiN9YzM_=T81e=lm4QJZ z`ncF=<#+QDaz$lqszr*mth{Wx2&Df=KR)uR%RKp-brO%BeEU1xO#%lJh6;{okWd;P zvX%-dp;*nk<{a&ZJv2cWYCl|@^?r=f{zU^eX5?i%T!3$3WOz%1r)c}nURQ_x>rmQ3 zS$SBh#F`@kL>V7h<(0NpS?p{5YmGEpA=TS8SfZR1uy$JG-Y7}#({hD3K2`#c&OK0? z(Z>RcyEy&;UolQfQ7tU*Imm6kgZv9!5e{VeBIDq$WH)>^fBe8v36?tv#cWc|(-G09 ztNF^DLp{G5t_i{qJ{K5SKh9F$;*z^7F5hn6*av)GD}Jhv_K$yelIt8>D7#M%4@gKy zf-dmI>By_4)&a>K4@5td?VROQk|0N=VfH@1AJ7wG@hpBW3MMhM3}aagC+ z2(v@mmv|-v{^W~%!ku+Dhx{; zrO!I#>?cKeqAzSxf0;J$bE_4nvA{2UcW!=!)i4{06rv4$RJIT|38)?xY~U;5jS@j1 zkBM0`#2{}PmrT1hL^D&=y21Be#42-Qxfm`2dn7tY?arvu&w_j8@)2W6X|x`Ks*ukJ zpL4Zc;#i4DD_)jjvw1)~rW7{I@HJo8TAtC_hpCA%xqGCq_iJsrS&V#$=ld(n2?on@ zWPZrScIpgi;=#K299mnL4ZBK};HeGU%yjpS?=x!blaKdR7-^AQH|;L&tNGB5pbl1F zam1xB*_x+uAJ2aGyMwG_Uy9jpy=X;9&{wHKsD~0uByO#;tQ@%cxc}lCtozO9GfxS@ zGdn^W18J4aNBm>MmQddhVn{aEyQI>9jh?uHGb5q-VS&rQ2WV%vq^nCz#p>(z!LHn#DVG>obh?4KJp6#}k$vg;f}MIm z%gum|-tY)hAaU8mvwbva1#?npE=K1=Q##hhzM~*ox_n3#amqu zl5l9xO_zQd)o7vKo_=PVTy!8f#;nQ2{nsrGEy<8VCqBR&nbbCi z+wzGabcQVe#i}hew|=`(i(YuY8=>8T$+e;qA_1FUb$GNJ-k_~(qeYwVaD|-uMv=tg zb8L5}cX5i_yLEK(!zIlFJznnE;hdF2YK`M)#cHwHZPjMj)P$&2tU(E<<7{Yl?NsN) zh(MR8=la@QFWB@nYsxGr%;Tn-5_*9I!^L7TS>0{~;YoogwR6=Q)$0!;NfPdgQ4xf+sd&tb6JXr%4%Ya`x1V(R5G_TU24T(}vt8qR@q@t1SYdmg0 zdg?ai?|Pgl#3LzuQ9_8~unrgc<$Z!etLF7ICh$N&wRRzX8|9?@ru7-Yctyt^wK3bP zHM_%wSdR2rcy_K%?)wogXKh1kD%LSP>c}S{3Em?b|IQSvL9%)ip?;d;1E*}wPeqwu z1&)dCz={Lvv+~8t`@|;%bgaKrm9w0Z-Nj#_<2>%tNN3zZC9;Xa={{U{boek|R~6{V zWw7?~F^(2DFs^E!T%_t-n32J)mR^6q#($nGQkx#0hzX|XjM{dTh0wWkP>O(Chc0oG zqn6aUAKH$P-=_+kw-lC)MpPCovI10oajgBhd*CKF`-@uiWBRY+iY7#Ua-6_)37X%a zOn<+U{ELvvhz5`hmsw5fx>WVXcUecA+TRD86at&TTghC@$^f!OLDocMut+C z@Qs{Aw%)8d%Jj8bfyD@t-K!NNI$#=`_M8-C&9Fa1Mn)=fo8v9Gx?+l1L;Z${AFm{LH0S9j2j-hhiJUkL_Bk>@96MGfdW3vJi zztA){bS=oOZVd;jb4)7;0M9)I7{GtEj@WqORSJe0p)Dw%$>Y$!_vS2+X402ro!3DB z)r!;hj&*B#bD(5N*h0Im?OQ?iwfQu%SFSvYTa6;ZB4Vqyj2~Z6TZdwxb0Gl__$z#+ z%n1huOIvM-<5h;l6PM)AYE?PU3Z8EBrZ4?6J*N(q&3=lVb6rf{gc=dK+Y#OZ9FviU z=n~lwLmLZnt#hS0g6$~ov{b9R%D+`A!K|ypq`B_$nx~kL^~&$0aZ>WsrI6t0+F#AW zkL^w2zE9*o-xw4%fB5+eIns`PfxDnZ(iT}kkNLz#=PY|nBu3RC8C0e|xi+M$?jIri z3TIlYhxzoYBA{>4^=|%7X{cY%SV|ePn~#2$cL0DvUGt?%Vnu(7=`JXF`Z>0e{j8!t z)@ER$xV>bWLq)FW2B6{kJl^ZgXJL*0XkY8fJNa3tSYECISgDqLIFKTJJJmXLsuX`YPkd7VK zG`YGFeC8|RgD3RuLgtvGY@4+&lqAIYgk^}7+lGQ2Bf*7%}P$dk5=o|(<10_v<3p#eDN6$qG z>JDL?ainEFWQDfR{45a?Kf)HBv{N-S_EomdwQ0PCd=NU$TBec(pxlRnb{0PZ96nU6 z-^-mz*e@;;{Z`d=LUKnfgBOB~`StLffsh`O#A(lN3<(lPmD+TRzAN(OTHdij>Xv1z zK)LBmp*OM`b{r_`$LK5~u);26LWy15i0k0!&@f9>mHD9bJxgy-eiY=0PXi4fg z&eH{02sxIS(nO8<^!+P7Yj)U^KKmw}wog?T_i?{iNyn>11tI+8g|vfnWPXsxaZOjz z3YAnwVB{Cp!PY1BeUXe;CzQNlzR2$M6>8;5rI z@_3aoM4;BEO+oxak*zm%@WcRZT_lKn{pJR|!n5IxW*H%=6+{)vVL-NF1ft3bRgJ7h z3I5oNNM&nRzG+GNTjh4$ALCULSpXae7#aSbyYaLpf6dFD=ROjqLiZ3$FYQ8KR)76(_}3zFUfuqD77IA>Z?XPvg}9WS_KWO34tp zs^do%cWB`@r+=C`O8EZ-SO%y0GoqHt8Yaj*K3h;wPnU5${w*@F6Nsc}Q6YhJ@XLXm zEKQg3$OPYn*8ZbZsvSkW4wkT6-H%KDbAe;wJyg?iIV3JlKuv{EVY8^b;m2u*T2R?? zZ3G6WL0TOkB@y@|=a`=xnHE_fGHgo7hCk8gLTY-(w+}o)<|iC?tIe3gj=fMsa~b?c z6S62VrLMgCT4U@8XvVrLZ3cLoz8dwCZXC>NTg6=_=>!Sjb(>J;5kpKL5M8)Y5gWysz6(cB6cVIuGUyijwgqhF zs}Hk8WK15zg`&D*}QSh8&T;dJ5@$by37`mn3`~#>;%U%Ut z4Anpl?3Tk#PP51ncQ1g4UMLLtBLjSXd^f`%vDwuTQ1ofZPcq*x$$i_Yyco$u5MF

BYV7|@DNy&PscBri&h4Qw1Avh0ryduu4 znh~t5b^JTh0Huv= zEAStT3BV?dol}q~(Xyu7wr$%scH8dWZQHhOyLa2RZQHhO+@6Uz5%=Ll%sj4ot*EG# z`DcD#kW&4UAr2if+q_`B2}@{bapGU|MUz$ir@urK5SPSNdNVZZ*EeDY5Xkmj8e|5{ zx72sN4@NgoIxgypct5IDN#=Dhp@ojX)kFrj{lW6@!)|xVgEHWJHW+?Z>2{zzn+cWNQyeH(c^wAtu0Yu=%rO>dC|Dlx@dz(#rKw zx*xN1!G7nfl=g{{jtoZ`0ulKO%gJIuA|`~Gf2fG#&X`DfoSm0B@naI<*jbMy+T^9p z?m%YABvuZZ54g>OLJQ$-bd1myehfBs2KexTFZDqG+W2qCV}+gnTpdBu>ZNk9xZFXK z+}7C7fUuLNcK5{_DbVe40a~dYbUnQ#KwL~jpff$$GH>d;%b83EU-GQ%r-YvY zsgGElljIf2{X6Prv!)?z@La!N*ZeG1%MWsY^<_|W>pn#~Uzp>_eX;nF0s`fe#{fjx z0#+aRqe**{;rvK>_(K^c$Rem3!_svGPVpH|(B`v~c+KPE=HjzDClt&q1GiExpw=!A zyCsR!d$;7ZTHAg|WImrVQ{dQY$8BSE@HW6T)B5)$g2keZd8KvJDZ!!k`Uk)8z`E*d zJ(LpHPSae&KA|T08oAJrQivmUZDiJlEN{dcGy zeu0@gP4hkK5>40dC~fk7$Ld}{ZxUT*dB=1}L877aL5_o%1F6uPQT4$dRuY zg{w>;=_kINY-~>};-NG7eY#TZ7{WI^skR9MdObSV+U<+!aNvWXn%YP7IkL?j9pixB zips|^x@)_B4E{m*kQ6;Xye(_cUvDXnK*-dB@fPJUEZ(Pjz&w1~CQQLuE@Cp!?bm$7>Px#Brpsa0w*d>E^9s|Bksn+95 zYRWV`tw(r?JN$l-N1r8Lg)Cy)Dm43aofp>0H0goqHoE>BW{Ca2V1^i3*jWC<6=EV_ zXJBFd&*^_thBz3QS^vMqEKZ=xNn7h|MU8^&fsKo^^DvA-g@t~LlK{e#2*RO?R9joL zRY@%KgxU#635t@$1UscS?lbN)KQ&L@mdhR{J8d_XHy7)b(wba61Qhc~V1J0@c|JP@ z?EO01+an+VAW#lLfj}YDHJtY-JXdvXfKewzI@W@yPV0 z1;jy+1?Wjjqj4h6z>+RYz5lNR zK(qAr?6wJH?Zr@_>!7!O(T92UtmnyTAOa?fadGq_P@o6sK2Y{%>mxkYdES4uX>fzg z>Vt|2RQdS(wR7E{5$?)XGoS|dD9+La_W2jr;Oyx4>iS{6m5cPt#Rmu$mIshZ zW5p4?y}34HpFEF^?)EZm1@FZOJI3P&c)fUeImgV#nE4DT0pfyLB7>ss_4UT-@ohxAMWKw`$1{h z7H=#+jR$5O-cN8MARv(5rCfpfi2$HYO`+w09+wJe^;wW-fr9&ae3-F&MZ$B8w`{$QY!*`k5W-veXzCEZ6Y2YwI4BXK{;vj3Ppscw)pmXgHmGDyAT;hD} zD7%=`>_fuN)G?V=gXcztGrV+wGcI?5GS(X`hgs9i{JvcGIu$0BcPLy(`XII%%$k4X zcCrj)huw4Mc+E50C&SIwrhnxRl|F#oJePJW3OS?mRi^~ z{J98iv7KL{I30X+Rm;u8qWN%I363pWZBWI{2kHsR3?eZvV0QVNiF?|K=O8i5^7C;hi-GNu8-JsQIzPUO%^|*bXs&w%aKQX96K3i z$B|F}%XombUL3kQhk^;Vb3CSPDW?#tsv6|Gy>2>{rScv@FfdpjS-(wvOkx4vuisx|(1%RBvN_tHs z;brQ0fKSv49D1@^m9eRp#K0cS={-9;iAxcgQyRwU@Dq-W#Mnf$`bnbfBT4dc^c{Ox zHs^^9usr7$tPXvGae-N_PeM8h4mA-A2p4JbjpL3sLd1%-(Qm^}bmGx<*fv+#g`tVT zaSLmz^5&RliEZi4f6cb&(W~2)8H{`x=xt!zbI=G#XnZpYqCy+7FL9tLw6Brqu**S;WO{>N5OQ)di5+bJ?vUT zO6^Xb^1g&-N{2Q)AO@g(NuAKx<6StUr%YLjoxn}g7QHX{U0$ZroJ1|BTPA{2zX7W; z1QB|V$w@zC%z4+?xKvIMhUB1UIcWn2bv$cCj%cCp6CqSENjL(Hj&v6}3i2}=8pP&= z9{WF5Jja-jxIVj7)9h_03f5^+f$x_mxs|$u+@-aDjnEy6?)!+H*FiLW#aZ|q*JSQp z$0R2fQ6n+^N|@Dz2C`kod9>8CxdIhIlv2#0oaAn1=Dw%f|G4TFKEAn#17oN1i~6BG z&wLz3L^7>i3=WJL zj_eFSVSe(MkImXWFeEqMr+9ydSDfUPs4I|3x@8DStFD-Hqpf7>do&|3z6zaHNw}?< zqlk+0u$Nrky~d1=82!2q%V?|&U{no}7{&7@NwZ(!S5mkzlJTThmZ21MR`v&eUbM@S zGRjzAk(=*N$9Es`UB6v}V+&ioGUSh7an{Fbdg&J6 zzi#u-rGW(A@~1~r0I4NbFSD>_TjT*rp02ZxG#^x*Gd$M%3~cWr6H^i*AH<0JE$d;s zMoH*R`xLRu!j=a26-o&OM7Q*YXJA|Q803eC$6n=Bve{1;>kCBg{m7+q zv8O7npGxw2#pT|qdLs1qjZx)zT~Iql^=M_>M6mOMJo=vuDE1TA&Akn+!WptM1!1%* z(X$jmlJo?NVMtkm`DHv!(Yvb%&!s;PBDD~@ni7@YVJ{85hCYb9Q3V0({tjP&^&BGt z4D8wOhRcY5D+S$O*eTgkII5LRVXZeelBh@Ny^Co>gZo@lWF9R+;5gKIm&|s|O2dw8 zBvvq`E1VT=^1vA6tk@HDw<)3#?PYz&3hU6x&Lv6F*VoX-DC?T%+y7Zr^S3R^Dut;a z+w#kka-38yAK}qD%=gejD+x%M{7cG7j&&1EJaiPJy~|> z+uJVIZ(j(+7hXY9*49A@=9*NM%gL+ZaJu)Frk`gr4Rxs5{I-ZEG|6H=M<=UNcqZmu z_HjK8>Rb4JuCmuc9`9p1YCvroUpN&OKbMt5e(qCdSw@G+o1|d+6mvkZ1QT7gJWI&e zI*6jQ_+DZ0gl(*zu_OS(t|npj;CC%`yu`zo1w^li%dC|M zhsnRIPr)ZdWQX}Wy|`!myv`EkL)9765tz(I4>9h_v8AIAV%Q%{iQ0>N zOfgi&O^6N{%|-_3S(oM-EvCmL&_s>|zxIoOb<&F};n6v8x4g@RG9jnR)9sq3#rD!e zUM4O1IW*cJjv&P3&!uK>2;+o3=rBX1y~E^&At zR|1h>L1tLYU(uYO`p*GC2wvCVIR8 z1zn$={?}J-`#luSImx7czAm~Mo^{F?W;)T8Gr!vCBeQx>1ho!oOSXdtZ!e*dE0o^} zx4X&`HzKRzGW5_Mcg9IZOabL6D2{^u!YQg=0XN#8#{H|rP?s_Fz@N5SP86>PFHseW zY7X;XIW4KQmUZZg3Z1Xd>JuFIno0GLV;pz;+Zf`R=GD3+pmsc~6Hy9H!XH;1gL25l zy|2n3cG06(Be$y6y!XD;amooBd+Kq;fsgYm-oufIc{Te6ER$~oF9||k=|hZUBZ-WO zqbzvE#g{u>0t=Nyq>&gBGe`Vzd+aJBq|lTp)*VuEFw{Sw6e1^~)Oo8aidx)7gj8xu zo5rRG-oXA7A1u~)7l&_U6}ADLz@seKXP-#5nXni$M>PlQf|CxU2PC8(f1iMb9LTyj zA34-LVDGYdl*llOFBW!kE2ZF{kuc>-u)LzyI=$11JcfK(QG{>A%Wiu5P9fb}Rx`uN zeUZ+c>oi0;#e|s|+thAz?m%;;$sU7FBunWwCs-TGV~v%p<#ZT;pXDn1AK?@tph!V>iTMNSq~lwv}(M4v?awRaB2A1bRzb z=3TA@$k73i1b(%yqrg4}-7HMRL2c8Nf5p&~ zdq6i(m4QdZzs7RXVmD7DN#LR#F`B zouic1(2}|vb>MLgX;nDg@4uH)9?-*ZC+Xr~IBV{8r+Rw-TkVXPO;DU*&Y1u6buGX7 z#8xoOL%BvV@2?iZDX!H)UY!lQ>fn@0reedp$a6Ig8S~<`E_Hv zAL;{?*y)+?7T#;slLy%ab@X`3>~cG6e3Et0p~bg@OJO5z?_*NITjC9{~TNHBQ zUp9R2!g<>`R}I=h}X%InVm6Qkg0$Gr(s7|1X6?q(-AJ`E9rfU-CUgQ0Tk1ZhGk7%+=fu* ze>;Vop49<{WVes=+C=3w3{0HQ!v?Ugd;gp}4e?0Plhbr>L_wAh0SD3IQH+yiU7o+{ z2xA9=s!Je3seluh1tE9lAr1BUMSI0)Ijohj@B(Bb?sdk;Z}>z5_5Zy4R^O34D&It(6rrOJl^*( z!^tyWmP=m1UWOE7&3IgqrW=-&z!*vJv$t!7Vl?EnO2Pn za74Kt&7JnIt6Zg`1Q@(Fp$c=w;-yST%$R-o4{@DryfpM|;mt~Z6n>Nf^%%a`W+p1! z-oZGR+L`ASZ&da7rx+LqMV}O-L5!JMpbcZL<{^BtDyC}w>=Vf5Wc!lV5_b%Xo}QIt zWqPD5KCM2fLP-)7(?_(UZanBd?=bAAyE^N8)N3`me#C z&zsHj@X)+_*ys9^JSPk$lx&%9uNN3uLlf37jY8tpmAS@5AtGu}DN^AUvKRCg86bqe zqWCSG)W0UCkDV#7W-3}!n%qAfy;dDxZ@V-V2guy{EunNU2uuijW4F_DoyESGwjY2r z0MXGQ-1KGdia%_r5RTxU6{p}vn1*IK6~|AlN9M(KvhxkC?VQY$`7XY!`#}OFwZ6zq zW~@hk9G6j6SVxMqcF0ODM@F~&LJCDw>WaCF4A$KEh8!MV>DT_^QgB(Wwz&<@cm~-H zZSpr7mn<|DkJJ8DYbm>d4MFPq7LqULeIhZ8dXu2an0E)rR8pKQef>(Vvr_80&Xg=wXq%1f5Sk` zLD@%W>JkABqOx)MGhQ4%u|jeZ15V#NLQ~XPY{nX$l+uKJ6r&=f&C>0d(}X^lD3_hT z*F%xUs$0VPL&@Tld84%3_rczKtS$M%9F?KGbqy{AR>CbqLc#01K030QK?~NzbDm3W zaF+)suQ`}iOa)w(Wu?Y=-=pYFzNOg@al(N|jZR&cvZ`a|-3*NNmBq|&YltTx^!ABu zR9t3Hb%S|co6sOyyIGVHHR@`t4`6%NPi#!ARq6pILdxOT|KKHTAe6i~4)sH3zCTV2jj$G| zhKaJJ^-wmb!@bbDu8)J^(0VI-^K_RwC#u(4=})rbPBMkPKRqkxo<_S^C*o@MzJcr8!lRH%%)eO12wqfpLm6vd2pRF1&ubbl)a-FsQAg{suE{& ztBe$GIyP$YTvnnHU)5gmrTam zq9*7z6=%`R0gghyvr!9hXb(zD=czXzd0bup3>DM+lT{(9LQt9FIBNg$ZnZTA9-R>! zB>oJaPh}WJ+GK}sFJi_&F*S(DTB!}Ef~tM96++fv-aO%AJi{u17F(eULId768aGqL zcEj&xwVik*B>WESu~ybDjNzOudF(G?7y)QJnjcLZin?jag5BeRPi5#QA<(&!uarJqkcGe5>5Nv=pX|LE?=k_2%fI&Rj3|9kNi1j3oiPW)D8^mf~^OP5?E3%?)TnMya){NVNq zE4^%@=#?fS^FG$6=sYQm5d_t=5}!{8Lx8-$(o;^FR$II~-kXcj zWTRFwGykLN5+aXwsHWrco8m<(#JcA%TD0BYWtJraVK!1Q?a#A zle~IQT2xzw=abX>P_pS{nnmD6D(J06W2od_v-3t=_Yo4u~n>1sv# z8VS|~;wGw!TzCKvT_bZoOc;*V4~uu4b>y5+u4qv~rB1|J&VsZ!efDq>QgQP3+PQ7d zGhes?#re#(4b&s=BEZk}L!ZMlIhh{k1EqzDA3$QvIl@*Vo3up&lD>K+BV%CU_WMj%HrM?#vS+hOW&~v2`f+=00jv(06Wp${&dg#` zN|dn3`do^ZO3ufz{%BT3(7+NljnS52e~(~a;kZ9q+wTMnNAfoPo#7-`Es@Q~f_eO? z;?+vs;4EHZ=_KM=Zq9h$k*XEv<<;~mA7+BUQD^8jWI<3CdXzuOQ_lpbW{I;g@@bzM zbt2RUM3s|uXfg3UHEj^C%s7dKdNp&&laM)L?vmK`{D&gZ!LBcoMR1UDI@Vk>+o0U7 z<=)dP40>zvY|5eh1bm~{{e5z5%GH{}nV2=$B;lQnR6l-{7Y**<`hH312t0#)H8x-G-gaYB1G=QkB)sxIss5;YXSTV{y5S&&Bct zs|WRz%+}S;>3t62qK`dIZz--G|E`gYL|5N2$b74G+E34pO>?+Zzu0b~T2mWfEm^r< zrGdz8*9=9=@rB`dlR**^Z99ihJubGUE6)&3+%xByu$e4FWXSyeg*bfZfY+yCKeie) zY=y?s;7T(oqvdGVIilagf=0}1q_S5-d%!woKg6P8zz7QrRfQ^!1(@!QgEBdpuJU-GH{5}jYXFT9)=BO zThi3p5+-OJL?%dMM;eev%_pvlKI!&}h&uE8{NTc;cA35?ie;Of;5cDbA@>n8X}uVE zpqzSfH+-g@6JwwdHCd09UR5O4G0@ z390zJuR-_+7KJV5cnt~rANDNzEHye{_n$6sQF98ijmw=K41@RN*_9yn65(gQkBm`o zQPFGmZSFvRk}tBPHFLX^N4Az^uoqJr;Kj=M`~JVSITT#EAU(jWVW04na|M?FE!yY& zZ_z$GJKKN4d?o@$MkY3n{~Z5!w$I4K!oc}|!~OraK`6TA*C4cpMjO>3YOSz4TQ@dvW=7)g`O4(5bql zhuGl61}?$PEvUY#;r|H$NlMD81As6(1_k1fH#=*#E`%fCo33EiC}^Yii(mTo1r=}g zpCq7XlVBc|%1UTJ7TDeb?45?xJJ~b!9e@V`;_wsb{sH0YxC17c;<2Iyl&l1BHzh~F z2>#Q*HncIdybgBnF!`$xdPIW(aN+A_pY$yR9>fu}X+|@V1t4V(gB`s)5`kt0_X}wV zriIx5(nWa;U_%Il=Eu$~DIu>&Cr(>ho6=14$J{lCt^+I$>?L4_k0af69RM(97Msn@ zuFIbVV6nF9^Id1nsv^iSu_5S7KU6m6qNE@~O~G1!p~W6IG-3H-^5IzjEIXYe+wBWTtwkeV)=e;Tf~vB?i$QgFFhmg1+jCrwb*cRzKnW6c8)#*e;Z1Pm>49mD~c zR;PRQC)f2WHtDAa^=IndcjNwtR(yS{Zx5dR3;+8kc4KmGx$mRKFSW`!w39+$>`fG0 z_6NHh_+6<!!1TyRn+iQw4itA2{+@^7U;HUCw!p1Br%Tv0jgVE^$<_S-`B zla?i1vn+v%Y3~vfzO0U$64*<0(d(w{K@g7)h z_!rw(_$$Egl2QS?06^v=e;9Hv*$ezWQ0>@H;5NW&(zjqIJ@z}hhXQ)$@J`rGu+k6y zV}j}P?*r(}^uWj|ezb0MvWFhTlgOR^;b+^)FU6~gse@N~FamJDsdL@iBdZJFzEl(I zA5eDyE0>=DdZ(Bls^cQXk{-el=)}a2o=*BEjvwf5hQJ?4A9H9c%deaMRo&@;PvqNq z^ubGACmed`k59lK%XYMD8yotAAK@hWf*<(rgBVc%P60FusfTGaAVL>iAx&G0L2(`p zmtoL7IVKw?PW9o)=y(Ee#RalV2`tXF38-JfWB{X{XucW|v`>z@e z%Dm??$}!}_jM{9&Soca{(nFezJSdm>{^4hljkkQc(VTkrC{fC?Hx^5p?OFFD4VmZs zezHVQJiN7v%}picgz6yq(ZY9I5u7<2{^I7|x2Sk(%Mk|tC+{!=lQw6fqG0V88tGUA zmZhPdn;mFJY9;l1cBk0vG^H~Jh?b;YoN@wmou+3I!U18;;sFEl$jVHd*%Tbq_5F?*5HfNV`%SIFobxC!GqezVonK$~!NX*<4Egssl$`I(Brot3n3m}&sQx@IK7Rrw z`Tissh8flWC0=Tmn76ZX#+#2Vi-_)&W32?Uzp`>dZw6pefY&;_!=JKOh;}GvUV9bx z6n1p*t@ha5-quui866VtkTH5nv^qss+>J^f^1)U>0u z-rM8}+0es{JKRTyV*F!Kf9A&QMt^Yz`}-fi;rqaDlIcc}thkftxQb zY1IuzdprVlInLD<`%Bbx9fn5O6c|&iCp@=30m|%RoScmPmkWnA__Wx{$&B#HwY1$B zxCBT`Y}+5*A*Ggd(ymY!*5#@e(Gbx^2Z|G5}f-<=nh%VQat015k<#RCoR! zJJZy56%?w8AMUKP-H>Jei^3t6&LLU^vM6r{1rZ0#n7n*g3LQq%(% zhB&`H}2Ik#x{v5F~A=bKuxQG4iOI{QjlC!PuO>e(~V+^w|q($L)s4O2VQvwcrgS_ zCDtDC1yGMC0`jW|wuv(3%xlg}!3)E9F|`!Ag3^8s&nVO-!3jfv{TfuVTBm^CQv6zJ zLE4)2xLU&^d3@^3!>7`qA3XFa=iQbkQ<`~L^U4#?bU7vUad;f?K~065gx7#WB$FXu zkOcdOEG6%rn!g3}x(CHYh0qY4|>c(kxyr%(0rQy^i_cPfezz(1$ry+bMBuE(aqPji8qr z6Hto0{Vh&?V=aBC0q{MKwGX#NwaO8oL+Yh_-6XTHRl`pDWf=RZTg{OZ61~>opo^VP zQF~jJOXC@5lRXrw=wCGBR5>SVU}{JMN*JGXVTP^Z%pygVH{m2t$o?x+;J3l_9J`y$VIv{pA5-!Ht- zuE6?>R@8zz6HifIgRJg##kb$|pIczBW*VM#>KAM|Wb)zBiBHa>{XyRaA+eBID$FNP zh0a_cbT-?$JQCJ|J;Q2<=`umicD4eJtv%cfh$GLfu^zC|2C=V25p@xRPi`DaabU`N z@_oDHO8rLE8x&>mUee~0fX*=4zWrOn>|I1CZ?Q(jnW6#!K;z50#LRuk>`IT5R|cfr zG8?7+@0$X&{OP$!axRVFOph)%8L<^?j}LlFk?{mPZZ*?HgZ}wD)S~>0m*X}D@OKKi z6Rs@5eW$q&dzu<`pifT`)7_)RrDi9jzZwH|JYtd z07max^VD>H@eCQN?vhvIgnsBJ`;y1OUUw7S8LL#MP(=hG7GkZ`})cD3VoE0%n@A&nOp#%+B@`2Xpt&r0e#Lf{on6ASQE6 z^Nh{Wh<2)A5BlP4UcwX2?JlMOCZ@pWeG^v18gD%cZDqa-Vu(Ept1zQbW#uMWMp;`&AF0EzSI_z+Q%U$7pIfRPq2DJeRUw zNKNO)uQ%hGyk2_HM3cP~me!jF{`l93c#e&z@OD1X73msX#54wwLV78tl+;tD>kUv3ev-mDVpYhudOyNA}wI1r7@q5fmbLxTYA49Dhi7@BYX;k}0Yg zBPoe5)7|2diz$CQfdKvzAAm9plBF;44 zLKO+27^1dd?+0oE$A(f7>}aw+4v_wYMPzSEs_f*PMeZ%CkJ3Nn+z>(-BNtW`R^9MR_Xlc=BH)C1dqrC#V`<)N1ueYJmAYc$X6rWkM}gd8$Q+*?rJbGI3`kQ6mr( zD>3~u{%Wqav%=d&*<*xpq{rP0%*V8)eJR&4K8HnNOP(SeM^PCd3{1h&nRt|CqDN;+ zCE%(vW=oWMn1XbbqRXk|gX>z|2foV?wm?m6y#0nxxlrU%uo(Yg&oq3AqU!!@+%8P| zDw-W7>hwDz?C>kS*;fG$G1{@o^3EO$9nj6~>MKffeQUa~RO~~5rD@_~O%4Q0uyfjV zp^U{Dhsfl@g_-6dli~Z5jq--sc5TECyA9<}gc+%CE4WW4>4uPWFyVaI{6_D3Z{wZz zC~S7#8OMtx3)Hi?5sEaRxkPKk^U&nBbiQ_ya92wsV8XHL~c!q*t{9(SBlL#X2 z2c|nOh2ppdjNYgmH8F!KzorCHYI|l?x29< z##w&~8ZY@3omy*g-rQ&ON_(Hk9oV#(p`Bd)Iib9UIW z8ACH^d6mg0j^0Mb?s0hY1TMLGU5bHz(wq?yYc&^GlZALu{n$_UogxHXcR?N`hY5`W zyQ)TuvN?t5E)Q?qmwy&A1N-^c6s6DGXTBTyc-)@K9lnY`2|wlrZGhGIyi5#04N!5y z4>3Fa7#)JPp*hGNr&Idm~Pe)tPUfY$Cq|+|7b-E*4Fw}3kisn{Vi@1gcnQt*0g*?gIktIU~M^V z>5}rW2-zJ`PH|Q1Lg^lGhq_YFYI$I#H+*|E_;y_xeg&D=EEiEmCM&1Gn=)gL5;#ZSwlf3?c!*(0#&o7?8n>3fsoy$m$aOrvR2+#m2BfctQ2)pC%b+7#p zR+C2T$rRqsr3eGDAP1rw!-?MVyPz`GC9_e+b zI11Ag!dy5KcD@D=9i=-g?%kx2A2V!Uu1LE&GY3`llpCbXA&TwP!R!H$hy*5p zK685(j!Ki+zgD!`G+=xubYv-KO$oz-*a_6}avre~6_FE1k(L2jzJD+WU`aXIWP{?l#ahIm+p`F| z6IT$etFeOf&!lv>x zY0Jg=A(Za)DlEbUmCosKjaZ|%#VTvVv3FeN28KrpBMdkcltg6=k+Mczs;aJ0O90}# zSDMtFr#cvCY_){qZHIGWtL1&*IC<=?JM_l^_`~wJP*e9B-$s7B`egd16vN87#2+LQ zG=O}@Vmr2^Lql$<65`Q3*<&^6bg~{Q(rTvTfi(>}sW~^ivvLVV( z(xCNr2qye{mco#%Rl^&rzK~NAF)JcTJ#F(U{rb{JxU4$&oQ(iou|sc6s8mDp)j1K% zcU;-v)iVuyl>|-~Q2`{DDa^1P(J?WhNIZ+zt@zSprc@w}d38CD?a<9!q~eEpEhhZ^ z9sxTl1*C4G!Cy&dNdJ%)>;NzRk!R3LJ@Q!QVA%1a6B^oi3-KnKmyYuOO$%Z7Y4PF* zNA)*Q0UB729t*5;a6ZaT;6TN!eDhACKd`>+iXZ=l&zMJSm3$Rxy3iDd-AZSx^*N>B zCo%WXKh2ILaaF$5rK*L)(@G&>VOyg$y%S_JJ5xF=)s}>!?w5A0^xKPu6Vmq#CXPv? zk(1bZ|Iw9LMk}D^SZ<~9w#)956>WG}Z99W92^**x+T*I`97yX+i?SgV0`1BsZo0Z4 zuxD@{fisERmhpGBu}5dqs9XxtXIS>jH6Vm{zJK&I`V&2?W|QE-N(uN?@s6be&#H=x zr+l-(>*+kc<^gO&;0T%3c~S6(+vgAhS1A>hP!ANPHOObQ;M_oQ_?%3=kvOJRjU;OD^U$+Aw&3x5L0RZadk{JNGPupy% zt%I2L@FW^A{a~XZ+NMX*ncHOxJuDyUV0pG7vHJvt>2UwCq*je7GPRp?I0^Etl8Kzt zj}mkhv&9x4pRp2G1rnErcZE0tv8&F0T>QwChkC0j5=jMlOd7UYEtx0@X0er_GN${( z4M1Ica%Y;l46-bxl(e%0qD#JBK}l*l^I0)N+?W2W&a4rCA)&|4S&jAUpMg?$R-J}p zMVv+Oy}|l1w!~?FdQ}W0`}OUIvVjnDFymCc!#?ymXt`bKFL&oP(6G1T`%y`mSDo2y z1mB-mhyfB=^@K}Hx$Cv{?jz2JTN6K2z71Aefk=G0qx-2iIwT2T-<37Wm3+jS!KuI4 zX3MJm&?sH~Y5h^GR`0}NRX#n=<_W2Ewn4U#6G2=1Wm(&Y(a|P^S`H@+A2oMF|KQtP z@~O4T6D5%CN#>AtqoUj@pFUlUU!gFe3*+hcyQ+~JFa6y({ZQq1vKgL6@fqbG@8W=? zfalhi+w;LAnPfxpdD1@~FAlLt^_KKtS!P&KzD(rZ_X`QrPP|lIC*n^8%P=DDK}@s? zH^FBI)NyTGst^&ra`PF`zmQAq?Mp0=)$&7WJEKS7Ps-sk9mDgSbi8d~Shz&sbFVqv zC%zfSeQDP%A269zhy!almH0-%-`Y^N?&3-em7u7DY&F1q ztiD_@{znq`x>%ur}yUx`Q-7(oq_jH<&8r3h-8RKuzG8-=C!pB;JL;%}8M5G_>6BFS zfbW71Um1x>i^UVUY?sd*4=^%I@aeBV&J-4dX;1i^q{}w@tEG1$q1n3O*mXieK9KR2 zygm}+#DrgD+-doEljqD9STY`G86<3qIa^K31_^w~pltmS%!{AzKOb@dqc38U*Cpmy zTw^V+T5B`;E%i|9>^32_e61yH%ATQHbXz4ABMrjL@CN;#EwKZqoaud6oC>^BJYrs* zHgIzeR}HJFl(d^WtohGbEoYy%8u7Bv(ZFy#R7TZYao+TZKPb0M!Qa~&tY^SiLbWaH zICSPnNLc+3GRJ_;wlc(p=f!=g%SxfY_*(N7U@o39Q@MKSdfVn7e~IOYkBG3G#T(&n zhloSqaEmfu*jNKCB%4Jsh%s`sXs4S7FB7>SEeY=OjjAR>El z)HH#^+Jc0scChj*OMcfq zjJ4Wacb0Xs1Gz4R^q{De@TgQ+FzWe}zaCS5GdQhjVUVJs2z#(?MmBB;49XU{k;2D2 zS#{_?I?&MsI!@4fsEV4nQ()pbSuQ0I_~hx3C(}V?l0C9@hDvFg}(IMLA< zr`;&tBo@_>${x5N+T*BGh8(Orm~Knbx~v7o2bJuBQg|>TmTM*Ka!C4OIM`EAPX!n9 z%>J<_H#2ZySv>r)Qn!YHiL_p(r(sseNswa`_*Jsf)&&i-#Kp|46${L<>1{nvS zR~Ov3td&Hq%YwvfJ6E^rILu?6k>a;J7&o-2ez8$G$6qr=lJEyXLZleof?jcCjHTnqY;TVHpS7zWZ3K z_gRu~9$c7Pe2iOgtwnL6E({4tA-cdw#|4b~uk_4`MH_d{tP^F& zxu&EI%PK@V*XFDh=@9;C{@sZx1_D&v|L|V_Fn76=;rH73CUm#=vE$I(?TtO-=e9pC zU*EfFmsNuiYj~m{KEgR}CvbyNO~;rd0+%I*HzFNXpjp7M8L@vAdM1GI!ZfLTMWU~? z4~=z0-1#t%StF-_8{EP0zY4x@s36oOVwFzA8G9G(v-`|EkVq--bE9_G6jUh_2dSjE z6QcfOK{1XrIm71=W<7c_ZfQJ?sdAYSL_Cm_8YC6u`A6M-`Hb&ba&%&8f&F765v;ev zO#L?=`+5Gm1|FBbeYDkRhaS7xydp9v-C-KsDkr}RMy;huBRgRoCA5_H5XRL>;E-j` zyaSRg?dHXE=L=C4y2)*q1`x>_(!#*VO)u=)PLfrX#^%8Y6{(26kK9YCR+W7b8Ky3_ zp38HN6296|?=?W|=yAI+b2WTA^|`{|o2C|%7t`&@YG?SQ=Zc8>> z&|MZ!Uy#Om-on6qNI2WQP@m1Q9n4{Of^;{3?YDy|%YFZ;Q9ljz6MDND@6o+|190c! zinzLHQFC zEzabZ9;phb_mI*fj>!S%v}gu6PXT+EDc63ZUtgXmoW>^@A+t}X|F?IJeu8Zo1B2K-BMoT}nMS#d z?J3cTD`nxMaoKLp(-hxM?fZevV|Dr6)~^{=`nUa4-e@CP;8JL=Bpc#o|9cKQ<8cUe zZP|Xk?(j9@ev<=yILcgr;?C-^d#;BH30G??S@}5Q(i*}$ydq(tZd&b}CIKrJg+Hdh z9^!=4kA|^wlix3O{>f=#*dyQQ)pQZwmzzg`&Y{2V?V{h}?^_0iIvrG`BrNIe=S%i} znTQp@=kD`S#{8Ed&MLSgvIzti8A~@9BR}90{DU5PVc5EFi)QDS$%)qZo3U{mN87l_nN$P+1+WG=~`v|6KrAN)Y6KsHJU|J^rOkUdc4;C+Ji=`>d#gvRZjKJ-9fzSB-B9%H3?++B`!jS<5`l?+h&Asyo~w_+==iqG zeG4$fVzcfK4e!nR*HB!H6#WelMvn6#Yqr8hnqzR(SlXshav81FhfoZnR05Qu!?%5(B zG9IMYuH!UXYngq%^^=XeY_2jA32PW3b~!7bqG2ek!znwCp}^BwC}e>H!(3*5%p(9&kOT^)15cWK4t%5>`z zmZ%!f=6WpV{f*o|LZUrHNHXqPh=C#sn`~|M^KvX)3wGf&CS@FN&m`sd;83O7v(Mpy zOIehepakQK^Gx3HC#t#e4tdh6J$bZNXxH@MR3*DCQYfL5hoQmLqvkA;pl7?!42pL) zy3*ME&pT^9+^E}r`(0G_7Gc$T)G%C`IoL%@14x-P`r!UbWxi2Yb2RVs1iC}*&Dfi; zvd7Tc|xfx($Z?h4)^ci zP1;J>;5ryQEC;sF0P4|rc689+&s>J~7{=2I6o_o?5~G%TQ>$kx;aI}vPBeWiNJNf* z(qhYdi6O@uO8Q-*4n2@?#VC=0$#X2vuy(Z+Ct5oC){qZvlD+jD80L@8C+iJy;lF*4 z(~6OfiL2C4VN=dywt=h&cxPXdG=n#l7G6TYgDeRbml%lmYm}Dhu8vh%PY;2QiW9T_ zFuT5_{vm7Wkh#MK$|-_w3i{2YPj$nGRK#YA^k&2f9Z9QS)S=LZD^$uSI=Qz#8BM;9 z@eK9|SXkxXUpZ)K&R5n}*uszm@GRe1_nmoPs#Cu(rG6qm#Pef)CSu@YL_sp*S$ayg z;o@C)@g*D-+)uGQf~9uH?Z|yL3Zd&0|2o`nC}SQaG*iE1sAyon+z3c~;FRFLE{^Nv z8%T+xppV6b6f0>Qt$(^SwWV>N*+gbGhY_fSY|?G*Mh!NmngQfKmDqvjit~Qh`L@@s zx)HVvE&70S8 zFKls<3;`hfVzGBl?Pn^uV;{J9=A8tW7QLoS3X{9#IDGAfa(kVfm1@=OPByGIQ7U;S z_j9>ENA$jZq4nNGdzUz^zeB3W$Z0z_?1Q={!qioGq!NsOvRUN#S-2T&G3YfwM=&-T zA_u!GzfA)RFI- z;`LYPBs|W7XSj6_T$EjiFelHeR8&ykxC!h7_YrXALCjTxqF{4JYG}ytKyty*o5)m% z&Z$lpvyf!0uVjAD!`E()f>-AY4;1(TWk|6UZU$KHZ`Y_tgvD?}>(JHT(e z$|+8iplKhTb4c5vbyX6Xq9XW8AE9-49FvEwLeB>np8v3TI5&2yN8X>SQ6oH#_MP9i zcoN(Uc0=rolg9zcSbnK72{4TmJrwwyax3KHOlXhtNr85(gMGF1hGGlt|BWDyQ9YM! z^>vAY933{1xg9gG4nID9xuR~PIjgo>((BYm%HdqYdfLufLX;K0y(#^Cy#n`KTjXkI zvr^-+{m|t5%^J>N?laGB87F&ov8Hh9prt)){!onI8orxbf%LB0h_(b((>ov1D2=qsc`kDl~DuNeZ^HPEXUQg9CD5+aG9a^FW+QF(UGKplMP;KlP1F>u7PRc zy}DRTfz`G+8K2y{DL%rY1odk*YR=(#z2Dv>^`U2Hpb2o#@7e0&?yewnl_WMe`?OsE zL%PnkZJ7co&7}Qc&>)j~Y5f-)strfm#V*fbzXCIf?U$e>tHVk9n*SA3Ma;URM|Zc^|Y~@SLJnKwEcDIloc{l5YuB9IpNk`gX zCgwM~xAL#;;k7y?4se3J5{>3{Hc+*Hi*bdZr0b9_Ov%FGZE z{+I|~`v|SfBuBA7DS`kKRO(89SOzZy55#FbG>P&a#&3UU563sPP6nG&j6y-Zm2-(- zoiN)=gOb=+f9{olIEv&{{;K;snfXK3*hNZ9{I3{%0Sj2$sH(89?$q2_1s4$a8(yE0 zR{ErTs+#+O4nN1pG zLO~@8+s?pDr=k>QQoD~wBjxh^w3&`$F)EspgY3&CZDsBzXLbso4k0e~uD+Ml%L{6_ zH< z3`XkK-FoA%4Ru7ZcWk)tDUxbQs^~vdUrkgNj3jvh02LLrlCbBaKpMx_E){Q`sMLOT z+Z`x=boisR@;&8_> z;3MH!XXI2giVmx&9?TMmK8o*>GD9oXf zwIt>4mg;rfo|AxGF3{sVr#a4|1+i+!q*w)k#(hJdIcRVC#cKUYJdkZQ>Je$y^Ya7} z?G##HX0CeMkgn2pWMmryG%Oo_tMhEO_aWvhj1xW~!V_9nZ(Ldvp_`j6@MHdq%mz>& z>}N2@zqfzR^Gba;MV4#cf{>IADeIQPD>;?U6EHHWGdPnEX;u)h5Bzhj>VmLS{Ip&g z^pq*HO4<*u5J7~GBU_CX@p^e~hyl^VKSzOubJXMbqsyCeg~G>uv@F2q}#-z zmI~8qo^U50aQ##8L{`~6h#8BegR8?8F_HFNn`(%($9$MtM+P@Tj~#Q``k7ws`ISLa zh+$g4qb#+a9DsYLHsO_}4T(ui;8KVUty-yxbB=>l@4e(j{HDI2)DQhxJJZ_4rgQz( zV=n(tm4>O75vJfZjzpboa47x>=jy4OuP~@cyYaWOoac?O)nGb2S!J7ZmZg^`Wks?h ztGvP;{0zk(s0%Nt0j9AdwPaLX0@xPnQHEU$+&%DgBu}ZyX|nDtgc@_ zza5cD8|Y)rabX-mRol=!s_tV$mB=P{pEeh(*Ym0G>BC#Fw!xXCvA7Dr-wa^(lr}53 zBX0;zhy=uznYb!o@bcT?ufY1|iw(=f-%n~dU@O??R?zX1=2IhoQf077Nzvv zPt4e9(XdFQ(eB*wVV}xos7C$u^LlCxCB|PD`h$P>P{yu;qD>fowQrfILNyLsoYW^M zpW&}~X@X0nAgFK=X}>|zT=FGs-0!0Iy`CeUxfK;}hhDX^vMHHk((XEUB#)B3j)#JY*jfyY6(!a6 z@#^iX%TWYJxy52Ld5WhY5|{<+9Qrdzcnbxb*@GE`eIq3d2@LznKzGPklzwXyZn2QR zn-FN!jGtuqjG+YK0XJObF;UiZA}Bu`D>A$-(yd{%K#>>Aqalx1Bi6-ca9k7N-w>VI z%#e&aV`~AT6mL_hfjkcVx$KT6>kf?L_WdpS2CsKI7(SUw?&xzj;%2+(X1VlS%ka;*4)(0M+1M5^gb zXKFQaaE)PfCxf2@>h|*;gbF0^RZu4M2il&_2r!Rm(0v4kHdF>7!~#HCWirB`BxeD_ z=r}Yb3i$NJ03I9>Y}hvdO0mXJ5N1I5xn;d1-XV1Y^!LNp_fT>NEMRvjKB2M!=xZwD zAA^N}BHR=dWR=SSkD}ZTfKSGEV(?(;)S)n%CUV?sD)LK!OZvJ7#c(Ag2q8IEqhdI< z2+0j>k4CW(phm6aNk|Z5L(7keQ3>mi0i2ullNmIdC2yNGLA^Ecj2vKF45T#2gk0D_ zF(GG|PKT5*?aoAz>6e4CKwfNPC-HngFBU((o(2NLu)DB_k2ijpPP&31BQ%}s!_V*U z@#6k(Q+~47R*4sanR7Hu@tSd*v3a$#>X+r|qh!()qW?yqdp2p-(G^m8{2t7nPL^jM z%s4eJII!?*>DY$L^Wlz&8{p?aZV*ZNTMKKk%G)B^cn>g!ceVpCr&hv_0$*C#aOPPs zljzJY--H{Lv$t$*HDXzpg@b}(^6?5jElsC(WWR!`XjN7kh7?+1Gh_U9>*ez3*oUDZ z4xhw_-)%n3n0FvvH|x`-rOsVEK_+!=($KT1xp3w9vHG?3YU|d?rCmykbmP2oK ziZKrFSfg-j6uyg&HvYFJ@PDX?DY`FFnFjzF>|wd*FL%)@UcvK(f#&tuosQ%$Ea_d= zG%tJON^opx-U$u22BXJllpVqhKKhKGz1YYU7sM+a7@v?2_ za__7R<_lZoVxwDgqnaQ%=0?u4F#L82KKy{lBr`*M#b>&*YBa(dge(eR^u1C3C`kgI zwC$vIe{Bt;)}J;^jXymz2EL9CjldP?N~2D6w8n2g>;F_2tbDz{mc%prIl5m@7CxO? zeY*9gkPpXit8cIG>(EqiyGxLrf+=l{v|P|cF)6BchKkhQ#%L_4d%TF_|Mp3GwRtsQ z*6;G^s#B|8pPs>KK4o@%6C(D^kQHF3MBJ*59tPSgC5=tp-A;sdh#xVF7&aU)3-gSx zpC>x>=wp!S+-^o<5zPg_41gYTiUWX|1hn4JPV5Eqqm(m3nPddZOMC|HEpL~1kB>gl zU2PP92b$yDU5>r^-PLI>_ll8uhEencqK<300aiN&Ax;3Mv!04S1d&YQx&ycY7YRkb zG^>+BQzyOfIX$P>(WZHVwsChm?y4^L)LUDzQvmJ{oYS2t@3J8Mn_P*u;=X!}-y6s0 za9r`zgDvA{aJ+H+#epsL2%@w`Nc&P{JjIi6)86o`6Lgqi56{nslkey9{h`@^?c%il zoLt(z@5jA(l2_tC%mj=ci9VXkf(9e>yQju`xEX|(tJl4}U!Rg}w!6tn8lzzE@^=*U zPS=3g>&jh}@1a9V0{E!wR!9~jM`&)6XVk@h(3>6z1P{=edn;59h*9CVFp=2irn4v_ zd?g^Frp)d3r9O?raxm{Wevns|$pORla-0f)P0g6ps-UC_wtI_;1QU)l({8{@yCIqDG$=95V8lSg zoiDJr$rg;cy-*)_K*v`4%WXLXq+@bYr$0N5s2WEAoA=n)S*)g_p~Kz^Q9L0uN72nH zx6KOuJ1-`tLa_gCMxn~vU^WP=qB4_A;gOnqL4^wn8jc!QFk%;DZEkce zv#?j*xOzf*u)3k8ENF9X_zI1_thA*BC7pZS?7^NWs}a^5G1Mn*>ZfawnU+{TZN&ms z2uRDdRDr%3kV4xV^`ctvQivbum}aGh$)|#QsR;Y$ns-`G2%jr+kLMujofbS`=~pKd zwt&ICEi-Fw%q$gwS@bg0h;aGDVJ2Qt9AYog9F-g!{82obv;$0lnjIs+VneK5OY?jR zfZEhd91qAk=nJo9hI<(P`mOQ)G6_}1(sbqVxEhr#z8sks1cyy=_s z#cAb@eLt z?G+eZgtP8iYRZiT)#(B&1*-yoA*>fNr37S)7Bol-h9C~I57eYloQsNSoEVzZYa-ow zHXMyW=mR%J;E=SDirraVB4ieXoWmfc2cZnPk7>akoOV>hxT(HlfxNlw+zsjZVI8^~ z)MW-19buzx29b;tzU7k=f@l{(A3g3@?Lg5A+nP&Me7V7eMjvo(IDRZVvbVwo)&+G- z!+$Pi##uzXIGfHFWjJLmlh7;2!!Dey=)!(lf=F(XFeg#ODXBx-q9jyEH`Nqn0$cN` z8Ez-kwjIUoVy_kk>&92xzq}_|avE0EVYnYx@TNC5SoOAlCAYwX7FX8Kp4sjuay!w2$C`Tp=ilXX0|qS4?PqiZc2 z3_X*ZknK}FxtMXq5b}%-n*vCH&`w%165(Dr#6WT{1ftT3#xW$DRREI|0MRVb%V3+J z$W%Nx^^ZS0-q4`VoS?r+)sv37z!u+9+?2?ZN;U1Mq#_Hw-XePz`82K*%G$M@B6&d` z1~sAqMSB$1j&-jqm8|rlcy5zGQ$AfG1yV^hT@3Dn6{gT4 zalN{t4yxcw(+kPVVbLYQqfwd$o7T#5nc7NlN}W=wlo6#40GAK-w@0OA&l_TJ+K0Yg z+8CzP*0X4%2-)-9W?i+c!-;9(Bv_cdkK5ll@qMC$6uroQTR8|;@-Cf+Hx4g7B8sRp z5!*DF%8-)SmW3wmwn2mPR3%B8^>SQnJ8L>YrTV(jpEI;(Sf?a;8x?N7wxV`vc2#={ zOFgs{Ub(YpbL>n~y8YnUT@JOoz1dOBjJ|OAZUBn7jkaFpu6C)GZ=Cf3cA_qwY%;v* zph)bIZzxn?3|p5K`X|Y5s923tJZ?yW%qyu`7u!W?)Zh}1!xasbxFqR1q*8lk8TRSr zoW0lFE63F0pS&bwG;}Z|8**ZrAi0jToS^?^&PXyH{>^zO=~;N4G(eMoR6|m^u#X|z zi^QW%LskZ}bTo+3Draf1rtXmSb=$&@`d;o-ScZ}k&Ooc*!FhJ6<-5FETgs<$bFZ{I zi7%`Q_&%?Oe!0bOju-QlwZ%TV3*ytJy?JMkIuXAF4v8ca3uF7?_FkFB(Zs$c#MXie{esoZA%yE0ymq_ zuN}wk$?JQ)Ps1Q@SE|{fZ+T(~uC~?IhM_0aHZ1PNRYsn1zqv)=xCzT|v+vwe+8_a? zvs6)zN*qSX%h}mBe-RycOfnHYGA#>J%}`6#^eZZ7#!apTT>ZI3#ks4%Df|Xiy+*m`Q zIXkgiQJKV?`r4G`4wdCRayqSKpt8JsH`Lj}pZD+rUS==eOH+mlq6WRmV1rg27>}Bp z&T*3k9s>QKrf09w>t|o4R;qO@ibLPJ4I6!|;M7gDzT-11Un!xQWYleN1f5TiX>!=l zk0H^lITQb%yd^g{RhkFubTR2aAyH?b@f$+1g&dEg)Y+-~>O$%ST2F7E(_==dxL+wb zn%w$JQcFM|D}<1DQt@!kSiRV#;ZmpCxAPd1qkS?W#q}t!ELg`5idH#$J+`YC?#H4w=`VPn(!K7x?stfr{bu2=y8lz7BSrfYwe^Z zR~fZD<)US)L+NB!{2vQNO3s2hO`xOJLL2<%_dzPRXko)C) zG@UZ5Xxf#Oeybt^g|ux7QIRL*=VnjOoZJy@RZ6KirA7a=9n~jg7>O0~vi^O4y$GN&03qDqgThPQ6#tE@VQv8zPqHh7#|2*w)?-QKyjbOI^M*tM@{1J zvPXw{!_8ANnu2s977#b9qlQRTCb7Dq=E5KeJs?Qs*i3X8$QIp~mIml}G$=VbbRjM6 z?cXvV%A?ibyvcv{!Ch&Yx`33{jnuYc((4VXu*Huo9eX-Vz5l{@?xi_TArA^EiCIc6i{^(Q-8* z#hCEN;wf`k@DxNeKRwv9jUn9=9m$Q$b z+ke=~XCKat;)e^fkI%cAjrg%MTck_A1rOJrQ+l0W7OAuMr%n3lhqKieuO5zWjW}wb zy0m^8`myR}_M_8PuTC8Hzjmzsn10&zYW^!b{9Hp=bn8Fkg6yYnTiJ1MCNuauLiZZ)?dIR*&v%nfpW^+q>Hk1qwrw}-=Jf6G z+0wT4l4e6m;n*ymKzo~`W}SUnc{X!u==Ae-bo254xbz>xluMo-ZeCULL3Qz0tJ7D> zvmxHDKc6p-{2!l2Uku4UO?Si}{k(qn?_c!s9NZ%t1IJ{*2>Wn=W?_2Ykd`0?^% zPoQD&!eUZWXHO_4b#w9cda>D#&OW?) zM=8HtzhTK;oO#e3eenVPzK_S%^mq{g%e9ZK$sQl=|EX|$P5M3h!Z}oIP?8;a%<22# zo#gTOJl>D|Lpq+}=tS;oS@EuDQ`|A(Va=@BnUgyhFtMRK{dq9PO8r#7?VSR4-;aO5 ziLj7J|F;6g#LoEtVs3CS|8L9TriZwc$3^6S!Y_N-a zJIfNK5*)+800T4JZtl`9l4^Yo{5`ZYJFQ6a*e?I~}e?I{obTr`xD$pnNm?o*r8vw0d z02mCE)1awh$Y3vmfj79iN!A|^(1tAs01y(A(T;xyFiMUfL<1}W)B;c!S3pi8rfmR1 z0N@N5jMK}fI)s}gxVm}=34VTfI5_>nW+-}CL;A@9m`8vvF2E-NI>HdH3H19eg8=q9 z%x5#Ro(@_-A@IhD{0@NG*(IPz0DuGlP#d72ZUUa2f;IwBfD9ai!aB(LfZzguEbAZ3 z0oXSyb^t*AfdBB%$qzRI#%DP5!Wh^o47gD5fP!}bE(Q?Ld4Prg0GkBkx5KX|liUIZ_=$h%5ZFY`)M3nC(*pj;EbV#J3AM9rE zP9Tx@kB?E35Ws?TfQ0f`;QhP%Fg=F_e5t^Fh9+Qsd=41624Ob9N8s(i1pW>_Istct z0n~qBk53=vhxLYrpNz?2l4=z{Yc(G0KWVA|9qPS zmZs6bLOp(Lf5$%_F|8`B_!tjAn~(l3^LPS1fqXndLI8P!h=2ef9UTKQAovIF_7zKn(t}k50ddzS$<|1OLp+ z{{B7wiQn%l{@UaG?FXss5G3%gT>GE@@mm!zV;sJu112@w)k*wX4<={>{OBtqFXVGq zgEoP7bN4i5l50#5CJ(L4$u+R zPB_EI0lR+?GOUw82WaBu55R>9{Q43Z1@!5HJJ{dAFABj3fPZf%0XS$D1F+2zn8;q7 zd$HF!?|;u9|H2O?;18Gwix6OY!WRL_8~_9R0DtV3=G*p?Nkq|UF&xd zW;*I;n|O9Jc=P9gBm&I9KExMHwES~JKoBVV7MGnME1bCa6^@?){Hmv*2~7DdL=*EG zPE03x))z)Vdx!pcg9u3+9VE1)`-7l^IrtK{1R?_H>u)9MCr#i!$6qC!)lI1W)5pvl zUj+pG6z>e0AnXhxZ2QXqXcAG6_iqWf-p3AkM}9{)wAn$J$kP4Ouq4U;CH`~d4;IKH zz}_kK%!pN~FxIsgSB(XV1)ska&%{jAO@@KP%O@2n--ac0qY`(Oy9YZIB6L0e8D6zD zeRcjY4b#rAuZ7(}w4L<2;rI2|B)ycsX*;5mwf&(U8HATsOM{ejqmtrtVR}(##J07P zoU_MBZU}MiueY-CsQN>&Zgu;&CJD5EB`|U+`usrR=57CY)%(`CIeC@mD0a@BP`<`2 z@FhZYuJClF2}vC7eiQCDs#KE=zgZJom&n>CfzYQ=W_<(mZIZ8ihUn5@Ho?(!$yvka zUG$F^_rkAX7LxGG&ny`h`+5)Cz0tL-NkrDv(gr4Nv))pAR(`rNwh5{@$~*MZ9rTcMgp|W-nt)cCVKo_l}FVjpFoQ`e|(gyN6InJ**_5Z(ezF zfhUhL2Dy+i<>G?48~MknB{q549XsmI!Gd>wAH{%^h{0$N(;JxT-h4W)1xizH+;`eV zp8oRXGuZ7$-U}`cC{Bo|Ye40_cu7T1Ui^7pcbkC?dLeI8Z@sQgsDBwc1QSD@;7c@q zlFx3l9w1NaiTk_ja#mo)RuSn zYMm|a)fd}*UM9U49YZHksD7^bIV$fzg!yz=|lNCnNRY z8;u4r+F!_AwNsE!ZnoF$O-QqCpGKyVpN1(trc`(svs!)rpi--*djSJNRk zS)<9pEKQa`orNS{>;m;=#-Z!3%4yuQsPqko^Q3sDk@t83%AG<+T`UZ|)eofJ(Qj(x zak4+p{PG*{H&XBF@^~G10x@9qY4n&2MXTT&CrK$=S*Y|PTvBa_SII;-}nJ)GiDne7?twwTY0m8(Fp z3KrC)F5a+;aWHMc@TM4r^v11ddvlRm$X7S@|B*s7U!zNx^;kY;NWdK=Sc}rD`ZOpe znAymZnSD%Ba@T+B2w&F10@k_7L!D6$D%DWg&R-?XlI~xZZ1R0d6eoFSKUBpQ`3@yA zP1p>mHJ!Hzr%{w)#vLq)9hvw6@eV)9x)(Rs$S1(*>Z8FO6`~29-PuB?cDj&|FxB7+ z?9AKa=UR@ubee={EuzM+lA0QMje^oBetn*UqmM?tvLDBm@k_>|JFE1UjKLK}K;XsU0G}7abv=-_X}4B5?T(@{k5EvLXLK2Ci=G z&;=8XC?#FX*mpvnmxlaktAt(n;fnLI{o1v@4l>)ffUmU>X@boh38UlulFMsJ_TYAF zRj~@)NWju}a%^_!`fb88?Uq>Y&J?Km&@C2w1hqre+IO5=O~_DiS!!Pt2-EdIAvBF> z1N<$)B);O7SpwPG1v~}V@02!2W6>O*gDlUg1qX*{Z@^Oaq_uEq-WE?rr*T>l@j7%d z$Ey;0bqRD=!u4n?)u63TP{f$yaIHR|^=n#OyXe%8KQD(F{ZOY_0WJ$Wv-vb<6kds2 zrub;^1mvoPs>nap45HKB*E=0b5i$1h=$Ao9u<}Y_emsCX6&!D>^Q>u~g9~ z4^`9WaKt)fZ&Xj!K7K)rj5?=(%y?;{?&nrnFhFri9075pLh;q4#Ty>?@l$84xn3&Z zMLpUvVAgaTn(lU@jmCfAb2=4|tI=}@v8I;YN-$r&U2jygw*WJAH|a<=(v01eM$Ri; z*+y7QS7fl6gW*8G3+*L7_5=*t8%!npEzU_OF{r#+noL5cj+G)S4u2k%4l^Dq&T>Q5 ztHl(;pL(RNqyhCik9Ac_&GF{1tb7%xi+vuvv04IDTmw2CzRrhS^3WsE&o~fCM`k@& zxJ+Ok$I=_lRpCi_f|&AMlRAWW*xmHG+X~cC)hH2}-?%oGj&ffQ{Dha5;3f9SXV!v4 zaP|D}FYDT>yg!yDIQP!kC^Xday{5Y54t}$OnSLR^t_OYVhJ^3KQ2|?}@`$0ZkRc^g zb)V4sBTQt7*Pm=KIvFfmc6YPYv`lJAE&GClw}V5}Im`^c;!bm69OHF5tx*{to|TlF zfT=q1sRV$!!du*^K47T8N?n}VhIXn=Q>v9!5QehK9AbV9wikYV?L(+@<``0B5ObAr#@nE0dU$+?4YE12V5 znniizp+Ik5DVA{)2iqYB=+HW6js{yJ`|#kAus^s@Q|*w$32=?{&v- z*8r7cVtX0XHLwl1WFiojrU%aZ%4!KEGgGkwr>Td|4%$7bqhgEa%L_VN9K70)w2Q8v zyexEeCzkD*DXr~VtbQb1(mgdlzRL+-A1QI^p$BxI05~Xs3&!RC>~XX}r2cZiXnw?w z<1K7hnYWz~_X(y~s(%sX#olxqYCy*1%Dg%pt#*MluK>?7l;&gg5D|IVEERmGp2xo0 z@Q;Vn{!N;-@hx#zDxMfMpuo6HKW))m`Exq0-x8bqW6L)@blqs#$ehI}D$(7VGesl( z7-0Wzp`z;Bax#XN-CAeC2{2X|mhL6@5#n?Q z`AdkZCMGSvMBU^mA?d$wRLs6ZsZWKn3=Q1*=t5Gnm`iu9TkH+}^FE%(T6kmEi};TS zebUdE#{E1G0Vh47z=dP~5Ts5Xkn@^(|_L1tM$9a0su+ zg>zz_R-~0~TF3vUBQqJdsWAOK`Tp*){JZ8G`#qUCFt4kJzce+6hPMD}XH5?v+uVoN zeAXO*jg8X^e%xDMwNNP|H2e%X9tN>ha21 zu(Fa;5Lb0GRi_qaF;WCLgWBRS-#3QfTO~tlybH)3B{vgP95yuZX=0x~d4(X}BmB>= z0El~c%S#GbcCtG$DuhGu`+V|^|%$=EssLArq^qlrHBA`f3! zeBN!JG{$VVSMBH0_F7(lAfV=aCoC%u#b*ad!t14*(bthCf?uvS_+z&^=l37HrR0`? zQQftU1ObFsmhYl_;2UQ*Wuoc8j^^^f#m|z*mPAG8zHSpG8jQ|d;1KGz2}dH@vVdN= zz6)o00Av#>c$0RC`I;?S(kQu_C$FcqO6QfqB2o*7<(6^9yItbxG3+URU#R3aAXGrTWsUHH%)e~fw2>@)pN znTSzT*e}eSU=@8=pQ9JURvRJQ&t7u9pwgbM`d+_3Et#U*nYyC<3j5V+LDa*|a_#0P zB{citivHnB1X`(%q9rj%uP)aaaecg8dwpyn(K{6RGbz~On4bk=!18@SjgeN%NR7^s z3rqrslFX~(A`{VZe&;GRkEOM2py>5#E~cxN*lsU0J$E-kw6FRct_|HLGV%;SWhk#6 zkZ|SQFh!iak#4I$W~~B^OJk7XI38r`s+}hcqkPII6lFh9YF*8K9MQI z3~B9I!r#b7X^(D+lSr$Yetj z>*wN|>ePz4%)mxaW|l@&giv8w4A~BwC!!lyj_zb@`!w& zTC>W~*5=shjTUWZ<02kGXsW+S^ zZIe4+0})kWezAlJIwC3%6+AQ+PTuZ1p;{p$EF?r%=c^~xyv*t$fp zu;c^?3?cmL@a-jWnAjlv$XWnu!0hQzZlqw`xxT@au= zfH2xUcU+4yDjeLP!?+roV;WaDzs<$@A_P-%$UeCn-G zk=WtJao?54DXCiRZ*zC0)Qq^irqMWb)d>bV)OK&DBy_`tlH16Kk~9%NeHw1V!u-xU zCaxvRx@x;)oR*iJ(BMyZG+@&8*MX>+jLQ6*RFxRyNh0U~Z=0g=PrAB^bNmik6M8V1 z7z(rIXRx3uqiq39W;S{5YP3?14(o3v{%&#@^znIzgJzp(aKduG+%b#Mp3}9mSaXb0 z?O}n3;Wfh+7@>8iW%W<_M|HsK&}x-)Y6k7|qnB>{;qoYp7vvn~A-zEY(>I_KAZ~pu zJdV7q!iM@y5_O7_fR8NqN&HI?X;HOr@U`j z>yv$!hu+A7t@>fQROGG2&IkPQ>-xtZL@x_yhib-(kblDvSNct(S@3lw6T!4dIR5xF zZSO;&ZXg5TJ@dxthZ#b%XNj2|tf`1cwMWg%T9B4yfjelILT+JbXcbJu|0J{Aqk71% zi)kf*WK}1>2cdd^TG!Jonu6ks*X#5P0c$)`KMV;dWxQ+B9${7Xzh)(@??>70J996a zOzXb`Z)$~V+6kH5(6}!8 zPb2l`f$MjmJnCxuY3#mMcqTDVuW98XoMO)qqlNL~LMJ}i9mrB^B28O}Du%yO)SN7r zUYT_as)FuJzsgh0pNaI6gP{gHzYa&xRr25>7<m^27z_4Te}zzwm3P?ujT5%-D#w+(nf(Ul4ce-kSxp zmJzbw+{KLgQ%IW~DoAIGuuUJ|-$`5%aa55{o{9UEl&F}nTIusXgh;-+cm0Vw}FD?_C{lnxoJCjmaT6~IgPMa$a zy+6WOsaOd~ehe8?djI}CE&mGJnoz{iCNmP(n4X%qN?_%~_Rc7NL(@b5UhkX0;YM=I zSJ0CQ2O+cFe-Qy5b;A_^L9n-6P2jULJ5Xl9`V6<2!015_v1RiwJjf_!m5* z36#46lG|iotZ7!u5j94M&FR!F3c}`3yr3 zdBv=6P79+4Y)~8XH!;c?*>tog!GRvdHr%Q3re4e#Dpqh6vryZKe>S&MiHQ65&dbhs3jIc`tFQ0; zq@G8%Snj47B10@ZgO1oF-Dxtm_kt9D^6|Y?oF0#dC1k^U*C@ftYaSYm{P$pP4-_A# zAiYK7-xqDAuBi41p=B$t?9q6a-;bCDG-H~$FS5&uqfaQym4Rswg!f8F)_5)ZVPRu8 zY_zY9>i%h41pGh76S%oG1taI56v+cVv1;dp*ybCp_{+^(s!LVR#RG=B_!UKHOpsR& zhl{;BTO7Bw_+#)v?wLT{#~7FJIS&7Wv3rOS1?aK>-0psD+qP}nwr$(CZ5yv`+qP}n z^D@ayX7Mj(S=(AvZc^VpXC!aSNBeBg8@zR=QqI@fdix$5YA|{sWda9u&RH@40W*(n zJNFSdLU#45v8!RmUnq7njAgdB&L(na{!{$8Dx#%@StcJ0JiZ#;sW!zeN9XhGefxW8 z=f!Sbu7n{6=-iR-6yHM8IiW}Y&{mQe#|mLd@|r&?P5Oer{sz+JwTc&I;E_yDV3Sik zfzCKUM@0#ly9UKP=%o1QqLjARhN{e+PxHsKS)19Zw3^GC^ZdN{#Hr_DL+WNqe!zTs zeHN#&?!|(=iiGv{ftB1{WM>*I1fm3xkoTQbBQIvPI=O6au6oEtd`iU5Eb~1n|0vTA zsv?kl{D@P5OncI{w`Te1E^@f$!@{oD7b&ii+Y5%k6&LlgSaKpt@X#;+tPCtcjhqke_d2 zB6?vyJ#lZ#eF?p#dZpY>EA|3~(GSaK{5%=JqV(5Mfhd$nz>efvBc4~2>cxZOeo$s+ zC?dz3LNGUn$7Lx;9aNN^et{VaEwvT%1!&`|;tX*LI97*6D@b8R3eG{X$L-(ao82o3 zhRbNx!@KqOAm4A{NmxQovF%+OKT#KU34@lk#o9rhQH(Hs+TP^MESX&RuNN5m9j#7{ z=_yLmgz+^T%|rBftU}+3GP6V1Hpk-Ozfg2SywUs zmEh&;>7`vgNT!wh%wHF0KG0kw%t~bj#D=Stn!8=n_WZ^8sDGE^u|j)D=Ot=TWj2T) zQ*-w+i^J4Psd;uA3BB&J6ZfPwax;v1{r7halS1D?UO2JiKYWpKfuW6+-3Q}fOo|ny za)opPtdg4v*->IwnFiG3gOaZigm)UmkxFM7G98P|(UO}_bK-0TF;71kiwr|Kifc`& zE~FXuHcoCC)w~mqhaA^yC;BHgnPFkLcy-M?o7?#tRtzmSyWoI2fJTeHiTu6Z4!-Cw z3A$JWLd`nFZ}47^2_-dGm0{MciCJ1e9+mC##sT(@Ec+c~4!k_X#%L<>9~9Hto1S?H{`OAFZb|oTP)2Lw8klkDnj-h=LB7E5${eF z2qES$9(B04%+UG!cI+CPll*(pvl+Du1!k3m>@{f4C5Vh2b zwvdKjPH|`GNDP>a;JonpbDl5(h>#5;D9b@$m2w`%g-U$57?D6taHf4xW6A)YkN$eR zV`4Hz5*MU3h-e1B7FCmKM6c{i6bJ_=U^nND6t3Vy5S4}?!_#U#-)1LH-5zRh&FaVb zi|ja4zK`cBwP(R9YxGIVAHl)t4*pN%c?C}zlY{-zhBecTrl4uatJLiZJsZptkA)&r zbHT5O(Ajx6t6W<4YmgLBD1u=yF)?bu)DujdahNq<;Cg})G)=(YG zNqlCjwD!SvpgqF-0%S>|U5g89PLRRq-jw+`>6UvyZvx zn^?OQJ#{2|7(X^rw*=`2tIBWA@kg3^q`h1pOyWyFk9WPTFT!j~OMweKXJX8l;-5#_ z{5=b~X5xY=;12Y{s*8$iP*r3Kjw~ZCd24&<(F}9odz{Pel3!Hw{`B+4y7xTXFU8d< zlDK1FuVy{d$||>tt5B2VUN%Uyz&z4z1v&8Yqa}SwA^rSB*8#d2JfzmU1}F8JA%=GD zKR3*r+~vB4Hc#g=b~5EcC^gYaNnU$yGB7iP_aV}F?jwG24P%z>u1tKqdmlPg`8Pn$ z+{pn<^0{l!3&L> zzd2o3_g)UxBn$}CeW{%>Wjb#D1N}M99!q=F0<4~9g%|7s9|jL9)O9%a30>-hRoKxT za=_#M$4S>Xi4Db*A`+}N(X=xgK~**zxb>j*HE_yoSg1howkOUPtN~fOVw+}nu1vJj zFdduViQ|#QR!X+aQfo=i`}aHowdZ`+zq#65E5~Q#rlVNoz2T5ml6=#_s83LRRvYGR zLPnQ_omk~fr)V`AS|@}e_rR4alb)t|{Y6bfdxU79P_*R+aD*7QzP!g_b zYA8BNarPB1cmZ#w>qov$M3eb7KKmO*N{}`p)noo<99E(~cDO4W@@V?$(*iF!u1;`s-^S&U}9O2>zh zj=a{rm*fp**(yvUWp5A7C5;b<=9fzB-3eX7&!o-LNDK_kWF1Xzu+=0I&+EBaq~VMZ zg8WS5HP6~99BF9ElEl=VW;UKm1>QNO63m|Ac?hE*iNBmKdsx4pv zY!?R>GxT9*C#WQ}WzOr&)jz#UwZjxVTd7JJnHijex_iEAX}hMKYLoo$-UC<;sLDV2 z4EL`v=U_|rr#APUBK(XgNUWqqw55h3=!!=D2AYyi0b|rZlk~kcDB3JgqNPvI?GO55 zK>K7rLS;H8+g_Dq_nDFT-Pt&DPy&8Z0jIfZG7J{EE8mswTcQ_d{Acqot=x^6*rTIs zCNhJhOu^Dj{Gwa|wAlJuJxoto>_Q=lkc1K}?|Gaf=nUUTGo$=kI!(DgN)(Q}hpQ=w zsZ7ynI+{P#>3|0@b#=(9NUv_*HPUSzW8=JBTE|O?c<`&qqlyun z_?p7wbKElNMsm{^RwkWK`gPS5<%?w(&V@+2E=v>@Pns&SWN#37d?o*ehOLJXS6q4oP+Q=q!}XzVW+KGEZoEZSAJ(Vvqo!0uBu zv@bS8zgDQQn1!Ton{Su!3frf3TdK?7b1U}6c0A~=#7(f;Z4wM*M_v))vg$aRR`ip^ z=U19===kdSvHKo#mLrEax={%iAj+#0btjWTijcraXaKM*Ou8b^SHya$v|D6e=KUba zeW`RMLlxb=F{=l%5Y2CX0a9WT(%=Mga_7MEl3k@(VD3@(^G{4&#<9?8fpS84X};cL z+bN6906OFJ)|)>0C@svfn!GaGifk!d3=2l8-x^3j zZ{@;%_xi@-$2w>lkvaG57(Jt0`mU7T((mDyXKn%Q*l5(+wG5h4i9v>N0uAzBjfhf=8u%Y2XJ>u#??;k5EdlIJ{Y>;8tMBa6r9rUU? zR`OX35bo7mx(V|J80_6L-RS%6H--%pHwdrhl+q@2PmHAe8ic8J4Jwbv-wB#sqqRSZ z<)|5o4UbPo{C+~Dn@`E8=c!6q85t1TWoNLRm-juR#*AqrjwbWLgs^+c-zw9C8}kA= zAhj;QZcRqkp1N%&NM3z59w6c@@1lV?e4A(WBW!aPtXCaF+vOF#%ekt22N42y!HV~D zDRvybDCvB`ytanRSripm`eSDATl%+u3sjqRON}(L?3h#+HWSzCXHVZHzIu_t)~K=& zXWlFG@a%=y-(?Dk;5d~y**l7+ml>Ixbm<Af;$-d+q|e(;jg zb7}sQ0cQSB2AGAF`G3?eBR(4&6Wjls{;vUMXJcplZvu?}|Et|Yw*F^;TZ5T_YMtHO zh_>-bsQ>mMcD7M(6D(}gP;BFeHwF7UOGE}bLx>NyULf6m{`^k8PS0HJyt;g3Uv4o? zz6oo^DXoB6f+_|I?qzpra~lG9z~~SFz`^mM!NK9d5*6{H-++7s9nfP2>euR%3t#aa zJ4%f^!fNY69l~c* zutfa3xK|(GD?u9rJpT0X0D$ZPH3INz!2wu9U?9NwhQLqCOMsfR_+xk`&wP;B{=J&O zd&dXgquY8bz1RT+y)gkREAnP&_(M?8^}uU^Is5=LBrddVWZA#~!E0ZNAe`-j2rv9@ z_-lX6L*(Cb*x~butAGIrFFva{)vVChKyN0FAzeRI2wv&f!b$&yLmd^&%-}<8p`5Du zLh7TBVa~hI-Rv5<1oQLY^ZL!S=!eH#*CASOX}7`P@1fb^qlEM_!^6+?rsF`s!XNGL zBcLLH`s)Jl=dQeL^=4mswfp-*dHD5*e|>vv=hFgc3ID<8`%43HA9Q#K=?o6IN6!|Y zH|q!a^BFog3H29HYYJR;~0DK%;-{a-u>^OEm4Ho&( z_@&-&2xf(7wI1(oY( zqk`We?|+tOjG*(uW$@ZtI{UC{_!sDBGmR9vUmf26ST8W^9^yfrsK@;`&*EqE=r?Y= zx9dv};-~kWyq$yNJGJ2p@z<}I-|TPFs-7c=-u52EjTJuv7Qnln3ejAi%QC>a|91AT zS|t!Tp({VC;pvkcQh%+azFd3^E4r=CZy2SYeUKj12}r1aQ$g*X9vq~9Qd-!lpK*9i zgR3w%W-SEo4{89s)Z;Dz3c-qe*1vT)GI9`r0eyZt?4fW3HUWP)Izt#6{@h*+=)IFb z{(T4}fI@CQe;VY_N2}Z}09(*_BCm;Ncxh;O+QF>3KICegN`m0EVH` z&-o2-t3@B=@fYw79$*RPg$^HjFBD($0~{V6)L!WKFjhQ$6Xgi@Bd!k!0;C@3cMHK_ z|Al_eZw)^&#Ebv;nF46<1+4!E;CGqKiVYq5Uh?aNp)kU4*N;yEKb~w1)64+Xk_Pue z9&f`}f$DQC$muZY2>CEnfs?9i7U-&b6NT3l(n`klj`FI^dO{vpky(+uEx=n{EU7tn_1l&E{^+8 z>8!6T&lFatUv*|*>|ra~px%{H!w8xe$6>d2#q8;Z$T+`+pg@r4i@kB+xR@=KN{aW) zsmwj4HL*?T)%O|Nsj+Su4eBk7%r?~8OWdh+w2>ioGV)eAF{Q$Mm5m%yj#M78A;b|j zO+~F|s#Kz~ zhT(?wjvac3nl#6k49}Z$8%I<1F4B~-6rB~^JlN2@HCH=?{nFbM?pGgQU)@89<>x2) zK%^aEMZM^+dB!{wHT~)itlu-n{tYh15VUB1h24rCbh#^6qNyqX6A#1KM8t#F`D;#9X2QG5mYHr zf6b{dir!`t$j=x^JtcNR)&+9UKr)JZFy&@zXjXxG|G<5=Ydn+wP>8L$<^Mg_u$(Fl zi5Oz2*O{r8IK93(I~yE%aE2eT)Yawhlh(b9O18K4g9bNM64^1i5);C8#SXGm2^cSX zlRwpI(R**HxRIqSL; zH~FfBx&)B-nCtZ?mDY`Mv(-Fr4l8s-pZvm;nD1g28sgc8a<)MaduI} zb&c0FGu%x>u`HO51B1KDDUZl2Vppfm;0+wZB#Xp?G&eZgf?C{T2`x@Af$DV{LWSj^ zzA=~e(>_2qirJs^p8c}^Yt;BSs2_0w357xiUB0r_wdfrxP}+9(TX>@$7I$?a{a;qUO5VDx z#QvhSYSCpdrQmKUIz5Gkrb~?>o???V`Tz$@1-ffX=S zQ`3+{nA~^NDJehGf`-8(f|=DvCHbU-Sdh9o%%hY*pOMo&VLeMMfVUblU^Q@Q;-?!$ z#NP)>Bf%ZHMbYla3_)9^HuHHa-1Z&^<1QN^5~m+Wj;gmYliuB(q=+l}nQ7vYzj7l} zTWWNpThtxBGZ4?|i7aH2tcOFGu<1%zYF)=krq-hs zmY;tIF~@64v$inzpc1*&u|?>_d~ggxtPwnSr;1upJ{VN~(masx-FlZj#-EldQ|?H6 z7OBplAXwO-T{n`I>II>lJkA@^(1mTyTl>9z_{?`lj-uvA5f0v&kqp=qZM%(XsTk9j zkDbv+Su!H-#>|vtDj!x1AbF0`YiW02py-uclYbj5UFNL%wDnE08vc38o1_vOjG!Yv zPQd^WJF2iVu}1B;L3yj3^xot!tz$aTG^`c*94$Zu<)wyVa_ zHGVH8(c{QHS&edNC(UyRED9URC_AfUG4K4wE6vrWKHEI$tJ_S!iG1dG0@f9qXgJLY zcAi_>xR8N{y1Bc;$0hQKgxSq9u?%~jSTU)dPOhkeBN#JD;cN}%V>h?&YMEq;!DKyz zRmDp=OSspL+I0jk9_%iMOPqV(^`MGe`trSHkwSbqPjS`6%`QBf-Cw4sKUAh6k)|-Q ziq+J{HM6_y`Hi%U*_v`^R*ui*G~4+-Q=K_X(;)F*6db0Bmpf{447!F6JOgfZm zTb@cHpb?;V-G?nKTm7NOc9&Gn(cM`uwKXOGZYNC=uF{@|A^Ja<- z*n5eL*FTL?yh%G=#H>N0U>l+D${T{kYx?;mH^Grd(zVk)UJb*C9!wh|McEBb?aeKX zoKOd^fzu^;_@x-5RnmOWuC`fu0adXpNX)y->YY9p!8q-F$`VX$${vlHIHsj;_WWgt zS~2zKv3T*PkueEx18XE$M$(&Kx^u6%%V?#~96%iK>l>b0v0+cdqSJG3w0>;Td)^^p zxMzC}x(%0{#Dtr@&$MLMTtBPxIi;VgBjiBYUP_%8F<86zn4(r6vGRRwVUysJp)S19 z-?`;+$n!LJl@06Eqsz^nFfX$9V2R6|Rmps?^KBns$y`;aFZ7U#w5!CiIH_x69Y|90 zoYg9BAge`Am<7i-Q8kG6;)xR&x5_&ly|j8#yTJ4PAp37BAj_ZuLZ51Ql9%)4uf^;u z+^F0t)BtArV5{M%g>*zvxfLDu#epM+IP$_=9o=s{{)@?!TI;E#9*oEt!w)Q*#|*El zt|^{)aYTUj9jNg)A3by@bJ6T}H7WC9kAdIMDJCIf4`>+ox>!l8fTPMmP2_Q^xE?1t z=nP8LIP2qtWYrA$9d6y|X2JxriNr}2eW2!E3F_|2v36;$ARof2EgjBKCUvq`+xt~T z$mYd6oTFBAy9Z|nU0bX(kmlC2wdwlkv%6K0+|XPiUQ4%HgiD$GpYB9NzVxyjvBD%Z z!ws`5_rpZ_dC*@p9e$&ru1bR)N|2jC$`v^@MrAKKXLj#gvmRNF#Rg?^@KOzc z5VW4YsutDrQD5PeAU=?%T7gZvb()*(ukaAdf2`${o>%DeW|9d=?F`1+SPwAWzEcF5 z+Jj%GR7Ct*+dH1Orr}`FE})UA(g+sb3pk!i+Od--8-)abA8m)Ck2Fd}tajR8fb*2^ z^RWPJ)s(!AMW5~7sXch_hFH)m1J>W-mB({*n#KIKEo_|UdkqE%VH1ud{;T@fY;jaC z1+-1zz-Hl^WT+WrAJ*WEitsO!u1%1%9Y#0D7Lq=u76*S(qeGr_k#U${uZE`}5Z zBPMd2U(B^jASc=WQasDaQVKRNCVZ2mo}>Gt6qh z@G5D(xAq6GboW<1YmI9PnGEeR-W^|eIhQrVG6kx zDMAG7ll3rxp%Ck&ij>ogOIT}NkF0;W+_ur|&m~3b(vyx9RJbgvue>Or{P0mIl(1HO zf9c**njsVa(Y;Perez{ZNJ<&gdlVX6HMO#S!Grg3x<%Hhc|fb-h$ls^cd4H%C$uv2 z(bun~s7(AW^_$;%FmKyRs(l}>3tS{^fK!oTMjTy z0cV`x!>6R%13ve-p}+@^nnP9P4!kk3_PN*aUTxlPNVyIRnLh{Ir(fWmAgg$p5tN9T zLCrH+g$e6r#`bajQgK9HwO*(xmZ1fG9Q=s@jOy~@s|*h-o)I|s(^ZvD@ zEWV~xRN$I-o=XC#FpT6X<$Yq&lcKkJ2Km%9k^&RJ{TUkVAec=f0=lO;HF>)iq?Eh1 zEQoBJs)IZscvj7d`ip#gJ!x_MgF_}a36BEj@C*cT#$a2 z0?t#k2i6cq?W!9n>!~nWx1;;%46T2V+4cLRPIe&R3?(OHdlioU@bSEBzsXjf*WTN>+(%WXuZ5c>NiqDP|?Q#94xSXVh(UW`!Ca7gz5Mk_% z{>a@ya6vV}p+h_>l5u5Nw7`A+eaQ>H+qz};ONz=u-DlC7p~G#Js@d3;Sq?=}NDLcp zinD%EDTZ~*`!s?hU_Z;zXb|>eHSN;Ij!BEf7BY59igpbQ@&r<(7cr!$pN<0L++Zee zH3Q|8|4lwrE(5fLVlwG!hY;RY!XkW77+B;6L<;3ZdzT&xT*EX%6+RFArX_gJiX_~H z_cjS;UG-Kh^spnYR{T?$ap!t!wegb6RbX7CY7uQ1LNzRUigs}OupL673&;diB8lzO z>&h2@JyVJcqJHPq%QVG{hIc+1i8{RDFdgx5GGYRnPd?Iu%<$`mwaDBbt28}l*8-G_m%G%HuFI88RWl_dOdsRc}^aid=S8WKfC zk}_|d*b1Moo%9sq`xSeU)OE^$+2~FdW!H1Nbdm}42mZ2En#RaT_GV2g&123wczSt} zvK-hwe;=|sO3Q)@th;=}bsyu4u8NS!&+^=|+c+zcFW?*#;Il-TLoz_bv>hXbz9ZI@ zQTrs##X{lAy<)k-O(&!*9;g%yo4zA1unYa1Hc1j6#b8bl>FkqoE9*=kAL6f@L(Jnp zxF;D$!kZYwK2E&1mFM!ZA0v(Owhzj(wwZ-uo^U9m@v&lCRNjh04$~NCAC`_j%;1*n zf${(x*-skrpU_m~b;U}b5!fWw0Q}SH?k4E_bs8+i_rB{VXaeMYn^7&q=ZrgYr&|SG zC~x)NOaSG}q3;R*B@9$*kf7{!Ma)+p|D1y#ZwZm(ESu!tV~o$+@-JsXV)y7xK)t@b>`6_$tz#T z9K|)GQQB@X-Fh;eg2?jIGLj#3Y3h3u;HhS(qx)pZYS#-SAuiNBASwAtn+Ri(Wr1Pj z8q6lf(F6jsI|B={Ecf7(H*-Y)9q~VDe}aN5ud;m~It-%1fmHCpcI*1EObK~}d4>H1 z?R>mbfA8F>FYod7fpOaEGtjRcZ}5(@JuY(Qn#x8L7stTn`avc8sLN}C=D52MP?21L&@U#OW{c2Kj>&blT=Y8bdRSs0`#Z$h8 zg80TRn*E5Nh0t+5{r*DJC1O2h(POXO@4=|?&^3^Rbrh?A>cob*V9{sa#{jzy*&GQ^ z-JGBNXEmrw8)HQ->(c>Hyf($DVqGIG$G*Rbc5WFG6%~DNWaN%7KuI6QxZPLNb;7 zK>>LL=P{{jQ?rLP+%MY0pgF^TL{sU` z11)bcj3-q6ca<%M8{6!4Wi{moOBa+M_Yfm`Hz0UesMb!@r@rXgPt zht)F=+>!sb!nUB2xBY6plecNMzn`3YqX(&^k8|{sReKSO2=5OB_ar z;8v!_PyX~3T=M&3^#*Lbilz+o2dIeM6WqGX-LjG$m3EiBEDQJuJN+JNjV@jLLHpyf z2$)Ov&qnR{|%w(v#>s~4af}Tq`ijVQepGjAB?6VXC|H7 zK6v&8#+68=g{ph_>xL3CjlI*$tSWjJIWA{kS8g$kD+$3N-vzt`(_!R1MC$;@e@qQT zz4fYsU>6#4%i$nP;Fe5cCYegbII%5m!i_3s6a0|bF@Fqf4tXi}TM%yFaG1Kh(;umv zCzB0kJ?A-y8(H*0E3>?xi}Qzw=_sGROAs%3vF>N)YUzx zk_lxb!S98IQxLkDRu4L3E7$b__Rm$8)q%9{_HUPyyDfQj?O6-K1jV2+Z^EGvF80-~ zdik9lUJTDj(Qg|n3j>Za`=rrp`2k8dUirNnpHHsUyR*e~`~f1@EZoE9;DScumhFkj?(kU|<0I;1byLpFLP^c(*fQ0!Ber62-B@I_hEQTG z@%J=hvP!|y$UKe%ws%o3@92Yx811`Hb;CT+$gZPR( zqvH7|mKtCU5C%AYiZ$}C0*$%_G&{H>#%2E8gxSB^nXV0YVP2?*cRIR~iCA_7fVZ@J z*C5&fUVoKCXf<=ajoSz5t^Vp4behsgh2*ZWNQ=v*d^1X$T9oHmX&vXp^|dZx_0oDK z3o^?1yaVVeSuB4F>gKVWvE6|Q}reVoIDs*8wK2Xxz-=hRJO3&sHbFicU?{)~@y2mAEvU^P7 zhMEvBdK%LmROfJ+J84IVR^ZPtTJHQp9wTY7ZDi7TPd_(q-$(IS1(GESZ3cKHQk?ge z({gD%!V|hKZ&Lny`(g6*r9++OT3qzlh@wUYbQ2MxDG}jN93>=kle#DtcsZ+WCEZHy zs%j{U7R~MD1?1ce%G21Y1R~wT`@p18*NE|P4^6@hBBvde{pRgyzpR#ezenM=Yj4)E z(0WVE{&&)c7BacW6C#V-tb>#2Bsft!>7xPgy$HI@3g?4>B|1(wSs9E-pyni4$*a2z zHiQ46G;Rhp0p@%pOL8(%csG$F0ATUHWI`ceJ|*MOSv`rQ~RFRXFjR;NDX+5RE*((?RCk@eULGsV1iXa zUf?c4r^XS9?b-`tqD@nc%Rv%0wZLwC4c2GyUyZBzff*>7z^C_iljRo2eyF(>o{`Qs z!$4Znuf`P zPLx~stuZ<;7|QgU?YOZ$?Wutt#iAoJTX|~scwAOb^e#qw5u7&LfQJ(0`i%MXrlRb= zstqCmsf|Z3)_CbJL7r7^gJ+-ur2yeTC35sDYv*p(MW%aK8RGi}`Ub5h&^xkooU(3t zBM{K~ijN~G^Ckz?vB?bbQ+IDp_sdsh-W+pyp-}L*I^SEZ+UNe!qYFpZlfjk$Rb7To z_c%hdkIZBe-Wmj(UgPSNoqhX2y@saRIRMEw=tJhDh?u>eAJFu&LVYF)+WKSL&YH(8 z_Sj{aLXJ@x6WXVNMqP+unUF{l(3#=~2FJZC3n!hL-Sk=YVbP;48)P@!;KJC7tYs8= zVv|a(?SWLyI$McNd^cH4xQyYa2oUD(B(fn3!7c+@X(6$Pf=rokNOCJ32aQA^iU%Ky6%@tf_ zaLt0W4d$&br$M*QqjiC_BzFAHL~jSh+D(rnH|O4!Va-+YrZ|Pg8brIG#;AP1=BoPa z1%!i<7%5GwW$8DUGK?HfH-T@B!~1f&ZjfSpSn^VP*T@<^)E3b{59} zH7);Fv2d_5{{IzA3#c-(=0C-f2DE^WFXRS|2t>G@L#P7`4b4OkyfiL;WcHwjDbNl&g<+GdFY&zrNnr)W%ebpG6p{o?8HGygRCoxO_VT&J^SHV9z z^92b2Z`TNym)Dou)KrHa2k4;>V!eV1;cFPm%sw+08uW5O>LfR)M> zKwell{nCw{e*ysnTuXx=&=M7bE1u{L|07v@c@FYn z^94in{^`lppAEn|hRENej|Kk#KD#+Q00Y9`rz6m_^K0|=3JV7Tq8?NO4`7g-s=kTYqy~~m_bA$6CyBF$blb8nP z5y0Jv4;9G%5$XZZ-+RCtz~E@$bytI#rq8c_?~_dRk0mg0_!mJ`SIIBD>u1%cwI2)^ z*WPaXl7aYeAb|BR#8$do{4C@<=$BvW`)&L$pUdyWgCD}%??ZxH2*0n^x^KoWpDL6X z{m>&FmttKlMDfeA{@5S?pSnw@xjY9IV2vOhoZr>T;J^Gc{>V$H53eMFI!FDu_*OFX z0~0rK%0GLaywEqoRu*ODT`B;yXH8}9`V9<(j{j&JS3f^B69ObFfpX<&K z(2#-D`}R?D-N#Ug+yVjY@ExIR1aNy%p!bdg2H?lw0UEgV{9&MDU#s%?0qUqB0{^~+ z{D8f^19YjP+7svf;*WK8`BnbF5eEO$cb$Y<&#kjY0Ch0v6<@u8zQh1dA-}*7!0rWO zi9cZeV;FlO-`yzi0yjSpMe9o`BmMSl<2AI)m~ESFlVWX%eULvLWf2(*mBGMI(g0ZWogs>`J1#h z$)ro$FIST2*~^`-mt@41kX_Pw|D&oFgQJ+2zifZ(WP@79(=qS=>Jr>##eSQmtU^XZ z3)5PAR5}~e80VW0?1^I;#pu-1c!>lwjh*Q93JV%nIg{8PuvY<7Gwn!_;~P2~?Dj1Akp15KwGj8z3ybzqOi$XArfc=s z&7#Dxkg>Q}gpU9h-Q+%X$G1qD;aVrT7X(i{m)H(d+d&#cuw}iAb*XuFpNmgMBRx!H zy`0=*ULu8%Fzo{65C`h~upWdF?ldKhJJ}ano7w51r|YR z2n9#~F?{i8`Knv8OG&2WXPpPV#Hn`Z!mwR@JD%(MG*3F_xM)4_CRw=FwnRWx>qWrw z@7>W+k#mUeswNk3XRVHQ|KAE|gaYslEJ@aDmRaIjRWw)G;Sz{?7O`YHY-B{OS!AY6 zbV0E6uNE5NM;oF(_!>6;bYy zxVqGgnRZ%GmjjulDgn2XZmNCJ4=`OuE0a}QPBW|U+_n#dc_&`WymS&7_}n!dWuG9A zoRBILrnqc9;FV=j7QUV>-PG_}ndL$KSazCfTZrDqg~bPzT$|x)>WG3?a}V-4Xbpr> zB4Dh$BZ?x(zV@mNV3-+}FbKCjkIFHOnaJfC6lP_!4ysU7Yc=LNZ6^5?{{U`?!c zL0=amc#NexI9EyxL_Dcvj8wS}M4w_~Hly)zQW|B*3DVlBN9Q8ZiVa@3EduArB0tQ`_40@Ck-<@zPVyz z7;V}(`;VDh@e#h4n@N%&xUH>nSq|dqW-b2;y&zbIJgJ1b>vZ&>UhhtdFpLFKH0Ly&bM4a|C_F zd7FxE+9NX}Lbj5v!B5ot!zl7U6I%x5_)**S|deKIoWN~zJ zf#c(E{GPD1Cu)f)W%+Tj>wd}4K8miMH=r>1s9@o|3|?_Y=;fPF3Yt%qknJN#HVWzS2h@7Vu84wvf5L~cN_&RC>~w6- z`a=YWGsUeA#cZ0!rQ;f&WBK$BNXj#JjdLnd^af&e=5<*`zq*<5(pO0*jk0yC#nI+= z#v-=LWHKkLBT*w+FD4I6@$jfEDwcd#JFsX&;n;-36L@UxZr?Z23WMqT$h3R!rF6FE z;&Xj)hQu5pA8GYaNk$N{MH3RB-F3VVrGE9W&ns+RvDO?@;0<0TK$_{mC?ly*ANree zD^>(NJDRMQTU{Jt1p6cCGgoY)XvAa>u^cl%xb;|qJdU5e_zz~u0bt%hJ3l=Mu zmkQ`L8nAM-4pQ>?z8g});DCWU-jm|?@)!+NbG=dq>y|mYH76AlB+T`Oy(o=I-}X4{ zK8f6p#k=32OfwRyF2^HguxhVgiUFGU^Sg9n6(-JDWtfmj7Bc#knJ`s3QfmBZKECgy z)IK0H?@)7ENqI>IdgA(sd8W9`pFnbNE7%MsKojrPr$!eFgqwx8G5GZ;6U1E!+1$o1 z&K$Bk&9@?L8W4xC#XPu-F7i4%F{fi{REU3GWLFR61PodWm zd^-a!nk_Fo#AxlqXH)x)i}qrzJC@_g)k73!Nn!Pgbabp>$&W*HJc;!v5gqg7cYLg6 zGIfmrT-zRYQNBHx|CEp*W5XcoCOXVk|BdZ;-qm$KbO_bX%i>kFq{I@9tvwHzpm2)~ z5{*Z8}-&9Yb9S_Egi2f#=%*0POxx#8^x8T$a~?i z!5_WEy?0Q)WewS!7*?zB=MWhNq?onTo)&|&!ineGHp82wn^vd zv2NsG+{-VN+%;+p=IXUCbrfO2pj0VtzRo@8FPL&doRJ-S$Ny095tWLZ!fbZnb9a0Y zS%~Yq)r7U?H73%Vn)z~Z^ziza%~dBp(|e+C95CHRe|jrA-@QfQoZI+gDKUiIO=YkP zE!SY8;5+KfuO=>uOg}%{yv1WyXCyeX0KS#vhKsRxwtk#`$s&Fj9t)VpFX(%*R!){k z?8Sw(u$S6cDCJ70Wt1&M(A2!c22F|6Fv?NxmSfST1QgD(jm8j+OlaW-)&t~~L#I%^A@7?Y4>@NOrrbr82o`I&}UF z>T$zj_A#KKqFQS{{+Odzds$rQ^w&}^(hLD4ob{FPNMYI=nB}RR0|ue@eq|>}Cg)fM4PUZxgK2Dj@2{!#P09Ynk(OgM4^yzCDMf~p znWvN`{OsJi7wTz*nat=BBgIi>VkOJR8F zwN3sS!?&z!030hkp5kz5w9zS%TweH%qeqykYUFM{71G3?dn_Khq?*^%Yvf$Jd=v|= z5>pje^(juQ^>#xLTsYwCBoVQKY_fDn4(-L9L2U_REaD&dw9U~ND7xd68)uX>BV-HR ztkI(E(hd`5G9RiPcr)D7hP5YQ6^K}f&%Fv#AHWj31qYWqXCwG8cCyP5HWhZcY0A6$ zS8EIKa@dpIiaZasCWJY1{0Y>+MZ50Otk*!;&0`BG71!&BEZ1kw2ovs>HlEkl zdpC8ek11ZKvhzlL_6hVZj+(jLG;m*9IhL$K#lK{ohYl%6bl5BpaF9`?fXlV@<{PmxKnxdtr*> zNy#$#^M`OdRzxQ23Wy(v-xnR)vYBO_5K-|3ZLikWO+(4HS*aU|#E$5Sr^TaXBPKjz zl($tk6+DAUT6-7B^_1zBkLv?oXINtJlKve8z8xw8A0Bf-Q;Ns_zaIcK3||w@hy73Q z7@@hzz4jSlsd(Yh_x!RR{h?~`Dp`GZy*?j?Yy!_9%7`+#_JlGKAyXS=yb(z6`5Kv^ zuPaq(4JH==ra0lU3#@&Kyg8+iekj4ey!pH^cRL=*XpaIg9$yDW5$EZ(%zdcVQxu4a z+?Hu;kyEkgIDUHH&;~PaRDqL4{A~u=WS0a`uvCx3d}m&oOB;1qI@Q|YKSEJlY$@p3;1*;D;}8CX!q$rIYUG<_on102NUw}8Us zK}yObwuWrf`-c<5fqC65p`A7m@L~q#zDe)MJh&$Iob}}Qi#uC)2cDT)77s-( zMN#GMY`c9d3}I0Ar6o_};|ef9RpB{42#=yHd-IfJA7uYN0JGL~9uFj0(KQWVtS{?k z+I7i$5H1<-E-u`CmSR4+A_vHMWgdK9*cOCENLdEg51s>i>*bE5>1lIJQVGNK_}=)j z61Nv6_aLAG6W_EA%A$`vO~A28P*285)#RxeHC>tlm+9_mDWzzoHquB`c z9H6OtX|grUQ8eHAfFx-5Q0mhZ%+QmbMJu+ zwFqYy5)~AP4&fxe7}R!6awU*pNX=_IUL5h?MeH4E#L#3%mI1@cg&?2lo zAapffotVePmPY_Y9G%?nESFQGHsYk$j+f0VUR9e*2JHIBK{B-(EaMY3T7UzG^TPgh zL}lS#jJ;0hLWh05R{ofm_!)pBXc_V4n=+kE-Jpa4n0rTO3VL$Dm`ssZs>1gsL(&<59V50k_Dl@-o&$B##+FF=mQcz_XGK%mzssNKaVo@~|o zVLOaD7ioJ^j;G!uR!MtBxf&q#3RIVjlrdSQFbrw==5b(M4DGJ8R<={X;+Qf_P>+`KLtpDl`w& zD4TVuZ7wkSkGi2saXT62*H(BHinEw#37`iaX6L*?Mp^N^k}P9m|Iad@@ohgD$rt>?cR)Sc?NXH&5wiru z+FZ29beYn%O?)=oC;~L+W?AW%0_6>XEfSidp=6X1(?OnI3!gAB1@gPB+tfbj^p!?* zMK6XaL25YE#i{6)npWTV-oQtEBCvVT+S}f3U1_a2lSyHHmcA*xk#(CledWhoGY##V z^>#bmuaP}mrSlAq%o<`JKi#04$4IwGN;F)hn$sYr)Jx+mLjAhW5j00Uqjr@0R)Pz{M1&FFY7(Mm#=g9<80CCM(k>c_GZM*s$ zRoaAqjK7=pE%pU9k9y;;)9lM(38HR){JSkX@v+aW>T}ld30SMwbb5uWDh3G1`mI@c z!x74lF+~3YgCBvg7J%Zsywif_hQq*OTo&^y9}(}qGAQZ0oLDeO>(|lYUNc=z;-ZB0 z#D&+&kwM{ZRzGf)!J!-y(KWN3Qj}InY?ySxS7ht;w2qX}Ngp9aMR*Ka1#ciYJVnoA zv|8fWBv#y4qeyK}NvvD|&!~#cA`iHXixtXh7#Zh;ak0<9c%I}2xqnTv-`akc zs}qA&Eh88TB&@fc9-IlGyuuop%IWWJXzJRhmOD?EfQO8 zJD3P;h~WAeRP>r*`t&6;U(7sK29><@Fzj^2Te8h)vjyoSe%RGAex;pBnyiC(sr%Z+ z;cbAHjC6(PG1YU}n6sefnlhPNwcH?Iumkh_1%+&Hb@gZMDG-IE%aY+%KLbq)|H9cR zU4oj>L2KCQdx=bSlkSyfd53ppzb)Uq;rUviMLF9wK*vq{yYgI~{Wd}aTrmG}mvF`v zmVhl;=?v(HzHE?nlCvv3^Sy8#XGdUIgNHHf*qcPPkF zuw_wLCLojzWp#tGZqaQT@SY8NAvW+KRLND-DTzqu$;wo&jT3yf`&LsHyF8=lu|PAyV7b1V0Y{aW(7}+hqC*1(<~R=j zA*3VzG;zQ!&`W^rm38cq3-=Z@bj7UEJ8o*QT+(H;>H?nze3%Lv5u3J7i^4~7XqhlC zPRB1)+yO6&j~~qYOZ%srLL+eB-aj7^gkYURr@F!5Et#YiMh;l4p>7Tlj;zmpioNV%a1Yn9}U{yd-3-pX^o6?HDH1C5I`!Or5!=`nkPc-btxJH@1Ey2=cn)?Klanro`m9fb)&mC_ z3=&aqqca+W4)F48dYqw)#61*2pI zA6ncCrI-7{XEAD6JB4V!IQ)WWg>PR zg)gsm;YxJ3r&QAV!1X;*9<0N<@6%jhA;ZiuS|H&Lt!0f1cRo2q{K33Ft<)!O{hvgPzm?&(WhoO<$`aaGfymdy2M(B zvC=OC5u=D~`F6lJS;(`Rs}+Y$%HXuerMN#JUa9uD9}oK%J0$u*KC5Ew;{{g zMI1M$sGm9}pjtOivz^hq>aQusNloLlnDT{Xg7SzWyM;b_f(31h%urI795TMuCOO8T zDs&72bL7LJ46{5t~0=?`d_!xF&}&*b(DFT*Yevo;?n^zck*bMi`ivCU^4nvcJS*ICRM}J zZI|WNdd}CdrYr_QiI9(6ZCoEAbPbf*5Uu8*edYGn?d1qIo5$f8_YGNgkgF*M@4e)MR1yBOn3p+`a6H9=pP2SaeQNe)nSuJIU9EtsNmEPd4n3Z0KLLOIZW-(tx$}?}OTtG&$O{2mb z(R&tY3@l812A<2&-JLX<_b=Q(9C{pBhmdv~HUUpr_aWMp{wjf;V3 z#KiYcrz$w>{{qh=yCC}}%^I&rZ+SSj1RR9@)3%;VywSf~-iYcZQg*ZyikeUmw$peJ zG4V=DI?CH^Gi}nk=KJ1G3p(1YvF)3cO2CWxJS*lz9m{noF?NTR+eR`7yr%cR@UeU~ z4QhAR)H_n3o7M(-(_a_wE=Jn9GC(BYS4toYPoz$tK9K`HDk} z;>j4@;&adqPuoezA9c99C412i7oVMu&xRPp%sZrVzuWq#^aYW={lyY84qf^2S`c4M zS|_V#I>yZnix*YGi0oZrNc6E!QZl^SaC2 zA~!57g17Zk%)Jx7ZWONHeHW$1t>DGbl%ObsI8%#MSao`@&D1^ASdbvko3%5Op{E3*S~S#l3ld>S4xRI?v$zb?DPCX=%QB^v%=eJ zgL;FF*#LFxVlxsvsT+e-xOG=Mp~XFL=etn}jEjT|IlI{8YRUgDgV*lqJ?%5QRbn6@ z0?cHvHG{tLJNW{o#zqj zHnnN_PPF5i_gymNQ^9j@W~lUP%gTZh>UVO`_VHeGg*sH*H0(jp2XQv&9AaADs+M?H zj@M^oy=`BMvW z734VKXSPqL*FLwUC?Cpd|Ad1T*i#X&5ncP}j;*f@fw$rc&IkFKJW?jG(8c$CP_jwO z69*>Y{GHkZ`B3t?_(1oB3!3IwEh`Ooo3tvCv)WFMcGlUt8wTV}TshA60=h(m>bPnm zmdML`hYdgbYyf%$`Cw5%zHSG#@kqGiBDgdaPdRh<*8ZWF5x#0znRDPZQo4NEFLx?D z)#jX}5Bg@dE4dyz!B--`ey7CVrSrWfPL!Uv!s|+=XrB76K>N@iRP<+J(`u*bywb4$ z`ikr&J%%*=~)ymwkfk46-1>-$03 z9z)frfiVXJoqdyD0u@pY?YU9Blr__fv>u&8q3#URi)FVS?}@G5H2K7LVQNzXy=lv^ z(<)qaNntEq@|^a0jE^{6@#pE@%zC{Fmo~DXqFp-B19n)XC-CG{d2&TR;p8hkMW0dD zkItm+4_Mdm(9>xcsH6sY(m16M3{pUl7fVf1#+B}(mX;i4p-uOz{>Wgc4ucnFCoI3u zD8@g1<0k$6W$$>|^jsN>fY8iiP^{|^hwyKt(C6eSV4V16BpeK48)AmSU`HNMLupi5 zp9B0(ac@B)6Qg-s1hN_l{0k2xJ~J&F)%EAh2C4H?&RxQmr6*_A`dhF*|JQy--q||{ zuW}mul(Uo1kji(0KY-aVn8=;TTabDWoz`FT*0EnE@D7GCL9$py=u*33Ok-QKA zi@80;Gq7G76MMWl-E*}^o4>;n^~vNV-&F}6o8&wv4n~YVFHuiQ(55{H+vMAzhW4~( z4*-)8>G!P-ZI)nuYsis8I9+(WRP2_ok;B6nszNh`#s)6j9nD2xd2WpK+~Bb_V5#A1 z+vt?PcvuQ|&i_S&vHuqh_W$*ovU4!A{8y$C13d%N|HZ-n7nw%wf0UIk(O6^gDPo*q zwzs!QastI+|Az$|gQg+Gk#rMx3wLhwU&vX&j{z5tc#GNb@?-n?ZRxd})?_;MaqafH zeO>>|W}=4n4CRJ&rPqq5gpS-p*gH-GA-BNFgt!BKdk=AcfB)m4t{&YF4t_?59X1Sd z1PV5opZGf`?+Cn(AD`X`15{BC69k0YAp`&<2mq)c0mvZX>+6rt*EggWNzW$X-xve7 z2Ae+((Ebg6~@;ld4J>P;qkE1-s`4k1Ji)D^(RB$2d4)Z5U|C?=jyLZ z2IOR=&F51(95w(%=Lp>Q1BW(v0hhyKg9m`%@8^d{j%9WT+X&bK7~2L6#nc4QQG6)BJS=3H@Ph1q3pnt!0(BqhA8lhx^BabyjM2gVTYq^@Ccz zO3i};g%Moaa9j7oV`&xty`8fGsD%6gz%mZ?I{^dh4A4Qa*JVe4pc3oVvyC@V4cMR< z(AMUc2f;p7^PbRWgNN5}v+L!9Tg8BU4F33OX#^9xzVa(EIK7!LgZ{(k1ZF}0TM-m& z|1*Nk5AF}%7hGN*4gl~34e$WO`S88bKembTr1gd+da`$V3F-7_jc5_zJ>Xhk3=dnc zJq8Ti-`)xA{ryMj?iMBXU$ZGJv@n3R0IWXw%=%l;dK0Em9UQPqoj1YTd`fG>Pl!N7NRdYtscP67ZgeGxy&dck<%Ux;sh zrJr_5zkI2`4-bAMAAUrNE@Aw>lk30oZ@*(U+Wqjid@S)(E@Jpy{8*t^f6n|=@PdBK zb!_5s*0zuP6k&p48nKY`VZ}us!NDINpnd~__AB-2;&X7(0iC~sSp4=z`aWR(fniVj z_IGsy@^1{gahbN|oF+to`N0K0W zRQ^|zT=A=RjKFX11@s^bApTSHaQbjggYPc&hK2yV*LrieDe>_BaOc1$@1y(Qf1vO! zhRv*iokNAJ_hS79zY6>G+x!3m#rvm0!2|uTehp^mp2)uN+6cwbJ$Uo`2#hnm#Sitq zzu8CwhP1U2cJBPhAt3?Yuzh2+%xDt8%Ac7M%^vN4<2gE7A|44%W03~$VAJxC9 zT>f?l+<*zJyzcT62PcqE?W0lo!PNZz35;GH9{G33-*AGNUH%0(cYQd7fNtPGSCH>s zZV1I(@uar)Zkv89LO>RW zu-{ZIehMIGHz%P_k6mdAU+-4mUhF~qy7>4rf2pC#QLdDcwp^cO12&S(yg-axdWZ;D zs_C>r1~}6WFUvzRYFXc<=QnB-4ar69dYPRKUpQD!@0ZJ07jLHgQ;eUjK_Vr0OAjFA zZbmPgY{B4jaH1y+q^U^^lg^~Fd1(S#-hG@}gGZa%2n=}yx$OARzRvt_xf9p{+5sYI z!7&mm5ELLaaKOszrqI(@5rRzRAc`Wkrt z*LTwhoioeUwMaBEBn98+P7#DwDg<#;20bpeJ5{$)3O%G_-Ea+c$;Bff^+)Q<18e| zfDL6f7vXkpM_DYxwWX0V>?^|wD_KtUb5yYzG#HeAK>wxPJZo|-73YpgO~o;dq=O?I zVIoXpSX}29U+8B^gpzk>6AqC%@Y0s}bgBRA?;%23BTgdzN&FpNcpK+2`5r|7dod06 z!Lxdn+R$oC<{hY>nz@c6hg}opvW80#Y%~A^*3i}!X_^E`X4piv9_cpnqe@IdmutEy z<`ehR>ZJQivZ-9a`UOEu*x7=J`E6{EdXTDZnxg zII<@w?jaN{9<|`eXA#`s(HEn->4B80HCyj9_|8)6|6Y=Or|MsIY}+$~wt8zai<|;D z1Y-S2fGC)ivhfdx@V-3^&3dCc^g$vUX~L+3L(UF)C}iJY+p`upVn!Q(fStBQ4}^O3&EmR^mxPs=*7)QVpDjqs)>rxRB^&2RhPCN`~XRX>w`pP~x=< z+1Jt8;$A5zV-Z)A;HKe}w2I9ThNZ;f-z#R3)SF zU_Q3@P;wTrrJ8lxi6EzVO!ly-GmeStPLX`<(u-Q>Xw+Y5 zP{4>MM$=1gdVT?cT?PE+K3qdZ>jq)BK+J6_-NW|r)uWS?26bEeJ&5@^e-6a(9EGR# zOzd4q>Ic_>Y3qB+B|3Iwc*F6u14;Iv6Ue?#h9wZ>9Vo{gVG^mJ z7`*6O)8R8!9w4R7S3zCAiB`-WNB2+P+R~{6>KFW#KFd~MmOF5scVZLMC(mxZgA}33 zsNCs-mPfCJ1y-bl&}Wk`o6a|shP{9nYYEeBN{pK-uwB{CgciX05K?7q-g%Unf;s9t-GDns=Z*-Q|F?ZcV(Ot7wkw;Sk!OXQ*lKn7@O&$09ptAJ;ST z3Z^;7=+@YW=jYW@pg49Sa?>)nohc0L%}LbuTK$o@8U2Ru?*iy8v`f!{yFs^W4t4%^ zJcAmgDckwVHsUZnkl4SGmr+&-HK&*b?o2jqj!?-!RpMD0L1%Q(kTe_!WB7Y`dy2(7 z|Es|3MVWDlBEyOPyA!9FKV44sbhu!;y|fW+hmk95fj@yJhWh5Rz9WGOP~u^$Q|3=? zZ`JkJ*ulyfzkIQjdHcXy%{CMZ?fGm8H33RO+=Uo9=CcCpX5L68+Mu3In+m}Syk2;b z%W%%EXXqxjq}SRNsmJ;rSyGU zkgGLv=UUb>_XKncE|A=N$p;{{Zr;}bDrc$glrQ116FNkhr=!F(uPlU)cg3X_{tq^1 z6x)5y3i^^CS11b;``TBm z#8U`{DBPzZy>{IpRO7`SIpqp4QMpy>{9&tCys3K?-MK^@{1c%$+hu|C0w_;O7cX4S zQLbpqLf>|gF!#~)bq&;Kpbp5R2Aw*jj@;XBqg_kZjQ38=3ROiw1gNFvGT*N`vtgRe z3-OaK%py9ij63=A3fBDao}@yy3eG2}61d&6jnF@N5;Z$y1G8B~$+z>*P>=B1b&plp z9jwBNJPh3yoJ#2Ga8><~b>H=}9J|H!DQjEXvHs4=ah1PgEMg3hcY$%1r}Lp_BK9lC z{`@5jA}=C1Ld*MBjxuybOBRe&5v$?F2_Bjj(f6(2jF>4IQKuj zr#T^wu6#M&F$+aNo|iJ(puA<(O1xCKuJV}0(OglVjJwN;zH)!TdR#WiwJnD8Zg~zw zq_p)c$vqjOQy@I|Vm-O%*FUx{y0V@-G`*-m!_O7~?4tZ!S~vKwW>XSMQ@9%FLFvzr_o7Og zG)}phSFZ8GLLcsDzt^KCQ#hB6S>Wc}0*VoZ5T(>B-KX=)$oYgFldnq40!kr%@$amU z-LVz%fGxLck|NN}@O^dnI1YG$H((4m>3g`3O{yE?Y-(CQtM(yCAIh~HZ@A2($*_e- zK*Wim+@G+(L<$sTV0%p7KQqbXD%>DQ&WGgqo4V#YdA!>fFE;vl;G(i5?}l|tU(;N3 zem8}WqyuLyjDC1g^A0E>$602c%0QJrcm~5`?tI;HJ$T&8F^D{6kkO;efl@G4NP~@Z zb*ff4rlxsU=}J7m9h7pJutA~(@si_b3OA*JA5<6eGN*j4G!SvkrP7XbG!}|j#c?8v zY)~Q0S|Z&N4~tw%ZA{>WPBZkD!{5$*$|gDS^(!}lxr`SFOq=bGuh#=z6N0fmy%}B! zTt_Qt5h~beUL~%aQT`MK(Up0nPV6P(orsVn+Ml!KWrBF2_ws5pz;=1$1|&`eJJ1*+ zdh7EUV0ZjV)AipzxIT1D&90u0oo3)7Y@d4epm*IlN7M~F&--d^LS(ZyYs1z;(sk@Q zxJ`1qQKBIeD1M-mr{3Fuvi(Ros`yNB!xZq{;^tXGusn~R5d3r-2Me5dN)c1i5yg;! zuO>t`BI(_lz?xgF3_m};DWF%&{^&f5I`+#|CHaI%_!S($_$>6uif|@9qD_$@QhLxB zH^?%w*HIq<9Cz7y^UPOOg9``KLaD^zlyX{y?2?yW+nQigCMP4+weeM9aA6SU>s@PR zz}NosL7=F@arjW(tIXsWVssovc&ygaXgqt@LuHc=RpqU5+qSL^dO|l<^}cx`zq%K9 zFBN0n%~)OR_kYmq^lTr`g7$|-5Fg}>a4Lx`BKqBy&m967kyEx`ppRb9IKnn2-5K6o zxfyoE(8Js6C+VoWC0_@CSz9JwFX}DZi;ZbcCo>tn?InPGaFX#t;`jM}#@Q_ji+jDE zMZGsNyh&koHa;npMsa3I5uEz!i+keQ%739K1!)hUfA5#`VE_G>lllrotc_94DIfK`iP~q=fO2kJzU-qRCYLfSc1?wG z?$}sP6q*Z>F~K|WoS-Go>q$}MgyLAYjT$M2b^IBL8Hq^r|vCig1c(S3tEU zdW14T)<4+<{ydG_jczgRDd9j8ZoY0pV(vE^)nV7Q zCpdZb`AYX&12#tCZxie?#QmqL8xy4Pea;*(;ZS=Nbu z!#+b}XVBDFoprV`Uv5S(b0-*&h`7>hw=3`QU?LTYbHULVCT0_#T`i}i=I&V6gQ?+e zb)%`q6HO5*wW;}H+2qloSxB8HOWx)!d8(7jRC~`yVdKXzHbcW%ew74LN#3mYpf=HC zyd{l2t&;7otSDXnVhBqhdaeYuf8^V2Ok4>|op zWq9kA!pgxp`~C3jG=%5kG1rbl=N67pRHNULu~5-n(o`SLh1{_h7%wMT(SJX{Ha2M3 zpIZjpXFqtIogjTpOKofE$&75z%=-NUaL=d zhB}}A>my3-G~V9Kc42bS)Cvgxh*5n8+$EjO2LzUCig1?nw#~*iT~0hVb~z4FLZakY zRg%7qNInVkq@u25tO?)&{*E+2M}tD^u*`h)jBTNFzL?6ov4YmT4(n6?%gI3asFBe; zx-*cPD=F*kgJnOfiSD7MijeLzwDMx)ld--r3xE}b5AQVpYcVcW2!kVF_Q{>al>SM? zP{8&R{OMALd-<7j`jaUY=fl)erW$;7Vpu5IB1cn8f~O?OL;R2*2SXq&!nPeR2&Y;c zHyTUMN)oZZthE}SIB7~x2@ZD0YaX10Q>cTkW!(c4nU+Bx)9rOfq+47|^-!`YWfNT8 zCapq#YU*Eus5uHH)$J;b*Al4ZLK|GOUs*?f{&Kam_&E7~700XzSPmx8;R#V~2o3^x z5z>_zms}cjcd#yuoTFUC1$L-gvouXMSbT&V_fn9wX(vf%dCZCTr{!U|iZK%NvG*`- zdw`$k^rN_f4`oVjoSj{Tm%s`B4yCuv5&7tkmvIBH+6euX2UTU))a5JXCCP#Qm|pN1 z@vN~?d2?!2V0nE*VdG`0Ds|%uI&S)pYiskamzmd{4^XMXixo+N77JS#j8XJ!FyY`7 zg8@aIMqXc3#clMEXF_weYAXv}Zc1ZZnpQ}`bwkg@jc_bE?1uKAJs+IOAYYz|di0jF zMKK&-X@o*9JTa7;z}ZhuzRm}b&HnBnZ*G)QqU)h2jLTRW`%|ARev)x+-?U^ro&kw5 zC7WNieht@g4|(a9EfMiE((xo_1I}stu=>w`H{m}#C0roH4|Pm2l!$;#)~smJ)Zdx2 zHP0;HD-XQZxt&yDrli7qpE(V^U-!D&fv=<14*&K@2_uZ3)GJAnf_*I#S74_SKG?84HD0e8>VMo!TIxY$OS>!k&afIav3=e%Ffs8Ks!ZcBZk9RV+d8r zQA$HNNsND;z)D-2v8aK#8o16uGjMtr0zPQ$u$W$6(Mu|azb2h@B~H?=JX9&?+)7`+ zaHSjd`J$2C>uTXUh$i};|4U_{da2E9QGk;Ic1*>zBoEzm6vgE!mrgbQu8S#@IpNjA zW?1P+AKCCK>j{F0RhANsu?-6mnP8_I_d;`qBbFycp?NWSmP!h)?N*e<=e5!N8mi7D&fet_A@vPJTte^?ZhZ!c|SSM@mA917)rhQkQqqr z|Mk+){(=?8j3eHzD4eZ$_4~JRe4t+=*XL-g;Z5KXY2G0c9vST>1wu?HcT_Ii=x$yV zPobWrw+lO&V*TT&qUpPI1yqp~W5BzFs!}Z;j zY+&EN&+0s#i4=ts+c{kJ(X9PyP`*qBOiu8%=%JOKA5VQ5?r@bW%)E=uX3atZ$=c-V zcOi(F*~e|Hw6OH!JW!ajjNJ>rvMl)p&RMP~E5b*~=ONuo@G zd@jU~Zh?spUIDz?QMXj8k6}upN1{FI(BU+GcuV3U%}9n6r6o%a(R#Ndh`)nYq6^!y ze6dsC5pBzZm_%G7!HwQpwK=xi@=+e*DXW-S<)`PRN)->W;Yx5)Dl9?9HaPPzkRwDFUy))SDiNy(C^pYAuH}za6(` zP4^!#E4O{fp35bm{=MU53pfEj!uW1|GZ7+F+Ptp0l zrqa)S#!h^=-m(+;UBpj0eYBC?Z8W=%CpLtCMx`<1?22rqAGx;Iu>=Hz5_36$>fpM- z)Svc0eAG{KBVi96ux$9C{hCcp=x0&{7_H@Ky^AxelvujWax13_+~BUo+B;L&tqxfy zjK*I5)w>*n6BP-1f)Kz5CueUp%zXGS{k*fnkxrJL-*^5(S#vr8k)~!f?9}>Z=HU@VaBQV@i5(M4qL{k&r*`EiJgt zF}Ca4nv`Wfe~8a99cSvL;7voP&`Y1Ez}HYH&Gqe@|5jp?%3Jav3sh~By)4nD*3c}o z!{p-NoNb)u|Cy#qW$1SIBa|sii0GYfOnY|ZWZwKz{Z!B`AY>SUaAV0IH9j+T$EkIL zSg2dFsVT*kht4NHI}I%&t#_9XH`Io*g?hiId7GPPtFx{$o5` z0x7LoCLVzNzC%ghD0K>1CUv$VInD6SR}A+zHclL6PDkg;Mo+o6TwYUE??M>F`s};g zmesmL>@Ec5(;7&B$`o$8-F$S1KEJowieCZw7@<6 zSAOM)dSrA+ZSiCZVej1`>tfE}rOdNmzM~K5bjKIa4v}D5s`o_#6zR}$@(d7hZy+w6 zg_^FTm0%~6YhQ^mTYg|)DuQt;rBiUb0u0mIDvHrXbUBxpKRe{T%U@v#%Pa8JI22bR zZ>Ue@pcu(d^^P&yc01;*)>qAYHoEO8!REFZ;2LdK+(rR!hR&4@G4a(s!%>1XlsR`! z0F>0%_pj-uz`v+;0$AKa#>KQUV>wCKg@ZLofkod}W?Y^=63`_zwISaVu0=A(ljk$Iw8!U3#`n> z$+ceFb+@olc#o%%-qm&~THZ`YpMr6OB1EGKdyOvM+*|n2v?wfDsT&PBek2I4UHu zd1PYi@f#Ue1$@#84X-HOZ}dET;!2{O%5BT%;6jYRIAbe)jNQY`#A$Fn2oeFHF<+r86?KsknLtg z=&20A^6EOP#L^J|;2s?AU!CB#M~BEhy>0hEv~$$Lv7pIsjBr9r0kT?eX9t zbgQ5_?r+*2V0_%fYHp6!aiAOC@GM@J?P)J|CgWSN)KF(3<)hoY&cQ*U%OX%>4=a~$ zL}->M|FE$0`y=j35zEXAA5iKr;%on_URuVf)g7M9h+>^Q;!Y*EE!Y+CSnoF#A1h+l z&_#4AoRfJm5VRnLVGsi8V2p=w+|a3wabt$9wR_z_(-Nra9Q|f8)4cj~0^u?y`{CB` zkf`QLpO(Sme}BVh=B&{8L561;V`C!aT)`?cU-OKekU0^-thnDgKQ%?NXTBdgq@P zOgfEl-C^ISks&nh&u2}A)+v8N@@)_fd;h^?Cj^+&*t^6-T z7*}|%Db1AB8&|=>!YD)Is=2xx-dzX1#bC~R7u`g*wrzi71OT5tP2_@83%sKNkvN$76)D&J4efJH%sYs#IXP!GixyuliA_fC7g3(H5-hT^5Mvl?w0_EXD~ZCD z+5P<$S;Xo&Wu9gC+kh$)iBg)qoOwyS6-#>#K5O^;c`zNE-Q1Aq zh?-tB!77frn5@l&8S)Y3@Cr{b-ys)EmxXrPBWBx--w;PpiNmT4aw{!NuH!Ste~Oe3 z4+0Dc$lN=pyFsma?Zs3z8*d@Q?{I(0Xp&jtM~t9Xau*HkA#f(s!JtIxzRnClI+1lA!LS z%f-CijVY1?ghR|IaHLZW*aw!(c^8#q#qG%5M)&{=rRWy z_i&?*NND64c4U@ExpppaBBgJ$u?W;lOFjlvptOIkpT>BEnZThvA*no7Kco2xAB&Ef zxT%@M7;c33&QQt3fmJoA3WU&FjJ84a9##w!%KRe3NHoSq*;nfn>$rObYL@B>O=~^q zdWs~Wk^ESCJV=aS}#MyO5Ok0BVcsz|EQAuw$eU6HI66LpO#sTh(DG zBtPjyURFdT!Ua8M_8gP3RvQ?GWLLKJoyjWq`iVl%WJG>Z!WbDAIGVXa_RH7A%;WQU zstr$;y|ig0XeQs?swenjms;T|Qym=~kS7IU|$G}T8~ zsc_yf5gob-vp{I>tH40V2wQ`{&E`uFA;ygQ+H*B)3Rk+8jNUo&3)m zf(9v)O-UFk-RC}#)PadblwBY!-RtcV1*Mm}X_UuAY)CV`Ug*+82x*fxXDa1V(pw+; zv27>VRm8o!S9D+^9&TwYX&Kb)wBLBJvJ*Q0!2+_={}&6$#PRB ziv?t3WMcnc_Zzx`F>l)awidor>nO`-iC?X+?0CfyCgO_+4wWWv6j@fOD7U!AY-DXn zMy0M;T2*1PSpF>DbI<<1cHeT`dO6BI^wiD%Y^^@??C&!(BPawG;Ot+RBddZygNy?z zKS@^?1K`KA!-F6a9qu!T=x_fY%FY=;6kyA?ZQI6e+qP}@ZQHhO+qP}nwr$%zcY^;X zdBIFrc?GBHti9L1uRbH5V;ee{zv%ck9XKi-J4oc9GNF1_E*=)>+=~mi-!Pya1xH;I z4g?4Su)opoao9@&aG9VN0=*v|LSD3JKZ6lBr5U_0T~H%5n%aqOEPziL001==70nkH zPF_%uCt)4}3O{^+vp%64T4zK;Oz_{fHMgZ00`UO?mfLcT@W}L@DRb4 zZ#4M_6|Bvq1$i12R(Mch9Y%xhcln>LJ^8JTZ;{`vDr~6hNT@GQJHb3X+1?O8ch9hl ze1x1GJDTNQTK2FjzBDEr=s1vZNeKyY;JqAxHvA=#Cp8ZxU-&m$qBr!YOak^f;A=p; z0a!qIQTBd&J|lmOFnAol=Z6q*@E_YjJ~<;jdVml=1Hc$NQ;>)&zIA*0t@Bw-*LNKV zK0jE9Q674Lr_0CN(oS}d{yB2j-`}?19$f_)DMuAxseC@<-_4S$s25<62yp;mBN8J! zC)7kx@kw#OfZz0Cgn+kA&@;Y#O>#13{ujB%Hk$8B{oLNy*Nvm8 zbL^;jKby-yKVpp@b{GTL@4Kor)F7q6BuPv$lYjIe3B(WJWBSU7zV_&aK+rB8LK%GR z8g(Td#q#z-%wP^yD?!mgfxc5=$>_?kZ=U`8=O0=jW0Yq3E-Ui$%+~1A!zCmE33PN2 zd>Ij9WDF7#{P^i*W9i#=ZT|oZ`;#-Hp#$|zW5C!6dd7cus6uM^kpl%MLIAb8W*xIZ zqyU5!*l)NFUBiuj=-%-~2zGaO*=>AI!)l5Ba{i)m;@p6TCQM5g=0Ct|S>iR}sZrH` zL{P^f{SzsT5^Fq*NEx{A@A&rZ91S@kRPMdpr{!9!&3wN* zO?y%2XzrpP++ou{IiIpEU^3{M_3|+ql)BUrHtkE*r}0L{-Jt1KYq@*u z#Ar09Y=aO0&cd0qFKX07O1fWXzS*m0v8C1tskShOuXb56cFQzR?PMK}5+cPW{XNw1 z`S7imn8M1)#2$0sP9^M7D_c||Q9+a#6~xb*PG`&7njN?!7wZHJ9Id2wFMIey6CPQN zfjQ14=U0^u(pbMOePs+t2uNa8GbkB$Mm4UJA%|jX)vij}LdlIKAj|iQ7}wInn{(O2 zkH5&2iK-9FL-zvPC1tAj2<(g5SGM538A9wBFb>uKFGtwzi6f7AU>_Hg$}=zK*e=$#Aw zk#E6Px6+-wxY~g2s>3s!de9@5x?`dBVg%}5RiCsm4o2;Frcg4>!VLbrIfHzcSd$re zTB7CmT9a~BITCA*ccCpTErEQx)smv@6>m~mm|AYDr1J>)aB8Of=x=h^h zvT$N#g?lTC>Ar;BjWCGrFTHF}8fkGbOk+MJf;|yXhz7#we9_f-v^QRjN57&_bN1l* z6Y#C(MoQHVKq5UU)JtG{A&kL@i=$4Wnyck_kE5nPhX=wR7px62ve_q@J$_NQ1Too% zW0(3LwFsG{=yzu8KnLjqwSbn*eI%Fz9A}$~f#WJ%s;liAY)_rB_?zhY?(SsO^+oBN zh)1yzxrfkdNGMb^Tv#AMV#>;CP(z*8*lqGvJ@~V^J%=$3AY7wXhwjH6$>%mPBD>sM zEX?!;pe*ZFUop9BN!28FTwXwCb5;p4Yk}|)sq7x_hLEs|gX9g3lRs{by~h5zf+Yt* zCVoGHF7|E(%^gM=@X{lyU*}-zOSA>SL=B6W30bBgh zC^8wfP4fiBqnU1RMNX_Qv`$}YX(1j_vj*Hi=j^WJQ%#sEt5xDDbffPq-5(kne|OKb zK)B|lG*!opyU`q?Z4MDqE8OgpYs}T^cdZWuQb7w{uh}4_yi#u~bC7S;W#|%$OEy?s zaOKowCi0ZTjv8~{<4whns`mo2f3zIllcvUQMl?X9=1)`9Sm>9xzQD6&(2=)Lik8>w zC9RLUKpXZ$KbD!WuF(?Rj62VlCs+ic!xS9*UnU58tS7 zpYYftHi0Q48KRJ-@eRq%Y?cVE`cp&bRp}ak(70}G?y6R2UPI?(GAtye5#r-v~MJ!!oTgrSH(ZU{^TH2h>5T{NN-=$I9=6|Aj9VO7|G$ zEHV-^%qCoX{}9CB}PWnDRPK400C;1>#0S}=42zh!VG@;10N-R zLkVkP7ei71O<>u*!;|p&(rGbm_d|vmu4hv7m#cW951_gt%V4q9~_w}~M2Fv$QCfq`4EhFP~nNsAr zQ#LL1PVQLoh%tLoN2(UlEi6+21*79j>&d#Oo6khlb7vo)mBkogcD-@*-@*#R#9~;l z8RI)uM)?+Bfs(H@*|s@X<>=JmrwOJf$=s9_ZK!!9KBCL{4m9B5)M?@c9&dDTfA~mO zTAV;Za-mu?;!V#)=388lV=7F0@1EOCi6EOL60k@oX8KdJM^dkwHjbBUSOHtFVzMGV zXB8#a1=EIm`ir{W*)Oz8>(71_51*%B|_2rRW}Q(avpa_-p-YSJb&d=geV(k59NFb&&KoOnNbJUQ>fUbgmu z>LWnfTf8KO@i(emIPjLysi{Xa_IIASU%=Bq6mc!0iYmv)UkHp-q*B^)gsMdu_Jjq0 zl)P$yA!A$WZC-GspNUmt19s#O=D+TO_E2FoX_g&y-3-q-1$>={#7e@}aC-~iS7EV5 zAWLetZi3}TE~Rk`B$4oVj>~qb4omTy+d4!2zw^jiSLgYRvmY^45_?qTF4U(dHBhj! zA5aAwDj;4~x{>MxGpCjbo#HfzPvquQuHs6^fS)|qnC-883QoT`yK+PfS>Lv!*0M9* z`E2+g674m2KU2EJ1$8@bQ7^Ux`I77AvhnZ?RYox{<*^)ui~OW5Uq%Ka4XEEVtX|XP zU3x+ghPD-sBzL$h?HV01l1~-#<_S90H0AnHAG)~7Rlb_2)53by6Z=Tn7LxU97U~hs zSRNgVe>m|*tA;IsEUjTBT+B9N5?j3j!CTFIl-RzX9vn^GFD_%^<7t61H2_L&QDoqr z%tbW-gGug7iO6OC30Wgq1fNzXI3^7u!wNA2wxtSZG=n)z;lM73Uq7z@r7&TGqO)+6 zvMLnyjV-xPYrkt}+tF$~cdjExRnLzW1zhe;Vb9w%%`jK122zy^WZreT+2cyx)iE~l zu0Gp7jmW28zsroD!m8ydyE4k2OuVZrB1GK9msMz!Ef(>0!CdN~kiflgZ^M;BxAfgw zLtV#tlZF_p%OmVr|B>e96eu<%%yKtqStQ<>UUoEoXr6K^Y=$duxFj^qPQ>kG=mNPz zlsRc)1?`oXVK_*__DxQWb}`s;ZuL-#4@b?doYg<;s-XQHM*O<^OxI$E2lCHe3@$eH z@t7(NFO@YeJ{1+VvrRF(1kb>7E2v=xRBfNQ)+1p8=tqOx^`V!VN{}q6U{=uO-w(m? z>EKnR>?TY-c#uS=*jwSd*MOz$m=gwWh2?kT_%uv1e}CPQRLBhesMhG5t1&z@ESGlx zBBy)3Lo9;;aF3E%(VX#7FqYRyjaRCpd@HyB4nfCfSTl`*A9Q;fgy8eZ9%B}~F_*!& z@c#4krYOU4-`dqRS7(R8Oyl)GuB)3})aEulaC1R{x!VL>eb@GStvCd654>n)425~s z%4yLzc+Q9K(A3b9<4ut;_`fQpfg>>il#zJ_0U`7(^l@HFwj1TUd9nP=bWwb#6M?gSPxjE0ti2ii!%xc)Tv_-O6VZv8x> z$9Xu#+&Z3>#+o--)oC*SjTS!d?JeiRjO(rB_cBV@)?K(|KoSaO_PS7+m z(yQfD6>}G1cwzR?`4#cFw4!dPT3{|q@lckgE*SsO(D;ErdE8$UZ_1j$kd>=Mu9=Hw z&4+lqKK2}`TNvHQNykTPH~$b9bt`6g8N7BnAp*vED8RP^_nvSHS}fy;sd$7H%3D)M z4_gCEw>*P!|9oWZ{-w#jE5rmm0(`PuxsjIOUYXg+wAzk_p~(28QIuKyeX{u!naA`q z#W6^Zc}?x6(Xrnsdl4HWs8Cw>o^LiOHARMMf?INip1b^Q9Y)nu^o9}3rl|J4fe|(m zxa)O`e_xNx_ZmiUPT$Z~$GF6QJZp`FcHsgO>s9R=K+GjeCBsBgxV@NxEMc|E-9*WF~MSWe^^n~I11>;+x_xz#;+n1K8k z-`wIA;CL%nG^}~u6i)JBd!r4iIYTz}+%_8*W2sHiHY(s9p5;O{u1K6S`mkj(lIq1P zW5^~|zHqmrjbcdU^w=rNKjr$IFZmNu%&sjZr6bKrAc=)85oV&QOQ}K2e z3t9qAy$g%{Gm^WN-J24`E_6Hrd!Hs>hpxPp8RH02u6pu@$wMuA2a2NfdQ@Y-poN1H z$jbCw1)X|XmG_SV_(-^Yog6>bAevkc=~SJSPBr;X|2jx&6E6FLPzja-qVnG9R-m|U zV3sjOfWpw)f9L4r(k}9qnIKGNk0g61Q>nz8vtG~+k(#f#)b2ddcemQT_K?IofLK`b z<0^UyCH>aTeiG;mg%imYH#(&(?UiKVm;}o#J04?X(+DMi_U`#eRltwNyE@VAO|1&p zG9`x)NT2>@?m<-2p`QI`a(9wLMy4=N=_6m{lcs2!Kb9wW)yr)ar(CX{b-i;ni*qm&_xtT=6dG)p!!L~J3|7_~GiL=;kFIWGls?Sdna3LTeD{v}wrCXHVb*bC zc+VSYpTK-t!3o8h^Y5|ca_cR`Q26P&n?q(BMb9=+2MA2<(-ua%$XQOdQ1H1V_+MRz z>p(X?tjl2eESYHl=QG8Z##7gV;`b`vGgCC~0xZb;QeXye$>~A#qH2($ASmlF(pgcS z!iFrNrwdD2KHDIaFJe^BAnq|G@FrFCbk@1k7v7?`17TD#s;#x6=dBeF=7hm_;`IH@`@F*js;Z@251%iDbUojXxJKh>I#RME zA4LQ`4~J+H9J^Uvf;YQ7)UJww`1_tXp`QeM>{ip}sdE`{kxMfldu@@@%3 zm_>ZEQJ|T$^W7?8E1I4fDwL@gHUG8RInmvZw)l;1;~8gq8#{7gW^=!i*LFC!E25jz z&$`uAFLJn>nu_e2!$0o%^EQZ6qAIy%e{ifkznl!yTj%bC4zMjOp7Cb@LpBtaL*XY~ zkjzSzsUuRg!s6Axy+e zzc^1Q0QVwoA|U;erZg$(26Ao#WjApTz8{R*gJp`V;2z{?Jff!(WYc5u_M+#HAn6=~ zSCm^LCij05;>In|#S4nX+6UJKWoSxvLSv4}X(*acR=ESIz-$*g%Q7vQRuoB7k6!$R zHABT$!VaK(Su^qOBm%v@H1bjZM{I;` zp#giz?r%`6v$~zTv~9t;mXVlB5(KeWQ}<9)y%V&ZfOa`&lc1=?F2_`K`%>}!NSB7O zC>`(5k6%)B za7Q4ukNKn|l)Jjk$Cg_SiDGfEl~N07069b^_DI9HTW3&T@FI?o2GRR`HJob8y8lFD zU^?5MiOJshu;5a9;MRW7L|=nhHJ=%l4#*hJ*U&I6eB8IpR<2tf!2$l&wej?D<@J4x zVs1+@cB@$_%&HdhHY+<}7`<*3jUbUru>u@cAK_@1dyyjTApri-oDXx68@$0eERS40 z<+v8RZ+}MehPS8}f$R^pCza!o=44A;(r}Tyd;#A`#ndD_k#w1|=+Tx;ZM9&hZytDv zmRcWLLQ{K)meE~z+J+sFLe9$j+a%S_M%gFc%Dir;W>pew`q!q4cH)HF!CcD;h5JuyWTUsYBaiKCO!GtkUSMSnsh{OCc&HWc4MSID_ILQkavZ=At-p zAfj_8S78Z_dY&!yNeVu-!M{M6nGSN*`FZeVRgv!~)sDNq_aoUQfr-ClOtR3|O^2_n zd{7y|>Og-qMugZ;JfOeCi0gVCQ9CkjhOyXleyw|}>-*~~S>)6%-KN6R*|eYQWrxS{ zN{6ru01^$+*&~h%5k{L(u7i;P0qh&fX67En)A(RbmVh5 zjmaujFLX>PCG(j=fY9=xb@g!%M`NI+v)*oijD4xz?bS9j7~8Nyl$*Cy*|Doj@C0OMB4IB#I8#s|Jr$a z;0eHugEtqt!VskjXo(ViprADI zc}sq{QxVM%8r`J4(8I$ia;1hK9f>^^h;zh?1Pfemjb`nH&veO4F@bNFP78R?d`(I5 zU<=T(QG^JaBF}<%Zo}_$CL+&XR-nT(*Ou|DPP9qmKiBe9_FL@6tXeFRu z2~vv&vc~r;FHuZ8WzN368z4I*4G7bTrud#%EvVT2JWSY7jpVQ1Uc68fTXxzKQj|Zm z%S!vDt}`jkj6#o#ycd&FLl9a^zgMkSJM%Ok8>~#l{b_%$@|$x{Y_>M!imZ*)YQ!i= z7sD#}rgNcf((zht%^;BaR5V|#w(L?|cC1^mX{8)PXP2S)Q4o8ZWY7naviNppQue+g z(Z4u(LpJe!(JEDhDYW5B2)PH$2Y1fhbIn$n{aG*3cF3LCz+WxHddUoiQNv#6lk5FM z_OVijvO?}!8|tzeLFv*j;wSB_gZ?l<<|S!(Gr^xP@LegxQ%NtASMvb-ie7B6Go1MH zUHUJ2;F>|EG{x%YFgaM%fF(Rua&2NP_|a;xzm3)W6CINC*f(b&Y5} zGxRfEdcS3m2;qJNyYk=Tyr`gnISgsgppmz8f<1m2c=WtHdU<(iNqH?vegJY}0)qEe zA|MJ-WkB}<0)AZHJW?Py5kU21L>pf5v_K-P#_8Q$emHtEd3i;}tW#HZ`FYfcAb$b7 zJUEDJ2Y;ZT0gG5ZIAZap)xJU|ps z5f4GaK3!N~`~a2zYjo2oM8Sa4ZWm zVCU_;JHD9>UmQ0--)va)H^eQHtebCoWOMUo2p(|e&zBQW@ok6@ZmdTnG7 zC~wbSr;}JhbPzx{2amCzx9<;B7G)IJ=Z?SUZ+xsIBtdL*v1;l7V^kEBP$(!#2%r&> zQb52z*`n|upOrBFz6LCNFA#Z0xfTqgPp-o`zKDK@boO>YzuA|BK!cj(afkQ`e<8!5 z{22HGes`6BaUXmQ-)gCU=@Ncj1>m{0w0tr-d^UgKnZ{604jxm1Lz?i+q5zx_FfjXm zHDiUx{R6%`{?aP|0sR^eoFg(1!_Egx>13gHY3KkgfBOpOO07B@U z5eKEW<`Rg;A(Xw^k^;ZK??Et=f`pwj0GP${1NlU&V2r^F>U)IbXE7+*eHnj6LqmlD zzF+f?{Q{%`z2(!+=@xv#lM+K5xxP6c3dGC1!cPJGvg&~h!3P>9fe%VQ+9D+Op@O~g zeSSbiF{gJMZFn`)S+vbFv?^$r4h;0NS6Vj#*z zYLITaSNO&r#gpWad@?PTM?&1o?l(Uy2TZCiWdt9==TX(&g(Wd0<9!P=ls<#YR&fwb zB6;*}MKI^!n5W<97wL05gd;;o@~K+H6!JW4v_#Efq~-eNE^j81cBPgss}QQ9NeD=t zSB|GKr7ej`Ju^!+0tOG45PKATagxM`za(1{ZvxSlm0GSSHq?6q!xl_;+#8*q_Xmc6 zN4Y^grBpK=W^}~?bZ+NdxNm395FQ0g|DA8&D{6eloraC!46udrQ>}OV^+C)IcsuzP zLG(=Qlso=Nl7I+zJTKydW$|EhX2)zI=j1OybxRMFEZTWW^^Wnyb6i!czg%1FyomEF zO8CR5y3+?^fua#FHX^$Fgvgw&%DH)>%pxphw<-297jV1p@4AiMpqxl z+xARb#+w7bxSCee=(CUS2%}zk@74iWU}rL@S1BuS@wUB6ODP-Z6re9AQj9CneMw_Q z*Xw;o(~uBt`EMBT_@V6CCmVA2u=9)~S7}N0H4hjsNMWKAd7_N|_$f8n@}tGdgpZ`? z5_s747V9(#8_2yT^rrH;YBSt?cnmx>3d1gyYeUx=j`ym22GOQS8>RI@I#{Ro!H(Kh zIYvI3D;L*U!WzyOj(bM9{sbxgFrQZtsO`g;d$n}S@hCk6S5*LOxz6n-EEb5p7s5pj z_Bb*kZh5z#2!b00-zo3iQp2nISg@UxckB|-MSia~%e3ul%f+_E&|yaG|H6?$fa;9;N+Kq4k1yl)Nvn%rnn0G__(Iq4`??O-Jc*qFy;qSC7LJjQN;nQ6DaVh0dn zd9e{z1JQlFc)bwsz#J|~JsRcrxY@>jq(&D)y5nncCvH*f`e7_ZidJAnp!SeA2#&f% zPpEh$cJC>d^Eug}feb1F=BW>@*?7&7aSYKuf!E~5$^23EK6Aq!Ag3UkvpZUDU51c% z_nwVDSSU0EBbgVI!fj8IddZBl$tLW0SnR|$DU85`E_J{G=o?PFYZkLG1p=*PKb_*P z(*7r)M2ujrbEm9H&D-gGl4zuDm+QXM>^|G>@TTJWx-yRa{ zik&Z?HO<8E4F@{be*pCfSpy|zZF5|%-8eNZS+*WZPVv+=mup9L^*nZ&*Or!dtWvMl zv|oa0kbnD8apQW_u%(Ud%7C*Zgm5&U+nwI{a9>9q4X$7mDo&_yzL#orq+h9KsrrWq zn1T48$l2I*x(_hlx0f7DXI%OTVf%Oazf{vlE1tRVP$-$(wj<7_^=998198B-1X)y+ zH8kSt9@p+lJnTwwRDh*Ki0{{o7KB+mPLQi5B32edPIhfH!CsMT6I;)v?fzd>xh2w~ zEP3QXENtOcN|rZsHWwXdbu}AEYPez+>d`f<2xi{%(a2k9K`JFOnG#O&Kr`;_3h1q( zR)~swTpm($59*pmBtz3C-8cI&o9^MA2~craLEfY%MlliJ5=#T2rvgSM5~bU6S(e|> zs>^kEPf8xo7J+QM+Nv&<3z5RD>%?(QRctZ;uI+@*XXDIYX**sIYVex~iaWVgE!+Jj z=lckQdZV|NM9YVzu&M*$E1f1D&^_zet5fuKH}tm2Ni9g--tB<)Wb?{DfZJdX`BXRK zIcF*J+hqUkY1lmsvb2E~NpYq7ZUQg#&HoT-jCszTuE>LMzSe&HKjC07CkS z_{ux{7g1gN|Nd~()29g3K&y#pSW0V5;x zR7_UviiH#!{k(Tl4jLM{$*Dz|dsqI$xFdNi48tTk9M4cr4O~p2mHzs|#I;_Z!6=;! z$gIjs-r`v}BLs*>A`oHmIa$vfEt@MRq{^y>MzjbMBZxsc;kw&#(?FuE_Nw_CMj4bD z61;N`d|KOuWNg_(GvegV^X+sfZrt&8rj>W+W>Pirbqei}vXlPP{*c9kYQa&f5f~ZQ zqZdg&*NHP>i?lt7>rr;VK{1oaUXog2fIpPB>*0*X#SETvR0lE@u5Ffg78$PXNgTD& zJkY5D!JddV$~DMd6E@{~-;L7a(hS9=>4Hu6%G$DJ6l28&!Pk*&20mj3VAsOUSHmr%;*2rWcgU9e=;|M2r z5--aK@F-(WR$l3jH!ERkKxgdhR#`A}*{!+u31$7PdwKBlf(VZVKdEI=6`nk4lxB`? z>Xjvz_mTSUOFv;y{%i^G*NTd{;tW@Gg{l163J2(<$CJT5^HWAm>&1`?m* zjzrV&yo#By;HqI0+{4In;{@xqDZ_Mto~<{mI7?y1f=xyl)Uc8_44PcbQ~G>iVH$_* z6hJyn%SGu$&t4lomzzk!r8mmu);?VRDmovi=MM-9Uoi(klg*1~rZQH~-R+|W-vg~uz~22)V8`-5;^AN8PQNaw~Fp5}OJL2TOIJq?D zQnG85aq}6Slie@{&o?8Tqq&IhxU4vt zPiA3h!3avwk6A*ao;WfKp~Sv6kD}(;{kw1cr-n^=$f^2?zQy&lYz~G7->Yx`Y$FcNp#VO2)RLW@-lDS^CT`#<)RY6?A;lC? ziQ;LSCMSzl1R!I~E{aR_a-%L1eKL4H`AdejbE^f=64?zk0c&io$l4$530&t_L7ih! z?6MwUBrD1A9U}jI-*+R*@epw9QO54K8s8Cb-_n027I4Acl&=}GCRKKB-@Er_j4zT) zoNk%YN?BOfU3FRJ3!BzuPtyLkNk-j*SI69pc)*l&(CCT`^G;48e`ION2bD5p@Rem1 z!e`*ddEUTRtnyfCAIEE*N>;YGzB8le-!IMq@Da2NS6GYwOJO{W1Q(vluGlyDHlN&4 zZlROxe&4lt56`aBsCm_j*(=Ah0d2#zED_nDX*rh4ZxzIse|Xzw(W1uXl%-=6En77) z4?h!4Mk?1=*zs}om%x=loe!sGCnZV4&Il5o#BC+WQgbnsP3@nRN$~`GR=$jx*Rp28 zz69fA?0Z4~S86Ft=OCOQjIb`Z&--S&^^b@Qgj zU`V-DdNq~YFx%~Yl+^eVi4+LP)WS5}^*0g3Q38v1v1TvMnh%TM~5UEOUA@+N#(t_ zf(K2vzpHOhPUApJgz}yk%~xj&e?88%-I>*t5l}dED< z&QsgTzk5>iyJk1t5%_#VCBKZ@i%Jgs)PO3c~ ztN+H@kUHX+kfg`CtMMTTdB+lV<7AE5lU2Hb)zbl$b~%*s=o0=`Dl4yrqANt+ku4qI z1w&%U%3$Gm+%fS&`N_r-7{m(0h|U(~sk%lfImcp8lLe(r_-qGm&n#OB5e%AHShT&Z zo)RDGV%z5(-xxQJk3{=4yJ7hpUYN~Xb_WF}PFoF?!dkeX#=W^PYzD9cDy%RS6nUWWRb@;_%b9l58j-0*zUaEg2=(A0mNwFmb?zgYO?gHO!$GmczQvSN zQwuaG!%XFvG!RaEYO}7VI!r(prqrKnH4-hW+*ZP9mq<Z0V=Xkw>c0;IIPB_IR4ayB93b$i4Sg%i1PRXnebBBE8_ZM9^g#8fc)UzEl#RXS5 zwt&&dtF{`)(pH{%6dl?bZ7#+2qqUZx;NNFG+Y3^o3pX1va6WlkC(vX1rZf!3<7)?W zF?|$0oqH)>!S%B_jrKR5$Wa^E^5Ooy8lr3#&ln^veFY6~3bidNx1ZSXc6y&bb;# zOwc^t5zEg}VoDjycK!H0z6v%dn}UDK9?A}`n9NA}$h2=OO`5F-E!sK18xh&b9X7sm z&89!RL*xm}o^8{-j7qA`k%cCIs^~8H)_kVtCl@u8nhtP0#KJi`cJITTM@`$7uF?Iz z#l-8h%SO-xlStpri#agtFm=3`$ob@f<`1`DlpsWm$oc0xjYx5PHaNaT zsJvN70L$<`fZ)aJ?%zZb=ptFPuv$WB5>!)+c_*EWE16qzH%R}^w~n?(ncSMjaffp^K{_eO=Ny0<;) zO{`8dwsj3g`5cP8^yD5z96xP);&KS2{sLUC{^?vu*t>WhwqzRZr@ZbT7g0Mt+l(ux zuyuVJ%b1YrX(DVDs~Z0Z*)tfAKM_atTP7#q*xO|CI<%RUrWog`JV|GLHA~IWvP`dV znRi8qGA0xq&T(*e@=+(fYjN0=Hx%H6`bz}Z*PxMIq2O3W&JH51-NpUb=UekdYC-WT zt#Iyl-_Sc__DD4@Fq`R4J(b@z`P6)E=t!y5F;-v0WmjKb=KD)G>vj^i61_A$lt|E?ypW^o4j9htq{5kV|LW6(>cO z13S-Ih>ryb!d)I4YfR-v!k})&`S~(CLB(+Z`l~1 z=`K%7oUQr1k1}4XLYHi+;jDbmsMa9fH(GIpCWrr!6U2Pd^FPm*Bc%XEt|gt%4{hFk z)K>Dv!xz!?NMM#FByYb4LG+A6&$(5iOPpQ*^3Lv~Tx)K(&#x_->V2)Zb=Pbs%4OEo z9i&+>sx1kguj6`V4e}hM{FGr1y>c3$nN+)v$&lc*w!IBxbd(aBMXbDU?w3_=a@>$D z>KS0%!)^pWag(T-Tg;ocxdE52OBC{HOH&qj`fv=sUjb;HNxgtfH5dSN3^}ySEcN~-?@)@Islu{n==;7%* z;g0psJ1{JCjEv2Qr6W6Qv+mGyu)(y(t``3H_;*-Zj%8xD1|t8K24^K_iOtrh$m^Ea z*7|lOrz$P}vXzjnGn^Usc~0v#O!Aj!nz3|*4EfS?&6?xb@@?oc1+}!emHTCP3$_W9 zPEU)-eXE&!zO_Rdq6t=~Pr+P8)3;I6jhD0yWKtT45&4Siwc`xUil#o;4@-B#XN6`- z>xh?aM9n^D%&5vUHE2_nDR?`pyolU^ad|_9&M;9x3iD@sN>fsoZY4vGDswC74zIq~ z_tRA0oKY=C0KOw4Y-T==8$>5RNlO!|z^9_IZ@OekPtQk0SmE7>7@En0jH)rCvG>)rGdi;m z{;L6&OHxRivtoE%x*G?0*J9d$G}*26s1sl3*(Si=(I2&?w&;3#ngAn%MR@Sk;aC2; zDt?jj0uc-AiDcKVsIteCDt5kMrl(^6J#O0>jeLnZtYp)c=xwIcI=8`@aZI=drw|sJCc)42L9-~YZJc~g6%x(p1V8c zT&Kg?tTjJ)kv)2-=#SD>a@`LM-bXE@bx~!;t&$@E#etY5C1%!jO`48=A7Hgc7m|85 z2M!T_Y?(?3fpfC|If+SiJfdz;y>%M3e9lJ}|wCxhj% zX5f5+!Ds)#8leRm&@r(1d9c{;dyz;In)R6@DFgM>QmrJyH3Z}8EJ}yXH%nt3YNGU} z^Jzk(8E#f=dEOiK6FfQOh-Nn8l7)e#r`rI$#Q?j^+^&2PGY{llr%38{A1lQCVUaQ) z3v6|`EQ4Fah59Gpjl)NAwv<-pnwEK!Sz}wsK+|M(q#C1rlgU8gGoRZQ+TTTTdm!-C zH{EzM0Y=kB3nX(Y9>G86aInqal z`0=k+yXV;X@?z`gBY&V-;pBtmdN~JbG{Ez1Z*_w7hTKV|K-Sj+TW;1uHKRY02*ax;8aF&Q`*nM5eINbP4lP?_+-USG&TJ6%4ho-}+0Et0 zkOML=VXz~aQcUnk{KP?W73@-@S4hH|YQNOg8(tJ+Aq1ciYYW@jQ$+N_Z&l)IfIu1T1c4>*g2Gc4*5cF`v*_- z%Jmghqf1r)AkLVCm<$Thak#dSGK|VhcL6E7cJCk|dN1$~a^5F6LxkhBg->NnEV+T2 zt{RRu|1Ps|W%pYbP)ahGrb~eu{nZbj*7!J-V|MNIn_u9ov8|H1&{TYGDjG|N3FATc zr89XYirA!_N+TG~);9KwUz3SkT9BA_$v7NJ{tfHV3!nvVjV2gpSZAyMJp|u7X6c>L zT%A>?4L2>gZow*2jV%`R?5qwX=LB_8Aj*Rz%a(`w67nh5d*=G&EAMtN-$tEL3TTE+ zVv=1&GK*Osd@_Kbqx)yLvYkUMBhI2%7r+tuh~j-#Np`xZLeObfU`X@FLYd&3Ygcw! z{8opy_RZjeAi^E}aofDi`h`9n{~R%be`4!baCHjp4D88ITQ&ly5_Et+agp?vH;K0WM0lGQnVVzmGXg+Y%E&Cke zNt@dLA;zw3zIi5!4NSTTHDXHyuva%nBvL`mxds{lFT?#;*-FJ-hYjZf3XhBmIni@TE?G!|pyM zq{^)xe{|>56g=dmk+VL2_8v)>F3CMX&Kl>woVT?MDuN=bScVWN5+W>YAY?+~iLh~1 zV54)S6w-cP&`v6qwOkLMG1rC0Z<~Y?FSo|SXlIX|6jk|#2i@F)`%feS^M4`{nCSmM zd+^^m>i;=05zzlXDB&NW@P8l?T>g;=*DI`q+k}KHPVhpZVGH8$gpy&vOnnGU^i0eU zWqot7NC`*_3*wXz3)=+ZQegoE6!;$>IgUGzzn0#+8OBV#NzJmGJ6=NYrE_ew>%h7uws8uegg9&0tD#Q z(y%}tBg2FNnzpk64-x?EF+uG$KoKAa0D;DTWrPb*04xyT*-`SqLClB{>6s~NDHoQp zL0et>$N_$yArR_NLBb{{CnLUGz{xxNBLfif`2$;lB6fx-$GTqT2u0OZ(30rx?KgyeJU$@kSJ0Dd5#ujMZI6?Fk1gR_6o z1u`ta9YPB91E~2iZJ~wm>$bNM<MSs{JCwLug|fI*GXB za)#g+!i4eDQh6)oZK8p?i4Xvuw>#BkiTH+cTsCnAQARyK020!hE9!kv3M|xXQS*L9 z`()B016e@c|9l;Xi}Bm|rUbsYp)`r`>uevqsrcU45-9o|xzfk*V-{D`(vigha0Kq_ zvcetm(bhY-hWfPrg4JE#ySkZI%@y)J1i4E`sq~=$9KnC~o@&0)>axSJPN7}#ow*9z8j7&c> z-)8C}`zk&1#Z*y_(*e-s@GDE2O4cGF83sI1>i~QEWr`vM`5}w`wd;wQsy2Mg}({Azus1#@Tynt<>;^=*caS@HAi z&kM1Osvgv(e2*Ti8Tysebq=CI`mmHDE;0r{K!G}tf$B&I2x?;PQ~R>W&ZDp0r348B zL=>M&hVEO&J%q0lDiHUL7DgfnadG@@9#*42=M&uQD3n)&e(>~Ad;RhL>5isPL!U}< zGC?x;d`vf7Zag`ZG)9w~Z|?tV*kx%l3o7DmDo=A$nj|a{fQl)HrXV&U!E;-7s;wbb!*r!F2m}VER@k4%vsu zCX>~+C9@N!Sf6&g-n6tt?fLVd{U>gm<<28G3U1x~zRWDiyvSI7pWQZQIueqURxpYj zyB^_MjjrN;u#jP+Dqjljnq6Pqk*S1oK43iV%q8s00^ok>K!nQARd!uFuL9r4-#nfy3 z+}F%=NAlt|*=H-_e@$Mo3QCui;H@iaHU^r|%4gLh+;Uw)QBcwj10HXW361s48!T1h zd@NN10l$CZ6EbNk6lid~g2C9xpaTT7=R(@*3%v$!Hm0nj<~AvGs$|CA^!#B@x}3jv z2POv9Rd2oe%u^Ya5Ru@n-6bm0W@7S`5>S?S0?#0;WC+mM21+egJ}K{KY*L4+Y1W#O z;`NAG))}M=xuTcCNwuM!%lPI)T7c&tP&33yHwFD%P4W+hg=Euus=6Nye1DVLMIGv6 z6`*|aURhDLoAY-d^a+% z;V!@IyA-`%S2V81|Mc(G6m|*ziwSz(d=5AF*?(rJjfP zPDSNGQ|@CW)b7pF)5|j(3s@iLRK|cG(7o>;`c-a6!9sxb0f$J`0!L@ zWoL;2*aW9XM(M<4!`|}pRz0Ik8}9Rf;7d`Nb1w^X$cVt_k319cgrjN%Uov|9_DN}D zOZxQ)#c^J@-APxoAXb~~4fH`ZMTZ&yY1+@~=1rUdRqa4!wOdvnIf#0~yOMaP-2by< zodGolGQ~Q3gpRhC4$`S1yNN6`@CYP9zLRNTmvh!Ok);_rsguIpv4$uXMM1-=L!YL@ zAACJ)Txv|1w0i)-j7s{#Lv$2BtYY#`LU-y9KkZU`PNOlUWOs0f#M}9`L{~rr^YWj< zIC@F>iwH+}g}!fLJ)@n{nG$i`&K;Dzfob-uNGAXOoRe|iP?>X!0xWiD5auPKh}gKh zHfZbEOJaq-xQ-nMqKf}ox?@J>d#9KMFm4lwc~A4sqV0N8?p5mzZMQXDw*mtKy~K0) z#o5aZF|j_ktR@A`_@s?LgC058(BMN~M1X;Qp_3c5$Zf~KscUwrf(1kVn-V=AQ1wUD zSry#~<=eB-j=c%;oPZ99BJ%lJIn^5w%EH_AO?C8Gt3TZT8P%et0$Kw&pS`nomZ76r zheiVbR;+Wu1;-HBAEyJpUg>BQP&UiU5G&}iro(p|7^;jMr&N4>rwTp?_aw5hPb-a8 z%MAhy{pXx3n#Zl)o;lY}+AY-9b zISJ8}NtMEsxsbfoPr^zwB-(IEV5`=@d!`qKfJCG4lPr>T!7S6r^t_{6bEj=hgpE(# zz0Cxyp-~2`#(UW=D&cO&AaQxMPoQnDBo$Leic<-(RqB%+l~-}C#nnF}&NeafkOUrG z5E}q4_6M~I1_PLLflAe(sK_)(9vuVVqob)HP84ij*aVeJsKfZU1Reuo)P?uRz32dB zoXX2ql{mX}Y{4XkuXlV(u&o3iWI=~CIX9^$9ugB{A*NkiOhJ7!_7eT1KO(!VBSCEO zl2&x0n10!2<9IIe|K0Ntb46DDM@@)p*N=Ty5aXJtJWBeQwL3s8 zfsKhae5w@f5exq*rdG{qL36wTF-S;tr92Th-(23bI$He6(zIJDwEjNk8O1wE@(KVKpqp4Ngtg zu-B<5;IyCQr|KRwjZS1T?In#d@|=L;^`p4C3}>n=1(G(^azc!wP};HAvLr4ZD_x7X zbHefh>GL+2lJu|HGy1{MO#YC*QVZHkh_dtJi<4oNv8Fu^q~vkM{$Z4L87+thf%pkE zJdU0bz*bAv*XN%(1%rVP+tP?LUm+)`U1V=!?BaWP{BssLIm7Giv|1c>G}_ZC)Fm@k zQ`YJr;QK-}VIaD%N7|9|HEa%_!r+nGF+9cE_u!`G)M~2hHrBwm8{IMIMBFFp9MbMA z{rI}9`?ChA$#?jwJWSwYZyIa34a&)&6qr`zEtKIi6G#Tu?KDcmQBemMhOPM{2}v=r z$HX=mH`?umbBU+xk8|&vNN)CM!(H{t&T~pcqtCWAcV_EVX%Ez{IDe3e^{qmH&VW2M zQI_U^LLpQA)9gpjzC(iKbW+7W)AImAww}R7XN3W&bL7bp?IqhB(S4mnm->4jAh`y5 zVJ2#pV)uhNosJyhm()c5`i8I15EP0+#XnDK%?Xy)*ZHcSovENNBT_9Y6qE>3%K^f7 z?1<`K^a#SoY7PytDS8)g4Vm2GF$1`x3fc2nO{Zp`;{JiH7} zIs;e3WyfGVbNYAJo^xk1bjiih#~mK`at&)V+f-9CboOaqy57@hLZ7leSf*-Z(u!Q8 zi4QZykzbdr_TWs8B^|}jIXdKcC(iTaK?|-uE#>aQ3i9rQL{ZHPTvO2k*V_l)Vj^ub zY^n@+FSifR&10jS-Jb9Z8?}eQB5bkK`eBB3XU8FsSY_vTU}<*Ez7`|7Lr~LNhn5R@ zbmb-vI zQ7cXl%|Z3d9ojRI2`r+q708JSem7rKVFxIi?>3-^sukfdM10>5h7aLYT%|jr&t2}G zWgD3`(^{apGCz(i9_evYa z>}Xgr?Pon9rq%dwQXL}uIrWb#oeVX|ND`ncYxE#j;Rp_ksPe|Fv%CR$JY}?O(iHhe8TfD__yMdr46b%*81u;1oEOf zM#?cb*c68a$FWR{JG%9q>2qI>VL`TZVBE5I5QXkoVEK*_KvsV0TGUP0?MB*DmQ6=2 zp$M@PT?U#MTR8H6Kxlt!+fZk7(IBg#$;4Wv?f>G?l+ak59W{wkwP^K>O*C-HQ!nEB zRk-|J^8MzI4)hcsT&w7b?9Hcqrww*_&a@Ius8S92Z-*J#*eHURCFJ%PqC6?EgMBh` z@kI+Ei`LmL8I5_8&=6YAWnN{8F)fq)>TEr1C-8D)Ht{~DsoXEf&(jZcvG z%q#JSKw3OO3qh)PTf3h|W#-vB7VRIpUTzA^8YLc9(d33giASscihQpzZglT3YSG@S zQdj8&7KjsbIW;~+ouKsl+;=WnFT*qk{@`Zfn{SYHaAg0N-AL%u9Hq&H-GB9YEZzdM z-iHfl&u5ZAa{Gf>aLh7MJkhLVp)gE1_0d3?xv=GZjP9%jgQk0uwt%nBS=bL+->-O1 zC;`Hp+@K(KVv=N$i z(GoD@Gfy9hwjTo|h*G<7BgK$?2KHUG_~@^2N||5rX`E8$=9+rCUtKJ2mrl@lck0Qr zn#Em`4#)?s6Q2yk!dn_Bo#1s)k_=P4WIFr0F7tL`7%NCS5ytnoE$fW>n$t%%ji z$Auw}EUffq20_?Sy)X^PlSxBvd$n{jpKL22<5LLdPd$nNbNAyCN}7!sXeP?En@BDf zDY~NTACB(YHU@&xCuDgkHi1u%QQ(cDdROdCZ{>-EfV>SHKMfi6@@rcq$lOfmn)LFQ z9m9{~D$M?aD@%ueI1Ry6zojX5UJEwa+pwuqn_ zo#<`V0S593V<1dn0mbr|WOnQ6@>vgBEun0SbVQYch-+EVH=P0tFAJIcz1q7fp8~Fc z%2^%BUFizxFxto6JBYv(4vtH#AUCl#&s%f)!h$&ybt4YNG1td*v8zb-1+^^%-50J0 zkl>;;YJ@-K^vCg@2Nd)77}0!yiF@4QuIb&&4oZ&!e!aY zs$Z$HwLfi32BjD2EDpDw$R&pq;~Ht{;UE0P9{$wv`ZkeLx4*VvpsU(LjZs=Zq43X6E-oJb98ZD z8r++r%ytSz{jk?yPVZc1<)2LJlFw|4j0U1iYM4w{X{FX zJ(RST8p@&R_W3sG$^Dqh2~-!}{K z5xVQbu;K>!#j*R32>4m%kLz3(d4+QwDe?z#HLgFJ)2z46MS`eoR#=4DeC((YB*K7I zd^W(UNNK-Hl?e^WBQh5C1b}b6<+i3rlM6=KZrm6(3jFa9ZMgX zrZ?uynZ!iewoSbtHmh=Ay9uB?or^6M)Ca+l^xl ze~e+7l*REKt20q~Tzd6E{v)r&pY|ej1db`}x-VU0VlHqHrpL}fv5R-J1dNZ$Ld&nz z`n2k#&PuRmCiv69Pvb!}_hS+J;hYdFeKuOhQa@vM>WDg`-^Q;LUCz9()7Uw-CsBfv zx&EDg-?90z@0Ji5d~(Eskn45ahSi+Q4MlN&yEAqj7rL!=Q(%?9;`s1)fWIs*yc)KS zzm?g4@bV;P^*F(y{F3bkYl3$#Ears7GAfa5y?*>^#bFK*d|DVAA|K$95Rb^zIGdANN(k@9rd$*r%AJV=os@4J~q~Wsbavy3|@2n69 zte~eLUN67Ho;BI@fl(^;08$+uXbFI+iH-7uQe!!8PI3{IML7+!*^lr>*lfAMXGI}V zUcefdyG)5HR|Z{*EmCnOcVO8JhvC(cb;9rdbfHvc+#(jC#tfq0P)h&|ha6rOL5K_1*-a&x7m~{6OU_f}m zr`n8d@<*CR0aQ%E&T7KdCpSfn?iN`V(`u)lc=XKsKCke)(cJEUSDJtzN{f;8?M%m2 zoVcN29RM`TIdU0%m~gvx)5$hrM^8};u;S-yD@D%&idjUsc?txq`<8{PM8GwV#bVF2m9-%+*0~HAkY$y(O8EwMp}?0k_}dDb1P# zo=0-ehXM_-`I`c@PDY+JQd8wbnCM!~F2CBIl4dBArhir8Y?R`q>ihe%7J{)plf1`S za(Oyrlbd-}v`(|*_lWn!j|!z~%HN9PRy~L0MZadevBv#TL^ITJpVvFqtExb0U$i#v z#84d-#)9p{@&V#1RBuMtmhnR+gINc*;5xCC?MbRohuzDH#>SfDF>NmxuneUmotc4z zUWT0c@>xScWxzn!e)KkP8u~yxC%v3S-M7b#^Xm0*zBDWx(SFqccOH zojub-LMh2>6ld*{3BRl0f@PNj-NH1vLK|w*wL|0u@MAV%glu0mVIl|1{fi)gQ=}1` zhC=n&{IhBgOD9-I*q$*<7Tv_!FPpsAfs_sZqcjA}!Ce5 zIWeY}$A5hUKwF9Qo~Pwg2~_r~|9;wBf#`S<%9VSv_cX%ILuDd7b;;*>`X5e`e}7AL zXC0E&96;KmCIyLo^k+>sL=`|h|Dh2L4%PkyQ>d-KD_kdG6rMEBaGZ=ykuRNscACf| zD}<&!6zsbg!3pmg&J=tF6ifSOKfg<`V7d+gk*2ZWx$9mUJBz=|GUSm0?oDL{fbFb8c!!RUuO#77|GpU zTdmgH#1e!vF`qIXPyF6EYzh0U)EH01(3#MOCf2IuU#+!)hUWYc-R|7}{q_90Wu1M@ zx_!@{<=%DfJ$3#&o28e!;y~URU_lZ{6BF<+1?X@xa|DVDC~Q(_-+@d_a}7muIM{z5 z$;dihb^sY#+TX+?K^QJ2*3zW>Q;Yiu^+MA2FJ6 z1nsgz2SQf;3e-cYeC4W%C~zmIr;x)QD*0lKU6t)E`{eF`H&?C5C zD>!H*aGG9wR0jBI5q7GAaM)mHKm=jn&}d#zF?%roC5+eoX1=8T$zUkGi7~w>#R2wl zphWrMx97d$x0L^o5rUXC>E^Tk5`*nQ-2~twAcB-ykWww@(SRF5)qaY><%$%Kn)ont z@r{JYb5Y@g=Ce-$!}Sc>e=F6S;zdXYDm%P=6BvD3p3PQ^IxLfTc?W~hfHxZCam2zI zpWhMyeRAkBg3QMuy`>$8lD2nVx9v-l4pc*N5#p5BeaDD~5eYK6$HV0Bu|SD~lL37I za{fqp_!Vfd=kiVr^!9W6IUZQcq(K5qco*!)WSkz68ycIM zd(@WN$IH$h@gtPa2J@eCndF=&B_RbE?L2HR?=juTVfW%qr&?ej25QWoKJ7=|KjrFE z4%B!TLk#bYI}JLaRu>8Bli0@e!@FMtOg^9ZRo?Vwscs*!=W zN2K>HIC_CpFSh#4E?js71eXyF9ngQSEwliM5uSgWM0@5>BnkvUj#Tl46d+av0ct14 zV(L%k^Z+DlO~_M^wg)tI6&3I3wxikd1xv8Zurc=Z(Y z+lcsr1@wDh71MH`>q>92ye^L4= z7B$#&_+7>&!H#u#FYC8GTJgKMq7+&4Tgr&&ai-K zxbLKlV$}FuUi2K475k_IKAd;YE5rF1HoH$7oK%~wkiD`SXqkVg@`8e<97o1@VzxS2 zro(W0e4jrssR@_6QkB8yZd)4-xA2Xb=Y1WQm`+AH3{cf{jb4Mt3 zmC*`yY2{aY^T?alxfR2p{9E|wdM}NmQ4+2>tUi#5wT}NicogV^YKL2;U1cxe#dT31 zpY@QMDDyIsX*CwyQ(-iPDKSALx13eCGdEye|Ydj}LB676;es0S&R%K7y zCaKaEV=2zK^Q^eSA*t8e1@tE1gkVZ4%b9_HUpM`v=kRro>0rBRP2_kB?AgF-k#3h7 z48)#U>dVVb`97-C;xDsq^WNE{Mn;1@aMex|8ZMb$&f284+uNr|y0jRQ9^7KqBVa$= za|K>q?2MwlSx=@gzUDn#UdudZu8mYd?!?CP}s(|8#cCA~MG z9D_8pRQZJ+T}@<96^lXyrGgZ*WsP(zml6K{vvAC!m0Pi%!>?VK_^OpBr3)xwB&t>B zNN00i!na9GcS3DmZFl)#lH~Y|R70k}zSc^bD($)o2nse5i$otRjc;08xG*NSw|Y!_ zV3feYkDw#DXcq)DM}6w)6QS?dn6OSYozj{F$qMdvzb@gW&sv`LXd))y#y&p%Ec3U~ z6}}B{P)v<>*|ZS<{Jj_zpXu+HUBM-lKRgArZ)HP@Uh>?DeB?N8s#t$_|{&@WEr;8{Oy7Aib<*qbi6gUmnP<(|1!es>JLA|16bQU zw||kP6d4{w=lm%T%k1=k=};XPssWdtzP+GoX+5n`g?2iEG)!w~P*%0Hm0*~xX4tV# z;csBXSa~bUi}oJ@+;FfIDa$OKfATbWk<5HZCa)h5Og&csmz$YUGN$lle3)vRC%+#PbRF`K{G> zbJG&F!F<=u-@^w(jhy8<@FtRfGX#3&9a54 zy7DW;hHfuIHh4!ihr{8AZqAQaQiuR3IWgCKwG@>^4CQT{fm+;d5OkHCLQe*<#XvtT zvZQBR|mI zc!=+6i9aBamqhP$fBq5%RFSS7^i!|uuAz8>NaJfFN!fNry5OiagP=@ooOONKstf-$ z*dqMT_|rw!*0216XYwWAhOz39r_LYn<8CbJjc(7^7D;BCBM9q)4cbu6OUBtQG;bep z8EvTZr@z(G*KB?dB`^t`(eI!Nr z^bP8JeE_O`{mg??dF%Cz8Sd}h=J&yntaAfQlK>FFWRmp_!Xc7mGhRW3 zqBEoSz9*-UN9hVRoGbr$#GkMR%Q%TUgj?BlFcwkyg?W3wJfr#5d_Kg{!TG9LJ6j5& zlUD8zeIqCp1*oc=n_3eo6!0s-X&8?sI~gNkrkciJIO`!LsQX3`2tHJTR3AI3Vr?1u z&bF|hAun6mLA2qrLmPCM?SMKWoq7346H=HP3_S{(n`S1x?tpD+_>7t1MsOIs>DtGSEO zB}mna3K{dp87F2J!_TSz_#ni^&j&+x4i6N78=)_HTXUpewujRYGJ4x`a;8R7Sd$1w zrQ~;Cw63ba8BR5MB*K@4mY@#y*O_+ElbbN({2jj1&n=J2@-LAI-$OG~HQ?ySu z?M)`QK-X}64E?mJc{Qw8UX48`aKl6n$ljEPQ-bi8;B-kE+a6{zN5Q5(;f+|yd+WzWe?wD3-dp1I&G^HyxwvXtb~mNA+V6Bx^Pk9<}1($J`C z2s;(>qzWqYjn?Fov@Yr_YOGx);ej7Pyt0*YhtC4dgWW2IZ>*|a1n`FDieakNruy(7v{Mpzx`7<=Oq-yT(4Cxd4w zhg2DfS>{svMgx9Q3`#v)hwMbBV1@NAsuT4{r%Lx%gsv4GVwHr89^;S?XlTj9`AQ4^ z4v}AX&jgUi+G+DfPhavi+Q(XiCY@5H4d{JvcpFz4?}qIVvg3N&@3Z6Xl#y}n)3Q+~ zaG3+Y244OGlveM@HVfJkYTC9(ik0|Ad5i&XI83ir1v#R$_bCBpwra+0THNVLWDi8j z%&z=4!Id6z4ov=eYO9|;wU*@NR*l_(k(ScmV}GECk1gr{1r@md2UOr>`9DnIzlUTt zuKxuUSeV(_IR0O%0K+I@Y2#w%M8qgzW8`8cW@chFi)W zi@}bkVDlJZn}xcWeHUT7*=oBvGSnIqac!D->wfEd>w8)Aaq-pUeY@PUs^3#3@17?r zPiF_XtiCWpG%W>~8y*0cheuhkG%+y)r(@90bjVSxYc5eoB#=EXlM{?P+~$z zVgiTyQ&a#20s)+f`j`IUKq09qE+riNX>Fq5*!4xAl*4MhYK=FZ{ z+$e-3bppb3TA=sJx>)B{z$_jNnhRn=T1I~ve}0LIv*CZ|Mb}oY2*ERc4jUa%+8iJ= zskFI%NjoYEo&}Y^H|v1EW+qg$s;>t*)5_omn!?+%0kXqz%li$hZHOu&om+X|ZTwZ4^dJ4T zqa>Qcw}9*FH3m%K+GMQYXzzbES=6E=y4j5g#khrFySR3~NAT%rt*al0}z0z_619NM;UZyBcB~) zJ8dy9%MG|q8n(QN(L~NjsgM;))CQV-gd=DUTU3w%LdOr@175>{Ngic>`J=+Eo>i)~ zjR=@TA9I+Z>1okx1fiM1T75X@R*Q=xk* z40=W9SZ1iUVV}N>BCrkS+#la1oujj}S%mMWqE$LURk%)yO*DOQq4Vk*?imyvDdv<0 zQjiz}6fX{svFzVo0*V4}2djpstbo2X;IfaqHBS}wP!qz}ra2M`_>59hrFKeHH7@D! z>pwwpTjml-41JpvI~;LLId`-P5or`{EF0no`-Zl?9CVEe6o29}SBv&eAjR9{u6D1` zm7_up-so#baGLFlTpqD~ypT@bL3vjOQ1h_*fs3rXbPTw;SSx2CKY>A1 z5CFnj4?|=M8)Ay9ZNWnPt{wjy_(W$gbY%&gR2%zAISb>?=p=mG54&h5a33N{eiIeP zd}e+Tn&AM{gd9LzDceU$oiW)EYh!N_V8j|4s6R6&zK<;*o7h9ozift9b zoJussk5%+4Dwc3U0Wnm%lH>p1s_fg)i_v9h@Dx$XU;6sehN z(IN7Bx^PMVu1Xb^!>p?3pDDmncmndCu!zahnl!9!u58mBtx^;$L~TILn|%A2plDvP zkEA>YE~f;;vUxk+i!V5ViHI-z*gYBV8nJ>8%tOqaw0BBtb$KDVu%Ouj5rcMJ^4UJf z+Ghd;cm_(PcNgc|;8rmbC$F`s%;6>o|70$)O!=-OlTGNh2fj3Oy!hkyJ;1B3;YGK~ zs(*T^S_Q{~i7B-Uga;7}eI8Zk+Y@zs4+o!#ra+4YGd}%ZprSvk!TZi~%bLTQ0L;nd zO(iSlapd^I8>ciV;T~ISko;kC?n{25=fTj+TeiHG9K-5amN&>@4;8E9_E6;j1q<@l z2tJc&4*WV(EimQWh&l26gu1VD-SO{v2yfdGa{BQ<)|0|z4ncZE+A|o>vcFaKBiF@8 z2fqcQl#Csb(itOKh+2>-Aljfu+K^>T0-w%e1b>=a)50k}ydw#LLkTEkZH-8vgY%Hg zr_=KFcQEaR8oIy2GCI}pdGM=op(dqWBnRv;+_ z-s#;vGIjts49s)a2j2~rrOF>v#hcd5lMR#DA9m_Ek*Z;J`S18GWFC09(*eb?S@ce0HBg1t@B?VQaXWZ&^?r`vMJL__w zv8K<9=QLx)wX zI1@%bAi0qw1;y}eTU``jAIloBM0NBd6jluHl4|Sc(7MSnPAQ-H)(HZ+W~zA!9B3HV zmi%fu#>w+xi#yG*^~HEB1Vx=U&RuD`7eyTApvy_;TlDax@z%nbeKeTgu+E?zO(2>( zEy-t!R57W@tUS?M{K`Mg*Y<&vgkaEKY@Jx|?OYR?IB=CBJ5``@`nsE`=Isxu(XF>B+6?q$Ycu{$2D6yRngzmXEZ za8D4U^OURA=S76>)Z#Z&9J#Q2QoqhP_c*BP$PnOic&TvtX%m%}Mf?=eV1*(98 za35tefBw?mbbI6L4!p`V8Ry# zj5@`CUSxILrT+xLUJOQQFH0q0>Cch&In#f3-T;5-clJ3k#h%UC;ooNi13QrDhRm98 zEQGn;VH~IV?45$UWAp{*_}V=G5pycdvG?rJ(=ZPpv~g{eT4p0Ie0rCoo&YhZ`CRjd z9wH9{$7bcSDBJL8Tu?o4-Ic*bpfR!*k-^%%bB#OC5wj`ZbiMk${5<&V%p!2Nx2g;q zq(F)hjERzOYR_WJroAQ4{xm*qiBxGCAc1Uwoht?xPQiYIx0kUf%5hO$oFmp(BY3ZR zDv)ebZNRV6S1*g8hIZJtwaqhLTzH_&k|zRWifFdqVDzH>Wy4m5ZH>Up*v{Er60D0-@$Jn!orGkiU?MM? zoQM4e-AEBm$1uf`K&PE$@JvY+~R$^Gtfwbo;-r-V^Fv zxA)H4$t>B!zbg&k101=#xSfR=7RExr6W zz!aGUmB*?Sa+{)_wa`EMX?839&@mQ%Yyd$N?7G2(0s#iyMhDYYSt!1g?#z60Jj#5yitF8J<-Lox$zHJP-5FWI4O}8Rss^6Tj<}Io! z+6rD7lh2kU!|xBmd31EEeK6-)pq9J|si8McVA!BV5Iz*TXj zPxFxF-0++~qTY}Ro=YbjnZERAw{--PQ<9Qs@4O3H`t?c_ZuP(8^Q5|`#((>Yc4e9F zM5Kug(&a5O70+b)00~j&fZ@JVz-9M_;TfZ`warQVUt;fq)DQt>cyutr_BU&%YuhH` z>UITU29nrqSd}H*6%_7;L;_rjPFG$SVyDjvwRJ|=Hb?VBWEr1XYro(o=omS*oWjeg z)K1anofdUe`u3FrZsp>PMGi~Sf?lSf9qxf zkem{?9{XlVFACm_4khZ2kq7lZwQdTGd59iA;g`Pr0bf)Rl_D)lTP%q5oLzq;3`|^Z z9zC9ZvbT|jMUKftPGQm7gn9|+u3%4=R-i$;B1m1w*#o5vmTAlDk30LTomD-%Yq}^1 zsTMaJoPT$WA&@N%RdMsfy@;7$#*1dB=%1Jzf^+#uGhkTzT!ta|Ru*evILSL4i9g3< z+`GQ$Co7>WgJ`_h?OZT%Y}a+{9tk#q1bnCW=p0$6W?a%ih8`cp{bzYzr8aJtexyzduQ!0~JvS3ptL-HF&4YDANZx4? zC9GRiSq>a>SPiVymEO(Jag<&!Wiz#1xfG;)USjXX3EE}I?ssT>Dgn0I&0e(tH7%$;Kp`mbp;#B%#{_iJBy8OtWti<2bg zQEN?7!BRV3IvYb>LFF6?gc%TfWUq*{U=Jf7zE*8qknq6NGw3gdRO)N5Kl} zhITcckKoW%z^TA{tkzpY8XDPso)#5t+x4Q73J(og;Y~7KMl67=KuP>?n6@Sc7A_hi zAIMmI-Ow|9kViMfl(MaTZ&6%%NomK;*yB<}IR2W_r=v1h1tUEyIl=!S`vBMqb> zMZ+FIDEtfe;9^-ZdRJBfj2i2+;VP{FkZMl-*`N6-5qQy!aItEoCX{~Gq``WUXH%+eI& z)OMd&hj7jpSK}8XXHKG6f1h8=P(=C(!zisB&2Z%AAT%Goy_mJ1$9AM1j$qN$eZoN7 zX&R~zD=_7P1+QXJci5IJPbM1N9uaj?u&d zmJMd+Wk{?(F- zZOynh+q>ec{Id$d*o0=o{OU9Dx8rjt9A^~#lF6xO3~$B+*uW2RiQhYVM&AKBYD*&(;W zKS|?{(LcJTUJ)6&0izR6=qgUqwb!qYPVLQsA^H%T&`FeMH!!_0P9o6@UK)~A9qVNC z;ZKtdb5gO^USbcdk)(NvHag`ja z#SAYWNjEYyVfkRjXyE$M$iFkqIb~&#dj0^;UVvX}JqNqFrPlMP7G8q(Y(d&vb!J-o-jt7wcnaQR z@HP*S;rGgl^9(piJnPDGCw|93QL_>S)v<&oArda(ZQ9CTqR%#kd?>X#-b4B9MVx8+ z$xk*zLMdGs8~-21&LKJ%CR*CDZQHhO+qTVfV%xTDCvR+?*tTsa_nX|c{=psm!=Ci4 z_g=lK>Z$L41GSGjjqODqul94kTs+(}cC>{%{cR*_jw_^1!@USu<9@FOIs&9}I}_iQ z?QWiKZV`qeS=4Ffx-XR5rEbU4w?8`RUfPWHAs@^Mx$_R^)jF)q8fZ)e-Nh+Xt=CN? zx;)0bXWNHg8iAa{46v@nv!OHbO~_mBn~D>(rKYd1?N;F?ExnF_kh0^a)Y8#{0?;AN zsdQLK(M@tu&?+g{nEkFDX-HH@ybbY!lD)O|cZ>jCI+f>x@atma)FKIR=X3LCuq3+ElH*6Se~c(Fih)FOCtIKj{4TDnM}3&anu{&PjYP zCMRfqTY`eB1ah@zigExC*a$<@#5BliM>1;e-y6m&C2bKFnF*H*G*9TYw`l0&D(&@e zE#iHux@#KkzdWl1#7@+MxIpU?O6R`zJ%c!6wqjqO$;Xk;-OQC64gf>`1bt=7-Wrvc zW8^C>-hvUUHBo2=Sq&3J9LHeqOS72FN~bi;-@;G#6S**g1$&p?wXTC=3f}r0mLwea z;7CLR;PPKzXVPP+)UqSo%)QM|-*}kd@GOMGtzmrUw1&r!L}QiuyO#|k9w?r`d$JK` z`t|uudg8{A=jd%)q~XIsVxD6}PzJrXLsf6xfgx}my;b83DR6n-#Ff$Gjm~n5Y^@x? zzn)9EZS+KEJnLUgfzCVP@I_3Q@;a_%-}Xe^;fau&iQP!9LOWn+Y1Fzqn?z$%@4_9d z348(*-KLFs(Md&GcFZ6?aFS`81s@a#hI3UaIOh_hfwTJesdtr`!ED;;8E=|0TuF1; zTCv|J@n2rOLmLstlVjWM{&A^eFY*tc#Z-Eu`%`=P#0|R0f`HmD53XU>sZwe0hxI#9 z^oU$#FiZr;RDNNnz3p|okT}3Ay^54RB88`iR&q1S?PThZHsOwiG08{17dR`)Ky2T% zh*CKNC^>G9%#%${OZl*U6iGu*Vdhm#G!-h@966M1n)1jSmS+8j*q^@dB$W0|a*-)8 zb6RqCR%6j0KR5`-GFynx%@9?H=Ny`JIoYUR=7%&*9nj&~37)DLWt5p-d-aOl>7Mv} zN9fz`JN&vfCB{$kg^&3^!OZ81%_k<**?-s&N9t2q5R3&Tbui)H_A0z@i1{U%8*66o zdTG*a+|Wx@wpJ-wDhojH4-u$~@>88)!eSj0H%t@ki{PkOVeJG75V}&L2siOTk;vqc zGKFHgvsZ1~dg7%;6b+0zB^Q0uD(-&akUjViyqL@ptM+ZU!pG?11TOXZBt^xH&f`gI zP=9<4uBhEm>*GZv^cv9#{5lIoyhjqWkzt$qvVasLADCnj-hEhoD@w@End@}bd$;{M zDuaeWrFmGa-Peo3QB|CKs(9j(p0~W^4AJpPnk)mOy4g%n7Sa=+|68FNiZUaKn~v*% zUYK@LH#!$HH!jw7{;zpk21{n3cnDf^%(~50PfWm&43pbB_(Zrt9F^MZfD$rd(Yw8# z$KQG^`d$1nuATKq%`sM%YNKXSNN9y{NokkWo_oj@)UEiw_aD5+3fuppluci08dIBM zP|$@ClfGRbI||QGmc2uwOH;$}Q{vo`TFifL7v9KLJ`%~6*x=&UUiwtU3XnVQkzX}? zeb=wRRb);t=mLCTZm4Iw&0^AeHoWUioiKu~H)R(|L%7GKid3tiA1!5}*X%9d=Mvqv zmK9A1g_ZOh#-9c^LML{%jjfp9<%v@HuoD~B?XjR8Ql_UWR9NZY@{=5xs%)+8-=g;u zvK%OkekNdH=J5#HT>vduhS^Zu=+&IkUKJZeiUg?1&wFISFj#iUv8wAn+c(pj<0QkG z?+iq#UX)Yb3Xc)2P(=wA^QHbv+DkYBE@OLAW6RDYXy~e5`-? z03DXNPvc*R)Ozsz%%xO$xe*W2|9l~)nl$o$O^uh-i5f^uvDYC3h4D=>%}*nq!h>AA zA=Xy{TLP#2@3y|$prr!(=#R8!gk_KeYUnkU6-aN^_X=z!=>^jE7cUnoOtyiS8djLL zQSpYi!R}(Q4hN0fWe&PvPMBNTpX%dxLvo+SPC1y4Vu?2`g(~=z<;kWPn^o~y;n!dQ zv6_TG9c4(4ckZNGWlr0bv>kuY+w3_(q=VF;Vj=Ln-8)4x3y=qgOI9L|UUP%-K-sJ$ z@X!kF%OO)0T#%Ej4mm6e<@g=oDrwGE#L-IbHY=jq>fDv!L2?;OnIB^T!Gge z=jk?kb87_KbiIFy%C6Vuc1pYc#QsP|8hp}_1+D*`llUk z4+kw`bTC5nhc!c#066_`gw zhK+kz7?wh3pMVwJ$T}9SIDl_b5Ic-!M@rb~ymU%$wi;Wj!;_8WK$SZB1Uo);oscXu z5+2^DN1yekDAIZZ?zAY(v7tKZ!&>he!QINI{1$yH6bfaXJTib_8iYY0ma1nnkAw!S zvLFHzU_jR#9OoNdWIHlkxBl?;wN`c(e}TXo9|=%N(O)owHrj@F1aDEGUD1B5%f3xG z-q;{Y5{9j?;vrSDr2-(|55irYDyXlsBw@H(kIdAm8?vh5ZxBH^oGI)swcwC{;Z+rUG;i(uyY2h{Y-qnq(97=qA<20%_mmhl}wUx78ASUFJ0|((q;A@d< zDdNX`l+Ri}&z#{JxXqV;F7=pCPNFKcf(Kja#m0e2cd(&r(wclCy7n(JBw6&^m`Rsi zhdb&&czE96#FKgYED}qUXo`IL<2+dVfKD4@e^zew@r#}`ge#-jvFC6w>B^mM$q`4)kN@m=c>RG{>Xy3FkA$&Zw;Ue!&C zai%tBtD_j*J??R&mXtoex*Ux*xRisQ&+!rB0rAkI=3`(5OSMR#D)X8>&Oxm-zH1z7 zbK8gOTR^IL?>G|kpFb*SrM`>RGu{Vpxj)wp_mIEgu6vi{50gPTOJllZkqKWP#F6eY zVzhAbs6)B_sck56e-QaTZID$Cq3P%SrPN;X%Vh4n^J;<=>Fg|b+odF|dt=&2^jcsg z!4&kR4{=#h9D3|{!+zlTP&X}m!P`A3$1OKH4an(PlSGfkX*N@?(=GW2JaVKv_?q1m zZgWh~$<0E(=>(5s==Apr&qn51-`n(vSRqg??V1<|?Qki$i7_^Do)#Lyf01G;^`0}S zdm>#l!S_>5X<3^an;n$EHKfe1Hd^4DHN`5m$+&A{l}uEhxwgMP()YZEl`p#eKYgG& zxkx{02!Rsw9`qcvl4e~AKWo(vs}@h;bsry28+Tth4V#?Qn?wQX5D;*@*^23QDu<^C zeNtT;HSO|V(j-v7vc2W$JP4v*!+b&W z2I~br=`5fRS9HE&2TBg>rnK&cYZJcT%%r!aO(O;6pvM$xdeHz8ydt>0gwHqm@13Cf zi+Ye*;guu2iM`yUPUaj%{o zuzh_+LA!*MWBY>Yf*Yqge7$6*R`TpS1-yr|xveB>#08@xHOt6nAqL;%^}Xp3Px%u| zmhN}92aQ622Gb@ZPtxcUfSb}*aP&ZN%2V4t2KPFmr9ta$Rjl~_5_v*r=9vSp@4ePBHBkSJoXdOnm48Co6Q0wMQd zM#&bk+iPS7!@d;{{-jORro)oxBHgtXbl=8ri6_MtB3HEwm4JCr*Y2So&#%r9KADAK zz1>T^y2Fy4K=ZHVW+Ee|%9`>_IIX2yF}c(?oSGHx3OKIVwR%V~ItfAqTdlxH?%@C1Qg{L&KfJO{?NN<#=t0xM>Bn=AniXsx0)n zJ~min5ppBOG=M^EP?Ec{-=R*0ZiL?4-OelZ-=?k(t#>LT8lMr#a2qeuO7`|pJGf-c z-^`+++A!oxD{#>&sC5Uv2Pp++T&#tag(1Kw7jvEabq;oD;w1VWZU0e$pH^$i(r64# zd{Q+w#yUBb6PcmL8Z2^N|4Qi;f-Lo2UDIvzFd2@p;Y47ovR#!X4Vvm6x8;J722)@d z^k|Rj$s8PyuGoMWkKN-`RF5y6ASTx~yzi8&Y&wv1)eSP{0Djb!mVFO4M_?VqecY)ynruO;2r#de6X z3Rt%?Sl`AY+QSge^aoj}Y~!lTXZHeVPsG#FOf_!N@z2WYQVIB04XoqNjIr94e~&D| z$~+M%7m8FYc$NDXq${>!%6;OR99PZ`pOwPG@68VKJo%7rWv+K_F z-cSQ2rAT9M^l8V49ou*$Ar(0m5YCCc0TvB(g^_Pn5?~rXVDK z23^RzmY_A5AXDrOX~m;Wbq2+E5$yze#H)b=#(agEAQ7C+uL7{0PL9Pu*d<7IeS>f2 zcv|gYHjANY;>VhrpseJdQ15qu+Y6&FSHmh{j*Gw zi@338Ruk!t3jP>Q?|mTDMa`I3@->7_M|kN}N8v(q`&*Ua{6i99*HDh^)@nff1Ox5E z!4;>Oj(Uc9^MJ;m2!f8G?A*MWk)cp%T{3p)Y+JRSy^BkPIr_srjJ8zhMt-E8)ewEf z1=v3bvkH1dL7-ly_US-ME0MLDo!Z{O3gh#pQyojXeKvh8)&*gq?H~E4%6k8adDes} z;5%8u^o9O71H?i>%DIC@%9rGjr;b|`_+n0nco63#AVR8SO(uyx&JAA&7IF~Sb^dtj zDU4%7i>!fyktl}L@o9!Rk68e8_L>kXW~36uQt-Dpo;7#FV1mCTA80@Wezo(~VZ&S4 z85M5n3vaHP~-VLC_L2JpDNYe1`$36kLG(yYhcMT8C?LJkHe9m5t(59ppgy!gTvd&fn; zoy%WOdhgLpMvDubYFuHx>zb^P^*c3ZN+@xMzOSBYj5=^mvb1d&u9T;8ni zGy1Hg6Im*&wMOFG{V*Z1Rs^{140@Ymg90VHHlnU6T?6(VhQ5RtU{lk<7Pq`;XQdbNac6hmBTYnHl0a1WB?WwWOUt7iL(YOO<5QJMAEI06#M zTD|nEkwxDJ-u_4xyrB+VP#Qww5h(x*DBV5C#+sYI|f5rpkh?nHs#v={ksl4Z!IWbLTiLhygDwXNo(jKB(uXcwfb(d} zzR~}Kfdt?e_ze}XU~3{t6ntW3Dl>lZ2rYS)HdMZu`;XWN01BzA*_aqKxk#*Nq9 zl6XEVYS)bRc;^bhP6tfP7WgGHL}BFrpul$VCtY&u;IiI4A^UB3F>v%!>{YYS3n@xs zuyWfP2LYuIlhrRfg2cx57@;+7l4=D!JC>#}VRW;>ZC*TnT&KJ)USy53vNYWu$T+^^|A~MQ0!-6sRS?hq4`oJmQlM*iqyH07-^Fr8DwEh`y4Pxt`P?2cB~d$P*{_Ye-7QPDfxE zjo$cmEfc{uX#~Qg6RI$rcPub0If7N48YtZ#M(%8pZn4yF=xu;v?Ew^AJ*U0LUyY&fVvL29g1a_Sqy!(>dmG>A*o&)oOcPC4R&2shuU6 z)F|`~=q`dP##~DBCn;e4Jq{laxp#Z~Le+ZElH!7KPk6Ry9f8;>zNZ$ePDO6nr>h;s zjDjA8K%!I>(kH)65|&aL1k5tJjp~H{5bgS}0L7OPA^T zVuq;W5;*bI+iPW-7Zcv~2T!f6r~5i?`g8n|Bb0L%W-XZ(_}xSpL)z@X{5qX@dVJ@A**7oDb+OpMk0+D(Pj7iN%LsolJa*PA^ zk~3GcIB0B%!0j};qn+(x184Sh{y(}OzC#G(D$OSF#j51Z%1p(zdW&RQ4t>1?;8}yp z;U65@KY!~BD`!GIZVrV;@&v97cz4(1wC-V}w`O>&=B*sT#6Kfflg_@7e0XHw?9g|KC6$$&F zm@_bu51Ks&g2PQ=Yhwv->7H8re8t23du4AL>FpD$fIVKg6AQJ79AV+^i|pp)ymvtZ(97bQEV0e$8o0li21?-WRWZ9+9n2&l-IHk zKX;83OAU5q!IsFmZZOrq-}0%;O{42@Ps^^m>2xRthzhTh=hY~IY`&jSTdhZt?>wH@bfFA5x1$g7r=zUg8@~DKR{OMWbVXm z%>=ydExh);h$pya&k(ZaR|$eWRNKA2UbY5XKijP_P)9&U#6%t=7gT<1aFN|U%*?%A z^%8f$&4(91!{1RN26)Ret2KBPkSkzR|F&JkFI#VcL0r(+vDG015Us0}(T7BB+VP@s zuW{VJzJ)L~yE;HDDwV zkqq=-be&GNn)dRUjqJ!REzT*45;2PLyHU09ti#lGEEOH%VW*7&oKMP|UG9X&feJA= zr~imK8SImk_-Axs#Mc%Rx`?_G1RjMCO+?6g2u*q<6^Pi=8>-57*TDminH%r^e~T%7;7bA=_t_3jb*<`jIv*fozlL)ogbPKQ?i z!O!^ChcF(QqY@hKx5&QsqxMUKR+B6yMw3Wi-mOz7XKFF3>KaS&vCNHGc5f%v&Bc!V zGx+k423*<7qG2fiF(L#Q70(fMz7TLi9Q%L%XOj=SE>}%E??rT0^vJh~`zU2tdea6@@}U6m9)p zAS-PnJjnh*0=%3N1*Oq&N)warY zc-ptX|N1QHvK@9T_H|msFhjz4m~dYgXLN+fr$0>iv|`amRP0}ZNR4ckttMVZqbZD- zc&{crWc_Kb<|kIU5sL@z=s`uhk^nU6O$r}8uvc=!OsPX7J61j+w+;}=1A<)VXPHo^d<~R#k zZ)NJo+ND(d^`1%;S~MH>6;Mp+x=;G753%yec5JblsHutx0^{o6Gw!Zcb$0ERmAE7u z?KD`hZ6n|;w<2OW+U^o1cPrgl#nJib8k&MJ3doU(yWXJp7LwZtwi8@d^rQ5rskM3i zS1u*1@M?6x6*A{_qzRQ==gl$8izpK=_=HdaXTX4h0`4Xn^oF3BGZsiovT}19uVRv# z{7PeeKEQDS|5?%SBw(Nw;_Xz@xl?W^x+U&_sS1=wnQQG!E`O-*8nme=lZ$09KfUF0 zmyN-fsIO8ythfcC*m`$CgIHdT#RJJe8CDl>MNt(W^baZby>e5c?Yq)plGBqq>{MX8 z*ZIGaAm||B?3OzW$H98qpaP1rVaga3{V*)*{Alp8A5PE4^sT&zCVsxKBlp1)OAN{ReJrktC#v^6Cb=mTO_84e_)E) zYn>*uGXfLbh4e)JT=u+b!rFu55H1{ywQHtDVYdg2cg>~8L#CY@zm3Tya9zrQ9}FkCI9(Gol9hzesAxul!k2PAiphfOVXt;03fw_n^(P zc4G^7x%g9WY^HTMF z0sABAAYPZoY++MlJgOzIBbEqA&%+ka8rqG-+xk3PY>8E()VPJP#ylj4z<$&5c)+)3 zE$Emz3+Wpe82As$xcI4}smW7~ymicB1(#3po!Dyth5#!fmei_YKb=SM`j-bB5BbwA zdIn77+p)V394S>vKGgyDomSZ2w_fZyaRpu6q_al88><@1j!~)V^itv5t{)7K17|nK zq@**mvX>MDD)DSE*|fgmR+8<&U!rd%OVBN@8p(NE8! z9z2gsZS2&}9;e@MbrkHWbqMimS1ZYuK^VJEu^CwLI&!2r1cRLpbO~F_v>(lr8v>@r zc%yj{-w;LqZWb9L6&LDsH-VuIAnYSzCzoHU!t@)!SRa zkwQ@~i_nrXr zbT^pDnvpwNbA85cf2^|rv8P5Iz+Vm@bDWY-WFqOQ04k93_?a|^@2@a_*%H*Pvq=g` z`}jN?MDf;nkHOjXTG0EZITOjNzJiibG|X8W_J>3}mw3~&YOlb@z01Gujb-iySmGsv z%o=Z<=TzsaOJg#r3Ren*gu}_lz603SMm68k&>c>$MxDNG;I9zC*GynsAjX-LB>}cs z;Nd2VY-tLF+J76-e%HJ4;a{I~C#1>sz4jdB+AcO${^{Bj4~*c-_;-IiRN8zPBdK_S zf-opCy~F})IA#owYgjsEg{PkM&C1u6jWVpCO?@mEbq4w0UiH}y8hBn%H*Zn4ZLu?R zW4w663Dt|=a~qZKkJ>DESy3l@qT~f@XmDxqA>|*YE65srHqMwrs?2q+2Qt-`Gf1Gm zuw4jNPgX`u?cP3#_`jhjVFz2Lq&A;dHPfSZ$L+1)^v{~$YUwB%i+#di*ggG3(CN~d z4_{HRiD7NX680@ZBJi=w`%bc!%S z;KeVGwH@fN*vcxZfY<+vLoUA;fIVll8qVmu)wsw7t$W-JPycnGnYov9e+($!z8x+t ztHO0{4mo@WIUuuklVx1!W}4D$p)Y@rS_p$|3VcXdES=B(k)Ibpr@db<7fQg_ZxITB z>SjPjo^K+jrb(vBM`ewVyQVNJ6d-UTvQ!*p!fKk=%5$FFepzfhdyq? zkp|+9j;jfbpwPka^;FiGdT0SN***B*#g?2g3s9&vl8D~A`)>Iv%h%&4(zec zm~>r{s)0r~p5^Yv!+UPGwo zFK*I3coZ=n?%Pf3#BTk#Qi_O(nz`Yr^k4qkq6za2j*q~WZ}Dyvbq-mUud}}Fh8Yl} z1W4SA{xU3&1(4>$Bnj-fo!1GN?dfS^T%ZG=Eg>BW(khow1^Ni~l1-=q9)zt=>c?Ro z;*zImqp z%uS@N7GUf2jI_v#)#N2v6lLP9?9;SZJfbZ7(?x3M&lQS$hz5T;Rr|}t)2^64ynjpA z^w3j~y!Q1NBz2xRQp%0&DgNYdQM{_kPq9aHUG$Lg>mIP@?`W1fW1!9WA`hpq&5mvd z!^1B*9n7M&fg+$nM18C;lG@Xx?z+@+e=gErvKXdZ|Bd5DkTCEt9GmiX)zgp~ij_aL zFArgt8)H-mpt+q-3q3guJE&z9`I0Ag$>F#S60AvhSQfN@>t+T}w=iM&y7`d&-YpJq ztUnI=K@GWl@*11YR#oK@Cv0jb0_%;%q$bZ8SdzPtlxcISHN z>qzTf>@i%~_55QPDr>ShB5gWGJ-T;TPV#fXZkYjHa`h$O!l`y&iI#dye+JGdoqaCp zbe&L(Bc21f#Gnjen6w%ez+#hB0y#SaIYHok%N^iO8BL{$Av{kYqmQ{NJ?f{TT3G_{ z6MM71a&fM5Vhb2~c{wCNj!vDUMGkiRAraKFonk2_ln?UM(GRMdnDJzAwQoW+%Lywl z_i(3OqPLvhKFesWRw%1|4@uwGmt+EFOtmscF+B16wb_-8(60hHLKl#;U~S?^>G8|` zvC}F)gHjxMLl(v7i5N5~wIlFFs1M=(wPn0}&LH{PaQ@WMp%_E|H%iZ=q3eTo%)Os| zptZxM7vDBNE$dt^gGGJ<^*1L>Klooyy#w~q4Y|mEu{O4GW8F~`>}B@+2{45l${`WY z>pUNOYXPEfKJ@*4C(bjz_`1B)u8O^MI2J8E+fju=S>PEa*v`76I)P0!ZlEokU!h?5 z@0vkMYzLXn0I=#7ZMS^0!P&koD1=8VaDrulXAb)dD!Z3xTzXKkhUmv7~1CalvuWxPzPo9 zKArhdo8J*d6C}>kAjI%T%P~p{UQ@I5Rj!mqHm+YY3PGN3TuoEq1}ewBbpljVE$2}fx^ zx^-8N^1HMfG1ZLzUql z{tIM85k*v?YWFuRkpI;D^MGzSR$nO~c^d>9Lw|UwWQ2$dYi10vzDKY5E@1~nL;jQD z#9qEmyPwe6A*+VnRg07Tsvx3V^ud_zPPqFKr-&h7c<#jbuEGhJ;V>cxd+^NDdPG#r?9Wn$D7TjPQNQZwa-J!AT_Np8Tc#oQCTf{ zvfG3fugT zNuTWExGa_HZYw%(&U04 zXZ%l0+3;!Jh@JMvTvRyxUEORTtAWFx^Yd9ovEoJvC4L~|q>vVP+xuw=!?G?Cr}L}Y z=~eBq$XuWn!?k}Dr?;wOWt3s(v9kt2o)4u42d(nxg9I`Ot0lf%`NyjMv3+0w^$OPv zr6jE{LeOQ)e0TqYXbY7}Si*wHWloIN+PBr(ZEoosR8bmrKk|}mQGhpJ8Z^Bwc=X0a zTSlX(3y!y6=)MWj1d6v8uky0V!z<~RKUkSp4JtV1DL(~76t@MqbM1VfC9!>=#?(GP zh3#4pfC{+d2a5zNJ+kSH{*>c9Gnc}Dw?u)uMWWt*kW3fl=6kDLLdZu7r!P9R!N%jz z_F@aoZ?ECTprQ?0xNxveWtBKiK>dZcDjM9k+yxLf8JJCTuYwgT+2PZdlgBn z)9pg+^?WN(0DI${(UDI9cRzZk2XAXpEU4t__}{X34wsCvV?f{iXUHX0IB2sPf|_s` zf>ugxIii9wH3>>HlSvMJAZ5HMNI^Glg1(NoIL`oV(U!mc)deb3kHER`i(H~}jR;IN z;WHi%llzCGdHOhVmMlZXrqu02)+eloOu#xsW_b=)nvP`#P59I6ew?~|)fXyn$!%`I zN+;EahGhbo5q!=JkbI0tkha*Bh0TTnQ;xiHIW z+~0+r^WG~(N3Gypw=1Mc6wh$-lK>0auLSsvT8mLSp>___@HFJ`DE^1l<=7|qPekrm zzAmP}&=Zsfh}Nn%%+vL@O~F?0+wUC#J4LbuOM+UfIa~e(QQ$MzXj$)8A5wAKA+N;W z=1Zi|GRC`zn_~;Udgz~=1pBMCxVM-)%G1^p>1>Z8@#hX2Vu@}#?{dW>^!&g0m_kPq zs;fqxV(r1`HemFn@!P`skA1;Eeb3$9SY-o(O1SbDv~Ubv_jL9dEm8R}!-P_Q-c>+L6Sf&Te*LWHU9f##Ds&e9h5uMV8p z29cwaUd*LYR-&Bp+p;xDu^)>F3+5nF(9RW5YQ#9EaCPyk!i(t+s>M}fa}LfV)g@Te zPn2!aoK4%eH;eQm`z2t)WIJNQV>{J`WjBS_>`qRn6?8F`l1WN1x(4G7NAyja9#SNv z&GmkRN^~VNkKzW*O7Ojllaf3Gf;}}cq8^WmMV%r5eh?N0@GyC=IZ)XCLflFSvyWuy zz>3x}?AL?rB_9jFsxy0Y*!%;t@s2oFsFMpL8t{}LjyTbZ^f!+a)dYSZNT1jH)%tIM zydQanWjILQQcwMtLN|(Ov$sx%DN$m3R@}Lm>^jg+=esE7!+RonSq)F7qkO_yQ4BD( zZ!tznjKR4oasEdt1l##CL*9=)nB-q`Mc(wLZ>Y7h-Hpr?L)0*Zy9LJTfZyd0;^nZ$ zgoZ~EqP$^E$#5uN6xK6Bba?U>k!RxR9U4)YA;D+))fbfO{mk_wAN&;)%eRORg^lB;0}@-NeQE-5rHv7D&Og09OG|P( znrwD^>pSD=WWw}`nv3lhP03i^t%{iOtf1FH^)Z`k`)*N?KrQ$x)G0I{*BMXtsg0eJv<-3Pm1^hw+W zppEb0Z!BnO2=l0K(225eu0HnTIK$2WzS_$qVrlqM?wkKF?UndT))z1r_uE?Xdt%~8 zf@Ue{Nb`*z&1Uk^+86xv_rZr;(KDP!_}rlY&in#?o>oYw%M)`3{+Q{Vd4#}f4(};| z3G)OKe~|_qCBx~+OA*qbQqKRIJ)9)84 zZr)u*(wm6|)h8+mTUMWFAdI-1&^*}0peBWr!b3Pa!TJ!q0MmqW@u~-q*d?KFu(YWe z_82Fd6eHNa$cM^X70l3E<1Y6NM2%q0*NMj=jzK-(NQ`w$(`()&GI7<=JoyXWW=du9 zAq#-{Suj02^IVQ%>)2{g$gS#OveoJDs=W)Axhkn(;MN~P=h`9%E5reJEy+H)H-`zF z-rBTRh0|O$e%e6NO*nA=F;C-!t!p+dFDnkoYd{=h|B#gq4HRBcx)R%$sukT0+m)6f zlFp$Qs+sY)!r7nWEZAo8Js@tJ3(h@ziPaR^(48@*m|-p9GH=1@Jo%@js-LNrdNm&R z7P9-sy`JqZxA5b5!x!^3+?ERxo=E`|xajy!Cqysc{U}8%^Fi&nYP8VMmY?$kN}^PUT? z2z~o-k>9S7_fB#bYRsC8Gj@UxOJdA5`#f8MY1XwH5xlkp59;M9jL8xxSrE9dKy|6t zl6KCj+%i~3Z&5cRf}d{UqNXEeauMV~TgLm*QTT*E1wLhY_o6zYpL;>g4*7U*vcX*! zC=Tb)hjj?2PW>g%kFfL2RM3X`GN^EbEkO^SgeS=-YcGgWwFFj4o`2o~M`l~cej`|r zAYj>w(u49q8&(@h#H$@zh}Kd18o#tynESuPq{0~*vo8aEQnk0_Bl50qTnNH}Cmb6~ zwXB^+TsaJ9vpu))kX%(?u}7CTMnq@EB-92wT)g2!b2fClvYh#a&D>ZN3hjq*y*)b0 zV7zkg^5=~lG=nZ7DY7|s=Hr_sCFepp%w<44s~Ibtvh28eCkB)D&((HmI3nNRIc2>5 zJA`47K^X6rRjak7Bh0!G{s%Q)X8TyRFoatcwRyzhsait2NaK40%sROr1GDQ3Y<8@q z0AiygtjB1hY^9P|&OAhM>22vd#mz=e~T+pm@ zv13b9F^8ZWCltEOv@SCL99-n*Yqf+pT8$A&Jycod%cLRypu==+Te6rR?4r&%6JqIr z5Db7Xzvv5ftOfT77BaU9kzjf!1eg`uy^AXa0^(e8 zvk6UP^D`WdpQbU$B+82PF4b?rZj1x^T%a|&H8kcQ9zQKF7)kjxFEj__?-)t9ZVmPU z3sK?u0*9N!<*@79A&kj>4C2ndWsYA_%2>0SN>)c_o4I)YZ+6}bVErT=qkT^KtUU1s z=vi!5`DwE+mP+XN(k?@dWF*=b()4 zsHJwdgg0Sy(^z!reyViy=N|!^-l-8zycHB1hlTNWPQLb2?p+$i;G3qz{b*)b;L{qE z1rI(G_U8vzF#NWs{h;{2=flxs&Vm^`!3~34H4UkMZCeAA2tNKgeo)98|CKA>0E^w1 z>a8iJLJUs7ORm-{?8FsSy`p!p?yHpK77D$tI@~$K4cXU3y|g~y!Ql`dm+6Bm6JUlr z3|%T*_Lb=X*R=seOtOeroe&wg9Mb!-7b#KTp&~7uPYXRlFzcdu3hg+2cvIi9j`&QJ z1C>SDsBFtmqzr-#C^n2+r6pzNTL6uqm~t@JmnQ+EB*wtv8pcd*ZzsPp2J2Q^Z-!C0 z!bg%3Rl3d@fmP3=CWCvBG>Nm`EG{S-)$z8d0o>BbHjgV2l_2UbZ$QfH6=xsy0}fw>keQ|= zWfp$3!PQVczV$G#rV1p+8M>C`R;?UFPPqO09HVV6N^+`SBqs-^e3Gl&VbO_tQEyPx zp6GBAOo)PltH8)dCM4wslyPfA$=yj#cbz6u5QB+|a)y#tR#(RQI4Oc(8 zyX6q`_6b`45stVGX8G>DWVOB?{3X6f|ckVL

Jto!?)Ks z5G$Quh5U*}af)q8AwJc~(JsOh_>v~t0~)*e^zG8o+gn?tHxRiVi9!@*WTs$*$*ANj z1YZ%F5y6`#UGuY~G{$>IkV2AlS7@gCmP}sBffypRxp^XPkWlxckL`ARwwJiO4NoIt z(bs;3Q6!IP0FExoZ3%eE{*aF0`BP^G8p{(Lyv$(TT1_awn1Vh(FsqWw@y%1usDx@__43Y8FG1GXfmK`#ZpdD~eB2^c>Ei@P zqtf@`WLOY2HEkdOyoAFguJ*+r+}P5FsoL9eun69T=`95J8?{L_t`RMvHg+BSipC-7 z*!J#<`579_SZPna+FXX_NUWW(z8gX) zv#(N)#MpbfUJh#arn@F?3Hj z>sdAZ2jCmy%HG0q5aMXDWV~#zIPY&b-^}%DPT~=6|6?r1Kbs7S>cz&fKfE%{^l&%o zM!N^96b9woJb^BIfo?|_Cg48>FK4kr`vQ=3d8Ve7(gqC}c`-Q^W*Pg@m%70mxi8I} zIHe!f9T-bd93&kpHUAolNB^*156Q=s*{&_fU?l_bXi+kAd|8_Od7|r*k9|+rjVJ+V zos}Z8GgSFU5#Oy0W8Z^(#0c?!+r*jIM&nn!aXdjN`q5yF^2hBq#pd8E+(}b%`COkw zI{(n^eE+RwnLwi6@G}J+lx6;9hDp={Wru$>#^zkQ{oq+F3}7lZUuo0|UJh&0V@mKY zR^W_uvu(#KUO)k*!4jVqqSi}U6w?EJT*LYqIfh;c7V-v8m6-Ns8+6+K0gqM0!}Glk z`Sf@9n2)ut?Q|^5%6CDea-12$8Ar@n%B5&TT3-z??9YcpH^%d%@!@wYaImTJ0pko{ zQ*m$~@5cbA7q0C7Vpv57vF;Ok8?!d$?+tV&{$dz}rvo&ug$eX9W-;E?uXUy)uh!u5 zf;~qf(3;B*%G)nmMX_km1j9nqo|SA$ylUC8R6ZaM8Xn3dVVA zz`0L<|D7$AD#}(<^!mI9n>)$u;KBDW6CqZiixIV(M(-Y!pD|L|%}@;v$HwV!jC=>w zR7YjH?KQI{)Fli#swvwds(X29>6%B{swZc7p7 zJ+@^!zL#X@nKV9Yt?+0Ni$W4&2yXsxQI+P84{o@+D#&rkl0Go|LTOA*hsXu`Eik{2aWX50&K*}mV>%W*blg>{#LE1~0+*}C>>R>kkT7k>H4TU+^$w4=A{{mU+8O&&B- z_Enmyl%(w~aK3Qu!PEOMLP&0mp0$ou1X&24Y;6VchkgdzCBb_tJHuCqbP^)NJSRxL z`|r)VP#e>x1zM3hksL9sDC@2M-(Cmq=_9%hn<*o9Z-T}cfO*WMKAr4dzCN!R>vzQH znu|10G9Im@19hZTD>|}+7OntxVifbjkY_*3-953Hj)lcl;mA_~0uK1znPz@o`;SkV zd>Iq-p{)&^cxOVirw}Z&mWpfjF1^;YWSP+Q?Gl6|EN?5%f=J!?QeG!=JrF_)xY^F& zS_(KA&?`h?BsnZIT{iX+(#BmtYU^qSot~-COhQSaF8Xk<0$)PNJMQx04wNTB1p6rW z4V|6#8d1_^znt9&b*>1`CRde(vTv8s^uR~93M(J0p6W6qg3?N}Szw9~)*QQ%2iC+b zbMG>AxQW_#+^*lxwaDgL`@W^RwFN55mn}*_x~Jum$2rp0l-fPfXN5oZxhNXb3biw! zhKydd`mH2vS3PgUNc<;Wa?CP&UB?hA&7-s8NfYmGYtI60LUk#o_2Z<^(*>+LB`Im6 z&gPOBYPj|k4_0LCmG7_%A;k?yTBdh{yTc=ulc|=Jwt(h&T zKev&bA}?Quz~~Ur!%8Xamr~bFp}n72c@b7H$m6EOA9eyDzK7ng$*;_0h2UGr=N9uy z(2=g?&IP(i)gd2Sam-E%8P48CMo8t8y z|Dn^XCsi|(bXG^ z7~wG>yyUiEc7X`AiyBwwX~Qefo0;R>z7SEMHiuau8@Ni%U{Tc_UjgmT+dh^^vuJy~U*x2Fse$~Nnk}enwafIOCkGeuExW~DV*@QXh5f~NG|9&sAfHL} zJG|QNRVubyx5ee7WU8;`P(T{Bt-2EgqTRi_V`Zj(y(XT;!cl*Q04HU#1Ak*TFy*a^ z0I&GMHO9>zEj{D3NroIypkxT^6L~?2PiueCW03bKN*tN4e*+h9#c7NW2ArJ(h)&NFIItjjsywPj0yaq2*H`a*txOooso!rsa^<{`gF26eXTZ zyH}+oxH!}3w(wO^E%{ezw~aF6ba#8RAy#L_%4>3vW-4V$?|r;$O$9@nadVX~EDRI*C(wcwRc4K!WW4d+W&%Vc7>%IVV3T|qi;jf?_} zZxQtH+Yo29Lwdg>gqo%p&)L&5WX@ZNYvf@nJDF-MDA$a66(Gfb?B~5Nnod5)S9>U%||H-2B=qpd3PKeKV+EdkoY(-;$q+oSz0U}BIPtM)q0}ep z%j2Logy4YpaM&=pM6Lzeu1MuJJ2T7D9*UUn$@=2@j12HyHp#-~4vL)gbT`Thu|iy! z+ITO7Tp9S&7Ma0elV%sBg0fEd+v4qRJ7hlDMJX)Tc$`vT_@8%+s6;;GL-#9uX0Ku$ z_!~@O80RG)wJ-lAId*9~rlsQ~Uu#enl(AAx7r82sPP4UIJ8E)vdkIpQH^EVGrk(>( z%~BFHfD(zalAojHsp@S`1dWlC3+~HooU{aO=nrUMBo0d--k`aMIGxKa>E|$2n#x|p zgQ#N!hCxYm5j5u1QQ$*jkmvdhe^Om*PDY<`h9HOfDd1S9|^LCe?6$x&6f>n8OE%Mj8$v8E5aDI4Sa`!cq<8bsHuVU;ja6ymZik# zT-1NmzMaxYRB0eO>k3E2!#OTmM!&ZX@ZC0JwYFu+bwBiK_c!JS3+Mc_R2#fB^98Sj zyE66er9NzUvvfqFqP*YpP*)M-^frn{6=sz)YkTvHcx!id=;;O3Wk~Xr^BuT@HRMZ; z`bpnCoMiZr7{m(+yl5Ae_?ZK2_Dc)^znn#htZ54X@B>y8`VJ1rDDfA)%9)<3@NU_E zqXl1rfs@RW0HvJ3T3N3h)KEU?YNV3&7R>2HEqeOECmo_R>A&U>fXHd?0m2$n^a!la zSkP#LTIbP0A`KWA4VxnumX@5?hu&!o*a2_bn^U$Ak{*7X&D{j-==+uI4G`Z?b#@58 z{OzX#2NED=)+9Jkv7ypl{M7jM6;X&wZ_iHrPJru~whg^rZ?m@8sTyg@SmD*MBISIb z^NIdlUm^0+p$V59S~gKuFh-uqAK8#)q}EU33^2gwyv_@w+p}Qc&K}>$6dzI z4h&6Nx`wus5j2Dvf;Y&-yykpdBEmISX#Q3 za0#OObKyR^HTgR~hfNX#XFRxnXS5fe6|)GW27NsgeH;67vJ+3%>}{;MD@GY#Z`=jU zxD3i39`0I}KCt*j9eCf`G)miJU*I$$>jt+o05n&F+RC0)=fU(LU+;<4dK@~JyYjqR zKpED-X)SE954V!As}a_&YDmS+LslFNL)7d?Bi7@Xe<8*Y^sJnFLOaAqaW{pCRZ|5KpLKs zo)Q@f>1f8je?rO@_gQ6GBR1J|Tyw;d)+9EI_F?Nkev%d7Yx|~egTUszF(%u#2K`FF zqtL#whky#>+)>%Zn5&C~)|Argnq<1xn^!`qADisblXN_5vx^IL{P*mZT`kz3*i~aF zu#m<6#l^^B@?^_%w7u+()=l$G!^qGIotIdF#@i10yE$D+){Kx}a7E-SZCGYc+VR}EmzJEOb*6yZV+p-6xrIpDd2R~m) zZ*~^hGR7>?W|WWnYk6+6f*558)+m?k-$i7#B=W=8dRSFT5-@i=ypoQJct$9dM{HEk zJ!r303OW-&sXa+_sJ45A4#X{8Y!VdNUYQz6=)7u@5cX5*IV@#lL>&OpNc~Z$TR{&$ z2I2W~_z7!WUj~%MRB^3d6&%#=bSCzwB=*2R_Jg3$Ssyl7vkj-T;Y z(xF(&FWw-H+0^j=bpG&-87OvF9|(!(#>G0!kJ4QURtH#Sn<*Vq{CCsjuA0DC7l}JR zX-hB{?ywNi*#&NF@5vM!bk6(t0=%_F)~V057(hc{B9C*4klnKJaxj}<AKZDv2lKc#~~uQriT4>J5_i812t~0pN>kNLQkN*AYq|=Y6eXB{p0n z8D4&WqMIQTg9?6ie68@zD_sOKVt!hzgey=Wh$G9Lb7g21bcb)UTmtZ-QVB|MY^&SdYBs^UapbOQDDA}qzrUoEIm3@k~ap(|&0U=ta;jA@xMP{M+T zz3!;F14lWxYE`tuGWK!Tj~ZrFnhcE!DGlN1OXthSt+$tyD{g3@Yz3nSQ#e03VoecSya9_y3-Q^c&~lsXipX z9NJcW$s(%c6#gXLoa>PGc^1*-gwXowZX3R;yYHiDgd2U)Vrz}NZzqR}u%`wr=VQ;n zVfljbJz(L228_nY<;V!}} zn1ymf^s#D~tSzXq; zZz3V9eJbmBoY;A(zUfm|zOU{E*Cljg3|F1|%?_1vmofG5ctKll2UDJ)pwaHf(6X8& zwaIuE?`2BL_<$u51MQ%hT%kZb6)7(N4`cTXEesEC3HaEyZQHhO+qP}nwr$(C{T`=BoY z6^{EnMQ^F3K^H%|Z)M#V$mMu-!Gr`gTGeRy1q%@Ckj}knDv1k21W2b;CocCjVKonD z(xxgI&shkTi7n&P7LH!{o1Hq=#)s01n`Dwd7*3ZV15L2*%&~cdtgH`l5D|jlc#$5Q zOzMBJWzd7L<0p1*UnooVN7~Og_5Fw(x+Bm*RUG$iNcoCh2dJjKzO$W-MO3GcUxs{U zYP4nwmXD36z$-m^b_}vbbrSJNZF&4D>nZ?4K5qYV5J$GfP9M3#b}~J47xZxFzf;y= z$;FOX@#WWRx{h|aT)|3XLYY9iLkvBmn%R=kX&!ASgYJP;wWSorf?Kj^uT*`)Hr|a8 zm|QET;{V2OSKz1t9G;BiSQFVh6Y~*a8J?* zty#S96u@-FqpSk5Hf{GKW*A7%y9GztXS=*aj8R~D--Tu-d7he(%~ecnAwmg5P-ikTUQiFL02f!lyG z)@pYdG@BQRO46`2xn;N2++)TyDh4JfImn4#G_jZAR*0?JL;_r7^uyC6>5?9Jx9K|K zg6jKcUnvP-5VWwAwph;3!p&&UBvKty31?GmATffd)1|%?q!hLpF{|HJ%lPCbs{DiYV2S78*)S%3*ifSpwc!^$ zcpe-2e-u!47d8tAov+yY2?DCgw$)&C#Es{Vd(*;~m1b>EK=Kxf2C)j$(#73{mM6vi z$&P93)3qkKg;O}YE#;OcpNXnE(HL>7F2nlDiC5FvkiQpsFkL@3q{FTXv+2px5A-oD znjk(3EI{d(6QO~mb-Pl5vFc0>tFFGT8r$r%iIh1MlnW2xzaCQUs1e&f!f<*2r2z5H zmbs5s|8Zc3&aWs_V=XvOQc4bCqzrwmQuu~pbP;sCiTaR5;wijF03b#p-6uMw$^IZn|0dHdg>d(RRqb! z??>+l0+_A_l2sEMO?`cTf!Fr>FBe} zf=v4&o`t8eZ&bo=WPxTW=mWKovx^myl+MD19~B`bkFj6>bY#eq-&)y! zh+;#JAeKU2S@^+PZtoD2liw6@VeOQ|jBu;n%RSHkZjQqERag~eui+qE0z4+}P0ofc z#{tz7QYSLWq0T(!-2T_TS@6BaIxK_V?&U@nOnyC7IaYnRXvSHG8>ILNMLZ z!eryBB{n`yg@&LJFy^o}F#5LA-);y+9g(5imq5M)m2NJ{BNOBuJGbey=xOMy7s!TI zPw0&_e`5K(UYAjmebEwHY0cWW_`(}FggguVUQgxq3hB|MTfJ4mGeQhZD9v!U?v!A6 z7kl^!h|<8}QT{~=7;-!)j&kLu#^vc74t*?3D(x*IHQH zCCBgTQ<$Fb;eh{GB-sKT z-CI#9y+3cVe(DJ#yoN9r|8q&$DIe@GDZ^%}lHhX;w=+uMq~*l!(b`)-1&q@XO%C_H zD9X`h@2wC}y5f~XlA!IB4H`(Bh{o`2BMrSp(@t||tp0>ha zMQ2RA;o4!-RxPF;9>_LNdOxu#XR59c>)^utBqnBCYA1;ZL_HSx#3!xm6$0#nyD4_} zDtz0o2q?$k{%6?z8K)?$X^2>Kb?}~QiFb}Lk-JxG(i)Lg4qS~OvAXHJzlZXy^n#?i7%FkuT2Ti>t$>hjIJ8guIicCCjW@gy!BAm zTZ6F~rm}{oJ_l3kmqIh<*6E9}tK~CdC@1ZTjOE2X!u8?}y&uk8?I-C=Woz ziA5#|zZwz(l5@ zrhrQ|G}yom%?-wJ-dG$DQshJ*cHc6^VuLYG6ZROjHX*O^^Nz+3*EQgl4)N5Y}{li`EjMHRuri-c+4 zz{d{L=qD;9GB@|Zx(Z$xSHgVeRufwDE7V)9oj{rsmK5qM!#YTAI0x2g@Zo-iZ_1#( zuVq*a4OW*!pI?Hu0O;^oLzUC+6Yx?97MB`}QD*KN^U=NEMMk}MFg%6gyO$BG~J>*%h}lb&8#L7W~KPsxC7Dx2m?$b zgB+!@3E@^jKgwvB={ZmCr+#Bj_x zz%P27D|%p=yx1X{1sG*4+GZmJ@o#7n*!D^FY#{i)enJEM%DV0*pbRN;`eqzGCt}-);U!Ps?t{|_3Cz8skqK+!6hbS zp6Qn*JE$$&=EihMVVK~?M6n#2ZmI9sxFVi!>J|BoOOwbvTMYi9-5a|cH|MJ|puOl` z0!^VIYNpUh@kmJU?eHfAt0qUWjzF}|iR7SzHlO0XQC+54x>6UuZO&3R>Cce1;sS%A)N1 z+kZXf7(P9{Ovo%Z^j*@abqQ~490+dH<(bnAM>7^I?aQyr7pcP>$MSb+I~A_!!cJ== zYjuXyw4kJ^n|lx8qL<9yslJJ6gl@FZkd42&Oh5kxDjED?fLk~>j{u`-8=lLKQ1^IK zmN*_<^5J*j+;!4F7f>r(qeot!DB*5xRXq#}D53|&c|4LQeOE1<1X;X$+RqqtW6zZP5c zJk31kZ_v9KO325g!MX~`{Zo+oRc;Z*_`p?gCnRwiWjJLni^_6Kc0_cS;p2e$rfLNTBE*)6~TabuwM4gcNP%h)tvh-pY00AY8BDvU05GtM(#P zVbI!z44$!pK#j!A@4glqY<0Zd+t!P19r>xc1K9&xUdyq3`|0&$^6<_MA-_K!@3y5g z2r$oMoks0(kJTI5E9bye+KDn>M(oc?^BgOce3;6U@_0~7$@j9J#1kX~b^i+yG5-;$SdVAbii29 zO=iXlCG@>#k%cDu^;*n9J*I7}%=kAbwhAc+`oN-UOzG2%hQX$Lo8r;q$tO4WJy1C> zYP%PyoQ`{&&9K7S+2Xppp?WDQ8%hE%^zWeCNnOtJ9wo_ML!$sn9x}SDnC%gf*`r6^ zKxO=^n=*w)ko=-AS=j4#M$l{>UNJR53o=yc^qTWF13)=FEs$pNYO_(O-Fiqh^(`IR zthG4owWTI?;Gg>Zrr0NC4VZmCInENaTU(+0$~o9)d7rTBXU?toE@WW}mx+=?fV^V8 zs;W*xg$gQ)^O8aLKA?sea?j@89Il`(tKvj!Hw_meNGA7A=k6DQPc@}zYZZ;u7#Wt; ze{mNhnMOwCFeO_{VMc`|5?_%h0Y+?l#eO?rhJS5du69b#H6t%BK%toRl0D39pep5V z9%22%jS0tuA~9dVa4&)=DDst2>!^tU4AazP5W-~-*}1!6q#@T_To7fuP-5RgH!qb{dxJ8MB(dk$&u-s;o*OZiXGV%`N|7 zc)sp>A5VG-D|@V;cTSz()HQU1MpK^eWt3xx>v!h8&_KAoz{ANOlwU09Kog~`OVXg$ zXocq;tmPtS-_9P|bWH_ItTGB*d@bN$@H!^(Wpkum zRE&3#$2qd-7gu!NvFs=)xwCnqjqX?wi*gEL`vX6c@#mDTyIx_oHeUVpuEOHJRt9JN zcX$VZ->ZRD#b}9gk70V@_j=N0tUB#2pnB#A&^T61Rw0=)&_uH>4-^$at9Gg^!~9RA z^Gu4nrh@K4NP5EES_Pg!+V+@^WVY4vi$yzU)aZe+96GGYdXjHnrJ(0!25+FmS{D=G%>7&c zW!B8nNnS0JFePJE`@P-?Gd=!0vGG&YJ__7od^59o%yiFLaWauMw#!A# zoyWu=D9`C8G&8jkIb=*GExXZsKi=uYVjeooG!V19vK6rJ?=fJGVe1J*+k|VdH+bq; z6pD5t>XnAuW6^$T_JbQ!QXcz9?Rd*7aIe;xrH2K zL&F3_MMXgMg=O{{I}EESLD<*x)q#M(%i2mdUXe<#uV1OsDu6;GZ>d1Vl@(SjQv}iX z=E-SJgiXjdat)t{ea-*??^d~-W$6%T_qjFPjnNLf!IYTg`~^^X5CK(L49mrirSZ3h_H@_5v81pn zspcpQU2~7y|8p>Y&L;j*qH+5`-dDVJA3`_|A5V(3)Rp_T0hv+Eq7?yZ6d2^krRB9W zFpGX8rOCxK6-nA_YfqqoIU!m9ufnV!u)s-$MRDnb(TGutAfDmsP^&t*&#AR=wO{^S z4mHfQe!q&UVZaylAB`9}9;0Ch`)t^D3DA*;Ia_Dt7%8N)Ij@o*+p zY9b<$6=w>9DKgmsodvYWE zQ-vdJS%w=Cr{N1_QysnTJZiJoqN`cOe{Jp5bWosj2w%mYesD4J>@I2Y%Ypu&WKp{N z<;r6ZiZEOnNRL=#zB6?uEr5yLq^6$sZ|oP74uh_XqpEJ+4?58O;RzUWALlxY{*J660(L&o$mS6bbINyxG?S zh{W>~EEzvDyF{wx+NFrIttG_MG5w7wx3blL`2a?UxwqpI8MD494}|(1#-V<|jCyNE z(^@z5Lk_@6d@Jt$bh&N)wB3?Ue z2#5ljE9jN<~5eO-ZC zywAMnz$vey_8})qBwUcUG;dBIU5~9%_aj`8fnHior`$guYNEuPXqi{^eT|Ma@ZazF z;fBC?`0S|Mm_~q3lW-bChIxBroCF=f|3zt1?%HOyF4D1@v0pWrJyzn!W+b+9pp1kd z@F29>ADh<;+Whhe;BY_j=@$-eEW_a!{`qEVb~dKF?89*PDVwQ$4`dj6R_{TpYd) ztclUK1t%CGE~=A+zXvmRt}i2BTY^7zW)s#CFrNz1ZLNF!bU0w>YsfVJp*G(6(}udp zifdyZ^%_)=asaMs!rNZTKq_LRkbqbD_6sidcqwunw?efL_$p|&H5rcJA9E49S7y!z-g`Q-%T=K2bc^)?%h6z#9z5A@YQxya9 zde_bXTvj^nS%Udu82>{0La{FMB7_YEGF3J?zVP59+$kBt=5sA1hLEPpyDEC1=GgrF zkqUuMPEqe-D9J_pw_Y%%d+@-FK2TgRdO3vdcYOAfnty3L^9WX;X0Rww{!*}23NYYY zH_DlmF-wNbeAc8j?}t-3|8|+P%FNsN6hI89oJ^hoB(Y+y9*0(KYS1~B2gD7^VM+~e zbkNU0yGkE8#q-0>f~X~{G^81*DSuyOlDlOuNQz|ATn$0VbHzKWznnHtYGH@A1kwvt z-!jT9!B#*T$;4>XNaa(Ng*Al}1@ye~=-_POe_3KdwO|?P=FYl1V8I4ly7c>Wo-edv zO6a#_2`R*9b~S9d}Weix>u`2RU2XgBwM+)koM`h0>(E8&g)X&qhiU zIpTiy>}A~oT{ws_pXtD|AFFeti5Ti~Iie>Gu+0YXvHhn6=36TmHu;i-D*Y90P#H#3 z`%~z}mK>{pVq@BQXQSL<#jD z7Jxh$y-_|o-XqN^WQXHKN>#xca*zDEQPTubb~083u%R54ON<%U@kCMt7IBf=aq>w< z8gg4h13&fP(w65VLum*~E3^g;j(52+WdkZ#wwo%Imfo+|hfx8Y%8bP^%5*b`jm*l~ zZ}FCT{!;A+el(Jd0g`X0(M|?Wn2+wzzBYw4m>rGc%|#e^Nq~zI0gMRP++^wnJaS7lhx2p;V>gND zK@*wTy+{5H*8M`57{Rxo--RD+bgv-9!HF2aW8EI}lH zM{wX(Kbhktb6@%be%#2A1R3n`>JShQDBROp=!O$-jzSP3vWzU;A>aYb1uVmptW_i) zvRjb~&qZ~ypRf5}U4VOtquklSc!;w!JghI6y%0%w@>>13_YKtV1F7(RFWS8^HyI8U z8d@|#dMO?3rv^WO_9&eBKA+RlTYHkR*W4Lyzu@h`?HAy(3pmK$xT)NRuF^7}a^7Fj;_>kY;FosTJ^pU#OgUdSuM>7Izv+YyA0P z7KF3;`$CDM|AuzPgO=dVgM43>X3o)ql*y0|BDDs|BDz`->rf`0%yMnV0E(Ky3VP93CGC(oQoW`rctVjwe0w}8BLKqj>J_yUc# zl$U)9PDJBvskJ0^(9?R1EP zi)ngh!Gw@q8SshPWn^W{mT>rq+YCBN6&ieL#Rk1TiAy@%yoIIMkCbqthregeN# z9P+FGF*}OGP?$&qa3<-5a7WXhy+48IpwzDGy>O6FGLp3xbi! zYfu*bXn+fQ*pN^kaZYlrz<$U9Q`@0f`DpU@3F>m|XL;2fbqEBE%ydpUhUbBmVB91*s{`TuDK+B7(}VC=$K}w zwlyMIS&M+y^|0jd&EPq5^bX4Xxt#R=5h#@+BoFuZ-apJ8I5Sn@t@dE`TsQBp%-}a#5$E?W?muAZT6w0laRF( z01epRh#!eC0QQNsE&7YbPoXgrM6X|P;$Di1j3M8}wgInrW?&MBgW=DX3o;_#aV47j zDlvu1Q}Y>sqAlZwCROpJv*S4idy_-@`Y2H+s*F6M~w9!n6 zbru64EB7B$2;g21G=_c%jX4S)u6SBv4Z3m69OS$DcFd)gA`3_T}GNQ(G=3U zI(bY%=L#8X_?TpOo!WNvhj9pMZbHNp4n|kMliBfc`1kh$0jUWWBL2zG4bYzs8>mbt z!(4s~^mk)nr!#M4+*_G{yUXPt?yKOc8KJ>dodXUDaT6;VM+R|{C?ej z+`02JRn9oG(J9VpU0gJAn*_$mDanWcnX{kiZ<&T_sa{L?Z*xvTIjUg{AlNn;yKBLv zTm4563Vz}8DEk7)k{H=utFDLm-=Hj&A&{l7WEF@cJ-^w$`NNxlwJ6V`%Uid%@eEBb zAHFjM=@+Z=a^P%`@cJC9qUd``PozK-kec|>c1o%_`vwkWR-4t~0MO!yhrdmEQIcHp z^?j>XhllVDOCGwxcw*@IjM*T(e}Xv+2iCZb^xR>)apCk zTh=`>Lqzb7492ubK9c(a%~-!3M4=5IgiJ6o!JG{TV0THNJSros+(#!t|Mc#D8Y_6+ibcj&Z6GhtL77j9}yRL=6m89%)0$^;=`im z#CYbF2El>`qVFiURXj>n?^ks2lkp^m53@CAD^5kY>myL-h$F&UPo6abhnt5`2?3zm zWm^7+F8e7;=*ETbrjc3^oF+5+6dgLHo|B1!tcspMgCGT|kl^ZcS-4lw>-HGO1zX&- zj^JyfFT&xBDB9yt$OQKyz;%AXvXV#o^9IeE<7KNY@QW=r^HZ}T?J%=8uj#Rg_3`-7 zOrJfpX{vmVSqC(HgBo}&o(cl##JiYcQE=0v^M%oi?8^dP$amhup2j?@Vyhf*V0W(_ z6M?f&tD7|_JpUZ_`0U(oFF*WmTDOe90LdgPT6+3{qL=tv6Zdbw8SDiM>1i{H8s}tB zwEMyvxK;L8l?i<Y5VR3RhV5TtAq9LSZXw(RP>UW zM&64N2voOo0bzb3if$q<{?ihMB{aCpxcg=L1wE9#69k$e+If4m*P!zzMtkE(rG{fs zVj?*W`&H$l3Ig8`3AlUQMaF3DY!H&@vQTcR@gH#Q@oM|4iE1~jTi{r;jOO1v%u>9wMoG6f5K;le^9|7FqW}& zDe=a1D^k6Xpo?xL&GF|VEi|XrTlGW zlx|5;KiX#p{K0Wya?pDE8cV+*?7{FP8R+SNqEQkbFLYbLBB zQZ?c}5f(_8OF)2E5l~}h-&77tz!ZiO!)C~#=$)$i6<;0exsP{sssiMnr(&3x^8nMT za30n7@aD*)FuKmF%%#9&6(6qJ3ein|H`ZPiYArOE`5XXS1`(FD2KvNJ>w(oJ-Pqt+ zuLyiPKL%n#iqm+UBGVN_#ggMs4B@q}9>uVpfa*LL7S;G=7HFj0mi%wccAs*qv2Iy! zIU!AUY2y6Yugy})LmQ#AMg!BBQ9rz-0boTo20)7J4M2>1fDb_oLn*K^w>P{vG_!*#U?}ooPb{#yHLx)>HiTGUWo~fq{B={AHe)6bU)7xdUQgWoQe8ke0ljkbnxV5HVc^Fd}OsivwE& z_(&JFh9(AJ2~CWwO^z%TP?<|S@W~G~Ffq5baiq`4x%k5kpskK9e&!Fv?Ap={I1xbw z9W^;g^-jSDxyx_^&%#MrKDg#$YY&CZ;2pc3Dek+E?^%MlC>jUhb+|fu0$tUgl-T zf>0YK6Z;BR?{J6u_@sOAa2^EX@mB9vVuu|Wb0l*BS6)U8IqZt&xCaecJ>z4|rk5I} zXEppvFSycZ8)GtPS7e9Nyrv#>N?Eqavo6#} z%p740cHmI=(m4B)&s5q#t?-JO12~CXR&@1t&!NWcArkLY8E!Zupyj6iya4vYDzcqb zF7@kDABG;x)N!>z`n!?#=#0!8?Ot{h>W22}k6D0PDC~e0kk$lU_CX|WO^GTN3K7s< zNC7yc_Tx|}xfK)Yq!4=5%i|(o0&iC%EyNsO=; zKIIVG33Q+QV2TjoFp|w0>m`|()Tzr)F$T9crKnTbYaV@UM3IHn@$0(j-HD;zf8cHu z*WBUzK2Y5LJLK1IB3ik8XA=m}JgxcOsT1287wBUsUe~#A-H98R_7qvIV3m$hB1^H5 zUwGxLm^&M}4)T=a)^SHg=Y#|Ux`Xmh8*uH6T4X10;v$=w{yb00zA8rBGnp9qvaT{6 zaa}^yG@jqgTEdpY1qSOI3vBQhB0lm|x8jxr%{X*E)WVT2wnpmSqD%f9~-PzQ5zrHWKs9x8Ph90D! z?~vJCZt@N2OoAG?>n)58s3HLPcmlNQ8Dp;65OVm$Y2GEKL_Zy(W7;L!v9WO(lX0*$ zTMvh0z;?L|gqY?aAI1kX#$r zRvyv6<%9os)z)c;Tbk|$M z#t)syGRU%FX73AEGd+RAf z96wp2e!HBYc^PoNA%iF|&=0Loi?#y8@fjFjf*?@HAQAX&z?n5RKUfG zc^1m<$avjMR+zgOH4q9Q8<}1Kxp@_2Gw-YCe$g6Jf-xnarQ*Oqx;rdgS%+J*T^w2BP@>)6{KDB3>Q!Fz+{ZpIVc@OE z7^5aa%ae!CZyTeIV{sQtanr>7`s=*hV1-Hc1U{5BpnScX#n?o0lyDtD(%#Fu3O$JWR@v&I+YNv>v!XLatIrVx zD0P$^*wFX*!p;6~>L8k9kx8>zm9!w3z?49-%8zBBp_lSG0`8~uLm6~JXC}f&FKEq> zW4;PY#&>`8QA?2)9|D(lnvckdFjTUY(i&)J_nORhr9}r{b z{9sGSS0`hx254s%sO-8TlBL-?PO_`cto68?Zh5UX(qYmaG+$c|IDK zo6Un{Ag-vL>H^~}Jkr7g1hxL69eRoBe1;_RhuHgySeF_>;t{0DU?-9yhhVO`1@}8r zU&GsPS${h#S6OfakrC3B_ptbCtp7+gK4GB~+V|2MXN@$aj|yo*-H8m*t{D3SLsvoR zNO7PXCMk@&maLIi_9Kgot4|%mQqX6_^j@B+I@du;EL-@@FBE&HV#)M#NNuG-#yozF zq&ACVleP0$DQ@~rbSNo1z{}iXzFnyZM2pc_{2tCpu~UDBpJla*ibZDHCPL~7bHp!T zE8aG#dUAwDk`w`J4Y0N*PitKO!pH@3Si9v>ElhjKscOa(K?<~Nrz<6F5QW-;Httun z&B9w~tWzXbjSRk%h36w-`C?N`6FoUsKrpZ*3#!yCocn4%s^UDm)1>Bq$CEx$BSLgO z7VtE?p!K*5CUNxiaJ1O~ym5%+ex`i?jpQSs&K?dKtmCW_t4WJu#tN;zk7&z9gm?_5 zYu`HAW&ZYn+4SdP>aQrEz%VOVmhUA*|JmUmZ}9egILRwBWNmKGH+>u)Tvn4VF(l8` zqzntpx5O^Ot@JWwA-lNg+u~Lk!M*!E{u=QNGhTHB4b|8)5|N)BI#W!OPT;3Q;y}kd z{Tr7{^CZkO#6SJ5@6>Fe#h{O~7M3DzT_4>X5n$KUk*KO$$G>ht6y4+jVt9sc#UM-_ ztJpnS6#Lo6seVjZ*TGV8Ipx&JDlHceAA_pkQQWx=M74%eo#_%yTa2b%sasxoBgCzU z7UpAij=?oh00lqP&xOSIVgjo3_t`$#W`9`sI$|LhVIiH1!RoJnOjlBHA4J9K1?!Ka ztLEzbb2uT7L@s-Qp7Z+9NmPS8ARy4H=^92fby#IBkzSK6c*9RQP&>8@J#(D}=rtZp za$!r{f#lRh=U0iGaAuW_?uIE*!2jk0Rr4RA*>6Dw^eF=-1Mdq*lxr~KHGU@Vbb*K>pgGIrZOz0ug8f_Z-wi7lC1t}05u2!=Nx@C}SW>)G zTX?PkcD2vdEL#}Ad-vbNdDH^Df8a2{wyN%2X?fRA&6&!1SB4@dQ>5)hYjLS6U;#+o zl<6r?+S=pqQt|0(TI(~R&}2l=^bk?eL4DW>ZKvzCFQU9mtc9^9tgvfE)=T{c@I=V% z{6PQej-u>$57e~D$^{~^Ppr}3Lp*VbOxentWbk~BE(4r>nqC(WgII;TE(P%CXZnfHHV3wQ*V~^$Dhutd>~EXwD=)4Z z`fkU#8ZnJQ*O>)?Tv)Gnc_#!3ZjWCOuM3aTXg4vjfviy#DY{qzy0~HmwVw>=G>8B0+lVd#{4<5;`-hjx zXOlaRMxXS}o06m7T0k*=>kh~l$izJCgtZXI9x~>3hTAA3Q_pdVNpO7~smgs6)aDhb z>2=-C^Z$M{GjN;gAekrLaAxi-fWIH=Sf@wmgkG@iGzaPt5a*b7IU9fIEgpf3 zoAMu8WD1svkwJpiCn<4m(dldIU!|(r1G5P+YeZ#Ll^P>=ZGjb1(L@9)wjPL>%|i~D zUNpFRLl9$BeD#2xWd*4Pp-H{!d#`$zu)AfKmb9D^0@ZN|P-59CO(Nzayvvp15sORk zQRw6E{U4mRW8e9%jQb2e=B^LxmbbHfjWt84wLXPa&gr=V`aTHz3nhVs`(pyQZ;xEd z4>-+Uf2k-9+WOxTjwJ6f~$kL(qS;pKIsr&z`9D@5$aAQV|c-;xfPL{DpjB zefqSGvw2;HIZkCV(!wyaUpX8+XwgPo{fncKH+kR0*U~G=IR?xkhoP{NO1t~px7D35QK>?R~tO4-{RG($*f;-t+H83*(V()X*z(vElrNM`bM@V zQSTT#cj3#IY_^)XVe1!bZ`035m@RyEfvfzqI)xdQvUnSb#3i;z$*ijl6zFOj9o-Zu zu!5Ur?&#r8;R24&HU55py#7{$`-hxL4H$=ot~QL!bCjPi94r3Q=0C@&H78($DGT~l zhJQ1LTo%dx?0}>iqa4x}SDlE42RpZst5~tqRJcZMmwvt>8-YV#nK&@I3cq2z2&wRL zrb|xOc{2n+O_THUv4cJGE`;Y@iX-Th4#*L20a@TLAAc)I;VKjyob}6J8q7uljLL8@ z=crpSc}*9HWCyx?VeW7r)k$}L+Pa6cG+MHZtUp_;aY z5E?(={@Gq|Y#SpKJP^tx1n#Q-1 zP$X(zN(}-%6In#H&AF~VmzKR6;@Y3shlN?&d%Ps*C%$Xkia| zqF(QJzUDb=70gmlwddLkDtb=a#uTDf|JQKpZe((5hV{#$kgCM>G0uS*7bQ@M5HqtV zvFo31x*zgU#<{iYxUc?XuozZ?TKRvk=pX`|Nu;p+j5k z9e!HkEss7`u|#&xFHijD_vNwku8jD!>tI?ArlrBC>%KXjs7y!G*?^Fd9v}_()JBO3Arp_;9-nVrf;MzmXqL8=JUf3q^mZsLvJxca^d+ls`=LNIRr^_A@BjuSRA_m+oGUQJLa4Hkdm2oM$kY0d3UHZ1 zguf015}Z}XftpqHD&LzZ$Ml_|EU;H}fnd49z^A5Xqo13cs(?7~d7D|jwU`wuE*{)b z)VeqtW~+*}N<~88yC06)*EJEuPutm*=9qAw$2S7{!4>AR{^%3tbXO!2e?3xTr$B=%Dx4;6WZAs&m(QI6J*Dh`-u7Y`u_b$*Wg40g7*g?za2jm(Y6xOH0uP zX+6b93W7n+ahC&;YM;1yL>*fsO+Pyxbr65<%JMzBlwl3vk0AaxPPeEf2cKiGjV+@B zig#Z5auDCQdC~pEv<)Po+h;s+HTxf4UwU@kRp-d$9^++ zxz=O6S6P=cR~mGcc6~0AR2xgBq-!AJ028o4%N#y2e9#=?w^L10X2gQwi?WUr8-{1d z#UvOY&PY)&XEKgqhl7-i zcrnTM20Icj@vsIYAn8B$DG7ADMLyg^qb1`7iEwR%G?5LIZJp<@kX|Cb?G#1|ul2owrcHMM@?1#Sm#ZF2&t7?0c5y~C3K=X; zT1schty;g3VR8}B!aCHvzqzy2P-*6mhnVJjm?AujE{o0q==;mu=m-&E5vm{v`|`W} z4ISS60U+2vp;6eJqya(Z(2pVenY3C2b&cqpP!-ql?t7`<7VA@&DC@oRUJyq*Dm7=R z!t`GZF6}!f+he^?$V@tzehK&?xh1m;I|ezBc^=Y}Q#s36e=s{(i(Afs%>q@rmf;k7 zlX=#ed58Vb-nyRfzG8KG^5^9jDx)Ah*m?zk-%lSU{LcxT$*l;kr=9w z0m2zl({lJ?l*qMH~Qxp3t5X2yV$ttJ|2Kg@{L0{MX=`Z8$JSit6J z4F+Lko>e*>!7Ng7S5q#XfO(wG^R--pehlu4J!dZK z5NbUaIOd*nA@8|w$2hM~i<|T0bXpfm+$ULx56CD0r7t?FbBCzkS+!Po6yEX^7HMDh z8~o#C*4$gH)CeoVC8tXzDIqf!D_ejgdJR{xv`I;7u#BTjw2HPHxO^kF{1=hs^U#o< zpXk+Uy4Aq_SGefMghCYmuQPVCJLgHcejEHNL0!iM-5tZUy8gZ~r*!XLM6;t&i-) zAJfkLG(x>o%UMbjr~L`t32Qi2!4>M^i56St2`t@h^8z7r7S-)_lqi)X6)yqBf3yg# zid(a{>rLeDdE@Syxa(%;)lMyBk874}$*>A6`GaIvwVrfBAsJa2h2S9iJ#%k2dl~xM zc$x8GhL@n!mss2(JM@IBx-8(q61sy@X5G}A0cry%m_((CQ7RmCsX7}K*6UA=uTl*@ zNL`Z(JEKCl)?dNsizRayG}qIPQ$v_SaX~`j6jXQ;8efh0FWp`$wlw`wSc0ZS94!ZW z8tj7pYOxBb?o9l(W|Me#X7L`HoOS5$ElJO4foi<9b&3WMn?9?a?t) z<@U+zUbLMPD)rroLK-rA}zNC zf?;rTjfHpPIDW3QD^idD?m$!nlEWN>{S{B|HF%f9A?CFfgTCGXBKu0Yv2w{r&NPGSHjqy48}jb? zf;O6p$}>e%w-gkYoD)8EGu=?p` zO<+2nBms%33e9Fj?BuDO$T@rEH(L6+h>RVuj0EEA#cXs@f64-S;4jjvIy4@(GT_nM7?kDagu7xrpx4B| zW)ZTxk_Wg^#N~faVq|BOW&=^a(V3>i84Ay*npkn!mOkDHQ-Fv55zAwo4K z<%nR+Gy^#6Dk!Onjm3q?P9(p3mC>suMlIy9>_&esYB9Ed-wbP4Tz(tUQL`RZ@s?wE z=S>L*I>(A)@=I98nx+jW=KP@GTu4m05f z=J~W$7GEI3PEvS9xj0l9Lk0$_Of+-9f}iZamPPMD{*r+v+Ne5yDPe)fr)e|4DMv48 zgW;Og0Zj)!Sqvk#a~R)5A6)h5C|o6hl6Yfk?ne;xk|nEK;`-yl?px76NJ_Xb$`@!z+H=7z zY<{a`AN@^1^shRZb&#_&>ZL7T?_QA(Q5?czW34hOSIju5z4lr~Toie6#EAFVhdpB7fva?~5-wJWI7^Why@#DYT3B}fKE9*sE5(IJgMkLyS zk4HfMBHN+Yzxtx>1UQQ#A9w?6ggqCt=qt!8RGmVS(Vi42dK}d9$ct@#3HQ$)_LsaL zEe8Ecn9tPW*A63oN+!+mWSzf(S&3gF!J9_+EZJDD4FZd$IhQjR?qc25c4Fjozh7`i za$6b?Wx&VW-wxdg)hCwSy77RlvuOsd6utG|u$fyC&H;tPA@9VqAl5Ma$*gb07-fIXIwF?Ny!kzs*SNlL7E#(kG;-Lu_|Fn)<0?0_7STB-iEpRLM!E>OMeMPmlLE?{Uk4 z+6B1NtDHg3v)7c3b&0mJ9)L;3v&#~f%o6P>2Y-P#k@*6T)0r6l@YCbsoR+$@QU|qy z81SmL%Yw(?;c?@e4XT5PAu3(O%0(o>B3AIZQ+8;ejjuC(?GIS4EKeScja zAV;x{+U`=>dJIOT*veQUiy*-?uZz$Ovo?A!humS<5J<^(C$MUZY?Qq9sk)wdCAY-W zM>l4!&=5Nei*nzROm7!)hB`|=DjFn@_Bq7r`f)So z+i6&J{%S0Ik)#9GIgXjc=O2^K&fXpzKGb7sz{hR7KY;G}8MlMBlioLLl7oyKD#w{4 z{=1)mGJe7WLQo;xtu}U(3e(u|(HFfw+CIY(Lj!dRr~PiyU@2piELl%?1PZ$RC04YD z1=_#FdNXQ?}$csQ&1VJhodzl3-Y${!#8@gUGl#xUJH27T$aQ zn^OSNZI0k%zBq0f++7NULPVEoFu$NnIn@Rb0=9ek#e%`reno$N7{ET?-j{j-a!svW zRvv;Sk@@N@u9)CPi7b$TJVUU*zVPgJKrtXL#O}*qhZ8b}=(!)nS%NUKFHpP!J4HOiLiTY*^R z^65^9j!Z$SFIpT2UVQdbEWsveM@4u9F!igzm$`%%$Cw9YXtU!Q#hE#&Q?xXVi!wZ3 z+wDt=cFSj#Hk8cT8=$v{!I?mjCuOk0}?jWZ`Bhs9W2tH2p>%ZdJQrMp5C_p9r&z*2D<_F%%SW}H9MRU zw3~ld=zkA&`k>cVlAl$(5FyfMFaaHmC1X-Hkdmo53gh$T*+JVr)VmS96Q}{v!HA}1`h|wh zjIl}Etpt7bY|mnveU1RZ+XMXm!m|U_=!LYq(SS-Sl9_#^a9w#6S?`<&^;1>PwX}>Z zi&1u8xpQ(BnLk{sc~bwJ@}ZZ>`rI_+0(>}7JYh}AxwLo1r&<7Sg|`HC4JMr;zjpZ# z%!QL?cQjV$U4qhe#B=f5D(5L>KouZ^h6217xd}EfQ}oAn^p0~v)?3(ARFx@_jYNu% zexO1)j41Nre4q5IW!wJd@jp~$PyInU8RgP(R~wrvN>EowA&uxt9iNK+Ix2nHRO!oq zb38MBaEr4l><-$pdP-+M(r;67+Ly&epAtT2YC~H=P2x8*NLovGyl&@J>G?#NO34_n zt~WpU{83kBzIb-@Z<(Mj^3?FaAw)P}f90L#%t0Ui+`=;Y(!ILG$`Txe32@Cb++#c) zYW5F1YZoGdaM~!|B+AV($(rvg0TFd>hM;k+*_j98kR7-&t@(-bqBB{NlAlXI^L9yo zaa6m=EsmiH3LSrkk8S94R1JI+qsS$w9GrIfjiCEs!}g)(%PH_pOA;XptebP)enG?! zJdNJ~D?0~a(bT~ZB4dNVIoqt@@%9_nSb$OT`dwLV-}AY%{1S0PaJI11DY)GxSieMs z=uXKJaUD{fW4CMOU2Ge!0XA(?0~9S$oYKV|TeeSBX1Rd*K|cxqvs}gQh62lTdmc** zVfrOw&2-s;X+zumSJM+zQ>fSei$AFOaLgcKAc~^5K zFt_3vsnP|dDBXF4W#6B&6pTHm5X~*^#FCGfjw*ZTkP587&$+TV`kBNkz$cu7YU{pA zHZD@M8s8}{dBAsLxKlyqUE5j(fc4+B?UJUrZ0Xd*T4>~x4KM-{G(%+{YRjP+jNTNm zFL~4a#s&?(_$D*IXLVCxGvVc%f$hwQ6$>lgIXdo2$s`C z2(0C(GzMIS(MsJ!QG6A-Q^Ni+?7-w;O(P?Y3Tsb`VE3Y*AQrAR;DNoJx3bsHRom$o z*KYw)(!ue^FPq4k$~T5ML{SCiWRykt<=?(JSv_#sWcqBCGkzp?V?dBkivXOjy#DKW zlBSist>w{5`rhU(BbTcy83>jZjow6t_(O{xZU6;17^BykvP+?9JkH>LR2CF~PG-FE zi&3Mwe!GH-!k)<^y1DfDEbj)Veqmq4ggRl#1r$MvlTc=hOm1QP;!8pBq={^yFs3O& z?^nvwO9Qq2F>ecHb@|y-9a06T_8mHKOh0qvXxdirRgNHb7AoQim0-ouncdP1#_MK< zq)CJ%P&DMkWaV8e*n_7k=foPm)V5uUob64;gah6p4t6%UK+5oOBtBFjS(6nFBKsUj z_oFSBf4?za<0D=xQa0oqs!kXiw4NyCfbH@!_rwq0iIo(z!TR81bk@vKi)RWDj6|R1 z#xo1Y^auOGdnfxrw;lBO19?AxNQqSbA$;ewK?*iYmmO?fK#rD%Hf!b|niG|^9WT`< zI2+R-3mS2AnBpbEbQ0&skMfueQ%!|=2ns(CKtQI4H}H>IAN)wv!jS5VcgP`@jc+P? zXT0?w)F;`_?d;KOUijGM6{2YL0J}5{!hQOV@F+WzRL=KLvD(}{VOdhlL}OZmW3~>u zC0{qeR`Z;fB?ODT*|p@oXCpZQNm?@boW`JoIho7NCYLsB2S1i0xY6H<=n z7?PFf{(cVR-&uhW;QE0TrCrt9*TEUGqYsdM>TQ%#E{*~Q+*mnh7B~o<6gp-VkTYz9 z;?PG#JlFYU*4Ytj-L_&v7&c>(jK?5u4x*|aVk!IvL{Kb`1nQ~|~BqxfX!QamyMUd6kY8uZwzmD9thSP zY=!cwFsL)W+|l5dXRzV%mGGgJZ@MY{c>d_Vhu_N_4#U9(HGS zMPO*_somJ680T@rmJJBGpJNI=M~>PA*xl`vjF3a~a(yyVDJ;6Q4g0miR0w7hXa^1!`xS zeo*GS?(v|OfmNTCKrv9pit-6=QSspIdj5`P1^S13|FkTO&BYqsn)0nV>*(+A6i57t z9i-F9B{_!#vcJkcxDVZ%_$ByfAo~KbheQB9jA-?)a;%UOG3WUYy&oF-E~2n`Wq-P^ z#A$oxgK-5g}s6m_9KD^Oi@3(zKm z^H)PbW8qRiwvMev&hC)rr|)?gV>0Czlr!!M_ohi;eBAD=-|;!(2}`7$^+aJiv+Xd$ zc5;-TkFKC_FjwGE6#9&(JsErpl7u@0A47-zaOW1cRzzKSJ zh+12$pvgUtcpwmX`QYR=@dfrqPUv8@AsB679a*PLgyuWV+(A=rQvQt&w(uY$!9bxt zXkyxz((RP3vm;l5oPxQlyTR}_7-Tip1Pzl?Rwp0}@VJzuFV* zbBtlpbtrs*s~8yfPAWhR3Zx%2Aqu`Dv^^)+EITb8`AG{QdsnMqzM)n(af(u=oi2s_ zsUp2ZlJjdTxY#0q_&>T;Z?v@DPcBxwfJqO;bi}<~Tx^r&9Gq!VB~r-wuz3On%DJ<4 za(#W=RCTXeOYc6Tn}unFzo%P~euM|P5AV1D1Upp{rC3Ig*p=kYTq^$jLF2ga6K6z| zVdj^vSb)bm>J`xltYi63wKwm6$T3%uY@8rsCuQ-eZ&d4c4kv78KyaQq#^1 zX|YnkDx%hDE!)DBPaeG8?<<3Yn3o@qh@+19RtXm&UIxg*e1DsD##>q{pS0BJB`O}l z?>opSYDUUunUN*>U@A*}!laxhoSl$D!QP+qPGm1nU<+o;6QL6E|}U>o?lm6rM$wI6!FYasl(`q~%h z*g;E?PDd2d*jwyY+BYf-3v$03q5Z{~HPWw59lxIt4L1Q|YazWnFWcmm=;I&G7#O2J z5){Rbeo%t1jEDXajpw4YvtK)K!U~1n=FSK~n^cr@@}%Gy3f`+CX`fH7cCcnTW;;OK z7Yn2kTT?4k@qs`8M@FV!V3>E7r`hE_8Q*0y&v|ObC3R>Dk$NqyNjb{3UN()YqY>BJ z*l)AuZUjq*8EAzo*GTjvq`BgP@4}Nnz>;+V~Yk0 z1!{x=Cz_$&?o59L%u@&_7~`$*nFg0(U;Mqw_m%W97^w=X+h>KV<>mO!qyXL9=htqj z;SDzntA*|)cDcYigs#kfw6;FuV61}@w6g@)^LCfULJ^5hv`Kv+&DC}5e6fD3VrR5R zENS)97jA6ap+Q?Y1M2`>*(W*J$wc1ce1oah=H2nNexu|0tKOubA&qv{i1Nigid(*% zl&a#93h?0aDqgQtg3V2IMy8jZSo^TU+k?I+eE~kI2~ET=$Mc`^TJqx0Iu9|DkXA#u z)%T`h;5eO_Ey$6@V&Io*pxPQbcd_!-EPOZ*I~8h$w4k#2s&}?xAAI`-$FTNDIGPhCa;TCjjsTFY!VPZLqwI<|@D3=u zf6vuGMegU0VnXXPKUag=9bK%coJ~`a5vJCpZLgzZa*1W4eK^`qB%$9UJ52iSyRDO; znu#J$Cf0o7R$j=;Y|`F_3Ullo+W|T*!E5y79<_v(jp*x#3Znt2PlH9Q!uRbGR$Mg| zzbPU)uyzWGWaQxq*cX-|)&#}xqXE;+pMD_?EiR4+C?3SS!90yjaw%XB3MZ&tO4`uV zF6W2b$MhIY^04I3NOb})Ajj5yL+{1&t7_yVZ*X7pei`9{23YzYi+p&k#JKTI7o&!# z%xDt|B*7zNrM}6a_WLztxyIcea2ho9BrONnp$oBQ{~5+}s`BMe#2P}``&Ug@@FNYb zfV`5LC>Rq-B9(#O5xc5f9Jn$0W3JCLXr_y-z?b$rEp@RIgnO?A-Y}hyu|h40== zf0?2t9NUOM|0RUIom{wTk+6V&XTKj7uYr7Xr2@-qWF2q~1EwCNNh%JA2Ma4C=Z#fu zqB7ob3~mLm?u53`i|raYa};A|I*YUJRF1~f*)krx;E_&cr)VIOwIu2M>nna>X?^Xu z?Jbmh+|Z97NrjANPQ(}`&(D=lJ}tPN=}+@7sF3&q=NMKoVLPiC`VjMKax+%{PPA5+ zRX+{>!*xkCDbi2C%OR6R;waD#1rN4rU>8Vc?jGO_jaCmbYOgCQG z1z$1QN8IICXx=E_4tb(h*HoU7k-ZmZ{3AyGA|5N`uuleo6Up-5AH6r^Q^)&R8(TvU zv%E`+IR<*!LyA#+72{Q}&^39b)qObGV8-&;$JPdXGb4+7SRa1x_bxLHg$ORJ%QMbr zswlj=S3SrVQ$$y{-o*vYqXk!SDhR0>%t86K4|jrZXLF<;+J##>SBqVdTgYLuXEfC{ zWGUJ%Nau`Mh%?C!S4S>i^)_Bdr0-sJ8?BK~nhSida*Nh9-RiKyW5|Ti{Aa z9>O72B!t02{&9&$v69vZ$;mD-I8F3Kzo4h&xnWVH8^jG3JXfv*rw8MANm$a*dcwjB z-~y_0+(XDi5}{A+*28L(;j*k710=1Evd(e5N#tDn(1U8ad+;{VeK>etU&Of+o1w&l z65DeHm7SV;8jo?A0VokbVx zNwv%8ze$S?{Rx)ZJ&{b-9hMo-6PnEf1n41EDZxK26}aCmuSZ6oT&4^MKHKi#I1m&j zHoP9fELk*0=6(8qJ_$VyB-gfmX<=WLTZFkf;Zm9|o8IgA9aLq{3JCFapHjtTXWux% zZsR$~z=10ry^QCV3?7W77)_{RiNaDT^Sruzr@uk;_*qgsKaID&&m3plC-m>UVL^$D zBzx6rkxDU6GtOJT{w6OV(}4_?MpS%i4DUAd^r3w#!wcTD{xKq?rj+lYEZL-Yh8(R_I&4?-nq;6Yq7m?y zjqsv@M@=CD75px>7bD0RF09zjEXQQ|1s&dq0M=uh&-*W-EDGg0zxUEHaIf)ixPCj1 zM3pO$Ag{aDYY>NhVt${UlWq6UWk#SS(sG83^00G`TO*E5MHGmAXXeHLf+W6g$kemC zU+%#<{(p(CKvmdIUpD3m>-{CkHsz8+$s3Q9groOBgJQl0RLo?5ZX=8%k%yQO;a@eG zf{j>i=TnZ8b1mTiB9vs688HPx7}!`BTn2>iOfWGFe}V}bF8f2E|B!l?Z#I_&xQC;x zp?x3ZvhX!6p^{`h|?A!SRMc%)C8*PEGZNN#kWSw)hdTA@yMLL&}N)u|55fn-`y= zm@Zy1Ly77JO+VN{{_lH~0TkI$jSG!2{fiKSL5kA46Y-TbBX6%LgViDmNsYwm&BN-T zf1zNgjA2nk)-p<~SPYf(lO%R>>^D5ZMxlBkr#<{)k04xj_?vsLBY4%t8mxPrWbHe~PsB;*tHt%%YiW<3{S*lr7%oc(UR;}1}h|6}# zL4$8(3xt0fv=R}<1?MBDDm$a8sd#ePgfSQ+wpv(h+(R6lS4?j_c6+NE)r=#yt-)|< z5!o~eK=)n^`a1(!0%P`Tu}dy}XvVE!FD;>>H0vBT_;S(M?LK*10QnaWa4XSF#w`1Ln`-u&SxpgZRMSxKU%3z%ixsmP+;B zjrVAtq~-VN|NWQObEz1HO0bSWF>6{3S_rWAXp6x79bxe&s7IQ6y=Uk$_BTST&~|Hc z|0AgzVX%tNry3Wf(nUf?x}v)PCn+P+=N_1zmLoy~$YDuLwxCS1lKzqv^=jP4)@q!+ zs?1aj=xe-I1+ISjDn{?6`dR+sBGcTGd;Oh>zdhPl+I|3FwSb-5z!w4;tjIXDdIWJH zI4QYZefSEXTNTWN#+S`=$K!J}Ud2tvT-!WXm$T<`lGO0AS*7q6tf+5c@&~ph%ilO4o$qG4iAFdiLx3j} znv|SgB4jz{XXcqK*1W{N3nsrdMo*+Td4g|OY}yS|R@+HC=e$%;XVytPki3RD(Gm{z zW-A#Z7ys{xJ_U+`PnX*EF7Gf@$3ewqVlpsM;`{0tLJ|sncs-bqXtYP`{lLDOPH!ZP z6Lq~=C{DKN zoZj->c&u&sS?)eSKVH3z2h46{6`#uzCnhG0@MsxctO84+Z=@!YP3S>N^%0a%=C6=O z?g9vn*Q=@-4>rzZ7bhJ4ULEA`ufHyNM#DLertdS>%9=9@AYsxX*3~9kyZw6VoYTXcQF zT3UmjDV7B~`v+{kjA7={rMWuqp0(1#UIrj)@X}DRm2T3lHaKN3~Z32}wjro^ml}Xe3 za2$zcsjW^{D-TqHK_8)=-hj4b|5XbmI75X?-(4XO4pKVPqB|4Ej%L}lrQM%p{%EX^5ScCb2*_E&9bo5E_qKItOm+AZB!fJtHK7nQtScNvPG1s znu(%ivc8C3ZhTiD8DkYgsW?CH{H}je9!AI)07;&tjB`-IQOtJG?6-p_)nF#a0fe5? z5^rFb_Ye~CCYR*80#k%go0@>}Zj~K;hlHv@74}}`)OEO&w2s?}?7`{js~c5$LV1dP z1?KG8dAJ*DAdUb1LZ2E&9O*hRmMv}kT2f?3$gKR8d_yVyqx%5gYh=UYG@RE-|{mmQZ4Jojuc;NRsub-n)7B z{JE(j{IrJX#{V!P3;dEZd%)*HlInm0i-VeEOMthb%lQTneJHmjZmy0jsvqj*F7GA_ zGXc|aCZp9l?$zynu^nItls>VQgiWi{5YHvj3ekY=spUGZSiu1Ot*CfLlEP|+5BcqrSwBn@Q`RQq@K-TKOe;hxRjM9u z2qo0%n-{<-*N9;8;7E52M(cc!zGtQJ%$H>~)z#&@>%sPH*+2 zLss|m&`V&7!s1E#=RKow+>$>~eIfc0uc1gZSU|OMtb~nD?|0usb=H@fUkiX6MeGs# zJY9x^#1sNYhX_R|-Ykwpv=Bv}MU^F!7-Ag*%D@Rx{FmHE%UFe7?`rE{w^4CV#C z)tOo3*<@~!RWnj7q+eREhq9bN`U%5F__e67rQjwdcuV4it#O>v^;7zUhGb$ws7MQj z+UQ|9OTcG8XZf7s7Z5GYO1z11jRc8ove`mz8%z-LWl(VjGE?*WiGc_sx*H^W-nV4q)4_8fXxM#_anjWWoLL&txMQ>JUc#5G?aE!y`@ z{gw||w7)T1btB1>myEs%vViU?BTW?msL{h{Sh2}%nD*c4N-MRd?;|k)ci1DX6x1nq zQ!aFCPwT*Nf>RDFF}R>Y4HhMR4qRrs6roTkQ1qy&AUlz7T+ zArtqfL5FA+NSMD0mB$#Wg@-0i$kIP~R5Q~bMsi}HHi*eVytN+Gpg_ZliC3F0S}7%* zgb!<`G-n3qYQ6efF!q+NfSE5Nn}M_yugfsQFkq=5 zN(g`JQr4H|ZuIh92B^9{S;Khdm)5i1=RpPoz|8b-;eQpD%YztzO$DlY;qj zZYMv2ayU0xZjp4$WmwKKTF(P>EPK`uEE`^Rw2{9dZ{R*_kEq&yk^+{}J?4!t<~%7z z%ebC>JHAUEx&o)lF7`9{7GORM@rewNWWb%PCTQIqD~Y3@n$X;bsL!6NDmkOxo3Xb- zaEJ5lqR7-9oLB9NJ=ACf&_vPWb`SoV?$#Et64LDb>n$bR(VPhXwF{VE5tCyc_-t#? zEm|8jX;5mISt5Ww(7YkPosxwO(4zu(@#wtj<(tM8 z-LtW2)B}C>>G$46_vWl9D}SXZ88l+@%1z2F$(B+zj^?7~Y5o`7A)w`=?Dc~NK{9GE zYmdl(O4%<{>b5nJYMBW&tr-IL1BEe}v+E-loxi!bMJfa9I)C);0G^rjQDueA3F{m0 z@gJZ^4D(2`x@ZaO12wmc@Bm2hwx#`XRR4KHMGhq1=bj>fCxq}k?I+%8jn=+F?L*q^h z7bwToiZ0aC&XulIDaKH|#irYc@nvZAEmEpN+ndk+EH$@{x$@E3mMc8`{VcEg-*_&? zx~gN+0L|8;$WvJD65wgl0w)k7TTl-2=t9%B>W3utXvAS{pu8%KI{6&u$L#xc(M!9B zkr5QIVb^rPD6WC3*QX%gUZE_w6uo5({2P0EvXK9UkV5QiG!b{aCLUkADi*_*M`;@5 zVkWYT&9RHvjg^Pr^4LEkruRV+J5998leUl4<8ooq!1VT7etn%g63U(j&CII^W4D`l znwg@?M7@MfSAKI~v)YK!b$6mK3yEQk3@Ppvk|Zuj{gV=&{3j8JXPr6ZpO?aj`l|?* zgP*~N7!x}!b=TQkoC-fH1A=GPZsXSM1X!yqUjUp{NJUG}Rv_ezX<(9TtdlgTF%3l?6hWn_bx(UxxrWw@$upMv3f)N_;^PgBpBp|R1^zt<@l&>5 z`-1pppaBDhNC$1mUjLm&>~$HL3Ag>yU`v2ow*JMpG1H{Ix_SLhh3l^H^upcTqhctw z6H{#c_-*e3R(zZ$08MJX8WOj8Yvgj;8`7L%QG7(%&yfme&Iy7K%Lt4_uj!xe*NkHHM6xXBPT4i6R*5}Uc zsWe>Qxr4$p^BcLN^KXf1*U(5AfXStu=D+KJZ_>*B z?P@@DJgnCq-3a8jMnU5~`l5PdzMRjB8o#|#?AUd$`-vehB+?rUny*w>2yK>T{$g{i zUp}kvi9V8d+ZT*eiy|ZcnP=#rt>C9I7!sdOW~zJ6*g#PF34%&AbE0sW4LPdx_?BFa z^OKlBw1Xpo#Pyvws z$B|1aSyXGkN9a6Fj>Cw*0sgYgLF2JBs*O0U|ZjDeHeyr5y?21T-0-d4uVi>7xGs*ir6Ab6m`^- zlKVg(ay)a}O@!Ib^K-;O#QLr{t_JHFtuP@$nBUKl2t!ouXMF=IGF1$?0qVh-bI6b> z^B#+gzabOx2Td{?cVjE3=gUWw^W5ksQ!QO3c2xTr9lG9Z42AxWUx4=AQySMf83sLI zF;t332%v3OUc4u*d%Hrncne?Jck(L0sTX2Yg$#%gsb2%XEBP@-uK_Y!ANgNz6Lc@~ zFZJ(zt&MHp3A5A(bV6t!iXmwXY~8}Nl700^m{<)f;(JDo!|a9Ld%wK`6#T~Z2b_U3 zcBE-;Qf=`FSt|?^#Xb=mZIUpLr%fy11eq_x8HJiPt)*J7EHz1s_OjF!P3Z8(HYx&Z z^0gu#Hf4~lvKmM~U@fN3`x(wr;?A+aYeM%tC<-%|{9+39fO}a+Nub%mcI;k(;u14I z1)aEqb1dbAsTg({QKC4{Y|SCp?#w}S?(gE6iW|Pc)&{BCBO*>Fm+6P=e-VQyT@HCd z)WfcC)7dtC)FuYOpH~P`o8*Gzt}66%*JJ$McUK@djYz5(v-}SufT93IQZM;OAV`{> zo?*)_YHcPi|4KG5LUut(+1chTqmb`!6{}9us0T_KSgC6Xg$=9%;Ouq+%n?){^2Ce_ z7Pcu#nycM2aVA;F(5o7_vef-K%)oT;tuxN4qf4fCAZB7029Tcj!Udsq35RDVbv+9u zD|zvJ^FykWXkyTN3)^;IhuoM1HVA}>D0T>vs*KYcX+xe-;Ppf z-ZODhi^)4mKWI52ht)3vT*fBZu2&0&R1pHtp5n4mT8Uk~iL6VjO?SU$ZFj8b*_md` zNMIO7fh3~)5K5dYId~kWsveVsk19skBZuDkCIhrrgI4mYqLi2BzXVe}0aU#svduF8 z;IE(3_T!Gw#@7fpEvV@8 zk2Kv}DpHGnkdm1rvlhztdwC8Mx@G_A^^Q|2Ovf-Io7aup zBwNxxP;2Eww7@vSQNJrj54cb&^o8P)7A zlgB!yoPoufSCEU~y+NU5!5Sg-(mJ25zeM% zGpFY%`So~19^F$6JdlOh`cnCCK>Y9}|M9rt`R!t-{vm*2aSdmm8z=mXEa z)e%%OBIm4d?fza0t%goZC*;=kuU3YnWoFq*+D|dWKVPvAEoD7u8v1Nz7m)Vdxyk63 zsEl~#Cu|>B;7`z!mXVyOIp*v2SN_6aEtT%;>5qKFgNCWnEMXNn4BA#+-av>s9;j4(53ig=-=fdRcKi;A9dP`5`-7VsA(EC(Rf1WR>aM7B25>E}QWi~6fXkfVj z>@~Tlk5~iT51v0>hjsA^$jD9@Dv-uLfaDH-Fm>SSj>;-r)5)<<9&)D411jKM8f#k0*!9d_YO+~1 z`l%Hm83Svez#Vq~TN3wXU=LJD&^IsVYq|?XX=#om_pILE%l?0`cI&qf@*P!2*PQP8 zomNENW#IS))cnX&Mt1smL!K+jDf}c-e{KvJ9L1_hu7FR>d;7X8HAW!dhcR7^R{2Budj_*lVAh13&ny>2y`lr8=5EOM5Srz>{apCmS2j6T7Y!>O^B5jOD5b+L=WCTK z!SFo)atYTbIbnX##8auu>0hHj)&21Vds2>ZK)S=1bmvS)(*{3gV57NY&=I$=z%g!? zC;y?utR`t)^-=%};u?<^D%S9el>W%o+NUle3sp`ms$O_+hKpROkSd{ob7UKNSs0;i zw%Xq`@)Vj%#0^1e<8ZWti8#e}sW|CsA zWTD;X3e2v%RFs~op`Jg!lwiDFW><476S7Uol;6Ia5sL13#YMThjaBGAPX9cur%ICq7`$=6!B zgw8RzL6Cz;@qAb}G>w%{41x$|xv#X3#QLE-AHDIya8fc}1Jb8;dJ}@wU>ZsBxqgSt zBj)4a__*x7V~{P;x~^HaZQEL9yH?q@ZQEF7+qUgmW!tuG-P-pcPRHI6eWIiLN1wR) zBO_yG#QZbIGrr7c%<;X4*P*67Fywzij|Qldp>vwT2?b^jxlge)42pNHzvO30<7sLN z93u~92~e3OG@3at!~vuXuzJ1 z`fgG>A9uk}JkVH8zo5{P8P~=}pNu~1^0GlugP#unkRWSe)LhMgI)DVCvSNPasb`2* zkBLu-fLw94jH#>$2FyI<;tx7!h+CzWFgRU1)_&w!L=5%I>0f?9ybuAU=x`X^i|v`v zR7y+<>y&KPC2~*;LeT;OQXo9YwPx8n^0C<`$?exl=-@f0HIRZUG~Wt_5AFaOkAisM ze6(WhGWo+oiJ2LtA${Mp9k4I9a~G`=onGHIyZq#u!M8BQC zfpjI?8s{er%xGHI)6|yLRXo=Z=2V=&&0?2}o=VfFjIV621kBFn`eUkZ6yzXl@?clJ zzrvrY`6MAIqmE)Qq;bawIJdi{tJ0F>GUHyIagRt(4pU05KITxC_O3IGfLBMXH_v{|uNTVdmK9b9mM(o3heB&`nK za!(WS%P)Y}1VK!6Ec1Gy&p5bd=rN2I)|jP$~qR3#+h4SJ_}u}H$(x5*G8@TQ>|skS zS2*VEr7Zw0cpL;;M8)gp?S{i_zW6KJrH`!s!@)esmSj&3+-hO$_E$^1^XlD6+ubM6Y?xf3$+6;p+&=L&UBG>_erI3#@YsIi3qnct^Lwr z&u~Jm7p$9O=RO~fjjY`{YY~1vP$*=-$wqFSo3s~g+L4Vs+hp-qw!#1o?mPXZ<;z*pURuLwSaJ3x9e8j^5iVS!578=Vm!yej2-<*|hWAnfZ-IW> z%fV)2nmW+?icEz(IhvR2x8pZ-p9r{hgI>KG)$&5qeAZX-0!Tq7pUj7ayQXIM?`p2eQS4}W{VK|->F^RqYuMDtUBq{Tt-;lLw0PA`vJ7Sl61fmB^-4BHNRJ zv@2DFb`kC}v?muV&)YLVmy|1OMppfsp8a?0W}H&=a@DtsAgFBgeQ&sce*I-@H2YuL zz~&Kbu$QqxV98ue`N8uii3{*?S1~W7`@`ljS+-w$!9L(t0^%nLmjw{7g+teE(EhXc zV}krcG8PGmAwZ8rEgYEzpHzMORV>+5k+fN{m7CaV^_#37FyJS!5JWEky0klV4J2pQ zdn32G)}+4|k}%lcnGA+2l16T@8b_pz?y5WTPIG&y5|q$(O(A6K)&&s7%)7gu0LGw# zfj+4`r5#l6ULA1?d<;;kj5v-FP6nE|vr!3#i>Qdewe1pCpeqL(RqyMrlEiFOWhUxG zRd6MR`Zp!?Y3o?b5OKMQE{NGMpu>1Y+|}H|uTUUp69F~$Cc~J*PbFBgj6bg4GwCna z^OgLGup~MvU_QfD0n2sli2LNEFKoD(dT=AoYRxq|5=G;*x=$Bt)8>QUGifMI9~s_^ zPFL`h?mYdjt98>KtKd39+)BK9dO5x}li*Z+rJ+f~)t=0v`{Hbf7$wmH76(y{N=6aE z);;r-iWbaH#_X(6)WZc)msf(ul(u_uL5xa+#5QGhE|xc*%S5ZiwieQjtjYV{x{ECWZSl%j^G&=08j>xn9?#NsYIB*G`Meph#=i`EX1$rX=J} zdyPdZ{Wk38uy;Ggd?*RnI+@4SwxW9hmJ0!U0_z-(w;{PxLigKvQn1gzmvUFlfY=v? zQ`*0ga8$ainjH-Z6_S$%g|(un1R_KU1a|gHhjF<1<166gI9GKBIF9|v2^5*mHYCmS zHq}ltDUFf@V{ZUYYb4#%YZTbHdz3>dGXDU&3b_gmI-l<9h}k z&VQnO5N;qZf(lJ0FZeJ*A#W;X8}hGt1d1tItt%}s37Fm<2H9^b?mM_H$xx8nFD!f! z{2aXHu3z2Xl)-Or3hM0SDJ~y&6Xx1{Q(lzx&eYrK|>085`2@ zsiSrL*r$!u?EQTvvo*${;uImILiPzDs;d|8;LyYSlZI| zXq)1FG2LM_nELgo6v`^_R$LuK>mc;xx$LqIYho7BuQB7p-plg$Z3Oa8JoqyghR{wy zlhcIg!3Qm%S3lt9-m94Lo2w}0pRcm0hL9+X-7w@zIcEfolS-=Jy%;@UNc~-ht2La- z3Co>K1u+-x+Nl_Z{$|amy+| z^~sRD+PbJ|587pm59Te%U2WiNqlgy+M#aRI4F)YbRqe?3{?ormFTv6V`dxcnl|9~!I398J3NXqu2}0j}qgh&CV8 zjh;7T_d-hElPAFRz#g13ViP)C!m@Rl%8!(bD>0GL11=r)_ita_kYyxHVWisW28b8q zdrUHrU)Gx?nT@)u> zS7Y;NE=9N-|Ir!1iea%hSA{ z_V7J5=L0>D5y{^_KT~MORo}_J`ptrzvim?kljPXoO$>n>)}}j=d4ZJJWm#g4)m>05 ze8%E(LzEY^NAo7uip;tM?JLNSuXJe~+%>RJ8|fnxHT^u~QRV&Jn?N$$OhX`Pe>)Mu zRiX)n15zNs`C*03RC`y$3(IAJ;7{C^YQ2f6iwdvqA`f*B*DcAh)@aC6JfU@K^Vpfn z{hhl0C%|u9)2=Nz;HZU8Xywe_$F`90cmu3?^`^0qI_~%5A9mX8l+k{guwTar$`Jd% z;#h#4!UW_*RbJzM3&S`Lf=}0fd>u7F)V48Wzo^`olKjoZ!o~U1Y;F!XIw^-X8}2-N4S`RO)T@0HR`pahcC?b3W%rA+U+q{7}M4lH$I(in8UrHSFD8eN0#Fm z7q3RgCBWn;W5CXFJy-0kl%EBTe$@MPfS>wwR{#L5hA&wbUnc&--@kl0I?8r_AZ;d2 znZmOAaX%Rwo{*%ft}JNR5s+cne?S62@^?fA5I1r1$PUHwnMv^D2RW^$k2uvE-8)xr z@_ge5-ltte6+F8>ews7mJvgRMI^4p=GysAV2495W(QN}!8w$*#c7i~`LG_mRjiDJbVA`FZzr$^A0Ts;q7jtd zE2HL{ur{>#RM-U*3vA@1!>a8@bqpYd!Rv zf;ih~m|tl;V=qS(jL#241mu(NF~PmntCv9KQcngch<|@5Ods>+yiXtwe_H(ub#a_B zIC(vZ$^*hfS07uCAQ>bx%m&{yArLhfCt^}xU2qX!ry(aMTJgp=bgaa2>lmndX9#SVi$7G|~7t-|IJxQdD6v_q4O~coweU?c2Yy*XN<~OkO zl$~wRIV@HZ8Vt7k20$q*HUIsf ze-oeGMtgccsE@(u-e@u~E1CjJ+63nxZs!t9%TX`nQ17IlRJM7=G8vmlwD#M(Bv6pa zYewQtrb9eLr>{hTbq@0VIlnq_9?E8d9c6(b1OaC$t9Mb|_Oi3Kr%Wak2HeLzQ3L9U zyKUc<>vRJ}nAewdN}z_L2mM+Lb=6%9{dUx@D|G^$$|>g9?tuO)_`%+bHePs$+0Wjo ze1TqOHz#E*b7y#Au2Hn)sm>);{n1&M>iuY_I!~*=&EpLC{W**m`AApoo4Ldplc%5B z3IXTDig73B{fmRtL*`C7F0~kL4#R)qC24+9J?mgt=^piuH6fgo)!3i4iv^DkiDcG1 z)~9lz``ZURL>lyb1_LnAQEN*3phLFgcO8<3C-lxGT#r-%s5uD2y_ra12JDL;wW_SNfNy!_}N&aq9+>>*Gj=IJz;HhRSUv$x81 z7TvJw*)GYa!a(LjnfRQXU7wa%584D3g0K?t`{$drrD`)jF&!u)Phv`1^C7&fqdYei zfP&TDz1tZjMuS)+$SAf-;0(soQQy!I%Eu<;dtIW%LT2P105?WS`Nm5crRz5)`8Q{{ zv3eg2DDcOR;LYGvx%O4>w>;z3OEo_B<7dD>z|vvblN-Uayi%z~|dZwT}2fw+5j2&rsu z{arJ}*#e+uVAZE*9Ed|Wn}OP|Bc_~bY3)qS17^#+ZNm)^bAh8uS*lW-CbQuoT6UVb zz!*LWZEF3+I+z1CHGwW>X+BaD8SbP=LMsQKpz`3w){mgoGXFyPiq97qA(>4QflhKa zfcK`K>CCOz<6uu@AaHgaNE7pwH2c?3>`dV)BvY80j#7g$?u=-t5?W9ABH?XFyDDXF z#+upb@d*QmaL~GY#i!FPLmLAt562sFw}~=BASsDJEz;KpA@0!ZaX-@S>HQ_D+=nvd zl~o2^sve;ZCo=taMD#f2RWg(UiZ_6(Cd&M_^eB@6q|bu$I>>pYf#2i{x)Qa=qh+V* zVN)h)*Umo2g-0oA4q-ISsDh$YIwTNj~3bBMptx!FqW`wYMsExiS+>hrT;z4Gq8ssFd5^67gl2VF92&lG~+I)2iZzCmDGokKwmq$q6DZ^m?JXm z?l3dtNxuT}JhSRynN34J-fpKQ35NkGijfo=7lh6DaBefv8ikRMOe{fG+J>+zdLJWK zpMo>~T4*=`~ONvm`jtJ8SbA$KPPM=^PCh7aY*LgdNfG9gXC^zRr|WO4r-->-033 z0=ST@J#0$eJad!Jr%T@q8gmTRWn;7Ck593qYlhrrzgsV$k+CHBmX`Sg!E4EwKotmV zEK!m)tQJPm@=~nRb7w~|m%{NpbOOCPaq%S}_~@5$h@S5pTx?V+MYJY&#kh|@`hfBk4X`!`n>M3=rdP1kwiZza03P0k zOTJ8>Jsom%X`OQlcMNN*LHo_gYoLfs?rRd#JQf}yG%FBdLqPr~YFbs}{w%r8v<7V- zzuuBsr3orjCfa7LfcFQE(86dI4eA>V#gv(;wEz1mmr9E#yf?Va|~7PaJ92flK7Zh5aC_rLon0`wJuxlNhIkly)dH z1!I6F{f*cuv`f1QgQ64aY@KAzH#)MpkK7w!-WF;0 zqA`Fw=PrX7k{*@9v#9|6YMp2HgPk#nG-{`b$}iIGD=#2kB+-8l1kcGE2EgG;M2lK7 zg1qYPTN3wm-U(Bq{uDYUeS>Qid%xBOHXz;xBFvnk!%6RHiY|R_xR;i=$r`gBxx8X|Ud^J3#-lvn(P6>sJ1*ArP zpNSr~jV&z~4jENfGt(k+NqI7!(pGuYF788jI@Q=CrLqu4gxpMpktlsRKO-)kYOS-6 z$ABjTW>0_1%ETu~HuH|fYWGPAW3GGm06KAvz!R0vtXC}**XN(@IaYA(l!h`R1~xfd z@jjEWwLpbC5@`I&<>TH;BE+RRG7b|FdE6R1DyrOc^=EBpR>7A3D!C_C0uh{-d%-DO z;yobO`%yR()`(gPr$5ip??U0Pbxs51Ic--5-NCkcmaH4l2-s5=0RjO={`(jh3)rfG z4CbK1Y4u*1ARiY)I@Ob3CWw3xyGn%X@>r>pOQo$f)xwEC0jaB@$;s5|9;sbHS@&vF za8w0HviK5|swdL2)mT22HT$D3T$BF3Yvp-Mkf$3D8_4XD6Pnqw(9WGEE}`K5_-z1@nNj>~T0`!w!4i!H8Pv$Ilt)*f5u zB4@q`g-o_kcHSsFQ6TXXko5)$=hb zS7y)j0avUr_r5_Cuy&b7hNBUoO1!~DyU0WwGRn~bte&GKCbKXk0jy#ua%qU4m*I6? z=+2^ao3$d`96N?Crk)CL4Z*Hz?K!}e8ip+}>fAeJ0)_^WVB)RP%4H2+^WcX`SVN#hT8Y`p z&d`Jvw(2Cx!xc7_`BFJQWf+fMsYv}r+l$Ps`QV+%KmS`zt&8#lLKboD`@U)0*+%CDY9E1GBKA^=?E15&k=$FM0%su)me`J?8h>%t zDMu8@3|@|b1}L17na%?x9i z&@=A-#{vP@LiyJVxsJ@5OltTUVu+(SjT(JOn zxkyw<8No*vJRkPNZ+$8QkQ(D}V2MGj6sNNA$ZouJyzc@{(>TsIbAhySR8NZ=ph~w3 z|GMP-*f%mp(#{}ezt|YrB@xrW_;@%;`7K&>rBHkdE;6AA1oVrANZLtLtb1@mvXnVs zf4bkS@s4hyZ%#}0)4k^|iG+%ih~}D;)LyPGQxbqa91qKSX?BkkLurs^I5V7v=+9Ig zk!7s|aj`QqW}CpP=!%oNK+FvA?3M$D%8HlhycPCjBroXP<{Ro;+pnsvFLMW7W+HDa zDPYM^E~Y~wJ!{4IfG)WYj4A;0hE)K3?qBfepeB;GmuxeCR?qmw*2EyVla@wC&Fk`4Rj8?W`Z)vV4@4$??_pFtZ$4pl+wJ@Ac0w%Gp``Ev=YIFD zguX@@`|03F&T|*r)EQ5Mikkzi7wDCot|$=XfC6!*BGKglL5Zx0bUCb~~T+_(_1{d-Z#>kHK%Ad%wm%Xvp)paJ8T% z^_ul{7OIA5=R=dFeu4P5-oPyX$qyieA9P0n48JSR+_ zaeKMxrCz^JXj#4p+g)k8@z}X0URjNc)6YG6{9q1YyA3j>#5gg@=aDt&pEO-&m)~4e zA9@^BsC0O6R)hM*hj!q21Vs2bV~v=ACeCtuI3}(}K2zQee!h?m^p~=3@eYshRmBmn z`=;l3EGe0)xjLZR!%@g3vSlG(6cy>#EIz=ec01Uveb(KeT0vlYfyU6y;7gyvAW@;M z_2z+e&{JTRc}9+H_gciW+e>+O-e^5b7RoNRSH;j3LKM3t+qb}6PmA(%=({-E-UWz~ z0OKUW5!_u)62RFh>p~n1Uai(Xm%SOR3SL|YqXznCp@~k6GyItU+!UV%@oxvBmG$1_ z{a&LgfwH7Pdqr~fPxGX(;&#IP`Jd!ThE#g#@WCc@yAU(Y5RBptR#v9XB)oRc$qN5| z@G0Tm(Aaa>!`_5B9Q3Oi_xUX0o48Zx{sl+v+n}wdq9xboaL`xhzwrJI_OHP*1d=aK z3Y=!x{_wPtj-+|U3JF6%=lp8@f!YrfrAbp|g11us2$h^O!nJPmMZmFQ7W8|cJyxUV z57p+eA({c33wSZ;jAQHv0?>#>L){TrvA`$p_B*J}fU8$6K@@^mim3PZou^_vm(Kx% zer&AMtFJ^BLtqx1vW`(MaN8OpVSyN7_GTJsBMw1DpUp$gQAqZ*p??%E$;x{)aI6AB zHQJ??b+PI5-RunmbA%5>6pHPe@aw1??i)-%CqZ} zP1|2Y@Cd&B+Px27ZX~4{DqnK)`pZ3{8AsTpL59`vSGk=X%W*wIenN(;^2%nsjH58^ z{glUc_PwMp-xW41x3%>EllJE?8G78Kdod z;?an#%y68&GeEn>-^y`Rn7NLb$nfGvXg9dJg$iOU!^9+vyikNalEw=#XM8smhid6< z?hYm`tRQ1qynDZ=XY8uKTh+?9&C_K6K&4Mi3>S0cq9aosf8^B|_|!oCWl>`dKtXO} zvc>vPgy7AWfk8_L)DWsxxRW`%dbZUAD_lcP&gLFPxITUZL%l=B4!LJPgAv=K4>Luf z)@FNCCV71Qtxushb}MS#mM(-uqyMVIPKELK4>?0 zt{puHd7Mwad?4}dV_$0Ot6G4fH%h&vFCl6Lv*g!AYSE9vnL-3qoiX@HwB$}`<=M9{ z8I`51VJ?#s^lCGlagnijRV%*&Uv3NHq=cleJ8UL(0VHjZ0kr{7sqFcVVqOicH4JnI ziBYu5u=^OXmRtsd*V(Z2vbs>DUc~wrtl+!LqsPFXzx><(AmjIYC!Kk^u|oWQ0r%4N zv|h_D3gX*@hjNp8xKZZ`DAym#jY5O=x<6h8(q+F+=2=9r{>o-tdwhO)0))4dBng^d z6@{YTL!Up;J0T+otq53m-sR}j@+qn`_ys}r^~>=tov2=|V}wmR{$Y~`6WVg5!ej90 z?1I4GYY686sG!4l7=FtrDK1C_=jM7Z1f=B@WNderr(O~u$6gJOC<@m>nzlYd>#X;* zaGXlU)_fLnF@9EB-Xbv~?#oAU%{tE#*QwfCrD5wX8L4SkNOs*@2gmY~KA$NZgyn26 znrLGU-<|$TnQtgYIfI|8OJ33fJHn0)pm?aj8kR{{Hr9(xk}r~@!Y!u z>&v@wSQQ1oE}|0h26#7Pj$-O{UymG6G*_zjutefxUi`ItxI!B(*kFg72IIrY%MzJ) zS{wH1Ga7}ORvN*yJ^JdfC0sd5_H_BSzy`6fOwv(pu2Gp7*}MStNw1XTEUx60I)`Dp zpCwpc3aj7=(*o=`>Q`1+4-;nJ2QLf>-Lw~eq$L7(FX5itrPghCi<6667Gv(MYhl-( zPqWf#62eJxusnr>K+@UoL~bSpY&|i0U1rmC?zS*7d}aD?b(1A>UPq2+;ywf0NmJ+q zT@@qQsi8I_;rv~F9zgl0y&EF)iZaXERRd91RJz)%6)3ZI&3%D{g*%cOW=B;#Cwd=<79C+->9&d6+mQ}Nh5_RC zL|0^@DdSS|BGLz6paVYP%aC7sr)K1NEw;K5t504&r(4!*-O029@zjdVe! zUvW)Xp#6tbkAu*>w(+{HXaOsGR~e7G-}zTEj2=zM`mv;-O)4ziGCjCLL@|ZG9@H=h z28qw?CrDUua>?E454b*q1r@0Ci&)bO5ykb%>dWf@`;Du=5Sa`s$@>UpPyz4==zf`{ zT)-5!QwCx6Iqpj9Y%1AshMX!`*zt59|~ z^oArzLSpIr;t-`^I4xwbYl}Hj_)|DX*q23g=)r!ph#>t!vQe~#k6cI~fJ)?AlZ(@p z62z|nR=cjz5P=cr{G9?cGe?a@6Rd1X%H;w}bg#A>8T;j1%Dg-9o?BxUi_TFMrNTeL zy|ci}94tq_fdDJ7sjxE3cG_owa8(|EV;rLmCJ}u99 zbcYg-rs&gQ=c8xmYD{to})u^@1O?YnSLjRC1^i$Uhysn#6GuNv`LN*uhjs9&dYt8V9~*^H$`Dx^(<2T9Skz=u9cnSzWdsi||oLli-~9gpJi?w%{VeY)%%J-&Tfj#8T8X zhC+T|zr>LbQ*MDje3y7K-#1)8O}9Yi$Z_Bn-;59HcIsl#xJ|LK4P$BL-cr+9CsJvH z2CQZQX27UhKNjSES;4lTq?!x>JaJNDK<(zez??|_6~&&0+&;N8A_l77{{0$k*poyv4h+2(wGIw*aNLLo>U$`FyAT(Sd z<_gi2B%M(U?pR#Oy?AXi*2_`Psv6Kp5_pySB@1u~g!BnC1&CQEKCut^q-sQF*Sf-Kfg&iL}aj?OiWcBZAi%sO@dUizuCvQN^+d06jHNHxE}Qk=Go z2*(|{R@-!17ueXraqgFY8CQEq#c}LRN=(1T!90}Pd0J+6uUH=ypHD}F++G-fIgKb4 z8m>{VCUqz$;>-XeE<_v?pbdi7Lgbs?1S9Vh4tH1-5!?-XMlF>c_asei=@EEUjX-AR z?>9HoT4E4lxyJp-^ic8IfkJ1I!|x({mhN4O2L4uUR@3Y;p;<>9j6d4f-{yZ*(MH6h z?qvh=tFSTU0eVAC>JQqaVwjz_z7osPS+rUgM1)y3UqRYgt+Gu^g-JyTU)yxc107k#_*c1;AG-e%@;$_N2 z1jv<2$iR1Q2D*CjqjOsX#qX$&bn$hW2{2ay@q$9 z-@{8h<8IJW`5CUt6z0|P0W^N7^4+sdtP(h7BP^5VdnUa{a72IywX2n<)_-s>Q z45-UKr>;D0!mtRiA-F$M$XUvpCI_wnCcbf{fw)k}g+m32L921HNE@^7r)6sHowWbf zb}2Wk2aUUykVKH^yFqs{Eii%;`hAxPc?sVN(L*dxN^|bP zmf+=49rwIhT+ktl4x#QPm<491T>v6~sih_!+g9C*t%~#X^=Le`cvZ}=;ps*@hKt># zg}f(R@CYB-2xV+z#+iN21KZ?obt)wuzfh24UT5ZJJrQeo#Bm5lVbH|K|byMyvxE1 zGJjmnq`leM@UCg@V&TY<1qa520k1->lGb%;_W8Yn2bmQU@ia_{o+s6S3)2NR~Wy`~s!i2$js#s5V4l_s1GAA+NZ91FgS* zFANF|d|XW}lR~wYU5zYNN`Yk$hzG@^bkG^S!cr-ALQLfF+M3Pmco%4#9ZPc5P*1{{ zVuw&4mYX;eSga8kJQ}itcVNnf*6BB)wk#9k@QYsN+bz)kM2uqOz3&TgNo$oqc_ujG z9t{ZhN`jOhsePU-JG|DkUlw>8XY@S*vl*%rEL12BQaSYwN0l?qag=GakZbI~AGywoDYDQoghyhn|9#nS1N0>gy(@2&FVIdGZGDLeK zyZp=#K_R7B`iDr4+dRV2QaB&M4;XKxxzj5J`?>IYrT$}4i5zUyw~f-Y>8J=V8>I`! z0;C-5A}<>hV-bNEtWGYUqx-_Ub?&k~R@wCJBZ)uL?sIpJ*-j_-g{Hi+oOkYXb<+tl zUfB;D#}f2j*^NIRtQ|{~{M@>CpKF^=p!3RBxVle-$|+HL<1T7A&uY`{elOa$?w9oN zej1ZpUPYhfX}QW9KvrctdLznNLsn^v@f;iehKtPpvqSG;Q*Q9DsA2qPYFIc}{`=G< zNZS@LAcS0hKwT3mc;u$Wcqv1K{}mY1UoQ_==^}d~5&6mej%EG!;lUGMRE86XG2O!K z0ZtgLdG5-ocmwhIm{hYy9m1KWH2aC+_ZC$RbPGfAAHwb7igM4 zUXxTr^I9=lPs_M}IRLd4^{0FcmiE)Ok z(u?B?J&;_2T05fX!+8YlOuUaQ5{YxqUG#0s+jGJzG|(?HFvsVfGOae47<8@r;KZVj z(q2Av$x?^IMRz<1+tWNq-J?DTN+q5S)4t4n0KE&?B8a_<_JbYL=SpWOON9iAvE<)FTOuG0a{!oOg zka6r*nn@N-s^U^?ND^`opdShO zjx1fj_2=a`@@y);%0n;n=#b)-ojJ6&Pt;kjcw;+1x#62v8$;%moLC%-!_X)?ap_oME=-0P+0I&Rv>s_T#E zs~bP7KWk^>?@=|;2C3?;A1|dGa_adaHx}$)ao~&glYn9NegTTI^XI0A@x%h~N8C`7 zf!6}$LXNNlEFiRjqxkg?D!36i`w6#eAy_a0h^K@Al;_Q;`1iE|F$j4`X}`eq8`K&) z#Yq6+LSmGelIWQ^&HiD?9MTdE+KmKafFHmt#6}KrJj00%-G#9*;)Y3)061gK?0CHO zFulKRANTF}I)hP#F0>zsjW3{1!OJ0jNofx+Ky9ERbOBZfX?wA$haEcaOm=3xN zdW81(IK<%EI$G_mJ4kYyZMaE%n@tS&^c^kez1zkBy@Zzx&SGpOw&}n*)4!$@6X`AK zmT^NR?Kx@hr&-Tl({Q+~Gs$9({ZFh4wjw<#qo>vjhMOP`ph^FAI+#E&_qmm=jG$>{)HPB@=al9!_Sos^|M`YiCCNEn|qksE4c zww{yme0s=ltBbt#ISP93>nBKBY7JyH1ZPXz_lt$BSP?#rp#7u4bxFieaQn-^zyAsZ z=KmQWaQq(-{tpQMEf5Oc1E>BK2rT~!gkS%Es|e%?pGCZI&Rn}Y-OB^B_CA~@aE7`J zqLjW?zSSL1;o)LaZNN*`NzSk)>|*m3aICmVxM$60H3lnqb434m2p@Qi$~NAo10G$U zzSql;_B_cyjF;Zt*mXbQlh_qv@jj(qU%mwI_|BimvZ61UpA`h%pS2jI^0WipyqNA7 zsy~$l-lDk9As;8{g03mQpz`Fs{Jnm?29Hh4p<8DxUrDsCvOPueO!+=AB8{6eeJjVQ z!_iBigRB<>3{oDx0t^XI2$5sp000e;?iUHn4;$yn4@jX!6AZ2ZE?zhennwog=VT6% ziv?wkijheTz+5=I5Ijvl1I8tao<=eg=NIQ83KSxW-UTsWK4C13F+~Az&yXq5&Zy5` zG6m?4F_kMiG+>tol4~>2riowU%8Fmp@zHW#GiBGrj};0-$+E;U2qm1Wsz&ho( z_+*nMJkWKNSCyZ<){>gHoA6mR9J&q0^VLL}tGcr!t`wg_<1#qua`y9_IvxB3I>~w= zz#){7>%fr!#1VN14*<{rSO77>{ji9h{ea|J)u7-D;bO&8parGD08Zx+_awH#qRX|s1@z!R7&i<9bmV;EPb)JF#K0Q8WX!d zxigyiCW%c*u!o5^WS#21TOrf4lfUzc{kAN+@QwNE8p_-7tcb)U1{xn&HjEhLCeZ^D z6qfQa9%^lF!_iKaa&edA=55(qlq=F&PNs~x%iM9k7otKH3$ zGXHyFE8zKGalrb|9I!ES{P*j@KWiD~AfscUz1sh(W#B%a&u@v{R-XW{_+oNQFZwn< z-Lz$uHmxT~ybdlVGus_?($}O#?`Ipc1H4y0J6?Ip;JRWHF56b&rT^!0Av?paa? z$~T<_((6w%vbbSCOB7!aq;%ib9;DylHn2j;#URWs)871Mm?eNqVyy+-HiwZMw2zB44v23^<`kR=Zty@IJUz{+4~ zlNq5l3^aRSu^8*G2u%Q1SAO6T0^MFwjA!522p}bHHE!VnsQP5E@C8f{R z2lPvBEj>&zLrQlTnld<0ZjwrW(;(=bFqfTPM*ZdE`UXwtECuo91gXD_ycniFoxSYO z`!M@^_+KNGww61P#{xm@(17qyB*=OaS|`X;z{|{f#{wqN``jZq8lc*N{e*vl&Y;|6 zEOCe3_uKYoa8YiEGT9LOdI)rj_7h4b?4kC=_3n0`k^*e7---$?C;XB7Z*Uc4L1n~w zgzN-4iD7wWNrBiC!q^enLbU@B&P zWcTzip!Zg-n(V!5Q0}(K*zJo~wQk~DHZk&+ojd9>=K+1MeP_EjRlt37tLI^R&od{- zS!gj?(HvuIm`GkZMskGq$@p4u`nTGlNwLOx4#!{zRg8{k#W}Y2vqw-jv6j{eRIt9i zEM$DdTNT_BNv-pX9rmc!!c{xA_#YxuR_J^8f#*kLcC&iVcQ?FG_h0;d^WwgO6=uMr zNvUMzTAzOVYWfE=Lz_vrPxk+t8R`FIraR;Rb!ImIpE85&dyv@j>n7;_XZL!rAGl{c zWGxBZ1LU#)IcDvT!yLB9GlHuMs213b6%lj>MyjFjGP}6C$&epl1f* zCykuPP{zwl+@U-$2Z2v4C&;P2Ln+f~k2~q6O@8iJG?fXp=tpV3Z2w7oAJT;?`^{Uyu!;6BHkLyr5(eY$ciLC!1d@q-pR zudK!^xB2CL;m@tCcka{vV~G@AS&m`%irjbWbseLgVJY2zFC(2x@Mf5i;@{|IJYjXZ6hgyv<~OKm4> zTM}(e(rD|ZNsrJzSU<~7*ZxiZ%QZSL;p*+6NYN9mI3+e&uC@12=xd%p1sORj!luN% zSHnG#)Vh7zV@>EUUbPcQuRbiwWQTkWoO(hOPkURx6?>aL=LD~Y|L-~z_8)a7=ke3h zk-_RMs)Ks}a^Eb~$xtA@yqdLSznJN>*qcpY>@~i~xD7^1^ZOt2|I+3^=->96Tz74d#xxFyxpFkEgH1aW28n`)-1c?w)t=v#S_@>q?1Lr8H_}9|Xw~kZ# zHTTwDrsyGsI}9}iTqrkjHQ;Fo^j^fvUVp>>>S<%s7BtSH*lO~$FhehfsSh`Q`>SEh zp+WNhQ)m85ouT&de)vb7d7j~E`j0w;_3w3NXxJAfGJAXnzYm}!@Lw^*@z2a~{H&w> z+wtF9GF#_F=sZ`g4Fx#u`^871KnDX{Xavmh04#lTQ~k5K1v1Q7s2TqCIi|rf!#YkV za?!4hiwh^jHOGf{%B#mWn)zNNLie_nPgXng*LHL0-c|Lc>#;VD?6%>Bp|3WN4=P`Y z_cMmnC!_el30v)T7AnG{46cws+hicC>qFRK}ioPs|~o_8Y`$JyiQr?*%x5^ve6122D+3=w) z5Lkj}6+a2cK|`Q@&R+RE!_Wr z*Mij&_5#i<03Hl0X#E8ME;Ciff3jD5GNU3%i@XEqmP7iGy1@*ePMRxF zt3L1NkvEkNwgACvi6uu|*-#Alh?VxsnnAU|HobVDJKLhFx@6t!@Z4=X?g1&|vH|J2?Ndfo##w`H3>F20G@%Wjp#iCl$Yzs~rln#! zL}GXRd2rl4oU%if7oH>bx6jgq->Z-DHb%4q{07qqf2w6v8HYrkR`oOE8MY8-uw*C0 zDjk9lxQBhn4wmG|X6l!d3G0iG)HNi#hF%cff_%b z!nOWf&~&-eALV`LYZSK;O?qCFuh>SXX`7Az~{*UwfDMbn1HD!M*s> zKJt8{e%==;%2PVGz3*fR#*gHXca3zgYR7~Mk$z$2-!byONM0Rwz) z+G1#KBU$lCn~E1b#cRWLe;o=~&8qKt_Se6Za@e>!@0*WPI2WqaIw1c8)PO(Cga7+N z&F3YE;ZS6pA@frZt>|0A#bm8?$}KET{dP8pEbQr4y_ij92(EmfeesmNrzXYFJ^U_l zahUyjIwaa1p+VGo5@Timmqf=3Yec|k-06VovOqN3gGm$ag`xGid)jKm#;(b;>A@CP zbk*iFhK2R^xi_d)q8hVSt3sT@P^F9O;pUh%@=gkNRV8Z`L)q$HW2AKH=G=YZgX53b zsv0fXChXx+3-#Wb7h46s)nAWJqZO)^c2jY4Q8wz#iHbEGa5MPAuX3n6lc1QP5IY~x zpfD)U@X?^I)P{BW{ek{y(CGe!2*u^I-B39QNzjP?2Uvhv>Ykj?4PtVB*~CrcwgP#_ zn(~jzj-irhC{*Q}ER+_2jDl6kz%Y1tUBEk7fASB|ofXg^uv09&C_$J+*jF8!R49zj z2j<*?pIIIg%+P3oqY#`?T<5rQB+npt6B}m&(TeB4msXcC$q^e|7Lxe-SM6``WS;{Jc>GP%^ zdTyk;g+t$0Az6+gKg!MZQWkA`qcN#@`vEOVZhy?K+ugO2y6X%88nsUj->n%O

hV zo0$yz=tj;b7%B_es+-`uo#TN(Q$r*v^ZNCHex$YqU0sRZZ`NrC+P@5++RO#~g7reR z{23nCkTC5O?d)h9yU%M6Ldd@79(R{lelOX)?NW9=PKGggytp?uonV0LS+Q5p zNdkyIzs@1MMm+i=Ko5%Z}L^e9#H&uA7VuZ zhTS~#PweN2bXLPcj=bm(=Vk8<^Alca#rf2&8HbtzI?gaJnCg;^kBU%;&QWbbroK=# zPj5&0w&-KSrclZ5LyfP+bF(FTvnv0e>>eeuRh+aCo?pyNpPY~N*^r^H+`8; z`_Q_5x1FY2q_>z)Q9&?Us>PUTVvbbI;*TvX;m-oC1%>W^LjpxEyv{-lbx@M@%^k`X ziUfufN&)Sic3B9tFd8!~I@IiIlTwLL5wsp4zk32>AD*XN>ZXY{Ro*6Q3^Bf_R-dl$ zhzUrpEd~w)1^KH<4g!?G5sbesEO`AVDM~OadKCKmh8YfMa{n7`(YQf@iyUnjVz_h& z!~_TB*1|FC5Jv;Mc_F&4`lLOL;0(MkwB|iJESWp-99r>P+BZR}z&ntZ2!ucToVJ-{ zBIqRHD03TXB6x?uT(I5tQKXgzS?cwEvH21;-PkO#=@43(c$N`5trIRqgalb1V+z7~ zpmR=3(h)p;Io?2V9&lixELBVfp>&Zkp<_Mem%u>6+Ajm}v~4Uw_+2?}Bhdj9+BNY` z>Td_@(P#^zaq8ilO6+_grZ& z^T{R?7@VKT&0f`F1^)t?lMM=Dx>M|wi}jI6UYjk4-A2479Q%$%VargoO}M)`M>_4g z3`P~aa>zRWd~k-QzW8Eb`QjD-bUJ+GXK4Q7mHu?955c?cB?!VX-i&*Lt zh3K`PRqYE&yruQfQnbtPzQ$HIANiN1y2;EUhBo?3ok_U>ZWF?-V-db1j0Fk5OKgKR zeeb6Q+!t8qh<)WhLH&p13D8^af4TeZqpo1P1xcQG(6qt`x&A0wyH$k^Q%fd>zLZqR z?4@8=Kw@>YPE-AKQ^w6{@0L6jG&;REx;I+KtncHcr)0O}utL*3doY-JKRnSWbLZoX zT3K1z-bAYB*6vp6dJOVvR*e%|D__ypPcE~WJs#)IYCTAsmphc4+s*H8J8Ho|o>QJ5 zKiTaCF0IkccutYh6%9|K#n+`;<@2A8S7qJ9%iS?tEhc<{5n2ZSxLL{M_@-k^q4nYY zBE`f4LrNqFNVa`)tt2QP+0 z{taD*eZw13mV6&)gl?HYC0IXKqVs#l;iJlPPD{W5e9oUlQ!x(r>BYPVFM)ON`<{Kqw6>JidBVHg!N2)TiC(Q&Gc49{p zOV}!wDA!BM>N`O(xQ0N@pAjC%`RvryobJq9U`DlqaOXn709eT_US^#2a4l|3Z|Pt@Z(yf9SjI zR>jof;-&^hNpz|W3&EojQZBxq`=b53*!dHCv_ zr-C*)J-=;oUh19`@mAbMuU6cmu9e@)U-en;L7H9gH#z56dM(dT&WRpHy+gA^y$kiu ziP{J@InVnnH!Zz6Fq7(#+Hg08JQ;fZj(S8Ni_#vev`PnGWJFwh{lJU{OraQf16xQK zv2>}gN1WAJ-r#0RgGwC-Ti4)6%?TfYBHUP+51{j#Os|ge*e5LQ%Lx{4gL*=NnJx+{ z^dz$?C*TJwhN}#Fxg|O7_^PDNNOS^74(*hG@FKb+zeI~SS*>} z(;3{H^(|$kh!YpLqqn0y3z}=>Upbf1$L;Y~Y_9ecd(7>Y%OBhM5HvMsC-l%OgD>}x65MwW?eZKq|*S%2cP476XqVq?{^X;T?)Hh`~mcuD8P zD&jwVbMoVFWYw#={y!r-{1>uwzmX;WBeF_9J5eR4J2&>Ye{?s}Nz1c@ zz8~EL&e!Cv^I4JTsV#?e|+^~D_qeGNzyUfV?qn#*n3U&ZtKrrklj9>&p=n8@BfRU}n9pN3=SA-1e zbFT<_2t8u`WxD8VWcz^p=t+2lctvVP;V}`S> z(Xb<^0>vO1L_2`89@!?TfaA!z84AP=R^7C^7e2CuQ$n4O%jp6?(R2kl-T?~P^nIdB z#_rjkdrMwo0tmWWz*tiTMq~)f;+&E~B}WME37_Wsbq{NdQLE}c0_x4NOlQXNqvtz+ zHc+wE21As~V7h6xEW~BD311;+kOJ>Lh}=Jskr=(9tN|#zpXrFGc~hGPaM>vr>Tl*b zjO!ZL7CO#_=yoE$?m5^=+b?j{c`h3}`|3@vWhMg`M6i9_W7?MDP5&^h_1=In?e!3MHf(Y}LY^IaEidi=Rw_iiZ4leGYoDhcM2$~4K$@9* zEz5Po$JZfRy$!iV6$rVNZ-TrZTd(D2)Ohdstr;b=CDw1lUaEw@EQE#JDgo~dYt-Uj z;sX!DU)I%HHBc!SV+XLvNfkJxQg%yq6zO?Cfz`G?dvu_r4TJ7&1MR7KZyYz>+J0NM z=P%3Z*AuSHcTr?q?27ye**_%D{CgtHuJbQh)^`G5b$8q7TD?sP($w+9+fDICyv5;WOC3b~5Z1b`lLl zWINlV+3}zkxpp057yWdH)~lH>wx%AFSgsBY1j~{tP=x!$tVe9zV{s8yX4AN{vkLWJ z7L>&SX0>1XvO!lJfHP5d0#?xUwd!nC^20RADyelMiPKImYZ9mUpG<~wGWWq2n z+LP8%odlbPw`81#cWeNpBO5-hH5@s_!_OH(H6J%47NiffiNw9~T zNl?}2oai3XN6rknjduO3Q;g7onVnmNna!Z-EqMwd*ZVy6mM9xFc$-<2E#x-N0QsEa zp&Ik0gzkkY$>x`z$~&@iij2tl$PKZ+b5M6sp3Dx?g`WEGD~UJQu{L@fr*0z7L{feV z6AI$Hf{KroZl}q!jv(qN^5*TrDEzz!-dorRo?W6pA^V3spMO(ibN{bp|F32Lce3ml z?e6P8A^V3kqyOc|QvF`Mlb-tjI+peLr?G4XMrF1yXukQH<3Gl-`IW;84f`$o{qfvB z7oPSjAy+&lU^e|1kuKhY`@yHQCW{04;;V9=5yjm+63h5h>wJFK>9Qir<+*(n40;fF>e97O^bRW@UB$s{L_+EF;Zt@`~?b|9DSL z+O&r_J=e8ptI~0+($BF=Ws%RpC(c&hb3&y=2_y7O0YzO$j&vZTHj8!kVof0hg7>dj^6++>4&moXHj9 zP@#%jdD6c+!~ak!#K)%)+d61?7vBFJk%AcZ5E6p=-6{5^5)@OS5>%~(co_wvSV#nl zQ;-O0SUdQ)VSk69u8palRTZ8!nP-2#w!q@}0xrY)e~)D&*#2zUKV&%p*f}`<<%|st z1&1XNX4@eoWDGqOWcztDOpOphdJw^B;j2|(p8;8f3|en3)l%5w!>`eW9g9yvF-4Q! ztwga|E;sYz1F00(7@@4G9z^G#6;)Tby^$%n}ekW}tI{DJx)RKkmcNcjhw1}2EEnF83 z<2~K9aACj+wNofL-mteHMfH8jc#-9fE85Ql`7-PX6;eS`FdAB4q*+!x`62t?u>^zeG0x)2G8jg+Vo6+@A)7-i=AJN-XKimH8+ zML@$)ATL$y#Yb46zdmE{T(TNc&WjYm>rsax(jiPKfdNE;y-Gwwi4jbSbb_^lmxN_> zG3$`N&1BTl9}16P)yRHjrwp@QfI2{jb<+DPA}uWa(ZhrVTxO3Wr`i##8M)N@u$I2> z#KoXk2R^)j(ZE&V74H|N!J4Zwd6RM%oGK6XsCi|Jrr;^ab_0vRop1LBs}SG zlN4^edmiM`Wf`sWxlv}5uBicCip2wi_h)jNvr4&fG_=fcUXIqlhhJ5TvCXx{d?2}< z{a2hyO3y40IZ}%N1jIi67W5Pk&+fDb(T>R5d=V(!{_j@0+9#S))T-($D>Jh-LVr8xhQ4Fk>8u&) z;$6qvh0Bf{AM2{zkCvw#d6@n}FuDw5W4(jVE;h=UyJ)jx(PcQF5eDu_@#f#{wcm?9 zUN6^-?$WLz3aZ->;0^~CGX*0e_Owh+!j86d#R;8Oi!1hEl#9fLdL?|fX0R++H@*9$ zUToVm5PP)z`nag=GMub>*)%F6$+B#4tZw!)pJ_)X#iH2y+X}7F&JL)9X5@|u?40}< zY^@Q?HFTbeoDs6s9N-f6V8fn$FZ6H(@0g>-R;S^f*wC%1&D1)kv!O7Dd|In<%WE6r zP^;md-O%l(&GdLsh(}|duUGp_Z|0jRK~v03ojXL0?SlWws5TrfU4o_&(lADioyJVv zWr_8QDoWa_E(wDMb;Wn;DGiUkigq$dd%{!2)_sSn?Pq?4{TPL8*h}hu zCU?I6C4wGfKVjUbJ=LxI_d#V8hnpBH=-jA(>H+*A0Sv^+`7h5v{Z%vJKbP-D9S4Kd zkOs%XW_ojh}+zqm>++pKe;H{EU}Hlpt>z7TT_am$P>hH zdagJw#5{U^V)&T7cv8K>z_XO~V3C8<(^=lno-!VCKswB1yVNHu)9xQhI9;b=f0BjUq zY+R#whoukw6xZoLFw##(rI;AzP1My7zq^h4+1BhN93Q%tt8FM9a_J%p!-l_N#}cXP+$MvV8%nL{D{1y2c@f}ok>MQ?l)<`!7tlZAr@SbLPC~z??tQ-`+zbQJ5EEJx< zIXpU=%4mKnJXAqi!jEO>@AUVKF!?_KP_cx(CY1%^;?W5yDl^!^foS;O<2j=9)FU@l z7!?T^ppfKbQpR#;{Cn8L#Dd|&W>tfj?``8t2JuVZ^8yz|<3|hWbkDTC`U1!@Gt!QP z4?dR+qBD#sDtstj-d2T_Hv@0a{3Mli_OW&XPgo^}5LKwYte|duOkKd`h~1yKE0^aP zOP$l$YTfkN_NdgdPK&*$>l*>R$xQRCY+QLYG?Rwm?if1_7?&a+^&pO!&mf4#QcTjp zg8^8~Yq{|5IM=}UA3aR`U>9`z44%_aVV$jT>L!b05ZnbgPPIqg$$dbmA2`B}=#kcn z3;vo=L7E>7uvR?+It5RCS3vWq4kS`}D=B(zSD#WYEvSzhT=(`MVuKjZ1a+P;55EUU zhYNYIw;8`7o-x1uKsaO4X=rAltme`coj1^}jIQsQiamBEH^f%ekJqO;@o8}1K*uvA zpDvH!TYK$xMO8-gRpRuwcBh>=P1csH#4jxddU>R%V@z@^JOW92e6(KBBR&d*A*(eShrJxA#|$ zrN^mPK!%1>1+M}l3daWaJ3J1o%xb(AsCQd!Ym z!ZCTL8d?KzS)2k$)7VbT%he7eb{ypea@k&si=~H>=`eK@4KO6@PcCRWk771KgLo&Z z*}n4-Tm=PgO;D)lDL;L5N+$Bus|1ll_k{UB=DSEPGkKTVSbE9iBU>EbPISn0W3$RyZ z50wgSldIMo*-gt)B>mMsK~R?k_cTx^RZLWu1qC#17h{;E5|HpW*i5*ck>h`e<&2W) zsm%dBeD6TZb`0cHOi{AT9`h0rOZ(N-z2-89;Y+S;kM29zs5k0|_C$MI1&C*j&*Mc4 zB4Olew30UB=c;HM`PzQ?Ndg0{@4~8oUUmNop2|DA^$&n>{qtSE>KM9;vcX6<5U4tZ8}HL)=_b%DGRgVYUjf&5I~7;*@u zn>D0Rkd+76+{ww@f`LuW+{4Ym$;_D^@*e-#(b~aY98xiel3tvbgPntmori-RzySoZ zb1<=UykTd51KCf(!R)`;taXP3ABU``47RGe($<|fw0 z_6(G^U}G06XLDo94}Ty3mX(tg^80{PI{Ld%5(oD`PhqP;E}W80$;3w009`66Fqr}Pa7WA*)f!cIzRhK{n&sm1Kal73;ppK%r*?|&wZMMbOk8k++_Q-KTC zV+08&qbG(^UIv;wvO2}KF#-t#PIetOnQDWWE|i%N9Ha7X5Lj%!LkIH&%|D+OuH`Q} zK|A_7H$p8sUaK1zY!0JnhHKTWC2m$u1I?~tD_|5r87U(H6|~7q=_m{pPpyMpV1%2a zj%7)+Bi@%w6FoqKDy$xD!65SGV{kY;ID`W?h%hV2KW7okDq_7(gI$mYYs-j%K4OBE zUFb6m7XntqhzjUcv<0?h006bfmH~kjst;Nkj#^|y+GvCt!4`_Emu4L~1xyR=hdTnr z(FtmVp?kH3OOHtFSUe+~1CNT^1=2zV(K@2WgQBM?cLVpJ@Qv3Spup@o!3?(};XCV+ z?1aluAft@%pTgi*xc)0Jb~98HwC>U_%$Q85bHe3N8O%mh?wAOHL^*2VP$x7)P%tQ+ zi{ODziR__#E?F8I!j!7(g5Jn99MIm#&}IO5W+bd!2fQI8G<;Jq(&aaVLMr)A2a#xK zSX(fH*{fH!VAgkZXNrA6YrZ5ClQ$Bwdz0Q8t%?`t9J;s{+nwHma)oDRm)E2F&sSB5 zJ#zgbf->aJ)W`l$Pj}qEUi6`whXX#Kl}j<+f^xj>K$&=$2<&H++N4E`TR7g)eg2!& zw|2=JJ@M43W?OBGTQsy?{swsam!ZKn!VbecD(vsh6PT-}0v|=$vN+Nvl!nb7d06Q7 z#gtdr9J$Ee4Bth^?&92fDXH4HOk7r}bL3(yCMO7vXv*>Ca`FyaFl0{iJnGX7yI8oS z@|9Tww6|SkoYRU7r-(-D9O~V53K>{x2L&FVc#HgshVNo&H|b#?Ntdxd4tJe)bcD|b z2`R3&@rWDr*z0)s*CXtyoU6L`84I+wE54CXnVMHfqeXpoz?zZ?Sq_fenC;u1#Ztk# z5!cdE!4l?uL}mPPW~gdxYN>Du60ay=Tn;Y1*qFWB7JTRGim32~&z@^>mZ~2u2${6R zvev%|?fVb&+AnelZ7yimwR&S6IxRvXtUK{Eet|6oGNbj1Q}v{^Y4R%TE}s>RwbK*{ z`ffC7m}FN-cD<}2fuX4t`gDL*adI_n>1VGiA6R_@-;ju(e#HVzB%Nr1(~ zMnIi{5T^aBEml6{!P13So(J=3!6RK~1(w5-v$sd?r)TSgc8jNV<^-*+Ou0gi%d%D{ zGp0nIS6U8MsCM*Zrs#X{K1yu+b_V`&>5}i&xYrB}qE}a*JzeYlP)PFHhhBNL=tHZ= zi|9hPBpl{jARVqt_((Pt%Iv3oMeJ`Y47&_(&mFi7&Jtx1$lEnKqiy^0+EYPjf^Yd~ z!qHah0&3;EwRGHNgrJWhzevlVksIgLHMjX>o?pe(GOmh);g(Ag-jirYgO^&XG8w-> zdn;cXbR`D5XVZ?km}ckKBt`vEU z1ec>Uli+;Vx^qcW>-xG){?0*7CtEvmO1%xe}Kef&lS-K0DKx&!+- za>KdBDBiEYTfRSJfo@@7*?hk>xia~*@Lp=YdPtpunB~hxNV&|tWl?`c(GuA1tF*xK zTkB&h^su_~N5OP~z|qAX*rR@nEv~RqiqwVg;YjSF;S-g%Ey5!6%rT6|^ddU$dnP!- z;p5c6E{kq-(;j?A-2wS4#-2iCO6HE3p7B2R)n;&UgM-Z8S zeFTC59VYn?4XL{lc&)A^53Jb)aE+J{YsHw%NK3zLtY2)(OC>+4yHP3V(W zE-nu{xR_+CX_-ZF;Sb?(ZkQX2xiB;yB$!L26IWmdcQ;i3&^MX>`55#w=sDkwrF-8C zdpiqzNl6vWpR(kzW`_t;_7e*_(+3K8qkLK*oqVXP+v*VrqCbMdeeiex34<&;U|EhP zZI8ZZ*T~K5WeL^yURe3eDKy_6Rz+9b^#Z;WqZn^yl-U_cr8efxGO5x!|b z@Q88IYu_)UlU!?0cUE6qtq7e5vEGBucfgM~wt|$$u*k&z%V`VBftNe}t;w?FSt$)j zpV28xGLdl`&Z=2#>Tk%u54@iHH7$LE&aa!WcipubHseHedTMIkRN7o|7g`bG6xF;U zi0wu1I{ZoHYL4~}J3)8m*R{v2)S^?BOApJ3ZiP@b=q3pt2MS!Dk2V6*->k%cZ;v`; zUwMC=yzgJwn_>In6s0&JxOq$Om%wMQ)=uyCbr18oMO~;v_XHnZd;_<$8qG2aeWQc? zYD3%>hv&o7kJU5wr|e#0QW8Dxe#KV_0jH9as|e?@{f?jb3wbg$cA5B}(AO`p$D41z z_RISvuk-};opgk=xb>2gou@N;ZFd`ll%P<2)ArYf&A|x0E|twRX257@`_b0-!M3-+ z{y{PT+`>Y$JjdD1!&Y@3H)rHy3-0m*X=(;-P0=k8jf~Te+>5&Ifei6*K*+o1!XG(! z*-6g^@OFaqDNEm2fa_^zEqpN)hpsC_4NhEHllBQ7jYCODKa`di)dE$^1iG~EEBdEq zaMV0Yr}Pg>EQo=!4VD@bxE7H>&Qw_8eRN=}ifSf0Kk$PEB9wOBoB5gn65Ph8uLzd> z>VZrG4NR?lHtpu|4ktQHyr>Dl9%>ysdIs!~~3+ApGv{d+2ma3r;)>OWe9x;|`p)e-` zC}Wtj&1rGDkW@>uVpb?8N^EVKaYk^dG6TFthrVUSM_y*D+TB_yqt?df>m^qnWP2mQ z>(lok=irql=Fz&tq28<52oh6}Y(5hfWsTv9H=Js%wT64y+?L?|#1U)+a!Q#>Zay@P zxD2dxF!r(RCRuo3D0vL_iCCFtg_J9-m})@_492_cs6fty-pb&-d;kj4=5?!<42|p; zMLq9bk9Qc%A$2RjN!THMC?a)M9BHec*pc3nm9)~9G%ZvmnV#>s^9h5x;d7MV!E|Qh ztjld`9;q7zvYt_ZZ!sv&s<)s$yXabPpenu=RD=+o-J0rl5>!)ks^@W}99zlp<+&NTIKZ=cG4ddoXpTx!XvtKtvT1@$vOzTI;%NLr$$$%NH>K*f(>6xtbJ$U+ zv6zLp!Yfa9t4MYk57l68;t!%hiJ8hQF0-%K#XOl{U#q*PW-BJT+W}5KraLWtmLoN6 zYNiT1|B~2;PVVPI((*tmjip}(%USzAL{yD&?;|WDE#J=^L!NsQ1Y+54{1?IYv4~6! zAYv+whL3G}@Z5@0Or3k;t3Fj;LlXiKYmZ{bV7jS%HegA9v%GD9-H6TN)gxv+;4JBz zv3f(1WeIeF4@02IRB{@PW;-rtW`p;%@HF8HO2!f~)-8%rF6KzGNdx95wmx1;{?`R) z6dQ7rm+!8ixvhxvyaLjVc1KJngL!uY*nqQrrT{KtceW^tkp4a5Xo2R)Un6WoZz+fH z#22L`7T?0h%^#2Hv=vX;zsD(X7T-rV#=zg%y}o9AAd$5^OS+ec_-cnKD$W*F#7ZZ7 zgQ9GbWP6jBnPyPLgNj?bC2=pJLKANlV4t0+~(5-pt&cQkR{Qlk2TMGMlQk zr}^)f$ZVRFx&TT}N&uu$#lgV^()fGWrSkg-3kS&7?_uokEpbX+ehHumyC@eY7eM4K zCs0C^n*%5!BE}^y!Y;1pfFx#t zJ=rTnY3wHy&(_g4CirmFGVeBqMity4gVg>CHRw|~msTSmuC#(o^%U#p0JwVPLmG2o z{PHhfV-o`T*@fS;Fi?y@Efu?dL>8t3DZWQ5LBg#=%bOdkh8xM(Ps@VF|*m?%X|;lb7%L@<)~HSLFN=(dqygQ5)+AuAN#Omj&CdpVr?jAt>6Wh17V z>XP((q8{REq?th82_veJsZ>^kEBQ(opb-{5>_w+{H54-f4?Dq3plr^xl~GAS&ZMZl z&M@1CD9^-PT7aTkYDgMe+LxGb>;<@B(GuT!#k@ov0hzE0R+k`jl=m17{>`NyhJ#p7 z){myIatJO1d?^b&ne84*y}12Fa$vW@r>Xpd8L$gYjra%~*gXuty+_dP)Tl;@)&<2^ zmGN~d&e_r&BjVt*u1wCZ7-1}+TnC7)`-j+40JkYYFtLF$#Efkix{V$Ns<8nKSt4SY zX>XF4?bJoh$92F0Qyyp;^PQj8KCLOQ7Fc}>d80F9&KKK4I$)Q)czg7#YNUI(D2+K0 zYk`*iM{|85qnz~j?L_?59hWe(KG*@7-(T}eoupOY&hBF9Oyg}6>HK+O8Dk&EbPp$U zPldRM3`q?$=7(x}Cr9?%s~XO{^e(DcV+P35@i9$W4-sl zI%cDu%Z%PDiP#e&s{!m;j~X#d45%0m{PmZvhTiiNQJ6zCLb8MDF@lQ@1myHPK\c@tocdepth % then omit + \else + \par \addpenalty\@secpenalty\addvspace{#2}% + \begingroup \hyphenpenalty\@M + \@ifempty{#4}{% + \@tempdima\csname r@tocindent\number#1\endcsname\relax + }{% + \@tempdima#4\relax + }% + \parindent\z@ \leftskip#3\relax \advance\leftskip\@tempdima\relax + \rightskip\@pnumwidth plus4em \parfillskip-\@pnumwidth + #5\leavevmode\hskip-\@tempdima + \ifcase #1 + \or\or \hskip 1.9em \or \hskip 2em \else \hskip 3em \fi% + #6\nobreak\relax + \dotfill\hbox to\@pnumwidth{\@tocpagenum{#7}}\par + \nobreak + \endgroup + \fi} +\makeatother + +%%%%%%%%%%%%%%%%%%%%% + +% For sets +\newcommand{\set}[1]{\left\{ #1 \right\}} +\renewcommand{\(}{\left(} +\renewcommand{\)}{\right)} +\newcommand{\NN}{\mathbb{N}} +\newcommand{\RR}{\mathbb{R}} +\newcommand{\ZZ}{\mathbb{Z}} +\newcommand{\QQ}{\mathbb{Q}} +\newcommand{\CC}{\mathbb{C}} +\newcommand{\KK}{\mathbb{K}} + +\newcommand{\dif}[1]{^{{\langle #1\rangle}}} + +\newcommand{\m}{\mathfrak{m}} +\newcommand{\n}{\mathfrak{n}} + +%%%%%%%%%%%%%%%%%%%%% + +% For fancy letter +\newcommand{\cM}{\mathscr{M}} +\newcommand{\cN}{\mathscr{N}} +\newcommand{\cA}{\mathscr{A}} +\newcommand{\cK}{K} +\newcommand{\cP}{{\mathcal P}} +\newcommand{\cR}{{\mathcal R}} +\newcommand{\cO}{{\mathcal O}} +\newcommand{\cC}{{\mathcal C}} +\newcommand{\cJ}{{\mathcal J}} +\newcommand{\ff}{\boldsymbol{f}} + +\newcommand{\cB}{\mathcal{B}} + +%%%%%%%%%%%%%%%%%%%%% +% For operators using abbreviations +\newcommand{\Spec}{\operatorname{Spec}} +\newcommand{\Hom}{\operatorname{Hom}} +\newcommand{\sdim}{\operatorname{sdim}} +\newcommand{\Ext}{\operatorname{Ext}} +\newcommand{\Frac}{\operatorname{Frac}} +\newcommand{\InjDim}{\operatorname{inj.dim}} +\newcommand{\Supp}{\operatorname{Supp}} +\newcommand{\Rank}{\operatorname{rank}} +\newcommand{\End}{\operatorname{End}} +\newcommand{\Ker}{\operatorname{Ker}} +\newcommand{\fr}{\operatorname{free.rank}} +\newcommand{\CoKer}{\operatorname{Coker}} +\newcommand{\Ass}{\operatorname{Ass}} +\newcommand{\Ht}{\operatorname{ht}} +\newcommand{\IM}{\operatorname{Im}} +\newcommand{\id}{\operatorname{id}} +\newcommand{\lct}{\operatorname{lct}} + + +\newcommand{\Min}{\operatorname{min}} +\newcommand{\fpt}{\operatorname{fpt}} +\newcommand{\gr}{\operatorname{gr}} +\newcommand{\ch}{\operatorname{char}} +\newcommand{\Der}{\operatorname{Der}} +\newcommand{\tors}{\operatorname{tors}} +\newcommand{\re}{\operatorname{re}} + +%%%%%%%%%%%%%%%%%%%%% + +% Maps +\newcommand{\FDer}[1]{\stackrel{#1}{\to}} +\newcommand{\FDerL}[1]{\stackrel{#1}{\longrightarrow }} +\newcommand{\onto}{\twoheadrightarrow} +\newcommand{\connarrow}{\ar `[d] `[l] `[llld] `[ld] [lld]} %Connecting map in LES + +%%%%%%%%%%%%%%%%%%%%% + +% Alessandro's commands +\newcommand{\ls}{\leqslant} +\newcommand{\gs}{\geqslant} +\newcommand{\ds}{\displaystyle} +\newcommand{\eee}[1]{\underline{}^e \hspace{-0.05cm}{#1}} +\newcommand{\eeep}[1]{\underline{}^{e+e'} \hspace{-0.05cm}{#1}} +\newcommand{\p}{\mathfrak{p}} +\newcommand{\q}{\mathfrak{q}} +\newcommand{\MIN}{\operatorname{Min}} +\newcommand{\ord}{\operatorname{ord}} +\newcommand{\ov}[1]{\overline{#1}} +\newcommand{\ann}{\operatorname{ann}} +\newcommand{\ck}[1]{{#1}^{\vee}} +\newcommand{\Q}{\mathbb{Q}} +\newcommand{\ehk}{\operatorname{e_{HK}}} +\newcommand{\ps}[1]{\llbracket {#1} \rrbracket} +\newcommand{\cd}{\operatorname{cd}} +\newcommand{\Nash}{\operatorname{Nash}} +\renewcommand{\a}{\mathfrak{a}} +\renewcommand{\b}{{J}} +\renewcommand{\b}{{J}} +\newcommand{\OO}{\mathcal{O}} +\newcommand{\JJ}{\mathcal{J}} +%\renewcommand{\ll}{\operatorname{\ell\ell}} +\newcommand{\ctr}{N} % For a generic number of items + +%%%%%%%%%%%%%%%%%%%%% + +% Daniel's commands +\newcommand{\Pnr}{\mathcal{P}^n_R} +\newcommand{\Pn}{\mathcal{P}^n_X} +\newcommand{\OXn}{\Omega^{(n)}_{X/\KK}} +\newcommand{\OXR}{\Omega^{(n)}_{R/\KK}} +\newcommand{\Grr}{\operatorname{Grass}} +\newcommand{\Gr}{\Grr_{\binom{n+d}{d}}(\mathcal{P}^n_X)} +\newcommand{\Ox}{\mathcal O} +\newcommand{\Oxx}{{\mathcal O}_{X,x}} +\newcommand{\Su}{\KK[x^{a_1},\ldots,x^{a_s}]} +\newcommand{\Po}{\KK[x_1,\ldots,x_d]} +\newcommand{\Na}{Nash_n(X)} +\newcommand{\Nn}{\overline{\Nash_n(X)}} +\newcommand{\I}{{\mathcal I}_X} +\newcommand{\V}{\mathbf{V}} + +\newcommand{\Grade}{\operatorname{grade}} +\newcommand{\Pri}{{\mathcal P}^n_X} +\newcommand{\Prix}{{\mathcal P}^n_{\Ox_{X,x}}} +\newcommand{\Prir}{{\mathcal P}^n_{R}} +\newcommand{\Pric}{{\mathcal P}^n_{\Oc}} + + +\newcommand{\T}{\mathbb T} +\newcommand{\A}{{\mathcal A}^Tw} + + +\newcommand{\GrFan}{\operatorname{GF}} +\newcommand{\XGF}{X_{\GrFan(J_n)}} +\newcommand{\GF}{\GrFan(J_n)} +\newcommand{\Nw}{\mathcal{N}_{\sigma}(\mathcal{I})} +\newcommand{\sd}{\check{\sigma}} +\newcommand{\Si}{\mbox{Sing}} +\newcommand{\Co}{\mbox{Conv}} + +\newcommand{\sz}{\sigma_{\ZZ}} +\newcommand{\Suc}{\CC[u,u^3v^4,uv]} +\newcommand{\Suk}{\KK[u,u^3v^4,uv]} +\newcommand{\Suz}{\ZZ[u,u^3v^4,uv]} +\newcommand{\Jn}{\langle u-1,u^3v^4-1,uv-1 \rangle^{n+1}} +\newcommand{\Gn}{\mathbb{G}_n} +\newcommand{\Mn}{\mathbb{M}_n} +\newcommand{\cV}{\mathcal{V}} +\newcommand{\Gc}{\mathbb{G}_n^0} +\newcommand{\Gp}{\mathbb{G}_n^p} +\newcommand{\Pnn}{\mathcal{P}_n} +\newcommand{\Pnu}{\mathcal{P}_{n-1}} +\newcommand{\Cc}{C_{\mathbb{G}_n^{(0)}}} +\newcommand{\Cp}{C_{\mathbb{G}_n^{(p)}}} +\newcommand{\bfg}{{\bf \left(\frac{f}{g}\right)^s}} +\newcommand{\bfga}{{\bf \frac{f^s}{g^{s+\alpha}}}} +\newcommand{\bfgt}{{\bf \frac{\tilde{f}^s}{\tilde{g}^{s+\alpha}}}} +\newcommand{\bfgOne}{{\bf \frac{f^s}{g^{s+1}}}} + +\newcommand{\ga}{{\bf \frac{1}{g^{\alpha}}}} +\newcommand{\gd}{\operatorname{gl.dim}} + +\newcommand{\lm}{\operatorname{lm}} +\newcommand{\lc}{\operatorname{lc}} +\newcommand{\lt}{\operatorname{lt}} +\newcommand{\init}{\operatorname{in}} +\newcommand{\diff}{\operatorname{diff}} + + +%------------------------------------------------------- + +\begin{document} + + \title{On germs of hypersurfaces with multiplicity 3} + + \author{EAB, MGV, ELC} + + \maketitle + + + Consider a the germ of a multiplicity 3 singular point of hypersurface. An equation for such a germ it is given by a monic Weierstrass polynomial $F = z^3 + a_1z^2 + a_2z + a_3 \in \CC[[{\bf x}]][z]$ of degree 3 with respect to $z$. Assume that $D_z F$ are not zero, and that $F$ is degenerate with respect to its Newton polyhedron. If it is non degenerate, the partial resolution associated with the dual of the Newton polyhedron of $F$ gives plenty information of the geometry and topology of the singular point of the hypersurface defined by $F$. + + We propose the following general method. + + \medskip + + \noindent \emph{First step:} By means of a Tschirnhaus transformation, reduce $F$ to a monic Weierstrass equation $F = z^3 -3 b_2z + 2 b_3$ that does not have terms of degree 2 with respect to $z$. Assume that the coefficients of degree one and zero with respect to $z$ are both non zero, i.e., the product $b_2b_3 \ne 0$. If either $b_2 =0$ and $b_3 \ne 0$ or $b_2 \ne 0$ and $b_3=0$ it reduces to the case of a suspension that we have studied elsewhere. See \cite{}. + + %We propose the following general method to study germs of multiplicity 3 singular points of hypersurfaces. Firstly, consider an equation of the germ given by a monic Weierstrass polynomial $F = z^3 + a_1z^2 + a_2z + a_3 \in \CC[[{\bf x}]][z]$ of degree 3 with respect to $z$. Assume that $D_z F$ is not zero. We will be mainly interested in the case when $F$ is degenerate with respect to its Newton polyhedron. Otherwise, the partial resolution associated with the dual of the Newton polyhedron of $F$ gives plenty information of the geometry and topology of the singular point of the hypersurface defined by $F$. By means of a Tschirnhaus transformation, reduce $F$ to a monic Weierstrass equation $z^3 + b_2z + b_3$ that does not have terms of degree 2 with respect to $z$. Assume that the coefficients of degree one and zero with respect to $z$ are both non zero, i.e., the product $b_2b_3 \ne 0$. + + \medskip + + \noindent \emph{Second step:} Consider an embedded resolution $\pi: X \rightarrow \CC^2$ of the reduced divisor given by the product $G=b_2b_3D_zF$. Consider the usual stratification of the pair $(X, (\pi \circ G)^{-1} \{G=0\})$ defined in terms of decomposition $\cup_{j \in J} E_j$ of $(\pi \circ G)^{-1} \{G=0\}$ into irreducible components. Pulling back $F$ under the map $\pi \times id$, we obtain for each stratum $E_I^\circ$ a \emph{quasi-trinomial local expression} for $F$. Section \ref{3nomial} clasifies the 5 posible quasi-trinomial local forms having terms of degrees 3, 1, and 0 with respect to $z$. These are the quasi-trinomials forms that appear at this step because we have previously made a Tschirnhaus transformation. Notice that the local expression is quasi-trinomial due to the fact that $\pi$ resolves both $b_2$ and $b_3$. Moreover, the quasi-trinomial local form is quasi-ordinary because $\pi$ also resolves the discriminant $D_zF$. The local quasi-trinomial expression will be non degenerate with respect to its Newton polyhedron unless the monomials $M_1$, $M_2$ and their coefficients $c_1$ and $c_2$ satisfy a precise condition. {\color{red}In principle, this precise condition can be defined on a subset of a stratum of $E_I^\circ$, with $\emptyset \ne I \subset J$. If it is the case, we consider the corresponding refinement of the stratification.} Moreover, the degeneracies of the degenerate trinomial local case are either on horizontal faces or of the form $(z-af(x,y))(z-bf(x,y))$ with $a, b \in \CC^\ast$, and $f \in \CC[x,y]$. + + \medskip + + \noindent \emph{Third step:} Make translations of the type $z \mapsto z + h(x,y)$, where $h(x,y)$ is determined by the local quasi-ordinary expansion, to obtain a new set of coordinates such that the local form is non degenerate. Notice that after the translation terms of degree 2 respect to $z$ appear. In fact, we obtain a new type of quasi-trinomial local form with terms of degree $3$, $2$, and $0$ with respect to $z$. + + \medskip + + \noindent \emph{Fourth step:} Use the stratification principle with the stratification introduced in the Second Step, the quasi-trinomial local forms and, if needed, the corresponding local differential forms to compute \emph{additive / multiplicative local invariants} of the singular point defined by $f$ at $o$. For instance, we will interested in the A'Campo zeta function and in the topological zeta function. + + \medskip + + A couple of remarks are in order after these four steps. + + First, these steps achieve a resolution of the meromorphic function defined by $\frac{b_2^3}{b_3^2}$ and therefore the irreducible components $E_j$ of $(\pi \circ F)^{-1} \{F=0\}$ can be classified into 5 different types according to the image of $e_j$ under the meromorphic function $\mathcal{M}$ defined by $\frac{b_2^3}{b_3^2}$. There are components $E_j$ that are mapped to $0$ called zeros, components $E_j$ that are mapped to $\infty$ called poles, components $E_j$ that are mapped surjectively onto $\mathbb{P}^1$ called dicritical, components that are mapped to the value 1, and finally components that are mapped to other values different than 0, 1, and $\infty$. The image of a component $E_j$ is determined by the orders of vanishing of $f$, $g$ and $\mathcal{M}= \frac{b_2^3}{b_3^2}$ along the divisor $E_j$ and (in some cases by) their pattern of intersection. + + Second, the trinomial part of any quasi-trinomial local form, given by the formal restriction of the quasi-trinomial form to its Newton polyhedron, is determined by the valuations associated with $f$, $g$ and $\mathcal{M}= \frac{b_2^3}{b_3^2}$ too. + + The following reductions are possible to perform the Fourth Step. + + \medskip + + \noindent \emph{Reduction A:} It is enough to consider the associated trinomial local forms instead of the quasi-trinomial local forms. + + \medskip + + \noindent \emph{Reduction B:} The strata produced by the strict transforms of $b_2$ and $b_3$ can be omitted, i.e., the contribution to the invariant due to a 0-dimensional stratum determined by an irreducible component of the strict transform of $b_2$ (resp. $b_3$) equals the contribution of a single point of the 1-dimensional stratum to whose adherence the 0-dimensional stratum belongs. + + \medskip + + \noindent \emph{Reduction C:} Bamboos consisting of irreducible components that are mapped to $0$ (resp. to $\infty$ and containing a $(-1)$-curve can be omitted too. + + \medskip + + The upshot of Reductions A, B, and C is that it is enough to consider the stratification associated to the minimal resolution $\pi' : X' \rightarrow \CC^2$ of $D_zF$ together with the trinomial local forms, and if needed the corresponding differential forms to compute the invariants of the singular point defined by $f$ at $0$. + + \medskip + + \noindent \emph{Reduction D:} It is enough to consider a minimal $\QQ$-resolution of the discriminant $D_ZF$. + + \medskip + + After all these reductions, we will prove that ... + + + \section{Power series of multiplicity three} + + + + Consider a the germ of a multiplicity 3 singular point of hypersurface. An equation for such a germ it is given by a monic Weierstrass polynomial $F = z^3 + a_1z^2 + a_2z + a_3 \in \CC[[{\bf x}]][z]$ of degree 3 with respect to $z$. Assume that $D_z F$ is not zero, and that $F$ is degenerate with respect to its Newton polyhedron. + + \begin{definition} The Tschirnhaus transformation associated to $F$ is the transformation given by $z \mapsto z- \frac{a_1}{3}$. + \end{definition} + + After the Tschirnhaus transformation, the monic Weierstrass polynomial $F(x,y,z - a_1/3)$ can be written as + $$ z^3 -3b_2z + 2b_3$$ + with + $$b_2 = \frac{a_1^2}{9} - \frac{ a_2}{3} \quad {\rm and } \quad b_3= \frac{a_1^3}{27}-\frac{a_1a_2}{6} + \frac{a_3}{2}$$ + and its the discriminant $D_zF$ of $F$ with respect to $F$ is of the form $108(b_2^3 - b_3^2)$. + + + Denote the decompositions of $b_2$ and $b_3$ into irreducible components as + \begin{equation} + b_2 = \prod_{i=1}^n h_i^{n_i} \prod_{j=1}^m k_j f \qquad {\rm and} \qquad b_3 = \prod_{i=1}^n h_i \prod_{j=1}^m k_j^{m_j}g + \end{equation} + where $h_i, k_j$ are irreducible and $h_i, k_j, f, g$ are pairwise coprime and $n_i, m_j \geq 1$. + + + \begin{proposition} + The discriminant $D_zF$ is of the form + $$ \prod_{i=1}^n h_i^{2} \prod_{j=1}^m k_j^3 \left ( \prod_{i=1}^n h_i^{3n_i-2} f^3 - \prod_{j=1}^m h_i^{2m_j -3} g^2 \right ).$$ + \end{proposition} + + + \begin{proposition} + The singular point is isolated if and only if the disciminant $D_zF$ is reduced. + \end{proposition} + + + \begin{proposition}\label{prop.non-deg} + The monic Weierstrass polynomial $z^3 -3b_2z + 2b_3$ is non degenerate unless $M_1(c_1+A)$ and $b_3 = M_2(c_2 + B)$ with $M_1^3 = M_2^2$ and \textcolor{red}{$2c_1=3c_2$} + \end{proposition} + + + \section{Jung´s method for power series of multiplicity three } + + \subsection{Embbeded resolution of the discriminant and classification of their exceptional divisors} + + Consider an embedded resolution $\pi: X \rightarrow \CC^2$ of the reduced divisor given by the product $G=b_2b_3D_zF$. Consider the usual stratification of the pair $(X, (\pi \circ G)^{-1} \{G=0\})$ defined in terms of decomposition $\cup_{j \in J} E_j$ of $(\pi \circ G)^{-1} \{G=0\}$ into irreducible components, i.e., for each subset $I \subset J$ we define + $$E_I^\circ = \bigcap_{i \in I} E_j \setminus \bigcup_{j \not \in I} E_j .$$ + + \begin{definition}For each irreducible component $E_j$ of of $(\pi \circ G)^{-1} \{G=0\}$ we define the numbers + $$N^0_j = {\rm ord}_{E_j} \pi^\ast b_2, \quad N^\infty_j = {\rm ord}_{E_j} \pi^\ast b_3, \quad N^\Delta_j = {\rm ord}_{E_j} \pi^\ast D_zF, \quad {\rm and} \quad \nu_j = {\rm ord}_{E_j} \pi^\ast \omega -1$$ + where $\omega = dx \wedge dy$ is the standard volume form of $\CC^2$. + \end{definition} + + \begin{proposition} Let $\pi': X' \rightarrow \CC^2$ be the minimal resolution of $D_zF$. Then, $\pi'$ is a resolution of the meromorphic function $\mathcal{M} : \CC^2 \rightarrow \mathbb{P}^1$ defined by $\frac{b_2^3}{b_3^2}$ too. + \end{proposition} + + There are four possibilities for the behaviour of the numbers $N^0_j, N^\infty_j$ and $N^\Delta_j$ associated with an irreducible component $E_j$ of $(\pi)^{-1} \{G=0\}$ + \begin{itemize} + \item $3 N^0_j > 2N^\infty_j = N^\Delta_j$ and it is called a \emph{zero} because in this case $\mathcal{M}(E_j)=0$; + \item $2 N^\infty_j > 3N^0_j = N^\Delta_j$ and it is called a \emph{pole} because in this case $\mathcal{M}(E_j)=\infty$; + \item $3 N^0_j = 2N^\infty_j = N^\Delta_j$ and in this case either it is called \emph{dicritical} because $\mathcal{M}(E_i)=\mathbb{P}^1$ or it is mapped constantly to a value different than $0$, $1$ or $\infty$ under $\mathcal{M}$; + \item $3 N^0_j = 2N^\infty_j < N^\Delta_j$ and in this case it is mapped constantly to $1$ under $\mathcal{M}$. + \end{itemize} + + + \begin{remark} + In the third case, $N^\Delta_j$ is divisible by 6. In order to distinguish between dicritical divisors and divisors that are mapped constantly to a value different than $0$, $1$ or $\infty$, one notices that connected components of dicritical divisors must intersect both to zeros and poles and connected components of divisors mapped constantly to a value different than $0$, $1$ or $\infty$ do not intersect zeros or poles but do intersect dicritical divisors. + + + If the strata $E^\circ_{i,j} \ne \emptyset$ and $\mathcal{M}(E_i)=1$ then either $\mathcal{M}(E_j)=1$ or $E_j$ is dicritical, i.e., $\mathcal{M}(E_j)=\mathbb{P}^1$. + \end{remark} + + + + \begin{definition}\label{extriplepole} For a divisor of th last type, i.e., a divisor that is mapped constantly to $1$, the difference + $N^\Delta_j - 3 N^0_j = N^\Delta_j - 2 N^\infty_j$ is called the \emph{excess of the discriminant} and it is denoted by $M^\Delta_j$. + \end{definition} + + + + \begin{example} Consider $F=z^3 - 3b_2z + 2b_3$ with + $b_2= ((y^2 + x^3)^2 + x^5y)((x^2 + y^3)^2 + y^5x)$ + and + $b_3= (y^3+x^4)(x^3+y^4)$. The minimal resolution $\pi$ of the product $G=b_2 b_3 D_zF$ is obtained after 30 blow-ups. The following figure and table give the dual resolution graph of $G$ and its associated numerical data. + + + + + \begin{figure}[ht] + \begin{center} + \begin{tikzpicture}[vertice/.style={draw,circle,fill,minimum size=0.2cm,inner sep=0}] + \coordinate (U) at (0,0); + \node[vertice] at (U) {}; + \node[below] at (U) {{\small $E_1$}}; + \coordinate (G1) at (-0.5,0.75); + \coordinate (G2) at (-0.6,0.75); + \coordinate (G3) at (-0.4,0.75); + \coordinate (G4) at (-0.3,0.75); + \coordinate (G5) at (-0.1,0.75); + \coordinate (G6) at (-0.2,0.75); + \coordinate (G7) at (0,0.75); + \node[above] at (G7) {{\small ${{F^\Delta_i}}_{{}_{i=16}}^{{}{28}}$}}; + \coordinate (G8) at (0.1,0.75); + \coordinate (G9) at (0.2,0.75); + \coordinate (G10) at (0.3,0.75); + \coordinate (G11) at (0.4,0.75); + \coordinate (G12) at (0.5,0.75); + \coordinate (G13) at (0.6,0.75); + + + + \coordinate (A1) at (1,0); + \coordinate (A2) at (2,0); + \coordinate (A3) at (3,0); + \coordinate (A4) at (4,0); + \coordinate (A5) at (5,0); + \coordinate (A6) at (6,0); + \coordinate (A7) at (7,0); + \coordinate (A8) at (5,1); + + + + \coordinate (B1) at (-1,0); + \coordinate (B2) at (-2,0); + \coordinate (B3) at (-3,0); + \coordinate (B4) at (-4,0); + \coordinate (B5) at (-5,0); + \coordinate (B6) at (-6,0); + \coordinate (B7) at (-7,0); + \coordinate (B8) at (-5,1); + + + \coordinate (F1) at (1.2,0.75); + \node[above] at (F1) {{\small $F^{\infty}_{33}$}}; + \coordinate (F2) at (1.95,0.75); + \node[above] at (F2) {{\small $F^\Delta_{29}$}}; + \coordinate (F3) at (6,0.75); + \node[above] at (F3) {{\small $F^{0}_{31}$}}; + \coordinate (F4) at (-1.2,0.75); + \node[above] at (F4) {{\small $F^{\infty}_{34}$}}; + \coordinate (F5) at (-1.95,0.75); + \node[above] at (F5) {{\small $F^\Delta_{30}$}}; + \coordinate (F6) at (-6,0.75); + \node[above] at (F6) {{\small $F^{0}_{32}$}}; + + + + + \node[vertice] at (A1) {}; + \node[below] at (A1) {{\small $E_7$}}; + \node[vertice] at (B1) {}; + \node[below] at (B1) {{\small $E_{15}$}}; + \node[vertice] at (A2) {}; + \node[below] at (A2) {{\small $E_6$}}; + \node[vertice] at (A3) {}; + \node[below] at (A3) {{\small $E_5$}}; + \node[vertice] at (A4) {}; + \node[below] at (A4) {{\small $E_4$}}; + \node[vertice] at (A5) {}; + \node[below] at (A5) {{\small $E_3$}}; + \node[vertice] at (A6) {}; + \node[below] at (A6) {{\small $E_9$}}; + \node[vertice] at (A7) {}; + \node[below] at (A7) {{\small $E_8$}}; + \node[vertice] at (A8) {}; + \node[above] at (A8) {{\small $E_2$}}; + + + \node[vertice] at (B2) {}; + \node[below] at (B2) {{\small $E_{14}$}}; + \node[vertice] at (B3) {}; + \node[below] at (B3) {{\small $E_{13}$}}; + \node[vertice] at (B4) {}; + \node[below] at (B4) {{\small $E_{12}$}}; + \node[vertice] at (B5) {}; + \node[below] at (B5) {{\small $E_{11}$}}; + \node[vertice] at (B6) {}; + \node[below] at (B6) {{\small $E_{17}$}}; + \node[vertice] at (B7) {}; + \node[below] at (B7) {{\small $E_{16}$}}; + \node[vertice] at (B8) {}; + \node[above] at (B8) {{\small $E_{10}$}}; + + \draw (U)--(A1)--(A2)--(A3)--(A4)--(A5)--(A6)--(A7); + \draw (A5)--(A8); + \draw (B5)--(B8); + \draw (U)--(B1)--(B2)--(B4)--(B4)--(B5)--(B6)--(B7); + + + \draw[->] (A1)--(F1); + \draw[->] (A1)--(F2); + \draw[->] (A6)--(F3); + \draw[->] (U)--(G1); + \draw[->] (U)--(G2); + \draw[->] (U)--(G3); + \draw[->] (U)--(G4); + \draw[->] (U)--(G5); + \draw[->] (U)--(G6); + \draw[->] (U)--(G7); + \draw[->] (U)--(G8); + \draw[->] (U)--(G9); + \draw[->] (U)--(G10); + \draw[->] (U)--(G11); + \draw[->] (U)--(G12); + \draw[->] (U)--(G13); + + + \draw[->] (B1)--(F4); + \draw[->] (B1)--(F5); + \draw[->] (B6)--(F6); + \end{tikzpicture} + \end{center} + \end{figure} + + + $$\begin{array}{|c||c|c|c|c|c|c|c|c|c|c|} + \hline + &E_1&E_2, E_{10}&E_3, E_{11}&E_4, E_{12}&E_5, E_{13}&E_6, E_{14}&E_7, E_{15} &E_8, E_{16}&E_9, E_{17}\\ + \hline + \hline + N^f_i& {\bf 8}& 10& 20& 28& 36& 44& {\bf 52}& 21&42\\ + N^g_i& {\bf12}& {\bf 13}& {\bf 26}& {\bf 39}& {\bf 52}& {\bf 65}& {\bf 78}& {\bf 26}& {\bf 52}\\ + N^\Delta_i& 25& {\bf 26}& {\bf 52}& {\bf 78}& {\bf 104}& {\bf 130}& {\bf 156}& {\bf 52}&{\bf 104}\\ + \hline + \hline + \nu_i&2&3&5&7&9&11&13&6&11\\ + \chi()&-11&1&-1&0&0&0&-2&1&-1\\ + E_i^2& -13& -2& -4& -2& -2& -2& -1&-2&-1\\ + \hline + \end{array}$$ + + + + The divisor $E_1$ is mapped to the value 1, the divisors $E_7$ and $E_{15}$ are dicriticals, and the rest of exceptionals divisors are zeros. The 13 arrows $F^\Delta_i$ with $i=16, \dots, 29$ attached to the divisor $E_1$ correspond to irreducible components of the strict transforms of $D_zF$, the arrows attached to the divisor $E_7$ (resp. $E_{13}$) correspond to an irreducible component strict transform of $b_3$ and another irreducible component of $D_zF$. Finally the arrow attched to $E_9$ (resp. to $E_{17}$) correspond to the strict transform of $b_2$. + %$$\pi^{-1} \{\mathcal{M} = 0\} = 2 (F^{0}_1 + F^{0}_2) + 4 (E_2 + E_5 + E_{10} + E_{13}) + 6 (E_4 + E_{12} ) + 8 (E_3 + E_{11}) + 11 (E_8+E_{16}) + 22 (E_9 + E_{17})) , \quad \pi^{-1} \{\mathcal{M} = 1\} = \sum_{i=1}^{15} F^\Delta_i + E_1$$ + $$\pi^{-1} \{\mathcal{M} = 0\} = 2 ( \sum_{31,32}F^{0}_i + \sum_{6,14} E_i ) + 4 \sum_{2,5,10,13}E_i + 6 \sum_{4,12 }E_i + 8 \sum_{3,11}E_i + 11\sum_{8,16} E_i + 22 \sum_{9,17} E_i ,$$ + $$\pi^{-1} \{\mathcal{M} = \infty\} = 3 F^{\infty}_{33} + 3 F^{\infty}_{34}, \quad \pi(E_7) = \pi(E_{15}) = \mathbb{P}^1, \quad \pi^{-1} \{\mathcal{M} = 1\} = \sum_{i=16}^{30} F^\Delta_i + E_1$$ + + + + The stratification associated with the resolution $\pi$ consist of $35$ strata $E^\circ_{i,j}$ of dimension 0 and 11 strata $E_i^\circ$ of dimension 1 and $\chi(E_i^\circ) \ne 0$. + The former correspond to the elements $(i,j)$ of the set + $$S= \left \{ \begin{array}{ccccccccc} + (1,7)& (1,15)& (1,16)& (1,17)& (1,18)& (1,19)& (1,20)& (1,21)& (1,22)\\ + (1,23)& (1,24)& (1, 25)& (1, 26)& (1, 27)& (1, 28)& (2,3)& (3,4)& (3,9)\\ + (4,5)& (5,6)& (6,7)& (7, 29)& (7, 33)& (8, 9)& (9,31)& (10,11)& (11,12)\\ + (11,17)& (12, 13)& (13,14)& (14,15)& (15,30)& (15, 34)& 16,17)& (17,32) + \end{array} \right \} $$ + %the 13 intersections $E_1 \cap F_i^\Delta$ for $i=16, \dots, 28$ and the 6 intersections + %$$ E_7 \cap F_{34}^\infty, \quad E_7 \cap F_{30}^\Delta, \quad E_9 \cap F_{32}^0, \quad E_{15} \cap F_{35}^\infty, \quad E_{15} \cap F_{31}^\Delta, \quad E_{17} \cap F_{33}^0 $$ + and the latter correspond with the indexes + $$1, \quad 2, \quad 3, \quad 7, \quad 8, \quad 9, \quad 10, \quad 11, \quad 15, \quad 16, \quad 19.$$ + + Notice that the minimal resolution $\pi'$ of the discriminant $D_zF$ is obtained after just 11 blow-ups. The blowups corresponding to divisors $E_8, E_9, E_{14}$ and $E_{15}$ are needed to resolve $b_2$. + \end{example} + + + \subsection{Trinomial forms associated to the strata} + + Let us consider the birational map $\tilde{\pi} := ( \pi, id ): \tilde{X} : =X \times \CC \rightarrow \CC^{3}$, where $id: \CC \rightarrow \CC$ is the identity map, and the pullback of $F$ under $\pi \times id$. The pullback $\tilde{\pi}^\ast F$ can be expressed in terms of the pullbacks of $b_2$ and $b_3$ as + \begin{equation} + z^3 -3 \pi^\ast b_2 z + 2 \pi^\ast b_3. + \end{equation} + over each non empty strata $E^\circ_I$ of $X$ created by the resolution $\pi$. + Since $\pi$ is a resolution of both $b_2$ and $b_3$, over each non empty strata $E^\circ_I$ of $X$ created by the resolution $\pi$, the terms $(\pi^\ast b_3)_{|_I}$ and $(\pi^\ast b_3)_{|_I}$ can be reexpressed in terms of the multiplicities $N^0_i$ and $N^\infty_i$ with $i \in I$ as + \begin{equation} + (\pi^\ast b_2)_{|_I}= x_1^{N^0_{i_1}} y_1^{N^0_{i_2}} u_1(x_1, y_1) \quad {\rm and } \quad + (\pi^\ast b_3)_{|_I}= x_1^{N^\infty_{i_1}} y_1^{N^\infty_{i_2}} u_1(x_1, y_1) + \end{equation} + where $u_1, u_2$ are units in $\CC\{x_1, y_1\}$. Hence, we have expressions + \begin{equation}\label{quasi-trinomial} + z^3 -3 x_1^{N^0_{i_1}} y_1^{N^0_{i_2}} u_1(x_1, y_1) z + 2 x_1^{N^\infty_{i_1}} y_1^{N^\infty_{i_2}} u_2(x_1,y_1), + \end{equation} + for each non empty strata $E^\circ_I$. Notice that these expressions are quasi-ordinary because $\pi$ is also a resolution of $D_zF$ and therefore $D_z(\pi^\ast F)_{|_I}$ is the product of a monomial in the variables $x_1$ and $y_1$ and a unit in $\CC\{x_1, y_1\}$. + + According to Section \ref{3nomial} the expression (\ref{quasi-trinomial}) is non degenerate with respect to its Newton polyhedron except for the case described in Proposition \ref{prop.non-deg}, i.e., the case when the there is a divisor $E_i$ with $i \in I$ such that $\mathcal{M}(E_i)=1$ or equivalently $3N^0_i=2N^\infty_i < N^\Delta_i$. + + \begin{remark} + If the strata $E^\circ_{i,j} \ne \emptyset$ and $\mathcal{M}(E_i)=1$ then either $\mathcal{M}(E_j)=1$ or $E_j$ is dicritical, i.e., $\mathcal{M}(E_j)=\mathbb{P}^1$. + \end{remark} + + + \begin{proposition} There exist a change of coordinates of the form + $$x_1= x_2, \quad y_1= y_2, \quad z = z_1 - x_2^\frac{N^0_i}{2} y_2^\frac{N^0_j}{2} + \cdots$$ + such that (\ref{quasi-trinomial}) becomes + either + $$z_1^3 + x_2^{\frac{N^0_i}{2}} y_2^{\frac{N^0_j}{2}} u'_1(x_2,y_2) z_1^2 + x_2^{N_i^\infty + M_i^\Delta} y_2^{N_j^\infty + M_j^\Delta} u'_2(x_2,y_2)$$ + if both $\mathcal{M}(E_i) = \mathcal{M}(E_j)=1$ + or + $$z_1^3 + x_2^{\frac{N^0_i}{2}}y_2^{\frac{N^0_j}{2}} u'_1(x_2,y_2) z_1^2 + x_2^{N_i^\infty + M_i^\Delta}y_2^{N_j^\infty } u'_2(x_2,y_2)$$ + if $\mathcal{M}(E_i)=1$ and $E_j$ is dicritical + \end{proposition} + + \begin{definition}The trinomial form $f_I$ associated with the stratum $E^\circ_I$ is + $$\begin{cases} + z^3 - x^{N^\infty_{i}}, & \mathcal{M}(E_i) \ne 1, \infty \\ + z^3 - x^{N^0_{i}} z + x^{N^\infty_{i}}, & \mathcal{M}(E_i) = \infty \\ + z^3 - x_2^{\frac{N^0_i}{2}}z^2 + x^{N_i^\infty + M_i^\Delta} , & \mathcal{M}(E_i) = 1, \\ + \end{cases}$$ + in the case $I= \{i\}$ + and + $$\begin{cases} + z^3 + x^{N^\infty_i}y^{N^\infty_j}, & \mathcal{M}(E_i), \mathcal{M}(E_j) \ne 1, \infty \\ + z^3 + x^{\frac{N^0_i}{2}}y^{\frac{N^0_j}{2}}z^2 + x^{N_i^\infty + M_i^\Delta}y^{N_j^\infty + M_j^\Delta} , & \mathcal{M}(E_i) = \mathcal{M}(E_j) = 1 \\ + z^3 + x^{\frac{N^0_i}{2}}y^{\frac{N^0_j}{2}} z^2 + x^{N_i^\infty + M_i^\Delta}y^{N_j^\infty} , & \mathcal{M}(E_i) = 1, \mathcal{M}(E_j) = \mathbb{P}^1 \\ + z^3 + x^{N^0_{i}}y^{N^0_{j}} z + x^{N^\infty_{i}}y^{N^\infty_{j}}, & {\rm else}\\ + \end{cases}$$ + in the case $I= \{i, j\}$. + \end{definition} + + + \begin{example} The following tables show all the trinomial forms and differential forms for the all the 0-dimensional strata and all the 1-dimensional strata with not zero Euler characteristic of Example \ref{extriplepole} + + + $$\begin{array}{c|c|c|c} + i&f_i&\omega_i& \chi()\\ + \hline + 1& z^3 + x^4z^2 + x^{13}& (2, 1, 1)& -13\\ + 2,10& z^3 + x^{10}z + x^{13}& (3, 1, 1)&1\\ + 3,11& z^3 + x^{20}z + x^{26}& (5, 1, 1)& -1\\ + 7,15& z^3 + \color{red}{x^{52}z} + x^{78}& (13, 1, 1)& -2\\ + 8, 16& z^3 + x^{21}z + x^{26}& (6, 1, 1)& 1\\ + 9,17& z^3 + x^{42}z + x^{52}& (11, 1, 1)& -1\\ + \end{array}$$ + + + + $$\begin{array}{c|c|c} + (i,j)&f_{i,j}&\omega_{i,j}\\ + \hline + &&\\ + (1, 7), (1, 15)& z^3 + x^4y^{26}z^2 + x^{13}y^{78}& (2, 13, 1)\\ + (2,3), (10, 11)& z^3 + x^{10}y^{20}z + x^{13}y^{26}& (3, 5, 1)\\ + (3, 9), (11, 17)& z^3 + x^{20}y^{42}z + x^{26}y^{52}& (5, 11, 1)\\ + (3, 4), (11,12)& z^3 + x^{20}y^{28}z + x^{26}y^{39}& (5, 7, 1)\\ + (8, 9), (16,17)& z^3 + x^{21}y^{42}z + x^{26}y^{52}& (6, 11, 1)\\ + (4, 5), (12,13)& z^3 + x^{28}y^{36}z + x^{39}y^{52}& (7, 9, 1)\\ + (5, 6), (13,14)& z^3 + x^{36}y^{44}z + x^{52}y^{65}& (9, 11, 1)\\ + (6, 7), (14,15)& z^3 + x^{44}y^{52}z + x^{65}y^{78}& (11, 13, 1)\\ + (1, i), i=16, \dots, 28& z^3 + x^4z^2 + x^{13}y& (2, 1, 1)\\ + (9, 31), (17, 32)& z^3 + x^{42}yz + x^{52}& (11, 1, 1)\\ + (7, 33), (15, 34)& z^3 + x^{52}z + x^{78}y& (13, 1, 1)\\ + (7, 29) (15, 30)& z^3 + x^{26}z^2 + x^{78}y& (13, 1, 1)\\ + %(12, 'f')& z^3 + x^{42}yz + x^{52}& (11, 1, 1)\\ + %(16, 'g')& z^3 + x^{52}z + x^{78}y& (13, 1, 1)\\ + %(16, 'd')& z^3 + x^{26}z^2 + x^{78}y& (13, 1, 1) + \end{array}$$ + + + \end{example} + + + + + \section{The quasi-trinomial case}\label{3nomial} + In this section we consider the case of + $$F = z^3 + M_1(c_1+A)z + M_2(c_2 + B) \in \CC[[{\bf x}]][z]$$ + where $M_1={\bf x}^{m_1}$ and $M_2={\bf x}^{m_2}$ are monomials, $c_1,c_2 \in \CC^\ast$ and $A, B \in ({\bf x})\CC[[{\bf x}]]$ + + We distinguish the following two cases + \begin{itemize} + + \item Assume that the monomials $M_1$ and $M_2$ are not related by the divisibility relation, i.e., neither $M_1 \nmid M_2$ nor $M_2 \nmid M_1$. + In this case, the Newton polyhedra of $F$ contains a unique two dimensional compact face determined by the monomials $z^3$, $M_1z$ and $M_2$. Moreover, $F$ is non degenerate with respect to its Newton polyhedra. + + \ + + + \begin{tikzpicture} + \fill [yellow] (1,0) rectangle (3,-2); + \fill [yellow] (-2,0) rectangle (1,2); + \draw[gray, thick] (-2,-2) -- (-2,2); + \draw[gray, thick] (-2,-2) -- (3,-2); + \draw[gray, thick] (-2,0) -- (3,0); + \draw[gray, thick] (1,-2) -- (1,2); + \filldraw[black] (-2,-2) circle (2pt) node[anchor=west]{}; + \filldraw[black] (1,0) circle (2pt) node[anchor=south west]{$m_2$}; + \filldraw[black] (2,-1) circle (2pt) node[anchor=south west]{$m_1$}; + + + + + + + + + + + + + \fill [yellow] (11,0,4)--(11,0,0)--(13,0,0)--(13,0,4)--(11,0,4); + \fill [yellow] (11,0,4)--(11,0,7)--(6,0,7)--(6,0,4)--(11,0,4); + + \draw[gray, thick] (6,0,0) -- (6,0,7); + \draw[gray, thick] (6,0,0) -- (6,4,0); + \draw[gray, thick] (6,0,0) -- (13,0,0); + + + + + + \filldraw[black] (6,0,0) circle (2pt) node[anchor=west]{}; + + + \draw[gray, thick] (6,0,4) -- (13,0,4); + \draw[gray, thick] (11,0,0) -- (11,0,7); + + + + \draw[gray, thick] (6,3,0) -- (11,0,4); + \draw[gray, thick] (9,1,6) -- (11,0,4); + \draw[gray, thick] (6,3,0) -- (9,1,6); + + + \draw[gray, dashed] (9,0,0) -- (9,0,6); + \draw[gray, dashed] (6,0,6) -- (9,0,6); + \draw[gray, dashed] (9,1,0) -- (9,1,6); + \draw[gray, dashed] (6,1,6) -- (9,1,6); + \draw[gray, dashed] (9,0,6) -- (9,1,6); + + \draw[gray, dashed] (6,1,0) -- (6,1,6); + \draw[gray, dashed] (6,1,0) -- (9,1,0); + \draw[gray, dashed] (6,0,6) -- (6,1,6); + \draw[gray, dashed] (9,0,0) -- (9,1,0); + + + \filldraw[black] (6,3,0) circle (2pt) node[anchor=south west]{$z^3$}; + \filldraw[black] (11,0,4) circle (2pt) node[anchor=north west]{$M_2$}; + \filldraw[black] (9,0,6) circle (2pt) node[anchor=north]{$M_1$}; + \filldraw[black] (9,1,6) circle (2pt) node[anchor=south west]{$M_1z$}; + \end{tikzpicture} + + \ + + + + \item Assume that the monomials $M_1$ and $M_2$ are related by the divisibility relation, i.e., either $M_1 | M_2$ or $M_1 | M_2$. In this case the Newton polyhedron of $F$ is a polygonal path. We distinguish the following cases. + + \ + + + \begin{tikzpicture} + \fill [yellow] (6,-2) rectangle (9,0); + \fill [yellow] (9,0) rectangle (11,2); + \draw[gray, thick] (6,-2) -- (6,2); + \draw[gray, thick] (6,-2) -- (11,-2); + \draw[gray, thick] (6,0) -- (11,0); + \draw[gray, thick] (9,-2) -- (9,2); + \filldraw[black] (6,-2) circle (2pt) node[anchor=west]{}; + \filldraw[black] (9,0) circle (2pt) node[anchor=north west]{$m_2$}; + \filldraw[black] (9.5, 1.3) circle (2pt) node[anchor=north west]{$m_1$}; + \end{tikzpicture} + + \ + + + \begin{enumerate} + \item If the point $3m_1$ does not belong to the set $2 m_2 + (\RR_{\geq 0})^2$, the Newton polyhedron of $F$ consists of two segments. The first one is determined by the monomials $z^3$ and $M_1z$ and the second is determined by the monomials $M_1z$ and $M_2$. it follows that $F$ is non degenerate with respect to its newton polyhedron. + + + + \ + + + \begin{tikzpicture} + \fill [yellow] (-2,-2) rectangle (1,-2/3); + \fill [yellow] (-2,-2) rectangle (0,0); + \draw[gray, thick] (-2,-2) -- (-2,2); + \draw[gray, thick] (-2,-2) -- (3,-2); + \draw[gray, thick] (-2,0) -- (3,0); + \draw[gray, thick] (1,-2) -- (1,2); + + \draw[gray, dashed] (0,-2/3) -- (0,0); + \draw[gray, dashed] (0,-2/3) -- (1,-2/3); + + + + \filldraw[black] (-2,-2) circle (2pt) node[anchor=west]{}; + \filldraw[black] (1,0) circle (2pt) node[anchor=north west]{$m_2$}; + \filldraw[black] (0, -2/3) circle (2pt) node[anchor=north west]{$\frac{2}{3}m_2$}; + \filldraw[black] (-0.5, -0.2) circle (2pt) node[anchor=north east]{$m_1$}; + + + + + \fill [yellow] (28/3,0,4)--(28/3,0,8/3)--(11,0,8/3)--(11,0,0)--(6,0,0)--(6,0,4)--(28/3,0,4); + + + \draw[gray, thick] (6,0,0) -- (6,0,7); + \draw[gray, thick] (6,0,0) -- (6,4,0); + \draw[gray, thick] (6,0,0) -- (13,0,0); + + + + + + \filldraw[black] (6,0,0) circle (2pt) node[anchor=west]{}; + + + \draw[gray, thick] (6,0,4) -- (13,0,4); + \draw[gray, thick] (11,0,0) -- (11,0,7); + + + + \draw[gray, thick] (8,1,3) -- (11,0,4); + \draw[gray, thick] (6,3,0) -- (8,1,3); + + + \draw[gray, dashed] (8,1,3) -- (8,0,3); + \draw[gray, dashed] (8,0,0) -- (8,0,3); + \draw[gray, dashed] (8,1,3) -- (8,1,0); + \draw[gray, dashed] (8,1,0) -- (8,0,0); + \draw[gray, dashed] (6,1,0) -- (8,1,0); + + + \draw[gray, dashed] (6,1,0) -- (6,1,3); + \draw[gray, dashed] (6,1,3) -- (8,1,3); + \draw[gray, dashed] (6,1,3) -- (6,0,3); + \draw[gray, dashed] (6,0,3) -- (8,0,3); + + + + + \draw[gray, dashed] (28/3,0,8/3) -- (28/3,0,4); + \draw[gray, dashed] (28/3,0,8/3) -- (11,0,8/3); + + \filldraw[black] (6,3,0) circle (2pt) node[anchor=south west]{$z^3$}; + \filldraw[black] (11,0,4) circle (2pt) node[anchor=north west]{$M_2$}; + \filldraw[black] (8,0,3) circle (2pt) node[anchor=north]{$M_1$}; + \filldraw[black] (8,1,3) circle (2pt) node[anchor=south west]{$M_1z$}; + + + + + \end{tikzpicture} + + \ + + + + \item If the point $3m_1$ belongs to the set $2 m_2 + (\RR_{\geq 0})^2$, the Newton polyhedron of $F$ consists of one segment with vertex corresponding to the monomials $z^3$ and $M_2$. We distinguish to further cases. + + + + + + \begin{enumerate} + \item If $M_1^3 \ne M_2^2$, the point corresponding to the monomial $M_1z$ is an interior point of the Newton polyhedron of $F$. It follows that $F$ is non degenerate with respect to its Newton polyhedron. + + + + \begin{tikzpicture} + + + \fill [yellow] (28/3,0,4)--(28/3,0,8/3)--(11,0,8/3)--(11,0,0)--(6,0,0)--(6,0,4)--(28/3,0,4); + + + \draw[gray, thick] (6,0,0) -- (6,0,7); + \draw[gray, thick] (6,0,0) -- (6,4,0); + \draw[gray, thick] (6,0,0) -- (13,0,0); + + \filldraw[black] (6,0,0) circle (2pt) node[anchor=west]{}; + + + \draw[gray, thick] (6,0,4) -- (13,0,4); + \draw[gray, thick] (11,0,0) -- (11,0,7); + + + \draw[gray, thick] (6,3,0) -- (11,0,4); + + \draw[gray, thick] (6,3,0) -- (10.5,1,3) -- (12.75, 0, 4.5); + + + \draw[gray, thick] (6,3,0) -- (6,3,7); + \draw[gray, thick] (6,3,0) -- (13,3,0); + + + \draw[gray, dashed] (6,1,3) -- (6,0,3); + \draw[gray, dashed] (10.5,0,0) -- (10.5,0,3); + \draw[gray, dashed] (6,1,3) -- (6,1,0); + \draw[gray, dashed] (10.5,1,0) -- (10.5,0,0); + \draw[gray, dashed] (6,1,0) -- (10.5,1,0); + + + \draw[gray, dashed] (10.5,1,0) -- (10.5,1,3); + \draw[gray, dashed] (10.5,1,3) -- (6,1,3); + \draw[gray, dashed] (10.5,1,3) -- (10.5,0,3); + \draw[gray, dashed] (10.5,0,3) -- (6,0,3); + + + + + \draw[gray, dashed] (28/3,0,8/3) -- (28/3,0,4); + \draw[gray, dashed] (28/3,0,8/3) -- (11,0,8/3); + + \filldraw[black] (6,3,0) circle (2pt) node[anchor=south west]{$z^3$}; + \filldraw[black] (11,0,4) circle (2pt) node[anchor=north west]{$M_2$}; + \filldraw[black] (10.5,0,3) circle (2pt) node[anchor=north]{}; + \filldraw[black] (10.5,1,3) circle (2pt) node[anchor=south west]{$M_1z$}; + \filldraw[black] (12.75,0,4.5) circle (2pt) node[anchor=north]{}; + + + + \end{tikzpicture} + + + + \item If $M_1^3 = M_2^2$, the point corresponding to the monomial $M_1z$ lies in the unique dimensional compact face of the Newton polyhedron of $F$. The face equation is equal to + $$z^3 + c_1z + c_2.$$ + Therefore, $F$ is non degenerate with respect to its Newton polyhedron if and only if $3(c_1)^2 \ne 2(c_2)^3$. + + + \begin{tikzpicture} + + + \fill [yellow] (28/3,0,4)--(28/3,0,8/3)--(11,0,8/3)--(11,0,0)--(6,0,0)--(6,0,4)--(28/3,0,4); + + + \draw[gray, thick] (6,0,0) -- (6,0,7); + \draw[gray, thick] (6,0,0) -- (6,4,0); + \draw[gray, thick] (6,0,0) -- (13,0,0); + + \filldraw[black] (6,0,0) circle (2pt) node[anchor=west]{}; + + + \draw[gray, thick] (6,0,4) -- (13,0,4); + \draw[gray, thick] (11,0,0) -- (11,0,7); + + + \draw[gray, thick] (6,3,0) -- (11,0,4); + + + + \draw[gray, thick] (6,3,0) -- (6,3,7); + \draw[gray, thick] (6,3,0) -- (13,3,0); + + + \draw[gray, dashed] (6,1,8/3) -- (6,0,8/3); + \draw[gray, dashed] (28/3,0,0) -- (28/3,0,8/3); + \draw[gray, dashed] (6,1,8/3) -- (6,1,0); + \draw[gray, dashed] (28/3,1,0) -- (28/3,0,0); + \draw[gray, dashed] (6,1,0) -- (28/3,1,0); + + + \draw[gray, dashed] (28/3,1,0) -- (28/3,1,8/3); + \draw[gray, dashed] (28/3,1,8/3) -- (6,1,8/3); + \draw[gray, dashed] (28/3,1,8/3) -- (28/3,0,8/3); + \draw[gray, dashed] (28/3,0,8/3) -- (6,0,8/3); + + + + + \draw[gray, dashed] (28/3,0,8/3) -- (28/3,0,4); + \draw[gray, dashed] (28/3,0,8/3) -- (11,0,8/3); + + \filldraw[black] (6,3,0) circle (2pt) node[anchor=south west]{$z^3$}; + \filldraw[black] (11,0,4) circle (2pt) node[anchor=north west]{$M_2$}; + \filldraw[black] (28/3,0,8/3) circle (2pt) node[anchor=north]{}; + \filldraw[black] (28/3,1,8/3) circle (2pt) node[anchor=south west]{$M_1z$}; + + + + + \end{tikzpicture} + + + \end{enumerate} + \end{enumerate} + + + + + \end{itemize} + + + \newpage + + \section{Contibutions to the topological zeta function and the A´Campo monodromy zeta function of the trinomial forms} + + + \begin{proposition}\label{formestrpi} + The monodromy zeta function $\zeta_F(t)$ and the local topological zeta function $Z(F,s)_0$ of $F$ equal + $$(1 - t^3)^{\alpha} \prod_{I} \zeta_{f_I}(t)^{-\chi(E_I^\circ)}$$ + $$\sum_I \chi(E^\circ_I) Z(f_I, \omega_I)_{o_I}$$ + where $I$ varies over the statification associated to the resolution $\pi$ of $b_2b_3D_zF$, the exponent $\alpha$ is the number of points of blow-ups needed to obtain $\pi$, and $o_I$ is a point in $E^\circ_I$. + \end{proposition} + + \begin{proof} It follows from the the formula for $\zeta_f$ in terms of a partial resolution \cite[Theorem 1]{GSLM97} and the Stratum principle for topological zeta functions \cite[Stratum Principle 1.2]{ABCNLM02}. Each of the $\alpha$ factors of the form $(1-t^3)$ of $\zeta_f$ comes from the intersection of Milnor fiber of $F$ at $o$ and the line thru a center of blow-up of $\pi$. Each of these intersection sets consists of 3 points that are cyclically permuted by the monodromy. + \end{proof} + + + \begin{example} The resolution $\pi$ of Example \ref{extriplepole} consist of $\alpha=15$ blow-ups and the associated stratification has 35 strata. According to Proposition \ref{formestrpi} we have + $$\zeta_F(t) = \frac{(1-t^3)^{15} \zeta^{}_{f_{2}} \zeta^{2}_{f_{4}} \zeta^{2}_{f_{5}} \zeta^{2}_{f_{6}} \zeta^{}_{f_{8}} \zeta^{}_{f_{10}} \zeta^{2}_{f_{12}} \zeta^{2}_{f_{13}} \zeta^{2}_{f_{14}} \zeta^{}_{f_{16}} } + {\zeta^{13}_{f_{1}} \zeta^{}_{f_{3}} \zeta^{4}_{f_{7}} \zeta^{}_{f_{9}} \zeta^{}_{f_{11}} \zeta^{4}_{f_{15}} \zeta^{}_{f_{17}} }= \Phi^3_1 \Phi^{15}_2 \Phi_3 \Phi^2_6 \Phi^2_{13} \Phi^{15}_{26} \Phi^2_{78}$$ + where $\Phi_i$ is $i$-th the cyclotomic polymonial, and $Z(F,s)_0$ equals + $$-13Z(f_1,s)_0 + \sum_{i=2,8,10,16}Z(f_i,s)_0 - \sum_{i=3, 9,11,17} Z(f_i,s)_0 - 2 \sum_{i=7,15}Z(f_i,s)_0 + \sum_{(i,j) \in S} Z(f_{i,j},s)_0=$$ + $$\frac{-1/26s^3 + 2749/6084s^2 + 1969/4056s + 1/8}{(s+1)(s+1/2)^3}$$ + where $S$ is the subset indexing the 0-dimensional strata of Example \ref{extriplepole} and we have omitted the symbols of differential forms associated to each strata for shortness sake. + \end{example} + + + + \subsection{Trinomial forms for strata $E^\circ_i$} + + \subsubsection{First case $f= z^3 - x^{m_3}$ and $\omega = x^{\nu_1-1}dxdz$} + Newton polyhedra has three compact faces: the 0-dimensional faces $\tau_0$ corresponding to the monomial $z^3$ and $\tau_1$ corresponding to the monomial $x^{m_3}$, and the 1-dimensional face $\sigma$ contained in + $$ 3p + m_3r = 3m_3$$ + The corresponding candidate pole is + $$ 3m_3 s + 3\nu_1 +m_3$$ + + The topological zeta function $Z_{{\rm top}}(f, \omega,s)_0$ equals + %a*c^2*s - m*s - 3*a*s - m - 3*a + $$ \frac{3\nu_1 + m_3 + (3\nu_1 + m_3 - \nu_1 (m_3, 3)^2)s}{\nu_1(3m_3 s + 3\nu_1 + m_3)(s+1)}$$ + or equivalently $J_{\check \tau_0}-\frac{(3, m_3)J_{\check \sigma}s}{s+1}+J_{\check \tau_1}$ with the terms $J_{\check \tau_0}$, $J_{\check \tau_1}$ and $J_{\check \sigma}$ given as follows. + \begin{enumerate} + \item The dual cone $\check \tau_1$ to the face $\tau_1$ is simplicial and generated by the rays $$\frac{1}{(m_3,3)} (3, m_3), e_2.$$ This cone has multiplicity $\frac{3}{(m_3,3)}$. Its contribution to the local topological zeta function is + $$J_{\check \tau_1}= \frac{3}{ \nu_1 (3m_3 s + 3\nu_1 + m_3)}.$$ + + + \item The dual cone $\check \sigma$ of the face $\sigma$ is the simplical cone generated by the ray $$\frac{1}{(m_3,3)} (3, m_3).$$ Its contribution to the local zeta function is + $$J_{\check \sigma}= \frac{(3,m_3)}{(3m_3 s + 3\nu_1 + m_3)}.$$ + + + \item The dual cone $\check \tau_0$ to the face $\tau_0$ is the cone generated by the rays $$\frac{1}{(m_3,3)} (3, m_3), e_1.$$ This cone has multiplicity $\frac{m_3}{(m_3,3)}$. Its contribution to the the local topological zeta function is + $$J_{\check \tau_0}= \frac{m_3}{(3m_3 s + 3\nu_1 + m_3)}.$$ + \end{enumerate} + Similarly we have + $$\zeta_f (t) = \frac{(1-t^3)(1-t^{m_3})}{(1-t^{3m_3})^{(m_3,3)}}$$ + + + + + \subsubsection{Second case $f= z^3 - x^{m_2}z - x^{m_3}$ and $\omega = x^{\nu_1-1}dxdz$ such that $3m_2 < 2 m_3$.} + Newton polyhedra has five compact faces: the 0-dimensional faces $\tau_0$ corresponding to the monomial $z^3$, $\tau_1$ corresponding to the monomial $x^{m_2}z$, and $\tau_2$ corresponding to the monomial $ x^{m_3}$, and the 1-dimensional faces $\sigma_1$ contained in the hyperplane + $$2p + m_2r = 3m_2$$ + and $\sigma_2$ contained in the hyperplane + $$p + (m_3-m_2)r = m_3$$ + The candidate poles are + $$3m_2s + 2 \nu_1 + m_2 \quad {\rm and } \quad m_3s + \nu_1 + m_3-m_2$$ + + The topological zeta function $Z_{{\rm top}}(f, \omega,s)_0$ equals + $$\frac{(2-\nu_1(m_2,2)^2)s + 2(\nu_1 + 1)}{(3m_2s + 2 \nu_1 + m_2)(s+1)}$$ + or equivalently $J_{\check \tau_0}-(m_2,2)J_{\check \sigma_1}\frac{s}{s+1}+J_{\check \tau_1} - \frac{J_{\check \sigma_2}s}{s+1}+J_{\check \tau_2}$ with the terms $J_{\check \tau_0}$, $J_{\check \tau_1}$, $J_{\check \tau_2}$, $J_{\check \sigma_1}$ and $J_{\check \sigma_2}$ given as follows. Note that the candidate pole $ m_3s + \nu_1 + m_3-m_2$ is a false candidate pole. + + \begin{enumerate} + \item The dual cone $\check \tau_2$ to the face $\tau_2$ is the regular cone generated by the rays + $$(1, m_3 - m_2), e_2$$ + give the contribution + $$J_{\check \tau_2}=\frac{1}{(m_3s + \nu_1 + m_3-m_2)}$$ + + \item The dual cone $\check \sigma_2$ of the face $\sigma_2$ is the regular cone generated by the rays + $$(1, m_3 - m_2)$$ + give the contribution + $$J_{\check \sigma_2} = \frac{1}{(m_3s + \nu_1 + m_3-m_2)}$$ + + + \item The dual cone $\check \tau_1$ to the face $\tau_1$ is the simplicial cone generated by the rays + $$(1, m_3 - m_2), \frac{1}{(m_2,2)}(2, m_2)$$ + The multiplicity of this cone is $\frac{m_2+2m_3}{(2,m_2)}$. Its contribution to the the local topological zeta function is + $$J_{\check \tau_1} = \frac{3m_3-2m_2}{(m_3s + \nu_1 + m_3-m_2)(3m_2s + 2 \nu_1 + m_2)}$$ + + \item The dual cone $\check \sigma_1$ of the face $\sigma_1$ is the cone generated by the rays + $$ \frac{1}{(n_2,2)} (2, m_2)$$ + It gives the contribution + $$J_{\check \sigma_1} = \frac{(m_2, 2)}{(3m_2s + 2\nu_1 + m_2)}$$ + + \item The dual cone $\check \tau_0$ of the face $\tau_0$ is the simplicial cone generated by the rays + $$e_1, \frac{1}{(m_2,2)}(2, m_2)$$ + The multiplicity of this cone is $\frac{2}{(2,m_2)}$. Its contribution to the the local topological zeta function is + $$J_{\check \tau_0}=\frac{2}{\nu_1(3m_2s + 2\nu_1+m_2)}$$ + \end{enumerate} + Similarly we have + $$\zeta_f (t) = \frac{(1-t^3)}{(1-t^{3m_2})^{(m_2,2)}}$$ + + + We remark that this case it is equivalent to $f=z(z^2 - x^{m_2})$. + + + \subsubsection{Third case $f= z^3 - x^{m_1}z^2 - x^{m_3}$ and $\omega = x^{\nu_1-1}dxdz$ such that $m_3 > m_1$} + Newton polyhedra has five compact faces: the 0-dimensional faces $\tau_0$ corresponding to the monomial $z^3$, $\tau_1$ corresponding to the monomial $x^{m_1}z^2$, and $\tau_2$ corresponding to the monomial $ x^{m_3}$, and the 1-dimensional faces $\sigma_1$ contained in the hyperplanes + $$p + m_1r = 3m_1$$ + and $\sigma_2$ contained in the hyperplanes + $$2p + (m_3-m_1)r = 2m_3$$ + The candidate poles are + $$3m_1s + \nu_1 + m_1 \quad {\rm and } \quad 2m_3s + 2\nu_1 + m_3-m_1$$ + + The topological zeta function $Z_{{\rm top}}(f, \omega,s)_0$ equals + $$\frac{ (2m_1m_3 + 6m_1\nu_1 - 2m_3\nu_1 -3m_1\nu_1c^2)s^2 + ( 3m_1m_3 - m_1^2 + 8m_1\nu_1 - \nu_1^2c^2s - m_1\nu_1c^2)s + - m_1^2 + m_1m_3 + m_1\nu_1 + m_3\nu_1 + 2\nu_1^2}{(s+1)(3m_1s + \nu_1 + m_1)(2m_3s + 2\nu_1 + m_3-m_1)}$$ + or equivalently $V_0-\frac{As}{s+1}+V_1 - \frac{A_2s}{s+1}+V_2$ with the terms $V_0$, $V_1$ and $A$ given as follows. + \begin{enumerate} + \item The dual cone $\check \tau_2$ to the face $\tau_2$ is the regular cone generated by the rays + $$e_2, \frac{1}{(m_3-m_1,2)}(2, m_3-m_1)$$ + give the contribution + $$J_{\check \tau_2}=\frac{2}{(2m_3s + 2\nu_1 + m_3-m_1)}$$ + + \item The dual cone $\check \sigma_2$ of the face $\sigma_2$ is the regular cone generated by the rays + $$\frac{1}{(m_3-m_1,2)}(2, m_3-m_1)$$ + give the contribution + $$J_{\check \sigma_2} = \frac{(m_3-m_1,2)}{(2m_3s + 2\nu_1 + m_3-m_1)}$$ + + + \item The dual cone $\check \tau_1$ to the face $\tau_1$ is the simplicial cone generated by the rays + $$ \frac{1}{(m_3-m_1,2)}(2, m_3-m_1), (1, m_1)$$ + The multiplicity of this cone is $\frac{m_2+2m_3}{(2,m_2)}$. Its contribution to the the local topological zeta function is + $$J_{\check \tau_1} = \frac{m_3-3m_1}{(2m_3s + 2\nu_1 + m_3-m_1)(3m_1s + \nu_1 + m_1)}$$ + + \item The dual cone $\check \sigma_1$ of the face $\sigma_1$ is the cone generated by the ray + $$ (1, m_1)$$ + It gives the contribution + $$J_{\check \sigma_1} = \frac{1}{(3m_1s + \nu_1 + m_1)}$$ + + \item The dual cone $\check \tau_0$ of the face $\tau_0$ is the simplicial cone generated by the ray + $$e_1, (1, m_1)$$ + The multiplicity of this cone is $\frac{2}{(2,m_2)}$. Its contribution to the the local topological zeta function is + $$J_{\check \tau_0}=\frac{m_1}{\nu_1(3m_1s + \nu_1+m_1)}$$ + \end{enumerate} + + + Similarly we have + $$\zeta_f (t) = $$ + + We remark that this case is equivalent to $f=(z-x^{m_1})(z^2 - x^{m_3-m_2})$ + + + \subsection{Trinomial forms for strata $E^\circ_{i,j}$} + + \subsubsection{ First case $f= z^3 - x^{m_3}y^{n_3}$ and $\omega = x^{\nu_1-1}y^{\nu_2-1}dxdydz$} + + Newton polyhedra has three compact faces: the 0-dimensional faces $\tau_0$ corresponding to the monomial $z^3$ and $\tau_1$ corresponding to the monomial $x^{m_3}y^{n_3}$, and the 1-dimensional face $\sigma$ contained in + $$ 3p + m_3r = 3m_3, \qquad 3q + n_3r = 3n_3$$ + The corresponding candidate poles are + $$ 3m_3 s + 3\nu_1 +m_3, \qquad 3n_3 s + 3\nu_2 + n_3$$ + + The topological zeta function $Z_{{\rm top}}(f, \omega,s)_0$ equals + $$ \frac{((3s+1)m_3n_3 + 3(\nu_1n_3+\nu_2m_3+3\nu_1\nu_2))(s+1) -3\nu_1\nu_2(3, m_3, n_3)^2s}{\nu_1\nu_2(3m_3 s + 3\nu_1 + m_3)(3n_3 s + 3\nu_2 + n_3)(s+1)}$$ + or equivalently $V_0-\frac{(3, m_3, n_3)As}{s+1}+V_1 $ with the terms $V_0$, $V_1$ and $A$ given as follows. + \begin{enumerate} + \item The dual cone $\check \tau_1$ to the face $\tau_1$ is simplicial and generated by the rays $$\frac{1}{(m_3,3)} (3, 0, m_3), \frac{1}{(n_3,3)} (0, 3, n_3) , e_3.$$ This cone has multiplicity $\frac{9}{(m_3,3)(n_3,3)}$. Its contribution to the local topological zeta function is + $$V_1= \frac{9}{ (3m_3 s + 3\nu_1 + m_3)(3n_3 s + 3\nu_2+n_3)}.$$ + + + \item The dual cone $\check \sigma$ of the face $\sigma$ is the simplical cone generated by the rays $$\frac{1}{(m_3,3)} (3, 0, m_3), \frac{1}{(n_3,3)} (0, 3, n_3) .$$ This cone has multiplicity $\frac{3 (m_3, n_3, 3)}{(m_3,3)(n_3,3)}$. Its contribution to the local zeta function is + $$A= \frac{3(m_3,n_3,3)}{(3m_3 s + 3\nu_1 + m_3)(3n_3 s + 3\nu_2+n_3)}.$$ + + + \item The dual cone $\check \tau_0$ to the face $\tau_0$ is the cone generated by the rays $$\frac{1}{(m_3,3)} (3, 0, m_3), \frac{1}{(n_3,3)} (0, 3, n_3), e_1, e_2$$ which is not simplicial. Using the expression $\check \tau_0 = \mathbb{R}^3_{\geq 0} - \check \tau_1 - \check \sigma$, its contribution to the the local topological zeta function is + $$V_0=\frac{1}{ \nu_1 \nu_2 (3s+1)} - \frac{9}{(3m_3 s + 3\nu_1 + m_3)(3n_3 s + 3\nu_2 + n_3)(3s+1)}$$ + $$ = \frac{m_1m_2(3s+1) + 3(\nu_1m_2+\nu_2m_1)}{\nu_1\nu_2(3m_3 s + 3\nu_1 + m_3)(3n_3 s + 3\nu_2 + n_3)}$$ + \end{enumerate} + + + %Comparing the contributions of the pairs $(f, \omega)$ and the case $(\bar{f}, \bar{\omega})$ with $\bar{f} = z^3 - \bar{x}^{\frac{m_3}{g}} \bar{y}^{\frac{n_3}{g}}$ and $\bar{\omega} = \bar{x}^{\frac{\nu_1}{g}-1} \bar{y}^{\frac{\nu_2}{g}-1} d \bar{x}d \bar{y} dz$ + %we get the relations + %$$\bar{V}_0= g V_0 \qquad \bar{V}_1= g V_1 \qquad \bar{A} = + %\begin{cases} + %g A & \hbox{ if either } 3 \mid m \hbox{ and } 3 \mid \frac{m}{g} \hbox{ or } 3 \nmid m \hbox{ and } 3 \nmid \frac{m}{g} \\ + %\frac{g}{9} A & \hbox{ if } 3 \mid m \hbox{ and } 3 \nmid \frac{m}{g} + %\end{cases}$$ + + + + + + \subsection{} Second case $f= z^3 - x^{m_2}y^{n_2}z - x^{m_3}y^{n_3}$ and such that $m_2 \leq 2 m_3, 3 n_2 \leq 2 n_3$ and $3(m_2, n_2) \ne 2(m_3, n_3)$. + + Newton polyhedra has five compact faces: the 0-dimensional faces $\tau_0$ corresponding to the monomial $z^3$, $\tau_1$ corresponding to the monomial $x^{m_2}y^{n_2}z$, and $\tau_2$ corresponding to the monomial $ x^{m_3}y^{n_3}$, and the 1-dimensional faces $\sigma_1$ contained in the hyperplanes + $$2p + m_2r = 3m_2, \qquad 2q + n_2r = 3n_2$$ + and $\sigma_2$ contained in the hyperplanes + $$p + (m_3-m_2)r = m_3, \qquad q + (n_3-n_2)r =n_3$$ + The candidate poles are + $$3m_2s + 2 \nu_1 + m_2, \qquad 3n_2 s + 2\nu_2 + n_2$$ + and + $$m_3s + \nu_1 + m_3-m_2, \qquad n_3s + \nu_2 + n_3-n_2$$ + + The topological zeta function is the sum of the following five terms + \begin{enumerate} + \item The dual cone $\check \tau_2$ to the face $\tau_2$ is the regular cone generated by the rays + $$(1, 0, m_3 - m_2), (0, 1 , n_3 - n_2), e_3$$ + give the contribution + $$\frac{1}{(m_3s + \nu_1 + m_3-m_2)(n_3s + \nu_2 + n_3-n_2)}$$ + + \item The dual cone $\check \sigma_2$ of the face $\sigma_2$ is the regular cone generated by the rays + $$(1, 0, m_3 - m_2), (0, 1 , n_3 - n_2)$$ + give the contribution + $$\frac{-s}{(m_3s + \nu_1 + m_3-m_2)(n_3s + \nu_2 + n_3-n_2)(s+1)}$$ + + + \item The dual cone $\check \tau_1$ to the face $\tau_1$ is the cone generated by the rays + $$(1, 0, m_3 - m_2), (0, 1 , n_3 - n_2), \frac{1}{(m_2,2)}(2, 0, m_2), \frac{1}{(n_2,2)}(0,2,n_2)$$ + which is not simplicial. Denote by $\rho$ the cone generated by $\frac{1}{(m_2,2)}(2, 0, m_2)$, $\frac{1}{(n_2,2)}(0,2,n_2)$ and $e_3$. Using the expression $\check \tau_1 = \rho - \check \tau_2 - \check \sigma_2$, its contribution to the the local topological zeta function is + $$\frac{4}{(m_2,2)(n_2,2)(3m_2s + 2\nu_1 + m_2)(3n_2s + 2\nu_2 + n_2)} - \frac{1}{(m_3s + \nu_1 + m_3-m_2)(n_3s + \nu_2 + n_3-n_2)}$$ + + \item The dual cone $\check \sigma_1$ of the face $\sigma_1$ is the cone generated by the rays + $$ \frac{1}{(n_2,2)} (2, 0, m_2), \frac{1}{(n_2,2)} (0, 2 , n_2)$$ + This cone has multiplicity $2(m_2, n_2, 2)$. It gives the contribution + $$\frac{-2(m_2, n_2, 2)s}{(3m_2s + 2\nu_1 + m_2)(3n_2s + 2\nu_2 + n_2)(s+1)}$$ + + \item The dual cone $\check \tau_0$ of the face $\tau_0$ is the cone generated by the rays + $$e_1, e_2, \frac{1}{(m_2,2)}(2, 0, m_2), \frac{1}{(n_2,2)}(0,2,n_2)$$ + Using the expression $\check \tau_0 = \mathbb{R}^3_{\geq 0} - \rho - \check \sigma_2$, its contribution to the the local topological zeta function is + $$\frac{1}{\nu_1\nu_2(3s+1)} - \frac{2}{(3m_2s + 2\nu_1+m_2)(3n_2s + 2\nu_2+m_2)(3s+1)}$$ + \end{enumerate} + + \subsection{} Third case $f= z^3 - x^{m_1}y^{n_1}z^2 - x^{m_3}y^{n_3}$ and such that $3m_1 \leq m_3, 3 n_1 \leq n_3$ and $3(m_1, n_1) \ne 2(m_3, n_3)$. + + \section{Reductions} + + \subsection{First reduction: Elimination of the 0-dimensional strata due to the strict transforms of $b_2$ and of $b_3$} The following Proposition shows that the o-dimensional strata associated to the strict transforms of $b_2$ and $b_3$ can eliminated. Each of these points can be added to the 1-dimensional strata satisfying that its clousure contains it, and the invariant is computed with the trinomial form of the 1-dimensional strata. + + \begin{proposition}\label{red1}Assume that $E_i$ is an exceptional divisor of the resolution $\pi$ with $\pi(E_i)=0$ (resp. $\pi(E_i)=\infty$) and that $F^0_j$ is an strict transform of $b_2$ (resp. $b_3$) such that $E_i \cap F_j \ne \emptyset$. Then + $$Z(F_i, \omega_i)_{o_i}=Z(F_{i,j}, \omega_{i,j})_{o_{i,j}} $$ + \end{proposition} + + \begin{example} The proposition \ref{red1} can be applied to the strata + $$E^\circ_{9,31}=E_9 \cap F^0_{31}, \quad E^\circ_{17,32}=E_{17} \cap F^0_{32}, \quad E^\circ_{7,33}= E_7 \cap F^\infty_{33} \quad \hbox{ and } \quad E^\circ_{15,34}=E_{15} \cap F^\infty_{34}$$ + of Example \ref{extriplepole}. + + For the strata due to the strict transforms $F^0_{31}$ and $F^0_{32}$ of $b_2$, note that $\mathcal{M}(E_9)= \mathcal{M}(E_{17})=0$. The corresponding trinomial forms and differential forms are + $$f_9=f_{17}=f_{9,31}=f_{17,32}=z^3 - x^{52}, \qquad \omega_9=\omega_{17}=\omega_{9,31}=\omega_{17,32}= x^{11}yzdxdydz,$$ + From the formulas given in the previous section; we have + $$Z(F_9, \omega_9)_{o_9}=Z(F_{9,31}, \omega_{9,31})_{o_{9,31}}= Z(F_{17}, \omega_{17})_{o_{15}}=Z(F_{17,32}, \omega_{17,32})_{o_{17,32}} = \frac{37/858s + 85/1716}{s^2 +241/156 s + 85/156}.$$ + + For the strata due to the strict transforms $F^\infty_{33}$ and $F^\infty_{34}$ of $b_3$, note that $\mathcal{M}(E_7)= \mathcal{M}(E_{15})=0$. The corresponding trinomial forms and differential forms are + $$f_7=f_{15}=z^3 - x^{78}, \quad f_{7,33}=f_{15,34}=z^3 - x^{52}z + x^{78}y,$$ + and $$\omega_7=\omega_{15}=\omega_{7,33}=\omega_{15,34}= x^{13}yzdxdydz,$$ + From the formulas given in the previous section; we have + $$Z(F_7, \omega_7)_{o_7}=Z(F_{7,33}, \omega_{7,33})_{o_{7,33}}= Z(F_{15}, \omega_{15})_{o_{15}}=Z(F_{15,34}, \omega_{15,34})_{o_{15,34}} = \frac{1}{26(s^2 +3/2 s + 1/2}$$ + \end{example} + + \subsection{Second reduction: Recursive elimination of exceptional $(-1)$-curve not intersecting the strict transform of the discrimiant} + + After performing the First reduction, exceptional $(-1)$-curves that do not intersect the strict transform of the discriminant may appear. The next proposition shows that we can eliminante these divisors.. + + \begin{proposition}\label{red2} + \end{proposition} + + + \subsection{Third reduction: $\QQ$-resolution of the discriminant} + + \section{On generic projections} + + % In general, the $z$-axis is not a generic direction of projection for the embedded topological class of the surface given by the Weierstrass polynomial $F=z^3-2f(x,y)z+3g(x,y)$. Therefore the discriminant of $F$ with respect to $z$ given by $f^2+g^3$ is not generic inside the same equivalence class. Let us describe a situation where it is possible to describe a generic topological deformation $F_t=z^3-2f_t(x,y)z+3g_t(x,y)$ of $F$ whose discriminant $f_t^3+g_t^2$ is generic too. + + + %\begin{proposition} + % Assume that the functions $f$ and $g$ admit factorizations of the form $f= x^{2a} f_1$ and $g=x^{3a}g_1$. Moreover, assume that the the multiplicity of the polynomial $F_1(x, y, z)= F(x, y, x^az_1)/x^{3a}$ at the origin is equal or less than $2$. Then, any pair of deformations $f_t$ and $g_t$ of the functions $f$ and $g$ gives a topological deformation $F_t$ of $F$ and a topological deformation $f_t^3+g_t^2$ of $f_t^3+g_t^2$. Moreover, if $f_t^3+g_t^2$ is generic, then $F_t$ is generic. + %\end{proposition} + + \begin{example} Consider the Weierstrass polynomial $F=z^3-3f(x,y)z+2g(x,y)$ with $f=y^2 - x^7 + x^5y$ and $g= f^2 + (y + x^2)^6$. It defines a germ of isolated surface singularity with Milnor number $\mu=41$. The discriminant of $F$ is given by + $$f^3-g^2 = f^3 - f^4 - 2f^2(y+x^2)^6 +(y+x^2)^{12}$$ + and it has the topological type given by three $(2,7)$-cusp with pairwise intersection multiplicity $16$. Its dual resolution graph is pictured (left) bellow. + + \ + + + \begin{tikzpicture} + \draw[gray, thick] (6,-2) -- (10,-2); + \draw[gray, thick] (9,-2) -- (9,0); + \filldraw[black] (9,-1) circle (2pt) node[anchor=west]{$E_6$}; + \filldraw[black] (9,0) circle (2pt) node[anchor=west]{$E_7$}; + \filldraw[black] (6,-2) circle (2pt) node[anchor=north]{$E_1$}; + \filldraw[black] (7,-2) circle (2pt) node[anchor=north]{$E_2$}; + \filldraw[black] (8,-2) circle (2pt) node[anchor=north]{$E_3$}; + \filldraw[black] (9,-2) circle (2pt) node[anchor=north]{$E_5$}; + \filldraw[black] (10,-2) circle (2pt) node[anchor=north]{$E_4$}; + + \node (Z) at (9, 0) {}; + \node (A) at (9, 1) {$d$}; + \node (B) at (8, 1) {$d$}; + \node (C) at (10, 1) {$d$}; + \draw[->] (Z) edge (A); + \draw[->] (Z) edge (B); + \draw[->] (Z) edge (C); + + + + + \draw[gray, thick] (16,-2) -- (20,-2); + \draw[gray, thick] (19,-2) -- (19,1); + \filldraw[black] (19,-1) circle (2pt) node[anchor=west]{$E_6$}; + \filldraw[black] (19,0) circle (2pt) node[anchor=west]{$E_8$}; + \filldraw[black] (19,1) circle (2pt) node[anchor=west]{$E_7$}; + \filldraw[black] (16,-2) circle (2pt) node[anchor=north]{$E_1$}; + \filldraw[black] (17,-2) circle (2pt) node[anchor=north]{$E_2$}; + \filldraw[black] (18,-2) circle (2pt) node[anchor=north]{$E_3$}; + \filldraw[black] (19,-2) circle (2pt) node[anchor=north]{$E_5$}; + \filldraw[black] (20,-2) circle (2pt) node[anchor=north]{$E_4$}; + + \node (W) at (19, -2) {}; + \node (D) at (18, -1) {$d_t$}; + \draw[->] (W) edge (D); + \node (Y) at (19, 0) {}; + \node (E) at (18, 0) {$d_t$}; + \draw[->] (Y) edge (E); + \end{tikzpicture} + + \ + + The polinomial $F_t=z^3 -3f_t(x,y)z - 2 g_t(x,y)$ with + $$f_t= f + t^2y^2 \qquad \hbox{ and } \qquad g_t = g + \frac{3}{2}tyf + t^3y^3$$ defines a $\mu$-constant topological deformation of $F$ whose discriminant $f_t^3-g_t^2$ has the following embedded topological type. The discriminant of $F_t$ has two branches. One is a $(2,7)$-cusp and the other branch has two Puiseux pairs, namely, $(2,7)$ and $(2,3)$. Their intersection multiplicity is $28$. The dual resolution graph of the discriminant is pictured (right) above. + + The topological zeta function and the monodromy zeta function of $F$ and $F_t$ are given by + $$ \frac{-41}{168} \frac{s^2 - 283/123s - 304/123}{(s + 16/21) (s + 19/24) (s + 1) } \quad \hbox{ and } \quad + \Phi_1 \Phi_2 \Phi_3 \Phi_4 \Phi_6 \Phi_7 \Phi_8 \Phi_{12} \Phi_{21} \Phi_{24}$$ + In particular, they both have Milnor number equal to 41. This can be computed from embedded resolutions of the meromorphic functions $\mathcal{M}$ and $\mathcal{M}_t$ with the following numerical data + $$\begin{array}{c|ccccccccc} + & E_1& E_2& E_3& E_4& E_5& E_6& E_7\\ + \hline + f& 2& 4& 6& 7& 14& 15& 16\\ + g& 4& 8& 12& 12& 24& 24& 24\\ + d& 6&12& 18& 21& 42& 45& 48 + \end{array} + \qquad \begin{array}{c|ccccccccc} + & E_1& E_2& E_3& E_4& E_5& E_6& E_7& E_8\\ + \hline + f_t& 2& 4& 6& 7& 14& 14& 14& 28\\ + g_t& 3& 6& 9& 11& 21& 21& 21& 42\\ + d_t& 6&12& 18& 21& 42& 44& 45& 90 + \end{array}$$ + + \ + + \noindent and dual resolution graphs + + \ + + \begin{tikzpicture} + \draw[gray, thick] (6,-2) -- (10,-2); + \draw[gray, thick] (9,-2) -- (9,0); + \filldraw[black] (9,-1) circle (2pt) node[anchor=west]{$E_6$}; + \filldraw[black] (9,0) circle (2pt) node[anchor=west]{$E_7$}; + \filldraw[black] (6,-2) circle (2pt) node[anchor=north]{$E_1$}; + \filldraw[black] (7,-2) circle (2pt) node[anchor=north]{$E_2$}; + \filldraw[black] (8,-2) circle (2pt) node[anchor=north]{$E_3$}; + \filldraw[black] (9,-2) circle (2pt) node[anchor=north]{$E_5$}; + \filldraw[black] (10,-2) circle (2pt) node[anchor=north]{$E_4$}; + + \node (Z) at (9, 0) {}; + \node (A) at (9, 1) {$d$}; + \node (B) at (8, 1) {$d$}; + \node (C) at (10, 1) {$d$}; + \node (F) at (8, 0) {$f$}; + + \draw[->] (Z) edge (A); + \draw[->] (Z) edge (B); + \draw[->] (Z) edge (C); + \draw[->] (Z) edge (F); + + + \node (V) at (8, -2) {}; + \node (G1) at (7.25, -1) {$g$}; + \node (G2) at (7.5, -1) {$g$}; + \node (G3) at (8.25, -1) {$g$}; + \node (G4) at (8.5, -1) {$g$}; + + + \draw[->] (V) edge (G1); + \draw[->] (V) edge (G2); + \draw[->] (V) edge (G3); + \draw[->] (V) edge (G4); + + + + \draw[gray, thick] (16,-2) -- (20,-2); + \draw[gray, thick] (19,-2) -- (19,1); + \filldraw[black] (19,-1) circle (2pt) node[anchor=west]{$E_6$}; + \filldraw[black] (19,0) circle (2pt) node[anchor=west]{$E_8$}; + \filldraw[black] (19,1) circle (2pt) node[anchor=west]{$E_7$}; + \filldraw[black] (16,-2) circle (2pt) node[anchor=north]{$E_1$}; + \filldraw[black] (17,-2) circle (2pt) node[anchor=north]{$E_2$}; + \filldraw[black] (18,-2) circle (2pt) node[anchor=north]{$E_3$}; + \filldraw[black] (19,-2) circle (2pt) node[anchor=north]{$E_5$}; + \filldraw[black] (20,-2) circle (2pt) node[anchor=north]{$E_4$}; + + \node (W) at (19, -2) {}; + \node (D) at (18, -1) {$d_t$}; + \draw[->] (W) edge (D); + \node (Y) at (19, 0) {}; + \node (E) at (18, 0) {$d_t$}; + \draw[->] (Y) edge (E); + + + \node (W) at (19, -2) {}; + \node (F) at (17, -1) {$f_t$}; + \node (G) at (20, -1) {$g_t$}; + \draw[->] (W) edge (F); + \draw[->] (W) edge (G); + + + \node (V) at (20, -2) {}; + \node (GG) at (21, -2) {$g_t$}; + \draw[->] (V) edge (GG); + + \end{tikzpicture} + + \ + + + + + In order to that there check that both $F$ and $F_t$ define the same embedded topological type, notice that + $$F_t(x,y,z+yt)=F(x,y,t) + 3tyz^2$$ + Moreover, in the left-hand side change $z \mapsto z+ty$ is an isomorphism that does not change the discriminant with respect to $z$, nor the Milnor number. Finally, in the right-hand side we have a $\mu$-constant deformation of isolated hypersurface singularities of the form $f(x) + tg(x)$, that preserves the embedded topological type according to \cite{par:99}. + + + Finally, it is worth mentioning that the topological type of the discriminant of $F_t$ can be realizable as $f_1^3-g_1^2$ for another pair of functions $(f_1,g_1)$. The corresponding function $F_1= z^3-3f_1z + 2g_1$ does not belong to the embedded topological type equivalence class of $F$ and $F_t$ because their Milnor number and monodromy zeta function do not coincide. The topological and monodromy zeta function of $F_1$ are + $$ \frac{-5}{21} \frac{s - 16/5}{(s + 16/21)(s + 1)} \qquad \hbox{ and, } \qquad \Phi_1 \Phi_3 \Phi_7^2 \Phi_{21}^2 $$ + In particular, the Milnor number of $F_1$ is $38$. + This can be computed from embedded resolution of the meromorphic functions $\mathcal{M}_1$ with the following numerical data + $$\begin{array}{c|ccccccccc} + & E_1& E_2& E_3& E_4& E_5& E_6& E_7& E_8\\ + \hline + f_t& 2& 4& 6& 7& 14& 15& 15& 30\\ + g_t& 3& 6& 9& 11& 21& 22& 23& 45\\ + d_t& 6&12& 18& 21& 42& 44& 45& 90 + \end{array}$$ + and dual resolution graph. + + \ + + \begin{tikzpicture} + + \draw[gray, thick] (16,-2) -- (20,-2); + \draw[gray, thick] (19,-2) -- (19,1); + \filldraw[black] (19,-1) circle (2pt) node[anchor=west]{$E_6$}; + \filldraw[black] (19,0) circle (2pt) node[anchor=west]{$E_8$}; + \filldraw[black] (19,1) circle (2pt) node[anchor=west]{$E_7$}; + \filldraw[black] (16,-2) circle (2pt) node[anchor=north]{$E_1$}; + \filldraw[black] (17,-2) circle (2pt) node[anchor=north]{$E_2$}; + \filldraw[black] (18,-2) circle (2pt) node[anchor=north]{$E_3$}; + \filldraw[black] (19,-2) circle (2pt) node[anchor=north]{$E_5$}; + \filldraw[black] (20,-2) circle (2pt) node[anchor=north]{$E_4$}; + + \node (W) at (19, -2) {}; + \node (D) at (18, -1) {$d_t$}; + \draw[->] (W) edge (D); + \node (Y) at (19, 0) {}; + \node (E) at (18, 0) {$d_t$}; + \draw[->] (Y) edge (E); + + + \node (T) at (19, -1) {}; + \node (U) at (19, 1) {}; + \node (FT) at (18, -0.5) {$f_1$}; + \node (GT1) at (18, 1) {$g_1$}; + \draw[->] (T) edge (FT); + \draw[->] (U) edge (GT1); + + \node (S) at (20, -2) {}; + \node (GT2) at (21, -2) {$g_1$}; + \draw[->] (S) edge (GT2); + + + + + \end{tikzpicture} + + + + + + + + \ + + \end{example} + + \bibliographystyle{amsplain} + \bibliography{biblio} + + + +\end{document} \ No newline at end of file diff --git a/deformaciones3Edwin.ipynb b/deformaciones3Edwin.ipynb new file mode 100644 index 0000000..f526b43 --- /dev/null +++ b/deformaciones3Edwin.ipynb @@ -0,0 +1,517 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "f6400f90-c61b-45a3-8b92-dc7eba58c6a9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "load('ZetaFunctionsNewtonND.py')\n", + "load('zetas_triples_general.py')\n", + "R3. = PolynomialRing(QQ, order='negdeglex')\n", + "R2. = PolynomialRing(QQ, order='negdeglex')\n", + "f = u^4 * v^4 + u^9 + v^9\n", + "g = u^6 * v^6 + u^13 + v^13\n", + "F = z^3 - 3 * f(u=x, v=y) * z + 2 * g(u=x, v=y)\n", + "F.discriminant(z)(x=u, y=v) / 108 - f^3 + g^2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e5efc244-1749-476d-ad26-ed7cb0736fdc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(-1) * v^19 * (2*u^6 + v^7),\n", + " (-1) * u^19 * (2*v^6 + u^7),\n", + " (-1) * (u + v) * v^6 * u^6 * (2*u^12 - 2*u^11*v - u^10*v^2 + u^9*v^3 - u^8*v^4 + u^7*v^5 - u^6*v^6 + u^5*v^7 - u^4*v^8 + u^3*v^9 - u^2*v^10 - 2*u*v^11 + 2*v^12)]" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "h = f^3 - g^2\n", + "Zh = ZetaFunctions(h)\n", + "[p.factor() for p in Zh.get_polyfaces_dictionary(compact=True) if p.number_of_terms() > 1]" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e0adc0c2-f648-4694-ac46-15ac55e26760", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(u + v) * (-2*u^18*v^6 + 2*u^17*v^7 + u^16*v^8 - u^15*v^9 + u^14*v^10 - u^13*v^11 + u^12*v^12 - u^11*v^13 + u^10*v^14 - u^9*v^15 + u^8*v^16 + 2*u^7*v^17 - 2*u^6*v^18 - u^25 + u^24*v - u^23*v^2 + u^22*v^3 + 2*u^21*v^4 - 2*u^20*v^5 + 2*u^19*v^6 - 2*u^18*v^7 + 2*u^17*v^8 - 2*u^16*v^9 + 2*u^15*v^10 - 2*u^14*v^11 + 2*u^13*v^12 + 2*u^12*v^13 - 2*u^11*v^14 + 2*u^10*v^15 - 2*u^9*v^16 + 2*u^8*v^17 - 2*u^7*v^18 + 2*u^6*v^19 - 2*u^5*v^20 + 2*u^4*v^21 + u^3*v^22 - u^2*v^23 + u*v^24 - v^25 + u^26 - u^25*v + u^24*v^2 - u^23*v^3 + u^22*v^4 - u^21*v^5 + u^20*v^6 - u^19*v^7 + u^18*v^8 + 2*u^17*v^9 - 2*u^16*v^10 + 2*u^15*v^11 - 2*u^14*v^12 + 2*u^13*v^13 - 2*u^12*v^14 + 2*u^11*v^15 - 2*u^10*v^16 + 2*u^9*v^17 + u^8*v^18 - u^7*v^19 + u^6*v^20 - u^5*v^21 + u^4*v^22 - u^3*v^23 + u^2*v^24 - u*v^25 + v^26)" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "h.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f90d0141-c0d4-4ac9-bd07-8bf480ad6354", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "load('zetas_triples_general.py')\n", + "R3. = PolynomialRing(QQ, order='negdeglex')\n", + "R2. = PolynomialRing(QQ, order='negdeglex')\n", + "f = (v^2 - u^3)^4 + u^2 * v^7 + v^9 + u^13\n", + "g = (v^2 - u^3)^6 + u^2 * v^11 + v^13\n", + "F = z^3 - 3 * f(u=x, v=y) * z + 2 * g(u=x, v=y)\n", + "F.discriminant(z)(x=u, y=v) / 108 - f^3 + g^2" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "fa1280f7-c380-49f7-953e-36aaf3bdba99", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[v^23 * (u^2 + v^2),\n", + " u^2 * v^7 * (v^2 - u^3)^6 * (v^4 - 6*u^3*v^2 + 3*u^6),\n", + " (3) * u^26 * (v^7 + u^11)]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "h = f^3 - g^2\n", + "Zh = ZetaFunctions(h)\n", + "[p.factor() for p in Zh.get_polyfaces_dictionary(compact=True) if p.number_of_terms() > 1]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "04f7177e-79bb-43df-8dcc-f9b4c8cb394d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "u^2*v^23 + v^25 - 12*u^5*v^21 + 2*u^4*v^22 - 12*u^3*v^23 + 4*u^2*v^24 + 2*v^26 + 54*u^8*v^19 - 12*u^7*v^20 + 55*u^6*v^21 - 24*u^5*v^22 + 3*u^4*v^23 - 12*u^3*v^24 + 3*u^2*v^25 + v^27 - 128*u^11*v^17 + 18*u^10*v^18 - 128*u^9*v^19 + 36*u^8*v^20 + 18*u^6*v^22 + 180*u^14*v^15 - 9*u^13*v^16 + 180*u^12*v^17 - 24*u^11*v^18 - 12*u^9*v^20 - 156*u^17*v^13 - 21*u^16*v^14 - 150*u^15*v^15 + 6*u^14*v^16 + 6*u^13*v^17 + 3*u^12*v^18 + 82*u^20*v^11 + 84*u^19*v^12 + 58*u^18*v^13 + 3*u^17*v^14 - 24*u^16*v^15 + 6*u^15*v^16 + 3*u^13*v^18 - 24*u^23*v^9 - 168*u^22*v^10 + 12*u^21*v^11 + 36*u^19*v^13 + 3*u^26*v^7 + 210*u^25*v^8 - 21*u^24*v^9 - 24*u^22*v^11 - 168*u^28*v^6 + 6*u^27*v^7 + 3*u^26*v^8 + 6*u^25*v^9 + 84*u^31*v^4 - 12*u^29*v^6 + 3*u^28*v^7 + 3*u^26*v^9 - 24*u^34*v^2 + 18*u^32*v^4 + 3*u^37 - 12*u^35*v^2 + 3*u^38 + u^39" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "h.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "ce0503e3-da42-46ac-bcbf-224978d2f563", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(-1) * (u + 128*v^6)]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "h1 = R2(h(u=u^2, v=u^3 * (1 + v)) / u^73)\n", + "Zh1 = ZetaFunctions(h1)\n", + "[p.factor() for p in Zh1.get_polyfaces_dictionary(compact=True) if p.number_of_terms() > 1]" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cf6a76e4-21df-437f-9138-9db65a93d445", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\\(\\displaystyle \\left(\\begin{array}{rrrrrrrrrrrr}\n", + "-3 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & -3 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "1 & 0 & -10 & 0 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 1 \\\\\n", + "0 & 1 & 0 & -2 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 1 & -2 & 1 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 1 & 0 & 1 & -1 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & -2 & 1 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 \\\\\n", + "0 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -1\n", + "\\end{array}\\right)\\)" + ], + "text/latex": [ + "$\\displaystyle \\left(\\begin{array}{rrrrrrrrrrrr}\n", + "-3 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & -3 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "1 & 0 & -10 & 0 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 1 \\\\\n", + "0 & 1 & 0 & -2 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 1 & -2 & 1 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 1 & 0 & 1 & -1 & 0 & 0 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & -2 & 1 & 0 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 & 0 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 & 0 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 & 0 \\\\\n", + "0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -2 & 1 \\\\\n", + "0 & 0 & 1 & 0 & 0 & 0 & 0 & 0 & 0 & 0 & 1 & -1\n", + "\\end{array}\\right)$" + ], + "text/plain": [ + "[ -3 0 1 0 0 0 0 0 0 0 0 0]\n", + "[ 0 -3 0 1 0 0 0 0 0 0 0 0]\n", + "[ 1 0 -10 0 0 1 0 0 0 0 0 1]\n", + "[ 0 1 0 -2 1 0 0 0 0 0 0 0]\n", + "[ 0 0 0 1 -2 1 0 0 0 0 0 0]\n", + "[ 0 0 1 0 1 -1 0 0 0 0 0 0]\n", + "[ 0 0 0 0 0 0 -2 1 0 0 0 0]\n", + "[ 0 0 0 0 0 0 1 -2 1 0 0 0]\n", + "[ 0 0 0 0 0 0 0 1 -2 1 0 0]\n", + "[ 0 0 0 0 0 0 0 0 1 -2 1 0]\n", + "[ 0 0 0 0 0 0 0 0 0 1 -2 1]\n", + "[ 0 0 1 0 0 0 0 0 0 0 1 -1]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cf = [-3, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, -10, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, -1]\n", + "A = Matrix(QQ, 12, cf)\n", + "show(A)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "8d16161d-985b-4f65-a6c9-d869bc41951c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "((0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0),\n", + " (0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1),\n", + " (2, 0, 2, 0, 0, 1, 0, 0, 0, 0, 0, 1))" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Vf, Vg, Vd = [vector(QQ, 12) for i in (1, 2, 3)]\n", + "Vf[9] = Vg[11] = Vd[5] = Vd[11] = 1\n", + "Vd[0] = Vd[2] = 2\n", + "Vf, Vg, Vd" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "4551d2ce-12ce-4c6e-9c04-7bdc6bf2b8bb", + "metadata": {}, + "outputs": [], + "source": [ + "n, Nf, Ng, Nd, Nhs, Nks, euler, nus, pols = trinomiales_general(A, Vf, Vg, (), (), Vd, total=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a2b33242-627c-44a7-a7c3-13a0ff635055", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 (z^3 + x^4*z^2 + x^13, (2, 1, 1), -1)\n", + "1 (z^3 + x^6*z^2 + x^19, (3, 1, 1), 1)\n", + "2 (z^3 + x^12*z^2 + x^37, (5, 1, 1), -3)\n", + "3 (z^3 + x^18*z^2 + x^57, (8, 1, 1), 0)\n", + "4 (z^3 + x^30*z^2 + x^95, (13, 1, 1), 0)\n", + "5 (z^3 + x^42*z^2 + x^133, (18, 1, 1), -1)\n", + "6 (z^3 + x^25*z + x^37, (6, 1, 1), 1)\n", + "7 (z^3 + x^50*z + x^74, (11, 1, 1), 0)\n", + "8 (z^3 + x^75*z + x^111, (16, 1, 1), 0)\n", + "9 (z^3 + x^100*z + x^148, (21, 1, 1), 0)\n", + "10 (z^3 + x^124*z + x^185, (26, 1, 1), 0)\n", + "11 (z^3 + x^148*z + x^222, (31, 1, 1), -1)\n", + "(0, 2) (z^3 + x^4*y^12*z^2 + x^13*y^37, (2, 5, 1), 1)\n", + "(1, 3) (z^3 + x^6*y^18*z^2 + x^19*y^57, (3, 8, 1), 1)\n", + "(2, 5) (z^3 + x^12*y^42*z^2 + x^37*y^133, (5, 18, 1), 1)\n", + "(2, 11) (z^3 + x^12*y^74*z^2 + x^37*y^222, (5, 31, 1), 1)\n", + "(3, 4) (z^3 + x^18*y^30*z^2 + x^57*y^95, (8, 13, 1), 1)\n", + "(4, 5) (z^3 + x^30*y^42*z^2 + x^95*y^133, (13, 18, 1), 1)\n", + "(6, 7) (z^3 + x^25*y^50*z + x^37*y^74, (6, 11, 1), 1)\n", + "(7, 8) (z^3 + x^50*y^75*z + x^74*y^111, (11, 16, 1), 1)\n", + "(8, 9) (z^3 + x^75*y^100*z + x^111*y^148, (16, 21, 1), 1)\n", + "(9, 10) (z^3 + x^100*y^124*z + x^148*y^185, (21, 26, 1), 1)\n", + "(10, 11) (z^3 + x^124*y^148*z + x^185*y^222, (26, 31, 1), 1)\n", + "(0, 'd') (z^3 + x^4*z^2 + x^13*y, (2, 1, 1), 2)\n", + "(2, 'd') (z^3 + x^12*z^2 + x^37*y, (5, 1, 1), 2)\n", + "(5, 'd') (z^3 + x^42*z^2 + x^133*y, (18, 1, 1), 1)\n", + "(11, 'd') (z^3 + x^74*z^2 + x^222*y, (31, 1, 1), 1)\n" + ] + } + ], + "source": [ + "for a in pols:\n", + " print(a, pols[a])" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "id": "05cb4f7a-a5d2-4533-93d2-d54c6e70268f", + "metadata": {}, + "outputs": [], + "source": [ + "zetatop, zetamon, dic = zetas(n, pols, info=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "51eca906-a9b3-467f-abb7-c3d7cc307f09", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(216829/1151514) * (s + 35/74)^-2 * (s + 17/36)^-1 * (s + 127/266)^-1 * (s + 1)^-1 * (s^4 + 188530063/48136038*s^3 + 407335205/96272076*s^2 + 86507587/48136038*s + 34382075/128362768)" + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "zetatop.factor()" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "33a6a453-3089-40cf-81c1-0cd60c2f421b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{1: 1, 2: 4, 14: 1, 26: 1, 36: 1, 37: 1, 74: 4, 222: 1, 266: 1}" + ] + }, + "execution_count": 103, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dic" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c10b8f88-2472-4fb7-bbb0-00db0d1d0ddd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5a0467f7-1e57-4039-a968-1a8307e48864", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bc0a2841-a625-4381-958e-a2b1ee373815", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9be2fc1c-a52f-4bd8-bd3f-be31e5d26b28", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "2fa88cbc-151d-4a5c-9c25-2bc9e73d13e5", + "metadata": {}, + "outputs": [ + { + "ename": "FeatureNotPresentError", + "evalue": "phitigra is not available.\nImporting GraphEditor failed: No module named 'phitigra'\nNo equivalent system packages for debian are known to Sage.\nTo install phitigra using the Sage package manager, you can try to run:\n !sage -i phitigra\nNo equivalent system packages for pip are known to Sage.", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "File \u001b[0;32m~/sage/src/sage/misc/lazy_import.pyx:262\u001b[0m, in \u001b[0;36msage.misc.lazy_import.LazyImport._get_object\u001b[0;34m()\u001b[0m\n\u001b[1;32m 261\u001b[0m try:\n\u001b[0;32m--> 262\u001b[0m self._object = getattr(__import__(self._module, {}, {}, [self._name]), self._name)\n\u001b[1;32m 263\u001b[0m except ImportError as e:\n", + "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'phitigra'", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[0;31mFeatureNotPresentError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[9], line 2\u001b[0m\n\u001b[1;32m 1\u001b[0m G \u001b[38;5;241m=\u001b[39m Graph(Integer(\u001b[38;5;241m12\u001b[39m))\n\u001b[0;32m----> 2\u001b[0m a \u001b[38;5;241m=\u001b[39m \u001b[43mgraph_editor\u001b[49m\u001b[43m(\u001b[49m\u001b[43mG\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[0;32m~/sage/src/sage/misc/lazy_import.pyx:409\u001b[0m, in \u001b[0;36msage.misc.lazy_import.LazyImport.__call__\u001b[0;34m()\u001b[0m\n\u001b[1;32m 407\u001b[0m True\n\u001b[1;32m 408\u001b[0m \"\"\"\n\u001b[0;32m--> 409\u001b[0m return self.get_object()(*args, **kwds)\n\u001b[1;32m 410\u001b[0m \n\u001b[1;32m 411\u001b[0m def __repr__(self):\n", + "File \u001b[0;32m~/sage/src/sage/graphs/graph_editor.py:81\u001b[0m, in \u001b[0;36mgraph_editor\u001b[0;34m(graph, **display_options)\u001b[0m\n\u001b[1;32m 78\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m graph \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 79\u001b[0m graph \u001b[38;5;241m=\u001b[39m Graph(\u001b[38;5;241m0\u001b[39m)\n\u001b[0;32m---> 81\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mGraphEditor\u001b[49m\u001b[43m(\u001b[49m\u001b[43mgraph\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mdisplay_options\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[0;32m~/sage/src/sage/misc/lazy_import.pyx:409\u001b[0m, in \u001b[0;36msage.misc.lazy_import.LazyImport.__call__\u001b[0;34m()\u001b[0m\n\u001b[1;32m 407\u001b[0m True\n\u001b[1;32m 408\u001b[0m \"\"\"\n\u001b[0;32m--> 409\u001b[0m return self.get_object()(*args, **kwds)\n\u001b[1;32m 410\u001b[0m \n\u001b[1;32m 411\u001b[0m def __repr__(self):\n", + "File \u001b[0;32m~/sage/src/sage/misc/lazy_import.pyx:225\u001b[0m, in \u001b[0;36msage.misc.lazy_import.LazyImport.get_object\u001b[0;34m()\u001b[0m\n\u001b[1;32m 223\u001b[0m if likely(self._object is not None):\n\u001b[1;32m 224\u001b[0m return self._object\n\u001b[0;32m--> 225\u001b[0m return self._get_object()\n\u001b[1;32m 226\u001b[0m \n\u001b[1;32m 227\u001b[0m cpdef _get_object(self) noexcept:\n", + "File \u001b[0;32m~/sage/src/sage/misc/lazy_import.pyx:267\u001b[0m, in \u001b[0;36msage.misc.lazy_import.LazyImport._get_object\u001b[0;34m()\u001b[0m\n\u001b[1;32m 265\u001b[0m # Avoid warnings from static type checkers by explicitly importing FeatureNotPresentError.\n\u001b[1;32m 266\u001b[0m from sage.features import FeatureNotPresentError\n\u001b[0;32m--> 267\u001b[0m raise FeatureNotPresentError(feature, reason=f'Importing {self._name} failed: {e}')\n\u001b[1;32m 268\u001b[0m raise\n\u001b[1;32m 269\u001b[0m \n", + "\u001b[0;31mFeatureNotPresentError\u001b[0m: phitigra is not available.\nImporting GraphEditor failed: No module named 'phitigra'\nNo equivalent system packages for debian are known to Sage.\nTo install phitigra using the Sage package manager, you can try to run:\n !sage -i phitigra\nNo equivalent system packages for pip are known to Sage." + ] + } + ], + "source": [ + "G = Graph(12)\n", + "a = graph_editor(G)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "54c20ec5-3e80-4d4d-9586-2af443c62f95", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "62e83ac19ea047aeb488ebd6c6a0bad9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "HBox(children=(VBox(children=(MultiCanvas(height=400, image_data=b'\\x89PNG\\r\\n\\x1a\\n\\x00\\x00\\x00\\rIHDR\\x00\\x00\\x02X\\x00\\x00\\x01\\x90\\x08\\x06\\x00\\x00\\x00r5\\x1e\\x98\\x00\\x00\\x00\\x01sRGB\\x00\\xae\\xce\\x1c\\xe9\\x00\\x00 \\x00IDATx^\\xed\\xdd\\t|T\\xd5\\xf9\\xff\\xf1\\xefL\\x12\\x92I\\xc2\\x16\\x08\\xfb\\xbe\\xc8\\xbe(n n\\x88\\x8a\\x88\\n\\x8a\\xe2\\xbeV\\xad\\xd5V\\xdbZ\\xabmm\\xb5j\\x7fU\\xab\\xd5V\\xebn]qA\\xc5\\x15A\\x14EQT@Y$l\\xb2\\xcaN\\x08[\\x92\\xc9>\\xff\\x9e\\x13&\\x06%\\xc9\\xdc\\x99\\x9b\\xc9\\x1d\\xff\\x9f\\xfbz\\xe57\\xf6\\xc7\\xe4\\xccy\\xde\\xcf\\xb93O\\xe6\\x9e{\\x8eO\\x1c\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\xae\\n\\xf8\\\\m\\x8d\\xc6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04D\\x81\\xc5 @\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x14X\\x8c\\x01\\x04\\x10@\\x00\\x01\\x04\\x10@\\xc0e\\x01\\n,\\x97Ai\\x0e\\x01\\x04\\x10@\\x00\\x01\\x04\\x10\\xa0\\xc0b\\x0c \\x80\\x00\\x02\\x08 \\x80\\x00\\x02.\\x0bP`\\xb9\\x0cJs\\x08 \\x80\\x00\\x02\\x08 \\x80\\x00\\x05\\x16c\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\x10pY\\x80\\x02\\xcbeP\\x9aC\\x00\\x01\\x04\\x10@\\x00\\x01\\x04(\\xb0\\x18\\x03\\x08 \\x80\\x00\\x02\\x08 \\x80\\x80\\xcb\\x02\\x14X.\\x83\\xd2\\x1c\\x02\\x08 \\x80\\x00\\x02\\x08 @\\x81\\xc5\\x18@\\x00\\x01\\x04\\x10@\\x00\\x01\\x04\\\\\\x16\\xa0\\xc0r\\x19\\x94\\xe6\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\n,\\xc6\\x00\\x02\\x08 \\x80\\x00\\x02\\x08 \\xe0\\xb2\\x00\\x05\\x96\\xcb\\xa04\\x87\\x00\\x02\\x08 \\x80\\x00\\x02\\x08P`1\\x06\\x10@\\x00\\x01\\x04\\x10@\\x00\\x01\\x97\\x05(\\xb0\\\\\\x06\\xa59\\x04\\x10@\\x00\\x01\\x04\\x10@\\x80\\x02\\x8b1\\x80\\x00\\x02\\x08 \\x80\\x00\\x02\\x08\\xb8,@\\x81\\xe52(\\xcd!\\x80\\x00\\x02\\x08 \\x80\\x00\\x02n\\x17X#%u\\xde\\xfb\\xd3MR\\x0fI=\\xf72\\xaf\\x90\\xf4\\xad\\xa4U\\x92\\xd6\\xee\\xfdy\\xdf\\x83)\\xf8)\\xc4\\x10f\\xfd)\\xc4\\xf2S\\x88\\xc1\\xe4\\xc3\\xc4a\\xce\\x89\\x1f\\xfe\\x84$%\\xca\\xb9\\xf1S\\x8b#\\xd1\\xdf\\xab\\xc2\\xf9 \\x0e\\xef|\\x90\\xfcT\\xces\\xc6\\x96\\x0bc\\xca\\x8d\\x02\\xab\\x8b\\xa43\\xf7\\xfe\\x1c\\xe2\\xb0Os$M\\xda\\xfb\\xb3\\xc6\\xe1\\xef\\xba\\xf9\\xf4\\x9fB\\x0ca\\x8f\\x9fB,?\\x85\\x18L>\\x88C\\xf2\\xca9N>*\\xdf!\\xc8\\x87\\x9b\\x9f\\x1c\\x95m\\xfdT\\xce\\xf3\\x9fR,\\x9e\\xc8I,\\x05\\xd6hST\\xf9\\xfc\\xfe\\t\\xa1\\x8a\\x8a\\x80\\xc9L\\xdf\\xd3F\\xab\\xf3\\xd0C\\xd4\\xb8mk5n\\xd3\\xba\\xf2\\xb1mk;\\x02\\xf7l\\xdaR\\xf9\\xb3\\xb9\\xf2q\\xed\\xec9\\xcayc\\x8a\\xfd7\\x9f\\xdf\\x1f\\x0cUT\\xbc\\xb4\\xb7\\xd0\\xaa\\xfc\\x7f\\xc6\\xe7\\xa8\\x8c\\xc1\\xe7\\x9b\\x10\\n\\x85l\\x0c\\xc3\\xdb\\x1d\\xae\\xfe-\\xfa\\xa8EZ\\xd6\\xde\\x9f\\xe6\\xf6\\xd1\\x1c\\xdb\\x8b\\xf2\\xb4\\xbdh\\xc7\\xde\\xc7<}\\xb3}\\x89fm\\xfc\\xbc2\\x06\\x9f/\\x18\\n\\x85\\x1a\"\\x86\\xb0\\xd4\\xde|\\xf8&\\x84**c\\xe9}b\\x07u<8[\\x99\\xad\\x02j\\xdc*\\xa0\\xcc\\xd6\\x95\\x8f6\\x1f[\\x83\\xca\\xdf\\x12\\xac|\\xdc\\x1a\\xd4ws\\xb7i\\xe9\\xb4\\xf5{\\xf3\\xe1\\x0b\\x86*\\x1a$\\x16\\x1b\\x83\\xe4\\x9f U\\x8e\\xa9\\x16\\x1a\\xab\\xa6:B\\x8d\\xd4v\\x9f\\x1f\\xf3o%\\xda\\xb4\\xcf\\xcf.}\\xaa\\xedz}\\xaf\\x87?(5\\xc8\\x982\\xafo\\xe3\\xf0\\xfb\\xfc\\x13*B\\x95q\\x8c\\xeby\\xac\\x86\\xb5\\x1f\\xa8\\xd6\\xe9Yj\\x97\\x99\\xad\\xf6\\x8d\\xb3\\xd5>3\\xdb\\x8c\\x1cm\\xca\\xcf\\xd5\\xc6\\x82m\\x95\\x8f\\xf9\\xb9\\xfat\\xc3\\x02M^\\xf1\\xa1\\x8d\\xc3\\xef\\xf3\\x07+B\\r\\x1b\\x87\\xcf\\xff\\xfd\\x98\\xeaz\\xec\\xd1j3\\xa8\\xbf\\x02YY\\xca\\xc8n\\xa9\\x8cV\\xd9\\xca\\xc8\\xce6a\\xa8`[\\xae\\ns\\xb7\\xabp[\\xae\\nrs\\xb5y\\xfe\"\\xad\\xfepfC\\x8f\\xa9\\xaa|\\xc8\\xa7\\t\\n\\xc9\\xe6#\\xb9Ks%\\xb5\\xc9\\x94/=E\\xfe\\xf4F\\xf2e\\xa4\\xd8\\xff6G\\xa8\\xb0T\\xa1\\x82RU\\x14\\x96\\xd8\\xff.\\xdf\\x9c\\xaf\\xb25;*\\xc7\\x95OA\\x85\\xd4P\\xe7y\\xe5\\xf9\\xe1\\xf3M\\xd0\\xde\\xf7\\xabfG\\x1f\\xad\\x8c\\x01\\x03\\x95\\xd2\\xb2e\\xe5O\\x8b\\x16\\xf6\\xd1\\x1c\\xa5\\xb9\\xb9*\\xdd\\xbe\\xbd\\xf217W\\x05\\x8b\\x16j\\xe7\\xcc\\xca|\\xc8\\xe7\\x0b\\xaa\\xe1\\xde\\xaf\\xf6\\xbe\\xef\\xfa\\'\\x84\\xf6\\x9e\\x1f\\x9d:\\x1e\\xaf\\xec\\x96\\x07)\\x10h\\xa5\\xf4@+\\x05\\x02\\xd9\\xf6\\xbf\\xcd\\x11\\x0cnU0\\xb8M\\x85\\xf6q\\xab\\xb6\\xe5~\\xa5u\\xdfM\\xdf\\x1b\\x86?\\x18j\\xe0\\xf3C>\\xff\\x04\\xed\\x8d#\\xb5\\xd3\\x185\\xca>T\\xfe@\\xb6\\xfc\\x816\\xf2\\xa7\\xb7URz[;p*\\x82\\x9bU^\\xb8\\xc5>\\x9a\\x9f\\x92\\xad_\\xa8x\\xdd\\xdb{\\xf3\\xe1\\x0f\\xaa\\xe1\\xe2\\xa8v\\x8eT\\x1b[=\\xba)\\xa3}\\x1b\\xa5dd(%3C)\\x19\\xe9\\xf6\\xbf\\xed\\xd8*(PiA\\xa1J\\xf3\\xcdc\\x81\\n6l\\xd6\\xceo\\xcd\\xc5)\\x8f\\x8c-\\xf9&\\x84T\\xf99\\xd8#\\xbd\\xbd\\xda\\xa7\\xb6TFR\\x9a2\\x93\\x02\\xf61#\\xa9\\xf2s\\xb0\\xa0<\\xa8\\x82\\xf2\"\\xe5\\xef}\\xdcP\\x9c\\xabo\\x0b7\\xec=\\xd5}\\xc1\\x90b\\xfb\\x1c\\x8c\\xb6\\xc0\\xba\\xf9\\x7f\\xef\\xfd\\x7f5\\xbdh\\x94\\x91\\xae\\xc1\\xe7\\x9e\\xa9\\xc1\\xe7\\x9e\\xa1N\\x87;\\xfb\\x02k\\xdd\\xe7s4\\x7f\\xe2\\xab\\x9a?q\\x92J\\n\\n+\\x93#\\xfdY\\xd2m\\xe1\\xffQ\\x8f\\x8fU1\\xa4%\\xa7\\xe9\\xf8\\x8e\\xc7\\xe8\\xf8N\\xc7\\xaa_VoG/\\xb98o\\xa9\\xa6\\xaf\\xfbP\\xd3\\xbf\\xfbHEeE\\xf1\\x8e!\\xfcz\\xdf\\xe7#=Y\\x03\\xc6u\\xd1\\xc0q]\\xd5aH\\xe5\\x1bm\\xa4\\xc7\\xfay\\xb9Z8y\\xb5\\x16M^\\xa3\\x92\\xc2\\xb2x\\xc7R\\x15C\\x922\\xd4J\\xe7\\xdb\\x9f&\\x1a\\x1ai\\xf7\\xed\\xf3vk\\xb6\\xb6\\xea9\\xfbS\\xae\\x82x\\xc7`^\\xef\\xe7\\x92\\x1e2\\xff\\x91\\x91\\x12\\xd0\\x05\\xfdF\\xeb\\x82\\xbe\\xa3mq\\xe5\\xe4\\xf8l\\xc3B=\\x9b3E\\xcf.\\x9e\\xa2\\x82\\xd2`\\x83\\xc6\\x91\\x12\\x08\\xe8\\x80\\x93G\\xa9\\xe7\\xe8\\x13\\xd5f\\xd0\\x00\\'ah\\xf3\\x82EZ1e\\x9a\\x96\\xbf3U\\xa5\\xc1\\x06\\x89\\xa3j\\\\\\xf9R\\xfcJ\\xee\\xd9R)=[(\\xa9u\\xa6\\xa38\\xca\\xb7\\xe4\\xabt\\xc5v\\x95\\xad\\xc8U\\xa8\\xb4\\xa2!\\xf2Q\\x15\\x87?\\x10P\\xd6\\xa8Qjq\\xe2(e\\x0cp\\x96\\x8f\\x82E\\x8b\\xb4}\\xdaT\\xe5M\\x9d\\xaa\\x8a\\x06\\xceGrr\\xba\\xbau=\\xcd\\xfed\\xb7<\\xd0Q>\\xb6\\xe5~\\xadU\\xab\\xdf\\xb0?eeq\\xff\\xec\\xd8\\xe7<\\xf7%g(\\xad\\xdbY\\nt\\x9f\\xa0\\x94\\xecC\\x1d\\xc5Q\\xba\\xedK\\x05W\\xbe\\xa4\\xa2U/+T\\xd6 \\xefW\\xa6\\xbf\\xdf\\x8f\\xad\\x94\\x14e\\xf5=@Y}z)\\xa3]\\x1bG\\xb1\\x14l\\xdc\\xac\\xbc%\\xcb\\x94\\x97\\xb3\\\\\\x15\\xa5\\xa5\\rz\\x8e\\xa4\\xf8\\x92\\xd57\\xb3\\xb3\\xfadtV\\xbb\\xd4\\x16\\x8e\\xe2\\xd8X\\xbc]K\\n\\xd6*\\'\\x7f\\xadJC\\xb1}\\x0eFS`\\xbd(i\\x82\\xe9\\xf1\\x88?]\\xaf\\xc1\\xe7\\x9c\\xa1\\xacn\\xe6\\xdb\\xb8\\xe8\\x8f\\xbcUk4\\xff\\x85W5\\xe3\\xf6\\x7f\\x84\\x1b1\\x7f!\\x9e\\x1d}\\x8bu\\xfefU\\x0c\\x17\\xf5>G#;\\x1d\\xa3v\\x19\\xce\\x06\\xd3\\x0f_ac\\xc1f\\xbd\\xbf\\xee#=\\xbd\\xf4\\x85x\\xc5\\x10~\\x9d\\xaaX\\x8e\\xbe\\xae\\xbf\\x06\\x8c\\xeb\\xaa\\xe6\\x9d\\x9c}x\\xfc0\\x96\\x1d\\xeb\\xf2\\xb5h\\xf2j\\xcd\\xbc\\xef\\x9bx\\xc5R\\x15C\\'\\xfdY\\xadu\\xbe\\xd2\\xecT\\xa5\\xe8\\x8f\"\\xad\\xd2\\x16=\\xa7u\\x95\\x7f\\x07\\x98\\xa3\\xbe\\xc7\\xd4>oT\\xb7\\x1cq\\x85\\xce\\xef{\\x92\\xba7\\xeb\\x10}\\x10\\x92V\\xee\\\\\\xaf\\xe7r\\xde\\xd5-\\x9f>\\xda q\\x1c|\\xe5e:`\\xf4\\x89j\\xd2\\xa1}Lq\\xec^\\xbfA\\xcb\\xa7L\\xd3\\xdcG\\x9e\\x88g\\x1cU\\xe3\\xaa\\xd1\\x90vJ\\xe9\\xd9R\\xfe&\\xa91\\xc5Q\\xb1\\xbbX\\xa5+rU2oc\\x83\\xc4\\xd1\\xf6\\xb2\\xcb\\x94u\\xe2(\\xa5\\xb6\\x8f-\\x1f\\xc5\\x1b6(o\\xdaTmz\\xa2a\\xf21p\\xc0/\\xd5\\xad\\xeb\\xa9j\\x9c\\xd9)\\xa6|\\xec\\xc9_\\xa7U\\xab\\xdf\\xd4\\xc2E\\xff\\x8eg>\\xaa\\n\\x92\\x8cA\\xbfW\\xa0\\xdb\\x04%5\\x8e\\xed3\\xb0|\\xcf\\x1a\\x05W\\xbd\\xa4\\x82\\x05w\\xc63\\x0e\\xf3ZU\\xe7H\\x9b\\xa1\\x87\\xd8\\xc2*\\xb5Y\\x93\\x98rR\\xbcs\\xb7-\\xb46\\xcf6W\\xa3\\xe3\\xf6\\xde[\\x15\\xc7\\xd0\\xa6}\\xd5\\'\\xb3\\xb3\\x9a%\\xc7\\xf69\\xb8\\xb3,_K\\xf2\\xd7j\\xf6\\xae\\x9c\\xa8\\xe3pZ`\\x99O\\xdc~\\xa9M\\x1a\\xeb\\x94{\\xef\\xd0\\xe0\\xf3\\xcc\\xd4+\\xf7\\x8e\\xf9\\xcfO\\xd2[\\xbf\\xf9\\xa3\\x8aw\\xef1\\x8d.\\x96\\xd4\\xdf\\xbd\\xd6\\xabZ\\xb21d\\xa4\\xa4\\xeb\\x97\\x03\\xaf\\xb0\\xdfZ\\xb9y\\x98o\\xb3\\xfe\\xbd\\xf0Q\\x15\\x94\\xda\\xbf\\xaa\\xea+\\x86p\\x97+\\xf3\\x91\\x99\\xa2Q\\xb7\\x0e\\xd1\\xc0\\xd3\\xbb\\xba\\x19\\x8a\\x16\\xbe\\xb6ZS\\xff2O\\xc5\\xf9\\xf6\\xaf\\x91\\xfa\\x8a\\xc5\\xc6\\x90\\xa4&\\xea\\xa1\\x7f\\xd9o\\xad\\xdc<\\xcc7Y\\xdf\\xeaW*\\xd7\\xee\\xfa\\x8c\\xc1\\xb4m\\xaeY\\x8cl\\x95\\x9e\\xa5\\xe7\\xc7\\xdc\\xa6\\x91\\x9d\\x9d\\xfd%[W\\xcc\\xcf,\\x9e\\xa2_~p\\x97v\\x17\\xdb\\xbfr\\xeb+\\x17Uq\\x04\\xb2\\x9a\\xeb\\xb8\\xdb\\xff\\xa2\\x0e\\x879\\xfbV\\xba\\xae8\\xcc7Y\\xb3\\xee\\xbcW%\\x05\\xf5\\x1e\\x87\\x1dW\\xbeFIJ=\\xa2\\xb3\\xfd\\xd6\\xca\\xcd\\xc3|\\x9bU\\xfc\\xe9Z\\x85J\\xca\\xeb;\\x1f\\x95\\xe7GF\\x86:\\xfe\\xe67\\xca\\x1au\\x92\\x9ba(o\\xea\\xbb\\xfa\\xee\\xde{U\\x1e\\xa7|\\xa4\\xa4d\\xea\\xd0\\x83oV\\xb7\\xaec]\\x8dc\\xd5\\xea\\xd7\\xf5\\xe5\\xdc\\xdbTZ\\x9a_\\xdf\\xf9\\xb0\\xe7\\xb9?-[M\\x8f|D\\x8d\\xda\\x1e\\xe3j\\x1cE\\xab^\\xd2\\xee/nP\\xa8\\xb4^?\\x03\\xf7\\xf9\\xfcHj\\xd4H\\x1dF\\x1c\\xa9\\xac\\xbe\\xbd\\\\\\x8d%/g\\x99\\xd6\\xcf\\xf8D\\xe5%%\\xf5\\x9d\\x13{\\x8e4\\xf2\\xa7hD\\xd6\\x81\\xea\\x9ba\\xee\\xf9p\\xef\\xc8)X\\xab\\x19y_\\xab\\xa4\\xc2\\xf9\\xe7\\xa0\\x93\\x02\\xcb\\xdc\\xed\\xa4\\xb6\\x83\\xfa\\xebg\\xef\\xbd&Sd\\xd5\\xc7a\\x8a\\xab\\xc7O8]\\x9b\\x16T}{\\xe2\\xa4\\x8fuu\\xc9\\xc6\\xd0\\xa3iW\\xdd{\\xe4\\xdfd\\x8a\\xac\\xfa8Lq\\xf5\\x9bO\\xfe\\xa0ow\\xad\\x0e7\\xeff\\x0c\\xe16m,m\\xfa6\\xd7\\x85/\\x1d\\'Sd\\xd5\\xc7a\\x8a\\xabg&|\\xa0\\xcd9{\\xe7\\xa0\\xd8\\xd96\\xae\\x1d6\\x86L\\r\\xd6@\\xcd\\x90)\\xb2\\xea\\xe30\\xc5\\xd5B\\x8dP\\xbe\\xe6\\xd7W>l\\x1c\\'w\\x1b\\xaeI\\xa7\\xfd]\\x81\\xe4\\xd8\\xbe%\\xa9\\xc9`wI\\x81\\x8e~\\xe1\\n\\xcd\\xdf\\xba\\xbc^\\xe3\\xe84|\\x98N\\xb8\\xebv%\\xa7\\xd6O\\x1c\\xa6\\xb8z\\xf3\\xf2\\xab\\x95\\xbb\\xcc\\xdc\\x0eS\\\\-\\xbf\\xfa\\x17\\n\\xae\\xa8\\xdf|d5\\xef\\xa3\\x13F>\\'Sd\\xd5\\xc7a\\x8a\\xab\\xf7\\xde?_y;\\x96\\xd4\\xeb\\xb8J\\xedp\\x82\\x9a\\x1e\\xfd\\x94|Ii\\xf5\\x11\\x86-\\xae\\xf2\\xa6\\x8dQY\\xde\\xa2\\xfa\\x8a\\xa3\\xea\\x1c\\t\\xb4j\\xa9\\x9eg\\x8d\\x95)\\xb2\\xea\\xe30\\xc5\\xd5\\x8a\\x97_Wpkn}\\xc5b\\xcf\\xf5V\\x8d\\x9a\\xe9\\xac\\xd6\\xc7\\xc8\\x14Y\\xf5q\\x98\\xe2\\xea\\xe5-\\x1fik\\xc9NGqD\\xfa\\x86`\\xabvsIp\\xc4\\x1f\\x7f[\\x1f\\xfd\\xffQ\\x9b3\\xee\\xb8\\'|\\xc9\\xd0,\\xe5p\\xbc\\x0b/jc0\\x97\\x04/\\xecS\\x9fW\\x1f\\xbf\\xef\\xe93K^\\x0c_2t+\\x86p\\xe36\\x16sI\\xf0\\xa8k\\x9d\\xcd\\xc1\\x88\\xd6\\xf1\\xe3\\xfb\\x17\\x85/\\x19\\xba\\x15\\x8b\\x8d\\xc1\\\\\\x12\\xecl\\xa7\\xdd\\xd5\\xff\\xb1V\\x7f\\r_2t+\\x06\\xd3i\\xfb\\xd7\\x93\\xb9$\\xf8\\x97a\\x97\\xd7\\x7f\\x10\\xff\\xabFn\\xfd\\xec\\xb1\\xf0%C\\xd7\\xe30\\x97\\x04\\x0f\\xbe\\xe2\\xd2\\xb8\\xc41\\xf7\\xd1\\'\\xc3\\x97\\x0c\\xdd\\x8c\\xc3\\x8e+sI0uHl\\x97\\xd1\"E(\\x9e\\xb7!|\\xc9\\xd0\\xf58\\xcc%\\xc1\\xb6\\x97^\\x16iWbz\\xde\\xa6\\'\\x9f\\x08_2t=\\x0esIp\\xd0\\x80kb\\xea_\\xa4\\xbf\\xbc`\\xd1\\x03\\xe1K\\x86n\\xc6Qy\\xe5c\\xd0\\xef\\x959\\xe8\\xf7\\x91v%\\xa6\\xe7\\xe5/\\xb83|\\xc9\\xd0\\xcd8L\\x9f\\xec9b.\\t\\xb6\\x1d\\xea\\xee7\\xd45\\x05\\xbci\\xf6\\x9c\\xf0%C7c\\xb1q\\x98K\\x82C\\x9b\\xf5\\x8b\\xc9:\\xd2_\\x9e\\xbdsq\\xf8\\x92aDqDR`\\xd9\\xeb\\xcd\\xbdF\\x8d\\xd4\\x05\\x93\\x9f\\x8d\\xb4\\x1f\\xae<\\xef\\xd9q\\x17h\\xd9T\\xbbTV\\xac\\x13\\xdfm\\x0c\\x87\\xb59X\\x7f\\x1bj\\xfe3~\\xc7\\x1ff\\xdf\\xa6/6\\xcfu#\\x86p\\xa7m,=\\x8fm\\xa7\\xb3\\x9f<:~\\x81\\x98\\x8b\\xf5\\x97\\xce\\xd4\\x8a\\x0f\\xed\\xdc\\x13W\\xf2\\x91\\xa5\\xd1\\xea\\xa77\\xe3\\x1a\\xc3b\\x9d\\xaa<\\xd9\\x1bUc\\x8d\\xc1\\xb4a\\xaf\\xfb\\x0fnu\\x80\\xbe\\xbe\\xe8\\xf9\\xb8\\xc61\\xe6\\xd5_\\xeb\\x9dU\\xb3\\\\\\x8d\\xa3e\\xaf\\x9e\\x1a?\\xf1\\xa9\\xb8\\xc61\\xe5\\xda\\xdfi\\xdd\\xac\\xcf\\xdc\\x8a\\xc3\\x9e\\x1b\\xc9\\x9d\\x9a)0*\\xbc\\xfc^|\\xc2\\tN]\\xa1\\xb2u\\xf6\\xaf[7\\xc6\\x95\\x8d\\xa3\\xe9\\xb0a\\xea~w\\xd5\\xbc\\xd4\\xb8\\x04\\xb2\\xf2w\\xd7k\\xd7g\\xee\\xe6\\xa3}\\xbbc4\\xe2\\x98G\\xe2\\xd2\\xff\\xf0\\x8b\\xcc\\xf8\\xe8Jm\\xd8\\xf8\\x91[\\xf9\\xb0\\xe7yr\\xd6\\x00\\xb5\\x18\\xb3\\xf7.\\xcc8E\\xb3s\\xc6\\xd9*^\\xff\\x9e[q\\x98v\\xec\\xd8j\\xd2\\xb5\\xb3\\xba\\x8f;9NQT\\xbe\\xcc\\xca\\xc9\\xefh\\xf7j\\xb3\\x04\\xa6{\\xe7H\\xd7@[\\x8dk5<\\xaeqL\\xde:K\\xab\\x83\\x9b\"\\x8a\\xa3\\xae\\x02\\xcb\\xde\\x11en\\xc7\\xbe~\\xd9\\x1c\\xa5\\x04\\xea\\xe7+\\xd1\\x9atJ\\x83E\\xfaG\\xafC\\xec\\xed\\xdf\\x92\\xae\\xfa\\xdf\\x15\\xb1\\x87\\xa3\\x90\\xb414Km\\xaa\\x89\\'>\\xae\\xd4\\xa4\\xfa\\xf9*\\xb4\\xa6~\\x15\\x97\\x97\\xe8\\xdci?\\xd3\\xce\\xe2]\\xb1\\xc4\\x10n\\xbe2\\x1f-\\xd2\\xf4\\xabY\\xa7*9\\xad~.}\\xd4\\x14KYQ\\xb9\\xfe5\\xfcM\\x15l\\xb7wK\\xc6\\x94\\x8f\\x14\\xb5\\xd2\\xa1Z)\\x7f\\xe5]\\xf3q;*\\x14\\xd4\\x97\\xea\\xaeRm\\x8d%\\x86\\xef\\xdf\\xa8R3\\xf4\\xdd\\xcf\\xdfQ\\x93F\\xf5s\\xf9\\xa6&\\x98`Y\\xb1\\xba\\x96\\xd3\\x18L\\x936\\x8ex\\xce\\xbb\\xaa)\\x8ej\\xf3\\xb1\\xa2\\x8e#\\x9e\\xf3\\xaej\\x8a\\xa3\\xda|\\xac\\xa8\\xe3\\x88\\xe7\\xbc\\xab\\x9a\\xe2\\xa86\\x1f+\\xea8\\xe29\\xef\\xaa\\xa68\\xaa\\xcd\\xc7\\x8a:\\x8ex\\xce\\xbb\\xaa)\\x8ej\\xf3\\xb1\\xa2\\x8e#\\x9e\\xf3\\xaej\\x8a\\xa3\\xda|\\xach\\xe2\\xa8z\\xcf\\x8a\\xe7\\xbc\\xab\\x1a\\xc7\\xd6\\xf7\\xf3\\xb1\\xa2\\x89\\xc5\\xbe\\xf7\\xc6s\\xdeUMqT\\x9b\\x8fUc\\x1c5\\x15X]|~\\x7fNJ -p\\xcd\\x97\\x1f\\xc4\\xbc\\xceU\\x04\\x85P\\xadO1\\xebd=p\\xe8q*\\r\\x16\\x99\\x15\\xdf\\xfb\\xfe\\x0f8\\x92mu\\xba\\xf8|\\xbe\\x9c\\xd4\\xa4\\xd4\\xc0c#\\xee\\x8fy\\x9d\\xabXc0\\xebd]>\\xe3Z\\x15\\x97\\x17\\x9b\\x15\\xdf#\\x8d!\\xfc\\xb2]|~_NJZR\\xe0\\x8awO\\x8ay\\x9d\\xabXc1\\xebd=z\\xd2\\xbb*-*7+\\xbeG\\x1aK\\x17\\xc9\\x9f\\x93\\xa4@\\xe0 }\\x1d\\xf3:W\\xb1\\xc6`\\xd6\\xc9\\xfaJ\\x07\\xaa\\\\f\\xb5\\xc5\\x88\\xc7\\x94y\\xd9.~\\x9f?\\'\\x90\\x9c\\x1aXp\\xf1\\xc4\\x98\\xd7\\xb9\\x8a5\\x0e\\xb3N\\xd6\\xa0\\xa7\\xceU\\xb0\\xac\\xd8\\xac\\xf8\\x1ei.l\\x1cfL%\\xa7\\xa6\\x05\\xce|\\xf1\\xe9\\x98\\xd7\\xb9\\x8a5\\x0e\\xb3N\\xd6\\xa4\\xb3/RY\\xb19\\xc7#\\x1eS6\\x0e\\xf9\\x94\\xe3K\\xf6\\x07\\xd2\\xcf\\xe8\\x1f\\xf3:W\\xb1\\xc6a\\xd6\\xc9*|\\xf5\\x1b\\x85\\xca*\\xcc\\x8a\\xef\\x8e\\xf2!\\x9f/\\xc7\\x9f\\x96\\x16\\xe8\\xf3\\xf431\\xafs\\x15k\\x1cf\\x9d\\xac%\\x17]\\xa8\\x8a\\xa2\"\\xb3\\xe2\\xbb\\xa38|>\\x7fNRRZ`\\xcc\\xe87b^\\xe7*\\xd68\\xcc:YoO9M\\xe5\\xe5Ef\\xc5wGq\\xc8\\xe7\\xcf\\xf1%\\x05\\x02-N\\xf9$\\xe6u\\xaeb\\x8d\\xc3\\xac\\x93\\xb5\\xfd\\xad#\\x15*\\x0f\\x9a\\x15\\xdf\\x9d\\xc4\\xb1\\xf7\\x1c\\xf1\\xe5\\xf8\\x93\\x93\\x03\\xbd/\\x98\\x10\\xf3:W\\xb1\\xc6b\\xd6\\xc9Z\\xfa\\xecK\\xe6\\x92\\xa1\\xf3\\xb1%_N\\xb2/)pA\\xbb\\xe3c^\\xe7*\\xd68\\xcc:Y\\xcfn\\x9c\\xae\\xb2P\\xb9Y\\xf1}\\xbf9\\xa9\\xa9\\xc0\\xfa\\x9d\\xa4\\xbb\\x0e\\xbd\\xfc\"\\x9d\\xfa\\xaf\\xbfG\\xd5\\x8feS\\xa6\\xeb\\xe3\\x7f\\xfc[[\\x96,\\x97B!u8\\xf8@\\x8d\\xb8\\xf9zu:\\xec\\xe0\\xa8\\xda{\\xf3W7\\xea\\xcb\\xc7\\x9e6\\xbf{\\xc3\\xff\\x16\\xc9\\xbe;\\x82Fl\\x0c\\xa7t\\x1d\\xa5\\xeb\\x06\\x9b\\xcb\\xbd\\xd1\\x1d{J\\xf3u\\xe7\\xdc\\xfb4{\\xf3\\x1c\\xfd\\xe9\\x90\\xebul\\x87#\\xa3kH\\xd2}\\xf3\\x1f\\xd2[\\xab\\xa7:\\x89!\\xfcZ6\\x96!\\xe7\\xf5\\xd0\\xe8\\xdb\\x9d_6\\xd8\\xb5\\xa1@\\x9f?\\xbe\\xd4NP\\xdf\\xbd\\xa9P\\xe9\\xcdS\\xd5\\xaaW3\\x1d\\xf1\\x8b\\xbe\\xea|X\\xe5v\\x14N\\x8f)\\x7f\\x9a\\xa3y\\xcf\\x9b\\xbd\\xbb\\x9d\\xe5\\xa3\\xad\\xaeT\\x0f=\\xe8\\xf4\\xe5\\xb4C\\xd3\\xb5YO\\xd8\\x95\\xda\\xcd\\xfc)\\xbfR\\x15P/\\xb5\\xd6\\x85jg/\\xe7;\\x9fs\\xf3\\xad\\xae\\xd6&\\xd9\\xc9\\xb7\\x91\\x8e)\\xf3\\\\\\x9b\\x8b\\x9f\\x0f>C\\x0f\\x1d\\x7f\\xa3\\xe38~\\xf8\\x0b\\xdb\\nwh\\xf0\\xd3\\xe7ic\\xfe6\\xcd\\xb9\\xe0\\x19\\x1d\\xdc\\xa6\\x8f\\xe36\\xaf\\x9a\\xfew=<\\xff\\xd5\\xa8\\xe2\\xe87~\\x9c\\x8e\\xbc\\xe9z\\xc7\\xaf9\\xfd\\xa6?k\\xe5{\\x1f\\xec\\xf7\\xf7\\x06\\x9d\\x7f\\x8e\\x86\\xfe\\xda\\xf9\\x1dc\\x9f\\xfc\\xdf?\\xb4\\xf8\\x95\\xc9Q\\xc5\\x91\\xd2\\xb7\\x95\\xd2\\x86G\\xbf\\xfe\\x8d]\\xa9}\\xc96\\x95o\\xda\\xa3\\n3\\x8f*$5\\xea\\x93\\xad\\xd4a\\xce\\x17\\xc2,\\x9a\\xb5V\\xa59v\\x8e\\x9f\\xe3q\\xd5r\\xdc8u\\xba\\xde\\x0c\\xb1\\xc8\\x0f3g\\xaad\\xf3\\xe6Z\\x7f!\\x9a\\t\\xf3\\xeb\\xfeq\\xb7r\\'G\\x97\\x8f\\x03z\\x9e\\xa3\\xc3\\x0e\\xb9%\\xf2 \\xf6>\\xb3\\xbc\\xa2DK\\x96\\xfcW\\xab\\xd7\\xbe\\xad={\\xd6))\\xa9\\x91\\x9a4\\xee\\xa2\\x1e\\xdd\\xc7\\xdb\\x1f_\\x14\\xf3m\\xbe\\x98s\\x8b\\x96\\xaf\\xb0\\x0b@;\\xceG\\xe0\\x80K\\xd4\\xe4\\xf0{\\x1c\\xc7\\x11\\xaa(Q\\xe1\\xe2\\x07U\\xb4z\\x92Lqd\\xe6n5j=L\\x19\\x03\\x7f\\xa7\\xe4\\xe6\\xe6\\xb3\\xd8\\xf9\\xb1\\xfb\\xf3\\xdf*\\xb8\\xdc|\\x81\\xe3(\\x8e\\xaa\\xf7\\xac\\x96\\x83\\xfa\\xa9\\xe3q\\x11\\xdc\\x18\\x15\\n\\xc9\\xde\\xf5\\xf7\\xf9\\\\\\xb5\\x1c\\xd8O\\x1dG\\xee\\xffwB\\x15\\x15\\xda\\xf6\\xf5\"m\\xfff\\x89Jv\\xed\\x96\\xbfQ\\x8a\\x9at\\xe9\\xa4v\\xc3\\x0f\\xb7[\\xeb\\xd4v|\\xf7\\xc1L\\xe5.0\\xcb\\xf99\\x8a\\xc5\\xbe\\xf7\\x0ej\\xdc]\\xc7e\\x1dT\\'`H!\\xcd\\xde\\x99\\xa3\\xcfw\\xe5h`\\xe3n\\x1a\\x995\\xa4\\xd6\\xdf\\xc9-\\xdd\\xa5\\xb7\\xb6\\xcd\\xd6\\x8e\\xd2=\\xba\\xb2\\xc3)vK\\x9d\\xba\\x8e\\x0f\\xf2\\xbe\\xd2\\x82=+k\\x8c\\xa3\\xa6\\x02\\xeb\\xcb\\xff\\xcd\\xbf:\\xe4\\x8a\\x0f\\xdft\\xbc\\xfd\\x8dy\\xa5\\xaf\\x9f{Y\\xaf^~\\xad\\x9a\\xb4ok\\xf7\\'4ka,~\\xedm\\x15\\xef\\xc9\\xd7\\xc5\\xef\\xbc\\xa4\\xaeG:\\xdb\\xfe\\xc4\\xb4i\\xb6\\xd5y\\xf4\\xd8S\\xcd\\x7f\\x9a\\xe5a#Y\\xc5\\xd1\\xc6\\xf0\\xaf\\xa3\\xeft\\xbc\\xfdM\\x18u\\xd9\\x8eo\\xf5\\xd7/\\xefTn\\xd1v\\x95U\\x94\\xc7\\\\`\\x99mu~5\\xd3\\xde\\xe2\\x1bi\\x0c\\xe1\\xae\\xd8X.y\\xe5x\\xc7\\xdb\\xdf,\\xff`\\x83^\\xbd\\xfaS\\xf9\\xfcR\\x8fc\\xda)\\xabKc\\xe5o+R\\xce\\x94u*-,\\xd3\\xd8\\x7f\\x0e\\xd5\\x80\\xb1\\xceW!6\\xdb\\xea\\xfcw\\xbc\\xdd\\x0f,\\xd2Xl\\x0c\\x83\\xf4\\x89\\xe3\\xedo\\xbe\\xd3\\xdf\\xb5F\\x7fR\\x9a\\xba\\xab\\xb9\\x8eS\\x8aZ\\xabL\\xdb\\x95\\xab7T\\xa2\\rj\\xa7_\\xaa\\xbb\\xfeY\\xd7\\xb9\\xf0\\xa3\\x7f7\\xc5\\xda\\x02\\xd9\\x829\\xd2\\x18\\xccsm\\x1c\\x9f\\x9e\\xfb\\x84\\xe3\\xedo~\\xd8\\x01\\xf3\\x06p\\xf2+\\xd7i\\xc6\\xba\\xb927CD[`\\x99mu\\x8e\\x98ho\\xe5w\\x1c\\xc7\\xd8\\'\\x1fv\\xbc\\xfd\\x8dy\\xa1\\xb7\\xae\\xfc\\xa5\\xb6\\xe6,Q\\xf7\\x13~<\\x8f\\xae\\xe3\\xd0\\xc3\\xd4}\\xe4\\x08\\xc7\\xf90\\xdb\\xea\\xbc~\\xa9\\x99\\xab\\xee<\\x8e\\xf4\\xd3\\xfa8\\xde\\xfe&\\xdc\\xc1\\xf0e=3A>\\xb9s\\xb3\\xaao\\xc1\\xcc\\xffN\\xe9\\xe5l\\xbb)\\xd3\\xa6)\\xd6\\n\\xdf\\xb0k19\\xceG\\xaf\\x87\\x1fq\\xbc\\xfd\\xcd\\x86\\x87\\xfe\\xa3\\xb2\\x9d\\xf6&\\x9a\\x1f\\x1df\\x0f\\xc2\\xdd\\x9f\\xcfV\\x8b1\\xa7\\xa8\\xf3M79\\xca\\x89\\xd9Vg\\xd9\\xcf\\xaf\\x8c*\\x8eQ\\'\\xbc\\xe8x\\xfb\\x1b\\xf3B3>\\xbaB\\x1b6\\xceT\\xebV\\x87\\xa8]\\xdb\\xe1\\xaa\\x08U\\xe8\\xbb\\xf5\\xef+/o\\xb1:w:IG\\r\\xbf\\xcfQ\\x0c\\xe6\\xc9f[\\x9d\\xa9\\xef\\xd9\\xa5y\\x1c\\xe7#\\xeb\\xa4\\xa9\\x8e\\xb7\\xbfQ\\xa8L;\\xa6\\x8fW\\xc9\\xe6\\x8f\\x95\\xd2\\xf2 5j}\\x84*\\xca\\nT\\xbc\\xe6u\\x99I\\xeb\\xcd\\x8e{\\xc9\\xfe\\xff\\x9c\\x1ef[\\x9d\\xbcw\\xedo\\xbc\\x92\\xd3k^g\\xd2l\\xab\\xb3\\xfc\\xc5\\xd7\\x9c\\xc6b\\xdf{\\xcfn3\\xa2\\xce\\xedo\\xcc\\x04\\xf4)\\xb9\\x9fk}q\\xae\\x1dCu\\x15Xf1\\xd1\\xf7\\xb7\\xcfS\\x85B\\xf6\\xf9\\x91\\x16Xf[\\x9d\\x177\\xcf\\xa81\\x8e\\xfd\\x15X#\\xcd:\\x19\\xa60:\\xf7\\xc5\\xaam\\x14\"\\x1e\\x0b\\xa5\\x85A\\xdd\\xd5\\xfd@\\xa55k\\xaa\\xab?\\x9f\\xae\\xb4\\xa6\\x95\\x13Nw~\\xb7A\\x0f\\x1ez\\x9c2[g\\xebW_\\xcd4\\x1b\\xb4\\xe8\\xc9\\x98\\x0b,\\xd3\\xf6_\\xbe\\xf8\\xbf\\xf0\\x06\\xd1u\\xc5\\x10\\xee\\x8a\\x8d\\xc5l\\xdc|\\xe6\\xc3\\xce\\xbf=\\x0b\\xee(\\xd6G\\xf7-\\xd2\\x91\\xd7\\xf4Wf\\xf6\\xf7\\x15\\xf9\\xd6e;\\xf5\\xf8)\\xd3\\xecF\\xd0\\xe6\\x8e\\xc4h\\x8eI?\\xff$\\xbcAt]\\xb1\\xd8\\x18\\xcc\\xc6\\xcd}\\xf5\\x8a\\xe3\\x97*\\xd7\\x1e\\xed\\xd2,e\\xc9\\xbc\\xb9|?d\\xcb\\xb4S\\xf34P\\xa5\\xda\\xa6a\\xda.\\xbf\\x9c/\\x1c\\x9b\\xa3\\xf1\\xe1\\r\\xa2\\xeb\\x8a\\xc1\\xf4\\xdb\\xc6a6n~m\\xec]\\x8e\\xe3\\xf8\\xe1/\\xdc\\xf5\\xe53\\xfa\\xd3\\'\\x0f\\xe9g\\x03\\xc7\\xea\\xa1\\xf9\\xafD]`\\x99vO\\x7f\\xfd\\x86\\xf0\\x06\\xd1\\x11\\xc7a6n>\\xd8\\xf44k\\x00\\x00 \\x00IDAT\\xf1\\x1f\\x7f\\x8b*\\x8e\\x97\\xcf:_\\xfe\\xe4\\x14\\x8d\\x9fh\\xff\\xa2v\\xed\\x98v\\xfd\\x1f\\xc2\\x1bDG\\x1c\\x87\\xd9\\xb89pB\\x8f\\xa8\\xfaP\\xfa\\xedv\\x15\\xcdX\\xa5\\x94\\x1e-\\x94zT\\x17\\xf9\\\\\\xba\\xfb0\\xf8\\xde\\xb7\\xe1\\r\\xa2#\\x8e\\xc3l\\xdc\\xdc\\xedo\\xff\\x17U\\x1c5\\xfd\\xd2\\xba\\xbb\\xefR\\xee\\xeb\\xaf\\xab\\xcfSO\\xcb,X\\xea\\xf4X\\xf5\\x87\\x9b\\xc2\\x1bDG\\x1c\\x87\\xd9\\xb8\\xf9\\xe8#\\x1fp\\xfaRv\\x81\\xd0w\\xde\\x1d\\xab\\x8e\\x1dF\\xea\\x98\\xa3\\xbe\\xff\\x96;\\x14*\\xd7\\xd4\\xf7\\xceQ\\xee\\xf6\\x05:\\xfd\\xb4\\x0f\\x95\\x91\\xd1\\xceq\\xdb3?\\xb9&\\xbcAt\\xc4q\\x98\\x8d\\x9b\\x9b\\x1d\\xf3\\x8c\\xe3\\xd7\\n\\xae|A\\xbb?\\xbdZ\\x81^\\x97\\xaa\\xc9a\\xdf/\\xb3Q\\x11\\xdc\\xa2\\xbcw+o\\xaei1\\xf6K\\xf9\\xfc\\xce\\xefh\\xdf\\xf9\\xd1\\x85\\xe1\\r\\xa2#\\x89\\xa3\\xea=\\xabY\\x8fn\\xeazj\\xed7\\xb1\\xe4o\\xd8\\xa45oOS\\xa8\\xbc\\xc2~k\\xb5\\xfa\\xedi5\\x16X\\x05\\x9b6k\\xf9\\x0b\\xaf\\xa9Y\\xcfn\\xea:\\xe6D\\xb3y\\xb8\\x8dk\\xd7\\xaa5Z\\xf5\\xfa\\x14\\xb5\\x1c\\xd8W\\x1dG\\xd6\\xbe\\xca\\xfd\\xea7\\xa7\\x867\\x88\\x8e$\\x16\\xfb\\xdek6n>5\\xbb\\xf6\\x9b&\\xcc\\x86\\xcdoo\\x9b\\xad\\xf2P\\x85F\\xb6\\x18b\\xff\\xbb\\xa6\\x02\\xcb\\xba\\xdfQ\\x1c\\xe62\\x9e\\xb9\\x9c\\x17\\xcd\\xf1\\xd4q\\xa3\\xd5\\xaa__\\x8d\\xfe\\x97\\xbb\\xeb4-xv\\xa2f\\xdfg?\\\\#\\xc9\\x87\\x1dW\\xa9\\x87wT\\xa3\\x81Q\\xdcU\\x1b\\x92\\n^\\\\(\\xf9}\\xca8\\xb3\\xbf}t\\xeb(Y\\xb8Y\\xc5\\x9f\\x7f\\xe7(\\x8e\\xf6W_\\xa3\\xd6\\xe7\\x9e\\xebV\\x17T\\xba}\\xbb]r\\xa1\\xf1\\x81\\x07\\xaa\\xc7?\\x9d\\x7f\\xf3c:\\xb2e\\xe2Dmx\\xd0\\x16K\\x11\\xe7c\\xc8\\x817\\xa8o\\x1f\\xe7\\x8b\\xa3n\\xde<[\\xd3g\\\\\\xac!\\x07\\xdd\\xa8\\xbe\\xbd\\xf7\\xbd\\x97i\\xce\\xbc;\\xb4t\\xd93:y\\xd4k\\xca\\xcar\\xbe\\xa8d\\xce\\x92\\'4\\xefk\\xfbGQ$q\\xd8\\xf3\\xbc\\xf1\\xc1\\xb7)\\xbdo\\xd5]\\xba\\x11\\xe7e\\xd7\\xc7?S\\xd1\\x9a\\xd7\\xd4\\xf2\\x8cEJ\\xca\\xd8w\\xb1[\\xb3\\x15\\xce\\xaeYW\\xa9\\xd9q/+\\xb5\\xbd\\xa9\\x19\\x9c\\x1d\\x85\\x8b\\x1f\\xd0\\x9ey\\xf6\\x8e\\xf4H\\xe20\\xcf\\xb3\\xe7H\\xfb\\xa3\\x86\\xa9\\xd5\\xc1\\x83k}\\xb1\\xddk\\xd6i\\xd3\\xac/*\\x0b1\\x9fO\\x8b\\x1f{\\xa6\\xc6\\x02\\xeb\\xbb\\xf7g*w\\xe1b\\xf5\\xbep\\x82\\x02-\\xf7\\xdd\\x86j\\xf9\\x0b\\xaf*\\x98\\x9b\\xa7\\x01W]*\\x7fr\\xcd\\x9f+[\\xe7\\xce\\xd7\\x86\\x8f\\xed\\x9ak\\x91\\xc4b\\xe38\\xaa\\xf9@\\x1d\\xdc\\xa4\\xf6-}\\xd6\\x047k\\xd6\\xceotj\\xf6P\\xf9\\xe4\\xd3c\\x1b\\xde\\xa9\\xb1\\xc02\\xdfX\\xbd\\xb6\\xe5cu\\t\\xb4\\xb1\\xedN\\xdb>G\\x8b\\xf3\\xd78*\\xb0\\xe6\\xee^\\xa6\\x8fw,\\xdco\\x1c\\xfb{G1\\x93\\xae~?\\xfe\\x89\\x7fk\\xf0\\xb9\\xe3\\x9de\\xdf\\xac\\xa1p\\xc3_\\xf4\\xd9\\xbf\\x1f\\x95\\x99\\x1c\\xdff\\xc0\\xbe\\xd7\\x9a\\xbf\\xfd`\\xa6\\x9e\\x1as\\xb6\\x8e\\xbf\\xf5F\\x1d}C\\xd5m\\xc0\\x11\\xbf\\xc6\\xfc\\x89\\xaf\\xe8\\x95\\xcb~i\\x9eov\\xc4\\xacm\\x02\\x8c\\x8d\\xe1\\xc6\\x83\\x7fm\\xbf}\\x8a\\xe60\\x97oLr\\xcc1m\\xdd\\x07\\xbak\\xde\\xbf\\\\)\\xb0\\xa6\\x7f\\xf7\\x91\\xfe>\\xd7^\\xce\\xaa+\\x86p\\xb7m,c\\xef\\x1d\\xaa\\x01\\xe3\\x9c_\\xca\\xab-\\xf6GF\\xbd\\xab\\x1d\\xeb\\xf6\\xe8\\xc6\\x9c\\xb3\\xa2!\\xd2\\xa2\\xc9k\\xf4\\xfaofG\\x12\\x8b\\x8d\\xa1\\x97\\x9eru\\xaf\\xc1\\x1dz_\\x8bu\\x8a]\\xee\\xa1\\xbf\\xde\\x8e*\\x06\\xb3W\\xe12]\\x1cI\\x0c\\xe69\\xa6\\xba\\xbfy\\xe2\\x98\\xdbuN\\x9f\\xaae\\x1e\\x1c\\xbf\\xee\\xce\\xe2=:\\xf0\\xe9\\xf3\\xd4\\xa3YGM;\\xf3\\xdf\\xfa\\xbf/\\x9e\\xb2\\xdfdE{\\x89\\xd0t\\xe0\\xd9\\xc5St\\xe1\\x94\\xbf8\\x8ac\\xe4\\x1d\\xb7\\xa8\\xc7(\\xe7\\x9b$\\x98K\\x07\\x8f\\x1ev\\xb4z\\x9d2Z\\xc7\\xfc9\\xbao\\x88kB3{\\x15\\xce\\xf8\\xf3m\\x91\\xc6a\\xc7U\\xda\\xb1\\xdd\\xa2\\xdak\\xb0|k\\xbe\\n__\\xa2\\xd4\\xc3:\\xaa\\xd1\\xa0\\xca\\x02-T\\\\&_JR\\xcc\\xc5\\x96\\xd9\\xab\\xb0\\xe8\\xc3U\\x8e\\xe2\\xe8r\\xf3\\x9f\\x955\\xca\\xbd\\xa526<\\xf8\\xa0\\xb6L|^\\xb1,\\xf9\\x907u\\xaa\\xd6\\xdcf\\xff\\xa8\\x8d\\xe4\\xfd\\xca\\xe6\\xe3\\x88\\xa1w\\xa9[\\xd7\\xd3\\x1c\\x9f\\x17\\xc5\\xc5;\\xf4\\xda\\x1b\\xc7\\xaay\\xb3\\xde2\\xcb;$\\'W\\xae\\x91g\\xe6B\\xbf3u\\x9c\\xca\\xca\\n5\\xf6\\xd4\\xf7\\x95\\x14\\xc57?\\xabV\\xbf\\xa1Og\\x9b)X\\x11\\xc5a\\xcf\\xf3\\xa6G>\\xa6\\xb4\\xaeg8\\x8e\\xc3,\\xa9`\\x96Vhu\\xde&\\xf9\\x92\\xf6\\xddn\\xaal\\xd7rm\\x7f\\xe3pe\\x0c\\xf8\\x8d2\\x0f\\xfc\\x93\\xe3\\xb6\\xc3\\x05Z\\x84q\\x98\\xf6mN:\\x9ft\\x9c\\xdd\\xc8\\xb9\\xce#\\x14\\xb2\\xc5U\\xc9\\xee=v\\xcd\\xaa\\x9a.\\x11.}\\xeee\\xfb\\x9c\\x81?\\xf8\\x12\\xc5\\xb4\\xbf\\xf1\\xd3/\\xb4\\xe5\\x8by\\xaa\\xeb\\x92\\xa4\\xd9\\x10z\\xed\\xbbv\\x1eg\\xc4c\\xeb\\xa4\\x96\\x87\\xdao\\x9a\\xea:\\xc2\\x9f\\xdf\\xbb\\xcb\\n\\xf4\\xf8\\x86)\\xb5^\"\\xac\\xfeY?u\\xfb\\x1c\\xe58,\\xb0\\x96\\x14\\xac\\xd5\\xbb\\xb9\\xe6\\xea\\xe5\\x8f\\xe3\\xd8_\\x81\\xf5\\xf2\\xff6\\x93=\\xf3\\x92)/\\xab\\xfb\\xb1\\xce/IM\\x9cp\\xa9r\\xde|W\\x7f\\xde\\xf6\\xad\\x1a\\xfd`\\xa2\\x9b\\xb9\\x1b\\xf0\\xde~Cu\\xd0\\x05\\x13t\\xfa\\xa3\\xce\\xff\\xa2Z\\xf9\\xe1\\'\\xfa\\xefh[\\x0cL\\x92T[U`c\\xb8{\\xf8_uPv\\xeck_\\xb9Y`}\\xb5m\\x81~7\\xcb\\xfe\\x05RW\\x0c\\xe11dc9\\xff\\xb9\\x11\\xeaz\\x84{k~\\xe4\\xad\\xd9\\xa3\\x07G\\xbc\\xad\\xbe\\xa3;\\xe9\\x8c\\x07\\x9c\\xcf\\x070\\x9d[\\xfd\\xe9\\x16=w\\xbe\\xbd\\xfe\\\\W,6\\x86\\x01zO\\xcd\\xe4|nN\\x18b\\x9b&\\xa9PK\\xec\\xfc\\xab\\x02-T\\xbe\\xbeRK\\x9d\\xa9n\\xbaK\\xc9\\xca\\xaa\\xeb\\x9c\\xdb\\xef\\xbf\\xef\\xd4\\x0c-\\xd2\\t\\x91\\xc4`\\x9e\\xf3\\x9c\\xa4\\xf3><\\xfba\\x1d\\xd3\\xb1\\xf6\\t\\x93\\xb5u\\xe6\\x8c7n\\x90\\x9975\\xff\\xa2\\x89j\\x9d\\x91\\xa5\\xdbg?\\xa1\\x9bg=\\x1cS\\x81\\xf5\\xc1\\xda9\\x1a\\xf9\\xf2/\\x1c\\xc5q\\xea\\xa3\\x0f\\xa8\\xdd\\x90\\x03\\x1d\\xbb\\x15n\\xdf\\xaegN8\\xd5N\\x030\\x97\\xfa\\xcd\\xfe\\xa1f\\xdf\\xc2\\xac\\x9e\\xdd\\xd5\\xf7\\xf4\\xd3bZOk\\xc3\\x97s\\xf5\\xd6U\\xf6\\x8f\\xaf\\xba\\xc6\\x94y\\x8e\\x1dW\\xd1\\xae}U\\xb2h\\x8b\\x8ag\\xafS\\xe0\\xc4\\x9e2kX\\x95.\\xcbU\\xa8\\xb4\\xdc\\x16W\\xc9\\x1d\\x9b\\xda\\t\\xee\\xfe\\xc6\\xd1\\xed\\xc7XmM\\xac\\x88\\xe3\\xe8y\\xff\\xbf\\xd4\\xf8\\xe0\\xe8n\\x02\\xfaa\\x12\\xcb\\xf3\\xf3\\xf5\\xcd\\xb8\\xb1J\\xed\\xd0A\\xbd\\xff\\x1b\\xfd\\xea\\xfc{\\xe6\\xce\\xd5\\x8ak\\x7f\\xe5(\\x1f\\xc7\\x8fxJm\\xda8\\x9fgk^d\\xe5\\xaa\\xd74\\xfb\\x8b?\\xaaY\\xd3\\x9e:p\\xf0\\xf5JNJ\\xd3\\xdc\\xaf\\xfe\\xa6\\x82\\xc2\\xcd2\\xed6o\\x1e\\xdd\\xb7\\xf8\\xe1o\\xc7\"\\x1cW\\xf6\\xaa\\xce\\x11\\xa7k_\\xd5U`-\\xfc\\xcf\\x13Jm\\xdaD\\xbd\\xce;\\xf3G1\\x98I\\xef\\xeb\\xde\\xfbP\\x9dG\\x1dW\\xeb\\x06\\xd2\\xd5\\xd6\\xc4\\x8a\\xf8\\x1c\\x19\\xdf\\xfahuJ\\x8b\\xfc\\xc6\\xacH\\n\\xac\\xea\\x01DS`\\xad+\\xda\\xaaW\\xb6\\xd8\\x15\\xfe\\x7f\\x14\\xc7\\xfe\\n,\\xb3\\xaf\\xcb\\x90k\\xe7\\x7f\\xa2\\xec^\\xce\\xe75\\x93\\xf9\\xb7\\xbe\\xe3\\xc7\\xea\\xa8\\x9b\\x9c\\xdd\\t\\x17\\xce\\xdd\\xce5k\\xf5\\xe2\\x19\\xf62Y$q\\xd8q\\x95q\\xd6\\x00\\xf9\\x9b\\xd5}\\xc7\\xcf\\x0f\\xc7G\\xf1\\xa7kU\\xb2x\\xab\\xdd\\x14\\xda\\x97\\xe2WJ\\xafl\\xfbX\\xbe9\\xdf\\xfe\\xff}\\xe9)\\xca\\x18\\xdfO\\xbeT\\xe7+^W\\xec,R\\xc1\\xcbv\\xb3\\xde\\x88\\xe3\\xe8;\\xf1\\x05\\xa5u\\xae\\xfb\\xaf\\xf3H\\xc6\\xf9\\xe6\\xa7\\x9e\\xd2\\xc6\\xc7\\x1eU\\xd7[nU\\xf3\\xe3\\x9d\\x7fK\\x19~\\x8d\\xa2\\xb5k\\x95s\\xae\\xbd\\x8c\\x1cq\\x1c\\xa7\\x8eyWM\\x9bt\\x8b\\xa4\\x9b\\xfb}\\xce\\xc6M\\x9f\\xe8\\xc3\\x99?WEEY\\xe5y\\x9e\\xd9I\\xa3NxAii\\xceo8\\x08\\xbf\\xc0\\xae\\xdd\\xab\\xf4\\xe6\\xdb\\'E\\x1a\\x87=\\xcf[\\x8e\\xfdRIM\\x9c\\x7f\\x06\\x96\\xe6\\xce\\xb3s\\xad\\x922;\\xa9\\xf1\\x90[\\x95\\x9c5P\\xa1\\xd2\\x02\\x15\\xad}C\\xc1o\\x9fUE\\xe1f\\xa5u?[M\\x8f\\xf8\\x8fc\\xa3\\xf07`\\x11\\xe6\\xc3\\xb4o\\xcf\\x91>\\x17\\x9f\\xa3\\xb4\\xac\\xe6\\x11\\xbf^]\\x05\\xd6\\xfc\\x7f>\\xa4\\x8c\\x0e\\xed\\xd4\\xf3\\xcc\\x1f\\x7fS\\xb9s\\xf9J;\\x7f\\xab\\xc3\\xb1\\xc3\\x95}\\xe0\\xc0\\x1a_\\xb3(o\\x87\\x96\\xce>\\xf3+\\xa5\\xa48\\x9f\\x0fi^\\xc4\\xac\\xbe\\xfe\\xf9\\x977\\xab\\xac\\xacH\\x07\\xf4<[\\xb9\\xb9\\x0b\\xb4q\\xd3,5ov\\x80\\x86\\r\\xfd\\xbb\\xb2\\xa2\\\\\\xe2\\xa0\\xb4\\xb4@/N\\xb2\\xb7\\xf6G\\x12\\x87=\\xcf[\\x9d\\xb3N\\xbe\\x14\\xe7\\x9f\\x81\\xe6E\\x8a\\xd6\\xbc\\xae=_\\xfe>\\xbc\\xc5\\x8d\\xe5Li5T\\xe9\\xbd.\\xd5\\xaeO.Wz\\x9f+\\xd5\\xf8\\x10\\xe774\\x84J\\xf7h\\xeb\\x0b\\xb6\\x08\\x8f$\\x0e\\xf3<{\\x8e\\x0c\\xbc\\xe6gJj\\x14\\xf9\\xa4\\xfa\\xba\\n\\xac\\xaf\\xff\\xf9\\x902\\xeb*\\xb0F\\x1c\\xa5\\xec\\xc1\\xf6\\x8f\\xd7\\xfd\\x1efu\\x81\\x85\\x0f<\\x1ei,6\\x8ek:\\x8eS#\\x7f\\xe4\\x7f\\xf0\\xc4\\xa3\\xc0*\\xa9(\\xd3\\x03\\xdf\\xd9\\xe5L~\\x94\\x93\\xfd\\x15Xvp\\xdd\\xbcm\\x85R3\\x9d\\x0f\\xae\\xe7\\xcf\\xbaDK\\xde\\x9a\\xaa\\xfd\\x15h\\xe1K\\x84C.>W\\xe3\\x1er\\xbe\\xb6Hq~\\xben\\xcb\\xb6\\x05\\x96\\xc1\\xdewf\\xdd\\xbe)\\xb41\\xbc}\\xca\\x8b\\nx\\xac\\xc0\\n\\x96\\x055\\xa6\\xb2\\xc0\\xaa+\\x86pD6\\x96\\xdf\\x7fs\\xa6\\x1aeD>\\xb0\\xf67\\xa2C\\x15!\\xbd}\\xe3\\x97\\x9a?i\\x95F\\xdd2D\\x87\\\\t\\x80\\xe3\\x0f\\x8e\\xea\\xbfPRP\\xa6;\\xfb\\x9boE\\xeb\\x8c\\xc5\\xc6\\xe0N\\x81\\xb5o\\x97W\\xe9\\xb7\\xda\\xa0\\xfb\\xd5[/([?\\xfe\\xba\\xba\\xae\\x00\\xab\\x15X\\x91\\xe4#\\xea\\x02+\\xbf\\xa4PC\\x9e\\xb9@m3[\\xea\\x83\\t\\x0f\\xd9\\xbbU\\xc2\\xc7O\\xa5\\xc02\\xf1\\x98u\\xac\\xcczV\\x87]\\xf3s\\x1dx\\xc9\\x05u\\xf1\\xff\\xe8\\xdf\\x1d\\x16X6\\x1fQ\\x17X3W\\xdb\\xcb\\x82\\xe9\\xa7\\xf7SR\\xcb}\\x0bf\\xb3\\xa7`\\xfe\\xb3\\xf3\\x95\\xdc\\xa5\\x99\\x02\\'8\\xbf\\xfb\\xaeZ\\x81\\x15\\xf1\\xb8r\\xab\\xc0\\xda:i\\x92\\xd6\\xdf\\xf7Ou\\xb8\\xee\\xd7ju\\xa6\\xf3s\\xa2zR\\xaa\\x15X\\x11\\xc7\\x11m\\x81\\xb5=\\xef\\x1bM}o\\x82\\xb2\\xb3\\x0f\\xd21G>\\xa8F\\x8d*\\xbfY\\xcf\\xcd\\x9d\\xaf\\x8f?\\xfd\\xb5JJv\\xeb\\xe4\\x93&G\\xb5xi\\xb5\\x02+\\xe28b)\\xb0l\\xc7+JU\\xbac\\xb1LQ\\x94\\x94\\xd1AI\\x8d\\xbb*<\\x87\\xca\\x14W\\xa6\\xc8rzDQ`\\xd9sd\\xd05\\x97\\xdbu\\xaa\"=\\xea*\\xb0\\x16>\\xf8\\xb8R\\x9b6U\\xaf\\xf3k\\xb9Dx\\xd2He\\xf5\\xa9\\xf93\\xa6\\xa2\\xa4T\\x0b\\x1e\\xb0_\\xb4D\\x9c\\x13\\x8f\\x17X?\\x8ac\\x7f\\x05\\x96\\xfdz\\xf4\\xba\\x85\\xb3\\xd4\\xb2\\xe7\\xbe\\x7f\\xd5E\\x92\\x9c\\xa97\\xde\\xaaY\\xf7?\\\\\\xeb$\\xf7\\x91\\xb7\\xdc\\xa8c~\\xef|\\x92{\\xee\\x8a\\x95\\xbao\\xa0\\xdd9\\xfb\\x0bI\\x87\\xd7\\xd2\\x1f\\x1b\\xc3\\xd3\\xc7\\xffG\\x1d2\\xf7\\xbd\\x8b#\\x92\\x18~\\xf8\\x1c7\\xbf\\xc1Z\\x9f\\xbfA\\x17M\\xb7se\\xea\\x8a!\\xdc\\r\\x1b\\xcb/f\\x8cQ\\x8b\\xae\\xd1\\x7f\\xfb\\x13*\\x0f\\xe9\\xf5\\xdf\\xce\\xd67o\\xae\\xd5\\xe8\\xbf\\x1e\\xac!\\xe7;\\xff\\xd0\\xf8\\xa1\\xcb\\xf6\\xd5{\\xf4\\x9f\\x11vry]\\xb1\\xd8\\x18\\x0eV\\x8e\\x02\\x8a\\xad\\xa8\\xfba\\x1fr\\xf5\\xaa\\x96h\\x82:\\xe9fu\\x96\\x9d\\xe4\\xed\\xe8\\x08j\\xb9\\xe6\\xda\\x05\\xb7\\xeb\\x8c\\xc1<\\'\\xeaK\\x84\\xaf.\\x9f\\xa1\\xf1o\\xd8\\xbb\\x15\\xeb<\\xde:\\xfd^\\x8d\\xe9\\xeel\\xfec\\xfd\\xecwZ\\xb5\\xe6M\\x8d;\\xf5\\x03ef\\xee;\\xb5c\\xcb\\xd69z\\xef\\xfd\\xf3\\xd5\\xa7\\xf7\\xc5:\\xf8 \\xe77V\\xec\\xde\\xbdZo\\xbcmo \\x888\\x8eh/\\x11\\xd6\\x16\\xf8\\xee\\xcf\\x7f\\xad\\xe0\\xf2\\xa7\\x95u\\xf2\\x07Ji\\xe1|\\xfec\\x14\\x97\\x08\\xed9\\xd2\\xf7\\x92s\\x95\\xda\\xbcY\\xc49\\xa9\\xab\\xc0Z\\xf6\\xfc$\\x15\\xef\\xda]\\xc7$\\xf7q\\xcahW\\xf3\\xb7\\xbf\\xc5;v*\\xe7\\xbf\\x13\\x1d\\xe5\\xe4\\x92v\\xa3\\xd4\\xdcc\\x97\\x08\\xcd\\xc2\\xa4\\xff\\xad\\xbcD\\xf8\\xa3\\xb1\\xb5\\xbf\\x02\\xcbN\\xf0\\xbbl\\xda\\xab\\xeaz\\x94\\xf3M:\\xcd\\xb7W\\xe6[\\xac1\\xf7\\xde\\xa1\\xc3\\xaf\\xbat\\x9f\\x84\\xbew\\xf3\\xdf\\xec\\xea\\xee\\xd1N\\xa07\\x97\\x1e\\x9f8\\xd1\\xde\\xd5\\xf1\\xbc\\xa4\\xf3k\\x19-6\\x86{\\x8f\\xbcC\\x83Z\\xd6\\xfc\\x15e\\xa4\\xa3\\xcd\\xcd\\x02kA\\xee7\\xfa\\xcd\\'\\x7f\\x8c$\\x86p\\xf7l,\\x17\\xbep\\x9c:\\x1f\\x1e\\xf9\\xe4\\xbe\\xea\\xb1U\\x94U\\xe8\\xb5_}\\xa6\\xa5\\xef\\xad\\xd7)w\\x1e\\xa6Ag8\\x7f\\xf3\\xdb\\x9f\\xd5\\xda\\xcf\\xb7\\xea\\x99s\\xec] \\x11\\xe5c\\xa0>PSE\\xb0\\x92p\\xa4\\x89\\x91\\xb4^wk\\xb5nR7\\xdd\\xa3\\xf6r^\\xb4\\xef\\xd2L-\\xac\\xdct\\xba\\xae\\x18\\xccs\\xa2\\x9e\\xe4\\xfe\\xf5\\xd6ezd\\xfe\\xf7\\xf3\\xc7\\xaa\\x87\\xf8\\xd5\\x96\\xa5\\x9a\\xb39G\\xa7\\x1fp\\xac\\xb2\\x03\\xcdu\\xf5\\x81gj@\\xb6\\xb3\\xb9\\x1f\\xf1\\x9c\\xe4^[z\\xe6?3Q\\x9f\\xdf\\xff\\xa0\\x8e\\xb9\\xf9&\\xf5\\x1e;\\xc6A&+\\x9f\\xeap\\x92\\xbb\\xcdG\\xfa\\x98\\xdeJj\\xe7\\xfc\\x8f\\x8f\\xb2\\xefv)\\xf8\\xeer\\xed\\xef2`E^P\\x05\\xaf|\\xa3\\x94\\xde\\xd9J;\\xca\\xf9\\xdd\\xbb\\xe5\\x1b\\xf7\\xa8\\xf0\\xed\\xa5\\x8e\\xc6U\\xcf\\x07\\x1e\\xb4K*\\xc4rl\\x9f\\xf2\\x8e\\xd6\\xdeq\\x87\\xda\\\\|\\xb1\\xda]\\xee\\xbc\\xc0\\xfd\\xe1k\\xef\\xf9\\xfak\\xad\\xb8\\xc6\\xce\\x19\\x8d\\xf8\\xfc8\\xe1\\xb8g\\xd5\\xba\\xb5\\xf3ex\\xa6\\x7fp\\x91\\xb6l\\xfdR\\xe7NX$\\xff\\x0f.\\x03\\x05\\x8br\\xf5\\xcakG\\xa8K\\xe7\\x93u\\xe4\\x11\\xf7:&\\xda\\xb2\\xe5K\\xbd\\xf7\\x81\\xfdF5\\xe28\\xa2\\x9d\\xe4^S\\xe7*\\x8a\\xb6)\\xf7\\xb5\\x83\\xe4\\x0f\\xb4V\\xcbqf\\xadP\\xe7\\xcb\\x82D1\\xc9\\xdd\\x9e#=\\xcf\\x1ak/\\xe9Ez\\xd4U`\\xad\\xffh\\x96\\xb6}\\xb5P}.<[i-\\xf7\\x9d\\xadc\\x96i(\\xdc\\xbaM\\x03\\xaf\\xfe\\x99\\xfc\\xc95_u\\xc9_\\xbfQ+^~\\xddQN\\xcej}\\x8c:\\xa4eG\\x1a\\x86\\xe2q\\x89p}\\xd16\\xbd\\xbc\\xe5\\xa3\\xfd\\xc6\\xb1\\xbf\\x0c\\xdb[T\\xcfz\\xfa?\\x1ax\\x96\\xbd[\\xc1\\xd1Q\\x1a,\\xd2=\\xbd\\x0fU\\xa3\\x8ct\\xfdb\\xf6{U\\x0b\\x8d\\xeeZ\\xbf\\xd1\\xee\\'\\x98\\xd6\\xa4\\xb1~\\xbdx\\xb6\\xfcI\\xce\\xe7L,|y\\xb2^\\xbe\\xc8~\\xfbc\\xee\\xe3\\xb6\\xb7\\xe2\\xd5p\\xd8\\x18\\xfex\\xc8o5\\xa2\\xc3Q\\x8e\\xfa\\xbf\\xbf\\'\\xbbY`\\xcdX\\xff\\xb1\\xee\\x98c/\\x8f\\xd6\\x15C\\xb8+6\\x96q\\xf7\\x0fS\\xffS\\x9dO\\x80-/\\xa9\\xd0\\xa4\\xabfi\\xe5\\xc7\\x9b4\\xee\\xbe\\xa1\\xea{rl\\x7f!W\\xf71\\xdf\\x86M\\xbe\\xd6\\xaecRW,6\\x86\\xdezN\\xd9\\xb2\\x7f\\r;:\\xcc\\x9d~Mt\\xc4\\x8f&\\xb2\\x97h\\xa3\\xbe\\xd6a*\\xd1\\x16\\x1d\\xa2%v\\xa5w\\xa7\\xc76\\xbd\\xa8\\xa5\\x95\\xb5z]1\\x98\\xe7\\xb8\\xb2L\\xc3\\x0f\\xfb\\xe8\\xc6%\\xc2x.\\xd3\\xb0c\\xf5\\x1ae\\xb6n\\xad\\x94\\xf4}\\xbf\\x1d1\\xdf>\\xbd~\\xe9U*/-\\xd1\\xb9o\\xbe\\xa2\\x80\\x83\\xbf\\x98\\xc3&\\x0e\\x97i\\xb0\\xf9H\\x1b\\xd1\\xcd.\\x14\\xea\\xf8\\xa8\\x08\\xd9o\\x99\\xcc\\xe5\\xbc\\xf4\\xb1}\\xbf\\xdf\\xc70\\x14R\\xf0\\xfd\\x95*[\\xbd\\xc3\\xdeahVwwz\\x84\\x170u2\\xae\\xba\\xdcr\\xab\\xb2b\\x98\\x90n\\xb6$\\xcb9\\xef\\\\\\x95l\\xda\\xa4\\xfe\\xafMVr\\xf3\\xc8\\'5\\xd7\\x14_\\xde\\xf4\\xe9Zs\\x8b\\xfdf8\\xe2\\xf3c\\xf8\\xb0{\\xd4\\xb5\\x8b\\xf3\\xe2\\xfa\\xcb\\xb9\\xb7i\\xd9\\xf2\\xe7t\\xc4\\xb0\\xbb\\xd5\\xad\\xcb\\xbe\\x8b\\x1f/\\xcey\\\\_\\xcd\\xbf[\\x07\\x0e\\xfe\\xad\\xfa\\xf7u^8\\xae^\\xf3\\xb6f}f\\xd7\\xe0\\x8b8\\x8eh\\x97i\\xd8\\x9f\\xa5)\\xaev~x\\x9eJ\\xb7\\xcdU\\xd3\\xa3\\x9fRZ\\xe7\\xe8\\x16w\\x8eb\\x99\\x06{\\x8et\\x19}\\xbc\\x9a\\xf7\\x8e\\xfc\\xaaE]\\x05\\x96)\\xa0\\x96=7I\\xcd\\x0e\\xe8^\\xb9\\xd0\\xe8\\xdec\\xf7\\xea\\xb5Z9\\xf9\\x1d{\\xf7\\xa0\\xb9\\x8b\\xb0\\xb6c\\xc7\\xd2\\x15Z3\\xc5\\xee\\x06\\x12qNF\\xb7\\xfc\\xf0\\x97\\xe2\\xb9U\\x8e-L\\n7k\\xd1\\xe2\\x87\\xb5i\\xd3\\xa7*(\\xdc\\xa4\\xa4\\xa445\\xce\\xec\\xa8.\\x9dG\\xab\\xd7\\x01\\xe7W->\\xea4\\xb8xn\\x95c\\xfaf\\xd6\\xc2*Ze\\x96i\\xf3\\xd9K\\x82)\\xad\\x87*\\xfd\\x80K\\x95\\x92\\x1d\\xdb:g\\xf5\\xb9U\\x8e\\xd3\\x02\\xcb|c\\xba\\xf5\\xab\\x85\\xda\\xbe(\\xc7\\xce\\xc7J\\x0e\\xa4\\xd9\\xcb\\x90m\\x8f8\\xcc\\xae\\x91U\\xd7Q_[\\xe5T\\x7f\\xddx\\x14XN\\xb7\\xca1\\xfd\\x8bi\\xb3\\xe7\\xba`\\xa3\\xf9\\xf7\\x86\\xd8\\xec9\\x9a~\\xd6\\xf6;\\r\\xb1\\xd9\\xb3\\xdb1\\x84\\xdb\\x8b\\xe7f\\xcf\\xf5\\x15CCo\\xf6\\xecV\\\\\\r\\xb1\\xd9\\xb3[}\\xaf\\xdeNCm\\xf6\\xecv,\\xf1\\xde\\xec\\xd9\\xed\\xfe\\x87\\xdbk\\x88\\xcd\\x9e\\xeb#\\x96\\xb8o\\xf6\\\\\\x1fAH\\x8a\\xc7f\\xcf\\xf5\\xd4\\xf5\\x1f5[\\xdf\\x9b=\\xc7+\\x8eh6{6}3\\xd7L\\xee:\\xf4\\xf2\\x8bt\\xea\\xbf\\xccJ\\xfb\\r\\x7f\\xbc\\xf9\\xab\\x1b\\xf5\\xe5cO\\x9b\\x8e\\x98\\xef\\xbe\\xef\\x8e\\xa0G6\\x86S\\xba\\x8e\\xd2u\\x83\\x9d\\xef\\xa9\\x18A\\xfb\\x8e\\x9fr\\xdf\\xfc\\x87\\xf4\\xd6j{\\xb7A\\xa41\\x84_\\xc3\\xc62\\xe4\\xbc\\x1e\\x1a}{\\xe5\\xe2\\x94\\r}L\\xf9\\xd3\\x1c\\xcd{\\xfe[\\'\\xb1\\xd8\\x18\\xda\\xeaJ\\xf5\\xd0\\xf7\\x1b\\xb96d\\x1c\\xdf\\xeajm\\xd2#Nb\\xa8:7~>\\xf8\\x0c=t|m\\xbb5\\xc5/\\xb2\\xab\\xa6\\xff]\\x0f\\xcf\\x7f5\\xaa8\\xfa\\x8d\\x1f\\xa7#o\\xba>~\\x9d\\xad\\xe5\\x95\\xcc\\xf2\\x0ef\\x99\\x07\\x87\\xe7\\x87\\x1dW)}[)m\\xb8\\xf39\\x8a\\xf5\\x11x\\xd1\\xac\\xb5*\\xcd\\xd9\\x1aU\\x1c-\\xc7\\x8dS\\xa7\\xeb\\xa3[\\xa4\\xd5\\xedX\\xd6\\xfd\\xe3n\\xe5N\\x8e.\\x1f\\x07\\xf4\\xc9\\xae\\xd8\\x1d\\xb7\\xe3\\x9dw\\xc7*o\\xc7\\x12W\\xe3H\\xce\\x1a\\xa0\\x16cf\\xc6-\\x06\\xf3B;g\\x9c\\xad\\xe2\\xf5\\xef\\xb9u~|?\\xb6Z\\xb5T\\xef\\xf3\\xcf\\x8ak,K\\x9f{Y\\xc1\\xad\\xb9\\xae\\xe6\\xa4U\\xa3f:\\xbf\\xad\\xdd\\x1c>n\\xc7s\\x9b\\xa6kk\\xc9\\xce\\x88\\xe2\\x88\\xa4\\xc02\\r\\x99*\\xa7_<\\xe7cU\\x9bwen5\\x88}\\xbf\\x9b\\xbd1\\xc4s>V\\xb5yWn\\xc5\\x10\\x1eD6\\x1f\\xf1\\x9c\\x8fUm\\xde\\x95[\\xb1\\xd8\\x18\\xe29\\x1f\\xab\\xda\\xbc+\\xb7b\\xa8:7\\xe29\\x1f\\xab\\xda\\xbc\\xab\\xf7\\xff\\xb7\\x85\\x9b[\\xef.6\\x1f\\xf1\\x9c\\x8fUm\\xde\\x95\\xebq\\xc4s>V\\xf1\\xf7\\xf3\\xae\\\\\\x1fW\\xf1\\x9c\\x8fUm\\xde\\x95\\xebq\\xc4s>V\\xb5yW\\xae\\xc7\\x11\\xcf\\xf9X\\xd5\\xe6]\\xb9y~T\\xbdg\\xc5s>V\\xb5yW\\xae\\xe7$\\x9e\\xf3\\xb1\\xaa\\xcd\\xbb\\x8a(\\x8eH\\x0b,\\x93\\x94\\x90\\xf9?\\xbdF\\x8d\\xd4\\xd9\\x13\\x1fSJ\\xc0\\xf9\\xe6\\xaa\\x91\\x94\\x98f\\xab\\x9d\\x17\\xcf\\xbd\\\\\\xcb\\xa6\\x9a1e\\x0f\\'}\\xac\\xeb%l\\x0c\\x87\\xb59X\\x7f9\\xf4\\xf7JMjT\\xd7\\xf3\\xa3\\xfa\\xf7\\xe2\\xf2\\x12\\xdd\\xfa\\xe5\\x9d\\xfabs\\xd5\\xb73n\\xc6\\x10\\xee\\x93\\x8d\\xa5wm\\xc0\\x90\\x00\\x00\\x14\\xabIDAT\\xe7\\xb1\\xed4\\xfe?\\xc3\\x95\\x9cV?\\x97D\\xca\\x8a\\xca\\xf5\\xca/fi\\xc5\\x87v\\xe2n\\xbd\\xe4#K\\xa3\\xd5G/\\xc9\\xaf\\xd86\\xa6\\xad)Y\\x15\\n\\xda\\r\\xa1\\xcd\\xca\\xef\\xf5\\x10C\\xd5\\xb9qr\\xb7\\xe1\\x9at\\xda\\xdf\\x15HN\\x8dj\\xdc\\xd4\\xf5K\\xbbK\\nt\\xf4\\x0bWh\\xfe\\xd6\\xe5\\xf5\\x1aG\\xa7\\xe1\\xc3t\\xc2]\\xb7+9\\xb5~\\xe2()(\\xd0\\x9b\\x97_\\xad\\xdce\\xf6\\x9b\\x12\\xb7\\xc7TU>\\x92;5S`dw)\\xd9_\\x17mt\\xff^VQ\\xb9\\xa5\\xce:\\xfb\\xd7l\\xbd\\xc5\\xd1t\\xd80u\\xbd\\xfd\\x0e\\xf9\\xeb)\\x1f\\x15\\xc5\\xc5Z\\xfd\\xa7?j\\xd7g\\xf6\\x9b\\xc4z\\x8b\\xa3}\\xbbct\\xf4\\x91\\xf7\\xdb\\xc5C\\xeb\\xe3(//\\xd2\\xccO\\xae\\xd5\\x86\\x8dv_\\xb8z\\x8b#\\xb5\\xc3\\tv\\xbb\\x1b_=\\xc5\\x11*\\xdd\\xa3\\xbcicT\\x96g7\\x0b\\xaf\\x8f8\\xaa\\xce\\x91&];\\xab\\xeb)\\'\\xd6\\xbag`,\\xb9\\xaa(+\\xd3\\xea\\xb7\\xa6\\xc9l\\xa1SO\\xb1\\xd8\\xcf\\xc1\\xae\\x81\\xb6:%{\\xa8\\x92}\\xf5\\xf49\\x18*\\xd7[\\xdbfkup\\x93\\xa38\\x9c~\\xf0\\x9bk\\x84#3\\xb2[\\xea\\xac\\xa7\\x1eT\\xf7\\x11\\xb1\\xef\\xf3W=y+g|\\xac\\x97/\\xbe\\xda\\xae\\x0e-\\xc9\\xed\\xaa=\\xfcR6\\x86f\\xa9M\\xf5\\x87\\x83\\x7f\\xab!\\xad\\x06\\xc52~~\\xf4\\xbb\\xf3\\xb6.\\xd0\\xdf\\xe6\\xde\\xa3\\x9d\\xc5\\xbb\\xea3\\x86}b\\xc9h\\x91f\\xf7\\x19\\xec:\\xdc\\xdd\\xa5(V\\xcf\\xda\\xac\\xc9\\xd7\\xcdV\\xc1\\xf6\\xa2\\xfa\\x8c\\xc5\\xe6#E\\xad\\xd4[\\xcf\\xaaY\\xe5\\xc6\\xcb\\xae\\x1d;\\xf5\\x81\\x96\\xea\\x02\\x95\\xca\\xaeKT_c\\xca\\xb4m\\xe3h\\x95\\x9e\\xa5\\xe7\\xc7\\xdc\\xa6\\x91\\x9d\\x9dov[[\\xd0\\xcf,\\x9e\\xa2_~p\\x97v\\x17\\xdb\\xb91\\x11\\xfd\\xf5\\x14%\\xa2\\x8d#\\x90\\xd5\\\\\\xc7\\xdd\\xfe\\x17u8\\xcc\\xdd;\\x8e\\xcc^\\x83\\xb3\\xee\\xbcW\\xa6\\xc8\\x8aG\\x1c\\xbe@\\x8a\\x02#\\xba)\\xa9\\xbd\\xbbs\\xfd\\xca7\\xecVp\\xc6*\\x85\\x82v\\x1eF\\xbd\\x8f+\\xb3\\xaf`\\xd7\\xbf\\xdc\\xa2\\xc6\\x87\\xb8\\x9b\\x8f=s\\xe6h\\xf5\\xad\\xb7\\xa8l\\x87\\xbd\\xf4_\\xefq\\xa4\\xa5\\xb5\\xd0\\xf0a\\xffP\\xdb6\\xc3\\xa2\\x1c\\x9e\\xfb\\xff\\xb5M\\x9b?\\xd3\\xac\\xcf\\xaeWQ\\xd1\\xf6\\xb8\\xc4\\xe1O\\xcbV\\xd3#\\x1fQ\\xa3\\xb6\\xc7\\xb8\\x1a\\x87\\xd9kp\\xf7\\x177\\xc8\\x14Y\\xf5|~T\\xbdg%\\xa7\\x07d\\xf6*l\\xdc\\xc9\\xdd%g\\xf6\\xac[o\\xf7\\x1a,+\\x0c\\xc6%\\'\\xe9I\\xa92{\\x15vJk\\xedjN\\xd6\\x15m\\xb1{\\r\\x16\\x96\\x17;\\x8e\\xc3i\\x81e^\\xc0N\\x8a5\\xffa.\\x19\\x0e>\\xe7\\x8c\\x98\\xd7\\xc92\\xeb\\\\\\xcd\\x7f\\xe1\\xd5\\xf0R\\x0c\\xa6i7\\xe6c\\xd4\\x86\\\\\\x15\\x83\\xb9d8\\xb2\\xd311\\xaf\\x93e\\xd6\\xb9z\\x7f\\xddG\\xe1\\xa5\\x18\\xe2\\x11C8\\xbe\\xaaX\\xcc%\\xc3\\x01\\xe3\\xba\\xc6\\xbcN\\x96Y\\xe7j\\xd1\\xe4\\xd5\\xe1\\xa5\\x18\\xe2\\x11KU\\x0c\\xe6\\x92ak\\x9d\\x1f\\xf3:Yf\\x9d\\xab-z.\\xbc\\x14C\\xb1\\xf8SR\\x94\\xd5\\xf7\\x00[he\\xb4svE\\xc4l\\x7fc\\n\\xab\\xbc\\x9c\\xe5\\xaa(\\xb5\\xdf\\xec6\\xd8{o\\x8a/Y}3;\\xabOFg\\xb5Ku\\xb6l\\x8b\\xd9\\xfefI\\xc1Z\\xe5\\xe4\\xafUi(\\xb6\\xcf\\xc1h\\x0b,\\x03g\\xd6\\x089\\xd3\\xe7\\xf7O\\x08UT\\xd8\\xc93}O\\x1b\\xadN\\x87\\x1f\\xac\\xccV\\xd9j\\xdc\\xb6\\xb5\\x9a\\xb4k\\xab&{\\x93\\xb4{\\xe3f\\xed\\xde\\xb8I{6mQ\\xfe\\xd6mZ\\xf7\\xf9\\\\\\xe5\\xbcQ9\\'\\xc6\\xe7\\xf7\\x9b\\x15\\xda\\xcd_\\xe6\\x93\\x1c\\xaes\\xe5\\xe8\\xa4\\xdc\\xcf\\x93+c\\xf0\\xf9&\\x84B!\\x1b\\xc3\\xf0v\\x87\\xab_V\\x1f5Ok\\xa6\\x16i\\xcd\\xd52\\xad\\x85Z\\x06*\\x13\\x94\\x1b\\xdc\\xae\\xdc\\xa2\\xed\\xda^\\xb4C;\\x8avjq\\xde\\x12\\xcd\\xdaX\\xb9&\\x94\\xcf\\xe73+\\xb47D\\x0c\\xe1\\xb0\\xf6\\xe6\\xc37!TQ\\x19K\\xef\\x13;\\xa8\\xc3\\x90le\\xb6LSf\\xab\\x80\\x1a\\xb7\\t\\xa8q\\xeb\\xcayN{\\xb6\\x04\\xb5gsP\\xf9[\\x83\\xca\\xcf-\\xd2\\xfay\\xdb\\xb4t\\xda\\xfa\\xbd\\xf9\\xf0\\x99\\xd5\\xb4\\x1b\"\\x16\\x1b\\x83\\xe4\\x9f U\\x8e\\xa9\\x16\\x1ak\\x8b\\xacFj\\xadFjg\\x7fRU\\xb9\\x98d\\xb16\\xa8D\\x1b\\xf7\\xfel\\x91)\\xae\\xb6+|\\xb7\\x92\\xdf\\xac\\xd0\\xde\\x101T\\x9d\\x1b~\\x9f\\x7fBE\\xa82\\x8eq=\\x8f\\xb5EV\\xeb\\xf4,\\xb5\\xcb\\xccV\\xfb\\xc6\\xd9j\\x9f\\x99m\\xa7\\x18n\\xca\\xcf\\xd5\\xc6\\x82m\\x95\\x8f\\xf9\\xb9\\xfat\\xc3\\x02M^\\xf1\\xa1\\x8d\\xd1\\xef\\xf3\\x9b\\x15\\xda\\x1b4\\x0e\\x9f\\xff\\xfb1\\xd5\\xf5\\xd8\\xa3\\xd5fP\\x7f\\x05\\xb2\\xb2d\\xa6\\nd\\xb4\\xcaVFv\\xb6\\x9d)i.\\xed\\x17\\xe6nW\\xe1\\xb6\\\\\\x15\\xe4\\xe6j\\xf3\\xfcEZ\\xfda\\xe5]W>\\x7f\\x83\\x8d\\xa9\\xaa|\\xc8\\xa7\\t\\nUN\\xf4K\\xee\\xd2\\\\Im2e.!\\xfa\\xd3S\\xe4\\xcbh$_F\\xe5\\xed\\xde\\xa1\\x82R\\x85\\nJTQXj/\\x01\\x96o\\xceW\\xd9\\x1a{\\t\\xcd\\xc4iVho\\xd0|\\xc8\\xe7\\x9b\\xa0\\xbd\\xefW\\xcd\\x8e>Z\\x19\\xfd\\x07(%+K)-[*%;\\xdb\\xfe\\x98\\xa3t\\xdb\\xb6\\xca\\x9f\\xdc\\\\\\x95\\xe6\\xe5\\xa9\\xe0\\x9bE\\xda9s\\xef]p>\\x9fYE\\xbbA\\xe3\\xf0\\xf9\\xfc\\x13B{\\xcf\\x8fN\\x1d\\x8f\\xb7EVZZK\\xa5\\x07Z)\\x90\\xdeZ\\xe9\\x81\\xcaK=\\x85\\xc1-\\n\\x16nQap\\xab\\x8a\\x8are\\x8a\\xabu\\xdfU\\xde\\xd1\\xee\\xf3\\xf9\\xcd\\n\\xed\\r\\x1a\\x87|\\xfe\\t\\xda\\x1bGj\\xa71j\\x94}\\xa8\\xfc\\x81l\\xf9\\x03m\\xe4Oo\\xab\\xa4\\xf4\\xb6v\\xe0T\\x047\\xab\\xbcp\\x8b}4?%[\\xbfP\\xf1\\xba\\xb7\\xf7\\x8e+\\xbfY\\xa1\\xbd\\xa1\\xe2\\xa8v\\x8eT\\x1b[=\\xba\\xd9\"+9#\\xa0\\x94\\x8c\\x0c\\xa5dV\\xfe\\xd8\\xb1\\x95_P\\xf9SP\\xa0\\xb2\\x82\\xa0Lq\\xb5\\xf3\\xdb\\xbdk\\xc0yal\\xc97!\\xa4\\xca\\xcf\\xc1\\x1e\\xe9\\xedm\\x91\\x95\\x91\\x94\\xa6\\x8c\\xa4\\x802\\xf7\\xfe\\x98\\x7f\\xcb/\\x0f\\xda\\x9f\\x02\\xfbS$S\\\\}[\\xb8a\\xef\\xa9\\xee3+\\xb4\\xc7\\x94\\x93X\\n\\xac\\xca\\x81a\\xb6\\xaa\\xb0\\x1f\\x8a\\xf6\\xc7\\xd9WX\\x92Y\\xce\\xd5\\x14U\\xe6\\'\\xd2-%\\xc2\\xaf\\xeb\\xe6\\xe3O!\\x06\\xf2Q)\\xe0\\x951\\xf5S97\\x88\\x83q\\xe5\\xe6{m\\xf5\\xb6~*\\xef\\xbb?\\x9588\\xd7]>\\xd7\\xdd(\\xb0\\xaa\\x9f0#%\\xbb\\xc9\\xdc\\x0f\\x7f\\xccsLy\\xfb\\xc3\\x9f\\xaa[\\x05\\xeb\\xeb\\x0c\\x8e\\xa2\\xdd\\x9fB\\x0c\\xe1\\xb0\\x7f\\n\\xb1\\xfc\\x14b0\\xf9\\xa8)\\x0es\\x17\\x8c\\xb9\\x9d\\xce\\xec\\x9cm\\xce\\x0fs\\xbb\\x8d\\xf9\\xf1\\xe2\\xb9\\xf1\\xffC\\x1c\\x89\\xf4^U[>\\x88#\\x8a7\\x7f\\x17~\\xe5\\xa7r\\x9e3\\xb6\\\\\\x18\\x0cn\\x17X.t\\x89&\\x10@\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(@\\x81\\xe5\\xc1\\xa4\\xd0%\\x04\\x10@\\x00\\x01\\x04\\x10Hl\\x01\\n\\xac\\xc4\\xce\\x1f\\xbdG\\x00\\x01\\x04\\x10@\\x00\\x01\\x0f\\nP`y0)t\\t\\x01\\x04\\x10@\\x00\\x01\\x04\\x12[\\x80\\x02+\\xb1\\xf3G\\xef\\x11@\\x00\\x01\\x04\\x10@\\xc0\\x83\\x02\\x14X\\x1eL\\n]B\\x00\\x01\\x04\\x10@\\x00\\x81\\xc4\\x16\\xa0\\xc0J\\xec\\xfc\\xd1{\\x04\\x10@\\x00\\x01\\x04\\x10\\xf0\\xa0\\x00\\x05\\x96\\x07\\x93B\\x97\\x10@\\x00\\x01\\x04\\x10@ \\xb1\\x05(\\xb0\\x12;\\x7f\\xf4\\x1e\\x01\\x04\\x10@\\x00\\x01\\x04<(\\xf0\\xff\\x00+_\\xd4\\x08;\\xc2P(\\x00\\x00\\x00\\x00IEND\\xaeB`\\x82', layout=Layout(border_bottom='3px solid lightgrey', border_left='3px solid lightgrey', border_right='3px solid lightgrey', border_top='3px solid lightgrey', height='406px', overflow='visible', width='606px'), sync_image_data=True, width=600), HBox(children=(Label(value='Graph on 12 vertices and 0 edges.', layout=Layout(width='100%')), Label(value='Graph Editor', layout=Layout(width='100%')))), Output())), VBox(children=(ToggleButtons(icons=('', '', '', '', ''), layout=Layout(margin='0px 2px 0px auto', width='150px'), options=('select / move', 'add vertex or edge', 'delete vertex or edge', 'add walk', 'add clique', 'add star'), tooltips=('Move vertices or the canvas', 'Add vertices or edges', 'Delete vertices or edges', 'Add a walk through new or existing vertices', 'Add a clique through new or existing vertices', 'Add a star through new or existing vertices'), value='select / move'), Dropdown(layout=Layout(margin='1px 2px 1px auto', width='150px'), options=(('- change layout -', '- change layout -'), ('random', 'random'), ('spring', 'spring'), ('circular', 'circular'), ('planar', 'planar'), ('forest (root up)', 'forest (root up)'), ('forest (root down)', 'forest (root down)'), ('directed acyclic', 'acyclic')), value='- change layout -'), HBox(children=(Button(icon='search-plus', layout=Layout(height='36px', margin='0px 1px 0px 0px', width='36px'), style=ButtonStyle(), tooltip='Zoom in'), Button(icon='compress', layout=Layout(height='36px', margin='0px 1px 0px 1px', width='36px'), style=ButtonStyle(), tooltip='Zoom to fit'), Button(icon='search-minus', layout=Layout(height='36px', margin='0px 1px 0px 1px', width='36px'), style=ButtonStyle(), tooltip='Zoom out'), Button(icon='trash', layout=Layout(height='36px', margin='0px 0px 0px 1px', width='36px'), style=ButtonStyle(), tooltip='Clear the drawing and delete the graph')), layout=Layout(margin='1px 2px 1px auto')), HBox(children=(ColorPicker(value='#437FC0', layout=Layout(height='36px', margin='0px 1px 0px 0px', width='112px')), Button(icon='paint-brush', layout=Layout(height='36px', margin='0px 0px 0px 1px', width='36px'), style=ButtonStyle(), tooltip='Apply color to the selected elements')), layout=Layout(margin='1px 2px 1px auto')), HBox(children=(Label(value='⌀', layout=Layout(margin='auto 2px auto 0px')), BoundedIntText(value=20, layout=Layout(margin='auto 1px auto 0px', width='90px'), min=1), Button(icon='expand', layout=Layout(height='36px', margin='0px 0px 0px 1px', width='36px'), style=ButtonStyle(), tooltip='Change the radius of the selected vertices')), layout=Layout(margin='1px 2px 1px auto')), ToggleButton(value=True, description='Show vertex labels', layout=Layout(margin='1px 2px 1px auto', width='150px'), tooltip='Should the vertex label be drawn?'), ToggleButton(value=True, description='Show edge labels', layout=Layout(margin='1px 2px 1px auto', width='150px'), tooltip='Should the edge label be drawn?')), layout=Layout(min_width='160px', width='160px'))), layout=Layout(height='auto', overflow='auto hidden', width='100%'))" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "eed1947a-35d3-4741-a7ea-f8550a2abd30", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1\n", + "[-3, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, -10, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -2, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, -1]\n" + ] + } + ], + "source": [ + "A = G.adjacency_matrix()\n", + "A[0, 0] = A[1, 1] = -3\n", + "A[2, 2] = -10\n", + "A[5, 5] = A[11, 11]= -1\n", + "for i in (3, 4) + tuple(6, .., 10):\n", + " A[i, i] = -2\n", + "print(A.det())\n", + "print(A.list())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b174f66f-0e7e-4b03-9e22-3d10858d6cef", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "SageMath 10.3.beta4", + "language": "sage", + "name": "sagemath" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From a8b143d48cdc6a6f82552f0461b63df2491038b0 Mon Sep 17 00:00:00 2001 From: Enrique Artal Date: Fri, 20 Sep 2024 17:59:32 +0200 Subject: [PATCH 2/4] deformaciones --- deformaciones1.ipynb | 8 ++++---- deformaciones2.ipynb | 2 +- 2 files changed, 5 insertions(+), 5 deletions(-) diff --git a/deformaciones1.ipynb b/deformaciones1.ipynb index 0b24641..27e0e59 100644 --- a/deformaciones1.ipynb +++ b/deformaciones1.ipynb @@ -723,9 +723,9 @@ ], "metadata": { "kernelspec": { - "display_name": "SageMath 10.4.beta3", - "language": "sage", - "name": "sagemath-devel" + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -737,7 +737,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.2" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/deformaciones2.ipynb b/deformaciones2.ipynb index 2d44437..51d12ab 100644 --- a/deformaciones2.ipynb +++ b/deformaciones2.ipynb @@ -488,7 +488,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.2" + "version": "3.12.3" } }, "nbformat": 4, From 55ed5cd4a3bb1a2742e8326a2392628c54ce3f05 Mon Sep 17 00:00:00 2001 From: Enrique Artal Date: Fri, 20 Sep 2024 23:04:20 +0200 Subject: [PATCH 3/4] actualizar --- ...rica0.ipynb => DeformacionGenerica_0.ipynb | 130 ++++++++++++++++-- 1 file changed, 115 insertions(+), 15 deletions(-) rename DeformacionGenerica0.ipynb => DeformacionGenerica_0.ipynb (97%) diff --git a/DeformacionGenerica0.ipynb b/DeformacionGenerica_0.ipynb similarity index 97% rename from DeformacionGenerica0.ipynb rename to DeformacionGenerica_0.ipynb index 5123f8b..b192593 100644 --- a/DeformacionGenerica0.ipynb +++ b/DeformacionGenerica_0.ipynb @@ -5,7 +5,23 @@ "execution_count": 1, "id": "72d5a30c-1a59-4a55-9680-fdfa7979625b", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "\\(\\displaystyle z^{3} - 3 y^{2} z + 3 x^{2} z + 2 x^{4}\\)" + ], + "text/latex": [ + "$\\displaystyle z^{3} - 3 y^{2} z + 3 x^{2} z + 2 x^{4}$" + ], + "text/plain": [ + "z^3 - 3*y^2*z + 3*x^2*z + 2*x^4" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# load('zetas_triples_general.py')\n", "R. = PolynomialRing(QQ, order='neglex')\n", @@ -13,7 +29,8 @@ "f = v^2 - u^2\n", "g = u^4\n", "F = z^3 - 3 * f(u=x, v=y) * z + 2 * g(u=x, v=y)\n", - "h = F.discriminant(z)(x=u, y=v)" + "h = F.discriminant(z)(x=u, y=v)\n", + "show(F)" ] }, { @@ -72,6 +89,21 @@ "id": "27e92ddc-34d6-4290-880f-9d3561a8ec4e", "metadata": {}, "outputs": [ + { + "data": { + "text/html": [ + "\\(\\displaystyle z^{3} - 3 y^{2} z + t x z^{2} + 3 x^{2} z + 2 x^{4}\\)" + ], + "text/latex": [ + "$\\displaystyle z^{3} - 3 y^{2} z + t x z^{2} + 3 x^{2} z + 2 x^{4}$" + ], + "text/plain": [ + "z^3 - 3*y^2*z + t*x*z^2 + 3*x^2*z + 2*x^4" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, { "data": { "text/plain": [ @@ -85,12 +117,40 @@ ], "source": [ "Ft = F + t * x * z^2\n", + "show(Ft)\n", "Ft.jacobian_ideal().vector_space_dimension()" ] }, { "cell_type": "code", "execution_count": 5, + "id": "83328b3a-8da8-4adc-8b6c-02764b1420d3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\\(\\displaystyle 108 y^{6} + \\left(9 t^{2} - 324\\right) x^{2} y^{4} + \\left(-18 t^{2} + 324\\right) x^{4} y^{2} - 108 t x^{5} y^{2} + \\left(9 t^{2} - 108\\right) x^{6} + \\left(-8 t^{3} + 108 t\\right) x^{7} - 108 x^{8}\\)" + ], + "text/latex": [ + "$\\displaystyle 108 y^{6} + \\left(9 t^{2} - 324\\right) x^{2} y^{4} + \\left(-18 t^{2} + 324\\right) x^{4} y^{2} - 108 t x^{5} y^{2} + \\left(9 t^{2} - 108\\right) x^{6} + \\left(-8 t^{3} + 108 t\\right) x^{7} - 108 x^{8}$" + ], + "text/plain": [ + "108*y^6 + (9*t^2 - 324)*x^2*y^4 + (-18*t^2 + 324)*x^4*y^2 + (-108*t)*x^5*y^2 + (9*t^2 - 108)*x^6 + (-8*t^3 + 108*t)*x^7 - 108*x^8" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ht = Ft.discriminant(z)\n", + "show(ht)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, "id": "8cc358aa-03d1-4b9c-b4ff-87b0324bd55b", "metadata": {}, "outputs": [], @@ -101,7 +161,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "id": "d21a93b0-b0c4-4cd2-b648-f4bca8f78376", "metadata": {}, "outputs": [], @@ -112,7 +172,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 8, "id": "59240908-d672-4520-90e5-7358840f8c23", "metadata": {}, "outputs": [ @@ -122,7 +182,7 @@ "[(-108) * (-v + u)^3 * (v + u)^3]" ] }, - "execution_count": 11, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -133,7 +193,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 9, "id": "a1a4111c-050d-4656-be38-ceac87684b47", "metadata": {}, "outputs": [ @@ -143,7 +203,7 @@ "[(9) * (v - u)^2 * (v + u)^2 * (12*v^2 + (t^2 - 12)*u^2)]" ] }, - "execution_count": 12, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -154,7 +214,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 10, "id": "8ac2847d-121a-4a78-a202-7e1692998c99", "metadata": {}, "outputs": [], @@ -165,7 +225,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 11, "id": "e7884c6b-458b-4d7c-8c8f-376ec4b87c9a", "metadata": {}, "outputs": [ @@ -175,7 +235,7 @@ "[(108) * v^3 * (v + 2*u)^3, (108) * u^3 * (8*v^3 - u^5)]" ] }, - "execution_count": 15, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -186,7 +246,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 12, "id": "442b2c9c-c7f1-4fb9-ac12-bf372d90a342", "metadata": {}, "outputs": [ @@ -197,7 +257,7 @@ " ((4*t^2)) * u^4 * (9*v^2 + (-2*t)*u^3)]" ] }, - "execution_count": 16, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } @@ -260,6 +320,46 @@ "[p.factor() for p in Ztb.get_polyfaces_dictionary(compact=True) if p.number_of_terms() > 1]" ] }, + { + "cell_type": "code", + "execution_count": 16, + "id": "ea740cbb-5980-45e4-a6c9-695a78324c50", + "metadata": {}, + "outputs": [], + "source": [ + "Zt1 = ZetaFunctions(ht1)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "d98d3aec-353c-4dcf-9b8a-1ea5ca93512e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[((-4*t^2)) * (-9*v^2 + (2*t)*u)]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ht1 = S(ht(v=v + u)(v=u * v) / u^6)\n", + "[p.factor() for p in Zt1.get_polyfaces_dictionary(compact=True) if p.number_of_terms() > 1]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c78e9c40-ee08-4a4b-a0ca-4de12082d245", + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": 24, @@ -1838,9 +1938,9 @@ ], "metadata": { "kernelspec": { - "display_name": "SageMath 10.4.rc3", + "display_name": "SageMath 10.5.beta2", "language": "sage", - "name": "sagemath-devel" + "name": "sagemath-dev" }, "language_info": { "codemirror_mode": { @@ -1852,7 +1952,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.5" } }, "nbformat": 4, From 8a515269cdbdde5eac4d3e1453407d7f41816a52 Mon Sep 17 00:00:00 2001 From: "m.gonzalez" Date: Thu, 26 Sep 2024 17:41:21 +0200 Subject: [PATCH 4/4] actualizar Mult3.tex --- Mult3.tex | 92 +++++++++++++++++++++++++++++++++++++++++++++++++------ 1 file changed, 82 insertions(+), 10 deletions(-) diff --git a/Mult3.tex b/Mult3.tex index 08a324c..6fb0838 100644 --- a/Mult3.tex +++ b/Mult3.tex @@ -401,7 +401,7 @@ The singular point is isolated if and only if the discriminant $D_zF$ is reduced The monic Weierstrass polynomial $z^3 -3b_2z + 2b_3$ is non degenerate unless $(c_2M_2)^3 = (c_3M_3)^2$. \end{proposition} -\noindent \textcolor{blue}{Proof. The Newton polyhedron of $z^3 -3b_2z + 2b_3$ can be 2-dimensional, polygonal with two segments or polygonal with a unique segment. In the two first cases, it is non degenerate. The compact faces of the Newton polyhedron of $z^3 -3b_2z + 2b_3$ lie on a segment if and only if $(M_2)^3 = (M_3)^2$. The condition of $z^3 -3b_2z + 2b_3$ being non degenerate is equivalent to $z^3 -3b_2z + 2b_3 \in \CC[z]$ having a double root. Notice a triple root is not possible because the degree 2 monomial is zero. Assume that $z^3 -3b_2z + 2b_3 =(z-a)^2(z-b)$ for some $a, b \in \CC^\ast$. Equivalently, we have $2a+b=0$, and therefor $c_2=(\frac{b}{2})^2}$ and $c_3=(\frac{-b}{2})^3$.} +\noindent \textcolor{blue}{Proof. The Newton polyhedron of $z^3 -3b_2z + 2b_3$ can be 2-dimensional, polygonal with two segments or polygonal with a unique segment. In the two first cases, it is non degenerate. The compact faces of the Newton polyhedron of $z^3 -3b_2z + 2b_3$ lie on a segment if and only if $(M_2)^3 = (M_3)^2$. The condition of $z^3 -3b_2z + 2b_3$ being non degenerate is equivalent to $z^3 -3b_2z + 2b_3 \in \CC[z]$ having a double root. Notice a triple root is not possible because the degree 2 monomial is zero. Assume that $z^3 -3b_2z + 2b_3 =(z-a)^2(z-b)$ for some $a, b \in \CC^\ast$. Equivalently, we have $2a+b=0$, and therefor $c_2=(\frac{b}{2})^2$ and $c_3=(\frac{-b}{2})^3$.} \section{Jung´s method for power series of multiplicity three } @@ -445,7 +445,7 @@ $N^\Delta_j - 3 N^0_j = N^\Delta_j - 2 N^\infty_j$ is called the \emph{excess of \begin{example} Consider $F=z^3 - 3b_2z + 2b_3$ with $b_2= ((y^2 + x^3)^2 + x^5y)((x^2 + y^3)^2 + y^5x)$ and -$b_3= (y^3+x^4)(x^3+y^4)$. The minimal resolution $\pi$ of the product $G=b_2 b_3 D_zF$ is obtained after 30 blow-ups. The following figure and table give the dual resolution graph of $G$ and its associated numerical data. +$b_3= (y^3+x^4)(x^3+y^4)$. The minimal resolution $\pi$ of the product $G=b_2 b_3 D_zF$ is obtained after 17 blow-ups. The following figure and table give the dual resolution graph of $G$ and its associated numerical data. @@ -587,6 +587,9 @@ N^g_i& {\bf12}& {\bf 13}& {\bf 26}& {\bf 39}& {\bf 52}& {\bf 65}& {\bf 78}& {\bf N^\Delta_i& 25& {\bf 26}& {\bf 52}& {\bf 78}& {\bf 104}& {\bf 130}& {\bf 156}& {\bf 52}&{\bf 104}\\ \hline \hline +\pi()& 1& 0& 0& 0& 0& 0& \mathbb{P}^1& 0&0\\ +\hline +\hline \nu_i&2&3&5&7&9&11&13&6&11\\ \chi()&-13&1&-1&0&0&0&-2&1&-1\\ E_i^2& -11& -2& -4& -2& -2& -2& -1&-2&-1\\ @@ -676,7 +679,9 @@ in the case $I= \{i, j\}$. \begin{example} The following tables show all the trinomial forms and differential forms for the all the 0-dimensional strata and all the 1-dimensional strata with not zero Euler characteristic of Example \ref{extriplepole} -$$\begin{array}{c|c|c|c} + + + $$\begin{array}{c|c|c|c} i&f_i&\omega_i& \chi()\\ \hline 1& z^3 + x^4z^2 + x^{13}& (2, 1, 1)& -13\\ @@ -688,7 +693,6 @@ i&f_i&\omega_i& \chi()\\ \end{array}$$ - $$\begin{array}{c|c|c} (i,j)&f_{i,j}&\omega_{i,j}\\ \hline @@ -1044,18 +1048,22 @@ Therefore, $F$ is non degenerate with respect to its Newton polyhedron if and on \begin{proposition}\label{formestrpi} The monodromy zeta function $\zeta_F(t)$ and the local topological zeta function $Z(F,s)_0$ of $F$ equal -$$(1 - t^3)^{\alpha} \prod_{I} \zeta_{f_I}(t)^{-\chi(E_I^\circ)}$$ +$$(1 - t^3)^{-\alpha} \prod_{I} \zeta_{f_I}(t)^{\chi(E_I^\circ)}$$ $$\sum_I \chi(E^\circ_I) Z(f_I, \omega_I)_{o_I}$$ where $I$ varies over the statification associated to the resolution $\pi$ of $b_2b_3D_zF$, the exponent $\alpha$ is the number of points of blow-ups needed to obtain $\pi$, and $o_I$ is a point in $E^\circ_I$. \end{proposition} - \begin{proof} It follows from the the formula for $\zeta_f$ in terms of a partial resolution \cite[Theorem 1]{GSLM97} and the Stratum principle for topological zeta functions \cite[Stratum Principle 1.2]{ABCNLM02}. Each of the $\alpha$ factors of the form $(1-t^3)$ of $\zeta_f$ comes from the intersection of Milnor fiber of $F$ at $o$ and the line thru a center of blow-up of $\pi$. Each of these intersection sets consists of 3 points that are cyclically permuted by the monodromy. + \begin{proof} It follows from the formulae for $\zeta_f$ in terms of a resolution \cite{AC}, in terms of a modification \cite[Theorem 1]{GSLM97}, and the Stratum principle for topological zeta functions \cite[Stratum Principle 1.2]{ABCNLM02}. Let us discuss the case of $\zeta_F$. The Milnor fiber $M_F$ intersects the $z$-axis in a set $A$ of three points that it is invariant under the action of the Milnor monodromy, i.e., the three points are cyclically permuted. Hence, we have $$\zeta_F = \zeta_F_{|_{M_F \setminus A}} \cdot \zeta_F_{|_A} = \zeta_F_{|_{M_F \setminus A}} (1 - t^3) .$$ + In order to consider compute the term $\zeta_F_{|_{M_F \setminus A}} $ we consider the modification $\tilde{X} : =X \times \CC \rightarrow \CC^{3}$. Denote the pull back of the Milnor fibre under $\tilde{\pi}$ by $\tilde{M}$. Assume that $\pi$ is a composition of $\alpha$ point blow-ups. Denote by $B$ the intersection of $\tilde{M}$ with the $\alpha$ vertical planes thru the exceptional divisors of $\pi$. The set $B$ is invariant under the pull back of the Milnor monodromy. Since the exceptional locus of $\pi$ is a tree of $\alpha$ exceptional divisors isomorphic to $\mathbb{P}^1$, its Euler characteristic is $\alpha + 1$. Therefore, +$$\zeta_F= \zeta_{\pi^\ast F} = \zeta_{\pi^\ast F_{|_{\tilde{M} \setminus B}}} \zeta_{\pi^\ast F_{|_B}} = \zeta_{\pi^\ast F_{|_{\tilde{M} \setminus B}}} (1 - t^3)^{a+1}.$$ + Finally, we can express $\zeta_{\pi^\ast F} = \prod_{I} \zeta_{f_I}(t)^{\chi(E_I^\circ)}.$$ + % Each of the $\alpha$ factors of the form $(1-t^3)$ of $\zeta_f$ comes from the intersection of Milnor fiber of $F$ at $o$ and the line thru a center of blow-up of $\pi$. Each of these intersection sets consists of 3 points that are cyclically permuted by the monodromy. \end{proof} -\begin{example} The resolution $\pi$ of Example \ref{extriplepole} consist of $\alpha=15$ blow-ups and the associated stratification has 35 strata. According to Proposition \ref{formestrpi} we have -$$\zeta_F(t) = \frac{(1-t^3)^{15} \zeta^{}_{f_{2}} \zeta^{2}_{f_{4}} \zeta^{2}_{f_{5}} \zeta^{2}_{f_{6}} \zeta^{}_{f_{8}} \zeta^{}_{f_{10}} \zeta^{2}_{f_{12}} \zeta^{2}_{f_{13}} \zeta^{2}_{f_{14}} \zeta^{}_{f_{16}} } -{\zeta^{13}_{f_{1}} \zeta^{}_{f_{3}} \zeta^{4}_{f_{7}} \zeta^{}_{f_{9}} \zeta^{}_{f_{11}} \zeta^{4}_{f_{15}} \zeta^{}_{f_{17}} }= \Phi^3_1 \Phi^{15}_2 \Phi_3 \Phi^2_6 \Phi^2_{13} \Phi^{15}_{26} \Phi^2_{78}$$ +\begin{example} The resolution $\pi$ of Example \ref{extriplepole} consist of $\alpha=17$ blow-ups and the associated stratification has 35 strata. According to Proposition \ref{formestrpi} and using the simmetry of the resolution graph and the fact that the monodromy zeta function coincides for the 16 points of intersection of two different exceptional divisor, we have +$$\zeta_F(t) = \frac{\zeta^{2}_{f_{2}} \zeta^{2}_{f_{8}} \zeta^{16}_{f_{1,7}} \zeta^{13}_{f_{1,16}} \zeta^{2}_{f_{7,29}} \zeta^{2}_{f_{7,33}} \zeta^{2}_{f_{9,31}} } +{(1-t^3)^{17} \zeta^{13}_{f_{1}} \zeta^{2}_{f_{3}} \zeta^{4}_{f_{7}} \zeta^{2}_{f_{9}} }= \Phi^3_1 \Phi^{15}_2 \Phi_3 \Phi^2_6 \Phi^2_{13} \Phi^{15}_{26} \Phi^2_{78}$$ where $\Phi_i$ is $i$-th the cyclotomic polymonial, and $Z(F,s)_0$ equals $$-13Z(f_1,s)_0 + \sum_{i=2,8,10,16}Z(f_i,s)_0 - \sum_{i=3, 9,11,17} Z(f_i,s)_0 - 2 \sum_{i=7,15}Z(f_i,s)_0 + \sum_{(i,j) \in S} Z(f_{i,j},s)_0=$$ $$\frac{-1/26s^3 + 2749/6084s^2 + 1969/4056s + 1/8}{(s+1)(s+1/2)^3}$$ @@ -1304,9 +1312,69 @@ $$Z(F_7, \omega_7)_{o_7}=Z(F_{7,33}, \omega_{7,33})_{o_{7,33}}= Z(F_{15}, \omega \subsection{Third reduction: $\QQ$-resolution of the discriminant} - + + + + + +$$\begin{array}{c|c|c|c|c} +i&f_i&\omega_i& \chi()& \zeta_{f_i}\\ +\hline +1& z^3 + x^4z^2 + x^{13}& (2, 1, 1)& -13& ( \Phi_2^2 \Phi_4 \Phi_6 \Phi_{12} \Phi_{26})^{-1} \\ +2,10& z^3 + x^{10}z + x^{13}& (3, 1, 1)&1& \Phi_1 (\Phi_{39})^{-1}\\ +3,11& z^3 + x^{20}z + x^{26}& (5, 1, 1)& -1& \Phi_1 ({\Phi_6 \Phi_{39} \Phi_{78})^{-1}\\ +7,15& z^3 + \color{red}{x^{52}z} + x^{78}& (13, 1, 1)& -2&( \Phi_1 \Phi_2^2 \textcolor{red}{\Phi_3} \Phi_6^2 \Phi_{13}^2 \Phi_{26}^2 \Phi_{39}^2 \Phi_{78}^2 )^{-1}\\ +8, 16& z^3 + x^{21}z + x^{26}& (6, 1, 1)& 1& \Phi_1 (\Phi_6 \Phi_{39} \Phi_{78})^{-1}\\ + 9,17& z^3 + x^{42}z + x^{52}& (11, 1, 1)& -1& \Phi_1 (\Phi_6 \Phi_{12} \Phi_{39} \Phi_{78} \Phi_{156})^{-1}\\ +\end{array}$$ + +$$\begin{array}{c|c|c|c} +(i,j)&f_{i,j}&\omega_{i,j}\\ +\hline +&&\\ +(1, 7), (1, 15)& z^3 + x^4y^{26}z^2 + x^{13}y^{78}& (2, 13, 1)& \Phi_1 \textcolor{red}{\Phi_3} \\ +(2,3), (10, 11)& z^3 + x^{10}y^{20}z + x^{13}y^{26}& (3, 5, 1)& \Phi_1 \textcolor{red}{\Phi_3} \\ +(3, 9), (11, 17)& z^3 + x^{20}y^{42}z + x^{26}y^{52}& (5, 11, 1)& \Phi_1 \textcolor{red}{\Phi_3} \\ +(3, 4), (11,12)& z^3 + x^{20}y^{28}z + x^{26}y^{39}& (5, 7, 1)& \Phi_1 \textcolor{red}{\Phi_3} \\ +(8, 9), (16,17)& z^3 + x^{21}y^{42}z + x^{26}y^{52}& (6, 11, 1)& \Phi_1 \textcolor{red}{\Phi_3} \\ +(4, 5), (12,13)& z^3 + x^{28}y^{36}z + x^{39}y^{52}& (7, 9, 1)& \Phi_1 \textcolor{red}{\Phi_3} \\ +(5, 6), (13,14)& z^3 + x^{36}y^{44}z + x^{52}y^{65}& (9, 11, 1)& \Phi_1 \textcolor{red}{\Phi_3} \\ +(6, 7), (14,15)& z^3 + x^{44}y^{52}z + x^{65}y^{78}& (11, 13, 1)& \Phi_1 \textcolor{red}{\Phi_3}\\ +(1, i), i=16, \dots, 28& z^3 + x^4z^2 + x^{13}y& (2, 1, 1)& (\Phi_2 \Phi_4 \Phi_6 \Phi_{12})^{-1} \\ +(9, 31), (17, 32)& z^3 + x^{42}yz + x^{52}& (11, 1, 1)&\Phi_1 (\Phi_6 \Phi_{12} \Phi_{39} \Phi_{78} \Phi_{156})^{-1} \\ +(7, 33), (15, 34)& z^3 + x^{52}z + x^{78}y& (13, 1, 1)& (\Phi_1 \Phi_2^2 \textcolor{red}{\Phi_3} \Phi_6^2 \Phi_{13}^2 \Phi_{26}^2 \Phi_{39}^2 \Phi_{78}^2 )^{-1} \\ +(7, 29) (15, 30)& z^3 + x^{26}z^2 + x^{78}y& (13, 1, 1)& (\Phi_2 \Phi_6 \Phi_{13} \Phi_{26} \Phi_{39} \Phi_{78})^{-1} \\ +%(12, 'f')& z^3 + x^{42}yz + x^{52}& (11, 1, 1)\\ +%(16, 'g')& z^3 + x^{52}z + x^{78}y& (13, 1, 1)\\ +%(16, 'd')& z^3 + x^{26}z^2 + x^{78}y& (13, 1, 1) +\end{array}$$ + + +$$\begin{align} +\Phi_1& =& 17 - 13 + 8 - 16 - 2 &=& 18\\ +\Phi_2 &=& 26 + 8 -13 -2 -4 &=& 15\\ +\Phi_3 &=& -17 + 4 + 16 - 2 &= &1\\ +\Phi_4 &=& 13 -13 &=& 0\\ +\Phi_6 &=& 13 +2 + 8 -2 + 2 -13 -2-2-4 &=& 2\\ +\Phi_{12} &=& 13 + 2 -13 -2 &=& 0\\ +\Phi_{13} &= &8 -2 - 4& =& 2\\ +\Phi_{26} &= &13 + 8 -2 -4 & =& 15\\ +\Phi_{39} &= &-2 + 2 - 8 -2 + 2 + 2 + 2 + 4& =& 0 \\ +\Phi_{78} &= &2 + 8 -2 + 2 - 2 - 2 - 4& =& 2\\ +\Phi_{156} &= & 2 - 2& = &0 +\end{align}$$ + + +$$\Phi_1^{18}\Phi_2^{15}\Phi_3\Phi_6^2\Phi_{13}^2\Phi_{26}^{15}\Phi_{78}^2$$ + + + \section{On generic projections} + + + + % In general, the $z$-axis is not a generic direction of projection for the embedded topological class of the surface given by the Weierstrass polynomial $F=z^3-2f(x,y)z+3g(x,y)$. Therefore the discriminant of $F$ with respect to $z$ given by $f^2+g^3$ is not generic inside the same equivalence class. Let us describe a situation where it is possible to describe a generic topological deformation $F_t=z^3-2f_t(x,y)z+3g_t(x,y)$ of $F$ whose discriminant $f_t^3+g_t^2$ is generic too. @@ -1533,6 +1601,10 @@ and dual resolution graph. \end{example} + + + + \bibliographystyle{amsplain} \bibliography{biblio}

5#_;{>Y%I~^-|sB5)n4N@4i>DC zEN1bqUBX*jswo*7$lB0fbr@FMTNW#>M3h;qM?}+lSma1_LjW+Ff_i{Zrl~ z1S0)d=X0cPxDKR;ap;72iTenVv!*}egvSYiIr@J=Bdb}QyimgSd*wZJb+a6~MN1w1w-zR0K%MlfYmQ8rsUZFxS<_Uuc z_})aEJ;r)sQB^(oGJP0b|J#&iD@LBvJs5S|qP)d1HylMfUxgRLAP>R>kP*T9&*pc& z=BIwVcRhPWbLrbMz-#0mS-lXq=JBSe8`)72C5%E;rDi)!`;noCA-gS2LajhvJ$NkT!GAaw75P2>1u(3@$>PC z@#}48>TiW+{&H9c2mx{0BK4!#L4rtCR9s9@PXSq(r?djG5J4tHXW|PjZ*L*k0V{#& z2H@!ly8+2cVg_vY;Rl2kgCcz~%GLe*1#-Fr0(5+XTbv(QAu1&;pe1W4uYgHOH(1I1 z2jC0<5?}ATMsTS6@~;-gz`*$3h(k8Ad@-E*>Ra(|W-$0|%RpXV0}^To#qGy41NRUz zd&ksuK}d@Oy73PWyixd-{tn&$z(fytVRUr^A{u{iZ0*X;ZOY__5~AI=x;?sqZ~>;` z1`%dJ0D@+vT=k!`Udvuz|33UFANxmOcl!N%{n3Z+;$YzqKyq#Pm?F6B6E)JbZoq`9 zfbsa0Z7)1fdVnBm{{1FF zUH0|sZ`+xbTfPwrC zq(fRw!>0!mv0u;`r2Q(5vY-{57mdtY zsFs;@linl1zD;q+trsxWxQ@P8=%aN`_kxY~iG0`i_;heMq1%fiT0B&LueuTy z{gMOI4lV&W+45m(9d0vZDLK1=cifwlDSz5Xm&X=2=m;B+j_X5&3zsCDAY9ZO)5Z&Y zEOzv`#`+O1cZltJvjDh|^yxP&71UO*jd|W`?9umB8oQo$| z;pP3pQr5G1V8T?r=0%Tt>B?!Go+;X>_<1j9E}cZhRXHu%s0T?1!%_a-#JK zBF@<5)@s>_SzccAsfJRw#nY!_O6X+3C3aX()62r_q$lQt^FK_NMk9VucPlB9%;lZK zE_DJ_5r`7wU-q`cNgCU%{hjT+d0j4 z>MJQdv*D$MVOPZVc zaP1!stfE)X{-DC!Br9p2q{8L5L)g^!*~TjH?gDN3eD>&MPd+Av>DRYbV+6W2x2WEY zzZtR#?Up15SABgcPw{2!evZ0Td!QwrPmzlbMx49wn`=$w8gvQ-NyxZy@!B=^W)uQY z;U-!gDxe5t}C@OEj_R#dVKUGvbP)}RO%tr<$-TP8~xUp(RS<>@{dR2^=S&D(N%Q2tWAppg@ zUm8y#*PrUba&g6<$0_oEE>+I{#x+=Ny%MxcM;DM*<&G(<9INI|@c|kyUW&(E>tUC2 z^mQtpy+1d!t$$e?jAa7h=Fj5xCz`?8p=|K#QUdWc01ZmXj(+1b4i4CORZ#nx9qGt9 zL7Df&c&u?6lB@xIAg+*3>wJ~KHRp)z%#P$Wel+E9pk2UeaRl(6fHFrqL+&(>+Oq45 z@)1L6-70_bjXAXG-Vt)?G@eE*q(P!IyNkr#{9#^M9exAR5J1+Sv$ocHlkZ4UR2fYm ze@>1wjPOD>{t{eK-DvX5CV==TPOACFwY(b-f`iuXbTnmm^!ijJH5bmE@#j@QQBtSWC%3RM=(KQV*&17t^;q*mcvh$Y(T}hD$lNXB#jBDmh;Mf*f#q8{J4uYDkVXe0u=5W8&fIQWbu{`B1 z+Wg&g)j+PZa@;yRlxh$mnrk2{j=PCTrm-cyjhcf7`gWErA*eiGEMhB%;%sAxoT|+4 z#Z6HjNX=pxgCPn*Plhw3Si&Z3bo5b+8hx*Y5P$ANr(;@Go`MgteM^`zYcK7G{gTEX zQ=`ScHEYSQcc%&4IryE;hc@|*cHjI+PS{mAC(%RK-@CMp^@&+aiZ{xKHO{~slt+b_ zc9@62^#?~bCc6>2Z_>N`i}KzHS`Ir8GpTahIj{;TcVkH~{-KM+PF2ipaZW}_TlPm| zcC}GYMG->a9CZ`@C^=0inhk_Ly2$ZIs>ddJxAI4^E%c( zGff*~YHIQ6MLf8Fqm5l&UhS|*&u{H>>xyo{sD>TcFe8myn9Rc@TWH#iHyxp3hIttY z(5y##trd3(y?4U!xaJsE`8yNKC<#Uj=XEj!O*duFgrG-`*~pWz$kBA#%T@8jkvWmxF=PXg4x} zt=m(0&`AQOIn?>mZG|6z9;p$VOX3H`QhLRJ0PIT4mam+e&*T$iF8^m+Z<*dC*+lZB zp0X*l3-+@w-4S=YP^dCJFfC`2cWw38^klJzGjqY31W(P6_H*e5I_A3dAQEPw$YE3AJg-rF>su(WQ^ne z$}RHy&95}6#6RqaXsK{Q+gl}F#?J~NF0kmM#$vJ9dRqQ^1|Wv<5!>*|Od8MNYj^8p zGGuIoDQ>n=M|VP58Lu1)q=(7xH*Vtv7-K#qlOG|MPkY=o0i#8-ynu^O`KkIHr3ao1CRwmM(`4Hpix1~x05Qb0VEt1qcr#RG$MU= z+KmsxckGumjN@M!6&h|ah(=LHwb6$$NSR?@6tYnv(ajdmJh3Ume795}zY`j^x*Jg`lds3=F11ED`e4j~bd;$ckIYIzGW~RAZqS(aY-v!CAzwszv zG#{e^`ASaQ(J4`=RLwkfs%yJZ>JAtA?h0yK5DV>x&H)>V=-;1txvJA8WM*Z1gCa5d ztp)1Z8vi=#xA!^r$?~nc3Lb&vW?}G}zLC5h!e@7ZljsQrllyJp&BH(lnef5D2VUb% zkr8PQ@pm>incX_&ulnY* zE^)B9HP17bQTsX^lbxBc7td=q>QF98=O=zSe(<#Jp~01l6?t#gP#|6+fX?_t!Y}*U>tQ0;|*~ODbUV`2|GuJn|8jlIeoZv+y3#U*-aq@E@k}ef} zTvMTGYrWKHKP6oD`R%J)_@T)+U8A8(X=XhnIZD52g~q>G__|e|%8T@KDAy;*xMFEK zsnWhr!gtj9O)h5f{aBzvR0{n~7l#?%<*%WgnzN%;Icp#k74i(KVRRDO%g*~L;{n75 zYiE9|@74W7#ajJ_B{Wx?SKN_@C&dtB;JzcjfOn*TDfwO~vRl#6l z&B|C&zI9IP-}BoHnmt9IEz%nxVo4iLNPx-7RZ_djhT`%DDhbxhx@5H((8B)XuWcVQ z1Xq(fiNdN4kRM+lOMc@3>IQF*%_iM^n>mdUDhy)LRi_rL;2Gf3g;58THWNMJ*(yd+ zSs?q3tmvcZ>e{!#GT>B3Cr$a*vjJX5e*1rcHY6;_z0x2T-S{tHWrbo+M9y8JB=7~7 zyY5GxTXCcZF=?5MD;HGZzi&dY6p9|w=J__84h;G__X%IW9>~8u7F}_$P(C?$x~R4X zWX{Yl6)^(zcYa5)_6bx)w3`k0pT+Q5I%R0TCY7Bg;(mZ53A(DgMxA1=*d0}`)TYosSW!CXVifN^zA$>jW_b}R7DNC#(@m1u@; zj{dmQTJPZOpsueUbh(2CIt!L7QnbY#Cd0y2D_EU2%ycj4ux8nq)JfZ4v@M|w%3YWV z%kn(~L@Di|e2JD*YR)NJJa!h&t*~26)v-@7)2d32NY%Gy6ocTMUv%q08d$;KK47HZ)XHBhcPL5(+8?A zJ|snom=#8ACpr^}sK;I)q6}AUxwb{-`aR*&y-Tu@VeX=2aExyg@0n}Axst8t*p3*? z$n?eDk>>Kd zQ?Z2Rhd6Xi8;wuU=&GE}-USz0cjxH`)0Ph{ExJ!RE9q$|O>Mv_y2S8(x7AMETd2$v zB$7g-VVK(WBtHeT^=7Zl`Jnz3VPt`h{G;m$d)eR1z@^`Fn5#zn=GRDQ@|%J)m@qNK}9=_n^kKIY6FLC&bchEb17A!_VF<+sCnZHluECUcUn*)d-d z&CxucFg+ZRW10Y1bAej~`z@EwF7~Pv^dT*hzhP4Mc%n6|)kv8F7)c%xTFErtJ4ryO zsOVXU_A%I;9VkhYewt&uuGRKBhXb+o_AEqLlBxg%WYdAH6@@d7kh+~*jHjiiuUW$G_Wz7=~WXf zaK6x}N2#t|NaO$Ez5O^flic>TWYfQrB!_!P%|^UBCz3(G#-*X~?vQ^*;c4lJ8IU&r z2yx`9`HdZ_JM03%w420yT|Imj7sZtwJ$JXW6fnmg;#`aqFsGrJpJ4OZD%<$Xfpkk* zWZ9TleimP^QyLx$7^AozLQE0<>%KY959;OrO9iM#DHZeTW#(%&C4CX=M|f*Go1S}r zx5a>M@i)1Z^N>xs{(Erpg^;p{#JB=D@28Q%BTzCjh!)xN9jI>%7T&P5{*9|ino_hmp(}aAHrhag=c7L?BU)$tg;%khPo@p6CrTmX zExmO$2;XArwR-D`Dg!w`#(jK2vu|kW{b9a$gx$}jPmgJO6IC-ZIan>TP1k0HSqVt& zT2!{YY7dtqXa{MSw8G;GOyj8n5+jQ7XGI)WP|kbVcKh3*ieXPII*NXDDs<;vR>F6* zXapz3@W9@o3FLRa#`XkUTRe8I2Fhjf6ZQmtiW#lv3>4XPu=PCHI=GrvMQP<Owy)> zz>S99I(_tQaD`FHfG^23%K~g5t5UCmzvxr<~H0nd22!lUb6jj4)a#Lr2CncXr zX(hq7IxhrO8Xu>efL=hD2j5{gD!Ex9zg$1sp_4?c6-Q#`GAIsCi{m~*D$pgi_BR8W z$p#pQgsDcd48)oK2yN2Df2w#7M-={?>C?zcjW!oBi?(_uUS}8tL5b1d$B(`LcX$mgzo_^OJ zhZ<<%_~6c6Zhvl=4sX#Kh35gFZ?A~^CLxc_4GU(imh`{y&MsL%_AbMnS7E$HcI%nF zJjRgvTmMzP>guQe9K&PX!!cIrH)aihS{J#G4VDq)E6{1l*U`;x=b)9O)aepDa;f$W zQvJ(MBFXM-(yu~#eK2J!=lxUeTIobH#}fLT2Mw->6y1!HktQ+xv=sFdpd~3s7n2N< zMJ^HDgFYoc92?(Apz;HeDYU3r;`cu00f@R)OnzSwypYARZc$*}Jh_&&o& zksTfWM7z7ej23c*2O=(DAadnx_48&VrIm|Rgnt!XbFP5Z%}MNEt+9n`)-QWfEo=`& z*tR4P}&6i^Zd1ph=Cc3 zN$D0Sk9}*Rc90;!Pc_b!X~)G0Ew8fO?AS+SvQyWE)Dd4?Gag<&suHNb;S4_-)hOXk@^!au&8qf>5vg|+8D)@O%d8W2wD^z#l zA_Is-q6C+$!`*)()oP^Wlz|3BDGEg8?IR0$8mP=)8l%Z zkG7)#0bjy&)amQ}3p*cof`VTj)jN!zGk1-2kFM@?D{V~zfH(VSX3+c2)G@$3zfBn) z+9Ztv&s0h)_iXKrc;07l>r%3`q`1m9-F5$P&yzc(92MF}0u(<9`>Z}BqcNsw92in6 zeiFbK>y<^E&l^7E+{c@y3e*FF$}LSTKkrAAI4Lxa;0koF9i22akC|tjUo4K}tOQq$ zK~iLU%I5#d`|jl#I!p~8vAVm5KD7MDB?V>-3h9tu-0B6IJ!R0~*U}k~eE5IieAEWZz~nxU+$Sj!rS5S0bqL}K z(@)MpyREhuXAkps1nw7Z5xJMO(<%&nR0eo)VP+qcEvft7Ye&eft`%cKh6nn@!dj+o zXeGc5^>3UuuV&RUaLE|4aI+!Rm!L0rTjYg{M84N_?NMew@p_b?PP4Jwe8p=SfdcTCJce@Om9hTf3b{`MvJ~ z%nM|USp}8`zIFPgOR__D;kU09lzVDTos734ZV_(MPrI!2D^yXdai8}tLN!odOyR<5 zQL>e-BW2a2J4^iyr{ZFAPr<&|`0`2Is(1lO$ym)CHBTvdg3s#QciUHy(fRWJCV{VD zw*#Zbgk!n6c)%ompw)Dc2~E?h^&4f7;90=I!t4q)G%T& zDPdI$o3aw{@OZ#23CplDafJtbqwSB&hjkEffgqKIX)k5^!IMP8^ebh#FSXHt!jZcc zm_(0A_Z!6Qts_N5Mn#Ipn<6p`onX9ij%MF)pf=Q?6B==2vfj78(p)YK);~le)H3`; zmXPI-0Q~*n_r?Lzm>kC9a>FoZj;JRKxPg#K%G6|ym}04rf~VC{Ja3rj#bFZusAH91 zB;>JD;V!_<$btV$id~)2^Au&clFj9F2AiwjlsFb0bY(>@q;Fm^8{+Z{lP=YJKZ-c)H>_lw=DN$b&~M}n zi>|-8nj#6o<;qSXmB6Q<9HZ*VT)jLWVT&OSI3SHvcUHMp12ZV=#eG|3aKf~;LE_{V z0paJIcR8_c5S3NhG8k$z|L|SyK=O#^JZh6EI(c$YiF3Wcf7GhX`RPEQ)Cj<_z}X6A zudRg)awiIPp-xDH;g2TdNa;Ek*#M&^P>GuviX9M=mYwUQBr zbYq($?|n@zL}$dFSXF)|&fLP+CqEO?52WcuT8PV*+KE=XP{4p+O6^Y+%9wk^tt}e{ zejop>snKks5YE~_nvLghLXX+vsI@C$a)aC^;7X}$aiMkjlY6hhdtAXk&(SEBp+QK@ zQUBCHbi}OYQzS;oqr#!r+{}Et#v3k6GzUaBeGHKzf<8V0t!RnS`^0^u=0_aFM!8gr z*sB|6xs*0f_CmBp_4&83ZHT8GDPmNs;~a~S@$TEqW`XUL`_Q{ur=BzG8NB^RGoVJJ zHV<*4=753C63ppqxF$I)NPQ|#GX}DP{L~Ye?nQW>X}sO3&`HB_7f(lp8~%sKDph|r zGNmjV7^1s&RKv=PcK+5shKx67r4uol4wNDZ+ZdG}^hjiz&-bAho_o5E^j7)LByZ#x zrw(|oo@Tg3@hHiJpoz!3g0&I0F_9!uud0eK9riY}=2J7DC<2xFE?dv9n}!1Q5S*ir zN-#PzvsQh0`CdXN7OrJfVc=&d4&p+-tNg8IQFH?@qRt;wzh5oL-2tmt@;CL3H&D%> zVwXq{0?9{Iux(shICWAU#|K}n$VRVA<}RVc5wv*JvDU`b*@b`8CK%A}Y2$TiJDo9f z#^gR6a@QgOKNWY=ablfnYMQ+Dclb`KP%%E!1cofuwaIm1kaDRj;oWG0nqv0Zqvq>_ zHWrn-%G@79vIjb29uaXrHZr1f*q`2Crhdui69xcgsy|RC*@$Xc`2GE+PaWbJ4VaR; z&&o}r52ahtnQu+o@~*k;Yy3=2K8T+jZHaJx@uivBHk z4{AYjQaiTTw80!(2~$+5BxQZxOA8OAg{ddN@-Oa5jFe&YuLR)br=7@`TB9*;NsCC@ zQ^w?_LyGz|?+ei>zkJN-s)(fV2V5nUoQI3D?$h|nybWw=wOc~#e+OcR6H$MLYgNk@ z-DT?MSbhstHjBZCxYxA9{WHtH;+nnw1=6xJ22G|>I2Wyj5YT#timjz$oWB}wDH5VB z=hc$&;O6UY-zQ|3^oYQN$>mn=m~6Q7V`h0nzrTU+6i65?Qyl8-r6`nvcmuBIjy0+I^otrZRf#EkHi^V=OEsTpm5SXE)r#)Mm9#@LDqL( zw4O7M-RaxUaW+6Ke(0|u*(!?Jm0=Fon|c_nt_F=qI108D1xbmyo*V?zQ&hl|nqAK= zA&SGPFq?+{aVn}nNK747n1~f3f|XS@c|h*aE;$O`sF%34zT@EmY`hfA&L_+v9XRXD zgxG}7*sO!zpuUYjId>(qrI_yX9YAhcWC{X6J(z!e#_eON0v%pZG;m-CmQp;|zv^gibXp(&@%QqEwp!L~;liT3E1Nzve#bev> z*RFuy)hd@PN8G&U6ch7NIbQ?2xl`j=b`R@hO6tvZS0HYXL(^ZQ)zYWKt`-l|ohcqa zS4Ju$CKYt*liI?9Wu?5L=ZvEr=$Fjf1)l;;YfZM<<1RXk`L0KD@~kX55h?EyMyWu> z^WtC4C@W-*v#zElfpFT@;LR+(;_!b)tA6b^avgI8jNWz(<~8;7kEU#PHu0D&=u7+E zFZRogbraTetne!^+I)Cj$2@{}wN9zsMRAfT(?YY5jhtC~C{G z>>M&QT^^S%uDrR};~2OXc8X}$EugA6rGQ0Hhgw>6vgJTH>O-;897pY_{kJ`gU2;hf z+d&`oN=mNm%3*~aED;wiBCLUM%j=(vOqnU#!bY`6o&Ojs5@*|syM$Qk6$4z8FGg*v zB_450*ECowL{qpI-8|bi>VgP=DGiB4L&XO8Wordy&8&YSuah|a6wLA|Ysl{4KECBl zZsotHG|<>td);M7X!F|eO3e#-50aKjxB^FAEp|=89!(Ik+Ot#tUdG`()9eSyEB9o; z9qm)LKB(O?*L`wiMWC8H94Ip|#A9Sq!EO9VupjZ|ajWplRfs;ltVF@+6g@TCyD>KT`Q}}r|CRZuty6=dY(b)ADuj2j>@^wbpSYVOvvI2l`Wd9(hL_(OS3wM>W3xN08A8FlgvoV#dUxCL?xipjW$(5WnYZ- zv6ATR2JU;&FC^w5uw=Hz#=9AdJ4`m6RQB0nX}=3@}!U%S7M!lHdB(ZB$E}Mo2IAT-Eyd2qmOkjNMY}zwZ1{D0vkNdz{Z%V2y&e-9m;A$|>^DSi>btgVFdY;MG2J#7yTrwnw}?KGXa zhmoDXN0)5Y{(W|c2!6kHsI4n9^@z8$(MBf|Jmv1yDb3RZhrp88lK8#!gR*mF2m-v5 zSW{NQF}s9O2o528!vuC#`%L%We*O4^Ru^~ll5|1+Rz)LNbJGKjb3z%FxCBVLruh1C zB5a_R^Q8<)BfPunASe6wz~iM^DcBs<4npK&*a>)3ef&01ujmgU_1IsGW%-_R{3JrxG+fPq=yENKtu~O~cA? z_sof=;FBe?fjIRJgk{Z2$Gr*c5TZl*-c|1iBi@wg81iQs%^SpFX@QgFh5&KVu?6Ix z`b*H{%Ov*N-C(Tj^9%^asG2)tjKfgTo^GNj^)pI{o6%VMeEd@QTVgLnEUwV(^HKb#D%> zENu?pikQk@T#$-Qj4X`}EiRy?Ynv+_+E`iupSrp_p*lG_m^eBhm|v92j4YrWS{XpI zG`2DTMbHs_r3WMcDo9V(fDp>LrTICqf-@r%V@sHXRu(o;u1qE1sVf{nwqHkpQ8xkP zNqNscX`ga^~h8FmdeKB z>%OjHV2tOO7_N$AopncDakIYQU(LWNS>$Ggc+IQtyf+ z8O5*@Tp#~-jStjM@B@&Rx>71Iwe%s%yjzyXn9&G9)y0D7yQ>WhJq5WTR*yJ7&_Is? zU%(CfZl?M)_F3Cv19;_}?JyTs4p_v)Il>JQw?y~d^~c6b(~go&tf8@Z9v5xEQC{ZR z1$Oh|Z~p36F^mZuM1Wsu&WavM+fpB|K{P<&`Id-heb-7^q+weh_EfY9T;Se^-%7Y$ z*46ggV&U+EMKLCf=p!Ay3z}l$B=w?pt4_H@YGQ}ak=V2K*-$_nZ>5J(<$t@B`9b_@ zpg~S{1B;4BNxIV2E-W2iy5v|8dvE7n1Xcc%LV%Vl{Tw{%bZWaRU8#yyG!SlvA?XLC z-~px9j4L4MDc57ZYc;DkR6HKir?{i+8~!dSSOmJ`?eh7q&6?r$%?7K|sXBR$J!%Dj zW&HbJ*jduek-%do_OlM|vZ|qIIHkxtPdiY#-x_8|%DLyCM~uq_sSpvmz^*6PG#uEuam% zW~xD`&eb)C=6*oM-5mhMZ!x>Sv;4B$;0^RVb>@g7Da4 zH{imD#cz?ON56jzv?+byc0Y**g?Oom6#7AvI9$MeQ~f^gw#*glo^HDEb))O-Rxx7+ z&3j>wgZ-Y4j@xN4r{QfpI(&G{{oe)cf! zoh0+bqK4KT#c%ob2vL4j9!f}@@n&qLgVxR`wB4#uDvHxG&O6|Q#s?pbIbB}dBmkPJ z&w-(-uOjT>DGdWe!o2ti2zi8wKw_8x3&IOR{`Y)sr%5;U6^cn(p=`x5_#m1=Tn42` zfwFiHQYyBqcJ6fN_D2@BB8><`;R_qlgCz< za<7`E_@ifKr&?nx2gD+W|N-TH6CLP6@HiDuQtkg6Q~V`O#h<2-*jDegpS#Ba;huk&!na zPW)jfEr41~FJxg+ehU0x0Qlfqo4wWZjgV~1qRgvXIoK3J9&u|9-N&j2UDnDk%} z_M!H$#S_e7b&(h=gaP_R;|nyjc)GeedJMn%s_czI#HV^g1J**(Wtn;3UN#Yl(Ye8@vnsrdXnE`!rrA_K zKLIDJe9Q(nY9;}JqOCt1d;_5)*;SxBTF{-vhJ@K;SU8@ywpjQ9(KwQUG|;=)&|&R%ByJ7pLgaDHkFO*D#hl(*-+@44A)f zu^!i^LCAjZ^6`PY_5<)uTU9a1*Uk8Uf^J>of4m~y^woSZU)pp9F7=87b-@5FfrzA1 z2h&r*fU4@7lIdz^a5!I9we75!rb;#h7{xnGPB%PhF=RJ^%7CA--&p{yx&2I<)Zys z?U(|mTJXY5&d{k$k23U&+X0{~;K`{Nu3YnW23jZot1(8AK#W(P{hED)wAYNvNgaN` z#uEbfdVYm@&fKDKYHZe;%6b3!d|&{1wpX|~WlKQ^SrDYu1KlZ;Rl*e~@*9&Qx<_vy z^bXqCkSBPL8sR_xnjS95sfyQOHq>j4d8HHPw$}5pkjEh~zNm!Z{3=(^P}WWJ4-SZ; z;o#xNM2jL!WUtH)tMB{uWs#_VHuuJIL9WqXP!E5W2eh)9UeNxq$^LMgi0pf$0zef##1O+FHD!%i(1gioC=`+q?O8kAUhwT@FQh|@NC8Z1 zt$&-A2^!i|g6b;J7lyIj1J(SVIAXFv^jqPoU_}m5KlWn&Eh33+&kI(BG7l$)+ zbvVe?^p_H(!?5G89)M`c$tIQQ$MFK=*S_Vy_=-S6{6c};WJFCv6Q@DGclFMl6rMnD z$TsWzvpU8Ju;g5!cyZrXs&=y@fy@n_>|+?nK)Fqu6*#v<;r==O8ttXdfI487j99}i zX&IFZQ-6NiN9*9?VY2@tdY)@F=Gf^&kM8Me5-B`wU8Ua2!d@yESEd`(Jjd=q{f}Tx z|H8t^(MI~fR?RxZXjRer#LF?ap5rpuV$+IvW>-M^N86112OFXskSz4orR$^*!#GD8 z*s?q}3`FVGKjG|k;nAne*zB<-#onU?L4%{VOP0-$2}u^t7@Yk0$^Eev!fOKGX_laU zxm-}5D!cMeU@*WffRyB0D%*4gm^tuQF@k+YsfNyU7Y4EG+!f|WY&mt2`CVB&hi#$I zEeMbBX7X@nvp`?@)f=WXzWa1vqRB2g|JF3B$QtlTkU@mRi7qCt?weYkRIk30#kab@ z!nlkl{h}vcyFyssNliocPiz_cN)bLmXqm2PwH29)+2JLwF=MxmoO@YE-J`4AqmU*l zT{-5{V++5#5BG4W|Hf;`E4OV;$4+TT^on{HN3nu-IWlJ77?o4BbN7(>jh>O_BloPL zfUMJrpzE4|ozm}IwCHYeM8@xSUCZ!KD%E(^hbLQ5T;@QoO=VOYPDk^D`95Pl3n7}C z!lH{X*ru(6sHC_=zS1qD1UE+n0ZU4mcizL_%dcr<@JGF0z*q=e_>re6}nuYqct=mx91)BmVx9B%rKsD1)$F}dm8bvT{w!*+bw zYX`C;EX|hQ)}H;%*=hwvX?Hoyzm6NIY4Jqmz~(T&mZe0%wTkW6&Rc-8mH4e=wcM2} zdf+`9Euyj$@Fu+)Bui*C@%*Iu$pfel>2AmcV8(;A=3dA$mse`9lsxsBrXM1U5^^Da ziuEpg9_kuEXpXm?v~lHvqw17{_H2BjofYwca=uFaANprKPaBkjgtdBqei$4Eqgj@q z6KdyF9!o?GgyYnbX}BdI8kaFTEH98h??CX!yI)nE!sF<1)+ESL{f=mnoYK|jGWZMc z*oKS<7VPR?2+rs0qz}&Y*-Y6TjwYTjN(9Q{b{XwIyXC&f$v4aDV&Oxi04F>SZq0$i zO_<5Lud4qNipIpdwItvX=$;H;WzrRto`tdR5=Uu#f&(LA*I5hjJG^BEG( z<`%0a4PbN)&kA>NQZ05w`%pcPDF-=g4kS$3V4};b{9Wz<1}hY?K*e1OUjr80t@!I= z?gzEXLp%>=I766?u;3)}NE$4uxqP{@1%n;r2#zb(%887G`V+0n-5>~7RK-)q)$!m5 z1dJ`;jh-Q4|^sg&A;fmxV%9gGZK9YsDnP9RVT@*7QufLZm&KyF58OTXVx68U_ zlnk^}c%=fx!p|Pg!)p$JPzl`nq1k)%U6I`S|$|*(~9`uo6h01VfTl{724@ z&h6dN)?aK|1f^H^2PCwmwhsXCc4sY&B%axLa`qO#6WCKAMOI{Z?O7wXNa*tAl+Vcp zI)d@agQ&2xUdC+L57eEMkVSzK2Nnu(sR{-x6$Z)CVvQ@}f*{N9Qr3n%OU}Z=!~x1v z#DjrwZ$La2OJW_X!`ownt>}S2UCf-~SO)cSMc7AfBVA@zNuV2!urNvHqAq0D#ktJq zm}>dngUmr<4}k=z05vWl3ze{f!{)qCs2OUYjP*!4T2pgV244!at$sFz=XZd6O0wq8 z57t1(n&0Odh9JkTDA5Y;RVSl#x22DnmfE+g4p74Y-u-XKJ ztQr~l&H%<*9@dBfFSGI*btoA-WHQvl>X&<&Q*X;qIEs>Jh?O8IE5rJ3q7i;*qt z4Cq?bQnHLF!;JP}J9{4!@oYn8xpb(Qw%hQXtrxS*mzBr%>t}1RS(9>YDN@f*c^}73 z41CjAcn!0m2pP3!9lvaE8u}8~dTzw#4{gcs<5IPecSOWj`T&X&C4accEOvm0czRGx zEz!(6FMEgS5~fv!0!jPrjp>6|VLZ4c%1c!i^i10Sl?W%dVQHh?zSngeqf~v5BJkea|ZPVO59trG8{_ard;I;##knekIV-Q z-=ZoR%S2Vqtrt?!bolr1^7hwPl7 zP$Z|!eoy8oMZg|?Q_&0_eqgDA5n`Cy#N_}4ULq({Y>A8;F;wN`g^HqR`h60DmLbN7 z^!70Q6x#N51)QC*fhkS^tyu0EZl5*sAoP3jW`e9S!kYToF=;eIqNvg9n)6S*^nEBT zAhBcElisTc|2S8jB_Dpa@I0LZwLFwRdskA+ltA6Q=fK^J-giJqr2~l9r2#ff$CyNR zevYA)c&*8AG2z3FU&ib*(63N$gJ5wR`;WwV>`cN>AA8<@T{L~+7RvqcOO|M2Yddht ze8b}E9vkP*%%)6hk+X1|SEN!%^Y1kO)SsiPc;<&xVLBB{rG%~GU-e$__i5DUsyG3dRC^W`jCSu8{1yE@(Nm2 z_T@y@5y!>jJSJrclQc_LB3&ga$!#`jdw7vM<`Z&Y&*nD;g$xL*sRd~BT}NsSXvQ&? z(REEAH5cY%Vub7k*#)7%}ud8Ao8cqfIBu={zNp&GSShPCCC#K&0MI zt<~?x;XPiSGbvyT@g6;G6=>T9=ceoa|!FcZ}2b_?ghwk!Tf56R<0_&M5hQ zGi?%s(?JheJ~o}Y6{)MUad(2>_5LG{H(UB6yn+x@^bImd6*NNuikZ;;SSbnO*SoJ$ z!xUGenS=t>{JKz7ji3v!4Q}_M@WkO8P&}(R&*hK{b%=PdxF_lbhuZVX0$ZRnmUtuxa>Lp$~17U{`Wxja&C0P^@%$4!&Sx?Z84BP6Kl zJ;&&}>cCJ%pZxUX#ASJ$9>8#%{)e%1>Jf$s(B;^+ZQHhO+qP}nwr$Tlwr$(?`Esr| z+5HpUNq0R}TOWXOCGnvtm@BFVqU34r#fOS-*2d;9wvG6|^W$Ja+fQo@5OrTgm$lbv zorW;1br&B3^vMlIGbnivch=Kjvz6s@E+FJ*@w|eH)E+G(I=27~S!B|^ zLGKfiGs2|Iky2n?fD@~8q%E__%k6-=8Bf4~&d}4bUu2kzbUj^oMB<}xi9@!2<7Eum zFCd8v#@E0S>cebAE=8RLeeSTJVFkG1=Hf>fg8^r|0OyF$IeA*;PZ0HvYMJg4dtHA2 zIT>R`C!g;f0a>Z%S)kXu)^aXXXp%1S`~bM0I6CV~(u4%v3-#0owm- z@`ROWcc~yxP9vtv0Z1RL8X`8)#U?zTDK)9jnVr zQ+3(o;=7q(d}tD*ttua$!;7Mdlo?*~hdB;B8o|c?OCKL$HOmMJ>G|$D`DWP#<3)zV zO*%pWfEWYXEKyJ(0k2`tFKnm-mL+>WK|CXq!YTw$p8=np!_K9(z^mz3^AlsxKDL zFXrV3FY7qFwnaY3dGb1Aa+JJ}9=R*ZzXsDyj@qh16{bIv0mWpC@Kag{u+He{siEzsf#?4{;jKegdP# z9p2%U)ei4L47zEnn)wiV0I!QPJMqTy@x!QjDY*nxrDT?PD@?zYk9IGueh&W91OdW>VsZ$2)|bVp*JMpLiB zvlDPjvgJ!haX`N%~r$>iv2=M zEW}jWYbaC4H`$4S?Q*639`be+iSydlFgx_C(tz+%-!mDL70C0ebybh{FjsB&v%cU^ zLclYhrA3@h?JM&X*73^iKFv;4Td@_?da38OQFK@^S=4p8z+2>g<_CWfE7<<`*NUT7 zRT2*CezBPaBL50`MP&%>L+-&t)5zY?ipIeiKRxUL+d%|}U;Ui-Md;QlqpCLCH&v2? zd>53wDxJX>we3D!v$`OCZBH1M2KxajsR{ow87ARZ>3$Y;BvhL{A?R#u7!()AN17=F z96{kvh$PR1w6RA0@7|CN_46~EokISZdb>(Le31mE8vZdfmj4xG}b7*={>L-mx2c-%XY2+i6q_4wjCfcwqXpX!~+iU^W5CG z;~rv}cT%%H;!U<>-f9C%(pB>hc~2g_+heKU{+AbB7MRX;G2*TYAF8|rarZhRplyjE zgG6Vk(I%6q3Fz#tl&&-Bl1~3wJJ49$x>Bj-#VFF}7A83pmQ*!jq+(p(8Dg(`L=b9k z^X`b`ynGdWQn_N#x!}@O}nDjjhEAqPUr zw%Jrvdwsk}7dGW~V$|PbDqxSZH12rmIVh-bFIFnIqz9l#ei(sw7a62<WfdS=uPvhB| zle{am(PRVp+`&AX7uW+HXQi4a=bH&fdSv2gM<${;G^{;puc!FlP~CPnY5kTa^oq{3 z@j@!xpUQQNLmBMO_k&)0iKUy7q(O*I2w7O)<-7F;i}df{Re5Tsav)+FpV7qBNpN-C zUEKn=SiQumLtE-m@Ify-H@Tf)=Nz z_0i%5U?#8Qg-cbaG|E%gmOAQzQ8>&qVORTVi7Kja^dki9H6XH0XQtFCv2vPS;z7U{ zP82E7r%RXzr@LEnehz@BC;jk)Sy#L zAR7yI>at_cM9)80ah|%!QW_xh`scoGpRR0XDFunlVKTSya;Auo3#v20Y2p7EG~_os z+Etr_TA8|@yn)oJlF2xHYyjy7&{sBVfzmga-pJ_UYjg}YWj>|?ycX%`TpCvCWm|hzo^j!#6;E7>jv!vW@D5TxWYQt9l^`r*imGQ-F#wY z;3~}@BAc>G^7p851uF&=p?>Q)WV6L>k{B-EP5w3tJxZg7xT*=y?VMrEuvqDyc{DT@GUWarmVYP0}XIu~4w56RZyN37Y8tX*)`bMA1p zS5J25l9I0gO}iB9v|XeLW?ko3Z~8BeifrRur)0OkiaUTP{t-ipt(sq^g|uUYN|ov6 zvIIp+H$m^FS{=m59Y?+deRso3w~SQ(&(2Q{r`n5bC-Bb{Zsv`btdI`WcJ0}2ODZo{*t3af9`K7Oz96STg^7`Q0mYQWbzZ_Vj-5b9 zsFF&#ekK@8vhF7SJ0Ld)Oc*b2h9@~!WFyuMawuKt48+oA0ti)VhtywL<>JXg_2rt< zFqPl?kn*#33{vBc-%3pc`k_PL2Hu|0p9rzJPL#;8w7i$&OjV^|1HAvO+#XVSbcVPEu=$*dA2f?)KmQ7c;CbX0! z)Mn|1#n?ja+v=G3rwi+i-+B<<09*Qq7hAXMndO^ukF0dFXj57A?K;6ojQ)Y0R-@Un zOE5iyL=cd@z@CencC^Wptxs<>Q1=A1lneGq6XA4cfJIl?d6o>f;fN_@>eK0e!=*+2 z-v_RfI2xVzcZ=^k8R-%%5xj{sL1vpKtEmwPnE#-SZ*IUeQpli;A+&8MW7BmhBfJMt!Fd<%ft?R2$>ULLR7`KMP?<(WTt;NfAs*Hb8u*es~L|i zH7f{N^Q``B(7O`(sv>r&XUhv5WwdFr=>FxWShDtf?T@SX1+nj40uGs}(>Ok~x95pY zr(aGZtI(O9`>oJeEYPEk=b?cUnM5JAoRk%F^(>6E_G@?a9}L3T(vj&WHptsF$w7ix zDc}RC>Vot|Dc-8piy$|V?0-~$3;MJE$emu!?0}Ri7{ca_0t;*-2g&sP++p|AG$BPx zg7cDX!jHo+5gLNQ85Ir%eQASp|L1a)?9!FA$j2gc*_;Idq5Mer20r1^j|nAnis4pA z*20j9{}Jnl6?|H&I+jR)O=wVRMj|@SZKQ8Gi0irFEFLWPrA7lF8Ty^`0CU_LGRM+4oWo4q>vZ%yyn$YS1w*DZO0%1DE z>6u!Z5IG#BN2JYKzPFiuolHGb68-gHc_&tJ-p!C`jPH`9`)&HEIwIzN_#zn`}0sBO*Nyk z)UqR-K|B+tKnPSBN=k^qf{Vvh~jBn~rV*{;p(QjrocrcbaAX&tLN zba3|p+h?_90SHA2`-2Jp0-Ri9j?d+F{KsnU6SfuaH~0OPYs9X-okCh;kOMALK5s4^ zPVq5PD*qq8)}K2tFA(6pWJ=FO+b?cwakk++ebaeCSDdD$0kK9No44b2`+Txsq^cl#D4=VY3K4{Np-|MT~O9=$j)#{@sWfx_7yGN&sV?$Pd4 zvzQKcn@G2c5r7B<33jUU_PI8Z_X`R|@et>OpKtV$_)6S#(%7yQ=0k&IWFZ?W z&WT4?DBiAY5oiREJ7asGT{?O~-%L01>H3wBj<< zf%O;koUPRt*+X%QNa$JPibhCw520*tP!~2-t>BS~(=oL)L)~1E5xjw8rQc;n=k&jNo#iTARCg zE)l7NM-5DutjO>+dX5wFJzmZ;tupIs4;?j*-!&EynpO|lHU@}U4O!^@l}YQpMXW{p^@|A;WiD!-LpgQ(R3DoXha=+YVC-aNZ$U`#}7TAT*N464+a&CHWeO1 zwmwouClJ;UP`SABaDroIIL`-pCKILjwr>jq3M;pRHF)kkAts!)VVbkt1ADOHBaLkv!_R#D)Lq|E9P<7nVwYB= z=%m{AMP@;%S~x%Xp}on5me8qufmUuqo}j2k@3t$kmyx;djWXL-(fHGdeNe&vtfNX6 zRv)ge?!%vne_81ab9sy8Bl*Ufq}7xppep0Cp|2xe|Ab?ydBy*ku3+(p=tPQdR?tyq z5%sDad|{v&%!ZL4Yprt4Q2A#dgMZc|5gHqBLvjHVyX=lL@ZUw#ikYEo^@3LrThbTI zfTPeu&P&0i0p!Aph0&^rZWr$dp7Qh1y|h%rP!JxwmNNQKZ`*=JJ88f(5mw%LUx>DP zixQD;w>co9$zLv!k@NCXeX(Nlm{v={kb$EuBv zW5ZwtQww|v@h;-s_EQFNVB}J9Q($mb6=deYOc)S9EuyG=FbvsHh7zm6Q2vKz-fG!Y z_X~Rzko9=;(Js!7#&f!i>>`TxfSDr!BY1ADWFqztnSgHxi*bKI8 zNq{0_w`1)l>5cFvwWsoZKLU7^24zkO z7CoS%Gj^R=2*4|+`T@G2>n2L zenJkCfI}V4Kck9fPsSn95(u5xc$Rs0PuY%WG;u_5EKwwqe$oneH9MIJU2?ws_C@mf z;0_3G4;*$4#)R;X%bSHg4<_Dd28yxEeDQ|pnrR8aQ{*V=oo?rd+oZ0YV z0^aEi*yAsj7On$BK|`sLB(xqG0R@ib4A8!-vTb2{aUtJEi&aJ$TpLOmBSDtN5l}G$ zm4JaQ3-l6lHJ$FXlk5brbIBl(!rI>?-*87`< z{ykL^gHRdwKcHe!kI?4CmfvgRn_&tI+a12h&Ug4(G4EZf+W)f7#5FPRPJ=70`5r0Qwa1 zO8X5*$BK<8ll{Qm>s>BW)Sl?DMTnR!=wr^BP=`2sU2yA0bVEzg!C|Q`C{<(*L4m0k z9zWMyzOO1~+e|#eAcV*=16ohkg1F*A_MO;W=xkJc8pvhi0XWw*)#M=lq6w-35Fwt{}A}kdtzy_ttwCV1waQ!|E)?>;#SEZqsT?s zeJy8k)0U9t3>fY^BU{w4BATt`SFtGd(!}gEWlx`3&3CSy`7Pqn|mQi5YRCPsj|$=6Dv@C zBEtsv(bZw{9xy5CzcP-eR{VL!0+I18sh9ZxI;%Z_KAD+$!@RF`Pkm?~5)TNXavEiQ zOpj|FN{xw?hyl+h7gu+R4Zx_%SOZ5>EN!QS`+4#LX7_zt>vwaw+Y7HJvO2N3#VG6< zz8KVzFJsc%X6JzlrCWa`x}VUEH0qkk8^Fx!%mqwFO;=M_aTKK)ik&XD;K>{`lGbu4B}kX)XN7s# z3Mqw+tSww$LeTNN2wKO@HqB}hyBG9oFLG!5iCtjl%sC~(H6zhXC@ruU^aNpcQva%SV$wMkxTr$ zo7!LZRX10?9WcTPf+w7&C-q!MOXU)CQ$-tw8CXnYDZ~j?$SwRrZhaWIqMv6WE+dK; zAF!%Zg%+Pe6_*=UZbIPffaz1$=@en2+WDZ0Vv#SF`fF_Iy8v@$YVBvT;4VM&Azhnz>O}^!HyV zZ8_Tx5bni2WNfz^#!abJw3ZmSN&k7DUL zO&{;s)sZFcZ%22?MM$GvyI?P-$@t^+{9+4tf8YdZLX%iX;$;geY;q5#N|WT*5bpZV zvgyU%FSS92f_5(OW?SHaz_`RGB(~;LCIkr>jJVg1!8)3o(E;8V4~&o|jETbS`i$C- zU0<>1>Dbz1fMNYREBFEqBgN|XFMLHCa%ah$(K3E{VnO2`XlXIg!N^2SH}5JSyV2KE zJgh%nP6ZK9g2XOEfNd5U$Wh2=7|Iv_N2oig)i^3^RM+uvDsTI`pc9rR?@65)DXS^* z#?zmtC#VZnjf||C;E8^8H-Rx->RhMKXQpGzKoN zo|x!tMw~A%Lct=fkGO-zXi%Ixy{@2K-No`^UZ!dW7th?6iK@JDu~?_21W-mXTfPp| z4I`(!=K5ZWUe_g7k%ju`2bJTEJ&72kD!UP{NrTD@lj&XH91u^X-ze*Q`m+DuS;IR^PI= zxUs=gPn7hsYKT|nCkK}864@c2z%&Dk&a7w|yc(ijnjnqAslhrGPd^Gnz>fuRImF+2 ztV5cf=zP5*$siGvZYL*2fZiy0mw86}4&M*AoXz?dchMNAol9gsqK1bpO%_5Zn@f_G zbvhX$5*^|h=R87kyKl3*%cMOg8(8I!i*#X_x?dL%`;$AunX^UN885(JjHTOS5JhI* zV521If(yf8+9Y><8@k(vlO7EbYPRloN4fqP_l1^yVQw%2(^BT z@N!m|iQg5t*CXCu&VLw9i7O0QCB{mM9w|C@bOLppN~vdpYm0`x@aTm7izHl!DQI!s z09=|wk?FZMqk6ySq_|N>F{n0XR>!G7{|1=FTh`xi%|U%mUYxQBUus%wLyZe63JrA_ z-8lkXC~DKUuF3%7_P0!=wD_tlfykuuO}NA^eRss^nu9v{_g6cE0PR18YFG!7VM!&! znfO+IEEkf@!*UilG7&aCkX`tEKR;pq>h80HE95I5L`=wfHdn{- ziv6ke*Ao{lRt5D**_cE{o#v7kxCGns8a9_LI6pW{eI@d*N)e7m!L{6GsYU)`xM9Vk zvZ8%r_OtKh5=}Y3at?uO!QKE---b|{x2SkZXY8!aN>YMmHtlNZ$)pPL%t2^q!=}vn zQWpr$yuj%Dvvdo!O52>$gWC_7C2rY6i}|nf(*F4fic~UONC0)-5jZp}EDJtZfRSFes<{JjsT9dQ*b`Q0=a?%&zsuO%$Qs zUa!KPZn&1KM4)d?p2kw<*Mnq9XleW5oK(Ibx?beO$f10}&gTXne9EJ-El7P z!KsH8l0ocV!I{=!7M@p;);E^lf^SaiaKW3)eGk6cTvU;ZxO~p|5R9ZnYDqqn7NHB2bsl(y*25A5YCGeX}WCxZK&)| zjXy`7s}t~tN8%4empZXD34*yXEFkS}sHb z&Vi_BWbc}*g+H^ZFGViM!H7AZIU%DJ+8J|{vr&gfdO5fvlS-3&a@xA#oE1bkd=_-l zW;u!yX+^bCU37xZA1xw8v03b1w+f|Gve(I0InR#WH*K@7zZCFY(G|`*MVt=<>M5;z zkv=!Fz2PN3{>lA{B)`%np&uA zznA-Yi9)_0baNcRZ_4Jza9!H+O`L(*)|<>FxmW&165?Adv3h<{c+##lSt0vZ@2kj z-2M-oSa5>9sE#9x13((=-Gc&jR#o=Khva{&%TK55!P{B+u%oJzr__i&O>icqm;q~^ z$(KmJAON=IXjm6@wu>0-Gy&=}Y}iTd1|mz}$2Yita~x1^;+N;~8q>qbW{sJjYz88J=o+%Rlhq;I_cS z9-XU4>)Wz#66hYy8vXu8?8dJ*WsGhtj|FnQ(1P5sBC$rDh=j#xC-R47r@isMpd9^# z`B)4hGiw@Qzu$2Gnm8RQ><_ff4i+MHs4axIlvXM4quJ<&*PN+@rtJT1WaFRW^!Bnx ze*sGx`+P7H04>hiQ<}1k#s{mLzbwYyzY2vQkJDQKfrUr4ZAy^V$(N`Jz*bnbU4sXc$2s_3Lo{3F$mR+6Jj|1 zXGZ||nX54}4znK8=yv0Vk5NpPvg)I2_$#(~D*3U$PXsNVa-N(@~*OnW`wv?m1u4a_2N5m>3^n0d6vAW->iz8^A zUsFNht~1qkIU>r2nn4AUyNY6{(aupOQ2K1p-+Cp>6g(~@9K?dt3e*8Xcx%w$CWZvwM;twq{0)9VqC!6kL-rta^UxkgrBwP?R# zKp?UhLVo8`^`_^p$ZE~c4Y2^ujO{TT6UNo)r{#?s9t zE$4pvlz0iI35siCC|&KE!QgMltI4dWr7jAZ^=aejs^6Jhm-&_3d@v0)<)=|29DffH zmESSLbR1@0yBfozv;Y#A;UCo-nov*?FD*h>5}L*F@cIxf$?RvQH57^AZEKmNh#ReC zMnB$;84;fAB~#RjibiI8B0`!d=z6aE-_L3B7Y*7-#@j5XXTAd_$ws$Snb^>!_dx1M zqm^^;FT=ruv`P%HP=M=C+2tmCzA49f-Nod;s^;!dV4{F`k{?Q1e|H+CF$Es-kr8rT znt{@^&(g>>Q=%lw#X-B);Ci-I%XXF2Uv<SO#y=P@J8LGcmZ&co5hTIkES<3X#G%KWw@#YVh^=11VP}0eDVWQ6Cr=DRxAj>j{p#hg7oh5xQWblC;Fd8 zz55xyaZMr9lRY}W%_|hzFmesZ8p;Bi&w@ zo<^Wdu+57K$sfs?K-xM)oiE1qWrPSQ#A@bQGNMqGqrr=_gQ&@ZgR6}^wyFFo-o7$W4rxA0X)J#hlad?5!q+;#MGPATZVMGdDRO?p;+~<2=vq(r?lZjP0r)ku~UAKPyYoTw_z4($T+u~BW_1nzb+>S`9>%_9Z2X=+2u^C$s zCnGn!k=vVnt=dxPsI+;%wT+V^YxNO+nfEkWOCxyv@mmyI{LZCHTiaDG&F3Z}jf`zn z++6|ICl^cgJKfW`nYH@=&7Lw)hY)?%K$Siid#KF}L(9L4U7g%%=Uaov+IK-N*EN;x zMK?=9x=um8$#m^0;)S@cG;L=Th8Kr(mZEXiLk~>WF*e%d!2MLkHpQS>g>U9wh~Kx7 zSa4o(1q;UNV~rH)mUnpEl4ia%wXPs+iF}=yE!jkz5>3(?Dz zLD4H!B|27O9o>+b#p}OFs{7T_Pam?;pYrqeJ)+GT$5%+Z8un*6ysWo)%K1;jW)*61 zz0_GivKxm&;5P{z^TkMAlH522XWr*F5~bF);#ZH-r>{XHDOCMW)^IICV=GmLew-y4 zMLFer!2ZP=3mhk99WJF}Z?v6Yj2QfZDYtB$Dm2a>pQ~=r5Ck&k0|`D~usKaAOOelC zWg^4jfAfCC0?4W?iY{%CNO`&Ag9`l?;Mk1Gd2jI0l;76kxwEZ=c$eUXpFxhyL&EAY zH5~C9cGQ}|l9Ik{D+>@?U%al~6LI{&jWW(oaDcPv!Jq#^(C6bnnMLF;nZh8K=Gai$ zTwMonldm6k@{v2lMVUEPv{K^9)Bih`qVu@uL z(SWQ)5D~<*fsNNnIHfXc*jXHrZg4)4J3mBj@_f~a?7=S2+x&B*e=);o2pHGMwhw!6 z$yp*Z0{0R>psR;I@==NP>*lUYB|e(yr^V%tnV45#rzNGXdM5+jr_t4 zStDB)6ES|oGL>38_wBWpU*fV!=S-&YY2X78eLY<<_7FYHW-tuUukXDcU^5q7W;=(O zY=Hj-B7$jRaMwlEoXM|s^cH|$*WG04qHAVuPj=!FTX6+J{1FF3wS47^Z;xQu_mMf0 zn5~bx)zK)`oZQ$Q3GUjBYJU6_DK_`sVYC9fjYA0gsa9gUZp6$;=)7UQNxyrwRM@XN z8jKhz9;X@BKn3f@Bd`?y>MDhK90OR&z5h3KfoXcW8EPel2gCK<+x0-72#{9i!7!TM zmi{!fHqDE9kZVa@v&+a%XR&@ia4n;)3AfyCeoit2Rl%gdn{8O=tIGW#N`P`K*qqdA zKD1(#iO_`H`ZE7>l{Dn=K=1WAX!%jpmuN%}FHJ7)p`f#k@f=i#22Ed?d8Zg0K((mX z$!)R(wO7sND!&vX`9?agPkM4@1%N*u_tFwJ%rLp$H;muxdS?P^_{dUhjJWU6K6ZG( zI&>Q%xG;Ny-o{zKaUO3SN`nGf*l}m$I8Y&7@xeG-(z!^pn1zm8pH>t#8_~h(kqTL| z+H3yCuQNXx>zmRV3J9_uDj;y6&3%M6#7?CDPadNMv^OGc%@69q-Fw3rcL5w6?k9~T zgSp#yiBoo~Z>f5V2%(#?>@6m3eQtA8z5O<%)DL?5i;CTsP)mS`uy|@oqjP0+31C5H z{~so1PN(CUgPdsVlSnX5Z;AwTGQ>4*Xv9C?1fG5l`7b_A<#n%6P9PuY{{6aGq?A?e zSBNS{g+=1cojG(;yCFP%FThk)c8)(pJ+)RZV7SW!A)l>9&ngQ<~07Bq)O(76T*77geY z79D>{R3s_Daz+7^k(AvJ8;>tT;e(YbNZKUHiDgND1G*6yJOf|l02eNT)3Hzg_2t1I z50xwp`_M`mt^%K@KaMN`(S#m8uwaUQE>-irA@EEW!0Om95yG1;4HB_LT@5{ayTvGL zZ@I4Tp0x^is7A+dtNv2WP1J58F{_er*Bn!p}G8Zl!qDpqb}`)&o+<` z+rpmgsCyYEN^oq1GK^~h$csnLwJXQOJW0oRY`Prb4K;nDl2fUT^ITorFc~{XL+8?Zd&p0W zvFH_2FLN`B1LFCqyIRMz?n>+XiKbC8K0)rb(L=vYspgmkjOQmxXgJj6aUwGI=1%X3 z+N;%mlMdvqxy>`b+{GDF$5v{?sv7OPGK01K@mziE7Kr?u%k`brts1fd6b=%OsX&cu?IZQgb zCd)H#HNNsA@4F|2mklTwl)5Bf<$)Qljdq=!8BwejY#c`Vid(c}y)54HK@p zABj%3VdETn_1F)wT3Wg5YUHiGYMY`h)9lkK;oOKyYjqt==#g>%tD7Ce*&aA$@@7il zPQGSbLC?9p{iHO8Sn1HaRABc%o&fm?#VUv1QFL4vD*cv}tikc3xol(xTUH%KXUARh z#EobN@O{G(Lwh!U(HlzA`~MYXmpW@Qd?(o~<1wT%r>MT@?ZFOx_EAWCQlm7J3#h92*w6w^ZxQCBv8`*+|? zkT}+1v%>mV@I`T^+!>)z8qXcndJp#;@Vo+L?i7M-I2F_}{#*-)p!{abr#{9%pAg5I z`*#-ykIt`BfK|T94?FveFMa4*_C~vLWkLHU91{Zt7*==tG^;0{r^+;>j9J7U_LL*h zD63f=c+7ec~(K;Mf z?G0D@*C}WqVSVwLB7RtTd_?XVgQHeCA4@TZ5!;Yp7nOGKGqjjmR#W;OhVokzEjj30 zv2kAQ=_tLur69*1eg8SJ!RNLyUE5p~^6}-A3zr#Q+&lf{U-eD!w3-Pb!+2&go`I+C zCHL3ro!BFwxRs*+!zRbIcf3?11Vn7*e&xbgYOkAyxzlMFmiTtc1o>2svGhRdGUwDy ztlkZn(7VWU6E7L*e_iS6d$IPY^Jr6uqaLXs)ynEH<;MD{`~IWR+|!FW*Y@&E4+Z@P zkd_1w-l|}rsle|qg6A@~W1W!SV#G|AhCU@W_FyLQd{q%UWu-#L0Z|LM2sL1lP~La$ zDJCDVV+I-s5;(wI*-WnsR|)@nnA`25&y=!(KEMkPmEEgl)(Vm{`r0z*kdmgtJ@2`{ zwtfx?E$zHZxL=w~eXeO7nYxH;y{;xc$rGXeeOqJP9;J+*(gQ#|xR5;Fn}RGuH}J3k z!G;q=uv3>$s#v(xSG1Gl8!jI6&pzUqoutJzzO|ohBju}iUt&^I+2gn0pT^(iP&jHG z;rfWZx*gdzB7^V`xrowpN_B9o5`CMN_Ro3$+!+tUbL@%ti$dYYWtq8t(+ z-sQ;(pUC8N_OeKu;AK{jH-+gI6*68(tB*l+W)D4TyXJ1fCuPBs!;E}(=eLuma=wk5Q()7Np^L<Bt?o5^aB<3GR;62pg}dtpfx8`X|p%P1@)* zO$ct*8@(1VZ+PDo6zAcl*d}>y_lB5ynvgjZoX-v!2QxG;p$ZFVQp`@tU8<{EMU2oY z9Xp1y!p=PT={B6q^Ve!U^+N=lLV#Y0vWI~TSh6d! zZsl!t=xTUNco6@earuy78K8L6#vmF6Pe!$%3f9y=s^72=AecS1AemnXaV%(#by_GJ z!^+%6@YX?Nlc09gX{phEUGUbn1+PPPo%^gYe545|MSv-Vlw?fV_1Omxs0QV2NtPqx z_yr_z)Nw1o%v1yO>AYF78vpp!`jX|^%I7qacG+8pwwi+(R zpqec+WD>HC&L03bCOn~evl6L!Z$N|5VVj`m*HDg%beWuze#D;%=YiF_=;Mz3PC9vd z9Mg!*)Hn$DJTMTpPIkW&tC1lb3wzz3NXm zZpOA6A}FU~qIwei@T@bZaG$e{OfcdT4l24WK{1}TW)-36XnD1jfSow!||e z?sxoXj*>!w9*^hMoJ-E0Tfcw+o(2FX1U-+l8|eqpbZ;9~I%w^dJyTAJV$^ctREj?$ z<}+QY#of(!g)a6Oc;%R;6e#vmBvowYUOyl1e}jHCCI*(^U~29*vi{-ePX@_$hJ7jV z4Z3Dvb6PMymoSCA!H=5P=iw0NYrVsTMZ`znM?DapCT*W)ZTz8% zw9DdVYSqs>MZSv+Og-ld%YWl>39x!O?wd7j*(`XQf^jet9xHw(B=1A3aty z(8-*1y&QloLEfT$yFq0*`wI=%2?`ymcj)P*wBL<-GFh%kHdba&5-A2yg_Q`=ra<)2 zA4n!33Ct4xGfp5s2EN+b_ZCZr1o?7YHv?r`0K#| z!z}=yuH^kxvk8Dl`F5pBlHsR3#glILcJMS?af#%!^bPE6{!XPM0x=a z$aVT`vpSI+Ydu*A{iYfq^TELj<#%zpngo-<79TFRm~>Zub;I%OmgV=35e#K*|Bc-@ zhGTA|gJ47gG-O9<(rKV9>N1f2GlQ{LgOWH{QYkN#m7#`ibM&LrZC3?Nx-bwnLMHwDf$U_~%-o;|DF={LfV z8R^a)2i9?Y?Q1X|GL-idX65x*O(2eN5c~u3@P0TuQO=6O3@lU{)PkPiNsoM<|8|{x z^3NmX(CnxbEe(=)zrxP|wr2uxWrE~HY44qH`Jc>{EdQIil8uFl>3*}h4qP5IRiL^+&KTirg1h6;*u(-ns!!Qg3BTPl4DTtq-iy0Zg| zlz-QI*K7Z?`dRxm$N6>Le9QNh*Gk9D3=%1D_0=^f;6qRlz##x%R1JuPfB*miFbHye z4MmXwixnqAu~}ev2tb^HD*%5A1^@{J0tzAkat#1ll1&eFyB`7OAlUf_1{g-i=H{Tz z0c8;3BIq?(7zZFpPfxE&4=+zJsf_hrE(s3?T!3o`;N1ZYQ&3Q9TU1pEv#+$u0zff@ zz>pFPEwHt;3JM2WF;vJ90v>~H5HA9#^D7CUK=KdnH=PWAe-8*jj{)T~p1~Vs5w)PO zgdTihaT%O~^8Sh%zy`q$z%`Zs2BIbW9iI&*%IU|ts~q6jKQVgdzbL)`g1>6Y96w?L z00_|fV4+0-?KEHc2LD}AU^DPHm!ER{*RgnhdaH1ej`!cYRR7WUFCjlqT2)Y1 z%*S%CS!6D&3hlx=VWGJtPu zUXWj|KQXkwv7~hI&z^nY$SA<~fgl0^2?-4l0x-YRzrXQNuObBokWc%ezv)N&-#4N` z13m_d!Fos%6{2CvQo@?&RHa`BOuD=Kf>yvg5C~_df}epHnBS3wS*!n)VH){-W7!do z6!U6Uj_!gl9eE>UXksnD#ecBQAtN9^ri9j+L)BHC*16l&SrAjcIKo`&6=bu5$B106 zpXv#0^8E^4t8OdKZ$^|%rt{cWN%FcKB~OmZ{PKvC+h{q*mSyfD4W_$Ni-u$KJ-*tR zQ>FSE2b_b^BH-69YH^;Wfp*mgWMgpd213Q4+9Kg&74DnP<`8qASUXxCB^rXm54e^_ zj5)pmwqDZ`-)9N)RN-6M!o$^Z*{{sVKj9@1r{l_-i2aU>yv*b~84@*2j?_uad8r>x zJcGjK=T0ul2yaBk&wNtrowj@yf#Gxj;|t-8c16>9*g8pMMUPcBl|audgvM^L@h6)j z!=b^FL*_;0-$VmG2^w)8N_;$L7|BV;woF|e|JH??P*?Vb-C9}JUmL8%dH|Ms9+!WL zzSqKstm2X6Y8gA#x*~|OmK8#puv7E4L*k_M-B(;ja#laAQ*&NA;_a5jv|vNd@u9WL zsWS`k$vNMP+6`#+o+ zUM%7JNyE()1#=E()O{6+-WDJ3+uelB*huXQ) zR8s(tI>k5U^G-7{Kc=Z8BDqJ&3<<1cLdA3hOZ(=+RM#SN?1!Oe5<)x#DC8i za(YiLu?j+#8J|q9?R|Z#Q$h?EIEBY&;1lbHWNFy*$mbt0NqW^KVl@bE<}I=5)FT%nSIl@4hBaPS2mt3X$&mz3uLL857FLxLpu77ww5yd@-}A$;p3? zQo($l)yW^&6X#!KQeVJt;_C*%46sa1FCus4#Z%)>es$r&A`4@dlUvCaXrI0cAS&e- z5OjN@Y{`nysSKA+CS_qWu0_QFh{np{w8eZh^n=OyUrp_V7`3J%iXQIYYZ>Xj9zS5<~Q-_^%K3ohv$0>_1cKNow;+A>0 z1>pecULI=#_Y-|z(FLvre{S~ZIRxDwEC&wP!C4qe5C&%X4zcSlyDSV-R`))5 zcO8eM)+UIL!N?QC0*;oiDQB!6BvB8*_MvI`2v{;%zBVXjR}>q87W>OHIKBwT9}<~} zbfeR~BFsp%CP401RkPzY;k4P?)bz&Th)tW8H(+T+LR?*zGRV(k2 zK|)qh6+7b_;>j+v^C2<&wDL++Ps7^ZBi zL+>d~X&PoM5|$6O*G2{xSd)-@Djoj(VCZte>o=e5~?F_tS zeo^ZDGO3r*mHOOxB$x3Z?yJxosVCjKCJkb@XE*a>RoDqQ^@kWy;9=`JityJM9obvZ zlZ(Z!toIj>6j!2Ex(D7g_=3PgFv78&*i0lnlL%EN$=ejUifTQk3#NutM*l!in8Kjc$T*Mc()gZ zQdL;{#MDu`>Vl9OLfRq)WiHj3Q~@y7-Q%+oQ~U-3T%%ME3s1&_q6Aq1meKoeV+#IC z6W7v&e==|d3qZ@IqsIv!)2nVDanl+#4>z<|ADr?DKcb}j^IH44i5qEB2>Tsr z);P7Lhlg^Z;oWkoR`U@5$d{;;Zpu@dpnAy_*Q}-WoO`sOALL6CYlxj|xPU@PQsy+8 zT1p+|?SRdI#F7%z?K^pJ;`m^SSt7M@GFS}H>Fj%-=9+c+!Pb3E66H(imwP;!3pG5Y zv|J`!W`U~QH1PEp6Hd5o!c3I}?2F;)i66vW*wa7p1%LCD*iMJ{VdlD z1-t*$Y9(^vwV@Gf64Kg z^ki+Ey-pu2ZTVwTQ2S*9s;`TwxX(pQ={Q~uLGDnzN&=Z1s zSnc90h>x==HUF#~mPubs!sN67%JNY3>%LCksxCltlhn~gm1 zZ=*L_vQ&lsJ8DRL3`iR#JgCBPYW%Cis+?=wfgxC;FHH$*s^m&230evkU)jtg3H*v| z&j;lc>uGz=KK3>TaS zY$Qr?GC<|cSg%pTmHwD);@H1;!s0}bQ%1jEEHr_Xb6vrlEVbb9bT+1hUPsagX4@;~5l-p;^p5eB!e?FYHeyivDoQ9xbgnb@EcajVO%u{pPX0msMZ?9J?&3zrdHdY0QeLl~I5 z`Ehz-6c+g|!I2-NNwFs1aOe{5(&8lPk#G33aqqj~#p05Usdrbv z*+SG80NU?lCjcceoIbo+Vye8ss`E<2pyKCSb=>B}%#&DQ^w%XxqqCvvu==~XTcBy4 zTkCXDk8X$uA_&?Bc@}B4xqTb#@_e#+-7J8$M)wI3K##7|vg^ zGl12~j|xF04pMs%s*$47^yj`K&tv)o;VPykd?KIM-aOW#-H_2(L!B}|ynj&_ zB=fpeX14!A4JjAuU!~>b-r@2^0_<-_OO#6bs)q^(oH_RAB377&f}QV!<%t-H;XAHZ?q48blAplCO7VMYL~C=EA<4%xa5JN-2hCXW9U<1Wc2OU0ij#j zZhVV3>tOXQ8g(}OSdT0SGV98>rU|@%TJf|5vxj}(4WNtz>Gz5Re4q6FEsG|(6Xj^; zuIhr6`_Djg2nJk91A!6JmsYmbkH>#JOBdAix_ zEK}ZX8m0Y6-Omh5?IP1n7_a6TK*q+^4tXAs!8@(pi}T!Or#ydHc4Z8_&?Q(nO?70I z5A$rKJOP_@p+g?|0G4?lju&&NZq-{Jmh#7wC$f(qhw~ly{hGe0%`lcGx?Pb}a}O|$ z^e765HA9AG-YLu|G_#0{wI z&7IJyb>Jn*zI)2NJWzN@S;_^|X}`==u$sBg2S%3j|J{4DzUc0V`E-ol9U^mSo1NyyPM zRvM6xMCsxqLYT>kcZyeIJd$q^ux?2jE?3f?M zm$-2=Qg`gGtqOGPOcow09vVCN?h%Sh9X2#iF!>%)xq~syh2CF0xy8ze{FGGwm=p>g z3T5>dt`cKwx3@&ijbIZ3>9PMZ?O%eKTl|YAGWaL?TZ_b!L-P-4Swk7*%sq^Dy|qW} z3Oz~g^zE_*Na{I%j@~f`qQ?U(NAJdPRJtj5A>6C2%v{QOMjoc zc4rsiDZa+Xg4jF0%H8zQlg{RO%e%)ff}{&Mnoh|_zS-^C2T(7q?BAhu(3gVV;#S)B zltTeshSmn#!W^Ts(Bnd9hYGt}k&@=+_$?&jMyZQ&G;Tx(G*V=!nWRDen+%F1k$c*5vMQ9Y#Vq{PBgV&^srxyZrZ0ZpF^m@HP$(ho9FB$~% z{z_-}Nye^Lr*!nu5->|@KPK^#nXAxn{9{&=76wBLW`d}_P+>*cjNo70&u1lObMmEj zLd3IT`gQPdpWEOM*)64->$$goOZ<5WYK*SYJIpV`P04(^)RcUhUPc|qsZtDgemcf$ z8)f=M5^@%1=s&WJY+X^byYkHMk}nsl+N%*9>+<=l0vMd0A1YVqcva$sT2hZp8wjs) z@dK|8&WG(q6>srcp0othJ}y00uLSZiEf1LMyEb{MG=oX*4vY>Tx1v6XdJ6ce{cC1b zH0m)yobi?JuC-V{#b=)4Y_b=-;EpYPhThFbb#e0|#;d-UbQyXT*k(n78#ogxsgmO+SYVuk=V@f6kOft3!>9yhV}h+04ew- zyXM*sBMUEDx%nFdK-xlb@@o_YfG~rlsD)mVUxG7$-?_lf^IryX>mDJcO13Di3_M-! zPi3&5Uf}n{XVq`fsmyyl`{!F071J_?&_NW4S{1d`o_3`-Sfea|1|(&LJITkC`&$*! zqEd}8`Et9`CdD)_uYj2UeD9>xzoUs@nBiL_cdkN9{-t2p#s-v+zqn_RZcPN1!!i6t zhH_e0mk>-^e}R1Sm5~*=(kCsR)$({XT|Se9jzyokU31NXb>$dmh(G$D5?Nawfmsql z(YR&~yD4$S2!fHS-Ta2FeiIDkWjUb_>~>O!R@Ra>=+m0bqufa=UcJaon?xF_IL-Il z`Ns^{IVAl*ZL4v;8+h$GaV&ir*1pT-j-2NyOrToXyEk24+9(c!t_0>SGir>Aj_rfG zDvM_nozT?JFAM9g+MLOEJFjcn6)BAdcEyo8d%5D77Id>xav8B$LPP0c!2E}-rgx4V zOrY>jNeP@_twW=upXB&2`<9WO z(%J`AUOuh^nueEL_SL;0Y>?C{n$_}iJwvjN0X3Pla&oBLt%H>k7nOGEFoI+VYw$Y$p zq872Au(t~OJTh%FhW*lKDiLdN-h%_03|h(!;uGK_;dv;uag+cup2e^9nK47W)O6Yt z;l{TQv@=X?PPX$GF@x3k9Qn;aV1=!Qw>K03mFu9Wf%c_l?^SFCYwQiJxpF6TRCEHw zl-OkPbUMlqINyXQm=v?QM}QeTS6Dck};qFlj?JX z$kZ}=WR55nbVgL8%l*w=cmCcASz*;xY_g1urUSA=GAO$*EyPFh)|{4Z&ARgh{H8(x zN)N@J#L>Mtmx`k$Vhn?3n!?=JYL8NXG1@sdw*k+a++=46SUx8st&6r6)671}vzpWj z=J5rNr-VOd+3R_)cL7n;L4HwO9tSg|v z0YoZXaY3KrlafI*=c)Rp4$uyhm;NyR7kd@HHncDw){#~q`hWsARbUNPITpklenqMBea}`Pw zI~%_+8w=nqWtemA%&zy|)(oCcj&Z4WBqT;V)chb~a0YZ5`*ie>$hkd9Sv2qHDSzF* z2)SL%wFtoh&aJ+}W> zzW1M*j+yO$3;6ys(=q(tgzx{uOxFSIK)16>n{&P1mbc#apNsCl=XRZo`+o*Er@gzJ zyBzJe`u?seYoi)1<2crCbM<7TsEw`83JS0yAR^BTMTG z5QXOUM)zixHh}w%&Q8b<&hACd&c}tHW{Hhulzk&ZD2C=1Mo@?;Y741crU6#sM*~dCqD4~0HXX^N)C(A!39_a`FDo^--`>`gMmxq@zylgjiGq^{ndO2%`tHU(0>G7&vY ztG>jrC!OYpME>rfzVtx3_i)kd$>t;6-<-rB`ywY8c2QnEjF`e0gxoQ|T0=S(x9|S@ zR*eR=bwhSpE3ndP8*$EMk8`C@KeZBoR!F2@@1FXV;!Jxa4r3U>PHub+BDNr_q2t{S zQ@V~PG`0T20)H*9L^PunhOUWy*Lz#{4?P9D8`?`WKGQ-`1L49Av*K$|YH_-wZCTip z-q~*L>;cY1^`LBuBSJE6uc&dnL4^2V{Zh!?I>CFGyBs~bp9j1-oS!Nv}+PvwbHsKtDgdQ#2QY%~-fIXuJC48FE(WW{GBO0qF>qc6D zfhglE>pAk|FTBS&UW)x!R{T^g$u8lM4NJEvppzW(Pv0gw8f#)_fUz3aE&qGO|J&vy z$lwWeBhUQ1SQK9}CvhT^-*hJEIwM2)`UQ~ZzO;|rL7fY>QUhsdgB1%u`x)@p-_f0i!qi-A6T;dJ}2EJo2N96orSwCnGubu3k3Tw_?x^GG%0Hy4(GKEc-tW;7y5N$o#)NT2wkedXkxk=G9+8h;@$ztW z34m9!is+skGx3Y3Xq0XF==tkY*WZy`>}8fqm37JZDb^QS8|E-N&vZduwFT6x5HZCkkXsnj4zgDAkFkgQtlO5V=y>c;g11UGwXQDyz zAw*KruW7F#cSvD7r59TG@aCRwMnn1Y)s1zkr`q;$nnO6oQMwMOET<+3c1&?pG_GLn zD(Nxs1jy_0k#6EkJr(iR1>7;PW3W!3XeO+jlgh_h%`Rs$yR~6Ik>|SSoepfQfI7&@ckzol?>Hcn$b z)JZR;!Tz582F6LWy`%ZfT{C2Kd@y94np3lo26mr1PP5N*1-|F}hrF+xqdC3E zL;t0z%y%=dCadWL~bH6!Wz$euC{U+ooog$+n=lJi?QNwB0K z*=5Gyvx!R3U9Rru;axu*Lp8-a;CF`unBJQoAMHpcxaycWA|U={WCV(n&|N7vsQk+soXcr>4j%JVu( ziqF+GZ}YMvKbe$FO^pON|DcyaV_#sF>6^PKq;`aE8fM7jbQOm8I5M0C1$vXtvYyaJ zoI`9^slRO(h@wEZ%BzenAgN05@c~=O1@P9NHp>eL_$Kt!HmTcW)q|tiV|Z?U;opbw z6{?tta@wEM;bdvGt>~XCqFt`D+!u$dMMa>wZ(hRW72rTA-F=Gz6&rHcE3N_z9dZ|_ z7hHamm!wH%icF)e#e@)`lt$xxDr!ID91`Y6Z^CC_m?3|2*+F`DBoiAVLc}&({5<6+ z)FQvl;Ckjgv%aK1jm2Oy_+X9{Fe{yCq?Ky5UNT!W0_C^tV3P+AoW@nN8fH57oqLi) z1b-J~h4m0*NAlXA3WO5c*oUjk3q}ONveCW(qPC4mXXqGL6*^h&eBImP|aq!BJ+uh8h*S}WzHlsvMm~MuPMaZuR+Y=kUCzIf7 zFCB+TLWNigb|HleKA2 zL4sG5ab7ANF$H`;TC0dP*`qBnrLZwSgVsjUenf=xuzCPK31z+(pY*N{Xo7zhLM+%n zKX4Ysl98ZKcqLZnq5ksyRL>pG=#-|Z&S>a; zf$^;nW$ol-)+BM@V0P=SR5D0*DP%C`7}p zKdO^|pUAkbl+&=HwoL8b6TUzy5A57zGEjfK7P?LPhkFXCJ9JP5j%JJTVW-GO z#0Q&6z}E+ToYK$U=MeAo*SC_`Sm?LhN!~O`)T75j9D3w%We@+{aA#nmXD)TJUgfK) zH?421I?Og@-NiUtMSNC&jv00L$T+;6se-icbh+b%Q4G?ZDqdm&F_(S5_Xpxd zhu)kheYNle5V~{p93^xu^P+oNQ9yS1rXX2mxegG7ev=Q(t{6yS=%EV@_~77GJ|EtT zAaLBzoy0*qSByY*sWq*m7w0vyh|askgh)?-?y;<9WfVK~y6hK6)7RXL#g4$DmEQKV z)$qm%`kI)?@hIK&8;V_v^d08^C;K4C+w6R49x6RSomgWu5@5i=yd zw7}67q9jLpK5YhTYJdZnSGYCXV#1KFUXF8?>$!L^A%p(hH%;N`y2!dsU8JC7T4R)& z=BH(%JXm4$$-$~BWR~(y2ZtKRdKfr~9-tV1%*BC9o!0|?!b4HHFo#hrb`S51haH23 z|Hx;w;nKH$_wi{I+y%Ht#}EiD^#Duk1#k)kYHB7@v<$rXLM$h%VtU#-Q0T1bpEG6X z6L%*0c8um& z)}q7Tv_8I_-=RLSpnZp69u zw>{U_$I4+hMR#@-9I8n?q|XwyKcYT3PNW*pjy#|`VXM5aDS7g)=KXU<9d-?4iV-Pj zjm1)iiM9Gt+K(6u=R-}I2A-1S(NpL@1sGBP&+n(&Ie0$m(d>vS=9#a8tn~l zZikP`gCCJr-GgvFa6zzE{qboY8ocSt`ZgNXrQ@V?9;W-Y`f7S~Ru-&nuR@L}nU+%lKqDKVB0`@O~ zS@D39-4`+=6Qdr zwI75uxktQzlfKt$Nfb(6PokxDB`=vYCD*(`2J?dQE~BfV2)y9T@$Z?-&jiN8bT-Y~ z;$X-e)@tjrBAnOKHHHe7(y&1GJ&B?t@Dg)7x)zl7@j}wgdwv#7%fl^M zL&FU$IN^{vO#q_P-!J=?=!E`qInYNQOf6g|MngsuV+qcnjT=6;qfBuA*-Oq++4@KGST!srlP~&&B?F;Pcs$(%q2!F|1u9MM7NW>iUPkaj1tKSfFi4 zO#{i%ku@wZ_{QBD!cBxD+b|WIqTZ7}P!BWV4`wG`%SY{}$jrMrtT_-ikujP;bTW9o z_9zWLjZQtOtqKUaJKdSM(+VdqBSE-!0%_x7EtW?qp0(RiZ7-)nZ(7#T&6=BZTFtOr zFueoZad?0eUXCCuA)PY$z%?OvM*2#Q2*xT5`M#;QbT(r9BD9kV*Nwcu)R0EpFb--j zPBd8O(r_It0Zh6jBWg=HDi*q5mjQOoTngtwymY|^m}$K>@tD5H8v-n5iWJGxqX}}? z4F?q@ng^B)VEaqHxds4FIVKbd)HM|(w>>@axrYDXvroi&qL5eYjosrI(dQ>}Yt{Zvx#Bq1$63Lr+iP?58=TD7