From 3c90fdc77479c3074c433c342ae3d5910bf69ce4 Mon Sep 17 00:00:00 2001 From: Amaury JOLY Date: Thu, 6 Nov 2025 15:05:53 +0100 Subject: [PATCH] checkpoint --- Recherche/ALDLoverAB/main.pdf | Bin 363743 -> 365120 bytes Recherche/ALDLoverAB/main.tex | 330 ++++++++++++++++++++-------------- 2 files changed, 191 insertions(+), 139 deletions(-) diff --git a/Recherche/ALDLoverAB/main.pdf b/Recherche/ALDLoverAB/main.pdf index 1569599ceb652878256194f04b3ea7da05ff19a4..452d17dbdd5e09cce4062555b4f315dd036371ea 100644 GIT binary patch delta 147206 zcmZUZQ*$K@fJ9^4p4hf++qP}p*tTukw(U%8+nD`o_i>;47j)G*UA>oyF;Ie$Knlvi z!j|l$P6_DMkxAYjL+<<1XmEyZ>w%reWqFlqDoH`zRHD*(6`BH;nWHC41Op97TI=WE zSq4QJ04b=bIu@Pj?k@jhFb}tRXf%ic_=?N@@bmxLL99>F=~%%w!f1bkHBzHCZJWrD z$vlkSUOm)%ysopa^4-+^`Fg!mI1PZ7wE#)uh6KFW4r1mE>+pGS}l$_gQ2S zRSNVh6^U$iAK$oC-6DS@e7WFs)<@YbqU9$b?NJ9bh-C;KbOyHa8;+~L3pe-_edOg{j_f1tuB!f~ zhG%W*zvDN(zIPF7OWut$0+h zr?_cuS*>BX@E?DbcW-G??Z8Q~UhB1q09Wz_<77)^QP>rW3V!wqMBgv`4J0ar6hOkp zV}p*8RVUTehG|ky?d%`wyY>n(ttCaB&S*K+8b6Vf$2{ua$DcFf_9wL;%&L9{8tZ#5 zD^XoO+StP=TV|K0{F(DmC1$h7V=+=K$__}fo*c5C}F8rap3X zVk*m!QJnpdO*-AiQu=&&ZKgDG_<*luxB@4&m1z-tNQa{44X-LAJAph}nFXR}M1!c? zzXRqQu;+_}e0f*|wpC!zno=`CTcB(-P1ww&xNwy_(v^x^=~kG~+@1gg{%o$eRs5H! zks-!J7*w%e#DDJ}FcI|CYJNElEYCZ!&2T%W?ykvU6dtu2qEzMs&YK0Th5%GqG%%x) z0!*2zWS>8oCR(?K?N=iBJ|2Fs&|6W*T@>nu;yMc?LOm;2J=Wkj-x=`!*ICvBq`vy- zfK!jrvK?+HZ6!l-I>I_BGf^myXk2Kr94r#Dck#JUagB&C9i#jG$;$?~JY!L7EP6K? zQiWC)SUSV(eGbJ>+H*r(cfe<$!aPLZ?b@@hem(HdhYz`Ip1-Wi^U)N+8O!B9h4n%r2}xvn?NGTMoHDr{%(J^5w1Y8w zM)Ij4Qr1gqcNs+Z*|kpP8ZZa$ZDLs^du;li}bTOCy%hL9L-0__!`OB*g1yhuD_4n000SWS(HIw!uG2h)?}RVE~$|2{qT#p?_HrkwGmZ;C%h_}BKW(dg{%3mR_*!Uo{S_l@o$iJVp->LR! z^Bn3Vd18e?2q564Fml>Fc;ZWjq52aFg0vYTN2h_d`5QWgAjuD=_3qaL0+k*|!(tHw zK7gyfN7MpCiB_WM7bCi|!s)skh@9I~3ALMl2>E{d9pORBb((*O$CSRAmf{Qla;az8 z`=?xuYS;TCqQvsxq!0%acH|U6G-)f>cx}FdmN2`57I0#(&ClMn0iSputLQ4R_bXEk zkC@(>Q?i{H6;5xTaoAz}4p+mXf z5=_#O0;b@NRmdx7jFiG0mO8pRV><3e)+v#Pmk@Gdu`n~E3-J8 zmRJ9c7qL~=$AmAyjC**<*Y-W0Zlg`)6YPp|ou9eW1)W3ynBPhrKUa1!JW2K?EH z7dh1Vv!UPvIu<7CuR5DEA0DzH247B?Xh|t=F&B}Jq^iPW0bQhum5c-9!iw8Pk)=T8 zfO}9Cq8#_V$gCCNM*ir=U5!TW0E_R9ck?xT?sOdUuNeta2u&L#NwaD;b@*)6$AcJu zYDH`4z?SwEDfu6&cz^lJm5#wvU#w(X53)!|;9#Ns8D_;p9bRszGc&W472r|CN)5H| z$idFpqwuXnp-bu`-IoJ|HVCm{RRxsz7np0DRV>f52=4vg3NL$vk>v+y@*xMnbNndBH>&;%7Xs|5|-?X}x(f6P?OqGXN;y@ULm@4Lm+j9=x2?!$gW9J-YS_ zMP3?7lFrAMBQKfc=6!qqqn^r%k{9{koMT0cFPb|EG?@EDw`g2N#J?7*@y0`&c%4bo zr7+@erx5kJ?7+_?C%}IZB+IiR00E&shZ7bLz?hY7BIsNalzDwpY=o?aJ@SmW9>W!J zQ>6(c&$=rmkZl<(7r$62(7WI*iPzb&40U}*iX2a-1QV^+YTWhlDMH41y*aKy8{33A zS(+(80?L+q`Zd`CS+Ed&lAw_mc<+R#Q-tpC>egSaTnjS z8auOC8f?`n;}RG7Ya|xR!EHO($#)mTSR)vfmDyFA?B}%&Xm)UIfa!UP2i}6z+m(0= zJ^1lA%pD@n07;Yw(gb%AXoGW8crQ0CzBp`7(7&!tcS@;C4H_z19O8&nNg5g$4qp`s z<1}50P#2 z2dS;~eJ?rUnh~8_fS3p7NcK>bO7Z2pm`wRhrKwa01T{uDZi%t3R0rQyI`@V*PwsfS zhb=^%qgI3Wm~fYy+#S+$!vL2K91}C;!z_z{*d`*HnR3Jnx9a#FmjS3c=9717Do*l$ zrJ8A;V0{Sf#ThN5SJJ%Fe`CvGH*Q+!avGgtU_%b*q&<4K07tVw4Al?AG5O*YzL<(m zAw>N(Xf-7g< zB38}Sg591|oqd}Ej+`+-@};v51~C4@c}dV^^8ef<0YEn++%AR3fU!V&F_~`#dzqh7 zUbNaCDp8o%@t++})6|0+Eks_1s@1ELh{a?SOd@vyrnLGvxDtr`1&5QR^ecY)>8<%Z zO=GlC@DaIu9k)pE^kl1_O@0G^sZCy+{1k!6@ddLZ{X9R-N61|N;S$;F$ zQ&|wf@oHH;Di4mxxU(d43LPC^Az5CLNgXVVyy$Z;UyMb;JUk4<-!z^mHSHvLzyR$m1{~T+2rnn80i;VfPmAPKVOp}bVL6cD(`cL~>C;wg zASXyikXeem^%5!1Y5yUjtR7r)cFPuNJ4*)Av%%7_K*8T$k#2EqfeL0-ErTAtKbz9l z5_Biw=I{Z2ZVcJt_MrRbb&=w1fRUf*+Uu56HngNog&F*XZ$l7qZI}4Ddaro@-t273 z0eJP5jy$vrOgA-prBfeD*Rx;cAa_^S%L94cwA(?!MJ@5&^viC7*XDSVYyRD`7PtF3 zid~pDTJJI9zuffw9fAFPR|qHUQipyRT~niZz7<^k zC>GrM`X`N)BpJIXx;}s6ZeY7R{rV3+Tby%OF>yC)(ItZp#Y;nMYC!4g-8qA$3qor- zK1KD1&qRRP);Wu;M`Cn(`|cMOmQlwO#?0Q-#nsu&=s*6nH+3+!hT&jJL`DT=WM=(e zqaDSWPTOvCyQ^QQTd@K=l1h;0U};S57?<?CtY<{gx31Nr)+^ss25T`D3C_PKsk|`JD2>?$lNP&rOjRF%Phr5sC4Z+&SzW!!pj2ul{<`2R)oRn@*3>|5SNdsmm$1d$O1u)~~ zy$2b_i_DJ6O0t1%zX<^gGEEU~f13rq!+6e|~X=(avyd+_?H8E@i(pY~n zd4<4k$K~#*Il=kY9Vf7>I?LC2GxhC;_J5cWf=La6Os3h(c@1PvDgLu8_(Sx2t5?D`a0vo+DY7CHy6LO5!Jw&#ax82rlMTKp_?*4CH=Y^N%|rNf3`u z>BmRDP85q#W8pUv&p2_qh~sF;17n4=_RTJXCet~zVlB0gQvRJ}bH(0j)q_VLxFb8y z2^UXdIS?#SJ%NX`!t3{C0uWR=&svlu2x;0y9sPUC{3WYO4}_us>=RDa!KUplCZpzR z7$35fD|jn!Yf@hxNszXXSvw1b0}hHYO7$?O>3fG!a#N^^nAdM#@-k?$Oz<~0psaYr{VG{o!5OyTClTSpTMW zb&*UxA7C_>!nF6w)SCH{4#axJ0L&Q9*92lh6n0lK^?O7LIQW^YZ*X{_s$RbHt#Jrr z5^xFpa zfpWz9Hap*Up9?Qv#faP^xm)O2c*1O{=pn({C$J(w07;jfCd;U;$_HJxgxPd&?KBN+wp3&nJKZG9V9cBSn4g=OP!jj z-|0MGwmfv5RXBejRKct{OM35+$KrGLLr@guP0ipMmwzB6!x@#0h83xqL-uh2R3 zv{~W$Hd&2g>i#xXEPL5eb_}>6B4@N55)2U^%7z*Ppj?N>I!Sec4EEFPIzxy5bSghH zjM}%O_4u^n1(1E67J@a)@!=(DndD)l2oUFO%05M9kk^7}Vy^o{4@>QWL)~ay| zu@!3C%41aW8ZTW+iO&;6inXgPBAut9(K1B)%;%QjH8$j%Cgwh)C@ruLV~103+qDB< zsdYI5a@eRhQnpEXuxY>rX^g_Vzun2zVN42*Sw#x4OWB3}?3jr=!T)g%J?JunKno;$ zkL00R+xbQ?%GbJ8ubmdGmB~rTDb)HHg0`|>wrFQJTi1$B&}zWel0XRczmS)c6_=Xh zJ+_%t;Y(Mn-P*z>T_F7wmE5uG=T9&;dxrwgi zu(|0fqDb#h;t9`MknADr5f%k$I#s-pRJ<|4h|D6Y0t!Rl57u6`Abc0t3#t-C;5X<2 zFLljsk%~s{ASz5?LlYGJU&NiWdZ+uj)k$`Xf&a*#T_V0&bkmQ=iUe-Q2xV4~av>*X zne{yskzt8=5ew!R`!M^<&N)jm#@C4a!e!cs6a5k=pc5zLNzo?5lg8%a-UJv8j69il z%5LVmkO$n0PIK-pUF!Z7URW+awd`Ba3dZ==ls)0Qmleh| z>?KD;mIy?~xvhU#38H2gz@6HuD>)QaaU7!{8MdcEKx!MXYAYq-g6)=WjJpdC%>|>| zc*X;o9(;?~ZTfquNG4Tv%Il^{6|P=V#6I20H}2fi%XR97{PF|*Yoek5*P_0+a;K<*zBv#`SH8E^ttq1!wt>{+S7R){ivb1W7r2W#@UzgEzX61E`8%d}OgvELgND^V5UW((qC4|=$g}*LAf|tt%j_n9iw8wvfkD940N6`@Q z5?Q?r5Qz-nrLuagTV?BY(`}FXAQ7 z1;1%;6rn~Iy~LIQ+&72HTMWqGs8EP{%{Tu9JHEMxbn4ljuRTjggbRC2;;fSO`rh<^ z*-DR|$Dp6W&w|eY2=jXkB&+Tz+s{Qe?0h9aE9QSZ)H-v!lQ0H-Hx~I#1pW?Er@yhU z?w(-xvcJ1d9qxH!=Qrt|ypa{WH27T(GaPe>=2O0k?a5qPoBs~MOUGnZAU2LN9ftSR z;A7IRxt)^2A@WD5ys!~tp)!-qLn>^5^SPyk%nN5x<8buRp#_y%J%F#4*1@!N?3TWY zGo%+Ylza04m$DvmA@G^8FOGK~eNu=-&>x8b&$d8beYK^TF*8UN+&;?Jx_j>>o6p!& zoajA4rW<=)ACJ&ejT4H?G`Cq>npS{0Uq4J0NWxociTz7Gk+(&s`wOD0^y6?2*>VB} z@rlyJYx!3QpAg)cs@R^GQSp(PS=|96lGtgt{ILT-n+ao;-Gi2yPxOLb&KrYdIedb3 zdVaYANIuhZI~F@5v3Q@+t4QaL*@uLfoCx~yFSep&zSw4K{}Nr-@%C$P-tp4A4q%YV z2vG3H0{}V&LkfyPV(sjZLX$&dhjK~MrA?kzC1lP< z6&CySH}}k16?5;M;%G+16zKDw2ABymGH)R9pi#I)B{Kev<(SK@NXdB8BD*W`v-*)7&A1B8j4KoB%fe9rA05?OcN3*&+Sm#T+{-)G355Ng|KC;CmU%60(0mC`Br&oI9d)vudvSWL<;A zL56ALIFsFz!<6LzQ@LSFlFfosj_Ki5(#9&a_l>5-!An!1XeYn54QSfH*sOXtP-(aq z>g(InrU2wx>3q2uxqdSEQtrwD&&Q-HEQrVY6?d ztY3nlu2z6I3=`hG1qdTglcTVRhVBhNY;Il%?1H5yncFe*OTp=&ob_*f?B<7!4`D>i zck+)LkB~Z+3Z*opnN?bB_7BHY_q1iJ7G?Hzay1herlF-FwifRdFGm;uBS;({!3-MQ zHEq)Tqvt;`iNgO6`BYh)te@SX7L}e&S7Wlf7{L8_hl#=|0T65fvw))MZ#i1EQ^VZm z(YeSf9cS{0aaqXSP8*ITZ`-DKK36(66w(uf6H9?DhdYj7HjL29j(6A`2;rMxB~HKq zMPx1xCKw^&5+l8h!ZgIDMHNC<-nxRm69##?e?K&n_FiFwiv@kk4tH*(t6I`Yusx>+ zS318+6;wZD1Vr`(3v!Aprs2E#{0X!xsL3Va5#8SQH=q<{mk%fZ)P+ZjFuM9u&2Xl@ zF!wYDu5gJ5mJU46o|c>8Gm2ZixIz2VqD^uL#y$!C4^xek$h4S7}uy z96q~8_tXs!{V?()d=^2EyNJyCTu(M5K|Q0v$!I7y8h|(h%nuCwxbz3IOR)i$1&kFT zr#2)L#`3387+4}|_#(t5l2p(mLSFvR)!CQ1-~A$w4s+8SckY8Tr?wbWlJ_TQ1q|nI zvs_&o=m9=|Ox_iR=f84-O#CamHm#86BrzPF^?%fxym&vx$p|e={aJ>;a!u17A6;Xq zI5)*X2k;3o!46p%eIJ#`2o1-yfw}p6f0O5p#z%7HsM!b~W=t-(v&S1F3nv8tcw zc!)Wh1+#`Oik`NvI1RGzpWFT{yrShn0mVpEJryq}49+xYJ11Z-FY+EE&nAFmw#<_V z2A16+>saSH!*Yg=sm4U53K)$+4>C<*Z?U-6G#!L!(OyG8CDZhdis-esuG17fDiv)^ z0O%yDt>j~ba2C9zl^&?X(3QqwBKck(ux<c4pxyj4R2+IyRo-j1ff*E<&U?uNCdkTJbk$wmmM z7D`6s+0QnO$0!$+P362bHixeVL8=<00LgrWn>H|pJIBvGZ(;-K3BW~J7>Z}3JDYEn zdci3$xcDu7a7k5fY$J%bic)#29j((HLm3^fwm#+D9_@wV6|j#@TPpvA2j(VAKGQ)} z6gGC320tdh$w2tl94Pas{+jqU+brS_a0HS(MXxR1F#RG#bIO8O^A+rY{di~$0?=%R z$8{h%-1<77qE_>F{(7ME{@C)o0L9J;@;sLPlrb>vL-Cr*Cq`L`JYHiF7Wnpm}sfToU`pYe&ztSSMX5{sOkG$X|G64#{k6M zYB3iMEYv2r&+t?V!UrR=v!qP)00?8>0^hNgx3>sMhd&_7nU7L1+P)s(cKv9d9wqox zqN1K|XE1Gkh&Gw8J!WW!%Dn?R43|x>dU#hJA*4V#+jo!7x?qfh$ZN}@0h@c@gBNbO z7Wu^e{sZF8Ovn7KT>nOiTO4}5p4+xMxXx0ded8#EctrM~vv z%P)mr0`Nu9=4;E5SW-9P5K^Vrz4cntV z2@OkfsDVMI8G!Sw>0clRN};gOSjiV)EVH@N$jA%gT^er<*f%6qu3*=Tm)N>yEaYcgWIyJZf+jncjGeKY>x7J-e`eTNli!^}#J zRlOfL0x%%y#>w30`_k-nWH3J*oYKw?X0B#E^KuW>mCVv+>9)Q_EYK>(XYcY4VFL^G zA)TgLqqtXbo6T; z+$X0KoB2dJg8~1)i_N30c~9A2>JlvXy@Z0hKPZF_nMGZDw^Jf*1GchA;Nr*%hf~`& zN`Ozx>|1UpUlZ}HxZZ@?j1{BEDQJC^Kmfi}EUCl>0!U_}t4WA6Tof{-)gJ@iq?4N; z$kg@CMn8xcYG&E82&We++N!9Az;K@k*1w^(`5W0FRzGA}#tv7QDe+y_z3e`Q4~swBz0}HAtmsi!h!O4t$qS*O_DIG7}#9tLwy_G ztn)fMx;UbcSB#wwW(??#>JkqHr1v$(i(^wZP)zW8a$yNLs=A$O0I~;LoK5b1Xkh%G zX^acER5mWT`N((ca285_2Spd)M1UjA{{Hj;bsCnW&9zpS78A~1NLl&e5A6rm(J=c} zbzN4}0hg=gOhN?6G!SX5j&lE<36dRMkbjk#{4Z;Caq8 z0OV1)gn2Jma6DdSa`Q&OgLizxpBBniy)Fj!v`%o7-7IAsKwncjQV}ZzPu{(bLhNJx zZhc6^vT^bY%`*Xc58Y(51b}8zrO7n@#OXok?Dh6KTr7&@mSjJ z#IF7RX~7Ln>#h=)9TxljU>V%4T2qGiLkcmVyB)!QTMCiW5=#K&sXY4i-1|Z`VwP7G z*LV=(bn(K~oq3ymSkIpvuhyVr)}j4{Y$AhXjI4G0a{)TkRm8K44xmBa0aZ|^mTGr7 z^hXJ5E{iaR2ek;g1P=>ph2Zm(Y5Q(@HOmA!IlyG`Z`kO%n|J5cDorg1Q|o9qH7p9# zS$&uFpyz;6NK8LRn>n)|;bUbd(6BDFq#5XQmllE?=aBUCx++`OC=nIo4AN-V-ppwm zV?%9P)?j^J2X5LvE1>_nh560m71=Z2A+>Ar?s2G1uKK&*eS3zlw>5e)+S{5b2pPx{ zpe)yLUgnOVpw|~8p#j(LTI?PK1?glJX_!`b<-C18Fx|LmDS2PuS1;9(u!kM37z%|8 zhe519Yq9IbvQ{@%S^(Dw_|bO(O8G+yvNq)FzI;WT#3nBB6~73x77=8#ht zMG+H9+slgq%n=ebQF~m&VE=6rP5GVDwYQ9IW_Wt%o{H^RWP;itQLLfOpsH9nG35F* z{j&?Fw?7w_TX-K+d9>K4#%6H7!`(;lI^?a~v4PKn=-4CB-oJ-lJ>X+)f4M{Gx4W&< z-`$pCk16Ki?lk;;jDKKq&BlJgg)e%xyh1=|6-0spkW8T|!^6emLgHc7EP%;2)yS=m z{dLOh?6qNMyRQ93hAf7@_6_#CNm%{uy~!}&q9jFyS_}4~eN2r}Z1C7|;Ie5FC5Er- zU$KsYN+->%vw^>c(({Y1+;YyH z0Z6qFRe3~VRT6N)0sBiUKaj?gxVXFz4@w-d0R*L72wm+wKy89~-6|FpY_9IU`J{rd zjetF|;gN9ExT80k;qO4G+gPIH0!~-!ITQ{oirnX;7-8PTpUOEv z6T_M~a6krDOI|P*_*zl8hfX#xFH^b)+}NwVV$QW`A?G=4;qptDgZJz1I_^ewv(|hDH1F&9^1Hv3DkXJ0h0n7 z0L!IOfS1F0;!8APixrr2Haia)yl=}5|nE9-eXNdiEr&-GB=y12-6R4RsK10PW0C&^!V?N9JDZFo~g!TgLTA)V0 zrt^fHy5zblN-*n`_DyW*+>Vu7I;a9>V@JT1mGfiJnjja#W<_e*MLL;#SVw^iYKN(M+G}kO zApAduVh2Rrw#)0hNlXXWTz{Y-4`nujC_gMrZ+5ld`W}ESh_)l zhQ?ET7B9kWKqOICoAfS4^|n{`+e>@GC0mNeiUgMjrr)^n_l7A-na_ zU`p=4+}?loU#fS0{-!A!P9VSpSH&OCmVHIykhKkXCTc(i^Dn9Tr(td=;PIV3c$mY| zIL#$DIAPd2BNO~yhR{}g;PnDaL>3N7K+lwx!JVrJchSYnBHzq6BZ2BRhbY*C|4KIh z=*`}sI3{W;uU+^aHuC~5=lJ@vWO7@C6WC*CI{2z2HItYva4M8_9!90hDF$SN!{|nhE{KEKc;y2lu4v;ERX^Fykjtq04X&~4r;5; z$QJZ``{Lo9)3QuyZ3P}obDB&G_(?(sVkv+m?xo?tE&H%)U4|u?P{DR^o~ZsEFF6sr zHOPw%f8nT$%PClrO4ThDIXyPW95Z>@?g*GC6BBd2e?5qmc#+##Yd;qU7mZgQl4!{7 z>`|nS@JptMX0c|3s|RJc4mVO}szum%?B+#6c%u5^)^W<#T}HM@-p4J+n(s;flc@x| z!7Sc<@*VtLcTJB2h$U?P4pL9kUeMnTSd-h=Gb}*lY_Vv?VEdS0_AjLKFBDC(Q#fjJ zFB3W_BP-YceM5A0lDFBL{u_iBbU0f{AUp!PDN?66C&zSlceo<2jt4inOA|Q>%w03d zN}YWDe=f#Ci7A6puH7CD5vfoFix6WCKFSD+^RRXZ`%2hS+zC)+d0$t=l#^)_5r7j4S-Ky0Cp{Ow&srISa>&IOlg}< z--BJnKe^GBO!5PmiMCbOpXOZI1_ET;bnmj9PwK9AjJlm?;cwW>{T0V#<;8eUi*10O z&RNfur#j}W29MMY^ky>)v9U?nyWO9!|44f*ruZnNVUboVawSp|9Qa!j({+l^x$0XU zein8v0L;gpgfZ;VCl(x;Ib`QfbJwwEgtM>54+?*s+0sMc;wD1LJPk#;`40h|$bZ7m zeR$4TeKXZLnybc`y8iOs)Mrfc>tbW89~AzjpSBcoZKLPFWe_a9=;H_5 zyo&VHBsX~ss?MY~rH46%@Nd<_Py4cNmy4`L0&H?Hg3M+Ok0H!~qJK+*zo|mWgnpgu zLUXq($Ku0Dzv_HRN9C4G_!G$@NWJTHBbYo+H@{6xEg`?E-re7J{yPvA z%Y$;0&i{fL4{C~sPd4`CF6J~GNlVUINDoIz9;hE?k2!mqzNyGNQy-}Zv$}~F;pvBU z11gY}X-tE*xHR-DR3&%@UyQF9)`V~+*(>0|=CPT2H+OdZ-{Kwk8h3J`7(lNqh%sku z_6;K7vJ>6(eY5@e7XJ3hQ)CRl!0XVHSFlVGHgg#j?7f)%J$+|k2ue);; zO2h9AcSr{+lPtaT)U^$CT>itT*ckIb3s>j0{}GW6ZufyPQ_t#9^9Lu_H|O{hAT89i zuFp0^*6R+yeEVv8P2XOGCzY%75iMPBmcfRhQ|c{SPO5Vri|SZBI#x_MkzGnI1Srcu zH@8WH|BI`GhP;K*)9oO~6Vqvj==rygmr*$u){W zSzIw_0~3)_y89o%KuNh&t&Z0S>iufdzo|Ep0M=&bnxa4`ThpqV>kW}WB`4kE*wGA4 z+Gw*+qsKO7-*5DKH#)NQdYgz50Ao$o`RQ_6Jk8yY@oiS5_rr`2Kx)0n;9|rhw(>$Q zQWgxmyeX~i=h2S9gwi}u|8-t-$U{zLNA1cQk(*7JirB}&2Ri{)LSxCFN!%Iy?>{(* znA04L<`2jD;f7DN>xq@sqBSPB2FB1)II z;xg`swZXe#Tz1h7t53eN1OtL;0HjwdwLf)wm>?7}vV|R(ZAlvGpVt5wiVTQdGeERk^^K>Lg@3vF%vf(gv$Qs`9g{H2Vlt?XL zF_CwgY8cHK-d5`XGz#n`T17F#S7}ghhygXk+j2^~zti-d17|si<-tV)E(r{laM+h95BVu9pUpiYQRz34?6|}j78zRE?S{o2#5a5RO3`( z#CD+$DW=W|253GXJ1B>mP$pwgkib`E+oOdzmA8jZrCwLqk@XI(q7>}ol+4|j+ze3j zwq;vg)x~RK+S9JRT#6N%xATupEICER!N*3tiwqO*%bg8mMifX{D6!nf6_FPW-*sT4|%@^bs)~*gQ4}mX~?Nf_86I92h0PSlr_j&+Q@Ywq~o9qx00%g_$ z0cv-%UOMcZL7R&^bM(A>8ahU?5t`MViHr(P_i7p#tH-<-ZsY#GX~De*?q)%1=wU_A z+l#Rp-P`JG?vby|IS31lg8z2jumcuoqm~DtB3{BzPi6wjRrV-PMArVQF}!rg%98^f zcku6^t?zxuOZWoKBJo$H^XEvt98}yiLAO|7+IF{<{GRJ$_!g+k`$4C*ViphAexoMa z7JTK=?mtRioU$1>B+x!N(Up>1CTd6rX8UJOF0`K72!3p8D@!=-ND$Md^6&UW%{VCl zq33g9y6?Z&R-J-3M73&R#~p2SkojBT5L|*9>F1KR)yV0;(jewWLG!#hQCLvkWAhA% zVnM06@q+YgZk?Kbj^a(>6^Wq$=Y}GV>uKCL&H&@f2CfdhuvFexCmYv*mN9ev`*r)% z(JYEXWzJl8`1_Xk@r&*Opq*& zsC+pbae>|QO3|DHYLTO>CG>Ua?uy@*J9L|aQEfr3+&-A-kQM|0=Navy!sc?7?E*-( zgNxY6*F;B~Mx;64{WiVQuvrmhKq=mg3fy!~S-`)H7I7}Gz*hg zW9BPOi8#GWIL@AKxbhvWL_L^j!aZaw?UE(T<2wVP?Mt0SFw zduG3LE?(jFLj3uRdK6U8M`V!P%H)`WkfQfE6=?xvF=+tp4AutsdTbKh zJP-rCZmIVl7N>_=XdK<{;bXj1>2_u#1&v&_Wo;2~4dhrd?4qitCgecgnR^Imiv^bs zC5_36&j+~fv9bEjg`sb+!HKjBiJ36`$kRS$Ee=%SD_8Po?og1m!ff^PiSC?W_UN zM~4-v&uA+5CzpiCRtZv%m|Z%rPY1I<+bng>r$zK6NbnJHzS0H&;#-2jk8Wp#?{EJ5 zihjFlvu#(SZKDxC|HIZf1qTwfTRXnmJa(%4#ZnnnAwcbSn*M=T_tD>#YC`J->o)Wgf9E` zFk%z;EwDnLU_?MmMDOAl#M*hFehhXj0DUw+$o>Mli{N#)TP~;g=T7-twcunlP$e!A zB0I3_h!%&Tk6QB3zTa28@Yy{x@xG}z5Xp;40b?2W zgbHF*R&cDckHWQ2lJ^h=mN)77yY0_ZQ$(36`T(y7PKZB2GNxk;xB%Ii(iEtrfr;kE zSiU14!B+fcK2gnQZF$#PbWWHlWE9<8r*tBJ4J3%PMT&SO<;992JvGJ20hcJn^B z&Pv0AVko~1KJq}KWzZwJ_aznraAbZj0Fi6POAB}F?lcj;pGV>KO%1&+a@8T8c`0uRJLQG;VLk+D#y0l(5Ld7sw5Btv6f~>#f$NcLTypE}NhW^4&W#!Wq*q z{^js*SoidIXjA*e*^hj^-tJ3`mMPF(Q=UA&C>rk9wl&)Us!8?FS{4kLrDPiAb+=z4 zj5n*O7H?QP5gAdttii&OLa?vwcV8`c)Y><;)m71qn z19y=!Cv}Y?hQL}a0ODwx`hn(GH-*|~Sx$91r|X{H-67UjhxVCSOl@(<04NZnMjh@)m1IjKL%^z_y^gxV=Pi%zLEU5r!gG z>(|*tVq_U!`txT>>){r!yW_!X&V{f#V?^xOv1126-di3Y$f9q0$XY}Tn6zFr(xFxh za*=e%JevJ1Ev*=s>LmoCZ@n}akb`+{b*MkwUqzl*UMLr8qpYeSP+N1@Yt*O57>YxG z^!$wPl~jhN_q$KCJ>Ppgvs_Lgw8153ManrKpVt<976l5Qde-Ohr6#pwQn~3fI5d{A zvP(!|xKTrbe+}%R=oF~XS4Vp zxetqp<-b1AZ#+ET=w(c8&7Ca>Sy-6=tN(4{ttQ~M-0JH0wM?irGF%OmC($Gvu23Zx zNR&Sdx)xD7s&O-=>L5u9A0@T2b+PmsuD;54HQJc}?W;L$J}%pD#C2I$w{6C)Zc?ZOJS-(;&d{ z88jtOQ8rCBrQN?MJGq13hMq2XXUO*R9FkoWyL)nA*r;hWW&B3R?(v-L>T%I6#WZ6O zztv#SA>~>j6g$ws!4M`;zd`a~Pl;NO=acv1-R6b)yQA)9`6O4=P3SXK#HNd;c-VOC zqH7Dn0Ltq}`>W0NJ5P%>V5_XlSdli05t@uqCj<9xs{SlZMK*!0XDt zCfpVw?XeUxzsGNkJ9e!mkMrSlKhhTt3h9wd&G-ediYW6YirkI-*}l)C4hK-YU4M77 zi41{ib#))OrV$2Xrea5Npqv{1bP$?uggi#9mIjn=3z>hAVq<)uF}sw?x~ z*Qi?wzHWIq0&CGpTE8r{x0h}_c;RdD5h(7>bH>{I-PDnN4Q7%YdcphI^78$QzQy=` zGV7tjq@v6Hby@F9t`8YcP97NbCMKA`ItJaXb~WXNikpcDo2n0_C4~gV$T-MFw}myL zD&q?Ax+o+KD>7rtQTeCV2UvDA;#0^sA=09gDTuB^QQ#SLexbr)9)fYg7db1-N+P%C5a&jSO9RFO{V0_u)E6DQ z!9j2NC)8=Y#Jm<+BU z5`Avg?EQGiz$r#Jkpl=lyFB#e6ohfaInYXGb+wSe2jmJmAe8en`HJ5-Vr~6itZD{k zt7&7Sni6s~_N?r*q)C+5J{7 z5+$Y`piHxtkJW8TtJ$-Q^qfaEXgVW7{{}?s$w}8ZdfB5a^Z}v@_Fyn%hl|p^twA*JcTUBZ>;QH28A3w;BYsQ5CXvZ@r+7DV~z; zfCjcZgMtH+GJv#C^{+j}qDH`N%5E=i8T<3F;>KeJTh~?W5Ml*F-b^GpsNhPS?5Ucb zFH4`o-4&k_5+JQOGiV#7`)Rg= zCP%@G6Rp%0hr8L?5^^LZVLJL9q$U*a3TrBB_H3#KJPu0twHQX(4>@QWbU3fZXp&1|Cqq0=FhFebr+^q#|hg zO^y$IfwKm=UP6@#I_%kgh=%#tv7!ak!r;D&ovc9So$UujbOXODS9j0;lK}yZUNihZ z-B;NZ8Ug4Ql2|7f(uixA@TRpsnX^~4#g23eNf`W)dS`tyeH9xUpv=;KS!ScwTT);v z2klfO{t`LCtofdd4gJ+teHvShiNL#x{a+ zma&d+CcUdcV}BuC*GIR6U1OjRX-h5yZ>S6?VYm`CBw?z1E^*PI626B}R%RpI#BF7i zT!j3D=su0GmG#8-c}csQt0$?1b&audWd+|53?spK=@uywg!}iukYMgU5!oHSpi)+J-h5W%OGolMXkf?9J|Ekhb!hzNA_@L>|a_?lEY!gx*rnbP2EMV$Y`!N z(@GguEQ<-P;#46&#a8cG*6_lWAoGxm05fFS;Q=U-h{HtkeZzaDB)&Dv5j*gNDU!Mz zj`sy*w>6tf~jTZTTA-X;lZI%|V9slE;w2D0Cw~CeS{y3~4iWNWlK7M+sI2P|WR|V&-P$TGP>1X>eHw%ibz9@x%E82Ch zLX?|Dn41B}9{zVHQVt%RmEQA2PE>HxdM5GrY~$>p!3eJY(#e(#I(@$szh34H75U4- zO8IJ6H=M`Du_PZ_+EICY$hf%WOPJR`7D_XOM8!1#BmXTW6SuT6}p5D z`NhQ26X1RSYy<)k0pOqAhIGX>Z}O@*TWiFycP$#1siy3|Q!IIJzjCHluP`lsR%h(} z?M$7EK-o8@GB-jnrFNhEX@-b1QZTu()-yO{0u5>$S>caIz$iN50H06Yo3f zbTW|m)FHZ&7LwJ`kY+ywto!2|_IVXs(l_xqYtS%-YQ>L99VGaP1~G(`!)`uS%eUxK zbC+)2pfsR=L;^wq-LXnLy{Co?(AMxfXOz~;ozT+odw&fXCh&`QV@Pta;t3wZ5y;kl z8-rd??;Dk^r8V5OCV<=DRf^CF?M`rpZzSGgNggoeL|aX!*!NNal^LU|!8l_FP?3L) z;k}8$UyqR%uRI%K{g?h?mJZ|_WGAnv4k4)%0j--GgN-YfM7R6QCN@{iT0PtEYiZKO zZ~Gw5!#Xi97Q#x>^ry;U#5r82LzJRvmonuPEptf{VFc~kbzAqEGI%9aOL1YWLt_+( z$LndSS#IE_h63$?mb_P3HT#>H|M|Q%>XhFHv>NfwHL7H#&~zm{lWTS>K;9nGUr!)H%uS z$^=2kA}eC9t5SEu!3*#;yhI z)o=a0rh~I;fxN#`l~xq|5mkO0yRh?J$5H>d>5(PPr`R>?sM@L=BZ&_P`-T@=duY^+ zaDYeU76fvU5J?ygo*ZDzYnyIHT8kP+Jy0E$_SX~a4XiT7}OjE$hCb!dPveCNkwak!w)Y4m|%cqPEil|}!t>xuSitC^^~ zC)%`mB|J_PX?lM!%-vKI0NK2Bz`ZF>`7tS(=N!@Lyi)_48puK=GKD&>!B>{OCZ#CZ z3(C7@#gJ)S$2FaS9&A?;htF3OVS#U>We03o6!j_rLVfe2YA?Q}1qG|=pu+}DWEqEO zD&)-~C1h|8sR@uRX`kjV3BvC-6ffMt7y%mj9?-*uCPWDdqU%DA+7!*LE%7dm=|n~3 zF)lNwT4zbx!C-9f@SWMHLR>fAE{O9i75jAL|9+b;3;hl{5wwhIW?O}9;fe0GYqtGiE-aS?MQhhyCa6@gZO+EYHl)TrSeC` z&*GKV(?LrXQAtw+5V?Xfm5F6<`CQAn!m~1;ji4!4E*q{Zo7Dj#3<4~=Bihloy^x?z!41&$t3lPo?y}M3pLI=!QWSS z$gS&A6%)|WZ8H>fuepEVUvvA5=vtoy3)r($@F(vlk-=TT!J^?a8@#766tCX8=2Fcg#Bjk&T+Wz!^vi`lpS`3T^Z2M1n9r%Up z;211^^nw+QVBe0M!1HGKKs%vr`;w{E8*1bfrYyZxBaI_H`iwnZ?+5OIW3*_qz|%@e z&_Cl3uKI7ph~C)cdU!fwH+7|xZrxb`wGLNU3-&YxS#r7Q%DVXT$BUB~MdW_JLVqvz z7~4w}CX7WZQj!gO7L37;eTDa&32)r*0^L8n`~%4TKuYsvAknhzTmdv`J_wgom`v5c4Dgw>I}&`#C%~ND+K2_Xo#waYx=vJECA?}58J1+=iCwgRSJ7$sotwaso5}teaiNqbu+>8>(i);aF%Q6O{hIf^9qXy2r#VB&!l`#2Mt6Rpf?$bsrjqM)rtT_810_%1yA8MA4wT*y;1~7f z$zQur>mN^(>&wsM@BJ;z-0H4E02~ z$W;3sgi40~gt((zMS|EZy)>Lmn$9*sA?-Re&;lD4c+aO;xPOJL79@nnCxpVG@hRUttVa`{7S8 z3I?KYMv%JU_+g`VK`&hAO_j6JrX)hy2UI(;r_wWaZ?A#cVC|+)FL)*LPJYOC=ny66 zxBb{8zBE2m8S@5$N5&H({BiGiqAUaPhx0lyHCgGWaNg#0l+!CmYYyuc)aT_&8E9eo z<>sbY~tTe8=w2+HcY3$j`dQ9HoR8cRK0G=- zBaaI5fgd1S8C_*9&&J-ecxJw9?X!gdyA_D2znmewACdaZ9*s0Wr9KqIY=BBWn7Y)Yu4kvp*pH0ykDOI z-8Q_0d5yXAW2kuJ)64x(fqXWjlz9}YIDST#J1eudSt*H1e@(@z=tJjk8a12u9(9w? zyP=$pqa2<@E*s$6c4Y{+01};b|1Y6)3=3ZE4<>yW!wS>q*3Q*m=M^_ys~a^naqkq< zw9;kuDf!GI)Tzq9gd%qx?8m~JiS0y>;9&oHywW*;n11knckEiLVmr4NIv7U`-r6<@L(g9A_B`M_5KpV9Qv1=e4nNmQw*dwA(h_*i*xy|efnm1BNN?>^r+}ed>mG|FtK|R=S99k;ru%(a0amQC zSri-hR0<0a%HlYQNX7_388hb2Eyb@a+0Pq&{B)d>bwSuTMockl!!_pF?{(iIxsAul zk%_R}@v>7<{$(D5LSeI2`ul7It3Qh4Bs{rUXE`xhq_5L6I*85z=Q00q@j8e9>nwv_ zT3ZqIoGHYYkI{sVj5D59M=Sq1ymD6xx!@Vu+R-2AyqRm(YEfd>uPsO9?|zql?$oS0 zH*I)bMr9?XmZu813-WTCJaTF1MBrzeRNZu66slOPsPmAlfN|k?yd zTw$@h**>B`|1?mfv|!9#a)BW>OUt&5%qJI`SA-1J(u%RAL>TKIMQSYAset0uC(o{P z79ao=JcluK!>mppx^B+7pXPna2a?aZytjz8uUl^0&dKifqRk!MeVeYTohN=A9B${( z(WS2II@FRhyfyc7PjT)_O$re7l5u1_@nT1J%7+0^9YVMUEHbmeGXCn8$RhfDjhd`a zTZadx#_IrHY8jMx0pir6Iz7S1yMK|0_{-;~-COQ$!t`hDY_IgN1l;-U(;$M}Rt z(VDU~+va=Kj)nNeMz{-8U=|fbE|o8fOWp^Y_-;swx4U=mVUk_$%-hu~VY&Z z!isdG_V+zkdHs<^KM{Kq4B6^0b?jsdm1I6lxiE5|lL625=6Gll-w01r7t&M#Q(ZoP9I;}ckG_y?0xlVp zGGNX~3X!idXgJ)APFu$MEt1N7R5^BE8S43jW!a&q_ir#<_VbL?&op8jnN0vph5#*I zho%UcttwG5FC3}1 zdaQrT=tP|zpi{;lgmg=uq*U^- zVX5!wA1*IZ`$4U!xefHI?r6Ry&ALkMu3a~ERJb6Mr@TCzI>Rpw)pHjN;CM0urEb{N zgpq6iT&XnHgc<1u<4)@MlV#U8Ak%@F&vUk9kX&;f#)HU9Qzf!_@?Zdo-%7$AR{uVV ztQY>U%`iyCkeMI3FFYEw%9fvQV97Nd6D=M{mYzQNBOI3flG?#T3CPzyac9=e(B3YXdb0^)K7h;t z1zGtk9O1b$7d<9ik)RNO;18i9sO@W>JFK-`vwC{6w@Vz*`X*XxumwV0ybVWN)fyaK zwM9akrO1PmGNt9Cpuu&1x(p$04(@eb>n!%6{_k<03nPVYbcKa>^Ev{7HcGmQDRB^_ z$S2d(CzEV~g>DkBj&hAEJa+iSR!zow=B2AlmSi5C$0Li~iX7-*LN;e|omqrn`AOKX z^dS~F)9A22!*WtcWx<8d3_V{~#23x0V`a1$zOfsDX7x|9L1bh`o3W(#a(Uj1w|tg~ zvuy0QW?9jTo+}lTJul2pG$DxH!&E{h@vL~vQ=Cm`DKM@pzK8ZE8SLN z3KH~ss3tyaSYK|3J6-J zw7gEbQf~HgLnRA5W4Sy9qF9m|63@lxEd}md;kv{3y*^mk3GhPH;zv;V=^&||US7q9 zyFx5ovKiuxgYZ=n)zf<>f|q96;W9jAV4!nO2!H5BnFz0`a*^N$T;=8NW&VPR5sHd6 zBF1&R;{n9#iB6u$94iIj9OCm>`e(-wXu}`JQhXOLZPbGaHSE8E!HTg$wZX~U*{*YA zQEsw7aJol3FXkY3C;Wj+T7Wg{MPc3%#O#ai09k#O{yb{k!k`vN#-^8(62}W5Y?dyv zn316?$=aU)4-Bw~e}sN;F;s~1gm|H}D8^4VNdvYRI30Rg3N4>7Zf@boc~=Byv$R4x z1eg0JUlG;<;<0m`Vc`%n-{bO35OB5zmLhVE1aJVB>g+ac6xFeakKY7_)(D@EN zVNgYyWgE%LeaYuzNGZE}e7fO}ea z#RCxY_Ep2df}%t*LVAxdtU()VCz#g*j?^90BOkvBt3MT(1T-MsRZHu-PQdC?zzN}LbE5OPtWoRz5_qg} z079aYmMMNVCcNt{f)jGYu{01>9Jhut?t~#j^^KXh;53fbjN$IPrVaSG-Zp(k1puOb zZ>0s<+7vSsC70T@z?9E^bLiO6ZDnYKzX?RYhU6I=F&GKupb=$N_k&+8Ti>&_{H((W z!Be=7K|7b>OMhxm3Lx$*ahh8m=U}K6u|emFT@_h4y+PSAg@((I>C~C^|pJhHL3Pq3latkzm>i|uHjHcXc z39i!!i{OM0?)NqSQMe$2r)ZVmWejCaed&-){to_pP1O<1sOQM!svo6}2=tZ*eC0Hy z>8LRX4z_03cHv!*7=Ev(w!MmvVL&wfh!OjzYr7(sPoP{f%8N+tH@tOay*Q{V3%VR!OiBxMt#3^?RhRbvGkC&jomcWo)r{kEivE0} z@__a9k~B3$O4ZQii=2P*0^EZYMGiTEWQFq%S`593Q+eyn@Gk7r@26inPxZ0}Cv?kP z!|NzZz?J)F`CDi6#1=Tn`a7gBb5@t>44oh^Rd#{Bh(|rOqIr~QcA`hzWZYP5*VOd8 z=|K)Qe0)a*-T9pz=VGm zag8BGmc=(62|gtv<~DD&K(4 zD~rJoYB4}fMN0a8ze%-aUw^il|4w4K>d7t16{-kbuqz&W zzsuQpsUfHDXF7-`gB=}TB)=~|qc|X2NNR2VXz8z zBBVV7S^eB#cJn)vF;M?jK;?P&oG&VJ1hg5^`iJ*0!Bubc9V_4>Sh?_&R8dlkbPUI! zw#c60$GSo1#vS`;SvO4bKDPOmAN_+%*-!p?%*x%MX+Wd<_V|Y}C4nuONPC_rJc%4S zfk!#4{0BdSQ^wHW3~i77Ndr+jT0rVPzqTLvWhoDIPWG|S`chjjtKG%1sKuWQ7~%rYc0jE^13`zo^wdB_5Hm^hZR9Srn$e)xGN zSh?z<2H;=s&L~VjgX0pi(2G4wo!gSVyEdpORskRYvW#+mFP!OeLjAOa&CyY-J-Rf}`uez2M3x~6hC0ld7ghN?H`+^+ ztv8syajut>oj4{t?6M6pfp;e6=8AfY8#_%7W&m_?g5g~6*6b?>!TP*=l-=Eo&l(YK zN-gkgMa(|LpjA-!z(0O56woEvJK0ZeO10yvq4NyM6C+8k`9Za{&a50XvA2J9VR~LjvtyLICU5VCG5KS`cw!n+&^P z#_y7P}#x3#xNr@eMKGd_@>v(&I4^fGS8n(h*IvcAJer2pxd4zqM_M*Jko*$UR& zdN;5F$(mcEQj;?a-VX0n(q&s*t{)LC=0xVMB)?BCrR~k98cCQmY|tPU<^ki{IshP3 zK55HP7_#eS)BWg8^|DvrG9kIPHWHa5sE|gn=V0}=XTy^BU1QVD`jh?u9FPgq;hlZa zbK|1PF1s=-jbcpw#AJ=Y7}WaPql%Q##UF%^(T0H}CJFp{w7`+1g7aZ+;;X*6h{DB~4Txbu&6+|R^-)I|Y*xvI`)qZF#Gv*xbGNrI2fIf{7GWbVglnijtL!^xKFdOK>dFkhX-|cmXWpRP;^UAm&at>B_ z*;%9zR?`M3==<5~ZFoltoc9Cy8~;Of4k|e30u<2uq`;bGW9^TPRWW8?w3Tn1zPvH9B;%vKqYL zAHd@fe$6B)ag`y*$s!AX2cu3hE&_uPIvS7EV@H=1Qu07nq4g3n(lAHELvbD~Wd=$K zbbmGt6qEp)iGhG*5G=JeAxt$bPPI`3_Qrid%UH$P!atVa=M5v}c);-9s&U>Ow-;lw z%LO{&lBgQv0EdQH97YN}|dQ-VC7#NgyIA#oJ^9sE>e2Xquh1aOZW zLjHA}rSSvUisVX4MuH_VNRY=!2^$xr)Vz)NkmZx4J%?!OQrO}vGJ?GV8;#muc9Ob2&_ny zU~>RkDlQHle%YSTce|2QW!21beSqLk!ONy|{%Nx3hv&^WYgBlTyG@h_eQLPQk>l@C zQ|eUhHl8t4mF=#IYdO8k%t2eZySkq)w5e~KsP4-B9#uMJ1Iz6#bLTx;_X8NSu{qYK z>k~JYMe0B8DO0B(G(4WxI7luf*EI$_Z3P_h49C08UK;rD!J3v zAC4~y6TUJUfoQI}em5#IeRtQ>X_{$hx7R*+yiQ8)_Vtx_5n1mpByjQ5ss^d>1q0;KD&q zMqvB0#q*PJD4^0tA>)c5jmk&pVZ!b4*OkQ<$vB_??iFemB zKp`e>NQpgRD@@pn-}k3`kT*~U3*<(s6Nlg4GISY6M8wYg2p>*@;DII3zq1yFy@*L@ zDrYL=*mDW9+y;16Q*BO4Y?WjsF1>L-SV<7v`ec?m&5$5tx8%(+w?hi*_8{NAIdWpn z(M&PtrQsAdHJ|)<Wrz90itQJbM7!YxS4KXL6 zmQWV;prbmMr`*m$q?Dnrv%$Q`JI22`O7`fg*v&QxUX#0Ir~undtXfIFY>|n&<_=8q z#t!*`8XEyNNYmDF|G?yR(gE6?!&4AUBA43$p7|xo!)QV=n)cv|V2E0)Rei~56uEKw z1PNY>aw%2dfJNo?j<{CD19gV!k5CCu#MFBIW2K{Eh3=cK$Gb`F!0ms=NQ(VkG4XjnV}<5DLhpMRtuLuw7Dn zOxJLm4H)?R%i=&O3%{2`k%cf#S0*uT5v9?Q(+W;X6Hkp77vsY-g z*gY_X{|27uIly`0izZ~(DtbH8wd<-P4c)6poO;P+#qw8$hLzQ6Ddy?tW#x+alw)Un z10H@-!$HBk)?7WD?m@v^epLdd`e4tJvCo)2#_tAidCO0BI z7LbvW?k*x;x2=R0i{^NMsS?CoPo5TDfa^-_2u)$4829~~Qa*1T)gx9}ydX+)a-$q- zihTNEWJREyM=WABKR!(62uBse*tbkfL8B$ucKejvtVc=|&%$74ExvKjT0&TUl8b;U zJO{C;Q&V_fOfoX}-~qh)V`4t@0|L$PQB_+b+5R87f!Xuo+l8nEZn>5E^h?#4f6rNG z7K`luQgtVEsSBwpqGBtba@+oTcpCE5wZm;EoEpT&5hLU<43RYhqAc<#>}nb|w270m zoPC=+dfNZl^0%j+II|7?z&EMoSiVcvzW?4D-y{G0u$ZL7BJo)DefY(k%n(s7QfuRt$M$u99zFuT zZ208cDsWDfyyFxL!jpNeO43LEOnig8C?S=CQj(B^$LcNwX3G~)DAPg6PM-!tHdFLP z8s%G~nsO36$Ef)Q-`-vvUwFG;n^&&;FZ@9f*rj#M)orf&b2u{L9%39_`ZVVMNk@Hm z90Z#EP00BVc0&C!X1}hAzING|LEt`}$%`tt0t{mdkF>FbJGb{0x?h_Rk>YffZCpEs zLQUThXbrjmZpU$^Ss8MeT2SgDfg+Q*0k_QAZsN9yeh%?gP}p3;bRN%WAlNq^T)hs{ zIH6YnmGqL8t~7#ARy8d_pkBOP*JiP@8NR}1->Tv)P~R&lx#ETQ9pl(*M!{%3q0s4P z*bS$9wC)Vl6$`Q})o%Wlq7*GKVmW7_J;z;}NcdNrw=VFiD5d)n z;a4)qMG_0114s=V9CZ+R=0ivnHSw>9^>)n#Q60S`?;r^km90!4q*$PATajovk{4vP z_I>Y#GKD!rZ?z_HaM8uq&YoXYcH#D<5yxAa%D2K@Byq1XMD4c0qr zDiocNEB&ueeTf~r8sh765>POn#I#&a^I2Ye@(LQNDihMG4&iY*SgTKx^q z_9gP9Yg*V!58NZpC?vSCz(~L(br2-zp=th4csF3`ZBUdk2?r)&QX_5x%YG^`*Vw+A z*3f?b<@?}BX>JRO_tE~rfI+Ou3x^0$_Z#_e?&5s@GqE0~ z7*r=+)HnA{_s*E<0t%s8z1TiQTaMk0qWjHS5FaTB%J;%^B@QyJa@b06)c!tTHem6X z;dHDxs|SXzDQs<^q0#1m0ZrT@ibRGj=EMkvupDK@B|LTCOzLBTI- z1%>%gL3rRIfL9L3%qPuSD4JyYSmc2pJ6V=`); z_XT`OkQ%PHSp4OKgISBf^11|2Vz2$Bl&;4f7&1!&g9gUS0!B0={DI`JM=pe#l-8R3 z37QIOp9qm`Jx5?~-9NQk#|o!+~HeypIaB&3E>%DuN%BQd0aI7C}k%8&shM$#?dY&&Ogs3CzZ zK+R2BWQmEFHk+tn+m1TWJwIZZC2|+W{trG{TX6@~pSJxCt%4I7 z62{*I6`#39(CI|bKVfk|)x{=5qxl3aVjG;E9{RGiEtPRZ4M3o>9=YjkFL2>zBnTdo zW+ylz8Lvl?;z>(vNJoW{hvmZvzN?CWq)2;iV>Dl(pV#3UiErBg^z4L&&Qa+%4QyFK zcOGgR&q0<-SG~~Tc`TN6U<-g41k7wS+pGMv-=lahWl;gFg8K*ZxN$q|jJjRU$8BY@ z0;qo^WYJ#h`XIS_g?Z}r=>d*jJ|`++vi^s>`pq=5!p5lM-O(!WBq70Yi`p`ij6;$a z9zZnD1G@vJa25zq3P?MAGKfiOb6w%9MqB-Wbf(evyNn2rk~L>+Sxz7PomB40-PBp$ zQZeM&4d}E*8f~O@NQ5CD?K-kTjvQI*QZBVC=${ABudTu2_$rSu!rAokJpJ)zPiwsX zqYeeqQfpbE9AQZcULdHtc7q-}2WgOk0vSS)rzn!3Ca3}o&WTkh$#?q=;Xkk_Ns&|` z(wR=E!Z3(NWicIVoQjaThhwAVBBGQn>7TJ4WtT83JRLqMINS|?5PSOS`znQIWV}77 zjwtTx*UkJ1LCy9AdUT)a+fTAyy@X;bB9TMD%EW#@68-o-uas2}&zV`CBPKP^yGL;1eVRU z*lcnC3r~r5*l*fh?@NP}A<22}hja!KR*f$yA9NNC*ibkvHBt-o%ZwJvQtczy2Zn7a zW!A$L^-ADme|sjm+x%82G3wmP|FB!6fMeA4?Aibzj5q?6Sbba}c5wQCY5@(`J<+h4 zyOT3CRN&+;rmwkA7tB9i)`PhMEvucaajM#Yk$S=g%PM7)fu{`Fmcfg;+0cD-3ht0` z05|aEZ}GWdpEp}@Kt-pB_*0u?Ti}9EXO3NsPd3sgjEi!8du^*!5h)C`uJPHesw+@=kDhfA=t!_PAlbosYH4Bib8XR|!+H+*pp2rv<=ARp{{-Z^9_T#zQ zwLr?RA5ZLTGDM;n&8C9=!K!`O9|a09f@m9I)0RYgl^dNT~_9EJ8!Op7;pf7p|h^B;B<8acNwEobdPW>!;k>B3%R zt|r}-PRrJBf;HGnt~;us9BJ|xL5kmPYV7}tSsCrnk<}e}SYgAo5uUw$Mg&kvE>6|3 zcS?!CvL~_rHWLxhNIfpgYH0hH92s3YT|Q+qh_dO2R=O91N%Ks`ya`~1GXBgRR<7@| zqFnD7aZIY(M}?*-Df!xV(Iw6%xn-Q;>J8|P{56n8$^*&_S6)QQ$aKZ>8jZ_f z1N5{D9j{h8F0VAia4c)bH&(qoV$bVD`IjgF$ikHB^~iARE~Y$nsD$ePoxF2!>7SG=vN#LIEcp5a&&v-(tr> zoT(NIqQVWSv@;1;K`BNwgnwE#Rr=&Z|FBsqAY*oq@Dogxq@dUD@qNfC3KLQoOyjcA zr27jVTRJpgPBV>YKB(dFZ?E#Ca3zu^JgA}bPulY={}cB{_I6<|Cv#)Zyx!U zF$j;xx5VkO7h-|!bOH!|V|`Gv=tO_ze;Z!gQN+G*aEE$kIVEKOeMegxYW_hgPsPpz zT^U?^Lumd?snf4XP-%?T-W~>7@hMx<)`GBNhW};jHH6J7y|G2py$CiWZ_^LNzOUC$A-GCDA%&P?V&u4VM4<$OkwJF=Iw&A&-8n!=e?= zFjGsHvne6X7kA_tbAh-~<7!qUG?jr5;lq?Sg$1mB68SJB|3+)3B${|2&sNGwj_~8| z)2p@r`54f{@(QL2v61O$(KJc!I0?lqKVGa4ttCtK`gdj3fdP$)}kc#dGt3~ zTBU}W@fwMbyFLJ{FQ4lQ2;G>Q6*F@iRf#wpNh710$;sHakO-|BsvVnYAeJmu_1(+O z9sL-}&J1WXrkK)|_^{+*O9FlU=I2}O?$_)X{cm!Ck&sRe`M~?(c%oaWOb^GR?Ub5G zHRO)Cio|zZFu^=?+KM<^iU;kh)^I}62}JinEk@EaY5_Ql(9+ME@UeDF&e%sdG|HM% zZ#j;`#(t+}lQG8lT2;M4Q~Z0o*T3(l+b;y@RGqZ2HvdTrPEP1$ z1C4&qxWOZfyV{x^-P6Eson687U*iOQwX6#<=krOS9zPKHZXiNf5k5k)wKx5`}U&sD-S zB&>vz7u|8E_@#bGD`Re~CRP2;L#`j!Pb<=PY3bJEXqI^d`;qx0n=jAPt>-^Bx!HBkv)|$VeT#n!0Oa8!(8Rkji8~6)q)F&h+L@73GwDG z%Hp!alI<513Cf$zb3hS6xU|i9QN_f>t3RNxIpD#2frXVt|0Epk{E=&0-f1eE-A~+( zewp%vDhXH!+k|h+4V$#C*RR@R2nXsmg9qK0i(!RT6WyB#`~|`Z=YyW<8abU{QL*d8 zFH#dc0+0tNh$Mz?gkk8}r&zOE!2=xU>7)QSr zvRI4;0{OAJ=b*g>{+46Pime@?fhmO%ybTqy(gEa`5KYh0DF32~%U|p-@2N8Erq=vA zE`mkFqiD3OoMuSGo{GXyJJ}C60=W066;t=^Logy*%GL|=#Cgzu^06jhEdF9RyltFD z#Q62SL|!1ZLpecd{o106EkyVYSQJU^z_I>wZ^`NZQFH<~)|=E*0&P@p(rw>$az@-S z)dUnEv_=UK#oFHJp!7%`Ad(ykYDl$1nO1M&h)fW`mSYHtNI``dO6QOl!$zi?9!r;l z^7@*vljip!E38~npFW0OSZdzfo-4jfmEh7D-Y@$m*4zJ*KNc`Ge5VXTr`Ss3IAey% z^NuDpZBl>pL;bTkU3BDb2VJ#5hWhM;3=JGWqLAPdQ%Vt z!ggS~vh~*o3e%1f#{WZ)BVzp@%hUgt?&oA<`M1YN1L(xA^CbBFs=X@yHTC#$cisB4$TT5E%!3C4F|f%@`dj3%@scK1#+1PH z*o7ja)U(h1$FSmcaE7vqj`8Wm`z2z{PGFxP&q9-i*e|wvcC;H;-p-n>ZT5Sp!|$t}@|ex_QY^yjjFxo3^K&_O3kNrLBYNUnInH!wHwyiV z+_DD7ve55=v{mr%1M5dWD2M8Ioqbm0pGz5yP1g_osx63+H6EQMNUiR)g7Jq(bttT> zztYQl_Hs**=oJ?>t~Jj0fAro5TYklGCU~Y8Uj+Vy>@_!WklhwLkTxQh&-dXH7jFV~ zp(9b0j8zrtYYq|E(o%NeQh3ezA#%S1nYs6ylYcWpQ7e;0lp|qS{84%%l0Xe&V~#_~ z9*4op7=8$}(s?iZ_9bCGLnX&u%cK&g8jjZv+GFY#I{E;% z&R$t*N;whEqJHVId$j+f@svVNp3{UwHT1WJqo58xc-i)@&}i79`8^UYtB!9L<3QDp zFq<>K0jzL^AZKUhO`SFbPId1iWdE?$k6B<@09Z>zK-q5}B$I5qZY`CQOiE8<$-Eny zX3r>PVQ(Gyg~9or$L2HxgNdffuFoxBM9CHpeRQV%M?vV?9)y8o{NW&ZB^eBgJKpf6$hWphMmC0u;G61=)gU9SSw=Wp9q!#v1cOw6DS zeMiyFz4z-4MJZ_TPVMx6Jf28{ z6SQu{RLwVgBTv>_bJ!63=(0yQ_C=#KZspTtGd9)mpo^4-p*15r*h;o#T%oS4K-V3C zqrz%}oxJT24ZPd+qtx65a)DwuP1D#+Em&atIrud; zB@H!B;?!W3>)?hcED+n*It~%`N?IG)#AuFCT(ET2jn=P>Gc5$6Q_8gvP31V_q1~p6 z5=AbvgTKwQ=|!X}-JgFK6SZG-`Uk&X%`O{R}7 znx3l4!eup3VjYKFlnt6m<~!)NKy{#>xdE%1AF4^dU9KZ->$AQ~#?fqkS9Q}dMyxL- z{wx|otEsWXQ#xIA43XVp{n^{Umv5_NiyAV=?lH{#(4qM?Y@h+0LWzUCmYzQCw_(ma z2iSggcwe?B2CS@x-2{-!23hq}n&*S>z(9{zk(f&*X<{RhWvO)^BN0))s|QvCV)eQIcq0YHq$V3%`j>)?5m4fh$7 zjpE@i(Lz#zIpLb9a(YWLxGBnSW69h4bX)oy7d4VY^RKc5s z#&N7^T?*c6f$FBeT==Fr&_vfp4QIyidr%n+(H~OC5*%Q+I2d&R6*<~@4-bO1`O(ow+IKUXA&`P`O(kU2B8F{~ehDk4|j)R!yi}zOWeZhn$aoj=DyB# zmm&Gz7AXVLk^zF@czpIM2ek<|@G?YSYsPQArHu*kYM>H@YeZt$W*g7%M5({yV58|LLVcF7jT(F8gx8f9!P`@`YO zxl^rN&Q6`21nWc&unp~e`FTa017zIcz{mRT(gUn z!Jz%ViGtMQE!{pm;yk48bzDNXPN?az^FDZjY#LK_&kLft)I+-ztERx-Icvd|1Wjl$ zf}KmJL*{sMKROs(YeIgm5pE$IiNbza_g;%PnzxKY%l%NgGl@YnDUH4P- z*SHA0UU!b%6*HI&Zn7-jXrx(=HXUG)Z*^{56VdjDb;PG9%7+xg@G)kCa_*r>JL-5(i7U;giL@;xt@U6JmJW1o0zSVib#cZ_&bM`)0Dy@n&iu+ zIzCqw>$Bll#?P|>q5e-I(K^DlPQjYNC2HNcLB+n(Vaz+mrO`bz^}yEfX-j!DSk2F( z)eKwNeYmP(kZN+%L_LPShvgGtwwmT&OqRGlDWTrZuFz-`G4W8fYs;8 z>4qPIoCRyI!5dc8Z3gfH9bd@a9uF<}HGPRnze^zpqW(1q0Moh_;IBf_<3QEE#TJ8h zFl0a6J;rAVS0nYu*a1W-@UA%}#t+;JXSg3PhIGrF>@%A6Ht%^BSLhvld?RFuUD2zv z#m=P)yc`N70*9jd{n>C#aV3T!S+s0_Vzw%u3xuPuOehQo%?M^8r{iL2MZCT;BkyWA z1dho>lRJCHI%^@#sLM?gQIH@(nGA~0@0dk|1qM*Ur%>A`*#csOLeu&CCBJ^%D$$^V zVlG3VL0v~R#Nw`IL%!qzkKxcbE(4(MR)GQx1oUrx4@MLOj^BfgozvaWR*KwMe35to zoXX;!scr<%vNQUnd`Q1*hrH>B7^0M64>Wj2;3{O@x2&2mMcMVublz+LKj2?z)I|J; z+MftA<)CgkJU~IRt*xp#&nmK>-xC)mFHn7zt4y%H+HV+lO3CvgIkWQyYO-Y?ku}1F z$R@7bjkC`2o5@uAZ4B8`+L1U>``7$E(g~{iZ}#ujW!%`%ycys>xdY2_gKcmmO9C-f z79rIydpC7aTV)cf87j0khs)n(uHG%;Ua8yi$Zead1_3~PmOdv$Y_V30$I@};&NsB! zn6zvD(lLhjZ9-?OQ)vu^Q!ikv)vIhwdlnvH;xTva@ON*AgXRYnIAgz~rwME*EBGH7 z?U==ki~;dK8l{EXfzoLba0oYr{YL#i6f7AZ4!HuznF6%IbLyj<0)^hbItCj4a82#R zlI7|Lr2+Y;RN{HFVH}83%x&k==lVYhl!X3fnM;135E4eyyv}ibHYxJtqmWjwcI7x? zBLvl3a4+b8^(1d|Wu%N2%C(t2_7B5hAh;WY%8fn!^(Yro!P(=?e8!uK-d9z-Ag zViQ_=6V)@s%;4R_XKEe1|2lSyFJSjbHF8+Y>iq|1rQ5bv8f!tvv|I6)70ywUH8STV z&jDbd@v-$IHCtZ|8f--_+6-{VM=|hX zrH*NmrigI#S1?nl0N@iCXuxJHZY zf!Wdtv7EN)$y=1L2Wd@Wca153Ruvxs4-T+(C$f?;mXwdBS+Jk~9ZrVA%2$~Fhm<68 z(j;?WGacPMk=ZdjBtg4a_pixZ4dB){fS4tfod5!`yTZE#@WD5u!3fC zo4}f#cv1vajE}FHE&=&UmfTQaEvLsLF8M(VNu-JLd=70tWRYF5n0$^VAQ^L%{!dHl z&XbW!XnrqwmKBohdGllanL&7yAO*-BxV#i_CD_srE%bcNzGfHPdE8w63G44R4o}m* z-l5z8uEa(>HMrIpc2gaB%`*z?@TUg7;>j#b42iZ~I`8NUD9m&!lC|&TRV7{k6f5>DB~s;*BB#`>;QKIDbl@PUNGvEu@!2L>*7g2D`6G!jiiT-pa$HTux@C zcZZd^h<^%m@AlJtNJZ>ac|>NZ?KKLQN3}W70AegU{>**(!WxZGZEPp%^JBGPU+&sC zVm2x0bc?9f7ra3@v$a<@y7j;fh8#IWwBbW+_GzZ@0vUxIN-Yv@fUNwlQ%Rw}p5M71 zg5AorjQn^WAipv~>=I+JsF_IK4j2}dvf+fd#qkmBOWs~AB@P$n@`Pq1TyZo$LTXUYDy*SeXT|3SN`8s zW^iX96?N3%R1owHHdcX5bf|=g@2c)2Ra2)-^F*s$OE}LyA1f%{FBhMvscaW?W|I_~ zAX0XxxZcTOm>$b0lEJ&`t^s{2InewcM`@~*UFLs5Ywphl?$_y&_on6jA5YXY>^F+Q zjE#3vBgD?hA~an)-tMKJckkBQ2su*k3I;evMP)iyw$lpfzeQ=CiH%H7|3y~jjk=om zv%kIfohbNC?k0Yzp#hE_@cG>P1PdCtO${&y$G~Cc=KgQej*Xp_?LV~qrLMNix&-<^ z(r#y6q?v-{X?Jrmn}7MN3f0?q0g-wL?! zl$@gC_IrTo?O-6?$6KK5M^C%Y?JzIRP+-Cax-3@eG6I>)%!>#{CI*;C&DZNjl&FNr zYlhF?$Zvbu`L}sbveHt(<6q4PMc{Gq~EbJ3-hoH0#k>)wJDZ z7VlDX2yvRQS!fig0^Bl)7VYTwmdtSUwm-ib?LzQ}d=+<@QDbBVsF(N6*tSwm^WMN? zLd=29XVum1q>qBPcHPbEO1rk+?#D#g-;&5-=^-a^_kXAFD!Qr#I3=@~q)&9Qn^D^h zqg~OZ2U4{E?7Utm)_RY09-j_{LbY-yXOr1@c($$whG*KU|8DM8y`0pm|F_vYW8}`M z*C=n}Qt~3AosKXGyt%e6LBqf%bQj}Fu2q3@<}N0Hw$9qyh3OS56%%J`GoITWE5f9p zqreqcwPqYlJovwmELn)F4&Ke|uRRVWPdHiBbPu;XagcBL;-EE_jpBSWQ=CiJaR92MOt;0kmBefb1K=^F84t*n&Wi}g(B zed!w&SS$kSKa0$nzCHe#>x$2S=iOKFMDtE&@uog&cywz^dnmw|-)EsTOx8$Jz5W4% z7%C|Yretg8`sZ^c%z=EsX9yngn7!_{?Z~eq z#>yML`X>k=5P2}WH7aD>p#oFEcL5vBhF1dgIM@$(!s%>pYS_ca``S{Yd$tK){A~WL z+stouNzGA-$JE?Xi8>89Xy46#2>p{sj?P9&NlZFkX0C2Jp7zEXX|7rtRC>^>mw}KX zyMUvY>dhyW-_V;>_8b!fvlxnI^i}QvcZen3s)h{^3}b5b{_^#r?Bs&^j*#?@&=6du zKc19R_nIC ztY8YbAyZT!R(WVO4;{ZXkJKY+dJ^p zHPNumvq51?x{K#@O@--HWQiQ&9FElI`@ru;)!wl9%WfPl{6XKp(2I!@^i*RV=6O+z z2dLxR@lO$1`K%b+$@|rwff0NPvG^upxDb>iJG-7o5o`*_O^vDlF0n;U%+%tbTT#;FlCej&^cPPc;k(JH*SF&;vM@)g z{%VX*91O5z6iM4CLT{t3?cek?L8jT$BhpsdZ;o)^+n!U2r3vKJ``h6 zz#O3%x0Td24zkY?Q5aWa`LUSh{mTpxc^7KAk}-eEJS(NZwv2>hd_NA$9C@|#*_j=I z-Yn7$yq0iir!EbILSQzKdtBy+K@u&No_?~Y`Gy*LoN;1$m3ik8(BXDlzVa*&M%Rj z+fm%4$Rn%-_T5OFgaPzv0e@Ga5fG#34OnRYt}_7iLQ3I3kBM^-8!>?UxQF&wG)kCJ zQUpnH)v-c5MCP*14k1NS-a;U&q+T>?%m@6C3Z7ao7ctOUYHRQ|m-I(hd4WTg=)T6GT&SNM72BzUz z1~e9up{D@%Pqq*E#&6h7Q0D)zIp4-?W%+n?j{e~V4b_k1L0f*>soy~CKg_aQA7-@RI*czS2Io5SAStRW<`X*DW`Rxv&-k@N%OZccg)^^vkrUiV| zw{NM2bt@}hXi|kpadN=RX4P^zL&RZR?*tM!l-EWhk}!~!jN=rvFt%!!p{#SJ`*;wG z;71~M4nvGq-3>PWT4w;2F5<>konWGr7^Fq(W-D)h3+R+pr^3z5y7{=f$sdRbg?_z>htT5Cz=h@xZ`Nd_g>XSd_AlEanpy?GpZ zJux%6ggmu$4n9?Of9}m}u65{KO?EKYAZ~n-4BE}1{_aqX_mU6nlz)x0^bdh8`DZxk z1&`KGtBH9yX}8X>YS_ zZ)p_<#-tMlXgb3!eNSqDhe(T4x5_tPn|xR-^6fis{B(DXT=LWGQP z4;a9^ivT-9NrceO1AXMkA!o`flv%PFUwKzBgy^)lnTG4f`<~?o52y}2%2=(b@|+2vz;n({}t(=%FPQLz7(eySujhJ%NaMOscjR%3l8W^=M40rzhZ}y)nhw`VSc=u zx6_>YI$%*SfL#6Aw*O$EhF{wG7Zt{$Zwu{W8Lq&?l{auUyOgg-yd8S zL0p8KFrfV3WAG+yeHe*&6+r+@(L}mh!;9PTm~2(sKKb0P{U=?6VAa^(Epua zQ?N)N)-z`(<9#_W9h_(RM7mk~+-d3h^PG$K(o9k|;%eHu!El%^hKlaWnn4WYfAZ8P zG`nSnMG)R@&nS2_zNAYMehc+Mqp@!U)1M3F%>90WhrIOaBa@p!vg3TT#Bx)2PWAVtKVjX&TBTduSbUS(9G(r*Cr$_ ziuuXIAowndOV57bfy{;}z_W}?f=_`Ay7V%NS+Q1o+eNlYygz4B@`i29!Bpzh7p{M= z6T42z=PrsIs1@!$?w%o03^=fX-Z|5AO0>K$JAN*i}V?k(+=mb6%gDZ=Zzc4S1 zg1U}!psb9t7)~@B?iHam(akP$JyO|D{`|3eMukLixqC*BUMI};(>?)9tdR+5DO5juzH;^Ti$ZN8;3n+Zte6-XIeL=329&dIwL^rID6|{Dq>ir@!K>lu1TKsB`?Exf)0LYA_v!<@HZ+- z!rcT!LDQq`Xo+hE?TnZgKWmboaD2SqEfK3mQJf&_Mn=)5N)gty37Y7tmjY0nhL>2G z((p#Lk0qK#lRXvJqJf`jO@>@r_;5M+2990_;K$sX_X7xjWk<2zmcPgl(5n?QM*bwb z6eTvfZ^2M(R*bUDEp-){4#l(*(i_1f-NCjjR5si~UENjMQ}fP$*wL8xXOTV%P+RY) z893)0N)^(FPTL{*M(K3FcVgEYMAN?{ob2vqQhLO8!uE*hB?H`&sm!L~Z2bIZ#5jvU z&ISS0yCCy;lM)hrW^V914Z0h07e(stve;=-Bum`E@^{i&83+>!#z{p}-Nt|LqXw4K zcx>;kyGEv^puL*aO71oOfPI{^c|s~JM*)y|G5Jt?vEYj&nBijlL`oia0umrMW=DK& zxiW7gR`JF3C?JDGEZg<>rJftX*3s)|VZZCwepep<)3J6#o&o|9iq%<@J_Y7NE{+A_ zekqDvaB#!)h-`7xObV&-tUF|3A`h$tFEL4{=7IBqtgdD}=Pe_7eFf$7+*K z@VmCq_}^uqpo71QiQoGFG)AJa_BTU>%+`LSN^v5NPg~%E7Dm_7cR?O4@skZf2p0@a zpRAYI03aOWGYpB#qt#NyD-aYn*i#I1&Wyn_tX*P0KDdhMo}Clo2)yim3Uh!R5XixW zq#@g=!mgvCHMw%p;`Pl2ApCC9%!7&d{z0RT^ZnNw1 zn2q@}hhUi+%Y&F<|BiO(8FN_H0&3`U2V>8DhTMBSdt*${Wo_6jMHYx5)G=_r4R_;o zH>M{rG$hS+70x1i;5ZDS4Siej{NkjTaUD5;B0+@oTWaH217$opTrhhRS%cl=oI)#p zKOiR3q(}m=jN}|*QWsT#t1OwuP`8Go$c|Md2rFVp5z|I3N&Z1}7xJZ@9eJ+^c#0-@ zS`y*^sZ--SHf*(Fj2@_jsIPGR`v9fE>S(JleU$$5Tw&_T)!#{85r%*+7^Vkp6Ad3RS!U)1SuDfRq$jP6SAh2_7 zP|K(T@cT-;;Z@kRHp)W~V^fx7yY)&Q8Im!>fVQL6WTQy{7}-|p{2VRY1moth&>Y#G zZBz6gA($FLeFs?yyd7RuD{&rNy8CKw`t1;+j5Qu{@~b_s*4w=zupHuc$`EKa-zk zO<9+94%D7=%^O&GdhBb-dD%scY*&`V^6H!5&OlH;E4Vx*vE4m7dY2qDQRs^+o(t z_9cmC@S4Fc83fF+s-BUj=}#e2&hQKhcqK<1b(Bc2&Z?9H=CNJ(7ONxGOtk^r^o6 z2Pi^g!41(1$sbZwG36{4KVWxn#h6-t!RPAclsZXCOTmV9?5dcN^wCFJFQ5j0l+_F5 z_w^MNSDsU?j+VhOTgTrcq~rlj5!+peV8}X?d*8URO-P`5TXQ9mDUiO^T#YY}^@Bu3 zaXs3w6avKwwOj8>_0oRg@1 zHIfww27^J3iXc8guG2#$UKNfbypV}pTCdrIv=ry%tZ%drd@`?38X1M}8#ugOMQzy4 zyvnn}H&i{;j$e{*iJAvy>395`Ei;jdcSQ2M{ohT{P7~}ooa&IM3#!g9?Dq>`jaQa5 z?Tl9_zx2-jWhcDgnw2epcrSY;X5>EY_AR3ViAU57zZedr{6$P9Op!)1gxys49UAm@ zsTx+(HJzz6IucEMm^#gKuTYT*AWsy8pvb4@5YQp0@S9^q%p?ckMzhLu!BUHOit1v{ z`kv;9?&pBQZn!KX^PDI8`?)<@X^pxQvY?=W&%xjLez*fl-!c!}|9B{d+#HTSmCk3W zVs@F1} zL1{n~%~R)bucV>fIMcZlZ){FN0CM4KoFmij*=*aujIIUX=JP-uBDwn)gIX$!NnTW7 zOue`Fj@63$`Yceg*fiaIdh~;(_Kr>Xu%b|JqpEZg85Df!j&VZi$Y@^sS9*s!nH|Sz z`cV`Z)bB*JII-^@g2yYlioUftoj>pL z{RBu32yRhiao3P!c+G{;pOM*#!h`vgqQY98*7EU%M&Q#$L z2uw&WE@rmW-5xM1;D?!7mh2k+RgEyXyrajzqtwa6gAx+Ko}{g_6YAeR97F$Zf{QtY zg}Es>}oJV-<2(L9H+CNqAMg5GZWxA5Dz{iZ!3?#ojn2)Me(nS zU{x9(+zLh$0((QCTH)qizy;6V+N5YP|Jp*4bWJ_r{zw?})%<9t*M@0f{-fp(uTD5J zF%(-vgNsW;0|;an4W{DS;0ogAZS^RG@*kM_YG`SU+{6L3k`AsW#|EmHD3F-|Igxv* zLz&5RJOKj}43CfQF`s*+RaFHv3J|DhNvdd2X=QVuA@yW+zfU#hdf#IQ35YmVucyze zd%|a4Jq{Zr1*~~Tu>B96GM_Ra@+1R3~!Z}wU5a9y1XRDodaM8DW&o9uDi@F zbhfw8rMGi&FRXHB%&qEt4l53C48ZM}A6r6s0)QJ^J;#eIHkQu52Y2?g{0GC0w=9U| zs{}=h0!44)(8Y)QT9@og&L4Y^50rWjk}P1k>4O)4$JF@Fz-}r)0XUqXq8bC)`hRVi zp=c4(DSQ&L$ZL$m=-Xjje{GFme%XeU2MsX9#PoWPeXJio=W=|OFql5|un^cV66LJ} zpI6wkzlX=~iPqkp8lo?3v+1(3vOj7p!I_%tI9{f=PM>nLS3b-VF_RL%V5n>4Cwmd` z>3rAj^l-C1&DzZV{Q04$s3aDO(AVDwZFpb`#?*yUURGUSmmNLLYeU(#eHWqCb$(!b zd?NfQsA^|sb8LS8(5s<}pkuPIU4hpLtSnTnedlURllu8a`?v}DG-__XhiC{&;{wTT zL{FUpt$%G){4#NX%x&_U+lJOgm^AR}Y&jn~Ir%MvovtkZ8VZnwBo+oyEx_}E_Yc^E zh@y|m+75er&+B_v*PH*nh}`$m`jS1~tM|F)_p=w7`tTKwy`{1F5rmzYHZTWFu5$OH zKn#E8vOWrS59wA_ANq4peEFn5`IG>&qpRZo;JpGw7Ulg^i=PD(=(C3CHsqr)>9V4y zJ~bX3I*V9ud{3b4rmN()JPsHW&#qle-v#QfQ)7m&c@cyr#|9n+d!DraeVpu0&fstWJQ(@} zPr6HXiH6|vIRBy;`##~UYWG%tI3SP>daLdOLK2|v@!aPp0pRj)F6j5u^V21WC;gKw z0#3-`FAPif6I=7MYVZrE>$~LA_O3fa%qP_iq46WibI*$4q4pLO+fyAU=L_YzN9M5L zPA9m=r~mb2(+3RTb8K=C!_rf`qe%VxNp1Zp{Wa`U54=-wb35_!WAc4w>m&BHJB|P5 zouP$;`MnSwVZXO3=97HuHE&@(lk5A+yQt&HQ}c%?+{jZ1_dCfGUV7Vy$zj#?uEN)= zPbtsZmr{sxZxag_$wVOhU14^0`icnd8o~Vq#>XIcUGNdO>h>Qc8n_nuk-_zm{k{#O zwEL8JTpO9Z`zzvYne2tJ>f*xE!mPmF=WrMOkj&p-fXc*Hz}bMk5KZd1rxx$BbV+w}GYXxPJSUa$Puk zn~=$vG(ZqCwagsRS)^W~DDR?^SGlPy(M9dgIn5DDbUrC<=k2X+616Rw+9m`IU{t~w zm@122H^lu2PcrZ8e1(wv1=|FkS|+u*diM3!@`M4g=$OLhRqC;Z75$bs~90d9rj;dewX#(l@2 z-gRn-gO?yoW74|u=pkmP?+$q>BP7~laT@J ze`gDN8VT-wL`eR-C;5~!Zs@u7gy~V5Rdsy>`aRg4O_l&tdC>9P=R$gBMgQ$BM7E^k zg)MeGZgs7rbKZXuD!GS9VU&i7~T?%0=!@g$h9(_f*@5dv)*6lQ9bG%YR5qkN%@>i~rj3vc@j~hFd z|6@b)?<|;if?b>N7*c79Y07|53_gBnNWmDxvQ59a;M&gKP@OXzMeJk&Tq_epXWfx$ z)Hr;3pl4SGISg~=W~d3j>k<01=yyiOK~C2w$9bmB-$e-wgjFg!V$h|z)=EjiPb6vK zv`%Na^9wf@k+xz)`|!x0HXXWvigB;$EQzF?w`mWejci%VNy6Ctfw*h1vwmSjKu$3$ z#&+BoOYi$%r*?iWqVL~>;Hm~2iYL0AQrZQ^d?Xb12k{>Z4HI?~Qh2U(2^21tT^SuU z2WTxl8}QoD_b_Jn7uV+qzYi49e{ucd9~-(??zrD`FFVHZ>u8b^I5?}Ni?bNT zlKi1*?<4)9lq0k?B8R7k<O<#094P$_0B#6tO7Z0!hLFTC`D=l<&D8dvZl{fy5jCR?t|l+2mDJ}gw%Hs zqvu((E5;*-Do1*^G&v~!3}MSbeet!Ka;4Qt18U6^U4tAG1ru$)1gjaf%Pz6U49+H^ zLv!j|!=@^p<=@V?mvQl*D59ROdJmOUpo=#uD>a_|F31%w$Euvs!zFT{br0TQDWrsWT$E8LPy95&7W!ck8=u zIA{_e70a*tQIc|YWTBT4Q@!x(TG3L>mLIsAFCdm(!MoV=%p$BxThb@epU~!w6bF@S zHw|?NWd;8Ax_X`i!l-yY1?bv0*4`#@`ge*8ZP;`BAZ9u=VHN{S@Ue`Fg8C{R@&JeU znjd#8dYUv1J@!GwQ`jQ2l``(%mh!V1m}A9}uJBe;5}wN!5&NLPGmHuUjin!l^nAh< znw$-fT1k6O(F3xeyp#v_nM3(TKVk_%-)qb#zE@yq-IgZ;6lb-HsHrodza$nhVrjt_ zP((E$G_3=-pjmvq3dd*58eH})nfX*yzI}NhN-|Gw8=ACrWTq6@YoJubKU=n` zOcwTc8_L_#%jZ~y{_Cf9!1o>~v0%CYRHvb4B!9V0(9ONj9aGT~+-tC5B zoI_o$=4oh9BK=#WhL8dpl3&n+2}r?4&07ABx0I}=ZHV^#z-1QIcL3hZO{dgXvt`jnbN8Yp z=%BQzP_g_hGgMvbS8rWf@qYA8-Ptt{iBCKO?kye3EJSnxka?MY%c;u4@4PFtcqk@x zL=js#Kd(geKC%2z>WOg8mtP8V)yqt~%eg!-3sL&o!o;A}xl429+U|7xthIyes}Qs3 zyl-f?5nr*Ut;{yi{2M~Er#|z1RgV^K4^PiSP%3Iexo%tTDj-AC7 z)z~NrQ}hBy#QKg{RmqlURmr(D(iiM4U7Wk*(FNa)pSuAAa&;00=?%P_0{WKx45y_{@GD?BFC1A*<}bSb0HoF3|7@ zxo5ReUk2@tB|zD)HM}4lN%W*z=HLE!qriGWq1F)e+y?{}KnmsHNF ze!rb^aLo>!cx|+enWr)qWrgHc9jUp5FoQ6`RvtdAs6bl@ z9Wp6ZcBvx28I>zdK$uoun6KbxmQOx-t4Au=L9Sk&Aozm~PD}6pJ7G>rp(qAt8-jH$ z0k}!rS5kg?;i@DXZHBC>r5C0r8Gdz6k~ET1tiwHM`ol@j`$4)Hp-!fo41 zj^xa#h`o@7-J4qxqTZ%}2r=m^rEqqeJ+gn)))}wF_BE^FmOGz7GpdhOe2zbSH|?Qy zZ<-|+?Vz|T{W{2h8X5`EO~^f|ukI2p;dr!>^7fYKV|I3Av5It`f1{35p<6*)twmBY zNYaWFAE>?g0+m*idv`sINT~KoWQfr^(7ZSSk8hJk`EbZd=EH#G7aE;)tu15W!2(Yx z0eR_&;@C@UjQYZ15RIzWg%ga#^vug!KA6~KOp|U)#2e&hoJ$Af?V7Gz@9rk4TXlRx zt2r#Dn`Ls&M(Z--%1Ef6X>q84c41hh44$A47@euZ!sivdrrg&(kV0B9TLCn`QEai; z_zQF9*nfxiu%LnHJE0$}*oXxhO54PYZT`;M=K5SMz7$Y;YFWF%d0nINWTt^=?nw~t zxu3&5N9wn6lb8Tvv4DVv_9(0P&`9;!Ga+IF)VV6>*q&wMFZjA=d|62h*(~2b#=kLT zp+XNFvNFM>2&MHgZ7SJn<7T2@Kg#cER@14m*LJPlIga%x%~{K8L0kxC90)uP)n8>HnulYr-kWo1_@RIm1d54lOf zM=I-?M0xmayHd*ylOvb9fQ{Tp(yCQte*8PmP?{2pXaEygOeUEGt);$0sRF6V`rc=; z*mK%|TL2Z17)V)njnr~lyyu`!*(`ozgVmd;)4gGco8Z2DqS9z8)-nHPe$7;pAlQUc z-T(?apOEK@*D0YB2y!jyKMTY7S`}uC388b|NE#mJ8oB*?0G0f{I)(Y~z0M-re~-u* z2xAOb>|239;2ky~M;{}k?FdNTFmQ{+8tN(3w=e+lq!l^c##q#OC&gp?j}=N?ZPQ#gglX{|^9xKz_fYJZfQG|7GncCLRfH(PnCQ>tr1g zwV}yl=e0s69X$Ay*Lt51iLyc24tc*y?o8K5$pG%)s) zjFa_4Jxi{QPH1n5gH4Ej<-BP&rnz>xN7eqzWy30WLM1jJw ztApiIX2zHrJn!w9{!3uo4t;6`Tj8+{meoVZe6nI)_~}Osw*aVC68kp1Oo2#?6elV# z=ZJC{&%RQ{r*;L(#t-r?nZ}m53QJb49>e81LwK0ZDu0hg4bt#Jw3i#cv?U=$TGt8{ z4xZ8b46gXGW~s6o->A>N?jPE75HVrXLtR34($*97Y>;DMgxzxJHO+oI$&AgBoz&UI zgVzZo&{w;bkJxfT?&UyGrFjy4h|KB}55zvV zfcF!JD1RQc7CsWums^?G%FbYBCDsfTP6gE3Z0;$M_Q#SAKK?XnELIix5PDAE!0IE9 zr{@F4vE{8L3}=Z*Mk@Uw+^?9~pG?C?=V})i*1V_jSWg9)o$gpLvPN|dprnL2aK+It z{ZkESfNDa;76obtHwQMZETzdoquzKJ?qp*RGkFn*mhRkhoAKIdn?I0Ai`l<(k`$^c_s&YmV(8$*&^f8%61f9|O=Vmg z@ed(LY1leJ6ZY+2r!seaM&v@B(k~r8EDa9{YYN$cR}fpJgEgL+=F4$MY|G7tumxDm zDL?|YE8=NsHbgquvkqJezkEH;R4RS3cYpsv_Vb`cR)r{A0Hly_!$A%qH168_a$#rv zMYyJp;$DdzznWENQDpKyQe5!sbe+B38A3X@YZc`@3JEC6^g3@NgvOG3KrIK6SoN@B zxGiB`N)dbTb=@s)^$0*&&DnHhluBcM1|;LC2cj7UGGzg!h-ZK!h)d2vYFqcB7Jn^) z*iN<5u5GC@`ao9#jq-kViy}r)HsF}*ECF73{}uBc4fc}DF)F#gQJVr~ok zzMeU{XcV*|Ao4LoeLdjUqFuKq3o3{jky#%cG$-;TVgIWX3QGzs znw*v#YpF#Sz0n^h0T2l*LmE|?WF%u>w93du1c1Jkd4+H9K=2q|D!`GI4obdVSlnic z%KwbNy(-zQs%^^L)!)<&Bf`WY+`(clIL*!=)yT+w3^NizHl`}6P;q#%1Y+AvELcR3 z><}Tc%54q_N=ZV8b_qC5aep~@s5g<^dOzxn1c$^|64UZ~miirYq2(x#7W-gysl9RJ zVYnbYf8Vvx$ccL;(WZ2Iku&DWAdaq_+&oe(m7S%?=|tad zf|5-%qaU0RgB;%Z_OSzZ(nb@xopkT^A6ZVWarjmL8!PtK$obIbV^gV=_sKS+tQTSqcYDr1HVu#TTY^EwdC zcv-7>lLwI0qPGt>C_ZH*w){aMv087z+c35|is)mpR{!NklY<6=;nf65eEkcS@dAjk zXBs1uyW7|_iujh9bbqT7P1bZgKl3zmkFf# z4|>YF^>xSsKyG^-UpSd0mg?H%@WGEz_D==Bn4plibjvTFLiUV-k1XCPWxOArQS#?N zp*8xs=T*bUY{i8(@gSi$^lR~x<$LPA-_A4R=55kwMd4huc7N*y@pEAVmBklICU9QO zUR$R^jd#M);3!5h6e#Sv6ChW1ZDk|mG!yz^RFl&MsQtN=dQXOGe%74sk@IwyRy!p$ z;>juXr<2pN@>1vlF5U6+#<=J+IVhS`jk0m^we7A`uC@D?BVj?i;(5&Fub-=j%pUfa z?61lEvTLsRD}TvN7pV6Zna@$2+P+d?m;H=#~|g%Tv7CcoL$$f zxB8sJOXG;5(hsplJrC|j1|@WZK;-`9^2kYL=Xvyp5PujP;X-wyD6FMHf~o;Md!kz1K3%uS5=M(2xp?nBB7j1pb@T}O&2sc++B+48L{CfZ73 zf0*LA34f^_-rU4v^4*SwX3QYJlGO|*J$Y}q1jo17u!~j z8?)=_cp@)07!|JmTn;m=O>|$q7EH;w5OH!X{e1HgY~YxY=s+-Y-b;`29y-O3jUAi6 z(BtHaI0W=j?|DbIHY4=wFW67{Zn}|AX7d{|C4b4E52b}uXZvYG>X=pD>cU=r)?SX@ zP~bO~qsfMYSdaI&$?VlJ`CE0nsN$L$2 zH-DH77bo=vh76}Ge3b1J%21&sHQ`$^A*Lu@I4IE03)zxk#;PXdAW`Qf6kPPuCTST( z$lPD$R0HzbJ&5$NnbS*N)gQ8^X)`6KrXcc5Jhdg(Dz!twR5`;)3H+V7`0q^^nI(SHi^Xu?$(lb&L72tFrFcV*-;L%E0&;l2%}cLDXw zt1rT=T%gpG{VIwId#dc#E2&(zC;EQPOj$N>)u*c5+@<6G%#Uknp>4RHH}a39Zm8|h zHhgOTcHH%ox^IlD8dRLGXVGw;%GePMrmmP?AXHiSE0O-GQL)@Hf<)MoYJa28$Ms$% zkHCisMEL{_CpWoKg;MbX6bFLS@Vg9=evBk2WtJ?U@cbk5XPxwK1hFhXB;oGx8pPmB zpUNjIOOGS{H-qN#fzti*{Pvo7(Xr6WCw-H%VM)Eg@TdG+7lfk&x17m_Q*Eho2@Tlk zxbAbZ;0KiG>bt!U1&&JM*MDU-Um;~Y(5aQ0-SU!Sm4&i{msP{J;w~Z_BuARlXEfJ5 zlk+E01{RusrtW?3X26?AdmoN)cZe($7##Z-Znu-ARe8z!1L{Cy6M zm&V{>F<+q80&T+Veq^Ip414%^HkRcOpxq5&DiJ(G*Nu)KCtUd4^?x?Yr zsN1zq90t^xB)!tX{V6Fs$j^Mi#+0^^mZEH!JqWG+R20W)2W2O3Ph6iYcefQU-=u?@ zN{eo7c6s#Dd|1jN0Tmg`LhLUyDXAv+ZQU`nrLWEyU}c8oU4N1r9+k|QHC_#PQqX?o zGaNs%F#Q+hKv~ab^1J4!lsFkIGd(&^DXNQyHYRs%VXQBb-lcBe$-* zQ%1kjWU8Nkj<2|veOO=2Su-&wEccdi+jolENR?y z9&AfkxJ+}!x6Dg~SBR?&QzroaP^nTe&4cFf3xA#2*HY16ao&EyQc%>|)rb|$j6FNu z^_I01!aAwOlPhy4$nmxJNa)7Ffo@JMG^Y}5Kh+J{Q$9NcA8xV%v@tS@(`lx!*)hCy zc_Y1Fbnn8MT0BTpn6b@4l*X69BhROrsH)i|hMq+I(Y1lbkT>KS?bCy!l&j5~1q-z0 zPk-ethC>#;NLq7dw`!eI6llsi1uy%dj;d02=@69!R*KvYx+^XjJd~D=r`zk6iVexD z$KBY+kTz(O^QI3>mK*r(Li~hL6l5o;x(QAoK++!8PBKvlP}tn*rO0}t+41@=hQjH) zaA&k!g4JOV%5N7Tjx3#hMPHPA-DSSS)_*5|C{dw2mf zLkeMx^y_eQ%m@ihBkwO+h3o;&;klYa9*7L`aa|j|qWqxi7@q;ZQ6I7P+Fru14ndSZOKs5NlXq zPon^uK?utTl%UFyA`t8K-I^Bi6@ST<{;KQU{6zNrX!=P5;o~)yzttul$u$~t#FXMR9J~eb&|ya_qFz0E%M3m% z$F4P z=>*&~(z}aBHR(pIX%LDUVU+_)Mo%R8AN}0^*v9vxTDNAE8I)ejh;RnxCk#bB_|xll zho$e+Sl6oPDbPk)fK2A` zT|G&6{SA^bDqYBVmVZ4aH0&CA5jcT@%rY|c9cG+kpNYl8&=7B^XCiF&bJ5hb5{*Oj2ScU`-bMsoomHum>zlW~kqF4`>q<#~Ymw#nssOkl zNKebAGEqQTVt?Y^apN>U<=o@AK>OW8m4j6C{=RDEF8s%tAMxaJ(|yB}-G)COLYd~d zyCqjqc1r^k**UdE&c`1qGoojhjU-NbYJ$mWMkGen2Ycv}$9{%S=plg91*|iZpW|_{R9(Toh1R_bt zK^QPve|~eQhG1iWcUyb&HThK!K20QD;UEQPw^CKZ$z7fMvi>o9&~T`|C#PB|nEL)z zlvqa~UmzCm1E(rPlz%wpLW@SoS9cvYb`02Seyf`mH0*~Y`3rAyNc)END)zZg z{*QGHZ%(P0eMIqwY8EmOcd`XN|KN@1mhxBJdseIQv-S%EEr;(L^cFfviFX)cQy zmf=T+n|R~9bp)^+k5+l#vp!=6&Bd`sOdt6S0v3kQ{gjqW%|N;m0lw-e77B};Fkag+ zkbmd*uvH_ad!2OFEM=?f3vV|;zK&;}DU}PQDx!RrGG2bB-WWN-5N;yfa?8Bg@gkpz z^X5ph788}fLDs!h3DaK2-Z6x0cA%#mVq)OMQ?2(}mp06%w4qTT7XBYM=$h^I@JHnP+yOsFn^Qo#_}QNhWjJ&DftB70`B^A2rZpv7|Yn` z#A283DucjI&MdIE2g z0BuL^8IAdPf@7&rBwTFhG|lzqfxNC~4?7B|m)`2Q2@{5XDcdA4D^07JsYK zZm-JKa7UF9NrP1zQ|qZ;Fa_z-3}3z|B43Gi4Ag>1sc$B%sI}3v$+bG1Uk9yfJmcGx zFhcga?9DojX#gqd5n&)-6HWLLR{SuwTfvZ$ZxmJQ`+|ACsl8>g;|IR-g_`C#HwHO_ zFJI=?i>RW0Du=Hmn29VOza_76^Yn zZK>4a!~fRke9fWZ?f(*@kIj6GY-B0pOr{}$wro?d*?adw>q9q>jW8|eAb)Pj_h^Kh zu><4!ILJ-J%)Gp>Q3nq2p&6lkZ@DS={gce#%vu#7)9!KAKi5F=!n6~WM6CAPZ5t0G)Q-tzvzp& z-lXj4kxX4zUnenge>x-7uYYHT#K5A9`QieNHthcV+raXG>`YYiFCyS10bLd`51aeY zg!jC?jW)wnJLYyikCOLz1vNyEbuYhIBL(upP7_1nQy}3Yl?%1&fHQQgg5=UZqHNdQ z7zSfxWb20!om<0CdPdI%5h4?y%t-gI$B47j1BWmQb>A(w>1)|!uz!ScAa!q=&;mEz z>DKhMnV8~Xo+Fu)Hw=`{jal3J=n2WgQ3^%*aGA$l)t>5&aGu_H;^r;Vbz7DQ?!{UB zIeCYH1QnP@JEt-L5_M;^Xd0GCFz6>e(xs?er^0|oI*^!8J07IyKPtM%N$#c0SemIv zCdkQ*%3gxDoniYvuz&BuI!qLsQE&YI>o3RH(u?^H%vw1HC5Iq#-?07WdOBt)sQa8y zo}+a47Qn0VNJ!axDYwg}&>gK+?kMitx3j>$khk*Vqb5orvw_A5D-O){~ z>$mNxb*^u+`YBf0s4}}MA50HknyM9->K@VK1dIy zL5|TiY?JJR7e5y=bIxqP)o*Z3s5!XtVd=$tWiBs!dVd7DE+&yKV$U^TQE-lIo?M8e zhU0K(M9=G1&Ls}NVA0)65a`JB-D8#78+B+&k31&)xlj8!T1n%xs-HDa<;Q(PP)|}3 zi(n>#T=%#>Vp<6^zuF)Aa3bT%`dbc6xCbb^#+V3U?Q0NjjRymzdePX5=^Ob-C1;Wd zu44w4h<`s=@`X#QH#JFo$!!7FRq&^1Ix+6K-8@!t1LLIvFqHehB#&F}TOJvgk*_Y+ zkHfeI>VTV1Mho5JhD~oQ#tx}O-bNoIUGvai$7sqZ?}!FV=Z|}snwu1gJ_;+|2Xpqn zcsrW^6phtLgoea8+|)=*=-WlP91CAtq17qsaDSFIy^0m0m&NF`%7pZ!)Z-LSTl!g+ zFT7YCokzi!7(^ZSBV~hbz}_~~Z7@q(>093;4g9Po%m*`pAwhuocuPIzhT0*wk^&de zt61)lEFoJ#oA2OCU>aaVFW8_udsqP=V#Sm6_AM2H$he=m`OT=UK{RmPrIa@Y126HK z6o1dAbT0VP+l9p4Zo;2zja{+-DVmB*7m^%EZx<&3lz?|%}e)yR;&o`5#{U|0E+3&YZRD(gIno5WEko= zmK|q*WDIFiY9hj~2uK6D7sPfI=>KDOSbuHM4-U-xbMf*8)7g+*prUk+t8p*IPFs^v6Vi$S`V3Es)smj(Ik@D3{&@&i4c(dyPqJ7tj`_JF8#!C4ags zhAs-xPuX15;#rv2RXslaK#cq--F+=Ga;SYGNKkdrYNZa=O~4ZE$n}CfxdEe`O;Cid zK-ECE(a>9^3V=Q}qXg>`p$&E|@t=%v%R^{(JP=CVR*hPKV{0g?Dvcs3dF1Rz+EUJH z6f<~{-z>kT*HHQd9(;$A1r~=VBY$mlrL~DGACaYfPx3uY13SY$%f3_XNZ$~N22Qfe za^-I4vX6oiW|&bwF}sLJbiw(F6=srX}F(A!>6HYdi1 zK0)RxBW71NPN3SvYP`~%otdAys4`=pxi;^-W-3&w&^)?RE(xbzDlEsig>8}SXF_@s z!i7cDsGyK$9LAX_r!2fF&NNo-HiuwsHYs}xF=O%@x5b6F>BWtqj?9|Cfp2Px z@9v)9@4SvX#tkbPrXK*&;*HX^HNNN>V)qRZlt@hv?PlJ8hQQfTlbHoSFWG-;(4Fh3 zDi3v;#Z1^=Tc;Hn;D6BR2~JpDWExGp+|?|2F;qGFsY^+IzveLH+w}5{VsdgOkol3G*Zl%DN~H3 z&&GCgSqEc`?=UEqAB@2DxsbEs6)Bvi2e84&oW-vOKdh-u=YKZSxbf@qdX$C>P#uy# zr0Wy8tQW(Y#a2zvu>I9tW=^8;Em;ROE3ry-st*_9X=_timDDv~F%NE`#IS^##Q4DQ zSv!aNjDzJ1N1`E1_xmSGp<3Iqr12)&x=V%4KwC^k|Cxk(%QB)Lc`z?rF_}XyRt9X} z>c$OlzX1Y`fPXwT3L%TZ{LW6))F^BI=^e1a&UnLLdOAL(Y;+7n^w_zH75H}24ZOWb zljb`0x&>uoM|M~1F%y!4v)n;&GfrL}*=tB}P=!#?du#=qUy3vDG^yvG?QYw1Bss?O z75<1|45TVvb$!kOGkDpX-wpg3#tKUo3u92MyNiNIm0pbQ z2v*1cnv689^i2=OUL4P4yl90O#)XO~fWe7JyHQwak)$D=b{sCWJfuFV95~XlIPnXw z;Q{(?kX|=up$Bs-!i_`n_n1?BU`G3Ca!KkfJqb7^y4o)oZ%PTxr5#WoX zTH9&k!&=+1P8$COj+K{3Z_Rb^9)6x~Ko57`6kjCxO#_7g@mIdDb||=xi$(O_3y9Qg ziAI!0a2!0Xt7+ynNj6@MW(%mQ<-!~t^i!eg(s!qxSHMnMd`NAOTIHet?^6Sce}2rh>3`_?5yTWwpfvUNk}cS z>@Zl8oXS>QY9xPfz<37w=btbSMGU;<5r6Av!Ozyrm-Y-Lg;hD@O`hNeX!27EG6svT zZiLS63Q5GM(va!vqMJ4?r9nw`uKos~*->J)0)4NqX6fpynQ|T-Y*D^DRS;z~!6Z7K z0symZt*}J>51D%X1{20W(vK5g;=$%``6llGB2?jG-UYDMhb>L$PorLTH>(os!GDj8 z;A+eyOzHa)P!;u`EU2jJr1ZVTlaCQd2wRTv64>W-M`Z?|M_Ja3G?clSG*kHddd)^L0f=VueIXOK)is>64x2ChuImh^W>>-#uH7ouAWw#j^tSQO`)5r^d-$Uma8 z?@2E)f5cUG<2^GvxkI1Z6}F)?d4DyfXtLv~0$*C{n|lM47@O2ek@bh2@T7+JvJ?eV zn94q@P1_(mrlWkdhFho=y|8s0ukHo$yvd`1gX!H^SYKzy>Z>a98aNHHbla);nTpmR zrM5s@L2~`nx|HD6R|N8~Y~@uMif_hwxPceSUihlIk+RzH6>~OkMjOO>KY#LMo*MfX zWE$=>c0NJwmwQ#tAihv7#l|3Cfw|tafcC1uM@1G2ib_H}L)JGEgXUA(ZIB$TY4y{S zTk*H6`=|MN-6GazV?mTylr9fZ0wetd<85za8$%`6-@|6tbZaw8W4PY)8%GotD9yjYO#bf zf!0(Tthn|`ajc=4O6z=vFt3@FC=$4-L>rt+bF2IT_Q~PZ5K?zxcEMz#rga#?UZ9zyR@Pd^7?{%@OZYPHD&_-!H;^YL!^O2D9mhy%6mCr*{cYj{uH;XNI$ijSx(`|%8z?7{`5;?+c9sxwhS_-I8)X?#ABw`lN3R#()PkVG>a{)kntU!z3uD!MAV!V0~@JHwu5IRgt8W4NeEEI#)lo zawb)|;r^NZEp(gFHt0iO?DMyCqwiY6xk~7Wt6YRRv~YarzHI<_939-PM}c0@gMX$X zH-jRNrE{Gl7rMO#-&z!byh8r&Z-}|6bWrVA3L~iy|5HLBP-@X`-0~^tcZU#L^7PK7oTUT&JVJcM?xrE-*;7=}qSDY8hf%LSj7@y)PLJns{*sHM zJLE~v=w||5p2qou8R2N1@Dan1c!2ckEV*| ziLx&05Hs-NQJjKJk9=lxyIka1qm!PNw293KR1EGeZGsO@J0SElPMar0p?`+$7jHsD zYyP0Qq|kIp*|dz2%c>u2C$IX(;Y_a9fu&E!5^Dpnw<92WvV642UOeZsG5I!P_wnmF zOSBl_6iwpordkp#{4#xG+!O=7-yO*1tVh0!$b*__RR==BO8zH1GUIq~Z^~~~J*1)Q!=2gZdnv~H(>b)7If$sbhYa!FxN!chwFyZyY~Ke(0@?4ODClf)FGm0ok(+tjy?`?_focjk4eKn zN-IzVd^|o+U!&>B86^-9Wzy&pN#0Vt@p68>$3QD@@a|9_< zKNk1GK}+XvU=Jx%{mHUftj(`YT3e6fuTKT9J#{5qkUe5&AAjkwDYORZl1(#i5hH1p ze5~R0B{3e(N1&%N?wF5gdl8FfKlJE?*vl8V4Iqbx{Noqs}l(U%5bP4SW1#^iJTI1RD*@tcHaT_NV?d8`{G-I1tdp-Ix}@yMsW zHuFr+`G!4>%cH(knUv4vaD4T{`+m_9Q%0OkZgDR$S=vuE>~*Wv>=#hJ*b9`G4;7|q zrW%ofmv@;*J<-z&PVxQWo%I~xVm@Dh&>Sc9NR23|$bWecDq7u1`lSsbtOtYMLOZk? z>(~ypiqEu(ju8mgQ7yE+9}X*$31makRPTi)JwjAkulC<0n6S!Ui?OFGcBxt#Sdk%B z!`8wr8f!S)ze>7v zCssO|88kyaJeO`gPreSW7|3@s_U&H5m(ayie5TJ7LK~b|^kMSMlgPaDjre~7-7X^0 zXdl6uxdyX@*`OnTFnl#4Qsk^*zWObI$(341uY){XUmf_D5*q;RN$^#}s`@vvfm}{C zGm?gDo_%O1$}GjzvjkOx=fOP0ID7Q7dQC@SCY@FleD-FktK^O%>=|7{-6@ZCs7L;R z2lse|!$fb3*l~W0=ViUtgYyd$2gyO}*V)~uOI8N_WL@%qnPxvkPP7Hc{xvP zr6HTVWsOt!F+PW$aWU;_Caa`a?4JhseG^jUiQ;0%X8pdkluSmnve;3n1ktrA%ZDhfIr7IvZT)lUvrg=D#);TN zGNmA(1NO8vLrv{q@X^aIlPLW1%XCoj?JPL{V4MJd0sPE@-LwMa=O0R4bJs%s2JpYxRze&v}nm_p`KN0VDsJgW*q!?|^3TwRn(Os_0k zv>j9In+b!A)fut*ICl!e`J`f#WPWiVav_BItXhqHutb4b1&6XKL~KWRW-5mq% z^npzXuBQRo7=1x0{l02Q!>0nb=0!Uea#W1@J;Og_ExleUlg?&KxteIfCcL%&j96Pt zjw)kQv*cH063#=gE1Hi=tgBg~;>2NzCwaPm(dWyw9S+H^q3hJMBzqA5iLFX_KrG72 z9vyC*eivTa5y6{~l*g8CF2pOZl7N7Wf~fVnRoBy6d@$2lHk_3HV(5SLv6oB`YLaAR z8cCtbNZgl#uMW;xj5#Mcsz4`A;-bq!(zhu|RdY~WH^f`u(OJtKH_dU- z%>YeL8ij!)@*KA7L>W21jmE(~J4Kn(MscGJ2r0c_7@Y@^&Ugq-h}j z;hjJGLj(e3L@zOjxr`P!D%KKu6%q)=?ws&GI!TZy@^f7=O>+Y&*)Qc&`4+=2>0* zLq9cUQ!=6*BF2R0TmjRk3{W1~zFidMohixM8WzD3s*Ts9is;i}$2Ior^@ zzqr+eQ7^1xPMM2aoH*V#VZ( zo)h;31aqZMq2LFGwu2gYtI&Y229J6i-nftQUG8vbr=7{ZnH8gdy7KO8mqP&07nTR7 zJ_NF~9D#hRUGW;Mp>RdA;qfABe?Q}p02|qO2dx<YL z0_uYXc#1HC4O_eDr4_36`L-@M63O-MFR)FO0S{aesz3&y&`|7tqd!H-9AOLyo4(N7 zuY4hA1ivId?#W+<=62vy`;`3-cMr~ zbRb8NQ`=naqS-YI661tBU%f@Rqq$Fg;7N@oDi*n76YsuR$$NM5=BmP zo3)1Riv5It7!Wk8wXIS%^GU1Ik*HNp&6-aH&qMNRGIx4V88!#7%PlwID1K6d*|SW_ zZwZfvfL17#a3D~WRD1>(#opN{$;^Dci#>FREsank%5QhARLjbM@7h()m^Cl`$<<=} zZeek3KSwJ|r;BF$-YZq8umc@mA6rM^ue>+@Pn?5)3XJzx0|xZX2Xd^`h3B}Nb2z8} z;Fy;aj3>9Nk_AVw4rBBUT%+X9&gMDn?Pzt$r>zk(>Oh}bk$51Es`4o%kytvcEncnUs87u&`J@&vXvvCs>szkN zgo2MF#vj$^jKAlmThc@FH@(qj-i$ika;GDI0VX0gSg7wLC@P;NLeO@AuU`FAs>Ik* zZBe(L443Z1NDcO=0BANj%d<8RnGJh}nctGE6)rY}tQ8|tX49_aIe1!tH%_Me9HXso zCCAH^8~j_W;`E9D*4p}a=~r1U%lUw48q{1gr{DeO2!5Jup91f}1lLBWeVazB#gw+gS6sB@P^ASs&_ZDL^UK90M}ggFB6?owvQ}Sc!uK7b()V@q6%pP~PLj zi@f81dxIWOEf-!F%?CmKhdl_7p9szOH3N);_wiZsIESHvMKU({PZ^yxl6F8PYcUeP zpCWCNo`P5m=&Jj^5~6-SVnD7}2vQoW5pY9oz+{eGEj7RZ1H%k4bcrBHNrQk&Ntd7^jUXvqk|F|964DLd;67*T z-q-K^`CW6(ymPO-pY^P@Ubefs27LGJ5w;Lz1RTi+;unwvXliMJkxptzFbrx365!K^ zIC{ar9sm%(pnw2A8=Ha$1dN1#BH)T(Bt#Mb5=A-z3?Obuh^sBc1AsD-z-I%fK;RG$ zl-?d->j%(+Ai;)yZV(WF6Z{M4B0Q0NwqQ?`8UlBO!XaEJ7X^fyp9j>@33(Gkh>!0k z(v7z~KR_L9=YsI@bb$iEaC?9{zZO408{vZzLIIozIKUR-1co^P5Dox;Lx?HB$UsTo z0HC6;W29@q#g7VX;N|9q@c0iG1p`AP6<&bieQiS}0K}LVpkicTc=Kxrfus04@&dFC zQTm%aD8n0fEhWSIhGx1-AmGgz03d)j#KRMMllEWS*ip;?zp0^I9Xt@OzY+jAosdX3 zNg&Y2$A{n1%M;0u@NndRcZ2=nXXpg=1o$94TmY!22LuNBRTwY0J*u2YC&*s`Zf*yl z3AKa3Js~$v%80*|uBcL?oKSM)-^5UbK;FcJ{bdgDgh2k0#tH2C%U4rZR}%fsU)ht_{p9)G9#FLil;1nOiKuz(=2&%bXB z4EOT%|D!hlJhmMI?g{lodj1s=0&sxBAUEtiZ|)2V|0UD9udSx6WMIgriRwK#pB4gD z9XLPI7x~NjCfLgfIYv`rh=Z65L(^;p&QF?TLR=K1C?1PDq4@AMk%PxCXaQ^?9xqszS_JYB* z!LAU_|GTjNwg$UGVSfLI{lDx?AUC`@wGke!VA#KOP)}v3FT`FKinMe3tH^)J{|a>< z?g)bb_&~z^0z#sKe`$2`3 z9XH$oKn)##B~u+Op8wHIzl@dOb_jbY+z}usA_@R|c!2%z1yCI#C?Wy~0HGS+9^(6} zg#bW)I0A`s0l0Y~g8&W)5B!^J78L;i@85|2LZSem{NG4S5CByDjl=*zt-q1D005}_ z8wmk`2EP%?(&TR>EDQkJp+*S&w*(}Ba<=~if&f5&$R7}u*5MC`@^|_Jq6kC(fGEb! ze?U}fmp`C500{eiI#gQNP33>+Iz-w=c{fd2teybymt6fd{m$3i7`gLps@e;fpa zqU!MnL{a^nOc+JY69)GD<18Rl4CLQXP#9H3qz4py(^`KG)Nf0av)3OGbuRDUP!Pr2 z_Ya7F;_def{iBEA_77G@U;8u#qewSpyuJf_+~2u zAP`@O9scxZgq>8lb9!w=Nw8A>a49yM1pj7#Ii-xLdLq_z=5P}owPMa9Geq`PXx+ms z_E!i^RY}X>)KGY#DO)%N>}tL~rDEv7UQccb9IO>gN2GMWFWZ>k=uwu|)WgyiX0CPh z>^!p~;nA#y#0ExyQQwAwL{sZ&oZ#R!$zB?>MQOuaF1Am>IOsjO2aMEr>JDu)-PCY@ zGdlA6lsrBb+?78b+*>Mf`QUG!ajgJ71>8 z+HJUa@8K)80A@g$zb||PYSQ>*Xy`u~Uh^-u=*I51ZR0+3pm}H#qmXtE^4mxECP8Ci zU?=`$x2ioi*n_*=j9+W0m%0ypLZ5LZ?(v4&NrH?cN)Qa1hsdk6tr+?_SVOVJI(?jfoXeL$g;maj{e{1~km4lmsKET)H{h zf8+{l+KyNyB%HT;(kGO=PFP8pA2B_-%E}ey!BSt(mtIaQo0vRyp>G-k<;1#5|J6<+%Q3IAR^~4N1F1@ z@5>ZSTFEcHb1=w4l2_sFNi$SlCJJ%XfA(z$SlgNo)yHr~a|39`6xW5U3r3!V;LE_q z1xg`H1z8dZOpD;~NNaN|F;%ZCYaTUYe|YR;TD_?T9q0Wg4c8}e7}XB@Aq3yX#{sm9 za4fg*#Vr|8+gh}!C8Nr#H)$%WohPClVjtvdHI}OU=Do_bJ&XoF>=C)9pp9nre@r(4 zcNgNGVh{^8Z{X%fTO|yPibud4T6gHAzw$RZSg`_40|c9!^7MPVi|nj`NcN zK~@tUr(kqHCb$tpoXSJ(Z|Cz?Z z^%pAgviiX=4YNA4lOzxZqwr$Oe^Gawar&agyGcH7>xan{PpCI-Sne&SFh3o+*Hh;3 zxIl>IeiKF+z`hjie9`5SgIyX+nT+GSl9=80d>^F%>#n53P!H4`6|$|-sJh{ zs%Rn()!>3h6V^fX(F;cd!AOJalu8?|I_5A$Df$FKV^;ddtOWr=?XgtWf3V2;H)j=T z(osYJrL067(!o!yYIyvglWXYS=s4IaR+Iy2a9)=blN64Aj$lzytw`+CySD!}qAAH~ zY2DX|H5t^AY86fypV_s+&(_oFvn&`1MZ>A4$i-I4&K#a~`^@gOJ%ZOR;H(~Zp<<2x zJ)gAs`7`as#PRtz#{4J9Tj`Nh0D+he0x#Ae{YuD}BEyT$Z*uzE{ zE`IGRepW0>oT2lDY;E4OMat_@GcgOi%$iGHD;vwG&I~8x`DhD>TNQLS>e-%xjuORWNWxbxE zeqQ1!wYIbxTa=tke^ETA|FDO>1LHvCBL`kziha^sD(i7zQgmS+LC$6CgEN`#)bE_+ zLrqiDWlThcZ(r>t{CEHm(31-iyks|ai#be}-*B#m{ZF8l$; z{-k0Sd0HcUo-8y!SI8bK9`J#6ti{ zQ@QmZN_$KVa}H0(`_gPVZ#aS)&Tze#n!tn;AV{jte_S=ASNNE`w);umWKC{f+FT)- zXdy`vAu;UIKxP2r8?K)^^1RMs{Ci%m-^R|_=UC5eGcKxR7nPC;5&aP#N%;jL&a@g| zZESp!s~9He3~Q(E43WR2enti6y<49W2Jo z;kew+ja^4T27CIX*7{!8UM8wh-~MlL86iS@oqWSq*(u?}l)ATXr2*@R<_IXm!LD;S zEc+AXBX`jgG@0HG=lj_iO%W9_+Ec?uu&GaRq<12fx&Qu=R7+S9eFU)YR8_TZM!m<(kvo#%r^{l+Z$;)oLpw}os%dFEFaynago;^7;PO0 zqd#D5^d-Yid9V7FWUZ0t+wv7Z#>k>qZ=s%^WltqH(k#ke{0?)Yz0#>I`2ml>^yeR1 zO-C=+lUu?VgW13H?b}?JFlYaqe=J$Ae`cT!@zRfEefB(Fr=r-Z#PLlVi3?O=;Z|CE zeYsH3Q)O3(|3mE^Irfk{G>0Qh@59wJRlm7U))^#%3>d1&ndCDG8J>n6?UJsu>SyXN z1~-f}l-;_g@xa;7yRal+s_S9k-P%LlZdq5rTMV-dMHtim)dXWTPq{ZHD}n!_e})SK z4(>KrEkzj={K&2bvM7Ey=X&0PB$U|VaP$^H#94}CFAZo%4~*(`y;~yyw)Pxb^{G9e zxxZ>w^eLEnMfY7Te%R1VXTTtc&^_f4Dc(A=e=t&p`Ft@MXDt{Dy|!G}ES^gGPQkGm zCRoq6|7COaRg(!TkInU0jc7l*f8nuPEIWripemDZG{$c%{Z-cp>AbBE#d~2B7#{;4 zgEz6hip;6`1Wdk89*S-|o@8sf;*Cko@LumRCf>rP0PNZa4*g_#h1J427Fax_dcK=I zs{e#W#*a|uVI@&cWyo`pf$0K65VhXU$ug|)k&I=%9lbw3GM{_AS?u(Je1^^1e(jkstj3xP@2&Hyf0klStu`iIL^})Qew}el;Bl$CQ zbTN98#U#6}^l)t}LrJfyZ~6_2Ka)9ItNo7-k`|Ti7K#!g!_n!BsxG+c`o=&+7kA~{n* z;AyH=Sap)0qB9$wf9w-`h3AEj-1+3KU3@j}%W7`85Zm!_t&Y5{d{~42>ZJ;^J1Of1 zn8d3Da<;dFX9o$I@YZqVa=_HM8CyISf_S%h?t<0R2X%Fpik5 z#uE2=xjEL<%?Pmaca4SngF1_F@zaR1Z4Jg}?4#-w6z!4T$RQH2Te~b!i{+Ui``4)~ z{gB<&dO+9OBQnq4`51w+Owb0ze|OJDh1F=dO39#jn$V_$d~VTdga8 zaC%BSRSxmD9M2DXL*6Ga3dWT2QwNbAtVlN1Nqp#U@4R;5Q!WURu8c>FYd<$?4Gc}* zPDFcqiUsQ&V&GD(nAgMpye6Vl7BIum8QvOd)%B{le|%tNJ7cds(Qz~1euaQIa9pR6 zX?mSgXn9I_~xVTDn+a-~W za*Q%f8$!1w>EZa=L%l??gWK{EtrxhbS>Lwy-i6EqNynh(w--wW00G(-lA?XY`K1#2 zafY(de=K@exF0&BGHak&>rVCdCn$XHdBn=@eEW87u>2xORd@8xiGr_k(pzbZOU`vd zHk>az()yn=gw0hmo9^a5jl)jJ`E;(r?VeC^=a{KKIpB;PPv`}|Gowh^PJ~0eu*H#{f5ZgFF45q5sZK@n;|QJRFjQP>2-AKW zHpy{&jqsU!$*nrYG@JT?Q1`FaoB}yOHreH+k?-(JZUZcj>lb%dcq78%l15r``6%lH zR-Y8cD9z|bQ+}5VMCPP5veqsPWYk3vGZCBxF%c`^%(;mN#}1UtZswccWw{)cxU|BZ zf58NwRpr@ol#iUE4e)a!q=wraoJKSFn)7d45@Sl@o%xK@)f_c`X^(WeBZmpx>z%zY z4r|#OPU~r{y+|X~E(CL|oNts_@JOO9>|LbiCev=BUl!*qck~-8ei4c2Cua$SehBhO z+h{GAh!H0VnG{tkZDM@lw_T$@9RL|Te^T?Auouk5}xrAI~u(zt?KSkErcZR?{>hQuP@(V zJ1Yx?oCunXVw{B9U%yv-AUi6g77fOp5MCmjCjf4!x(l#yk_6 zp?HT3@?Y9QTN_Q*0CKfvLxy_WVOm2uTXTV`kmeo}+v9Mn^h)Q_SGIf3f8G~_^riy? zq7G+ihOgxScC9N>6VTh5eoCx?$Lk6g`?Pr4ovN%y^vS(;y=j6SyG=oAbPELR7xX6@ z7X9L3QKCh0Xh2v)ji%^YB>r+$R1|l7ZLy$fw4v5I4e{jW_jQBu?sKxotJT6--0o9C zOp-~rOI~-++Q&U9ojKn5f7w*+8WpoevjheQjbZZS&z?ik zu0E~0xNsd_9Be}x&fAkhZElg(>1OdDXg~Cm%4xYIiwY428iB;I8I2eP;A~#R5%^@B z{z^{7GJ1$^r4+q3^vnDYesOpPaEXm9&GeA)jX9HWH|e#a+g4_If4_e<6OeqRM>;L$ zjZnet4rB2tn+)u|!qevs_d?ydOm0otRt9Pn(EmWY8)7y*!=JEhXf%Q7-L&&3CjKN{ z^e(}L$o5+HQ8H$Ff|sTURdMosP9zs`@v3ftSTx1xLpkzD(>I?|YJP~r_8dGX2Jr~^ znm^su4v*{j6h

f9ttfcTAW%P->&|&J0+{P8aRtTN2pViEKwb%$zpzdxPzFGr=6E zZGUbX?dK8NhpoXWQM&={i1sX*ul#m8ldoK|yd8b&rNUnbJu~L2we_m?+x;1xPgY`^xz-f8NN223+ zx+5lR-Pi7c=c0hk^cgun53)2#gKLQ9!~<-R1V*ag@nKHjX2^!3OJ^wfK>AFe zp%vI1?M4 zy4bUBe~{aJVF;XbtR3CruJmc36uOn_XfEBf=6PE`jrF_~<0)|<#e5m!O@(u(k=F_- zzS?yz-?n1N2VM=UY7C5;=K#y*D85r@sdVg8T!MzOfx8s1KeK?D+f={#qIKFpIrEaw zR(lxj+5AWB`#lEQSCs4?0TZx1N!n}d@n@fFe;R2=bww~iU%vxAqRegZA&Z?qWIj@* z%|msUKUVHUo`#&C?6(z{fs7Kf9dxuFR*NccOMh7`;o-gS)T^{>iXL15x-#ko#>!R; zTei#uNLGuJ5x@R0l}7c&{k256lU($g%{#0763Ahy(W-aWN=EGTozGN{xN8-tLF#aL zf2Z=q!2(BrA^-kHL8|0=iZMCY239mCPo-bJ(?i@3O3el)ui#Xl-<>c@ATn^6E$&** z;DsA7d%i|m>T(EMt;r~kq*GUwnx}mtPH+kgtqn0IE;)E&x~}aYaYf4P*$$T;R~>t6 zIQz}qbCqF+(uLhRCnUeZvw68?oXtSffBxg$Yxe19%D^SxpUf?lk;r@U%j%8lGzU&)1B&%>g1Qd z--!I6cRoF@@|-xQM>R=aC|n`W#x*k3AGdP!bww-ja=!OZxoBGFTpZGoi%?@+e@X!b zg0qUelqeHo>cX$2%3KM$oeRH0UFW=dO7xuXcsRAkm$34Z{qpKjX8h3Fcm6Jj0W9x#Z*<2`E58bS-<6xUs0{=t5=nk3{ zh6o4GU^0mZ%L7yjLLb`ev9h2^Ms9qzPPukracib8HKJXIk7F1gZelh_8m10@AlEEA^ZIb8XMj~wYT`*tZGnHzouoQ(`ChSo-H#jL;m&b)j*^fX-7$6wcCYe`=tdU|7M?~<@O>Qz@e!9Z_?e+&m9$@0$3AB^Cg z>g+-rt!2f|v^&!QZ!Ow=f8^z84Z1~ZTrUzgWPBBU`&fQ9RrWZ$#GAl%7o>d=*R<@@ zAkAjl#K;%ymD#T$b^B4)2|kW>E?@@zXm5;_aDA)!SXu&qmv!jAOU3 z+rve{6M0^ZMVhrOf7c3a$-J7r*Y_r``t;;R!(TkD9=N1``*=z3vl$hi;PLY3k#1I_ z4wFfiA+!Wh2#$q9v`WI)gCimYgBgs<-R`Rat;#Bo!@g?f8=;alO)R?~M}(DeN5KU_ zY6e4gs44Qhq67pa&s9g1NK)BrK8~iCU5aZV%)7;% zy^^g5^3xq|Po95|c`$+JB12RY7}S(ya1rYE=1y~&3ixRN!WXEFK5JXHi)I8;&mLHt>*f3h&|l6Cov zILmjjGm8-#>4dvqD_e(_45y9I-&uAPx!1iougJ`>f4enLOFZ2?Ub?>h131+?!HR1% zdL+>rvRfnMTSn zyx8Vytk4S$x@R7i0NenT-tZU5o@~o3EV5URfA8WN-7)Pccv12+GtYy@vC+hwozvh| z*v6wI8wIL_ImFJRD_tVW!<5Rm(tM{mM-Pk1Xw4`dggo95TBvxZk3L_HhDM4GKJ#p% z5>5hY>TT-<(#^>|S}ZDlJESkF@vNoaRH~l3u)cS=Z#N;e;JhwP*_SA{l;d=e!1gEJ ze>k+lAH4~P?m^ZY%czJ2F;Yc@(pJFlWYm=&=8)~;`h6~wXGkC>^)W}7B6xZM}GZCws4a@vINb@9hlw))J&wVJ~S{1VEEf$_cb6pw?3DQ}B} zR5ajsFAOPt9@ZB|-{bX;6=*iA+8O`)f5qwt(|z%2v^3Ha63&Hi!kyWR`jY>S6JBybQi_r;cwFZG_|J~`)p2@dZpNo~bD#e4Im?647I-T||4yOSY>A~REiV&TbcO$VGJKFbuYj92Gm;aN zK7=z{C+A)0!Va$8OdkDk-HL>df0Llt_aOrX{8ydm6HaIFPp{j(8v}_}HtjPp|Mm(Td`&`b362d{ z0gaAiL_Iqn=;%{P114aexvTq!NFIE3qgmH?`qKKfZa95pN6@x>_b%%te_6CKg*%P9(rCXW(T zLAM^yZ=E{vmeeXdq-NaaETR5Za~`})%^7~Z;L7=!2{fL0MZ=%WkDJ>kW4d~oh9f$| z5&xl9@$qz=cu7z6B%ULmf8&n)i_Owf=QS?hkPDMru=f1&OcmF4+nSCiNV3pGh!=(H zCz$0^`k2R}IL)CWb}L1D*eNcw685P+PpFt{ZLst4w1wXDOsdjtkp$+s#0q1-uT=w* zeCmqt=s0+Niof){%IpJ~h!mkgiHYvDMI@bQTX@}zZmxz|Nb~#Y4CD5-9|O|=4-L<* z1DDYm1rq`_HJ8y&0u;AqK>}$F0yQ_6(M|#s5jin23NK7$ZfA68G9WcHF)^1xg##1= zHZ?hu!AB{7wO4sORQum2r5ZxniH>FL`&O2$A^W~Y40ABd!pvZB?PV!Th)S|&mo1Tf ztAy-JC~Jz4C9?C3`rUiG_xU}4KCgM5IrIMP=ks}gzB2>mFf-B!z{KBOQCIiU8U$M>mW&&J6*;&~QLoL{9|J$9NNk2!IcR1{^>a7}5#A zI02@Ape0~tqHb&gXc`-s8Jh5m5CfZdy1Qer|EWdI#MDev2)L%AZ>kP}=0bp`nThG~ zyD5k!*6%C?=$jJt$9af`$L@OSrYfdZhU(&?$Ik$W1708&hd56AuiAKsl>vX3Ms#(; zVo*O50DLZZyt|yJsJFMbh_fdSFM`23i?}0yf7WN}g1`aZ7_1vWykkKm__HydXgIN* zco*6rUtL2( zT>u3`pz$CYhIS+x;$e7C9AN)bM!Y~c@2>(uK+O}2J5mk&dzu)hQeUjM&g&o?0D0VL`oBnCB*T;M${ko`5!tWTOHldAPxse%KTJ;#J>Eic;YaQ zO9w=a_0{xLuL=HlCjGQkM>}GF;0UxcAVDN642y;NK*WgjkdT%J{KSczhl7Nl`~gHo z&=@??1#tJo`vXoGEaZ5`GSYyk%CYDdk^w|j|3a591EP9=p({k4`QM1Bv-k_i5)te# zBrYZnh=RXCVh+S_kQm7IH%Rn#`whwhqNu;2xELUc{tZe3q8`6NDL@o|`xlguA|@i9 zJlNk1h`I28LkVIu!cX|mh8rHAML(BI?C%Nu=aBx1P4HNZ8)$)m6ThN5y)su+Twu!IyKEFn#t+3~YpmKO8>ho|GO)AHv|5{dFB zK0c}d5F~((kkMg`qx>y@*9R}c@&nYfdJ9fLWkr^X7!)nF<4%qy_tvp8T}z+g1eLOb ztAif%WMg!%%h?7b2BUKRm2Ng7M z@-JwoWm@G*^*^qOt6>MsI=`yP)-~=#OLQNdUr*w+DX967amxFD>7aNO9Ts_k@ScXH zp7niiJt_WZhb}e>)}k^hFkqh<#?Yxv?%v!;`=#in%LSz;yM6R$m_0O{&&t)YKNA=a z%NH4su&)8%^2qpY?^eF+52w_ACMatXqV|!zutg9CuDC1&F5HnTb6@wh|Rc^ik9_%L6G~7t=sXz$xhGarBR&R z&}OHN&(^t99Mauq^4K+HaYJP>*xM%HQ`ZG?CGkU#bA$YUI?QI1f?Ihp>@94W0*;N2 z^C@wPP3+SUa?;^Ft|yyMguZz>Z*=LDI8ku_klqP)j8&fRS`FmbtUQ#rId4ltLZu@x zwpI2@R(cUnr^@y`*=k$(VQ;8WC&g+LYF?&iNOd^cs9=!%p~t#Kp||Ar*LvKgozmH2 zI0?nO+Qk`vOvGDfvFA2)>anWv0o>wu9y||`o;w82JwHvp@SJ65SCd?TSL^!SB0K^e^mM`xxtPDjiBbt;$J%3-qw+aPm*8>{ZmgX|`XsF++D( zCpyp5`C;to4yH>vS*@)Q$)F;Pe*8TJ&Bp7=TwX;dN-3gx*`|Wtx~dBsKd;0j0@a2N zYc|*Ug0ITluhkhaf~vFwr`{IWkehnZ-O<+^AGD+_EAA)nOZ5j8dF~xtFE?&n8W)1U z#o)bv%jdqHO31%;i#=&ae3exY)`GreIJ92jXS5`v(~`lZ)OTj`kecL~g@*MwX66%D~#$Ft8)j(U%s}W&ycoj z?{77$RTsWiG8q7M##}|)zNoc`x;%4})i#8GwJcVF^~$CEO5HZ*QPbNu@*XW#(=QSv zPUg?n7>sI0vAXH6ZDCW!nei;toP`D(OYH@^YxNu|Il*R`ZrWxv;SKag4ophC{Hzo;5o2OH{t zJ9I54J?Rzg<<{nUXTz(#XT3>=F(3C&fD8wjmZe`Rc!TB24;i!8&IxeM-a#TpKc5|% zI|A+b@0UD{KCkW7(ZjS5|~8BwH_ly7VLZP`YN?j_rf4Qy(y1@=hFvA zu)EkLvMe}6N!~;5_&#}m*_VlSyxv*Kr;DwH^%-4nFMd&qR7<7L*`uQ6sdo^Y<5y>w zFpH#6j&{UyaO7D|#vJ%(kWAlbiN}sI{-BwToQ(pZGNN!wN5kmUqqEn=uP!!!M7$q` zILIG((l@bM$4s3_*o$B2r)_RCH@6us@SzI7N%M@h?PORJCW-nF)tP{kNub$yyZxYG zsp9e<{p=Wy@4QrJF&{(XJIcIiG;;z?S*uVJNss#<2-cXB^InVc|I9+|4?UZ%uu)h< zrI7mCF74FU!-tJ8+G<6>Mb3eL?<$EpuOg?~>2p^7+=gfKTosJ}*jc&X+N%6%r|f;2 z6w}TP{UI&>5c>O(*yNrBm({C5$uM)Fs>U|<6~^S$M1U;9_0xw0@F{L!vzfZ5Xz_+I z69>b=h0i7|P_#K?j?$bUrzY#W2^Hw_a-cZAS88||@9D5U~_t74&zcVR+? zPK}oZ#p!cf&B(IB>mt;nmgc3`rC2DEN8M*AT}7)JEB5rO9DYb@TQ1mU+UFQ8xo#^5 z+IU{K%(PV58P-sKq%t;t9ZfSBDBaOUF+7sKa*4~x%y+PHSpCSxF5eK^_W0x@?&zhv zZG%bQp{Pya4aM+clKy$lYLiKYyM4~~`K%{~=7)V+c*kNSPA~UD-m5c`2NU8=PE_#c zy5`N}cbBIvfY)ZV7dCFiqfAIH(+ni83Hb0mIzszHUf;d>i5+~E?3vUL|FmJT?-z65A~fVK?{cSJM-gJr1*Jn!eeT{_QdZ)7BcrfE z%~R(7jop)W@&V*K?iau9zkdjw&`nkbrgwz>rfyM69|;WRk-3?hqO_vU=~W7YB>W|u48FGctFc{|dHYp=L?W-IQ@z_cY*5vWwh#DG zQ-h)lS!jDORZ{oy!8JnIA-6vKtXtodLbo9!Eq@j+g{qKA>^$$q;=4SdcZQ9pHm_V_ zNbY>*t@NsO=918?srRn>m!=@s7F+MO&I3pUtKmfJXj>2J))10)GqiyO58o{)o-P;0%* z`MYIqujg6jm^0ekt?jdyv}?~hW0sFO z>5{eFG)_EZ$~HJz%`=h4Gig=M9I}ndE}*k`9d0YgSDo!YdK;17)VJaFtyBSOB_qOJ zwQI0{&k^%|E8e?xBNT4tR+u&3a?&wucU_4sxiziB-|nj?r?hs5sBB2ft+o{yl)9_6 zQe<72wBI1`5Xr*-+SoKM#A#M<_b82U1p?#ak%~T>3=y zk(1FoJ%*u@f?PkpXw%Efp5=W*2i~l4To*Qfv&HAYah00!b^slwkHOz5p+0+x^8?$P z_BzpL(qvphyj0ieHz>Kot-pu(khnmvoO`mgB~rbPCLcjsWNjJmcZvGzMj}lyC*^r8 zTiI;r#{G_T@~TP<#=|od2kal!qRuVv_KiP( zJ_uL8z{AL8(zul=%L=xgK!+=7ovfb;f4e`^WVVEYCJB~~lFs*3ubZwdx~+`bGCl1; z>%9$KB>r(J;y=Q2SV(E{O+Yha$3CBm<^@odN|dJh&U9@mymA?B)(?Hk3wgc|UEqxS z-W#Ud@>ufDP1fe{>jUD|VY6~o3H8Z;T(`|j%PNJMg- z4cU+L)r=&hM6@TIeI9s;ai2EhcJRp3GO03|;8lI|b6009vsSV^TDJPOA9iC8E^Z8~ z+m(vG`aJpR^_OrI^}Rc{5kdyb7eGeus1ig>$fQ&5d?o+=rTSt{@AI_+v=;_{N9rT%m+7=$d_X67FR(GKlS}|E^R-MK*4rY5aC?a;2?M zAa^W^;=pJ~4$3N{ywoy~g#PZSdVhud+~FfcH-4P%i$##Nz{AYb7L&{+412;f$n7$t z&QBD1F?()pInGtFmmdR_3IxJBui6!aJ$8E`Mj4ajLtU zChao&LY}@+LHx(SOO4`+k;XGcmWE!nmu8RN${2S?2OEvNm^wYAGN$nZQ&7)l$`CYw zrEq>)ODWG>_$|$U%(oT_fl79y=1%dA5SXY*_cR@g5c1mM+gmwXk$!3K!5>A7-|AJZ zL9fvU5rXUTU>OtK~Pq^e4nVI+^UJn(n>+rMD*n-=lQF;~kVm&`iqraoBRL4a>p zc!KkUv?H#C1Uv@a1{P|2G4I5_ipyq*8Wgg68_FQrB5nKy6W?oJ&uY-SzLZ_0qXU&7b_B?UAN{uBIb~? zy}r2?6(TMc(LomP1_tdx(|8Ecr7E;CdtCU7aSYmiVbuz9Y&h<+rJ)zPA77Sr91+sr zn@m_pcoi&%OtZCfh^;zNQpK0=Xk4(!SSho1Dt_dDV|v8Q@TH9V2kq2Uu@6L6xX9Jx z?Nddp3!ENBBiF3vXqHUceQ#{?^_-){`1E@3aNwYj=WNAJD;b@_*y-8lH0mWs#_B=T zGO5j){;782K076uZa3n+yA57AM=V98G_&k*(7d8uh>Typ>?M~FrWBc-EpQMQ=gu{Q zniemAp_~|6?nFjp!|x33TTV2oSd5&54_<3a-KHQ>f7DfTu35<}?GgRvqaR%f<-+fH z(uBqLaw+&15t+)QGHdv%u6omHUg>_IvMgim^+p0pYx2>Z{+D0XtV8yYb8?RiYKJj5 z^&o8=6&3JWjm`T?!Otoxu7%#pOe8sz-9T=C5;doK1GbY_^{OXO`89d@kSL-sFtHV@ zGpH@({;avK%;F2z$|iSg5=V$=661sMq4DUtWX?S9;L`=`BU`!m(v6J+nX;0`AlAWy zA1yT)rW!k32e}B9ROjLR^;UI3y$R%~exb~cvitk&Sr{9ePl77h2TTjJA*UXArv5;3SCZ{;*>jz529U)lNScmpXr2= zopPx*%gDX3%=>}YC8>C-^S(sLbDgh$6}4;*HB1#4YVtiFgBxQp9LxC!(?K!=N)7!R)mzi`QsY@c zXwOLcg2=u1FSi8jBK70vb*D97D!E10fTi4Dg;MMqKTObcUqI`d5;Az?wgsMl7Z^|{ z?m50PS>k%HwfJH@tdz@|`M`IIg7#3t{ry1q_R6lFnQT|eO`Ks0^V`0?yGsWG3|j|P z@s1m^h7tB7ip=;2!s->GrE1*?_xFneDC=H-JM-c7=o=PxzVg6B==e0VH0q%nAJx>Q zhMa^A*@qhvBr@lC1A}8NK4foyI<2G@)I8`UZ&>_BV#iHOwsLT@#O{LW3r@G_h|X>< z7AsD9wb2?Uaw&Jp&pe??I@{UXT=q=q3q2ES!oypE13NUxvoiZDX&6f3o9MPYFC4`2G|U*}=wtoNu(?JuSp) zjhXP}v58i*>ADr+3KG89&+jKN7}Y(|c2z9yx?bH_(64<@GWUSH6$vTzr8t${t%YhC z7-J>q${65%z3?R8Ja&ILX$AGZ%FTH~Wv6~NhDl{MmM?-_sY}L`;r40>jNvojq9Uil)Wr{2X#7 z`bI9#Cr~gZ%F?#Y@Y>h%r;Fd7eIlf^7ALbp-)FZG&bOc?pyG)-(j{rqk2lm-@= zkBn-U0M%-nLV+#bVxCof3s3Q0re}*2`GM&{cF|J~f8?6R*0f|;b!#`xoy(PA6+#RR zoC#Gk1>GdwVcP#5d_&!yDO#f&~*`R<#; zsbzb8pyt^ha+9fl+$lM1W-Jx=h(DoQee#MT;U%qw#+(DESmj*i)1IuYrv>kCK@!R% znU$w6TEqECHX4n31~bjYW-KH1y9jEXGqdmgQYBAh4&9B4tbcmZeolwKyX_$wc4zEv zBT42rvZHs=3I&5rrx2S)6*i92g#CEEY$Fkmt(}=6cU{hZZ}g|4HM-b(^aHU$R4wNg znP?xZ#z{4^-TGLO&UOZv**cJA^1GC$T`urGJ+E=nL^#V$=Ap9euJ!lDKF7(cEBr>9 zmzHBn3+4x@2HZI+5mKg{?Ok1vkM0I3*9W%UlwBB^TnG+SfnE(}(_dZN3I7AQkrwU> zWo~41baG{v*%<{30yR08(M|#rx2k3WJBR`{F_+O!0u;CV?gCOempB#$6PI8q0|XH^ zFbXeBWo~D5Xfhx&GBPtZmqCRC6$CRhHaC~yz5yr(w`Evc-MW{&DFY^d_Bm&tecs>S zl`C19hnGSlHOO zkg2I9oq=W$5ZF=53<4AY@Iq_=Di)Bp&^He@HhyGkfGp4v==^511ekjQlz^fup_`6Xk%t?1pr$CG=aJREe&aP4S=k=ik7MdJ z))d#&QeK{8IoxX9Iya39z!dySuYk zyShMFz|PhzPWJ!wr)dLn0l0&m?Er6AXP`asA7We`E#K&b*Z}{P;P0jY6hRh1M;GAV zAQ|w#j1F&9z6HHv;gJ7n?2QP>-<Iylk@+S`R~>xz;AbEXz%T7=KgL<^}{noLzyw-v8V1pDSc`UVtUY0`eyGw_!p4 zC%e3(6&S$(FZivK|2F-X1nB-5RQk6mwFEobdjc$hR>-W%V91*w=>Gqiv;R{|#?{_l z*~|e*_kStI>5iZ(kX+T9n9?ij}7D^1M&b`s)8VY7B>GP_FuR> z#OzJ`;*Qq#z_(5L2h#dGPWErQeLH(Ve~&HzGy7j!|HJksNeeqipoPslfsLL?^KbrZ+P1?}{YzcC-25@lm0L+}7%{-CW-h{xx%?}G)oxA_6H6YGlJD?88^6fY0f4L}`L7YJz25fJ#XMe-rUjO~g=syZj|9fKp zSG0r#*u$Hd>y2Gz4t@>*I~PAMfSsL#+xI_WE&g=`{xfoK!uap?-}48zKQ05FC4Uc) zzJHWhrRy>BVW>+GiVv*kpa-EM9xlHcEjm3D)f7ywMFBK{fOAgkZ=JIovZ;vfYkfY< zMFN3t=FgXr4)w4rH`uV@M&+Y5F0;eL>QdhS*NhweF zO*@Xrq1;E71BYDtPa*;5o8aA{QhyqqGBn~xx;W!xCE!Ll#mZi>8_RO|k-`F?Uk`xC z*bBC}!6*0*ux~U{KZvXAk=TlIcp`SdwIOSh^<%)491T|&rb;~S`D0>qE5yl7e*s<} z!R3Jw5|my{=iN1J)szBRP5ovE1?$B0t5Oq5L7Lqsn)~E1y|^n3-4a?DW`8BRmZsy` zmI*#6LCGX4S7ogYRb#TbGkd3V3Tvd7Q2{Aqb;c|g&y=|ER-+5#lhx@q75MTH6A@m! zOnIR8A?T$xNe&$t=9jh|#b`7n+M(LWRKR>~r6;=z_$gX0EXrX@7Jk%@+zpEPBuLaIt%eOF*^MRdg95BJ_Qy8^+50T!liI z8lF$9_HYKX)PJDXaB=#e({vit zR!QDS21*72Qk&=io9Sg(RpI36+T?{EotMxI3|vdM2fqa2uj_jM;<}*svvv_WYC_;;1{jX%_SYkdaRd={$tVTm3KhtZ`mjOwQT`g3g7 z-LjGl_XY?1stR8;nY}4z?CmOo`Kp-H*EEIuiClBFT;aa(I3D$4vp7ob51>xfa4S}= zVvsysMA=~E3}!PVnU25!eL#Z0A+U>2kVlAcry#~0b=UD)C@~y>6g9pbuVQ1`$x%;Q z^a_eikOLig^Phj3gKaB%yeA?B+@8q3jI^se?wMHf-#>t9?<_17tr(z)m?d&PUzMWO z#ngnl(hB1q_wP!%ikq85ye6NsaWV61BUVSz5s{B_N?{^Tmf64*K+kaEL1)i$6Ro(~ z_IFxt2&{K^&Mb{_@lM1TuhT787F9>`?R5l$aK7DrwTOR)f$^)QkmKe3axJI`5o<$3 zy5$TihG4eC)vq%V%Uu?R~Q7ANk%!miN8E@R4#Uq*l);yzk~^ zxe4l&0Y85%V2Aiji}^;M(ztY=@36ZUb+)g$ay>jbG0Ub$%Og)Dn*;y7&eymRMTZj2 z3UR7m?(>iWyxB-E8gx7iUmruQigS*ppcl=HHi6KK_1->f&v+gD35D+NFM73pzlMd= z>_>jWC)7Hx%Fm>l%;yBlO$d=iTky%QnZm_cs_K94Py_iqzFea8{!n5BZDQF?XV&(wm{bw?vSwR;LZtrXTtP+Q?!z{s+J3 zV)oqra3$SGU#nz!D`nv+(OG}V0s%oZImbSey+6b%@kg_1T`GrH4G2wwYivLFu#128 zWV6aAoGv~;x7g+(>Y2azW2()m_ilgs<*i1fUbGw!nztA1kaB`dqqFfer<~R?>zFSf zn1H@W2c=t@#y8GKXkvcE@Mh)yvUNw*mKe+7d_z~y$DJXS%7Uax*5L(};y^g!8$+qu zs5uCz+xyi@7gLI`|G)$SD99l4M-+ck%XWJUMdE+_Xj?)sXIdx5vYm8EgZ@MCH6eZw zQF7XqWa`oS6@4{)8{b>bC`9*_#8$?JIe_r1Th{*XtT}bNES!*{Po#997~aeEOr&@9 zFUjVCWNnoMX7IW+Gm3lz=?ms|FY}|;tXM4YhH^5(^2^NuqVpQ%J2V+AbDe+D=V#Rl zOCj#JS}bSY=7j5OQC0<%)evCoi=zffn$yXL*~~(+!h14N4kvfWGSqRJkMXP5i*J8` zN5T~U*NG}oRb(WcTr1dVc-PB0w8^^WpSA^(?rvyD;IrgMjNG^es|xzO!A~9?1Afge z*WqkieX)_3jjgK*qadwNuCae@!u?I1san%;|GcN~AqsjS#6E68=*E3D@cs0jdIt?#OlyAMkrU`N#ff0WzwR=oPzH(6A zw^%->+ifUTM^9XZ@Jhu~g^)-r4J`7Vv1^GW_~41?4C7-036!%qI{|2hiw}QF4?Iio z2#)B$hbSz;w!H|Q5dxg5uBI>jr_PHwGE2%&uA`vVwBe)RP-gaPlBTJp;*g!kz0>u= zrYJ66>LH1;>eelJR6Bn`xv__5%ETXdt#=Pr;BP#bnLOgzi*Y@x(j`pM_H$EiVf5TU zO2&Qun)gn-u(k?#P5p;U7ZwfNXOqEb*p?P&q1+#9P!t}&#yqUG@Z3V-VT#_ee1V%hp{7HJ ziP@}sBt_n`De^|JNlV|Z|K&$U<8S23s@_@I%S<%k``mW`6-!8yOeM@>#42qfZd)96fxG<-i-}72%OYBzfX_MSgE1(KytN?8OTf=nYE%$s!didnD9vmU{!SEqB(Asb1jS_l zxAfOvDC?8XGRuX0KS8HOb9i2hcpTg?!p3OYYmKUU0y-x*v{OLc~XA00zC zt5TLc1H>Ht$U}46i>qK*D5}jES)oPP+x*e-s3^PjH4$#aJqZwK^jM8PPFVAear=L0 zz7r0b=W&1HgUn`-KAWK{;UDO0v2iNy+2+qu*NJTEr2kIS-k~ktctpLO9I})C~IgDLY!nWIklcE#iUB z-w8Au5VJVn8$0(Ul1;(DV3AWUg@{`m<~}NH8?WN~L?cP0I#x`ch#N(|iisy?16+WNKHsF$oa{W>K$)lAhL15_-VXGUj=#^);(RZ%@PmJ{w$w!_dz!P48tWs?;2F+C|;-kaB;S zkpAl|)3=^kS7oUAzTZ%Gj{iYrbFTUOP{|z*RpFB#bi2@41I*Rsk{Ri#{(ie@Tbcqg z6GVQDmy8XWUVKl)$^e-{`=B`zAHvs+(cgS{##`IRz=xHJTFmXQlH~)zXy`NOET<&r9aQ01Q=M=ee0|CU8H|+NaI0O zel}TO(i&37Wf)%W2->0qKW!DA`2o(U>>ZJXDAxn9=5#)Ows1 z8x%o}2ovWP(B@Yz0b$5#-@}^eD`4Gb`~z7}g;#wl;L29h$}K z3c8VrFVTr(vwdd}#~?l%{Rl<(8HdV9^;!QH?&$36}Wq;;q+6?kDBML_DbzvNxl_*zm#TAhbdDu<*9IiqE*53oJr`CD04I`7KZ_(xLH_1&5Y zzgnqNo$gXt64ef`n4jTVaJ405&Yjb_X)szAYBw;zdcX{Kowwvce1cy2#rJz1}+(@kEvxx}0&KQSDZz@p;;d zX01DPJnguP;4qV#j?iOJ$(F731XH>>gDszdlpn5A3w`F?bbIybj)<)PvZ}&hE21Wf zmhh|Vbv|s$CpoAF_%5S9?$hq)GZC3pT@~0QJB|Jy#EXCX4q5h-9u#PFJNhBDuiOKn zz0m}NL~0`<_5%B?Rt`3VDrNPu9!Yp6Y=~z!YJEB%L0|k0&8xG^DfdFjg*CdXnv8#E zZF*W_d&7JmQ9*=nSN~I%P!`Rqmg4#xc1topbY=o=K=d_uKUc8Tu4nQlqYTYZp)jyj zm*n~nwMTyy_$d)L-?7tGX{YxaDZW09T-+R1%r)1Xfa`b(mQ%AfeoRCcsk6&w5i3v6 z;KrlPz2fl_@iEHE_sGsK%SXvIU|tvq*A~k#$B4mpqf>FfdzI7g<>{0oui?AaZ9wO5 z4mkzp12{yJ+-$>keu)7PoH2hjddNai}RQ-9?ucHK(x=nVUQPmyUfx1wMMqD9{w?{VvesM5i(! z%JqMadhdUu!B?sTplp!jJgr^Zu9{-JqZ;dby3B8iY0Z{Wk+$qT=~OHnkeVDpg)T^@ z1&6g`OWtXec1C-d9uBO?6|O&YaxgH6ns=MdT}kFLtFE*%!PqY4<7V0N-5$&t$?=N~ zyGs3uIApiQ3jBj_h;1)OEms)m+Z>W;PfmZy9;;%ZaQ^k(?(8=^SdjnqDMRqyez=i6 zv&JmBBgP-~qpk(%lpK4-PRoz<9=Nc6&AfP9J*L`aP&mdCd(9l5mpVSpPB$dae+@d? z`9W(s5RwNTc;pucnbS~T$qOtR6EeO|b-)PL3#ODCs`v6G593(i?AHAD6B92oDy@GV z>5AR`%?O46highVKQ{sOl3j^NpGBxFY!fDRf~IKGP25E5m1Bo3ev1_qS-N%Fr{&{P zQTOdq6CX;qne(-Gh+Z&vrGVL^P&m7EnBWPKaZIHKEXIBw3A7hxkRhrig+=Ly z3cOg1Z~k1L2mw+YOXRL@i{XTE;UO>q@YmN=(VCj44ny=~s!r-kWLVbwvk6TBBFY>; zRo347XuHtsRB`XxTbS6f+hhBQ%l#I$Y2@7J`MGKMO@JvUNz0bx_e7Hye$an4!o?X< z=0yN7llb#OBGhU#uk*YR&juY@)cEq6;p`oT>CIhCw29&SRT;$G0^#Z!%A~*XV@t0bI+MRZ(9M5jKsrTO9O(z>YwST=RFe0uF^Lj=Wc2 zaTY>v#=WvIA{*hg#<_SS#xjV^s+y}k zEVe&ft(`pm+NiPAL6=S9%m(mI+Hf69q~i7SSQVfptAf4qg-#E-c>EDXfo8+}R=IRd z2K^kupPsxW$a_oN8?jEP`f|Qp&9MD{0a_ZR{6DxBO}YR~CQYvIuQU zMqE5)K$Q+B#p7@^{jTPM-)Wx=2ir8}EFL~CE4cHljM9Iu{{5+6*ooljm{Oi7S6=IF zY5Cf~8=_X;bNqJ_e;B?p(dq?(1iws$L77nFkwX%_tcXB}Jvox>RIT$*jc?H51Xr=p zHS7#p7!mcjx-(VuZZ^o%C;@+UKipotxHvrGnIq6yhpR&!*M(*so6MY?6Mwll1 zm$y95aDO>a4O+9=i0I~Sr6{~~wuBE-q-Sq3hf5CEdx?j5uGDdHw6+tlg%XqXGZqj9 z61l>j@*=>0g+`O9+L)O+>{VWxEJYauSst@7`~E^z5FKK=yfoU>Q`Ud<#t!B8-teE3 zc>tj(2eDZ0+>NOB_X}@M;DSk?D!eh6K6-W2-~{|M6i_eN0Gv}0F*F<4WiVE{eAJGO zion~IRruU{J)6(y&k7BAq+ju5P1T)a%fQaNUO6Q*j7|xb0}MjEwzHW9W7#Ul?RxaG zz_Q<{Kuz@A&2zsvKH*@b)St6M z@Id0HR+*LA&ldmHR*>cEFW30!s&7UoON?i{4K6b6O^Fl+IIx9oo3YUV>DHNUOWzS3 z2MHjaRovGl41r3V8FrvNkI`X1NpMYIo4kMiYUF>B7{Hdi90`BiYdi7JNv#_6j9a8U z&ua}Y)v;2p2To%sS{d$_o51-ls(dx$0d|lez_jBNJeO?pYVDkZ!kL~w5;zOoB%{(Q zX&a<$rqmP?rESGQE8x=uLg7>{zIqHwh_d}(VDY07o{s~5%QkE4HNPZ44YL;MTSOq| zHA2iOS%;BPQ_X+fyM%*t4v+cjtW%$Q>i>OzWTcr~J{VZC!JTN(o*+{uQ!^f}G510NQ`#JpQ+!YB#lHyHpWR;Kaq) zF}b(fRR(=_=`*!x(f~MW+5f$Ti!4a7hnvBuAd;|DH7RS+<jLul zOZr+geDr_A-9e^8XU~~yl7=f*Gc_z?V*P_g=WBqPIrLy34zdqBkn9(Q~AGbZ{PH02_@jMkMr`lfl=)J#l%?NO-|R& zn>+1xWFA!)-i}Dlptwi3eA(g$gwXR5V>JeinG*!#mY>I$(HR94myjI=5*0BZGBh(c z3NK7$ZfA68G9WTAF*7rlL4^Yq1Ti%^H<#hQ0VscWWmH^S)-42gm!Ji~-QC??6C4VM z!ZkpUAi;yXySux)2X}&7aOaVGyF0i0`~3z3in(+y+54O#Cs9(R7d8PI0VP1TPV~$S zOgsQNc@>b2p)E5Ly|j~|wS_T&g@K8Q4W67_)B$MdWC5}jGjsy-063k@0gA>>Z>|mi z7AAitZg_HlB+wS<@TN2Y7`X%Fflh{M?shZ=Zh- zKx^P%jd8X$d26SWIq>fQzlQ>lvoHqQIs$(?Nr3)V+Pt;$&FM|<^dDkxjd1!M)B107 zfFlt2Uunz@9slx`Q&N%x*ce*aIst7BZH?ayoeZ6v9RUV^$=-f}CX{~@1Oh~z9UOk= zkpH*J;Xi5qO-Wy!O6|(FYDj&gvI1|09;HQ0A_AB0Mpx& zirboqf^2NwSUbZ1Zl9RNTc4aj4(^QqXRobnL9Vu*|5t8mVQXUgyYnW_c8q`Owifoz zKxwgmS-*+k|H#aMP5>qV&>jGEGd5@Zo$jw~`7LJtEq-f*m!}=b4q$3%?FjU;Fa^GS zzQGD0M%ay zmHO?Jnt*Jr-2o;*Q+P%NkkfzLLQwtxIcNWqOTyXOTEWl;NcF!h{a-sn8w+dq|F--e z6HVZ6vQ!En2OC4{|It}EN?5o7O_VI0jLrY_Q{-Qk(u7J`MH9pK6Qw%aB^x4$+9z{p?=a(Z(C*f~3S z0Zc&-@V}?Z!TuKix9D%g0bmsQgE#?pf_gff6!Y7jsGC-H)e)^&|5yEKjj8iO4ES>9W# zT>b&yLc9KBaBqL*y8Q#b)#?5Z_|_VaKh?fP@&G#g-OB$ymrB2%Pk&v#On(mQzaHFw zVO1vwkQGqV!sP9xDk`a znVyCF?SQks9f-GavU~lPukqi{(7*2Nw;Sc(`1b=000e)!0gd4oe}Ig611uBj1B<-H zb0&+S$hjGgOR)vCWTGJ#lP6p8am6yXNP&X6zKvf}C~`q^QarlealW?sTI2y()-P*K zv1JoiCdxwFhTiht_{ieIBN-YD>V7Hm3tx)cNvRKHGP1P`*rrpOqnn8U>LZ7u+^rq= z;Vk2?XcvF+q&mgTD_Kykd9%z7m=4zHZVRY*ZTJh5ZQxF?_n47khTX!8G&2U-f!HH5 z&~{xN7(3u$d4f-&R68k5`(QMf2-QsMu@Kljh2hOF7t#-gb)RH4`Vwa;Y|(Ek&!I5| z)vru_GxtE7xIC@^><2=n_Q_WiT zpA=~OLc-Ksym;oC$FkBCkNw$ul79E>IgcpIP$Rg{p%amK6(tUxtU`wx>kiA>7x<_= zD}A0p3?7~C@$x5~lg-c!+;9W)hXF8sivZ=rc$ab%-w<1Vp|2B?!g^i4swGiYue~-W zPXvD}3}ZQyZuSW`wYiNky5%xt6O!rrF}YKNh#iKd6{QJRBN9sZ&P-w=MEt=4#D@GL zhK!EB;1a2*^K+b)voqi0i%JAB=!mBUGg1wq6=Jl^ANlr?`^=z_7DUMu~)eg*DLqNa`xHxBvH(n<9A z5kMbZKSOlk?+tXX<7n_+AEc92>`9}X^*pk?kKY)MPKjD=X@v<%$fo0JSABm7?P>%# z_rn*pMs*DVlX&*)cJ0{;&!%hA**TxCNP(B9QuVmocjxY?IO0hFzu( zVwa=Mq_xRzrCX$>i#6mQB#$R8V~T(3KhA3A^WLFGK?(`2*?}A_j(&g1J!Wj-ag-kS zEd9I)F?L-HreFSDc5)6&OR)wCo5bdiC}^ia$M*q^UE zHVp?2=}im#u@%M(*mi&T$j%6a@f0B`yk8-ZuOh!W^wQ?>V#@lF?$bZ)&W|i3GE#&# zcDzz0%wd@c$YX?$)#|{wwPwz0Y%yxv?!@U6WZqpMWYDEN80dm8^pBTB)TCWuibvKE zN*uf7kxnfk9tN3z=|%HX%Ziqq;z}~^C3wtt-rNGpHb~A#NGL-BRy4?WNB6chq=K2H5Iz_%qzlV5+my1fU*98 zB$l_Rr&#0E z?dLnEo0LYpW};(!={=sOM$XkAwyVAv3}WaJo9#vdtGeZd5-zhz(miMIV`u=>?P*Sg zxI!=@zpBc;h!y8skXSlLO&Vr#?Ns85ojGs3u}dRETn<*z+)g|qri(JA?<~g1D*KKTj5ad6Cv)u>4I(8 zT4G}mWYaX?>X|zH%=jk%BbJ#)4}Wc5F6E3LJkx)#$AYcx)aW45e>*b?OGvx6XU3cX zfEqMME^L;K8=#c2%HaG^V(&<8L`7BYrh^ws!9>ijERy)}IfP!raxieQd&(#ELw^Ki zO0=-FT|>+Bs+)!Yp~9H_LM5=`hAok21dsh-i2VGE0hWX?4iT6z*9XLcCEr^ym{>zx zNREHj?;zM884-PMlBF6Zt#t+1#*LLGvbR6$JcYa}Gc2a6DZ-wYeRHkQAnHG}Kg zd+tMFKqCuxfSHnK%uUKx2^=qW2fO}2Al1(at;4=t`Gp^Up2Lu^O>l)oxO3#zRiyKB z{ewl-4=)geF&+;Y-prwpLjLQ67T8LJJCc9VDG%<`vLMtnO$GS^y zmcfV63Fz*f)P?zpjB2kaf0*cppjryd}X-1?fG*G!xb~+-mN{VGHJoBUMl3Eky>Y)vk~g$uO~bBS&eFlFW!Ip zw-F8E57YYwO>M1nNC(H;;&7k87)gZDddY=n6i6Y~jM_0UC3Vpw-?JvyHr?(&#Y$7d;Y;-BPx#7{soQ_t$%u_30bN3AN1d!t?u0RY%Wlm~ z7%)3&-zA|FxAAG}rXHd~xGQ_EcyoVrx@E)2t}YLr&MCbj*ocTbzPuNX4xbc7O*#aP zu8p@x$k4KBQr>Z+V%n~#6S9#mOH zAI!vBv8|%P^{kSkMSyZPeDDe2o#AJrd`M^&mv5JV|G}J4-@v))%UxOqYP=SxFw~BT zjcQKxOe5E|X1$f`yv24L%4$DHwWq&$H^WgikVGu@^u8Xdl}ce-$Y{If`}7#I7LK%j z=NA~m{30i94`6hQEA3}0HSd4H5!&?I!eowT%D}jri^pV8f;3i@8n!PAsceuA6xL?| z;$5g!m`2Z%Py^qLiFZ&K)b}B_SDLqfs@$h!r<;%_gXUUn81j6hD9aDv1|YXH45HR?7z;QP2jN_}Yos#asXor52S%JK5uj*_)soYw-E!~gf_IkK9 zZSt$yOQ?FNf5|qe3Ft$_BX_b0x1_~_Z78xvF}NN+wVNt z`Vqg2^z!qUu3qN%mEM2Z6rw5z1r54wvqdY2&MHOS=RohV@dCHRPFN5?4Qo)4Yw^RnAZ^ z4yaJ*%ij2Pv2)Dq9j6ol7s7;qJ;k)}+-Yt2V!ogHcHJ_Yb>rBIFFYPZ2n@OTjb; z7iwdtE_XhI{j$T>y$UA3eP53G@f}$n{OL+7J?szJ^&T=P7->Zx)LQVNY%@Hc5y7g` z2QJ;zQcVp*S@%1HaAHE96Ed)i|(LuWe zTzEqy_(KKTs#~lDsZw$4cL7tfFN>jC-ouy59|}rW7^NV;)c+LVh22D*80u&0iM0S5 zpue3E7l*JDfStIPU^7d?YqkuU?ekVk<6nPt1&z;uX83MZqo5nKp1w{-M6uxuWBBDI z+7k1xe?0u)NR<`+lTv#LXM%<6%gf05+qLP)cbn_z4!1f0xE<%GnKlm<>zm^5 zChrS`Z?4MmhHzre$%Qx%2OZ{;B8R^mlY&CU$iD9trqQ1R6o6jHVo!OuNwy``-Bo`@ z6-7g9VpJ|uh+D5mD&9UmSN)Z9s#_oX4?8i;!dg-fiub>EB#1P%$7mg{*K$)5o-`fD%Y>3bZ;F;OkL<;!EZz z6drTNv2Gf6asw%NukP7;R>w;!EZ6I65?MXg##vrDy(rxh5335-Ol-yu- z%A_4+RQhyfEnD#1o`A;W=s5wzg}{M!=xx$D8p< zOv4tJ1q}!(d+kJiXs%Pd1yI5q8V8^cui8h-AY2IbEeshTd#KV}QCtMjx#jb~|6%|o zqz-T?X-L3X##j)4%`x$0QE6zP;kbQ&q?}_;^XOCETBf`G+TBI_F>NYIF^Ha6VlAwm zbo#@hc8u1>7tep;hN5ZTrQ^8DEO zb}#=ix*UIj|4CawJe^6L2BAY&8YMl%h`F2*+#;pxbN66poLNzL&=2i0uJwT@p{I^( zsyf>dJfY3D6NRf$?oSrR2{UHIs}fXAECFPZIans2Co=oR0*{WCQ;8b+hd*3%|tz|ojL~n#AFL>oqZy}s`lTC%Mieby&+*potpx{%UbtbZ{t~ubi0bBtP{}_dY%f3_5?FzQ{{rYGbOxK-uz7>-|g?R=dz-!V%S&C+NS>Sbmd&X2U2QyPwet)>TPdU*siWW(e&_p|(NQstl=d!FOi=8G0&G^99+1E-6sJ8j7NZm~ONQNX9vo}MoVb;1`- zV2c&8negj}95RXINridnXE!-)EHHoX5CqCef(trFfkL*+v(p!5gn4`hM@kzTCQAaT zmvZx8w}yhPi|4yrTO1OkKN-9}$i3&}e_VK!{`Hs@hUYO$UBF`{@iogpBy}&cFmiJI zh&Nd+Pr+VAkxDD_k^sRi&)DD9na1`kqh`5n(?+*ZyD_h1xevCMSm0ZgV(WjlsRVXZ zTu9&Xg+lE63C^Z7eC~5~{w(C=KF4RGA>~jxQ)NK@d5e{Ige%#CVl045?FkcuBJa>D zBYeB7gU3n2EMAhdK5aJfKo7EjqN3i`Kdlg)(1I!}V-PLd|EO+!Em!&V`@m&%0{61U zl?wek>NuF|b>?CCtC=k?E@yw3^hb?vZ5SDLU5CLIhJI8h%^ISW z?6xh}5VR(9kWgi%n}fE<-EHXpv+?AM4fnTz+ys_*OgEy2{b3C;-G|F6f+M?Dbgb35 zFSi3Un&8&0M%dgo)%ID+=gpJWGk$%fGh?MxP7LqK=@y0PBSP7`f}MZC(fhKv>pn56 z8`>{9%a;c!vhAWQE{mok`wFu~Vbyds2Vo?MhmuF}3mlR^OzO?tTc6l@WATWe^_kGavfB^=Mp zyzt7xZo*8T6;SwzCHDB7X40pe_@U7z)M}c?^i{RSy@69(pwL{l0bS&dLstU| z`#?k2l;6;V%f&1M<)IrFY+92><^fTRd%JPOu?c2cK}WBbL^snn;yJ$OUE^VzV{2h_ z!s_?SiTW?tILf}v37z2RV^I#EifYd_#z ztktco7=p4)is|!o3KoW&gG`0PM9R_z>AFS&TNG;U{GL8MRN$95;PgPBoiVs~b{Qtw z@Ja@OdzjPRoB3648Tc@t+qL-0q939qe_ec`-VTGNeisTWkirTyNqyA{UxVVWwJKLT zlZxR(mv?`=vWSZ!+!mL2X;44s8scFoKxgC0bJa&s*>BoHct-2YR#Ueb!Mmsz%|#@p z6+|1=OJh>D^55u1qli=I+@53|TAf;aAy1H<8IUy?II0lGXm;SMrA_KYbd!G7Wr&fZ zbwCkR6ozEI?kv4Ayb!&BUxjTRvlgtBd+C)oX4@`W`isuH15@jYkcCXp- zY)4(vZ&;p)$EY2PPm`z^u9dZI7l2> z2=9MeC^U{{KAgg*VSy0P5|Z0eN;0pGxAAN+n~!ErkFf9GnLQVKIT~uBq*EEq1@(tm zCi!l03EDl#^&63d)a_KOBUwYgUZ1!H>S9%p+=J8Y1QrwbR5OM~=qnIHvjN6j|6p{~oXm>ZejYt?k9NiAn< z-vAe#irA&$JJ3#!2BSz0%9PdRVyxVWPep1>Qn}&v!CLS%t$S^|?(^z1)gnMhfws)) zMp>)2rQjH@sS$aB%D(qyu}yea(uYOfpj0`Ii0q#;(B>lXRNoyOcuWFM9I#9>#b|#N zO3}-20yF&CNXDTX3ZTqpIGROXcarby*-=s?@X*KwQ4mSGfV@ONaTZUG-R<-sxjCKd z>a*cq-Th;vJF_9j6j-Ouj_rF?;Y+UKFw8=impswc})U!74swfb-FW&Nu&+Rad?&{ZK3@3B6b zpw;lzy*fa)2Imruvy4f_TCOlit(Fe}ZZ&PbLLi$p?6P>gGE{U{*odAkjFJRLw740! zbmm{-C?9awrf(P=vNCv21#}oe#}cL$F0=ihNvj@>-Vy+g7LuqYIwIRMSkHfANihj*5}q~v5Z|D-1WF6d`WcU{5nEM$7A3d& z`km+7?Whu(#;^b@CmT_vBXED0U&4}fBjv=nY^T5B_C}HU6(!GunYprw!*6PAKjrni zCC>B##jz0_S(h7axA7Vmzu)`JCbE5iEzd+LkGXc=unEEY!B{BY7IVJ0ncQ_iegZ+YY-A=l4sJ1 zF}_$!)WfY5>}JV;O~`*&e0>!ftOI9R4EmA73RBy?#bdol7yoOtI93*K2(ZQJ!l6&r z^kkaOW%mg>HM%Fk(>_%+Xv;;Eu*6RcRY_-E;UbHpG6Iq3qErT%nD3~q(s9)Z?F*Z+ zqh6(behmy_?=p|8!lJcjzz3-i-a18(Ws;v~Gwr>^xQ}5rwBmo>264y)r%u*YsImh7 zU)-Pv7E!{;Vw-74I}wc824TXaRh{@ei07deAiFTl3m`&+MD1sz`p7W!>Bb-`6lS8D z$8kjrtS#|sPo8a~4VzvrwJ2pL(xF~jeHXRsJhQ4iN$zAh zZv8PI`4~lyRX~4;mX>|-{hR(50E`;-Roq6|`+>orNHgB78yaY&8TVRqU!LfXaW!`< z!cgO3j6(V}c_qHwG%s*C3-f+a&IwSd5P@+S?+{}_C=n1j`gG5`@JF3uD}y6SxmhNR zt_!^Yu7r_oKaIr~o#90sE^IsH@9>=|Vs1>($`{T3mSirAh_# zOyB;D50-zfyzB}do3u*~Utu7omoclq@WgtbMgGZG!aHq(Z#P0SMpr}8lESZyTw1r3 zo=17w)WR#*O{o|Xg%l3GDpg;Sk~{~^2l@<96`6uiCv|vqU@Gppl%NFIycCtz9E1f)+Jj zd$MSGu5BJ80N;G)4*mqiA6BaYS^b>kcj14OMhlZG_dcML9OOzdc40!?XEGaSb;o2O zH|p^~Oob}e{q4u%PbGJW#ONOSuQ$wD@AG9*d(1D|Zm(Tojo+ZZnPozx#FS_zaxvbovwuhDdpxI-MkjUxl3Iu6yJg-d=w( z)NvFvh`lt6Z}Z5pAJ!d+mDe+d~AQ#&a-KS=I ziwIGK6^SGLb{(e&zpnC7!QnlhX%K&j2CrBoK+}oF+^sEzMOK=Y5-tX~gc_iSi>K5= zAonFc{B>-wbmA^+$ zZO-(-70TA`u{8GmIJcK`UsQooE^&2%E5V^Wh?CU8BOKBziw-HXeKRo2)fG9m+s9~s zk2>e4fnKI=gQew_!hy{*!AR+-csNLxAzC1fiUs#lL&Vhu=K8Do8Kw8Y%f>umNDq}= zY*8?=;j|3P+|%cno9U8g(yu#zF!7>UU`VZGh>IyLOvu#sm2H+ z%Xkw7PPbt} z(Y3SLm7Xg~L9TH#aaa;t8X79+vWE2wO4YHDE?dwnvgL4>szb=nLJHlafhpdh-VEIk zfg#sK9-g+6qA>oCYg2^iG);~eU$mh3mf@}-I&k(}ds11C&inmLEIdCns8?%GggTbd zBNH`345ga+@>pVKj`fUx%$Uaad{9V-qNJHP%iLVTTno${YNn8)9%=PZ*ZIUccfb4* z($2xWwowVHjz6k__)hkR7J$F7?z=aGv0*Uvt-gBKB9IYMheytb-ws zkl3MI@>h<1|*BRpp>?r z9p)T;=i&^8>O%YL;29#{LA7Gi{*Y70bTAgUfp}!o_GjT6-L}@xvvF898ppahMi}Ng z%F_b-d6s+qqY(IibQQuBO2kbtM5x_MLcknYst)}3(4IK@en^7on~@Iq+fWe>gS zuxWWF4${GH#zqvSY-L&6p0po?O}}`ee$%!H(NODz*JsMR178+TVCBSRS6EDB;kyNH z$nNVoT-%qCxq8V!7(ii`NNi)r~{7t%+6f zFYfLLxbH1h_~Kqq4;&qNTlw`=giN5=XDn~g*(MNe&cMJrxgA;FVUBT9cx#- zFA8nI#>G#)hSJ9JvA&kE`+N#!v%9^~ndw=ZT@#822Xh9y0>t?WSafC&0f(kvq zncNs*3mq1JiygI)bSrW^^~D^n`r&A^;I&2x3vxjbTLijB2ldXE^(-~1!Db{To3Y&n z;t{>zWKClOE)5xO!$(jlnGBaPL7D5YT4HTwvjnOWAX(JRK(5<{I63$DnwV@INB^J| zOTdPBVnn>F6;&E-irjy^m*oxFlRhDf&lsTc7!go^ZhXn~jiT^{H;hEHc18UKDRiG$ z8y7uvh(2RmUdGz1D?WHkQcROHr)}k$vg(XnmFQS*U?he-+p$U;n!XBIOg<;uC)BE0 z7XKcJMHGi0B>7T&BvG^+j;$TlJrl zygEa^{dHa~5p1lMo2g%`Y&vErS2b3bAC}oirWR0euSo0euy}-j za`ljG>D9BH)SNBrLw(z7I(ElgfaOV~Ju#+*3im{QWoI*j-fhZ5vSiF2PqjWd4Fa-$ zR+ob7(+pWOFQS<{tqHeyN$oamEhOKHsMty#xlYrLO){d$Hl$gl2RhafUs=rSXTHs0@l1Xcr<*cj|#Q*DbbuzsF=@Hp%x?B`#Y6Q#bm zUl3|)L<=%)8yNv$vcBc>UrKP12r3zDWz1bsT1=A>e|PR_?N})HpHe341sm&dd_Vqd zhhyevw=uV`1C8#`LHo!C4DF}x*IYk@w(F-7(KKu>l^4Y*omzNm%7OCB_VxFFlyBR7 z=?DqH>H-B19q`n?kK(%OHi;*UGPwEa7aa$h}SE z_O&g!kIq<*_EQ1YHbWQ(&y(tH54kw_ht~RSzAV)vd&2(ReYUVbfi>m>k9Ew&Utiex zv(xKmqx{`|jFB`KyTVn_CLuw8Eb!P-%%P?QBgrwzrm81_MI^^35<|CdjevWYxCV$v zai-v|Cz9DPZhO^CnUsF{%8m9_h5E1%hmg*;QTGR6f);{T#-dq{zD)Eqe0OO-J`fhp;Jz7 z+ax6Ir^`y!vFwlcA?Nk)4Q7w$Wvx~S%WdnwD+p9dfmv6UCsM3RCcNfDUOUi*x@}i@ zTBAgMwX8;FNDbD1a{R2m-;I-Ngf130G8~l18{U+?V$7%wD`()MVhe}vn@O=Lrxz(D zf5zmFClG??XMZ{>U!#Ru&2wf`%X(Pc(%upYN`_7OO7%X*}UaH@{}yrf2oPyKFwo81FVjI?98PS=<^+EpjQ;6?Wp zgS}6tSI9hn%#y3TZ(q$;6>0u^fB=$@BG++G;#5s=Zm$$N-IfF49Ve?9QwFQ&2kpve z4neaOyEqM0RMof;m&`QzNUSMg5XDMU<;BR$N7b#k8-{UK3xk=yr6076%9v!V5q^aw zBurtw)iE+i*Hf3Sq>-4#`3}!Z6ogry95Awgz8?;MvS%Lnix*qmp*!biiD@s=NLUCz z&zEsRmX>fBizv<0a{8DU7pJ=QbdWx{VbALEK8`9O*IOw#Jg!8@lODC>mS9kWIK{OX zhvjDmCB+c$Rrq-?1g)A$qTTN&S|OZUkzbt#5+~2*0BCzJUMlhYVP!K8Q(t!kaggm9 zW^G7+n&`@xv{2M_uw`p1E{2|J+|3)y@rT!}7IKHytdJ|hIU3{ymqx#-52?^=hpVEM+3HR-UJw=?f-)MN#?usk5@1HNPRN3m>7 zewWOzkH6Q1*lN()$(rQWI>P7UKM+ zN{>M+&stxC58Ywtqf3;Wvz%=87d)nYQ+roaZ>7(lCQw#SedcYs<=li21$mu=NhzGV znrXH5JR<$5&8KiOx+5FJ)PN9d_EAghLqnTibL!>vH3vDJS1#yW?&P3OTjFQCu6lES z?(=Qa%!9a*2Ev3nMow=JZB#kNUXagond@F=*z#|7DL`VPrDQoFmfn-dZ3PpzuZGIC zfxXC#PY)&dP7`~?)4&R|~c4wrQ~kX0&!(giQQ z12f_zC9)3Fxqz}@ zy|sj&TVKvUj-yfJj14uW5G;s3`v1)AH;sW zKlO({(<%$#G1j|88WGT9k=3ORsdVHkW5$vgXiP3Ufzl$^G{QxY!2Qvn5&qq9+ zirmRXO_T#YTz=6ZdjdP3DJO`34Y=hR{P>jYY0I=k`+dJlPak$eW`d+HE-D=7c2>>tvp&2( zaGnxMo{0a6%^ZE4S1u;@X#9S>P09he?mYbS&m0<4#U^tHmaoq2!6Wm3JT`+A7E_+S zrtI@kvMpSy$v^Am1b#x7M4aYcy?2RK2fw7P@fTM!o5peV1|GfNp)aMQNw+83a+nFq z>l5_MHl#KAA{!*+ZHtNJ~Q`sY!`a$4-< z&F%4Al(~1MEf{GfGvdyFtAq(IdeY75j)RBCUsAqIDs&c{+rk_z_uscVWqzgBcpQ$;sG+-+5HfX%-juy^ zv>BnL_Y`4sgj0AXg#6^oB0?b;`l~?DJ2|q9cNv?e3`z`#Q2<$aPP(iHab4xjlL%Nk zoi_JjVOL%Q6|+EptzW~iJmTrH&*VrfWj)i-Q{ch6{)tVQUG?(92QZQ(KO@4IaA!9Z zsmWR!Cv$6Ram1pjDiYRS-{+`b=OuoQ-meO6Z|s)PeQ#0UmWu?p(vKeVoaye>RIt#8m5Y6{DSoAYNfSg%Pfb@nJ%0OI;Ux>D zhPL^)G%esLP7v>kbw(m*-PA?U6o@{nGhDPvOI*tv;Fi(bx6Jc|{WMtxgEw;yWsClKU;_X+{G-*!k-0RP=!? zyJ4F+0xjl$JJMIDi|*HH_8sTABa1*1zHz}#7D@UQk2|RJ31_U#3x3=h(}35Xmg<`k z2;l+~u(A`CJ>HB&V`ZG1sx30R&SVF9K@;gX1v;}b!f!kfMe6o+6x7DE^c z73GC#-S^uI3Z0IETEspH_Y{gYkOGpPzj2-|edC*d&?rkkxL$cD&M94zhY=@r2xtG* zv}rAHQjUXa2?u!*ENMfh;W;|yg{!a-mGs-x9u{C@m#Mg&SRXeBLZ4Tf=Odx-sA%#W zL8ku3416MF;jah3tq;tw;+f?0RUvtfpt2{&M2x3C-mTB4KP^(>>Fxll0_;2dyG_$l z-d#9kJ5ykV4v>@#MOcm;zI>z1#CTcKcw&KWk{D<&w5d>R<_R?P&~_$`mv14YIe$b3M!up61kpJcQgeMG)QFJ2n<*BEQin| z7PJvlG1rjA;4tKS-JCM+8DWjF9Zb&3AY#MC#x3*e7e4@}k0xt07mZv|IOjBf(&94H zyATk^J|mL3VJ~8d^ko$rL5~yOZ&^icv!B*_?Vg8hrPgi`J;IODUtd{Us<9i2Rx3M1 zvjs#mCmAk&deZF?T(3D1YP$iOd$H5B%_ZT57wi3w*xg`wFG;yB=@s5!heHvqJOVt# z^YFR7=V^;`455~95?eHy+DE>n-(&x3QdnYVPas2g! zjHh5zynCR8bC5);n^wkhdJm7k{jtF?(LfCHuZ`T|^wU|}VEeYn;pUQmy?HnQydK0Z zFE%RrBmMBWywX^wv9J`H>LR=d=1n|Ay$wc_nyM>TRc4@~|IE*?6%DngLuw8mzn9l( z*2frBrPj?{cuAgAMyUCB6q?JB3yRTi_-u9NYCq7NY~!f+jgsO%+OO?}zQm_!ezcRS zhqW2;zwlY1O*1i9P|6{HeKGnpFjdh|aFX}|OXBtLRmOB>7^;>r#f9-M>QgbkRXfBA zL_Nk#YmJ*2Oq2>msZ2i4BZ-PDDy$HHMEG+AZj!abs|Qfw z(XbNFOIMxDbCC)!zU#;{cU@LRTR&fJ;}_ zAM@kA{!y1frKlBu+yu8{kTzF4GZGl<>;T`7x0lH=oLs>cJvLXLU&Fx?XCHbZE=m&g zA@fJH=g0D%S7Z*cQJBu5H(MAo1Z0XmicZ6oJo#HRRY3%)N?wm`J&VS>ZRpr+F~izD zX|C_l$aZ7dDFSAr3=hopclP}t#lw=t;-;bLvled5<>4%Uvm~|QhCKCduAA6`>>Qu# z5QYI6kJ~v?-wg|ve8U2~Nuqteh>kog<}|N9nXgQkZC3bNdm;lNf{l~qjOWW$g1i|G z+fUV&j2mShFZ7I)ZHEKqZ&l$?DIu<0nc_b)IGN?C+(I55-rrYPnxswM{+vV`zsj6q z#nlzNpCcT9NzTz}W*~J<#aIIz^H;F%#bwWs#H=u&{Uj6J{};3pOYIET(jtFY9%j@KFR6l#P(3eKVBtimcJxcDl4pO*Ct9Tt zS~_$hf;~zw*Zmpyd$P<)HTFYde>#V5J0_jmk(Ff_jd?&`-?>r$T(Xow#ulzCROBg2 zjfeGrwZq&H(^0#2pv*Pky?OMZPgedM80I4@$C#i)dR8lA+QG1ML@Vc^sKsPr$EREC3)z+=Cv$n&Muh>>;*Pk@w4Gkppolk3juC6gwnj13NF=ha@BLj9_pB6X68+Bei z(lhMn>YmlB0^br5l%QqCYBkF$3CS|lXMr(+kW*cpIRn69hgDE-@s_<8uoQhu40>eL zqR4CPa96r%z$aNQA?>6FPmm-ykFtfgECsf{&_ej~SSQ9-M!_|@W89NuvDwT)vuvAx zIw`M_64>4=#>l0}f?NFYlZgnn&vw2gsY@I^n1LKG#Cg zyz3^E@Ac(QEWQ+?4_2akaJk3azLNldsw#=s!b;OQ7!f2G0crEBetH?$R##~h%-NWi zfN+m}Pu(Yp^?GH6lAG}YfFh}IUuVAT^qF15T}F|ogaOw@HA#n^n;EWOWp<35xdHFx zo%W2`A$Dp^u~rL^dT&E(f;$>7*%aNa@3qCsIz!__GZ@2MT87Eh`- zPCSHVHItKA)_g0-P*DgRX=_XJ08(QORyF|E}94 zv09CSq;=J2c@l|`kCzD1|E2T^m=e696uhO*HlYr3f6H@ghOu>r%DuC~Y-@`U3RR_7W-$Te~s(Hb>I1 z;w5<;`)f%iY4-hbSo@Fqc#mfobpNA#2EosJcW8N7gl-fnn=I_TT3D^+_SB;ebI6E_ z)J!SIU&VFhCk_4OqiSk@@8uy0d7+Q0mh)5+=KS>etZWe-s+eZ@8UnrZN&2xV@;-*i zy<+?bHQXWkQA}%|?@U+(=l%P&(4q|_q$>!sM&FlRyjHbh+Yzak5TXd%6-N@@@utD4 zi8#eU(|GL;ns6QKfjN5lk0!2b>1}kOGq*mVn8L#<-lDJ7alE#FFz!vMl(}qo+lvE- z*u7RII(pmPUR4xUf9nUkB_4u(1_-9P4hYNiN-$=c^x_QF#{PFW#XCMx$^AnwA|Nh_ zsT%}qq|MtHZMm%{9%vCWqn9$rFHF!5f@>_O57y7Bd%HY+h}x}W>P&qbh8**9w>ACw zP`K}o%hXnx$D-7K{UkI@|2qWwZ7_5G5Tjr+(L3pz;ysWs&Oy_hAkIe4_g~E_8zwSa zwhcCKA8=W2GPQ~h*`+s%q9gCzs`ce{TlA)JvHe|Zq&TI&0qFZ zwiHQ6_1_MEXOk9qHeCoEC~p8r#@3%`2FvlEX8LfI>8&a)eIM1y6TU2%8vCp^jzQT) zmO~j#;@4G2s2I#e;#BtTmhxuFU@AEAIsy6kZBop7J*}XHHkmge@S~&6MVZXiUK8Ss zY@-hqee2#Pfw8J|hhUc`6Q7 zvKCqvZ?PG>7TA)_<==)ipKl@_uT$c#$^6s?Eo?I_AX6*~b_Ph)aH0 zL{-z7X9!!H-6#f*?A7cJjPmNHS*eaf_sk_N+2XT-Ujw=!VaY>YXV2O5?@L=yK#2BY z$q1ADZb93{ksG38odNR+V{Z8ev{&CITb~(!si9)m)klYOS)6b=3~uti2*hiw+YzSy z*a;aOU5;nGXC{g$-p%uXKu8)T86{O<0aeM#H~u&76m>$_#a=UBdF=~GNyHZ{T5Wp#jSY8@oDZ+jHGq`4oo_=tR1Y%Z)5Y&s|Qp2^W=?=&IsiQjhA#S zt6*GG0z0{}g6pa@>EN*=5d^&Voao1YQ)+HFMF)6LHO3CfBEd^BgaSJ$AhKB~w8Y*3 z;7@MNl=ig=bGpezJ0&`ljqPkif{(wy;ja3A<%#hEp3wpplhz$)gvw91CAu#~_C{Y( zhQCFqmZU;H)wctI1Xey`a@WjasLQQJZQ0b$kIDPk>BKl4J=u~2rfJ~ixx;3Eo-cM- z2~f9?$B5ocb9p|ODhV7~^c?cXfrkY$e|M{81la1Ey*dTHSU${aR&rl zNIAthc74T!O0;}Js9?S+BQjP*2`-0!(m*qumu1M%Ksw^utum337P8%}l8)jLrRj;N zVjqsnUqFx;FgHR_kC)w=zdE^p;J0Ve%~Rgx`=-dN3yh^!qViLsbnFFINSkK9=;LW} zo5dj#;cYE!aA;#yY;8qRy+FR>jw|5#1G_|@8NNY_oNn)~vmgkIfbr!OLc3(Mh?NN_ z6iD}YST-_1&0Jq$$KEu}2&Ph{56k+BB+&+iO>Vl4iyusYe` zmW1zDCGYq871roJm2B9CLx{5iGw3;P(P+6u!CFRVv4n1PCs!g-_$dum;NQSfGSXRZ zGJrIhomzAwk)lv=>%%S6X<_W5H*CqRzi>t+eRet%sZ<^u##pV;AI!S-`8piOnR-j~l(30CG3flR9-;Z*`%JA?gPjvS@ zT-X^s4}6frjnuN~A%Qq9k3|7Kv4f|l4^Tg6ml!?l4Q1dLi}qKI{CwCri#9afr$HmQ z9Sq6~&N}?{=9blQ(}SZZ>5M7jt`&QrVhC(KI3yu2UNk&}3fZ{km6bK+S7H9C+N46y ziRRZ|_(lU22`*EAnhDZ;C=5&VKGbz8+j-D4RIY`<3HfG7B4KFS^Bvy9zG4u*#(Vm# zORV1Mnq&@{w#=*U;f2a|IFkidOpyzTN#8BW<#53#**Cr2<9r$V?*)o`{VBF(n?S!k z*-=&JcDW~zxx^fa%6oDBzZ2LeZFO6{C3-w?{HR{9qb1mXzVN^heIw-+liBf)4a$Ak zO9+M!?A3Da%J}D#0!HxgMWO1^p#XW<&z-E?k~ydU%LEFWS~}N|@-DSWIK}6s1uKZA zH1h+T%dh0lfxEZ-FVcP$D4$9?_G+9qhkXloetC@AMt0-NHCEn7eY=%P**yS9?wyry zGW1GZKFBYB+QwzpB{Suv+JeX+*f;L@`kUy(wrI))@hlbwY9->}=0$;dMB@e3Mh>Z2Oi1`S!4|a} z75lHd;loQSGhvEnV?%Oy70;qCBEnbGf;K(!imRtA4U1qiqIrI%W!u{gAW{WQz33O= zf*9+Vz)$wT4VA1o>aK4#Q;8b8t9gL2v30zE?`7{`&sjo4WJ<3xEZjB&*7eMVt)%Q5 zwAaTip@6M&R2Jr1w?wx6B}pB@gAq#OoqM1dciH4lBo1_p1L%EW0^$?m7%5Exy>#}vcm1LL~*1i9JWAz zzB47lOGde;Oy1xl{-9B=At;P3h^M?SrBD&M+z;A3!Z%AN$urikAex8NfI^zIcnpTV zyYV?MOlDek0@0m@rKF|&ZCqn>!$=ss>0EQO4rbQl139B_vG$?b>8Z`0tYbb}wm$8k ze*4srrgaoo@9KUgRw#*marFe|St>z*~6+2uTFl$MhBwYa%V z9tI*YaNWXERSVL1zCDaE12BODt2DFO_77tbp2@8(9GDUgi)ux<@#Fs)K6RCU{3WLm zYLE7DHeoDo7j>CKd>$CZ1rhwU{R-xLp=%wAM5zyL?pkw1KG8ghNY-%m#%gfAjk#Gp z?c4pr?w$a+w9SaF=QQKGP!NDme#*Kb^TK?+?D(+yp^byfd<3>5>)aDei|t0({fO8Y zHUC8f#4`sG9#2%S1Zi6EEG^uB^cv%aNaC%P2}wN+*0XTNP;M?QQiMYydpvSMO&>h_ zWkDOEeu9YJqVR&OZIt1`QrTKm!8{!yRA_P0QdE0L6iKQX@BVstavW*HlyBu2VPVnH zBSS5HGffX^6M9EeUnJ&#sP!+DSi^A@pABKR;UCADAa;RlM*=`2f#ha?tH_xCi{?^R z5b&96+Q2@hk$PyE3WhnioPm(a(4_rC;*LM-O*(xwSATrk-w> znp$BbZXguFREt>2Ueh#{S<(pK2Mct*<##jXO*D`TruxZ{weVS?=lyCNQNQKH)6Rcj z{(0JoCk`M>uxioq<>iupQqEDoZlUw)BsdD^BJHJzgXn%BlA=Rz&2A`m)r!{GoX@|5hQlx~k`GDCjd;HaY4o%*FJt@S}TPoQY1;OF{ zW_f(0jb^#oZ9l|7nUt}roFmNGy?z5F{2+aOn*#(HSU@c=3KH?MteCi6`0SP#slUGq z5YZ-B{uFqRi=uEc<;!o&;m2~!LN;=_I(U4fm70QFWkq5wfO;y24@WSHda_RA@fygu zH3obNtA<+2Brg+xD&L?){wpm;S4C2VxZVqo*Kk4lUeM`%6iBIv9(`r6YSTHzZ7t7) zjip;>B4%MtKQ*CZ_MUDvNF<$i?06nA^V!?A#X$7LEp^sm^EC1^^N2M*T8COGEFy!4 zC7jMnPmK~%ASU}6K1?kMcP3bH7C-_M?DHbQXA#;&JmoxpKmQU_s+t5R!#hkUDKiK1 zE@#n^*v9dQlFqG1k0fA>XPZDi@aAx=pcu=8yK{S7jY9{Eiu48whS7HJR#u^U!ZVu) z|760`Qk(@AZe!(U!Q(~D<6htNh%~?yNSDR_Ac!d~6bU;Qo^6#9Pw1sexPS_6HD4>i!*#LOB<`QajLW9w#bW@762Ck8Vu?Vm`0yoKlh zQu>A#HZBepW&nL_BY+g0EFD13#^pn32B5I91{eTM^(~D7HpT!IpgKTRSyV|GAg&~@ zs-R3sfA+&EIy%~N z(bK!QxX_t6IXKeU*qhMVTK-j^im90cz{SSie**CFv|V{fHz`CmFS z2Qf2Oppk-^qoL`)8v8G~q@(@^_XVv@EP)@J@|Q^U&p26r@b=^EG5d3L0caUn*#1lR zK}kakYoLPzfaPCqz>hZkSHT~>fB#c1fL=^ZNad?E_5b0_UuL4#hBiiK)+PWZRyKgX zy}iC09K#0@m{?f>9*iHHHUhf-#S{QNowbeQhYP^g$Hm#BG8p`gJ~9~o8!<9`q%isiWCYLy{{fi+^d|p?EFa4^b+a`E zTK~i1LuU35_>s%%6m>2-G%pYUR$imF{X8|l;|KV%+ufzJU!{LL%|BL^elmH;m z6=(>zykKL<9blf^7*ygdnm<(vNybTcT8_!5E)@&0oHo^thb@w`e?tu9FYs&jO(!p~ zk&)oi@lN!!E>b58z_5JVXi2D;yfIP~*wy!z^~OUI6&%f0qf`B!F1zGg+DS}#B$b_~ z@q=Y1y*0L#5TH7GEX>*7^%%)C@s4tpM66xfx|R#+QaH!hgl=z%>biuC+kv+<)dA}G z{)iqOq2DXGOf{>Qe;0%~Dg|ZR(}lJN8d1pqyi~x7b*2l68P%1^^+t9|8CMm26?CHA z-c+Wd5@!K|cxW-W=0bd&F;K-yVD}I~oFj^r2&(vP7{={mA`f(T zsMfB}!NclmECb}4v!9<&76 zR+1U0sSIYbaZs!_t8e99K;m|q)WR6#m8CktHy+~B=XTfoY$UCG z-@8`_QFY#Uf0Hj$t#71Z;dP0F?x|5qg&QdnRf|(=N)qxY96u@Rs7y(Irc0ekL3qt1 zr2c3)U7$A=*#(2@ePAWfHz=J_O59Rm(JYAeAPw{FRq}gRyMh-g#wK!FUlu$n$)|-) zu>Qu3GI(aE;Wz=i;xxCkr*gg>Q26K}I-&NC3!>pofBTs!`VN}eZT%{Nv=Za>Y{3{q*hGauO!g}j+{f;{ocY^1Z&kBL_m#sFOi4K^v009a zuj9omQgmo?6gsBl5&%BGLKeQplcZ;%OK=I+e{~1}PSd_a%cfd*<;ThBQS3-V-F<)C z${KX#H?y2oe?joDAsMVKD&m z7=)_H8flS~Fk+0evLNqrFwSni$tg_uF!WEafCu+xqm)I4ouuCS6b?4JlAlY+K*m=L?!qtG^hAn!^;ZQ;T z;m+BKev|(;#V~%TtjP@>e@p`!+M;lTtr}Y!S0$IM9^Blh@zPJJ>6!XmHg`>^WW_n% zdWTn@tJFl}h1ABQFNczH(=@Dil`>-%f3l*4l!GK@*>i=h_UhhDUj&oiBX9&@8usZK z_O)WD##lFke<2>8y?Oca)G*YbjKEBlOFyx8aPFdgKcO$&uY2XzWe@$~K~&Jt{OvkH zvjMZy!;(*o9kIcAZk0BHnbwFf*OQzaRX`)8b9}2zWd+xUnYwKT6N+iE9Iu-+f53P@ zBR%kfs=;B?P-&ZrrX>OKr$04@i6a?^4%3z<6l#v0W=P(Ye=(`dWM`A7 zO;M~gt2sAInv5z=7^oa-BVL(N62Hmk=}?WpEsRF$kQI|!&=B6xJ66K6DgzQmDX4Yg zIYOk~l7=xZe7+{!c8Ij_xm}I4B|vQNH46ovI!kPVGseBPVGlgV1)b=*y_i~Ej{CB7 z_NhsRI!*jOKdLg{YTAHAf3av8`&hwN#5L^Y3*{gW<;*#^x-t-{l$?tYuNs%&*|qJ8 zqzH<18x7=#>A)=9se0;*20w_AtVwz{*87>rjbNOT4o>ME>&v>nnUS^zjz$0ueX7&~ z4;p-5i_3@wMh`?#WHS|oI{N`-&;zQ*QyubS&N_MXFc>PaU4FP5e@UV{#x$Y%@qAxr z?k@;2w)@%EDTGvx6;i{Z@7Exj{-Z%SVkz5(X2*}PF)t7|^OG{!o66=L?*)|2fMTlO zX%35P_s-Un-qSAho_)1&81Lr@6|czx?N-`#A%$Zcpy;atHKao#T~9oDS%wj4C0+KW zF%ZCM^pW>ZlP2n#e-@)Vv;~M&^U76QXAik^!O@-OkruO9@eEnK1Jzd0l9CR$r0JoX z2nbY+d90H^(Uw24xUz2Uf7*3kiE+#03wGwDB?O~ke*Qv5!k6_lKVPzro}?ph=`t|LRAgNf zN}bCIIyM1PJ_6*;4tsfISXe{I2E3BQA|0&hw{f9#q342l8q0Q*+SmHeugz8XS-d<) zx@Kmbw;Cg+TzszmH}ZIT2byU8`;QZ%ZfZIUeH>kB>qN9mr&5ShTk{6)i&JZQphp9c z+OzSEi7X2{e@{#jrK09fDh4yo*x7zT`NvbTccYfo4u)_jkllk(LZ7OH!au(bpMS!VKAOS9)xJM3gM z6AB)}3%egnb7VaZJo8;z$ty3_f{2o*D1O%5QZAuRf2{Xyza}#^;x$zuB znxg=qHXFhHsXnoL%cAIZnw@W?Y%|=^N~--6hc%{p56hJA0O;(}`VwYdq{sT*+<>?v z|GK+rf2(yxaiWf@07I1FFH95xy4$wZ^3Q#lEv>)&{Uyv=M+4nepnrpZ8SvV+4BU_}27-9J3L-460H6nv9abJ);*H zv0hqsOA^DdMvvWB`aIM!9;?2n>~j}^RnL{#Ub!{CS%io$xIe>0kVZE)kQT7MKmVSp ze{-S=pQF4$>gA3<-leQaK>n8U(;BNk!+fCmWT@8;9aAmDOCfyHM7Yl|FVQ~@0JSk9 zC-Mzk5cLKL@2B_++|bb*nUP&L-NX^uWE-r6MD=sK1|Z>xBnab+LUmSCaIq=5gdV z{UzXEpj6AIHzmd2k_gYJ^nSAcUL;CKcE#VG$;+h$u3X!Is6<& zLT-`aV107xsVNpB-n*wj-7TsFemtu!V%># z)(SAQsBSI@0jP22%8J17#sZNDRN)-nM_PF$9d`J0LwQsU0jQ|4zY+fK&0@ z>{AS`LbHfq|0*Y{>R0KX1CMw*!f!vLvUo4ceIMQ@r6ZRo?7eHG%=JJhf9Ibj1Ul{? ztL>y(4h~eSetTM|BEUc`Zy93N`+6;shoeE65DY?th@_ASlxjN35*7=%kiCncK+Oj8 z;+kOem9{LF#FDUt)Xw4gQK76Wokwt<{uZF>#foYv|NJwDu)dHEBcplhn|nE@^93lD zvZ0W+OxZSC?N`(=U!lsNe;_nZr@f5WLgsqdt*Ib`I6ytXbw%{&a0^6efOS$Jg{vE_ z(T~nN|NW_Uw1;(ruacl)ggqG^;>8v#5bMalf4|_mk$z8Z^`uas)1Mdwfcb2T! zTU%R{d$?jFa#ABffA#))UD8?aJZyo`3W_iASEn@c>sp2?q7kQpvB>Y7DCsX;Afq~dlLR>?@Al#oN^B=+ zO_ztcnl06S8LVamES5HC#gt?aR|N4iKd2#ahxb)6#bZ@7)+KgV&Tn>|;lhy!pach< zBbrj+Hh+{ef2^K3um%A5p1V?gVBJcb<=^%zN%~SK*TSeeUeu-AhRQ;jMqi(^+smxb zqJ@zHZ1Wb;ywl7|Yq%q{;c4OLiF(k|D`Z3a(vg3sTYO;?jb|b2zLPhU$^n{h2idOV zw}<>HR!x0zlZv0BA(+N!0$HC3zcZpbvRm~{!yr?-e_DQROd!vU2om`5)xj`Scq6H~ z|M-+l64~22ct#+W;3Ca~jn=cXdW0f(KjnNrv5CN{rebY_W}xYU=3J-LHTT*_R?jQ6 zZ5zP?{-Q|WYNgy|xe_S7u*W6^^X=2<5+OKD3Q%p3qE(Dsn;fflW?k}PmmpHW<35OV zJ9f3V0AN6$zkio3f3}J+m4Mvp^mQcJI?4NtW~ZOijE{cis@EnA$Hzus)IXRgVp;C; zOMtsXqr@w`-dqaWR`6!zTs5&^88?PtXslg3>QIGo^Dd~vY~uE^AQOCEk+e_`JJ;m( z>^Yh5Qg#*fEC^9}aQc>>tz`iW{@E!4cata3!SZG!Mt{Dcl8wSN( z(@uHx!vi{fFq^PmK@VqQSUSWZ3pf(f3_@~DeiNyDp)DwqW3EUfc9W$L@UQ!zcH;Z& z^eRn8#T&znuF4OR1z!q-!B}=pH+qVi=Qkbkbbr~|*!j?PS>UW)Z0B=gbtDWPf;>4l zKii)P&s@62N}Z2%@*BU5Nv_EUff!5bj5J`LH48&Z+evXfkV;-}HKbKTv-hetFKcES zC5knmNQ!zyl-fw}NWqx2`ABl|JGW}@r1X%b7e8p|H|Q;iw+%Xo=SWuR4e6C;259pg znSW8mXJ}MZ*QjB8H?P`uX}=I|prKBlcCQ{x#wGB7oU{dP&)y(IIxF}{uUGg5V; zk|T`=eBPj?BmBXV#Uw#l95EZmFq~N%ro#$X3d0x-ynGNaw`VCs_*7Hdac@79#E+Zc zuzp7-V*tuO4bH4cC1mPFVH_aBSA_FwsefEMdH%Hkv3RQjIg%kH`n6gV5u-eZ7y59> zl8ZF4Zk|U67dy(Ec?B^zrXsqG%Ll)Ulpa?kN{LgyVWM9`6y2t!?0#nl7A#O z9ZPuPKxMcu30S&9zYTK~^Au)Co44Ek!k1O12rlt5UXrUAgNfL_& zY$YUei?6@E+zKDx^RDy47S?oe(s8Fw-7=!4g&U6R4u^+<6UTrf?GwvOHS|o zy7l{K#?>z>bIDpAr10%W!WhorU4Ma0)L^J07%SRMZ>ch@PzT+#%hLDth)B3cTj@uU z1+0>&-i!sy!%4d@WW~!AO-dxwYKe_!P`{p;<>jfgPGn$D$`}f%@(&oB1bv7+;14ZN znFKP!4F$<`e@W`7nlO?0>H8?9jE-{)|o_c`hD>)$N2}nZtTWg1}oPTTFx;1tk znsHU&k+Ed;^XB{E`d{vgb&q1oE{aw2cfTqrAVm@_p{RtWXI_~U7#JYyOx-_lcrA^H z6pD22Aal@GGZDay_$Jz>l<-Z3k8_Vyutqs7z|>mWS~v#?u7WqNp)1+q-T7Q2zVEn^ z-?y_(HN^6^<0CRU=^It!Gk@q0NESF%$@wTc{0d}ZSqpko)-s^p372y9ama=4UXVDC zq!s2o&zL3XtqL6dG4=9x7&7MbdOkYuVE+|4{OPd)25RUnay)^ziobq0-*5u^q@UNR zD3yc3;(4fkttqcVM(J8|jB_>(02IBk5++W4a3i5hd3i0-9Ezn7Cksx=Q*-( z^8rr}^abPfXsG-4#zRaKrJ!kFV%(rCR(agf8u`RzxGlm_x1f@pqSRz=CUqtq9V(hj zA*9eo*IxR;n6NKf<$p47+8Z)1ksIms$fNMsO_A<#=;%V^VviMQl0(qQc)~nnktDJ> zXiO^F7bFn9HAozS3S_(Zo1x7vnoSxh-IdtiU3GIZ7r4LS6Gl@fjnxAgO#Ddep7CgFm>6EU`2(K zH0uPw>n)tu)_0%W1{1QezL?c!FPi~3W|Pxci+tMRRutQ_SK+VtY|iOG4bxAewKtIJ z*%-)$C48P-RDT>YabVe;HJ#emiwYjZ$RSa1;!XrFltChhc9yR?bZK9gB*dI)#k*xD z=;(&3nqSun$iUJc3AOp<;It82Tmo7&l7xaAq2Zb)r);@@hDQYGDJCePrdK@tOdmJ} zOCQa_71g|oa~sO(*?YzeE`%|GU^Omx;}}9+h;h~dbbl<=#9HQUffMZtWbU>k;M)N! zH!*j+;{CuTD3nhwJ*c1Pv`ce%q?die=I523b9TNEWp1;VLP^gp!}q~saw94uqjw>d_iPH;U+@{y@1&O-2_`XtK>VPzyue8^Yr%#ajr-dIPp*wB1Y$zb2Ta0}?zjyOPLuxO>AtC~i$z zkGn_-LlbDzen+BJ@foqXEz-z)>0sYN%2XKki_G>o*tCSbG?{)Gp-Pc`Io0dVt;$#PJZp&QcOp4r5oD3k=YIkJ&a$FH7a-n~RNGgtT?+BK2`w8u zmGrce>PCW!mTyr_YQOglkj+x=pP%j-xjz?%cCTAj*#xlv+04x#^3b!`uduc5QA0jEXdauKB54WDo4OUuJz45tUJ&en3!y8-eUEjs zN`J1%m}Uxz2YdabMJml;b+W1GNi^0vyKf4*O0*eMujz0{ zueD&TY8qjY-oeId@o-!Dv>U97S_uA==6^kZ{%FF1LGP#pb^QgZv+V2lTZRqv@c}LC58D+)jqLyI6o$#-hoGIR866a{VF|V7$c@ zrQCuH(E2z`$fUq+7R^#{i1U@$*%{75p6CY5yyEAKoex)2scoO50h&y!Sk}8zOMjN- zXW4yw@SEN&RDnlG<{iJ^XJh=|WDnsdE!Ph+@fllHsbK5CFdvH$Kdb+eg=K&Atwsxm z4r>81uyhP5LS-E6l=07T=%M94c*5ghRPFB_UT$=i@kPmK^2*$8ZoR8>PB-?V+s}{V zc`=bd+BJ8fmqN`!Owdsi!Au#@#|5;3V7(9?O z9_a!!dBw_^DZx{!u8N3xI(Nq|5#H#`B0lQ_qh%^=2u&Sh;J%s*Zt@za((?aFep%*Be;;5TWQ~-@W2=d~Qp5mzrgn_^3*AF7pqQ^8*?*7pEJdUyO?V!< zVrxhRmaZxw*R+6jRR;d|b<#w`*9#$Zd@-56Th27)96pa6Yx-l&Ch6X zoNWCHLPitaclPBn7VK|VT;dG{;K542NGPH#)ueqRA48?eCvC>GUG1a}?wu=89eF1T z-stO+aDtHX^GpZa*?&UsY``#2&0?f6c&ga^scTh&IkdN|PvMjg%v}|6@`PJFj1>5g zLc1ByOubGImNlu}MY@XIwYo|D6)D@3S&a4oAx8A&ud!2`asfqx4qc%Fkk6q!ojQRr z&JCr9Ny$4bzWty{FrxH zjo}kK=8nv?Tl-N!&B99%T~@{>MXD%$EqWW>&((mlE@m{;C3F*eJY#WfA?#KY=-E(( zZD{X>Z>tTJu(9+eiSDeg$MQU!7>z!$9vCGg0j*u@AqbA9GUQ|;b>p6|``*iqLhOJq zszJD!vgm;U41dir-tEpjk4P{!JEx(rDpT79jH}u@ith2FP)1Wzu)SoX>-1|>yn2)> z_lc~|b*PVf(eKGbc@=xoo48y2#6-I0V(Rnq1ere3-}yF*T7zncb^jX?$aidksfF%r zgz9F`FK!9OdOc3t?L0}-H-+{6m#pZz%(#X4xO=@-UVkd1JOAcZGcR*$_@kRUsx#`~xh_+2{?CG6eeKZ@=a%X@s`PE)GB#iX9&A$#WP#SXVt?+5n;QrdVNnCtXbwnPm_Z*nbOXRDt8 zfXU=@`WhIkT>{>NQ(qyFBVA&DYBe~#S8?Jk0HKR~9TBf|`AK-1`SXrb$P_sLu#DEP zDi<8+M8JcT2}=w0=;Rl2!}3@E9Y@#!Y=8DMnSHJ#e;7f@?CimySuzU<8*kMN`pJ>+ z^q${d*;0bKjlnqB+)0nScBF;Xlo}J`w_>@@z7=DA-FuGAPS*DjBi@x274q{?>+)*h zR%}94+8a0B@t^j$9GddN3(Q8FG;m*SPl_2ac?H>$mpswcY(=^RSMy1EE^KWWYk%lT zav;3lGsf@pm$uW-sy4KKq|=d8oM*a9A0Hvweexdk;9tGfzqj=ibK+|uzI=g$%+-(~ z7^N{LcUx$T%aJXLthx}Y+Tx@euSqdzM}C_SCOU2aQ6*!caTMG!M)t|)FF26^u`gxd zWu6xgO>AKH3z9DJ2*FCowN!>t5Py#)U})676i}4)IzMp)(V`cFImOfN{qe=M3K7k@ zS|q6Gn3aDH8uoaip&Z4)I8^F6w>x##Yv^~L7H8`aiTleo>#WqZTYeHoloH(xxbXX^ zL)_l6)+tr766t+!n#pHyqQuR6&s-jHRd~)#-gY#mn3y#UR{7R6P5=Y{mw$9xk>6|R zMpSj*OGe@Qo-eBwbS4mD&{md?z%Z*t{NRkE3Ct+YcGd>SU<=Y0vb;^$ayxA8OM)r2 z_=N=7XqUvZ=iHWe`-Zi}VIq0jBf=7>0yeP<$U;~s6t1B5elk`<*jEM(PCSHCJ64LN zizM8)2{Sg<9^D<9erLBk4u64dqm+3VOT{iKFm=dvP8++@(ij!CNhN-6cv@%=KU+`I z(9yddL5!Z zi>g|k!OJ({8)XN5enbb)x*=34P*{ncNjbn9U+RH!F6EE(U^tbjRiBQy{YdUBxNQCttz1+tTyV7X9bPL~~-t(P2ubo=b~O{^sbj%VbFy|<|N zFp92emsW(880;;j+~i)8p|t)e1@I{;_6F`5yE?^TZec)etnv4#SP<=9exoVAVf)uz zc|YTo?}6ORtagaeYQdKBw2ZCRW7=?p==(=Zv!UT>nI11AP=5tZZ?pp(mCAR&T_4;0 zssKAVP8{6FG6}A(wj#ghy9JAg*gJMx%^kN71#>5PvE80}Cx^XRmZLvkkyVa|#Tb+G)h$J8C#rMm?JMP07{EZ5ZG>TC}ii z4psc>2Pj%rt&WGBq;|3@HHVxryL(Ml2UCbM&#XV?lGQ0a->CI~_ZTX-=$)%0yp5a2 z`pOb-rvZl+y)|j!sLnVL=nVR4+ivc^Eoyd&I2rC3fqzWqd`r_vS9>8_?Q5rgYWr65 z>np#+W6Y?h8*$5Es<#uPfEmFU@XKqdmO~X((&3C>cv`2vG$NIRZCbf+bYqSWjX)iO zD*dA`^@tv1ZfaU$LvsP`ej8dqu)pi&PYR4N8rzy=7x)R+Igz`w#{jr+$InI@u@%-* z4q3_4M}J(Qso5Cq(8tQlSO!ds9l9}RjSvL4&sQ}ks}xn3(5-nM6uEG1#D7e1DLk5aA(e*d?u^SHe2bjA`mFy# zcd)6LYawaYpr1vJ@wSSXrFtiNovj4z9vFJAa+H7+DN~_G1fML~zG2a!fz9khaWOT> z<@bX6LwFF)RY3u)hP$jY5_*jvK}VVuM`DW2^rBniNq{0%2C*55iVcg>BZ6%Khy1Yx&N4BTvYu5~@l@Z;!{mGK6Z2 z+iaQVX`$%2UyIYJht`D$5D?f9Ef8BiT83mku{yrd zDrPX#-xRZk$?VpVW~WQF1SUxc-vP9fILRv*26yFC?a;XG40_@%Vp*{TL*MI$JP--t zjww9(`K#Y}%s-`u{#0>D4OSoZcMgi$%Z&^6iB8Yp)7liIzBnAFB9R_~h>4%2mVYh+ zXldhw&r?+E#clE{wAe|aPiHNZxFNR|v z2ty^~5!!bF#U@@s7St-qs-R@}oqt$XX{^>iyxB;aCvjExY-y{n=zN14*+OVY&g?Y) zq9r#kN%FqHHu|#9JFHIaFw`E z69>ShRiE2OtE!k~>uT3E;eQRiL4E4X7en#dpV)g$asaIgyxl){}uYQ6e=@>?x3 z+N2A%zcs&ug{RwpdH!OIM8*|oL(~f+j$OR6BFG805~7s1nEJ8IKA*QnycJ6wp)?Rg z39l3>`t_ToCL4TUep0mW?soi+U;>LCNshqm#b7xb_^2AP>@<^9ntv{dVj$=iY+TZdhUW+tQ*9)I;2XO=5sqm=>xT`$^7#zX*nW-XHmUwB~K8yG5?@E)~bVjc4~ z#~lVT(h$;hP-nZN=*l^d%+Q!v^^2K>{t=HC(b~;k(>QL~s@%WhI)UtWT^OASH!5cR zEcytOB0a8Qp?0c5h*i*38oQ-gL{Y`Y))?MqFC2DPDp5FJy?=Y%$TLQisivrxfnHwM zeY=>cTR|;uTiPV3;l8oeG;=VR401}M2@UeQ`8}d~!J?*+vz8cA9{=dH&jO6l0BE$_ z#?CvDqK0SIC(q@iLwS~xIu$0!&D(rzV~1}wC5(wY)o0g)*+v%_JwYM~bn!Iv*wy;IcDuCmlArn2?7u-&PriqY zwXt3Dr5sq~AM$sD2w(XSIyBm17D7sSaKRkSl?7U4w0}GOK96)+dzD$ZEp*MfESoeY zk1FYeC+$Q9r~qKCbv|rI>6Si zZMRqjK7PRwzU&|2mKj(ND4Tc!CAXGFT4+Wx?X-dN$$k=*A3! zpDfd_Qhzi|E4a)ahq+e+s@_s5b<^RpQf_dN=uW}A1^?rc`!flN_%Vb}_vvyelG+^o z8k9bKh&}BGFqTn|Jow+~o{WEd11$Q)NHI%M)`Zma=wjPZ<0qe#$pDqL;)aesI$AxE9wS0ArWK2c~)PPt%ZikT|; ztr{Kbt#tY}U~P8`usk#W^nx36eT`s9p^qncMfSO``*W2`s@Jrk zB!3df7()=niiJ$_`m(E4l+6WShP0LHO|#U!;qS4$Nb(&nT9*KZT@GOt0`s3{m?cQO`yQNzh2;lD73A&JIRM}Ub{4~)LjrsE zXdwGhYByHE4%jv-jNL`ar z?0GG6ZG{u~3`^XvBj4J7cG)RrH*Di!1B$7L6ZNw~38eBO*uCyI&%ze)5O!HQkB(OR zIJ;>QFu$GOS+Pweyiso@1t|8@OMi6e)!^=H9E&Ad1nOKEZ%SrHY)vT9-mlk?hfx$e z)`~H=mWk=MZn>GK7^tfAGA{=BStbQVZrNdxne;U|m%33b?)@qVRRYn}VnfGy&am!2 ztL={SBVTw)briuZX3n14Z)ExH*( z?-C_8Gr~{9=9W)=$x9Jm-ibFj;g1kZA>DlR5p`Zt#HUR#sB;*|jGR1;_IuFjDv+hm zK-{q;#hNwfCs=&6+FNC^6ehVzRZ{?nxzp1z=vXR-jSX9V$qhQ*);09J^MSF>Kn6 zM~(;&des8%hQG)Jw3McQf) z;jDuK^mQ`MHTkzhL4Qi$L4FYodvsI6#Ah&2L2d&SU}sFRdtw8VunTm3O2SWFo@LWkX?i=H3C)U(EPQ1V z?kL59&dtK`Qa%v3%9&r^5zmbEM~E(J`8|t#3Dsp7tyO!uxe;T1B;IMO&%y)iXr=<5ia@cXE$~ocX z%x`%;$5{D{0XaVFqUvTj|NKK;28B}7;f+nQ#2=h)9nakSj+gfem;?XtiB1^7oZyn zLirV<%71`{=_xvks*npQy5eqGIyKnhYcWBWG;ox=XxKoPVEGi7J(7gM~n5F6;778qs(-=ln=+ zdGGng;$@Z%NCQF-O3m-L!XJ5t&-z*<)+%bbHfbFEwcXrkG`hjSeJ}z}V`z&5v0!mRKY&2Jd9msm? zQ-HT+f9@}Y!EqKIH%N)ZgEV;()Kgo0D%D;tyKPeN0%3)eXHWYS&-IfN5G8pkH-Yos zgC#rRrI(9FpOOmXMTbudb|xYXD1WD1RhrTjfp6EuilSb!ufn(Sx-mA0<04pAXQrb5 z_~{-O4;)3Sr}FA*|Bt^~3QfITRquUL?BCCE!wveU$UYOjGx8YW`y6jmA+;V-JgvKQ z^`5Q~s?k=d0r@+VCPR=?;)JC$&X}pT4So-OwO!J|H;|!jf|4selK*syi+?9w8e2tT z%(KkgdC@p;fyRaMxYq`W1*-eCuc!hc0P^R`&;Hh&MVi_RHiZdQ2-^WPQ<0(|ifS00 z8v!=-Bj}A0P=93b!|t=4g`@+-xBW|8^T(& zzPCV*3lk;3OekRuO>-=7dC3iny6RAD$W?G%@kQ0zzSDQ3oFI^Jpp@k0WH|Xv!5szS zp;~yX!q=$lr#C~$XhS7TU1~T_UUQ@#oceI{Dcu>y$%EkX_YcgVkbf5e<8E;qH+sgI z<6DccWQDB7UiWP0P1~ig3Zxhh2%7!+Pnw(Vg|!qSJ~eXNSgX0s2m?ghJ09~+M_xyOjHx#iJ=%rf0p&y*h{HCy^Vnz#tLk|gQI#5`=b^43&FYHQ?B!H+R^-@m>qWzpXQ?ghO;;s0sQU-Fy1h$b%mO4%#>*4K#y4=gR z1-QFfXFI;zplo%j$KDwWLJmBdLK^WJsVnfZ@^8{krKaXkgr49TKmGNAf>;)&Db89T0+aL!ussnA-hb+(9xitAb7McPaTbzt2$^L zR#kRm!Zrj|_@=!CZq2U9kRqol>m3vGH#t3`8D+aHiVJkC!PY*VZ2x$#`}#aHz`yFL*8LyZtiMO%`wZjrxbYqj`V_hAb$z2FO~twkwsv>A|;<%$Y%t? z^hM2Ei;f*Z*xDMl3b44ED7-ZoOx-bc3i?_O6MM!?xA=UE9U``U0;bdA>-Dftl7TV; zY`yCw4kG*U`EcYnaHS-tpvS4VV|}!ri?@-{kcn^+N=n16T>{N{%stravf|nb`-#5K z%SjM1>wgFkE{&5;nTR&e>*><57dXmvHx7ba3ngo<7S4r&G2=pL3QOLPg|t;7Lg)R6 z)Oba6FHQXVTmct()_imTKxQ;iT1t9c-|}aoO^1hdOj|`WXMKo*^Nya$R_N^MK>3k= zkrNssd$~Gy8AxRU&VjkmhEP}2P}n!M*5EL#(SIU2fu(QC$Mn0Q8q0M#f;q;5J%-7#SY`28nuf%)X^{D@%dOWfA4}?#q>wZqCixa>SqWG!hL4K)D{QJ1-}48qI-zLxz#M zvVT(eyUZI`!!p|9eX{;K_3@RHhM|%|&aVY=%4rvu3WkJ1?AeJK9a;TG=*7f2#KM_# z>`JP9L3*3=Lw+^2F=fst)3|J#FIVVq5(jEoe*gFI*Qk-}6wfHMv zvReu%hRb+Y*pD_39I|ps#@<lT~`^mp2q6$f5i_qPd1YM(dxdLYWIAJZ5Q zqq^e4jf9-1p>}PDui!929a=OY;eSODT-LnUWVQFe@FJIV3BxEakwO@$vE*~EK(I0d z$7khi<2Qhe;3BdWKWw8`V(mJajRD31vuhnAs_bP$y$x(rq{H1NTYfbHi@$hnY!=Y}5GuwO`=*bETHw$#CUmsiK5&1QV#?r^DF{xL6XE52ZH0USy zqwMaJUy{U_8gJOg=iU=MIDfU_WEVz?NTibUNUFr#&s}$GOpHF?Um*<$W5$*RtNN7H z-DVW$P!NO6@XM^qFWuH`uGQKx zC4h|Vw?OL6y=YnDpwr8U=_c4>e2(;iYLpPJ>7AN|;qQbJqJPDQ)(I$i?YDY2 zZZCM&E~@gZbKbx-58?mi;*eMy5Rdz9p$s~RKS05^ZWlCkMmw)L=Nh|dGT!-Ci1~qE z`)7f&KlF|eK~6+q4nFn^i1mw`KQszNXHRYVWZ(beUL=O*Ku%zeEIY9Z$U(CREL19n z+dUA)X2R)dqBQ}lG=G4*js>HN8fni`SjgxZG^{5hIp0U8RV8gE&OSrY8H7vMJNs_5 zi;1fR__6V$ByhS`vd=+T*^6h$o}kk?Y34PsQtSSx)7n?832l7rV&)_+=za}q5C^ukb~(KEeG z7IpMSz|oh=UnkLFYnvDN#eTda1a2*rOAPgn!~aQh)_z=`5-C6*73=f|Jhg?NKRblh zDpP1)F=0`IiS;36k468Rux_?BAK3pFy9Y%0q|e}Aup_4AO6&`4+7p6Nvsf1!R5K6J zxVai{f?nvEdw+&=(g?k~gHgxz!NFno{+#2uHL_B^&_-_|K>r!_qQg{;pvJ&sDM}nr znp!D&CKZVeacP{{zo<&YKOF(lNPj>vH=VV|W^YwcLCN_OItxf`sM!#lYZoTu{){_+ zUoR+(=U(RxL4KUm^MSo8w{M+E@O34eI#otu@wfb=K{+vjHCa!t<}Ou0tdQ{S*DuqF?I4( z8$L=)7j~xQ{q88#7xXG4U8+p30wLnTjhfEDVkI-pT}|Lz6hX!q?Y_Ts&DMiJ)h-iz z9k%}$wtr}`BMh4h(N58R*2}-@nPKXcfaOl~!tCllzV=?zTy2gq(veO;on*6+u)IC< z3ndipplnS$p zC4YPZlE|S7mE3mi^2(rzFO^iE*&90Pt;3oOuL~`bY*EMO?Q3m;0p!A&o3&z`Xf5c_E{?q8KP;`%%A;D$fH%$98l9aRRHmDZY z1EW%m;CRcWy|eW@8ki>RK#`i|C5poCngxBzr11=Lguj$jon423oU6za-%i!mbARG$ zC4sRNN>HXd$6%Q!Z=@%a3TZ#~YCi>h#gNvg#l#S=yE2dgUTGV;82_Y)+kww$3z(xt z6#Kcx^f?oUcIVrxB+dZ#sL8pj!8um#uG;(_y9kO}=OF`VbmoOBDZCn%t2(=%Iw|52 zy2HjBQL`0vvigc~Y`_0Ht(I!;o_~KfWr$_3T8N=2xx16M1_n{{zvr7tdG^F*rk?<% zZ5ELZ*bIRw?ET+owxs>p`3JroiUR%s5q^c1OER(-n7qL^s}+Y)KrdCpjtm6gu%yf3 z7@({`%Gw!kwg1K*sSyc3s*N!}nJ@aQFhyOpU%!eF0+2?|M+kt8;Xud)#!i{`^0X zjU*U6+_q7xFM9OmX={F@1=Yg<)Fg%OL@Wvb-IIiNH~QItiQ8!ar7!LvBh20#A+R8H zHqV0|6#Icw$4T#@%u1AL7k`%dZt{}S4#p~3cz&*kXiKkWQiG86zXp6aB|jY7_eOR@ zJuA@!vm@T{qQ6EP%X;g=r6F1T9MaL`fIErM@_0e7G3m2D5JxZ;E(-y2H8X|x&%rh@ z`cCcP01J3%Mo#ccoEQ|o;svp1wbKS3JUpo`0m}LcPowgH-B_D7;eN z_9w!ZCw_hDR5oU9uDb@t{pR!|2SySAKGq+;F7SZl)GgY%(^d}YoYHT}4LGAonR@RptxvXuuhO#r){!WiU;{lnA-u=5Kk$zn*-9aD_RO@MaN46}@Fdd7hh76XH)PoB7w zafcHEH93-NCl5I@3NK7$ZfA68AT&2QF_UptDt}vZ6G^gu_pj*3-8eya-7gUn8^O)Y zESF&n1I!RS2-6tt$dX5v8Q5QczRWC1CCd`Btz|a?l}gpwRh73dGppNZ=Nr{%7aB)j zsY&#e8*T9I@d@;;8>8skG=|8$Z4A+Q*I1_WjScERdzyuQ$Hv)&d357qXmnIfOfpyY zn14IyMyu@6F<8ieGT262`V|~4PnYOp^??pFK_Hsg=&W!nei&sz7_lF@jtv<_9fuB> z(IKOg&`H?4_e2~T6EfC`5xY0>Ku64ziNBZ|tLRd)V8~*LM4UzHfHkYB6VUP0iRfhN zq{ccX#_f)XvuZ$sJ>#pAU+C)YR!eka1vQbP`DnAFnh7l|$oMS1LE&fCHmd#~jm`SD9Hpv_6xF!Wn9p9uJ^ntMfrbODt zdf6vzgA7g)r^dp>RKUD!tgtkY!4x&@n8wKF0!-C7h|!Wn*sOjGP_Im@H4pFrRJ~+M@jouyn;~%%B^U=2nUbZhf7fcKL+#8*>p^avL zbTE!K!Rhuz7gDS24XB##{$wihZ=YgywDxOLVdaCFp;m$`*5}SI1IcAiwoFMS@RHg`guQsCeHg9&+`S~ z&bss=6WD2)CpBR{4(Q8^zHb0`^MwiQ=d%Jtfp+BzS-p~bAe8R;baMQnpEYkGi3f*G z_p<*oYZg*{`Sq+P5uNl05P#ix){kfB4Y?L>Kj@D7^U1~ZxIbrf=b@+lhvDGfJ!$k(Dld>mqnv&(w2Gt zgYLz}`x*a!G93SL(A}F%KlD@HntIp$*!|Sqf2;WiF>?$lIPKd^wtu5+8*)apG;IKU z0WsPDs=I6nFPiSr5|8Y1T&W4k5YyVCn-OD~;Ijv$73vH&T8L%H90YXHJ zzoNc4CJ8VL${q4eK+hz_mv32AiPPc}#39nio)0SO? zeTu@iqy`^aPFGxPBY(x7kXyB34};OkWICLEI&JkHg<*wxU>)oMiAMIVR}}E@ZSr^A z2y7rB*&svp(2h$81(XJvh>+#CXeI4$6G%E+4(Lk5Kw%NE6eJ{?oYjW!WS<&AIsn{L zYJnb}9S~O{ zWgT)>L)@+6rbf0HuL`1dAVft0{oE?rC9@XolDcWMizRx+61`$7-+7-=Op`6b89mTJ zb0(i#gQ6%Xq(nOHY?Qa$g~IBA06PH^C;``PLM-*jLLt>HyU6?7MAWT9t>&$74Xi~Q z-BRsJdkXe@g?})T1Q#-pe>N00TuWsuyb)2}d@HZ;mw_Vb-GE|+4sHZGZSvme9HL;p zD*eA99jZzosooo%POe2R z!|#vIXuyQhH=?`kNkQ#Uwf}EQm^K{(tl&b09ji`Wr%p96tRP9CGurjEXfHgTXmS4TA)NG}M+bUNyh6nRv$QK#1E{JpAKYuW@<4p|Zrm#BonE&xQ^ z-7H>mGdgG9#m!dfB)VG__D6>bFy-$ZJXcQ8Du<~ZX~%$x0@CkRA}pJx>CR3*o=s2Q zH*XiLbr1T_!{h$w(Y<#x)ms~U3zfbNTDQ947Jt966Wh`;JaY8X2A5k)Pdpm0%)Ez6 z-y$X;hc2zx2n>?B^0|~*>09KIvD_u&R1TvaMW83d)a7?_wk`SZ3bnKrxp{7!g6gqV zYc1^|M!Ew6-1Q@ONE_E$*>4B|`(0@*0v;@iIm?mSkV!gxl_WLaOPL`%mIoZENzoUI zXnz98|lgYOi^~hb9qf84zsNGts;7s z2#*@xk>UFt&nP2NxL}$kwX~Lbvx&4|gJv7x`-7O0=bBE@o}n?w$ar4glRm*kzb$N3D-Eg^!uoOtg6y1AnQ@!VC~v=n;=)fk#S;-a1c$F0E`xT2{+? z>zM&*>v1tJ5-dH-Vk47Ql+UfGP+D*Jsfv+NIrqDdLEB1kbhTdF*+XS8KfWNE}1hgXXBRqUGVxQE$+^SVoPFv z6Wlyuj1ie!T9boID|aOmT2~^EMO9?xQRwD-xFV)WD{Fb6R4T2EL|lcrctgqzk)%u$1&Xb&y`;E-q~QQVq$I||T!hXhmNvar5g4Zp#jKR8 znMAXEe_6pWz_1L<3PQ`#aJy18Z`y#SQ4Vy zN^(3O9hw$RS<4i5es>6@c^4S1SsF}7R>JW>(z%ktalalZI9(-&c471KyY>~na|we! zb1WwxONwF!RX_l)$guv$V1IEYh=$(fAT=jT z85KebjW{0HlqXZsn7B`;x{6nc98Rbj!mO&PAywKE49l0ZWCbie&k;8$PU%^)*|1k| z!p|88qD#Zn8)-YzW!vVW`vcE4?hNx8XtbiUqlq#|Dau5+d$!E!+Fbi;0avD!Bff0Q{D|(%Uw62X(9K{qzJq|OO z6H_fo5(gMI8JZwa`p#P*J2opeJMP%%BputfZQFMKoO93kUhmVwUbT0< z)vh(>T=V^Rf!A>27jy+eMXf}5qY!yqU${U^H{93Ubct13z9p(ElC+k#_d3#xO?ABN z-&p9s^IUs&Yx3GUFtN>$@d%^^nmh8Q~bPai!AUgC>~4RS-ia7SLITa2WvnqB!+A>Sck&W5{G&6T)t< zR1_7GL=cI$1>E?|HOTpKY)!r3FzqzJWvpWfo z)^*$WFi-;S88_sEbF_4xC>%nu;R)>hEyX<3XY^e+*F(p$to!J>UAkYklc$Qlfi@ zYX7`ui;uf&ekbCRxYM3Qd9R;95xHJW&-xxx@6-oW)#t$TU^;&kL9XMYs`$^4!-P^p zOtNHgLom#nj_0pv!u%<*<&WA>3@I18j^OMFK3I8+>-Ef!ws$nO_leEUMpqqrHQxE&om`ieFub`%v%@)?9WF=3)nl#A-i4VW)34!y9%fW{* z`#CMJ4*!L!TOpB~cCdg_NXIPyF;>>{ofPOwNrFIcR#Pi$?bD;1gdlz$!x!*9y# z_?}OeG?j)Eu7~g^28X#lBmi?QthD;tgnxdEvfmp)N-4xom6bAdbxi>^d-OYe|FR@4 zyft0@-?M<#A+y@O<~xX0tif$o=9Jb9$fS;NZ?ds^>kNk0JPx+S{G+_J#+<^_m{>sl zs6JhhwYH7oXC5K{Wm)LOUD%Tl;LA&pHBO=IVeetO}C+>+fg zxSnvK`Pk+)-F~L$5_sX`wnm^Jp5XA9d&<+%d^$)3b(q}}yFN(r;d9X%n-FQ~Hsf=` z@5A>x7u#z1D8X?e-|E0Y81rg7BR7@hVt&WmU-HSBu#rf~b6VUx9BR9g=>{CWo3DBE zzs-!dEEijDy47}4tcyLWKi0px31q(MiaK*bXb)Tm-p@Z0ut$ERK*#C}01e;TmnmK( z^AyrPh~veGXr?I}Nj+bhBac)+ijI!?qA1su!#<9rr-3%I6T^6Wl#52uR*JdF^+i>W zm(!u!MRkSj&L!NgR7yW6y{+)wU{Sta1c+l2)KOzOtAgHn5o2qgGeNYm%w2(C|rX&Nsp_ zK{EkITevKLZ5wg!K$=z17vOJu#Y^?&PWAD8GF^zB3{ALh#O8>30*VCm3p%-@r)i&E z%gnS@wZz`r{V%K1E`wbHBeEl8?f^~OwV*iqOfA;7O zti>24LQ(0xFYX1U1AYt%UVQGOf;?G+o@|d&x@Gfep=d2pv#64Z1In#L;mb`*Mtl%V zkc;|iTy28iNV7;tLcCxQ4}He0+7&xL!1}F0g!Rw-5VjO%UVqs`zAl3G z6nA#|ULAQPmH&bk`U?lcEhjXqBIJaIxdsAr(0ya*w#26u1dN%lPhLeI_FiD+d?%;x z#H?<++)#iX1nyX3q6!%ZuRe@ePs}4>TAj;$?Y)__O}L9QjuV55KW~i~^8|HF`SWRh zX9Kzd?_7Ag86r-Ao~+q>=;QZem|zp}Vv*$|W(h5KSByD^0iu`V=WCOd-tJFQtjmw~ zEbeD($k5F!pxyKRV0`Uc0}oeTJ0(w!fU4Us=nna;n*oC+@|A>tzZju^(_rfx((Ay# z0-cY0S4Z|~gTFW&C*!j=I3~S}=tH8%=8I?+nq)!xE7|vbR0-RwqS?N~EC#%`A`=n5 z-`WO4^^8++6@oz}f8gI^I+n#vh1%uxkmUOtfOdEN(@6P!#QmjCYg?}Adc7#X;dS)O zTmWG)LL&6vMZ5PqHnlqwHo)_PEuzNu1y5)6GcUmCj=f-3YOHDd^Uv@#I<@#uRJ7L%0B|I zZ{Vz7a8$uya101GE=I<$ei#){@8-cdclz2{7^YGnSH2cX{Yrdq(L(Mpr=e|4PYg@LGh$P zAa+2x;BdP9I9aFha@@gzm>l@6Jp-#tkkr*x?q#l_UXnp1S?VO=S4u2nXbDOuv97+U zfoXJ*SZc5Xd8C-~%@|^wkxdDdDu>--W(0n$1|0W0wG8b)P+N=`ARb zEz1r@l2qJVlQFr#u&n15L;dsniXJ*Mfr9xI;0^(5$BSZOs$hPPps>-U7{VSpE=z!K zxbW?9h!GvK3<+lf#^jep?HkS?4Qp^*Nj4Br9}QkMa^vV9WT=U3nJKFLXuK+vP{Ei5 zcb(Ys#L8epB%jJ>(UivRnm%33rPA^yZA56iziwhtAg(`vK5s#&90WgK5bUF1Wh2PV zEhKpHDuWWLToM&Hj4N@pV*{!Uyr2$uks}M>o5577fyL0jfK7!q7&(y0MjT09hTyzk{2TAYj_?18L0@CDF&pXvE@*5*K;&?F0 zawrTKV-T*6rmDz(XkR#+gJ{^wlxI&ZCcaGNbtr;S1(rX;%(35}n-G{Ft6PZ|MG=i* zaOsc-R|-rs=ufO{_By#?J#^ZvGw_lUYY+=uM1nrxFG9Sim@WZ~kl@*1fIl8BSmKrm z95^#*iL5x)mR#<24R=K;ELEq+-qIWssm1sC1l+Gzg~1+w|V2sMZi5DmwK_ z85MNKq!@ZE%1ZF4tSJ@^IqM6mLgE+l00z{Gmy~>he-g@y;Yg$YG>zU-_?8RmPe%Pc z4Cw=i5YFuqTsTU=ac8|Qwv!ubL_XaIwag*9#R`X`p^o1Pd=y606nzi3ehXE$=oA$M zkv5q!--UhM&C;5xFHyWfr?t)&_V>LnY9q-Pejo6%sklWljyImzv&7o!)rVV(Pm39F)LOc^tf6WAxUCZlRt3?ul-)Gs67Q1I%IZ7}&EQIjw z1Dz#;efitq>xsFLetz~xhnt;i06g)nliRzIjfp5Mf`2J7DE3cqQgSe>w4x%O$ABN4yA4n|Yr&P|V)s(V6(Bfp|fuTPwh3-iWF8=>Ye-Fx(K{>KRqqm8x zT;!p+K|S1DR$!c;mzbKDGn`9v#`*##OT||sEF9t`{l6nu6bCOKbjQlbk{IKso^2-c zIq#=;I&B*`uC9(ZTP*B0n;OqlgLX$j9z@eT^jj+~d5vo;&rFCK#;OVi5-~(F^0reOsvilSLnLdnRjyVP>Kl_avoDoYki4R-eX?LSp|&=>eav7 z(@DrH=ek*~Bbq*KXBYV|HsO53-g4?|38xXw6TJERhSFAKeZ4Cby?>;($>m!0IN^ub zwD-eL;`=0Kb=}W!y<0l_FV_G{KGQo5v#Yr!7Q;>7MxL9p3x}oSr_;b1(WjX9+nfAc zsZ`4mk%*Ng^OuEf^J1x=j4}63p(JUN@~Zf)jq|?rk#qjP-%#CMLoSK4alJJtx{~74 z17opJxyW*DGC!WI7c+WE28vTAh9mXmetb;ja^oB-2^fwA<_`sMyM?B z^HyM0`O}7}7|M9<4s0^Oh|+4iBm}P=I9@%Gs&e?N%`>9B?g#D9#P|O3ACtZ>hCV-gKVZom8@(NAa)Wz17V;tLwB5xOJ{9USai7a zYD5x1Uqezl(ep=+qdVk0B|0*Y=ak$BpNk6Ew4fW7r5Wlz#g4+gq(iqzgin#?C2!K5 z)JWFSslG^1!|6adtFIJcXk`yw6ZlV->@0;{>`)O=%TQFs72)5}5Wv2B!YVlRN zj&6sc=GO|*NOY&xz38I>b@}e5Wf%|If8yhC?J!$HPon|-IQmS1%lw|*y5!?gbt7_(E!QR9)O3$6_ zQVB+z6XgMf2Wi)}538EWdU8%cqP(I|Ywe7MKL1cjf0I3KWMso>dc&*!NH6U@LNT%) z{Rfs}^&ZApbYGuSp`*gT#0TtMD<>p9`^|CnZ6hDAsvlvb-itp=SS4!Z8}|O9sO`YV zRu;=QCZAaZ*e?!Gig)Y@dxkb1TNr6S>Q;>V2pt0Q(XQD9;qx^rH(|zE{Eu*p)%5}- zQUdiaSJC;%3VF_VZ2lq|7ovj;MfBll79)S(L+N$+Ia}YO#8NQo8dJYU?vlH> zS8v>|gZk>a1N|{BM`x5z?qW%cMH#e9`sW@~SNB#n(Yc&SMLblu;3K#r(mixNZvSAk zL)rq$wOxektTT_l&b}reI_BngvSMN>E!(QN(R7WLZQ*dm3P6}21T>GCYF-`ncER4L zr*w+C@P-gBlFW^s?lRjcZ(d)8nMT6T%ijG_lR(E$#tFfwjh%W^tsRapPa;KY9DUHQi>EgC-j86YFOP>MZV z`YiFPN{Bvjea;+9<+oj4Nz(GQDs!-jz>d{ID5jTMBlz&;Dy5Kfa)VMtIm zTo^AeSY*>8t_Z>%Ucj;*<7qg!=d6Oug;jy91mW`CcEFJR-1e{FRz#Ph8!|7UqK#V@ zwBcLj$Z%>5wRVPo>Anh0=VvE=#go65Y?(N}@Nsc^J8l^b9P%c99@|8N z&>3<}K2%9OcFliN4`@QQbuaM(#G)=|lJcgtEeS(YV=f2s?X2hjIZ6qXNmQ6v^CqQ9 z5LzbQ`Vu&auH;FWoKljNJ%|wLUMX?ybxMl8bfCDuR<8!uH^2?a6lePkd)TZof#iwq;T}zn6|t)Shi= zbCKnC{=s#+gqpi zbC?Uf{^zDnxeyjx*|}H~b{V_kD}A@Mh$UvbLd`87phE}Ak`;UkJUYgB3m3>gPE{K$ z#-EaRmmz&D%pg^67OD+O+u9dpBk(XacI`HO+ODr3O7|E|eD8hUgDK9hmnn_q;vo#a zq~ZUGoPKvpn87t=z(APuj?dM33nJm=-C>1bSLodwBQ*t!T$xheZfd!&b7!Af(jy$A z<$u$V;>ePMtOKI}V4D{k#pF$*VrE{eNRdvo-VBG&lip!Q5PL+OxC5xY-L-g z&0uc4R7{60q&>S7_P5$T%S%yik=R!-t^Y9|?yEKJ z?$%7sn>%Fx{^Yq?$T2ymYle@OIFD;v!3l7=-}Fgz%@Xn59x63d{$Fy*rn87XugGZD z3~N>k1`1v-m!m9r&y6nM8YuWUyhHEuDwfk4wEiak0S?tcu|3UiGl&y@eDlK0H2w)b zRuug=QUU9E{pUY6cMRQUkCeU`Ov z8W=Amu7F8k^2R(vLb7FBzfI)b3BS{(;yqltau&<`#EsjTQOvNwBz^2nV>HVIJQEF* zg)AJtKJa1kG7J(qZNc&Dxtr%U^J2fQ1uwJdskc&@$%M^ zjxUu`N#Wfq`&~zQy{15RSoNnoMMNVrL-y1f(?`1w{-Nf>pD7iaHLpqs{(YzpjZ?FM zT@I@3>0&g#M@od9h3J`%Rj+I|3+=WZ!+|lB55Vhcc>eA6yr-!#Ep%|=7CHxBKM@l= zKf?0)HTs_oR|CykMAMn}bz3*5LToR5!y+68AO1@HpbfH)i~cpRYf~L1jaf^%BK;aA zUqjMrV92!F>)-hJ5u8@N`>LkGOV9Uy5N6}@FJ+!Y92{=^b=@c6d9 z5AW`4Z=9hO_LQ<)dG32_iE2{aB}KEm|}Y^+bZXeO&yrHIMh~H_l*|YxGzMw8mGD+uAm&^RL?x% zUh`R6b6ZqJdH##$SDrJc?T8!dof;VrM){|>csJdo*e^$4b;z>X22P?hL06x0kY6vR7G8iZ_qTU)G0;V8s&+i|`^ZW<)rwc%O}Z93@)4zWuGVi@+?$Ibgq$gSVty3qoErHB8%)39A zGS}{Q&bx2TPw`J|D)OMZD>+ks1kT$wFf{E$yVa*45)PyFLwIX8Qc-Wq8m(0~HrJU2 zGFD|$CG^+M11YZzq@27)Y)x6uX5y0J zrCQmpm1`8uMxCNa@s{-o1;C~Qa*v%=LJ&_U=i}1BkIDz*eQ)(ln%pX8=HRZ(-2`68 zO+3xCgI^=lqo0m85hf@;n>H@jExCL~=N}0-Pds)eh1iK{RPjR?3CCDCSEsuN?itn& zM?x7}x?s_+JDz7HxVz`X?<s@2-}3s+aTA{;Q5TQx9o6$4Gb3?_Qol}N8R7682}0q7=5!>4mQlG1Lrp3{y|l49y}$=43iWxJ^7ZZ##YBQZ7a*v z5pV`V$tpFIQ!b2LNB-U6GzbFh+k5GZ9&&XP0=2kZ;qb&8J$$!^VY%#bpTV~PTiAO4 zu-7!J0|4u)g{O2O%-F7oMa~$0qhMX5DQWPs+ilG1w<3dWJdop4KX%QgOKuPwKA|-s zI}u3lDz*&`SywV@V)(ZN?J8)@s{Ycd68G}ftWGZLMJfSSb{D?2Z>07OqmACEEe775 z$~JPCoqM6I(pjW<`m$+143eCCL?ns&U@b>0$tP9u*SCe^%enA zkt{8P-?)*y3K$x#HZBFkxm*hd>YeciFvK5<@gC@|BIL=!*)g()POlfK2=Vl5!+maz zo_tV-xUeTFGFp5To{#Ehyy8==--tS`Y-aW_4h5GQUg#Au+U!~toXG}N=3DD*icr}9 zJ*}dk1=!RSLOJ6(-SfBHjjTSpVRl+{jK9k8B z8+leBC}2}awZ59}&btuPuqo#TU#`YE1Up{JgasrTIukJy3(NljQkjXFIGI>eguZ(5 zDMzSaG(fa6ET@VW9s@P5Lz1n!=0z!0&#$qiztsrTG7Ud7X&TYBA`{f)seD!zR>1+N%TuPg7WYLcl5-YPcaf(<_o8U4S6M;<8^VdKhUJ zH!M*OHW+#fPXAJrEL4d}%`p}+H8c3HE`wA=PE>yvDzI?am4y;USqNx*CYG&Jv?;@5 zFmz>Q<98`HKN3GtMtD&WiEq2YV7%Yq_rPtb;6tjah=h+c?3rXO#7TpLg1!m)r-ns< zsR5@a;3SL#kUAtxWN;x%es!i@u;_xb6)3PPemq#13OH+uNSI&|#31TdhL}NN4p^`~ zA)+8z1olo#Ae`_dCU9+ra5>1b$j~|8e(3kgdC7ox4;8Qs8RdeJgavg=f^_*mf7=>c z6YLXa@&OTD`bj*5mERmjG=Z5%gUnndRxYlSz>#S zHNdRmV!#kXprIAqFL#lK1yAxtv9{|F280lA>ysfxRdLO*FQJkQgZl@P#RZPDLaC#4 z9D@-f#l0k9)(L|HMcRNuhjk);i~U9q6$p@k zph@KnU0osyNJGFu8uZd4T!n%e1YOZ_SB7vZGj{+e_;A0-ckl8+OpY&4N1@HJ@x-1C zH@6aKC@NOBI{F8+>{|B!iPO-qqQh|HOoM=br=Cz2`7Y9h4v2nW4?+eNpFT}2f^O&d zU8^)dWppIs^NxdN9)nLq`bO;s?EquJAenZej})^*v~MEMoyYvgH=7#t(KiC&ACnQO zsQkc8B@5&eG7pvCv!ODKHY^e9J6aX&A8rkaFhm)M&pK`cVqb6sGQUq3@2XVTP~l%# z*v1aU7R;rg_79&&){#|;4R^97tlS_Gq6XOhQBM95473>mn`n4&nFS<*qyQ;ZNGpgi zEGDeIB8pH8sxg}19+|3~wDWhrp!^&~ji~KG(B0d_KfXglzr#eEY#dA7x%BsjX@YYU z!^A8+BWlKs!5IcHqchA)g0Y=>b8vsCwaH*7Z{Cf#I$WJbGc8~eg(4`Bu`^4ba-#`+ zwC9BWVR1-m^gu~_TpbM?69sC;lTRdg#3fP{TNxQ~Do`|}#;fWWxcDn+ ztMBBH`!+rZ>HmSc9UmOyc`U7Kh%onfVcA}gt-r7p+kV+DznFh*9RZGI7GC+ltm^fX zR?A|}r^9jRBcd0svD8~NSMH&8Tb5n^O8pej!Xucw*mQQ(VWW6$U*zuhrj(-`75j@A zXyri@jl2JcLjtmBpN&^jL-(m`)k5#WiKp{!D`bxf!HmcV{#-!b#gsg?+svy~x9my!Pc|SVPv$uK3pV)tuq8epmrh z1S=)R{Sg0P@i}MzgK#>gsCW4ex_vOPjA}KOL%xquRd;r>4gm(giX=(WH@ttHdB`_g|~X0np+LY zr&?Yh_BWHn&M@BBq0iS%?P_`|s`EEuV3P%VMQS?##jNA?m8n!zrQyHdGRfu7M=n_V zrbxvfEd)pEBniM(Q@;Y!P39@J*_(K%4cAiKAN`kh@I#G%hw(cT&hk;TAVHO;)cc*A zweB}w`ckhR3jK#tH3bQi1V2Hy zT5`&#po1$A5{GcQj{DxJ!ZNsTenV$d5&I1+`9M9nr_p0<^Uvhy`sn=)S8-Y*Pd;Dt z>q`E5zAgPY4@K~LSBBFEV$Sn}p0wco{0WZckAsNNSly0Y*ELeoqO;y4v;&o0h2{N6 z$6Eo|N`sbeC<*j^J9V<;$5_ORoiyij6^rW_nPLRMd{+9k{MfWTyDFFSa!2G6gO|5n zyQAu;pujoof5wTn2DNac?&Fyq8^)4uW9S74RaiJd1kgB zH^uuvcgF)FaAczO4=V%ko^sZ=scO6uF;!%!G?VaklNUOP zzSgw!o}5JW)`p%i6^m42$fW;M3IfiK<<9MOm{R%`*BYv#eRB%;?=ru0kP>cWZ35C4 z;t;F0c?LPG8cA(DvE}885gz;#WQ0K8ocN|RgG@quqt1q}ll9Le|AjX{+}o_|qwLnw zH3Ha251d=H7}+&3)Pp#Lw+{8qz&j{tSX9S z+8qdZ%o6u~V{edT^bFwt*vtJ>S$ZI-BsyN+bE8c{0S+x-GWr-*WaIHCdE8=kuJ~KC zvDjdbQ#g3J@j80N_Q;=8dV$zjEB$fV2LkD}1@k{;bBP6&at|&hicybw^z1c_HRJ1D zuv8CN6o##Ci6S3bhcEN-<5)lz;i~i`!E{|_<1a>+F`3dh{e9atuao+e-f}kITeH%r z*Ed_2wVwye63Yq-^Rj;rPavu9!qt-8pCA~tN|S><_jI{OH2UCtunNC7GI1%cE1MB9 zNXIIPv1;+=)ZH%9l+nasPMj!n^(iiS_vN3vjLbyJhjXi|R~-DMo%n=*wtu{h2f#b@ zgq;2ZB|%F;a)3l{%t3`r1y7-O`MT6gRwpR|7CxEQ4LSHzqWPXKAq=ppr=O}HBSWg$O6zigj8WC_@pwNZjB`m!lX9$(jM zN)^b&|0LVgAkF?${9Oyu#=>p1#ABK+s66hA*mfP#sUor#f!g_T9?2ONW(or$QS zvner^C^s`BGaJ+YEvAtBLl)w4Fu^g1TRJ*96MsGPe_S*cMi!3$VsF~DmK|4{P<1e{Jlr4XY4Zz$SZ$gu_XZUwglwQ%HtKN-AfSw)H{4u*zra!HP9S zF_P*?1u0&sqwT{#ouX#HUM*5)(6}Ev^c0?U1(NCXO4`TTFNWfPo;C;d2WlEXOHyrfBkVVI)aE0kF>1(X;LAjrlSk}`Rm zMg|#Fu&q8%e}fh3L=xe_ykn^*&HLg-S*C_jh-JEm5h&1UgWOgO2^~16D-UDv#p)Og zlN9iwP8=22QT!$y!t?#$1z{z(f&*X|_aQhPy&)NRcO1Xe#{uHXtsKxWm+kC$2vyx< zMn6fNej#XV8Us129V+xA!MvTT96z?IPzaJN1uWOSd~$seO-n{R~)o5EWlDa zQMaX&=#vaMrxvV^TyaFKv#*>_L0Oj>G|S5M5x*nW0NR+g@2atP!k=tYc8_c@MYrAU z_@faFzk4R7Ez@1G=MhEnN#}+Q5;rsBc!*t=BM}zImP*^ zLvsvf^JBd@Gg3y1Bg3d{Qk5KHY4CA?B~L%O1;g+^^a@BXty zFNnQLoO&h0#^Z@qaAlGm+j6%ui#+?mc6G%f3$UcZ28PL_p_x!HZ6-5@?O1Xmoako{_^qX=IIO!^aMZz-UhaDWk&?PhbML|&*?h!UN>Fg0ZNOxF;_xW!7 zn>FmD=;vzc$yx9D$Faw{$^^?aY{<_z2*wZH$!9EtLb2jpOeszlm-h^tyH-B#rY2AA zMc^{+>^lj&Pl-T=$b+-)=jN4Yv2yoJ5u?;hQBj| zsUEZm+kRM?9_~Ety%7OyJ!KQc0ZB%>C-eOh`$!v4^M|)P$jF)7k6L)B71gB}1Dsn( zZR`9DPq6;BrX=>5aw{kCLkG3+%N8xX8(?SJ8(*R48C@Qch>*DG&^Y0DCq(hL1?(%c z5TL8;Zrh(f=#C^{BFtC2hbb;5C%%V8X)t;`HRATpKo*a4)Q z9tTE!orZ~jIrZe296|T`{`vce; zu82U_i}FjiAVXYNKXZiaLt&-`$t>Mvt#?>LT-9UX+!me%*o5Auk1x2`4RaQx)6v|+ zt_8Ezp83;8Z6+iiQUYr)1ORKxmPaYXw8hy1Pq}OiXZ_W~78)0zxJ^5KGDG@d7O-5K zuX^13vVHZw-oFg@_o(NDwc03RGfMSEr0V3ndSfk1PiH+*qn*A)53MZ!OF70Z8oi?j zirA$=!qfffqIbh196iFkUEhv)p&W~e(-yLZ5Nvs!@aFiiwRaH<11LTZI<3;{431E~ z*5-$(Y~)*;e5D*r8MM|v5?_sA-dCMEDdXW3>3UfWT<76#@orS#USOBQ>uTtcb+2bc zOJceRih%k2Mbm(RgWLyv}Fg}v8uU9(Nz}KjV z5O?NG@p-Y$BM7gPwqORTj-5+WuBPfM9%r@YTMD~+!H1O<0f=l6H}GZaPK)$%L%zWH zU+!DtA%+r7mI6GTVsi2>iDjA>fn-Zcrs#nM7l=wR|#B`)Q7*A1D$o7j_Z|3;x{A~ z`iceIfcsZ(HYa(~)1|6q2Rblg;klj!D*IEljZ=$!T+NHBjeP^L@R&69kFzN94!Is$ ztU<;W4NSKU<@%^4Xh}J zxsSsKZRiK+?!S0umYh1qNZVTJ-N}P9<5l1KIfxQXfJD4rTIPZ_yyfrvSbNe*0k4sL z-jp?2uIFlMwscO0%}MHRCl3=fQ(f}S4u?1!0n$LPywU}&uJQM^n+}qc{4&VmKI76K zc8auYt$Ds0$JX|#7hL5CB=DZ#N=E(FB~CgQbw=zZG-~KhZo3n2vLvfK&k;uSuT|=> zSo2WjK%a3qYE3LvM~!s0QW^U;UYk*W!wPMmZTWR%XN#ak8+X)TtGZ^K2~Xd~b)32o zYjgsmSH}B{Ftd}hPNmP4Fk^@RMr>XVu=g5BkFKCs&a}WbAsM$f1UI?|T3I(z zU~jJy*{LhTwC}a0jun%b~iNMz9JITzOIrdnGp;VRR zinQg4v-H$&w}YlP*6J;Qj`zQ_rMp{fui)^{Xe-wEar-sUsV^~!ylc3G>_&CsU}ZD| zTJr%(ogl6{N+{54?lsI%X5Pij;(G4)-UVVuBM>K+qtX}(9vaPNEVw2GP|&bHt_#ef zVqS>I#Qq-OqbiF}TVW#6w!5%F<0iA!fg(q1Xf6aac|sR(mXlzHIi%R_z^Bz zj&*n2qET2})N7QJme8LEM5xRo*KR8U**)$hA`;Je)hOtR(a|~Cs07&8M3q?(dyj7+pFjhm&7k2tCgyL651B27#UYFxpa${_OB$cIZ z797ecjK&MoAn!_LGJx0N4j(k?#dp%WF6|I8uXp)4ktqzx|KQOpijomQBNiS$9NzQj z8}?+|AJPbNh0lCoY(`9r1Qv@I6k5Y=N2(;d%Z~Wq4k)Y$EkBQk@uMKh)Ic2 zssZ;Li=R6lOLfQa0%Li;*x$>-j4b!3@cHx2Mi(9*Li1byZ2bFx9#EN*J((06y(VJ% z3>$W;up6GsQK|`8XETg>GccfvR`6SVApgwPiG?$@HF0uwG&QvO@?cEtjI7{TSeR0F z!yrizS(tU<7?dqNO^I1pm{U-~AQ>iHR^X3yUxci;9a0^ArF7mwcV~zwsEHOexc9kkkPAoQ$2E686CL z{e=^|r+Q%_oy~lO%kjMm1HQEOql~U+z6G98PYyV^5EV&uP<7ZIxwx!1m=0;bW{p6zc zCmi@AiBW}~EYu#XSY)ayjB%JG$aU1VU+}YJrwYo7tNeQf8SJ?~y9CWYzxgQ;Yc5T< zO@rLKl#idCl_ap4HAoAA$vO2dJ!bH1NiDKoh0!+V0n8d;TE5VL)MGJ*OSk-xrbWgK zgm!Maa&m%aZmft6EHeLocd_Rcj{(t{zc0K^?H^ODvk*}1Ad)3y=q+OWfL?nD`EJg$ zdPa9$WrAQsPN>0ch>Rc<>|iEN!~}b&i5{-h088Az9kLqOHgk6@QSoaUrr*O?xJ_L~ zPE_VfOO$1cQ{@SOOm0tsFfZEYO}YPpss$zsT4u~}7CK1p;`z;R>N@F>OoH-VAz3tB zJ(W@vN=~dERjk2}yXqMoo3n@~RnSoJlwBZzJEGzTRfAG*+3Ym|xx}v*lbCv9lbz~$%y?5*q%jfcM6-senK@l(-f#s$(Z!My|=jg~PV!Pg)*h!D<2 vXXa>?piuXMAoRo)HfHyI`l#T1fKtj;A7+G}oM<^2w zCW~Il)TrFu$h5Z;o*r;nKD9P08nE;EZi|>fd?wd#Y*Prxqkj!@$%rnG9&TE*?Cw|} z&;{sYV{}HBrbw$gOu!ixNzy#Q%17?7@#x-K{wSK+NFK#x)dM+ZuiK3BG}JO{HMD?= zcfS|mrN8cKF$pH@i!U@(fxlldKU{D->+kip4-FEKS1AwAMKq}{?=ey%!3ym0sCZF8 zZRk9w#E=2O?93L#p-aPQ)JcP6ks213Df7Tksbb1ctcGVSx=tFO@#tUHvlW&8H0o<@ zl@mpLOH0oi7~>m@A33Jv6F&ib85={$t2@@PO@*|Sq50P=3uSB(u=0I_|YDS8I z#c?-1l!FFqBzXSmMc&}YLi!NThP>&}>nNm%!E;)rn8pj=yOeWou z4J%Gq4ZKl(&Ti0&*)@d%>+YLS3k$MtkmmF5;2N=E*raJYgayN{?h%xY%2pTu0wfFF zR4sUa%KKYCPj;i!DkOh`T1g_7r1+$_IW6==?@-DYy zC+4&OlNVv53+=uDQAtyvS>#v&9d69H5P{vvumGKSk?$o+Bz)soo-vX-p$XEntqGES zGGlT0nh8Rpb#YBDZOm=m_OdD$ZbEvdutQaG!yn`+qt!I4amB1z4+R`Jb(EYD5KBk? z;%tJSM>%#UTM-KDd9iT&QVJw+J)?I3`yF8P8N0e;**o z{lOMsw7GqyDKLLym!E3w8X(WUqN;qvqqViDGi)9Mrsue=ri&S>4!|*tL)kPlp#Pq? z@0Nf_$MROh3DA~e$~1AIykkd5yOlgyr}_W_OJfAwlG#stJ_U`zKdk`8se8SH47-?YF6INAbDhwa&Lk%UKxXo;HvJ`2cx*MpMAmwwvmZ53dW~zBoh?zHhbPxF3 zqx|9iGQn5kPlFBzpO69Q7%zlnJJrxzd{YDq;_pp%c`TdXi2mctlbE>Z7(56D8 z{qK{1j(Vx*#SwT?QK&|^wJsfUHZQWYwNI2*UqMrVZBSFnNQ*B(&ae@WbdRXeQuycE zrWye$&Kfsie$Qx8Iz%1`sl<=Z(A@VLAHSe7uXK?&#_(;8kQsb=C z)aY(Z$Zzj#eCYrxazfbh7CJFYhz|impj-EA0(54F2o|ZdjE~N>)4$cW`Icy>Y##?; zJM$!EPyA2O?~gmc#Klc3oirAW;iH&u?BK6}DVhtNs{PSDqy3kiEfr$O>0_uZh;LNt z($86;v#Q-IIn|zlkO9l`BCCRqQWJG^#$gF@id)Q(dAq2O*gP51^5tE4UEK>(;SKLlhW( zJjMC2DcT~$SM+X4Du9XN{A8X#mxe9^vC?hbNyEVb1H_Kz)Kqr}gaoe-O)OI90sG-g z)e}F1yIaS1qE}KRZmC9f?~cE8f{V;of*YLp4a+70`I;pl(^^E(vUo1$M(!BpG#Q%? z#bBTZnAFIr{cWB-P+DDFzn$~Qm=)ymUvZWp?B`;h!EM800=lp9ed;3JrYstm!!KP) zvj^<;G`RNKokETI$t8XM#4X^C!$3KInyAKY?Wp$1#mS6oM*k#Z-*FvBwAxA@prYWR z1)RhHLdeM&w?)e(k@zW0=Kz;)b($x%8nfmW62n_%;9ww84`g~-9ym*d8~QOZ8hosk!bp1zP0rF#f4{R3Uuf@Ei{Nxi z={i(nBlAI0@nN69XL zrcZ9KzWm}z5t1_n-(fwdiLIC8CSugeD^LUDyxGpkdO*LlINQ4ur^>V6^{w7rk>{)*Y9F^Q{B z>M?OPculxb}tbLD0^KE|l)|*C^Q4J;~u}^?pG63bU zFr@dB|M+eSF+B-!4_FKaJS?xROTb!cGxGFO#BnD8Kkg!+DxafWif4{6f3=VnESX$x z?LjMi5*PyJ%3Wwnr?L+XOT9QpN$OWD8NO1}idv%zf5eVn{)$ z6J*=~if;Dgj*_$7CzKy}>CMQmsw_B&wgb}%9!p7Qi#rV539;CKYW;C85Yd8{&=?)X zdN!|_ce>42RhY~RL~kw^S=xcM#X|2rwQ40L!s61gLa`e`WlV-xG+88pg8lVUh9!Rc ziH&IjEfdTUsNoqxU5^N;bX1$KCcpkI8na`wj{*=m?Ent6kK51bh}hF_PNA)us_@lG zK2Sf!CJ*wHz;ZzVBhriY!pCY=FPo2l)3@CV1{(YhDT+(@=e_3{f9^PlbaFj=mqG_m z`C~IuyQwGqU19I@@I}o#8?s^R%9RkPOwG`yB~H7;UmlG{s~;dbnZ`D)8iuR2icXGSS|PQ1_2`$y0#`bA$9_ln|=J?_I2vs zjlSvIFWyPlFyR0AW7&wDL(Yd1U7a183O9*1x_7l~ekbrw3~BKFa9)mhy6(Yq1`a(+ z?z;=u=om)+4h{GVeoGWximH?hRQGCDWqFVB8NhS`M8D9Y@Eg?C#1^l<$XXTGy!Ysy z4NG*_)Gcnt5LVgd9?7E2Cn5BHMj%E+G6f>59yCHjQFhb<@5wz)H4Pw7zPlYhfiO8lkJHv1JwO@W zOsAbq^4T4s)|Ox`1s=>bWv!dKPW-ZeMQ7z%vKe?ZG*!}&JU6Ut3fFG~| zrOu!sQ(1g;AgX^*4}}DB9FM!>4bsgIG0F1Fc-|I{R(QKlpguMYD)N zqry+^w?FlmXt0R5&hI?jt*sj)8TPOgApA&CLjmxXYTpErARGty@KFpfj^XB78u!P6 zjScWZ%i?Ruf#HR+%~wzTN}d%wVK1_Z)%eyBoV9YD^`_T^Z;#FxvZtUh>FJs*o5Dg~ z;Q)9)J-8MOI_TrIf@{5z2R$sZKj~@HBgC_OIt1gl^T@pT{M4=0Oc?W`!Lt8)>V01L z&OHR(3^eC-rMksKFRtOBM@7(7P3G{@T591S-@QjBp749W5ykv_^$*(U$vQg`#||Za z#wM_vi2?M)Hd0ppjS-a(8`jENG4XP7yBZ*+W#MMyk7KnW-w8~Eeqv^{Khu$pZjNH| z^PfKz8^jL@mC95Zhaz})M7dR+N?k(}QDDm|z@-k%+`g`%4bVIx3+doXlIPsi` z@8!C{Dkz~4WH}zXT*=VZ$-|maBaeF-Gnx_=oyc$9v`a5g7Zi#=LbR zZN10_gR<|;$ub5LgXsDu+uJY(%5ujjj$g=9PmvFW>Y=Y89J$sTS?JSuH^@tRo+{~& zKFR7ka{^DGn8I@fmI?;dbWhB`1j^MoB5;N=SrDnTIdKdVlY6M!w zm$lH?W)}~e2~^Q*4ij#>n#KT>Iy90&r)=qwa%giHp&flT3b-pY)28HU+B>_CFx;7Z2%m@NLW*ce)m)c zK8x5Wjw6QYSqT{HV%JU+p(9o_e-8JNvMM~1h7Nl+w+RAt%OBjrdx1O*e&D< zuu=}`-0zUB1+d<-PQg$xhNDbcZwfZXsNgXK6~8hu_k#^qZ2-8p!ixdcB8V7<-E18* zE9A~VH0+XliIAWN#gbK>d~S%7DpMWj-F)gV{NF$DtK^-`FGu!rGG)v>FNxV^J=X>J z(I(6xUHz~6pIJo*8HRb<;qYJd>rrCQ;-r*fq`ZlWWJEH!A3Os;{V%XX$!8o7@)6Pg z65L}+YhP#n#{dR9UXv0_t$Fr}3F~A#a~5GKng(D=NU`-UEU!m`$H_?lPRt2L&V#-B z{6;7tdBNn$&)fUaDYZzOH_%3^OyP3C2tjG~xa-`~nphI*CvFG_nU-R6S^k{2i~&aJ z*Y_*^rf^_p7I~b7=WWvE>`;?gsy8hef=W+7k>og zV^kCrr_yD=EEVs0kA0B0&rUErPAjDF>r@xAzu@sS0jR|p?!X{giXHV!S(MwypDjJW(&S#P|3S)g>`>8c7J^gIDAqkbJ9W7iPTS-(fT$L_l>@*}og0P~Ao8Sl(o==%_*5t@39aDaos z3}B3SX{qP@ea}qP9}Wy0DpGzEtU6C2j+-4#5zf$If-{}t!Q?cJc#%;I9^K0boY!187bknZCJ@B%eyqF{>9xAP0h|vu0MlZuMjEd&tJNeI2ZV;wNZ#H zwPhy02;jQfZ)_2ixJ4r7d!BCl0pGi~3TfB3IbC-u7&a~(XU5ww>Enl>{P}Hm0B{|E zSq!%b?na#5rq8v;o3L}A=g7Wh0kKYw&#u~b+e1;toyQU3ap3oDbtFKVPCJrRU}5?cJgYEA@%;^flPHI#DLE2=CPRk^$wB~Ap8W+{ zNQeT_@*F%Z0LQ?MVFn@rFEqy&QjEtYV+n9#zViYnZnhUC|McVL0%Sl;wC`QJGzQ|u zAY^R!_OfBQr3GST4!#|*u$h2#%d4lzbEqqAPAmB_u&G>M1cKvlTf55ze=OuN<+p$O z37qLXrAh%{y?HZurRUyr~bFYTGrNc+2p|Vd#T^uR9?ggQUH@GUu@)< zap$>OapOA+&IJ~dZR+a{|rza6+t$Db9wL{1F(u z?&1>kzT??LA(4U;E`GR>T97i1Wulyaqv?u(ByHva?$OMFXHT7x4O9!wM(N$vBc{K$tT+ zz7I|EHtu#Su03ZCn#I?im%nDR=qGa7pVoJiI?JnV?I?nNr2-GQ}%_W?fDF+nIUV9^Q8o6jr1(q z?TXvR|FZtqmn{Vn2jT#LnL$pow;H?1Zkq6Dr&z>@ju&-=cbTgNrq$xLI(S@76hhJd zdN>CwqAt?aG)sV|0uRe*e7j9`iXjp%Lk?^>B^htICynrPj)GptWb9|*iiAj&qA91u z4}rMf+Z&3`aIL7m!PS|nzllC#V1%ueXqb*tQxB~c;bQt}1Zt$GS;F9YqoGoi zpitOqW;nv#1u_HrDOCe%9LECPsn_Dqu-FiD=tJ|g=ekTnA>z=(7hz6dWC~nAPEAqD zk`G2cC&GNXw97Vg1&@c0Y|-$A2KP=%Dds#C1X`8BFbp27F2yJt(M}-#h4^W?FQ`i7 zpfng;82G9=^XTh>HqUji{j>mia!Wak8lNC&wB?G6B-H>@=zA)FuY(eK;jah|2sd}< zPa6CYq`>ujHENMT_T;g8i>M)|zd(Df^6r{}6-vEe3tZ23;DDixxyFWZ^UOk(qZ_j2 z(zDuNr4F142I^=ljz)Sj4LeD*pUji4oQY!n4UIw-OUDRM4p@@!`=<7gXICU%G@ zkrp|R861FGMKBF4fU$}-&n#+{t3xq?JrBi1gua;qqlPVyUa?>t@~!<^%=Q;rRPiJO zVImx#c~KYj{yk**Pv2Co{#ZZ^T@=-H0h?4Puq!%3x>dc)E1-}Bc2kQd9ywpz^;M(EMCQ{bQPX(dTPrx)K? z(9PZg^j#3jfFyV1L;JF!MGS%CuLeT(Q6yirzszj){QM@86}gyI_@!f_^8na4 z)cGV=U+jDf>)`>4Wxh#4mn*+ik=c$Si|D9HL(ojrCtL)v8oEiGbviL*i%T6!xC z!-f9g3Sj-6UmUby;vi`FM(pwsr+3FlarISnU&yZ)ziKe>sC^ggzf?{ft6fFFI zn~=_=3W*NE%E7|=e=cEKN2hsH4ApOIVZ4vw2ws8ob2Z?t2Gf?eGtNKg3Hy2;2qHq3cm4kw*SA z?gc!)Bk1c6JP=`GSE|wrtf_xMrsE2DM5o95dp$l?OXl+*oB@IiQ}$En^z95G$f$Iv za!BPCN2;qwE)M@)ch$5#P5XBmXOZvF?ex6wHCqI=ee~)xk0w(Z)YshupZ)YZIdt7O zk<&iIAj1FuSh{4eh+=8x~Wkt$mBQMkxzp(gu;K*bnF| zUe7OT@b4MMjRS-@=$4C{2Kc#kv``AQRcOQ5FyS(thnZbeeD;uEKbCIYL@uKSHHUyO zG0CJq&Chs;K!eH!V$L{VeH0>Ki;$K> zOdUOMpncp(*LGSck?{WaU-S&SN$Zr%Hk*`L6&*BTwFvt`T>#DKu^r}_URyj2YfP;lA|Y#{v7n*Uu*)>UN)kJ z`eviLNJs^|UZa?`*SI=|qB=_l954A1vCN6Se_OoSH=>{P<_+!rgi$JqM}y(3?)?bE zM_&8OZ@Cx3TMF2Wzmp{B@Z0Wvx7Z!ok8mL>jA8S4whl3~Z}2PH@WM+(J71VwLZrAw zmH>Q#gbco~OhD{6E(2K7PRf|2H>%(P=yMY_u_DIdjCx}Mwj*a5WyWJWr=EwEu_Mu5 z;8hNGZEBzm{V}wJ+=Tcnb3LCTjfKUFs`v(;$*%QOib9?s;C-uG$|N(D1b&I1wI}IhcJ~MfKLPmo4g-{!Xh57%CR46%{L6yozVwg5 zwL^Ss_(8ax(qXE{!_l#E%&1ZsNoWD9k;Jtu=7Mwqyh)H0MbR~O9?Yne(X#ZD4j|w< zMg-mTIa*y5iBn{lN&Mckn;?AVLMkF(XfxX~KVls^wZ}=FHL=9kEuAbhQFSLU(zk(a zh`;;apW&f&I}x_0xv!GSeJ(^D!Y1He3^*C?p6c`v#TOh-M3AmAjeXB!4&B-rWuD3w zE_h8Enbp-gjG2l$5{5&n>1!R%=m+pF@|vUhTz{u2@#JTmX;XnoEkmBV zBF>Z&6tB3e@>yjNCs%_qgnk?J`j`1we)=2SF4- zsxgiWWE;)1xF9e7CvWRTvz|{*Wa7JK?zgN~fvqnRJ_;X6)c`NF&_V7tCIC4pg#~_fs=6xn zP^SDDy`yaZ`RDrVIu;GsaP@@mVa zv2ltX_dz{n;c&6^D}qGEq~QRj?`fFo=ln}Kf{b>>t6k*AXfQj858%^~#7FKjqe+NK z^tiR2o9iMdsoP7*`1k8K z$hAK2s~rWuVZF&c$W;CePw_>G3Nwd`fn5a7uMEoaMV^1Q?~e*^nT{>~$IN~FE9t~0 zaoFiggcn1^=nDvYXMi@{tXfl4-pERN!fHO5;ha9}YRDHv-_C@8FQY4RWk_NItVI1x>0rw1 z(7lM8h18Ook=J=u1v>c2U_&nc}^F|*-7{H%b^Yqki!3V*>mpA=P zolkq6wZB@eU-kSPE`8e@)3(vx)~rD&AeJ6VB$_QMyy4{>2BXEiVGcYMxx|CQy4s|g zrFdOiA!wc)ZMX<9gpW6_ky!USE+|#VM!o-xhiRsu2#E9lbmvyNurfzN>;-3zS8#z$ zDD!|J83 z{K^o-x>#Y{My+fX`|bXslxZ=*&c+KGv#3g6Q3M^4qytb%%$6lvf!N_03jMi6KN5IJ z)6qVFr^wT@*etqeo(g4;K%<2{j;w6%IGN#J|Kae%TJ}#);x860M?)SpNcKwX&__y!Kh#KbB4h1 zuLau3vUP|}_HxR+;O|_o$gN1L#M`x0Xte1@m;iZ(qw)o2GryP;@t>LG55MKmR3SQo zwiT229WaHIBO?rfbti{NbQsJd|GPsKCAtKu#Q{|%+7@P8Yn-K;T-RSQT2ody$g+_z zgjf2bv@W@y){KnYod!qZXA`9oUe|m=kHpNSXc1u%Lp4gJu2I1`B)6DwF4m_uK!e<5 z03{`{f>-7-mvrL7p~$oo^a}Q*EL*z#q83AkS!FKDtfJ6zVSp2)3ru6yBSas9I>r`9 zNp~zP)>R3pMC$SV$@a>J9k=hrbq2{QCT3pVMl!k-@$;454h1a!hrvigiTmrMtidMT$^P zvVHmar5r9g@rYp+)mnpK4X^a3BU~1R4l%Lqf|wSpZqBw6*)C`z#Uo25Qz~iB0-PCG zCAEH-TA-ZT zt1EYjhKbxdsiruxFIH0x#T62?-|@dY9V~nxQ7rp*=4qC!O%Zq0EFa3wO{^c`#bxbX zMK?K2J9!+V&7d4piU&O`GVEetT=nOHI?*roGmNwE0FYLEp(i*h$Y3l zsrP|i?UvjDU0zKx#&TXpuLc`wJ3pz6*@tQbCRs6}{tRQ4svkkyyQ_a}1h{+BMypU| z(efz_OT%Vv*IyJK$LWav8&I^B(@2 z^p>11G5M2WSq6Uqhix6zZRI0N51kB!DEFfqSEzgT1g73@He(m`mPY&6vYLKKOh;H7 z(H?qf$TYMEK-~N)SN!G+-w~4~#NNbv`a+SDev(i9@6(xk9QAV1o~%WXQp9D``ni}q zF8Hy$-nd$6x2PimpBMgkZ%(0v#pr~Q;W!}rHPN$MXw-XWy z*0oxPl#(ka1xfbs8WP;+yRA;fLsXv|%d11dN>}-10nxW>qq#nIJ{dfP>~=H4Vi6Wv z(n3mV28WC+WX@0wI9imDo8xHC*4QA*WRTQMR7|bM=musRRan`F2vBO*P8!0 za&pefRh_t8Qt=Sd450lVRk!%u7_&26zz_y75*sngh+OtsQgYoC+@VB;7V@xn< zl7hwPz)42hvSb1X?#FSs!m)2{E2jzYEdtW2PSwrS#vE*OCn#}2t?U)v7}P~o8c`*u*A->TjWpz+e1}H^!;q4KLjjPUgbhy&S_s){C8g z9$iXr7e77Tp?3p+`E35U=7-hEAv*~9Vsxd^>MTva7*_+(HHCoc>U%1Mq7OpE9o?)D zCFebPm~NhHt&0Qo_(~p8bX%bc-IDNPdGvE~YZ)72ZgI}zVPz6dHVe1cbJpS%6f0YtRM~6W^O;VCntC-ttO`xx(6n*8maigX~ zlV-00M)i-c((A?5CYAwU>?jJolNw&Dw^t{zr{K0uGck3g)6ljQHW>?F|60Az6kxTv zSl9J7w%O+o_{ya~DF`R60bwEt=I4SIx9B3BIt+>r_;!4VlF3E+g;)GGNvq#bWAAY3 z*2~|rJPJ(r0W{afAu7*N^HHbIrQ#smOlLd%JjW6d>Q!!442n3Vu@*qia)(J zhKV7}!t6PH^kEiBp~U0ny8NmCO-QRc1DQ)f_?STq*yVkdvA{r$F(3PwP^zQJw$p2s zzP|(OD4u&b%ob0FOR@>*h+@(m&l#ufjFL@6V;@nYkjKti_K}RrquBY3AgbTx1+pW3 z$^3SvgJw(D$oj?Vk zch-WgPDF)`97-yy))>-okz;0k=<6v8(#e#zk})T(i+fI+V=|Zh7z)k~+!D=9ETP!T z0Y_3Xq~krQpTv}|iV=TRH=ccSU6shbEFVG?EFWc!ZkkG3YAHZNchp?EIDjY&oNU!< z+zL2FIP*2?42o z_?b@QjYb7dR24gCr!Y3GRqit@8}x6TNlqj5$7~p+2uU2Fx(Pu)HY_EBOe>9}_$7)< zE7$6r69AoOqDc?=Xk5gP3Pymqy{Q#?o#Xy%S5@)|sJe=l zYm{&;SA~u9wKDdinLX){*j1dY_)%pkVupPEe*xLoAhQ)~@!8CZFNR9uKsPwQq#*Ui z0Z(nlO?)(7qmM#?oX`6k&G)c^$7V24*L>Ef%ad`8r(B<-R8vlyL_`oH*%appg2`jQ z&?*!45W%VGuGU1ZS^vNDbPoXRdZdrGXBiU_>-KVw`W50pZAND)rI;lWx|?lj7P-0* z=Kg=)h9BOB!#KZ@(FNX#P!4lI7Sus9EvYFINQX5E2wLq%n(3Op_D=2RMq5{l0S`6< zp5Tis??{FekWNki{GlF$e%vW6Oqow;J_i0YU#^LYU6MeVduHmw?eYTxo$gHcb24rD z?dF`6=B$=l(r2VUH0K7RysZqQ*PrGm(7ZG9I#)b%4QFi#CBOUj&-aNSr+fa!R|n+tAn zi?D|;`X}p3!~}p+Q9ALwSbJ+k1Qb&n6Vnn-y8onF1Th>2y%-Kr_|eXIGK@nbiI)if!4Fo>fw29d5rI;Np`i|ZxRLTZtM#v zV~f+Y4Onf+{HgqS~FJ6-r0#&D*Mm4uQt@)Nec(BTyfC4-bR>3#_h4b54#)lO^&*YfCo z$)7e17_@^`qz;b{SXs$MB4mbqF~FKs3Asl>k8bWYU@HNX2(z74>f@ij{laNT_vh)E z^?%lC*UYktB_$rk$@*jz;e6@#3s>`yp0|}x`I;340#_$+V2->6XHenSeJlo(2dY{| z1t$HgdSlMY;{sy5w%#p7S0!I&SYIbW$qM;1Xq+LFI0moZHh$ytQVxgJ6f>leL%zP6 zi?xQ2)CB-&ah%sGs;-sRsubLOZ1b`FT0kS(U${P#%R`g< z@GUpRdFM5Hw^`GQkk+|v>^C+?=Av=Dy2W&&y>9{TjE)`ySNnWWy%H^C4Wuc@+Ho6g zqTn9O%CfHd415jxb#6|3NL?MF$;U-5PSGvVa9KB3v1J_U0fD1K*C@5}A7f)r=%OoDa;YqpMh$eM-I>mY{Wzc|5G(L&h-p;a_lvsN3y%!0iLy-kMJrf2_K@E5x*U>| zxSRkns3RORGJEfEr}X4p*p5!dkAO1D{XISOp)tyjYqdo@A__&U-6fi7zY9Gu^U;XA)ZUg0Gz*Iy_pStR}EQYf6?<})Hpeqw}V5NgaR&Gi6RciFzbW{kP3I_>n@T;&WkOs7z}tqdq2 z9!4wURw!5jrz|XM5a*w>*UM03*d}T!T4i^=+w9?b8`>hAB%`lq+#w0rYb7X$F&GiC zAPJXa=dWtKaT(6R(NlmPhW1Ub+}%c1QaNgFw%UwD#93*~01Ub(n%62Mh@q*RE;+!~ zo;^DG_2G3)+3}g}$xU|WIlDDG#7%PL=j1|IqrP_T^NYjJ{j_pGOo2U-TSN_$ zV6iF+E$6MbEO5DO`nF7Em6|=`k2j$3fB|c%Nv`UMszW^>SbTrf$5v@riJs+9)EC)C z$hS$bquRy1>`gz>OheeHa|k+ir{K&>oI)v)+UAHu589IX zGZZrv8+4#)m7;c>NqZ1%o!aY9hC*=Za`tg2zG#ouIhbmZIVsdVNt&CN^#@>XO+#Pp ziKJb)jD}I=qahR4Rx76HhPIj@>atuEE5of2#4y`c7Ywsik=c0`jqR%gr@XU(&b~XH z?as1jEy^|XhY9@p2_Tty-0}hyNZGGvh!Lhj8>M^7kZ4)hh;2sg{->WYO>AVhc@K9* z6cq0sdmIbG?mQMQf5=Z~eGOo(NWo@O+LaYhViWog`IO`Of%}>2LYAx*fm8y4(Oeip z0)Lup9aS$-A0;WzO&pUZI>}d_9enV#W1dr%RSH2uNeW)=-K%@q&n=zNvY9cRs3l>beF9Oa3g3&KMt+&F&jg$@*;4ID!+?eL_1|qxX=JJ5woMY@7V&Q56e<`N@84$I zrLgHLD~7Ywj#b6>L}>|T=%1#KsUlSQV=Z2&{1eF#8Kc~&Uc!JlvEwSkbQC=UN!O`l zXlCo~=TcUsB2#1^_**0MoZp!U5rXT}_QzY7gOPwV{;07c~!)%l7+RbJkQR%z9Yq@o19$Vythv){6Q60WLu8)fZz5xOX-2g!7;HQ^F##*tQdAugx3Px{v0kBmu1YC6wiF;nCi&5 zaOBO81ktDmcnD;n>)=l{i$TmyfZ#xA{#?wdh6{HZEtyb7N5bl@9<6-6B$`pezh4ou zs)~Wuzu{w?z~y1nnF$pA`xvDSQ>sFzKXX&L3d-PkV1`hD@7@h=9ddGz#PZ(xczrkO zd$MWT^6dbiI0i1C4xt0DNiXV5l-qji?MQ|{5*_*k*o|!UyhRI;Ci}|7Z}w#kjN$Wo z8C_}1$r;&nyi0+qrR_yYsv6>m=e&fLL0-NAvBxNdkUc| z&^leFYz~M{W{@%C3g&O%?$p?GB*>r=L^MCdvEc7*T>~LMGlz|dFm+Y+Zo4#tR+p+hEVG|XiEI@iva=B{S+|-RSsPIRq z?G4rW#f6w7uS=h3`6gC?m$Zgl6fd1V!%-VMvlDN#NDI;cEX;9TTwz*?rSAMC1wZ{; z|IC~-YU`UN*Q*To!T+%JPThfaT^nU=TNSfnvtrw}lZulkPVU&YZKq<}wr#6ob$z4X zKI@;bPu3XwTGyQGXUKUNOv)cuUXN;-dVsqcI+v|0e^vSyWsNA5O{H!mYIY}B&5gMF zOY{0w#jH!Jk67*KwcBi0qv{WAye4VV0A+2$?L++9QvJnrp|P0eHWCKr8IbhJImuFHMdkq55RgG zYOy!?co-6N$xu1enX+vf@_gP;1u!ZRI|nHy1(m!TbFX(xdr$W&ug*)czgevVejjoq z{63|hgRsj?cHrCy8YZal)<%btjlCE_&Gj)lhD-4SFDq)>0@6|))_FurUA3&}K<*re@ADbc=ToNU1d;luCr~-1 zF6A37JEx32aMS2QqVgPer-M|Mg95LiKds1$wmJPL!U`}H-fmG>oyPNuHxD}_g|8F* ze;+8*fQr5m2kLM6C4t@$`{~qlC%7W}fXvf9g7H&=BeP$dacJ7YBRWd=0fB#1T|!lM zmqIIS9jkpD?qD%+Hkir#_ueVUa6jCtS8;5UoELe9Tp8(zjVkrGY|j`ApX=_HNV`TCQC z#v>S~nstep%+H|6PHL{z$6a;H%!%%EGNRu?eQG+2=rimFHP(LU1e#lZR4-RU>xiWS?!U zuQxJZP{9H05ab=en%&?bU&aa_-ZzfdA=-+R2+i>^HE74v_g3>Mdm34oMRIIn-J3?6 zJ)i}fM!b$_%vUL1SuR8!rzLVXJ%Okp8n^Ab%QeZ@<0UH(&QL&~OpZWy z%Jfsu`1!9V2lPYuKsf%je?oBYslQrgsLuhbR-4flP3)V@W-t-XAX?R;`|%q$*36( z>iAB_mBAf??}(eqnnc$=Q3wV<{C1fQ+po9LuI=`+cqt(X(J|TIA(5{CwOur)G{T%a z7w|2N>UNPN1gDHOTCW^rH`qMR@7B2N&cb2g|HJqs4gzEKFd4tHlZO_JVq>1g<|BkW zxNilN=&b=})c|Pdj5*1aKnj-7HSP;5y9;O{br?-r%c10_S$1!uz{;eDNn0ZDOcc?^ z4dGl}VLZ3IK^$FOi11AG$^Tr8d)3{suGL)nk0R8ZQ|Dl-9e;K~3C?SRN&k-kk z9w0}D(R+`Shl9>HFCE-Y4M`zJ+V}i(cl#n3ntznKipFXG+5Q4f z9QVa_mHCA(p(5)t&Cfts`C7I8(BS;}qjgM*^n9juC!K$pZ9)pJlQyucLtIpd!q|+iGzaC7-k!C%` zo8|MLM{^Ua2ErnkXGWLwSp5c3A6>;tC6Lfo!n0RGw@kV|liL;!m=?|{1C$MJkGa0x z-B+^bW#E5$`=<0tjIumm3;#=XLknI^lt74C+0d1uz)Fq{AWqJ>{x8)9W8wTiNRor| ze}&>9{0*m#;m0k5zLo$L$A)JazHIr+bvc%tMLE8^z{ImzQu2IM*kIz~R)Za9S8QUe z!C;oF7omQ%-s`r@wp_?;y_wU?Tm{RMx67%-T779wlO(S5)yt`+$=me&7)96~^#-@K zO7AZHY3zgw*=fM%;a6wv#!Zh74DBC-vI4;VglW{?9=q}b`{yC0!4$S|*k%5z%`tq+ zk#mYIEkWM~T}|@8Zxd?gR^IcHjJOq??9Xf;=m}V}hNEK1J zGN;Fn}#5NWmOp%b83s(k(GWiK_-1rVx5Om^KKS(30UI_^!h|4 zL+rw*X^=9c0tnaUauDdyx^)4UVRuNAJ{GXs?KGp&y15r)H}M((P8(nTE2!R6hzthY zeJsGu$2d99h7Lx9eyzySFP0ZNg`@^05Ptuf@3y5kE|)&o5q z5N43P0j`8ilTYe(jbbMPNnH=cH9hz!B*cKcU+o@{bv)Sb&jfK$R*ffAg z>pDnN$7v?>X2Iv!;#ckKD=94|oE zYtdV?HPh!q*D~Z3$Xf@Ge~J)}XCH6fBP9x4_rT_DXOUJY@ZmmgCHz)AkGYczHpgYk zW4nz~_Yi7)K0WUX`_GE#aj&I`;LDyaI7F}FKeZ>m`+X2UW+3e`5D~%86EM>_c5Mw$ zT8@19{}r`p?ceM73Go5fxEvGVxe(Z2e&`7c&CRe2bFxZ5nZ5nKbFzUO5fL=97n?cH zE0eR+Vv>&Q%F zJsg_FH!OC<8^)FvG5srf@;mQWmV?#xs#Stn0`YUAT5*^syK!Ja{lh+7e=@Ukt)HnN zOIjo__bHW=UGU}@<0ngGb1i0aXsai_9A?N?hhfnh>79_XJEyQmbT2nEUuq0fKEETv z4s^J`m1-68Y#iiLIONspjUi76Vsm3&;=ai#k2DPgneeK!GTinUH3prPRf5uKoKmkD z?;&v}n=rWTW(iPf15J7Z)yO>PBBb#i#{cu41$G3+^S$Jgy{&~wNp=Z4j36-aFMlhdTardN0edg z2HYM7L@7(Qs;Wo^QrHkzgn6a@p^z!I^!?>pXq^u;*C0SLkT=Fe#CEhrF2yXWX<@$cfsjBP^fta__-O1+$VsFJ4e1sBb&;_5e*+=~^$Y z*I4mv;T$LrfILZ2Oj_iK+YS)JXJtSziaR84I1hj{X1OfWl<{D{pqsl;(>4oRoJ2mL zBK~W^r`I7~Gp$L#j9W*UFRDn}s#1xGa5RMTq`WuI5X=;wvWQ}yhBQS28JoWNGs?%- z9- ztSjN%%WF=&*$$rWrlrNU#<)paJN!W)9l_2cW<0Ad$%JXl6Jn1_6GbZT$|Z1yNKdiY z<}&XJm!Q@w?*U;o+E3citA9vqpmtcWywm%~eWXEK7~`&cyiW(GkOVK0 z;vdja=A9fQn}oBR&Z)lXdGeVpv3z^kCel~O$JMJThVbREc*`utB`A~EopXCZP%QQz zrR~F(FMb9nNHa~22S$Xo>I)9pe3*o@tmL^&RqSC}3)?VuBk0JV^`nh`D)umI?vS!W z6hxLpFg^_#Z3s~Gu%`XAJSBV^;%1}lt~3D5lw=xXBn$swozj7x8hjHb+?@1IJAr3h zrb_wtOx8=_I&m^h*E>?_L=0ibHJi%m|7A^fh;BJ0=5F?dZcrhzVScl88>R>H3 znYdf8T<}MP@XOUIYLR~oIv(a_+l?{ou^|<)1~_b9mL^J;qAv2KoVHNs791X5l3BxJ zcSLn|=8?~~FLw{)xX*w1nX*Rs!l6E8uV#N%1jPGZSu>orzF>o4&QyRW`Bq4?wI?v?`}%`qW~}H9`Kgfn8?=-F}@uC@MrrM z0itRIKZpR>L>kgkniL59)nYG}Wc9cV?X`(2Bgt_zcy1T$c|#vBlIn@=7mi?yjX#8! zv-iK;w_WsDS2A!;&fx$HNz;n`Pg@^4E3Kt00@h8H!h<2$H3v0Z&CV-OMpL(}Y5JHs2kqta)p!(b@%KTvo`) z#$O1rv-!F~g`gdlFMDmky7n%IfoFcO&XM_FV#pHKl1SjFoF#0F%O8 z1MB|xD~|s5Omfg-ho%@(v^FPAukz_MltMZu4gJTd;!U<@kjH7$tV824d%h-Blwq9R zE^MyhG|wYq{OQ7h0typUN;L4=PMsbT*xyH*J}88eO-eYkRqhyv_D;K0={saDV5Fe?KZ;8-(B!x5xWCO1vA-hy4M zfB1bIUUCG7Z(w)vx=G{QA;3VfohLIdE@jMLOV$DVhcuN}RU6f1>bZzwhntc?Ng)sj zUx9Sh?%IF3Ulb?Om;oRraIV6bHB6&<(~d^`jcbehtNnV%k!;423fL&{+|^vwP+!l3KcHCAInPjm7r|dQiiK z0y&@_Xgse74ZceT72v;Gf&cK9djO&Lf=AwJ$vk*;d)@+$DO-X>$mxxTu>mFb3639? zyP9u2c_{Bv2296yHo_0==aclj>!$@plBafL-Y#HMc1kMQ57qSBetTG&>N=Uu{BWEb zQN86Ae{}zAKJFz|-~!#XSD^HMiE_xZ+y=NDHyQ+(N~F8YAJS0By3S(!M;zVcsYg8w z^(D65MzdWV|C^*C$RJIty?3ne8ac#1U?uc)9oB*?$WyZF<8M4`Np2I|25r`7bXG`v(fQpu&FnxnV&Ic`S9{_805z%C-MzuStT33f>j4lg z;eM1&XT2Ipoya81*a&%Vj%>rh8{bFzQYW~c#m4BL`VQf7$KU-e!Wy0nCotk>7WcRJ z*IgfiTX8o0?f4$)_XGK4*2F9A;q)UAc0Ku~WscctT#c`~f0rU^&8|N<+~K`8$ybg> z7K5P~6~9QZ=^Ob<@zU;p5KAJC1|l{WF%$9s`Fr^I;234i>?~X?iP>40{%7%-(%nkk zXm$dg4eITSiHxjqo>%AU!Uxc=gJk4s!LlZ7r0UryHI56sfxXz1> zcSA-oC%-;JrnJ{7zr+14$hMajD%0EN^QFWa-;y9*MP(i1v!Tij_$daqdUn*?i{t(O z9t*Oiv~4$mmdDGf%J0*$o_9d2EG=m{s1Mu{>AE5#qpTd0?Y~DejuUZ>9=6J*euIdK zHC+^S`eoLV%G(dmh32WpD0SZNcax6vsr2%i%&X;{wJmzrt&YmrcfAI&;qLdf*`VBB zgw#fJ<Lv;}R)qtKnVl|SG|8H)jPjaNtK2cN(n?)|2%%N0(Q zD7a$l5~!#YE)?zM^$bwx{D+J8sphtF3uiIRaiWZNKlLcYL8guIac#}xv-a}6ih|S^ z>{t8s;T`KQT{|}&pzBuQ`QnJ^{raw8$moV|AR!tto(Aqd!KzlE+x_mtUciGTJ8r1c ziPV~2PWp{E-qh(jyd0>;pi$DfjEKlMKd3of)$Mc*G^p`%^sxH)8~N?kqZ??L@^9$T zb6yZHWSV!av2&^fplPoJWOnAEO<{H(XBohhM#?(^)X_>TS~9aw4TCi4)yYj35h_kf zI+XGl7DrXGJH`I6K}%%_)z!Q46nh_eH3bQ&Us&2`2XwHT5P%GrIYiXh^!HPWs9VZl zm;aMVn=dEF`AW?YvrHe(WDM%I>M5*>ku@B6%=UWc7JbTvk{5d^SM=)7!0;mfJkzrI z?FFgXCN`GqPsT5LX)_-A61m3>r!Kqot29^KQW}G;9|&hK=G=v-)j5cuFXp>;8KtV~~3a-_^?Sy7xt;q+Y_|8M7|N**#GO&R>6ezPwkesC-Cnt;vf^r#Aa` zQpA^npar^K8``#SbYp{fcO3gEiU@EO@LwKZV+AnZAg(H^rN=mk^hB2$r)eL%I%ooV zW~#p5n-}by92$vL(YbyHsMTI)&F)Td`%T4A5@Q!BaOadq*9RUmrov zL}4ix4kN0W$k$&*Jym^&0|B!LAAgKBLHE$FhQPbKm-r~?U;C1@HT~!)-V`t4bnRN0 zp!Cc>4F6j8^}KkubPk`sOn-ZCh>c&ONDUO<11ZG&n6eDP$;U-k_BYqJDVex0nC2m8 zz@m`3L_Wu6c*)oU$W&1HoZ5mCdu~eR=M#Tjlgpg9z<=#*{}D@s4|BLbGx~lql7GHG z=<3b|BGj!tBsKFn=1~n7i4sZw@E0gNQ<7M_gdy zMx5+3jx5-EZQ-~ucbb{C^nfA*44A+t0VXDJa3%Za73y=|ovXf0LJyi=bLPckf&xC) z!-~_k)2b6R$C>01kHQl<4(LL|)?fC2xFNR9sY_|>%WkIpH+S+%c2*>~8LcGv4J7GTz0u-hd8 zb0@(2xYXC{6VP*BeYl#>wFbk26aWZd zMGJ1=VK@In@e2HI^TFAEaTnaG-5NL} z4mh|M62YF>KS$j#mX4{y5QA75 z75QBx`#)^B1Tf}b(V_l-Mw70y{PsSOWoL)7{N=4@XSvI=cAuD8JX(bUbS|2nPmXde z394tnw2*x#16~7md~h7WzCe-Mg3_hdXVMumcYz6E^C)H|R)oI?KuO@9lWb}bB-UIi6&@(bMzDrrABX+J8e zBXc(2G_T_%uNjL3VC>Q;d!G@gBJc;g)aEQh@rTa1zQKEbyF3!EroN9W4FPbqKQ?SO z$NGdB_P|YKtwmo=O*KG*kxY8bT6BYihv}!9Z*(Xuj>|{uDb-)xO<>j-yNT&oK2ns< z_g(ixr*LGI2nsHQ>ar3cVnGL!DJ)MP7C+G+tPqRiSGqDE@TCr0u2fd;C2iK3_9#%>>?D5!2#>a;LI62V_F!L*`kIGBs8A`X15- zH2n9;0)lbj(5Dj`yD8LDa^sHFF4LL^MVYm<&R_zLqnIeHlFoUU6!c#tukpor80Z^g z`8NMq3YZCzmc3BMdeB0`+5U1cG;?dnKCk&_a&q4?fZ73(^~S%?2)=+OlErQPvjg#99S;B9W`kxY=2 zzJaCzC>6c|n`k}sYb_%sR)PF-7hX*9oQFW*_;pUB5wR2*PFW70VxGp69PU64v)$Ko zdhc&_KgK0tt(=vnnKxWC_2J3hqi^HZMpCgIcAgQ4o;-`iii@_4IHxVz1ygBdj1GfJiEsdkVu!PvtM8aR#t<96+`{aj3amq}@l2b)y?51YQE=7P(Xf zEIOsh<=oGv$d&~g8jZFlas~RKbN-SI(N3)gvumER<2|!r{+F@KZQ$ogb1w`Ch6N!) ze0!oXfaC_j{Ng$E=G=w=48iew3Y*axAp4sK?*+ei(aIN$OGwHuE9 zp6eiWxSE4(ZQZW2PZ8?BT}b@{AJ<5W+`>^V-^-H2PASu@M;m;f9cSSx;2bv9iB^wa+KAR4~zbdwm)Xb1g`A7VW+Z9T^izv)Bu&* zkXBWt3@(rTkK<3xpVs-J^DfZ%fK{rqq4jAFK2vnvurM{Z$xQb^*SwL+RJ_#P3n~b4s!*Zozj=;;LKRS59t({~TlpB|KZSAo0E3ONW{%=964XVQ zzu;)7!>3QRb8?C@?+r0uAbwtzC#e|Xxf=XsFe&IR(R2&jbcKsKNHY56K0i2^G@SN} za%#-)$k|rJmeM54BX*F`jr zs_QzqxavFX51gtl)h0z$uk5H>IO0KyEeyH-EDxBH&@i@c?-PO7nD41?b(3EPLoH;~ z`L^k?Z4L~ndA7yR;|9n=i2Y2Rb$Fl)=3b*IR3h?jTfyeAfk_sF2|qUeq^G6TsHgD2 zqqlZjb^o5@ILYfv84fb%(;Xy%6Y_)3j=W z#6{Zl6c#u)1P~6vB1A!Wswyp^+;DK-CUAb;g7zbK^=xj~zr>5#cfD`MWa8m02XSuH z{{^wf$|$F3K)y4NhcABt|5$4nQM$D_&=TQl&urQ*WyhpgkiUvFk$CcS9#vw$;?>@nS#JT#BZFZGfB~L z3G-rSx!oU|hw5$B6SW{jY3l6Q_bwZq5Pzv5URbZE<>!|~2PdqyvaHsx5Ww}N=5EGj zPAGDHj17d(2MOD_<@{DuuoJ%+%g)SHwGTbtn|*Mtx4t(UG^xWG5aE&K-xUFcMHBxm zh1x$)4j4*vzeM_|yhP^00I<-&8q3FHY=~*ZQGb?6cG+EiuzS>Kfd7ScV^n1@gjo?{|^8G>U13?+%t*~kgdj*w&!F-dYxW4dE zc&F2iX^Bpd0id)g#dN=vt+=o{Bze+Ma=ZHJNla_Kw+Ob!ENU@kENX33JHp01-8Aje zfF5O^FX`e}+W(Zl;5Z=07M6SDz%C&EiwM1J{z;-T&G6aUUKr7q02U~9;Xev@7SnC; zaUDP?ZOVe(x0jPoT5K8lsn|n`UU60g9puSQ;pFm%lBb_Xg(Ge_GyKLBvifHVx?uz= zX+zN#k@P}Ds9QY@cRn0y+_)J6668M+8KBtF*O~HI|B2yH0^NXX{9ajySE$gkHW8m8 z`EdzDwFnmPeO?nd+CjYp$<6}*4nj0ch9VV zJVpz!%y4zY1M4-s5vijmp(g=BS#Pc8BN<=XUQ3)V^U=G~^OV1$-G!F-kSpfH1HS%J z(ZFG$J-mg4HO`@<_Y(-y@tRt$+X>BDHp$Vf?>|GBPKD56U6PexR^h6Bh1bHq*zXm6 z=8=uP=TRks>^CWwTBUi=Ax;#!U|{4Rn06w_EawW|6Mdf|OSRU@i?1FKPst@$BqL!O zgd6l7D35TtdJWT&M3D8JJ*1xNi&*(>7arX{myLLh{R?EA@ zai3!-efUP{CWV##1zkw_RldJ+C}=}xFtv$I@vU`~8FR1M`I;QH!<)EMAXZ0F4*y6+fUZ^-RlPlLq|4FJ<@D?M>P^;j_ zBfXkjC&D;>q3La=QA;ln88vr(%h9(YvgE(tS${2O77%x!BVlOeuqpAS7~c{j$XTiv z`);P%T-D|3k`l3=itp+F2h3w1jnC)6LoNqJ{QVcIm6~7mm<7DJgZ%nhWgIANG;w%# z?YV|4MHSH88MJ(`+o@?;NF&nUgXXUWN7B2QF*MNM{+_<$O=~6D2?ZaIdffr#->}_o zHkvRG`Y-pYc=El{?F;$n>!}Cr{uhZL43FAb5E+x+H#9vR>Bhg1G7-f}1dNOO|D_HfBV$xQV>O*{JJ4f^9?sGv7?l_h))qX9fF8}xnS1e z46&}zuQ&rV4Q}Binc>Q3=Hn;{Xho8PJ>*2(|5T9+;6Ea`-2HEsY6FCzI#UajoNw#? z#S=3lMfxErMfJ`OzG$P1c#!2@;k)h#bWBwwTx=jVFkc7(Id43Yv(ST3gf%dQF!4>r z;cfhRUe>**Ifih34J2mC;F#$E`>^F082BEyBQb~)Gmd{V7ny#U@CT~8dsvcyl3a)v zg|v+(b^R&0ab_pKWu3|Z5=ADzpLZLmh?rgPnB*O5!d(S5j$>?;Bf2qG;CfWNsFMG! zQ-)AEext@T#kL22 z44c&w*-41r7_N25FaJ~GboH8@{E2R9&dWTG%s(m34tj@Z@LmKamxo_w`&UHlwItRp-wQ8$(-8 zJRM6%?N+a5Pe-2j)^}UF+-#y%QsuX$a9}B?R{MC%(Q2 zxqdA&YuM?(M)K>3DG#eJVozF?dc)D??c0q&PwlpT4P|9|eo21Cj1XAiB=?A&Y?&EC zqtwO`0rI>wZ>;8fvCnk7m}TzLquD~tkvAEYN%YRB{{V0xj?}D$(&W2Lueu4d^pDh* z8Ol44JTms=)=8(0I-F`N7ntm>l|4zxHkG%_oMa}FIMzfWeE=yj!Ki%iMaAK;SoXjR zcC6q1!kH{JEKgF>?4=tol;-xp_rMS*?w;_#z^YqJUC5KJuQ?=BRLH`g5_b_f^g%Zh zeA+%dMF)BWl%C|O`ht43D2q!cLkXHsM2-)RMV_FiLP2fZoOS|4Z|LMTOqd8b=wfL_ z6PnBju)OONPLt@)pdAIHewm(9bdY$xO`fur%<%Qo@SMc3aGl#J20d6g;@5KluCC-N zA1bY?`y8p#Tro0YNc;03Q0bcS@JGxz@|U9_YycdYec))gAs35IS2`D%YkzRZOjaOu zYpR$J{}VTt;YwWJkFI9RllXY#8RrV&TJaYeSqhEj@(K-7Ah7ar&AZ#LsPed7TyAay zueybev$dl8pQzdT>)ZR+x4l}AHeJtTN;K4Sxv$2zYEO5;aqK$VkYRx71vyTNv6j6R zHK5h?W=vN(2;0iq;A8s2^8Wnz(e8HOh$mCvq-_72jp96;2upD}@)v%>j@9VYvIxONaNHDKAy;la*-kz4+Awpoi0=sDr6xhLr3g1B!uE3JDw&~z9EKNK zf47{JfYRSYSpoLT+`-R9hX~xMv%V;EZoo-=!L!v9v%Ti5h_xeIp+9Y}EmHw4i=LZ+ zCpX6uJSH=!3@$}h6;x%z>VC+0Se3AzBx@Rqj)B8pj)V%|;jdW}EU%U0>dotm8yY;3 zYdzDTe|MPQj-xjZ)(PgwohcWV=t!s%ff+$l0?`O}^Bhs=yMP`M0@~oVZP)@b7+_}l z&O6FmD$j__*hf7WI1ewiHqAI`tAA(P)qOdu@Z+L=N+5qqz<<5{3VYo*{|fss=@r&o zYj`(dKq~xE=7-j2N>Uv->fVVI((D-lnD%H%+M`a&lD)tfB>uv~p`^`a90u%#h+Q*L z&>GI)NHxdRJAst4BNy>H(W-|uJ|JyBIN(llwaP#ho?!2T)y$e2nYeN=Dk>Y1)it2| zwZi7WB%CK_8p>c$e6n9rIguA!-cd||`JXy>^nojYETszKXsuA5>jN^j89h{Oa(tt(?`cD_q_ZqQz~*3_2~BhuOHKrLX5i*gPaZ zNWY|CydB7Bk!rH!agyGn@M1Om`tg+jAeJz*;a1!I?vLgqCS?*{tZ{Q)%hoYJ$RXO> zap1KVut@-@(8t(Hu=wCbfkfbdyiZ|@wt{}tn#_qmmW zFyDntlr(7RrbHBQ6G;xSaz*>vR3D~;wF>H#ZA}OhM@2`!s*JKR;o`--CN?CaY-3(m z%yuwQ`RwR0TA%dI$e>T7xd61=@;l>+C0q2}-f4!J$g*ZG$wSwuG~F9^^muXI7Kyuu zt@nNV#6$$yI_p`ONK^viqm9nb&HpxVuGBnpuklX1Jk8_w(6aHdBfu(yp_Cy8vagR@ z;uPaPKB(ljC!Q&~Jni8A9Bwz$+Z8L9&E@v!!?-4-8WOW`TR=D}Y6a+^w@MgMR^I6{ z6&4Ih9xp%13H;~bIL9uQ*t0()0!2?(q32?-23_F&N^_D(>$@iOr>g~*6$%OWVfh8Y19*h8y$wE0FQATXmRP0Whvq{@MDOHA6It$rY1IkRrn262c=X?IZC^MS4W^%$!%&UWorAH4|c_+Kn! zb&IHc1lJ5KTfjZKI9uTY@!hNITDY%Tk{^iAaPk)^tlv1h^e8YvPE5BMNXeMsSC?n1 zZa^BKrua3pqC9zgu{2-3(T%@F3Vwyj$M!;W<%+rtysufss+1lqcz1mz)Qjx4yy_W0 zB5!)m=Lkyl4DmaG(XRhqApa4tZ-S)7Z5$U!+{(uji0s=fPD`MEQuuwIpA6opZiI;y z1EOda4dL?(UlrJExeIc>mVHF6aKey9QfoU?!o(~PQDZu4;RR}uDh)|x>`a!qHLu<$ z$Zg2NDorX-YgnA2YBEA-a5?WZO(x6j=C_|(tqE$*f7S$4Qzmj)m$A6?&O`OGm(+k) z+9V|>3Qsqn8II|=_R~PqGF=dAW#3+mT03~T$0G!R?f}7Q6Q;z14jKA%;JxY-R}{j6 zziFz#{4})uG{o_0g6$thY(pWDGL0S?9X`$Cf>Yxt<|JBXLZNqABj__eD^1|HAa-4= zIGj&{fOIHR^3RDYx#7C(3%iQA#>!wy5(_41O=i7gh7TG z*%~i+d9!tC-TKUHus5cVCBLQ`ixSc1la6v-LyKmcx?Dlij4ByvFL#?-&okZ|$I29H z3CAIy?KnlmfkhM`uR1M?^_`kC>f6^~(Xl050V{PF|5seAjU@i;-+9nz=-=gnYw)X1Y>X4QN|GO!|0~uUz&G(@o2qnaUG+-q?cfIpX zzFTV_dc0>s*6o|J#3-bXT|zUq+Tpl^p{kWeI%(?NsT23B zwx&b8Rv9t${8cPL>-*`z*ocHWV^=Df0?2@NQLpkw%(Z6!^!zV7ug+E_U2$bLGN6mB zEIRy&T^-@_2gM+4C77p2poJi<+t!z>O-m@@5p=adC{a@L2H|FJx(G-NkF$K97awV# z)qtkFE3Ehv8!_){KWV{txf7b-$D8cjt03pD`0_53p+k_QP8RW<@%KfOy8Mm$2*9{N zppQK;rQ1uHZTVDsM$ITGGRHN_+uBp&4E)k>iNpfEe^`ZXoppUr6_F<|z#hZcf|@n^ zs{h3`CcT;q=E9ig^%_I)fcV6J=GX-5@c98^GTr=0W6#aq=S?V)#gGs|Eg76kmW;G! zi6#os(?G&A$m!e4VRPJU$F%u*3haTUUT=f)X+M$a4B2Bm7)~19pLbjK`&X0prAKJy zv}L{9v6}Qg7dn!u$xO3orjt^xFKRmW<58}`RtD^#UltbhLCqG(Zl0EAO>DVAs?!$o zlw|A>ZTQ5elJ0I(sgC?)gzN-aB&{G#afp6iEH(+a(w0h>hl9DbQfwZ21FY7tH_1NA~G{&h5PKNsSwFu1M)Bi`%9#3CxfO`R>s*0H**CsCk zgN~jUN=9axj{YSdkGmtr&cT0oVi)XnHZ3-`FHrC>Yn&t%B)0c)pkv!+6j#M12^39T zqOg{xm3Y^-Uej2M7ThzViDg&I!mQQTYZ1+Y9D{-?x;NWoF_^$ITt-mFi6Aoy&o}$w z`k&`SLF0Sxi2x!6KwF1H=ok!IE0ehymYOyHZBn6lbMHJ{L(s{6e6N%0Xc`1YIhs~s z9*#7o5BGw-;9KF8gcBq6md>dMFCENZpi!}6HY%33%#j?$N<;LU0U!DT^fv!Of+VqR5G}9(rBdIIZNLgf4-Ve&xHl+5A~VZ11w^ zT>OXYz)jAdrZN3CSobYo5cl)JRoYWNsZby#EAcW#)@QSWJFS@C4n$eFKm-5huUqQ> z$zEO*)%w8)SeMiMwh~|~5hA8Ex;d|M-$G`!EG$do_{*FKt)VA1=R)Yc$ttfVBD?9% zPCM!VF8#NlGiwGD!@}1~?p>vNYJf#1;C(Rd_FK_k16J#O4*sX^k^);8X$mY{8N}0* zfZ@+xG!R}EtM;fW91aZiq6%#jh?xr zwLj&th+l60qA@8etzowF^suj$LGYeKy9soUiYRX!=Op=AH;F5R0akZLe{d+#O6Ab` z>QVIiU+5Wz14Y^C`eALnhABMJU+#OpuqmdZOSbk#oL;Uu6aNux>m$ zG6JNN!nxTsQV~1>sJL~#1yEi;%md+M;5X2q!S$efp1lMf$3ug?(I$7e8o8!OrXcYy z5=_mXHZ?-W*Y^6X#+)V2R*)P2yAcr4aq8q>1SGw@_s@6j?M3Q*h*oD}E5YZRCVJcK zZBNtjSR7|)iN0KM=F9|*&LP;Nk(LPRNznKdv1dAA0|TJRhNpj%1k!+a=@=!{ReHm6 z7LMLA_^dx;5ypff#p>qzbok7OcRP;ihvckjlAF*C7@@7rD)H@7)IaMsgMU8M1j)H9 z0KLCzG8FrVc~SZfNAIk95MlS;KkX7@Pv7fW8A66+#HcdiBV|4^+#g5WYQLVW36@O7 z|3lNY(ckK#(vWcv8M8pLdu(_=g8Fh9Faq=px_ll_iXi=)Ng+FsFDHf3E8@ZEzirTG zVeRyn!E7u)_LW2>lJ+b5lqf)9(gKw#0aa?!(+JX{bfpv(>NCn~iNE|zVmuibyzDfE z2_tNL6locsVQKxnyc=!gm}Ct@O@nOHgaX|z9>GM1t!O4 zU`LaGy-+y=&>dZxH%Rim6E$a`9%VYbY5gUt|7}p_7=KtQ5%TjW6eT!Jb1VVbl+4oFTujE*m@ zf-9zBx@s}#ba)dMSY0^1__JVxC-M^POeQSJUXa1jHtApr@~Nqs!omIm@`R6zB2Yi5 z*xquF-G4}5theYuU4h7JN!?CMV701nb7@!`Y`W2*L~rEgIGE2D+7D~*KzS6i*@hl! zK8}OqMT>x;7d2Bh;8-^V-r?L9$F1No)+8E9Wg6i8KN~9x;pvvmlHygYZe$9_app2 z0AE0$ztV$=ly!yKC>+Vb5{cRabyZ+JxWaoko2xLdi)$>^_Unt5t3L$c0EYU1GQAQM zh*%=aj``ew^nn;_yc2HEsDqH;)mmdGCn=vT1lfQbVxl2uoEZE}3E1L7$=tFHm5tta zCA=?!%H*pk2gaPot>mpKu7J1p)|85@sX}!#tQsw24i1BGS4q0yC5H%b9|!S`WarO{b|)UPi)31wwMCKj3>P;lAIwJ%;#WFSe6jpTnLO z9cr>9pjHZBk8$z$4TF*2oKfasX02AvdaHe%Qbr<{OP5DJI84$62<81d9)u{66pGtX`JN%7d=v zjTUUmg^gtdJ2YIx9;{D)KZk%|){89{3!mwZbS2SW>A<>UX}Y^U$AO)Sk^V29M3Z`U zj*X0tVt2IA+sIN32YGWgvTVT3h>7b)GWfi>rH_e%kt}pbxZ%afNXD-d1(eene|&L> zm2vxDpYgBMrLa-b-XKhkxxWEnGImDcwQ>cq5$$;ie}KBW9nYD6b@e+@`&A#B<6%G> z6J1humhX;W?tM6Eck0Hz#1|!~m@u<2BrK;)%3lEVW>Wr~iQFQ@26H$mou67v`S-ho zpiW-V818Dd+gzVF4;QJd0KbtZ6I@C6OMkpHQPc_>h5JOZ?%!u)D#j@1X?aLk1#p<~ zv=ShrRy3N)$SVndCtO@$1~27nYz+?wj-LB18CpI1@6j);8xOm#G{`M5EJ2w)qv4XASoM8pD zkm(rDaL&H%Nb&7lO6#~AVTKR8ia|vUzS>I_tG9&}*(EQ3c*!(^bz^c&jv<0z8Q4YLWW(C@zf zgbnZD;X|(0`=;=)cahmSE;8J6iNkZIN?tNmpr8$Zqe;uZFDF!3Bcb`JzGNll3^Cj% z$3)?^G(jZ6UB}}kK~jAd?mC+<92i6AM`+FhJhfjwW0Ncbo#>W@FmlqEVQ^w+cU0NXnK82+;Zlk)r zD+6$BVxsDcc{PU4^$91MKjTJKS0O`ekGOQGjv+pGLr2vy%aCS;dsXDct}-yGwJiXh zFKiDrbso;}MNvaV0k6JpBwE_v4z{SW&d{%a=4ytp;XehDVCB2FTl}-jVA3H_LP)U+ z1|Gk}#?a#`n8^x9t=(%)zoNp?;JZf6*AzHv&dpQ$h;Z;R`wH^TDn0)OoDf1ff;6Et$xBr!pH-rEow`^vj@*b9NTi+#`WD_!AEdvZuWjj(&mW$+P5psr`hYL@FCE{O)3QjWmDSR`bQpe76q}fc68s3&#nUz1@-KV<#0(6UA7( zXr0?iQcb9JM_aKZiLQ#5flK?_aufJbek!+*;il)uG0(K;89U}#i@ITiTRqWE5$Slq z;qz^Ui!E-j*+0xz)0r{F%5P;xS#jl;0nHcXY6;k-ND#<5d`=IdUZ0e&@Wy|7fJ(8% zPbe`=PG+0~gY@Kb0dM@{K$7ZRUqND(19tJ6Pz<=mET3q@i8DG->hPnp zu%Ps$hl~3ykdd3>CZ{Ki5utSq`95U`t00ou7~qN8(;y|JBAkErPLfp~>4*}&ldN+)DMuLNM?0~k;RK-oLuZSN$3UIh z)Z$0RQLThmt8E$Xl|L_c`Ku zZ<0r_gu#c-Tf2uFl$hHc180RT>(6&dKr=9fg90}LvqX!}%l&Qo@c!{S%`|Ro!?gY~ zx^}5wb?BfV3TK(IS@Lu3XgbU4-$t@PBvQt45BjeCLeQV zOM=fcHeM9W7VcesYHXE94}H(-F+A#7v>}0Lt%{aF0v>NP?wC4gO2&gR?5>X8R>H&> z#=VI_k~YyCU~a*}NXfyig5w?`s1lMG;Z7hZe6j~Kq#*jRy7qtFH`V(7VPB4Njxn%X zCSLcqgb{$H3Z&E905f6(I_NL~`lxLT+dCyLi`8<27M6?R6_YQMcBw@X;t}V1INk?W zbf02g2M5kTFd-0*)?ST!VDKj3OrsUs+%{lxgzFvk?f5vcjGvwZZ~ox_2s!8Dt$Z@I%Z1lyxu1PAMTOpnYI>84RR0L`xYjYJH$Pm^_b5 zP$*HXtKj9jL5YGmPB0N5RGTtoB!l<;?cJnLX#f*A76yOhX>R){Xhib|bQ^X~tMC;H z>)XLK!^e0#^^*7dG2c8K&+I}#^srfed?W%)a^Zzd72lVeo3bX#kh=&J z`8X6$y5ItkqWezJ-;-6;eO*UQE-1;M2N0%w1c)qK00g(~nTuvX`M3*!xLV(#ZC%Ne6 zEL<5li;OYyX+5pedeg+0@aYxPZzxxqT1LUAHEPabm+6QLE_v1m=O?vS}`z_>q@ zi*SDx{P%v8(h?FP#(Lt~Ea|(;|EBdHavBgJS}Z@ozPc!Lv{aN4CVIm3uvuZk7Z49o zMK8?&VA|U7_U#;Bm8_Vrw&i^B7%u8S(AOv7(&t(jy_DPF;gl{evCQ(W+IlZ1AxFMN zPZcu0(OR}GzSFKq%$A}c0}r%YU-aZUwnLVNK?5l88^#s)-SH! z(#ZlIqR3!M^x40lq;P(H%U6k8r_IO@TjV`Kf-RRlWZG-*i zDzp;Tp!@Up<7ETEFgJ1WshUDfV3Y^32bP(6 zH(T%ZOlMLO3rSn(nyROCO^<)trjldk3@?As^AzaXN*%} zo~zq_pdgU!Mlf=eV!{y3ShObNX=8Ucf{p^_bKXa1Y-)r-;x-y_Gb~N0_=ww-d-gkb z(PcyRixyp+E0Zw?a$blTq98gv1sj$k-Y_=Uy)-W7OI`6n_h5fbO{p=t1LI~PtYlFW0mHnKOJ9GkKKU5ia(7=ht@q2|OjeIrbnyX^YzM^-o)H!ed&X$QD@I>~)n`ey zk3kq>baa4kL$@&vlt^Ln%A1b!yLHHVPDmIE0YC5034u5E!C;6hd1p=tFHQ{xIc82E ziqR&SctJbeOh#<1|#{Dh&+2px{fr_V=+pNvj_ z2sEA~E=PaHKtH661x}N>q?pE?JhVWOwRqb2jRbbXn==SWo5_NPjJnf_mxL;fCzm>= zqV2o{ROCWUW?&hl8RaVX!09PWO%Vw--X+7K-L;x@HB{F6#k>C>|SkFvi z+nRp>_;YYV5$H8qa$h4u{MvaghnYFv@g?^8a*vZKc#RDP_)w?3c&C%{;$m`uOcLS!%sNTiFmj;NG32^1;VWDo!Si!;9FXQ#KIxlKP2DSk zaZ2IKU{usybXKH4jE~}kYJG&yaOF!0+l+ssj&^Lh|Ncz`_bjf)#sLCiCu2LsIn7VpW$==4n*jwP&{2Pv z47kdU8m@4YqOJ4~Tch3^1>_3HLsk79gKa1lQQ-~TEAKU4aX-p7?j#lSBR>(evxX#w zourn8LHHDb?v;ZmeuaJ&KD6Uc{_5Sf!jd1Ad9NlwthDG+e-EUDd534t0-^i6oE@@5_wjO?&;!c(=p+J$MKTe%E@r05uQoJr|U$&#R z%>?csZBkljAjxqmZ-cPlZM!H$dN;Uba-s#lNhR~KAW}NovK#%KMQ6#0z-oWWDRdUc zBQ(iD*+x8{F(}KG04MXDIax$PSoMrK*|U!^GAG-0CyXeKT>?RLJ&JyLTLRFhUDQzQDc_Y_%sh6ZQ)U#j6tb+=A-$^B_scug8xh*GqFB|x z=D>N~z6;%|eRUmv=Rp*Zyr}xic8rG_%We3>M7aGsO24KQ77E7;7oh{H{y(ZjUSX4w zsuKb-Fqhyp0u&N6H#Z6|Ol59obZ9alGB-0dIhP=V1Qi50H#Iny@m2*Vf3$jKRGiDU zE$*&C0!?stcXxNEad&r@V8JZ}cXzko?(QzZB{)2?&%I~wbH@Gq1_PS8YRO!)R@K+d zfRso$&)JDLEUE$nPX zfX*gd0Cs0{fV`3ON1!8se~E#C6OI%hZenZV__1gVF!TV(nm7YhJnT&v0TjT$fP$Tq zGp!-e>0{Z%*381zgz_Uq*v{U=(ZbB!`A-gJTG~IE{zMDW0i=LNR(5VqRu%xDtua7~ zPL>WJXXo}|v;a`p*#Znr%z@UX06SBFiirk5RasO?86d7Cud1L-e@XX|SlPwi-p=uV zxCkq&sEX47Lx#;QL+}!BQT%4Tg>>SPL z?5+Rer($m51aPx+f3yO8ygHg#oBSn=i>>j8oX+MZ|4Q&@O8_z!MkcmSCVzs&?EbZA z^C9I&(1+dm-^4zIaQ>6i`d{tOlX|CIV`QvR43 z|Cm1{@bR*@vj><0t({DKEKE&4Uf{f(fUYJ0XGa$kAFqEd{3n8AWCs{q7&(6o`Nu(l z`zyPot*IS=^Izrg1e`6Ci-&-znnyEjqHpqY|Q{ntZV?Fqa)A*j^Selm{?f>UW^~3Y;5BG z*N_0{>1^$sKSBWZF3vsxQ#(hvKO4!$3ZNJKWBM0j1JDcojo1P7!ha(U0KLe+5j!)0 zUh;4BkwyA%^pQp8Z}br-_ix0(0H9a+8+~L^fBqY>0O(czMju(!{*5?4xB&k~A2|*G zMw|e8qkkjTk2NDZ>krlc*TTr~QPlV!kP$#{^0)s-oxgVd9}Y|adegrl(?@<&i@yVy z|3KG&WccH5=i>N}1RpMD|9~Hjng1KIe28W4VQ+5oPlg{hi+{k6Zms?SKU%W>2mIh; zfAcqF{OIoQRIDGNwjcBLkM)ms?f$O*5p4G#%OC9R|6cw`W)J+hcdboK|5k*B@qet2 z{~^@JP}AF+I9k~KLtMs>UjLy4<40pof0O%zOkDrbIqQeJlZE>~0zPv7U4iwZu(P?N z$v?#YAn5F7_m6;&hF$&vKl*d~$KHJ;fAIL5@Q09|CXWA#{?Egv@aHM>*CopE_v!ne z$M0WQ+1b&~%0%75_~Wg|KU`#i&W;xD+6*5zAmfMq%D|A-b6vUB&M zW%-zOS|(0b03+MS&NDJHGyD8UtkJ)ogn!+>AJ@eH;y;fefQgB_i4olLf}Ig}f3Rgr zV`z!5Xx>yQBq=A|X*m|3hEyEHa{5#|-Y1dloi8T*`2o%T8D#l(G7?<6zDWVLg&L&6 znAUF_Er}JAx5kPByFg!AUpypH!O<)=I@Q1o*(Lwd&M%b5Qdzm0MJzKJt#Pdc0M*eG zVb1oh$7rUBchu|TFFK{IYdMf^e+6@lO&E^WXzoiWxE**)Qyrkr?~fRvg^NXX? zkT4MYa7tAlT&{eKbM+SfH7n1tIyMCWx)3afPK9+N9qGt2fBvWro0YF8jEzugdk-eK zT?FW1qAD-}jtoZ~Lz_l;b^|etu_6nE`%Q&}y7KXOUBh_^QI5UK6mL6O#)oB)%GoV< z{2dXPR~&)-QM7?vmFkdpe-f*_5A*)Xh1#>A3S=R7T$}8ya7=t;JdYfdR2!jkLa;bL zs~C#Ot=jh{>&#_dh5IRUdjV`%V>nAaBEOTuhs*lv6H{`t=$xayW7XJ~hZir^+u=MX z<67NeA!NNNa(lb$GG93e>LV#o^J*j5q|=uoAx|x-Jst$xMALFze~V}F-kI>%f1^@g z{_NQ|8H&jNvFh%WoBabGzxCqu>f-V_hm<0?|=nO#$mQ>VOV=Imff2K@_J9j z!zNSI=ynYX`Ie^oe~DnpJZx# z8w$ic-R*+~(phFMAx32O34@-Y70=8D{B^~ygZ4x4Vp_`Af7kN?Xs_GpE&0$t5Wa=z zD3WB+d=Y3o#nWRz@Z$)E+8Yo}{I>Udq_u(Zlu_xkkv0Y<$5s3+0m<=9_$^mT1gvnT zC#L1ljW_rgwYIcm_mq9MIo~|f=XRPn$R=R{0cbbFqIMNkY)A^iywww0XRq5+!fj=6 zLtIo`)0NUvfBR*FPB~)QWAhbQTSB!Zmn4>EFQQ|Vi&{+#^lY8kgvKP6g`Kz0D;>cF z(9#-AV4aq&)$UDm%nd>2vvL}r=CPjylMR=()N$wQapJyZc!9eTUPHr^-NKa;pMsvG z-Hr9q5*BZxprZhMB-CDIZeK}-n+}{`Lw0z!UcVsMe|%$sJU_WS*1LA&OD=%&Oy(|B zU2o>*E(@1#gkqx*@1(;1N}$_f0t&Y&!r#%mY;@3phQ%O@VyGmnw*_(MBltu)_0E3* zo&pwAs3Ih6!!(ET^7F^)F+hhMRUfqDz2TSjHHHY1?BsRg77k`!)^x|>PB{qwjY4C= zV$-jLe+1%20aGzOkTUt?u2Pz>Q4w=;l{xv^ji=v`_f>OyrN|E*Z*oK9N*GtlnD@l1 zc|HZZ9Ni27N55?`owZR4Q`IT+j@T%RD&zKd=4ig%%s*YY$c+yZ$5eZlkV)aCk!<`} zZ*<(BG~R#so=Zs?l=`5qTIu__k2tL}t19|Pe|YF8a=rin`KlcP<0bX-l9fY?P_kfn z84Uh61%COAO8VC$V~Nl5u5F2UpO|)EyNY~j=Yr@n@gx9-C-TBOs7Mk#Wxj_$QF?=~ z7+f=57I47cM_E=}H|EuH4qY<{@YaErrKVllW-902$4E!LjmLddDJ=U#rOax($Ia zV+cX7DcO_Y;-^tF02c{pN_cQWZ90UMP&9l}np^Rw6N3^FFSo(PocxT-o-%o)-=M8l4guB~i+X>J+H4!> z`&p6m>?;~gvxygZ$Q4BBppi0cz4?-hj5@uC?*6KuvaH$UqonvrCKE5HO$4`Me`-+q z3M7Zs$ruv_vv#99Dm#?ud|m_q$<`*vhumm;n*mEwXhq*%c2_r*mvG}Nx9*p8!Ca^> zHo16KNS`3<)Wep~X@jB=5}r=19Pht*ah8JJ6+8rtyYAI8vE9j$m4=7dRpB<$Q1_l7 z)=5er#XQ3v%&=^Nc>@P8;Gl!~f7mB`iTBHf;D#3yF!|E@>L0~CQ`@NUz`o9q%pJYj zMb45cf-ey_TRG6o#}2;p9MV?(gnpnI4^+5qg_uXou<@)7TzIG~JD`mr2$ywE!0sQ} za|*y6lc?FYR#u4Ze|}S3(BgBs zgkmnoVwRvZPFzB>Jy#~vi3LYmxN+~}?K~_LMF=Wl6VJT1jT}NFKy{$WtX+r14S}+i z`5J^BA_2!`w)Vxgw#As-L%wDPF;iaeVB&Uk+*R3~OA*JP;+;k;6rpE5C=> zPYtu1g0XNFDp_wT&OODLLon`Pks(#inP(HOg4SPJ)}WiKgQqJV{K~f@{>AfJnfC;s ztYN1MKWX2U`E-1F`upI68fqX8{oE{ml7}-(#SIgJO_=HSNOg=&y15LpOoF0GfmC=YwMih=ER`+r0 z%&~FmEFM=R-|tcfeVkj`!-lH8tY4uDki}R-2aYAFtkQ|q0QYv6j~dRw2rsZ2nHM7( zD$>xhS5(byB7z>*f5ZtEB)%4gObH2hiGe7tXwDm)GL1FrA4>*eCBwnyg<09~t(vry zM=%hDvv8}ucp`!%SP*pgvKf-u6l>O!fcIQgM}Yo1H1LEA?I-TFJ@BVF#?vN$OWB@J zIt)8D(mc;39^AIig%c9xArjj$?rn;0G=H9$2wnPGi(~PFe~BdsWpRBJnI!AcmIfWA zI<)uaacMmWu+UXb)%!GTRh>$x{x$2KzXH1tp-{PfrIG_ zw9+)h6RODRS1NFOcZnnZxkdV8P`}m@`+MFW5$U-)H1R`wp!V7!Fb3%%(lZpqN_mzQ z!YNu^kMnQT)Af^rnR0s3E^g3LzKr(++seGIxwEKKUvguOke@qX89%3 zMd-vbusnq1rk&htJZ(+58wtf=!6_SG5ZZCY3cOGhKY$pHTYoRvD)$*hUe2HWF$CCZ z)W9YAe}x{`#yf0kW515Hzi$K_CkH2!w&)-&mk#EcO zDADD+LD(RJzq6A%JV_g-lF81AGgue)=^`3Ve~zsd9!`0+rb{y6dVcC64I|e%!8?Yd zDH-cr$Chd^=dyibsGJgb+$?+HiSx@r3eIJ&)Sz9a{SQTA;%&1=7^4<4a&Nr|8`pRzGuf{%%39S5vI2?IhD ze;6oR%9)mExL5_P4h0GX5zVUh>H93kz`><1B1q{nC}ZTGO#&kbVIW+>fw`~*!UTpH zhGHwy*nGgS?-IZ3WT9$swMdyFVKm0xN?2takp;c%LrJIJ2FYw{o}m>&S+aeYaT zls-jzrGkOqf2op=Md?T6))_R)iKEX)f7RZ$S6!!Mqcnq07PQs_mPt)&{PZsSuZg16*oMD<;HY_Mj-e#<@d zWV)KcaF`3Z!y+}iu!aOnKE3=Dp>QZtrVNR&gVl{vW1v-+@1rioYyQUZi7*Pbf5N6m z#EPSVw^_0LKJ}MD=yImzqIaQG?%9AxiJ~pt3L`Olr!kfMkR*m}PeL8PQx!u}U8sGM*!SMX^Rs;}l+o2&hW%?RPfGX(0l%H^FJ zFPAXE{f^+>a)chix}0L|-6B&re+|);KWyx--Fi!?seRIY5cwxRFIWb>=D-Sxq9=$A z{n-6MZCl=~O1v0PdECmn@!Q%_OgswQqTST)&dE9?dQ+3f&TExSI(Xw+^GTv&}M!%M#RQXz}J7RpVj_yI!I+WWnke)9wQaG!+4m^Do;j@f70+mv{#$Hw51`%S~m)n4xTXw46gWbW@)k-->J{P9UR$n z5HVrXLtR03(KZnDZjxhQgxzuIHP3xN&5FyFozmIEgVzZo&{w;WkKA@b?&Cm-={SP* zZb4((6O#i=9SmzzzoRaY>x z5^JUkrvhqS4)?T3$5Ux1AAdSE7OM(;2tB87V9l||^UERQ_{#P&hO)tbXtY?BNPWLPr*<(6~P*Or1xZ>zn{%Hm@KsBKfi$b--+d~^yma-Hq zPsafGr^Q|U^+ZHyfB&P#vem{Ua6Ew%+;e!dcA3s+U{`oA-S!ccNwAjYm^U7VJK6Z- zY<}dCr91chR)Ti=)=y;8680aQBt@#qeRERsSP17w-aZP?vTM9@OhU`~{)}cYas(|7 zG#ty$$b3Y@Q5AIxM{8-GmzN^0eKhbB%rIB`o65o-$b7y=f8W2yeRj5%iD`$Ev+SLO zDGyco8oMy(%1U%@Ni`hp`s>>(bZ(lsMBd;~b2-;$!ea8w4UQMpj3 zj4Ovv%Ok_WnnHHqmBdyVU`^+y1#;YxJ92X&YylSY3Xp)E$^=@PO_5Ia>_eBLuis9x zl*(T1-M^Cke>!ZHRUyg|04d_zbdW;`jlc1}THM`u6|SwPcu-=;uVK|$5}A645*Pe7 zQ*Uo~j*!9aT1~ltLIR31v%%X0p|PwUP{%hAkOgMM2nBN9}Xkd;h9s_L*h?(+x)tGXI_=+QYX&nw0xah zxBkg4e~Ld;V;E1fKT@$~PXuDAk1f6FUMk)EJcNsN9<58}>}h^_xWGNlvMR|dnFsU7 z%1n)PYic6I5K#`%%wxEQZ_DS${OPtQ&v3VI6{fJ_u;hXkhdP|ZwQ#w9 zXuRc8Iy?grI?&iVL1vs*@A<6eki@PjQ`Ckcl*QI;abT!AAA1%Wx$$o#+LTVOa>hKF z#4%Mv0)U)XS6y(P7N@4mi^b-p@puX3 z$(>STZoRl>5Ze^>2Pt)S>rA0ZW6X2`*7I{{-UOlz@9whXpejR>_ zd~bvI`$bm#f=xQDD4dJdUV|Whe;#b0viM@@B+i@JTibM~@ooef9K{%h0)<^qBIN3x zt!$*6X5s*hYD$IxwLh0q-|2AeuiCSHa-N>D8mGi2JUOL-402jlUJ5g@?X)8+@H+*&$PMoZ(mT0m}5C$$@j03O%70)_PM7J?&-U<)puu?5TGuyN4-p; z&WxqUTk^ftDAftM-6;~bjj&l?{4RomD~o@Uv+J7m)m(6RX&h5j`61S-=fnNXq=ar1 zh&q^B89lA)x`_D{0)r!5f22+njkP>PP(7$;uQaA0Z$1r2v%IZEzp6{uvDz5Kp_45l zBZ2(0>1H4C1VeOrZ*&s$aL`utLdCjLC7d+7y|62xx`v(WH+Uwdp-mD0n7mdPxs`e1 z{N$)_Oo5o^0i>+J7}1U2O_Yd|`VKypE#K-=lC326r)i$skh+nre=R&F-<>#U#!T{S zS)HIz%{$n%z}+u^r|3al78mXYvw*G2xo<3YZaXqKBIG zU`oct$kQ9?m)p-^gC~qchk{uPUV4-d(5ZfG?AZK89;esDA)rrsFT1jJnW5i)!+t4n z(~WvITiBE-O$k4ee-=)g8=wuTXI6Qy4}1MpcQtlPf!|btCSMUAjFEcR#&3OAaVfu> zXWd#LC@xK$r;>J1h@lmizpfAtlH45vF{jO`4{P@yy} z@p}m&rYKzmDA3Le*^*(_sy5^>N#`{bT=dE&c?Ctt++XEP1Mb*aFzRapwI$XXwL{@{i`8bpN_#3IJb(6xLGHe19zMFm!%vU78CdM=1A85Q(DBW) zRPV^*CR+0me=A9(Gz39j1;G4(-RJ3enp60fSw@0<=MwLFKW=s0-nNX_E9<>f0zQO+Zp*e&=$cxHMBnJN~U3k24%n*Q6h4 zh50lQe=3a0&#}1#;fXWdnfc66E}}%Z@5340K>doE%P=b!DD@P-%HpElYP*dpDwmzf z{@=6HmMz;2X)3q(8Mwa+;#*s38*dhj{G+HF>pHa!pF6&vbpN96ALpt873b?+GF+fC zb_9c|FQFF*RTln6q<>~qB6ory5w@(_e^1FH@Np7RK2gKTO>Rt~OuP`qf#59S zK2u}>BN!@vlF78{Cu3y<7oHVeQDzOsxdro-6M6*VI%%kzr7(6Z&2-I1iO`1K7ZuW^`kDScK zu^a)kdmv0Df@kS^&=KT>i(b0lN58Oxe=b8(xj7aAWPfB8J4Q>76d^Z|*9&xyob?2K z->7)n9BMz(rSg?|M$Pr%~zT9B$_g$$}0=we}u+c z5!N)I$#Icj2SQ;w1gB{Pg{q>x<>yj^fq3bWn3y@tw^ck6yYDOL-KaGIK?U{dG1q z&E%oICziJC%^3r%+_0isa?_)Ve>tnxs}WBM+OJ}k<7YOe|B@Ui>-lU!_dJynCxc~{ zM;9rv?7nJ*Npcx=Gd*9YOFx3XFC(sPI}DK3)KP+P&`ZbWrkuzqggF%Dg?+QZVXwv! zOXXli(xjor?K=|Uim6yxTw=o~C8IKiHGb~;`inK21&z0=1EJqHSc|7de{?A$Cet&W zY$8Wetk8%tk!Cx7IahOoW6O+^#CJ?PF>8c!y;BFNO8_?hT5KN&e(OxzOkBO#_8VFN z5^|LidfYR8Z;RRWvO3B= z$vr>lf4Je5TVgtTA7kV)Ot^T)bIOk0(&;vM8f%5Hq69rGW}vCv#3U;~2RGeIf`C8l zYrZ_H$}bW>G~tZeITjW)xCWFccUMj&EZ33s<(Vh;p&?jFDwn5be>IsA@{VEpp3+l#?9ctwuFVtGFN=hxL88KpZ4RO|u?!w{ zG2Kj6!!9xWEb5Q04K#+lCD-Vf85*NpYuPGXq^)?aXf+(Rf9ONfnm4;s>yn~CQ`RYb zJqUGFm9oo#s3NdZOj$eW!9IbsL7Q4IePpuS#P1N|Cyb^b zJ4Mw^bOHgA_Of=7i9&$F=FKceH5koJG;}i*&D=*gqva8-jet;ozYK9?>FO{3s@&%; z^EIv^FaKhWb00FXX>ppHDb3K39?H;_ zj>t7E^8U4_UB(29%G$S2;-#RMp|M=NobmQf6FT5404Xl z*BK%puc$`yt7lRl$yVW}c z%dJ1}2$Id!MkbIzwQ4Ja34m;HtavSA6K>$te+u|T@G9{&`Rj{Pn}N$aVKv0ltT2nm zMmGM)=@gV98GEDu72R7#izXo!!xTe9USZBq#K%bWIU*rIN41?bmV6B@$D zYb<}KO+1=sH13Eg#c4Qn2jZc_j#f;)cKn_dd|rWFXS(2ifDd$i>;4|!JAfJpX=!JE ze|L{8LQq1@-2K%y=6NX6RkOpF;THc`2e7%t`rFb8xMiewAA@SrgIL=r6g|o+2b7GN zO!Pngwez{1?`Mr}?HV&Ey_ON-EX*$$iU#oKx1FXTWB3%#aIG{k>=)+mKlr15DJZ3@ z#hMm5d6rn3mS;K7j0YRBgQLE5*ymMSe|BmG$f}gJ7%v&QzHw55Je~aF=1oH?X}ys7 zx?YNLqRtVHMeS16OvGdj>|&o`0*?V*>4sils<5hTC@w>69AgjqYV0@w`V$k}H?cfI zpehrRHuj5yhOXB#*sa6zj~T2RRrFM7qijGH^TeK>q`UqmNja4+4{f4m5s zKw(xn8Tu|W&WX?D(otxLH`Ge7%F)8Nf&n2d35dOA3Q&C-w8|#wBNqA6#Opr%J8yyY zWJg+<%u{|ck#TIJGk>Sc@<0!BWVHiOzq@6_-<~9E&`bhOR`Pfg$#RN@yA^MXc zO9gK;60hE>%*plL+uuk8?bfB%+a$-#Y+z_Ok zr@gho# zz*2U1ztHq4b!b8sMC0f`f5ouO|0q%ad-#dw82$JPrq;EmpD;7EW(9AmI$cikuV} zV@NYgqO!&}4j;Rm~*G*}T)_pfre++V}%6n8qQK5$d1zdwUQM*^#!n0Jqn* z%N4jURd_Ndd6VCEeKR5R8aCZ!Dbq6I*l-JPVy~V6mgC7P|3`K>X3%^* zYvjza&k$g77~M~4+0+cAI|<;cj$)y(#0lfI6AO9q09!p;f41L6XU$T+wz2qr8|3SF z?wMM(Sf(P%XDQ?5XX=fS8w}wl(j&LRo0A|CPMkkalD(9q{2j9Xy;_*|D(;>kLbDS+ z^#~IKFM(>K&$_H}F0~zv0DD1hC41%+|;T4YUkKg1NUmeYGn6VtbzJ^ z3`JRVx0a8wf4AJ9iO|gSe?>T|j7l1;*_c{S|Ar~dkY@P$ zRT24Gv~#cyL`r=taaFCIo=vXJ;o>G}P2&aMrj!w~&t-qkXBXIv54sC;eh5KM5hky>YQFxG$T%SR#-0XigC&eHBx}gmK_U z0B1m$zqAc^D}}+eRz+s7pqMuRjhwJ?185H0=KZTsIQ*=&N{bKwdz14GhlaQRYluEJ z^BuC0rHnI~h6LJ*P2pDG{VS~x-2yhkjGTkGCEt?~Zhz)3jO)`7HxV=Q%7I2bIKYR3 zD2KtgO|yH){LJb9wBIu?g)SJS8=^5*|B4p`tJTNV&s7gMyTH} z3`v2-mwyW-g&OVH0|j@16#+R}sODcqz)1qSEn*+H4xkAic>9`cMyPhp?R=gjAMgrm ziJt0Tf3rpjvPwjv~9ZN1pYJUJN2d zCPA5z9^Ot6=Vk_vU=-?qSnkl*vB_Ww<3Q@(Hh-f9Zn@K~>uWPHCBVEyF{f-AC|ww{ zw)fK$l1HEviSpqxPq?Z*HyGhOzw^W|SY+t7E)zV6v-orJjsOWNF^zW5WB?@U&S)_- zEKy+4&w8ZG(Rofq0Z()wv0rvQNYQ^*_DqmGNSU#;P>)WMlNpu22JJY*_J3mEgLRlJ zF@K}p{PWjej`8JJ^Ie$r3JgjPLFE1s`>l-(%ra2-d7*qq>7H$XSJSbOviEXcw@r~d zTASQ){P*wYf&C%x6(`5dltN~MO_Np}m^=3(RVj<3qgdAOJJTCn-(~evt+Y{P_EbKZ zLN0hRHiwo-aF`YBj($zX|HV$TK~Ss&9e;iRp?Y*zWG!o322|gC2c`J=!!JwCx1b~D zn{=DT_Y%;Z?CV52Ztn(^7^IRD{7w+yjG(#jn8@ z-7(MjV%#l~;K{8xvVE0yeUW$sF`>G>^(!4HkgYlA$kb%0(R8GHQBF_C85rKF1gWbWv2FqF0nW`Zvf%^TfZ`Ef|J;9VGY zoRL{al&I-a6K7z*3iWsqn8u?@r?bF*E5*<9!u$XeVwXplzLjj3?1vY>5HfSl>bTQy zbWN;1y!Bz}!+T?{D1UwexhWx$E`MgvGhk70j%t}&jG~6)aA-o$?@`Vpj<{se-A@$g z%=g`AmD(S3Xw8T^A^def8y=&i5w7ZI%~SRHz!21vRKy~fi6GBCzMq&@!pyJkr#_s> zgtGp&0~78c%APSMLRiN-gj>_$V3}SFwqnL+0aEF?B!cU>fhFQkmIC3jntv@#5?^v# zfOR$e8JbS4dtMKZRs7&YnE(vs!Eecv)`!+7#ueo2%Z-yTuEBcX*0a%K&xB#~JBzVH z8j-ir=P1{F^tW-Ea>{$6p|XXOUZ$32h2qb`iVwk@1FznW=D$SaG?JhpF^;x0(i8jl zP_D)!)>mnDiaVX9O|RpG=znD~x~#GwJt_4##nYF6l@|yv)x_je@FfLN$Nx;-q#Lxi z&2k&cmR9=S|3m{nrwQ}POkh|LU_Q~>fVru5#I2;jMf4_?cPvZDR@m-4v>KQW7}X0l zsL2^o0Ek%eB)@-8gCH^^~nw*w|@H-OHK<*W> zLk0T(m>pId^ut5*fqy)_0>KP6Bp2wJN?;BwV=s)*ow2vH4@wRt`-$e4)Q}DOtH;tq zOds>xh6lsgwI`ZhR}otGgIn)9_j5t%2v0u4=v*lG#0Jr;U3X;d_nnQlEeQQ_5g;;* zno=tyw!34#O&-dXH-Ym5!RUTd^7RX-p9&IGU$$APgY^)w#5i)jVozu3`NlKqM2avXvvzx>WUgftcZs;|XzJLecqhy1{ ze2L;|V*EV_0sQbdT_lA1sx!H-BSWLizSiGSelPR*nR&-0tfk9=yPPiG>I zWgGCIgW|n^U=J!i&h_AxFGeqX5#dM@>Pe(JK=PDkLXdx6H%MkA&kH&9n_vejoTR>V z|7O9tq68j-_bbRJ{~2#&A1AOZY!r&u%}7-kXkdR?XYgV{GbNYOw`e&bEDENSy<3q< z!gmgd-+v;|gXGSa$2FJd@>y76cUvcGq6LLo4m;+=_|T`wT;;^<%EpOQTUbrknsc)Y z)0fp|?6WuKT{lccN|l<&_sXRa)XPN`7twPC>WC?x)YQ| zwc9 zy0*rby~FIjA%YTV8KFJQ2QLsfyJ|9X;1{I_&yBkCoz)egE_0ZP2kRTOB7+<{y}^lV zOMgsbNmqNCg|CJx$G>zb$sg7ohJBk~zf;WZWn1ABZF=rpDCi*LXRKd2d*?pde#qxs@xVaE= zR=g&K)ARr~8kw{B)#8UWx9i+x88>}f*?)-EZ~>}A@`rSPA(!=HShv`&?H#edzR$`{ z622qrq-G^nsY&zULOg40F0Yol;Va?6Es_|KP?MM#969gcP@i?MeC0?oWa;_%L@88f zJDxnzOk01YuoY;F$>=|u*kD;s^fMpkl`A%D*u~0#?R))%0q%D|pb?PAMj>P=n1A2d ziJBT^-9MufHrN?&LxPN_6*75UDas&>g|*`QK8IW|Y3`!PtxAnM@R~ z62rJq5d|UX3$Q+g;s<#L{|VuTbCw(<261)VH5K`PfP+O?SH}&cGGv) z;8PTgMt`El|BOvV&}ckE&4}=msyQG(AAF7;jc;m``FdFCHrT}~1nuiQNZ*{mpes|e z%r>>ojHi-KP0CS3VhJ+GbFwlFq@sm~(1;%hSz0i34oZW9SfU7v@QORHsw1t@7vR{H z$!vA{cpmdG6|6jTKN__cX@Asa)7-;}<$ryH=PCw#byRCVYkFL7Kha6&zr?Zf^60C* z3Es!g*A3|9&Y$Ls0>5p9@IU#+_stFk*Kw(s-g^;|nk~tQ(g==&r)@3Wyf)d!tI2E; zRkcExqmzC*R9*W1%=5Yg{h8*#P_Q3`rm{DU`uyrUAhDd}u8s}x{eO!}Ftk(59zx1t z(RW6ae1B!nP+C--JJIY3Zh$5~tsrBtbZj4BP8u_3x;(^?jk zT<_{{0GbmmW-HMD_GXr$zLq8D(a9F=yIT!WP7_R`<0$|z+tCV3(*KmDH()Sn3?%(L z`85G-;f`1Gzm)T1V1 zw|el}w0l{9m$aduV{9>|t#F6T_n1X-z6Eha?vea6D*L|lGV^C#WjEe)qtkoz`8{D9 zN|QHJie@{mYJc$M<^K71K&i1wofO$X*eOq1Xdg>)Fomh?i`tA0!czvyH*2`XI?+p8 z$BCLg5YO9u8aSA~&BcukcC7yDVz0ro5KFh+%3o<{jZ$ihw3Q?`&uzC$@@KU{tPi427pSp+Lw}~@zF-#+JWdYGtfz3MwDT5|B>q+Xdmd!iAYD2Un+e_bR@IKtUHlG$ru zl|qlcT)tRmRC=M4zk(bQ`V03A`{t(=nBru@ynpKW;O#sp4Ic4c5TkE!w9pSaPC{&| z!-iL6VoPjF-coQq^P&K?vJ-Z3k{((XpbXC7UupLY1uDwt9Xq!9!;(;j!K^`OaW(`-g&|l z6o0ru=iM=htd2*P7+6_eEW|8z5IF|F>dt#D3=~ree`lCEUlG^pfq26G_$28y%XHuF z#g4Kon0|SDu#jLO}TJ<+Ff|@O8=CQ0xz$s1<$MscxWuqG z&5TGQpgyVkI0}RJ3j(Y|`rX{Om-GU#FY-bcLJT*7Uyc((EmlqM6K{Dj1=`jXIOS40 zl?BXp(_ppauyvM_ndH({B${aM?S3&sqCQX-GU5y}*1bf#m+V?Rei<=VX-C`kPJhnf z1$esnRJ7^51q~+;Vb0c`Y8=%r$z?F}TIH!vZs#q*tm7h5ROUWhMJdlIGI&>fiwWFF z8tN%LCql7QzO@{lje5q&yCz9yR;kLR*85suO4S*JP7Z0T87cts#gQ;yqe>fL*dUmB z`~jOGc9f$so~w9LFmeqE(tzOmyMHb>J6rt>Q*o;$oC&n1+EC?8Ueyb-=84cYYeXvnG;cs%x zcC8@2Zd786OD_%gU0=ny@ZbG`qS?wFYvnZ+-IrBR(R_IxYq^sY!b2Oa?TC{boWMsy z%3H=4+F!8%P2F{c-y*isDSr#|DPFe))<>W2X7k%qc1oDgc zd%h#)rO`nh=vmJfM8yOTSD+OK8Kbt)=q`U zi$)hcEon2G5vUm4eflIHoOVFyS-dt+h(ayfZ{Ebnwts>lb4j6@(()M@BbPNl*e+i6 z&7;{otwT$n&Slm{U|(lI%v8l#vAuY1xH0(-V$aFj1xt(=;WSOs-IiK1Ec^<6Q~Wdo zz27~^)tpCxi^!vzXmuw-;cCGbJ2K-0aBs@*)xD%+h8@T8g7MtY!(b}a7qhA&@&s=M zz^ zD`>Zb5+-xZcKj+R&7V++y#>MFqyYJuF!o6a@i!7NdOY&ih!atHYSS{Hu5Q^Bc(-5$ z2o`kc7<6?TC@?ofIY%3YGkf;_cF<6`%cpIi27l~yGN9?{7jtvK*SMjtixY^?dZGi8 zx1#>R`mo=5d=ZfG>eV4)=A1}#iH<)HbN5lUgO5wYKS?W41bjZZ$XKW8%pD^TP*dhr zDxxZJ`qtrbOi0MihOZRA`F#E?hT-AAAf?m0ac{k&89y+a4uik3r34Z8Mo`LU*}{Q7 znSWcnuvj)}h0t~Jy;O=|Y>yOi*^u9AXQq9IG??_iIq(*r58*{m&Z z&05<}6K~IjZ@u-UT#&tD=b!1ZDYS;@Qh!V{?+~MCm3*w>^d&JKFGiuKGw+#?Y5Ne1 z=RWo7gxJd$x(y-R?X#ywn za50~+KxmFrdZZ?lH01n86|J6R{eQAX5!S;YZ=qdUjSXyvI>i^-B*#dEo9I^BzE4M$ zDFm`1>8cOHk{%%{ZPy3y5=>YXZzb3>m3vgJjjYI!s$uI97EQGraF&&6fm7S?Edm!7 zF*Ew`V-t_JzsDjS)RX6qt&?Q044}QRMn_WbZr&tadXlOf&5R)*U&^*$rY+uvRt@BP z82k6G;Y;ZfD8lKpgwTd2mwcE!^ChzGeIv~Yd(v8<{$Bv6E?CjCmhqq?e=!TGfXjSe zELGWmP04N++4`C&=of?8<1kg0r?(&g$Fkc0;)^#tPVSAeWWs)$uFVt6@NVCI^G*%;Z9hiGfpJemjH7hSSMz9O)%&la z#616HQ9+#3l!MvE+?dmMFR0vz0Jr207C>}}PQ74wPtqjALZOjlo1+rLmLF|st11ux zjR+uD-;a@Ox(kh9@HVjr;)JIou{-*36CiB6?@j5*p`MV&D`j%Ie@Ac^7W3fd`op_+ zjXLZ@t63b%H|*}Ds`mVT@eAHZs?4&Ir?BjKXoP9uMr01)y3AC7h9a8U#Fc~^Vq!Ye zUXha&{^Uq?6#w`m5{TTHRY>2rixZW^sO%7-l68)3c}lxK4_T2rkYwDq)prMoVtaj+ zMN;35nv^Mt|AnQ)f7osJLQ(#}w(h4I4cy^L=UV@bL-Ze$8)0dB|t8NQj4tqnKYRZAD!D+p@x1;YJf1p;eQNdq{TW=#{vA?{@ zeGMDHAON^4Pvkr{gPvvgPCsy3tndrYlMiGGqwWRyWQ~X2gH)#++`CBGI5KClzFUEK z<_USvN+TgKEd(L^8aRaLw@LiT(p=I3sx{}8qSGOh+>Zj+QJ7!0TqOKM+CZ1Fc01N1 zNQ?=UjCrhDf0|2>Im=>pNYC$*{j2H0t7v7`MNYgNi+;W2oup*g5Mp+5ED<^Y78gS9 zv#v~R*XMpkPL6n|OG1q-4r|yNOK6W!0Rc^+K)@oUQYjN6tnn`AUOY$dfB)5(L9@XD z{+34+^#dn-i*Ox*zX|bsr>n8GJO4K^fuOORO~ilNe`R5|!?}&O=VlIYtZR;Eo2r@~ zh5BMn;8QsELnE3Lg&c3OSLIr#Q+9~_`UUS4NkXyb^LiVH=mG>DXAvv}+9#Mtgik|K zaDUaa{jgm@Ab<*S{7vB|x5++Rdwei@{z+QiZtQ z8os8+f2Id9*f4^WD-#0!JFQLnP%*rSD&_$b(-?Fe!`Bb>`D@l!EpG(Aj#f0gd3wWenx-~_VQuI&FH>ZESya!nnT zfgg}(lm~(ES=HSvyz4!=Sjc92`V#g%rx>q^OI3wogPq2frG(!?bLep6M6htapY0B)1*Z@qI0%(r%0Kx`nk7XJEXXqoFQcI6cGOG*xTY ze>n+ogtEF!T_sAj8iMf&*=^*=hy&VGGVAr6Qdj?-LS7$$BAZU;X$BUu>Y|aSzmw+Z z3lj!o&bGo39r71VS6@Dn?_sbh$&ge-LQFpwUxj#dh^^u2%>S2 ztiEj5$F$f))Wrw3eM~M@4+$Pr3 zC<%6PiX7RN4OH=d__ZM*89_ORf7mePV8C2UKPy0YwYp1@RNNzwt^hJh>Jrk$xuLt? zZjzLZLYrCt?%e?eqSO_`~UTv4_WtB3?&FawDUQR?@U7k-Q^GPX`{MF0TM@1fEYS+|9@ z^c(aFp1K|){Z+1~YWL=s!U%ISJeFc_aqmvEn%V|DvBsD8AE?Tgp{;pYxg8{x zb%uB<45poWg*{>FhDjwSe`%ilvO&;MGGM7_?FJKFmx=9ymQGBgLYefQ!KYpoL`m{z z_U+nD7uUrn~#`i`Tyv7H$5=-L1;nw_`bk_VGlu&N(qiX9GS??@Keb4)d=9;8NKJRJ@)XNNKQX|+nKHf(p&hOawf3PK5)>kk@COb7Z z-a@bB-SiB9qz92Gp6;}C*mo5EFJS^1uQ~`}uOUwt?+>l@LftZIYFwY6zB6+j_5o&u z6@XFYekZFqwWcRVOa!VO@=pwCZ=yPZfB+(Ob(-3|$d~^=h310ohJZ13{R`x8cB3Ak zd0IMWMYVH_lRgfyf3uE+t3S+I?>AwpVC;D>-5WJQ_#R?l_2z7=dCG32E&$A*);kX} ztI7KEbqB=&q>nBLScuy5j_j~YN1moU%$D>c#|5&oG_A9QFWl<{0W@}v3C2spq=Ir& z_bglPVIk#nSPGmp^vV>IYePeZ=yCwSACZL576$~rkdEbrf2e%Xg*Ub^&WXFj7-$Ft zeLfR!eqgZOeT3)qliBoq247HpX}?}zcYThgaeYxlY+t{K06mBosr5J7es>rSKknbi z;i*1^nW}R^pi+MrU>>r6M~D|pku`@f)Lh4EQ;ge->+U8UdTso zGv!2;gfS!Ef1fDodxegQJV+>qxp)J7KRM_4sv65Vx~!lzGC3qk_*-&f?}~1KR!7^g zMr9rAwJ=0Jn(T&vC(|U&q#&Z2shE2a%-7^%G9!f2k%25JUeD@q7e%D-t#LN*zn#U{ zIZL4ciGcZmxAcESkY z#No)`%^T{V^VU7=fq4HmZ)l3#G_T`&Pbm%v_k^$S+pwQ|kbKO(o&Z}#7T%X^lF{`T z&fx(h8C>!yIF3c+Z6mVx8o(X21R@NE0;#H0|Lqp#Ce?Ll@KKgNYj5yK2q_SWLz)1O zw8qJ>f8zi&err0eWT{C?Va*jx1tAM_;qu zg0&e)fl5jiytvv;Jw)0J>cO&fv&MKO+*$Ay(UW|mWa6Fqu)pRRfZTQpaq=@4pl(uU zJ_8oKP$Wdq>k+=iUdAW4re+`-9v@$I>S91`zP74eihsjUtI$I0!edLO(aC%W2Og^V zAyM0X1_2C9ZD8V?nxsC(>@VG$P+*;8&fR1o_ViApLzR<}suKb-GMC^r0u;BJAOUk{ z0x~q0@G1fnwDb#+*j>-IL?9n$gw(h@_Lba#V@zyL!C%)l^| zlt?#-v`B|ENJt}+3eu%Ch|(z%0^i_1XY1bA@BH~)bIrVSue{fK*0Ww#CS3y_Ia`=D zL>UG}@PK&vB>+t=Eil4C4FPs`v;pz+=tJy1oWXDa#4EthkH^ZY0Ed7Pjxc|yA{YUY z06-!L2fzU0ih#ISL*M|?L>!M5P=P=paHQTAu=WA8APBIbk1GTOaDaaSU6?z9#~SR8 zR70Tlj!+0E(nSI0>H~MQcR<|45ai*xiFD&F&kLx7ZJc0U?oN&X7-|cs^J?(|+AuGq z&=KH(K>=%s1K8OPfY||t5L17^$UsTo08r7_G14{Q6XK(819i@Pfge z0OS)6afbYAj0e;f*-nH5R^HZZ8WqdUU=uZR%9&e0ii!`}Vo z%p9S=WLk3CYRXCmhCG_c*@NtYCU~nJ4|1scBP?#6g_kU^a9HF*$H>Y6h;mUt!1a)-tfT$_{#|J6G z`z^DFAOL;<;s!vxZ5;S+QvaHq8!_lcjBJU&uPe+Iumd~0L;M}>Ajk)vuRGWi0wCZX z5P#o475_wdAW^{9(FTDWdgR5y`xRXcY6k;q`}`mF|FScI-0&5jGBgHTf_3U!mln_RbK12PDMHFDN4Lm&WMkwmBom8o8PrZg=19mVt-pw(K2m^d_H=F)(2DfY0SO1R)Kee?TNJ z*dGwd%k_6z$i%J?xFhV3LO{qixcvc<%;A4PB=g_7g^*0$ox$#Zlmk%q=zZY z=B3SZxtLys6QD*4xHFme3<+%;-ONZED&l|oj3Pb;+$A^5HExv`cI$&Wmh0ON@-@_$ zLYbe@9BY~U-_T+l%;T@Sq=>ky+;}oHzTrc~2EG@l&GQVYN#T*BpzbqN^RBe(#vHxf z#YwZHd14Z+ka7X?IYRX$MPXrJBYto5ReSDZKh9bkUW1`t@)2JIefpJ{*P`TrvdMp^ zl{Uch@x~{AQ?5l;n7V#XU>0+JC@RveX3p2%G=;i?-;g)6=qN*NOmfUK_kD)Q4w0bkm zI**Pbny*h|(Q53D0tuEUCIH$MD28ju%8s;%bpuM|s!`?D>l78$o>P%-(N6gWjnyij z1&?xVxY5VXLn4>wC}WxZv#o!82TQSWXvBhTn>hJV770URVqwm99eZ?=;6r20p&9%U zRZ}}elYHW5xWn*$2k7j5_KVXYfjcJL4gsh>jIxuoEcn@Edozy$6LL~x4uNx!dL1bB z3hJlB+})w6^`pFR?`v<3ewxP8^*j|tS<}a0jr(uzpFRVj-47}NgU$rd5E;xl?Td0G2=yw(K59Z|4rD04AY zvNJ|LyH2rr?2h7g@jp_J{i$M!`X!&N?M0gQO46|c-ciA7TTy>m{{g8jm+ z>GfkC(_AsM_;1%;+3mzh;+P{w=}taf>pm7NN*qB8MXY*)dEW6WOMVBnD~sga4VsvJ zM4ER&+Md_^s#59>MCBkE*ZNT-&9<`MQVdA@bdwvUhR$X2D31Ycw=$);9C{ZFLNhpI z!p>vZ{Aonh^;v(&&~7w_&ntIf$^x6zH7%7gz7+w=6%Fr2rb`t2f4!D8)-8;G&wV281E{g<#OdUaECBr{vo!{h304 zA1fY6OFr2W9M`4G#6d}@ikoksN!%#KuwDdrD?MF z8Tf`D$wSR)eP_UHkx?j2dlGF5*K?{nXpaO-j=+4A0V87qse`!7)2 z73f+@Ey6IpP`&)X(=?VDy3hw`N7IU#6e%sx1@fT$TtQomc%bvnc>5!(3?F@>Xn9v2 zW=toD+To%18K48Tt!bFiz-l1(QNel;sXeZSK8LI0d3k>=ZzPNw%5Z&{oWO|fD?p~s zT=joRuPBtFp)VqDx;8g2Wv+-^q=>Ybkl6XsKzaym8OKK*aq-4{;!9qx&*t9wRE+!X zeNL(*CzV%|!uq3L67ow#94WQl+L(BxSJ8})pY8;i0!4WP{V^8rDpQ8giZ4zxxaPf` zS~4V$>>$CKd2VC&qcj!*qNOaV4i!AlxGjGMWo{o$4^S!63+)-^Meh#veKf?@@E3ck zH6s!eJv&gCoGh&-HMy$yvYW-2IRuC6QA_U$AA>FZvyP?#mjOnqG4H|U*z`cb!ycXy zi|pqiBe!(%u~PWn5X}+X3IV&!VY3`fmX9)_CTKF&jpX~-7|jsXZLxqZZ0OuhvTT1y zFq|0;A`Y+h+j8gHu)IG{gk#KKV}zJv-0ij}iGQkoKZM@T^C<~VCJHwJKK<)6$}xW)>PA&3 z2$Fm6~cMo2{VKoPps36_9D$=hcm zo)SYBl|96+?=iMTF(a(#vj%^>n7b9n@7ej74L*GDIW?%$sQdtpuhegBw~m!urWF*L zPi%I8pWcy2?)|MWyze3N{h3E}xxyrs9?$&O_EIXZp02d&Q_i2aJ7Peqs}-7AAEWEt z1|_iO81ZB~f5Lf;AacB*k$SUL;ajI#%h%ANuehi+1gX+T*L+K7;~Rhds<~vu@4`Go z-7VyT<3zJWdzWMf|l7uyX`@y!CtB;v^1)to0 zaG!6zWyRHqoycJ2{z8AAXOE?qr6>i-!j5+f21hErS_M2}apaKs3Z4*NmtTH&{Lz3d zR~xEim)g7ZlUB_xPvU7N|6uNX{V{x-7sE>93tApw9*$m5yzmHDyMp;|GojDgaP+cP z5Zxbj=Hb`*#_mfYvqa94H9CNAHAorSDA3S6rqJg1@Up0&g%f|_LOp7>Q3rce5zyf0 zTWgi%+s(!-6m!fYDcqanIhJ%vQ1-ZA02lQ{T->jL7MIU`w}T+2AaJ6hJ%sZ@rF4$q zU8gPoOzrkprrvTD^{xYIoPdDE>W##}-Y{AaOO+X@v2G@lF>fz#(5h}6wh^Sqxc{2e z_xr(ZGVv%k;=q4&%GygQif7dn`Z^|Q*%v`*w3B^GDPQWcD|#JfJG3M_9tYdOEnCh@ zj)`7+Q@x_Pzz7^b$EdR-2 z^<(Orc5sk}{MjR%fK9q{m6fv(j~7y>P*6ZZbXojsE%il=MTkt@^gd8;W)QyA1IA8a zcjNbwd)Hlb6h5+*67ynitdm0%o<(=;h@HfTYtDmAx*rxiA!h9g)#)cTR;z1Lx)=5K zYtQbIQWJlVgv^0Iw~wI{WY~M*BR)^`=@}^_kL(16bY2KEwA@=lO&FSsJtk+`i>qCwk!i0SU+1KSG&2Q#NrG{I9|h91+lOWh=)_GIp8fonSm1*mnRkD5Kz-JPChj|B`t*+I)HyfdFUr3$laTa6u#G?S0STg^0yjfV4P2&fDks)gS zOT&NO=imJTsjuI1AVvnJ+*Hr5a;?m`EztY!iyl?Du zTEiu5@3;RUip`o=Ta#Sr9!EZrwwTmf!@l*!TnRsXDbs+nG(l-t7KCKw<4{$iz1(j6j~0g7fJeI=huHN zE0|PvJ#If?dsC+n>^fYj07pBb_BnYF7T@Tdtk>5d@$=ce9``R_<}nKI-k;B&n!&Fi z?-~^LH+*$9LREE(<15)n|4-)0lFG>nx&gYbmbEKb+7%ZsZQNS!t4_Z{(uwb1Ypuv? z7Hq#g(U}4rAIo1f7`x3b^6T$MsMmkaD%c`AZ{xadtBw3Tv0$CJmHE;M>k+mub&sB? zSu}wZ*1Y>*aeMW>@VL%80ZUl5jas#RR9$gxZDH8)(5M%h0%uHoyppZG8@;9aYty))8m-QYbp%v6Q@f#xR z`Ga!UdizJ&BUCjcmP*_5zMcYwym;45;|kgMVjA#CwUHo+3XR%RAUa^ z)Wr;|>Z$*#V#U)86Q7???a6<*);LBP{(`-DN7-*@%}}F7+MypknVzt|0zb-E_NyL! z^KA}4Kil>3>_E*)k#lz6piH9S>xY(?1heD}Q`%v6yPM&eHl+g(d9VF;Lb}@tMEonN z!Y;jE3E)GT7MXbfo%oQg*2YeyE$;AE_{)!%7(>>18t{EvVY5JTVjX{V!dh%|*Rn?o z<1~@fu@QHs6jcQ6r>VnMFa)oBCQ+I&yj`ATqAGs&Ay`Nz`X*55it;A7I7f zeA{{BP;jzC5oa#*%WJdV(c5J4D0jWX2*EhGu58>n#yiSs_R^u^L$#qn#f{59)YXV7 zUPs-fjJUN@@-i|Fg^Bnp_TV z2cl%MG^nauo{UJFE%}8X$+hqNokkO;MBVEotcWbXhyrWY=qc}OJ;Vq9XxzDA%A?G1 z6y11es|%zoe#+U67!)b(|D9B%k?S&q!a)qapTjVg#x-9NWZ}2D5H{tUC-^aR^(7jDB-e-QXtHQ%?(7-G=M|1us*c4F>Aa^p@PFr^ zuw7slb59Q+tv>qwH|~Zhm~k>U-esPTW~hit;yUs3WqE(vEX0EBZQ5d~)O#fZp0@9H z_qtJsz6JL7o*5|*5bc)0<(Sk~>V=EKhqpa&bf2oQTP}(#QD29Drec25@wkLVhJ@5svPi)ZWtabx2Pa2A;)?x2!1E!X_hdEf^I~P>k5x3& zLUz{ugjj!ov1%@H_AvxMW*)yqlAyQnMP7s$-on^E`fhGUW@eStE@$RJD0wWwdM16Y z5bK2Yz$Qju@K?hH+|20k)h+!=_x99S(r+_@StNBBA8pB2qRhc!-7lP#5(7(|7u-0m$Hc-8K)}Qe?;s^P|s#C4pA{ms)SfM9QFI%s1 zMU#JQ&HPe48b-1#YELl2R)ijIv{iE&2fv*FqL+uj<` zCv&4hAa-30=oq)g>6)NqLFBMK>)H>yk>2^_WCV(*?GPyW<<%)9*H}C{+Q!bDuOG){ghG0B z@zgI#dU=ZegJxwvr@mQ;u5*N~=J&Q`x0Yt1l=jScQM;s{Eo^V6Ns(Q(f<8B+L{YkRxI)_d(0 zxl!epYyE{)^4VBaVUzX4Iy(Fb<`as%nF#k61NE*yMW%^Ty80L-mpUijpHjSYG5!G$ zr#_B9F=iD;&zB7L`bt;!T04}z;CuFS4$G&m_W&FZ3jI|ZuDFk7F-^+s+AV)M2Y5ko z327e{mId?iQyYbAUbSjKuYQW2A|Pm77!$WwHxFnUH3OCo_X~1+G(|9WCqLxd#xcUN zw+Tpbr?Gm7f_?~x<#u(TINULmDL(&F`0;DXgm!8oVI+Inrg_j$|D}plz6}g-l!ApE zazSaGL#v;BDvB!gD5l{bv_*d=mg_sP{lghT?_x*UwA-LYJ=T+1uwrku2z`i-QzoT5 zxTs$cByS!8V(F~#+nOPb&Rc{Ex%fi-ak8&2H_`*xVlP}Ucy6ul#WZ({+}an^7nLqy zg6@+0UrsJ?VqFf47a~~oTs{EzRBYe=$OAg?QI-4nDAU&U06*6jHcWpC*>!Yjuv-R; zf!8*$B_v$?bM|4c7jKx4HPc4FOS=-+v$GsEc)pn&20a0^(aE)3Zk-!7GnWou&^m+6 zf}5CaAB=4(Bc>QvwYj0NeJ?~{`z`h?0qYi5iB6&_sw1X}UWwD$oRpLwcg?N&M;HFt z4d=1Z1lx^6|oXbrb*^lP;^r zQ={&MB+xMR&-6YX=p3=bD`_}Jy!;1Lf?ppcf5&^UJ#ico_Cz zParMeDY;rkl?B{6IWK_+}IVg}@+>Ln# z#(Xn`D0iMY($6u8S;z~1^2X&9KGixqYrouBX9vcYXmAbm8E#kPpdn)C9c{_Vhf~J} zH{xzZm-jR<1oMAwT|!5K?F3}x(_L3)O*^fM?pJ4(qsAIC<_TYjRc@Zq4cBi_`q{*< zn-jmpWT}62H#Xt930jV82{n~c?6M&%pSRd}7+;qR{X<%BCm577EG;wS&DbH(uwoPL zZLuYaQ+X{x0EIw$zXUZ=Y>#OZHh)cZT>K&KZj)4ZyB&)JFF@9R<$dhaU9g4j%3`R# z;u%v_97iI^S+xRV=|0ekE0!S{Ihw(|?hDM1+uG+2TlOVQ4ob26#8+bRA!84__8b;^ zVelE@h8clp(5Fbt7-6u$(Zgj>pZ&T&pFpKzmBApT?1g#M?45#ZsaE;aZi~T7eJne3 zGVuCbhSF|nb)Tz$+mG>DR^XHo}UN6@!mvhpR zS>~O&92~i*7c)h=(j_&X;-VQ~WGT`t4IzRvXL+HOR)@=f!e>*htr)u30kKaS4{4gL zf(G{F1?X_a{fO+AIIY+eKY#TbzJB?FY0G02?2u*CjPLsLsSK5Gg!;~+N3o8Mr$tZV zZ7c23eJfgbr>YSpExL|E%yWI=mV5I4rpgpXoMt%#p?j#G68lRmN#g5puL3dVl?a%`60xv;+;aMx9;>+E1NE*~-GZC(o zCA*cd3LVGRp!N99zSnz@MD7$pr>S`>NH9~Q)o<*7K)=lwjr!{>WxJDR4cG@I(@+qroW4G9L8rp~5Yl(1 zX3`pe#hemjyQIwJE>$20s;?U0w1M@^vF{n#)CZ9VJ^(zAv1a`cSAE{G{q7E-aG$Tp zasN&#nu&@AReISvO`$|2I7z0pi>;<=>kSr1)S!OUOdL!( zFnI6mR2G~5=^f*p&gD-&B99UBxrFv*2%Um|YG}VMiDWE^o^#J=5ld~;u^I8!>*_MQ zcS*jl6U7wt%CT*)%J4fCVk|SNKdMT-tLa*nWg=i=c8{k<8!5#faCv{|>4qZ`!R0{e z9QXDxq2SQZUbERlc_ecAv@sDMt{^@Q(X%V}U@(7esYsV^wtY=GLI1{Ty@_1PrQZ~P z?+t_~L1OU(VEA=v>fIt*>{CmRbvdZeP?=+@CgYTK*E_By&j>Es-FxhBx}_=9szH#x zHTlhVlob~3aQhDGUVv0oVnVQKY^6>ef|2j#yV`1sSLvTglk z#`LrJqVaaenCDoB)lV||P9!W0f(rS61TlrTQunqef#9=C6YxTE3<-rV3yHqvG>VaB zd$3GCLF%VKF?`|5Fm!&~*1Jz$7_5Ce{0JE!=036VyBN31); z!r5&rHFtcRGaF+Chg9m>UiHh`D7#+%1a-K&lRn=Hjgz*pZxG+h_x&J5Y@w+^PcNH< zVfID&X%GL*u`kK}Bu=BT~C_fWe=%6&|YBYWGB5v}$*$d>?3kb}-# z_$RZs-;1v)QqJ`XUjp~2pN^N7g%!l7zNp=+G^sGVp)l;`i%e|6)u0Zfyed|kX4$pV&jN3(N^`C84dwc4Cy3U19A~%ij zg_WDH`+A1P0IsxhIu8x@12xhZ4~P2r!WV-I?;B;AhYMyGErz%?&#tH|Ifd$z3E6WO<9$x?RNvm~;VLLs3@@6hj@(>d?&{qz0I=b2}|*M5Jm>$-=J#|SE- z497Tv8W=QQ1R^Rf3+UgNGM0DjmBFv8&QB91T| zK@Fl2NHi!wa8bp0_+gO<7yNMyNfD9bNXOnPqJR#}$qnO!b3+0!G#tG2kfjX(rf7Atu1AH)8H-PZQ zf++BW7%w!OKquY>{1xE1Ie;G02}I+-VVX?` z=_(k)$!t&ofiRzce|HRq_QLu9#?3#E?Sw(&kT^WT$I99H9c8CTKWnAAw0)(s*Z-MV%*&cRpTg+=~F`z zc*0|_eq#T9zTMCmA9TR~p>#%~;m*fBfO~m}nW2%MUZA$xe}7yEBFevI2oMj51E41W z`Z~FY9Vb4Sn`1HLSWF-!Fu()j0XV}@I4}_D3=&?H0XUd92;i|^U|_)Sihm+X$W;K2 zbixxxp0GBQC(*Uh&KN-EmzYq=pQ`^11HXhQVVeX9D+|YQ(wH4@8j3K|glh?Te6bPq$2|W-N0?S8H#CUD0g_iv zR3L$ue-%$?#&PL@*bQZK6&+on|2|14w(4jn3>=9@e*hAMVTEC_Fh5Fh!gxqXO9KHA z!py@#-;?!1Sg&60-n4w*-L8{_*jI~NAUtnVYtXV^V85EQb_+~tC^w@XB4BORK+ z-b+^k_P^H+jz&=Hlnco~!&K+UO3M_vN`;ySC7ViUJ0aq4vC_$7!h`fl*E`>{|CE@$ zBUvDamShnEm1Gs^a$i2pL?4YG4d%nQf4ovBX$5Zi=I@*X0wu(@i>=8QJ#Dv_Qd<2- z7^D%{A{(ahERybV^A(QE9UGz6;)^boVpXH>k!1ce+xGl$67r>oIaH^2bhsH43v{C% zhYgKDGh8#*c9hpbeQbi32N)oVkR#8t;{v+uX7fUO4`aDIxbg&@+MHH16BM3tf4`+9 zBc43Cko7f7_>(tcXF#{Ynd;)M^tVu_IHlEr&0wCdbw}52=xynUXmkZ<_Nt!CNU!0U zRJdx>t@cIIhQp2fsWzXvuU>gMp)wg`{Aipk&2!tL)JJmvV+-#5x5}l*a3ZR~r)!It z$XrdyX;gYRrD~|LP)Qxx`;__9VQuQG;-Xs(c%x4zmoJ+ zcg&bixd$NaePlys>dh2opgB8kNnQ1Llx!qB5LCDn|3jGxJBZMCBG5H)e?wYGRmHlNb;CeM%0? zDZZvF+DP+x?8#7l;9?CkdrN)lWkbE+%s#rtxMi)eczpKB3k&94Y5ShhPP3=#B5D=$ zL3{{|JleMYsYUeFMLSO0FwUwtInHb6OX~Ex*r!czSwFnL*2ui(e=BjiWU0w;S~Hr{ z&0uQ}n>ovl=b+^+&1JT7$$!!v42UILF}IogP?sR*Y5P!lV>+DIvI_Q)=*Rbvckwu) zHjXq00M3b1gf5THC%a1(E%J(&wLuIRvSo62e3SL->LLsN$QB17-1RVsDDhgxh zb-eptvV90aaL*f7AHHBmmT9My*qVOYuu)`s0*lGYlW!#!N&ohV@9nz^xhS4H(CpQy zhejj1;|0VEYVm!0I|U+#@zV?TA;UB9%;qblzKPx#)N*%qe=NL&IW&^n#XgzigJZO0 zJnEZ&*3?yhHpbZ&greU7R|jV~)9^5UO^R4sc?98E(^2RX!sYZ4;d0v|C7h=RxewX&H@N_6z$Q(vL@J zZS`GGMZq=Ru`kNWy3g+{^e`7~2DnWwJ#>{b`QzK?f27V%rR8r`Q#n#>->eNLv<1SL zlkQ;CU*2=sln+UVnF}|xb#Z@YP0vmSNFrUAU*7`@absWGX4?n2j$>H zo3j=vt_bmJat^*x=G)i^hTz+U0*_X7;)=u)_8Q15NQ^u4u~siDA7Afqsxx{Wp+FK~ zlmJBNe_rp6kdEt6;qY=+V~ObhI#~ImYvaI1XQrQzT27!-q148w^j@xRleYyG`Psd8 zRMohaDDAYRd8L*V2UYsC$0D_>SVLRQfkA`guB49T2irV{BI9+}eWhRedhq%D1!FV+@wQ3zf1ft?B}RN*8K>`Gj9I_iHJ=^0tqIP}$O&eZoo+hQ?Dcxk@aWQLVZ|m8;CWCbHay&6UY#}* zjd~YTE@1mn%AJGqYL=`kB$eS}ry9jq^nh%Qw5Vf52O|LO;K7qW5|q=!Pj^;O2hybJBj|+6B;I zwLhOxtHb+8WZDf6vw-nS4uf4>jce` zkq;OIr;1KjCtRv6lflR#5Hq1U&i#pXhjfA-42~p!48Oi=d&|T0F}3&Q3j4F#e-Y0- z(pyfgZ(Q41@bBg{jO9C5Q&U)3()hfe7FqS^)(1Hz>I?(Q>+;ThMr_2Z<%bxo>u5X!9T@qGx zaISXt)s3%{J|4Uh0&MQL*-%Qie-ngh>T{b8IMIf>ty6P(bt%Nr{d|ur*SH13x0XJ$ zX>nI@AI%WCG`Cbo1wV&5a;qqP(NfDKUNye)bsG@r9~&=LHK!XgTs9F&Et+`eF1pN-QJzqpa8@J@0BK}MxQEHt#n1}lz_beqiHO0RxP8e8v99QF9XYK%Ovgi``!08*JLst<=>$(OrE(GpgTp& z@zh*NF#eQ(%Z_fRjbuN<`{AHr)xDJr$xr16&!fNK21W-?sVo@?`Hc-KCtnSDj3e^h&`_>N3pa*9VF zbdzpJ(Lc&=-mNHDc(zfa^-y|2*7YKB|)JDcuPn%~cGT<6TaJZl;EVCqWeIi9rkI2xC+j-#s`b{(J7ct}0z2CT8C zY}GAJF-9-L#owE5BhYqsONgY{VrG^wXt#&$)J|e|mZ?3srs@_iK#iH4}cC z@mL#T1_5|!CyAlCbm_EVj^-x;LqSWpowlW(Y+C;e1ME4y+$<|~dYh7${F6q^|+QC-rd?-)6?E^6( z7q;ql|8f~~e-YkZg=+|6!!XTuOAfBo&W~e0E&8xrvza&NDEkA`<_oEn_Rb3TrwP;B%Brctb61(H zul02`^V$V3<4Oux1t0FdPbK4;-yB;(U)znK6_b_re{T+Y9`50J{{uzb%b8C%PF~5_z-&bd~)b=5vK4K@&mj+DV^TvGN zKFsxJZpF5dY?t>o`raT?dq3c^b=~s)Oaj0!e?I1Qzwm>OTtK+11aWwL>LZd->@?^kHmHVedYvEyjoo$MS6nSU%4$UW!qUpsWvvq_zFspthTAJSI7KgoE zZ<|VSE;dKGFw0r+jr*FILC4lP*5#_Ts$16ik7>g#@(eH37N&<_T8ZZrsZ6~R%%3kk z@_aJA2X*Eji@0Q`taud~r1@;-f8GR>%~ou2Ki>!Ii8J7+J9 z;Jp^k?#P^rn&mWT84!>Ev^EiUx``;xHkhsi@o?p?4qNV85QEHT^3Oz*e~~#{N$$@a zY}x8*x8aiDQD1p*fH!_b`du3ycUzYF?sXblmd1`nf4q0+6*B-C&OG7ws(g)#BoHQQm#6;X4C`Uh8__KD9z)b@ z`#rOFNNpz=26n5G6{?Y^lt}JGzV?qiyXB1(LVI1kk}{e}#q_mw%ZTrmkXuTZ zSnZL>JT1(T2es({FRy{kNW>k@2A>U-XfxNx-2WT6WQYsBHfx^E^%zc0;;`odf2;gOOp>BALzPbUC-zWK*)+`xe_wpQhE?20kFJL}b-yItvIGQf zCXNcmGAk&#rN6Q0Kw)dj7S9NBVh+o-iLnemIl~a5(D*pU z*-rveFsx*WHBLCA-@QQp+PoJ+7ZxPGQHKSW$k(scuQpx-%e7O! z7{+`ndolJXfiY#d!s)eHdjqfeS>=8s;VjC!_azeV-1_6=Md)2+TuOQuJTep^e!Z$v zhnrZ}2BxOWfBVj7X)@jU+7GYqJ{I2l{#vvd-@59SceB0i0N$e~i@UKHmeBh0;#>Dr zqGAroCPoqBSNT<*Q8^XZ4+Pf3Nz$BiuHY zR9vghbN7k*)5W!dhk?RRgh|t`QC7{V%Kf-JM!$NRJ1F!;q%xz^+fSNUUVi#g$8i^w z&*e&<#q%F|S)XQVy&4#WR*kL86>CUW8`D~(g>g_O4WB1@9r}a(=Uja5(Ek7=-J|ge zWo~41la{Iu0W+6@@&pvOZ-D|khypV>m+&eA6t}<$15!EyG%%O&DgqP{I5Rd1FHB`_ zXLM*XATlyBHkW~c0u==^Gcz|im+@8wCkM2*Wmp^BnwNn@115jY%$zy%{{F69k-cu+ zYp;7Jp(a<=U>3Ion*(LQju2*c7B&HZqLMn;!OW45SsiHYYH#KY;9y~6<3gsUmUIT1 zK|o+fDKiLA0Kf~e0jO9&-a_9z*x2}ysR6P;N1*eY(Gp69pxtYtG8R&m#4RQq1zlBJGojjdE);5s8IXIb_|7Q9dEx`g%Fte}&ySvzd0A`Ms z00kB$7JxF?{S5>G=)jHubD)ixy%hj#1<(ZQ0<<)w)inUJ>MB~Q8uTo0i8WlEoWRci z)r+Ktrj{%dKuTO$QyKu&W&+4+X=wg^)dV`e^>57tP}YBZv;VF0=J+>UNm^4}Q%_Zz zo%Qb?0PFxaptB3;Z`uFT8_ip1fPc647HZ`TcKD|NfX)U2aS~u{6a261%( znEr#kJ%N_A|7s8jkaTr+{#!%ozfI2nQ|7;0mjJ)*%+TK3*UbI@o|u`VtBcqF;^sfM zZ2@+40l7e2{*@63umafw|90>4_sl?!|6oeu%JP?`Mgxt14cXhp%nb;DIJ*LUz5lo2 zKUc`?yZ}p(1>{ZWZ^MH8Pj-1nD=>inU+`Ne|84p&3DEsBsPu1BY6*6<_XJo1t&mxj z!H_pW(Ea~2XaA>`jH|u9vY7*r?*CHyfBnoHK=z*h;rV|&bbx<*rBenwJDA!39~;O; z2IK*>R0TnQENuQo?7wh%h}oO=#T~8ffp3TM52W>Xob2Cp`*!z${$5=GX7<0d{)g>N zk`{K3Ko=JPC(l17;2RD9r{Op5|F#QYRgu$HmsDc>e>C%to3x_^*b?Mu4dCGB0hl>E zn|UI$y$OMXn;YQG{-$Y5pvON-0kE<-f+24q04G;Lh%dkj?2P>PG~a?)|JnCn_+JPo zfYl20CYJvJINkuTtMk7BUI44(+a~@8;Nl0cg8%oL4Z!MT_BO@#K&yWz=9hj*12Q+L z`u7_7XF}Ni&Fg>Num7wyAkJVrpbp6L?YrfFxhR=IoIxH2Y;W>rf5YD%|NY76KMGL) zdoq{jNCO}Y)%`PCZvy!5_1}92w-ZSNo+W=jAbtNRu}art52-Pihjn2Q7g-OQgaBOU5tS8lLj!;Q*EYsgoK zp75zyj!TNaN=p!_SFkS;ECo(QsHLuMbCOb??wfWTkwdwUEC&v`^q)im&NsokL#2N- zI%R0Yk92Xy$x6VDaEg_^VmFrM@FRr;RP=b<4RIbWe8>+@+b7%HW=M>gR zFQWod#_Eh&E}kiI;jKm&$S14QZ7T5PAtoZccA4@(?L*K@ZIT>1Fw8G)JBrb0NVG$> zk*R?B+Qtb7Iau7Bu`9HG;?S^TTqi?B;=~#PhJ#z&%|hoeiqQp$NzGhiGtz(POqwqg zh*NPIL8s|7sI8K`kqnd!0;D$40XEaiym;ycyfeZ> zvnzXy1K7w-pL;cA+Vq{9n1cfbFjy5kM?L!2^J0S*&zXL1aG2p_`>Vpq)3wP9JvuL; z85p>hZV!G5!e7_*{>61c@5h7ldoQ-Ri{X&*J&6e^F=p)^p4togIaPmtHQN2l0x@H7 z2M1rL`{#rOKO+L8E}zHDMMreldz%_vk+E;!4UWur_<-5zr5ub4hNX~BM~D0h`lIO7 zwz%vnv@||%7c$BCunH(~5=p&=Dq}*-9IlMHX-F zYp3Ycyg#w9Z@0>!7Z1{E&qwV2YnyNK? zrDFE3Gr|Y1sC>Lc(EBiAHO<;$#@u|1Qj6u{&TG$T#{arRR-HuR`2@< z38vzi(G-6bKA=%RfB*A)Nf`fakAz_FAjY1A0#D3a)D0G-+tYanlgl@RDd7s`LnCgX zwV%dc@7T>t(m;Rlk<{PV?+&9&V;I#<{q^VAth;3;8SV`Z_Eik1oKrf zr>|)W_Y=A1YPrIF;c-0b#b$Ao+#f)ls^M0wTE!rFxQMdB$QjILNHQIPLtq!5Ade8? zPC<-0>aOFpP+~X$DQbK>Ud6_=lcS!r=oJ*3AO||~=0ATm2isQkcuzzMxIK}58EIE{ z+%vJ{zkdMJ-dR{ES}{NoF-zopzA8nli>V29r4`0K?%$Pi6*o7BcuhWM<6`F3My!sa zBO)K=l)^-wEVF?rfS%#RgU+7iCR%Z|?eDbQ5LoZ-oLL&<;+=>wUZ-2GEUJ#=+v^Ah z;e5OMY7u`81LIdqA;-)6lFKD>=AC!s*@X`8LfA}0D_oekYedma0$}9YSu4i|Kkg=^!UP0Th3EHvHUit#Q z+xukEKk~heEbn`R;UnczNUfexc;C&-aud`k1Ac#4zz*@57W0ihrE%##-(hzz>TF+g z<$8E>VwO#hmPejQHV6KDov(2tiVh{372;IC+~*+$c(ajSH0XF3zCMOp73UmHK`)vY zZ33Ye>%D!}p7A>P6AInkU-WAIehmw!*^m5$PpEZXm7hs9na>H9n-C(4w&0UpGlh$@ zRMmgop$77Ke7QvF{h`DN+QhPzY~!Vj*iCr5q&GuQ8{yI`jjvF~BE}$1udzWu|`wUHDuP zav!y$y0G$`dXFMNW+XXEhMjYX=~3y~xCzEs3bI9C@QMwrs&95hgT5q$#AjQesULsK z`$aZgN>7n!gT&#p+&rKy2fkde@n#S2TTH6O+;6SQid;=wwX1rOE@R>1o=+xFf!}^F zEYytpd}$d8IlFi`mbqwb4NUB?t#geAi`jGg!` zdeL$`Xx?71L&^yZtqtsT}&y${sR*Tpdf?DA5niyE!*ua z6p8=wqiqSnoN1jH%XZQw4f+qk*M#^%M9FDalBq}QSM=5JZG3MzqY&L!5?dJ?<^aO4 zZdv=kv*y(8vT#C*K9SOaVt6mtGm+laza*OnlC@P5n8EAP%qa2=q%WA;z08kVvtqHp z8_LND%P%(vh|X)2@6cqh%yoZ8pPyALEQPq=YO$Pon-i|DMOhV4RzrZTFOC`{X-+2} zW-|-P3h&88Ih@=f%TUK@KE|(JFTVW&9tl(YUni>P?tSad920wXp4EQy>T!*u5^~FYBHny%NjDoa6xyFCC3HLX3rfN;Y z{qvr_hbZWU5c{|Vp&L^cLORRwL-(Z;n6J%|sSKkGC^BadOUd#-K>6D}-rFboQEu~< zXi@p7W~RLV*;#}0ErwaK~Z@88uRQ@oO(A@Bk3JAdv#MOTr9&rI#whY({wU>zN%Qs@rJ_S7krk3 zO!>YTW($4#SWC6RhADc>@&#`4gqjW=CT6qlkra8$u7s$ZHiS?3`4Y$K#~x6$j;=6k zyUujU@kJ3KYD(6pFP<1XXB$1$l2nqd%{WdJ@En#h=BH#X?NY+s ztf#iZ19p2dP{deYdp9=Vl;;p&|N7kge9waen3bU5FN0zT)Q55}M{^45YVF9APS zsZl|k32T3)qcpQc_&ZVbk+|Nz6BL&L+|plvp{!3j%Pbf2{REvB&Ea`1;&E`p2pgkm zv+3QZFrU`fP@-gnyu~(IP-r?kJbc z+?g3_@dYp4pOOwNOVaVk1CCE?qrH)yV zPaM~9f2-+!98Ob=?XD~EcZ#w|o^+T-^N8dGS%PH;+IC)7B_)sNkA7=?YY|7F<~(E` zN1lI_3gI*_P&4S`r|f7QllhP(w}=Nie<#pvK+NKNZ|vNcNHzrngGElc6e4bMnER-( zZM=%_6OAO1ma|VyJF99$wmJGJo-SYG@P#>wV}-1%!;7$P7a?|blUt|V3X$K>vQgwp z=|gF4_n|!7^DDzE7;Gj?hT@oM=vQU<{T?a~EE{)XxRuBrBQntvB;)+ zV=w8mf^z{fnUB+87;Q1PrBm0TLCSw+Li(?>Oy7EDU6rBc`+h^&IsONg&AI09LnU`O zRE1A|(CtEF4KP=iOJ<~}`upvsZD|U~Oc41YbH4UjscHIETo=qVjG1;H^`5x!8W^Eq zQ5K%Q)W#az>vHmHW1#eRY%Xxu*liv?zBh+{Lls!VD_@}b8P(wTa3=>=aXWv(PZtQg zJuMUpUNSahdhtCGD+6Q-?Stlcto9FQu3vhxscwc{YjI3&<`kq%-%OU{EOg%wUf<@y z68l1(@mFqMpsO(><$@BRTp>+lc%P44Te0+F1J>0wj*$4orKF|j@w`NlNqvsH{T@j6 zF3GS9mi|105@29e_pPtmcaeX-A&m!B`PpQBNozZvUfxl zqFfKan$rP|Tz56M7r(FE8kL>jQtNS6Y)}L>B21iHK$~B=1cV`{eGhA(L+|X)CRN(HVhSN_m zKWd)0+AFnxCHYqL{Zg7e9kxjHB`RyB6zD-Z(c@?I6aAG-+wjhR+LigXhI6;XnSrMA zri}H;>6c9aXr=@`vLJtf*wDPmRj*GlOV87h>h}Qr{s=80MUtM<{-Hpr1GiqkNu z)0JUDDfs5_chW+5N@@z(;?zxFN^^yFC|MM+xGz&3_WMY#)sTNY?jl@gagz5|*O;Y- z_ze3)l2;Zu#*%yDVH0umSIhQcPYj>`I0!yMAcmZEC#4-+h=s2q|a zf=Wk_I>AWjr;~z;)*LQ0s{A#66b-GJoNmM($Vt$5e!PSj5*|b>@ExlbeC3vF9;`)%tav&3=-WcI5jPL4^^{TwW7iJMZ#|J(xoTLu1vv z_Ri0^d(6K2edWemsj6*pll+7!D~hSi*LT@|xDPVIWNMP!Px}@)Bkp{el0+1I%ZLJ1 z#{AMBu3*)UU^aAEi(`()%_!ABmAlsVl4=M{!rNTaMd5!i-EfJjhZ*A2c1+oz%L*^( z>mqL_^m^}D#1mO&=yJw^Mzvd=#^-4-nzioG@wDSEg2PN|Izo>@C0n-A6HMvm47Pj* zQhvBfE%cdl)9ux#J0i0F%c=^4t%#Z^TEefc*ZHt1pX8t#;Jb|axKF#E&qQQabyZ-K z>@@m+5HEl3J7n2UdQhOz?dXTpzH$$Q_C^y75~+=d*bD5lS~=Jds+85sdL-eQupyq^ zsP*Z51by*0G_TGsr`!uA7uM*mYBK(vwdrYz?G5vNLuw*j5MIph?W58x0b$EoL`c#*@g64Fg@akCBE`6UKG zaK?Yskk^K4zHaX-K-EpMMN_Iy!BZ%$w4{BYi|kSouP6(IKo-SbO8@2@I#8#G$6JbQfJ()SSjf zWNz;CUpn>)75L~aqd-%n_q#xk6P?O{DA#{G>b?Js24ATXfU-f7^R#wtyK0K@j%uv$ z=`z15rZrniMcT6Wq*JkQKx%RX6}ljq797@&EqSL=+8OO-dN{BmSGfMr$-%%NYTj)+ zcO{w2th&<51Y^6DkDF!7cY82rB*!l{>?-vq;*i}IEAS7#A-26BwOnDKZ*xeZJvo0R zd#s9u!ui*CyR+ZyU_t)ZrwqY+`{73R%o?-gju?N`kGdA5Q*!JTJ1sxbd*H(QHS^+a z^_XgxLE#un>@{gOOvv~;)d3?| zFPKtpsNTz$Jd9(3vs?4qPfWbXsI-4}q$_s!HzO4OAFe6g{M-c8OLiq9eHNjzuuYiM z37Vo!H*piKSB@RF_$^jcWa-vvpO%kHMcubcO?)WbX3p2%A$q~wl>%muLgDPvVS*<_ z#xa!|uo(Nb@Nx(sN#(3d(QwKDQvulteYUS+&+`7#VNi8tUfZO=mh=6(Q5b)1tX)n? zDB`uJg_}Lvl(x^yCeU7(L58T76c(i)D)3@4zWH-~A_PcrERnmqErt`ug@?cdz+Yce zMQduFIt z=jW#3Hvy)cBrRK#-xEz<_(6Zy2p4BanHK@TOybWAiBPM}yw3ANJR5XqQRB;NhO>9b zUgdPuJig^RRR(Y~NmLl%JQG2Go=SZmSY?#9eOy5Tg+<%}) zu@%IXrFe|~HQuZ22N>lJ`+-wxObi!FjhY8mhcODO-Xwe_eT@efnT3CEd|O;*#i4$M z&}uCLP=v_(Hk~(C_S}|+f?RNa-oNLh>7}NeasF148c{&vSYt{$8;Ja_)eYwMX}vYP zOh{q?4RO!Tj7*bVzGa(q*pyjDbFCpRE}6n8K1|t@w8SPUr8jpm(I$rPS7i`$3xum{ zD3kuik1f4&=uG|sK{tPs0rAj{!m;!sAs>EbN9W=}Oh!i%jrc?(g53OE$1IPzY7#aRfw8TZP-c87eoyk3xi8Rz1S7|S3st7@+Hu-N`^wRZCKYoo?e2VG5yGaJA=X~T6ak&4&P zV^x5btP1wZ7dk!U;_*im1)2@>TjkO<8T4}qe|qwkAnz@4Z^SyG>dX0ZHNz(UT0GOt zNI!vUr(Roc0_uhBwxUY%#JRKH0yY z6xso2k(GI>4Y^!J>b>-U>OAzbqOQ}RkrKQxy0g=tHVE5cLV)(b56d|^Hl5s($@sx| zI3J6_T_kO){qxtN+&XA&LLhypr12h|D&zac(9z(urvT^8RE3R7t@VGztxtGP_h4Is zg)RABpiO)QE`_OGv7~d;0)|sd!iSpbrW*Iuh)RyIiR?kxC@S3Q?F!v@%SOy)HK-l* z&(lvtWnb9KkuGK8!{1^c(#-bA-MVcMY;W4T-zmPWKrz{?Vr560aGw>){s>{Q@26EV zM0uNKQ@uMExunWBut|Sz)|&O8np8o#m>7Mv&4WC5AlO^+)Xp=mAAhAo_uz=bYXmfb zbDVa)?P(M4kP@(*iw>=apWAOC42;71&0Ncgx;%688I=as!kx39$zRy1rYFh3DdLn$ zQv40)`@Y!gtMyTdIYAv>V`KF~j;eV4L(RbWdrd7m{dzo}zOa8A1DyBS5bn~j>fk<8 zV&-5`G{Y)fQq%HhT~Ipj&-CI)<#{2#GW|YpQ2LFsg^!SbXvMJQ=z{$jWfXNNV)im6 zJW;vk;(o6li808nZHd~-sJGJL4O(R{#~%ew$nsojGM_)n?T0Wh_Oz4Bf zYZeNQQYtdgJ&}JWZ73Ec2VYur(;7g=rT$`=$MPCWXn`7H)f3lfY$p*Ar}UHI#1!K0 zLMK>{F{dF>#w4MM8|3kNJ-O1Wlca8>fJTUk2oJW7Rl-IqdYR+b6Qm;s!acgvxX6fw zW>K^~ZWx2}ul!7*@f(lgCa#pOW`4+R4B3(5xc|qB;i-R*k4CE6@+zyO)vSc(hU3NE z4bzhdSbe9dJ9Z0!qjy+%ky#KAbV%#d$L0@*SD|o15vx(h>HjTH+Ob8P8!*nmx&25i z6uQ2!P>t*E!w_hD3^Qup;(3rBBk)ER%3Ipr`upk;0a;FZ{xa|Qer);IQ7newApKsx z?}OHs3+R6yz36B$ttl5vH|Zpxy@8Hsa#ACd6(+mc&(~YqD#{lD^bAV`s06P$0RK)} zzplrP%GcZ_^NpHT(b{Boed*K$Qg*Z4CtQ{8Ul0oc4rAz>F+5>ZF8Q`Y^r2&u!)i3G zlkCl^f;QiYHPK2G0mz7v(HuXQXJA6ceDXMj#)~@Dx1|Lt^{eZ}_6zR)@;H!p_K7A8 zOj^HY1Jz9hWiJ@yoKkBpytON^5GW?gT<`cL;oBpL@^V=iK-A4F)u`bXKjZwfF%wxvB=UxP_A$ zNXE$#%*@WhCIC=WQg?CyI1cL+sykKj9 ziaGdy&D9ma!N$gqL=BJyIf7i@lokLpFMtvV4Ak^;2C)O^fPVp1CpR#&8PM%b4RW-y zaRkx7xkx%Wd%45x{8*6ss=sFTVM@$XJ;qZ|KTF3p{XUy1dtL} z)|3W-w3z_1S{j;verkdo-}qZG0hBf0^ndca8UArslGYU0)KisaXZ=$HfF1Aw{VTwqLjfq-n1dYMK!2QMoc^VBcx&aG)0-UpZ(?ta z0RM?;|1WcZ8wm6tX{>>6fB7n^swx5;fHsa`kR#C1{LK&y1iQNdO#hO-eS<7$|3wf4 zkaTx-{gXrKe^svkPV>LiC7j+WGqm@A@dJAN_lW@=-QB$Z(VPD)+uX^~&BhJv_OFN_ zfTfK+=ns3hKWAp+_?JvcTv<*=T0@gr@on%NnU$R0y5qE4Q?9w6Oet(|HSb zXI3po8y9zwoYenVzlo6kmRW(o05$-~1px9iw`Tp5?yqV2BWC|2ertoDkF%3Az!GTh z2J*A91igJA`M3c;fB;}ucaWdYKNbIpkl1+v7B=SKw?Thf7NozT%Q;#)0r>wVeq-{# zs{a`Qy1y2c{%uPwoE+`F02UyBOC(lhC-B=q(Eb0jXaAK;#@*gt8R!6_`|pHl830RU5Fm^}jm%FZsW6i91@^g8featjq~5=%}?WR^p;QSe{b}bPy649pBKOi{2TEBSk3-MZ~4ssjkvhp(A(zy zZOzX1M#17AkR8AZ`UiZYWcfGbc#CFf^AGhKN2`CpxA4|~Cwrr8?d5C@a{PzIo9v(d zZ_Mrf0pF?Cft9yZ!^dmFM;k_~!Lbe|eb0<{)ybXU{du)F% z$^Sf>e_;)wkYU`i}(Ee_yx%@RpEp z^7LWm;^qS|bMU_{7w6m9zMT`d-+%a;|Lgtw>%M&3=KsZi9uEKrmoA#FfTiYVIj+JJ(UnhtSeB9?NqHgQ$ymX}Sv%{Q7_s7X$1UUuO7j zS{RNuCJ*P_*Mq$ae;HFO`W#KSo5i*d!GMGOg>5q#8t-e_r}mdixkq4=fr9p6`W%fT z)?M8>9FC~gwPjHLFQ;t+0S^FPt+_2D8`m}?R>zSLh2LaHNV+YAa(5(i0vG@JHl%s6 z&ZwnMBlk}l%zZI&dOkrSYn@{SIhv=T!e6q%58Oph=&P_}e+0jyr{aieD_wgz#SXPM zU03xki7^D$27NxVc=vjxDxLIBx5KgUBMvVfhQbdn1Jn*vKh&THMLG(Lg-ywd8}|ii zRL0xA4mg}VldQ2!6is`&q}?`tZcQ?(k*AuH%{58-JTrpQ1FWj8O1mDDQ6+X~lae46 zjtC_K3QGW4f8By0WwJ3A=XvYqz9*)ZSBhdYmlrka)!nQ92qLl#N%ol!MS;UH{_@1C z6PSyIoGvIX!I{3B#+5quy}Goi22n2NBXsKH(*w~~b*qgL1gGVV>d%{3(64EX?D5go zZ^4XAGGBv9;Ery7L-!H?8t&gH`Oc0FH*>Yg-lI@Heb%MB^B{%-x$oZtp!x$L09F#a!V+ocX|h^UA}MXDeyk#f zFL(aLzg{_i2eh{0fMEUl=_9{aT@!uzo&VBavC*IJ2A5b*qu$?<=a_0rOyrrhC2kTn z76lSof32jV!dR-t`yeIfyNo=Y%4}vrDZQL|P z#-zE)p>g8Zx$5ENdOxE`)q(W7%=lrVn-rtre;L|c{R9kSi16{9bMFANJO&K}X*Y5g zYK~|xlF3TvIsIotN_K3%!XCID1F$h>0MbD&RqZc1^s}!|9E7P`qX}8@>m8l&k!giY zeBBz4(S5A|_aUV6&iKA>pbUZirac#~va?wuF23MFfVP-DcoLUk|Mxq5efA!j?2*=F ze{r4yaXSy45EIU>qpEj3sCA=@jKA)4$jbbHwC%V`#U-;}NPHVpM3QKq!d=$#h#kjR zhELyfv+r!?O8T#lC~-mnSS#tGsq-w4P@tpzqG_-1z6PnUV1}pHU(un*7e3xIi&Gzp ze%2|h?-!ghJvaXFyCM85F?Z>=&7ty$e|TjhPj24XCf~Ck0_~H-+BY+YM&)cUlT2yW z+Qb(C;_x6LyU0Vl8qDuGT?#*PZE|v@T1pNwCo@)Yqz#6S3)+SJcj?hlBcmI3Va6*G zUOpeQb_lr1P5M;%E<;aOyd0q}HNgEU&3fViBrA`7m_)?A6C6scdQqe;wzI zKgZLP_3`CIHW8HT-!5ZgF^nxgKP}}fU7N%mHD$Er`*HZ2(uvy3-1zLQ-0}4nM)FXm zxbRhGSauRT-ePo7e>EmlJVqCY&(4kgI*Cao-oaqv@gwM!CR_PbU@7>2+EDK^$q;txh{0e_1un(Fy8& zU+_x>JzXFTW{VK7acj`L6D?Yd$3!{W@Z*BaG5&Y$J$yw&Eu(7V(>6?`UF(@~U2iug z(2=iOl%I|WrSvcEhCClg{@`>z=3qpECWdX!aej|=uJ_4y)4KU1_CDmBzuX7l=KiWa{r!Z$i}*zpvThu5O36( z!x>~GZ&Bw}Fg)TE2c$*r`zVM(O^H0$d%_R*7*4(YA4UkB;W;^Re>hHJ@W+%I1Bxn~ zH?`WDwu1Z-hDuGXd>=37f=yzlDggs6f0p|gblbEKiNj}Pr~YGt?iap7{tqu^3jg)s%6050I;<*VCQ~*s z&(wE&pvsfaKIDpSwHd*UvgagjA=1?8z{3Q51UePbs39*j#;&Pp4lc<6>)9mC4+p~=846GTZyc$S2_F$;f8_TI?@OtTfsZ++jIpfiymH|r3eKC#~|+*D4>JkR_L z4_0o@lW3eSf787$YBB$Swuo0K1rhQwa7y1${9{GXV0%R38Eg5yw{4o33CucA3R0Xf zizHP1XGGanc~pzBNYUx`=^>j9z-zDo#_mxP^$G&~bVCHw)9wg&oz8rUV6j{;nAwu# zlU>1GY@2$GJIZeah!d8Ich}Q9i}O^&SYg#WSKX5~f4ZQWNV{8m$O@xejtKGoYY|`1 zXI?K6x@?0hyc1>mnzGVg-a#rPnc}a609f!*{S?M<{)!ucbbxElJHN^*I)xG#46@TN z8T``x_&aE@gx>kiXu4dn{+EO?5L(s;t6^XAm%IztX!zM7%H6}Fq@+)zmCoxBU%uUs zez><*e;PFkFErL8g=PONaVzK$t_PVum;(L@{oxjQ$&gpYR3G-)x2M&LVDR}h;c>PC zf2TYkCXunDo4Hwl;NtMtXca6!v}(}zfnOgBfktat!SG7a%RQ-PLpa(Qo)-+>T;*7u zOgpo!x0H|r*U_ce0mu12eSOwiAkDKzll>R%fBH|tTLK*(XW0D7J=H~N@aw;>L{IN4 z#`En_SgLD#^gv^oPCiv{fiaS&IxlWb_i31BkUkq)X;VVK=fr9Hf)9|SNX!Z680f;b zkHpK7c8Q8;Z*{qVCnR1{t}1HoKtpx{b*sFLV3T}CnifoIGv1g>rpQ=l*7GY4uZt}a ze`0JM7#au%Me^=rvVdc&dzCNZn|Xy%PVHn|0=}X}>BF)rX)ItVi*i_3 zvMpk3^LdiDEwK&MpVAXra#BOlmwvI)n2DO{*Wtve)sC_;jmqMq&Qq+MyfmX+C^NEB zxC|t-oJ#RsUVjD`li~ow*xILL@iff(f3|MhgeJRSrPuktkWOo6Rhubg;+r))mlwnJ z(g&@tF|jnhkB1-BD#?$Q^nSjhEW0DGa|mjSIRKfH=LIjH)(+i8-9rmlhbe9Vf~S|1 z(2z4)BHcjAi?_r6RB2A>3CitU;W#^C=x$|S2J0#|qpr4xQ<(^A7g6QV0iW44f4vH` zoqTPi@#&xVTaM+I*aCGaTlioU3ZRT85wl)no5siIf0HTy-c_8Xz*#3z;5nFe?Bu~V z%9;fe&woa*LoV;dSs|BtIzAy6TZ8y*;)G9KgEyxTx34II#VkYDl@Hdtzy%XuKklQ2 z_pRVn>!pMiTi~*BzXOXIo$=?Be`XU92yr!a#)W%rar?y$o9v${=EI$=*t96YTe&M8 zI*He3XiF(W4c8C!7|DgE2E|ZGS>fZz4GUJbH;KN_XgROf_Ub859A%D_e{P6UxNrHH z!L1TY;_w+{^E9uhd^X=VwaV5K$2aW9OGq}MdbWMCi75w-Yl2fW3-;i%vm|clWS(gm zI52zRTr~N8cg;q}rRpGykQj|fc(AwZ$;)l0Kt?}Tck3G!E=iYXTCLXWg1@-%U3Q!V zaYNUFsgA>p1rgY{sK(H|f9+I>WG*<@8Gm%tQE_O6&`-TKu!pT7D3;=mA~n%7KDziK zv&eaQ9eP_22GS@sf*}5b6`Ke3p5n&;SJ%Gx=%Q5kah(J zP9dR%W8r{PcR^A&Cz*;qOEklSn`C;7arS5Y4!`!S&(@h zGZ-e9kDkk~S{>sEL#x3ut_aZc0DP(?K@FxP;w5H~MPfK7f3p^-p#IV!h1tzNCz4+) z<5b*?G$4mmyh>0aHy}~;+|OU#M^=)vrV1Dr!a1A-cJ3W}XB#Q_e{>LF@t4cV5r_G} zI+K;J?!Y&5`J?$>!M}OlcOxTdwpt~{ZnQms+F9LTeiMkDs*33k^2iB%G&c z@d*jV=;v*Xc8 zEd3AP@SepQ#`GwD2M(E!`kxDhNCx$;t4yuonqB!k@H`xI0AILw3RbB<&goUUX1KV!|l|jX^JKU1{yGDWRT5 zqgM%O{Hxm6>da8|DeyO&?4wB6-_Krmf0DmkN`?9KVPI@Zh$$CH0g3z8p&FfggP_&z z{a&Fyd49U#6&Q*_j*2!H9JT9pSE$z8l-8YHKzO{cv|c$J>crGAEcv|`?y4p4lm$~u zYNsanV6?P7c~4FW`tlx@t7Pz+^5_bPNX)G%uh0on~37ks7|}cj_~iS zFn$LW59XjJQmx>WqvNoN^(rqv%ajCe*nXexxH+?s7hvF;p_y)S?B@Tzk>x~Y275JQ zc`0QKgm48L_lOvb-oxq$+YK|(2N2A^;+%;&!U>#q~J4@ zSJtS(2qjp2?i>wD9Dehqxp0(OtBE3o_N-WKLSJ>)J%oNtuv+8>qBD-C#548<;~S2j z@Ub|~A#BEWkpZQ}jZU4((UuPFZ6@2gwbIN7*AO$74xuwp@fEW>z#j@mf3Zx3kTGEy zf8C}X!)Ib~Owl(SZt%7gLQOleblA0=i((k*q3zXI`wXx5le63p3?EYl!c#3z8n}>2|UZY4>5QAyB+0k-IfNOQyU+wY8n$`&kDZQHE@Pn4sQK{hZ@+yN3FY_aXOW!GADeGpGncGW zt5;N*P0n$qV;%kFZrjx+x3^&S+2~x8O4M!mrtGr{J8{YI#bd9qTUB=QdevjB%!E3Tu zf-WtV=Lm{MN9zz;&dR9Ha*^10()gCJHNm`yAUB$r=!qyOe`&p$^Q|Q4``cy<8OpP= z=S1G5xO)r6d9_VP!lHTB&1HgX_yi1~7dBRIc&(}Tb_L6z($F_0tXBW9ec=oDi7yL9 z!g)|E`(})SX+!YBX4Rcxs+BPG>I9m%(P=K;@S#7Mc=UdNEF@;@)z?&Ol$@V2Se~868Omr5bpR<@%qHd{NZfiuKw%vy2RFZt_K>RQ z?_EDst_^zP_RpWbT8RVE2KCC1(w^0uZAx3OxAIV(e~yqFq^y7D79ad3IYBbGS#!J= zKd8?>*JAZs?zqZ?hw>8#BUiZ;!VWys1jay~DE=kQ{ZIm)&+uQV1iloM zv)D8FfAW!P)M6HTwZq+$FT4H*Rn7))6HD!O&ko=2q)hdTQ}YD=uFZ`Qyi172?&JRk zxg#I1Tq5>8!e}9S(i4t-@2apvQ-@k|D<=daBxqV1{M8{Uw;8Ge%&BW%7?0z|m ze=s|cvZ=bMcHkiZt{`Si4adD`uWcONqeP@Bx%f)+yD?W|(Y&b20A7;#bnay--C~K8 zze1$|`tBD$J|w~Zf`tS;eFsLhWV?p^$P_(d7lD=IntOWj$yqbB*O&kHgJi4fqL(4d z^{U@u7n*-AohNROCNGS&?m(3soe^n7fAH~=LC9F{Jc_#ci^PsY#l;3LDh>EbU0nPL zzc`EgeIN0wz7d1H4;^L0{{%g?`17PJtbT9Ot?cMD)ubQ_7%@w~j* zTR+fLhuXz0S!B2{S-k5~t4kQtGr?D8lOf+x;MAw)6lvF(4xQP6W|xu>(|}I3e+F{1 z9ZbO&#Wq&oAAa6o!TBXsrRW}N*@0K2%oUv*z9YZ8UWY(L?Y81e5R-R%xAZx>smHRj z{v@~;emp@H$^TpP>cq7-Z@rApNPR<>il~!Kp)0pypY}a+GxWOY; zRs&t5S6$0O_>0J^Wt|1RA%&ISe|X{1d2cB#n{#dg)VF6vYmdXRZ#kqcME+@#dsq#^ z(Fokf>vCQYs?9v|g{42$Mgixr+k*R^CE<=A^uJwfiKB)elG7hsd6*C3j}x~ikZv_Y z&h|dt-_+p5i=_Sf;+jXdj7mctVm)OBXogg(U$$bzXinqEu^Zi%h;hjue?1QO=i|hWV(GB|B9>!`#*z}8eilEL7FvXkbE)>&_ese0*O^QN zi})}jVUI|}nurkQ(=~7&iA%o36AvF@8HPHEGi6_jt@mp9&2ZiJ|?JA;r<4b_cvJ`qvb-<@AAM;jt)ya2ukuxW*o z6sienWV=U24NTPntiD%557<<1s)$EJsCvR?iT79 zukZ&4uQ`uSq`&{wdkxg6Hq#*pfHvDmqrv8bA!`c;GiGEef46l&;_uO}$H=4{%RyAE z(N_t1)JGJnq?mpTl+Cql=J1HNH0SQOzf{ZEg)<6};ZeCjsj7rm6X8RbD1DAxxl*Yi z(E%+$*TkwfeXFF{cMKyL#G18OzOJg0Sl+1+T9$_1c0M=|MF^Z#y<%q zm|d&R{mTKQ@Nm9VGCjpcV*vcCdkaG9D$}(~D2F^C zk+2WiM&U9qkQB+6bTl(Domb+-KEfsUbuxN3?{ z{B4R{fBTKBSzxtGPgu~?vNn1bINQi=d|=w7SJXlRvO6e;1U>O?TB$yJDQh+91+R*K{~9bhya$ zLYn-H#~-=IBE#=%oZ$+%oJPwrKnZSsoMHU4i~tO$6L6~|?19JF z$KPZ5l5?|>;c_M2n-U=x?twTCu5f0$fBr}P3GP-rQOfqAqOLt*8Mv(%%bXoV%UWyi zQ12$4VKOu2FqEyhhpPPvq$V7EWVj{4aI|9~gFIzF;ODOzu1^_?v0JO?bh`b?s0we^ zGK6&y40iUX-(rLqH zmEg?Gb%n4e$5UobyBBZDx{NCE4rIuR@Mc500zC;QX=LU3Gxi1ib(I4D(eXE-wE!ME z;FKS0Tdy7dZE$#GGvaS=2<7)xf6JI(cW;^P5&MwCg5VQ4>}q$LNrlTDQa#v3Xgozb z6u)0&Faf8~-Jb9TF%vjJIfZnT-)~`;a8D^~2}AvbhEd89zh^TfGHV9=#4Pl+rczs? z+E#?MRshlGK_d3W{upUgOvaY;oEG7)auo1mW0PM%B4x3Tb0ckN_QWbhe>$kw5D3y@ z8Mw~03#inOAVNr^^)s2vvWTKOpHC0QiiGjG6&?s2EQwOSEuX`A3c8n0!xNphS{zY- zRA?lvmk^_R5>dZjurBZ@^_l7Mdc^i%wsH!=8SVLWe$sb}^eStj*jab1<;c)vbF(60 zjeymwWdT0`GbS=@;$25Af5(sbg9N9@*lD(GH_xYD4Ucy2$7EAX{n%i{X^U=#6TG9X z;BEB^462YZndd@QDSco0OH<8$k`SXH`nDB#N3Aah=n;iN)#*2o`hL!dR=lD7T|CF7 z^3q+HNGul6J;Iy)a__E{9g1y6nYq}ay~H=Z&GDlaVUY}um4vcfe+nH<-~0SZp&mS; zR`tdq887?jlKe)u0dy=N@e2do2!;6^<|o3_vtzUK{ky|F{2yWI?MqS->dEf6%r@O3 zjyWND(XCnWYXl7<;b~2~Cir*;y$&bv6~2;A3`y?LTo2D7kAYY8iO5qIWo_wfayoEEr+-cdcs? z<)pqfREIO{hhd}BCC@hy=y8gR4bf-1OLvajYN&x~6B(gN13OD>iZP3=RZFM}`yDPA z22xB}$ruLJe~lmLil8I1yMNYYg_Z}J*zSn&N=$UWEW`hNEYBNRYjW=`cx)J^NLff9 zmfH;f1W5EhAHG`L?MnOTPf(!rzR9z?pCP3zeudc3GG4>d=Cm^Le-+}(!8AW-@JwcNk<9vd>968oh#k#40@mS2sTd zb)a}!Ne-0W1>P-Xn7e=U4dHD{5B+l%IbpWEP+AlJ>%0{qPPab8R3v5G4`m`;^}8uMyv4pbdjF*f$x zwmlYTv+UBOOjIYd9CA+DO0-UUUW4>PG26r`e)*JF*MD_9`Wm|+ajct~$?*V=mz|kk zsYqF+QZ0PpqU)SY5jWHe=rs*o9N*Wx!@#qHe-p00$8&)z>tI^pkaKfriD&74e_ql1 zjGcx^jD;GWjzESip}w%ABNHGnX$#+``OR4zXd#Kcli z>YS1;bMYf}HX9d|7+LGL4Af6CGCy;+f4wydRd!m)Ocb@4`TX~t^nD9_*%~S4_lja- z0<+6rCNG19u(%5IWks`T?aY9%Bl3ZenuhI8@vR31HF-Om1KbU~D$=#$6^K~&0}l44 zO20Gm?cGvis1Pf@u3Lzpy%6XG`aB{hl_n0?x`)j)g&E63wN9bz5GP$lvsT>Cf5i53 z-p&*^Z!Z-V9RgcxsaRBkbiYM)Aj&w)d68vPUSp7n)G*y&QtrBG%)V&Fv@&h#`Ww>} z-!D#4dZ+j=rXL%_og*B(Mp8L^6r7i|R!a2M^CGyvZPf%)VL**b+@e+hksFdFD0<0| z%jkDz(iexCXDv)(3j?V2IkCHVf9~fsuQZKM6?eG4n+j9in}{;(BOsfU>8^}}o+Isi zJbwA`8(}XNQW-4GL+Nd24f$H*7^E8BK-4wPc!ryol{FrjS#!mn6~csL8vRUN$ zVRUmc>RwT?cVQ`&ZYFC3nyJ>q?V3U08O`F^Af3xH>7?|AOrqoejgA=u_iU3krE!M9*%vHM_A{BLKe`^DfJc4@{q$@F!|IBqm%lvIgbgV zDD6&XC|RFe`&%(D|L;+ysbPUA_gAfXB0fHP<|y(j^`-h+iku-~`Bix(RkqPkf-ECx zFGSemQf7x5CLxPbe?QCC;kpBFeB4E;J4YnfS5YIxa;My%2z0#}*vvnEXV8N}ZpbXC z+~G??15-8@<+gFvhb9T ztrDp#GFtOEJ@2+U7McbzZ4n?<5Uil0*d1CI=9K)Oc>D#Af9fIWVe)OFN8(omv=D+( zygs#;!U|`La&$Wpg z*c~@K5`~UQMAb*R=3h|ao(8mj^+Lk!Q{h$8x`^yqEydrUR$j=w3^_?nrJIsjor7w9 zaJ7Hn87lf}e{fOd;l1Sl%EFI#kcJ(Skc%|f*%4%zNKLRV70!DH0iiwVj)o|;-BQCP z{{>B#f5Sw^CukMRmgP5BPzPO|sN)E9+_>`Di%sw{!Eo|im!}d=XBnxOzQvudF@%nl zgY&rI7Zd*9)i0z&Up&DonsWXv3#x3^bjIYLVeM~5e^YOeb!I+fKpxSc*HtJ8*Gur{ zPg}!YBwZ(&kT8~_OpW;ocoSlr?|v>BM(Ptb6(dFS5uxO;%_po)V<9kZ_qVRm>)vN8 z`e1bjq<0e;~(ZC!hPYD`Ek=M zi7B61ZKG!>M9^q%qKn+=^ocrN=kuSD9A47KY?7fh9|Ty!satvFO5_8cA57tEOZ2Z_ z3z!`JR$=? z=|*XJ*v!}WJXD!yQ5$*cWfjD#?(^K0oWB@jUnvYf91V^7;IMkjk*GgMIpQPkZ!Y&i)h zzJI?)U2iTI&mXrTg1a8^?N4+!D3x39GxXN3LT~z_JUMN@A%yk*WzDtGAs3`;u(OXW zMWdbA99zzIeVBS_~B5q$7q4z z8yGDSG7M&^W8O!;6)h~e=NV@B@{EjVvs)8;%s05?@+|yEuuS-LSjP#MiN9l$e;+JT zUA8c)#e?XTO=64~UREdBdh6QyWb&n%G?l7wi{T?Xl=;c5AIFjaxtaJ1o(UHcg}s?i z<$znjFe{9kDz@-2ac81MQH})O&PG}n-Q+v?%ujgzZJQM+)kdS4F?X;UEItcWC(6X! zWbQhxCfD7y-5}pF>f)|q7k_uYe*;HfW2<>?0pT%r7NvCu#KDPxJ%LHAM3Dm7m|W9M zf@1Xp*6oZ)>(Edz`wA)fI1?!_-fNQULFr=zMykrqPf=<*15H+Tw&tqPnxL>ej7f#x0VOB*UtUz$#r@^o-cf8 zmOVFGyw~prQ(zJL4jwjh6X^E^)1wK>I~ApZ;NW|w5UmR*S@jSLz|X@`{OJF&i{1FGr|~c=)kMC_~}bT>ZwF0 zw1+aAbo*x-S%Qw2zF?qA3Kb9I`SfM6h?SKzY?ufNOr@)V>TwJieUcWD+u=s4@cLPr#%y^IbOn7|B_pybsPM}<|Ft% zo&9;XdS=TC`Ouoj>Pvxdl^;lc4pvTwWX|BJ>v#?S&LDs&YoN>XOPj| zd*a;Poo)=Le=^~;7yXFeq&${SB&~m$=rvM~%KUgXozDASvqGRitxI!b^26iF_i}|# zqC;23GAry=7bsjvxNjYMi5X`I znUPT@;?7~Q$-ukMGeL^~u%&($H#Q@Pl}DJOUnda3JwB<{gr*+k472;aMH!`tj{ob9 z5R;fc^tysjN)-rUjj$87e^vpia8GLzB_D#M3R9x|VOTtd6R0i_Bl^1g%8f~Goxh?I z!ocNOf1(ON!eHK;ao{G?aIk=^k=H6N>bhbW=r#lot+(jUK>5fqFds-1F5O<~7Vk$A z6r%F{*zc2*5$imsSGmOCr|D7(Ay`DFObW2aG-KtG)L4!)_L@*J&|tgE7HjR(-;rD#IJ+-dU2B!^wkqdk({SGP?JsR^0Z{`!{pT3tnm=z<(mUyT*Pe6RGhH3~i>61*eqnY%%%k*rTgbMDe1=0A&7l_H8rSbk1P zkq3%IB#J6w@%Q$fxJDpI_#Rkd&fIf6I(%vMP8$+ErRbG|K{52LWy>){noZouf6jJX z#WbSStHx!jlIs4AU|2j=Mz0iPTi0xj?PwJ0#FE= z`^@4bLf{s+Gq>xcLL=bt5yaD^1AnJ1d+;>WGR|YQVP-g{03FJQxUzX2A8@*cug|c0 zCB$vj`Gk3~@Ew27=32Z#2s2Xad%xYLH~Rf+VP2rjH+pj9X{hcao0(ate~-ld^~R^M zL^C382#K-a{=PxNXp^PH$b&rijZp*FJigWY&$C$`AerDHva#F`dOzxl2$GQQ z^^;e%$8Xq?!1)GP{noO?W8zQcbVtoNpt>N!^bCAdDmc244gif}TF*}{!CsN{X5c3Fu2yywE-%M7&UL875++R>XtF zb0Hkm%9)tXVQft_nLB9|fuzwJHPn)cmRDys{gYYSk|COmc_4@hmLB462jyI;L4M?- zOjJU__h2eNn;_<_UD8)vxy%H3bG8OrkZZLU&f}KxU^nmJkLEQCe^hL%6iM_)z8B}k zB$~DafkdM8@SbKACx_dKjJ-igq_Gnc8g{WdIOg7g8+2K%#xc!XOF72s1V@@EXVRZy zidWT(it|B>NvUK#(z%LV4p*$c}8(3TY z_z``yjc8lsSBiH5e_yk~RWc6JOtQFr@A#CoV!>I`b9e$xyY|XWeZTMoA^6iii1{*> z#9p8)DDC~(g0Qv=#2DuHGR@vYN_@w3ISHc&qx{MFMRJ3+ll1CbIhK zFYMTuC(5T^=@hd+bv-amr~C{Q-(6f|)HimSCjOLNyQ<}Kf4OkF(_0YmMI>6EVEe%M zV16r%$^3gg;CgFvFSY@J88=={-o~XyCQB;$u0xW&`OCrWzI8CK%V7j!9deTN%2zH` z($C86()0kZ`S$}($S;j8cajFGG3d>LPLA4MvyuSm&aRgP9DqcD;UMR)S|dH5`kvmW0bbTe8&-U4(4BD!cTJR{x@4%8($D#L!~2u^~I1 zzRhp;Wu2aJ?|MzGC~E?0@)cNtQ*vsPjFJ87?59y{G(UQkW7*0_u`XA#-NsL|2y>lh zl7#aofuyck_w-}1~^0cVtYMyf1o2P%Z zP}}kVI-rj7Bo5Fa?O4p5d3`HALzs}z?_ zlJ5qsrKf=n{}b7H2L(qvb>26`MOgF0^(BgdK>G{~C@k}1@vO;rAsl-6ewbp>9gN?? zBj0wff2o9D{~G&SD3s+p4d4ahD2(R;6mgj~t)r zR8iGV$nhH&VqpOX&&XS|HMDM0eh6?JLE!{DA!ORcgZKOEiv;Lw4i}DIg|n;aZ~>1iSk^C?bKxe=atvuo$f=oqU*5ctg@V?@^u>b7a<))DIvWzwjg2S-B(5!e z7U6P6#}Ko1IH#20JVPk(Ux+&E7)ekG~k>;0M8$?})Zv zZnw+0A)JV-`DGHX@8w$OdeH1p^n!om>>l8KH~#_RV15h@nVIOLfW#n!P-KgW%04UAK-da80;=FLx*>YNfs?tt8nGVNqPI^Z1HRX<#AaEv0Jpxm&)%cQzf z)#>*N<2?=~st&}rUl|n~$gV!Sf59@4Tl`LQodZ$tyDX_Pp@ds??o++v@B(xi;0j(e zs>#kCim_+s<_i!FjNA<$Z5p0luC*!4`+0wAI3~}c>GJirCC!WiYl7bl{Hl0(oR3#m69u#C^sW}NG{rKu}04m?y+cSfo_nSg<##QEv02WqCwJ_;YE$eaUO<0$yJ^(wM z7n;SVOhR&j2;DqQQ^B7THdhy4Tav^l;0{7cC*u)I86A5`ebmMnf5{vgY72T4F#Q#7 z(;`0x5~5=pL!8byuyig~v#IVyvl@I%=KM@HN;y^<6@{r2hW@^I>oQ|K-ZR{Gpvr^D z7gooec}r>_UXfS7YQbT1C1PGA{e@D7iDW(&_lHRHYj0!XR*KwYA#vOfkJ}WcIwn_C zL8``X;0W5WBZYMve{Gg+{}g*~dVFgCTElTQY~K^_HO7j(m-Hfe(I?pLXBzfHB~7tm z6?Q8$S#6}R&1EQjdeDsuK5Wu?E~$j96=Uh6kwM%t$XG~^i}f-?x`%m?M(hJMFl3c{ z`Dlkgc4V$X15iCqm{36viRPC$?u5QN{V8FY6qdz_F;=Yte+J~}_LYRvzP^Hwk?z4C zUF~#HJ{b|!6r+W#Ga!YDEx)I&6)9*z;6G%_wANQt;;Y41FVXa24e%%>#D`Od9I*1+ zj*)!)ipUPp7Gi)(+Sq({3>u?w0g0l35UWGkZYmE*j=; zEO5=C;dcVAe=NLRU=er_4iz2#LzjP78ARYt!!uT|9M>{Va)G@Df~stSRu*&FUWS`) z1XGC|iW-fCU?@!)nL3wM(9PUCh9g+VnBwjJno~l|L(9v_u{eRLnjD@nf4GN@!dI5h zUDidjRghzOu;R_KJDMi(b#a$Hgb!d&oZ*b{Id~p>_avZDFhtw5fU(M*q=7} zf7#zn#aWPCU;P&UW)#HJmV(YCn?FYd##Lz$7L)MOCN`iCLnatghhwYH;Pqmt{sm%L zzsE2vdpDv*M3g#`2*xP5>&9&o3ONzdgk0=pFtF6*JHAiC-4F*F8$L8M0C7N$zd#D! ze8)rnaDAzhf$ePKW9Gyffe1+nG@$Z;7olrtaDO+>8@pNkSH{8K)G*wSCq(jEDb-jB z!J*++AMKPTIvz%VbKMI>t9YE^JiVoTebpT;=u}z<>E=_{Ofh?#yK@wdh+87bUt7Y&fzwZt&#doQ{*^rST+E4h z4QlqgWv=Ux)uI{!)+F1d_Y)M^uG(iIZ^`NHkESNc-DZN(R>zckO!+f6|4pzu9uV5P zriBZu;Vi-s6*~XA|K5EOY)Q1Or=@Ax?|;y31;#5U4uzf3Rkyg$e42f>MgEaaF zdQQHQ+~|w7{&*LK4t!o*JmGw#G#mG~*qIP2@CBaEjPcSxigotUMoNb4dt5LgZKJ&(heP|eN`EIx z6MV(+fRvJGrSNI@)(PTA7gh(asZQORdDA=Cf{Sie#-S;HiA)=UaUevnpWUJt%Gf=q2A{4)AnLVbAAGv4=_<&VbA%C1Bkmk0&5QWWX${> zBA%lo(;UnYIO)=VZsiPJE3yHTz<-)y;1bPDc^L?UV)$2e7LatUr_iz6mPsRR6~I8a zq5h7S%@H8DP&4@-(0az?UgcsV#%|rLo3)v#ULPEUn?5y%^>J%%T4-x-#+e~Wks8G_ zvGQBiS<0Sb0uRAPfW}iaQSaM8<+&tW@FLYi@#l!=OD4S+t_u@N{!ZJRL^5jb z3>D9nITxenH~!0V5guBsl#>cJmHeO*I(aU zk^oxYYX%|;A?nlVJ%Y0-?Dr#L02fpH?0#xz6U3o%`0^?x1_}LIur%O=GhG+Gk||4p z5#?Oh0TEz%1vzR2(zkcPJ@2cVaQ=ItVb=<RTwB;(RrQ&F7kpCd}+MJ((5Iuu_{M#b6CBfpbtK&*H)N)bMR_jDrx zd2_R{#8)&uoZ(&JI|s#)nCxCq$1G~pf+B`*_HKm624zh@#($IA6;+UxsYuaDAcngw zTB#jp2Ff>PLtC>pdcyWCwN8Uj7DXqsO$S}MPd09U zpUMjrW&}mMTj_6Z6g6AjcGE)>$L>yC&A-D1X?W5_SeBiYSkCLg_omY-d=ku8sIyD$ zc^;c>42o8Y{s5&Sb(c%%J$MQECsOG5Md&xEz3En(qJOUhv5`9;p{#4m-$~h|)BiWP z9~uH%v--`CO!x`#>mtO(znK1Ao&~^O7S_}&2;rKeE~!Z73{a7S{IznM-(F_3hxjj{y%d zg6Nl4484P&7{$5zE?51y?iL;>O)qdtEab91m%CW}Amq7if-f9>MQzHY<}{AT3x^4M z*(Fb7ZoE^S3|NrrjMfC?Z_EvXR|-@OzN{*4)4FlA#;6%Oi-Gutgs)?O4swRM!HXSR zz<;Uvq2Nv|SL?Z06I@w&fohq<;e0tdC*L_^x?N6>o~070@e+JRjJBq_`vJ zbwQ)ju@w40Uh!obn*O11Q$7Nxik9g?t(8?nr%?`!5x$XUbV5Ggp(3N2+OMhd9 z{for~<-hUVfRT0cfp3O(pKsCutW9N3~ zu#WYu$7SW6K3}H&ylxGCW_bDPd^G+^@4_244m!fj+W5SOsC7`nh-8X7>%ah za3HSq@x&eXiDpFf*u8&CieupoUKX9fAb)ulvi1-7Tq_j7>g^^# znJRXJb45&&9s^#NmBV~mtmlGFGKlm?pGG*A!N7#>^u>9&-X?_CPt_Tuiw%z9V^~cd3m_6*iV+=zMn1IcADUMD4Emi>==T^qp{3Sa|FL2s2$d zm)X_)59ErUb{*{!It*WqM8|wq3Gw?3t-u-ww1`Jk^Yc)H_vPlxTxaTS^NKq}Wo@Z? zWziQNLA?)@Us80Uq<_t1&Wc`)DfxBNVIQi~Rf? z_oVQyzc8qPQ4eNK9DtE=#^KMLjs#a#7}5E8oTbXBb)4A2HUdmw$$9xwnH;R4VW))NNkBYm+>7=RCn z060OQV7My)=?XA~SOUyUK*lBj4S!<;GeZ-8VQga)Z!a$->OWXiO-#)+1OaNw`lcWN z#9R=dVP;}_^=S%0VDY;N0`yI>@vAx5#H(^Wkg2k%l_5w>9SRyc2J>h@S0cZ&1 zA7h|k^zT|-LqlDFCm4pnKoDSrGd2+e#(1Lvj=z1_H^hba4?qY&)f z{(`Q8#6FoVJTM6C`|lG2BY(Wn0sqC#KOfr}i9o~981$cx5P&NT4!J^)zB)4);Zh!xdlw)hDh&_=N&-Z&A_XB_RFR&ZSk!2e zEBe%6Se`IQl)uQoW$l4L`XU1VKesCk;o^G5yNkD%h#3NQ&l{qp_J5ybtc&DtpBn@N z5CuT)0U&|A=8_>Fj}k zpwR#c>E9s;mW+Sl#-6|xYJiA_o{E*G*6n`_=XVwe;f!>FA%ENe;!@H8FbW0sClSS} zL0n1-5GaO~wF|`Ww_E@s!U!Y=TLSR%#smRektmX@BNY=B1BgJbe1A+aQGf{Izf5U> z2!b! z?K1!Z@q;*%%uFGjWy9T58X`)9LHQG6?Ei_(?eKV8$h`juzIiZ4|xw6vIE8hR?e6 zfrjsMQL;Nh$qmuQt~HLc+p7-jx&r|>KhIoTw0~|~Ir3w{X(t)_f{#hx7n*ijoCT@$k>AdX^ykt%D!H?Dn z#ed42NS?;91pWLQVTa4qC-zYx@tts`t`mtjIyqcGo^|!Ub00%U(fq-h_JgD)<@JoL zhlN{1L~G=*IU9|N&sOXF4ip$+T~KWI#&$rJF3j%N_iw&22^Gz{HLS&~1C#!Sn=UJI z6nPQT@{xz+KfG=qs%DkG4J@xDZfNbDHfT99)+rjcY_XC8Z9#Q};GM|F94m)YyIBE3cBv zZhXkWTEtWF_IXF=smvYQnK@?Y%$yok`-A>VIgj8N0$e2P-4%1w(+gb@r?zNRJ6c9&}Wl6Ii9s3%MIqArEy@!`>Y(p4NSkziCeweqk$?N*5$oh~5B-PpaPO{R>0({B%f&89KAFm8;Z~?F zoJlT4LCCy4Wi=bTTov||sSWU>((fdWnZ8Ay@Ou0y8QQxrtI|0uec_?GGou`PnuRiY zXE1^dM}-l+?W+y>nyC?1C4=5yL}{JN8O}C*GK!&4$dFb*Dwtl6DUeP*sDGFU6mxQ% zU2cesh#m(rCC}+T7kWHayl&F7P_!nP^_o}`KfO>FEC}XYWIsF)n79g)?fjjL(&gxn%%j|)AR^(k9Tzhss-fTV5iaX-hF`TonBvSm!`I{I7lOBbYe5kn@iS>ldgL$y3*$RkoI*_bXwK1{lv)^5HVBeeu<>tEt>6YGbmB$b<0K%qHFj8xIfO&_{onM*E*6 z?3HH;QWR$@vub-{z+sS+{otz4eZY>JH>_WMi*uE(a(SD-C0;u)X@`XlRF3d*>6I)a z&!6R8FFd2|-G63km?DgPeaQr;<`c(hx*MKVr!?z3E-*|l2x~>LFwoF?X z3ZbojlyOJY^yg6L2q=)(_Qz^`5annseqn|D;@-i1FMoZ3VTGS1dT}oLQ|+#742BYn zK$Z-A4cIls+;7FopLg_H2gJo@37cwirYpjFMrXBaU+`9n=2V+_`V27`#Fq>N?Z4@j z+O76ijII+OSn+pmvQ<|`?Z?VbFP(o#4 z|Fsuk@PGKa@LSWXrlFeS6k=tmPxgx5hM4ahP^JTU`QND8$m<^VO&Y(XQg^x~troqB zi%g00xQ)-9_PUA??thPJqdc;QBF36fM9*Z3Mqg3fZKu6bs#eDGPD!f(O)V%M1XakN z%p45)ReIbbLu~0U5GiZlFc*3{%b4$E_5B_!ihtd8w<&GJZ%BnVzuX<^w-y^(JWQSN zLRQpXSbyw#%r-A2wO~b&?xoIj6p@>s<*xbWR{u7BsyX@Lf@1DhTBFOxJ z$i^Mp#M2pkOJyIFWm|x|*FuWg?V*V13A~Q_LZJ0N?NI2cuT`T=uNfY7n}H_9M%x6H zJTc!RQo>iObAbEK51exk<2+HwnT+u{hu5!IGna{0M*|Kko_{6M zT&uBM-kr6H7<}h@Osj`0JuI}T;>G*nPE_i9;0R%mf=QOu`Ga=K*kc7N+~!4?SY*Pe z4dH$i|0dNQVHLx`G51gx?tVV7I+qNHcgz(;?Q5;;Gx0=yBd`B{*(lv z$3ReW3EhE8qJ^yu8|s)=J&l0VmL*oy+2T9inSP_==3W1O2i7^;u8%MAyO?fpe<(D* zFS=1M-ei5QzN0=`5sphlYyhjgFX}vd`?RB8BouMpl5zR4oLJDCJ*M|p34e7T0q8_P zWmjB6(v!UyXsMX}W*k>4kNX8Frj~j)j(XG?&ofHnqICs-?Yl@VFdV8Bvr#e~F$v0M zI@^1qutt*yWnN+r*IeA$h40NWV?s-Z1V+|e76@Mcbl8_B2G0Frxb*=zLb}U5vaY|K zzX#PMn2+@1*BprV= z&^}aYjzW(yG`9Qj?9;;=T`rsy4sA5>%1*bhoMWuw@6k2CfV?@aVMlk})9|uPhW4t! zXt{V@DJ!$-!Jeruyu-(dg;Xl;#|#WMPo$+sm-3#S5TDfX9l*nvUR1alY=-rB4cTehS0$oPr)qkkMBa61xuPe7Gxj-Hf zj8|HAVP=Hs9UlPQj@BQd=g;NL$p=n}THW69O!6pvt81Gi4mq?t!Z*bqrbMlc^w3MR zuYvJs5GE6GvMoecmPBAp^oQxyu7G-D&)$$ei!R@sP}7Ng&z<#AQ!MkMWp4@k?daq=ZJOzZ~pyZu<3#Wo#^(A2K~To>_HN zel&_xAv2cH3!I|omp^c|&Z;MM#>XwfpLcB>d% zFDxOVRe4UVN9r9Zz?o-Y?d1E>vr!%{p~NSI0(n2+d-U;X_jSr%6BD2Mxwlfj@J|T1 zQ}^=tT6?K<8h&a8^+#|Hv5UGNvWL;B>awOO;`&A?(ldBy$~A=&xcuWLN2kb$2VWoW zYrd9*A%E�AX{cr4ceu{0n%X+?7@vO$s~GhEC|p^re1u^0=5DaTB2xCbE(im=@gv zwmp0v2_kBI*BSKlYaUAN+v4pEOFGH*=$GB3-J6n8b3N!A3f}UzHAWJjfX7L_?4yij zT49Xdv-k_2dbtj9BdfcafG-a{In!^vdAvqFM1O*R`M!kOH|do8$ING!Ui~3)6@vld zxi6$AUp(&RY~BJEo9{BOu!(slZMRjVPoste_K6Qm-z~&q?DNM7Zbaj#-OF4`^SeW9 zd)X%ZX)g=dv3+wma~X9@AKvgv7Jh5ZgfZkm!*>;Z$3$miOJe5PvLbCCUOc5#727qc z@P8TMe3Bm3Ti=GdyqIYouVm+{DL1!$MJ=M&rgf^sTP^L5v z`zb-!$Xg?@j>^$1>wv~dP%H`U7<|9&HpX~1zSl{d(g%}CE^$`fC`%2P-CSCXSPbcC zLO3r>q~`Ed&+daLEu5Ol_iLi^WWF4CU4IX9ZG4(fi2H@Wkf8xsmq*kSRGk>%zrJev za<(%%DC6-#u0ipFn677`X{j>T2j6K-9{pr=01p-YjgW>fs~1L*lnX3e^PmmWewRuU zdCCOZSN93HUotUGK}Ri^mOaITjB(%7L{K#QiF^o~5o-bPv6!*gwMwnPx)|ddPe?Mn>9YG+EppUxwZM$W%ibaJ|pZ2rg**`_qdIUr+4a$!$Ic@IZTFkgcJcxi+RDfvmIL(0c}7-85H+ivSDP3HCXESd)?S zT>CCxQHRgaPhjQCc`IVDqsgclK7ZXAb@Ec@#famR_&&jTxN*zdTti;}2ARcYiX1vg zwvNWKUBKIfq{&L{MQe=8`DazP=S%w$NW|Kh_V`B9YlYbXD~WNU){tJZ)_wuLtrzR% z+n1+zIo#J)jCRl16;t7IBp+a+SSI}6lQr-&$@8Mn_&kCn34VCg z@e}}e@u~-l2V2ZO(n%w}dA@PcqLZ-Q|EbW-7td6A1Re0~5gPXnJ&9`t9jw^zE_sQ! zOr{eXTY@Ow?4pe??mIie!hdk@xE?>%q=1kvi&hfX#h8mwce)caGXT%}?OFk|Pj7Ie zzb$(yhAX&mHPS9${Z@ow(J3WKhEB_SrBI7woawIu2_s3aJ9gEVCW&F%yN5r1g=>N6 z@#HqgN`sVhF1%ElNGW_pBm^Sl-}AknC*!c^hVo8m@J(jF0EsmP;D0;P7`!#qb)0u1 zvHr49A~K^|J+UJDZLji96qMt{WydRFwsWgyC9*%p5l=4Qh;)qlt~-W8;}d?v+zn$d z=EDa+$uC#@d5+qoCtCFe$mx#QzePe{ky#^Lm2aujTzBD7fgCR~FUxg#tdgthuL(LT z`Ivu`VAJXUU;enXq<^@O+yh^s3y!MZ?`O(5UZqDZYw7ZQqZ2hwS6J3E({DD0=H>(= z0^hJMr$HWZg|?kGC{#)`tk20huRI5v1cbi{NO@;UXFaEzN-3Gf`&5Ukn;MXU%Oh(& z_om#Z$c&T0AXK|;ZSBx8nG2H$oDMq@iG8(i;G9xuj7ktNv48EB4!8c0mcDbb9tjjzxpTSbOie7d zn2**?H=d`9OV$Cie#?(*USq`}`?XQ_ed=iqZmD@rR)0b{pIX4}ZIj4WWMg!$D6jL& zU%i{EQTM?N(#Jh*Y(*(!)v^Vj7Sc)_dpva74UOJ%8ja1;I6e|ht{yR_Zfx6QAhtav z#gCT0^F{CJ+UCQ2cWW*%Kj+t8|DwsM1V}y-S>97V?k^3@Y+JAZhV zm$mq>*?)D|58P|nf_uRwB~pUB%E_wY)A63CV`S;T!;_a%2g(_zW)0D(uc0KzDP1F* z&q{Z8j(rK9vW({<$=^60aC}Q3uXrdxT9qP|Q;Z`oCm(-)=i`}&;zjss0^cA(DVeL+ z^9OJ_0W{TUzjj?1<4)BI->OGnOMy<^{%w<>HGg`8srcfl>TG6~rs5Gq!2?;g*!pVu zz=VPmdsAFdaZ&@Q1v)frT$dV_mZKLXQo1Ngg^>eDxM4qMilJvyf0^jg3+XsSL z{q^>5&dP2_PLPK;OiWIe<4lt|IzA2Vbu)2sh$4L})7CPZlgF7Hf+h`3>E#sTfvwdZ z-~`y}zSV!a!I^HEf=p7?WovvW`H>d$+UiV`R;|pSjkD!tF739cpK9vjpFrET`3H&&i1#o?AsDG@z~Gak{&ZGj)Uc-54`w38cHa#VuhXKi9KT!b%tnH+4) zYL4oy=maOb1LzBsps`aYHcH7G8@{^lm-$t1%xr>8YK-(0U#24l+k_Y#^U?an0HHgOE&%K!zfan^p!xY;`V($`%%*w)V*rt`%W=zE{y z9R_pK+$A%7Y&c^RA)aPQ`}CqKS);u?hnzb^mItN7iV{9c-ApZ;s#u|XIe+D)5pvUR z-7RxOjh!&|Y|FywEcbXQdZ4yQgSTQTy?yZ{e%*?kv3F$t9@{FEpqV-JX~rCCJo9bS zToxzpn_>f}18D#Cxw^={O+~nfshMR=vOn$8*POJm%h^1)^BU2w=f7aQl`oA78{HgvjC0G-cAu4UlsEo!z>m$;!7*9mu@}>{ z1%7zY*OW@_(5++Kawi(B6Fx zYUL~LtyseWo-Gk;Rtfk%k^vn!O14NLl{Tpeo7K4cn)|P}efC5v&2^MX0@V=)jPWAM zOo~xRl`tkdr+m0(nB?0t#cS-}i)9(PTgJW%erq9JKcRi2Fq0uYxg+V$QOI$ekH_DZ z)nHWP2d(y2@mn{nyFVDwsjh(;h}r9VT3M1Z2sqdX?iCma3)BxM<vpI{0BfZLz?A*Qi*XvXW}z{{cO|gqI;c1rz}^mx1yG6caKqFfj@*Ol59obZ9al zF*Y|jF_$2N1QZ1^I50Lem+@8wCx5heWmsI>vMm~1gM=Vy+=9EiySp^dI5h6=PSD^^ zaQ9%r2^yT>?(WVb``ml>KIi^^Uw_@JN7X2qHLK=Yi=0?dg-*x>Yy=Vq+d9!P(KB)b zWaU(VwvJ4UbjlzzXKSDXfSI0=krk1gT*Ltcbg}^3iUOTL+yD+IbAW=e(|?=k8-tON z3y~Zk0kQ=-yeUlpM(zMPkP}eV-44VApaT8{6v2*8bVfkOH#NxC%)%B#{bnKpwsUu| zFf(`h0syo%0Z7x!(F5ecu5UsM02SC4U<5J;TAKpE zrT|rtCO}O^Oj!jWp{$^$sDDCD|K?c5+0G8^@ISeTsHmz*dWhKbI`vW{Mi(Mtc5Yi))Dl_NF4kxrOjI@-;CbmPXA8qtq@Lsd|LmD4sZm4 z{v(Vz(D5%@Sw%%zfDO>X)(K<_v^9PsIsu)W9RY@a$=<#o6Uu)j2m**WJ2?D_A@{#3 zhku9p-_(V{Z!6Qa_J8ySy8ic$0d1WfJ^oRf|6H~)*w)d)(aG^&9zg(83v1Ay>>dB? znT73NGC3i6DRD6sRXW+X#D}eE>NyThU zM8GySZ&^Dc{wbfR#ao@6zz*&V|EI65Y{9O!p8r>FYGG?)`hTbLCeC&YYPJ^k&LAn# z|6#w05dW5$ft&!00FXTZ~T@XDT zfi56`lY=wJ+w-4_|3rvP8~_swW2d)9e;XFWzr0J?nt}mb{}R7t^1rJ8X#uLg29^44 zN=?AF*6sikkbfy6gFM*jts$uX|IFEc#S(Y6ww4FlfT;evr2owW+E`e-{|EEG7#g5I zxl+l49c+Ns|E05V6t{2#nJ8K~8JqvBu>X=vIRW2#U&z+X8uYd)e~HxojFa_S-@cta z7JrT|038!6`+w=)TGH6c7Ubv%VEvaF=&cO@mGE2b|9_+lU{F!kmXpz>{XaeP7fsC8 z7;Iu;YX)FuV+Q~o9DweKjBky=%*F=rWP0mq6Oh|qodRH>w*@=BnE>pZoxB02UtAOQ&!_&58dQxt$@ zC4af~e3JZaziE;OVOzhfv?NxHUzsQgZUTMeeDG1lgod-#>D2<#<>viLJ4mSarL*(2 zidZMpzsG$i0;mlih;X%a-bXW!y<%J>ljxRyU&@7bEu3a*!g8?2bel*2*p5H{s~ytm z^&TrW3fL|5n`X)|F9c^;`kh@@=ldiDYAi;zRz zwx%*w)p#oils&6~C0CMzjJ_&1Li@WYk{mJIBuFLwq2v79@ifv``N<^aw!XaIz3Qea zOGx+Wnsw0im_d=xPfJMk!`Z8h_W|tJc_9K*8-6&$!~yi^*GDFJt*bO&nAQ)7J%6!0 z-hJ=<6#7$Bowbibd+O8UArr4ZIwgGK6_IK(Q0%rQ+3*Sl`mTjG|{s1KF7oI(tj$Y`4}x4Q;Sz?P8xPEk}xjkq(V(`Y(SeyMRdt5 zta)!dQDFEhx)UDLXU9gcXFw*Ul%%D?s#)m$oeaGGvs6H5o1!-+_9}W>PZkm;DcbBR zRBvNO84`>0&v-%m;xzZPhjRW6NTk?7df~SAGvc4C4wJta+CNXN1FHnno`2w}k`!pK zEwR_je)wxIW{}As9{b9qsgCF6g*?h-ZeTYzgeHpC?F2rRCjB~BMzpuOVAkI?!)evk zYcNFgs=zqItI**BHDV=BQsql9t8X>e(%8bEsg>eo#bnnup2?i))du~lE;S9o#Nj!|bp?#dF}%&6U5N^HMdne_Q!;j5#?+H7?6Z z>3Ou6Rhs_2Je8g~g(QIAzmS!`@i6&O_#9f2Z5c+8%e-gLx~UdP<$r!WcKAcIvB7qr zU1bfH%8NzLVxSOo_5nyHc8-}}jeVW*0UiCFNH^>7YV-Qg`C8X+I9}$|9I}h8Iig|! z>;ZK9u86&q@JtV>&`d6@?5>mQ5;pDU34l<^tuD4kYUD$U>Y4}Fe&y+MoOnIwNcll$ zd((5oeFP;MG2_H9V}BLWy-mJ_U>|h`p;{d3c%X&THbEInYXBlhp4g#cH7mD#D}6^h zq!x5AY<{H~i|A~m_&afT&(6}}TSoZ{mdA6QkbR)T(aB6*Xho2gR|N~;w0?5gY2%Sz zC*&^9a9A|LEMc`I45EkNAnlH3qg1yKW#?GPxSZ__s>tZ29)hC+1{uB@G$Y&=bN$Hj&*Wn+x@MmKhY}xxK zgi9$KetA93tAChX`vbIA2#BYO_ZnCex)dL|4?lS3F45+^&s!!|%V`X9e9UYk8cVdt z9Bqor9m;gkj*)bxt+>sGUSpXF3U_JfA7fW=L~Cln47H<;AvLVthju4kbK;*UB*B~8uC3`o%d z&UEM5cLv<8L$M_ggv-EEK|z^kt2wTh`WB^=yH<%{>8DXgu`KR^EeWb7NQ({oRI zI`ruyS=R_wg7{oXtVV*r^^|dTs!rrgF?R@pSg|O|EzWI+K4GAZ5Y6%u^uRjS87;6O zvX^Gk37@(vC{vok?|U*UKeM3V@Sa^kkadpi8-L%W=Zbye>M3%jop!4oElB$%ZC7T$ zf^yl9Srd{|GuJQIcWj3Q{6t?ey2aW zT}XrXGkwtxM^QWa_7ZNlXm3YS2#33F-2gRWXe<4@S!Nc>yVj7lqU~o+e9>Q+J_Fr+YZhOci{x$;(J^APf!(h8_yjlMmn`RTjhfY)kncZd^ZxUdFHaZ^y}xo zyh=nJ1~5K50b!kd>m+(91XR8yE!gV(Zbin8*AUOL%o2Pl&QD!0(tFnrBb?Oh;rjISqVCk~p~Qzxm9JaVC2hk&dbYq!rjsv}wz>GkQLt`AJzaIi(%{ZZTF%YxMi>LdVzU zF2bZ$T9NLqmbf)BC!TLO4S&@pH@wbaNjkRzoQ*!8mW?&CHcO>~zUUZ_bA4Q(yAlLN z_6`5MP`r+W`g}_PlNCat9?BjB`02|nq^Ht0F|3XO6U2P6hx!3mBJSI|{`(Z47E9_v zfU66GjD5&w7*07ZBm7@a%EJkSkBCQEXp?xuvE74%j~mmz<x&W}#(Dh88Q}b&O_H4h7_j^$ENAFC(~DjCvL9BY zUYJs44S=YWF0A9~3caRaY#>DlRG_eNa;>NQSjiRHE6>vcJo^H(ghj40h7%25!Gf`K zF5V$BqcKTd`1;#S%FH1`B-Zh5Oy$k+g9CXi6@@3+WH8 z)P(FO>pocM)=+GayH6j-hS@#a?zqJuYb#t&H4|oS5lOOs}OiboYMk$P@ULae0 zQ7qb?h4-zzc!|Ut1Uk)WuhDo#TCtZn_X=Ij3?&!yKk!PR>&AG7~;wpwe z$eX8z>+?ts!b>l0x9*M%+{_}dCM}}c7|zn7F@M-}#mBiLt~O0q(ydd)!kF?Fb!*Va z|CX<(qr~`$|E24r4G2>>5_w>Y-^?6m6+*==us_E5k-KBxd+v2ntt;L+BUe!Y|L&wk zfB=g%oSlX71-EEufQP&k@cTr0xxXXFC!vQBWCHC5%}xI>*lT8=s_j->>p2;cspT4; zx_>aEt~?&e=d(?V2@{BWWfbddH?_E_BVfoy_`cgx?n{~d2*lg-_bNvDsgzLjwpI+r zGX|^bf+#tYM|AWGtKtab83!4C@l)rwYts-AdI7LH?^{js;MjkUqZb1SQfZ@Wy~?0?_L-+I&HJtE^pY*pQCdO znsFYeb6rt5ML$Yfd$Lx1`TnV(ha{bR9wa?g(WGH#9!$1YKZQ-8uQV$-Ak@_nL4WK_ z`00!p2!kG?*UKxPf_Epr981t@@GCy7CvZe6yI!=>A05%7tTW?)gkM6bIL!Z9Pv7gi z6OyI0s*rnMQ|BnXBtHgSm2!JVc%NbxQuKQbh3>v~3aI=Z{|{iUvg>OD8RiZ9Po3=77GiOSl76NE zWj}+vp*1Pi zg_EjQ;L)Z+$;O`L`~GGpQ@*Jow0y*4AxLjNub+Y{Pnw~}3Nl%O%Yd`+Qiww>wpD)0 zr0LiDOpcTMDon@q7Y)0Lqkk9J-bZ+&f_KSqumkNfV_+tF&w>kq#IMKOls5FvTbwCR zdq?Es(`*6g_qev$AcR6STzt9O+H;!|415VhBV#``VI}R{bbZw9Vs44U8O5E-crxuC ze1BBgq$WiZ!OJ>X<}3?}pUB7pMV}+=mRuU@tmqGx$DByVeFWtYZhzQhk|x@N66CzD zF)0r*QJE1Llu|88aN5qw{=KGocZ6z?1`EOft;KAb;F@n+ei~TJC&Lb_6;B>ph;eX3eqn zHqjzEtnk&}PMZFh)5FHl;RQF47k+J;D)q%}_aW{QUa63YtABU1L@}Lcl1$>ZiW9z* z@CpYap*6Rb!*_!%-e=~;+TEE(`Q-L;0((76kQqOSLODnBv_EiJjXyl0*^BTcPc!PQnbijJ}2x8pWG+F#_D#@P!{`c8Ju}S56!;HyLY-e9?(cFEo)BM z3zHJ_mGT7~aeu01aeC)d0HOGihnZ=m=+W)vKn;DT=}B16!gGtifiUMQ!z)k5>Bbo=vHl#CAd zG#7wP;izHo$C+@;A;{X4)P!l~lY}Bo!);V1cX&I?kJ)ilK{zQ>nI5J9wJ0>{(H1nO z7EggHiWW18;@zcqp5jyMukn7kB4ZT>DJ-6j%FZ0k51M~>U`Xa{0tNhi23V*;U&H57 zU5WzN2}C9Q%gzLV69lxM02eDbPCdX(vB-Vp2aF5U?%Y(t+Mh_Dg)~WuM)y$YV{mLJ%I8VLE>|AN6_N(F^xTbBw<7^2TqBh_@$I zAIofF>;`vagDdh6nI0HX*R*Z}X|pDUz7A~hjEH^x{wljm;^od;&>z@UEVJ((YTX(> zekVBoLC=)Naj1K`cxe(p2`Xw2(N`{RAfMEMx3toU7HFIbeZ&QCE6IFGMOm_AQMj3_ z7r%e;yhS{`)TY^d$uGkDxTS~j?&5~WCmHq}JQ?sA`cBo5nnX_km(i5k{n;)nW)fH9 z8)xka7fQyNTZDs14~#hRFh5Ar)1govAU|458*HcZ+9t8vDH7BtE8FucNuGX&O&D3rVlPF97Lg%|3_XCo2)aut6O_0SO7fl<`4p+?=?ub9LG(JbFb(d3*= zgtf68&8H@PX^Y36J;f-^H@6Ur{aY%G(LM7|Ye1ccAc|Z*57YNlfy`RdQjhxDgfFC%`iu2e1v|CeQG} z%Z3ZV!n-QP1;Npd5?K$&5Ti4U0C}NQOnjOUp zxjR!~xC-y+D^wA^jw0Mt9QW>>9m;>l<{h6H8&b({BnjJ;x+Cw&_--3xB+3<)#R!{q z@nCXL-B4*!pF8!h33LVggStw)6qR2ryD{@np_;9>wf4(!>gZ5zrDKHNH>5=D;z!k5 zu*(PF%oHqZxk#vPZ)O2Q%=)qlQk&pE!izR8p{wbUx$DEh%=<74mEj|9GlYLfkV-M# zqtC1eGx>HiWRIeM>n?<*ojHYdBbFWzjKPiMB5lz z%3lQ~7N)CvI)J%v8g9VAjLQ!vhRF;y(! z$|t{5_6z=r47_tzQnA_R5m+d)R%~U^#(@)5C+^W4CSI7(CR_OqB=Q(doPANmkg*%vIA_h*McW%+X;&_!I3Ra*f# z!T>|jD?48SVJ=tszR7<=_APyr@LVWJ6yKWSChPs7T=Lis@$#ITtJ$@ov0^%`S7q*6 z|8Ot+)HUP5_497nLu~}(U@ZSb^l6Q}KaP{5sbggVtkNW{3*sEqU1=ewDwC z`RC9vXGqYYogs~n;;D0bro77JnyWO}>mT6yHLQ}qiur)=*UoS9w^=>~?zDm!eYWWxxm5*%J{>o1@_4_^05>T?Fo~S2;;ZpH2 zO!D6SOnHo=AbaR(;@fY`X;v3+&j{J{c+2w)lv_wkh4f2i&$RoY#~}!OFKDW*fki*h zwhMUGxuBsaTxEY|{B)+a2NYzP%&IvzgVvAnX2Hi{CfW;rRKB{D$ zmx-*Kx0*=o2x$figd~&8B39@OwOKesjhj#g=iThyA+p8t<)ECVf$!h zg>V)Y_i2B@z1NT$wmNs9=*KqYX1IVDs8)Jw+G9)Vyu*>nDeA;*V*cimDZ5idr(HW1 zLCpK5zve4_Z1uF|18h6Y8M(#~rK7n2Ss^VqG(TvRTu*)+g2B%yOagCducQs-nH>v>Kl33^VSL65ViItQ~@QUevZl(RMG48c{e>Tq)u_K%}Wkc!c+0kY&-P{gl1KVpwPE0 zN!X(?MKDC{7Vj@Kwe2gGoIEut2MlOapRo7Q5`4qY#Tr}%musMJNMA}H55XNqwQ(KT4J(O zkA(RdWPmT``FGdK;9{0~FVp#6q-{@;x~Lmv+xW5>Zv``I5VX$jEM2DB`a(wL9vtU4=z0*P0v#PSE1S1fD(_VeWEO*}&H4{n-J;?9W*a z${mDc5sgVwyIUAPSQg{HwcUUI&<>~iL>6x}YI&~m-o@nt1S*mMiV{{h=q;|AlT{a- z%_b>moPc>O#K2Ra?;8q^KG}tfUBi##t(1Irf~VZV8ibg!zYbno)DGXC3?s1{6DTV5 z3S4mWT#YM9g0<8_Q(gm$@vjhhtJ3972e)(h3xxVpbIc>WJ_B z9jxUzyo%G>@lSZu=cRvPmoWyVC8c0{18Tkuyj07-e@fwcX zZ^w7R6|3fK7K5d7{oHK8rj4T4Ga3mwBe3E)A=cUOkA1mirJDL0pen zM;l)3=yfbOvI$^%df0IE6rzH={kbD02k9sm4~M;q;9Ksionn6z?`n1XrM!J6!cf_h zC9r0X(3&I~C04~y%b1f>%slu|kV{9%APKbX)L=j2@k5DdXw;ALoJ)fh-UoNi-Ycsq zYKmQ^cc#|3s8(6Do4Pv-Gu^r!Ba%eudz!j_aWc13p@+qBQ<7mFb<;_%4C3f_WWCWL z`C#mldMX}gNK}6{;r#Fe1~(7!gbmer{76(m+4cUquolRBj=aR3;)kQXA=whmBdpa&ZCKkbK)BQ@v`%0dmB!eq{tVmB^_IDj$W zAi?ty(BFUDHw6y)wg`|1^KthROYB`^r)HoxW&%64-3nu5#4+g?e1+_~S3+FKpA02- zg+zFOXX5u-<2<^&LzP4#m-vd-x87gjjdsU(7i2unPn z2lx_jvQ zuQf5z&%43lJo?XuctuEUWvDx+ zE<%4X3ts)r?usJYkKphO9;|J7sSSZUv2kTR`@nPL@}N)7?+SZ-S#w6G-G}GyGpMF~C0Jq6rq3?f3zyg6S7|3173(`MY#*nq@PgQlT+6=k) zo7P99zjNFVTiDu0zT>&ACN%h9MSCWZ|G87XZgs)Z-wpBQ0^u1dS*Mu>JW$~rFo%I4 ziySFH5Kd~h0>_QpZ3VC_A6=)`0UB_eb7@j;WO3tSJkr{-CcIw@U5%cuCJ`#*!4`iC zkF#&X9IRS!Ms4fG5q+{&M&|JMs&Gr<_7r+z_SC0%O#i!<7WdSIC9fU>UY;LOEh?Ej4im~;=!15)Z z;mt%tJ$EN9?}XnQKv;_(H>+nTk+E;(?l{$YWax?)euYj&G|PL*ISWK(#Kj46^8^M~ zJ44&t8q2Vz2pqn?wmO+W@Lqp_V{T=eJNXQ(xSsB4Q@>lM*MF(Q8)oQ8yYaYGCLY~? zh$qoD&?ofq$7w-tles=1co_=bbpt3^Rc)4zd~D?Kj`+!Q$)@Cc&x&ytX>iWGm5eDI z_wcEwAA_B{@^sKvsjk`!hCPDeSNG3LdvU!odF33eZ`}iDnBQR<+YNu5=@UY;z0|zq zJ+@9=ZCBOwECQS>?SE{DYupbJ6Kx+Y4j-!dv?*_Gu_fv|kVCP&*sl>KLcS&wNCO7X zz5r`PkO6Y?zR=_-X(8OX9kCuYi?z3=XLf@{GpjN=@p$vl1aUFH)!HYbsH14h_?RQ5 zfpgvjJdfp4(#Cj+92@ulH>E2cQRbFls9+0lO*0C?xoNnspjQv_k# z@WVByfbTfNen4!-kt01Vo9*HVTS^(3WvSC$rn%o-@~$Hdtq)csAE*}<{UwX~y(26? z?r&Dt_j!d04g4F(j31;VUEdSd1Bx(f)#LaT?J>(}ZDyI$=Oc^Ys4&(CYV_SW?GT~f z(UJQG)KU1(vb}%HBON0n$?tNtFlR2iy;@|Fw_1eyn$8A?awHPY)hDjJm{Jsq;VTRa zW$=E-@ET=k^_-)QO>7YV;iW`h%D>38Hv^+_y;b?4|HxYTIK1Bc;lP8n&Rs}Wjl#|y zW%h*nrM!tTY!$=v08W3%ZoTFDx%)#8Y~eV!e;A>Gs1^zqRi%!jD4& z9x1YY;Vk{cL3Rev+J|+-p~-GyFJZ3@k(-U_S{surGFoFP9ms{^!i;8p@oq-nUooCn zC8cht=*3Q0b!Kk*TTFpoSRft@p4i4lrrR*_0u{J&Uduk;I@K@Rq(o8{Sii~xB?g)6XU$z}uAZn7HmnXO@vw))^55gYONS5Sd^b!t~U2fp1Lk@hN{ zqOE0$aU!-2jOf8~sgvR)P3)~uB(7v_EwyCSxfMm&xG#&~-i#xt=6B``iBT9;l>uU`;~tdlyM&K~cxVa=ZooB7K}2$SMg zE)!vDBRJt;YJzaxHE&Put7=19hqTYWzw=SDVjnUQGZBzN@>=i%pV9R{R*$ADsLYv} zjkRjQ9TQ4gBz!=cbDn9*ioZj0k^oZ2;0UiJ^4Uze-RJ)t5clN|45YvdD3I=-dpLis z8rL&YQW4SL&`OmOC!Y9VY!Gop-~7l4b2%0=ZY?QClTQd;DG7pxCPcS35!;O;jO7*< z6qq&yCIO3{@v&nGPo7LOcD@d=&}!Bu1=1?K|GZ$6E*vxH)yk{R@N!?vLXZIuK$v;w zE*?W27zn~7s&HMjAO7~Ru0kW^X-#8F3RoL~Ibr#lXA zCz+Nuk?RjG!sp5@ez=cc^bkl51T{{VO&*Tyn&IAwk=)N|Gh=|eM7llh-AaGe+c$cj zSqKglX(mI0y=T3{Vpay=AdUrs7;jKC$a&0u^0goBGdt%mbUj-G9YOo&LL!9BsT^e@$J%L}v( zE3>mv;bh*aUQtPfD1pTpThjM3T+dm?Hs zn6AFD3k1a4Ru&btq5;XlX>mT zgHh?K8~QWuk=>22irjw+HR>2oTcmV-9Cq>7+xj8Ba`Cx`!Vep}GuAIQ#Z!#`9ShbnrtWwJo4Vwb zg;tZNW`FZze<{{Hi5_UKt3`{K&Ts5g%7|a<1A-Sq$L33vQB2)F8GmFT;-Co|6d|WT zf9061$Dd>gL45T3HpUjg&0_9k3FW9*@_2tQ(ds3Bn}E)h;1y{(!haLX|QNUny>qpf<1}=+mMr;4R@kg1$n>NxQ8qq)s(q#Cufc=g| z%+;eFR;6Vh*w1HZONhbpurtP;C-7+({UfOllMc2@eippmH|s&VU0P$Q($nn_pb3AH zErl25lUJ22{%f{Ep_{A9k3Vq}&d3Eh4h9`&Qe%gLr+Nq!{ItS3j!J*M&}4Nx$p-!8 z3epR8NQLWJ7sm;ep7h=O>e^Z~>drdfScS623O=|~$)>3r z0X#N2{bjfVI~6(gECQ=MWVxtmU_vcL;WND!*X`rX>36sY7R3B%H^uJQ@HQC1>jdf6 z=}Ok}U?-7%rCd?xs#W8)*#cXJoj`&2#{#&6G=)f@#Lv*2ePY zb}FFR0=fN%?f`L+J#4Y*)q-j?Pcr?19PO4Kk{vE1@_&Nipu2#_pIq~ z@m-%Sa9ypI`0_>3wRNB&LsxjHb}yPjIN?y8nv62)ZdUOfa(6t7!;fOSr;uaUV1lDpF; zx}Nf?LNpWGFvD+Pz#t0zAuNM&7ZOD0J@q2j$QM>)Ov#q1#VkF337oZ|JD)g$IfA`pjBCn3y%sT&bgF0$9t&NN-5@BKeP@MYu??A zhh{Ttjt?12qlteXT8+wHrg#_msQ}8Hfo)>5!_bd~aRA56Q7^{S9D7%l=pB>^oUdK5L}N}iHmc0u5S{YU*rvBop-L0 z$`x*KNB08|URhhjS0rvXHMC%4VG4`$`5OSQDHfh6D_VazDsIL8S;Mx@O(n_Hp9RQP zwd1luVm@~^TF^yYYm;#^DH*kb({|eo5?eg9$XF!)WFzPb8-> zugp;(Wll?u;WS=>5vJbOgT5O5{5x&Cg5=WOo@(?QiV~!l=Il7+|uC^ z1emgwgHnIXj+T45`(v%>ND>t5jFO7c6NcPI%@Qhg#0xvsI}u4?#zF|F?<|959WM!6iCyE&dg7-TTkS} zy%7ZY(Qn(<@5d2R%?!6`{f9{G8&~cMchjL6VGdzVcE2QSd+y3iQ^Q$k0r-aVVgnugHjgjoc4vGsS=T{27EKAt9?c6?Tr9iH_Bq3Uw1m>94Q%jx zrsR*leL{ujMB2MO#_#2doKKd7du87PUzDYBnKDJ6ZXIH)gQ5E6#$wzVX?G@nAVqkuP4J&BTr`<4HTQ+ZtJL zfb|I48pTPSN5W7(&E*E&5T!{I_fTN($%;6IxtUgwZ=K?jxE?nI?;%8vgJ26-;(S{l zcCmu(d9dw^VBl3JTIi3w<+?4wTH}A;1<-aTY`aO==#G>a_O^@X@GuWcH*1yL=V|1d zj#EWYUedPKqxD%iqL9ri`QugqAg}_H#A@JTIp-KKJJ+*}^4gG7-$y8J|G0m4cl}Mh zl+l+4#nWjFcQEOI^xI6H<``kyx__!O@whX6J29GjUC1e20!ca7>V!{VuB^Z0BXU)C zYx>RObb6x?N+LsqwGh>fqO|%f%h`QvWE+A9htB%F`#=fQx0XoxB8KNYQFT*mDhY4~ zJOn|mVkGLa-d@);sOxqGX^DHBQ$7aM%Uaq z>DVytIE0Z521^GJfaihSC73kl#W;uQK9Sj$p1#<9{iv{WfEQuP$m!=N45`5{WDETK zFz$vB@)Gw}!0%{b`$?kf2yqeB?L&#ZZO{bmHf|f}Q?O>9X%bxh9^(O}ePwf*^z}-o zt9eTMz0F}E437QYDHGj^Dn;1+bV2!a4VNU~dtyD(GWrT`FHoaTeSih(;rc`YRz50YnwSn%( zw5}A*gy{jkzH_wrB*uobmQ|rC(lBCe&Kz<5~RAjDtheCio}X$^|-jo2U#HX0vU$4xX4;f-~IvJv$B9 zlM)vUH&n=HOU*Od+4cmV90t_s&0iJbm1Dogn@hP01N-V4H$h+wmYMR9<{gqF?M{nb5R7ZiU7h(4`EvCxD2;s#PcLPr<^ih1HxkboWXxPi$32%Rh%}9MMSxk^QQ&`f5l+re>3NwY{vhN+RY0wL zBJ%VRdad@7!I)etO9~>O_@eJns*e=DD54~3u?s$^AyX4DHl2M#FE{O+L+WnRY_e!DU6YJP$-RxJ8qB-oU?jJfFy zAfMr-VRU~>c<8G3Rgmi4p4H-vw4}cU_O~6n=!x6h&#ROyl*HB>Ipb7A7KTQ{!o9+v zUZo6zK3TEv3?~qC2TcuCRT@;bZu6~*7ZeyB&-8`-SM?c7Zt#1#u4U$u_`{jSZX{KC z-R*|h>cy2%4KAtl)Ba*mR>bcMa8uPcEq?Tss6&62U~2Px8GBF2BMGF|tP8&psghhm z{w_vGXHEJTb)!_|9;G?X?BStc8!TR&-9U3Z+}=4VESn21mDID;kUPz?YV_2-07qE@ zr-@wo_#j|lJ@4nAIqseCZdG10G!;)cw$r3}zMNQ2xkGh-`&Fqp*AH?&8GoU-AWx=W zO^Sc9PYyh@y9&XiUyG2m69WRpBCQj04QZhVUX&wPdiUhS4R#)(@g;x5^kJe1?e~PK z@`H7U``i%N1JbZpc*Ip}LFG4ttYP>N##E1StcEF!8Kx+TFq%4rZSid&0lf5i=hLr% z3D;G#c1i~ab(YM$BO!St?vK_gPgY3;`)q$@Kh>J?6cPdVRrB~x!es=}IzzYym(vd1 z#JTmbwQb&NkfK#=9?YX-a2e?TI=9P|X%1B?cG5ZB41~Pg3TP8Tk^e zu`nRm-Ob0_=*GWL(e1#QXO@4Q2(+_PB8BC%{X%#7!(gv*U;_Xq9YsF#c}wqQ7w~`eBhHr1T-_ml+@^8mRI_eeLHTB>&C*S97?Ir4 z63P3-0=d*{CIG$l@vJVky%hrudq83*Q^}|BvB4%WM*#MYenfbBv5?|t2hHH&IcnCh z37vjCAqTQPn5lzvH>h4H-##N1NfOhG&IK}V+uwOu$)tNwBLd7BnU>Y?)jfYB22~5p zbXnOdn^$;My^62C-iESlDr*EKD~+&&nP)!@M~|S5ojYp%6%t#Qs5~a){m*@I9jugy z<$VcWcXqL=Fb}H(4}{9r?+|$bI+E*Jv-N-fu*p9|@J;#KR4h}Ug}GRYx;8 z>ED*qQ}j{UrPR*7Lzl7gtuWuEy`~GWj;|rko97Z}&>2&tKet>tnGGvK7_#R{+g+Oy zi-%0|DaoQSsGO7{v5VtEWySbbfUqTE3c)wRS{U^CKrR2?DbTMgCi#EhJ?9>_j|=&@ z^NO7wx??hs`=%~45&hL!0M+%6H@IfFadNNJ_%Y;@N^Bc!rhGgNu+91S+xcg6()ew! z4;d)tj1B7XRI*3r!%efh7l=I zexa^qEfLOqt(;L2MBLj5K&L`F^(rBVbje@5Oh8e<$W=9>njiqxJcdTE@t* zB(51cNWxLm%`tzE23nnUHW)A1&k={MM{!Fz0!SaI{2yWe=sfyc1dWZWae(ta4)rJ% z! ze#+u}H12JhC0vw@nr!=tHzdOv=eC8PxFt?gd8`5dl# zC_0E(R=c7;{-OseEHTyTPbb-8g{0!pmbkv+*jQj%Ujg+0hrEKe%^ZJb_r2uYM$?tjnJ( zhVRX()IWa=@V}GK%nLYnBQ7}V*OL$HI8Y7hIxjA{t(Ss;u1Z|%l8{QvYZ#m`TxjA( zQY1mbYZ-l%$5G~KMX#GDw$QhU60(GT>E#TUsDp+}L1)mCUJp=~9)*5^Qs1NPTTS*O zjx$NychYi~+=vKTN(g%iw+3;b>dbIYs#+M?X9$0OTc7KoZEZLWN2t*SQbS;(w|uVJ z3E$??i}+@c;L?pSJu?WFQ7#vS6u?tum)sm{ZlIgASQZWEbpzq4h_@D(e8QXS`jTC1 zf}=Ir+v7{XuvK63@}%_ci0S*V4e*NI3j+~``IrWdH{f5#dJ*Trv=jYhUPG?AP6mSV z+Y1~ry)rp?$dJuWnV|K%hoUthFO>yd$veriG)OUvXqKY*<}euvdb3Pk}aV+ zr0+92=XC1z`~3NPd5xL-eXaL(y|3#Q;y1I9(nR51Ks`K;Bqa-zQ3Fg62qekFA`t6> z#}H*@q|8BgUks7}$in1gWax#2f3yi8l7zormHwnbLfCKB&21aHz*5;BKHqwcp^#41xbX&AkH0)1H~W{ZM=6N0qyQVBKwe+ zk|KK|TWi4pBc!Vr-k<1&29P)uU<5I63$1O5|sPAfW9_Adq7q{t*%W4f9XxT6pMY4w&E&r2n5Ce?#JYi9!FV&F|NC z#p8%*B8m9ZBM7*mF(5g6BDrU1+&+fTG&R)IwXl>jfw+g0Lg1n5;9#Tx(!Ms?pQet9 z8la@A0LVfgGEa4JC~Z6z3uR5DCznqL4b_Q+Cj?6WFNS;J@cy{q|0#Au<4|toKA?QP zrLAyiA79W==Winjf1>||xq~D?1^|5kFu>JAnjCzeJ7idv3`0c;3HHW&18ztR5ez}Q zfzTIyFcIko0wjVj7!v$n!S5$}S!Do)b|pcyhen5f-@75s4G*aPgrQ9S5&caFQ8^ei zQDV^8qVPCOAbp?r3yS`af6D%;j>Mudf&VXqKNM|1 za^|9@cmfuQ`9p>#>Y)Qblo^`j>hZJ8KXF465}FH5oI3^tq+}IfGV)4tKP6V=iNiqD zhSn3Byx_=kr9Wg4YhAr?Adv_t$n1+is5XD34>g3GJRogtX{T?fCGo%bw6Cp;bH$_3 zICnr!Q3*g2e+bAxdKri$a*B#Tuq?!W6d172B0w63!;>Hrz}uG;0=VG`^yE$}D+AI9 zGPHkEkpra7|2@g7ssPfEOT0hI1@p7X|B6&p{}y3Dw_mU-WbXoXn213VJ$@<6DUe~p ze*k$1ARt}A->hZj6#s^Q4<;uAB?+mLNAVXZs|0~qe{WJC5&SO-g#rV}qmLt@k(gh; zl_B5m#U)e$i1keow1`vH+e!IFH zRD53?f0=i`l9Jzt$aDPn)qba%8F?G;uNIkK-23~P+CN*62zW2h291Iq>Hnxed?cU) z>}8<6APeEp-#@<`e+wY=Yo-0iT1yKb5G*C93P`CcL0pxEI;pIz81kE?>(BRMeBf(Iug}`Mssoe?qFT<@@X!wnjIoM$>!ixH)ukW(2^~ z1rblfGlUE9CI)Jbp(zo#yS746Y?!^tXUS!+H&N%#yhny2Lb;iAHD6|1!>lf4AV$JV z8wA8Y7-i?#6)E&()ZD1y1FT*yX{**Xev6mu`N6u8D&SCBGoDNBUpOH9BqNY3315hnxo?V7xJRnUmDSPH#f4_|HWfmn(DQX(6`O;JXUe0A0?Wbw{kt`54U{de=tdC%hT-e+=Z)Iw~rircQ)gK1EYXn*0|-|jrTa^x$g_K z^;%6$g1U&jZPhR0>DCesymIZEVNG7Fe<6v{>=s;+f#cKOC&D-k?2uB~QQw%}bFBrY z9Vxk?U)(J-`1R|${E+`^JEEUJz~n-luRxy=W&J>u`injZ!s&#atOs05&VvP@8Q0Ec zCS|R|gR19Ej7h`E3~jd^lN(EDu5=ReT}tct`9gaZL))=orESN$ZCFLyjq|zTe^|bm zbXz*JX7{1(_#?c6AGBJ8CL-T=9`}4}UnwT<7>inszdIp+lME;^o_Q-fd4 zB)w&0aMMDAwDQI#`Rj%*zHfYxe>QdSThaGu>Cq}pV+>Q8Pt1}e4KaI^Q?*Y-5C}bH zj178Ed6d;B=n?%O{8UDeBNKjl__!9o{)CT|3*O~yY~f>lJ$nnepd`WF1}QL`AjBrbxGe(EBcz6b>0~kik^K8%bjCD@G+L|ab^v??7RZY71e{AWv2p`vu zB&YHN$K-EE}#$JI)#a6h0`A2)!nZ# zIfRrr-);6$pV>v$H2KYjk`bO46?myH9R1Zrl=T4{FTH6l&}2>Civ2PXz}J474ps@5 z+I<}rI3ySnM746IIK^Bre@!(W&956m)0Yr8@s&R>MSAVkC`)mKsv6k;bb*o zy!+;n(_#cIHQ&wBf9BP1<92r8J!Us$U1SJ1%dJBf`)fMcoOd!twUy_)E`7DDnq5$| z#~x4rfzCva3Ds$i4qiL`SaX0RC1v^GKBhfAN8sLuT!EI$s6cmna#K#@qJ~DwdV=#4 zWUJP>^Aqb)QD;9@l4_;N)!|PgbuQ;cL`yo1dg1&}xBQFgcy$N6KHv|nSyC28 z!WggYMIHF-^$7)v-pH5l`56^W-*r|1Gc8$q=X^7w+6xlK`P*|^qp7Qu1|#voh1|Fs&c@Z0%BAk_axeT~lPW8V zG}4}MsAAciiBR$QEV#76^%r-+|Wti2(Sdc5&S$R$H!GwRs%>_nNXK+#Kq(@W}@g5KO83#vD` z&#|>R+j@2cd{BFxBy#590d+zbepWHBJjz$<{&fDLSQOCqnbz*P9I9jC)HuP?{z;n+j#ZX<7lPtxYrX1d=R{bc5b zb3SB}yo)XU(Xcj%91BfQV)z075`i~#_^>#;e=}%v3O6_iyYbaKqjTPw2K1$VtfM)p z26Qtxvby?SzLs=E&wlFF@-2fQCavxKhkvfI$b&^qNBZY1p+d9BvkxL5{qs?6<0F?%r(4FQ#s#)fW(HdH!HDDbUVK zeqOvZOZl$l}bn)ApLAWx3!p7Fb(puL(Z7RApnJ=*$+)Rk;cVe^q9+(Zc zgTAY;B^dZD_4S8m`Mx8+mOZ1pb{%ec>*`lAT>q9^((vBp{0lm*^c_^oPJ%@bx~|Ey zgrC8n+8ir5NBr)lrX;s0gif*;90-Wcf9N{q9frI~yLsh~&fug^&v-3+4WoZ}XPGtE zH<2Kf_s*`foz*A0F*;E}945z8zK7iNQEz|ieq0nSnHYAgC_4ILCH?3PVFEWbN0e1} z?J2!hk(&i6=AZ8KJl^fi6zlB1J&Z1Ql97z@a4J5#^s%c)?c6~3npl#_T7P19f0Lsr zU$_0|sd#?TRAGB@!l7v=dzSmn^Pb7YFn>;i4s}vd9XVB zaZ0X=A@|uUDb0g1+q$cjn48j$I^&8lF)!-XSfU^6s}UQIx4q~=8gW-K4Gi@WZ(lHK zT5N9_zatB`l}-z&zV6n>)yztre^LjB@zHWTzx-ez<|uy}F>io&ohSCP5<;;1Yl(nJ zg4sYwhd$p3is2F4cJ~*J#LlM(k$FzW^G3%6E{cdMl+e(}Jmv}y#9i^Za_qb}HZyBl zy7Jq^%END(Mw}FCT}Q-@F_f%i+E>sROqT^|As*wr;=G1RCv@#?!c&zdf5wKM$Bxbq zc0MSH(cH<=5R-Melsg)ROf&uDg*Tr%L5sJ%tXnZLwQjd&lHz34+P7e?TiU}=dgLtg zJEwrnUg`$K;NyB{>3%KmB*fv7Oxn5Sts`FB+wv-3qNuFq-fQKFZTBn*`<$wCs|tKM z>3Bsw@R_j;gN!Oz5foN*f3(aTwl!i!Di49Qf$2W3O|EyVHhUKeE6i4x)^)nPacVvv zr5_Eaj~|R{v`K%cT+bmAu5u^G$g3j$+N;z`@9d?8e3jt5g%+(ywgPmogbT0Z#Kjl4 zxIVhCh{=7KoM53Wcz-$QpzvnAiT>nJ4F8l(l8OaBZK2! z6lO59A~oh-6!AC3MCf+yKF0JX0%1AJ}VOQy!De@mH~9 zTRu;PjYz0T6g&4YKeIN?JiIOts8tIc>rvuXnh;E*7qY*~nrX#xKDN_u!r-{T){x+% z5{*(CH16J%{m`Mmf6$pMVqT74<>EAICf&^BqGl5x7E`=B+}9A{#QngU({Q(-(;@id za)ndeI9)|bhfm%sW=AfGM#-_WGbomo>c1`uvdNcsN9ox!htFDR&!|VeftP<8JYQa3 zcgd~M+qGYyh4|*yBW~@M%Y1u_w?=UwHtFu z*CU@NqgvTU?0AKJRa73)(q(XWhv4q+?ivX0n&9qE1HnDmhr7Ew1a}SY4#C}Rxc{A* zHE;7)Ri{?hL$B_2>g+muSFJIdN8UNqUG>ObOdjsxKf#5Q@M#(f76=gcTvhR!PqDoe z+IS$f_oY5VzeH_}@bdx^U93b&2aZzDvAg;GRT=u)q|8H3eKC4x&#<`?wDcoLu^kt( z<1WQ%{W|4b2`cPl%aMfyVkT5IPXrP9ObbKmRcwW&W7H#0Db$&1t|M(SmO_YQ4A*q8 zDRq~WA_`n9>EcDZQV!Neg4ckwcDM=^_d#z&Qs1%9oQL(&WE>@3wLtXSLll8>Mh z0~WI_>4#;%oE`wn2LWT%uSJhSx(-p{zyrDG=yqkHRmDh_-%;v0LhRU3I#!x2;_5(- z3iptX9clioV5gNhGyH)|r;`7SQ6zCG;_mpHgUDN+m!iXMhUzo8A8rw>GeKlF9s96&W@u3LCBsRyMJ z#vu#7faHOLJ*!gm=lfa^E<$+-H`h(`ayLYs~HdFpdP4PNzAf6VJihtTuP&RTea z^TLm@j=)Q;axCf9y_c#4$UYn|1)On}mI(n?(fO)!u!RrD`KV%~U~ zSJ;#el%={gFTNrX^$gw5(+u-`|0#U^0(_ftjtJnWiPktIsVJjeZEX4CPgzUJO&EbcdybK8~k8&M`15aHL-~i6wUF(VJMyt=IH8FT4v4YO89g=%jP$cQT89;? z6^coJpXpUOe&m~4YHHOv?2UZczt@GUWT)B{y`93|r_xmFWZk66`)qjAx71Xu4W@!U zm&$`r4=>8=lDw?dY`*13@KX;79BTu}pkWF`YH1(Ut?uxw+l7}C3ofrF=QiNspKRC3 zr6+T+vf^HU(jxVmDwkySCjJ6@=35Q^r9rfbLF)OV>^@0qWv<3^#!;RrXGQBmP3rZt zMvQ8p+5R00IwibZp^Xl&)jpy|VOWEsE;l7wDn{0=t`v5n2yM|dk^SM3dK@t9O;N(h zlRY~BoaCa9p)``KOB&6p>~g2v{3E}t8mVGkj-tx5!pRLk86k|HzSCI%RF*otd{x@j z$kLLG$KDpx@;7%paoVP?SHMeCq9)!`W6b~o(=Zm>H97r=i0fO_;p`-O6{_EQ7m*#T zLL-Q;Yeay)|F=-m@7>5SJ!F8VPWcBhyw@z7L7DMd((q|agnFGJc75==llk%eI9tv0 z#%Qj5q8YkUHKy%vKN;VIqv2K(2kLOQ<&`%uQ{gy$szkVd<)JA83rU*e1=mw9p~RdM z*Q|GrzFa@n`IDyjh(RDXyhFFx05Re=1790Qrd@Op0=dYxeV?Ga+d+`J+U=Fz#CUn zOUg>Bup;$}=Q*hdslud9&D>@6{BM#_VSY;5_M^<(r|U)^TwKMUfXDZuPfK7^ir=P)x)S@2w5=Y7Lq<`=D%Wr z75vE>Bw>_0rgZwFIwicw%9a2iw)uAv})1!rMt=fb^j+?MP~@d zUzc3H2kgQtbD~}SVPjIEWxDxdzgML_QkT>R3qf|6S}^i1SS_r5nxFLBdx7sLOE+gt z3BSuQz&ZabUf!I14M_tB#`zzDeXQoW7syFCa8928q5>^YQ0xTYT>r%g(AZhH{vYmr z&i_*HV?l7R^ZW-EpaoPBc+@-zl$!qLC^fE@)qEu8rIah!CIhA6j|2T-^ofzl+ zaWEbQhb4QmU@Dt<-T-?<)+o8;g0>L<{ZmnpsgR6eX2>0S{r)BE@FmMLi~Zx{<=yY% zqx01uA1Z6Z%uSC0*6at3ofNrhrGI*JCqXoPi5hgOTwy{~ln;Qa2MaVLL@o58(+1{h z7?OOYUMT;!7RYaZ5Aynd0!t!T4+T}L+U&m1H!9J`w zNa!HZFb5+wx$i$|aFW05xNe=bVS9ubyL|0%`)UMFl?Gw)Iicr(VWUn0Nk}gK6`2ZM zyaZkJ7Z?g!Z}+dxj+xZlYU@?yB8F2@}5=L{ht8yTCAiHzF3Q6Ai$EqO4@>hO{5V9^ z--I&3VS^o6)ks!-p*VTI}iL|cwve4cl6pb{Mc`&-VD9Ky1@xZ1y#J!xfVIK*6OlepD)6SO+ zjCL*wB+d>g9?+ez>~isiXD*rN=x|G(n5I7hbnrTDC!z_`!SQIgJtkM_4csw(o9?JK z(?f1MEMzWR%ow}kh2w?*e%q0Krn-f_wEjoSHhK+~1}bTs)k2)Z)$Hc-KZZMPGS8Du z2d?o#?Ki$U1A=@vQ@SY53iEO1mN$l7bJ*2K@<1zFWB!`SMq0Pdcl+CpHCcC$KaOg^ z=G{M;T@uTr=IERBxJYh3KkH;p#ChqE253(6sDDzX_b-(Tlg``@&8hYAXe!KFCL0`Q zGlPV>2~PMYU6pNWyY^K{Z%e!^k{d1VLpCrBX$%%FIapAIgd>8zQ+y7;1^F5WTv|+0 zrSN&PO1C|;#?5%uCw^4eZQwst+@F&GO2SV$rVn6l(qlhpFOFpP1Y8k*>W;58k4tOo zTFuMugM$t-L5a2dode5Lex2(+H+JzoPn4%+-gq-DBU83StNKJjZ`R^Dd@&P@gtt?C zR2{_rNia`RZQA#yI&&_W@U7yjer1*%5tS!NPECaKDew|_Fi5WJ}}Ra6yT*3t2TxTc^hqW+X#dn@PV z!d{E84tOK^h9{%xP?hs~a_|E%iK0*{;1e@jB^l1U%EiZn5Y{+o4YpqZunwfxS{n$ANl^^W4Y+TIvgj5`Fg~#?qYR+VUObOpQb_cl#9R^ zmNIp=uSVf_u2=2!YVEd5hl)rYrFFTsSg6;g#iZMRzwK`Pvd>e2hH#8}fXMtv z@@?rv5S|m^&nsh=*(yPwA^o?rF&#+RscM_7(QT9vri%KC%KwaPAYV_(*m}vx|ZaH@2AO(9^YdnTh)er9Q*unyFT0p?) zHcmY7J^iA5i5%ZbjDQ*l-7VOH@@$s>oeq8<8w+2gZuSC|!7ekNHJ8?J|6qI9DV%vk z+!(t$oTW1jhuB8{0Hukg{!MPvywdmdr*ZHDt%ir%a`*o1!tFjW+ZcWQjZhfVE|pXL z?g~D){Q&3>-uW`Q)=aH@{eUo4@B(Or!S~EadEpN1BKnG1Xr&rBYTqbuK3PT@41HO!2XTZGp%O!h0V1BckA6L60uRE)d=Y%G>^OUVZXE@4Ku*1S->+o@(w9nB> zl{@vh8Olu}pxQ2unKi@?R&~_S)iqgYUYUf|)>))_J6D9tcda>S#x5=INA)xw@zd$S z!ytb&CIZ?>s)r4Y6!2Y!*tnW;HMtsk(_Hn0ZnbjXGTFy&=Dc5eenzMMd3L#;WL=y* zz!of5OAr_jc=-NwctWaXu!pk{()h?UQUpkd3>x6b!T(?pX_ZIc#+|^{?s=xjaJ@8CriI zKFPYx-s6J)ZuWRK^K3cC!ZtZ9hqJWMHy%g`x_}lAI!?6el!OevFtro1Ta^dopAH`2Pp&=l$IKeNiC(0Bzi4hx zG+<}IoOot7jqJ?FNEg^E_{ltT`;AN!{?A^I>vOO}6bciR$qd!pT*3gg2@XP+fWQEq z(?hj2tFe6gV4t%ciclD!Oi3svkh>5Rc5@^E9Wy!S{6#FS%e!(9^x~NRSgQG zIhzkE83KfO2Z7NnBlKy4bMZ8PRw#u4jVeQ8fU@|YnE&S~0LrR{ZR3hHydq9%Ko~{n z``hz`!pd10%=FFU#N$NY5{@uYmRS{n;VVPy!to68;OyM9_MLNmEECglt>D?KL&r_m z&AR8kLq1W_=e2EVSMBwMW^teces49`m*4e${5ebQdC~8&z=+WG=@gjq;rCws)`?_q zgmmo;_#hMj_J``QW!0jRvVUG({tazQrCL|I!d8S<;k#SxqE1Lgq-77-zT~D$#Cip^ z4fmIwtma4kTR#sZmhtlv{`z+AwiGktRC*9=eC?32A-k*2@h6*4_^z+K?UjyEK``_F zg&PG=PP#nl_?1fy@om%A&0yls+10O`*RBV;qFQ5p;B4us&u{kGlD*^EqV!IVG2IO7 zDfh*Gk|N`}PSANVpgjFD!d0aruTZouoYsgAQU#I?nSvCRzzDJdnFrFQ+p-Ug02~jO zSA78w7YbK0z<;Etq(*Ln6FerF6PL4i&Zwdk?ppvSE>Z+n#@`%^Ux`IKUsTfY!K%<$ zR)in40ftH6W`HX}3$s7BhAU_ciUohsF$s)1$T}qlr{7Uas`zVl0Q(>^&*9qFC8vx> zs6(#qm|X`QPzRGET@0w3(>pqiYFn=#$(jc4uz%(@U}+ID3%4p;F0uN)z>0{bx0O7MN3&Nv`{NS_={ov*BLR6{HoxRE_+$u}RWZ+$~ zRLbfu~$<(xW&$IJR{d?471$*d0pzFcoAk>Kh4ak)$af}Z@ zdeb_s7iU)Vk&0FHQ4AO`-wB)28VjFV0x9|owki6AWGnhm#XLrBWIiIkeY%R&Liz60 zLVeuSLaM%3c+a2V%)-YgSNSWvR}~-VKbYCM#hBT&nm$q&g^vn8SE-N5O3=Md*tsB; zS83+L$5>yjh!3^TU!^qXlQ3#T+mEB%Y9tPZ}tVwdL zZjRtL)fSR}_qoo*)PBN`u?SYe=f5RU)@=^UG4o%jo)Io{HbN56G%-HgumloIDpXz; zp8wN@k#Mr}^8R-uYeLW38H0D>JyFkw`0vz(gcj3G9mpnvueGR#Hz4fG+3RvctJn8)#2tZ=I2& zd}yrrCD13Bu*0S=03M%t7ghlopI^iwXQYNrqo#8xrqEuDeq|ZH(l!_)n5%&d_KYqC zgY44M=&&Rh*`v=QC!Bxf)93XNY`3yR_hUIJ-P48{~G>R2v++7Ys_YCNDyLxfrk2C}G}A_FS*7h+H~-6_pKnv@C-3pi?eav!l$8iY&>6b?OPqAKfs z$qGcbz%Z`u3>uR>c@aDH0INpmBMsz+JWiSdIc!QKz(gHCIQAI~A&}o%3#{xf%u3D% zhFz#x5t37s+#+(7MFS$C10#OAX!|s_25#{-kx|}gP7G(+V%~2{f@v!e6nq7&@$n)E zB&jkRiIITRz>!{Ld_>GB%=u`ue`LdI`PkYapC?cJq9JAnh+_!(Qg zC@JFC>#+czx3?zj>un2;EW+XX_8UB3fED-6l>}udVa)5g7Cf|4XvF-w)#p}u1_a@$ zV>sR~jq1!ysbavKlP7k(J@I*FiXk}eP2=|jNDi};X2%%D2Kz9)vsT#KJqtc4U0ndg z-G8#F!7Dn=MZOwU3UbKD*)s<^|BAjdi696Idm--yM_b4nQtyOU9xKQaH!pEv=4}oL zQ$xSPT>?`r?=Ou5IzGPSgm^%oTClbeAPZM!7Wcr3D?uopTW4K$;WTcn3Y`5=Dt?;) z%G{(EeflZx+b!+CZ6kcXz+RBq<3dN$7vx` zf;J>>Vo0`HIu2+8H=l}Pr$H|)J)FL3BBQ=gB>xT(zTl-tGw^yEd=bG*;}tD1BfqRG zI3zHpNl!5LKRSSyYLBS?a&!HYt&67|=rIV`9g-I7s`@k0UtEQdaa(-?fjVQM5&Ovk zL#-DRB1E|Pjp>+nKnS0&iW%mu?}}TrD!_v%9$HuUNXdwCI?;p3a~|_N;tJPNIrWo| z>ef=pphUkKeCLa;cf?NGF%)XHW|yYA*DsuqH_?FbGMpYqq&3XGI!+P9OY1L~0O>y) z60y=ZWi+tgtUoE{Z@xr~J`#l}hn;Qd8|(g*3bj(W6%sfehj2qf>oIxYRDz(6qgfYL z`t{h@=}y$GAh#`D^u~SpgU~FIWhU4kT%H93uDrWIqA-m2RLGI6j4}iEDAci+O$ahu zSo}Ter5^!-=(mf)zD* zYba+(2iumi_lsTZoW6oxkf9;2WYjLb^OXU~!CuCcHTR3N1bU5`e?hx>!*T&aJ*;-^ z3UVFaP0q8ZGwe%xarBw`ci_~T$gIsM?FBL)oluV9*k27!fl|dKw=}2%9VlwER16p4 zFJ{mDS<=t!4~0eGBuIp917&JU9@Np<)t0H39U1HVG%|Fz*dyute0zyucQ->n4^h*7 zKiea{tB(SHB#ny26A8N|#?}0t=spK>=r8W|$J#F)IJtp6BLut5GNY>cS{PZeX~Fd) z0$Xp=>K(^uMOv2vcC@wNEpYpybwh9YLjemydMk*g2KzcU zzu2|-)_-CAsN8G2cO2xZqTam0|1&NuLO&v-RT%w2P+osE9~?ekE^&$CxdbBKDGQLB8s>5uzo-1yXJdO-x(Z$X^JS zqGURdh~`bZU%#MsYXJ$Q0igzB&Mq|n*4RYX;&qaBr4b!;W9mI~jbb#a5Da2e9LW$?z2HdQh+IgFTrWe~%lb zb4^WoPhHIHq=iw)7ygsS=7-}#p&cSl?^16d(Qf*(7U-_ONC!0CG6Y|{8BzS>M17{K zW*;Vtlk~@7@vPylsS4wZhBOF36pZ^ORV<<^Fk6Sg`ha~au_DKSmxiWYjR-y$iwho} z>jRS|U8&Mw%)1BoBdQnsjrl>3KUTWK#2F0b8-?39zmqUm@g*Z|!o5nY)K;k{kG5kA z0j+-Btb`#;m~+6}V8FY`joWHwlUMOo2BAD*FaA)PB*el9biFpc{dCX5aPwotBx-@wn0(A_8R-CXHGw3T>#%hLY z{J(S$PsdXYo=R5EHg~pvI=pLsx?}NXiD^R**ZGKC-p2uOMrt9q98>JS3o5Ttvi+sW zVTaUC`_l^Vo{-Z7LVl)PbhDR!3vW=3;vo8KLHD57UY8huhxOLDS=Vs*qmaQt&3uzm zw#E!$WX4Zt;?5Ltf@Q+$LiuI^<28=Mf@p=;jH(i+O(GZ4IZ})Cr*UgwD~>4MFic^= z%%Vt$KNlEaisYU%{R@vmCaI1vYCH`(>~@&R0vyoVhRnA4Wq=Ie!>qh6~$!wSgp#3v1nP z89QC2-m9V2kY7c??hlC6dtWUYh0gLIO#)1QEQ3vXj6FQ0%uJ$I!pIghQN1)7 zShO%8*@YG0PyHp=Qbs4-4jli7_?Cu4>qhTLxhtUBrLhc4OV;1|M5hj*{{RWnxfHOc$& za3--_V=FYz!S@yo`Ks&ZXy1(CZk7f5z6%=Dn6gOLrszj9%GOVu<;Bbwy5L}EiUL19 zbAG`Dn;gbrC=|39J26E;2b0)*wi7}OgyLJjVc?0`fZ;JLp@kve4l0=;a>EX6z0q7i zS2fz=sHU;BkLNBDpVpxP$KZ~Te7|XczX~t2=og$&FG~ZtapYYXDHj!=R?ji!5w~8t z|AJ>$=pKj4Wu)4t<_a+ssXziGk~h3P{E#5H9@l^fSR4|j7}`IC98__&fgwh!@BWBt z-rv80m)Ml>vEC3FKBaP946CDPqo}(98D97WXlm+UyF^p=`&xYf(lNDb zgFhIWXIYb{-k1 z%y)Ducn4c$OQoBE4xJ^U?&$=`z{U<_7|?FYe2Z)}jakVU`dwQ~rtMWbp_-a)y3BOF zjC+XA`JKEjl{=ncPrIpb1ayK>$~3EzH@o9$^)!UXAfKP;yj%yFth=B{`q1dAxeZkw zc6lpioUmR!*%#hRX$R&xTE8K2xV)yK*LNytVlW-!7)#DUgs`I+a8CtfWJ}w3C8NbY zd)Ti2=}242z`?A{_hE{?G$z8dw{WDf7w8get!v!D6YG6A$r;de8HpKYLnqYss3TCH zfl&;vz!u^u^xNA?kL{zE;}q+vRnbdf!o4{w%b>4 zuK;`b$3*14{P(kZFNZf?V1Qt!5r(cuYRdd=duwO=pO;qTu?Ubgah%@#7;zf#O3n=4 z9xN#IK>hghmiRhXATf6D$CKVWmEkbxS|V#?@w)PK%-NHad9d$F#$Z(EuZbsRHT30$ zHDmRlJBBBt@YvL*z3?JAZyYd^+wq&67eC61H~EK!{XS#Y0c%CI*;@KEQ}f*?WkwOaCh^DNK}-+DxqPEOj5fx1Bh^e2npKRVsgMjjM%EU=HWji6rXa?Z7ZzZy|G zKhHUIp;sVRx>IiX6AarGUi4Fh{2o?k`X0J(9fA9&k!EedG~~hj7hISg@J%9MaQjQi zFT1BE^%1~L-2$uZnA7Lw&S$Ff#m9m1LP}(H-^h#q6gXtAe_pK^^IenOuQu%9;U8UN zw|uCzI38N;5<9!?@w|`EqYdyrO1xI z#%1>rOb9Gx`$;WkBR+e`OF_GQ*du%~as!{sUj&$mx_nm9(l%-8>Esasqgvwd)EW&F z&M*^jJ>bNt1*6~B?y8sb%GIih0 zc`e!agM%NKH@jYTV+T>W+PV8ZL)}o1iUDT}m@0+zzbh;)q?7re3RajzdX^1SJL);$ z?)2;^f0ygmvdvzMNeA}rOI;@m&a2n$&aGG0c`ak**mXpOryYuXL^FTD%TaZ;kPi<7 zsz0w5b$SX|_f~s~FljpYL&jzpr1aKDHI2FuImkYKpNlIny^29*@S$ZFBnk6LdgfSF z<>4N|pcIR;DeS$Gwjp&SMjFqEviTZ(*$Q*y^@r7oDFmfm^^u4F&Eb_GZ%`X>0j?2E z*C2ctHME~gi|S8)nXObU!8`tN^e5euME+WQW6|?;yQUMetfEo4;6{xo_ATgnn~LEa=uS=XxZL>7*2_JHyQmFiwff8Wo3W-Pf56q)<|Yx*pJTeSEH#+FuR(vV zIMZUd9&*^4g(m)FBHA4@0RVr`)hczY;$)WlQ#(v3OTN-$xzj77B&;PdS1akx&wQPp ze~L0M|CSR%FO)u9eeN%{)amhl2@LE^X+-6M3i-@S+xEs<86%RA?A){sMMoEc)tfOY zy529}Cyp?T4jc&CQA9*Bg>u{2$&T_?8aB>-j_0-q)8o@YghH?IGJp?T8?GU;)S^Rr z&pZ~-6)bT7pj__xCNZBlom-j{(!1n2L9ReoU!{J8CzC=?IeEqAa+ndV4C%a4#57#W zVmg&5t-34`&PKhMsKV{4UR4w1K4walB0w0z-Dp-kjX8qVnk$nV_NlOuct53h{A8M? zI*B3sT21S8_GC$43ut8Cu$08FsIvT4JM^(>N2O7q zKB)(Hv!_QUntIaqbmQ~fGYheMm)i@!&ae#=e;~e(MhGu}14F%PR2=8G!r@vlBN?R| z%By48R}lhT=Wc0L3shWp{9j9dzeY_B@nt82H9f-7A%lM>zAxr{yLCLvZ$W07{ooh> zBQJ!nP{a-?l?&t!d(2E3CWd_5L}D_}F24OUKfM;B_AG2*v3K`40SoCKPSQptxh!$g zCao3OkS3{vwz4>V+?+dqs(6w%BpzANCaKa%FLRe$*ig6n-O9cAHtSF@5;HU!^Vc>u z#fhzqTYEyswvStYUcCg96`;rjnbnKE!?pLkKB5myHwlYW>R+?zdZp4&^w@~oEM+d; zQ5#0~r+Jfz;>_7W!8y8HEfP^MqPOo^l&KI}mGd?}ZhG5_+FF&o35%{{&;17^0pkX3 zib5GRA4@{XL4Y0uAu*aiagQ_zFz)6Z1*ms0(Cf-)=tdDL8T>O8p$t_74)VYL42i2j zC4qx;bAv>6K9P|#4JZ`|P}j@nf{M0y?j$)ZELa7Zm zGm)jQTzdY!jO{(yex366+!C$x$SAH}wn5G`%9&#B$(qDj-lEJB=l6b_Z2=yQ#_yk- zk5upLNHVaxLT87TRr!3OO$+PwCaQ{QaWPP{4~mqsxpE2hh}YMvEvASEj|}Z)6R<<( z+8Pk~ERb}%c+W2H_be`uEkYgdogM|{iy~dPkiro$N_m-;ex>zROYJY5)V`xqZ*SNB)XKO#hLDFWkzJ(S{{!Byj;*{R$q z+6l`xlRoz^6YrNDqhE0e%5v))i0W@a(T#Cu*lfheOj6n9!vVRu3IM9MC!J~&vQq=^ z^;UCVXZx6Y-^>Q8cVobk)&fEw(+;OzCAYlrxJ6bT8)h_D9P!yJw1LzSpx3Q*d>N8^HXagfhWoGK>wN(ei=R84_CC~g$teG zCtWVZV%(%L8Ti!i5*?oV#HOob-5dneHEZp?f+~u`l%A}pOa~*I5^9>-IC5jtbqJBu z*SN=I>g+22ObaZc1?0QTB_tSscSJEL9agridECi-?5SS!SdL=N%HCvYCOEb$6oHS7 zCN%uALyKVM1P;`r$7D3W$vZ!(n3(C1-(=`G#(ZLMX8Q^sOMM8!Ot z*;4ycek*I#erKW8XUzrGVPS}{sv`BTtS1e_R2CUNaq&c=!!<6!lNaS-$#2BKlS$RW z=YmI;e6eZ>N@Lxr%g8rW|cVkw%m^*`c_e?4fZ`X4e3&C9c7E7 za+xF=ZN0;)d1rM3!KkPT?Y6R%9&+8t0`5*4y(fSL&Ku=SJ0%l(_C&O??uqh>OCAn06Y3c&7(F0)$ByigufVLiJcP2OJ;UJvCiwLa>-k7zF-=yTN7;00 zsjDFk`@cMBRRP;87ye?JXN~XJ2BQF3$Ir2lkLxGqJG6me^nu^9(>ch(r5IIHsALvn zoj$1MS049k&YxB3neuc0HKAh@;;Edgrr7NLh~oRMQL&-XNi2dBF*J)-3gFlxg+ zad=a^pUy5$rpC7avFuH(;MrMOKzK1wqyQ_cK0LFkrI#rQJL@Oyg(itED+xQve}XFZ z_AVssEIcGEBr5RCvUXNd{A@%&p*L^yRD35QC>9N!Hi`0^pV@w1 z&P<8s?4V%P$tlJ{ItN7O(^sC>zHXZ~^BQ$lV=i!`1Ow zhHZ39XftEv17onsZn6w0-3z*!R|ljNkyIt^-*qrnk~-MUH5Sw!xue(f8w7+ZfLB?A zs%7zC*+!hSekBuhE}PZHTctC2gM1aE#xjb?)kiB~*;{tc~T5XnbjAsAd6H6xN7%hkZ&I7rPbUHs&&3ubw8^iuqK4!Te2y-y%J?;<5||bb(XiiV4rqYZERLJ;}i$=fk{@ddsbnK`F^hXUF;#7 zs{Y$)>!-F%(rK&yVJrL5a>r4L2;WbCU!_WH$C~O0UnTim#L=EEx_jluYK#AQ_o9Lv oBIF#h9`3W7*H=mp#JCX0#i$^hcqk$SHf}Z+cuGo1B`Ns-1vM6M^8f$< diff --git a/Recherche/ALDLoverAB/main.tex b/Recherche/ALDLoverAB/main.tex index d8668d4..1db871a 100644 --- a/Recherche/ALDLoverAB/main.tex +++ b/Recherche/ALDLoverAB/main.tex @@ -52,6 +52,7 @@ \newcommand{\RBreceived}{\textsf{RB-received}} \newcommand{\ordered}{\textsf{ordered}} \newcommand{\Winners}{\mathsf{Winners}} +\newcommand{\Messages}{\mathsf{Messages}} \newcommand{\ABlisten}{\textsf{AB-listen}} \newcommand{\delivered}{\mathsf{delivered}} @@ -86,6 +87,7 @@ We consider a static set of $n$ processes with known identities, communicating b \paragraph{Communication.} Processes can exchange through a Reliable Broadcast (\RB) primitive (defined below) which's invoked with the functions \RBcast$(m)$ and \RBreceived$(m)$. There exists a shared object called DenyList (\DL) (defined below) that is interfaced with the functions \APPEND$(x)$, \PROVE$(x)$ and \READ$()$. \paragraph{Notation.} Let $\Pi$ be the finite set of process identifiers and let $n \triangleq |\Pi|$. Two authorization subsets are $\Pi_M \subseteq \Pi$ (processes allowed to issue \APPEND) and $\Pi_V \subseteq \Pi$ (processes allowed to issue \PROVE). Indices $i,j \in \Pi$ refer to processes, and $p_i$ denotes the process with identifier $i$. Let $\mathcal{M}$ denote the universe of uniquely identifiable messages, with $m \in \mathcal{M}$. Let $\mathcal{R} \subseteq \mathbb{N}$ be the set of round identifiers; we write $r \in \mathcal{R}$ for a round. We use the precedence relation $\prec$ for the \DL{} linearization: $x \prec y$ means that operation $x$ appears strictly before $y$ in the linearized history of \DL. For any finite set $A \subseteq \mathcal{M}$, \ordered$(A)$ returns a deterministic total order over $A$ (e.g., lexicographic order on $(\textit{senderId},\textit{messageId})$ or on message hashes). For any round $r \in \mathcal{R}$, define $\Winners_r \triangleq \{\, j \in \Pi \mid (j,\PROVEtrace(r)) \prec \APPEND(r) \,\}$, i.e., the set of processes whose $\PROVE(r)$ appears before the first $\APPEND(r)$ in the \DL{} linearization. +We denoted by $\PROVE^{(j)}(r)$ or $\APPEND^{(j)}(r)$ the operation $\PROVE(r)$ or $\APPEND(r)$ invoked by process $j$. % For any round r ∈ R, define Winnersr ≜ { j ∈ Π | (j, prove(r)) ≺ APPEND(r) }. Pas bien on compare des tuples et des operations @@ -134,10 +136,6 @@ plus Integrity/No-duplicates/Validity (inherited from \RB and the construction). Equivalently, there exists a time after which every $\PROVE(r)$ is invalid in $H$. \end{definition} -\begin{definition}[First APPEND]\label{def:first-append} - Given a \DL{} linearization $H$, for any closed round $r\in\mathcal{R}$, we denote by $\APPEND^\star(r)$ the earliest $\APPEND(r)$ in $H$. -\end{definition} - \subsection{Variables} Each process $p_i$ maintains: @@ -238,13 +236,17 @@ Once closed, a round never becomes open again. \end{lemma} \begin{proof} - By definition of closed round, some $\APPEND(r)$ occurs in the linearization $H$. \\ - $H$ is a total order of operations, the set of $\APPEND(r)$ operations is totally ordered, and hence there exists a smallest $\APPEND(r)$ in $H$. We denote this operation $\APPEND^\star(r)$ and $t_0$ its linearization point. \\ - By the validity property of \DL, a $\PROVE(r)$ is valid iff $\PROVE(r) \prec \APPEND^\star(r)$. Thus, after $t_0$, no $\PROVE(r)$ can be valid. \\ + By \Cref{def:closed-round}, some $\APPEND(r)$ occurs in the linearization $H$. \\ + $H$ is a total order of operations, the set of $\APPEND(r)$ operations is totally ordered, and hence there exists a smallest $\APPEND(r)$ in $H$. We denote this operation $\APPEND^{(\star)}(r)$ and $t_0$ its linearization point. \\ + By the validity property of \DL, a $\PROVE(r)$ is valid iff $\PROVE(r) \prec \APPEND^{(\star)}(r)$. Thus, after $t_0$, no $\PROVE(r)$ can be valid. \\ $H$ is a immutable grow-only history, and hence once closed, a round never becomes open again. \\ Hence there exists a linearization point $t_0$ of $\APPEND(r)$ in the \DL, and from that point on, no $\PROVE(r)$ can be valid and the closure is stable. \end{proof} +\begin{definition}[First APPEND]\label{def:first-append} + Given a \DL{} linearization $H$, for any closed round $r\in\mathcal{R}$, we denote by $\APPEND^{(\star)}(r)$ the earliest $\APPEND(r)$ in $H$. +\end{definition} + \begin{lemma}[Across rounds]\label{lem:across} If there exists a $r$ such that $r$ is closed, $\forall r'$ such that $r' < r$, r' is also closed. \end{lemma} @@ -255,30 +257,34 @@ If there exists a $r$ such that $r$ is closed, $\forall r'$ such that $r' < r$, \emph{Induction.} Assume the lemma is true for round $k\geq 0$, we prove it for round $k+1$. \smallskip - Assume $k+1$ is closed and let $\APPEND^\star(k+1)$ be the earliest $\APPEND(k+1)$ in the DL linearization $H$. + Assume $k+1$ is closed and let $\APPEND^{(\star)}(k+1)$ be the earliest $\APPEND(k+1)$ in the DL linearization $H$. By Lemma 1, after an $\APPEND(k)$ is in $H$, any later $\PROVE(k)$ is rejected also, a process’s program order is preserved in $H$. - There are two possibilities for where $\APPEND^\star(k+1)$ is invoked. - - \paragraph{Case (B6).} - Some process $p^\star$ executes the loop (lines B5–B11) and invokes $\APPEND^\star(k+1)$ at line B6. - Immediately before line B6, line B5 sets $r\leftarrow r+1$, so the previous loop iteration (if any) targeted $k$. We consider two sub-cases. - - \emph{(i) $p^\star$ is not in its first loop iteration.} - In the previous iteration, $p^\star$ executed $\PROVE^\star(k)$ at B6, followed (in program order) by $\APPEND^\star(k)$. - If round $k$ wasn't closed when $p^\star$ execute $\PROVE^\star(k)$ at B9, then the condition at B8 would be true hence the tuple $(p^\star, \PROVEtrace(k))$ should be visible in P which implies that $p^\star$ should leave the loop at round $k$, contradicting the assumption that $p^\star$ is now executing another iteration. - Since the tuple is not visible, the $\PROVE^\star(k)$ was rejected by the DL which implies by definition an $\APPEND(k)$ already exists in $H$. Thus in this case $k$ is closed. - - \emph{(ii) $p^\star$ is in its first loop iteration.} - To compute the value $r_{max}$, $p^\star$ must have observed one or many $(\_ , \PROVEtrace(k+1))$ in $P$ at B2/B3, issued by some processes (possibly different from $p^\star$). Let's call $p_1$ the issuer of the first $\PROVE(k+1)$ in the linearization $H$. \\ - When $p_1$ executed $P \gets \READ()$ at B2 and compute $r_{max}$ at B3, he observed no tuple $(j,\PROVEtrace(k+1))$ in $P$ because he's the issuer of the first one. So when $p_1$ executed the loop (B5–B11), he run it for the round $k$, didn't seen any $(1,\PROVEtrace(k))$ in $P$ at B8, and then executed the first $\PROVE(k+1)$ at B6 in a second iteration. \\ - If round $k$ wasn't closed when $p_1$ execute $\PROVE(k)$ at B6, then the condition at B8 should be true which implies that $p_1$ sould leave the loop at round $k$, contradicting the assumption that $p_1$ is now executing $\PROVE(r+1)$. In this case $k$ is closed. - - \paragraph{Case (C9).} - Some process invokes $\APPEND(k+1)$ at C9. - Line C9 is guarded by the presence of $\PROVE(\textit{next})$ in $P$ with $\textit{next}=k+1$ (C6). - Moreover, the local pointer $\textit{next}$ grow by increment of 1 and only advances after finishing the current round (C20), so if a process can reach $\textit{next}=k+1$ it implies that he has completed round $k$, which includes closing $k$ at C9 when $\PROVE(k)$ is observed. - Hence $\APPEND^\star(k+1)$ implies a prior $\APPEND(k)$ in $H$, so $k$ is closed. + There are two possibilities for where $\APPEND^{(\star)}(k+1)$ is invoked. + + \begin{itemize} + \item \textbf{Case (B6) :} + Some process $p^\star$ executes the loop (lines B5–B11) and invokes $\APPEND^{(\star)}(k+1)$ at line B6. + Immediately before line B6, line B5 sets $r\leftarrow r+1$, so the previous loop iteration (if any) targeted $k$. We consider two sub-cases. + + \begin{itemize} + \item \emph{(i) $p^\star$ is not in its first loop iteration.} + In the previous iteration, $p^\star$ executed $\PROVE^{(\star)}(k)$ at B6, followed (in program order) by $\APPEND^{(\star)}(k)$. + If round $k$ wasn't closed when $p^\star$ execute $\PROVE^{(\star)}(k)$ at B9, then the condition at B8 would be true hence the tuple $(p^\star, \PROVEtrace(k))$ should be visible in P which implies that $p^\star$ should leave the loop at round $k$, contradicting the assumption that $p^\star$ is now executing another iteration. + Since the tuple is not visible, the $\PROVE^{(\star)}(k)$ was rejected by the DL which implies by definition an $\APPEND(k)$ already exists in $H$. Thus in this case $k$ is closed. + + \item \emph{(ii) $p^\star$ is in its first loop iteration.} + To compute the value $r_{max}$, $p^\star$ must have observed one or many $(\_ , \PROVEtrace(k+1))$ in $P$ at B2/B3, issued by some processes (possibly different from $p^\star$). Let's call $p_1$ the issuer of the first $\PROVE^{(1)}(k+1)$ in the linearization $H$. \\ + When $p_1$ executed $P \gets \READ()$ at B2 and compute $r_{max}$ at B3, he observed no tuple $(\_,\PROVEtrace(k+1))$ in $P$ because he's the issuer of the first one. So when $p_1$ executed the loop (B5–B11), he run it for the round $k$, didn't seen any $(1,\PROVEtrace(k))$ in $P$ at B8, and then executed the first $\PROVE^{(1)}(k+1)$ at B6 in a second iteration. \\ + If round $k$ wasn't closed when $p_1$ execute $\PROVE^{(1)}(k)$ at B6, then the condition at B8 should be true which implies that $p_1$ sould leave the loop at round $k$, contradicting the assumption that $p_1$ is now executing $\PROVE^{(1)}(r+1)$. In this case $k$ is closed. + \end{itemize} + + \item \textbf{Case (C9) :} + Some process invokes $\APPEND(k+1)$ at C9. + Line C9 is guarded by the presence of $\PROVE(\textit{next})$ in $P$ with $\textit{next}=k+1$ (C6). + Moreover, the local pointer $\textit{next}$ grow by increment of 1 and only advances after finishing the current round (C20), so if a process can reach $\textit{next}=k+1$ it implies that he has completed round $k$, which includes closing $k$ at C9 when $\PROVE(k)$ is observed. + Hence $\APPEND^\star(k+1)$ implies a prior $\APPEND(k)$ in $H$, so $k$ is closed. + \end{itemize} \smallskip In all cases, $k+1$ closed implie $k$ closed. By induction on $k$, if the lemme is true for a closed $k$ then it is true for a closed $k+1$. @@ -286,11 +292,11 @@ If there exists a $r$ such that $r$ is closed, $\forall r'$ such that $r' < r$, \end{proof} \begin{definition}[Winner Invariant]\label{def:winner-invariant} - Let take a closed round $r$ (which implies by \Cref{def:closed-round} that some $\APPEND(r)$ occurs in the DL linearization $H$), there exist a unique and defined set of winners such as + For any closed round $r$, define \[ - \Winners_r = \{ j : (j,\PROVEtrace(r)) \prec \APPEND^\star(r) \} + \Winners_r \triangleq \{ j : \PROVE^{(j)}(r) \prec \APPEND^\star(r) \} \] - with $\APPEND^\star(r)$ being the earliest \APPEND$(r)$ in the \DL linearization. + as the unique set of winners of round $r$. \end{definition} \begin{lemma}[Invariant view of closure]\label{lem:closure-view} @@ -298,7 +304,7 @@ If there exists a $r$ such that $r$ is closed, $\forall r'$ such that $r' < r$, \end{lemma} \begin{proof} - Fix a round $r$ such that some $\APPEND(r)$ occurs; hence $r$ is \emph{closed}. By \Cref{lem:closure-stable}, there exists a unique earliest $\APPEND(r)$ in the DL linearization, denoted $\APPEND^\star(r)$. + Let's take a closed round $r$. By \Cref{def:first-append}, there exists a unique earliest $\APPEND(r)$ in the DL linearization, denoted $\APPEND^\star(r)$. Consider any correct process $p$ that invokes $\READ()$ after $\APPEND^\star(r)$ in the DL linearization. Since $\APPEND^\star(r)$ invalidates all subsequent $\PROVE(r)$, the set of valid tuples $(\_,\PROVEtrace(r))$ observed by any correct process after $\APPEND^\star(r)$ is fixed and identical across all correct processes. @@ -306,106 +312,127 @@ If there exists a $r$ such that $r$ is closed, $\forall r'$ such that $r' < r$, \end{proof} \begin{lemma}[Well-defined winners]\label{lem:winners} -In any execution, when a process computes $W_{r}$, $r$ is closed. + For any correct process and round $r$, if the process computes $W_r$ at line C10, then : + \begin{itemize} + \item $\Winners_r$ is defined; + \item the computed $W_r$ is exactly $\Winners_r$. + \end{itemize} \end{lemma} \begin{proof} - Fix a process $p$ that reaches line C10 (computing $W_{\textit{next}}$). Immediately before C10, line C9 executes + Let take a correct process $p_i$ that reach line C10 to compute $W_r$. \\ + By program order, $p_i$ must have executed $\APPEND^{(i)}(r)$ at C9 before, which implies by \Cref{def:closed-round} that round $r$ is closed. So by \Cref{def:winner-invariant}, $\Winners_r$ is defined. \\ + By \Cref{lem:closure-view}, all correct processes eventually observe the same set of valid tuples $(\_,\PROVEtrace(r))$ in their \DL view. Hence, when $p_i$ executes the $\READ()$ at C9 after the $\APPEND^{(i)}(r)$, it observes a set $P$ that includes all valid tuples $(\_,\PROVEtrace(r))$ such that \[ - \APPEND(\textit{next});\; P \gets \READ() + W_r = \{ j : (j,\PROVEtrace(r)) \in P \} = \{j : \PROVE^{(j)}(r) \prec \APPEND^\star(r) \} = \Winners_r \] - - Line C9 is guarded by the condition at line C6, which -\end{proof} - -\begin{lemma}[View-Invariant Winners]\label{lem:view-invariant} -For any closed round $r$, there exists a unique set -\[ - \Winners_r = \{ j : (j,\PROVEtrace(r)) \prec \APPEND^\star(r) \} -\] -with $\APPEND^\star(r)$ being the earliest \APPEND$(r)$ in the \DL linearization.\\ -Such that for any correct process $p$ that computes $W_r$, $W_r = \Winners_r$. -\end{lemma} - -\begin{proof}[Proof] - Fix a round $r$ such that some $\APPEND(r)$ occurs; hence $r$ is \emph{closed}. By \Cref{lem:closure-stable}, there exists a unique earliest $\APPEND(r)$ in the DL linearization, denoted $\APPEND^\star(r)$. - - Consider any correct process $p$ that computes $W_r$ at line C10. By \Cref{lem:winners}, $r$ is closed when $p$ computes $W_r$. By \Cref{lem:closure-stable}, the linearization point of $\APPEND^\star(r)$ precedes that of the subsequent $\READ()$ at C9, therefore the $P$ returned by this $\READ()$ is posterior to $\APPEND^\star(r)$ in the DL linearization. - - Hence, at the moment C10 computes - \[ - W_r \;\leftarrow\; \{\, j : (j,\PROVEtrace(r)) \in P \,\}, - \] - the view $P$ is posterior to $\APPEND^\star(r)$, so - \[ - W_r = \{\, j : (j,\PROVEtrace(r)) \prec \APPEND^\star(r) \,\} = \Winners_r. - \] - - Since this argument holds for any correct process computing $W_r$, all correct processes compute the same winner set $\Winners_r$ for closed round $r$. \end{proof} \begin{lemma}[No APPEND without PROVE]\label{lem:append-prove} -If some correct process invokes $\APPEND(r)$, then some correct process must have previously invoked $\PROVE(r)$. +If some process invokes $\APPEND(r)$, then at least a process must have previously invoked $\PROVE(r)$. \end{lemma} \begin{proof}[Proof] - Consider the round $r$ such that some correct process invokes $\APPEND(r)$. There are two possible cases + Consider the round $r$ such that some process invokes $\APPEND(r)$. There are two possible cases - \paragraph{Case (B6).} - There exists a process $p^\star$ who's the issuer of the earliest $\APPEND^\star(r)$ in the DL linearization $H$. By program order, $p^\star$ must have previously invoked $\PROVE(r)$ before invoking $\APPEND^\star(r)$ at B6. In this case, there is at least one $\PROVE(r)$ valid in $H$ issued by a correct process before $\APPEND^\star(r)$. - - \paragraph{Case (C9).} - There exist a process $p^\star$ invokes $\APPEND^\star(r)$ at C9. Line C9 is guarded by the condition at C6, which ensures that $p$ observed some $(\_,\PROVEtrace(r))$ in $P$. In this case, there is at least one $\PROVE(r)$ valid in $H$ issued by some process before $\APPEND^\star(r)$. - - In both cases, if some correct process invokes $\APPEND(r)$, then some correct process must have previously invoked $\PROVE(r)$. + \begin{itemize} + \item \textbf{Case (B6) :} + There exists a process $p^\star$ who's the issuer of the earliest $\APPEND^{(\star)}(r)$ in the DL linearization $H$. By program order, $p^\star$ must have previously invoked $\PROVE^{(\star)}(r)$ before invoking $\APPEND^{(\star)}(r)$ at B6. In this case, there is at least one $\PROVE(r)$ valid in $H$ issued by a correct process before $\APPEND^{(\star)}(r)$. + + \item \textbf{Case (C9) :} + There exist a process $p^\star$ invokes $\APPEND^{(\star)}(r)$ at C9. Line C9 is guarded by the condition at C6, which ensures that $p$ observed some $(\_,\PROVEtrace(r))$ in $P$. In this case, there is at least one $\PROVE(r)$ valid in $H$ issued by some process before $\APPEND^{(\star)}(r)$. + \end{itemize} + + In both cases, if some process invokes $\APPEND(r)$, then some process must have previously invoked $\PROVE(r)$. \end{proof} \begin{lemma}[No empty winners]\label{lem:nonempty} -For any correct process that computes $W_r$, $W_r \neq \emptyset$. + Let $r$ be a round, if $\Winners_r$ is defined, then $\Winners_r \neq \emptyset$. \end{lemma} \begin{proof}[Proof] - By \Cref{lem:winners}, any correct process that computes $W_r$ implies that round $r$ is closed. By \Cref{lem:closure-stable}, there exists a unique earliest $\APPEND(r)$ in the DL linearization, denoted $\APPEND^\star(r)$. + If $\Winners_r$ is defined, then by \Cref{def:winner-invariant}, round $r$ is closed. By \Cref{def:closed-round}, some $\APPEND(r)$ occurs in the DL linearization. \\ + By \Cref{lem:append-prove}, at least a process must have invoked a valid $\PROVE(r)$ before $\APPEND^{(\star)}(r)$. Hence, there exists at least one $j$ such that $\{j: \PROVE^{(j)}(r) \prec \APPEND^\star(r)\}$, so $\Winners_r \neq \emptyset$. +\end{proof} - By \Cref{lem:view-invariant}, any correct process computing $W_r$ obtains +\begin{lemma}[Winners must propose]\label{lem:winners-propose} + For any closed round $r$, $\forall j \in \Winners_r$, process $j$ must have invoked a $\RBcast(S^{(j)}, r, j)$ +\end{lemma} + +\begin{proof}[Proof] + Fix a closed round $r$. By \Cref{def:winner-invariant}, for any $j \in \Winners_r$, there exist a valid $\PROVE^{(j)}(r)$ such that $\PROVE^{(j)}(r) \prec \APPEND^\star(r)$ in the DL linearization. By program order, if $j$ invoked a valid $\PROVE^{(j)}(r)$ at line B6 he must have invoked $\RBcast(S^{(j)}, r, j)$ directly before. +\end{proof} + +\begin{definition}[Messages invariant]\label{def:messages-invariant} + For any closed round $r$ and any correct process $p_i$ such that $\nexists j \in \Winners_r : prop^{[i)}[r][j] = \bot$, define \[ - W_r = \Winners_r = \{\, j : (j,\PROVEtrace(r)) \prec \APPEND^\star(r) \,\}. + \Messages_r \triangleq \bigcup_{j\in\Winners_r} \prop^{(i)}[r][j] \] + as the unique set of messages proposed by the winners of round $r$. +\end{definition} - So - \[ - W_r \neq \emptyset \implies \exists j : (j,\PROVEtrace(r)) \prec \APPEND^\star(r). - \] +\begin{lemma}[Non-empty winners proposal]\label{lem:winner-propose-nonbot} + For any closed round $r$, $\forall j \in \Winners_r$, for any correct process $p_i$, eventually $\prop^{(i)}[r][j] \neq \bot$. +\end{lemma} - Consider any correct process $p$ that computes $W_k$ at line C10. We show that $k$ is closed when $p$ executed the $\READ$ operation at C9 by \Cref{lem:winners}. This implies that some process must have invoked $\APPEND(k)$, which by \Cref{lem:append-prove} implies that some correct process must have previously invoked $\PROVE(k)$. Hence there exists at least one $j$ such that $(j,\PROVEtrace(k)) \prec \APPEND^\star(k)$, so $W_k \neq \emptyset$. +\begin{proof}[Proof] + Fix a closed round $r$. By \Cref{def:winner-invariant}, for any $j \in \Winners_r$, there exist a valid $\PROVE^{(j)}(r)$ such that $\PROVE^{(j)}(r) \prec \APPEND^\star(r)$ in the DL linearization. By \Cref{lem:winners-propose}, $j$ must have invoked $\RBcast(S^{(j)}, r, j)$. + + Let take a process $p_i$, by \RB \emph{Validity}, every correct process eventually receives $j$'s \RB message for round $r$, which sets $\prop[r][j]$ to a non-$\bot$ value at line A3. \end{proof} \begin{lemma}[Eventual proposal closure]\label{lem:eventual-closure} - For any correct process $p_i$ that computes $M_r$ for round $r$, there exist no $j$ such that $j \in \Winners_r$ and $\prop^{(i)}[r][j] = \bot$. + If a correct process $p_i$ define $M_r$ at line C14, then for every $j \in \Winners_r$, $\prop^{(i)}[r][j] \neq \bot$. \end{lemma} \begin{proof}[Proof] - Fix a correct process $p_i$ that computes $M_r$ at line C14. By \Cref{lem:winners}, $r$ is closed when $p_i$ executed the $\READ$ operation at C9. By \Cref{lem:view-invariant}, $p_i$ computes the unique winner set $\Winners_r$. + Let take a correct process $p_i$ that computes $M_r$ at line C14. By \Cref{lem:winners}, $p_i$ computes the unique winner set $\Winners_r$. - By \Cref{lem:nonempty}, $\Winners_r \neq \emptyset$. Consider any $j \in \Winners_r$. Since $j$ is a winner, by definition of $\Winners_r$, $j$ must have invoked a valid $\PROVE(r)$ before the earliest $\APPEND(r)$ in the DL linearization. Since $j$ is correct and by program order, if he invoked a valid $\PROVE(r)$ he must have invoked $\RBcast(S^{(j)}, r, j)$ directly before. By \RB \emph{Validity}, every correct process eventually receives $j$'s \RB message for round $r$, which sets $\prop[r][j]$ to a non-$\bot$ value (A3). The instruction C14 where $p_i$ computes $M_r$ is guarded by the condition at C11, which ensures that $p_i$ has received all \RB messages from every winner $j \in \Winners_r$. Hence, when $p_i$ computes $M_r = \bigcup_{j\in\Winners_r} \prop[r][j]$, we have $\prop[r][j] \neq \bot$ for all $j \in \Winners_r$. + By \Cref{lem:nonempty}, $\Winners_r \neq \emptyset$. The instruction at line C14 where $p_i$ computes $M_r$ is guarded by the condition at C11, which ensures that $p_i$ has received all \RB messages from every winner $j \in \Winners_r$. Hence, when $p_i$ computes $M_r = \bigcup_{j\in\Winners_r} \prop^{(i)}[r][j]$, we have $\prop^{(i)}[r][j] \neq \bot$ for all $j \in \Winners_r$. \end{proof} \begin{lemma}[Unique proposal per sender per round]\label{lem:unique-proposal} - For any round $r$ and any process $j$, $j$ invokes at most one $\RBcast(S, r, j)$. + For any round $r$ and any process $p_i$, $p_i$ invokes at most one $\RBcast(S, r, i)$. \end{lemma} \begin{proof}[Proof] - By program order, any process $j$ invokes $\RBcast(S, r, j)$ at line B6 must be in the loop (B5–B11). No matter the number of iterations of the loop, line B5 always uses the current value of $r$ which is incremented by 1 at line B5. Hence, in any execution, any process $j$ invokes $\RBcast(S, r, j)$ at most once for any round $r$. + By program order, any process $p_i$ invokes $\RBcast(S, r, i)$ at line B6 must be in the loop B5–B11. No matter the number of iterations of the loop, line B5 always uses the current value of $r$ which is incremented by 1 at each turn. Hence, in any execution, any process $p_i$ invokes $\RBcast(S, r, j)$ at most once for any round $r$. \end{proof} \begin{lemma}[Proposal convergence]\label{lem:convergence} -For any closed round $r$, after all \RB messages from $\Winners_r$ are received, every correct process computes the same $M_r = \bigcup_{j\in \Winners_r} \prop[r][j]$. + For any round $r$, for any correct processes $p_i$ that define $M_r$ at line C14, we have + \[ + M_r^{(i)} = \Messages_r + \] \end{lemma} \begin{proof}[Proof] - Fix a closed round $r$. By \Cref{lem:view-invariant}, any correct process computing $W_r$ obtains the same winner set $\Winners_r$. By \Cref{lem:eventual-closure}, every correct process that computes $M_r$ has received all \RB messages from every winner $j \in \Winners_r$, so $\prop[r][j]$ is non-$\bot$ for all $j \in \Winners_r$. By \Cref{lem:unique-proposal}, each winner $j$ invokes at most one $\RBcast(S^{(j)}, r, j)$, so $\prop[r][j] = S^{(j)}$ is uniquely defined. Hence, every correct process computes the same + Let take a correct process $p_i$ that define $M_r$ at line C14. That implies that $p_i$ has defined $W_r$ at line C10. It implies that, by \Cref{lem:winners}, $r$ is closed and $W_r = \Winners_r$. \\ + By \Cref{lem:eventual-closure}, for every $j \in \Winners_r$, $\prop^{(i)}[r][j] \neq \bot$. By \Cref{lem:unique-proposal}, each winner $j$ invokes at most one $\RBcast(S^{(j)}, r, j)$, so $\prop^{(i)}[r][j] = S^{(j)}$ is uniquely defined. Hence, when $p_i$ computes \[ - M_r = \bigcup_{j\in\Winners_r} \prop[r][j] = \bigcup_{j\in\Winners_r} S^{(j)}. + M_r^{(i)} = \bigcup_{j\in\Winners_r} \prop^{(i)}[r][j] = \bigcup_{j\in\Winners_r} S^{(j)} = \Messages_r. + \] +\end{proof} + +\begin{lemma}[Inclusion]\label{lem:inclusion} + If some correct process invokes $\ABbroadcast(m)$, then there exist a round $r$ and a process $j\in\Winners_r$ such that $p_j$ invokes + \[ + \RBcast(S, r, j)\quad\text{with}\quad m\in S. + \] +\end{lemma} + +\begin{proof} + Fix a correct process $p_i$ that invokes $\ABbroadcast(m)$ and eventually exits the loop (B5–B11) at some round $r$. There are two possible cases. + + \begin{itemize} + \item \textbf{Case 1:} $p_i$ exits the loop because $(i, \PROVEtrace(r)) \in P$. In this case, by \Cref{def:winner-invariant}, $p_i$ is a winner in round $r$. By program order, $p_i$ must have invoked $\RBcast(S, r, i)$ at B6 before invoking $\PROVE^{(i)}(r)$ at B7. By line B4, $m \in S$. Hence there exist a closed round $r$ and a correct process $j=i\in\Winners_r$ such that $j$ invokes $\RBcast(S, r, j)$ with $m\in S$. + + \item \textbf{Case 2:} $p_i$ exits the loop because $\exists j, r': (j, \PROVEtrace(r')) \in P \wedge m \in \prop[r'][j]$. In this case, by \Cref{lem:winners-propose} and \Cref{lem:unique-proposal} $j$ must have invoked a unique $\RBcast(S, r', j)$. Which set $\prop^{(i)}[r'][j] = S$ with $m \in S$. + \end{itemize} + + In both cases, if some correct process invokes $\ABbroadcast(m)$, then there exist a round $r$ and a correct process $j\in\Winners_r$ such that $j$ invokes + \[ + \RBcast(S, r, j)\quad\text{with}\quad m\in S. \] \end{proof} @@ -414,73 +441,73 @@ For any closed round $r$, after all \RB messages from $\Winners_r$ are received, \end{lemma} \begin{proof}[Proof] - Fix a correct process $p$ that invokes $\ABbroadcast(m)$. The lemma is true iff $(i, \PROVEtrace(r)) \in P$ or $\exists j, r': (j, \PROVEtrace(r')) \in P \wedge m \in \prop[r'][j]$ (like guarded at B8). + Let a correct process $p_i$ that invokes $\ABbroadcast(m)$. The lemma is true if $(i, \PROVEtrace(r)) \in P$; or there exists $j: (j, \PROVEtrace(r')) \in P \wedge m \in \prop[r'][j]$ (like guarded at B8). \begin{itemize} - \item \textbf{Case 1:} there exists a round $r$ such that $p$ invokes $\PROVE(r)$ and this $\PROVE(r)$ is valid. Hence eventually $(i, \PROVEtrace(r)) \in P$ and $p$ exits the loop at B8. - \item \textbf{Case 2:} there exists no round $r$ such that $p$ invokes $\PROVE(r)$ and this $\PROVE(r)$ is valid. In this case $p$ invokes infinitely many $\RBcast(S, r, i)$ at B6 with $m \in S$ (line B4).\\ - The assumption that no $\PROVE(r)$ invoked by $p$ is valid implies by \Cref{lem:nonempty} that for every possible round $r$ there at least one winner. Because there is an infinite number of rounds, and a finite number of processes, there exists at least one correct process $j$ that invokes infinitely many valid $\PROVE(r)$ and by extension infinitely many $\ABbroadcast(\_)$. By \RB \emph{Validity}, $j$ eventually receives $p$ 's \RB messages. Let call $t$ the time when $j$ receives $p$ 's \RB message \\ - For the first invocation of $\ABbroadcast(m)$ by $j$ after $t$, $j$ must include $m$ in his proposal $S$ at B4 for round $r'$ (because $m$ is pending in $j$ 's $\received \setminus \delivered$). Because $j \in \Winners_{r'}$ and by \RB \emph{Validity}, every correct process eventually receives $j$ 's \RB message for round $r'$, including $p$. When $p$ receives $j$ 's \RB message, $\prop[r'][j]$ is set to a non-$\bot$ value (A3) which includes $m$. Hence eventually $\exists j, r': (j, \PROVEtrace(r')) \in P \wedge m \in \prop[r'][j]$ and $p$ exits the loop at B8. + \item \textbf{Case 1:} there exists a round $r'$ such that $p_i$ invokes a valid $\PROVE(r')$. Hence by \DL \emph{Progress} and \emph{Semantics} the following $\READ()$ at line B7 will defined a P such as $(i, \PROVEtrace(r')) \in P$. Hence $p_i$ exits the loop at B8. + \item \textbf{Case 2:} there exists no round $r'$ such that $p_i$ invokes a valid $\PROVE(r')$. In this case $p_i$ invokes infinitely many $\RBcast(S, r', i)$ at B6 with $m \in S$ (line B4).\\ + The assumption that no $\PROVE(r')$ invoked by $p$ is valid implies by \DL \emph{Validity} that for every round $r'$, there exists at least one $\APPEND(r')$ in the DL linearization, hence by \Cref{lem:nonempty} for every possible round $r'$ there at least a winner. Because there is an infinite number of rounds, and a finite number of processes, there exists at least a correct process $p_k$ that invokes infinitely many valid $\PROVE(r')$ and by extension infinitely many $\ABbroadcast(\_)$. By \RB \emph{Validity}, $p_k$ eventually receives $p_i$ 's \RB messages. Let call $t_0$ the time when $p_k$ receives $p_i$ 's \RB message. \\ + At $t_0$, $p_k$ execute \Cref{alg:rb-handler} and do $\received \leftarrow \received \cup \{S\}$ with $m \in S$ (line A2). + For the first invocation of $\ABbroadcast(\_)$ by $p_k$ after the execution of \Cref{alg:rb-handler}, $p_k$ must include $m$ in his proposal $S$ at line B4 (because $m$ is pending in $j$'s $\received \setminus \delivered$ set). There exists a minimum round $r_1$ such that $p_k \in \Winners_{r_1}$ after $t_0$. By \Cref{lem:winner-propose-nonbot}, eventually $\prop^{(i)}[r_1][k] \neq \bot$. By \Cref{lem:unique-proposal}, $\prop^{(i)}[r_1][k]$ is uniquely defined as the set $S$ proposed by $p_k$ at B6, which by \Cref{lem:inclusion} includes $m$. Hence eventually $m \in \prop^{(i)}[r_1][k]$ and $k \in \Winners_{r_1}$. \end{itemize} - The first case explicit the case where $p$ is a winner and also covers the condition $(i, \PROVEtrace(r)) \in P$. And in the second case, we show that if the first condition is never satisfied, the second one will eventually be satisfied. Hence either the first or the second condition will eventually be satisfied, and $p$ eventually exits the loop and returns from $\ABbroadcast(m)$. + The first case explicit the case where $p_i$ is a winner and also covers the condition $(i, \PROVEtrace(r')) \in P$. And in the second case, we show that if the first condition is never satisfied, the second one will eventually be satisfied. Hence either the first or the second condition will eventually be satisfied, and $p_i$ eventually exits the loop and returns from $\ABbroadcast(m)$. \end{proof} - - -\begin{lemma}[Inclusion]\label{lem:inclusion} -If some correct process invokes $\ABbroadcast(m)$, then there exist a (closed) round $r$ and a corrcet process $j\in\Winners_r$ such that $j$ invokes -\[ -\RBcast(S, r, j)\quad\text{with}\quad m\in S. -\] -\end{lemma} - -\begin{proof} - Fix a correct process $p$ that invokes $\ABbroadcast(m)$. By \Cref{lem:bcast-termination}, $p$ eventually exits the loop (B5–B11) at some round $r$. There are two possible cases. - - \paragraph{Case 1:} $p$ exits the loop because $(i, \PROVEtrace(r)) \in P$. In this case, $p$ is a winner in round $r$ by definition of $\Winners_r$. By program order, $p$ must have invoked $\RBcast(S, r, i)$ at B6 before invoking $\PROVE(r)$ at B7. By line B4, $m \in S$. Hence there exist a closed round $r$ and a correct process $j=i\in\Winners_r$ such that $j$ invokes $\RBcast(S, r, j)$ with $m\in S$. - - \paragraph{Case 2:} $p$ exits the loop because $\exists j, r': (j, \PROVEtrace(r')) \in P \wedge m \in \prop[r'][j]$. In this case, by \Cref{lem:view-invariant}, any correct process computing $W_{r'}$ obtains the unique winner set $\Winners_{r'}$, so $j\in\Winners_{r'}$. By program order, $j$ must have invoked $\RBcast(S, r', j)$ at B6 before invoking $\PROVE(r')$ at B7. By line B4, $m \in S$. Hence there exist a closed round $r'=r$ and a correct process $j\in\Winners_{r'}$ such that $j$ invokes $\RBcast(S, r', j)$ with $m\in S$. - - In both cases, if some correct process invokes $\ABbroadcast(m)$, then there exist a (closed) round $r$ and a correct process $j\in\Winners_r$ such that $j$ invokes - \[ - \RBcast(S, r, j)\quad\text{with}\quad m\in S. - \] -\end{proof} - - -% \begin{proof}[Proof] - % 2 cas, p_i est winner et cest gagné. - % Si p_i n'est pas winner on fait par l'absurde comme quoi personne ne propose m. Et on montre que c'est impossible. - - % S est modif a chaque iteration de la boucle. On montre que y a un plus petit S bloqué - - % Pour sortir de la boucle on doit avoir A ou B vrai, et il faut montrer que non A implique B -% \end{proof} \begin{lemma}[Validity]\label{lem:validity} - If a correct process $p$ invokes $\ABbroadcast(m)$, then every correct process who eventually invokes $\ABdeliver()$ delivers $m$. + If a correct process $p$ invokes $\ABbroadcast(m)$, then every correct process that invokes a infinitely often times $\ABdeliver()$ eventually delivers $m$. \end{lemma} \begin{proof}[Proof] - Fix a correct process $p$ that invokes $\ABbroadcast(m)$. By \Cref{lem:inclusion}, there exist a closed round $r$ and a correct process $j\in\Winners_r$ such that $j$ invokes + Let $p_i$ a correct process that invokes $\ABbroadcast(m)$ and $p_q$ a correct process that infinitely invokes $\ABdeliver()$. By \Cref{lem:inclusion}, there exist a closed round $r$ and a correct process $j\in\Winners_r$ such that $p_j$ invokes \[ \RBcast(S, r, j)\quad\text{with}\quad m\in S. \] - Consider any correct process $q$ that eventually invokes $\ABdeliver()$. By \Cref{lem:eventual-closure}, when $q$ computes $M_r$ at line C14, $\prop[r][j]$ is non-$\bot$ because $j \in \Winners_r$. By \Cref{lem:unique-proposal}, $j$ invokes at most one $\RBcast(S, r, j)$, so $\prop[r][j] = S$ is uniquely defined. Hence, when $q$ computes + By \Cref{lem:eventual-closure}, when $p_q$ computes $M_r$ at line C14, $\prop[r][j]$ is non-$\bot$ because $j \in \Winners_r$. By \Cref{lem:unique-proposal}, $p_j$ invokes at most one $\RBcast(S, r, j)$, so $\prop[r][j]$ is uniquely defined. Hence, when $p_q$ computes \[ M_r = \bigcup_{k\in\Winners_r} \prop[r][k], \] - we have $m \in \prop[r][j] = S$, so $m \in M_r$. By line C16–C18, $m$ is enqueued into $to\_deliver$ unless it has already been delivered. Therefore, when $q$ eventually invokes $\ABdeliver()$, it eventually delivers $m$. + we have $m \in \prop[r][j] = S$, so $m \in M_r$. By line C16–C18, $m$ is enqueued into $to\_deliver$ unless it has already been delivered. Therefore, $p_q$ will eventually invokes $\ABdeliver()$, which will returns $m$. \end{proof} -\begin{lemma}[Total Order]\label{lem:total-order} - For any two messages $m_1$ and $m_2$ broadcast by correct processes such that $m_1$ is broadcast before $m_2$, any correct process $p_j$ that delivers both $m_1$ and $m_2$ delivers $m_1$ before $m_2$. +\begin{lemma}[Across \ABdeliver]\label{lem:across-abdeliver} + A $\ABdeliver()$ invocation return $m$, a non-$\bot$ value, implie that there exist an invocation of $\ABdeliver()$ which is the earliest of the round $r$ where $m$ is proposed by a winner and which define $M_r$. \end{lemma} -\begin{proof}[Proof] - Fix two messages $m_1$ and $m_2$ broadcast by correct processes. Consider any correct process $p_i$ that delivers $m_1$ before $m_2$. By program order, $p_i$ must have invoked $\ABbroadcast(m_1)$ before $\ABbroadcast(m_2)$. Let $r_1$ and $r_2$ be the rounds at which $p_i$ exits the loop (B5–B11) when invoking $\ABbroadcast(m_1)$ and $\ABbroadcast(m_2)$ respectively. By program order, $r_1 < r_2$. +\begin{proof} + Let take any $\ABdeliver()$ invocation which return a non-$\bot$ value, $m$ which was proposed in round $r$. To return a non-$\bot$ value we can distinguish two cases: + \begin{itemize} + \item This actual invocation of $\ABdeliver$ have the queue $to\_deliver \neq \emptyset$ which implies that there exist an earliest invocation of $\ABdeliver$ which reach the line C17 to fill this queue for round $next = r$. We can call this invocation $\ABdeliver^{(\star r)}$. $\ABdeliver^{(\star r)}$ have to fill $to\_deliver$ at line C17, hence by program order define $M_r$ at C14. + \item This actual invocation of $\ABdeliver$ have the queue $to\_deliver = \emptyset$. To return a non-$\bot$ this execution have to pass the two conditions at lines C6 and C11 to compute $m_r$. Hence $\ABdeliver()$ is the $\ABdeliver^{(\star r)}()$ as described in the first case. + \end{itemize} +\end{proof} - Consider any correct process $p_j$ that delivers both $m_1$ and $m_2$. By \Cref{lem:validity}, there exist closed rounds $r'_1$ and $r'_2$ and correct processes $k_1 \in \Winners_{r'_1}$ and $k_2 \in \Winners_{r'_2}$ such that +\begin{definition}[First \ABdeliver]\label{def:first-abdeliver} + For any process which invoke an infinite times $\ABdeliver()$. There exist for any round $r$ an unique earliest invocation which defined $M_r$ and return a non-$\bot$ value. We denote by $\ABdeliver^{(\star r)}()$ this invocation. +\end{definition} + +\begin{lemma}[No duplication]\label{lem:no-duplication} + No correct process delivers the same message more than once. +\end{lemma} + +\begin{proof} + Let consider two invokations of $\ABdeliver()$ made by the same correct process which returns respectively $m_1$ and $m_2$. Let call these two invokations respectively $\ABdeliver^{(A)}()$ and $\ABdeliver^{(B)}()$. + + By \Cref{def:first-abdeliver} we denote $\ABdeliver^{(\star A)}()$ and $\ABdeliver^{(\star B)}()$ the two earliest invocations of each $\ABdeliver()$ respectively in theirs rounds with $A$ the round where $m_1$ is delivered and $B$ the round where $m_2$ is delivered. + + Let consider the following cases : + \begin{itemize} + \item \textbf{$A < B$ :} Let consider $m_1 = m_2 = m$. In the execution of $\ABdeliver^{(\star A)}$ the process iterate on line C17 and push $m$ in $to\_deliver$ since $m$ is not in $\delivered$. When the process invoke later $\ABdeliver^{(\star B)}$ he empties the queue. The only way to empties the queue is at line C22 which implie by program order to add $m$ to the $\delivered$ set. Hence when $\ABdeliver^{(\star B)}$ iterate on line C17 he will never be able to push $m$ in the queue because the condition $m \not\in \delivered$ at line C16 is never satisfied. Hence in this case $\ABdeliver^{(B)}()$ can't happen if $m_1 = m_2$. + \item \text{$A = B$ :} Let consider $m_1 = m_2 = m$. $\ABdeliver^{(\star A)}$ and $\ABdeliver^{(\star B)}$ reference the same invocation of $\ABdeliver()$. In this unique execution, when the process define $M_r$ he's making a union operation on all the sets which can contains a multiple times the same message $m$. This operation must result in a unique set which contain a unique time $m$. Hence when the iteration on C17 is done, $m$ is pushed only once, and can be delivered only once too. So $\ABdeliver^{(B)}()$ can't happen if $m_1 = m_2$. + \end{itemize} +\end{proof} + +\begin{lemma}[Total order]\label{lem:total-order} + For any two messages $m_1$ and $m_2$ delivered by correct processes, if a correct process $p_i$ delivers $m_1$ before $m_2$, then any correct process $p_j$ that delivers both $m_1$ and $m_2$ delivers $m_1$ before $m_2$. +\end{lemma} + +\begin{proof} + Consider any correct process that delivers both $m_1$ and $m_2$. By \Cref{lem:validity}, there exist closed rounds $r'_1$ and $r'_2$ and correct processes $k_1 \in \Winners_{r'_1}$ and $k_2 \in \Winners_{r'_2}$ such that \[ \RBcast(S_1, r'_1, k_1)\quad\text{with}\quad m_1\in S_1, \] @@ -488,11 +515,36 @@ If some correct process invokes $\ABbroadcast(m)$, then there exist a (closed) r \RBcast(S_2, r'_2, k_2)\quad\text{with}\quad m_2\in S_2. \] - By program order, $p_i$ must have waited for the loop (B5–B11) to exit at round $r_1$ before invoking $\ABbroadcast(m_2)$. Hence, $r_1 \leq r'_1 < r_2 \leq r'_2$, so $r'_1 < r'_2$. Because $p_j$ delivers messages in round order (C5–C20), $p_j$ delivers all messages from round $r'_1$ (including $m_1$) before delivering any message from round $r'_2$ (including $m_2$). Therefore, $p_j$ delivers $m_1$ before $m_2$. + Let consider three cases : + \begin{itemize} + \item \textbf{Case 1:} $r_1 < r_2$. By program order, any correct process must have waited to empty the queue $to\_deliver$ (which contains $m_1$) to exit at round $r_1$ before invoking $\ABdeliver()$ that returns $m_2$. Hence, for any correct process that delivers both $m_1$ and $m_2$, it delivers $m_1$ before $m_2$. + + \item \textbf{Case 2:} $r_1 = r_2$. By \Cref{lem:convergence}, any correct process that computes $M_{r_1}$ at line C14 computes the same set of messages $\Messages_{r_1}$. By line C16–C18, messages are enqueued into $to\_deliver$ in a deterministic order defined by $\ordered(\_)$. Hence, for any correct process that delivers both $m_1$ and $m_2$, it delivers $m_1$ and $m_2$ in the deterministic order defined by $\ordered(\_)$. + \end{itemize} + + In all possible cases, any correct process that delivers both $m_1$ and $m_2$ delivers $m_1$ and $m_2$ in the same order. \end{proof} -\begin{theorem}[\ARB] -Under the assumed \DL synchrony and \RB reliability, the algorithm implements Atomic Reliable Broadcast. +\begin{lemma}[Fifo Order]\label{lem:fifo-order} + For any two messages $m_1$ and $m_2$ broadcast by the same correct process $p_i$, if $p_i$ invokes $\ABbroadcast(m_1)$ before $\ABbroadcast(m_2)$, then any correct process $p_j$ that delivers both $m_1$ and $m_2$ delivers $m_1$ before $m_2$. +\end{lemma} + +\begin{proof} + Let take two messages $m_1$ and $m_2$ broadcast by the same correct process $p_i$, with $p_i$ invoking $\ABbroadcast(m_1)$ before $\ABbroadcast(m_2)$. By \Cref{lem:validity}, there exist closed rounds $r_1$ and $r_2$ and correct processes $k_1 \in \Winners_{r_1}$ and $k_2 \in \Winners_{r_2}$ such that + \[ + \RBcast(S_1, r_1, k_1)\quad\text{with}\quad m_1\in S_1, + \] + \[ + \RBcast(S_2, r_2, k_2)\quad\text{with}\quad m_2\in S_2. + \] + + By program order, $p_i$ must have invoked $\RBcast(S_1, r_1, i)$ before $\RBcast(S_2, r_2, i)$. By \Cref{lem:unique-proposal}, any process invokes at most one $\RBcast(S, r, i)$ per round, hence $r_1 < r_2$. By \Cref{lem:total-order}, any correct process that delivers both $m_1$ and $m_2$ delivers them in a deterministic order. + + In all possible cases, any correct process that delivers both $m_1$ and $m_2$ delivers $m_1$ before $m_2$. +\end{proof} + +\begin{theorem}[FIFO-\ARB] +Under the assumed \DL synchrony and \RB reliability, the algorithm implements FIFO Atomic Reliable Broadcast. \end{theorem} \bibliographystyle{plain}