PKJnX fileversion1651:COMSOL 6.0.0.405PKҠPKJnXusedlicenses.txtCOMSOL RAYOPTICS PKFQPKJnXsavepoint1/model.zipSPKvnX fileversion3435r Q03BSPKҠPKvnX dmodel.xml}{sGߡq#(7u7(׉fv>EhИFC"~z!@=2v=zd{G8_>޿/k*S/ >87fӽ_-S4X.';%A:lq獒0H1fnghfnj6{hyy&(y=97G*^saM6@DM*ϭ/Mc|60½v`2IGT#PI$ES)X,H()DY cOߋ yuj5M2-U4?:ÆS&k,wo >ip$w:^yw/?}eI3wF#Htht0K ^װR7mhւ3  <ł7nQ;&!,e6L% yNdžp:ΐ.RHIl"뀇D8+Z )$ CRcZLt'c^$:-cJXLyNl@5 9am0 i;m|lhwy7f>~=2iAd.meQ%Y { ;]Lm'@30i ?~~5혉9$ ?hj|:nAz,k,(u1-qd'iƑJTPH9|1$kp2$NMR\QlNذFTwu))Sn)+:[TH-R*:X=#NX~m!*I#:(,<[h("%~*0Ri{32ߏˤz)p$UW)BS0]y<=ݛ6yO!⋿jzJH\mq@ 賙,Oh7}wwSJNϢ9Eǂe!20W>2{ u~wu8>0=Ihցx4 v3[ JwquL]l5Gv^Vdw?;]u'&pW j mgPzhqgɴyYh2sf2c'~2֜ҝu쭦tg)j)])]+ 6'yGlIQ$gz$vƄ̺-SjuvS^f{ݔ/gĘ|JwU1JLiWMhgxfwuRL-'sG6Lji{mrsJcpu9YўUp X)Q1(?uTBN]o|xݲ;"u;Αy hn8!S"E 0SavS[/i A$`z-%SV]d#g: rqk*Lf1{,emC 1) [04QN&9N+lr|yJ`̱@EqrWeYgTgp.GrZ7sH(z39ȹ}I-Jޅ84:qb43BB( EiviCe4BŻIS~]9n1dQSr_K}sNQoIfuA@\M;CX%֘V-?>jP- -m#p6H^| Xk5Q9YN5KLJhg7x!Z= bn|Uuu$ݟAP1,Y%iAݐ-ƚ B^h!;n89q8}}~ͻuB'DjJEj/}к?E5:iY׼q|zv1"A DN8c%Pn(n[\#A R' e:0hjij:*D&\9Nc:|چ< j%fJ`^$ru:IS*sB9qU=Vv`g#2̈́mtӺi1u gK$ĕBmw=! ;$2Cf~#zrJ:/<;|Xc&fM@CDou:otB@0˨k)~?9"uyYktUֺݰna a-Tl߃?Șb% YJ*3D)')4P#BŊ]d: t\WjP%aDW$z|51Y'̳_(H" ×F& PjuA;ǯܠՒ%szl.܎Wy.Ѯ@C4fNYg #Kmmᘂ"FuHnz W_K4 y@qN-~ʁh"АRnw>jɟ :CR%.9{-躩{f)+%B{3$':u$m/anM/9THq5n-Nk]v1KF;ķ27$Q's{Ί]6Kա–XUWu_\HI2z:ERۘ^/.28Ԭs&4br$u9^A}6P *MhoS!ŕ潝M%n!^yzv1[}; O43$?Ro*zeV00vhTeɟ~uȪ;i<|uKbU 77n 2U]o_\݊[7j>Zc[^iiʵPbuMiJ9kIϺ/ea%;cJSϚҊU1k|7ϣFT [x؆2wkҘRPK< ;kv"\8ckJ[FtuSw;Kڱ* $C P*PlUw3p1{7M<{2mEkˁ/2][U_f^/%8B^ $,E-i!^}JSRz18M4֚)Y̬z#O.n0hAhR:xΉA%Lg5_vcM7x cDT:yY2zN7OW6l>=vs@w0G 7olb&(S9g]ƫHfxxQ2 ]hOptYHȅܸ {BE EdrZ8#to~.0fOmgDqWspg,ʠj~A{ >fLw48`+^B%aMwKWɊpsq|.1MCbt9a;T=Lj{:t7?0,hba n <h-XcIٓᇏzq?59 jzT%s7+bb̂)ϯV4ZL.&MD{\S% &'yeb#a&^=V=]NG8`_v ZC2SY`j&_NPBɼ\&^6w9[ҩE^˓$)ƢPQKOUYcUY]]d9L)zEy%] Slxx&TMR.C5G!mj ri1'ě:ʷtw-.%lc: a/"a]gi\:R 碎tZ烸%.ݲЌ"cCBPX,RSoO[.=`9p@zӨe7 ѲKicն!ΓyP/\-hTZ`GT?uۭ݁n }I K3VYjU0OsG#elEs-Cp X 26p)7a1Æ,g*&s8`ɒ02D6; K|Pz[<ОS̭MtE"y|BʙD#/dGt’T# gS0 .m2HUQGe+X!ZfTr0gESyŬڰRD:R٦y~Yy 8\,V!Sb- +k0i3QḰy/C7 靝>>|w>Ȋm`/?J:> jM0ʼn^^3E@PXdt]&c{ \@F|)vFY[DL  na<ƀujN.:ڭ tr@G,@6v. ^stz޸m>naB~sp䥙e $@ˍdӴzbm'P<]>Sta*Oht~'[}Ac&4^C9lPsbDJ\U&&^@ f\[SK&3=nU5dw ǷEzA>wڃ,4;Uy[_RtP-sM٭"mc@C;ųkELou'LHB]%q;Rh򒼀tCdJ$}/pO+"Y<4^P!p%Xn~0{ "+|f^'x%c X3ېly0>L+WdW P>/ӗt!<3O$yX3eL VV#R3AUTr3Z<VuLiQHAeaB|o0h{lD?MR$[ͼVݽFS_rA+v' =xɯhߴ}QO_Y4龾zC&|AC(0_yo~GOWR粢dw9>JJ$S2}A_W4(]x(QV<{TL]FY',cBG&q8 `5nQQ!l Tki2q"XߊSslS4_yßc_6!_W_̭Ool? ?K1v0 ɋ)61f$gCHF",e')K8!%^O |YJ::5Om JޝP(.*H@d\ L#*RE G6gvׇrEnqZRBX&o<^kiZd1[#1?ʦ㶮n5[حo>~h:nKb2J&Wx׍8X%x<׍اq!;Lڱ]Wx|ץjx]P\1w֥6uIGYxץL"mZ5n%q P.2y]֙?;v7cօdS"t=ɂf|TͯH\cC,9yv8V ?P@sQ/ 'v.U!!媁5rٖ,_Odn9\!m7jjB@@nxPsr~C /K)1'a q$-g T>@4{`0hu[~kN5~1bY7?AőB)D'O:8u .n]$JX&bkjˤu V),b Sk"ra_\Fڌ8UT736 4YuE"P'Cp]۠^t$*yW,|zDwPQAyQ9Y3Y+Q玣)D7W~x_QVB> Ix++\%)8ebL6jfj~YנCBٰШ6I L1}ZGŃh`K +^4jOf $bƮ*2,>vf}XYKbXz"4d].IzvLÙhd1iUbH +UnPrZ`$S(I qMNB)5igrjXxF`_c|Ġ%9+8Tky#9 ywxN fiN2tJ&#T#s Egil],q _M\"Cʷ|EUxe*]c*%oRkE?$9le^*|0]VPn0P31TEL߬GkYW5 &|[@ጫo20%M)G䂞盻Y8T9@w dUEզ5NZHKȓ~ً;0aK*}B'4DE;wѷԈo_] uI( Z L̔%5v% aX4y-MaCQ""']%V25Q ?cZvq7~XcvΘ~uEgrEU20~Rd9yqѬԜm{>9^vm߹ (cMA}7PQ#g @NL;vͱX+j wXpVwב-*@D?%gNQBoB3hQuQ%JIXTեyno|څGiFdեkVq>A-i|H+$6.)/oEe5Lh\5Y<׊z8!>*C%8cUJrAyz;,amEr|Y_5gFa!!w! as?xqk@|E;#'r<lpA Ӛ^qZ^P߬YdacX]6ݵe uń'Μ(8/9lyjh{=j8Hte [ ݉-/yf7d(ݽܮvEY$H ?t)HJRa]T7q,7# s FyZ Dpp⧵#4/9MkdӰF;𢶀K=*Xhi![4XyD[3Z129f1ItYL± ntePZ-Y4iQ#ǧn/8c\p,̤~g"FH'AMxO~rCK$Dlnܸ=Z 2.J 7"O! Zan_v+đj,MeU8W7hXW^½=$iᚃtVv N$veHxӉ]h^Zv=uw{vlf[z4w=eB>͇mo <={fj5\y8AHTG9v%8ï}66sS^vNyaym*,<-4iBkC^[aYk-ȣ8NT-.szN2YQIY}*i4xV•Ƶ+ui:!{H>(iwJ~9Br6ݗUBUCmpH~)wg7[!dFJ˨A{4>e1k_^(ShvPɷ {xs1)j˸ 4.(TJ3rO;pHq Hb9h5ThKI(BiZ[YFcCZ(NeZqt\|-b_ *oø,CNb' m7!cSzWKDa.iA3T$xp;J\L^0Ix1A UN'A"*K#ihp Wx]`f0'+ V7Pu5ﱻp͠7v6]hZ\M.kmur{5_ *͇ƍ#Wa뚽l^4mH4%qE~,xUɿ?~c}EEm7,4E sNU0"5:Ry7 \Bu3 &l;k%}DĨ5)SzȊwAXw>T9O8l'3PhaPĐaB6Ev?Ԁ]4Pc b@@ E@ !j1$B<7o[hOvAV bʍE=3B'R߆YAKa?o m`2:ߏw/'r74(ga2[0=+w ʮe3hvVwR<lۊ)Q\ ~+h5 oOVۭUЌV8ԂBC̆֎d o>"(:]Dܲ@@VSXRcVrMCO|lU,Yq2-R>yaZ #GW,Zca^߾)UxCGnn nǕ30 $U{ N|?Bݕ󑾝x26mİ &h>™Ҫ)k >[% }y5C՛zlYu ͽ `{5Zto\{C#o >oЉHTyC~NEt Glhh**c{@p !d .( ^sJ/%$& Y؇J6u^!.c^ED4|KOx2B7&d|9JGWaَ>oXBW'ǽ<:~;ш8˜`MYLlo s:!ҳfot)лHtehr)y+@#x &ld%]X$ʤYxWgP-K; tqp̿zC ?*yޜ2:mU,$TSVKӰJemLxS*W6e@gǃڏq8Q}U8u b6Q]U-H }CY|SoP*YZ *, m=ac7O3%Sp<^mHN͉KK mcpX~ԟhɭʧZOɶZ9|H4KpjY]Mu $jmnqSSRc$ʹ)@Ŗ;j;8KMxa.)2_T+Πل;?3YVb.I%nXY:ۀ@{-<]#.O)5?͵_DWM[39ODԈ;v?Fn64ܒITބRHr;@G4WThwXN$K_#ZVIFrPkhB4{\XO!h\5 9"Ǵ*sK FZ*[C*-8srMzE|o'OV-eE*N_[QĠ,kxb#2qr@0ybO+ 703—>@…ad:lXr,3V-#Yo־JSV`V6XL,޼EX_yu3 |o-:ob^̑:Hz?ٶVa`g;+XiUˁT= نw [=SmPZiVIEC ` 9(w쨱IsKUNVb$|m~~BYoJY+DhU>vr Íq 6?Sz`5fX/OUrK̵am5ļȡIr*y2+Ltn JaИ Xf&R&i;W ~eI؆ /}Q^ؙiW+۰ܵKHt7ܼK-(|mB3m'pP~|8 96B>8v(̦Hh ֮H..> o$lG`4$ܻ!it,>~x ! bw6etQ4 ôYrL*t`R?$o 4r,*Taъ )%-x/aqK/ǩBT놵ʘI'%a~}ȸ?#a!4+&P'gGQ( g7C zb P‍SM r1]CF C) vo (Rá+ZN&}9N VZup7$dUo0P[ZR&EhY(J " 3CEX,^*cw-*/y+D g꒏ x0fWb ~/Rv, K( X5>ؠɦc[WHvi]RNe@EԊjTxĐ橶=6DQv 7@YX2~`ߕ籖ܑs4|SQJ/ZE?\MoH?Ya4s+v*Ae`QBd,4ߺIK+ P;>1X'&"/|ѰAnFM$+^{ "Bxkל$R1sO練u? GMۣN>.NM |DkȞ}TypN`6dS鈐]Roְ׃-Ե 2 =e`PK^L=CP*̄`(YT9APcڄZoڣyIr%&Sp \hq޴v(pbpAHXgn'Cċ{3=@z_"EMgdѭiu8Zm9)N,̖4_^ٴh.:'&B|A@qA/=row7e.-fkqxk1|& %"WxZysS|ܾIWI0Ia)Xi@qVfsH `~>}yr<3Q:x z`1^/8:|3k8QIHvѽnFZU' ݚ_>nVLkrT},`85ڶdz2 $􊞕h:[. evN{Є mR ̖d#?lk.0 71vL>z%EYwѿ-.ػppVaN42q5n%'ϓ03BU(.=>"klF(H[HSbF F'@4 گP{H5 <4V~u>|TEP,,~"u*kCiMzM3LeMQfysGc쩗t\= JQ`^plZ^cr*)mUYX wzXc!.!-{a;G? $tblRSbAȕffE7L)vyŋTmŹEG6S %)Vq*UO|S*T TEZ*B*B*B*P6UhS6 qqoS6oS}*ہOv\qjC88*֥t~2TTTKթ@zTG{TG{KQށs:A>A>A>ASe@A;Dl@l0Gj8'`쀀U$PEmG>zѧ}P*1}A VjqJCN\Պ9 x>E\OoP0CXR:9Zӷ. 302 oR'8?s| +ȝ7`ˋEəb~E/K<±H+}0MDIE0D1@дtW"'BJÙEw UAiI)ǂLKi(^/$Dhr$IPf*f6|)LFoWF0,c:gecOؔ NSϽB#ӆ"u[LzSi}Y!Vp L8YZHW??80Hb>- } xZU[AIƅ3<h t\LpV ta@#HMJ5cb4#Zr 9:n]hfgU aEl$a7XΈX5e}s; @x_80P@i?m#tş}G___Q%/%@ZHKH[iD$'f[l mSˉ\#&:gG̉ h#]+`v̮,"`fE ( {dO ='Kh d (Zh/Zh/)~  d(h` ah@@2+08"E6Vː,EXͦه{X-g,iq !b9C,##s6Oss7ت>yd=B Pgsz #\sDЩ8yO]9WU6@:~^ayx9ĉKX:.d3ٞHy/qDGq{[>U,‡:(5uO?=/3BE^EKPk,ٰ! x8꓈H6W' }>1婳Z>QWXN/Aؓ'kH0T:*G^?fXj-Zy/"lM*1(TLH]y9 ᗺTapMFQ4 LXf2qh7 ) дW趰wQ8uAkhkvWbPj>3Rm9w/hvݵ3oV2X Ps[-9>Aݺ4%:=Y))WckUٖ |T5+ mA&m6;-~N+4}Ho2\*JRJtm!uA-epBO_p8~:9{@lXu/Rλ*C9 /= :gW.ev"#%~Z#^>_/GBf5VhW@]Waq,;k 8߮h>WaR9wmaKCrĸM_8u%3 ᷡG c.5z*\nA YP;n5g~3Cbf_Q}-yle}ۅnM5"פBH<8S͊ DmZڦj{0ujMh1Q>UM+49JHAHkhr1zk$DE⫡P^II (Ƥ"& \7X|Wn_x+dty1ȓΒp8Ǣ2pzagpkg E3Q'C q d_74?t[{؉űSȌ '+{ʈ#;IJENÕl>rHssJ^qԥ%4P+fURxR5s#w\QdNrDC.UUd2.wΘDqQ:OnV.])`Qy)+ *xjS2px D(O: ^]rᇎ/t'PtmWنJV)R&,^TaxEWTfثjheĈYB*h^yt:Ǵdݚ3"ۦCzdfR<\"օv\TC r.jP$.UrC%e2R* DjZr.cRzF-~\vPCE.y^:ӕBjM*̌sT3e3:t#lGe1pl?,]! s!Ÿ6CLI@jEQkXZOe/',i܏D0s=vkZ27x=q>"}8b3x«aCtFqUem$aP).Vmg4ai5: XHEk:_pjv'cT❈TcwX>&tL[=(%#%0 >#8%*\fggtG'#xJdDbӫMUF*ZSfU+F]wv/HIxЍv0ms.PeȘbDiArp\fV"N4<R>"=û_:^(مkvjN)V*J ;nJ4wsYCtj s>FX崻"oȆ Xr(Bs(%򞮰Ww {yk/ZL"E\ czIyp`g뉥vE zb8vX_()KM(Q}rC pa >3B1w" K˷, \9˖<ói[Pw Xj+\.[:hNFv:D2Iyz%9WIj2BNpO8[$c8\JF w bȖՌ5 tC) 'pRBC*_<Du+"xMu79֍mwTB]{hHചţ3EpDcf%,78WLbOZD7'VX'xLά{饞It;Tή.+OSNY w5@$!ZED*qiZ oagRT9%S,ɨftM 1["?mšf.L+'3`b:H[*7hz} !?;y;]6m: E;D1SfɻVͮ)/A֫,Ռ K7G׾ -1 automatic COMSOL Multiphysics 6.0 (Build: 405) SI 1009819 savepoint1 1651 savepoint1 savepoint1 savepoint1 geom1 pgeom_gop mesh1 false false false 1080 true NOREMOVE|NORETAG|NODEACTIVATE /geom/geom1 gop NOREMOVE|NORETAG|NODEACTIVATE position 3,'qx','qy','qz' q NOREMOVE|NORETAG|NODEACTIVATE wavenumber 3,'kx','ky','kz' k NOREMOVE|NODEACTIVATE NOREMOVE|NODEACTIVATE 2 true NOREMOVE|NODEACTIVATE 2,'VOID','GEOMETRY' NOREMOVE|NODEACTIVATE 1 true NOREMOVE|NODEACTIVATE 2,'EXTGEOM','INTERIOR' DISABLED|NOREMOVE|NODEACTIVATE 1 true NOREMOVE|NODEACTIVATE 1,'PAIR' NOREMOVE|NODEACTIVATE -1 NOREMOVE|NODEACTIVATE 1,'DEFAULT' -1 NOREMOVE|NODEACTIVATE 1,'ACTIVE' NODEACTIVATE /modelNode/comp1 1,0,-418645581,413250552 deg {0,0,0,0,0,0,0},{0,0,0,0,0,0,0,0},{0,-1,-1} {0},{0},{0} /geom/geom1/feature/fin false /frame/geometry1 /geom/geom1/geomnative comsol /geom/geom1/feature/fin m /frame/material1 /frame/mesh1 2 /frame/spatial1 1 STANDARD true 2 6,7,2 6,7,2 0 true true 1.0 1.0E-10 0.0,1.0,0.0,1.0 solid true[deg]geomattrgeomattrlevelposconstroff|off|pos0.0|0.0|x0.0y0.0rotconstroffrot0.0typesolidbasecornerlayer0.5|layerleftofflayerrightofflayerbottomonlayertopoffl1.0sizeconstroffsize1.0 3 BUILT BUILT [({0,1,2}),({3,4,5}),({0,3},{1,4}),({2,5})],[({0,2}),({5,6}),({1},{3}),({4})],[],[(),(),({1}),(),({2})] -2041766274272096680 true 23,'p:selresult','p:selresultshow','p:color','p:customcolor','p:geomattr','p:geomattrlevel','p:posconstr','p:x','p:y','p:rotconstr','p:rot','p:type','p:base','p:layerleft','p:layerright','p:layerbottom','p:layertop','p:l','p:sizeconstr','p:size','p:arrowdispl','p:labelpos','p:arrowint' NORETAG 3,0,-475385756,1017995400 2 6,7,2 6,7,2 0 true true 1.0 1.0E-10 solid NOREMOVE|NORETAG|NODEACTIVATE true[deg]actionuniondesignbooloffrepairtoltypeautogeomrepcomsol 1 BUILT BUILT -1798069078882524728 true 10,'p:action','p:designbool','p:imprint','p:createpairs','p:splitpairs','p:pairtype','p:repairtoltype','p:repairtol','p:absrepairtol','p:geomrep' NORETAG 1,0,-418645581,413250552 2 6,7,2 6,7,2 0 true true 1.0 1.0E-10 solid NOREMOVE|NORETAG|NODEACTIVATE|HIDDEN operationid featureLabel linexprerror Square Square 1 featureid parentid 3 -1 featureactive inbuildstate dead true true true NODEACTIVATE|AUTOGENERATED /modelNode/comp1 2,0 deg /geom/pgeom_gop/feature/pt1 false /frame/material2 /geom/pgeom_gop/geomnative comsol false /geom/pgeom_gop/feature/pt1 m /frame/material2 /frame/material2 1 /frame/material2 2 RAY 1 1,0 1,0 0 true true 1.0 1.0E-10 point true[deg]geomattrgeomattrlevelp0.0|pid0|pvalid0.0| 2 BUILT BUILT -383618719006494054 true 7,'p:selresult','p:selresultshow','p:geomattr','p:geomattrlevel','p:p','p:pid','p:pvalid' NORETAG 2,0 1 1,0 1,0 0 true true 1.0 1.0E-10 point /geom/geom1 NOREMOVE|NODEACTIVATE FIXED_REF /frame/geometry1 /geom/geom1 false NOREMOVE|NODEACTIVATE FIXED_REF /frame/material1 /geom/geom1 false NOREMOVE|NODEACTIVATE FIXED_REF /frame/mesh1 /geom/geom1 false NOREMOVE|NODEACTIVATE /geom/pgeom_gop 3,'particleindex','particleindex2','particleindex3' NOREMOVE|NODEACTIVATE NODEACTIVATE /geom/geom1 2 true true 14,'p:showlabels','p:showDirections','p:showgrid','p:rendermesh','p:showunits','p:plotgroupunits','p:locked','p:istemporary','p:showselection','p:showmaterial','p:hidestatus','p:isnew','p:postviewkey','p:workplaneclip' NOREMOVE|NODEACTIVATE 26,'p:viewscaletype','p:autocontext','p:xweight','p:yweight','p:xscale','p:yscale','p:abstractviewsetting','p:manualgrid','p:xspacing','p:yspacing','p:xextra_vector_method','p:xextra_vector_start','p:xextra_vector_stop','p:xextra_vector_step','p:xextra_vector_numvalues','p:xextra_vector_function','p:xextra_vector_interval','p:xextra_vector_freqperdec','p:yextra_vector_method','p:yextra_vector_start','p:yextra_vector_stop','p:yextra_vector_step','p:yextra_vector_numvalues','p:yextra_vector_function','p:yextra_vector_interval','p:yextra_vector_freqperdec' NOREMOVE|NORETAG 4,'p:quantity','p:showOnlyNeeded','p:minpVisibility','p:modified' /modelNode/comp1 mat1 37,'p:bndType','p:thickness','p:middlePlane','p:offset','p:hiddenCardSwitcher','p:stack','p:stackAlign','p:orientLine','p:orientDist','p:widthRatio','p:showLabels','p:family','p:customize','p:color','p:customcolor','p:customspecular','p:customdiffuse','p:basis','p:origin','p:basisx','p:specifybasisy','p:basisy','p:noise','p:normalnoisetype','p:noisescale','p:normalnoisebrush','p:colornoise','p:colornoisetype','p:colornoisescale','p:colornoisebrush','p:customnoisecolor','p:colornoisenormalscale','p:alpha','p:shininess','p:phase','p:orientation','p:info' NOREMOVE|NORETAG def NORETAG rfi n ki NOREMOVE|NODEACTIVATE Electromagnetic_models
Baidu
 /modelNode/comp1 mat2 37,'p:bndType','p:thickness','p:middlePlane','p:offset','p:hiddenCardSwitcher','p:stack','p:stackAlign','p:orientLine','p:orientDist','p:widthRatio','p:showLabels','p:family','p:customize','p:color','p:customcolor','p:customspecular','p:customdiffuse','p:basis','p:origin','p:basisx','p:specifybasisy','p:basisy','p:noise','p:normalnoisetype','p:noisescale','p:normalnoisebrush','p:colornoise','p:colornoisetype','p:colornoisescale','p:colornoisebrush','p:customnoisecolor','p:colornoisenormalscale','p:alpha','p:shininess','p:phase','p:orientation','p:info' NOREMOVE|NORETAG def NORETAG rfi n ki NOREMOVE|NODEACTIVATE Electromagnetic_models
Baidu
 comp1 true true 3,'x','y','z' 3,'X','Y','Z' 3,'Xg','Yg','Zg' 3,'Xm','Ym','Zm' /expr /geom /mesh /multiphysics /pair /physics /common /coordsys /cpl /extraDim /func /material /probe /massProp /selection /view NODEACTIVATE /mesh/mesh1/feature/ftri1 /mesh/mesh1/feature/ftri1 /geom/geom1 AUTOMATIC {},{},{} -4253972335606189644 9099317040535033980 /physics/gop true /mesh/mesh1 NOREMOVE|NORETAG|NODEACTIVATE true[deg]tabledefaulthmax0.067hmin3.0E-4hcurve0.3hnarrow1.0hgrad1.3extrHsh=0 BUILT BUILT /mesh/mesh1 4559089576703119969 4,'p:table','p:hnarrow','p:hauto','p:custom' {1,2,3,4,5,6},{1,2,3,4,5,6,7},{1,2} true[deg]xscale1.0yscale1.0smoothcontrolonsmoothmaxiter4smoothmaxdepth4methodautoMESHREMAININGextrHsh=0 BUILT BUILT null null null /mesh/mesh1 5485774561106252495 9,'p:xscale','p:yscale','p:smoothcontrol','p:method','p:buildnotex','p:buildnote','p:builddetails','p:buildoutputx','p:buildoutput' 2 6,7,2 6,7,2 0 true 1.0 1.0E-10 solid /batch OBJECTIVE /optsequence NODEACTIVATE 1080 1,'std1' true[]updateOptimizationSettingsoffftplistmethodmanualtimestepspecspecifylengthlunitmllist0.0|0.01|0.02|0.03|0.04|0.05|0.06|0.07|0.08|0.09|0.1|0.11|0.12|0.13|0.14|0.15|0.16|0.17|0.18|0.19|0.2|0.21|0.22|0.23|0.24|0.25|0.26|0.27|0.28|0.29|0.3|0.31|0.32|0.33|0.34|0.35000000000000003|0.36|0.37|0.38|0.39|0.4|0.41000000000000003|0.42|0.43|0.44|0.45|0.46|0.47000000000000003|0.48|0.49|0.5|0.51|0.52|0.53|0.54|0.55|0.56|0.5700000000000001|0.58|0.59|0.6|0.61|0.62|0.63|0.64|0.65|0.66|0.67|0.68|0.6900000000000001|0.7000000000000001|0.71|0.72|0.73|0.74|0.75|0.76|0.77|0.78|0.79|0.8|0.81|0.8200000000000001|0.8300000000000001|0.84|0.85|0.86|0.87|0.88|0.89|0.9|0.91|0.92|0.93|0.9400000000000001|0.9500000000000001|0.96|0.97|0.98|0.99|1.0|1.01|1.02|1.03|1.04|1.05|1.06|1.07|1.08|1.09|1.1|charvel2.99792458E8usertolofftime_discreteoffraystopcondnostopgeometricNonlinearityoffgeometricNonlinearityActiveoffmethodfixed_number_of_iterationsiter5currentiter1outputhideoffplotoffprobeselallprobefreqtstepsactivateimageenable.png|activategop|on|frame:spatial1|on|frame:material1|on|useadvanceddisableoffdisabledvariables[]disabledcoordinatesystems[]disabledcommondisabledpair[]disabledphysicsdisableFrameControldisabledcouplingdisabledreduceddiscretizationgop|physics|frame:spatial1|physics|frame:material1|physics|equationformgop|physics|frame:spatial1|physics|frame:material1|physics|equationform_freq_srcgop|fromSolver|frame:spatial1|fromSolver|frame:material1|fromSolver|equationform_freqgop|1[kHz]|frame:spatial1|0|frame:material1|0|activatecouplingimageactivateCouplingactivateimageromactivateromactivateimagereconstructreconstructorsuseinitsoloffusesoloffusestoreselallmeshgeom1|mesh1|timeadaptionoffadaptselectionGEOMgeom1auxsweepmethodmanualshowuseparamonuseparamoffoptimizationoffpdistriboffautoremeshofftreeSelectionKeyequationFormCouplingColumn null null null null null null null null null null null null null null null null null null 136,'p:updateOptimizationSettings','p:ftplistmethod','p:tdescr','p:usetunit','p:tunit','p:tlist_vector_method','p:tlist_vector_start','p:tlist_vector_stop','p:tlist_vector_step','p:tlist_vector_numvalues','p:tlist_vector_function','p:tlist_vector_interval','p:tlist_vector_freqperdec','p:ldescr','p:uselunit','p:lunit','p:llist_vector_method','p:llist_vector_start','p:llist_vector_stop','p:llist_vector_step','p:llist_vector_numvalues','p:llist_vector_function','p:llist_vector_interval','p:llist_vector_freqperdec','p:charvel','p:usertol','p:time_discrete','p:raystopcond','p:thresholdintensity','p:numberofreflections','p:geometricNonlinearity','p:method','p:expr','p:rtolterm','p:rtolthresh','p:maxiter','p:miniter','p:atolterm','p:iter','p:currentiter','p:outputhide','p:plot','p:plotfreq','p:probesel','p:probefreq','p:activateimage','p:physselection','p:useadvanceddisable','p:disabledcommon','p:disabledphysics','p:disableFrameControl','p:disabledcoupling','p:disabledreduced','p:discretization_proxy','p:equationform_proxy','p:equationform_freq_src_proxy','p:equationform_freq_proxy','p:reconstructors_proxy','p:activatecouplingimage','p:multiphysicsSelection','p:activateCoupling','p:activateimagerom','p:romselection','p:activaterom','p:activateimagereconstruct','p:reconstructables','p:reconstructors','p:useinitsol','p:initmethod','p:initstudyhide','p:initsolhide','p:initsolusesolnumhide','p:initsolusesolnum','p:oldinitsoluse','p:initstudystep','p:solnumhide','p:solvertype','p:timeinterp','p:t','p:manualsol','p:manualsolnum','p:manualsolnum_vector_method','p:manualsolnum_vector_start','p:manualsolnum_vector_stop','p:manualsolnum_vector_step','p:manualsolnum_vector_numvalues','p:manualsolnum_vector_function','p:manualsolnum_vector_interval','p:manualsolnum_vector_freqperdec','p:listsol','p:listsolnum','p:usesol','p:notsolmethod','p:notstudyhide','p:notsolhide','p:notsolusesolnumhide','p:notsolusesolnum','p:oldnotsoluse','p:notstudystep','p:notsolnumhide','p:notsolvertype','p:nottimeinterp','p:nott','p:notmanualsol','p:notmanualsolnum','p:notmanualsolnum_vector_method','p:notmanualsolnum_vector_start','p:notmanualsolnum_vector_stop','p:notmanualsolnum_vector_step','p:notmanualsolnum_vector_numvalues','p:notmanualsolnum_vector_function','p:notmanualsolnum_vector_interval','p:notmanualsolnum_vector_freqperdec','p:notlistsol','p:notlistsolnum','p:usestoresel','p:geomselection','p:timeadaption','p:auxsweepmethod','p:showuseparam','p:useparam','p:sweeptype','p:pname','p:plistarr','p:plistarr_vector_method','p:plistarr_vector_start','p:plistarr_vector_stop','p:plistarr_vector_step','p:plistarr_vector_numvalues','p:plistarr_vector_function','p:plistarr_vector_interval','p:plistarr_vector_freqperdec','p:punit','p:optimization','p:pdistrib','p:autoremesh' 1,'std1/rtrac' Last_computation_time 1 s
Baidu
 NODEACTIVATE /soldata/sol5 /sol/sol1/feature/t1 /soldata/savepoint1 /study/std1 0 SEQUENCE true 0 3 1,'t' 1,'s' 0 0.0,3.335640951981521E-11,6.671281903963042E-11,1.0006922855944561E-10,1.3342563807926083E-10,1.6678204759907604E-10,2.0013845711889121E-10,2.3349486663870647E-10,2.6685127615852167E-10,3.002076856783368E-10,3.3356409519815207E-10,3.669205047179673E-10,4.0027691423778243E-10,4.336333237575977E-10,4.669897332774129E-10,5.003461427972281E-10,5.337025523170433E-10,5.670589618368585E-10,6.004153713566736E-10,6.337717808764889E-10,6.671281903963041E-10,7.004845999161193E-10,7.338410094359346E-10,7.671974189557497E-10,8.005538284755649E-10,8.339102379953801E-10,8.672666475151954E-10,9.006230570350106E-10,9.339794665548259E-10,9.673358760746408E-10,1.0006922855944562E-9,1.0340486951142713E-9,1.0674051046340867E-9,1.1007615141539018E-9,1.134117923673717E-9,1.1674743331935323E-9,1.2008307427133473E-9,1.2341871522331626E-9,1.2675435617529778E-9,1.300899971272793E-9,1.3342563807926083E-9,1.3676127903124234E-9,1.4009691998322386E-9,1.4343256093520537E-9,1.4676820188718691E-9,1.5010384283916843E-9,1.5343948379114994E-9,1.5677512474313148E-9,1.6011076569511297E-9,1.634464066470945E-9,1.6678204759907602E-9,1.7011768855105756E-9,1.7345332950303907E-9,1.7678897045502059E-9,1.8012461140700212E-9,1.8346025235898364E-9,1.8679589331096517E-9,1.901315342629467E-9,1.9346717521492816E-9,1.968028161669097E-9,2.0013845711889123E-9,2.0347409807087273E-9,2.0680973902285426E-9,2.101453799748358E-9,2.1348102092681734E-9,2.1681666187879883E-9,2.2015230283078037E-9,2.234879437827619E-9,2.268235847347434E-9,2.3015922568672493E-9,2.3349486663870647E-9,2.3683050759068796E-9,2.4016614854266946E-9,2.43501789494651E-9,2.4683743044663253E-9,2.5017307139861402E-9,2.5350871235059556E-9,2.568443533025771E-9,2.601799942545586E-9,2.6351563520654012E-9,2.6685127615852166E-9,2.701869171105032E-9,2.735225580624847E-9,2.7685819901446622E-9,2.801938399664477E-9,2.8352948091842925E-9,2.8686512187041075E-9,2.902007628223923E-9,2.9353640377437382E-9,2.968720447263553E-9,3.0020768567833685E-9,3.035433266303184E-9,3.068789675822999E-9,3.102146085342814E-9,3.1355024948626295E-9,3.168858904382445E-9,3.2022153139022594E-9,3.2355717234220748E-9,3.26892813294189E-9,3.302284542461705E-9,3.3356409519815204E-9,3.3689973615013358E-9,3.402353771021151E-9,3.435710180540966E-9,3.4690665900607814E-9,3.502422999580597E-9,3.5357794091004117E-9,3.569135818620227E-9,3.6024922281400425E-9,3.6358486376598574E-9,3.6692050471796728E-9 0 0 1|0 NONE SI 1,'t' 1,'s' 0 0.0,3.335640951981521E-11,6.671281903963042E-11,1.0006922855944561E-10,1.3342563807926083E-10,1.6678204759907604E-10,2.0013845711889121E-10,2.3349486663870647E-10,2.6685127615852167E-10,3.002076856783368E-10,3.3356409519815207E-10,3.669205047179673E-10,4.0027691423778243E-10,4.336333237575977E-10,4.669897332774129E-10,5.003461427972281E-10,5.337025523170433E-10,5.670589618368585E-10,6.004153713566736E-10,6.337717808764889E-10,6.671281903963041E-10,7.004845999161193E-10,7.338410094359346E-10,7.671974189557497E-10,8.005538284755649E-10,8.339102379953801E-10,8.672666475151954E-10,9.006230570350106E-10,9.339794665548259E-10,9.673358760746408E-10,1.0006922855944562E-9,1.0340486951142713E-9,1.0674051046340867E-9,1.1007615141539018E-9,1.134117923673717E-9,1.1674743331935323E-9,1.2008307427133473E-9,1.2341871522331626E-9,1.2675435617529778E-9,1.300899971272793E-9,1.3342563807926083E-9,1.3676127903124234E-9,1.4009691998322386E-9,1.4343256093520537E-9,1.4676820188718691E-9,1.5010384283916843E-9,1.5343948379114994E-9,1.5677512474313148E-9,1.6011076569511297E-9,1.634464066470945E-9,1.6678204759907602E-9,1.7011768855105756E-9,1.7345332950303907E-9,1.7678897045502059E-9,1.8012461140700212E-9,1.8346025235898364E-9,1.8679589331096517E-9,1.901315342629467E-9,1.9346717521492816E-9,1.968028161669097E-9,2.0013845711889123E-9,2.0347409807087273E-9,2.0680973902285426E-9,2.101453799748358E-9,2.1348102092681734E-9,2.1681666187879883E-9,2.2015230283078037E-9,2.234879437827619E-9,2.268235847347434E-9,2.3015922568672493E-9,2.3349486663870647E-9,2.3683050759068796E-9,2.4016614854266946E-9,2.43501789494651E-9,2.4683743044663253E-9,2.5017307139861402E-9,2.5350871235059556E-9,2.568443533025771E-9,2.601799942545586E-9,2.6351563520654012E-9,2.6685127615852166E-9,2.701869171105032E-9,2.735225580624847E-9,2.7685819901446622E-9,2.801938399664477E-9,2.8352948091842925E-9,2.8686512187041075E-9,2.902007628223923E-9,2.9353640377437382E-9,2.968720447263553E-9,3.0020768567833685E-9,3.035433266303184E-9,3.068789675822999E-9,3.102146085342814E-9,3.1355024948626295E-9,3.168858904382445E-9,3.2022153139022594E-9,3.2355717234220748E-9,3.26892813294189E-9,3.302284542461705E-9,3.3356409519815204E-9,3.3689973615013358E-9,3.402353771021151E-9,3.435710180540966E-9,3.4690665900607814E-9,3.502422999580597E-9,3.5357794091004117E-9,3.569135818620227E-9,3.6024922281400425E-9,3.6358486376598574E-9,3.6692050471796728E-9 0 0 1|0 TIME SI <StudyStep><StudyStep_VALID><![CDATA[true]]></StudyStep_VALID><StudyStep_UNIT><![CDATA[[]]]></StudyStep_UNIT><StudyStep_study><![CDATA[studystd1]]></StudyStep_study><StudyStep_studystep><![CDATA[studysteprtrac]]></StudyStep_studystep><StudyStep_useForModelReduction><![CDATA[useForModelReductionon]]></StudyStep_useForModelReduction><StudyStep_splitcomplex><![CDATA[splitcomplexoff]]></StudyStep_splitcomplex><StudyStep_partmethod><![CDATA[partmethodparent]]></StudyStep_partmethod><StudyStep_assempara><![CDATA[assemparaon]]></StudyStep_assempara><StudyStep_useent><![CDATA[useentall]]></StudyStep_useent><StudyStep_keeplog><![CDATA[keeplogoff]]></StudyStep_keeplog><StudyStep_const><![CDATA[const]]></StudyStep_const><StudyStep_SUBFEATURES></StudyStep_SUBFEATURES><StudyStep_EDITED>false</StudyStep_EDITED></StudyStep> BUILT true 0 0 11,'p:unredstudy','p:unredstep','p:useForModelReduction','p:splitcomplex','p:partmethod','p:assempara','p:useent','p:keeplog','p:const','p:changedproperties','p:lastchangedproperty' <Variables><Variables_VALID><![CDATA[true]]></Variables_VALID><Variables_UNIT><![CDATA[[]]]></Variables_UNIT><Variables_initmethod><![CDATA[initmethodinit]]></Variables_initmethod><Variables_initsol><![CDATA[initsolzerozero]]></Variables_initsol><Variables_solvertype><![CDATA[solvertypenone]]></Variables_solvertype><Variables_timeinterp><![CDATA[timeinterpoff]]></Variables_timeinterp><Variables_manualsol><![CDATA[manualsoloff]]></Variables_manualsol><Variables_listsol><![CDATA[listsoloff]]></Variables_listsol><Variables_scalemethod><![CDATA[scalemethodauto]]></Variables_scalemethod><Variables_resscalemethod><![CDATA[resscalemethodmanual]]></Variables_resscalemethod><Variables_resscaleval><![CDATA[resscaleval1.0]]></Variables_resscaleval><Variables_notsolmethod><![CDATA[notsolmethodinit]]></Variables_notsolmethod><Variables_notsol><![CDATA[notsolzerozero]]></Variables_notsol><Variables_notsolvertype><![CDATA[notsolvertypenone]]></Variables_notsolvertype><Variables_nottimeinterp><![CDATA[nottimeinterpoff]]></Variables_nottimeinterp><Variables_notmanualsol><![CDATA[notmanualsoloff]]></Variables_notmanualsol><Variables_notlistsol><![CDATA[notlistsoloff]]></Variables_notlistsol><Variables_initparametersmethod><![CDATA[initparametersmethodauto]]></Variables_initparametersmethod><Variables_keeplog><![CDATA[keeplogoff]]></Variables_keeplog><Variables_const><![CDATA[const]]></Variables_const><Variables_storesol><![CDATA[storesolinit]]></Variables_storesol><Variables_SUBFEATURES><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.gop.atten|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_gop_atten]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.gop.I0|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_gop_I0]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.gop.lambda0|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_gop_lambda0]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.gop.Q0|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_gop_Q0]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.gop.r1|comp1.gop.r1_init|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_gop_r]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.gop.sn1|comp1.gop.sn2|comp1.gop.sn3|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_gop_s]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.kx|comp1.ky|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_kgop]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field><Field><Field_VALID><![CDATA[true]]></Field_VALID><Field_UNIT><![CDATA[[]]]></Field_UNIT><Field_comp><![CDATA[compcomp1.qx|comp1.qy|]]></Field_comp><Field_compintuse><![CDATA[compintuseoff]]></Field_compintuse><Field_compintstatuse><![CDATA[compintstatuseoff]]></Field_compintstatuse><Field_solvefor><![CDATA[solveforon]]></Field_solvefor><Field_reconstruct><![CDATA[reconstructnonenone]]></Field_reconstruct><Field_out><![CDATA[outon]]></Field_out><Field_usestoresel><![CDATA[usestoreselall]]></Field_usestoresel><Field_variables><![CDATA[variablescomp1_qgop]]></Field_variables><Field_scalemethod><![CDATA[scalemethodparent]]></Field_scalemethod><Field_resscalemethod><![CDATA[resscalemethodparent]]></Field_resscalemethod><Field_SUBFEATURES></Field_SUBFEATURES><Field_EDITED>false</Field_EDITED></Field></Variables_SUBFEATURES><Variables_EDITED>false</Variables_EDITED></Variables> BUILT true 1 8 47,'p:initmethod','p:initsolhide','p:oldinitsoluse','p:initsolusesolnumhide','p:initsolusesolnum','p:solvertype','p:timeinterp','p:t','p:manualsol','p:manualsolnum_vector_method','p:manualsolnum_vector_start','p:manualsolnum_vector_stop','p:manualsolnum_vector_step','p:manualsolnum_vector_numvalues','p:manualsolnum_vector_function','p:manualsolnum_vector_interval','p:manualsolnum_vector_freqperdec','p:listsol','p:listsolnum','p:scalemethod','p:scaleval','p:resscaleval','p:resscalethresh','p:notsolmethod','p:notsolhide','p:oldnotsoluse','p:notsolusesolnumhide','p:notsolusesolnum','p:notsolvertype','p:nottimeinterp','p:nott','p:notmanualsol','p:notmanualsolnum_vector_method','p:notmanualsolnum_vector_start','p:notmanualsolnum_vector_stop','p:notmanualsolnum_vector_step','p:notmanualsolnum_vector_numvalues','p:notmanualsolnum_vector_function','p:notmanualsolnum_vector_interval','p:notmanualsolnum_vector_freqperdec','p:notlistsol','p:notlistsolnum','p:initparametersmethod','p:keeplog','p:const','p:storesol','p:changedproperties' NOREMOVE|NORETAG|NODEACTIVATE BUILT 0 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' NOREMOVE|NORETAG|NODEACTIVATE BUILT 1 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' NOREMOVE|NORETAG|NODEACTIVATE BUILT 2 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' NOREMOVE|NORETAG|NODEACTIVATE BUILT 3 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' NOREMOVE|NORETAG|NODEACTIVATE BUILT 4 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' NOREMOVE|NORETAG|NODEACTIVATE  BUILT 5 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' NOREMOVE|NORETAG|NODEACTIVATE BUILT 6 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' NOREMOVE|NORETAG|NODEACTIVATE BUILT 7 0 14,'p:compintuse','p:compint','p:compintstatuse','p:compintstat','p:solvefor','p:out','p:usestoresel','p:scalemethod','p:scaleval','p:resscalemethod','p:resscaleval','p:resscalethresh','p:changedproperties','p:lastchangedproperty' <Time><Time_VALID><![CDATA[true]]></Time_VALID><Time_UNIT><![CDATA[[]]]></Time_UNIT><Time_usetunit><![CDATA[usetuniton]]></Time_usetunit><Time_tunit><![CDATA[tunits]]></Time_tunit><Time_tlist><![CDATA[tlist0.0 3.335640951981521E-11 6.671281903963042E-11 1.0006922855944561E-10 1.3342563807926083E-10 1.6678204759907604E-10 2.0013845711889121E-10 2.3349486663870647E-10 2.6685127615852167E-10 3.002076856783368E-10 3.3356409519815207E-10 3.669205047179673E-10 4.0027691423778243E-10 4.336333237575977E-10 4.669897332774129E-10 5.003461427972281E-10 5.337025523170433E-10 5.670589618368585E-10 6.004153713566736E-10 6.337717808764889E-10 6.671281903963041E-10 7.004845999161193E-10 7.338410094359346E-10 7.671974189557497E-10 8.005538284755649E-10 8.339102379953801E-10 8.672666475151954E-10 9.006230570350106E-10 9.339794665548259E-10 9.673358760746408E-10 1.0006922855944562E-9 1.0340486951142713E-9 1.0674051046340867E-9 1.1007615141539018E-9 1.134117923673717E-9 1.1674743331935323E-9 1.2008307427133473E-9 1.2341871522331626E-9 1.2675435617529778E-9 1.300899971272793E-9 1.3342563807926083E-9 1.3676127903124234E-9 1.4009691998322386E-9 1.4343256093520537E-9 1.4676820188718691E-9 1.5010384283916843E-9 1.5343948379114994E-9 1.5677512474313148E-9 1.6011076569511297E-9 1.634464066470945E-9 1.6678204759907602E-9 1.7011768855105756E-9 1.7345332950303907E-9 1.7678897045502059E-9 1.8012461140700212E-9 1.8346025235898364E-9 1.8679589331096517E-9 1.901315342629467E-9 1.9346717521492816E-9 1.968028161669097E-9 2.0013845711889123E-9 2.0347409807087273E-9 2.0680973902285426E-9 2.101453799748358E-9 2.1348102092681734E-9 2.1681666187879883E-9 2.2015230283078037E-9 2.234879437827619E-9 2.268235847347434E-9 2.3015922568672493E-9 2.3349486663870647E-9 2.3683050759068796E-9 2.4016614854266946E-9 2.43501789494651E-9 2.4683743044663253E-9 2.5017307139861402E-9 2.5350871235059556E-9 2.568443533025771E-9 2.601799942545586E-9 2.6351563520654012E-9 2.6685127615852166E-9 2.701869171105032E-9 2.735225580624847E-9 2.7685819901446622E-9 2.801938399664477E-9 2.8352948091842925E-9 2.8686512187041075E-9 2.902007628223923E-9 2.9353640377437382E-9 2.968720447263553E-9 3.0020768567833685E-9 3.035433266303184E-9 3.068789675822999E-9 3.102146085342814E-9 3.1355024948626295E-9 3.168858904382445E-9 3.2022153139022594E-9 3.2355717234220748E-9 3.26892813294189E-9 3.302284542461705E-9 3.3356409519815204E-9 3.3689973615013358E-9 3.402353771021151E-9 3.435710180540966E-9 3.4690665900607814E-9 3.502422999580597E-9 3.5357794091004117E-9 3.569135818620227E-9 3.6024922281400425E-9 3.6358486376598574E-9 3.6692050471796728E-9 ]]></Time_tlist><Time_tout><![CDATA[touttlist]]></Time_tout><Time_rtol><![CDATA[rtol1.0E-5]]></Time_rtol><Time_atolglobalmethod><![CDATA[atolglobalmethodscaled]]></Time_atolglobalmethod><Time_atolglobalvaluemethod><![CDATA[atolglobalvaluemethodfactor]]></Time_atolglobalvaluemethod><Time_atolglobalfactor><![CDATA[atolglobalfactor0.1]]></Time_atolglobalfactor><Time_tderglobalmethod><![CDATA[tderglobalmethodauto]]></Time_tderglobalmethod><Time_ewtrescale><![CDATA[ewtrescaleon]]></Time_ewtrescale><Time_atolmethod><![CDATA[atolmethodcomp1_gop_atten|global|comp1_gop_I0|global|comp1_gop_lambda0|global|comp1_gop_Q0|global|comp1_gop_r|global|comp1_gop_s|global|comp1_kgop|global|comp1_qgop|global|]]></Time_atolmethod><Time_atolvaluemethod><![CDATA[atolvaluemethodcomp1_gop_atten|factor|comp1_gop_I0|factor|comp1_gop_lambda0|factor|comp1_gop_Q0|factor|comp1_gop_r|factor|comp1_gop_s|factor|comp1_kgop|factor|comp1_qgop|factor|]]></Time_atolvaluemethod><Time_atolfactor><![CDATA[atolfactorcomp1_gop_atten|0.1|comp1_gop_I0|0.1|comp1_gop_lambda0|0.1|comp1_gop_Q0|0.1|comp1_gop_r|0.1|comp1_gop_s|0.1|comp1_kgop|0.1|comp1_qgop|0.1|]]></Time_atolfactor><Time_tdermethod><![CDATA[tdermethodcomp1_gop_atten|auto|comp1_gop_I0|auto|comp1_gop_lambda0|auto|comp1_gop_Q0|auto|comp1_gop_r|auto|comp1_gop_s|auto|comp1_kgop|auto|comp1_qgop|auto|]]></Time_tdermethod><Time_tderfactor><![CDATA[tderfactorcomp1_gop_atten|1.0|comp1_gop_I0|1.0|comp1_gop_lambda0|1.0|comp1_gop_Q0|1.0|comp1_gop_r|1.0|comp1_gop_s|1.0|comp1_kgop|1.0|comp1_qgop|1.0|]]></Time_tderfactor><Time_atol><![CDATA[atolcomp1_gop_atten|1e-3|comp1_gop_I0|1e-3|comp1_gop_lambda0|1e-3|comp1_gop_Q0|1e-3|comp1_gop_r|1e-3|comp1_gop_s|1e-3|comp1_kgop|1e-3|comp1_qgop|1e-3|]]></Time_atol><Time_atoludot><![CDATA[atoludotcomp1_gop_atten|1e-3|comp1_gop_I0|1e-3|comp1_gop_lambda0|1e-3|comp1_gop_Q0|1e-3|comp1_gop_r|1e-3|comp1_gop_s|1e-3|comp1_kgop|1e-3|comp1_qgop|1e-3|]]></Time_atoludot><Time_timemethod><![CDATA[timemethodgenalpha]]></Time_timemethod><Time_masssingular><![CDATA[masssingularmaybe]]></Time_masssingular><Time_consistent><![CDATA[consistentbweuler]]></Time_consistent><Time_bwinitstepfrac><![CDATA[bwinitstepfrac0.001]]></Time_bwinitstepfrac><Time_estrat><![CDATA[estratexclude]]></Time_estrat><Time_tstepsgenalpha><![CDATA[tstepsgenalphastrict]]></Time_tstepsgenalpha><Time_initialstepgenalpha><![CDATA[initialstepgenalpha0.001]]></Time_initialstepgenalpha><Time_initialstepgenalphaactive><![CDATA[initialstepgenalphaactiveoff]]></Time_initialstepgenalphaactive><Time_maxstepconstraintgenalpha><![CDATA[maxstepconstraintgenalphaauto]]></Time_maxstepconstraintgenalpha><Time_incrdelay><![CDATA[incrdelay15]]></Time_incrdelay><Time_incrdelayactive><![CDATA[incrdelayactiveoff]]></Time_incrdelayactive><Time_rhoinf><![CDATA[rhoinf0.75]]></Time_rhoinf><Time_predictor><![CDATA[predictorlinear]]></Time_predictor><Time_rescaleafterinitbw><![CDATA[rescaleafterinitbwoff]]></Time_rescaleafterinitbw><Time_plot><![CDATA[plotoff]]></Time_plot><Time_probesel><![CDATA[probeselall]]></Time_probesel><Time_probefreq><![CDATA[probefreqtsteps]]></Time_probefreq><Time_reacf><![CDATA[reacfon]]></Time_reacf><Time_lumpedflux><![CDATA[lumpedfluxoff]]></Time_lumpedflux><Time_storeudot><![CDATA[storeudoton]]></Time_storeudot><Time_eventout><![CDATA[eventoutoff]]></Time_eventout><Time_complex><![CDATA[complexoff]]></Time_complex><Time_cosimstoressol><![CDATA[cosimstoressoloff]]></Time_cosimstoressol><Time_cosim><![CDATA[cosimoff]]></Time_cosim><Time_uselsqtimedata><![CDATA[uselsqtimedataon]]></Time_uselsqtimedata><Time_tlistlsq><![CDATA[tlistlsq]]></Time_tlistlsq><Time_excludelsqtimes><![CDATA[excludelsqtimeson]]></Time_excludelsqtimes><Time_cname><![CDATA[cname]]></Time_cname><Time_keeplog><![CDATA[keeplogoff]]></Time_keeplog><Time_const><![CDATA[const]]></Time_const><Time_SUBFEATURES><Direct><![CDATA[[notactive]]]></Direct><Advanced><Advanced_VALID><![CDATA[true]]></Advanced_VALID><Advanced_UNIT><![CDATA[[]]]></Advanced_UNIT><Advanced_symmetric><![CDATA[symmetricauto]]></Advanced_symmetric><Advanced_matrixformat><![CDATA[matrixformatauto]]></Advanced_matrixformat><Advanced_rowscale><![CDATA[rowscaleon]]></Advanced_rowscale><Advanced_nullfun><![CDATA[nullfunauto]]></Advanced_nullfun><Advanced_orthonormallimit><![CDATA[orthonormallimit1.0E7]]></Advanced_orthonormallimit><Advanced_storeresidual><![CDATA[storeresidualoff]]></Advanced_storeresidual><Advanced_convinfo><![CDATA[convinfoon]]></Advanced_convinfo><Advanced_logsampling><![CDATA[logsampling0.005]]></Advanced_logsampling><Advanced_blocksize><![CDATA[blocksize1000]]></Advanced_blocksize><Advanced_blocksizeactive><![CDATA[blocksizeactiveoff]]></Advanced_blocksizeactive><Advanced_assemloc><![CDATA[assemlocon]]></Advanced_assemloc><Advanced_cachepattern><![CDATA[cachepatternoff]]></Advanced_cachepattern><Advanced_complexfun><![CDATA[complexfunoff]]></Advanced_complexfun><Advanced_matherr><![CDATA[matherron]]></Advanced_matherr><Advanced_checkmatherr><![CDATA[checkmatherroff]]></Advanced_checkmatherr><Advanced_assemtol><![CDATA[assemtol1.0E-12]]></Advanced_assemtol><Advanced_keep><![CDATA[keepoff]]></Advanced_keep><Advanced_optthread><![CDATA[optthreadoff]]></Advanced_optthread><Advanced_SUBFEATURES></Advanced_SUBFEATURES><Advanced_EDITED>false</Advanced_EDITED></Advanced><FullyCoupled><FullyCoupled_VALID><![CDATA[true]]></FullyCoupled_VALID><FullyCoupled_UNIT><![CDATA[[]]]></FullyCoupled_UNIT><FullyCoupled_linsolver><![CDATA[linsolveri1]]></FullyCoupled_linsolver><FullyCoupled_dtech><![CDATA[dtechconst]]></FullyCoupled_dtech><FullyCoupled_maxiter><![CDATA[maxiter4]]></FullyCoupled_maxiter><FullyCoupled_ntolfact><![CDATA[ntolfact0.1]]></FullyCoupled_ntolfact><FullyCoupled_termonres><![CDATA[termonresoff]]></FullyCoupled_termonres><FullyCoupled_damp><![CDATA[damp1.0]]></FullyCoupled_damp><FullyCoupled_ratelimit><![CDATA[ratelimit0.9]]></FullyCoupled_ratelimit><FullyCoupled_ratelimitactive><![CDATA[ratelimitactiveoff]]></FullyCoupled_ratelimitactive><FullyCoupled_jtech><![CDATA[jtechminimal]]></FullyCoupled_jtech><FullyCoupled_ntermconst><![CDATA[ntermconsttol]]></FullyCoupled_ntermconst><FullyCoupled_stabacc><![CDATA[stabaccnone]]></FullyCoupled_stabacc><FullyCoupled_plot><![CDATA[plotoff]]></FullyCoupled_plot><FullyCoupled_probesel><![CDATA[probeselnone]]></FullyCoupled_probesel><FullyCoupled_SUBFEATURES></FullyCoupled_SUBFEATURES><FullyCoupled_EDITED>false</FullyCoupled_EDITED></FullyCoupled><Iterative><Iterative_VALID><![CDATA[true]]></Iterative_VALID><Iterative_UNIT><![CDATA[[]]]></Iterative_UNIT><Iterative_linsolver><![CDATA[linsolvergmres]]></Iterative_linsolver><Iterative_itrestart><![CDATA[itrestart50]]></Iterative_itrestart><Iterative_prefuntype><![CDATA[prefuntypeleft]]></Iterative_prefuntype><Iterative_irestol><![CDATA[irestol0.01]]></Iterative_irestol><Iterative_nlinnormuse><![CDATA[nlinnormuseon]]></Iterative_nlinnormuse><Iterative_nlinnormlevel><![CDATA[nlinnormlevel1.0]]></Iterative_nlinnormlevel><Iterative_usenlweights><![CDATA[usenlweightson]]></Iterative_usenlweights><Iterative_gcrodr><![CDATA[gcrodron]]></Iterative_gcrodr><Iterative_eigk><![CDATA[eigk25]]></Iterative_eigk><Iterative_keepy><![CDATA[keepyauto]]></Iterative_keepy><Iterative_gcrodrrel><![CDATA[gcrodrreloff]]></Iterative_gcrodrrel><Iterative_maxlinit><![CDATA[maxlinit10000]]></Iterative_maxlinit><Iterative_iterm><![CDATA[itermtol]]></Iterative_iterm><Iterative_iter><![CDATA[iter2]]></Iterative_iter><Iterative_rhob><![CDATA[rhob400.0]]></Iterative_rhob><Iterative_errorchk><![CDATA[errorchkauto]]></Iterative_errorchk><Iterative_maxilinit><![CDATA[maxilinit100]]></Iterative_maxilinit><Iterative_SUBFEATURES><IncompleteLU><![CDATA[[notactive]]]></IncompleteLU><Jacobi><Jacobi_VALID><![CDATA[true]]></Jacobi_VALID><Jacobi_UNIT><![CDATA[[]]]></Jacobi_UNIT><Jacobi_iterm><![CDATA[itermiter]]></Jacobi_iterm><Jacobi_iter><![CDATA[iter2]]></Jacobi_iter><Jacobi_relax><![CDATA[relax1.0]]></Jacobi_relax><Jacobi_prefun><![CDATA[prefunjac]]></Jacobi_prefun><Jacobi_rhob><![CDATA[rhob1.0]]></Jacobi_rhob><Jacobi_hybridization><![CDATA[hybridizationsingle]]></Jacobi_hybridization><Jacobi_SUBFEATURES></Jacobi_SUBFEATURES><Jacobi_EDITED>false</Jacobi_EDITED></Jacobi></Iterative_SUBFEATURES><Iterative_EDITED>false</Iterative_EDITED></Iterative></Time_SUBFEATURES><Time_EDITED>false</Time_EDITED></Time> BUILT true 2 3 108,'p:tunit','p:tlist_vector_method','p:tlist_vector_start','p:tlist_vector_stop','p:tlist_vector_step','p:tlist_vector_numvalues','p:tlist_vector_function','p:tlist_vector_interval','p:tlist_vector_freqperdec','p:tout','p:tstepsstore','p:atolglobalmethod','p:atolglobalvaluemethod','p:atolglobalfactor','p:tderglobalmethod','p:tderglobalfactor','p:atolglobal','p:ewtrescale','p:atolmethodAUX','p:atolvaluemethodAUX','p:atolfactorAUX','p:tdermethodAUX','p:tderfactorAUX','p:atolAUX','p:atoludotAUX','p:tstepsbdf','p:endtimeinterpolation','p:initialstepbdf','p:initialstepbdfactive','p:maxstepconstraintbdf','p:maxstepbdf','p:maxstepexpressionbdf','p:maxorder','p:minorder','p:bdforder','p:initialstepfractionbdf-1','p:initialstepgrowthratebdf-1','p:initialstepfractionbdf-2','p:initialstepgrowthratebdf-2','p:initialstepfractionbdf-3','p:initialstepgrowthratebdf-3','p:initialstepfractionbdf-4','p:initialstepgrowthratebdf-4','p:initialstepfractionbdf-5','p:initialstepgrowthratebdf-5','p:timestepbdf','p:eventtol','p:stabcntrl','p:masssingular','p:consistent','p:bwinitstepfrac','p:rkmethod','p:tstepsrk34','p:initialsteprk34','p:initialsteprk34active','p:timesteprk34','p:tstepsck5','p:initialstepck5','p:initialstepck5active','p:timestepck5','p:tstepsdopri5','p:initialstepdopri5','p:initialstepdopri5active','p:dopripicontrol','p:maxstepconstraintdopri5','p:maxstepdopri5','p:maxstepexpressiondopri5','p:doprigrowmin','p:doprigrowmax','p:doprisafe','p:timestepdopri5','p:rkstiffcheck','p:initialstepgenalpha','p:initialstepgenalphaactive','p:maxstepconstraintgenalpha','p:maxstepgenalpha','p:maxstepexpressiongenalpha','p:incrdelay','p:incrdelayactive','p:rhoinf','p:predictor','p:timestepgenalpha','p:rescaleafterinitbw','p:plot','p:plotfreq','p:probesel','p:probefreq','p:reacf','p:lumpedflux','p:storeudot','p:eventout','p:complex','p:cosimstoressol','p:cosim','p:cosiminput','p:cosimoutput','p:cosimconsistent','p:uselsqtimedata','p:tlistlsq','p:excludelsqtimes','p:lsqtimesout','p:clistctrl','p:cname','p:clist','p:keeplog','p:const','p:changedproperties','p:lastchangedproperty' DISABLED BUILT null 34,'p:linsolver','p:mumpsalloc','p:mumpsreorder','p:mumpsrreorder','p:reusereorder','p:pivotenable','p:thresh','p:pivotperturb','p:mumpsblr','p:mumpsblrtol','p:mumpsblrtype','p:ooc','p:memfracooc','p:incore','p:minicmemory','p:usetotmemory','p:internalmemusage','p:oocmemory','p:pardreorder','p:pardschedule','p:pardrreorder','p:pivotstrategy','p:pardmtsolve','p:clusterpardiso','p:preorder','p:pivotrefines','p:errorchk','p:rhob','p:iterrefine','p:maxrefinesteps','p:errorratiobound','p:nliniterrefine','p:changedproperties','p:lastchangedproperty' NOREMOVE|NODEACTIVATE BUILT 0 0 null 26,'p:symmetric','p:matrixformat','p:rowscale','p:nullfun','p:orthonormallimit','p:storeresidual','p:convinfo','p:logsampling','p:blocksize','p:blocksizeactive','p:assemloc','p:cachepattern','p:complexfun','p:matherr','p:checkmatherr','p:assemtol','p:keep','p:L','p:K','p:D','p:E','p:M','p:N','p:optthread','p:changedproperties','p:lastchangedproperty' BUILT 1 0 null null null null null null null null null null null null null null null null null null null null null null null null null null 23,'p:initstep','p:minstep','p:rstep','p:rstepabs','p:useminsteprecovery','p:minsteprecovery','p:ntermauto','p:niter','p:reserrfact','p:damp','p:ratelimit','p:ratelimitactive','p:jtech','p:ntermconst','p:stabacc','p:aaccdim','p:aaccmix','p:aaccdelay','p:initsteph','p:minsteph','p:plot','p:changedproperties','p:lastchangedproperty' NOREMOVE|NODEACTIVATE BUILT 2 1 20,'p:linsolver','p:itrestart','p:prefuntype','p:irestol','p:nlinnormuse','p:nlinnormlevel','p:usenlweights','p:gcrodr','p:eigk','p:keepy','p:gcrodrrel','p:eigkrel','p:maxlinit','p:iterm','p:iter','p:rhob','p:errorchk','p:maxilinit','p:changedproperties','p:lastchangedproperty' DISABLED null null 17,'p:prefun','p:droptype','p:droptol','p:fillratio','p:respectpattern','p:thresh','p:iterm','p:relax','p:ilutdroptol','p:ilutfillratio','p:preorder','p:rhob','p:hybridization','p:hybridvarspec','p:matrixformat','p:changedproperties','p:lastchangedproperty' EDITED 0 0 null null 9,'p:iterm','p:relax','p:prefun','p:rhob','p:hybridization','p:hybridvarspec','p:matrixformat','p:changedproperties','p:lastchangedproperty' NOREMOVE|NODEACTIVATE 9,'p:hasbeenevaluated','p:phaseshift','p:scalingfactor','p:showgeom','p:frametype','p:phase','p:scalefactor','p:probetag','p:evalcount' 6,'p:showgeom','p:frametype','p:phaseshift','p:phase','p:scalingfactor','p:scalefactor' true[]animboundingboxdataray1nonesolrepresentationsolutioninfoshowlooplevelon|off|off|looplevel111|showinterpoff|off|off|interp3.6692050471796728E-9|applyselectiontodatasetedgesoffsavedatainmodelofftitlenumberformatkey6viewautoautoshowhiddenobjectsoffinherithideoffedgesonframetypematerialGEOMgeom1true[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowloopleveloff|off|off|looplevelshowinterpoff|off|off|interplinetypelineinterpolationnoneshowcoloroffpointtypenoneusefixedpointsizeoffpointlineanimofflinetactiveoffextrastepsspecifiedtimesnumextrasteps100inheritplotnonenoneinheritarrowscaleoninheritcoloroninheritrangeoninheritdeformscaleoninheritspherescaleoninherittailscaleoninherittubescaleontrue[]unitdim0unittrans1exprgop.IunitW/m^2evalmethodactiveofftrue[]typeallevaluateall EDITED 123,'p:progressactive','p:renderinfo','p:ispendingzoom','p:isforexport','p:colortheme','p:isforreport','p:preventautozoomextents','p:needsstylerepaint','p:stylerepaintinprogress','p:defaultaxisunits','p:animating','p:playing','p:animboundingbox','p:legendactivechanged','p:solrepresentation','p:oldouteranalysistype','p:outertype','p:outersolnum','p:timeinterp','p:showinterp','p:solutiontouchtype','p:applyselectiontodatasetedges','p:savedatainmodel','p:titlenumberformatkey','p:titletype','p:titlecolor','p:customtitlecolor','p:titlenumberformat','p:titletrailingzeros','p:titleprecision','p:titleintegerdigits','p:titledecimals','p:titlealwayssign','p:titlealwaysimaginary','p:titleexponentdigits','p:titlealwayssignexp','p:datasetintitle','p:phaseintitle','p:solutionintitle','p:filenameintitle','p:dateintitle','p:timeintitle','p:prefixintitle','p:suffixintitle','p:typeintitle','p:descriptionintitle','p:expressionintitle','p:unitintitle','p:titleparamindicator','p:help1','p:help2','p:help3','p:temptitleexpr','p:temptitleunit','p:forceviewupdate','p:ignoreview','p:xlabel','p:xlabelactive','p:ylabel','p:ylabelactive','p:showhiddenobjects','p:inherithide','p:dataisaxisym','p:symmetryaxis','p:edges','p:edgecolor','p:customedgecolor','p:frametype','p:renderdatacached','p:inputmode','p:cutmode','p:planedepth','p:lastinputmode','p:linefirst','p:linesecond','p:lineisinit','p:planefirst','p:planesecond','p:planeisinit','p:cutlineds','p:cutlinedshash','p:cutplaneds','p:cutplanedshash','p:cutlinepg','p:cutlinepgds','p:cutplanepg','p:cutplanepgds','p:cutlineplot','p:cutplaneplot','p:touchpostshow','p:showlegends','p:showlegendsmaxmin','p:showlegendsunit','p:legendpos','p:legendcolor','p:customlegendcolor','p:legendactive','p:legendnotation','p:legendcommonexp','p:legendtrailingzeros','p:legendupdate','p:axisactive','p:axisnotation','p:axiscommonexp','p:axistrailingzeros','p:axisupdate','p:plotarrayenable','p:arrayshape','p:arrayaxis','p:paddinglinear','p:relpadding','p:padding','p:order','p:paddingsquare','p:relrowpadding','p:relcolumnpadding','p:rowpadding','p:columnpadding','p:window','p:showwindowtitle','p:windowtitle','p:windowtitleactive','p:allowtableupdate' true[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowloopleveloff|off|off|looplevelshowinterpoff|off|off|interplinetypelineinterpolationnoneshowcoloroffpointtypenoneusefixedpointsizeoffpointlineanimofflinetactiveoffextrastepsspecifiedtimesnumextrasteps100inheritplotnonenoneinheritarrowscaleoninheritcoloroninheritrangeoninheritdeformscaleoninheritspherescaleoninherittailscaleoninherittubescaleontrue[]unitdim0unittrans1exprgop.IunitW/m^2evalmethodactiveofftrue[]typeallevaluatealltrue[]animboundingboxdataray1nonesolrepresentationsolutioninfoshowlooplevelon|off|off|looplevel111|showinterpoff|off|off|interp3.6692050471796728E-9|applyselectiontodatasetedgesoffsavedatainmodelofftitlenumberformatkey6viewautoautoshowhiddenobjectsoffinherithideoffedgesonframetypematerialGEOMgeom1 EDITED 79,'p:progressactive','p:isanim','p:isanimfirst','p:iscachedirty','p:readytoplot','p:legendactivechanged','p:showsolutionparams','p:solutionparams','p:solrepresentation','p:oldouteranalysistype','p:outertype','p:outersolnum','p:timeinterp','p:t','p:showlooplevel','p:looplevel','p:showinterp','p:interp','p:solutiontouchtype','p:titletype','p:title','p:truetuberadiusscale','p:linetype','p:interpolation','p:interpcount','p:linecolor','p:customlinecolor','p:radiusexpr','p:radiusunit','p:tuberadiusscale','p:tuberadiusscaleactive','p:pointtype','p:pointradiusexpr','p:pointradiusunit','p:sphereradiusscale','p:sphereradiusscaleactive','p:fixedpointsize','p:pointcolor','p:custompointcolor','p:tailscale','p:tailscaleactive','p:arrowtype','p:arrowlength','p:logrange','p:arrowbase','p:arrowscaleactive','p:truearrowscale','p:arrowscalebounds','p:truesphereradiusscale','p:usefixedpointsize','p:storedsphereradiusscaleactive','p:storedsphereradiusscale','p:truetailscale','p:pointlineanim','p:linet','p:linetactive','p:istimeanim','p:animframet','p:animcaller','p:animcallercache','p:tailscalebounds','p:extrasteps','p:numextrasteps','p:propextrasteps','p:inheritarrowscale','p:inheritcolor','p:inheritrange','p:inheritdeformscale','p:inheritspherescale','p:inherittailscale','p:inherittubescale','p:belongstoplotarray','p:manualindexing','p:arraydim','p:arrayindex','p:rowindex','p:colindex','p:applytodatasetedgesplotarr','p:plotarraysuccessful' true[]unitdim0unittrans1exprgop.IunitW/m^2evalmethodactiveofftrue[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowloopleveloff|off|off|looplevelshowinterpoff|off|off|interplinetypelineinterpolationnoneshowcoloroffpointtypenoneusefixedpointsizeoffpointlineanimofflinetactiveoffextrastepsspecifiedtimesnumextrasteps100inheritplotnonenoneinheritarrowscaleoninheritcoloroninheritrangeoninheritdeformscaleoninheritspherescaleoninherittailscaleoninherittubescaleontrue[]animboundingboxdataray1nonesolrepresentationsolutioninfoshowlooplevelon|off|off|looplevel111|showinterpoff|off|off|interp3.6692050471796728E-9|applyselectiontodatasetedgesoffsavedatainmodelofftitlenumberformatkey6viewautoautoshowhiddenobjectsoffinherithideoffedgesonframetypematerialGEOMgeom1 BUILT 34,'p:legendactivechanged','p:unitdim','p:unittrans','p:descractive','p:evalmethodactive','p:evalmethod','p:differential','p:titletype','p:prefixintitle','p:suffixintitle','p:typeintitle','p:descriptionintitle','p:expressionintitle','p:unitintitle','p:title','p:rangecoloractive','p:rangedataactive','p:rangeisshared','p:isuniformshown','p:isgradientshown','p:isuniform','p:isgradient','p:showcolor','p:coloring','p:colorlegend','p:legendunit','p:colortabletrans','p:nonlinearcolortablerev','p:colorcalibration','p:colorscalemode','p:topcolor','p:customtopcolor','p:bottomcolor','p:custombottomcolor' true[]typeallevaluatealltrue[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowloopleveloff|off|off|looplevelshowinterpoff|off|off|interplinetypelineinterpolationnoneshowcoloroffpointtypenoneusefixedpointsizeoffpointlineanimofflinetactiveoffextrastepsspecifiedtimesnumextrasteps100inheritplotnonenoneinheritarrowscaleoninheritcoloroninheritrangeoninheritdeformscaleoninheritspherescaleoninherittailscaleoninherittubescaleontrue[]animboundingboxdataray1nonesolrepresentationsolutioninfoshowlooplevelon|off|off|looplevel111|showinterpoff|off|off|interp3.6692050471796728E-9|applyselectiontodatasetedgesoffsavedatainmodelofftitlenumberformatkey6viewautoautoshowhiddenobjectsoffinherithideoffedgesonframetypematerialGEOMgeom1 BUILT 6,'p:legendactivechanged','p:type','p:logicalexpr','p:evaluate','p:fraction','p:number' true[]dataray1nonesolrepresentationsolutioninfoshowlooplevelinputon|off|off|looplevelinputlast|showloopleveloff|off|off|looplevel1|2|3|4|5|6|7|8|9|a|b|c|d|e|f|g|h|i|j|k|l|m|n|o|p|q|r|s|t|u|v|w|x|y|z|10|11|12|13|14|15|16|17|18|19|1a|1b|1c|1d|1e|1f|1g|1h|1i|1j|1k|1l|1m|1n|1o|1p|1q|1r|1s|1t|1u|1v|1w|1x|1y|1z|20|21|22|23|24|25|26|27|28|29|2a|2b|2c|2d|2e|2f|2g|2h|2i|2j|2k|2l|2m|2n|2o|2p|2q|2r|2s|2t|2u|2v|2w|2x|2y|2z|30|31|32|33|showlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpsavedatainmodelofftitlenumberformatkey6showsecylabelofftwoyaxesoffswitchxyoffshowplotonsecyaxisoffaxislimitsoffpreserveaspectoffshowsecylogoffshowsecyextraofftrue[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowlooplevelinputoff|off|off|looplevelinputshowloopleveloff|off|off|looplevelshowlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpunitdim0unittrans1expr100*(gop.relg1.Q0-gop.Q)/gop.relg1.Q0unit1evalmethodactiveoffconstactiveoffconstprefixes|xdataexprxdataexprgop.lambda0xdataunitnmxdataevalmethodactiveoffparticlesperoutersolnum0|dataseriessum BUILT 188,'p:progressactive','p:renderinfo','p:ispendingzoom','p:isforexport','p:colortheme','p:isforreport','p:preventautozoomextents','p:needsstylerepaint','p:stylerepaintinprogress','p:defaultaxisunits','p:animating','p:playing','p:legendactivechanged','p:probetag','p:probehasbeenplotted','p:solrepresentation','p:oldouteranalysistype','p:outertype','p:outerinput','p:outersolnum','p:outersolnumindices','p:outersolnumindices_vector_method','p:outersolnumindices_vector_start','p:outersolnumindices_vector_stop','p:outersolnumindices_vector_step','p:outersolnumindices_vector_numvalues','p:outersolnumindices_vector_function','p:outersolnumindices_vector_interval','p:outersolnumindices_vector_freqperdec','p:solnumindices','p:solnumindices_vector_method','p:solnumindices_vector_start','p:solnumindices_vector_stop','p:solnumindices_vector_step','p:solnumindices_vector_numvalues','p:solnumindices_vector_function','p:solnumindices_vector_interval','p:solnumindices_vector_freqperdec','p:t_vector_method','p:t_vector_start','p:t_vector_stop','p:t_vector_step','p:t_vector_numvalues','p:t_vector_function','p:t_vector_interval','p:t_vector_freqperdec','p:showlooplevel','p:showlooplevelindices','p:looplevelindices_vector_method','p:looplevelindices_vector_start','p:looplevelindices_vector_stop','p:looplevelindices_vector_step','p:looplevelindices_vector_numvalues','p:looplevelindices_vector_function','p:looplevelindices_vector_interval','p:looplevelindices_vector_freqperdec','p:showinterp','p:interp_vector_method','p:interp_vector_start','p:interp_vector_stop','p:interp_vector_step','p:interp_vector_numvalues','p:interp_vector_function','p:interp_vector_interval','p:interp_vector_freqperdec','p:solutiontouchtype','p:isnew','p:savedatainmodel','p:titlenumberformatkey','p:titlecolor','p:customtitlecolor','p:titlenumberformat','p:titletrailingzeros','p:titleprecision','p:titleintegerdigits','p:titledecimals','p:titlealwayssign','p:titlealwaysimaginary','p:titleexponentdigits','p:titlealwayssignexp','p:datasetintitle','p:phaseintitle','p:filenameintitle','p:dateintitle','p:timeintitle','p:prefixintitle','p:suffixintitle','p:typeintitle','p:descriptionintitle','p:expressionintitle','p:unitintitle','p:titleparamindicator','p:paramindicator','p:help1','p:help2','p:help3','p:temptitleexpr','p:temptitleunit','p:evaluatedparamindicator','p:showsecylabel','p:yseclabel','p:yseclabelactive','p:twoyaxes','p:switchxy','p:showplotonsecyaxis','p:renderdatacached','p:inputmode','p:cutmode','p:planedepth','p:lastinputmode','p:linefirst','p:linesecond','p:lineisinit','p:planefirst','p:planesecond','p:planeisinit','p:cutlineds','p:cutlinedshash','p:cutplaneds','p:cutplanedshash','p:cutlinepg','p:cutlinepgds','p:cutplanepg','p:cutplanepgds','p:cutlineplot','p:cutplaneplot','p:axislimits','p:showsecaxislimit','p:yminsec','p:ymaxsec','p:preserveaspect','p:xlog','p:ylog','p:showsecylog','p:ylogsec','p:showgrid','p:showmanualgrid','p:manualgrid','p:showxspacing','p:xspacing','p:showyspacing','p:yspacing','p:showsecyspacing','p:ysecspacing','p:xextra','p:xextra_vector_method','p:xextra_vector_start','p:xextra_vector_stop','p:xextra_vector_step','p:xextra_vector_numvalues','p:xextra_vector_function','p:xextra_vector_interval','p:xextra_vector_freqperdec','p:yextra','p:yextra_vector_method','p:yextra_vector_start','p:yextra_vector_stop','p:yextra_vector_step','p:yextra_vector_numvalues','p:yextra_vector_function','p:yextra_vector_interval','p:yextra_vector_freqperdec','p:showsecyextra','p:ysecextra','p:ysecextra_vector_method','p:ysecextra_vector_start','p:ysecextra_vector_stop','p:ysecextra_vector_step','p:ysecextra_vector_numvalues','p:ysecextra_vector_function','p:ysecextra_vector_interval','p:ysecextra_vector_freqperdec','p:showlegends','p:showlegendsmaxmin','p:legendpos','p:legendposx','p:legendposy','p:showlegendsactive','p:axisactive','p:axisnotation','p:axiscommonexp','p:axistrailingzeros','p:axisupdate','p:window','p:showwindowtitle','p:windowtitle','p:windowtitleactive','p:allowtableupdate' true[]dataparentparentshowsolutionparamsoffsolrepresentationsolutioninfoshowlooplevelinputoff|off|off|looplevelinputshowloopleveloff|off|off|looplevelshowlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpunitdim0unittrans1expr100*(gop.relg1.Q0-gop.Q)/gop.relg1.Q0unit1evalmethodactiveoffconstactiveoffconstprefixes|xdataexprxdataexprgop.lambda0xdataunitnmxdataevalmethodactiveoffparticlesperoutersolnum0|dataseriessumtrue[]dataray1nonesolrepresentationsolutioninfoshowlooplevelinputon|off|off|looplevelinputlast|showloopleveloff|off|off|looplevel1|2|3|4|5|6|7|8|9|a|b|c|d|e|f|g|h|i|j|k|l|m|n|o|p|q|r|s|t|u|v|w|x|y|z|10|11|12|13|14|15|16|17|18|19|1a|1b|1c|1d|1e|1f|1g|1h|1i|1j|1k|1l|1m|1n|1o|1p|1q|1r|1s|1t|1u|1v|1w|1x|1y|1z|20|21|22|23|24|25|26|27|28|29|2a|2b|2c|2d|2e|2f|2g|2h|2i|2j|2k|2l|2m|2n|2o|2p|2q|2r|2s|2t|2u|2v|2w|2x|2y|2z|30|31|32|33|showlooplevelindicesoff|off|off|looplevelindicesshowinterpoff|off|off|interpsavedatainmodelofftitlenumberformatkey6showsecylabelofftwoyaxesoffswitchxyoffshowplotonsecyaxisoffaxislimitsoffpreserveaspectoffshowsecylogoffshowsecyextraoff BUILT 122,'p:progressactive','p:isanim','p:isanimfirst','p:iscachedirty','p:readytoplot','p:legendactivechanged','p:showsolutionparams','p:solutionparams','p:solrepresentation','p:oldanalysistype','p:oldouteranalysistype','p:outertype','p:outerinput','p:outersolnum','p:outersolnumindices','p:outersolnumindices_vector_method','p:outersolnumindices_vector_start','p:outersolnumindices_vector_stop','p:outersolnumindices_vector_step','p:outersolnumindices_vector_numvalues','p:outersolnumindices_vector_function','p:outersolnumindices_vector_interval','p:outersolnumindices_vector_freqperdec','p:solvertype','p:innerinput','p:solnumindices','p:solnumindices_vector_method','p:solnumindices_vector_start','p:solnumindices_vector_stop','p:solnumindices_vector_step','p:solnumindices_vector_numvalues','p:solnumindices_vector_function','p:solnumindices_vector_interval','p:solnumindices_vector_freqperdec','p:t_vector_method','p:t_vector_start','p:t_vector_stop','p:t_vector_step','p:t_vector_numvalues','p:t_vector_function','p:t_vector_interval','p:t_vector_freqperdec','p:showlooplevelinput','p:looplevelinput','p:showlooplevel','p:looplevel','p:showlooplevelindices','p:looplevelindices','p:looplevelindices_vector_method','p:looplevelindices_vector_start','p:looplevelindices_vector_stop','p:looplevelindices_vector_step','p:looplevelindices_vector_numvalues','p:looplevelindices_vector_function','p:looplevelindices_vector_interval','p:looplevelindices_vector_freqperdec','p:showinterp','p:interp','p:interp_vector_method','p:interp_vector_start','p:interp_vector_stop','p:interp_vector_step','p:interp_vector_numvalues','p:interp_vector_function','p:interp_vector_interval','p:interp_vector_freqperdec','p:solutiontouchtype','p:plotonsecyaxis','p:unitdim','p:unittrans','p:descractive','p:evalmethodactive','p:evalmethod','p:differential','p:constactive','p:const','p:constUnit','p:constprefixes','p:titletype','p:prefixintitle','p:suffixintitle','p:typeintitle','p:descriptionintitle','p:expressionintitle','p:unitintitle','p:title','p:hasmultilevel','p:xdatadescractive','p:xdataevalmethodactive','p:xdataevalmethod','p:xdatadifferential','p:showlinestyle','p:linestyle','p:showcolor','p:linecolor','p:customlinecolor','p:showwidth','p:linewidth','p:showmarker','p:linemarker','p:markerpos','p:markers','p:cyclecolors','p:renderindices','p:touchlinestyle','p:touchlinecolor','p:touchlinemarker','p:autosolution','p:autodescr','p:autoexpr','p:autounit','p:legendprefix','p:legendsuffix','p:legendallowexprshelp','p:legendexprprecision','p:legendpattern','p:legendtempexpr','p:legendtempunit','p:legendprefixeval','p:legendsuffixeval','p:legendeval','p:dataseries' 3 t(s("/component")) m(s("create")) s("comp1") b(true) t(s("/component/comp1/geom")) m(s("create")) s("geom1") i(2) t(s("/component/comp1/mesh")) m(s("create")) s("mesh1") g(s("geom1")) t(s("/component/comp1/physics")) m(s("create")) s("gop") s("GeometricalOptics") s("geom1") t(s("/study")) m(s("create")) s("std1") t(s("/study/std1")) m(s("create")) s("rtrac") s("RayTracing") t(s("/study/std1/feature/rtrac")) m(s("setSolveFor")) s("/physics/gop") b(true) t(s("/param")) m(s("set")) s("n_air") s("1") t(s("/param")) m(s("descr")) s("n_air") s("Refractive index of air") t(s("/param")) m(s("set")) s("n_glass") s("1.5") t(s("/param")) m(s("descr")) s("n_glass") s("Refractive index of glass") t(s("/param")) m(s("set")) s("lam0") s("550[nm]") t(s("/param")) m(s("descr")) s("lam0") s("Vacuum wavelength") t(s("/component/comp1/geom/geom1")) m(s("create")) s("sq1") s("Square") t(s("/component/comp1/geom/geom1/feature/sq1")) m(s("setIndex")) s("layer") d(0.5) i(0) t(s("/component/comp1/geom/geom1")) m(s("run")) s("fin") t(s("/component/comp1/material")) m(s("create")) s("mat1") s("Common") t(s("/component/comp1/material/mat1/materialmodel")) m(s("create")) s("RefractiveIndex") s("Refractive_index") t(s("/component/comp1/material/mat1/materialmodel/RefractiveIndex")) m(s("set")) s("n") sa(s("n_air")) t(s("/component/comp1/material")) m(s("create")) s("mat2") s("Common") t(s("/component/comp1/material/mat2/selection[geom1]")) m(s("set")) va() ia(1) t(s("/component/comp1/material/mat2/materialmodel")) m(s("create")) s("RefractiveIndex") s("Refractive_index")</actions> t(s("/component/comp1/material/mat2/materialmodel/RefractiveIndex")) m(s("set")) s("n") sa(s("n_glass")) t(s("/component/comp1/physics/gop/prop/IntensityComputation")) m(s("setIndex")) s("IntensityComputation") s("ComputeIntensityAndPower") i(0) t(s("/component/comp1/physics/gop/prop/WavelengthDistribution")) m(s("setIndex")) s("WavelengthDistribution") s("PolychromaticWavelength") i(0) t(s("/component/comp1/physics/gop/prop/MaximumSecondary")) m(s("setIndex")) s("MaximumSecondary") i(0) i(0) t(s("/component/comp1/physics/gop/feature/matd1")) m(s("set")) s("ShowBoundaryNormal") b(true) t(s("/component/comp1/physics/gop/feature/matd1")) m(s("set")) s("ThinDielectricFilmsOnBoundary") s("AddLayersToSurface") t(s("/component/comp1/physics/gop/feature/matd1")) m(s("set")) s("ReleaseReflectedRays") s("Never") t(s("/component/comp1/physics/gop")) m(s("create")) s("relg1") s("ReleaseGrid") i(-1) t(s("/component/comp1/physics/gop/feature/relg1")) m(s("setIndex")) s("x0") d(0.5) i(0) t(s("/component/comp1/physics/gop/feature/relg1")) m(s("setIndex")) s("x0") i(1) i(1) t(s("/component/comp1/physics/gop/feature/relg1")) m(s("set")) s("L0") ia(0,1,0) t(s("/component/comp1/physics/gop/feature/relg1")) m(s("set")) s("L0") ia(0,-1,0) t(s("/component/comp1/physics/gop/feature/relg1")) m(s("set")) s("LDistributionFunction") s("ListOfValues") t(s("/component/comp1/physics/gop/feature/relg1")) m(s("setIndex")) s("lambda0vals") s("range(400[nm],(800[nm]-(400[nm]))/99,800[nm])") i(0) t(s("/study/std1/feature/rtrac")) m(s("set")) s("timestepspec") s("specifylength") t(s("/study/std1/feature/rtrac")) m(s("set")) s("llist") s("range(0,0.01,1.1)") t(s("/sol")) m(s("create")) s("sol1") t(s("/sol/sol1")) m(s("study")) s("std1") t(s("/study/std1/feature/rtrac")) m(s("set")) s("notlistsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("notsolnum") s("auto") t(s("/study/std1/feature/rtrac")) m(s("set")) s("listsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("solnum") s("auto") t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep") t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1") t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables") t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("t1") s("Time") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.01,1)") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("Default") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa() t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps") t(s("/sol/sol1/feature/t1")) m(s("set")) s("rtol") d(1.0E-5) t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tstepsgenalpha") s("strict") t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true) t(s("/sol/sol1/feature/t1")) m(s("set")) s("timemethod") s("genalpha") t(s("/sol/sol1/feature/t1")) m(s("set")) s("estrat") s("exclude") t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1")) m(s("create")) s("i1") s("Iterative") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("set")) s("linsolver") s("gmres") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("create")) s("ja1") s("Jacobi") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("i1") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef") t(s("/sol/sol1")) m(s("attach")) s("std1") t(s("/result/dataset")) m(s("create")) s("ray1") s("Ray") t(s("/result/dataset/ray1")) m(s("set")) s("solution") s("sol1") t(s("/result/dataset/ray1")) m(s("set")) s("posdof") sa(s("comp1.qx"),s("comp1.qy")) t(s("/result/dataset/ray1")) m(s("set")) s("geom") s("geom1") t(s("/result/dataset/ray1")) m(s("set")) s("rgeom") s("pgeom_gop") t(s("/result/dataset/ray1")) m(s("set")) s("rgeomspec") s("fromphysics") t(s("/result/dataset/ray1")) m(s("set")) s("physicsinterface") s("gop") t(s("/result/feature")) m(s("create")) s("pg1") s("PlotGroup2D") t(s("/result/feature/pg1")) m(s("set")) s("data") s("dset1") t(s("/result/feature/pg1")) m(s("label")) s("Ray Trajectories (gop)") t(s("/result/feature/pg1")) m(s("set")) s("data") s("ray1") t(s("/result/feature/pg1")) m(s("create")) s("rtrj1") s("RayTrajectories") t(s("/result/feature/pg1/feature/rtrj1")) m(s("set")) s("linetype") s("line") t(s("/result/feature/pg1/feature/rtrj1")) m(s("create")) s("col1") s("Color") t(s("/result/feature/pg1/feature/rtrj1/feature/col1")) m(s("set")) s("expr") s("gop.I") t(s("/result/feature/pg1/feature/rtrj1")) m(s("create")) s("filt1") s("RayTrajectoriesFilter") t(s("/sol/sol1")) m(s("runAll")) t(s("/result/feature/pg1")) m(s("run")) t(s("/result/feature")) m(s("create")) s("pg2") s("PlotGroup1D") t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("label")) s("Reflectance") t(s("/result/feature/pg2")) m(s("set")) s("data") s("ray1") t(s("/result/feature/pg2")) m(s("setIndex")) s("looplevelinput") s("last") i(0) t(s("/result/feature/pg2")) m(s("set")) s("titletype") s("manual") t(s("/result/feature/pg2")) m(s("set")) s("title") s("Reflectance for Glass Layer Only") t(s("/result/feature/pg2")) m(s("set")) s("xlabelactive") b(true) t(s("/result/feature/pg2")) m(s("set")) s("xlabel") s("Vacuum Wavelength (nm)") t(s("/result/feature/pg2")) m(s("set")) s("ylabelactive") b(true) t(s("/result/feature/pg2")) m(s("set")) s("ylabel") s("Reflectance (%)") t(s("/result/feature/pg2")) m(s("create")) s("rtp1") s("Ray1D") t(s("/result/feature/pg2/feature/rtp1")) m(s("set")) s("expr") s("") t(s("/result/feature/pg2/feature/rtp1")) m(s("set")) s("expr") s("100*(gop.relg1.Q0-gop.Q)/gop.relg1.Q0") t(s("/result/feature/pg2/feature/rtp1")) m(s("set")) s("xdata") s("expr") t(s("/result/feature/pg2/feature/rtp1")) m(s("set")) s("xdataexpr") s("gop.lambda0") t(s("/result/feature/pg2/feature/rtp1")) m(s("set")) s("xdataunit") s("nm") t(s("/result/feature/pg2/feature/rtp1")) m(s("set")) s("legend") b(true) t(s("/result/feature/pg2/feature/rtp1")) m(s("set")) s("legendmethod") s("manual") t(s("/result/feature/pg2/feature/rtp1")) m(s("setIndex")) s("legends") s("Glass") i(0) t(s("/result/feature/pg2")) m(s("run")) t(s("/param")) m(s("set")) s("lam0") s("2000[nm]") t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/component/comp1/physics/gop/feature/relg1")) m(s("setIndex")) s("lambda0vals") s("range(100[nm],(10000[nm]-(100[nm]))/99,10000[nm])") i(0) t(s("/sol/sol1")) m(s("study")) s("std1") t(s("/study/std1/feature/rtrac")) m(s("set")) s("notlistsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("notsolnum") s("auto") t(s("/study/std1/feature/rtrac")) m(s("set")) s("listsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("solnum") s("auto") t(s("/sol/sol1/feature")) m(s("remove")) s("t1") t(s("/sol/sol1/feature")) m(s("remove")) s("v1") t(s("/sol/sol1/feature")) m(s("remove")) s("st1") t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep") t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1") t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables") t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("t1") s("Time") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.01,1)") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa() t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps") t(s("/sol/sol1/feature/t1")) m(s("set")) s("rtol") d(1.0E-5) t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tstepsgenalpha") s("strict") t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true) t(s("/sol/sol1/feature/t1")) m(s("set")) s("timemethod") s("genalpha") t(s("/sol/sol1/feature/t1")) m(s("set")) s("estrat") s("exclude") t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1")) m(s("create")) s("i1") s("Iterative") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("set")) s("linsolver") s("gmres") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("create")) s("ja1") s("Jacobi") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("i1") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef") t(s("/sol/sol1")) m(s("attach")) s("std1") t(s("/sol/sol1")) m(s("runAll")) t(s("/result/feature/pg1")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/component/comp1/physics/gop/feature/relg1")) m(s("setIndex")) s("lambda0vals") s("range(10[nm],(10000000[nm]-(10[nm]))/999,10000000[nm])") i(0) t(s("/sol/sol1")) m(s("study")) s("std1") t(s("/study/std1/feature/rtrac")) m(s("set")) s("notlistsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("notsolnum") s("auto") t(s("/study/std1/feature/rtrac")) m(s("set")) s("listsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("solnum") s("auto") t(s("/sol/sol1/feature")) m(s("remove")) s("t1") t(s("/sol/sol1/feature")) m(s("remove")) s("v1") t(s("/sol/sol1/feature")) m(s("remove")) s("st1") t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep") t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1") t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables") t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("t1") s("Time") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.01,1)") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa() t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps") t(s("/sol/sol1/feature/t1")) m(s("set")) s("rtol") d(1.0E-5) t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tstepsgenalpha") s("strict") t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true) t(s("/sol/sol1/feature/t1")) m(s("set")) s("timemethod") s("genalpha") t(s("/sol/sol1/feature/t1")) m(s("set")) s("estrat") s("exclude") t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1")) m(s("create")) s("i1") s("Iterative") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("set")) s("linsolver") s("gmres") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("create")) s("ja1") s("Jacobi") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("i1") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef") t(s("/sol/sol1")) m(s("attach")) s("std1") t(s("/sol/sol1")) m(s("runAll")) t(s("/result/feature/pg1")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/param")) m(s("set")) s("lam0") s("550[nm]") t(s("/component/comp1/physics/gop/feature/relg1")) m(s("setIndex")) s("lambda0vals") s("range(400[nm],(800[nm]-(400[nm]))/99,800[nm])") i(0) t(s("/sol/sol1")) m(s("study")) s("std1") t(s("/study/std1/feature/rtrac")) m(s("set")) s("notlistsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("notsolnum") s("auto") t(s("/study/std1/feature/rtrac")) m(s("set")) s("listsolnum") i(1) t(s("/study/std1/feature/rtrac")) m(s("set")) s("solnum") s("auto") t(s("/sol/sol1/feature")) m(s("remove")) s("t1") t(s("/sol/sol1/feature")) m(s("remove")) s("v1") t(s("/sol/sol1/feature")) m(s("remove")) s("st1") t(s("/sol/sol1")) m(s("create")) s("st1") s("StudyStep") t(s("/sol/sol1/feature/st1")) m(s("set")) s("study") s("std1") t(s("/sol/sol1/feature/st1")) m(s("set")) s("studystep") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("v1") s("Variables") t(s("/sol/sol1/feature/v1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1")) m(s("create")) s("t1") s("Time") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tlist") s("range(0,0.01,1)") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plot") s("off") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotgroup") s("pg1") t(s("/sol/sol1/feature/t1")) m(s("set")) s("plotfreq") s("tout") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probesel") s("all") t(s("/sol/sol1/feature/t1")) m(s("set")) s("probes") sa() t(s("/sol/sol1/feature/t1")) m(s("set")) s("probefreq") s("tsteps") t(s("/sol/sol1/feature/t1")) m(s("set")) s("rtol") d(1.0E-5) t(s("/sol/sol1/feature/t1")) m(s("set")) s("atolglobalvaluemethod") s("factor") t(s("/sol/sol1/feature/t1")) m(s("set")) s("tstepsgenalpha") s("strict") t(s("/sol/sol1/feature/t1")) m(s("set")) s("endtimeinterpolation") b(true) t(s("/sol/sol1/feature/t1")) m(s("set")) s("timemethod") s("genalpha") t(s("/sol/sol1/feature/t1")) m(s("set")) s("estrat") s("exclude") t(s("/sol/sol1/feature/t1")) m(s("set")) s("control") s("rtrac") t(s("/sol/sol1/feature/t1")) m(s("create")) s("fc1") s("FullyCoupled") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1")) m(s("create")) s("i1") s("Iterative") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("set")) s("linsolver") s("gmres") t(s("/sol/sol1/feature/t1/feature/i1")) m(s("create")) s("ja1") s("Jacobi") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("linsolver") s("i1") t(s("/sol/sol1/feature/t1/feature/fc1")) m(s("set")) s("ntolfact") d(0.1) t(s("/sol/sol1/feature/t1/feature")) m(s("remove")) s("fcDef") t(s("/sol/sol1")) m(s("attach")) s("std1") t(s("/sol/sol1")) m(s("runAll")) t(s("/result/feature/pg1")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/")) m(s("label")) s("Just Glass (From Scratch).mph") t(s("/result/feature/pg2")) m(s("run")) t(s("/result/feature/pg2")) m(s("run")) t(s("/")) m(s("label")) s("Just Glass (From Scratch).mph") t(s("/result/feature/pg2")) m(s("run")) NOREMOVE|NODEACTIVATE /geom/geom1 4,'p:frametype','p:reversenormal','p:mastercoordsystcomp','p:mastersystem' NOREMOVE|NODEACTIVATE 0 Expected_computation_time
Baidu
 Last_computation_time 1 s
Baidu
 std1/rtrac false 1 all 0 true off 4 2,'geom1','pgeom_gop' 1,'t' 111,'0 s','3.3356E-11 s','6.6713E-11 s','1.0007E-10 s','1.3343E-10 s','1.6678E-10 s','2.0014E-10 s','2.3349E-10 s','2.6685E-10 s','3.0021E-10 s','3.3356E-10 s','3.6692E-10 s','4.0028E-10 s','4.3363E-10 s','4.6699E-10 s','5.0035E-10 s','5.337E-10 s','5.6706E-10 s','6.0042E-10 s','6.3377E-10 s','6.6713E-10 s','7.0048E-10 s','7.3384E-10 s','7.672E-10 s','8.0055E-10 s','8.3391E-10 s','8.6727E-10 s','9.0062E-10 s','9.3398E-10 s','9.6734E-10 s','1.0007E-9 s','1.034E-9 s','1.0674E-9 s','1.1008E-9 s','1.1341E-9 s','1.1675E-9 s','1.2008E-9 s','1.2342E-9 s','1.2675E-9 s','1.3009E-9 s','1.3343E-9 s','1.3676E-9 s','1.401E-9 s','1.4343E-9 s','1.4677E-9 s','1.501E-9 s','1.5344E-9 s','1.5678E-9 s','1.6011E-9 s','1.6345E-9 s','1.6678E-9 s','1.7012E-9 s','1.7345E-9 s','1.7679E-9 s','1.8012E-9 s','1.8346E-9 s','1.868E-9 s','1.9013E-9 s','1.9347E-9 s','1.968E-9 s','2.0014E-9 s','2.0347E-9 s','2.0681E-9 s','2.1015E-9 s','2.1348E-9 s','2.1682E-9 s','2.2015E-9 s','2.2349E-9 s','2.2682E-9 s','2.3016E-9 s','2.3349E-9 s','2.3683E-9 s','2.4017E-9 s','2.435E-9 s','2.4684E-9 s','2.5017E-9 s','2.5351E-9 s','2.5684E-9 s','2.6018E-9 s','2.6352E-9 s','2.6685E-9 s','2.7019E-9 s','2.7352E-9 s','2.7686E-9 s','2.8019E-9 s','2.8353E-9 s','2.8687E-9 s','2.902E-9 s','2.9354E-9 s','2.9687E-9 s','3.0021E-9 s','3.0354E-9 s','3.0688E-9 s','3.1021E-9 s','3.1355E-9 s','3.1689E-9 s','3.2022E-9 s','3.2356E-9 s','3.2689E-9 s','3.3023E-9 s','3.3356E-9 s','3.369E-9 s','3.4024E-9 s','3.4357E-9 s','3.4691E-9 s','3.5024E-9 s','3.5358E-9 s','3.5691E-9 s','3.6025E-9 s','3.6358E-9 s','3.6692E-9 s' TIME 0.0,3.335640951981521E-11,6.671281903963042E-11,1.0006922855944561E-10,1.3342563807926083E-10,1.6678204759907604E-10,2.0013845711889121E-10,2.3349486663870647E-10,2.6685127615852167E-10,3.002076856783368E-10,3.3356409519815207E-10,3.669205047179673E-10,4.0027691423778243E-10,4.336333237575977E-10,4.669897332774129E-10,5.003461427972281E-10,5.337025523170433E-10,5.670589618368585E-10,6.004153713566736E-10,6.337717808764889E-10,6.671281903963041E-10,7.004845999161193E-10,7.338410094359346E-10,7.671974189557497E-10,8.005538284755649E-10,8.339102379953801E-10,8.672666475151954E-10,9.006230570350106E-10,9.339794665548259E-10,9.673358760746408E-10,1.0006922855944562E-9,1.0340486951142713E-9,1.0674051046340867E-9,1.1007615141539018E-9,1.134117923673717E-9,1.1674743331935323E-9,1.2008307427133473E-9,1.2341871522331626E-9,1.2675435617529778E-9,1.300899971272793E-9,1.3342563807926083E-9,1.3676127903124234E-9,1.4009691998322386E-9,1.4343256093520537E-9,1.4676820188718691E-9,1.5010384283916843E-9,1.5343948379114994E-9,1.5677512474313148E-9,1.6011076569511297E-9,1.634464066470945E-9,1.6678204759907602E-9,1.7011768855105756E-9,1.7345332950303907E-9,1.7678897045502059E-9,1.8012461140700212E-9,1.8346025235898364E-9,1.8679589331096517E-9,1.901315342629467E-9,1.9346717521492816E-9,1.968028161669097E-9,2.0013845711889123E-9,2.0347409807087273E-9,2.0680973902285426E-9,2.101453799748358E-9,2.1348102092681734E-9,2.1681666187879883E-9,2.2015230283078037E-9,2.234879437827619E-9,2.268235847347434E-9,2.3015922568672493E-9,2.3349486663870647E-9,2.3683050759068796E-9,2.4016614854266946E-9,2.43501789494651E-9,2.4683743044663253E-9,2.5017307139861402E-9,2.5350871235059556E-9,2.568"O443533025771E-9,2.601799942545586E-9,2.6351563520654012E-9,2.6685127615852166E-9,2.701869171105032E-9,2.735225580624847E-9,2.7685819901446622E-9,2.801938399664477E-9,2.8352948091842925E-9,2.8686512187041075E-9,2.902007628223923E-9,2.9353640377437382E-9,2.968720447263553E-9,3.0020768567833685E-9,3.035433266303184E-9,3.068789675822999E-9,3.102146085342814E-9,3.1355024948626295E-9,3.168858904382445E-9,3.2022153139022594E-9,3.2355717234220748E-9,3.26892813294189E-9,3.302284542461705E-9,3.3356409519815204E-9,3.3689973615013358E-9,3.402353771021151E-9,3.435710180540966E-9,3.4690665900607814E-9,3.502422999580597E-9,3.5357794091004117E-9,3.569135818620227E-9,3.6024922281400425E-9,3.6358486376598574E-9,3.6692050471796728E-9 0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0 Time 1 1,'s' /geom/geom1 geom1 {0,1,2,3,4,5,6},{0,1,2,3,4,5,6,7},{0,1,2} NODEACTIVATE /savePointData/savepoint1/geom/geom1 2 true true 14,'p:showlabels','p:showDirections','p:showgrid','p:rendermesh','p:showunits','p:plotgroupunits','p:locked','p:istemporary','p:showselection','p:showmaterial','p:hidestatus','p:isnew','p:postviewkey','p:workplaneclip' /geom/pgeom_gop pgeom_gop PK;PKJnX model.xml0PK{PKJnXsavepoint1/savepoint.xml PKքv'S'PKJnX mesh1.mphbinH)R0objMeshVV_??L?Ψ?|ϼ5)?Й?^% ?XK?Pt?+6?E\?pC6?*?Mh# ?x ?6?*&s/?02?,xe%<۸??lUUUUU?kR;?:{)?4?E(? MC;t?>8P8*?<?Z@Zdbи?4Y t???<+x??^?&F?֪07?Ȅ&?>݈ s,?xJ)?}IO? ?e]??F?؛??s-k4?:33333?[UUUUU?u,#ǀ?z-1>d?nQ,?츘Ψ?[?9?bA0y?'WC?Y?@ϼ5)??%=?pb?l7;h?' *?˕6p=?|wwwww?+Q AW??XK?3\?pC6? )Y ??Gel2X?8t?(EA?+6?mX?0j^??^% ?tR=?g?~4v/?U%?F5G?|O5^e?҄V?[????6?02?,xe%<۸?R??Qĭ?$Edb~?&s/?}Jk?[ ?ԧ)J??eMh# ?WA&?ϡYoD ?D?;??NZ?+,;D?P`^\d?#?$f#?!]ٚ??\@Zdbи?8Y t??<?E(?>8P8*?rhW?{Sbg?ܣ?LC;t?4?ߊkԀ?({)?WUUUUU?ykR;?ii1?E ?ڵ`e?!Y?u?hOW9?F}?Z)H??Wj??}IO?e]??xJ)?DŽ&?:݈ s,?u2'?HyXm?`gY?Ϊ07?&F??^? <+x?u0V??a|;'?ii˝?PVM>f?ɺ?CF?Wu?2Vd??'WC?Y??\A0y?[?9?;5D?=w? nQ,??q-1>d?k,#ǀ?F?؛?H?O:3?.X?{f f?';?u?M^H?PZT??mX?0j^??(EA?Gel2X?i!???g-k4?)Y ?pb?=?Q?K.AA?$†}??\j?($?5]??K??|Jk?ԧ)J??"Edb~?Qĭ?633333?l7;h?R??' *?g?tR=?.^?YUUUUU?J{ѿt?Ƿpu?>5?Vm?-fiO??ܣ?ߊkԀ?WUUUUU?tSbg?rhW?ɕ6p=?~4v/?ΡYoD ?U%?VA&?|wwwww?+Q AW? ??_'A?i??GyXm?`gY??s2'?E ?F5G?D?ii1?;??|O5^e?҄V?[?»??k~)??:5D?=w??_|;'?t0V??NZ?ص`e?Y?,,;D?P`^\d?#?$f#?&]ٚ??O:3?i!??H?PVM>f?u?ii˝?hOW9?G}?[)H??Wj??Q?K.AA?633333?{f f?.X?ɺ?CF?Wu?2Vd???\j?.^?YUUUUU?$†}?';?u?M^H?PZT??J{ѿt?Ƿpu?|wwwww?($?4]??K??>5? ??Vm?-fiO??_'A?»?i??k~)????V?{F??~x2?oN???\x?n?#S~?71?3A?PN??K=3۩?_^}zܹ?en?YQ ת?z?\?:Ͻ???Iĩ?(=Rڹ?kmo?.?T'.?,fo;5?eĩ?6?m?3}7??n5ޤ?0%T?n??sy?1? %+?kr??j4^?o=V]?? u?%?ʱ ?컜}????Bы4?0Pυ?N ?/6O?Ӆ=B?| ?9xb<?;?zv?? {?\E?9E?c Nu?Q"w?F,];ͩ??f?3 d?PG?Ls? I?o??^?V2:&?54?“??'.?ӥE?1kw'd?\5|? b?P?=1=?JϹ?K?oZ???o1??r.VE?xï?up#;?wdq7?X?OeM? ګO;?~Pt??U??P0x`?l[?!T[4?Օd?fb ??D= =?~q!?x*?Ty?ztA{?r 6?j֛??Iɲ ?$" ?ѷ?h0%&?Q-.?\8c?@ljK?\Gc? Wé?GY;??ϹdI?f8%?ٺ4>?@B [?ѻ?ee}-E?Tc,?ra&|?Z?YzDC?iN??]wk?ԞH.??7~g?pcL?Õ?χ8?S{y?o? ?\?Aq6??aj7?QM?G+ ?oa>?x?X?I,ֶ1?l?)؁%?.2cC+??<1o?˝F??=z?!?eYt?ͩ,b?úB?? se?w"?QS?S9֠A2?uj=C?O@y?ſ?p{K?R?P?z?eg"T??bbu?zI??a/?l?~bȷ??bR?;ٗ?~\?=Wl?A75q}/?_}?mQ@? WKn?Z?yY(#?t0S?pV-??ǧ?J?(~:N??; ?;{??C[dH?F?k ک.?g Y?tiEh?Ѯx??(}?d?t ?*{?#r??-^DZ?T??(?5p? %rz?c/?"?G+?3 X??kҵӜ?ѵ'??Z?g??㩽?RX??[C?l]m? u3?  ?N?pu%Y?#ߣ?1qX9?LON???(>??̲I}?TZ???#?٥X?ЂV?Ff?P?.Ql?/#?Wb?[@g??ݧc?A? [?? !?Y~c,?zY_KQ?@?ئ= ?]pت ?$i?bP%? M?i??n?ն( ]?? Lc%?U_?m?;۠?j v` ?P ??Mm-I?g^<\??+%7?@e ?lr( ?e^"?ؙ'??FOF?V2ZwZ??<,?Tp:?7kE??F؅?ړ][??=?om??R[j-??ݳ_??M΋H????vtx' UedgM (*''8:;-<=5NP>HghQj]kv -#70@:GCMJQOTSUM  '(-5*8:<=>H;NQ]Pgjkvh # 0-:7C@JGOMSQUTMM???????kwwwww???JUUUUU??)33333????JUUUUU?????????????????WUUUUU??????????633333???YUUUUU?|wwwww??WUUUUU??»????????633333??YUUUUU??|wwwww????»???M???????????kwwwww??JUUUUU?)33333??????????JUUUUU???????????WUUUUU????????????633333?YUUUUU??WUUUUU?|wwwww????»????????633333??YUUUUU??|wwwww????»??????MMMMtril       !! ##%$&&)+,,!/!!0#0##3&2%&&36(7)9*?+@@AB30/A0011F2334HGI6J7K8L9M:O;R<S=T>U?VAAARBDWZEY\E]F^HZ_I`JaKbLcMdNeOfPQiRXmmnnoUVpWqXZYsZZ[u\vw]tx_y`za{b|cdd~egfijlnopqtswuvxyz{|~           "#!$&'%))*+*,$!/"0.%1')2&*))**++,71.9/:82<<=<5=556@;8B9CA<<>=?E?GHAHBJEHFKGMHHIOLPLPRORPRRRl      "$%')+,."/.""121-%4$54'(6)7*9+?,..<B/.CDCED4E5GH456I7J8K9L:M;O=B>RQS?U@@WVBGCYXD[F[H\H^GI_J`KaLbMcNdOedgTjllTSiTUopVqWrrsY^tu[v\]w^_x`yazb{c|f}e~}ghnkiklmnopqrstuvwxyz{|}~           !"#$%&'(&(,+ -./!0"$1%23'344(+5,6-689.:/1;;233>46?7?AB8C9;=DEEF>@FAIIJBKDLEMLNKOIPNMLNNSQPTUl      ""$%%()+. //1"$2'4$4'55*)6+867,?,@--CC.1D2E2FGB5FH97I?:9KI;KNM<R=S>TJ@UVCWXXYCG[DE\F]]G^LJ_UMLa_OaPOdcPfiQSRSlTm`VWoYplX[qtr\s]uv^wb`xocbzxez}e}|fhfhjiknmrmpyqsrrutvw{y|{~}~           !"$%&'((+-,!".#/1$2%&3'(3454657,./809;1234=4>?>@689A:BDD;=D>FG?DBACIDKELFFINJNKKQQPSNTTUSllPKX(HHPKJnXgeometry2.mphbin}R0objGeom1|=PKg }PKJnXgeometry4.mphbin7R0objGeom2|=-C6??|=????|=????????? BezierCurve? BezierCurve? BezierCurve?? BezierCurve????? BezierCurve??? BezierCurve??? BezierCurve????AssocHistoryAttrib VectorIntTPKePKJnXgeometry3.mphbin3R0objGeom2|=-C6??|=????|=????????? BezierCurve? BezierCurve? BezierCurve?? BezierCurve????? BezierCurve??? BezierCurve??? BezierCurve????AssocHistoryAttrib VectorIntUPK?fAPKJnX xmesh1.mphbinR0objXmeshtModel2 globalscopeGLOBAL?tmaterialGeom0|=geom1'JyvSTANDARD?tmeshgeometrymaterialspatialXmYmXgYgXYxycomp1. pgeom_gop&RAY?tmaterial particleindexMeshvtxmesh1\mesh1\MeshMeshmesh1\main<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>var</str> <arr> <str>Xm$2</str> <arr> <str>Xmg</str> </arr> <str>Ym$2</str> <arr> <str>Ymg</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> <rec> <str>var</str> <arr> <str>Xm$2</str> <arr> <str>Xmg</str> </arr> <str>Ym$2</str> <arr> <str>Ymg</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> <rec> <str>var</str> <arr> <str>Xm$2</str> <arr> <str>Xmg</str> </arr> <str>Ym$2</str> <arr> <str>Ymg</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> d<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elepspec</str> <str>g</str> <arr> <str>0</str> </arr> <str>geom</str> <arr> <rec> <str>ep</str> <arr> <str>1</str> </arr> </rec> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>n_air</str> <str>1</str> <str>n_glass</str> <str>1.5</str> <str>lam0</str> <str>550*unit_nm_cf</str> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>g_const</str> <str>9.80665*unit_m_cf/unit_s_cf^2</str> <str>N_A_const</str> <str>6.02214076E23/unit_mol_cf</str> <str>k_B_const</str> <str>1.380649E-23*unit_J_cf/unit_K_cf</str> <str>Z0_const</str> <str>mu0_const*c_const</str> <str>me_const</str> <str>9.10938356E-31*unit_kg_cf</str> <str>e_const</str> <str>1.602176634E-19*unit_C_cf</str> <str>F_const</str> <str>96485.33289*unit_C_cf/unit_mol_cf</str> <str>alpha_const</str> <str>0.0072973525664</str> <str>G_const</str> <str>6.67408E-11*unit_m_cf^3/(unit_kg_cf*unit_s_cf^2)</str> <str>hbar_const</str> <str>1.0545718E-34*unit_J_cf*unit_s_cf/unit_rad_cf</str> <str>V_m_const</str> <str>0.022413962*unit_m_cf^3/unit_mol_cf</str> <str>mn_const</str> <str>1.674927471E-27*unit_kg_cf</str> <str>epsilon0_const</str> <str>1/(mu0_const*c_const^2)</str> <str>mu0_const</str> <str>2*alpha_const*h_const/(c_const*e_const^2)</str> <str>h_const</str> <str>6.62607015E-34*unit_J_cf*unit_s_cf</str> <str>mp_const</str> <str>1.672621898E-27*unit_kg_cf</str> <str>c_const</str> <str>299792458*unit_m_cf/unit_s_cf</str> <str>sigma_const</str> <str>5.670367E-8*unit_kg_cf/(unit_s_cf^3*unit_K_cf^4)</str> <str>R_const</str> <str>8.3144598*unit_J_cf/(unit_K_cf*unit_mol_cf)</str> <str>b_const</str> <str>0.0028977729*unit_m_cf*unit_K_cf</str> <str>isRHS</str> <str>0</str> <str>t</str> <str>0</str> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>comp1.gop.mp1.minput_temperature</str> <str>293.15*unit_K_cf</str> <str>comp1.gop.Nt</str> <str>part_count_all</str> <str>comp1.gop.Nsel</str> <str>part_count_sel</str> <str>comp1.gop.alpha</str> <str>part_count_sel/part_count_all</str> <str>comp1.gop.fitol</str> <str>0.9</str> <str>comp1.gop.dGeomChar</str> <str>1.4142135623730951</str> <str>comp1.gop.Nta</str> <str>comp1.gop.sum(1)</str> <str>comp1.gop.qavex</str> <str>comp1.gop.sum(comp1.qx)/comp1.gop.Nta</str> <str>comp1.gop.qavey</str> <str>comp1.gop.sum(comp1.qy)/comp1.gop.Nta</str> <str>comp1.gop.qavez</str> <str>0</str> <str>comp1.gop.qmidx</str> <str>0.5*(comp1.gop.min(comp1.qx)+comp1.gop.max(comp1.qx))</str> <str>comp1.gop.qmidy</str> <str>0.5*(comp1.gop.min(comp1.qy)+comp1.gop.max(comp1.qy))</str> <str>comp1.gop.qmidz</str> <str>0</str> <str>comp1.gop.rrms</str> <str>sqrt(comp1.gop.sum(comp1.gop.deltaqsumsq)/comp1.gop.Nta)</str> <str>comp1.gop.rmrms</str> <str>sqrt(comp1.gop.sum(comp1.gop.deltaqmidsumsq)/comp1.gop.Nta)</str> <str>comp1.gop.rmaxall</str> <str>comp1.gop.relg1.rmaxrel</str> <str>comp1.gop.rmmax</str> <str>comp1.gop.relg1.rmmax</str> <str>comp1.gop.rrmsave</str> <str>comp1.gop.relg1.rrms</str> <str>comp1.gop.rrmsmin</str> <str>comp1.gop.relg1.rrms</str> <str>comp1.gop.rrmsmax</str> <str>comp1.gop.relg1.rrms</str> <str>comp1.gop.rmrmsave</str> <str>comp1.gop.relg1.rmrms</str> <str>comp1.gop.rmrmsmin</str> <str>comp1.gop.relg1.rmrms</str> <str>comp1.gop.rmrmsmax</str> <str>comp1.gop.relg1.rmrms</str> <str>comp1.gop.op1.kiext</str> <str>0</str> <str>comp1.gop.op1.next</str> <str>1</str> <str>comp1.gop.relg1.Ntf</str> <str>nojac(comp1.gop.sum_all(if(comp1.gop.prf==1,1,0)))</str> <str>comp1.gop.relg1.Ntfa</str> <str>comp1.gop.sum(if(comp1.gop.prf==1,1,0))</str> <str>comp1.gop.relg1.qavex</str> <str>comp1.gop.sum(if(comp1.gop.prf==1,comp1.qx,0))/comp1.gop.relg1.Ntfa</str> <str>comp1.gop.relg1.qavey</str> <str>comp1.gop.sum(if(comp1.gop.prf==1,comp1.qy,0))/comp1.gop.relg1.Ntfa</str> <str>comp1.gop.relg1.qavez</str> <str>0</str> <str>comp1.gop.relg1.qmidx</str> <str>0.5*(comp1.gop.min(if(comp1.gop.prf==1,comp1.qx,Inf))+comp1.gop.max(if(comp1.gop.prf==1,comp1.qx,-Inf)))</str> <str>comp1.gop.relg1.qmidy</str> <str>0.5*(comp1.gop.min(if(comp1.gop.prf==1,comp1.qy,Inf))+comp1.gop.max(if(comp1.gop.prf==1,comp1.qy,-Inf)))</str> <str>comp1.gop.relg1.qmidz</str> <str>0</str> <str>comp1.gop.relg1.rrms</str> <str>sqrt(comp1.gop.sum(if(comp1.gop.prf==1,comp1.gop.relg1.deltaqsumsq,0))/comp1.gop.relg1.Ntfa)</str> <str>comp1.gop.relg1.rmrms</str> <str>sqrt(comp1.gop.sum(if(comp1.gop.prf==1,comp1.gop.relg1.deltaqmidsumsq,0))/comp1.gop.relg1.Ntfa)</str> <str>comp1.gop.relg1.rmaxrel</str> <str>comp1.gop.max(if(comp1.gop.prf==1,comp1.gop.relg1.rall,0))</str> <str>comp1.gop.relg1.rmaxall</str> <str>comp1.gop.max(if(comp1.gop.prf==1,comp1.gop.relg1.rall,0))</str> <str>comp1.gop.relg1.rmmax</str> <str>comp1.gop.max(if(comp1.gop.prf==1,comp1.gop.relg1.rmall,0))</str> </arr> </rec> P<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>comp1.mat1.rfi.n11</str> <str>n_air</str> <str>comp1.mat1.rfi.n21</str> <str>0</str> <str>comp1.mat1.rfi.n31</str> <str>0</str> <str>comp1.mat1.rfi.n12</str> <str>0</str> <str>comp1.mat1.rfi.n22</str> <str>n_air</str> <str>comp1.mat1.rfi.n32</str> <str>0</str> <str>comp1.mat1.rfi.n13</str> <str>0</str> <str>comp1.mat1.rfi.n23</str> <str>0</str> <str>comp1.mat1.rfi.n33</str> <str>n_air</str> <str>comp1.mat1.rfi.n_iso</str> <str>n_air</str> <str>comp1.mat1.rfi.n_symmetry</str> <str>0</str> <str>comp1.mat1.rfi.ki11</str> <str>0</str> <str>comp1.mat1.rfi.ki21</str> <str>0</str> <str>comp1.mat1.rfi.ki31</str> <str>0</str> <str>comp1.mat1.rfi.ki12</str> <str>0</str> <str>comp1.mat1.rfi.ki22</str> <str>0</str> <str>comp1.mat1.rfi.ki32</str> <str>0</str> <str>comp1.mat1.rfi.ki13</str> <str>0</str> <str>comp1.mat1.rfi.ki23</str> <str>0</str> <str>comp1.mat1.rfi.ki33</str> <str>0</str> <str>comp1.mat1.rfi.ki_iso</str> <str>0</str> <str>comp1.mat1.rfi.ki_symmetry</str> <str>0</str> <str>comp1.mat1.lst.epsilonPrim11</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lst.epsilonPrim21</str> <str>0</str> <str>comp1.mat1.lst.epsilonPrim31</str> <str>0</str> <str>comp1.mat1.lst.epsilonPrim12</str> <str>0</str> <str>comp1.mat1.lst.epsilonPrim22</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lst.epsilonPrim32</str> <str>0</str> <str>comp1.mat1.lst.epsilonPrim13</str> <str>0</str> <str>comp1.mat1.lst.epsilonPrim23</str> <str>0</str> <str>comp1.mat1.lst.epsilonPrim33</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lst.epsilonPrim_iso</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lst.epsilonPrim_symmetry</str> <str>79</str> <str>comp1.mat1.lst.delta</str> <str>atan2(2*comp1.mat1.rfi.n_iso*comp1 `.mat1.rfi.ki_iso,comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2)*unit_rad_cf</str> <str>comp1.mat1.def.epsilonr11</str> <str>comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31</str> <str>comp1.mat1.def.epsilonr21</str> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n21*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n21*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n31*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n31*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n32)</str> <str>comp1.mat1.def.epsilonr31</str> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki13-j*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n13)+comp1.mat1.rfi.n21*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki23-j*(comp1.mat1.rfi.n21*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n23)+comp1.mat1.rfi.n31*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki33-j*(comp1.mat1.rfi.n31*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n33)</str> <str>comp1.mat1.def.epsilonr12</str> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)</str> <str>comp1.mat1.def.epsilonr22</str> <str>comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2-2*j*comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2-2*j*comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2-2*j*comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32</str> <str>comp1.mat1.def.epsilonr32</str> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki13-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n13)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki23-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n23)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki33-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n33)</str> <str>comp1.mat1.def.epsilonr13</str> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)</str> <str>comp1.mat1.def.epsilonr23</str> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)</str> <str>comp1.mat1.def.epsilonr33</str> <str>comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2-2*j*comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2-2*j*comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2-2*j*comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33</str> <str>comp1.mat1.def.epsilonr_iso</str> <str>if(comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2-2*j*comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2-2*j*comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2-2*j*comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)==0&amp;&amp;comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2-2*j*comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2-2*j*comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2-2*j*comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31,comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> <str>comp1.mat1.def.epsilonr_symmetry</str> <str>79</str> <str>comp1.mat1.lstdf.tanDelta</str> <str>2*comp1.mat1.rfi.n_iso*comp1.mat1.rfi.ki_iso/(comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2)</str> <str>comp1.mat1.lstdf.epsilonPrim11</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lstdf.epsilonPrim21</str> <str>0</str> <str>comp1.mat1.lstdf.epsilonPrim31</str> <str>0</str> <str>comp1.mat1.lstdf.epsilonPrim12</str> <str>0</str> <str>comp1.mat1.lstdf.epsilonPrim22</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lstdf.epsilonPrim32</str> <str>0</str> <str>comp1.mat1.lstdf.epsilonPrim13</str> <str>0</str> <str>comp1.mat1.lstdf.epsilonPrim23</str> <str>0</str> <str>comp1.mat1.lstdf.epsilonPrim33</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lstdf.epsilonPrim_iso</str> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> <str>comp1.mat1.lstdf.epsilonPrim_symmetry</str> <str>79</str> <str>comp1.mat1.del.epsilonPrim11</str> <str>comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2</str> <str>comp1.mat1.del.epsilonPrim21</str> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n21*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n31*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki32</str> <str>comp1.mat1.del.epsilonPrim31</str> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n21*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n31*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki33</str> <str>comp1.mat1.del.epsilonPrim12</str> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31</str> <str>comp1.mat1.del.epsilonPrim22</str> <str>comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2</str> <str>comp1.mat1.del.epsilonPrim32</str> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n22*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n32*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki33</str> <str>comp1.mat1.del.epsilonPrim13</str> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31</str> <str>comp1.mat1.del.epsilonPrim23</str> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32</str> <str>comp1.mat1.del.epsilonPrim33</str> <str>comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2</str> <str>comp1.mat1.del.epsilonPrim_iso</str> <str>if(comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32==0&amp;&amp;comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2,comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> <str>comp1.mat1.del.epsilonPrim_symmetry</str> <str>79</str> <str>comp1.mat1.del.epsilonBis11</str> <str>2*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31)</str> <str>comp1.mat1.del.epsilonBis21</str> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n12+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n22+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n32</str> <str>comp1.mat1.del.epsilonBis31</str> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n13+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n23+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n33</str> <str>comp1.mat1.del.epsilonBis12</str> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31</str> <str>comp1.mat1.del.epsilonBis22</str> <str>2*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32)</str> <str>comp1.mat1.del.epsilonBis32</str> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n13+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n23+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n33</str> <str>comp1.mat1.del.epsilonBis13</str> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31</str> <str>comp1.mat1.del.epsilonBis23</str> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32</str> <str>comp1.mat1.del.epsilonBis33</str> <str>2*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33)</str> <str>comp1.mat1.del.epsilonBis_iso</str> <str>if(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31==0&amp;&amp;comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31==0&amp;&amp;2*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32)==2*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31)&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32==0&amp;&amp;2*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33)==2*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31),2* `(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31),error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> <str>comp1.mat1.del.epsilonBis_symmetry</str> <str>79</str> </arr> </rec> P<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>comp1.mat2.rfi.n11</str> <str>n_glass</str> <str>comp1.mat2.rfi.n21</str> <str>0</str> <str>comp1.mat2.rfi.n31</str> <str>0</str> <str>comp1.mat2.rfi.n12</str> <str>0</str> <str>comp1.mat2.rfi.n22</str> <str>n_glass</str> <str>comp1.mat2.rfi.n32</str> <str>0</str> <str>comp1.mat2.rfi.n13</str> <str>0</str> <str>comp1.mat2.rfi.n23</str> <str>0</str> <str>comp1.mat2.rfi.n33</str> <str>n_glass</str> <str>comp1.mat2.rfi.n_iso</str> <str>n_glass</str> <str>comp1.mat2.rfi.n_symmetry</str> <str>0</str> <str>comp1.mat2.rfi.ki11</str> <str>0</str> <str>comp1.mat2.rfi.ki21</str> <str>0</str> <str>comp1.mat2.rfi.ki31</str> <str>0</str> <str>comp1.mat2.rfi.ki12</str> <str>0</str> <str>comp1.mat2.rfi.ki22</str> <str>0</str> <str>comp1.mat2.rfi.ki32</str> <str>0</str> <str>comp1.mat2.rfi.ki13</str> <str>0</str> <str>comp1.mat2.rfi.ki23</str> <str>0</str> <str>comp1.mat2.rfi.ki33</str> <str>0</str> <str>comp1.mat2.rfi.ki_iso</str> <str>0</str> <str>comp1.mat2.rfi.ki_symmetry</str> <str>0</str> <str>comp1.mat2.lst.epsilonPrim11</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lst.epsilonPrim21</str> <str>0</str> <str>comp1.mat2.lst.epsilonPrim31</str> <str>0</str> <str>comp1.mat2.lst.epsilonPrim12</str> <str>0</str> <str>comp1.mat2.lst.epsilonPrim22</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lst.epsilonPrim32</str> <str>0</str> <str>comp1.mat2.lst.epsilonPrim13</str> <str>0</str> <str>comp1.mat2.lst.epsilonPrim23</str> <str>0</str> <str>comp1.mat2.lst.epsilonPrim33</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lst.epsilonPrim_iso</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lst.epsilonPrim_symmetry</str> <str>79</str> <str>comp1.mat2.lst.delta</str> <str>atan2(2*comp1.mat2.rfi.n_iso*comp1.mat2.rfi.ki_iso,comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2)*unit_rad_cf</str> <str>comp1.mat2.def.epsilonr11</str> <str>comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31</str> <str>comp1.mat2.def.epsilonr21</str> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n21*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n21*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n31*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n31*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n32)</str> <str>comp1.mat2.def.epsilonr31</str> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki13-j*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n13)+comp1.mat2.rfi.n21*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki23-j*(comp1.mat2.rfi.n21*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n23)+comp1.mat2.rfi.n31*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki33-j*(comp1.mat2.rfi.n31*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n33)</str> <str>comp1.mat2.def.epsilonr12</str> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)</str> <str>comp1.mat2.def.epsilonr22</str> <str>comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2-2*j*comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2-2*j*comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2-2*j*comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32</str> <str>comp1.mat2.def.epsilonr32</str> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki13-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n13)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki23-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n23)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki33-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n33)</str> <str>comp1.mat2.def.epsilonr13</str> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)</str> <str>comp1.mat2.def.epsilonr23</str> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)</str> <str>comp1.mat2.def.epsilonr33</str> <str>comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2-2*j*comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2-2*j*comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2-2*j*comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33</str> <str>comp1.mat2.def.epsilonr_iso</str> <str>if(comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2-2*j*comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2-2*j*comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2-2*j*comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)==0&amp;&amp;comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2-2*j*comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2-2*j*comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2-2*j*comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31,comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> <str>comp1.mat2.def.epsilonr_symmetry</str> <str>79</str> <str>comp1.mat2.lstdf.tanDelta</str> <str>2*comp1.mat2.rfi.n_iso*comp1.mat2.rfi.ki_iso/(comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2)</str> <str>comp1.mat2.lstdf.epsilonPrim11</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lstdf.epsilonPrim21</str> <str>0</str> <str>comp1.mat2.lstdf.epsilonPrim31</str> <str>0</str> <str>comp1.mat2.lstdf.epsilonPrim12</str> <str>0</str> <str>comp1.mat2.lstdf.epsilonPrim22</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lstdf.epsilonPrim32</str> <str>0</str> <str>comp1.mat2.lstdf.epsilonPrim13</str> <str>0</str> <str>comp1.mat2.lstdf.epsilonPrim23</str> <str>0</str> <str>comp1.mat2.lstdf.epsilonPrim33</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lstdf.epsilonPrim_iso</str> <str>comp1.mat2.rfi.n_iso^2-comp1.mat2.rfi.ki_iso^2</str> <str>comp1.mat2.lstdf.epsilonPrim_symmetry</str> <str>79</str> <str>comp1.mat2.del.epsilonPrim11</str> <str>comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2</str> <str>comp1.mat2.del.epsilonPrim21</str> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n21*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n31*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki32</str> <str>comp1.mat2.del.epsilonPrim31</str> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n21*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n31*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki33</str> <str>comp1.mat2.del.epsilonPrim12</str> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31</str> <str>comp1.mat2.del.epsilonPrim22</str> <str>comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2</str> <str>comp1.mat2.del.epsilonPrim32</str> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n22*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n32*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki33</str> <str>comp1.mat2.del.epsilonPrim13</str> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31</str> <str>comp1.mat2.del.epsilonPrim23</str> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32</str> <str>comp1.mat2.del.epsilonPrim33</str> <str>comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2</str> <str>comp1.mat2.del.epsilonPrim_iso</str> <str>if(comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32==0&amp;&amp;comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2,comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> <str>comp1.mat2.del.epsilonPrim_symmetry</str> <str>79</str> <str>comp1.mat2.del.epsilonBis11</str> <str>2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31)</str> <str>comp1.mat2.del.epsilonBis21</str> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n12+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n22+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n32</str> <str>comp1.mat2.del.epsilonBis31</str> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n13+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n23+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n33</str> <str>comp1.mat2.del.epsilonBis12</str> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31</str> <str>comp1.mat2.del.epsilonBis22</str> <str>2*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32)</str> <str>comp1.mat2.del.epsilonBis32</str> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n13+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n23+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n33</str> <str>comp1.mat2.del.epsilonBis13</str> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31</str> <str>comp1.mat2.del.epsilonBis23</str> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22+comp1.mat2.rfi.n33*co `mp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32</str> <str>comp1.mat2.del.epsilonBis33</str> <str>2*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33)</str> <str>comp1.mat2.del.epsilonBis_iso</str> <str>if(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31==0&amp;&amp;comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31==0&amp;&amp;2*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32)==2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31)&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32==0&amp;&amp;2*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33)==2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31),2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31),error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> <str>comp1.mat2.del.epsilonBis_symmetry</str> <str>79</str> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>var</str> <arr> <str>comp1.material.F11</str> <arr> <str>1</str> </arr> <str>comp1.material.F21</str> <arr> <str>0</str> </arr> <str>comp1.material.F31</str> <arr> <str>0</str> </arr> <str>comp1.material.F12</str> <arr> <str>0</str> </arr> <str>comp1.material.F22</str> <arr> <str>1</str> </arr> <str>comp1.material.F32</str> <arr> <str>0</str> </arr> <str>comp1.material.F13</str> <arr> <str>0</str> </arr> <str>comp1.material.F23</str> <arr> <str>0</str> </arr> <str>comp1.material.F33</str> <arr> <str>1</str> </arr> <str>comp1.material.detF</str> <arr> <str>1</str> </arr> <str>comp1.material.gSubXgXg</str> <arr> <str>comp1.material.F11^2</str> </arr> <str>comp1.material.gSubYgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubZgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubXgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubYgYg</str> <arr> <str>comp1.material.F22^2</str> </arr> <str>comp1.material.gSubZgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubXgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubYgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubZgZg</str> <arr> <str>1</str> </arr> <str>comp1.material.gSupXgXg</str> <arr> <str>comp1.material.invF11^2</str> </arr> <str>comp1.material.gSupYgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupZgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupXgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupYgYg</str> <arr> <str>comp1.material.invF22^2</str> </arr> <str>comp1.material.gSupZgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupXgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupYgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupZgZg</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F11</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F21</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F31</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F12</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F22</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F32</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F13</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F23</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F33</str> <arr> <str>1</str> </arr> <str>comp1.spatial.detF</str> <arr> <str>1</str> </arr> <str>comp1.spatial.gSubXX</str> <arr> <str>comp1.spatial.F11^2</str> </arr> <str>comp1.spatial.gSubYX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubZX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubXY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubYY</str> <arr> <str>comp1.spatial.F22^2</str> </arr> <str>comp1.spatial.gSubZY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubXZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubYZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubZZ</str> <arr> <str>1</str> </arr> <str>comp1.spatial.gSupXX</str> <arr> <str>comp1.spatial.invF11^2</str> </arr> <str>comp1.spatial.gSupYX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupZX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupXY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupYY</str> <arr> <str>comp1.spatial.invF22^2</str> </arr> <str>comp1.spatial.gSupZY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupXZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupYZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupZZ</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF11</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF21</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF31</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF12</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF22</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF32</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF13</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF23</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF33</str> <arr> <str>1</str> </arr> <str>comp1.spatial.detInvF</str> <arr> <str>1</str> </arr> <str>comp1.material.gSubxx</str> <arr> <str>comp1.spatial.invF11^2</str> </arr> <str>comp1.material.gSubyx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubzx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubxy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubyy</str> <arr> <str>comp1.spatial.invF22^2</str> </arr> <str>comp1.material.gSubzy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubxz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubyz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubzz</str> <arr> <str>1</str> </arr> <str>comp1.material.gSupxx</str> <arr> <str>comp1.spatial.F11^2</str> </arr> <str>comp1.material.gSupyx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupzx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupxy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupyy</str> <arr> <str>comp1.spatial.F22^2</str> </arr> <str>comp1.material.gSupzy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupxz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupyz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupzz</str> <arr> <str>1</str> </arr> <str>comp1.material.invF11</str> <arr> <str>1</str> </arr> <str>comp1.material.invF21</str> <arr> <str>0</str> </arr> <str>comp1.material.invF31</str> <arr> <str>0</str> </arr> <str>comp1.material.invF12</str> <arr> <str>0</str> </arr> <str>comp1.material.invF22</str> <arr> <str>1</str> </arr> <str>comp1.material.invF32</str> <arr> <str>0</str> </arr> <str>comp1.material.invF13</str> <arr> <str>0</str> </arr> <str>comp1.material.invF23</str> <arr> <str>0</str> </arr> <str>comp1.material.invF33</str> <arr> <str>1</str> </arr> <str>comp1.material.detInvF</str> <arr> <str>1</str> </arr> <str>comp1.geometry.gSubXX</str> <arr> <str>comp1.material.invF11^2</str> </arr> <str>comp1.geometry.gSubYX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubZX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubXY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubYY</str> <arr> <str>comp1.material.invF22^2</str> </arr> <str>comp1.geometry.gSubZY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubXZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubYZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubZZ</str> <arr> <str>1</str> </arr> <str>comp1.geometry.gSupXX</str> <arr> <str>comp1.material.F11^2</str> </arr> <str>comp1.geometry.gSupYX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupZX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupXY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupYY</str> <arr> <str>comp1.material.F22^2</str> </arr> <str>comp1.geometry.gSupZY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupXZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupYZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupZZ</str> <arr> <str>1</str> </arr> <str>comp1.dGeomChar</str> <arr> <str>1.4142135623730951</str> </arr> <str>material.point</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> z<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.material.F11</str> <arr> <str>1</str> </arr> <str>comp1.material.F21</str> <arr> <str>0</str> </arr> <str>comp1.material.F31</str> <arr> <str>0</str> </arr> <str>comp1.material.F12</str> <arr> <str>0</str> </arr> <str>comp1.material.F22</str> <arr> <str>1</str> </arr> <str>comp1.material.F32</str> <arr> <str>0</str> </arr> <str>comp1.material.F13</str> <arr> <str>0</str> </arr> <str>comp1.material.F23</str> <arr> <str>0</str> </arr> <str>comp1.material.F33</str> <arr> <str>1</str> </arr> <str>comp1.material.detF</str> <arr> <str>1</str> </arr> <str>comp1.material.en</str> <arr> <str>1</str> </arr> <str>comp1.material.gSubXgXg</str> <arr> <str>comp1.material.F11^2</str> </arr> <str>comp1.material.gSubYgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubZgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubXgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubYgYg</str> <arr> <str>comp1.material.F22^2</str> </arr> <str>comp1.material.gSubZgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubXgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubYgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubZgZg</str> <arr> <str>1</str> </arr> <str>comp1.material.gSupXgXg</str> <arr> <str>comp1.material.invF11^2</str> </arr> <str>comp1.material.gSupYgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupZgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupXgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupYgYg</str> <arr> <str>comp1.material.invF22^2</str> </arr> <str>comp1.material.gSupZgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupXgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupYgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupZgZg</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F11</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F21</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F31</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F12</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F22</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F32</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F13</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F23</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F33</str> <arr> <str>1</str> </arr> <str>comp1.spatial.detF</str> <arr> <str>1</str> </arr> <str>comp1.spatial.en</str> <arr> <str>1</str> </arr> <str>comp1.spatial.gSubXX</str> <arr> <str>comp1.spatial.F11^2</str> </arr> <str>comp1.spatial.gSubYX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubZX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubXY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubYY</str> <arr> <str>comp1.spatial.F22^2</str> </arr> <str>comp1.spatial.gSubZY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubXZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubYZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubZZ</str> <arr> <str>1</str> </arr> <str>comp1.spatial.gSupXX</str> <arr> <str>comp1.spatial.invF11^2</str> </arr> <str>comp1.spatial.gSupYX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupZX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupXY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupYY</str> <arr> <str>comp1.spatial.invF22^2</str> </arr> <str>comp1.spatial.gSupZY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupXZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupYZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupZZ</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF11</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF21</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF31</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF12</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF22</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF32</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF13</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF23</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF33</str> <arr> <str>1</str> </arr> <str>comp1.spatial.detInvF</str> <arr> <str>1</str> </arr> <str>comp1.material.gSubxx</str> <arr> <str>comp1.spatial.invF11^2</str> </arr> <str>comp1.material.gSubyx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubzx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubxy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubyy</str> <arr> <str>comp1.spatial.invF22^2</str> </arr> <str>comp1.material.gSubzy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubxz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubyz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubzz</str> <arr> <str>1</str> </arr> <str>comp1.material.gSupxx</str> <arr> <str>comp1.spatial.F11^2</str> </arr> <str>comp1.material.gSupyx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupzx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupxy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupyy</str> <arr> <str>comp1.spatial.F22^2</str> </arr> <str>comp1.material.gSupzy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupxz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupyz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupzz</str> <arr> <str>1</str> </arr> <str>comp1.material.invF11</str> <arr> <str>1</str> </arr> <str>comp1.material.invF21</str> <arr> <str>0</str> </arr> <str>comp1.material.invF31</str> <arr> <str>0</str> </arr> <str>comp1.material.invF12</str> <arr> <str>0</str> </arr> <str>comp1.material.invF22</str> <arr> <str>1</str> </arr> <str>comp1.material.invF32</str> <arr> <str>0</str> </arr> <str>comp1.material.invF13</str> <arr> <str>0</str> </arr> <str>comp1.material.invF23</str> <arr> <str>0</str> </arr> <str>comp1.material.invF33</str> <arr> <str>1</str> </arr> <str>comp1.material.detInvF</str> <arr> <str>1</str> </arr> <str>comp1.geometry.gSubXX</str> <arr> <str>comp1.material.invF11^2</str> </arr> <str>comp1.geometry.gSubYX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubZX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubXY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubYY</str> <arr> <str>comp1.material.invF22^2</str> </arr> <str>comp1.geometry.gSubZY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubXZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubYZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubZZ</str> <arr> <str>1</str> </arr> <str>comp1.geometry.gSupXX</str> <arr> <str>comp1.material.F11^2</str> </arr> <str>comp1.geometry.gSupYX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupZX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupXY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupYY</str> <arr> <str>comp1.material.F22^2</str> </arr> <str>comp1.geometry.gSupZY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupXZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupYZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupZZ</str> <arr> <str>1</str> </arr> <str>comp1.isPML</str> <arr> <str>0</str> </arr> <str>comp1.dGeomChar</str> <arr> <str>1.4142135623730951</str> </arr> <str>material.boundary</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.material.F11</str> <arr> <str>1</str> </arr> <str>comp1.material.F21</str> <arr> <str>0</str> </arr> <str>comp1.material.F31</str> <arr> <str>0</str> </arr> <str>comp1.material.F12</str> <arr> <str>0</str> </arr> <str>comp1.material.F22</str> <arr> <str>1</str> </arr> <str>comp1.material.F32</str> <arr> <str>0</str> </arr> <str>comp1.material.F13</str> <arr> <str>0</str> </arr> <str>comp1.material.F23</str> <arr> <str>0</str> </arr> <str>comp1.material.F33</str> <arr> <str>1</str> </arr> <str>comp1.material.detF</str> <arr> <str>1</str> </arr> <str>comp1.material.gSubXgXg</str> <arr> <str>comp1.material.F11^2</str> </arr> <str>comp1.material.gSubYgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubZgXg</str> <arr> <str>0</str> ` </arr> <str>comp1.material.gSubXgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubYgYg</str> <arr> <str>comp1.material.F22^2</str> </arr> <str>comp1.material.gSubZgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubXgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubYgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubZgZg</str> <arr> <str>1</str> </arr> <str>comp1.material.gSupXgXg</str> <arr> <str>comp1.material.invF11^2</str> </arr> <str>comp1.material.gSupYgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupZgXg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupXgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupYgYg</str> <arr> <str>comp1.material.invF22^2</str> </arr> <str>comp1.material.gSupZgYg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupXgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupYgZg</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupZgZg</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F11</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F21</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F31</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F12</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F22</str> <arr> <str>1</str> </arr> <str>comp1.spatial.F32</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F13</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F23</str> <arr> <str>0</str> </arr> <str>comp1.spatial.F33</str> <arr> <str>1</str> </arr> <str>comp1.spatial.detF</str> <arr> <str>1</str> </arr> <str>comp1.spatial.gSubXX</str> <arr> <str>comp1.spatial.F11^2</str> </arr> <str>comp1.spatial.gSubYX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubZX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubXY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubYY</str> <arr> <str>comp1.spatial.F22^2</str> </arr> <str>comp1.spatial.gSubZY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubXZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubYZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSubZZ</str> <arr> <str>1</str> </arr> <str>comp1.spatial.gSupXX</str> <arr> <str>comp1.spatial.invF11^2</str> </arr> <str>comp1.spatial.gSupYX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupZX</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupXY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupYY</str> <arr> <str>comp1.spatial.invF22^2</str> </arr> <str>comp1.spatial.gSupZY</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupXZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupYZ</str> <arr> <str>0</str> </arr> <str>comp1.spatial.gSupZZ</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF11</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF21</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF31</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF12</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF22</str> <arr> <str>1</str> </arr> <str>comp1.spatial.invF32</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF13</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF23</str> <arr> <str>0</str> </arr> <str>comp1.spatial.invF33</str> <arr> <str>1</str> </arr> <str>comp1.spatial.detInvF</str> <arr> <str>1</str> </arr> <str>comp1.material.gSubxx</str> <arr> <str>comp1.spatial.invF11^2</str> </arr> <str>comp1.material.gSubyx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubzx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubxy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubyy</str> <arr> <str>comp1.spatial.invF22^2</str> </arr> <str>comp1.material.gSubzy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubxz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubyz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSubzz</str> <arr> <str>1</str> </arr> <str>comp1.material.gSupxx</str> <arr> <str>comp1.spatial.F11^2</str> </arr> <str>comp1.material.gSupyx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupzx</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupxy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupyy</str> <arr> <str>comp1.spatial.F22^2</str> </arr> <str>comp1.material.gSupzy</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupxz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupyz</str> <arr> <str>0</str> </arr> <str>comp1.material.gSupzz</str> <arr> <str>1</str> </arr> <str>comp1.material.invF11</str> <arr> <str>1</str> </arr> <str>comp1.material.invF21</str> <arr> <str>0</str> </arr> <str>comp1.material.invF31</str> <arr> <str>0</str> </arr> <str>comp1.material.invF12</str> <arr> <str>0</str> </arr> <str>comp1.material.invF22</str> <arr> <str>1</str> </arr> <str>comp1.material.invF32</str> <arr> <str>0</str> </arr> <str>comp1.material.invF13</str> <arr> <str>0</str> </arr> <str>comp1.material.invF23</str> <arr> <str>0</str> </arr> <str>comp1.material.invF33</str> <arr> <str>1</str> </arr> <str>comp1.material.detInvF</str> <arr> <str>1</str> </arr> <str>comp1.geometry.gSubXX</str> <arr> <str>comp1.material.invF11^2</str> </arr> <str>comp1.geometry.gSubYX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubZX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubXY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubYY</str> <arr> <str>comp1.material.invF22^2</str> </arr> <str>comp1.geometry.gSubZY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubXZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubYZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSubZZ</str> <arr> <str>1</str> </arr> <str>comp1.geometry.gSupXX</str> <arr> <str>comp1.material.F11^2</str> </arr> <str>comp1.geometry.gSupYX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupZX</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupXY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupYY</str> <arr> <str>comp1.material.F22^2</str> </arr> <str>comp1.geometry.gSupZY</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupXZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupYZ</str> <arr> <str>0</str> </arr> <str>comp1.geometry.gSupZZ</str> <arr> <str>1</str> </arr> <str>comp1.isScalingSystemDomain</str> <arr> <str>0</str> </arr> <str>comp1.isPML</str> <arr> <str>0</str> </arr> <str>comp1.dGeomChar</str> <arr> <str>1.4142135623730951</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>minput.l</str> <arr> <str>0</str> </arr> <str>minput.I</str> <arr> <str>0</str> </arr> <str>minput.T</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.phi</str> <arr> <str>0</str> </arr> <str>minput.li</str> <arr> <str>0</str> </arr> <str>minput.omega</str> <arr> <str>0</str> </arr> <str>minput.c</str> <arr> <str>0</str> </arr> <str>minput.Ene</str> <arr> <str>0</str> </arr> <str>minput.freq</str> <arr> <str>comp1.gop.f0</str> </arr> <str>minput.phil</str> <arr> <str>0</str> </arr> <str>minput.sigmal</str> <arr> <str>0</str> </arr> <str>minput.Tu</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.Td</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.Q</str> <arr> <str>0</str> </arr> <str>minput.J1</str> <arr> <str>0</str> </arr> <str>minput.J2</str> <arr> <str>0</str> </arr> <str>minput.J3</str> <arr> <str>0</str> </arr> <str>minput.Qj</str> <arr> <str>0</str> </arr> <str>minput.Df1</str> <arr> <str>0</str> </arr> <str>minput.Df2</str> <arr> <str>0</str> </arr> <str>minput.Df3</str> <arr> <str>0</str> </arr> <str>minput.E1</str> <arr> <str>0</str> </arr> <str>minput.E2</str> <arr> <str>0</str> </arr> <str>minput.E3</str> <arr> <str>0</str> </arr> <str>minput.V</str> <arr> <str>0</str> </arr> <str>minput.W</str> <arr> <str>0</str> </arr> <str>minput.Ql</str> <arr> <str>0</str> </arr> <str>minput.Qjl</str> <arr> <str>0</str> </arr> <str>minput.H1</str> <arr> <str>0</str> </arr> <str>minput.H2</str> <arr> <str>0</str> </arr> <str>minput.H3</str> <arr> <str>0</str> </arr> <str>minput.B1</str> <arr> <str>0</str> </arr> <str>minput.B2</str> <arr> <str>0</str> </arr> <str>minput.B3</str> <arr> <str>0</str> </arr> <str>minput.nFe</str> <arr> <str>0</str> </arr> <str>minput.nF</str> <arr> <str>0</str> </arr> <str>minput.I0</str> <arr> <str>0</str> </arr> <str>minput.pFlow</str> <arr> <str>0</str> </arr> <str>minput.rhoq</str> <arr> <str>0</str> </arr> <str>minput.rhoqs</str> <arr> <str>0</str> </arr> <str>minput.Js1</str> <arr> <str>0</str> </arr> <str>minput.Js2</str> <arr> <str>0</str> </arr> <str>minput.Js3</str> <arr> <str>0</str> </arr> <str>minput.Jms1</str> <arr> <str>0</str> </arr> <str>minput.Jms2</str> <arr> <str>0</str> </arr> <str>minput.Jms3</str> <arr> <str>0</str> </arr> <str>minput.D</str> <arr> <str>0</str> </arr> <str>minput.u_d1</str> <arr> <str>0</str> </arr> <str>minput.u_d2</str> <arr> <str>0</str> </arr> <str>minput.u_d3</str> <arr> <str>0</str> </arr> <str>minput.epet</str> <arr> <str>0</str> </arr> <str>minput.epe</str> <arr> <str>0</str> </arr> <str>minput.epm</str> <arr> <str>0</str> </arr> <str>minput.evpe</str> <arr> <str>0</str> </arr> <str>minput.evpet</str> <arr> <str>0</str> </arr> <str>minput.esh</str> <arr> <str>0</str> </arr> <str>minput.Spr</str> <arr> <str>35</str> </arr> <str>minput.Sp</str> <arr> <str>0</str> </arr> <str>minput.Tempref</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.eax</str> <arr> <str>0</str> </arr> <str>minput.Na</str> <arr> <str>0</str> </arr> <str>minput.a</str> <arr> <str>0</str> </arr> <str>minput.cr</str> <arr> <str>0</str> </arr> <str>minput.uc1</str> <arr> <str>0</str> </arr> <str>minput.uc2</str> <arr> <str>0</str> </arr> <str>minput.uc3</str> <arr> <str>0</str> </arr> <str>minput.pc</str> <arr> <str>0</str> </arr> <str>minput.phid</str> <arr> <str>0</str> </arr> <str>minput.Nd</str> <arr> <str>0</str> </arr> <str>minput.rhogeff</str> <arr> <str>0</str> </arr> <str>minput.ne</str> <arr> <str>0</str> </arr> <str>minput.en</str> <arr> <str>0</str> </arr> <str>minput.seflux</str> <arr> <str>0</str> </arr> <str>minput.f1</str> <arr> <st`r>0</str> </arr> <str>minput.f2</str> <arr> <str>0</str> </arr> <str>minput.f3</str> <arr> <str>0</str> </arr> <str>minput.Rb</str> <arr> <str>0</str> </arr> <str>minput.eta</str> <arr> <str>0</str> </arr> <str>minput.q0</str> <arr> <str>0</str> </arr> <str>minput.qs</str> <arr> <str>0</str> </arr> <str>minput.kh</str> <arr> <str>0</str> </arr> <str>minput.K11</str> <arr> <str>0</str> </arr> <str>minput.K21</str> <arr> <str>0</str> </arr> <str>minput.K31</str> <arr> <str>0</str> </arr> <str>minput.K12</str> <arr> <str>0</str> </arr> <str>minput.K22</str> <arr> <str>0</str> </arr> <str>minput.K32</str> <arr> <str>0</str> </arr> <str>minput.K13</str> <arr> <str>0</str> </arr> <str>minput.K23</str> <arr> <str>0</str> </arr> <str>minput.K33</str> <arr> <str>0</str> </arr> <str>minput.dHpdt</str> <arr> <str>0</str> </arr> <str>minput.Sen</str> <arr> <str>0</str> </arr> <str>minput.neinit</str> <arr> <str>0</str> </arr> <str>minput.nu</str> <arr> <str>0</str> </arr> <str>minput.Ne</str> <arr> <str>0</str> </arr> <str>minput.En</str> <arr> <str>0</str> </arr> <str>minput.phils</str> <arr> <str>0</str> </arr> <str>minput.cm</str> <arr> <str>0</str> </arr> <str>minput.w</str> <arr> <str>0</str> </arr> <str>minput.Qm</str> <arr> <str>0</str> </arr> <str>minput.ebar</str> <arr> <str>0</str> </arr> <str>minput.Ns</str> <arr> <str>0</str> </arr> <str>minput.Vmol</str> <arr> <str>0</str> </arr> <str>minput.nd</str> <arr> <str>0</str> </arr> <str>minput.psi</str> <arr> <str>0</str> </arr> <str>minput.phipf</str> <arr> <str>0</str> </arr> <str>minput.pA</str> <arr> <str>unit_atm_cf</str> </arr> <str>minput.ep</str> <arr> <str>0</str> </arr> <str>minput.nutilde</str> <arr> <str>0</str> </arr> <str>minput.DeN</str> <arr> <str>0</str> </arr> <str>minput.muN</str> <arr> <str>0</str> </arr> <str>minput.EN</str> <arr> <str>0</str> </arr> <str>minput.slipvel</str> <arr> <str>0</str> </arr> <str>minput.sr</str> <arr> <str>0</str> </arr> <str>minput.es</str> <arr> <str>0</str> </arr> <str>minput.sflux</str> <arr> <str>0</str> </arr> <str>minput.u1</str> <arr> <str>0</str> </arr> <str>minput.u2</str> <arr> <str>0</str> </arr> <str>minput.u3</str> <arr> <str>0</str> </arr> <str>minput.Vf</str> <arr> <str>0</str> </arr> <str>minput.Cvol</str> <arr> <str>0</str> </arr> <str>minput.h</str> <arr> <str>0</str> </arr> <str>minput.gamma</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> x<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>var</str> <arr> <str>minput.l</str> <arr> <str>0</str> </arr> <str>minput.I</str> <arr> <str>0</str> </arr> <str>minput.T</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.phi</str> <arr> <str>0</str> </arr> <str>minput.li</str> <arr> <str>0</str> </arr> <str>minput.omega</str> <arr> <str>0</str> </arr> <str>minput.c</str> <arr> <str>0</str> </arr> <str>minput.Ene</str> <arr> <str>0</str> </arr> <str>minput.freq</str> <arr> <str>0</str> </arr> <str>minput.phil</str> <arr> <str>0</str> </arr> <str>minput.sigmal</str> <arr> <str>0</str> </arr> <str>minput.Tu</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.Td</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.Q</str> <arr> <str>0</str> </arr> <str>minput.J1</str> <arr> <str>0</str> </arr> <str>minput.J2</str> <arr> <str>0</str> </arr> <str>minput.J3</str> <arr> <str>0</str> </arr> <str>minput.Qj</str> <arr> <str>0</str> </arr> <str>minput.Df1</str> <arr> <str>0</str> </arr> <str>minput.Df2</str> <arr> <str>0</str> </arr> <str>minput.Df3</str> <arr> <str>0</str> </arr> <str>minput.E1</str> <arr> <str>0</str> </arr> <str>minput.E2</str> <arr> <str>0</str> </arr> <str>minput.E3</str> <arr> <str>0</str> </arr> <str>minput.V</str> <arr> <str>0</str> </arr> <str>minput.W</str> <arr> <str>0</str> </arr> <str>minput.Ql</str> <arr> <str>0</str> </arr> <str>minput.Qjl</str> <arr> <str>0</str> </arr> <str>minput.H1</str> <arr> <str>0</str> </arr> <str>minput.H2</str> <arr> <str>0</str> </arr> <str>minput.H3</str> <arr> <str>0</str> </arr> <str>minput.B1</str> <arr> <str>0</str> </arr> <str>minput.B2</str> <arr> <str>0</str> </arr> <str>minput.B3</str> <arr> <str>0</str> </arr> <str>minput.nFe</str> <arr> <str>0</str> </arr> <str>minput.nF</str> <arr> <str>0</str> </arr> <str>minput.I0</str> <arr> <str>0</str> </arr> <str>minput.pFlow</str> <arr> <str>0</str> </arr> <str>minput.rhoq</str> <arr> <str>0</str> </arr> <str>minput.rhoqs</str> <arr> <str>0</str> </arr> <str>minput.Js1</str> <arr> <str>0</str> </arr> <str>minput.Js2</str> <arr> <str>0</str> </arr> <str>minput.Js3</str> <arr> <str>0</str> </arr> <str>minput.Jms1</str> <arr> <str>0</str> </arr> <str>minput.Jms2</str> <arr> <str>0</str> </arr> <str>minput.Jms3</str> <arr> <str>0</str> </arr> <str>minput.D</str> <arr> <str>0</str> </arr> <str>minput.u_d1</str> <arr> <str>0</str> </arr> <str>minput.u_d2</str> <arr> <str>0</str> </arr> <str>minput.u_d3</str> <arr> <str>0</str> </arr> <str>minput.epet</str> <arr> <str>0</str> </arr> <str>minput.epe</str> <arr> <str>0</str> </arr> <str>minput.epm</str> <arr> <str>0</str> </arr> <str>minput.evpe</str> <arr> <str>0</str> </arr> <str>minput.evpet</str> <arr> <str>0</str> </arr> <str>minput.esh</str> <arr> <str>0</str> </arr> <str>minput.Spr</str> <arr> <str>35</str> </arr> <str>minput.Sp</str> <arr> <str>0</str> </arr> <str>minput.Tempref</str> <arr> <str>293.15*unit_K_cf</str> </arr> <str>minput.eax</str> <arr> <str>0</str> </arr> <str>minput.Na</str> <arr> <str>0</str> </arr> <str>minput.a</str> <arr> <str>0</str> </arr> <str>minput.cr</str> <arr> <str>0</str> </arr> <str>minput.uc1</str> <arr> <str>0</str> </arr> <str>minput.uc2</str> <arr> <str>0</str> </arr> <str>minput.uc3</str> <arr> <str>0</str> </arr> <str>minput.pc</str> <arr> <str>0</str> </arr> <str>minput.phid</str> <arr> <str>0</str> </arr> <str>minput.Nd</str> <arr> <str>0</str> </arr> <str>minput.rhogeff</str> <arr> <str>0</str> </arr> <str>minput.ne</str> <arr> <str>0</str> </arr> <str>minput.en</str> <arr> <str>0</str> </arr> <str>minput.seflux</str> <arr> <str>0</str> </arr> <str>minput.f1</str> <arr> <str>0</str> </arr> <str>minput.f2</str> <arr> <str>0</str> </arr> <str>minput.f3</str> <arr> <str>0</str> </arr> <str>minput.Rb</str> <arr> <str>0</str> </arr> <str>minput.eta</str> <arr> <str>0</str> </arr> <str>minput.q0</str> <arr> <str>0</str> </arr> <str>minput.qs</str> <arr> <str>0</str> </arr> <str>minput.kh</str> <arr> <str>0</str> </arr> <str>minput.K11</str> <arr> <str>0</str> </arr> <str>minput.K21</str> <arr> <str>0</str> </arr> <str>minput.K31</str> <arr> <str>0</str> </arr> <str>minput.K12</str> <arr> <str>0</str> </arr> <str>minput.K22</str> <arr> <str>0</str> </arr> <str>minput.K32</str> <arr> <str>0</str> </arr> <str>minput.K13</str> <arr> <str>0</str> </arr> <str>minput.K23</str> <arr> <str>0</str> </arr> <str>minput.K33</str> <arr> <str>0</str> </arr> <str>minput.dHpdt</str> <arr> <str>0</str> </arr> <str>minput.Sen</str> <arr> <str>0</str> </arr> <str>minput.neinit</str> <arr> <str>0</str> </arr> <str>minput.nu</str> <arr> <str>0</str> </arr> <str>minput.Ne</str> <arr> <str>0</str> </arr> <str>minput.En</str> <arr> <str>0</str> </arr> <str>minput.phils</str> <arr> <str>0</str> </arr> <str>minput.cm</str> <arr> <str>0</str> </arr> <str>minput.w</str> <arr> <str>0</str> </arr> <str>minput.Qm</str> <arr> <str>0</str> </arr> <str>minput.ebar</str> <arr> <str>0</str> </arr> <str>minput.Ns</str> <arr> <str>0</str> </arr> <str>minput.Vmol</str> <arr> <str>0</str> </arr> <str>minput.nd</str> <arr> <str>0</str> </arr> <str>minput.psi</str> <arr> <str>0</str> </arr> <str>minput.phipf</str> <arr> <str>0</str> </arr> <str>minput.pA</str> <arr> <str>unit_atm_cf</str> </arr> <str>minput.ep</str> <arr> <str>0</str> </arr> <str>minput.nutilde</str> <arr> <str>0</str> </arr> <str>minput.DeN</str> <arr> <str>0</str> </arr> <str>minput.muN</str> <arr> <str>0</str> </arr> <str>minput.EN</str> <arr> <str>0</str> </arr> <str>minput.slipvel</str> <arr> <str>0</str> </arr> <str>minput.sr</str> <arr> <str>0</str> </arr> <str>minput.es</str> <arr> <str>0</str> </arr> <str>minput.sflux</str> <arr> <str>0</str> </arr> <str>minput.u1</str> <arr> <str>0</str> </arr> <str>minput.u2</str> <arr> <str>0</str> </arr> <str>minput.u3</str> <arr> <str>0</str> </arr> <str>minput.Vf</str> <arr> <str>0</str> </arr> <str>minput.Cvol</str> <arr> <str>0</str> </arr> <str>minput.h</str> <arr> <str>0</str> </arr> <str>minput.gamma</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>var</str> <arr> <str>comp1.q_fld_act</str> <arr> <str>0</str> </arr> <str>comp1.k_fld_act</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> ~<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.q_fld_act</str> <arr> <str>0</str> </arr> <str>comp1.k_fld_act</str> <arr> <str>0</str> </arr> <str>comp1.gop.k1s</str> <arr> <str>curv_spatial</str> </arr> <str>comp1.gop.r1s</str> <arr> <str>1/(comp1.gop.k1s+sqrt(eps))</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> a<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.q_fld_act</str> <arr> <str>0</str> </arr> <str>comp1.k_fld_act</str> <arr> <str>0</str> </arr> <str>comp1.gop.f0</str> <arr> <str>noenv(comp1.gop.nu)</str> </arr> <str>comp1.gop.mp1.lambda0</str> <arr> <str>noenv(comp1.gop.lambda0)</str> </arr> <str>comp1.gop.lambda0norm</str> <arr> <str>comp1.gop.mp1.lambda0/unit_um_cf</str> </arr> <str>comp1.gop.nabs_local_real</str> <arr> <str>0.5*(comp1.gop.N_localxx+comp1.gop.N_localyy)</str> </arr> <str>comp1.gop.kappa_local</str> <arr> <str>0</str> </arr> <str>comp1.gop.nabs_local</str> <arr> <str>comp1.gop.nabs_local_real</str> </arr> <str>comp1.gop.nref_local</str> <arr> <str>comp1.gop.nabs_local</str> </arr> <str>comp1.gop.nrefd</str> <arr> <str>subst(comp1.gop.nref_local,comp1.gop.mp1.lambda0,587.56*unit_nm_cf,comp1.gop.f0,0.0017019538430117778*c_const/unit_nm_cf)</str> </arr> <str>comp1.gop.nrefC</str> <arr> <str>subst(comp1.gop.nref_local,comp1.gop.mp1.lambda0,656.28*unit_nm_cf,comp1.gop.f0,0.0015237398671298836*c_const/unit_nm_cf)</str> </arr> <str>comp1.gop.nrefF</str> <arr> <str>subst(comp1.gop.nref_local,comp1.gop.mp1.lambda0,486.13*unit_nm_cf,comp1.gop.f0,0.002057062925554893*c_const/unit_nm_cf)</str> </arr> <str>comp1.gop.Vd</str> <arr> <str>(-1+comp1.gop.nrefd)/(comp1.gop.nrefF-comp1.gop.nrefC)</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> C<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>var</str> <arr> <str>comp1.gop.lambda0_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.gop.r_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.gop.I0_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.gop.s_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.gop.atten_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.gop.Q0_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.gop.omega</str> <arr> <str>c_const*sqrt(comp1.kx^2+comp1.ky^2+eps)/real(comp1.gop.nref)</str> </arr> <str>comp1.gop.kappa</str> <arr> <str>comp1.gop.kappa_local</str> </arr> <str>comp1.gop.nref</str> <arr> <str>comp1.gop.nref_local</str> </arr> <str>comp1.gop.matd1.nssign</str> <arr> <str>sign(bndenv(comp1.gop.nx)*comp1.gop.nix+bndenv(comp1.gop.ny)*comp1.gop.niy)</str> </arr> <str>comp1.gop.matd1.nsx</str> <arr> <str>bndenv(comp1.gop.nx)*comp1.gop.matd1.nssign</str> </arr> <str>comp1.gop.matd1.nsy</str> <arr> <str>bndenv(comp1.gop.ny)*comp1.gop.matd1.nssign</str> </arr> <str>comp1.gop.matd1.nsz</str> <arr> <str>0</str> </arr> <str>comp1.gop.matd1.thetai</str> <arr> <str>acos(comp1.gop.matd1.nsx*comp1.gop.nix+comp1.gop.matd1.nsy*comp1.gop.niy)*unit_rad_cf</str> </arr> <str>comp1.gop.matd1.eta</str> <arr> <str>env_in(real(comp1.gop.nref_local))/env_out(real(comp1.gop.nref_local))</str> </arr> <str>comp1.gop.matd1.thetat</str> <arr> <str>asin(comp1.gop.matd1.eta*sin(comp1.gop.matd1.thetai))*unit_rad_cf</str> </arr> <str>comp1.gop.matd1.gam</str> <arr> <str>-comp1.gop.matd1.eta*cos(comp1.gop.matd1.thetai)+cos(real(comp1.gop.matd1.thetat))</str> </arr> <str>comp1.gop.matd1.k1t</str> <arr> <str>comp1.gop.matd1.eta*(cos(comp1.gop.matd1.thetai)/cos(real(comp1.gop.matd1.thetat)))^2/comp1.gop.r1+comp1.gop.matd1.gam*bndenv(comp1.gop.k1s)*comp1.gop.matd1.nssign/cos(real(comp1.gop.matd1.thetat))^2</str> </arr> <str>comp1.gop.matd1.r1t</str> <arr> <str>1/comp1.gop.matd1.k1t</str> </arr> <str>comp1.gop.matd1.k1r</str> <arr> <str>1/comp1.gop.r1-2*bndenv(comp1.gop.k1s)*comp1.gop.matd1.nssign/cos(comp1.gop.matd1.thetai)</str> </arr> <str>comp1.gop.matd1.r1r</str> <arr> <str>1/comp1.gop.matd1.k1r</str> </arr> <str>comp1.gop.matd1.costheta_in</str> <arr> <str>cos(comp1.gop.matd1.thetai)</str> </arr> <str>comp1.gop.matd1.costheta_out</str> <arr> <str>if(sin(comp1.gop.matd1.thetai)&gt;env_out(comp1.gop.nref_local)/env_in(comp1.gop.nref_local),-sqrt(-1+(env_in(comp1.gop.nref_local)*sin(comp1.gop.matd1.thetai)/env_out(comp1.gop.nref_local))^2)*i,sqrt(1-(env_in(comp1.gop.nref_local)*sin(comp1.gop.matd1.thetai)/env_out(comp1.gop.nref_local))^2))</str> </arr> <str>comp1.gop.matd1.thetaB</str> <arr> <str>atan2(env_out(real(comp1.gop.nref_local)),env_in(real(comp1.gop.nref_local)))*unit_rad_cf</str> </arr> <str>comp1.gop.matd1.thetac</str> <arr> <str>if(env_out(real(comp1.gop.nref_local))&lt;env_in(real(comp1.gop.nref_local)),asin(env_out(real(comp1.gop.nref_local))/env_in(real(comp1.gop.nref_local)))*unit_rad_cf,0.5*pi)</str> </arr> <str>comp1.gop.matd1.ddelta</str> <arr> <str>unit_rad_cf*(arg((env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)-env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))/(env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)+env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat)))-arg((env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)-env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))/(env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)+env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))))</str> </arr> <str>comp1.gop.matd1.tp</str> <arr> <str>2*env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)/(env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)+env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))</str> </arr> <str>comp1.gop.matd1.ts</str> <arr> <str>2*env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)/(env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)+env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))</str> </arr> <str>comp1.gop.matd1.rp</str> <arr> <str>(env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)-env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))/(env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)+env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))</str> </arr> <str>comp1.gop.matd1.rs</str> <arr> <str>(env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)-env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))/(env_in(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetai)+env_out(real(comp1.gop.nref_local))*cos(comp1.gop.matd1.thetat))</str> </arr> <str>comp1.gop.matd1.I0t</str> <arr> <str>0.5*comp1.gop.I*((1+comp1.gop.sn1)*abs(comp1.gop.matd1.ts)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.tp)^2)*env_out(comp1.gop.nref_local)*cos(comp1.gop.matd1.thetat)/(env_in(comp1.gop.nref_local)*cos(comp1.gop.matd1.thetai))</str> </arr> <str>comp1.gop.matd1.Q0t</str> <arr> <str>0.5*comp1.gop.Q*((1+comp1.gop.sn1)*abs(comp1.gop.matd1.ts)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.tp)^2)*env_out(comp1.gop.nref_local)*cos(comp1.gop.matd1.thetat)/(env_in(comp1.gop.nref_local)*cos(comp1.gop.matd1.thetai))</str> </arr> <str>comp1.gop.matd1.snt1</str> <arr> <str>((1+comp1.gop.sn1)*abs(comp1.gop.matd1.ts)^2-(1-comp1.gop.sn1)*abs(comp1.gop.matd1.tp)^2)/((1+comp1.gop.sn1)*abs(comp1.gop.matd1.ts)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.tp)^2+100*eps)</str> </arr> <str>comp1.gop.matd1.snt2</str> <arr> <str>2*abs(comp1.gop.matd1.ts)*abs(comp1.gop.matd1.tp)*comp1.gop.sn2/((1+comp1.gop.sn1)*abs(comp1.gop.matd1.ts)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.tp)^2+100*eps)</str> </arr> <str>comp1.gop.matd1.snt3</str> <arr> <str>2*abs(comp1.gop.matd1.ts)*abs(comp1.gop.matd1.tp)*comp1.gop.sn3/((1+comp1.gop.sn1)*abs(comp1.gop.matd1.ts)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.tp)^2+100*eps)</str> </arr> <str>comp1.gop.matd1.I0r</str> <arr> <str>0.5*comp1.gop.I*((1+comp1.gop.sn1)*abs(comp1.gop.matd1.rs)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.rp)^2)</str> </arr> <str>comp1.gop.matd1.Q0r</str> <arr> <str>0.5*comp1.gop.Q*((1+comp1.gop.sn1)*abs(comp1.gop.matd1.rs)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.rp)^2)</str> </arr> <str>comp1.gop.matd1.snr1</str> <arr> <str>((1+comp1.gop.sn1)*abs(comp1.gop.matd1.rs)^2-(1-comp1.gop.sn1)*abs(comp1.gop.matd1.rp)^2)/((1+comp1.gop.sn1)*abs(comp1.gop.matd1.rs)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.rp)^2+100*eps)</str> </arr> <str>comp1.gop.matd1.snr2</str> <arr> <str>2*abs(comp1.gop.matd1.rs)*abs(comp1.gop.matd1.rp)*(comp1.gop.sn2*cos(comp1.gop.matd1.ddelta)-comp1.gop.sn3*sin(comp1.gop.matd1.ddelta))/((1+comp1.gop.sn1)*abs(comp1.gop.matd1.rs)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.rp)^2+100*eps)</str> </arr> `<str>comp1.gop.matd1.snr3</str> <arr> <str>2*abs(comp1.gop.matd1.rs)*abs(comp1.gop.matd1.rp)*(comp1.gop.sn2*sin(comp1.gop.matd1.ddelta)+comp1.gop.sn3*cos(comp1.gop.matd1.ddelta))/((1+comp1.gop.sn1)*abs(comp1.gop.matd1.rs)^2+(1-comp1.gop.sn1)*abs(comp1.gop.matd1.rp)^2+100*eps)</str> </arr> <str>comp1.gop.matd1.Q0a</str> <arr> <str>comp1.gop.Q-real(comp1.gop.matd1.Q0r)-real(comp1.gop.matd1.Q0t)</str> </arr> <str>comp1.qgop_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.kgop_fld_act</str> <arr> <str>1</str> </arr> <str>comp1.gop.dkdtx</str> <arr> <str>-d(comp1.gop.omega,comp1.qx)</str> </arr> <str>comp1.gop.dkdty</str> <arr> <str>-d(comp1.gop.omega,comp1.qy)</str> </arr> <str>comp1.gop.dkdtz</str> <arr> <str>0</str> </arr> <str>comp1.gop.vgx</str> <arr> <str>d(comp1.gop.omega,comp1.kx)</str> </arr> <str>comp1.gop.vgy</str> <arr> <str>d(comp1.gop.omega,comp1.ky)</str> </arr> <str>comp1.gop.vgz</str> <arr> <str>0</str> </arr> <str>comp1.gop.Vg</str> <arr> <str>sqrt(comp1.gop.vgx^2+comp1.gop.vgy^2+comp1.gop.vgz^2+eps)</str> </arr> <str>comp1.gop.nvx</str> <arr> <str>-comp1.gop.vgx</str> </arr> <str>comp1.gop.nvy</str> <arr> <str>-comp1.gop.vgy</str> </arr> <str>comp1.gop.nvz</str> <arr> <str>-comp1.gop.vgz</str> </arr> <str>comp1.gop.vp</str> <arr> <str>comp1.gop.omega/sqrt(comp1.kx^2+comp1.ky^2+eps)</str> </arr> <str>comp1.gop.mp</str> <arr> <str>1</str> </arr> <str>comp1.gop.prt</str> <arr> <str>releasetime</str> </arr> <str>comp1.gop.prf</str> <arr> <str>releasefeature</str> </arr> <str>comp1.gop.Ntf</str> <arr> <str>numreleased</str> </arr> <str>comp1.gop.pidx</str> <arr> <str>particleindex</str> </arr> <str>comp1.gop.phii</str> <arr> <str>acos(abs(comp1.gop.nix*bndenv(comp1.gop.nx)+comp1.gop.niy*bndenv(comp1.gop.ny)))*unit_rad_cf</str> </arr> <str>comp1.gop.deltaqx</str> <arr> <str>comp1.qx-comp1.gop.qavex</str> </arr> <str>comp1.gop.deltaqy</str> <arr> <str>comp1.qy-comp1.gop.qavey</str> </arr> <str>comp1.gop.deltaqz</str> <arr> <str>0</str> </arr> <str>comp1.gop.deltaqmidx</str> <arr> <str>comp1.qx-comp1.gop.qmidx</str> </arr> <str>comp1.gop.deltaqmidy</str> <arr> <str>comp1.qy-comp1.gop.qmidy</str> </arr> <str>comp1.gop.deltaqmidz</str> <arr> <str>0</str> </arr> <str>comp1.gop.deltaqsumsq</str> <arr> <str>comp1.gop.deltaqx^2+comp1.gop.deltaqy^2+comp1.gop.deltaqz^2</str> </arr> <str>comp1.gop.rall</str> <arr> <str>sqrt(comp1.gop.deltaqsumsq)</str> </arr> <str>comp1.gop.deltaqmidsumsq</str> <arr> <str>comp1.gop.deltaqmidx^2+comp1.gop.deltaqmidy^2+comp1.gop.deltaqmidz^2</str> </arr> <str>comp1.gop.rmall</str> <arr> <str>sqrt(comp1.gop.deltaqmidsumsq)</str> </arr> <str>comp1.gop.rrel</str> <arr> <str>comp1.gop.relg1.rall</str> </arr> <str>comp1.gop.rmrel</str> <arr> <str>comp1.gop.relg1.rmall</str> </arr> <str>comp1.gop.nu</str> <arr> <str>c_const/(comp1.gop.lambda0+1.0E-30*unit_m_cf)</str> </arr> <str>comp1.gop.k0</str> <arr> <str>2*pi/(comp1.gop.lambda0+1.0E-30*unit_m_cf)</str> </arr> <str>comp1.gop.normk</str> <arr> <str>sqrt(comp1.kx^2+comp1.ky^2+eps)</str> </arr> <str>comp1.gop.nix</str> <arr> <str>comp1.kx/comp1.gop.normk</str> </arr> <str>comp1.gop.niy</str> <arr> <str>comp1.ky/comp1.gop.normk</str> </arr> <str>comp1.gop.niz</str> <arr> <str>0</str> </arr> <str>comp1.gop.Pixx</str> <arr> <str>1-comp1.gop.nix^2</str> </arr> <str>comp1.gop.Piyx</str> <arr> <str>-comp1.gop.niy*comp1.gop.nix</str> </arr> <str>comp1.gop.Pizx</str> <arr> <str>-comp1.gop.niz*comp1.gop.nix</str> </arr> <str>comp1.gop.Pixy</str> <arr> <str>-comp1.gop.nix*comp1.gop.niy</str> </arr> <str>comp1.gop.Piyy</str> <arr> <str>1-comp1.gop.niy^2</str> </arr> <str>comp1.gop.Pizy</str> <arr> <str>-comp1.gop.niz*comp1.gop.niy</str> </arr> <str>comp1.gop.Pixz</str> <arr> <str>-comp1.gop.nix*comp1.gop.niz</str> </arr> <str>comp1.gop.Piyz</str> <arr> <str>-comp1.gop.niy*comp1.gop.niz</str> </arr> <str>comp1.gop.Pizz</str> <arr> <str>1-comp1.gop.niz^2</str> </arr> <str>comp1.gop.dnds</str> <arr> <str>comp1.gop.nix*d(real(comp1.gop.nref),x)+comp1.gop.niy*d(real(comp1.gop.nref),y)</str> </arr> <str>comp1.gop.dNhdsx</str> <arr> <str>(comp1.gop.Pixx*d(real(comp1.gop.nref),x)+comp1.gop.Pixy*d(real(comp1.gop.nref),y))/real(comp1.gop.nref)</str> </arr> <str>comp1.gop.dNhdsy</str> <arr> <str>(comp1.gop.Piyx*d(real(comp1.gop.nref),x)+comp1.gop.Piyy*d(real(comp1.gop.nref),y))/real(comp1.gop.nref)</str> </arr> <str>comp1.gop.dNhdsz</str> <arr> <str>(comp1.gop.Pizx*d(real(comp1.gop.nref),x)+comp1.gop.Pizy*d(real(comp1.gop.nref),y))/real(comp1.gop.nref)</str> </arr> <str>comp1.gop.km</str> <arr> <str>comp1.gop.mp*comp1.gop.k0*real(comp1.gop.nref)</str> </arr> <str>comp1.gop.k1</str> <arr> <str>1/comp1.gop.r1</str> </arr> <str>comp1.gop.e1x</str> <arr> <str>0</str> </arr> <str>comp1.gop.e1y</str> <arr> <str>0</str> </arr> <str>comp1.gop.e1z</str> <arr> <str>1</str> </arr> <str>comp1.gop.e2x</str> <arr> <str>comp1.gop.e1z*comp1.gop.niy-comp1.gop.e1y*comp1.gop.niz</str> </arr> <str>comp1.gop.e2y</str> <arr> <str>-comp1.gop.e1z*comp1.gop.nix+comp1.gop.e1x*comp1.gop.niz</str> </arr> <str>comp1.gop.e2z</str> <arr> <str>comp1.gop.e1y*comp1.gop.nix-comp1.gop.e1x*comp1.gop.niy</str> </arr> <str>comp1.gop.rpl</str> <arr> <str>100000000*comp1.gop.dGeomChar</str> </arr> <str>comp1.gop.I</str> <arr> <str>comp1.gop.I0*abs(comp1.gop.r1_init)*exp(comp1.gop.atten)/(abs(comp1.gop.r1)+1.0E-14*comp1.gop.dGeomChar)</str> </arr> <str>comp1.gop.logI</str> <arr> <str>log10(comp1.gop.I)</str> </arr> <str>comp1.gop.s0</str> <arr> <str>comp1.gop.I</str> </arr> <str>comp1.gop.s1</str> <arr> <str>comp1.gop.I*comp1.gop.sn1</str> </arr> <str>comp1.gop.s2</str> <arr> <str>comp1.gop.I*comp1.gop.sn2</str> </arr> <str>comp1.gop.s3</str> <arr> <str>comp1.gop.I*comp1.gop.sn3</str> </arr> <str>comp1.gop.normE</str> <arr> <str>sqrt(2*comp1.gop.I*comp1.gop.P/(real(comp1.gop.nref)*c_const*epsilon0_const))</str> </arr> <str>comp1.gop.P</str> <arr> <str>sqrt(comp1.gop.sn1^2+comp1.gop.sn2^2+comp1.gop.sn3^2)</str> </arr> <str>comp1.gop.a1</str> <arr> <str>sqrt(abs((comp1.gop.P+comp1.gop.sn1)/(2*comp1.gop.P+eps)))</str> </arr> <str>comp1.gop.a2</str> <arr> <str>sqrt(abs((comp1.gop.P-comp1.gop.sn1)/(2*comp1.gop.P+eps)))</str> </arr> <str>comp1.gop.delta</str> <arr> <str>if(abs(comp1.gop.sn2)&lt;abs(comp1.gop.sn1)*sqrt(eps)&amp;&amp;abs(comp1.gop.sn3)&lt;abs(comp1.gop.sn1)*sqrt(eps),0,acos(comp1.gop.sn2/sqrt(comp1.gop.sn2^2+comp1.gop.sn3^2+100*eps))*unit_rad_cf*if(comp1.gop.sn3&lt;0,-1,1))</str> </arr> <str>comp1.gop.pax</str> <arr> <str>if(comp1.gop.P&lt;1.0E-6,0,(comp1.gop.e1x*cos(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf)+comp1.gop.e2x*sin(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf))*cos(if(abs(0.5*asin(comp1.gop.sn3)*unit_rad_cf)&lt;1.0E-6,1.0E-6,0.5*asin(comp1.gop.sn3)*unit_rad_cf)))</str> </arr> <str>comp1.gop.pay</str> <arr> <str>if(comp1.gop.P&lt;1.0E-6,0,(comp1.gop.e1y*cos(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf)+comp1.gop.e2y*sin(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf))*cos(if(abs(0.5*asin(comp1.gop.sn3)*unit_rad_cf)&lt;1.0E-6,1.0E-6,0.5*asin(comp1.gop.sn3)*unit_rad_cf)))</str> </arr> <str>comp1.gop.paz</str> <arr> <str>if(comp1.gop.P&lt;1.0E-6,0,(comp1.gop.e1z*cos(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf)+comp1.gop.e2z*sin(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf))*cos(if(abs(0.5*asin(comp1.gop.sn3)*unit_rad_cf)&lt;1.0E-6,1.0E-6,0.5*asin(comp1.gop.sn3)*unit_rad_cf)))</str> </arr> <str>comp1.gop.pbx</str> <arr> <str>if(comp1.gop.P&lt;1.0E-6,0,(-comp1.gop.e1x*sin(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf)+comp1.gop.e2x*cos(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf))*sin(if(abs(0.5*asin(comp1.gop.sn3)*unit_rad_cf)&lt;1.0E-6,1.0E-6,0.5*asin(comp1.gop.sn3)*unit_rad_cf)))</str> </arr> <str>comp1.gop.pby</str> <arr> <str>if(comp1.gop.P&lt;1.0E-6,0,(-comp1.gop.e1y*sin(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf)+comp1.gop.e2y*cos(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf))*sin(if(abs(0.5*asin(comp1.gop.sn3)*unit_rad_cf)&lt;1.0E-6,1.0E-6,0.5*asin(comp1.gop.sn3)*unit_rad_cf)))</str> </arr> <str>comp1.gop.pbz</str> <arr> <str>if(comp1.gop.P&lt;1.0E-6,0,(-comp1.gop.e1z*sin(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf)+comp1.gop.e2z*cos(0.5*atan2(comp1.gop.sn2,comp1.gop.sn1)*unit_rad_cf))*sin(if(abs(0.5*asin(comp1.gop.sn3)*unit_rad_cf)&lt;1.0E-6,1.0E-6,0.5*asin(comp1.gop.sn3)*unit_rad_cf)))</str> </arr> <str>comp1.gop.attenCoeff</str> <arr> <str>2*imag(comp1.gop.nref)*comp1.gop.k0*c_const/real(comp1.gop.nref)</str> </arr> <str>comp1.gop.Q</str> <arr> <str>exp(comp1.gop.atten)*comp1.gop.Q0</str> </arr> <str>comp1.gop.relg1.L0normx</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.L0normy</str> <arr> <str>-1</str> </arr> <str>comp1.gop.relg1.L0normz</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.deltaqx</str> <arr> <str>if(comp1.gop.prf==1,comp1.qx-comp1.gop.relg1.qavex,NaN)</str> </arr> <str>comp1.gop.relg1.deltaqy</str> <arr> <str>if(comp1.gop.prf==1,comp1.qy-comp1.gop.relg1.qavey,NaN)</str> </arr> <str>comp1.gop.relg1.deltaqz</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.deltaqmidx</str> <arr> <str>if(comp1.gop.prf==1,comp1.qx-comp1.gop.relg1.qmidx,NaN)</str> </arr> <str>comp1.gop.relg1.deltaqmidy</str> <arr> <str>if(comp1.gop.prf==1,comp1.qy-comp1.gop.relg1.qmidy,NaN)</str> </arr> <str>comp1.gop.relg1.deltaqmidz</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.deltaqsumsq</str> <arr> <str>comp1.gop.relg1.deltaqx^2+comp1.gop.relg1.deltaqy^2+comp1.gop.relg1.deltaqz^2</str> </arr> <str>comp1.gop.relg1.rall</str> <arr> <str>sqrt(comp1.gop.relg1.deltaqsumsq)</str> </arr> <str>comp1.gop.relg1.deltaqmidsumsq</str> <arr> <str>comp1.gop.relg1.deltaqmidx^2+comp1.gop.relg1.deltaqmidy^2+comp1.gop.relg1.deltaqmidz^2</str> </arr> <str>comp1.gop.relg1.rmall</str> <arr> <str>sqrt(comp1.gop.relg1.deltaqmidsumsq)</str> </arr> <str>comp1.gop.relg1.r01</str> <arr> <str>comp1.gop.rpl</str> </arr> <str>comp1.gop.relg1.I0</str> <arr> <str>1000*unit_W_cf/unit_m_cf^2</str> </arr> <str>comp1.gop.relg1.P0</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.sn01</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.sn02</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.sn03</str> <arr> <str>0</str> </arr> <str>comp1.gop.relg1.Q0</str> <arr> <str>unit_W_cf/(unit_m_cf*comp1.gop.Ntf)</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.gop.nx</str> <arr> <str>dnx</str> </arr> <str>comp1.gop.ny</str> <arr> <str>dny</str> </arr> <str>comp1.gop.nz</str> <arr> <str>0</str> </arr> <str>comp1.gop.nxmesh</str> <arr> <str>dnxmesh</str> </arr> <str>comp1.gop.nymesh</str> <arr> <str>dnymesh</str> </arr> <str>comp1.gop.nzmesh</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.gop.nx</str> <arr> <str>nx</str> </arr> <str>comp1.gop.ny</str> <arr> <str>ny</str> </arr> <str>comp1.gop.nz</str> <arr> <str>0</str> </arr> <str>comp1.gop.nxmesh</str> <arr> <str>nxmesh</str> </arr> <str>comp1.gop.nymesh</str> <arr> <str>nymesh</str> </arr> <str>comp1.gop.nzmesh</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>4</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.gop.N_localxx</str> <arr> <str>comp1.mat1.rfi.n11</str> </arr> <str>comp1.gop.N_localyx</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localzx</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localxy</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localyy</str> <arr> <str>comp1.mat1.rfi.n22</str> </arr> <str>comp1.gop.N_localzy</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localxz</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localyz</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localzz</str> <arr> <str>comp1.mat1.rfi.n33</str> </arr> <str>comp1.gop.ki_localxx</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localyx</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localzx</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localxy</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localyy</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localzy</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localxz</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localyz</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localzz</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.gop.N_localxx</str> <arr> <str>comp1.mat2.rfi.n11</str> </arr> <str>comp1.gop.N_localyx</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localzx</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localxy</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localyy</str> <arr> <str>comp1.mat2.rfi.n22</str> </arr> <str>comp1.gop.N_localzy</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localxz</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localyz</str> <arr> <str>0</str> </arr> <str>comp1.gop.N_localzz</str> <arr> <str>comp1.mat2.rfi.n33</str> </arr> <str>comp1.gop.ki_localxx</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localyx</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localzx</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localxy</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localyy</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localzy</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localxz</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localyz</str> <arr> <str>0</str> </arr> <str>comp1.gop.ki_localzz</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> u"<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>var</str> <arr> <str>comp1.sys1.Tdef11</str> <arr> <str>if(sqrt((nymesh*comp1.sys1.nSign)^2+(nxmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,nymesh*comp1.sys1.nSign/sqrt((nymesh*comp1.sys1.nSign)^2+(nxmesh*comp1.sys1.nSign)^2),(nymesh*comp1.sys1.nSign)^2/sqrt((nymesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.Tdef21</str> <arr> <str>nxmesh*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.Tdef31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tdef12</str> <arr> <str>if(sqrt((nymesh*comp1.sys1.nSign)^2+(nxmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,-nxmesh*comp1.sys1.nSign/sqrt((nymesh*comp1.sys1.nSign)^2+(nxmesh*comp1.sys1.nSign)^2),-nxmesh*nymesh*comp1.sys1.nSign^2/sqrt((nymesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.Tdef22</str> <arr> <str>nymesh*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.Tdef32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tdef13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tdef23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tdef33</str> <arr> <str>if(sqrt((nymesh*comp1.sys1.nSign)^2+(nxmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,((nymesh*comp1.sys1.nSign)^2+(nxmesh*comp1.sys1.nSign)^2)/sqrt((nymesh*comp1.sys1.nSign)^2+(nxmesh*comp1.sys1.nSign)^2),nymesh*comp1.sys1.nSign/sqrt((nymesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.invTdef11</str> <arr> <str>comp1.sys1.Tdef11</str> </arr> <str>comp1.sys1.invTdef21</str> <arr> <str>comp1.sys1.Tdef12</str> </arr> <str>comp1.sys1.invTdef31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTdef12</str> <arr> <str>comp1.sys1.Tdef21</str> </arr> <str>comp1.sys1.invTdef22</str> <arr> <str>comp1.sys1.Tdef22</str> </arr> <str>comp1.sys1.invTdef32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTdef13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTdef23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTdef33</str> <arr> <str>comp1.sys1.Tdef33</str> </arr> <str>comp1.sys1.T11</str> <arr> <str>comp1.sys1.Tdef11</str> </arr> <str>comp1.sys1.T21</str> <arr> <str>comp1.sys1.Tdef21</str> </arr> <str>comp1.sys1.T31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.T12</str> <arr> <str>comp1.sys1.Tdef12</str> </arr> <str>comp1.sys1.T22</str> <arr> <str>comp1.sys1.Tdef22</str> </arr> <str>comp1.sys1.T32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.T13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.T23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.T33</str> <arr> <str>comp1.sys1.Tdef33</str> </arr> <str>comp1.sys1.invT11</str> <arr> <str>comp1.sys1.Tdef11</str> </arr> <str>comp1.sys1.invT21</str> <arr> <str>comp1.sys1.Tdef12</str> </arr> <str>comp1.sys1.invT31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invT12</str> <arr> <str>comp1.sys1.Tdef21</str> </arr> <str>comp1.sys1.invT22</str> <arr> <str>comp1.sys1.Tdef22</str> </arr> <str>comp1.sys1.invT32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invT13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invT23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invT33</str> <arr> <str>comp1.sys1.Tdef33</str> </arr> <str>comp1.sys1.e_t11</str> <arr> <str>comp1.sys1.Tdef11</str> </arr> <str>comp1.sys1.e_t12</str> <arr> <str>comp1.sys1.Tdef12</str> </arr> <str>comp1.sys1.e_t13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.e_n1</str> <arr> <str>comp1.sys1.Tdef21</str> </arr> <str>comp1.sys1.e_n2</str> <arr> <str>comp1.sys1.Tdef22</str> </arr> <str>comp1.sys1.e_n3</str> <arr> <str>0</str> </arr> <str>comp1.sys1.e_to1</str> <arr> <str>0</str> </arr> <str>comp1.sys1.e_to2</str> <arr> <str>0</str> </arr> <str>comp1.sys1.e_to3</str> <arr> <str>comp1.sys1.Tdef33</str> </arr> <str>comp1.sys1.Tref11</str> <arr> <str>if(sqrt((nYmesh*comp1.sys1.nSign)^2+(nXmesh*comp1.sys1.nSign)^2)&gt;1.0 `E-10,nYmesh*comp1.sys1.nSign/sqrt((nYmesh*comp1.sys1.nSign)^2+(nXmesh*comp1.sys1.nSign)^2),(nYmesh*comp1.sys1.nSign)^2/sqrt((nYmesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.Tref21</str> <arr> <str>nXmesh*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.Tref31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tref12</str> <arr> <str>if(sqrt((nYmesh*comp1.sys1.nSign)^2+(nXmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,-nXmesh*comp1.sys1.nSign/sqrt((nYmesh*comp1.sys1.nSign)^2+(nXmesh*comp1.sys1.nSign)^2),-nXmesh*nYmesh*comp1.sys1.nSign^2/sqrt((nYmesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.Tref22</str> <arr> <str>nYmesh*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.Tref32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tref13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tref23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tref33</str> <arr> <str>if(sqrt((nYmesh*comp1.sys1.nSign)^2+(nXmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,((nYmesh*comp1.sys1.nSign)^2+(nXmesh*comp1.sys1.nSign)^2)/sqrt((nYmesh*comp1.sys1.nSign)^2+(nXmesh*comp1.sys1.nSign)^2),nYmesh*comp1.sys1.nSign/sqrt((nYmesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.invTref11</str> <arr> <str>comp1.sys1.Tref11</str> </arr> <str>comp1.sys1.invTref21</str> <arr> <str>comp1.sys1.Tref12</str> </arr> <str>comp1.sys1.invTref31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTref12</str> <arr> <str>comp1.sys1.Tref21</str> </arr> <str>comp1.sys1.invTref22</str> <arr> <str>comp1.sys1.Tref22</str> </arr> <str>comp1.sys1.invTref32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTref13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTref23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTref33</str> <arr> <str>comp1.sys1.Tref33</str> </arr> <str>comp1.sys1.Tgeom11</str> <arr> <str>if(sqrt((nYgmesh*comp1.sys1.nSign)^2+(nXgmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,nYgmesh*comp1.sys1.nSign/sqrt((nYgmesh*comp1.sys1.nSign)^2+(nXgmesh*comp1.sys1.nSign)^2),(nYgmesh*comp1.sys1.nSign)^2/sqrt((nYgmesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.Tgeom21</str> <arr> <str>nXgmesh*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.Tgeom31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tgeom12</str> <arr> <str>if(sqrt((nYgmesh*comp1.sys1.nSign)^2+(nXgmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,-nXgmesh*comp1.sys1.nSign/sqrt((nYgmesh*comp1.sys1.nSign)^2+(nXgmesh*comp1.sys1.nSign)^2),-nXgmesh*nYgmesh*comp1.sys1.nSign^2/sqrt((nYgmesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.Tgeom22</str> <arr> <str>nYgmesh*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.Tgeom32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tgeom13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tgeom23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.Tgeom33</str> <arr> <str>if(sqrt((nYgmesh*comp1.sys1.nSign)^2+(nXgmesh*comp1.sys1.nSign)^2)&gt;1.0E-10,((nYgmesh*comp1.sys1.nSign)^2+(nXgmesh*comp1.sys1.nSign)^2)/sqrt((nYgmesh*comp1.sys1.nSign)^2+(nXgmesh*comp1.sys1.nSign)^2),nYgmesh*comp1.sys1.nSign/sqrt((nYgmesh*comp1.sys1.nSign)^2))</str> </arr> <str>comp1.sys1.invTgeom11</str> <arr> <str>comp1.sys1.Tgeom11</str> </arr> <str>comp1.sys1.invTgeom21</str> <arr> <str>comp1.sys1.Tgeom12</str> </arr> <str>comp1.sys1.invTgeom31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTgeom12</str> <arr> <str>comp1.sys1.Tgeom21</str> </arr> <str>comp1.sys1.invTgeom22</str> <arr> <str>comp1.sys1.Tgeom22</str> </arr> <str>comp1.sys1.invTgeom32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTgeom13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTgeom23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.invTgeom33</str> <arr> <str>comp1.sys1.Tgeom33</str> </arr> <str>comp1.sys1.detT</str> <arr> <str>1</str> </arr> <str>comp1.sys1.detInvT</str> <arr> <str>1</str> </arr> <str>comp1.sys1.gSub11</str> <arr> <str>1</str> </arr> <str>comp1.sys1.gSub21</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSub31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSub12</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSub22</str> <arr> <str>1</str> </arr> <str>comp1.sys1.gSub32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSub13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSub23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSub33</str> <arr> <str>1</str> </arr> <str>comp1.sys1.gSup11</str> <arr> <str>1</str> </arr> <str>comp1.sys1.gSup21</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSup31</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSup12</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSup22</str> <arr> <str>1</str> </arr> <str>comp1.sys1.gSup32</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSup13</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSup23</str> <arr> <str>0</str> </arr> <str>comp1.sys1.gSup33</str> <arr> <str>1</str> </arr> <str>comp1.sys1.nSign</str> <arr> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> v<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>material.rfi.n11</str> <arr> <str>n_air</str> </arr> <str>material.rfi.n21</str> <arr> <str>0</str> </arr> <str>material.rfi.n31</str> <arr> <str>0</str> </arr> <str>material.rfi.n12</str> <arr> <str>0</str> </arr> <str>material.rfi.n22</str> <arr> <str>n_air</str> </arr> <str>material.rfi.n32</str> <arr> <str>0</str> </arr> <str>material.rfi.n13</str> <arr> <str>0</str> </arr> <str>material.rfi.n23</str> <arr> <str>0</str> </arr> <str>material.rfi.n33</str> <arr> <str>n_air</str> </arr> <str>material.rfi.n_symmetry</str> <arr> <str>0</str> </arr> <str>material.rfi.n_iso</str> <arr> <str>n_air</str> </arr> <str>material.rfi.ki11</str> <arr> <str>0</str> </arr> <str>material.rfi.ki21</str> <arr> <str>0</str> </arr> <str>material.rfi.ki31</str> <arr> <str>0</str> </arr> <str>material.rfi.ki12</str> <arr> <str>0</str> </arr> <str>material.rfi.ki22</str> <arr> <str>0</str> </arr> <str>material.rfi.ki32</str> <arr> <str>0</str> </arr> <str>material.rfi.ki13</str> <arr> <str>0</str> </arr> <str>material.rfi.ki23</str> <arr> <str>0</str> </arr> <str>material.rfi.ki33</str> <arr> <str>0</str> </arr> <str>material.rfi.ki_symmetry</str> <arr> <str>0</str> </arr> <str>material.rfi.ki_iso</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim11</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim21</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim31</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim12</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim22</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim32</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim13</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim23</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim33</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim_iso</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim_symmetry</str> <arr> <str>79</str> </arr> <str>material.lst.delta</str> <arr> <str>atan2(2*comp1.mat1.rfi.n_iso*comp1.mat1.rfi.ki_iso,comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2)*unit_rad_cf</str> </arr> <str>material.def.epsilonr11</str> <arr> <str>comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31</str> </arr> <str>material.def.epsilonr21</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n21*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n21*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n31*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n31*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n32)</str> </arr> <str>material.def.epsilonr31</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki13-j*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n13)+comp1.mat1.rfi.n21*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki23-j*(comp1.mat1.rfi.n21*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n23)+comp1.mat1.rfi.n31*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki33-j*(comp1.mat1.rfi.n31*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n33)</str> </arr> <str>material.def.epsilonr12</str> <arr> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)</str> </arr> <str>material.def.epsilonr22</str> <arr> <str>comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2-2*j*comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2-2*j*comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2-2*j*comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32</str> </arr> <str>material.def.epsilonr32</str> <arr> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki13-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n13)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki23-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n23)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki33-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n33)</str> </arr> <str>material.def.epsilonr13</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)</str> </arr> <str>material.def.epsilonr23</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)</str> </arr> <str>material.def.epsilonr33</str> <arr> <str>comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2-2*j*comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2-2*j*comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2-2*j*comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33</str> </arr> <str>material.def.epsilonr_iso</str> <arr> <str>if(comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2-2*j*comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2-2*j*comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2-2*j*comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)==0&amp;&amp;comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2-2*j*comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2-2*j*comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2-2*j*comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31,comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.def.epsilonr_symmetry</str> <arr> <str>79</str> </arr> <str>material.epsilonr11</str> <arr> <str>comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31</str> </arr> <str>material.epsilonr21</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n21*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n21*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n31*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n31*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n32)</str> </arr> <str>material.epsilonr31</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki13-j*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n13)+comp1.mat1.rfi.n21*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki23-j*(comp1.mat1.rfi.n21*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n23)+comp1.mat1.rfi.n31*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki33-j*(comp1.mat1.rfi.n31*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n33)</str> </arr> <str>material.epsilonr12</str> <arr> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)</str> </arr> <str>material.epsilonr22</str> <arr> <str>comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2-2*j*comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2-2*j*comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2-2*j*comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32</str> </arr> <str>material.epsilonr32</str> <ar `r> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki13-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n13)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki23-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n23)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki33-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n33)</str> </arr> <str>material.epsilonr13</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)</str> </arr> <str>material.epsilonr23</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)</str> </arr> <str>material.epsilonr33</str> <arr> <str>comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2-2*j*comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2-2*j*comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2-2*j*comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33</str> </arr> <str>material.epsilonr_iso</str> <arr> <str>if(comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2-2*j*comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2-2*j*comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2-2*j*comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31)==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12-j*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12)+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22-j*(comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22)+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32-j*(comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32)==0&amp;&amp;comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2-2*j*comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2-2*j*comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2-2*j*comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31,comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2-2*j*comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2-2*j*comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2-2*j*comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.epsilonr_symmetry</str> <arr> <str>79</str> </arr> <str>material.lstdf.tanDelta</str> <arr> <str>2*comp1.mat1.rfi.n_iso*comp1.mat1.rfi.ki_iso/(comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2)</str> </arr> <str>material.lstdf.epsilonPrim11</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim21</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim31</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim12</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim22</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim32</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim13</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim23</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim33</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim_iso</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim_symmetry</str> <arr> <str>79</str> </arr> <str>material.del.epsilonPrim11</str> <arr> <str>comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2</str> </arr> <str>material.del.epsilonPrim21</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n21*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n31*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki32</str> </arr> <str>material.del.epsilonPrim31</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki11*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n21*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki21*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n31*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki31*comp1.mat1.rfi.ki33</str> </arr> <str>material.del.epsilonPrim12</str> <arr> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31</str> </arr> <str>material.del.epsilonPrim22</str> <arr> <str>comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2</str> </arr> <str>material.del.epsilonPrim32</str> <arr> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.n13-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n22*comp1.mat1.rfi.n23-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n32*comp1.mat1.rfi.n33-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki33</str> </arr> <str>material.del.epsilonPrim13</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31</str> </arr> <str>material.del.epsilonPrim23</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32</str> </arr> <str>material.del.epsilonPrim33</str> <arr> <str>comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2</str> </arr> <str>material.del.epsilonPrim_iso</str> <arr> <str>if(comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1`.rfi.ki21+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n12*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n22*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n32*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki32*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n12^2-comp1.mat1.rfi.ki12^2+comp1.mat1.rfi.n22^2-comp1.mat1.rfi.ki22^2+comp1.mat1.rfi.n32^2-comp1.mat1.rfi.ki32^2==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n11-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n23*comp1.mat1.rfi.n21-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n33*comp1.mat1.rfi.n31-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.n12-comp1.mat1.rfi.ki13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n23*comp1.mat1.rfi.n22-comp1.mat1.rfi.ki23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n33*comp1.mat1.rfi.n32-comp1.mat1.rfi.ki33*comp1.mat1.rfi.ki32==0&amp;&amp;comp1.mat1.rfi.n13^2-comp1.mat1.rfi.ki13^2+comp1.mat1.rfi.n23^2-comp1.mat1.rfi.ki23^2+comp1.mat1.rfi.n33^2-comp1.mat1.rfi.ki33^2==comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2,comp1.mat1.rfi.n11^2-comp1.mat1.rfi.ki11^2+comp1.mat1.rfi.n21^2-comp1.mat1.rfi.ki21^2+comp1.mat1.rfi.n31^2-comp1.mat1.rfi.ki31^2,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.del.epsilonPrim_symmetry</str> <arr> <str>79</str> </arr> <str>material.del.epsilonBis11</str> <arr> <str>2*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31)</str> </arr> <str>material.del.epsilonBis21</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n12+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n22+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n32</str> </arr> <str>material.del.epsilonBis31</str> <arr> <str>comp1.mat1.rfi.n11*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki11*comp1.mat1.rfi.n13+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki21*comp1.mat1.rfi.n23+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki31*comp1.mat1.rfi.n33</str> </arr> <str>material.del.epsilonBis12</str> <arr> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31</str> </arr> <str>material.del.epsilonBis22</str> <arr> <str>2*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32)</str> </arr> <str>material.del.epsilonBis32</str> <arr> <str>comp1.mat1.rfi.n12*comp1.mat1.rfi.ki13+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n13+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki23+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n23+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki33+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n33</str> </arr> <str>material.del.epsilonBis13</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31</str> </arr> <str>material.del.epsilonBis23</str> <arr> <str>comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32</str> </arr> <str>material.del.epsilonBis33</str> <arr> <str>2*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33)</str> </arr> <str>material.del.epsilonBis_iso</str> <arr> <str>if(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31==0&amp;&amp;comp1.mat1.rfi.n12*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki12*comp1.mat1.rfi.n11+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki22*comp1.mat1.rfi.n21+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki32*comp1.mat1.rfi.n31==0&amp;&amp;2*(comp1.mat1.rfi.n12*comp1.mat1.rfi.ki12+comp1.mat1.rfi.n22*comp1.mat1.rfi.ki22+comp1.mat1.rfi.n32*comp1.mat1.rfi.ki32)==2*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31)&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki11+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n11+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki21+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n21+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki31+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n31==0&amp;&amp;comp1.mat1.rfi.n13*comp1.mat1.rfi.ki12+comp1.mat1.rfi.ki13*comp1.mat1.rfi.n12+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki22+comp1.mat1.rfi.ki23*comp1.mat1.rfi.n22+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki32+comp1.mat1.rfi.ki33*comp1.mat1.rfi.n32==0&amp;&amp;2*(comp1.mat1.rfi.n13*comp1.mat1.rfi.ki13+comp1.mat1.rfi.n23*comp1.mat1.rfi.ki23+comp1.mat1.rfi.n33*comp1.mat1.rfi.ki33)==2*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31),2*(comp1.mat1.rfi.n11*comp1.mat1.rfi.ki11+comp1.mat1.rfi.n21*comp1.mat1.rfi.ki21+comp1.mat1.rfi.n31*comp1.mat1.rfi.ki31),error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.del.epsilonBis_symmetry</str> <arr> <str>79</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> v<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>material.rfi.n11</str> <arr> <str>n_glass</str> </arr> <str>material.rfi.n21</str> <arr> <str>0</str> </arr> <str>material.rfi.n31</str> <arr> <str>0</str> </arr> <str>material.rfi.n12</str> <arr> <str>0</str> </arr> <str>material.rfi.n22</str> <arr> <str>n_glass</str> </arr> <str>material.rfi.n32</str> <arr> <str>0</str> </arr> <str>material.rfi.n13</str> <arr> <str>0</str> </arr> <str>material.rfi.n23</str> <arr> <str>0</str> </arr> <str>material.rfi.n33</str> <arr> <str>n_glass</str> </arr> <str>material.rfi.n_symmetry</str> <arr> <str>0</str> </arr> <str>material.rfi.n_iso</str> <arr> <str>n_glass</str> </arr> <str>material.rfi.ki11</str> <arr> <str>0</str> </arr> <str>material.rfi.ki21</str> <arr> <str>0</str> </arr> <str>material.rfi.ki31</str> <arr> <str>0</str> </arr> <str>material.rfi.ki12</str> <arr> <str>0</str> </arr> <str>material.rfi.ki22</str> <arr> <str>0</str> </arr> <str>material.rfi.ki32</str> <arr> <str>0</str> </arr> <str>material.rfi.ki13</str> <arr> <str>0</str> </arr> <str>material.rfi.ki23</str> <arr> <str>0</str> </arr> <str>material.rfi.ki33</str> <arr> <str>0</str> </arr> <str>material.rfi.ki_symmetry</str> <arr> <str>0</str> </arr> <str>material.rfi.ki_iso</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim11</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim21</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim31</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim12</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim22</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim32</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim13</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim23</str> <arr> <str>0</str> </arr> <str>material.lst.epsilonPrim33</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim_iso</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lst.epsilonPrim_symmetry</str> <arr> <str>79</str> </arr> <str>material.lst.delta</str> <arr> <str>atan2(2*comp1.mat1.rfi.n_iso*comp1.mat1.rfi.ki_iso,comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2)*unit_rad_cf</str> </arr> <str>material.def.epsilonr11</str> <arr> <str>comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31</str> </arr> <str>material.def.epsilonr21</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n21*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n21*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n31*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n31*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n32)</str> </arr> <str>material.def.epsilonr31</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki13-j*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n13)+comp1.mat2.rfi.n21*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki23-j*(comp1.mat2.rfi.n21*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n23)+comp1.mat2.rfi.n31*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki33-j*(comp1.mat2.rfi.n31*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n33)</str> </arr> <str>material.def.epsilonr12</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)</str> </arr> <str>material.def.epsilonr22</str> <arr> <str>comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2-2*j*comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2-2*j*comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2-2*j*comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32</str> </arr> <str>material.def.epsilonr32</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki13-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n13)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki23-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n23)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki33-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n33)</str> </arr> <str>material.def.epsilonr13</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)</str> </arr> <str>material.def.epsilonr23</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)</str> </arr> <str>material.def.epsilonr33</str> <arr> <str>comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2-2*j*comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2-2*j*comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2-2*j*comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33</str> </arr> <str>material.def.epsilonr_iso</str> <arr> <str>if(comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2-2*j*comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2-2*j*comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2-2*j*comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)==0&amp;&amp;comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2-2*j*comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2-2*j*comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2-2*j*comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31,comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.def.epsilonr_symmetry</str> <arr> <str>79</str> </arr> <str>material.epsilonr11</str> <arr> <str>comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31</str> </arr> <str>material.epsilonr21</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n12)+comp1.mat2.rf `i.n21*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n21*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n31*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n31*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n32)</str> </arr> <str>material.epsilonr31</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki13-j*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n13)+comp1.mat2.rfi.n21*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki23-j*(comp1.mat2.rfi.n21*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n23)+comp1.mat2.rfi.n31*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki33-j*(comp1.mat2.rfi.n31*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n33)</str> </arr> <str>material.epsilonr12</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)</str> </arr> <str>material.epsilonr22</str> <arr> <str>comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2-2*j*comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2-2*j*comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2-2*j*comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32</str> </arr> <str>material.epsilonr32</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki13-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n13)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki23-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n23)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki33-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n33)</str> </arr> <str>material.epsilonr13</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)</str> </arr> <str>material.epsilonr23</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)</str> </arr> <str>material.epsilonr33</str> <arr> <str>comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2-2*j*comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2-2*j*comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2-2*j*comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33</str> </arr> <str>material.epsilonr_iso</str> <arr> <str>if(comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2-2*j*comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2-2*j*comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2-2*j*comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31)==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12-j*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12)+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22-j*(comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22)+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32-j*(comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32)==0&amp;&amp;comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2-2*j*comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2-2*j*comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2-2*j*comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31,comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2-2*j*comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2-2*j*comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2-2*j*comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.epsilonr_symmetry</str> <arr> <str>79</str> </arr> <str>material.lstdf.tanDelta</str> <arr> <str>2*comp1.mat1.rfi.n_iso*comp1.mat1.rfi.ki_iso/(comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2)</str> </arr> <str>material.lstdf.epsilonPrim11</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim21</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim31</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim12</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim22</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim32</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim13</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim23</str> <arr> <str>0</str> </arr> <str>material.lstdf.epsilonPrim33</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim_iso</str> <arr> <str>comp1.mat1.rfi.n_iso^2-comp1.mat1.rfi.ki_iso^2</str> </arr> <str>material.lstdf.epsilonPrim_symmetry</str> <arr> <str>79</str> </arr> <str>material.del.epsilonPrim11</str> <arr> <str>comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2</str> </arr> <str>material.del.epsilonPrim21</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n21*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n31*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki32</str> </arr> <str>material.del.epsilonPrim31</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki11*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n21*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki21*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n31*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki31*comp1.mat2.rfi.ki33</str> </arr> <str>material.del.epsilonPrim12</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31</str> </arr> <str>material.del.epsilonPrim22</str> <arr> <str>comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2</str> </arr> <str>material.del.epsilonPrim32</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.n13-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n22*comp1.mat2.rfi.n23-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n32*comp1.mat2.rfi.n33-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki33</str> </arr> <str>material.del.epsilonPrim13</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31</str> </arr> <str>material.del.epsilonPrim23</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32</str> </arr> <str>material.del.epsilonPrim33</str> <arr> <str>comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2</str> </arr> <str>material.del.epsilonPrim_iso</str> <arr> <str>if(comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n12*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n22*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n32*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki32*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n12^2-comp1.mat2.rfi.ki12^2+comp1.mat2.rfi.n22^2-comp1.mat2.rfi.ki22^2+comp1.mat2.rfi.n32^2-comp1.mat2.rfi.ki32^2==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n11-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n23*comp1.mat2.rfi.n21-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n33*comp1.mat2.rfi.n31-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.n12-comp1.mat2.rfi.ki13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n23*comp1.mat2.rfi.n22-comp1.mat2.rfi.ki23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n33*comp1.mat2.rfi.n32-comp1.mat2.rfi.ki33*comp1.mat2.rfi.ki32==0&amp;&amp;comp1.mat2.rfi.n13^2-comp1.mat2.rfi.ki13^2+comp1.mat2.rfi.n23^2-comp1.mat2.rfi.ki23^2+comp1.mat2.rfi.n33^2-comp1.mat2.rfi.ki33^2==comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2,comp1.mat2.rfi.n11^2-comp1.mat2.rfi.ki11^2+comp1.mat2.rfi.n21^2-comp1.mat2.rfi.ki21^2+comp1.mat2.rfi.n31^2-comp1.mat2.rfi.ki31^2,error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.del.epsilonPrim_symmetry</str> <arr> <str>79</str> </arr> <str>material.del.epsilonBis11</str> <arr> <str>2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31)</str> </arr> <str>material.del.epsilonBis21</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n12+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n22+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n32</str> </arr> <str>material.del.epsilonBis31</str> <arr> <str>comp1.mat2.rfi.n11*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki11*comp1.mat2.rfi.n13+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki21*comp1.mat2.rfi.n23+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki31*comp1.mat2.rfi.n33</str> </arr> <str>material.del.epsilonBis12</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31</str> </arr> <str>material.del.epsilonBis22</str> <arr> <str>2*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32)</str> </arr> <str>material.del.epsilonBis32</str> <arr> <str>comp1.mat2.rfi.n12*comp1.mat2.rfi.ki13+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n13+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki23+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n23+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki33+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n33</str> </arr> <str>material.del.epsilonBis13</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31</str> </arr> <str>material.del.epsilonBis23</str> <arr> <str>comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32</str> </arr> <str>material.del.epsilonBis33</str> <arr> <str>2*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33)</str> </arr> <str>material.del.epsilonBis_iso</str> <arr> <str>if(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31==0&amp;&amp;comp1.mat2.rfi.n12*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki12*comp1.mat2.rfi.n11+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki22*comp1.mat2.rfi.n21+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki32*comp1.mat2.rfi.n31==0&amp;&amp;2*(comp1.mat2.rfi.n12*comp1.mat2.rfi.ki12+comp1.mat2.rfi.n22*comp1.mat2.rfi.ki22+comp1.mat2.rfi.n32*comp1.mat2.rfi.ki32)==2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31)&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki11+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n11+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki21+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n21+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki31+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n31==0&amp;&amp;comp1.mat2.rfi.n13*comp1.mat2.rfi.ki12+comp1.mat2.rfi.ki13*comp1.mat2.rfi.n12+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki22+comp1.mat2.rfi.ki23*comp1.mat2.rfi.n22+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki32+comp1.mat2.rfi.ki33*comp1.mat2.rfi.n32==0&amp;&amp;2*(comp1.mat2.rfi.n13*comp1.mat2.rfi.ki13+comp1.mat2.rfi.n23*comp1.mat2.rfi.ki23+comp1.mat2.rfi.n33*comp1.mat2.rfi.ki33)==2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31),2*(comp1.mat2.rfi.n11*comp1.mat2.rfi.ki11+comp1.mat2.rfi.n21*comp1.mat2.rfi.ki21+comp1.mat2.rfi.n31*comp1.mat2.rfi.ki31),error('$base64:RmFpbGVkIHRvIGV2YWx1YXRlIGFuIGlzb3Ryb3BpYyB2 `YWx1ZSBvZiBhbiBhbmlzb3Ryb3BpYyB0ZW5zb3IAAAAAAAA='))</str> </arr> <str>material.del.epsilonBis_symmetry</str> <arr> <str>79</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> }<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>material.domain</str> <arr> <str>0</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> }<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>var</str> <arr> <str>material.domain</str> <arr> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>protected</str> <str>false</str> </rec> '<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopop1</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>standard</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> +<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopmaxop1</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>maximum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> +<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopminop1</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>minimum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> )<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopaveop1</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>average</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopop_all1</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>standard</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> !<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopmaxop_all1</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>maximum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> !<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopminop_all1</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>minimum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.gopaveop_all1</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>average</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> $<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.sum</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>standard</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> %<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.max</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>maximum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> %<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.min</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>minimum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> #<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.ave</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str>particleexists</str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>average</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.sum_all</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>standard</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.max_all</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>maximum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.min_all</str> <str>method</str> <str>integration</str> <str>axisym</str> <str>off</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>$NO$FRAME$</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>minimum</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elscalarop</str> <str>opname</str> <str>comp1.gop.ave_all</str> <str>method</str> <str>integration</str> <str>intorder</str> <str>0</str> <str>frame</str> <str>material</str> <str>axisym</str> <str>off</str> <str>cond</str> <str></str> <str>dynamicsubset</str> <str>off</str> <str>output</str> <str>average</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elmesh</str> <str>g</str> <arr> <str>0</str> </arr> <str>frame</str> <str>material</str> <str>geomdim</str> <arr> <arr> <rec> <str>qualname</str> <arr> <str>qualskewness</str> <str>qualmaxangle</str> <str>qual</str> <str>qualvollength</str> <str>qualcondition</str> <str>qualgrowth</str> <str>qualcurvedskewness</str> </arr> <str>sizename</str> <arr> <str>h</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed</str> </arr> <str>dvolname</str> <arr> <str>dvol0</str> </arr> <str>emetric2name</str> <arr> </arr> <str>tremetricname</str> <arr> </arr> <str>emetricinvname</str> <arr> </arr> <str>meshvolname</str> <arr> </arr> <str>detjacname</str> <arr> </arr> <str>reldetjacname</str> <arr> </arr> <str>reldetjacminname</str> <arr> </arr> <str>meshtypename</str> <arr> </arr> <str>meshelemname</str> <arr> </arr> <str>sshape</str> <arr> <arr> <str>vtx</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>1</str> </rec> <str>lvtx</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>1</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elglobal</str> <str>numberofdofsname</str> <str>numberofdofs</str> <str>istimesteppingname</str> <str>istimestepping</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elmesh</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>material</str> <str>geomdim</str> <arr> <arr> <rec> <str>qualname</str> <arr> <str>qualskewness</str> <str>qualmaxangle</str> <str>qual</str> <str>qualvollength</str> <str>qualcondition</str> <str>qualgrowth</str> <str>qualcurvedskewness</str> </arr> <str>sizename</str> <arr> <str>h</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed</str> </arr> <str>dvolname</str> <arr> <str>dvol</str> </arr> <str>emetric2name</str> <arr> <str>emetric2</str> </arr> <str>tremetricname</str> <arr> <str>tremetric</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol</str> </arr> <str>detjacname</str> <arr> <str>detjac</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin</str> </arr> <str>meshtypename</str> <arr> <str>meshtype</str> </arr> <str>meshelemname</str> <arr> <str>meshelement</str> </arr> <str>sshape</str> <arr> <arr> <str>vtx</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>lvtx</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness</str> <str>qualmaxangle</str> <str>qual</str> <str>qualvollength</str> <str>qualcondition</str> <str>qualgrowth</str> <str>qualcurvedskewness</str> </arr> <str>sizename</str> <arr> <str>h</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed</str> </arr> <str>dvolname</str> <arr> <str>dvol</str> </arr> <str>emetric2name</str> <arr> <str>emetric2</str> </arr> <str>tremetricname</str> <arr> <str>tremetric</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol</str> </arr> <str>detjacname</str> <arr> <str>detjac</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin</str> </arr> <str>meshtypename</str> <arr> <str>meshtype</str> </arr> <str>meshelemname</str> <arr> <str>meshelement</str> </arr> <str>sshape</str> <arr> <arr> <str>edg</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>ledg</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>edg2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness</str> <str>qualmaxangle</str> <str>qual</str> <str>qualvollength</str> <str>qualcondition</str> <str>qualgrowth</str> <str>qualcurvedskewness</str> </arr> <str>sizename</str> <arr> <str>h</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed</str> </arr> <str>dvolname</str> <arr> <str>dvol</str> </arr> <str>emetric2name</str> <arr> <str>emetric2</str> </arr> <str>tremetricname</str> <arr> <str>tremetric</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol</str> </arr> <str>detjacname</str> <arr> <str>detjac</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin</str> </arr> <str>meshtypename</str> <arr> <str>meshtype</str> </arr> <str>meshelemname</str> <arr> <str>meshelement</str> </arr> <str>sshape</str> <arr> <arr> <str>tri</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>quad</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>ltri</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>lquad</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>tri2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> <str>quad2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>X</str> <str>Y</str> </arr> <str>refframe</str> <str>geometry</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>equivmeshframe</str> <str>on</str> </rec> 1<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>var</str> <arr> <str>nXc</str> <str>nXgc</str> <str>nXcTX</str> <str>nXgcTXg</str> <str>nXcTY</str> <str>nXgcTYg</str> <str>nYc</str> <str>nYgc</str> <str>nYcTX</str> <str>nYgcTXg</str> <str>nYcTY</str> <str>nYgcTYg</str> </arr> </rec> </arr> </arr> </rec> V<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elmesh</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>spatial</str> <str>geomdim</str> <arr> <arr> <rec> <str>qualname</str> <arr> <str>qualskewness_spatial</str> <str>qualmaxangle_spatial</str> <str>qual_spatial</str> <str>qualvollength_spatial</str> <str>qualcondition_spatial</str> <str>qualgrowth_spatial</str> <str>qualcurvedskewness_spatial</str> </arr> <str>sizename</str> <arr> <str>h_spatial</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_spatial</str> </arr> <str>dvolname</str> <arr> <str>dvol_spatial</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_spatial</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_spatial</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_spatial</str> </arr> <str>detjacname</str> <arr> <str>detjac_spatial</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_spatial</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_spatial</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_spatial</str> </a `rr> <str>meshelemname</str> <arr> <str>meshelement_spatial</str> </arr> <str>sshape</str> <arr> <arr> <str>vtx</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>lvtx</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness_spatial</str> <str>qualmaxangle_spatial</str> <str>qual_spatial</str> <str>qualvollength_spatial</str> <str>qualcondition_spatial</str> <str>qualgrowth_spatial</str> <str>qualcurvedskewness_spatial</str> </arr> <str>sizename</str> <arr> <str>h_spatial</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_spatial</str> </arr> <str>dvolname</str> <arr> <str>dvol_spatial</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_spatial</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_spatial</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_spatial</str> </arr> <str>detjacname</str> <arr> <str>detjac_spatial</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_spatial</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_spatial</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_spatial</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_spatial</str> </arr> <str>sshape</str> <arr> <arr> <str>edg</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>ledg</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>edg2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness_spatial</str> <str>qualmaxangle_spatial</str> <str>qual_spatial</str> <str>qualvollength_spatial</str> <str>qualcondition_spatial</str> <str>qualgrowth_spatial</str> <str>qualcurvedskewness_spatial</str> </arr> <str>sizename</str> <arr> <str>h_spatial</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_spatial</str> </arr> <str>dvolname</str> <arr> <str>dvol_spatial</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_spatial</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_spatial</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_spatial</str> </arr> <str>detjacname</str> <arr> <str>detjac_spatial</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_spatial</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_spatial</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_spatial</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_spatial</str> </arr> <str>sshape</str> <arr> <arr> <str>tri</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>quad</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>ltri</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>lquad</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>tri2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> <str>quad2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>x</str> <str>y</str> </arr> <str>refframe</str> <str>material</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>equivmeshframe</str> <str>on</str> </rec> '<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>var</str> <arr> <str>nxc</str> <str>nXc</str> <str>nxcTx</str> <str>nXcTX</str> <str>nxcTy</str> <str>nXcTY</str> <str>nyc</str> <str>nYc</str> <str>nycTx</str> <str>nYcTX</str> <str>nycTy</str> <str>nYcTY</str> </arr> </rec> </arr> </arr> </rec> w<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elmesh</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>geometry</str> <str>geomdim</str> <arr> <arr> <rec> <str>qualname</str> <arr> <str>qualskewness_geometry</str> <str>qualmaxangle_geometry</str> <str>qual_geometry</str> <str>qualvollength_geometry</str> <str>qualcondition_geometry</str> <str>qualgrowth_geometry</str> <str>qualcurvedskewness_geometry</str> </arr> <str>sizename</str> <arr> <str>h_geometry</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_geometry</str> </arr> <str>dvolname</str> <arr> <str>dvol_geometry</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_geometry</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_geometry</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_geometry</str> </arr> <str>detjacname</str> <arr> <str>detjac_geometry</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_geometry</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_geometry</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_geometry</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_geometry</str> </arr> <str>sshape</str> <arr> <arr> <str>vtx</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> <str>lvtx</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness_geometry</str> <str>qualmaxangle_geometry</str> <str>qual_geometry</str> <str>qualvollength_geometry</str> <str>qualcondition_geometry</str> <str>qualgrowth_geometry</str> <str>qualcurvedskewness_geometry</str> </arr> <str>sizename</str> <arr> <str>h_geometry</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_geometry</str> </arr> <str>dvolname</str> <arr> <str>dvol_geometry</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_geometry</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_geometry</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_geometry</str> </arr> <str>detjacname</str> <arr> <str>detjac_geometry</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_geometry</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_geometry</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_geometry</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_geometry</str> </arr> <str>sshape</str> <arr> <arr> <str>edg</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> <str>ledg</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> <str>edg2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness_geometry</str> <str>qualmaxangle_geometry</str> <str>qual_geometry</str> <str>qualvollength_geometry</str> <str>qualcondition_geometry</str> <str>qualgrowth_geometry</str> <str>qualcurvedskewness_geometry</str> </arr> <str>sizename</str> <arr> <str>h_geometry</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_geometry</str> </arr> <str>dvolname</str> <arr> <str>dvol_geometry</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_geometry</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_geometry</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_geometry</str> </arr> <str>detjacname</str> <arr> <str>detjac_geometry</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_geometry</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_geometry</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_geometry</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_geometry</str> </arr> <str>sshape</str> <arr> <arr> <str>tri</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</`str> <str>mesh</str> </rec> <str>quad</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> <str>ltri</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> <str>lquad</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> <str>tri2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> <str>quad2</str> <rec> <str>type</str> <str>fixed_ref</str> <str>sorder</str> <str>0</str> <str>sdimdofs</str> <arr> <str>Xg</str> <str>Yg</str> </arr> <str>refframe</str> <str>mesh</str> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>equivmeshframe</str> <str>on</str> </rec> ;<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>var</str> <arr> <str>nXgc</str> <str>nXmc</str> <str>nXgcTXg</str> <str>nXmcTXm</str> <str>nXgcTYg</str> <str>nXmcTYm</str> <str>nYgc</str> <str>nYmc</str> <str>nYgcTXg</str> <str>nYmcTXm</str> <str>nYgcTYg</str> <str>nYmcTYm</str> </arr> </rec> </arr> </arr> </rec> 9<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elmesh</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>mesh</str> <str>geomdim</str> <arr> <arr> <rec> <str>qualname</str> <arr> <str>qualskewness_mesh</str> <str>qualmaxangle_mesh</str> <str>qual_mesh</str> <str>qualvollength_mesh</str> <str>qualcondition_mesh</str> <str>qualgrowth_mesh</str> <str>qualcurvedskewness_mesh</str> </arr> <str>sizename</str> <arr> <str>h_mesh</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_mesh</str> </arr> <str>dvolname</str> <arr> <str>dvol_mesh</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_mesh</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_mesh</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_mesh</str> </arr> <str>detjacname</str> <arr> <str>detjac_mesh</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_mesh</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_mesh</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_mesh</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_mesh</str> </arr> <str>sshape</str> <arr> <arr> <str>vtx</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>lvtx</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness_mesh</str> <str>qualmaxangle_mesh</str> <str>qual_mesh</str> <str>qualvollength_mesh</str> <str>qualcondition_mesh</str> <str>qualgrowth_mesh</str> <str>qualcurvedskewness_mesh</str> </arr> <str>sizename</str> <arr> <str>h_mesh</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_mesh</str> </arr> <str>dvolname</str> <arr> <str>dvol_mesh</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_mesh</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_mesh</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_mesh</str> </arr> <str>detjacname</str> <arr> <str>detjac_mesh</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_mesh</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_mesh</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_mesh</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_mesh</str> </arr> <str>sshape</str> <arr> <arr> <str>edg</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>ledg</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>edg2</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> <rec> <str>qualname</str> <arr> <str>qualskewness_mesh</str> <str>qualmaxangle_mesh</str> <str>qual_mesh</str> <str>qualvollength_mesh</str> <str>qualcondition_mesh</str> <str>qualgrowth_mesh</str> <str>qualcurvedskewness_mesh</str> </arr> <str>sizename</str> <arr> <str>h_mesh</str> </arr> <str>sizeinscribedname</str> <arr> <str>hinscribed_mesh</str> </arr> <str>dvolname</str> <arr> <str>dvol_mesh</str> </arr> <str>emetric2name</str> <arr> <str>emetric2_mesh</str> </arr> <str>tremetricname</str> <arr> <str>tremetric_mesh</str> </arr> <str>emetricinvname</str> <arr> <str>emetricinv</str> </arr> <str>meshvolname</str> <arr> <str>meshvol_mesh</str> </arr> <str>detjacname</str> <arr> <str>detjac_mesh</str> </arr> <str>reldetjacname</str> <arr> <str>reldetjac_mesh</str> </arr> <str>reldetjacminname</str> <arr> <str>reldetjacmin_mesh</str> </arr> <str>meshtypename</str> <arr> <str>meshtype_mesh</str> </arr> <str>meshelemname</str> <arr> <str>meshelement_mesh</str> </arr> <str>sshape</str> <arr> <arr> <str>tri</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>quad</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>ltri</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>lquad</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>tri2</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> <str>quad2</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>Xm$2</str> <str>Ym$2</str> </arr> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> <str>equivmeshframe</str> <str>on</str> <str>definelocalcoord</str> <str>on</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elcontshapevar</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>var</str> <arr> <str>nXmc</str> <arr> <str>nXmmesh</str> </arr> <str>nYmc</str> <arr> <str>nYmmesh</str> </arr> </arr> </rec> </arr> </arr> <str>lagorder</str> <str>2</str> <str>frame</str> <str>mesh</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elmesh</str> <str>g</str> <arr> <str>2</str> </arr> <str>frame</str> <str>material</str> <str>geomdim</str> <arr> <arr> <rec> <str>qualname</str> <arr> </arr> <str>sizename</str> <arr> </arr> <str>sizeinscribedname</str> <arr> </arr> <str>dvolname</str> <arr> <str>1</str> </arr> <str>emetric2name</str> <arr> </arr> <str>tremetricname</str> <arr> </arr> <str>emetricinvname</str> <arr> </arr> <str>meshvolname</str> <arr> </arr> <str>detjacname</str> <arr> </arr> <str>reldetjacname</str> <arr> </arr> <str>reldetjacminname</str> <arr> </arr> <str>meshtypename</str> <arr> </arr> <str>meshelemname</str> <arr> </arr> <str>sshape</str> <arr> <arr> <str>vtx</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>particleindex$2</str> </arr> </rec> <str>lvtx</str> <rec> <str>type</str> <str>fixed</str> <str>sorder</str> <str>2</str> <str>sdimdofs</str> <arr> <str>particleindex$2</str> </arr> </rec> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>equivmeshframe</str> <str>on</str> <str>definelocalcoord</str> <str>on</str> </rec> M<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elcurvature</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>material</str> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>curvnames</str> <arr> <str>curv</str> </arr> <str>tangnames</str> <arr> <arr> <str>tcurvX</str> <str>tcurvY</str> </arr> </arr> <str>normaldir</str> <arr> <str>normal</str> </arr> </rec> </arr> </arr> <str>method</str> <str>auto</str> </rec> T<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elcurvature</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>spatial</str> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>curvnames</str> <arr> <str>curv_spatial</str> </arr> <str>tangnames</str> <arr> <arr> <str>tcurvx</str> <str>tcurvy</str> </arr> </arr> <str>normaldir</str> <arr> <str>normal</str> </arr> </rec> </arr> </arr> <str>method</str> <str>auto</str> </rec> X<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elcurvature</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>geometry</str> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>curvnames</str> <arr> <str>curv_geometry</str> </arr> <str>tangnames</str> <arr> <arr> <str>tcurvXg</str> <str>tcurvYg</str> </arr> </arr> <str>normaldir</str> <arr> <str>normal</str> </arr> </rec> </arr> </arr> <str>method</str> <str>auto</str> </rec> P<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elcurvature</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>mesh</str> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>curvnames</str> <arr> <str>curv_mesh</str> </arr> <str>tangnames</str> <arr> <arr> <str>tcurvXm</str> <str>tcurvYm</str> </arr> </arr> <str>normaldir</str> <arr> <str>normal</str> </arr> </rec> </arr> </arr> <str>method</str> <str>auto</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elgeom</str> <str>g</str> <arr> <str>1</str> </arr> <str>frame</str> <str>mesh</str> <str>sorder</str> <str>2</str> <str>method</str> <str>Lenoir</str> </rec> $<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>all_obj_contrib</str> <str>0</str> <str>all_obj_contrib_nolsq</str> <str>0</str> <str>all_obj_sum</str> <str>0</str> <str>all_obj_min</str> <str>Inf</str> <str>all_obj_max</str> <str>-Inf</str> <str>all_obj_scaled_contrib</str> <str>0</str> <str>all_obj_scaled_contrib_nolsq</str> <str>0</str> <str>all_obj_scaled_sum</str> <str>0</str> <str>all_obj_scaled_min</str> <str>Inf</str> <str>all_obj_scaled_max</str> <str>-Inf</str> </arr> </rec> q<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elcontshapevar</str> <str>frame</str> <str>spatial</str> <str>lagorder</str> <str>2</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> <str>var</str> <arr> <str>comp1.sys1.nXc</str> <arr> <str>nX*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.nYc</str> <arr> <str>nY*comp1.sys1.nSign</str> </arr> <str>comp1.sys1.nZc</str> <arr> <str>0</str> </arr> </arr> </rec> </arr> </arr> </rec> s<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.spatial.R11</str> <str>comp1.spatial.R21</str> <str>comp1.spatial.R31</str> <str>comp1.spatial.R12</str> <str>comp1.spatial.R22</str> <str>comp1.spatial.R32</str> <str>comp1.spatial.R13</str> <str>comp1.spatial.R23</str> <str>comp1.spatial.R33</str> </arr> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>input</str> <arr> <arr> <str>comp1.spatial.F11</str> <str>comp1.spatial.F21</str> <str>comp1.spatial.F31</str> <str>comp1.spatial.F12</str> <str>comp1.spatial.F22</str> <str>comp1.spatial.F32</str> <str>comp1.spatial.F13</str> <str>comp1.spatial.F23</str> <str>comp1.spatial.F33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.spatial.R11</str> <str>comp1.spatial.R21</str> <str>comp1.spatial.R31</str> <str>comp1.spatial.R12</str> <str>comp1.spatial.R22</str> <str>comp1.spatial.R32</str> <str>comp1.spatial.R13</str> <str>comp1.spatial.R23</str> <str>comp1.spatial.R33</str> </arr> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>input</str> <arr> <arr> <str>comp1.spatial.F11</str> <str>comp1.spatial.F21</str> <str>comp1.spatial.F31</str> <str>comp1.spatial.F12</str> <str>comp1.spatial.F22</str> <str>comp1.spatial.F32</str> <str>comp1.spatial.F13</str> <str>comp1.spatial.F23</str> <str>comp1.spatial.F33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.spatial.R11</str> <str>comp1.spatial.R21</str> <str>comp1.spatial.R31</str> <str>comp1.spatial.R12</str> <str>comp1.spatial.R22</str> <str>comp1.spatial.R32</str> <str>comp1.spatial.R13</str> <str>comp1.spatial.R23</str> <str>comp1.spatial.R33</str> </arr> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>input</str> <arr> <arr> <str>comp1.spatial.F11</str> <str>comp1.spatial.F21</str> <str>comp1.spatial.F31</str> <str>comp1.spatial.F12</str> <str>comp1.spatial.F22</str> <str>comp1.spatial.F32</str> <str>comp1.spatial.F13</str> <str>comp1.spatial.F23</str> <str>comp1.spatial.F33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.spatial.invR11</str> <str>comp1.spatial.invR21</str> <str>comp1.spatial.invR31</str> <str>comp1.spatial.invR12</str> <str>comp1.spatial.invR22</str> <str>comp1.spatial.invR32</str> <str>comp1.spatial.invR13</str> <str>comp1.spatial.invR23</str> <str>comp1.spatial.invR33</str> </arr> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>input</str> <arr> <arr> <str>comp1.spatial.invF11</str> <str>comp1.spatial.invF21</str> <str>comp1.spatial.invF31</str> <str>comp1.spatial.invF12</str> <str>comp1.spatial.invF22</str> <str>comp1.spatial.invF32</str> <str>comp1.spatial.invF13</str> <str>comp1.spatial.invF23</str> <str>comp1.spatial.invF33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.spatial.invR11</str> <str>comp1.spatial.invR21</str> <str>comp1.spatial.invR31</str> <str>comp1.spatial.invR12</str> <str>comp1.spatial.invR22</str> <str>comp1.spatial.invR32</str> <str>comp1.spatial.invR13</str> <str>comp1.spatial.invR23</str> <str>comp1.spatial.invR33</str> </arr> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>input</str> <arr> <arr> <str>comp1.spatial.invF11</str> <str>comp1.spatial.invF21</str> <str>comp1.spatial.invF31</str> <str>comp1.spatial.invF12</str> <str>comp1.spatial.invF22</str> <str>comp1.spatial.invF32</str> <str>comp1.spatial.invF13</str> <str>comp1.spatial.invF23</str> <str>comp1.spatial.invF33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.spatial.invR11</str> <str>comp1.spatial.invR21</str> <str>comp1.spatial.invR31</str> <str>comp1.spatial.invR12</str> <str>comp1.spatial.invR22</str> <str>comp1.spatial.invR32</str> <str>comp1.spatial.invR13</str> <str>comp1.spatial.invR23</str> <str>comp1.spatial.invR33</str> </arr> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>input</str> <arr> <arr> <str>comp1.spatial.invF11</str> <str>comp1.spatial.invF21</str> <str>comp1.spatial.invF31</str> <str>comp1.spatial.invF12</str> <str>comp1.spatial.invF22</str> <str>comp1.spatial.invF32</str> <str>comp1.spatial.invF13</str> <str>comp1.spatial.invF23</str> <str>comp1.spat `ial.invF33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> </rec> x<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.material.R11</str> <str>comp1.material.R21</str> <str>comp1.material.R31</str> <str>comp1.material.R12</str> <str>comp1.material.R22</str> <str>comp1.material.R32</str> <str>comp1.material.R13</str> <str>comp1.material.R23</str> <str>comp1.material.R33</str> </arr> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>input</str> <arr> <arr> <str>comp1.material.F11</str> <str>comp1.material.F21</str> <str>comp1.material.F31</str> <str>comp1.material.F12</str> <str>comp1.material.F22</str> <str>comp1.material.F32</str> <str>comp1.material.F13</str> <str>comp1.material.F23</str> <str>comp1.material.F33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> x<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.material.R11</str> <str>comp1.material.R21</str> <str>comp1.material.R31</str> <str>comp1.material.R12</str> <str>comp1.material.R22</str> <str>comp1.material.R32</str> <str>comp1.material.R13</str> <str>comp1.material.R23</str> <str>comp1.material.R33</str> </arr> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>input</str> <arr> <arr> <str>comp1.material.F11</str> <str>comp1.material.F21</str> <str>comp1.material.F31</str> <str>comp1.material.F12</str> <str>comp1.material.F22</str> <str>comp1.material.F32</str> <str>comp1.material.F13</str> <str>comp1.material.F23</str> <str>comp1.material.F33</str> </arr> </arr> <str>ind</str> <arr> <arr> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.material.invR11</str> <str>comp1.material.invR21</str> <str>comp1.material.invR31</str> <str>comp1.material.invR12</str> <str>comp1.material.invR22</str> <str>comp1.material.invR32</str> <str>comp1.material.invR13</str> <str>comp1.material.invR23</str> <str>comp1.material.invR33</str> </arr> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>input</str> <arr> <arr> <str>comp1.material.invF11</str> <str>comp1.material.invF21</str> <str>comp1.material.invF31</str> <str>comp1.material.invF12</str> <str>comp1.material.invF22</str> <str>comp1.material.invF32</str> <str>comp1.material.invF13</str> <str>comp1.material.invF23</str> <str>comp1.material.invF33</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elsvdpolar</str> <str>matdim</str> <str>3</str> <str>rotation</str> <arr> <str>comp1.material.invR11</str> <str>comp1.material.invR21</str> <str>comp1.material.invR31</str> <str>comp1.material.invR12</str> <str>comp1.material.invR22</str> <str>comp1.material.invR32</str> <str>comp1.material.invR13</str> <str>comp1.material.invR23</str> <str>comp1.material.invR33</str> </arr> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <rec> <str>input</str> <arr> <arr> <str>comp1.material.invF11</str> <str>comp1.material.invF21</str> <str>comp1.material.invF31</str> <str>comp1.material.invF12</str> <str>comp1.material.invF22</str> <str>comp1.material.invF32</str> <str>comp1.material.invF13</str> <str>comp1.material.invF23</str> <str>comp1.material.invF33</str> </arr> </arr> <str>ind</str> <arr> <arr> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elparticle</str> <str>bndtype</str> <arr> <rec> <str>entities</str> <arr> <str>1</str> <str>2</str> <str>3</str> <str>4</str> <str>5</str> <str>6</str> <str>7</str> </arr> <str>type</str> <str>refraction</str> <str>refind</str> <str>real(comp1.gop.nref_local)</str> <str>reflectioncond</str> <str>0</str> <str>fallback</str> <str>disappear</str> <str>otherreinit</str> <arr> <str></str> <str>comp1.gop.matd1.r1t</str> <str>comp1.gop.matd1.r1t</str> <str>comp1.gop.matd1.I0t</str> <str>comp1.gop.matd1.snt1</str> <str>comp1.gop.matd1.snt2</str> <str>comp1.gop.matd1.snt3</str> <str>0</str> <str>comp1.gop.matd1.Q0t</str> </arr> <str>other</str> <arr> <str>comp1.gop.lambda0</str> <str>comp1.gop.matd1.r1r</str> <str>comp1.gop.matd1.r1r</str> <str>comp1.gop.matd1.I0r</str> <str>comp1.gop.matd1.snr1</str> <str>comp1.gop.matd1.snr2</str> <str>comp1.gop.matd1.snr3</str> <str>0</str> <str>comp1.gop.matd1.Q0r</str> </arr> </rec> </arr> <str>dominteraction</str> <arr> </arr> <str>release</str> <arr> <rec> <str>other</str> <arr> <rec> <str>type</str> <str>listofvalues</str> <str>otherarray</str> <arr> <str>4.0000000000000003E-7</str> <str>4.040404040404041E-7</str> <str>4.080808080808081E-7</str> <str>4.121212121212122E-7</str> <str>4.161616161616162E-7</str> <str>4.2020202020202026E-7</str> <str>4.2424242424242427E-7</str> <str>4.2828282828282833E-7</str> <str>4.3232323232323235E-7</str> <str>4.363636363636364E-7</str> <str>4.404040404040404E-7</str> <str>4.444444444444445E-7</str> <str>4.484848484848485E-7</str> <str>4.5252525252525257E-7</str> <str>4.565656565656566E-7</str> <str>4.6060606060606064E-7</str> <str>4.646464646464647E-7</str> <str>4.686868686868687E-7</str> <str>4.7272727272727273E-7</str> <str>4.767676767676768E-7</str> <str>4.808080808080809E-7</str> <str>4.848484848484849E-7</str> <str>4.888888888888889E-7</str> <str>4.92929292929293E-7</str> <str>4.96969696969697E-7</str> <str>5.01010101010101E-7</str> <str>5.05050505050505E-7</str> <str>5.090909090909092E-7</str> <str>5.131313131313132E-7</str> <str>5.171717171717172E-7</str> <str>5.212121212121212E-7</str> <str>5.252525252525253E-7</str> <str>5.292929292929293E-7</str> <str>5.333333333333333E-7</str> <str>5.373737373737375E-7</str> <str>5.414141414141415E-7</str> <str>5.454545454545455E-7</str> <str>5.494949494949495E-7</str> <str>5.535353535353535E-7</str> <str>5.575757575757576E-7</str> <str>5.616161616161616E-7</str> <str>5.656565656565658E-7</str> <str>5.696969696969698E-7</str> <str>5.737373737373738E-7</str> <str>5.777777777777778E-7</str> <str>5.818181818181818E-7</str> <str>5.858585858585859E-7</str> <str>5.898989898989899E-7</str> <str>5.93939393939394E-7</str> <str>5.979797979797981E-7</str> <str>6.020202020202021E-7</str> <str>6.060606060606061E-7</str> <str>6.101010101010101E-7</str> <str>6.141414141414141E-7</str> <str>6.181818181818182E-7</str> <str>6.222222222222223E-7</str> <str>6.262626262626264E-7</str> <str>6.303030303030304E-7</str> <str>6.343434343434344E-7</str> <str>6.383838383838384E-7</str> <str>6.424242424242424E-7</str> <str>6.464646464646464E-7</str> <str>6.505050505050506E-7</str> <str>6.545454545454546E-7</str> <str>6.585858585858587E-7</str> <str>6.626262626262627E-7</str> <str>6.666666666666667E-7</str> <str>6.707070707070707E-7</str> <str>6.747474747474747E-7</str> <str>6.787878787878789E-7</str> <str>6.828282828282829E-7</str> <str>6.86868686868687E-7</str> <str>6.90909090909091E-7</str> <str>6.94949494949495E-7</str> <str>6.98989898989899E-7</str> <str>7.03030303030303E-7</str> <str>7.07070707070707E-7</str> <str>7.111111111111112E-7</str> <str>7.151515151515152E-7</str> <str>7.191919191919193E-7</str> <str>7.232323232323233E-7</str> <str>7.272727272727273E-7</str> <str>7.313131313131313E-7</str> <str>7.353535353535353E-7</str> <str>7.393939393939395E-7</str> <str>7.434343434343435E-7</str> <str>7.474747474747476E-7</str> <str>7.515151515151516E-7</str> <str>7.555555555555556E-7</str> <str>7.595959595959596E-7</str> <str>7.636363636363636E-7</str> <str>7.676767676767677E-7</str> <str>7.717171717171718E-7</str> <str>7.757575757575758E-7</str> <str>7.797979797979799E-7</str> <str>7.838383838383839E-7</str> <str>7.878787878787879E-7</str> <str>7.919191919191919E-7</str> <str>7.95959595959596E-7</str> <str>8.000000000000001E-7</str> </arr> <str>assignorder</str> <str>-1</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>comp1.gop.relg1.r01</str> <str>assignorder</str> <str>3</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>comp1.gop.relg1.r01</str> <str>assignorder</str> <str>3</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>comp1.gop.relg1.I0</str> <str>assignorder</str> <str>3</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>comp1.gop.relg1.sn01</str> <str>assignorder</str> <str>3</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>comp1.gop.relg1.sn02</str> <str>assignorder</str> <str>3</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>comp1.gop.relg1.sn03</str> <str>assignorder</str> <str>3</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>0</str> <str>assignorder</str> <str>2</str> </rec> <rec> <str>type</str> <str>expression</str> <str>expression</str> <str>comp1.gop.relg1.Q0</str> <str>assignorder</str> <str>4</str> </rec> </arr> <str>time</str> <arr> <str>0</str> </arr> <str>posgrid</str> <arr> <arr> <str>0.5</str> </arr> <arr> <str>1.0</str> </arr> </arr> <str>allcombinations</str> <str>on</str> <str>releaseindex</str> <arr> </arr> <str>momentum</str> <arr> <str>comp1.gop.relg1.L0normx*comp1.gop.mp*comp1.gop.k0*real(comp1.gop.nref)</str> <str>comp1.gop.relg1.L0normy*comp1.gop.mp*comp1.gop.k0*real(comp1.gop.nref)</str> </arr> <str>searchdir</str> <arr> <str>comp1.gop.relg1.L0normx</str> <str>comp1.gop.relg1.L0normy</str> </arr> </rec> </arr> <str>domaccumulators</str> <arr> </arr> <str>nonlocalaccumulators</str> <arr> </arr> <str>contactsearches</str> <arr> </arr> <str>posdofs</str> <arr> <str>comp1.qx</str> <str>comp1.qy</str> </arr> <str>momdofs</str> <arr> <str>comp1.kx</str> <str>comp1.ky</str> </arr> <str>otherdofs</str> <arr> <str>comp1.gop.lambda0</str> <str>comp1.gop.r1</str> <str>comp1.gop.r1_init</str> <str>comp1.gop.I0</str> <str>comp1.gop.sn1</str> <str>comp1.gop.sn2</str> <str>comp1.gop.sn3</str> <str>comp1.gop.atten</str> <str>comp1.gop.Q0</str> </arr> <str>posequ</str> <arr> <str>if(particlestatus==1,comp1.gop.vgx,0)</str> <str>if(particlestatus==1,comp1.gop.vgy,0)</str> </arr> <str>momequ</str> <arr> <str>if(particlestatus==1,comp1.gop.dkdtx,0)</str> <str>if(particlestatus==1,comp1.gop.dkdty,0)</str> </arr> <str>otherequ</str> <arr> <str>0</str> <str>-comp1.gop.Vg</str> <str>0</str> <str>0</str> <str>0</str> <str>0</str> <str>0</str> <str>comp1.gop.attenCoeff</str> <str>0</str> </arr> <str>equtype</str> <str>firstorder</str> <str>pgeomtag</str> <str>pgeom_gop</str> <str>accuracyorder</str> <str>2</str> <str>maxsecondary</str> <str>0</str> <str>maxbounce</str> <str>1000</str> <str>treatunmeshedreleaseaserror</str> <str>on</str> <str>usegeometrynormals</str> <str>off</str> <str>usereleaseposoperators</str> <str>on</str> <str>entities</str> <arr> <str>1</str> <str>2</str> </arr> <str>exteriordomaingroups</str> <arr> <arr> <str>0</str> </arr> </arr> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> <str>2</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>protected</str> <str>false</str> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>0</str> </arr> </arr> <str>var</str> <arr> <str>comp1.gop.nref_local</str> <arr> <str>comp1.gop.op1.next</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elvar</str> <str>g</str> <arr> <str>1</str> </arr> <str>protected</str> <str>false</str> <str>geomdim</str> <arr> <arr> <arr> </arr> <arr> </arr> <rec> <str>ind</str> <arr> <arr> <str>0</str> </arr> </arr> <str>var</str> <arr> <str>comp1.gop.attenExtinction</str> <arr> <str>0</str> </arr> <str>comp1.gop.attenScattering</str> <arr> <str>0</str> </arr> <str>comp1.gop.attenAbsorption</str> <arr> <str>0</str> </arr> </arr> </rec> </arr> </arr> </rec> }<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elmatent</str> <str>name</str> <str>material.entity</str> <str>g</str> <arr> <str>1</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>3</str> <str>6</str> </arr> <arr> <str>1</str> <str>4</str> </arr> <arr> <str>2</str> <str>5</str> </arr> </arr> </rec> <rec> <str>ind</str> <arr> <arr> <str>3</str> <str>5</str> <str>7</str> </arr> <arr> <str>1</str> <str>2</str> <str>6</str> </arr> <arr> <str>4</str> </arr> </arr> </rec> <rec> <str>ind</str> <arr> <arr> <str>2</str> </arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.lambda0</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.r1</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.r1_init</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.I0</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.sn1</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.sn2</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.sn3</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <ar `r> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.atten</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.gop.Q0</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.qx</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.qy</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.kx</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elshape</str> <str>g</str> <arr> <str>2</str> </arr> <str>tvars</str> <str>on</str> <str>implicitbmtypes</str> <str>on</str> <str>geomdim</str> <arr> <arr> <rec> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> <str>use</str> <arr> <str></str> </arr> <str>shelem</str> <rec> <str>default</str> <arr> <arr> <str>shdisc</str> <rec> <str>basename</str> <str>comp1.ky</str> <str>mdim</str> <str>0</str> <str>order</str> <str>0</str> <str>frame</str> <arr> <str>material</str> </arr> <str>declare</str> <arr> <str>true</str> </arr> <str>valuetype</str> <str>real</str> </rec> </arr> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </arr> </rec> c<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elgpspec</str> <str>g</str> <arr> <str>1</str> <str>2</str> </arr> <str>geom</str> <arr> <rec> <str>ep</str> <rec> <str>default</str> <arr> <str>1</str> <str>1</str> <str>1</str> <str>1</str> <str>1</str> <str>1</str> <str>1</str> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> <rec> <str>ep</str> <rec> <str>default</str> <arr> <str>1</str> <str>1</str> <str>1</str> <str>1</str> <str>1</str> <str>1</str> <str>1</str> </arr> <str>case</str> <arr> </arr> <str>mind</str> <arr> </arr> </rec> </rec> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>eleqw</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>coeff</str> <arr> <arr> <str>test(comp1.gop.lambda0)*comp1.gop.lambda0t</str> </arr> </arr> <str>ipoints</str> <arr> <arr> <str>1</str> </arr> </arr> <str>dvolname</str> <arr> <arr> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>assemcase</str> <str>0</str> </rec> 9<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>eleqw</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>coeff</str> <arr> <arr> <str>test(comp1.gop.r1)*(comp1.gop.r1t+comp1.gop.Vg)</str> <str>test(comp1.gop.r1_init)*comp1.gop.r1_initt</str> </arr> </arr> <str>ipoints</str> <arr> <arr> <str>1</str> <str>1</str> </arr> </arr> <str>dvolname</str> <arr> <arr> <str>1</str> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>assemcase</str> <str>0</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>eleqw</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>coeff</str> <arr> <arr> <str>test(comp1.gop.I0)*comp1.gop.I0t</str> </arr> </arr> <str>ipoints</str> <arr> <arr> <str>1</str> </arr> </arr> <str>dvolname</str> <arr> <arr> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>assemcase</str> <str>0</str> </rec> l<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>eleqw</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>coeff</str> <arr> <arr> <str>test(comp1.gop.sn1)*comp1.gop.sn1t</str> <str>test(comp1.gop.sn2)*comp1.gop.sn2t</str> <str>test(comp1.gop.sn3)*comp1.gop.sn3t</str> </arr> </arr> <str>ipoints</str> <arr> <arr> <str>1</str> <str>1</str> <str>1</str> </arr> </arr> <str>dvolname</str> <arr> <arr> <str>1</str> <str>1</str> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>assemcase</str> <str>0</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>eleqw</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>coeff</str> <arr> <arr> <str>test(comp1.gop.atten)*(comp1.gop.attent-comp1.gop.attenCoeff)</str> </arr> </arr> <str>ipoints</str> <arr> <arr> <str>1</str> </arr> </arr> <str>dvolname</str> <arr> <arr> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>assemcase</str> <str>0</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>eleqw</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>coeff</str> <arr> <arr> <str>test(comp1.gop.Q0)*comp1.gop.Q0t</str> </arr> </arr> <str>ipoints</str> <arr> <arr> <str>1</str> </arr> </arr> <str>dvolname</str> <arr> <arr> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>assemcase</str> <str>0</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>eleqw</str> <str>g</str> <arr> <str>2</str> </arr> <str>geomdim</str> <arr> <arr> <rec> <str>coeff</str> <arr> <arr> <str>test(comp1.qx)*(-comp1.qxt+comp1.gop.vgx)</str> <str>test(comp1.qy)*(-comp1.qyt+comp1.gop.vgy)</str> <str>test(comp1.kx)*(-comp1.kxt+comp1.gop.dkdtx)</str> <str>test(comp1.ky)*(-comp1.kyt+comp1.gop.dkdty)</str> </arr> </arr> <str>ipoints</str> <arr> <arr> <str>1</str> <str>1</str> <str>1</str> <str>1</str> </arr> </arr> <str>dvolname</str> <arr> <arr> <str>1</str> <str>1</str> <str>1</str> <str>1</str> </arr> </arr> <str>ind</str> <arr> <arr> <str>1</str> </arr> </arr> </rec> </arr> </arr> <str>assemcase</str> <str>0</str> </rec> Z<?xml version="1.0" encoding="UTF-8"?> <rec> <str>elemaux</str> <str>elevent</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>unit_s_cf</str> <str>1</str> <str>unit_rad_cf</str> <str>1</str> <str>unit_K_cf</str> <str>1</str> <str>unit_J_cf</str> <str>1</str> <str>unit_m_cf</str> <str>1</str> <str>unit_C_cf</str> <str>1</str> <str>unit_atm_cf</str> <str>101325</str> <str>unit_kg_cf</str> <str>1</str> <str>unit_mol_cf</str> <str>1</str> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>unit_nm_cf</str> <str>1.0E-9</str> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elconst</str> <str>var</str> <arr> <str>unit_um_cf</str> <str>1.0E-6</str> <str>unit_W_cf</str> <str>1</str> </arr> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elinline</str> <str>name</str> <str>sqrteps</str> <str>args</str> <arr> <str>sqrteps__x__internalArgument</str> </arr> <str>expr</str> <str>sqrt(sqrteps__x__internalArgument)</str> <str>dexpr</str> <arr> <str>0.5/sqrt(sqrteps__x__internalArgument+eps)</str> </arr> <str>complex</str> <str>false</str> <str>linear</str> <str>false</str> </rec> <?xml version="1.0" encoding="UTF-8"?> <rec> <str>elem</str> <str>elinline</str> <str>name</str> <str>poweps</str> <str>args</str> <arr> <str>poweps__x__internalArgument</str> <str>poweps__n__internalArgument</str> </arr> <str>expr</str> <str>poweps__x__internalArgument^poweps__n__internalArgument</str> <str>dexpr</str> <arr> <str>if(poweps__n__internalArgument&lt;1, poweps__n__internalArgument*(poweps__x__internalArgument+eps)^(poweps__n__internalArgument-1), poweps__n__internalArgument*poweps__x__internalArgument^(poweps__n__internalArgument-1))</str> <str>log(poweps__x__internalArgument)*poweps__x__internalArgument^poweps__n__internalArgument</str> </arr> <str>complex</str> <str>false</str> <str>linear</str> <str>false</str> </rec> %d$comp1.gop.lambda0 comp1.gop.r comp1.gop.I0 comp1.gop.scomp1.gop.atten comp1.gop.Q0 comp1.qgop comp1.kgopcomp1.gop.lambda0 comp1.gop.r1comp1.gop.r1_init comp1.gop.I0 comp1.gop.sn1 comp1.gop.sn2 comp1.gop.sn3comp1.gop.atten comp1.gop.Q0comp1.qxcomp1.qycomp1.kxcomp1.ky comp1.gop.I0 comp1.gop.Q0comp1.gop.attencomp1.gop.lambda0 comp1.gop.r1comp1.gop.r1_init comp1.gop.sn1 comp1.gop.sn2 comp1.gop.sn3comp1.kxcomp1.kycomp1.qxcomp1.qy  ?ls(0)?ls(2)6  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEGHIJKMNOPQRSTUVWZ[\]^_`abefhijklmnopqrsz{|}~   !"#$%&'()*+,-./:;<=?@JKLMNOPQRSTUVWXYZdefgstuvwxyz{|}~66?ls(2)6FLXYcdgtuvwxy   0123456789>ABCDEFGHI[\]^_`abchijklmnopqr      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijk66?ls(1)  !$'*-159<??comp1.sys1.nXc@ElContShapeVarcomp1.sys1.nXc@ElContShapeVar?comp1.sys1.nXc@ElContShapeVar?comp1.sys1.nYc@ElContShapeVarcomp1.sys1.nYc@ElContShapeVar?comp1.sys1.nYc@ElContShapeVar?comp1.sys1.nZc@ElContShapeVarcomp1.sys1.nZc@ElContShapeVar?comp1.sys1.nZc@ElContShapeVar?nXmc@ElContShapeVarnXmc@ElContShapeVar?nXmc@ElContShapeVar?nYmc@ElContShapeVarnYmc@ElContShapeVar?nYmc@ElContShapeVar?comp1.sys1.nXc@ElContShapeVarcomp1.sys1.nYc@ElContShapeVarcomp1.sys1.nZc@ElContShapeVarnXmc@ElContShapeVarnYmc@ElContShapeVar  !"#$%&'()*+,-./0123456789:;<=>? @A -7AUisFZx,6^|0Xv(2<Pdn#K_} 1;c 5]{A .8BVjtG[y-7_} 1Yw)3=Qeo$L`~ 2<d6^|A /9CWku H\z.8`~ 2Zx*4>Rfp%Ma 3=e7_}A 0:DXlv!I]{/9a 3[y+5?Sgq&Nb 4>f8`~A1;EYmw"J^|0:b 4\z ,6@Thr'Oc 5?g9aA  #%'139;CIOU[cksx $&(24:<DJPV\dltyC?ls(1)"%(+.26:=?ACEGIK>@BDFHJL??comp1.sys1.nXc@ElContShapeVarcomp1.sys1.nXc@ElContShapeVar?comp1.sys1.nXc@ElContShapeVar?comp1.sys1.nYc@ElContShapeVarcomp1.sys1.nYc@ElContShapeVar?comp1.sys1.nYc@ElContShapeVar?comp1.sys1.nZc@ElContShapeVarcomp1.sys1.nZc@ElContShapeVar?comp1.sys1.nZc@ElContShapeVar?nXmc@ElContShapeVarnXmc@ElContShapeVar?nXmc@ElContShapeVar?nYmc@ElContShapeVarnYmc@ElContShapeVar?nYmc@ElContShapeVar?comp1.sys1.nXc@ElContShapeVarcomp1.sys1.nYc@ElContShapeVarcomp1.sys1.nZc@ElContShapeVarnXmc@ElContShapeVarnYmc@ElContShapeVar  !"#$%&'()*+,-./0123456789:;<=> ?@AEO?g@Jh:b  mAFP@hAKi;c !nAGQAi BLj<d"oA HRBj CMk=e#pA!ISCk DNl>f$qA *,.6>@FLRX^fnv{|)+-5=?EKQW]emuz~}Fx?ls(1) #&),/03478;??comp1.sys1.nXc@ElContShapeVarcomp1.sys1.nXc@ElContShapeVar?comp1.sys1.nXc@ElContShapeVar?comp1.sys1.nYc@ElContShapeVarcomp1.sys1.nYc@ElContShapeVar?comp1.sys1.nYc@ElContShapeVar?comp1.sys1.nZc@ElContShapeVarcomp1.sys1.nZc@ElContShapeVar?comp1.sys1.nZc@ElContShapeVar?nXmc@ElContShapeVarnXmc@ElContShapeVar?nXmc@ElContShapeVar?nYmc@ElContShapeVarnYmc@ElContShapeVar?nYmc@ElContShapeVar?comp1.sys1.nXc@ElContShapeVarcomp1.sys1.nYc@ElContShapeVarcomp1.sys1.nZc@ElContShapeVarnXmc@ElContShapeVarnYmc@ElContShapeVar  'Yw!+IS"Tr&DNlq(Zx",JT#Us'EOmr)[y#-KU$Vt(FPns*\z$.LV%Wu)GQot+]{%/MW&Xv *HRpu"08BHNTZ`bhjpr!/7AGMSY_agioqwx?ls(0)?ls(0)?ls(0)?ls(0)d  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcd comp1.gop.I0 comp1.gop.Q0comp1.gop.attencomp1.gop.lambda0 comp1.gop.r1comp1.gop.r1_init comp1.gop.sn1 comp1.gop.sn2 comp1.gop.sn3comp1.kx comp1.ky comp1.qx comp1.qy  comp1.gop.I0 comp1.gop.Q0comp1.gop.attencomp1.gop.lambda0 comp1.gop.r1comp1.gop.r1_init comp1.gop.sn1 comp1.gop.sn2 comp1.gop.sn3comp1.kxcomp1.kycomp1.qxcomp1.qy d  d  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abc d '4AN[hu+8ER_ly"/<IVcp} &3@MZgt*7DQ^kxd(5BO\iv,9FS`mz #0=JWdq~ '4AN[hu+8ER_lyd)6CP]jw -:GTan{ $1>KXer(5BO\iv,9FS`mz d*7DQ^kx!.;HUbo| %2?LYfs)6CP]jw -:GTan{ d+8ER_ly"/<IVcp} &3@MZgt*7DQ^kx!.;HUbo| d,9FS`mz #0=JWdq~ '4AN[hu+8ER_ly"/<IVcp} d -:GTan{ $1>KXer(5BO\iv,9FS`mz #0=JWdq~ d!.;HUbo| %2?LYfs)6CP]jw -:GTan{ $1>KXerd"/<IVcp} &3@MZgt*7DQ^kx!.;HUbo| %2?LYfsd #0=JWdq~ '4AN[hu+8ER_ly"/<IVcp} &3@MZgtd $1>KXer(5BO\iv,9FS`mz #0=JWdq~ '4AN[hud %2?LYfs)6CP]jw -:GTan{ $1>KXer(5BO\ivd &3@MZgt*7DQ^kx!.;HUbo| %2?LYfs)6CP]jw d  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abc%)PKΉlOPKJnXgeommanager1.mphbinkR0obj GeomManagerd0`< d0`<UPK|=opkPKJnXsolution1.mphbin sSOLUTION:16[0]objSolutiontstoNV=NV=8=NV=DŽ"=8=d =NV=峪8O=DŽ"=^ 6=8==d >Y1>NV>穽C{>峪8O>佗->DŽ">q>^ 6 >KW\ >8 >%& > > >d >m_c>Y1>ZT>NV>$GI3>穽C{>.4>>峪8O>8!34>佗->B(kY>DŽ">L~>q>V;>^ 6>`>KW\>j >8>tr>%&>~9>>وB_> >ؒvϪ>d >l1b U >m_c >jS\ >Y1!>iWqz!>ZT!>i]Q% ">NV">h Lٟ">$GI3">hgF2#>穽C{#>g@A#>.4>$>fqo;W$>峪8O$>e5$>8!34%>d{\0]}%>佗-%>d*&>B(kY&>cI%Ţ&>DŽ"&>c y5'>L~'>b6-'>q(>aZ(>V;(>`#(>^ 6)>_ I)>`)>_*>KW\*>^(*>j *>^d8+>8+>\2t+>tr,>[],>%&,>[~9->Z4->->ZFN.>وB_.>Yל.> .>XP;P;/>ؒvϪ/>oo  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmn$solblock0_6095777210844230656.mphbin#solution11302406873310116019.mphbin(solutionstatic2670437122549334914.mphbin  Time PK֖y% PKJnXsolutionstatic1.mphbinHSOLUTIONSTATIC:16[0]objSolutionStatic   !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~     PKKPKJnXsolutionblock1.mphbinobj SolutionBlock oo@@{Gz?Iך>yX۠AyX۠A hm??@@{Gz?&E}\>yX۠AyX۠A Tt4m??@@{Gz?m_b>yX۠AyX۠AO^m??@@{Gz?UB0>yX۠AyX۠A/M%Qm??@@{Gz?*$>yX۠AyX۠A( l??@@{Gz?f3>yX۠AyX۠A3=(l??@@{Gz?tmx>yX۠AyX۠Aս?l??@@{Gz?QGw׽>yX۠AyX۠A2 fk??@@{Gz?-A>yX۠AyX۠Artk??@@{Gz? H>yX۠AyX۠AȆʾvk??@@{Gz?ct>yX۠AyX۠A 7>6k??@@{Gz?˜Vӝ>yX۠AyX۠A#j??@@{Gz?!!9>yX۠AyX۠AMuj??@@{Gz?|S^>yX۠AyX۠A{j??@@{Gz?X1>yX۠AyX۠A}?j??@@{Gz?5>&>yX۠AyX۠A޿j??@@{Gz?BÐ.>yX۠AyX۠A'Ipi??@@{Gz?ʥs>yX۠AyX۠Acݑi??@@{Gz?ZSd>yX۠AyX۠A1Yi??@@{Gz?j>yX۠AyX۠Aם>^"i??@@{Gz?B &">yX۠AyX۠A.h??@@{Gz?;D>yX۠AyX۠A5Fh??@@{Gz?k: g>yX۠AyX۠A I>`h??@@{Gz?~:>yX۠AyX۠A+=Oh??@@{Gz?ﬠ>yX۠AyX۠AiZVh??@@{Gz?iݤϠ>yX۠AyX۠AKfg??@@{Gz?(KY>yX۠AyX۠A]g??@@{Gz?FX>yX۠AyX۠AsdZg??@@{Gz?Ӱ7>yX۠AyX۠ArZg??@@{Gz?"xZ>yX۠AyX۠A0,g??@@{Gz?[-}>yX۠AyX۠A=4f??@@{Gz?⟡>yX۠AyX۠ADEf??@@{Gz?mEu¡>yX۠AyX۠A^[:Vf??@@{Gz?t(gL>yX۠AyX۠AHGnmxf??@@{Gz?JlX>yX۠AyX۠AJ6-Mf??@@{Gz?ӰI*>yX۠AyX۠AQ!"f??@@{Gz?&:kM>yX۠AyX۠Ame??@@{Gz?29, p>yX۠AyX۠A[(=e??@@{Gz?b}Ւ>yX۠AyX۠A|>|e??@@{Gz?q>yX۠AyX۠ADyX۠AyX۠Ay1¼Ve??@@{Gz?NI>yX۠AyX۠Av`/e??@@{Gz?>yX۠AyX۠A]o@ e??@@{Gz?*O]@>yX۠AyX۠AQfSd??@@{Gz?~c>yX۠AyX۠AVߠd??@@{Gz?ZDž>yX۠AyX۠Ad??@@{Gz?uݞ|>yX۠AyX۠Ajtd??@@{Gz? 1ˣ>yX۠AyX۠A](EPd??@@{Gz?Q<'>yX۠AyX۠AO r-d??@@{Gz?kk{>yX۠AyX۠Ab9 d??@@{Gz?.lP3>yX۠AyX۠ATc??@@{Gz?]V>yX۠AyX۠A8"c??@@{Gz? 7Ox>yX۠AyX۠A͜c??@@{Gz?x)|@o>yX۠AyX۠AF揇c??@@{Gz?X1$>yX۠AyX۠Au3nbc??@@{Gz?U#>yX۠AyX۠A>^ Bc??@@{Gz?ķH>yX۠AyX۠Aoۄ"c??@@{Gz?2C&>yX۠AyX۠Adwdpc??@@{Gz?H>yX۠AyX۠ADob??@@{Gz?Fk>yX۠AyX۠ArEmb??@@{Gz?|uYa>yX۠AyX۠A~b??@@{Gz?ꤝ>yX۠AyX۠Aib??@@{Gz?Yӥ>yX۠AyX۠A;Flb??@@{Gz?&>yX۠AyX۠ADY)Ob??@@{Gz?63j5>yX۠AyX۠AB}mh2b??@@{Gz?b;>yX۠AyX۠Aeb??@@{Gz?^>yX۠AyX۠Am>a??@@{Gz?6rT>yX۠AyX۠AF8a??@@{Gz?zc >yX۠AyX۠A"Ka??@@{Gz?] TƦ>yX۠AyX۠AVça??@@{Gz?OFs>yX۠AyX۠A`Ia??@@{Gz?:G7( >yX۠AyX۠A|Sra??@@{Gz?(.>yX۠AyX۠AvVxXa??@@{Gz?Q>yX۠AyX۠AƭNm>a??@@{Gz?  Gt>yX۠AyX۠AA"%a??@@{Gz?yX۠AyX۠AB. a??@@{Gz?`l>yX۠AyX۠A` g`??@@{Gz?ϛeܧ>yX۠AyX۠Av*R`??@@{Gz?=$>yX۠AyX۠A:i>`??@@{Gz?h!>yX۠AyX۠AZ)`oة`??@@{Gz?*D>yX۠AyX۠Aٳ`??@@{Gz?Y9g>yX۠AyX۠A$yrz`??@@{Gz?5>yX۠AyX۠ASZ $c`??@@{Gz?dy>yX۠AyX۠A 1L`??@@{Gz?wXϨ>yX۠AyX۠As J5`??@@{Gz?Ai >yX۠AyX۠A-`??@@{Gz?FFZ>yX۠AyX۠Ayao`??@@{Gz?vKw7>yX۠AyX۠A,e_??@@{Gz?<,Z>yX۠AyX۠An#_??@@{Gz?.|>yX۠AyX۠A T_??@@{Gz?hW>yX۠AyX۠A, 0#c_??@@{Gz?3K©>yX۠AyX۠A=8_??@@{Gz?Ec>yX۠AyX۠A#_??@@{Gz?#>yX۠AyX۠Aף^??@@{Gz?"gi*>yX۠AyX۠AI*^??@@{Gz?M>yX۠AyX۠A2n ^??@@{Gz? o>yX۠AyX۠Ak^??@@{Gz?lP4>yX۠AyX۠Ao+D^??@@{Gz?x=>yX۠AyX۠AV@c^??@@{Gz?Iת>yX۠AyX۠A h]??@@yGz?Iך>atX۠AyX۠A hm?Gz?@@yGz?%E}\>atX۠AyX۠A Tt4m?Gz?@@yGz?m_b>atX۠AyX۠AO^m?Gz?@@yGz?UB0>atX۠AyX۠A.M%Qm?Gz?@@yGz?*$>atX۠AyX۠A( l?Gz?@@yGz?f3>atX۠AyX۠A3=(l?Gz?@@yGz?tmx>atX۠AyX۠Aս?l?Gz?@@yGz?KGw׽>atX۠AyX۠A2 fk?Gz?@@yGz?*A>atX۠AyX۠Artk?Gz?@@yGz? H>atX۠AyX۠AȆʾvk?Gz?@@yGz?ct>atX۠AyX۠A 7>6k?Gz?@@yGz?˜Vӝ>atX۠AyX۠A#j?Gz?@@yGz?!!9>atX۠AyX۠AMuj?Gz?@@yGz?zS^>atX۠AyX۠A{j?Gz?@@yGz?X1>atX۠AyX۠A}?j?Gz?@@yGz?5>&>atX۠AyX۠A޿j?Gz?@@yGz?BÐ.>atX۠AyX۠A'Ipi?Gz?@@yGz?ʥs>atX۠AyX۠Acݑi?Gz?@@yGz?ZSd>atX۠AyX۠A1Yi?Gz?@@yGz?j>atX۠AyX۠Aם>^"i?Gz?@@yGz?B &">atX۠AyX۠A.h?Gz?@@yGz?;D>atX۠AyX۠A5Fh?Gz?@@yGz?k: g>atX۠AyX۠AI>`h?Gz?@@yGz?~:>atX۠AyX۠A+=Oh?Gz?@@yGz?ﬠ>atX۠AyX۠AiZVh?Gz?@@yGz?iݤϠ>atX۠AyX۠AKfg?Gz?@@yGz?(KY>atX۠AyX۠A]g?Gz?@@yGz?FX>atX۠AyX۠AsdZg?Gz?@@yGz?Ӱ7>atX۠AyX۠ArZg?Gz?@@yGz?"xZ>atX۠AyX۠A0,g?Gz?@@yGz?[-}>atX۠AyX۠A=4f?Gz?@@yGz?⟡>atX۠AyX۠ADEf?Gz?@@yGz?mEu¡>atX۠AyX۠A^[:Vf?Gz?@@yGz?t(gL>atX۠AyX۠AHGnmxf?Gz?@@yGz?JlX>atX۠AyX۠AJ6-Mf?Gz?@@yGz?ӰI*>atX۠AyX۠AQ!"f?Gz?@@yGz?&:kM>atX۠AyX۠Ame?Gz?@@yGz?29, p>atX۠AyX۠A[(=e?Gz?@@yGz?b}Ւ>atX۠AyX۠A|>|e?Gz?@@yGz?q>atX۠AyX۠ADatX۠AyX۠Ay1¼Ve?Gz?@@yGz?NI>atX۠AyX۠Av`/e?Gz?@@yGz?>atX۠AyX۠A]o@ e?Gz?@@yGz?*O]@>atX۠AyX۠AQfSd?Gz?@@yGz?~c>atX۠AyX۠AVߠd?Gz?@@yGz?ZDž>atX۠AyX۠Ad?Gz?@@yGz?uݞ|>atX۠AyX۠Ajtd?Gz?@@yGz? 1ˣ>atX۠AyX۠A](EPd?Gz?@@yGz?Q<'>atX۠AyX۠AO r-d?Gz?@@yGz?kk{>atX۠AyX۠Ab9 d?Gz?@@yGz?.lP3>atX۠AyX۠ATc?Gz?@@yGz?]V>atX۠AyX۠A8"c?Gz?@@yGz? 7Ox>atX۠AyX۠A͜c?Gz?@@yGz?x)|@o>atX۠AyX۠AF揇c?Gz?@@yGz?X1$>atX۠AyX۠Aw3nbc?Gz?@@yGz?U#>atX۠AyX۠A>^ Bc?Gz?@@yGz?ķH>atX۠AyX۠Aoۄ"c?Gz?@@yGz?2C&>atX۠AyX۠Adwdpc?Gz?@@yGz?H>atX۠AyX۠ADob?Gz?@@yGz?Fk>atX۠AyX۠ArEmb?Gz?@@yGz?xuYa>atX۠AyX۠A~b?Gz?@@yGz?ꤝ>atX۠AyX۠Akb?Gz?@@yGz?Yӥ>atX۠AyX۠A;Flb?Gz?@@yGz?&>atX۠AyX۠ABY)Ob?Gz?@@yGz?63j5>atX۠AyX۠AB}mh2b?Gz?@@yGz?b;>atX۠AyX۠Aeb?Gz?@@yGz?^>atX۠AyX۠Am>a?Gz?@@yGz?6rT>atX۠AyX۠AF8a?Gz?@@yGz?zc >atX۠AyX۠A"Ka?Gz?@@yGz?[ TƦ>atX۠AyX۠AVça?Gz?@@yGz?OFs>atX۠AyX۠A`Ia?Gz?@@yGz?:G7( >atX۠AyX۠A|Sra?Gz?@@yGz?(.>atX۠AyX۠AvVxXa?Gz?@@yGz?Q>atX۠AyX۠AƭNm>a?Gz?@@yGz?  Gt>atX۠AyX۠AA"%a?Gz?@@yGz?atX۠AyX۠AB. a?Gz?@@yGz?`l>atX۠AyX۠A` g`?Gz?@@yGz?̛eܧ>atX۠AyX۠Av*R`?Gz?@@yGz?:$>atX۠AyX۠A:i>`?Gz?@@yGz?h!>atX۠AyX۠AZ)`oة`?Gz?@@yGz?*D>atX۠AyX۠Aٳ`?Gz?@@yGz?Y9g>atX۠AyX۠A$yrz`?Gz?@@yGz?5>atX۠AyX۠ASZ $c`?Gz?@@yGz?by>atX۠AyX۠A 1L`?Gz?@@yGz?wXϨ>atX۠AyX۠As J5`?Gz?@@yGz?Ai >atX۠AyX۠A-`?Gz?@@yGz?FFZ>atX۠AyX۠Ayao`?Gz?@@yGz?vKw7>atX۠AyX۠A*e_?Gz?@@yGz?<,Z>atX۠AyX۠An#_?Gz?@@yGz?.|>atX۠AyX۠A T_?Gz?@@yGz?hW>atX۠AyX۠A, 0#c_?Gz?@@yGz?3K©>atX۠AyX۠A=8_?Gz?@@yGz?Ec>atX۠AyX۠A#_?Gz?@@yGz?#>atX۠AyX۠Aף^?Gz?@@yGz?"gi*>atX۠AyX۠AI*^?Gz?@@yGz?M>atX۠AyX۠A0n ^?Gz?@@yGz? o>atX۠AyX۠Ak^?Gz?@@yGz?lP4>atX۠AyX۠Ao+D^?Gz?@@yGz?x=>atX۠AyX۠AV@c^?Gz?@@yGz?Iת>atX۠AyX۠A h]?Gz?@@yGz?Iך>.CoX۠AyX۠A hm?U(\?@@yGz?%E}\>.CoX۠AyX۠A Tt4m?U(\?@@yGz?m_b>.CoX۠AyX۠AO^m?U(\?@@yGz?UB0>.CoX۠AyX۠A.M%Qm?U(\?@@yGz?*$>.CoX۠AyX۠A( l?U(\?@@yGz?f3>.CoX۠AyX۠A3=(l?U(\?@@yGz?tmx>.CoX۠AyX۠Aս?l?U(\?@@yGz?KGw׽>.CoX۠AyX۠A2 fk?U(\?@@yGz?*A>.CoX۠AyX۠Artk?U(\?@@yGz? H>.CoX۠AyX۠AȆʾvk?U(\?@@yGz?ct>.CoX۠AyX۠A 7>6k?U(\?@@yGz?˜Vӝ>.CoX۠AyX۠A#j?U(\?@@yGz?!!9>.CoX۠AyX۠AMuj?U(\?@@yGz?zS^>.CoX۠AyX۠A{j?U(\?@@yGz?X1>.CoX۠AyX۠A}?j?U(\?@@yGz?5>&>.CoX۠AyX۠A޿j?U(\?@@yGz?BÐ.>.CoX۠AyX۠A'Ipi?U(\?@@yGz?ʥs>.CoX۠AyX۠Acݑi?U(\?@@yGz?ZSd>.CoX۠AyX۠A1Yi?U(\?@@yGz?j>.CoX۠AyX۠Aם>^"i?U(\?@@yGz?B &">.CoX۠AyX۠A.h?U(\?@@yGz?;D>.CoX۠AyX۠A5Fh?U(\?@@yGz?k: g>.CoX۠AyX۠AI>`h?U(\?@@yGz?~:>.CoX۠AyX۠A+=Oh?U(\?@@yGz?ﬠ>.CoX۠AyX۠AiZVh?U(\?@@yGz?iݤϠ>.CoX۠AyX۠AKfg?U(\?@@yGz?(KY>.CoX۠AyX۠A]g?U(\?@@yGz?FX>.CoX۠AyX۠AsdZg?U(\?@@yGz?Ӱ7>.CoX۠AyX۠ArZg?U(\?@@yGz?"xZ>.CoX۠AyX۠A0,g?U(\?@@yGz?[-}>.CoX۠AyX۠A=4f?U(\?@@yGz?⟡>.CoX۠AyX۠ADEf?U(\?@@yGz?mEu¡>.CoX۠AyX۠A^[:Vf?U(\?@@yGz?t(gL>.CoX۠AyX۠AHGnmxf?U(\?@@yGz?JlX>.CoX۠AyX۠AJ6-Mf?U(\?@@yGz?ӰI*>.CoX۠AyX۠AQ!"f?U(\?@@yGz?&:kM>.CoX۠AyX۠Ame?U(\?@@yGz?29, p>.CoX۠AyX۠A[(=e?U(\?@@yGz?b}Ւ>.CoX۠AyX۠A|>|e?U(\?@@yGz?q>.CoX۠AyX۠AD.CoX۠AyX۠Ay1¼Ve?U(\?@@yGz?NI>.CoX۠AyX۠Av`/e?U(\?@@yGz?>.CoX۠AyX۠A]o@ e?U(\?@@yGz?*O]@>.CoX۠AyX۠AQfSd?U(\?@@yGz?~c>.CoX۠AyX۠AVߠd?U(\?@@yGz?ZDž>.CoX۠AyX۠Ad?U(\?@@yGz?uݞ|>.CoX۠AyX۠Ajtd?U(\?@@yGz? 1ˣ>.CoX۠AyX۠A](EPd?U(\?@@yGz?Q<'>.CoX۠AyX۠AO r-d?U(\?@@yGz?kk{>.CoX۠AyX۠Ab9 d?U(\?@@yGz?.lP3>.CoX۠AyX۠ATc?U(\?@@yGz?]V>.CoX۠AyX۠A8"c?U(\?@@yGz? 7Ox>.CoX۠AyX۠A͜c?U(\?@@yGz?x)|@o>.CoX۠AyX۠AF揇c?U(\?@@yGz?X1$>.CoX۠AyX۠Aw3nbc?U(\?@@yGz?U#>.CoX۠AyX۠A>^ Bc?U(\?@@yGz?ķH>.CoX۠AyX۠Aoۄ"c?U(\?@@yGz?2C&>.CoX۠AyX۠Adwdpc?U(\?@@yGz?H>.CoX۠AyX۠ADob?U(\?@@yGz?Fk>.CoX۠AyX۠ArEmb?U(\?@@yGz?xuYa>.CoX۠AyX۠A~b?U(\?@@yGz?ꤝ>.CoX۠AyX۠Akb?U(\?@@yGz?Yӥ>.CoX۠AyX۠A;Flb?U(\?@@yGz?&>.CoX۠AyX۠ABY)Ob?U(\?@@yGz?63j5>.CoX۠AyX۠AB}mh2b?U(\?@@yGz?b;>.CoX۠AyX۠Aeb?U(\?@@yGz?^>.CoX۠AyX۠Am>a?U(\?@@yGz?6rT>.CoX۠AyX۠AF8a?U(\?@@yGz?zc >.CoX۠AyX۠A"Ka?U(\?@@yGz?[ TƦ>.CoX۠AyX۠AVça?U(\?@@yGz?OFs>.CoX۠AyX۠A`Ia?U(\?@@yGz?:G7( >.CoX۠AyX۠A|Sra?U(\?@@yGz?(.>.CoX۠AyX۠AvVxXa?U(\?@@yGz?Q>.CoX۠AyX۠AƭNm>a?U(\?@@yGz?  Gt>.CoX۠AyX۠AA"%a?U(\?@@yGz?.CoX۠AyX۠AB. a?U(\?@@yGz?`l>.CoX۠AyX۠A` g`?U(\?@@yGz?̛eܧ>.CoX۠AyX۠Av*R`?U(\?@@yGz?:$>.CoX۠AyX۠A:i>`?U(\?@@yGz?h!>.CoX۠AyX۠AZ)`oة`?U(\?@@yGz?*D>.CoX۠AyX۠Aٳ`?U(\?@@yGz?Y9g>.CoX۠AyX۠A$yrz`?U(\?@@yGz?5>.CoX۠AyX۠ASZ $c`?U(\?@@yGz?by>.CoX۠AyX۠A 1L`?U(\?@@yGz?wXϨ>.CoX۠AyX۠As J5`?U(\?@@yGz?Ai >.CoX۠AyX۠A-`?U(\?@@yGz?FFZ>.CoX۠AyX۠Ayao`?U(\?@@yGz?vKw7>.CoX۠AyX۠A*e_?U(\?@@yGz?<,Z>.CoX۠AyX۠An#_?U(\?@@yGz?.|>.CoX۠AyX۠A T_?U(\?@@yGz?hW>.CoX۠AyX۠A, 0#c_?U(\?@@yGz?3K©>.CoX۠AyX۠A=8_?U(\?@@yGz?Ec>.CoX۠AyX۠A#_?U(\?@@yGz?#>.CoX۠AyX۠Aף^?U(\?@@yGz?"gi*>.CoX۠AyX۠AI*^?U(\?@@yGz?M>.CoX۠AyX۠A0n ^?U(\?@@yGz? o>.CoX۠AyX۠Ak^?U(\?@@yGz?lP4>.CoX۠AyX۠Ao+D^?U(\?@@yGz?x=>.CoX۠AyX۠AV@c^?U(\?@@yGz?Iת>.CoX۠AyX۠A h]?U(\?@@yGz?Iך>w$jX۠AyX۠A hm?ףp= ?@@yGz?$E}\>w$jX۠AyX۠A Tt4m?ףp= ?@@yGz?m_b>w$jX۠AyX۠AO^m?ףp= ?@@yGz?UB0>w$jX۠AyX۠A.M%Qm?ףp= ?@@yGz?*$>w$jX۠AyX۠A( l?ףp= ?@@yGz?f3>w$jX۠AyX۠A3=(l?ףp= ?@@yGz?umx>w$jX۠AyX۠Aս?l?ףp= ?@@yGz?LGw׽>w$jX۠AyX۠A2 fk?ףp= ?@@yGz?*A> `w$jX۠AyX۠Artk?ףp= ?@@yGz? H>w$jX۠AyX۠AȆʾvk?ףp= ?@@yGz?ct>w$jX۠AyX۠A 7>6k?ףp= ?@@yGz?˜Vӝ>w$jX۠AyX۠A#j?ףp= ?@@yGz?!!9>w$jX۠AyX۠AMuj?ףp= ?@@yGz?zS^>w$jX۠AyX۠A{j?ףp= ?@@yGz?X1>w$jX۠AyX۠A}?j?ףp= ?@@yGz?4>&>w$jX۠AyX۠A޿j?ףp= ?@@yGz?BÐ.>w$jX۠AyX۠A'Ipi?ףp= ?@@yGz?ʥs>w$jX۠AyX۠Acݑi?ףp= ?@@yGz?ZSd>w$jX۠AyX۠A1Yi?ףp= ?@@yGz?j>w$jX۠AyX۠A֝>^"i?ףp= ?@@yGz?B &">w$jX۠AyX۠A.h?ףp= ?@@yGz?;D>w$jX۠AyX۠A5Fh?ףp= ?@@yGz?k: g>w$jX۠AyX۠AI>`h?ףp= ?@@yGz?~:>w$jX۠AyX۠A*=Oh?ףp= ?@@yGz?ﬠ>w$jX۠AyX۠AiZVh?ףp= ?@@yGz?iݤϠ>w$jX۠AyX۠AKfg?ףp= ?@@yGz?(KY>w$jX۠AyX۠A]g?ףp= ?@@yGz?FX>w$jX۠AyX۠AsdZg?ףp= ?@@yGz?Ӱ7>w$jX۠AyX۠ArZg?ףp= ?@@yGz?"xZ>w$jX۠AyX۠A~0,g?ףp= ?@@yGz?[-}>w$jX۠AyX۠A =4f?ףp= ?@@yGz?⟡>w$jX۠AyX۠ADEf?ףp= ?@@yGz?mEu¡>w$jX۠AyX۠A^[:Vf?ףp= ?@@yGz?t(gL>w$jX۠AyX۠AHGnmxf?ףp= ?@@yGz?JlX>w$jX۠AyX۠AJ6-Mf?ףp= ?@@yGz?ӰI*>w$jX۠AyX۠AQ!"f?ףp= ?@@yGz?&:kM>w$jX۠AyX۠Ame?ףp= ?@@yGz?29, p>w$jX۠AyX۠A[(=e?ףp= ?@@yGz?b}Ւ>w$jX۠AyX۠A|>|e?ףp= ?@@yGz?q>w$jX۠AyX۠ADw$jX۠AyX۠Ay1¼Ve?ףp= ?@@yGz?NI>w$jX۠AyX۠Aw`/e?ףp= ?@@yGz?>w$jX۠AyX۠A]o@ e?ףp= ?@@yGz?*O]@>w$jX۠AyX۠APfSd?ףp= ?@@yGz?~c>w$jX۠AyX۠AVߠd?ףp= ?@@yGz?ZDž>w$jX۠AyX۠Ad?ףp= ?@@yGz?tݞ|>w$jX۠AyX۠Ajtd?ףp= ?@@yGz? 1ˣ>w$jX۠AyX۠A](EPd?ףp= ?@@yGz?Q<'>w$jX۠AyX۠AO r-d?ףp= ?@@yGz?kk{>w$jX۠AyX۠Ab9 d?ףp= ?@@yGz?.lP3>w$jX۠AyX۠ATc?ףp= ?@@yGz?]V>w$jX۠AyX۠A8"c?ףp= ?@@yGz? 7Ox>w$jX۠AyX۠A͜c?ףp= ?@@yGz?x)|@o>w$jX۠AyX۠AG揇c?ףp= ?@@yGz?X1$>w$jX۠AyX۠Av3nbc?ףp= ?@@yGz?T#>w$jX۠AyX۠A?^ Bc?ףp= ?@@yGz?ŷH>w$jX۠AyX۠Aoۄ"c?ףp= ?@@yGz?2C&>w$jX۠AyX۠Adwdpc?ףp= ?@@yGz?H>w$jX۠AyX۠ADob?ףp= ?@@yGz?Fk>w$jX۠AyX۠ArEmb?ףp= ?@@yGz?xuYa>w$jX۠AyX۠A~b?ףp= ?@@yGz?ꤝ>w$jX۠AyX۠Ajb?ףp= ?@@yGz?Yӥ>w$jX۠AyX۠A:Flb?ףp= ?@@yGz?&>w$jX۠AyX۠ACY)Ob?ףp= ?@@yGz?63j5>w$jX۠AyX۠AB}mh2b?ףp= ?@@yGz?b;>w$jX۠AyX۠Aeb?ףp= ?@@yGz?^>w$jX۠AyX۠Am>a?ףp= ?@@yGz?6rT>w$jX۠AyX۠AF8a?ףp= ?@@yGz?zc >w$jX۠AyX۠A"Ka?ףp= ?@@yGz?\ TƦ>w$jX۠AyX۠AVça?ףp= ?@@yGz?OFs>w$jX۠AyX۠A`Ia?ףp= ?@@yGz?:G7( >w$jX۠AyX۠A|Sra?ףp= ?@@yGz?(.>w$jX۠AyX۠AvVxXa?ףp= ?@@yGz?Q>w$jX۠AyX۠AƭNm>a?ףp= ?@@yGz?  Gt>w$jX۠AyX۠AA"%a?ףp= ?@@yGz?w$jX۠AyX۠AB. a?ףp= ?@@yGz?`l>w$jX۠AyX۠A` g`?ףp= ?@@yGz?˛eܧ>w$jX۠AyX۠Av*R`?ףp= ?@@yGz?:$>w$jX۠AyX۠A:i>`?ףp= ?@@yGz?h!>w$jX۠AyX۠AZ)`oة`?ףp= ?@@yGz?*D>w$jX۠AyX۠Aٳ`?ףp= ?@@yGz?Y9g>w$jX۠AyX۠A$yrz`?ףp= ?@@yGz?5>w$jX۠AyX۠ASZ $c`?ףp= ?@@yGz?by>w$jX۠AyX۠A 1L`?ףp= ?@@yGz?wXϨ>w$jX۠AyX۠As J5`?ףp= ?@@yGz?Ai >w$jX۠AyX۠A-`?ףp= ?@@yGz?FFZ>w$jX۠AyX۠Ayao`?ףp= ?@@yGz?vKw7>w$jX۠AyX۠A*e_?ףp= ?@@yGz?<,Z>w$jX۠AyX۠An#_?ףp= ?@@yGz?.|>w$jX۠AyX۠A T_?ףp= ?@@yGz?hW>w$jX۠AyX۠A, 0#c_?ףp= ?@@yGz?3K©>w$jX۠AyX۠A=8_?ףp= ?@@yGz?Dc>w$jX۠AyX۠A#_?ףp= ?@@yGz?#>w$jX۠AyX۠Aף^?ףp= ?@@yGz?"gi*>w$jX۠AyX۠AI*^?ףp= ?@@yGz?M>w$jX۠AyX۠A0n ^?ףp= ?@@yGz? o>w$jX۠AyX۠Ak^?ףp= ?@@yGz?kP4>w$jX۠AyX۠Ao+D^?ףp= ?@@yGz?x=>w$jX۠AyX۠AV@c^?ףp= ?@@yGz?Iת>w$jX۠AyX۠A h]?ףp= ?@@yGz?Iך>eX۠AyX۠A hm?Q?@@yGz?%E}\>eX۠AyX۠A Tt4m?Q?@@yGz?m_b>eX۠AyX۠AO^m?Q?@@yGz?UB0>eX۠AyX۠A.M%Qm?Q?@@yGz?*$>eX۠AyX۠A( l?Q?@@yGz?f3>eX۠AyX۠A3=(l?Q?@@yGz?tmx>eX۠AyX۠Aս?l?Q?@@yGz?KGw׽>eX۠AyX۠A2 fk?Q?@@yGz?*A>eX۠AyX۠Artk?Q?@@yGz? H>eX۠AyX۠AȆʾvk?Q?@@yGz?ct>eX۠AyX۠A 7>6k?Q?@@yGz?˜Vӝ>eX۠AyX۠A#j?Q?@@yGz?!!9>eX۠AyX۠AMuj?Q?@@yGz?zS^>eX۠AyX۠A{j?Q?@@yGz?X1>eX۠AyX۠A}?j?Q?@@yGz?5>&>eX۠AyX۠A޿j?Q?@@yGz?BÐ.>eX۠AyX۠A'Ipi?Q?@@yGz?ʥs>eX۠AyX۠Acݑi?Q?@@yGz?ZSd>eX۠AyX۠A1Yi?Q?@@yGz?j>eX۠AyX۠Aם>^"i?Q?@@yGz?B &">eX۠AyX۠A.h?Q?@@yGz?;D>eX۠AyX۠A5Fh?Q?@@yGz?k: g>eX۠AyX۠AI>`h?Q?@@yGz?~:>eX۠AyX۠A+=Oh?Q?@@yGz?ﬠ>eX۠AyX۠AiZVh?Q?@@yGz?iݤϠ>eX۠AyX۠AKfg?Q?@@yGz?(KY>eX۠AyX۠A]g?Q?@@yGz?FX>eX۠AyX۠AsdZg?Q?@@yGz?Ӱ7>eX۠AyX۠ArZg?Q?@@yGz?"xZ>eX۠AyX۠A0,g?Q?@@yGz?[-}>eX۠AyX۠A=4f?Q?@@yGz?⟡>eX۠AyX۠ADEf?Q?@@yGz?mEu¡>eX۠AyX۠A^[:Vf?Q?@@yGz?t(gL>eX۠AyX۠AHGnmxf?Q?@@yGz?JlX>eX۠AyX۠AJ6-Mf?Q?@@yGz?ӰI*>eX۠AyX۠AQ!"f?Q?@@yGz?&:kM>eX۠AyX۠Ame?Q?@@yGz?29, p>eX۠AyX۠A[(=e?Q?@@yGz?b}Ւ>eX۠AyX۠A|>|e?Q?@@yGz?q>eX۠AyX۠ADeX۠AyX۠Ay1¼Ve?Q?@@yGz?NI>eX۠AyX۠Av`/e?Q?@@yGz?>eX۠AyX۠A]o@ e?Q?@@yGz?*O]@>eX۠AyX۠AQfSd?Q?@@yGz?~c>eX۠AyX۠AVߠd?Q?@@yGz?ZDž>eX۠AyX۠Ad?Q?@@yGz?uݞ|>eX۠AyX۠Ajtd?Q?@@yGz? 1ˣ>eX۠AyX۠A](EPd?Q?@@yGz?Q<'>eX۠AyX۠AO r-d?Q?@@yGz?kk{>eX۠AyX۠Ab9 d?Q?@@yGz?.lP3>eX۠AyX۠ATc?Q?@@yGz?]V>eX۠AyX۠A8"c?Q?@@yGz? 7Ox>eX۠AyX۠A͜c?Q?@@yGz?x)|@o>eX۠AyX۠AF揇c?Q?@@yGz?X1$>eX۠AyX۠Aw3nbc?Q?@@yGz?U#>eX۠AyX۠A>^ Bc?Q?@@yGz?ķH>eX۠AyX۠Aoۄ"c?Q?@@yGz?2C&>eX۠AyX۠Adwdpc?Q?@@yGz?H>eX۠AyX۠ADob?Q?@@yGz?Fk>eX۠AyX۠ArEmb?Q?@@yGz?xuYa>eX۠AyX۠A~b?Q?@@yGz?ꤝ>eX۠AyX۠Akb?Q?@@yGz?Yӥ>eX۠AyX۠A;Flb?Q?@@yGz?&>eX۠AyX۠ABY)Ob?Q?@@yGz?63j5>eX۠AyX۠AB}mh2b?Q?@@yGz?b;>eX۠AyX۠Aeb?Q?@@yGz?^>eX۠AyX۠Am>a?Q?@@yGz?6rT>eX۠AyX۠AF8a?Q?@@yGz?zc >eX۠AyX۠A"Ka?Q?@@yGz?[ TƦ>eX۠AyX۠AVça?Q?@@yGz?OFs>eX۠AyX۠A`Ia?Q?@@yGz?:G7( >eX۠AyX۠A|Sra?Q?@@yGz?(.>eX۠AyX۠AvVxXa?Q?@@yGz?Q>eX۠AyX۠AƭNm>a?Q?@@yGz?  Gt>eX۠AyX۠AA"%a?Q?@@yGz?eX۠AyX۠AB. a?Q?@@yGz?`l>eX۠AyX۠A` g`?Q?@@yGz?̛eܧ>eX۠AyX۠Av*R`?Q?@@yGz?:$>eX۠AyX۠A:i>`?Q?@@yGz?h!>eX۠AyX۠AZ)`oة`?Q?@@yGz?*D>eX۠AyX۠Aٳ`?Q?@@yGz?Y9g>eX۠AyX۠A$yrz`?Q?@@yGz?5>eX۠AyX۠ASZ $c`?Q?@@yGz?by>eX۠AyX۠A 1L`?Q?@@yGz?wXϨ>eX۠AyX۠As J5`?Q?@@yGz?Ai >eX۠AyX۠A-`?Q?@@yGz?FFZ>eX۠AyX۠Ayao`?Q?@@yGz?vKw7>eX۠AyX۠A*e_?Q?@@yGz?<,Z>eX۠AyX۠An#_?Q?@@yGz?.|>eX۠AyX۠A T_?Q?@@yGz?hW>eX۠AyX۠A, 0#c_?Q?@@yGz?3K©>eX۠AyX۠A=8_?Q?@@yGz?Ec>eX۠AyX۠A#_?Q?@@yGz?#>eX۠AyX۠Aף^?Q?@@yGz?"gi*>eX۠AyX۠AI*^?Q?@@yGz?M>eX۠AyX۠A0n ^?Q?@@yGz? o>eX۠AyX۠Ak^?Q?@@yGz?lP4>eX۠AyX۠Ao+D^?Q?@@yGz?x=>eX۠AyX۠AV@c^?Q?@@yGz?Iת>eX۠AyX۠A h]?Q?@@yGz?Iך>_X۠AyX۠A hm?]fffff?@@yGz?$E}\>_X۠AyX۠A Tt4m?]fffff?@@yGz?m_b>_X۠AyX۠AO^m?]fffff?@@yGz?UB0>_X۠AyX۠A.M%Qm?]fffff?@@yGz?*$>_X۠AyX۠A( l?]fffff?@@yGz?f3>_X۠AyX۠A3=(l?]fffff?@@yGz?umx>_X۠AyX۠Aս?l?]fffff?@@yGz?LGw׽>_X۠AyX۠A2 fk?]fffff?@@yGz?*A>_X۠AyX۠Artk?]fffff?@@yGz? H>_X۠AyX۠AȆʾvk?]fffff?@@yGz?ct>_X۠AyX۠A 7>6k?]fffff?@@yGz?˜Vӝ>_X۠AyX۠A#j?]fffff?@@yGz?!!9>_X۠AyX۠AMuj?]fffff?@@yGz?zS^>_X۠AyX۠A{j?]fffff?@@yGz?X1>_X۠AyX۠A}?j?]fffff?@@yGz?4>&>_X۠AyX۠A޿j?]fffff?@@yGz?BÐ.>_X۠AyX۠A'Ipi?]fffff?@@yGz?ʥs>_X۠AyX۠Acݑi?]fffff?@@yGz?ZSd>_X۠AyX۠A1Yi?]fffff?@@yGz?j>_X۠AyX۠A֝>^"i?]fffff?@@yGz?B &">_X۠AyX۠A.h?]fffff?@@yGz?;D>_X۠AyX۠A5Fh?]fffff?@@yGz?k: g>_X۠AyX۠AI>`h?]fffff?@@yGz?~:>_X۠AyX۠A*=Oh?]fffff?@@yGz?ﬠ>_X۠AyX۠AiZVh?]fffff?@@yGz?iݤϠ>_X۠AyX۠AKfg?]fffff?@@yGz?(KY>_X۠AyX۠A]g?]fffff?@@yGz?FX>_X۠AyX۠AsdZg?]fffff?@@yGz?Ӱ7>_X۠AyX۠ArZg?]fffff?@@yGz?"xZ>_X۠AyX۠A~0,g?]fffff?@@yGz?[-}>_X۠AyX۠A =4f?]fffff?@@yGz?⟡>_X۠AyX۠ADEf?]fffff?@@yGz?mEu¡>_X۠AyX۠A^[:Vf?]fffff?@@yGz?t(gL>_X۠AyX۠AHGnmxf?]fffff?@@yGz?JlX>_X۠AyX۠AJ6-Mf?]fffff?@@yGz?ӰI*>_X۠AyX۠AQ!"f?]fffff?@@yGz?&:kM>_X۠AyX۠Ame?]fffff?@@yGz?29, p>_X۠AyX۠A[(=e?]fffff?@@yGz?b}Ւ>_X۠AyX۠A|>|e?]fffff?@@yGz?q>_X۠AyX۠AD_X۠AyX۠Ay1¼Ve?]fffff?@@yGz?NI>_X۠AyX۠Aw`/e?]fffff?@@yGz?>_X۠AyX۠A]o@ e?]fffff?@@yGz?*O]@>_X۠AyX۠APfSd?]fffff?@@yGz?~c>_X۠AyX۠AVߠd?]fffff?@@yGz?ZDž>_X۠AyX۠Ad?]fffff?@@yGz?tݞ|>_X۠AyX۠Ajtd?]fffff?@@yGz? 1ˣ>_X۠AyX۠A](EPd?]fffff?@@yGz?Q<'>_X۠AyX۠AO r-d?]fffff?@@yGz?kk{>_X۠AyX۠Ab9 d?]fffff?@@yGz?.lP3>_X۠AyX۠ATc?]fffff?@@yGz?]V>_X۠AyX۠A8"c?]fffff?@@yGz? 7Ox>_X۠AyX۠A͜c?]fffff?@@yGz?x)|@o>_X۠AyX۠AG揇c?]fffff?@@yGz?X1$>_X۠AyX۠Av3nbc?]fffff?@@yGz?T#>_X۠AyX۠A?^ Bc?]fffff?@@yGz?ŷH>_X۠AyX۠Aoۄ"c?]fffff?@@yGz?2C&>_X۠AyX۠Adwdpc?]fffff?@@yGz?H>_X۠AyX۠ADob?]fffff?@@yGz?Fk>_X۠AyX۠ArEmb?]fffff?@@yGz?xuYa>_X۠AyX۠A~b?]fffff?@@yGz?ꤝ>_X۠AyX۠Ajb?]fffff?@@yGz?Yӥ>_X۠AyX۠A:Flb?]fffff?@@yGz?&>_X۠AyX۠ACY)Ob?]fffff?@@yGz?63j5>_X۠AyX۠AB}mh2b?]fffff?@@yGz?b;>_X۠AyX۠Aeb?]fffff?@@yGz?^>_X۠AyX۠Am>a?]fffff?@@yGz?6rT>_X۠AyX۠AF8a?]fffff?@@yGz?zc >_X۠AyX۠A"Ka?]fffff?@@yGz?\ TƦ>_X۠AyX۠AVça?]fffff?@@yGz?OFs>_X۠AyX۠A`Ia?]fffff?@@yGz?:G7( >_X۠AyX۠A|Sra?]fffff?@@yGz?(.>_X۠AyX۠AvVxXa?]fffff?@@yGz?Q>_X۠AyX۠AƭNm>a?]fffff?@@yGz?  Gt>_X۠AyX۠AA"%a?]fffff?@@yGz?_X۠AyX۠AB. a?]fffff?@@yGz?`l>_X۠AyX۠A` g`?]fffff?@@yGz?˛eܧ>_X۠AyX۠Av*R`?]fffff?@@yGz?:$>_X۠AyX۠A:i>`?]fffff?@@yGz?h!>_X۠AyX۠AZ)`oة`?]fffff?@@yGz?*D>_X۠AyX۠Aٳ`?]fffff?@@yGz?Y9g>_X۠AyX۠A$yrz`?]fffff?@@yGz?5>_X۠AyX۠ASZ $c`?]fffff?@@yGz?by>_X۠AyX۠A 1L`?]fffff?@@yGz?wXϨ>_X۠AyX۠As J5`?]fffff?@@yGz?Ai >_X۠AyX۠A-`?]fffff?@@yGz?FFZ>_X۠AyX۠Ayao`?]fffff?@@yGz?vKw7>_X۠AyX۠A*e_?]fffff?@@yGz?<,Z>_X۠AyX۠An#_?]fffff?@@yGz?.|>_X۠AyX۠A T_?]fffff?@@yGz?hW>_X۠AyX۠A, 0#c_?]fffff?@@yGz?3K©>_X۠AyX۠A=8_?]fffff?@@yGz?Dc>_X۠AyX۠A#_?]fffff?@@yGz?#>_X۠AyX۠Aף^?]fffff?@@yGz?"gi*>_X۠AyX۠AI*^?]fffff?@@yGz?M>_X۠AyX۠A0n ^?]fffff?@@yGz? o>_X۠AyX۠Ak^?]fffff?@@yGz?kP4>_X۠AyX۠Ao+D^?]fffff?@@yGz?x=>_X۠AyX۠AV@c^?]fffff?@@yGz?Iת>_X۠AyX۠A h]?]fffff?@@yGz?Iך>MZX۠AyX۠A hm? Gz?@@yGz?%E}\>MZX۠AyX۠A Tt4m? Gz?@@yGz?m_b>MZX۠AyX۠AO^m? Gz?@@yGz?UB0>MZX۠AyX۠A.M%Qm? Gz?@@yGz?*$>MZX۠AyX۠A( l? Gz?@@yGz?f3>MZX۠AyX۠A3=(l? Gz?@@yGz?tmx>MZX۠AyX۠Aս?l? Gz?@@yGz?KGw׽>MZX۠AyX۠A2 fk? Gz?@@yGz?*A>MZX۠AyX۠Artk? Gz?@@yGz? H>MZX۠AyX۠AȆʾvk? Gz?@@yGz?ct>MZX۠AyX۠A 7>6k? Gz?@@yGz?˜Vӝ>MZX۠AyX۠A#j? Gz?@@yGz?!!9>MZX۠AyX۠AMuj? Gz?@@yGz?zS^>MZX۠AyX۠A{j? Gz?@@yGz?X1>MZX۠AyX۠A}?j? Gz?@@yGz?5>&>MZX۠AyX۠A޿j? Gz?@@yGz?BÐ.>MZX۠AyX۠A'Ipi? Gz?@@yGz?ʥs>MZX۠AyX۠Acݑi? Gz?@@yGz?ZSd>MZX۠AyX۠A1Yi? Gz?@@yGz?j>MZX۠AyX۠Aם>^"i? Gz?@@yGz?B &">MZX۠AyX۠A.h? Gz?@@yGz?;D>MZX۠AyX۠A5Fh? Gz?@@yGz?k: g>MZX۠AyX۠AI>`h? Gz?@@yGz?~:>MZX۠AyX۠A+=Oh? Gz?@@yGz?ﬠ>MZX۠AyX۠AiZVh? Gz?@@yGz?iݤϠ>MZX۠AyX۠AKfg? Gz?@@yGz?(KY>MZX۠AyX۠A]g? Gz?@@yGz?FX>MZX۠AyX۠AsdZg? Gz?@@yGz?Ӱ7>MZX۠AyX۠ArZg? Gz?@@yGz?"xZ>MZX۠AyX۠A0,g? Gz?@@yGz?[-}>MZX۠AyX۠A=4f? Gz?@@yGz?⟡>MZX۠AyX۠ADEf? Gz?@@yGz?mEu¡>MZX۠AyX۠A^[:Vf? Gz?@@yGz?t(gL>MZX۠AyX۠AHGnmxf? Gz?@@yGz?JlX>MZX۠AyX۠AJ6-Mf? Gz?@@yGz?ӰI*>MZX۠AyX۠AQ!"f? Gz?@@yGz?&:kM>MZX۠AyX۠Ame? Gz?@@yGz?29, p>MZX۠AyX۠A[(=e? Gz?@@yGz?b}Ւ>MZX۠AyX۠A|>|e? Gz?@@yGz?q>MZX۠AyX۠ADMZX۠AyX۠Ay1¼Ve? Gz?@@yGz?NI>MZX۠AyX۠Av`/e? Gz?@@yGz?>MZX۠AyX۠A]o@ e? Gz?@@yGz?*O]@>MZX۠AyX۠AQfSd? Gz?@@yGz?~c>MZX۠AyX۠AVߠd? Gz?@@yGz?ZDž>MZX۠AyX۠Ad? Gz?@@yGz?uݞ|>MZX۠AyX۠Ajtd? Gz?@@yGz? 1ˣ>MZX۠AyX۠A](EPd? Gz?@@yGz?Q<'>MZX۠AyX۠AO r-d? Gz?@@yGz?kk{>MZX۠AyX۠Ab9 d? Gz?@@yGz?.lP3>MZX۠AyX۠ATc? Gz?@@yGz?]V>MZX۠AyX۠A8"c? Gz?@@yGz? 7Ox>MZX۠AyX۠A͜c? Gz?@@yGz?x)|@o>MZX۠AyX۠AF揇c? Gz?@@yGz?X1$>MZX۠AyX۠Aw3nbc? Gz?@@yGz?U#>MZX۠AyX۠A>^ Bc? Gz?@@yGz?ķH>MZX۠AyX۠Aoۄ"c? Gz?@@yGz?2C&>MZX۠AyX۠Adwdpc? Gz?@@yGz?H>MZX۠AyX۠ADob? Gz?@@yGz?Fk>MZX۠AyX۠ArEmb? Gz?@@yGz?xuYa>MZX۠AyX۠A~b? Gz?@@yGz?ꤝ>MZX۠AyX۠Akb? Gz?@@yGz?Yӥ>MZX۠AyX۠A;Flb? Gz?@@yGz?&>MZX۠AyX۠ABY)Ob? Gz?@@yGz?63j5>MZX۠AyX۠AB}mh2b? Gz?@@yGz?b;>MZX۠AyX۠Aeb? Gz?@@yGz?^>MZX۠AyX۠Am>a? Gz?@@yGz?6rT>MZX۠AyX۠AF8a? Gz?@@yGz?zc >MZX۠AyX۠A"Ka? Gz?@@yGz?[ TƦ>MZX۠AyX۠AVça? Gz?@@yGz?OFs>MZX۠AyX۠A`Ia? Gz?@@yGz?:G7( >MZX۠AyX۠A|Sra? Gz?@@yGz?(.>MZX۠AyX۠AvVxXa? Gz?@@yGz?Q>MZX۠AyX۠AƭNm>a? Gz?@@yGz?  Gt>MZX۠AyX۠AA"%a? Gz?@@yGz?MZX۠AyX۠AB. a? Gz?@@yGz?`l>MZX۠AyX۠A` g`? Gz?@@yGz?̛eܧ>MZX۠AyX۠Av*R`? Gz?@@yGz?:$>MZX۠AyX۠A:i>`? Gz?@@yGz?h!>MZX۠AyX۠AZ)`oة`? Gz?@@yGz?*D>MZX۠AyX۠Aٳ`? Gz?@@yGz?Y9g>MZX۠AyX۠A$yrz`? Gz?@@yGz?5>MZX۠AyX۠ASZ $c`? Gz?@@yGz?by>MZX۠AyX۠A 1L`? Gz?@@yGz?wXϨ>MZX۠AyX۠As J5`? Gz?@@yGz?Ai >MZX۠AyX۠A-`? Gz?@@yGz?FFZ>MZX۠AyX۠Ayao`? Gz?@@yGz?vKw7>MZX۠AyX۠A*e_? Gz?@@yGz?<,Z>MZX۠AyX۠An#_? Gz?@@yGz?.|>MZX۠AyX۠A T_? Gz?@@yGz?hW>MZX۠AyX۠A, 0#c_? Gz?@@yGz?3K©>MZX۠AyX۠A=8_? Gz?@@yGz?Ec>MZX۠AyX۠A#_? Gz?@@yGz?#>MZX۠AyX۠Aף^? Gz?@@yGz?"gi*>MZX۠AyX۠AI*^? Gz?@@yGz?M>MZX۠AyX۠A0n ^? Gz?@@yGz? o>MZX۠AyX۠Ak^? Gz?@@yGz?lP4>MZX۠AyX۠Ao+D^? Gz?@@yGz?x=>MZX۠AyX۠AV@c^? Gz?@@yGz?Iת>MZX۠AyX۠A h]? Gz?@@yGz?Iך>UX۠AyX۠A hm?(\?@@yGz?$E}\>UX۠AyX۠A Tt4m?(\?@@yGz?m_b>UX۠AyX۠AO^m?(\?@@yGz?UB0>UX۠AyX۠A.M%Qm?(\?@@yGz?*$>UX۠AyX۠A( l?(\?@@yGz?f3>UX۠AyX۠A3=(l?(\?@@yGz?umx>UX۠AyX۠Aս?l?(\?@@yGz?LGw׽>UX۠AyX۠A2 fk?(\?@@yGz?*A>UX۠AyX۠Artk?(\?@@yGz? H>UX۠AyX۠AȆʾvk?(\?@@yGz?ct>UX۠AyX۠A 7>6k?(\?@@yGz?˜Vӝ>UX۠AyX۠A#j?(\?@@yGz?!!9>UX۠AyX۠AMuj?(\?@@yGz?zS^>UX۠AyX۠A{j?(\?@@yGz?X1>UX۠AyX۠A}?j?(\?@@yGz?4>&>UX۠AyX۠A޿j?(\?@@yGz?BÐ.>UX۠AyX۠A'Ipi?(\?@@yGz?ʥs>UX۠AyX۠Acݑi?(\?@@yGz?ZSd>UX۠AyX۠A1Yi?(\?@@yGz?j>UX۠AyX۠A֝>^"i?(\?@@yGz?B &">UX۠AyX۠A.h?(\?@@yGz?;D>UX۠AyX۠A5Fh?(\?@@yGz?k: g>UX۠AyX۠AI>`h?(\?@@yGz?~:>UX۠AyX۠A*=Oh?(\?@@yGz?ﬠ>UX۠AyX۠AiZVh?(\?@@yGz?iݤϠ>UX۠AyX۠AKfg?(\?@@yGz?(KY>UX۠AyX۠A]g?(\?@@yGz?FX>UX۠AyX۠AsdZg?(\?@@yGz?Ӱ7>UX۠AyX۠ArZg?(\?@@yGz?"xZ>UX۠AyX۠A~0,g?(\?@@yGz?[-}>UX۠AyX۠A =4f?(\?@@yGz?⟡>UX۠AyX۠ADEf?(\?@@yGz?mEu¡>UX۠AyX۠A^[:Vf?(\?@@yGz?t(gL>UX۠AyX۠AHGnmxf?(\?@@yGz?JlX>UX۠AyX۠AJ6-Mf?(\?@@yGz?ӰI*>UX۠AyX۠AQ!"f?(\?@@yGz?&:kM>UX۠AyX۠Ame?(\?@@yGz?29, p>UX۠AyX۠A[(=e?(\?@@yGz?b}Ւ>UX۠AyX۠A|>|e?(\?@@yGz?q>UX۠AyX۠ADUX۠AyX۠Ay1¼Ve?(\?@@yGz?NI>UX۠AyX۠Aw`/e?(\?@@yGz?>UX۠AyX۠A]o@ e?(\?@@yGz?*O]@>UX۠AyX۠APfSd?(\?@@yGz?~c>UX۠AyX۠AVߠd?(\?@@yGz?ZDž>UX۠AyX۠Ad?(\?@@yGz?tݞ|>UX۠AyX۠Ajtd?(\?@@yGz? 1ˣ>UX۠AyX۠A](EPd?(\?@@yGz?Q<'>UX۠AyX۠AO r-d?(\?@@yGz?kk{>UX۠AyX۠Ab9 d?(\?@@yGz?.lP3>UX۠AyX۠ATc?(\?@@yGz?]V>UX۠AyX۠A8"c?(\?@@yGz? 7Ox>UX۠AyX۠A͜c?(\?@@yGz?x)|@o>UX۠AyX۠AG揇c?(\?@@yGz?X1$>UX۠AyX۠Av3nbc?(\?@@yGz?T#>UX۠AyX۠A?^ Bc?(\?@@yGz?ŷH>UX۠AyX۠Aoۄ"c?(\?@@yGz?2C&>UX۠AyX۠Adwdpc?(\?@@yGz?H>UX۠AyX۠ADob?(\?@@yGz?Fk>UX۠AyX۠ArEmb?(\?@@yGz?xuYa>UX۠AyX۠A~b?(\?@@yGz?ꤝ>UX۠AyX۠Ajb?(\?@@yGz?Yӥ>UX۠AyX۠A:Flb?(\?@@yGz?&>UX۠AyX۠ACY)Ob?(\?@@yGz?63j5>UX۠AyX۠AB}mh2b?(\?@@yGz?b;>UX۠AyX۠Aeb?(\?@@yGz?^>UX۠AyX۠Am>a?(\?@@yGz?6rT>UX۠AyX۠AF8a?(\?@@yGz?zc >UX۠AyX۠A"Ka?(\?@@yGz?\ TƦ>UX۠AyX۠AVça?(\?@@yGz?OFs>UX۠AyX۠A`Ia?(\?@@yGz?:G7( >UX۠AyX۠A|Sra?(\?@@yGz?(.>UX۠AyX۠AvVxXa?(\?@@yGz?Q>UX۠AyX۠AƭNm>a?(\?@@yGz?  Gt>UX۠AyX۠AA"%a?(\?@@yGz?UX۠AyX۠AB. a?(\?@@yGz?`l>UX۠AyX۠A` g`?(\?@@yGz?˛eܧ>UX۠AyX۠Av*R`?(\?@@yGz?:$>UX۠AyX۠A:i>`?(\?@@yGz?h!>UX۠AyX۠AZ)`oة`?(\?@@yGz?*D>UX۠AyX۠Aٳ`?(\?@@yGz?Y9g>UX۠AyX۠A$yrz`?(\?@@yGz?5>UX۠AyX۠ASZ $c`?(\?@@yGz?by>UX۠AyX۠A 1L`?(\?@@yGz?wXϨ>UX۠AyX۠As J5`?(\?@@yGz?Ai >UX۠AyX۠A-`?(\?@@yGz?FFZ>UX۠AyX۠Ayao`?(\?@@yGz?vKw7>UX۠AyX۠A*e_?(\?@@yGz?<,Z>UX۠AyX۠An#_?(\?@@yGz?.|>UX۠AyX۠A T_?(\?@@yGz?hW>UX۠AyX۠A, 0#c_?(\?@@yGz?3K©>UX۠AyX۠A=8_?(\?@@yGz?Dc>UX۠AyX۠A#_?(\?@@yGz?#>UX۠AyX۠Aף^?(\?@@yGz?"gi*>UX۠AyX۠AI*^?(\?@@yGz?M>UX۠AyX۠A0n ^?(\?@@yGz? o>UX۠AyX۠Ak^?(\?@@yGz?kP4>UX۠AyX۠Ao+D^?(\?@@yGz?x=>UX۠AyX۠AV@c^?(\?@@yGz?Iת>UX۠AyX۠A h]?(\?@@yGz?Iך>݊PX۠AyX۠A hm?e= ףp?@@yGz?%E}\>݊PX۠AyX۠A Tt4m?e= ףp?@@yGz?m_b>݊PX۠AyX۠AO^m?e= ףp?@@yGz?UB0>݊PX۠AyX۠A.M%Qm?e= ףp?@@yGz?*$>݊PX۠AyX۠A( l?e= ףp?@@yGz?f3>݊PX۠AyX۠A3=(l?e= ףp?@@yGz?tmx>݊PX۠AyX۠Aս?l?e= ףp?@@yGz?KGw׽>݊PX۠AyX۠A2 fk?e= ףp?@@yGz?*A>݊PX۠AyX۠Artk?e= ףp?@@yGz? H>݊PX۠AyX۠AȆʾvk?e= ףp?@@yGz?ct>݊PX۠AyX۠A 7>6k?e= ףp?@@yGz?˜Vӝ>݊PX۠AyX۠A#j?e= ףp?@@yGz?!!9>݊PX۠AyX۠AMuj?e= ףp?@@yGz?zS^>݊PX۠AyX۠A{j?e= ףp?@@yGz?X1>݊PX۠AyX۠A}?j?e= ףp?@@yGz?5>&>݊PX۠AyX۠A޿j?e= ףp?@@yGz?BÐ.>݊PX۠AyX۠A'Ipi?e= ףp?@@yGz?ʥs>݊PX۠AyX۠Acݑi?e= ףp?@@yGz?ZSd>݊PX۠AyX۠A1Yi?e= ףp?@@yGz?j>݊PX۠AyX۠Aם>^"i?e= ףp?@@yGz?B &">݊PX۠AyX۠A.h?e= ףp?@@yGz?;D>݊PX۠AyX۠A5Fh?e= ףp?@@yGz?k: g>݊PX۠AyX۠AI>`h?e= ףp?@@yGz?~:>݊PX۠AyX۠A+=Oh?e= ףp?@@yGz?ﬠ>݊PX۠AyX۠AiZVh?e= ףp?@@yGz?iݤϠ>݊PX۠AyX۠AKfg?e= ףp?@@yGz?(KY>݊PX۠AyX۠A]g?e= ףp?@@yGz?FX>݊PX۠AyX۠AsdZg?e= ףp?@@yGz?Ӱ7>݊PX۠AyX۠ArZg?e= ףp?@@yGz?"xZ>݊PX۠AyX۠A0,g?e= ףp?@@yGz?[-}>݊PX۠AyX۠A=4f?e= ףp?@@yGz?⟡>݊PX۠AyX۠ADEf?e= ףp?@@yGz?mEu¡>݊PX۠AyX۠A^[:Vf?e= ףp?@@yGz?t(gL>݊PX۠AyX۠AHGnmxf?e= ףp?@@yGz?JlX>݊PX۠AyX۠AJ6-Mf?e= ףp?@@yGz?ӰI*>݊PX۠AyX۠AQ!"f?e= ףp?@@yGz?&:kM>݊PX۠AyX۠Ame?e= ףp?@@yGz?29, p>݊PX۠AyX۠A[(=e?e= ףp?@@yGz?b}Ւ>݊PX۠AyX۠A|>|e?e= ףp?@@yGz?q>݊PX۠AyX۠AD݊PX۠AyX۠Ay1¼Ve?e= ףp?@@yGz?NI>݊PX۠AyX۠Av`/e?e= ףp?@@yGz?>݊PX۠AyX۠A]o@ e?e= ףp?@@yGz?*O]@>݊PX۠AyX۠AQfSd?e= ףp?@@yGz?~c>݊PX۠AyX۠AVߠd?e= ףp?@@yGz?ZDž>݊PX۠AyX۠Ad?e= ףp?@@yGz?uݞ|>݊PX۠AyX۠Ajtd?e= ףp?@@yGz? 1ˣ>݊PX۠AyX۠A](EPd?e= ףp?@@yGz?Q<'>݊PX۠AyX۠AO r-d?e= ףp?@@yGz?kk{>݊PX۠AyX۠Ab9 d?e= ףp?@@yGz?.lP3>݊PX۠AyX۠ATc?e= ףp?@@yGz?]V>݊PX۠AyX۠A8"c?e= ףp?@@yGz? 7Ox>݊PX۠AyX۠A͜c?e= ףp?@@yGz?x)|@o>݊PX۠AyX۠AF揇c?e= ףp?@@yGz?X1$>݊PX۠AyX۠Aw3nbc?e= ףp?@@yGz?U#>݊PX۠AyX۠A>^ Bc?e= ףp?@@yGz?ķH>݊PX۠AyX۠Aoۄ"c?e= ףp?@@yGz?2C&>݊PX۠AyX۠Adwdpc?e= ףp?@@yGz?H>݊PX۠AyX۠ADob?e= ףp?@@yGz?Fk>݊PX۠AyX۠ArEmb?e= ףp?@@yGz?xuYa>݊PX۠AyX۠A~b?e= ףp?@@yGz?ꤝ>݊PX۠AyX۠Akb?e= ףp?@@yGz?Yӥ>݊PX۠AyX۠A;Flb?e= ףp?@@yGz?&>݊PX۠AyX۠ABY)Ob?e= ףp?@@yGz?63j5>݊PX۠AyX۠AB}mh2b?e= ףp?@@yGz?b;>݊PX۠AyX۠Aeb?e= ףp?@@yGz?^>݊PX۠AyX۠Am>a?e= ףp?@@yGz?6rT>݊PX۠AyX۠AF8a?e= ףp?@@yGz?zc >݊PX۠AyX۠A"Ka?e= ףp?@@yGz?[ TƦ>݊PX۠AyX۠AVça?e= ףp?@@yGz?OFs>݊PX۠AyX۠A`Ia?e= ףp?@@yGz?:G7( >݊PX۠AyX۠A|Sra?e= ףp?@@yGz?(.>݊PX۠AyX۠AvVxXa?e= ףp?@@yGz?Q>݊PX۠AyX۠AƭNm>a?e= ףp?@@yGz?  Gt>݊PX۠AyX۠AA"%a?e= ףp?@@yGz?݊PX۠AyX۠AB. a?e= ףp?@@yGz?`l>݊PX۠AyX۠A` g`?e= ףp?@@yGz?̛eܧ>݊PX۠AyX۠Av*R`?e= ףp?@@yGz?:$>݊PX۠AyX۠A:i>`?e= ףp?@@yGz?h!>݊PX۠AyX۠AZ)`oة`?e= ףp?@@yGz?*D>݊PX۠AyX۠Aٳ`?e= ףp?@@yGz?Y9g>݊PX۠AyX۠A$yrz`?e= ףp?@@yGz?5>݊PX۠AyX۠ASZ $c`?e= ףp?@@yGz?by>݊PX۠AyX۠A 1L`?e= ףp?@@yGz?wXϨ>݊PX۠AyX۠As J5`?e= ףp?@@yGz?Ai >݊PX۠AyX۠A-`?e= ףp?@@yGz?FFZ>݊PX۠AyX۠Ayao`?e= ףp?@@yGz?vKw7>݊PX۠AyX۠A*e_?e= ףp?@@yGz?<,Z>݊PX۠AyX۠An#_?e= ףp?@@yGz?.|>݊PX۠AyX۠A T_?e= ףp?@@yGz?hW>݊PX۠AyX۠A, 0#c_?e= ףp?@@yGz?3K©>݊PX۠AyX۠A=8_?e= ףp?@@yGz?Ec>݊PX۠AyX۠A#_?e= ףp?@@yGz?#>݊PX۠AyX۠Aף^?e= ףp?@@yGz?"gi*>݊PX۠AyX۠AI*^?e= ףp?@@yGz?M>݊PX۠AyX۠A0n ^?e= ףp?@@yGz? o>݊PX۠AyX۠Ak^?e= ףp?@@yGz?lP4>݊PX۠AyX۠Ao+D^?e= ףp?@@yGz?x=>݊PX۠AyX۠AV@c^?e= ףp?@@yGz?Iת>݊PX۠AyX۠A h]?e= ףp?@@yGz?Iך>%lKX۠AyX۠A hm?Q?@@yGz?$E}\>%lKX۠AyX۠A Tt4m?Q?@@yGz?m_b>%lKX۠AyX۠AO^m?Q?@@yGz?UB0>%lKX۠AyX۠A.M%Qm?Q?@@yGz?*$>%lKX۠AyX۠A( l?Q?@@yGz?f3>%lKX۠AyX۠A3=(l?Q?@@yGz?umx>%lKX۠AyX۠Aս?l?Q?@@yGz?LGw׽>%lKX۠AyX۠A2 fk?Q?@@yGz?*A>%lKX۠AyX۠Artk?Q?@@yGz? H>%lKX۠AyX۠AȆʾvk?Q?@@yGz?ct>%lKX۠AyX۠A 7>6k?Q?@@yGz?˜Vӝ>%lKX۠AyX۠A#j?Q?@@yGz?!!9>%lKX۠AyX۠AMuj?Q?@@yGz?zS^>%lKX۠AyX۠A{j?Q?@@yGz?X1>%lKX۠AyX۠A}?j?Q?@@yGz?4>&>%lKX۠AyX۠A޿j?Q?@@yGz?BÐ.>%lKX۠AyX۠A'Ipi?Q?@@yGz?ʥs>%lKX۠AyX۠Acݑi?Q?@@yGz?ZSd>%lKX۠AyX۠A1Yi?Q?@@yGz?j>%lKX۠AyX۠A֝>^"i?Q?@@yGz?B &">%lKX۠AyX۠A.h?Q?@@yGz?;D>%lKX۠AyX۠A5Fh?Q?@@yGz?k: g>%lKX۠AyX۠AI>`h?Q?@@yGz?~:>%lKX۠AyX۠A*=Oh?Q?@@yGz?ﬠ>%lKX۠AyX۠AiZVh?Q?@@yGz?iݤϠ>%lKX۠AyX۠AKfg?Q?@@yGz?(KY>%lKX۠AyX۠A]g?Q?@@yGz?FX>%lKX۠AyX۠AsdZg?Q?@@yGz?Ӱ7>%lKX۠AyX۠ArZg?Q?@@yGz?"xZ>%lKX۠AyX۠A~0,g?Q?@@yGz?[-}>%lKX۠AyX۠A =4f?Q?@@yGz?⟡>%lKX۠AyX۠ADEf?Q?@@yGz?mEu¡>%lKX۠AyX۠A^[:Vf?Q?@@yGz?t(gL>%lKX۠AyX۠AHGnmxf?Q?@@yGz?JlX>%lKX۠AyX۠AJ6-Mf?Q?@@yGz?ӰI*>%lKX۠AyX۠AQ!"f?Q?@@yGz?&:kM>%lKX۠AyX۠Ame?Q?@@yGz?29, p>%lKX۠AyX۠A[(=e?Q?@@yGz?b}Ւ>%lKX۠AyX۠A|>|e?Q?@@yGz?q>%lKX۠AyX۠AD%lKX۠AyX۠Ay1¼Ve?Q?@@yGz?NI>%lKX۠AyX۠Aw`/e?Q?@@yGz?>%lKX۠AyX۠A]o@ e?Q?@@yGz?*O]@>%lKX۠AyX۠APfSd?Q?@@yGz?~c>%lKX۠AyX۠AVߠd?Q?@@yGz?ZDž>%lKX۠AyX۠Ad?Q?@@yGz?tݞ|>%lKX۠AyX۠Ajtd?Q?@@yGz? 1ˣ>%lKX۠AyX۠A](EPd?Q?@@yGz?Q<'>%lKX۠AyX۠AO r-d?Q?@@yGz?kk{>%lKX۠AyX۠Ab9 d?Q?@@yGz?.lP3>%lKX۠AyX۠ATc?Q?@@yGz?]V>%lKX۠AyX۠A8"c?Q?@@yGz? 7Ox>%lKX۠AyX۠A͜c?Q?@@yGz?x)|@o>%lKX۠AyX۠AG揇c?Q?@@yGz?X1$>%lKX۠AyX۠Av3nbc?Q?@@yGz?T#>%lKX۠AyX۠A?^ Bc?Q?@@yGz?ŷH>%lKX۠AyX۠Aoۄ"c?Q?@@yGz?2C&>%lKX۠AyX۠Adwdpc?Q?@@yGz?H>%lKX۠AyX۠ADob?Q?@@yGz?Fk>%lKX۠AyX۠ArEmb?Q?@@yGz?xuYa>%lKX۠AyX۠A~b?Q?@@yGz?ꤝ>%lKX۠AyX۠Ajb?Q?@@yGz?Yӥ>%lKX۠AyX۠A:Flb?Q?@@yGz?&>%lKX۠AyX۠ACY)Ob?Q?@@yGz?63j5>%lKX۠AyX۠AB}mh2b?Q?@@yGz?b;>%lKX۠AyX۠Aeb?Q?@@yGz?^>%lKX۠AyX۠Am>a?Q?@@yGz?6rT>%lKX۠AyX۠AF8a?Q?@@yGz?zc >%lKX۠AyX۠A"Ka?Q?@@yGz?\ TƦ>%lKX۠AyX۠AVça?Q?@@yGz?OFs>%lKX۠AyX۠A`Ia?Q?@@yGz?:G7( >%lKX۠AyX۠A|Sra?Q?@@yGz?(.>%lKX۠AyX۠AvVxXa?Q?@@yGz?Q>%lKX۠AyX۠AƭNm>a?Q?@@yGz?  Gt>%lKX۠AyX۠AA"%a?Q?@@yGz?%lKX۠AyX۠AB. a?Q?@@yGz?`l>%lKX۠AyX۠A` g`?Q?@@yGz?˛eܧ>%lKX۠AyX۠Av*R`?Q?@@yGz?:$>%lKX۠AyX۠A:i>`?Q?@@yGz?h!>%lKX۠AyX۠AZ)`oة`?Q?@@yGz?*D>%lKX۠AyX۠Aٳ`?Q?@@yGz?Y9g>%lKX۠AyX۠A$yrz`?Q?@@yGz?5>%lKX۠AyX۠ASZ $c`?Q?@@yGz?by>%lKX۠AyX۠A 1L`?Q?@@yGz?wXϨ>%lKX۠AyX۠As J5`?Q?@@yGz?Ai >%lKX۠AyX۠A-`?Q?@@yGz?FFZ>%lKX۠AyX۠Ayao`?Q?@@yGz?vKw7>%lKX۠AyX۠A*e_?Q?@@yGz?<,Z>%lKX۠AyX۠An#_?Q?@@yGz?.|>%lKX۠AyX۠A T_?Q?@@yGz?hW>%lKX۠AyX۠A, 0#c_?Q?@@yGz?3K©>%lKX۠AyX۠A=8_?Q?@@yGz?Dc>%lKX۠AyX۠A#_?Q?@@yGz?#>%lKX۠AyX۠Aף^?Q?@@yGz?"gi*>%lKX۠AyX۠AI*^?Q?@@yGz?M>%lKX۠AyX۠A0n ^?Q?@@yGz? o>%lKX۠AyX۠Ak^?Q?@@yGz?kP4>%lKX۠AyX۠Ao+D^?Q?@@yGz?x=>%lKX۠AyX۠AV@c^?Q?@@yGz?Iת>%lKX۠AyX۠A h]?Q?@@yGz?Iך>mMFX۠AyX۠A hm??@@yGz?%E}\>mMFX۠AyX۠A Tt4m??@@yGz?m_b>mMFX۠AyX۠AO^m??@@yGz?UB0>mMFX۠AyX۠A.M%Qm??@@yGz?*$>mMFX۠AyX۠A( l??@@yGz?f3>mMFX۠AyX۠A3=(l??@@yGz?tmx>mMFX۠AyX۠Aս?l??@@yGz?KGw׽>mMFX۠AyX۠A2 fk??@@yGz?*A>mMFX۠AyX۠Artk??@@yGz? H>mMFX۠AyX۠AȆʾvk??@@yGz?ct>mMFX۠AyX۠A 7>6k??@@yGz?˜Vӝ>mMFX۠AyX۠A#j??@@yGz?!!9>mMFX۠AyX۠AMuj??@@yGz?zS^>mMFX۠AyX۠A{j??@@yGz?X1>mMFX۠AyX۠A}?j??@@yGz?5>&>mMFX۠AyX۠A޿j??@@yGz?BÐ.>mMFX۠AyX۠A'I `pi??@@yGz?ʥs>mMFX۠AyX۠Acݑi??@@yGz?ZSd>mMFX۠AyX۠A1Yi??@@yGz?j>mMFX۠AyX۠Aם>^"i??@@yGz?B &">mMFX۠AyX۠A.h??@@yGz?;D>mMFX۠AyX۠A5Fh??@@yGz?k: g>mMFX۠AyX۠AI>`h??@@yGz?~:>mMFX۠AyX۠A+=Oh??@@yGz?ﬠ>mMFX۠AyX۠AiZVh??@@yGz?iݤϠ>mMFX۠AyX۠AKfg??@@yGz?(KY>mMFX۠AyX۠A]g??@@yGz?FX>mMFX۠AyX۠AsdZg??@@yGz?Ӱ7>mMFX۠AyX۠ArZg??@@yGz?"xZ>mMFX۠AyX۠A0,g??@@yGz?[-}>mMFX۠AyX۠A=4f??@@yGz?⟡>mMFX۠AyX۠ADEf??@@yGz?mEu¡>mMFX۠AyX۠A^[:Vf??@@yGz?t(gL>mMFX۠AyX۠AHGnmxf??@@yGz?JlX>mMFX۠AyX۠AJ6-Mf??@@yGz?ӰI*>mMFX۠AyX۠AQ!"f??@@yGz?&:kM>mMFX۠AyX۠Ame??@@yGz?29, p>mMFX۠AyX۠A[(=e??@@yGz?b}Ւ>mMFX۠AyX۠A|>|e??@@yGz?q>mMFX۠AyX۠ADmMFX۠AyX۠Ay1¼Ve??@@yGz?NI>mMFX۠AyX۠Av`/e??@@yGz?>mMFX۠AyX۠A]o@ e??@@yGz?*O]@>mMFX۠AyX۠AQfSd??@@yGz?~c>mMFX۠AyX۠AVߠd??@@yGz?ZDž>mMFX۠AyX۠Ad??@@yGz?uݞ|>mMFX۠AyX۠Ajtd??@@yGz? 1ˣ>mMFX۠AyX۠A](EPd??@@yGz?Q<'>mMFX۠AyX۠AO r-d??@@yGz?kk{>mMFX۠AyX۠Ab9 d??@@yGz?.lP3>mMFX۠AyX۠ATc??@@yGz?]V>mMFX۠AyX۠A8"c??@@yGz? 7Ox>mMFX۠AyX۠A͜c??@@yGz?x)|@o>mMFX۠AyX۠AF揇c??@@yGz?X1$>mMFX۠AyX۠Aw3nbc??@@yGz?U#>mMFX۠AyX۠A>^ Bc??@@yGz?ķH>mMFX۠AyX۠Aoۄ"c??@@yGz?2C&>mMFX۠AyX۠Adwdpc??@@yGz?H>mMFX۠AyX۠ADob??@@yGz?Fk>mMFX۠AyX۠ArEmb??@@yGz?xuYa>mMFX۠AyX۠A~b??@@yGz?ꤝ>mMFX۠AyX۠Akb??@@yGz?Yӥ>mMFX۠AyX۠A;Flb??@@yGz?&>mMFX۠AyX۠ABY)Ob??@@yGz?63j5>mMFX۠AyX۠AB}mh2b??@@yGz?b;>mMFX۠AyX۠Aeb??@@yGz?^>mMFX۠AyX۠Am>a??@@yGz?6rT>mMFX۠AyX۠AF8a??@@yGz?zc >mMFX۠AyX۠A"Ka??@@yGz?[ TƦ>mMFX۠AyX۠AVça??@@yGz?OFs>mMFX۠AyX۠A`Ia??@@yGz?:G7( >mMFX۠AyX۠A|Sra??@@yGz?(.>mMFX۠AyX۠AvVxXa??@@yGz?Q>mMFX۠AyX۠AƭNm>a??@@yGz?  Gt>mMFX۠AyX۠AA"%a??@@yGz?mMFX۠AyX۠AB. a??@@yGz?`l>mMFX۠AyX۠A` g`??@@yGz?̛eܧ>mMFX۠AyX۠Av*R`??@@yGz?:$>mMFX۠AyX۠A:i>`??@@yGz?h!>mMFX۠AyX۠AZ)`oة`??@@yGz?*D>mMFX۠AyX۠Aٳ`??@@yGz?Y9g>mMFX۠AyX۠A$yrz`??@@yGz?5>mMFX۠AyX۠ASZ $c`??@@yGz?by>mMFX۠AyX۠A 1L`??@@yGz?wXϨ>mMFX۠AyX۠As J5`??@@yGz?Ai >mMFX۠AyX۠A-`??@@yGz?FFZ>mMFX۠AyX۠Ayao`??@@yGz?vKw7>mMFX۠AyX۠A*e_??@@yGz?<,Z>mMFX۠AyX۠An#_??@@yGz?.|>mMFX۠AyX۠A T_??@@yGz?hW>mMFX۠AyX۠A, 0#c_??@@yGz?3K©>mMFX۠AyX۠A=8_??@@yGz?Ec>mMFX۠AyX۠A#_??@@yGz?#>mMFX۠AyX۠Aף^??@@yGz?"gi*>mMFX۠AyX۠AI*^??@@yGz?M>mMFX۠AyX۠A0n ^??@@yGz? o>mMFX۠AyX۠Ak^??@@yGz?lP4>mMFX۠AyX۠Ao+D^??@@yGz?x=>mMFX۠AyX۠AV@c^??@@yGz?Iת>mMFX۠AyX۠A h]??@@yGz?Iך>.AX۠AyX۠A hm?mGz?@@yGz?$E}\>.AX۠AyX۠A Tt4m?mGz?@@yGz?m_b>.AX۠AyX۠AO^m?mGz?@@yGz?UB0>.AX۠AyX۠A.M%Qm?mGz?@@yGz?*$>.AX۠AyX۠A( l?mGz?@@yGz?f3>.AX۠AyX۠A3=(l?mGz?@@yGz?umx>.AX۠AyX۠Aս?l?mGz?@@yGz?LGw׽>.AX۠AyX۠A2 fk?mGz?@@yGz?*A>.AX۠AyX۠Artk?mGz?@@yGz? H>.AX۠AyX۠AȆʾvk?mGz?@@yGz?ct>.AX۠AyX۠A 7>6k?mGz?@@yGz?˜Vӝ>.AX۠AyX۠A#j?mGz?@@yGz?!!9>.AX۠AyX۠AMuj?mGz?@@yGz?zS^>.AX۠AyX۠A{j?mGz?@@yGz?X1>.AX۠AyX۠A}?j?mGz?@@yGz?4>&>.AX۠AyX۠A޿j?mGz?@@yGz?BÐ.>.AX۠AyX۠A'Ipi?mGz?@@yGz?ʥs>.AX۠AyX۠Acݑi?mGz?@@yGz?ZSd>.AX۠AyX۠A1Yi?mGz?@@yGz?j>.AX۠AyX۠A֝>^"i?mGz?@@yGz?B &">.AX۠AyX۠A.h?mGz?@@yGz?;D>.AX۠AyX۠A5Fh?mGz?@@yGz?k: g>.AX۠AyX۠AI>`h?mGz?@@yGz?~:>.AX۠AyX۠A*=Oh?mGz?@@yGz?ﬠ>.AX۠AyX۠AiZVh?mGz?@@yGz?iݤϠ>.AX۠AyX۠AKfg?mGz?@@yGz?(KY>.AX۠AyX۠A]g?mGz?@@yGz?FX>.AX۠AyX۠AsdZg?mGz?@@yGz?Ӱ7>.AX۠AyX۠ArZg?mGz?@@yGz?"xZ>.AX۠AyX۠A~0,g?mGz?@@yGz?[-}>.AX۠AyX۠A =4f?mGz?@@yGz?⟡>.AX۠AyX۠ADEf?mGz?@@yGz?mEu¡>.AX۠AyX۠A^[:Vf?mGz?@@yGz?t(gL>.AX۠AyX۠AHGnmxf?mGz?@@yGz?JlX>.AX۠AyX۠AJ6-Mf?mGz?@@yGz?ӰI*>.AX۠AyX۠AQ!"f?mGz?@@yGz?&:kM>.AX۠AyX۠Ame?mGz?@@yGz?29, p>.AX۠AyX۠A[(=e?mGz?@@yGz?b}Ւ>.AX۠AyX۠A|>|e?mGz?@@yGz?q>.AX۠AyX۠AD.AX۠AyX۠Ay1¼Ve?mGz?@@yGz?NI>.AX۠AyX۠Aw`/e?mGz?@@yGz?>.AX۠AyX۠A]o@ e?mGz?@@yGz?*O]@>.AX۠AyX۠APfSd?mGz?@@yGz?~c>.AX۠AyX۠AVߠd?mGz?@@yGz?ZDž>.AX۠AyX۠Ad?mGz?@@yGz?tݞ|>.AX۠AyX۠Ajtd?mGz?@@yGz? 1ˣ>.AX۠AyX۠A](EPd?mGz?@@yGz?Q<'>.AX۠AyX۠AO r-d?mGz?@@yGz?kk{>.AX۠AyX۠Ab9 d?mGz?@@yGz?.lP3>.AX۠AyX۠ATc?mGz?@@yGz?]V>.AX۠AyX۠A8"c?mGz?@@yGz? 7Ox>.AX۠AyX۠A͜c?mGz?@@yGz?x)|@o>.AX۠AyX۠AG揇c?mGz?@@yGz?X1$>.AX۠AyX۠Av3nbc?mGz?@@yGz?T#>.AX۠AyX۠A?^ Bc?mGz?@@yGz?ŷH>.AX۠AyX۠Aoۄ"c?mGz?@@yGz?2C&>.AX۠AyX۠Adwdpc?mGz?@@yGz?H>.AX۠AyX۠ADob?mGz?@@yGz?Fk>.AX۠AyX۠ArEmb?mGz?@@yGz?xuYa>.AX۠AyX۠A~b?mGz?@@yGz?ꤝ>.AX۠AyX۠Ajb?mGz?@@yGz?Yӥ>.AX۠AyX۠A:Flb?mGz?@@yGz?&>.AX۠AyX۠ACY)Ob?mGz?@@yGz?63j5>.AX۠AyX۠AB}mh2b?mGz?@@yGz?b;>.AX۠AyX۠Aeb?mGz?@@yGz?^>.AX۠AyX۠Am>a?mGz?@@yGz?6rT>.AX۠AyX۠AF8a?mGz?@@yGz?zc >.AX۠AyX۠A"Ka?mGz?@@yGz?\ TƦ>.AX۠AyX۠AVça?mGz?@@yGz?OFs>.AX۠AyX۠A`Ia?mGz?@@yGz?:G7( >.AX۠AyX۠A|Sra?mGz?@@yGz?(.>.AX۠AyX۠AvVxXa?mGz?@@yGz?Q>.AX۠AyX۠AƭNm>a?mGz?@@yGz?  Gt>.AX۠AyX۠AA"%a?mGz?@@yGz?.AX۠AyX۠AB. a?mGz?@@yGz?`l>.AX۠AyX۠A` g`?mGz?@@yGz?˛eܧ>.AX۠AyX۠Av*R`?mGz?@@yGz?:$>.AX۠AyX۠A:i>`?mGz?@@yGz?h!>.AX۠AyX۠AZ)`oة`?mGz?@@yGz?*D>.AX۠AyX۠Aٳ`?mGz?@@yGz?Y9g>.AX۠AyX۠A$yrz`?mGz?@@yGz?5>.AX۠AyX۠ASZ $c`?mGz?@@yGz?by>.AX۠AyX۠A 1L`?mGz?@@yGz?wXϨ>.AX۠AyX۠As J5`?mGz?@@yGz?Ai >.AX۠AyX۠A-`?mGz?@@yGz?FFZ>.AX۠AyX۠Ayao`?mGz?@@yGz?vKw7>.AX۠AyX۠A*e_?mGz?@@yGz?<,Z>.AX۠AyX۠An#_?mGz?@@yGz?.|>.AX۠AyX۠A T_?mGz?@@yGz?hW>.AX۠AyX۠A, 0#c_?mGz?@@yGz?3K©>.AX۠AyX۠A=8_?mGz?@@yGz?Dc>.AX۠AyX۠A#_?mGz?@@yGz?#>.AX۠AyX۠Aף^?mGz?@@yGz?"gi*>.AX۠AyX۠AI*^?mGz?@@yGz?M>.AX۠AyX۠A0n ^?mGz?@@yGz? o>.AX۠AyX۠Ak^?mGz?@@yGz?kP4>.AX۠AyX۠Ao+D^?mGz?@@yGz?x=>.AX۠AyX۠AV@c^?mGz?@@yGz?Iת>.AX۠AyX۠A h]?mGz?@@yGz?Iך>6k?\(?@@yGz?˜Vӝ>&>^"i?\(?@@yGz?B &">`h?\(?@@yGz?~:>|e?\(?@@yGz?q>^ Bc?\(?@@yGz?ķH>a?\(?@@yGz?6rT>a?\(?@@yGz?  Gt>`?\(?@@yGz?h!>E6X۠AyX۠A hm?ȣp= ?@@yGz?$E}\>E6X۠AyX۠A Tt4m?ȣp= ?@@yGz?m_b>E6X۠AyX۠AO^m?ȣp= ?@@yGz?UB0>E6X۠AyX۠A.M%Qm?ȣp= ?@@yGz?*$>E6X۠AyX۠A( l?ȣp= ?@@yGz?f3>E6X۠AyX۠A3=(l?ȣp= ?@@yGz?umx>E6X۠AyX۠Aս?l?ȣp= ?@@yGz?LGw׽>E6X۠AyX۠A2 fk?ȣp= ?@@yGz?*A>E6X۠AyX۠Artk?ȣp= ?@@yGz? H>E6X۠AyX۠AȆʾvk?ȣp= ?@@yGz?ct>E6X۠AyX۠A 7>6k?ȣp= ?@@yGz?˜Vӝ>E6X۠AyX۠A#j?ȣp= ?@@yGz?!!9>E6X۠AyX۠AMuj?ȣp= ?@@yGz?zS^>E6X۠AyX۠A{j?ȣp= ?@@yGz?X1>E6X۠AyX۠A}?j?ȣp= ?@@yGz?4>&>E6X۠AyX۠A޿j?ȣp= ?@@yGz?BÐ.>E6X۠AyX۠A'Ipi?ȣp= ?@@yGz?ʥs>E6X۠AyX۠Acݑi?ȣp= ?@@yGz?ZSd>E6X۠AyX۠A1Yi?ȣp= ?@@yGz?j>E6X۠AyX۠A֝>^"i?ȣp= ?@@yGz?B &">E6X۠AyX۠A.h?ȣp= ?@@yGz?;D>E6X۠AyX۠A5Fh?ȣp= ?@@yGz?k: g>E6X۠AyX۠AI>`h?ȣp= ?@@yGz?~:>E6X۠AyX۠A*=Oh?ȣp= ?@@yGz?ﬠ>E6X۠AyX۠AiZVh?ȣp= ?@@yGz?iݤϠ>E6X۠AyX۠AKfg?ȣp= ?@@yGz?(KY>E6X۠AyX۠A]g?ȣp= ?@@yGz?FX>E6X۠AyX۠AsdZg?ȣp= ?@@yGz?Ӱ7>E6X۠AyX۠ArZg?ȣp= ?@@yGz?"xZ>E6X۠AyX۠A~0,g?ȣp= ?@@yGz?[-}>E6X۠AyX۠A =4f?ȣp= ?@@yGz?⟡>E6X۠AyX۠ADEf?ȣp= ?@@yGz?mEu¡>E6X۠AyX۠A^[:Vf?ȣp= ?@@yGz?t(gL>E6X۠AyX۠AHGnmxf?ȣp= ?@@yGz?JlX>E6X۠AyX۠AJ6-Mf?ȣp= ?@@yGz?ӰI*>E6X۠AyX۠AQ!"f?ȣp= ?@@yGz?&:kM>E6X۠AyX۠Ame?ȣp= ?@@yGz?29, p>E6X۠AyX۠A[(=e?ȣp= ?@@yGz?b}Ւ>E6X۠AyX۠A|>|e?ȣp= ?@@yGz?q>E6X۠AyX۠ADE6X۠AyX۠Ay1¼Ve?ȣp= ?@@yGz?NI>E6X۠AyX۠Aw`/e?ȣp= ?@@yGz?>E6X۠AyX۠A]o@ e?ȣp= ?@@yGz?*O]@>E6X۠AyX۠APfSd?ȣp= ?@@yGz?~c>E6X۠AyX۠AVߠd?ȣp= ?@@yGz?ZDž>E6X۠AyX۠Ad?ȣp= ?@@yGz?tݞ|>E6X۠AyX۠Ajtd?ȣp= ?@@yGz? 1ˣ>E6X۠AyX۠A](EPd?ȣp= ?@@yGz?Q<'>E6X۠AyX۠AO r-d?ȣp= ?@@yGz?kk{>E6X۠AyX۠Ab9 d?ȣp= ?@@yGz?.lP3>E6X۠AyX۠ATc?ȣp= ?@@yGz?]V>E6X۠AyX۠A8"c?ȣp= ?@@yGz? 7Ox>E6X۠AyX۠A͜c?ȣp= ?@@yGz?x)|@o>E6X۠AyX۠AG揇c?ȣp= ?@@yGz?X1$>E6X۠AyX۠Av3nbc?ȣp= ?@@yGz?T#>E6X۠AyX۠A?^ Bc?ȣp= ?@@yGz?ŷH>E6X۠AyX۠Aoۄ"c?ȣp= ?@@yGz?2C&>E6X۠AyX۠Adwdpc?ȣp= ?@@yGz?H>E6X۠AyX۠ADob?ȣp= ?@@yGz?Fk>E6X۠AyX۠ArEmb?ȣp= ?@@yGz?xuYa>E6X۠AyX۠A~b?ȣp= ?@@yGz?ꤝ>E6X۠AyX۠Ajb?ȣp= ?@@yGz?Yӥ>E6X۠AyX۠A:Flb?ȣp= ?@@yGz?&>E6X۠AyX۠ACY)Ob?ȣp= ?@@yGz?63j5>E6X۠AyX۠AB}mh2b?ȣp= ?@@yGz?b;>E6X۠AyX۠Aeb?ȣp= ?@@yGz?^>E6X۠AyX۠Am>a?ȣp= ?@@yGz?6rT>E6X۠AyX۠AF8a?ȣp= ?@@yGz?zc >E6X۠AyX۠A"Ka?ȣp= ?@@yGz?\ TƦ>E6X۠AyX۠AVça?ȣp= ?@@yGz?OFs>E6X۠AyX۠A`Ia?ȣp= ?@@yGz?:G7( >E6X۠AyX۠A|Sra?ȣp= ?@@yGz?(.>E6X۠AyX۠AvVxXa?ȣp= ?@@yGz?Q>E6X۠AyX۠AƭNm>a?ȣp= ?@@yGz?  Gt>E6X۠AyX۠AA"%a?ȣp= ?@@yGz?E6X۠AyX۠AB. a?ȣp= ?@@yGz?`l>E6X۠AyX۠A` g`?ȣp= ?@@yGz?˛eܧ>E6X۠AyX۠Av*R`?ȣp= ?@@yGz?:$>E6X۠AyX۠A:i>`?ȣp= ?@@yGz?h!>E6X۠AyX۠AZ)`oة`?ȣp= ?@@yGz?*D>E6X۠AyX۠Aٳ`?ȣp= ?@@yGz?Y9g>E6X۠AyX۠A$yrz`?ȣp= ?@@yGz?5>E6X۠AyX۠ASZ $c`?ȣp= ?@@yGz?by>E6X۠AyX۠A 1L`?ȣp= ?@@yGz?wXϨ>E6X۠AyX۠As J5`?ȣp= ?@@yGz?Ai >E6X۠AyX۠A-`?ȣp= ?@@yGz?FFZ>E6X۠AyX۠Ayao`?ȣp= ?@@yGz?vKw7>E6X۠AyX۠A*e_?ȣp= ?@@yGz?<,Z>E6X۠AyX۠An#_?ȣp= ?@@yGz?.|>E6X۠AyX۠A T_?ȣp= ?@@yGz?hW>E6X۠AyX۠A, 0#c_?ȣp= ?@@yGz?3K©>E6X۠AyX۠A=8_?ȣp= ?@@yGz?Dc>E6X۠AyX۠A#_?ȣp= ?@@yGz?#>E6X۠AyX۠Aף^?ȣp= ?@@yGz?"gi*>E6X۠AyX۠AI*^?ȣp= ?@@yGz?M>E6X۠AyX۠A0n ^?ȣp= ?@@yGz? o>E6X۠AyX۠Ak^?ȣp= ?@@yGz?kP4>E6X۠AyX۠Ao+D^?ȣp= ?@@yGz?x=>E6X۠AyX۠AV@c^?ȣp= ?@@yGz?Iת>E6X۠AyX۠A h]?ȣp= ?@@yGz?Iך>1X۠AyX۠A hm?uQ?@@yGz?%E}\>1X۠AyX۠A Tt4m?uQ?@@yGz?m_b>1X۠AyX۠AO^m?uQ?@@yGz?UB0>1X۠AyX۠A.M%Qm?uQ?@@yGz?*$>1X۠AyX۠A( l?uQ?@@yGz?f3>1X۠AyX۠A3=(l?uQ?@@yGz?tmx>1X۠AyX۠Aս?l?uQ?@@yGz?KGw׽>1X۠AyX۠A2 fk?uQ?@@yGz?*A>1X۠AyX۠Artk?uQ?@@yGz? H>1X۠AyX۠AȆʾvk?uQ?@@yGz?ct>1X۠AyX۠A 7>6k?uQ?@@yGz?˜Vӝ>1X۠AyX۠A#j?uQ?@@yGz?!!9>1X۠AyX۠AMuj?uQ?@@yGz?zS^>1X۠AyX۠A{j?uQ?@@yGz?X1>1X۠AyX۠A}?j?uQ?@@yGz?5>&>1X۠AyX۠A޿j?uQ?@@yGz?BÐ.>1X۠AyX۠A'Ipi?uQ?@@yGz?ʥs>1X۠AyX۠Acݑi?uQ?@@yGz?ZSd>1X۠AyX۠A1Yi?uQ?@@yGz?j>1X۠AyX۠Aם>^"i?uQ?@@yGz?B &">1X۠AyX۠A.h?uQ?@@yGz?;D>1X۠AyX۠A5Fh?uQ?@@yGz?k: g>1X۠AyX۠AI>`h?uQ?@@yGz?~:>1X۠AyX۠A+=Oh?uQ?@@yGz?ﬠ>1X۠AyX۠AiZVh?uQ?@@yGz?iݤϠ>1X۠AyX۠AKfg?uQ?@@yGz?(KY>1X۠AyX۠A]g?uQ?@@yGz?FX>1X۠AyX۠AsdZg?uQ?@@yGz?Ӱ7>1X۠AyX۠ArZg?uQ?@@yGz?"xZ>1X۠AyX۠A0,g?uQ?@@yGz?[-}>1X۠AyX۠A=4f?uQ?@@yGz?⟡>1X۠AyX۠ADEf?uQ?@@yGz?mEu¡>1X۠AyX۠A^[:Vf?uQ?@@yGz?t(gL>1X۠AyX۠AHGnmxf?uQ?@@yGz?JlX>1X۠AyX۠AJ6-Mf?uQ?@@yGz?ӰI*>1X۠AyX۠AQ!"f?uQ?@@yGz?&:kM>1X۠AyX۠Ame?uQ?@@yGz?29, p>1X۠AyX۠A[(=e?uQ?@@yGz?b}Ւ>1X۠AyX۠A|>|e?uQ?@@yGz?q>1X۠AyX۠AD1X۠AyX۠Ay1¼Ve?uQ?@@yGz?NI>1X۠AyX۠Av`/e?uQ?@@yGz?>1X۠AyX۠A]o@ e?uQ?@@yGz?*O]@>1X۠AyX۠AQfSd?uQ?@@yGz?~c>1X۠AyX۠AVߠd?uQ?@@yGz?ZDž>1X۠AyX۠Ad?uQ?@@yGz?uݞ|>1X۠AyX۠Ajtd?uQ?@@yGz? 1ˣ>1X۠AyX۠A](EPd?uQ?@@yGz?Q<'>1X۠AyX۠AO r-d?uQ?@@yGz?kk{>1X۠AyX۠Ab9 d?uQ?@@yGz?.lP3>1X۠AyX۠ATc?uQ?@@yGz?]V>1X۠AyX۠A8"c?uQ?@@yGz? 7Ox>1X۠AyX۠A͜c?uQ?@@yGz?x)|@o>1X۠AyX۠AF揇c?uQ?@@yGz?X1$>1X۠AyX۠Aw3nbc?uQ?@@yGz?U#>1X۠AyX۠A>^ Bc?uQ?@@yGz?ķH>1X۠AyX۠Aoۄ"c?uQ?@@yGz?2C&>1X۠AyX۠Adwdpc?uQ?@@yGz?H>1X۠AyX۠ADob?uQ?@@yGz?Fk>1X۠AyX۠ArEmb?uQ?@@yGz?xuYa>1X۠AyX۠A~b?uQ?@@yGz?ꤝ>1X۠AyX۠Akb?uQ?@@yGz?Yӥ>1X۠AyX۠A;Flb?uQ?@@yGz?&>1X۠AyX۠ABY)Ob?uQ?@@yGz?63j5>1X۠AyX۠AB}mh2b?uQ?@@yGz?b;>1X۠AyX۠Aeb?uQ?@@yGz?^>1X۠AyX۠Am>a?uQ?@@yGz?6rT>1X۠AyX۠AF8a?uQ?@@yGz?zc >1X۠AyX۠A"Ka?uQ?@@yGz?[ TƦ>1X۠AyX۠AVça?uQ?@@yGz?OFs>1X۠AyX۠A`Ia?uQ?@@yGz?:G7( >1X۠AyX۠A|Sra?uQ?@@yGz?(.>1X۠AyX۠AvVxXa?uQ?@@yGz?Q>1X۠AyX۠AƭNm>a?uQ?@@yGz?  Gt>1X۠AyX۠AA"%a?uQ?@@yGz?1X۠AyX۠AB. a?uQ?@@yGz?`l>1X۠AyX۠A` g`?uQ?@@yGz?̛eܧ>1X۠AyX۠Av*R`?uQ?@@yGz?:$>1X۠AyX۠A:i>`?uQ?@@yGz?h!>1X۠AyX۠AZ)`oة`?uQ?@@yGz?*D>1X۠AyX۠Aٳ`?uQ?@@yGz?Y9g>1X۠AyX۠A$yrz`?uQ?@@yGz?5>1X۠AyX۠ASZ $c`?uQ?@@yGz?by>1X۠AyX۠A 1L`?uQ?@@yGz?wXϨ>1X۠AyX۠As J5`?uQ?@@yGz?Ai >1X۠AyX۠A-`?uQ?@@yGz?FFZ>1X۠AyX۠Ayao`?uQ?@@yGz?vKw7>1X۠AyX۠A*e_?uQ?@@yGz?<,Z>1X۠AyX۠An#_?uQ?@@yGz?.|>1X۠AyX۠A T_?uQ?@@yGz?hW>1X۠AyX۠A, 0#c_?uQ?@@yGz?3K©>1X۠AyX۠A=8_?uQ?@@yGz?Ec>1X۠AyX۠A#_?uQ?@@yGz?#>1X۠AyX۠Aף^?uQ?@@yGz?"gi*>1X۠AyX۠AI*^?uQ?@@yGz?M>1X۠AyX۠A0n ^?uQ?@@yGz? o>1X۠AyX۠Ak^?uQ?@@yGz?lP4>1X۠AyX۠Ao+D^?uQ?@@yGz?x=>1X۠AyX۠AV@c^?uQ?@@yGz?Iת>1X۠AyX۠A h]?uQ?@@yGz?Iך>ճ,X۠AyX۠A hm?$33333?@@yGz?$E}\>ճ,X۠AyX۠A Tt4m?$33333?@@yGz?m_b>ճ,X۠AyX۠AO^m?$33333?@@yGz?UB0>ճ,X۠AyX۠A.M%Qm?$33333?@@yGz?*$>ճ,X۠AyX۠A( l?$33333?@@yGz?f3>ճ,X۠AyX۠A3=(l?$33333?@@yGz?umx>ճ,X۠AyX۠Aս?l?$33333?@@yGz?LGw׽>ճ,X۠AyX۠A2 fk?$33333?@@yGz?*A>ճ,X۠AyX۠Artk?$33333?@@yGz? H>ճ,X۠AyX۠AȆʾvk?$33333?@@yGz?ct>ճ,X۠AyX۠A 7>6k?$33333?@@yGz?˜Vӝ>ճ,X۠AyX۠A#j?$33333?@@yGz?!!9>ճ,X۠AyX۠AMuj?$33333?@@yGz?zS^>ճ,X۠AyX۠A{j?$33333?@@yGz?X1>ճ,X۠AyX۠A}?j?$33333?@@yGz?4>&>ճ,X۠AyX۠A޿j?$33333?@@yGz?BÐ.>ճ,X۠AyX۠A'Ipi?$33333?@@yGz?ʥs>ճ,X۠AyX۠Acݑi?$33333?@@yGz?ZSd>ճ,X۠AyX۠A1Yi?$33333?@@yGz?j>ճ,X۠AyX۠A֝>^"i?$33333?@@yGz?B &">ճ,X۠AyX۠A.h?$33333?@@yGz?;D>ճ,X۠AyX۠A5Fh?$33333?@@yGz?k: g>ճ,X۠AyX۠AI>`h?$33333?@@yGz?~:>ճ,X۠AyX۠A*=Oh?$33333?@@yGz?ﬠ>ճ,X۠AyX۠AiZVh?$33333?@@yGz?iݤϠ>ճ,X۠AyX۠AKfg?$33333?@@yGz?(KY>ճ,X۠AyX۠A]g?$33333?@@yGz?FX>ճ,X۠AyX۠AsdZg?$33333?@@yGz?Ӱ7>ճ,X۠AyX۠ArZg?$33333?@@yGz?"xZ>ճ,X۠AyX۠A~0,g?$33333?@@yGz?[-}>ճ,X۠AyX۠A =4f?$33333?@@yGz?⟡>ճ,X۠AyX۠ADEf?$33333?@@yGz?mEu¡>ճ,X۠AyX۠A^[:Vf?$33333?@@yGz?t(gL>ճ,X۠AyX۠AHGnmxf?$33333?@@yGz?JlX>ճ,X۠AyX۠AJ6-Mf?$33333?@@yGz?ӰI*>ճ,X۠AyX۠AQ!"f?$33333?@@yGz?&:kM>ճ,X۠AyX۠Ame?$33333?@@yGz?29, p>ճ,X۠AyX۠A[(=e?$33333?@@yGz?b}Ւ>ճ,X۠AyX۠A|>|e?$33333?@@yGz?q>ճ,X۠AyX۠ADճ,X۠AyX۠Ay1¼Ve?$33333?@@yGz?NI>ճ,X۠AyX۠Aw`/e?$33333?@@yGz?>ճ,X۠AyX۠A]o@ e?$33333?@@yGz?*O]@>ճ,X۠AyX۠APfSd?$33333?@@yGz?~c>ճ,X۠AyX۠AVߠd?$33333?@@yGz?ZDž>ճ,X۠AyX۠Ad?$33333?@@yGz?tݞ|>ճ,X۠AyX۠Ajtd?$33333?@@yGz? 1ˣ>ճ,X۠AyX۠A](EPd?$33333?@@yGz?Q<'>ճ,X۠AyX۠AO r-d?$33333?@@yGz?kk{>ճ,X۠AyX۠Ab9 d?$33333?@@yGz?.lP3>ճ,X۠AyX۠ATc?$33333?@@yGz?]V>ճ,X۠AyX۠A8"c?$33333?@@yGz? 7Ox>ճ,X۠AyX۠A͜c?$33333?@@yGz?x)|@o>ճ,X۠AyX۠AG揇c?$33333?@@yGz?X1$>ճ,X۠AyX۠Av3nbc?$33333?@@yGz?T#>ճ,X۠AyX۠A?^ Bc?$33333?@@yGz?ŷH>ճ,X۠AyX۠Aoۄ"c?$33333?@@yGz?2C&>ճ,X۠AyX۠Adwdpc?$33333?@@yGz?H>ճ,X۠AyX۠ADob?$33333?@@yGz?Fk>ճ,X۠AyX۠ArEmb?$33333?@@yGz?xuYa>ճ,X۠AyX۠A~b?$33333?@@yGz?ꤝ>ճ,X۠AyX۠Ajb?$33333?@@yGz?Yӥ>ճ,X۠AyX۠A:Flb?$33333?@@yGz?&>ճ,X۠AyX۠ACY)Ob?$33333?@@yGz?63j5>ճ,X۠AyX۠AB}mh2b?$33333?@@yGz?b;>ճ,X۠AyX۠Aeb?$33333?@@yGz?^>ճ,X۠AyX۠Am>a?$33333?@@yGz?6rT>ճ,X۠AyX۠AF8a?$33333?@@yGz?zc >ճ,X۠AyX۠A"Ka?$33333?@@yGz?\ TƦ>ճ,X۠AyX۠AVça?$33333?@@yGz?OFs>ճ,X۠AyX۠A`Ia?$33333?@@yGz?:G7( >ճ,X۠AyX۠A|Sra?$33333?@@yGz?(.>ճ,X۠AyX۠AvVxXa?$33333?@@yGz?Q>ճ,X۠AyX۠AƭNm>a?$33333?@@yGz?  Gt>ճ,X۠AyX۠AA"%a?$33333?@@yGz?ճ,X۠AyX۠AB. a?$33333?@@yGz?`l>ճ,X۠AyX۠A` g`?$33333?@@yGz?˛eܧ>ճ,X۠AyX۠Av*R`?$33333?@@yGz?:$>ճ,X۠AyX۠A:i>`?$33333?@@yGz?h!>ճ,X۠AyX۠AZ)`oة`?$33333?@@yGz?*D>ճ,X۠AyX۠Aٳ`?$33333?@@yGz?Y9g>ճ,X۠AyX۠A$yrz`?$33333?@@yGz?5>ճ,X۠AyX۠ASZ $c`?$33333?@@yGz?by>ճ,X۠AyX۠A 1L`?$33333?@@yGz?wXϨ>ճ,X۠AyX۠As J5`?$33333?@@yGz?Ai >ճ,X۠AyX۠A-`?$33333?@@yGz?FFZ>ճ,X۠AyX۠Ayao`?$33333?@@yGz?vKw7>ճ,X۠AyX۠A*e_?$33333?@@yGz?<,Z>ճ,X۠AyX۠An#_?$33333?@@yGz?.|>ճ,X۠AyX۠A T_?$33333?@@yGz?hW>ճ,X۠AyX۠A, 0#c_?$33333?@@yGz?3K©>ճ,X۠AyX۠A=8_?$33333?@@yGz?Dc>ճ,X۠AyX۠A#_?$33333?@@yGz?#>ճ,X۠AyX۠Aף^?$33333?@@yGz?"gi*>ճ,X۠AyX۠AI*^?$33333?@@yGz?M>ճ,X۠AyX۠A0n ^?$33333?@@yGz? o>ճ,X۠AyX۠Ak^?$33333?@@yGz?kP4>ճ,X۠AyX۠Ao+D^?$33333?@@yGz?x=>ճ,X۠AyX۠AV@c^?$33333?@@yGz?Iת>ճ,X۠AyX۠A h]?$33333?@@yGz?Iך>'X۠AyX۠A hm?zG?@@yGz?%E}\>'X۠AyX۠A Tt4m?zG?@@yGz?m_b>'X۠AyX۠AO^m?zG?@@yGz?UB0>'X۠AyX۠A.M%Qm?zG?@@yGz?*$>'X۠AyX۠A( l?zG?@@yGz?f3>'X۠AyX۠A3=(l?zG?@@yGz?tmx>'X۠AyX۠Aս?l?zG?@@yGz?KGw׽>'X۠AyX۠A2 fk?zG?@@yGz?*A>'X۠AyX۠Artk?zG?@@yGz? H>'X۠AyX۠AȆʾvk?zG?@@yGz?ct>'X۠AyX۠A 7>6k?zG?@@yGz?˜Vӝ>'X۠AyX۠A#j?zG?@@yGz?!!9>'X۠AyX۠AMuj?zG?@@yGz?zS^>'X۠AyX۠A{j?zG?@@yGz?X1>'X۠AyX۠A}?j?zG?@@yGz?5>&>'X۠AyX۠A޿j?zG?@@yGz?BÐ.>'X۠AyX۠A'Ipi?zG?@@yGz?ʥs>'X۠AyX۠Acݑi?zG?@@yGz?ZSd>'X۠AyX۠A1Yi?zG?@@yGz?j>'X۠AyX۠Aם>^"i?zG?@@yGz?B &">'X۠AyX۠A.h?zG?@@yGz?;D>'X۠AyX۠A5Fh?zG?@@yGz?k: g>'X۠AyX۠AI>`h?zG?@@yGz?~:>'X۠AyX۠A+=Oh?zG?@@yGz?ﬠ>'X۠AyX۠AiZVh?zG?@@yGz?iݤϠ>'X۠AyX۠AKfg?zG?@@yGz?(KY>'X۠AyX۠A]g?zG?@@yGz?FX>'X۠AyX۠AsdZg?zG?@@yGz?Ӱ7>'X۠AyX۠ArZg?zG?@@yGz?"xZ>'X۠AyX۠A0,g?zG?@@yGz?[-}>'X۠AyX۠A=4f?zG?@@yGz?⟡>'X۠AyX۠ADEf?zG?@@yGz?mEu¡>'X۠AyX۠A^[:Vf?zG?@@yGz?t(gL>'X۠AyX۠AHGnmxf?zG?@@yGz?JlX>'X۠AyX۠AJ6-Mf?zG?@@yGz?ӰI*>'X۠AyX۠AQ!"f?zG?@@yGz?&:kM>'X۠AyX۠Ame?zG?@@yGz?29, p>'X۠AyX۠A[(=e?zG?@@yGz?b}Ւ>'X۠AyX۠A|>|e?zG?@@yGz?q>'X۠AyX۠AD'X۠AyX۠Ay1¼Ve?zG?@@yGz?NI>'X۠AyX۠Av`/e?zG?@@yGz?>'X۠AyX۠A]o@ e?zG?@@yGz?*O]@>'X۠AyX۠AQfSd?zG?@@yGz?~c>'X۠AyX۠AVߠd?zG?@@yGz?ZDž>'X۠AyX۠Ad?zG?@@yGz?uݞ|>'X۠AyX۠Ajtd?zG?@@yGz? 1ˣ>'X۠AyX۠A](EPd?zG?@@yGz?Q<'>'X۠AyX۠AO r-d?zG?@@yGz?kk{>'X۠AyX۠Ab9 d?zG?@@yGz?.lP3>'X۠AyX۠ATc?zG?@@yGz?]V>'X۠AyX۠A8"c?zG?@@yGz? 7Ox>'X۠AyX۠A͜c?zG?@@yGz?x)|@o>'X۠AyX۠AF揇c?zG?@@yGz?X1$>'X۠AyX۠Aw3nbc?zG?@@yGz?U#>'X۠AyX۠A>^ Bc?zG?@@yGz?ķH>'X۠AyX۠Aoۄ"c?zG?@@yGz?2C&>'X۠AyX۠Adwdpc?zG?@@yGz?H>'X۠AyX۠ADob?zG?@@yGz?Fk>'X۠AyX۠ArEmb?zG?@@yGz?xuYa>'X۠AyX۠A~b?zG?@@yGz?ꤝ>'X۠AyX۠Akb?zG?@@yGz?Yӥ>'X۠AyX۠A;Flb?zG?@@yGz?&>'X۠AyX۠ABY)Ob?zG?@@yGz?63j5>'X۠AyX۠AB}mh2b?zG?@@yGz?b;>'X۠AyX۠Aeb?zG?@@yGz?^>'X۠AyX۠Am>a?zG?@@yGz?6rT>'X۠AyX۠AF8a?zG?@@yGz?zc >'X۠AyX۠A"Ka?zG?@@yGz?[ TƦ>'X۠AyX۠AVça?zG?@@yGz?OFs>'X۠AyX۠A`Ia?zG?@@yGz?:G7( >'X۠AyX۠A|Sra?zG?@@yGz?(.>'X۠AyX۠AvVxXa?zG?@@yGz?Q>'X۠AyX۠AƭNm>a?zG?@@yGz?  Gt>'X۠AyX۠AA"%a?zG?@@yGz?'X۠AyX۠AB. a?zG?@@yGz?`l>'X۠AyX۠A` g`?zG?@@yGz?̛eܧ>'X۠AyX۠Av*R`?zG?@@yGz?:$>'X۠AyX۠A:i>`?zG?@@yGz?h!>'X۠AyX۠AZ)`oة`?zG?@@yGz?*D>'X۠AyX۠Aٳ`?zG?@@yGz?Y9g>'X۠AyX۠A$yrz`?zG?@@yGz?5>'X۠AyX۠ASZ $c`?zG?@@yGz?by>'X۠AyX۠A 1L`?zG?@@yGz?wXϨ>'X۠AyX۠As J5`?zG?@@yGz?Ai >'X۠AyX۠A-`?zG?@@yGz?FFZ>'X۠AyX۠Ayao`?zG?@@yGz?vKw7>'X۠AyX۠A*e_?zG?@@yGz?<,Z>'X۠AyX۠An#_?zG?@@yGz?.|>'X۠AyX۠A T_?zG?@@yGz?hW>'X۠AyX۠A, 0#c_?zG?@@yGz?3K©>'X۠AyX۠A=8_?zG?@@yGz?Ec>'X۠AyX۠A#_?zG?@@yGz?#>'X۠AyX۠Aף^?zG?@@yGz?"gi*>'X۠AyX۠AI*^?zG?@@yGz?M>'X۠AyX۠A0n ^?zG?@@yGz? o>'X۠AyX۠Ak^?zG?@@yGz?lP4>'X۠AyX۠Ao+D^?zG?@@yGz?x=>'X۠AyX۠AV@c^?zG?@@yGz?Iת>'X۠AyX۠A h]?zG?@@yGz?Iך>ev"X۠AyX۠A hm?z(\?@@yGz?$E}\>ev"X۠AyX۠A Tt4m?z(\?@@yGz?m_b>ev"X۠AyX۠AO^m?z(\?@@yGz?UB0>ev"X۠AyX۠A.M%Qm?z(\?@@yGz?*$>ev"X۠AyX۠A( l?z(\?@@yGz?f3>ev"X۠AyX۠A3=(l?z(\?@@yGz?umx>ev"X۠AyX۠Aս?l?z(\?@@yGz?LGw׽>ev"X۠AyX۠A2 fk?z(\?@@yGz?*A>ev"X۠AyX۠Artk?z(\?@@yGz? H>ev"X۠AyX۠AȆʾvk?z(\?@@yGz?ct>ev"X۠AyX۠A 7>6k?z(\?@@yGz?˜Vӝ>ev"X۠AyX۠A#j?z(\?@@yGz?!!9>ev"X۠AyX۠AMuj?z(\?@@yGz?zS^>ev"X۠AyX۠A{j?z(\?@@yGz?X1>ev"X۠AyX۠A}?j?z(\?@@yGz?4>&>ev"X۠AyX۠A޿j?z(\?@@yGz?BÐ.>ev"X۠AyX۠A'Ipi?z(\?@@yGz?ʥs>ev"X۠AyX۠Acݑi?z(\?@@yGz?ZSd>ev"X۠AyX۠A1Yi?z(\?@@yGz?j>ev"X۠AyX۠A֝>^"i?z(\?@@yGz?B &">ev"X۠AyX۠A.h?z(\?@@yGz?;D>ev"X۠AyX۠A5Fh?z(\?@@yGz?k: g>ev"X۠AyX۠AI>`h?z(\?@@yGz?~:>ev"X۠AyX۠A*=Oh?z(\?@@yGz?ﬠ>ev"X۠AyX۠AiZVh?z(\?@@yGz?iݤ `>ev"X۠AyX۠AKfg?z(\?@@yGz?(KY>ev"X۠AyX۠A]g?z(\?@@yGz?FX>ev"X۠AyX۠AsdZg?z(\?@@yGz?Ӱ7>ev"X۠AyX۠ArZg?z(\?@@yGz?"xZ>ev"X۠AyX۠A~0,g?z(\?@@yGz?[-}>ev"X۠AyX۠A =4f?z(\?@@yGz?⟡>ev"X۠AyX۠ADEf?z(\?@@yGz?mEu¡>ev"X۠AyX۠A^[:Vf?z(\?@@yGz?t(gL>ev"X۠AyX۠AHGnmxf?z(\?@@yGz?JlX>ev"X۠AyX۠AJ6-Mf?z(\?@@yGz?ӰI*>ev"X۠AyX۠AQ!"f?z(\?@@yGz?&:kM>ev"X۠AyX۠Ame?z(\?@@yGz?29, p>ev"X۠AyX۠A[(=e?z(\?@@yGz?b}Ւ>ev"X۠AyX۠A|>|e?z(\?@@yGz?q>ev"X۠AyX۠ADev"X۠AyX۠Ay1¼Ve?z(\?@@yGz?NI>ev"X۠AyX۠Aw`/e?z(\?@@yGz?>ev"X۠AyX۠A]o@ e?z(\?@@yGz?*O]@>ev"X۠AyX۠APfSd?z(\?@@yGz?~c>ev"X۠AyX۠AVߠd?z(\?@@yGz?ZDž>ev"X۠AyX۠Ad?z(\?@@yGz?tݞ|>ev"X۠AyX۠Ajtd?z(\?@@yGz? 1ˣ>ev"X۠AyX۠A](EPd?z(\?@@yGz?Q<'>ev"X۠AyX۠AO r-d?z(\?@@yGz?kk{>ev"X۠AyX۠Ab9 d?z(\?@@yGz?.lP3>ev"X۠AyX۠ATc?z(\?@@yGz?]V>ev"X۠AyX۠A8"c?z(\?@@yGz? 7Ox>ev"X۠AyX۠A͜c?z(\?@@yGz?x)|@o>ev"X۠AyX۠AG揇c?z(\?@@yGz?X1$>ev"X۠AyX۠Av3nbc?z(\?@@yGz?T#>ev"X۠AyX۠A?^ Bc?z(\?@@yGz?ŷH>ev"X۠AyX۠Aoۄ"c?z(\?@@yGz?2C&>ev"X۠AyX۠Adwdpc?z(\?@@yGz?H>ev"X۠AyX۠ADob?z(\?@@yGz?Fk>ev"X۠AyX۠ArEmb?z(\?@@yGz?xuYa>ev"X۠AyX۠A~b?z(\?@@yGz?ꤝ>ev"X۠AyX۠Ajb?z(\?@@yGz?Yӥ>ev"X۠AyX۠A:Flb?z(\?@@yGz?&>ev"X۠AyX۠ACY)Ob?z(\?@@yGz?63j5>ev"X۠AyX۠AB}mh2b?z(\?@@yGz?b;>ev"X۠AyX۠Aeb?z(\?@@yGz?^>ev"X۠AyX۠Am>a?z(\?@@yGz?6rT>ev"X۠AyX۠AF8a?z(\?@@yGz?zc >ev"X۠AyX۠A"Ka?z(\?@@yGz?\ TƦ>ev"X۠AyX۠AVça?z(\?@@yGz?OFs>ev"X۠AyX۠A`Ia?z(\?@@yGz?:G7( >ev"X۠AyX۠A|Sra?z(\?@@yGz?(.>ev"X۠AyX۠AvVxXa?z(\?@@yGz?Q>ev"X۠AyX۠AƭNm>a?z(\?@@yGz?  Gt>ev"X۠AyX۠AA"%a?z(\?@@yGz?ev"X۠AyX۠AB. a?z(\?@@yGz?`l>ev"X۠AyX۠A` g`?z(\?@@yGz?˛eܧ>ev"X۠AyX۠Av*R`?z(\?@@yGz?:$>ev"X۠AyX۠A:i>`?z(\?@@yGz?h!>ev"X۠AyX۠AZ)`oة`?z(\?@@yGz?*D>ev"X۠AyX۠Aٳ`?z(\?@@yGz?Y9g>ev"X۠AyX۠A$yrz`?z(\?@@yGz?5>ev"X۠AyX۠ASZ $c`?z(\?@@yGz?by>ev"X۠AyX۠A 1L`?z(\?@@yGz?wXϨ>ev"X۠AyX۠As J5`?z(\?@@yGz?Ai >ev"X۠AyX۠A-`?z(\?@@yGz?FFZ>ev"X۠AyX۠Ayao`?z(\?@@yGz?vKw7>ev"X۠AyX۠A*e_?z(\?@@yGz?<,Z>ev"X۠AyX۠An#_?z(\?@@yGz?.|>ev"X۠AyX۠A T_?z(\?@@yGz?hW>ev"X۠AyX۠A, 0#c_?z(\?@@yGz?3K©>ev"X۠AyX۠A=8_?z(\?@@yGz?Dc>ev"X۠AyX۠A#_?z(\?@@yGz?#>ev"X۠AyX۠Aף^?z(\?@@yGz?"gi*>ev"X۠AyX۠AI*^?z(\?@@yGz?M>ev"X۠AyX۠A0n ^?z(\?@@yGz? o>ev"X۠AyX۠Ak^?z(\?@@yGz?kP4>ev"X۠AyX۠Ao+D^?z(\?@@yGz?x=>ev"X۠AyX۠AV@c^?z(\?@@yGz?Iת>ev"X۠AyX۠A h]?z(\?@@yGz?Iך>WX۠AyX۠A hm?' ףp=?@@yGz?%E}\>WX۠AyX۠A Tt4m?' ףp=?@@yGz?m_b>WX۠AyX۠AO^m?' ףp=?@@yGz?UB0>WX۠AyX۠A.M%Qm?' ףp=?@@yGz?*$>WX۠AyX۠A( l?' ףp=?@@yGz?f3>WX۠AyX۠A3=(l?' ףp=?@@yGz?tmx>WX۠AyX۠Aս?l?' ףp=?@@yGz?KGw׽>WX۠AyX۠A2 fk?' ףp=?@@yGz?*A>WX۠AyX۠Artk?' ףp=?@@yGz? H>WX۠AyX۠AȆʾvk?' ףp=?@@yGz?ct>WX۠AyX۠A 7>6k?' ףp=?@@yGz?˜Vӝ>WX۠AyX۠A#j?' ףp=?@@yGz?!!9>WX۠AyX۠AMuj?' ףp=?@@yGz?zS^>WX۠AyX۠A{j?' ףp=?@@yGz?X1>WX۠AyX۠A}?j?' ףp=?@@yGz?5>&>WX۠AyX۠A޿j?' ףp=?@@yGz?BÐ.>WX۠AyX۠A'Ipi?' ףp=?@@yGz?ʥs>WX۠AyX۠Acݑi?' ףp=?@@yGz?ZSd>WX۠AyX۠A1Yi?' ףp=?@@yGz?j>WX۠AyX۠Aם>^"i?' ףp=?@@yGz?B &">WX۠AyX۠A.h?' ףp=?@@yGz?;D>WX۠AyX۠A5Fh?' ףp=?@@yGz?k: g>WX۠AyX۠AI>`h?' ףp=?@@yGz?~:>WX۠AyX۠A+=Oh?' ףp=?@@yGz?ﬠ>WX۠AyX۠AiZVh?' ףp=?@@yGz?iݤϠ>WX۠AyX۠AKfg?' ףp=?@@yGz?(KY>WX۠AyX۠A]g?' ףp=?@@yGz?FX>WX۠AyX۠AsdZg?' ףp=?@@yGz?Ӱ7>WX۠AyX۠ArZg?' ףp=?@@yGz?"xZ>WX۠AyX۠A0,g?' ףp=?@@yGz?[-}>WX۠AyX۠A=4f?' ףp=?@@yGz?⟡>WX۠AyX۠ADEf?' ףp=?@@yGz?mEu¡>WX۠AyX۠A^[:Vf?' ףp=?@@yGz?t(gL>WX۠AyX۠AHGnmxf?' ףp=?@@yGz?JlX>WX۠AyX۠AJ6-Mf?' ףp=?@@yGz?ӰI*>WX۠AyX۠AQ!"f?' ףp=?@@yGz?&:kM>WX۠AyX۠Ame?' ףp=?@@yGz?29, p>WX۠AyX۠A[(=e?' ףp=?@@yGz?b}Ւ>WX۠AyX۠A|>|e?' ףp=?@@yGz?q>WX۠AyX۠ADWX۠AyX۠Ay1¼Ve?' ףp=?@@yGz?NI>WX۠AyX۠Av`/e?' ףp=?@@yGz?>WX۠AyX۠A]o@ e?' ףp=?@@yGz?*O]@>WX۠AyX۠AQfSd?' ףp=?@@yGz?~c>WX۠AyX۠AVߠd?' ףp=?@@yGz?ZDž>WX۠AyX۠Ad?' ףp=?@@yGz?uݞ|>WX۠AyX۠Ajtd?' ףp=?@@yGz? 1ˣ>WX۠AyX۠A](EPd?' ףp=?@@yGz?Q<'>WX۠AyX۠AO r-d?' ףp=?@@yGz?kk{>WX۠AyX۠Ab9 d?' ףp=?@@yGz?.lP3>WX۠AyX۠ATc?' ףp=?@@yGz?]V>WX۠AyX۠A8"c?' ףp=?@@yGz? 7Ox>WX۠AyX۠A͜c?' ףp=?@@yGz?x)|@o>WX۠AyX۠AF揇c?' ףp=?@@yGz?X1$>WX۠AyX۠Aw3nbc?' ףp=?@@yGz?U#>WX۠AyX۠A>^ Bc?' ףp=?@@yGz?ķH>WX۠AyX۠Aoۄ"c?' ףp=?@@yGz?2C&>WX۠AyX۠Adwdpc?' ףp=?@@yGz?H>WX۠AyX۠ADob?' ףp=?@@yGz?Fk>WX۠AyX۠ArEmb?' ףp=?@@yGz?xuYa>WX۠AyX۠A~b?' ףp=?@@yGz?ꤝ>WX۠AyX۠Akb?' ףp=?@@yGz?Yӥ>WX۠AyX۠A;Flb?' ףp=?@@yGz?&>WX۠AyX۠ABY)Ob?' ףp=?@@yGz?63j5>WX۠AyX۠AB}mh2b?' ףp=?@@yGz?b;>WX۠AyX۠Aeb?' ףp=?@@yGz?^>WX۠AyX۠Am>a?' ףp=?@@yGz?6rT>WX۠AyX۠AF8a?' ףp=?@@yGz?zc >WX۠AyX۠A"Ka?' ףp=?@@yGz?[ TƦ>WX۠AyX۠AVça?' ףp=?@@yGz?OFs>WX۠AyX۠A`Ia?' ףp=?@@yGz?:G7( >WX۠AyX۠A|Sra?' ףp=?@@yGz?(.>WX۠AyX۠AvVxXa?' ףp=?@@yGz?Q>WX۠AyX۠AƭNm>a?' ףp=?@@yGz?  Gt>WX۠AyX۠AA"%a?' ףp=?@@yGz?WX۠AyX۠AB. a?' ףp=?@@yGz?`l>WX۠AyX۠A` g`?' ףp=?@@yGz?̛eܧ>WX۠AyX۠Av*R`?' ףp=?@@yGz?:$>WX۠AyX۠A:i>`?' ףp=?@@yGz?h!>WX۠AyX۠AZ)`oة`?' ףp=?@@yGz?*D>WX۠AyX۠Aٳ`?' ףp=?@@yGz?Y9g>WX۠AyX۠A$yrz`?' ףp=?@@yGz?5>WX۠AyX۠ASZ $c`?' ףp=?@@yGz?by>WX۠AyX۠A 1L`?' ףp=?@@yGz?wXϨ>WX۠AyX۠As J5`?' ףp=?@@yGz?Ai >WX۠AyX۠A-`?' ףp=?@@yGz?FFZ>WX۠AyX۠Ayao`?' ףp=?@@yGz?vKw7>WX۠AyX۠A*e_?' ףp=?@@yGz?<,Z>WX۠AyX۠An#_?' ףp=?@@yGz?.|>WX۠AyX۠A T_?' ףp=?@@yGz?hW>WX۠AyX۠A, 0#c_?' ףp=?@@yGz?3K©>WX۠AyX۠A=8_?' ףp=?@@yGz?Ec>WX۠AyX۠A#_?' ףp=?@@yGz?#>WX۠AyX۠Aף^?' ףp=?@@yGz?"gi*>WX۠AyX۠AI*^?' ףp=?@@yGz?M>WX۠AyX۠A0n ^?' ףp=?@@yGz? o>WX۠AyX۠Ak^?' ףp=?@@yGz?lP4>WX۠AyX۠Ao+D^?' ףp=?@@yGz?x=>WX۠AyX۠AV@c^?' ףp=?@@yGz?Iת>WX۠AyX۠A h]?' ףp=?@@yGz?Iך>8X۠AyX۠A hm?Q?@@yGz?$E}\>8X۠AyX۠A Tt4m?Q?@@yGz?m_b>8X۠AyX۠AO^m?Q?@@yGz?UB0>8X۠AyX۠A.M%Qm?Q?@@yGz?*$>8X۠AyX۠A( l?Q?@@yGz?f3>8X۠AyX۠A3=(l?Q?@@yGz?umx>8X۠AyX۠Aս?l?Q?@@yGz?LGw׽>8X۠AyX۠A2 fk?Q?@@yGz?*A>8X۠AyX۠Artk?Q?@@yGz? H>8X۠AyX۠AȆʾvk?Q?@@yGz?ct>8X۠AyX۠A 7>6k?Q?@@yGz?˜Vӝ>8X۠AyX۠A#j?Q?@@yGz?!!9>8X۠AyX۠AMuj?Q?@@yGz?zS^>8X۠AyX۠A{j?Q?@@yGz?X1>8X۠AyX۠A}?j?Q?@@yGz?4>&>8X۠AyX۠A޿j?Q?@@yGz?BÐ.>8X۠AyX۠A'Ipi?Q?@@yGz?ʥs>8X۠AyX۠Acݑi?Q?@@yGz?ZSd>8X۠AyX۠A1Yi?Q?@@yGz?j>8X۠AyX۠A֝>^"i?Q?@@yGz?B &">8X۠AyX۠A.h?Q?@@yGz?;D>8X۠AyX۠A5Fh?Q?@@yGz?k: g>8X۠AyX۠AI>`h?Q?@@yGz?~:>8X۠AyX۠A*=Oh?Q?@@yGz?ﬠ>8X۠AyX۠AiZVh?Q?@@yGz?iݤϠ>8X۠AyX۠AKfg?Q?@@yGz?(KY>8X۠AyX۠A]g?Q?@@yGz?FX>8X۠AyX۠AsdZg?Q?@@yGz?Ӱ7>8X۠AyX۠ArZg?Q?@@yGz?"xZ>8X۠AyX۠A~0,g?Q?@@yGz?[-}>8X۠AyX۠A =4f?Q?@@yGz?⟡>8X۠AyX۠ADEf?Q?@@yGz?mEu¡>8X۠AyX۠A^[:Vf?Q?@@yGz?t(gL>8X۠AyX۠AHGnmxf?Q?@@yGz?JlX>8X۠AyX۠AJ6-Mf?Q?@@yGz?ӰI*>8X۠AyX۠AQ!"f?Q?@@yGz?&:kM>8X۠AyX۠Ame?Q?@@yGz?29, p>8X۠AyX۠A[(=e?Q?@@yGz?b}Ւ>8X۠AyX۠A|>|e?Q?@@yGz?q>8X۠AyX۠AD8X۠AyX۠Ay1¼Ve?Q?@@yGz?NI>8X۠AyX۠Aw`/e?Q?@@yGz?>8X۠AyX۠A]o@ e?Q?@@yGz?*O]@>8X۠AyX۠APfSd?Q?@@yGz?~c>8X۠AyX۠AVߠd?Q?@@yGz?ZDž>8X۠AyX۠Ad?Q?@@yGz?tݞ|>8X۠AyX۠Ajtd?Q?@@yGz? 1ˣ>8X۠AyX۠A](EPd?Q?@@yGz?Q<'>8X۠AyX۠AO r-d?Q?@@yGz?kk{>8X۠AyX۠Ab9 d?Q?@@yGz?.lP3>8X۠AyX۠ATc?Q?@@yGz?]V>8X۠AyX۠A8"c?Q?@@yGz? 7Ox>8X۠AyX۠A͜c?Q?@@yGz?x)|@o>8X۠AyX۠AG揇c?Q?@@yGz?X1$>8X۠AyX۠Av3nbc?Q?@@yGz?T#>8X۠AyX۠A?^ Bc?Q?@@yGz?ŷH>8X۠AyX۠Aoۄ"c?Q?@@yGz?2C&>8X۠AyX۠Adwdpc?Q?@@yGz?H>8X۠AyX۠ADob?Q?@@yGz?Fk>8X۠AyX۠ArEmb?Q?@@yGz?xuYa>8X۠AyX۠A~b?Q?@@yGz?ꤝ>8X۠AyX۠Ajb?Q?@@yGz?Yӥ>8X۠AyX۠A:Flb?Q?@@yGz?&>8X۠AyX۠ACY)Ob?Q?@@yGz?63j5>8X۠AyX۠AB}mh2b?Q?@@yGz?b;>8X۠AyX۠Aeb?Q?@@yGz?^>8X۠AyX۠Am>a?Q?@@yGz?6rT>8X۠AyX۠AF8a?Q?@@yGz?zc >8X۠AyX۠A"Ka?Q?@@yGz?\ TƦ>8X۠AyX۠AVça?Q?@@yGz?OFs>8X۠AyX۠A`Ia?Q?@@yGz?:G7( >8X۠AyX۠A|Sra?Q?@@yGz?(.>8X۠AyX۠AvVxXa?Q?@@yGz?Q>8X۠AyX۠AƭNm>a?Q?@@yGz?  Gt>8X۠AyX۠AA"%a?Q?@@yGz?8X۠AyX۠AB. a?Q?@@yGz?`l>8X۠AyX۠A` g`?Q?@@yGz?˛eܧ>8X۠AyX۠Av*R`?Q?@@yGz?:$>8X۠AyX۠A:i>`?Q?@@yGz?h!>8X۠AyX۠AZ)`oة`?Q?@@yGz?*D>8X۠AyX۠Aٳ`?Q?@@yGz?Y9g>8X۠AyX۠A$yrz`?Q?@@yGz?5>8X۠AyX۠ASZ $c`?Q?@@yGz?by>8X۠AyX۠A 1L`?Q?@@yGz?wXϨ>8X۠AyX۠As J5`?Q?@@yGz?Ai >8X۠AyX۠A-`?Q?@@yGz?FFZ>8X۠AyX۠Ayao`?Q?@@yGz?vKw7>8X۠AyX۠A*e_?Q?@@yGz?<,Z>8X۠AyX۠An#_?Q?@@yGz?.|>8X۠AyX۠A T_?Q?@@yGz?hW>8X۠AyX۠A, 0#c_?Q?@@yGz?3K©>8X۠AyX۠A=8_?Q?@@yGz?Dc>8X۠AyX۠A#_?Q?@@yGz?#>8X۠AyX۠Aף^?Q?@@yGz?"gi*>8X۠AyX۠AI*^?Q?@@yGz?M>8X۠AyX۠A0n ^?Q?@@yGz? o>8X۠AyX۠Ak^?Q?@@yGz?kP4>8X۠AyX۠Ao+D^?Q?@@yGz?x=>8X۠AyX۠AV@c^?Q?@@yGz?Iת>8X۠AyX۠A h]?Q?@@yGz?Iך>=X۠AyX۠A hm??@@yGz?%E}\>=X۠AyX۠A Tt4m??@@yGz?m_b>=X۠AyX۠AO^m??@@yGz?UB0>=X۠AyX۠A.M%Qm??@@yGz?*$>=X۠AyX۠A( l??@@yGz?f3>=X۠AyX۠A3=(l??@@yGz?tmx>=X۠AyX۠Aս?l??@@yGz?KGw׽>=X۠AyX۠A2 fk??@@yGz?*A>=X۠AyX۠Artk??@@yGz? H>=X۠AyX۠AȆʾvk??@@yGz?ct>=X۠AyX۠A 7>6k??@@yGz?˜Vӝ>=X۠AyX۠A#j??@@yGz?!!9>=X۠AyX۠AMuj??@@yGz?zS^>=X۠AyX۠A{j??@@yGz?X1>=X۠AyX۠A}?j??@@yGz?5>&>=X۠AyX۠A޿j??@@yGz?BÐ.>=X۠AyX۠A'Ipi??@@yGz?ʥs>=X۠AyX۠Acݑi??@@yGz?ZSd>=X۠AyX۠A1Yi??@@yGz?j>=X۠AyX۠Aם>^"i??@@yGz?B &">=X۠AyX۠A.h??@@yGz?;D>=X۠AyX۠A5Fh??@@yGz?k: g>=X۠AyX۠AI>`h??@@yGz?~:>=X۠AyX۠A+=Oh??@@yGz?ﬠ>=X۠AyX۠AiZVh??@@yGz?iݤϠ>=X۠AyX۠AKfg??@@yGz?(KY>=X۠AyX۠A]g??@@yGz?FX>=X۠AyX۠AsdZg??@@yGz?Ӱ7>=X۠AyX۠ArZg??@@yGz?"xZ>=X۠AyX۠A0,g??@@yGz?[-}>=X۠AyX۠A=4f??@@yGz?⟡>=X۠AyX۠ADEf??@@yGz?mEu¡>=X۠AyX۠A^[:Vf??@@yGz?t(gL>=X۠AyX۠AHGnmxf??@@yGz?JlX>=X۠AyX۠AJ6-Mf??@@yGz?ӰI*>=X۠AyX۠AQ!"f??@@yGz?&:kM>=X۠AyX۠Ame??@@yGz?29, p>=X۠AyX۠A[(=e??@@yGz?b}Ւ>=X۠AyX۠A|>|e??@@yGz?q>=X۠AyX۠AD=X۠AyX۠Ay1¼Ve??@@yGz?NI>=X۠AyX۠Av`/e??@@yGz?>=X۠AyX۠A]o@ e??@@yGz?*O]@>=X۠AyX۠AQfSd??@@yGz?~c>=X۠AyX۠AVߠd??@@yGz?ZDž>=X۠AyX۠Ad??@@yGz?uݞ|>=X۠AyX۠Ajtd??@@yGz? 1ˣ>=X۠AyX۠A](EPd??@@yGz?Q<'>=X۠AyX۠AO r-d??@@yGz?kk{>=X۠AyX۠Ab9 d??@@yGz?.lP3>=X۠AyX۠ATc??@@yGz?]V>=X۠AyX۠A8"c??@@yGz? 7Ox>=X۠AyX۠A͜c??@@yGz?x)|@o>=X۠AyX۠AF揇c??@@yGz?X1$>=X۠AyX۠Aw3nbc??@@yGz?U#>=X۠AyX۠A>^ Bc??@@yGz?ķH>=X۠AyX۠Aoۄ"c??@@yGz?2C&>=X۠AyX۠Adwdpc??@@yGz?H>=X۠AyX۠ADob??@@yGz?Fk>=X۠AyX۠ArEmb??@@yGz?xuYa>=X۠AyX۠A~b??@@yGz?ꤝ>=X۠AyX۠Akb??@@yGz?Yӥ>=X۠AyX۠A;Flb??@@yGz?&>=X۠AyX۠ABY)Ob??@@yGz?63j5>=X۠AyX۠AB}mh2b??@@yGz?b;>=X۠AyX۠Aeb??@@yGz?^>=X۠AyX۠Am>a??@@yGz?6rT>=X۠AyX۠AF8a??@@yGz?zc >=X۠AyX۠A"Ka??@@yGz?[ TƦ>=X۠AyX۠AVça??@@yGz?OFs>=X۠AyX۠A`Ia??@@yGz?:G7( >=X۠AyX۠A|Sra??@@yGz?(.>=X۠AyX۠AvVxXa??@@yGz?Q>=X۠AyX۠AƭNm>a??@@yGz?  Gt>=X۠AyX۠AA"%a??@@yGz?=X۠AyX۠AB. a??@@yGz?`l>=X۠AyX۠A` g`??@@yGz?̛eܧ>=X۠AyX۠Av*R`??@@yGz?:$>=X۠AyX۠A:i>`??@@yGz?h!>=X۠AyX۠AZ)`oة`??@@yGz?*D>=X۠AyX۠Aٳ`??@@yGz?Y9g>=X۠AyX۠A$yrz`??@@yGz?5>=X۠AyX۠ASZ $c`??@@yGz?by>=X۠AyX۠A 1L`??@@yGz?wXϨ>=X۠AyX۠As J5`??@@yGz?Ai >=X۠AyX۠A-`??@@yGz?FFZ>=X۠AyX۠Ayao`??@@yGz?vKw7>=X۠AyX۠A*e_??@@yGz?<,Z>=X۠AyX۠An#_??@@yGz?.|>=X۠AyX۠A T_??@@yGz?hW>=X۠AyX۠A, 0#c_??@@yGz?3K©>=X۠AyX۠A=8_??@@yGz?Ec>=X۠AyX۠A#_??@@yGz?#>=X۠AyX۠Aף^??@@yGz?"gi*>=X۠AyX۠AI*^??@@yGz?M>=X۠AyX۠A0n ^??@@yGz? o>=X۠AyX۠Ak^??@@yGz?lP4>=X۠AyX۠Ao+D^??@@yGz?x=>=X۠AyX۠AV@c^??@@yGz?Iת>=X۠AyX۠A h]??@@yGz?Iך> X۠AyX۠A hm?1zG?@@yGz?$E}\> X۠AyX۠A Tt4m?1zG?@@yGz?m_b> X۠AyX۠AO^m?1zG?@@yGz?UB0> X۠AyX۠A.M%Qm?1zG?@@yGz?*$> X۠AyX۠A( l?1zG?@@yGz?f3> X۠AyX۠A3=(l?1zG?@@yGz?umx> X۠AyX۠Aս?l?1zG?@@yGz?LGw׽> X۠AyX۠A2 fk?1zG?@@yGz?*A> X۠AyX۠Artk?1zG?@@yGz? H> X۠AyX۠AȆʾvk?1zG?@@yGz?ct> X۠AyX۠A 7>6k?1zG?@@yGz?˜Vӝ> X۠AyX۠A#j?1zG?@@yGz?!!9> X۠AyX۠AMuj?1zG?@@yGz?zS^> X۠AyX۠A{j?1zG?@@yGz?X1> X۠AyX۠A}?j?1zG?@@yGz?4>&> X۠AyX۠A޿j?1zG?@@yGz?BÐ.> X۠AyX۠A'Ipi?1zG?@@yGz?ʥs> X۠AyX۠Acݑi?1zG?@@yGz?ZSd> X۠AyX۠A1Yi?1zG?@@yGz?j> X۠AyX۠A֝>^"i?1zG?@@yGz?B &"> X۠AyX۠A.h?1zG?@@yGz?;D> X۠AyX۠A5Fh?1zG?@@yGz?k: g> X۠AyX۠AI>`h?1zG?@@yGz?~:> X۠AyX۠A*=Oh?1zG?@@yGz?ﬠ> X۠AyX۠AiZVh?1zG?@@yGz?iݤϠ> X۠AyX۠AKfg?1zG?@@yGz?(KY> X۠AyX۠A]g?1zG?@@yGz?FX> X۠AyX۠AsdZg?1zG?@@yGz?Ӱ7> X۠AyX۠ArZg?1zG?@@yGz?"xZ> X۠AyX۠A~0,g?1zG?@@yGz?[-}> X۠AyX۠A =4f?1zG?@@yGz?⟡> X۠AyX۠ADEf?1zG?@@yGz?mEu¡> X۠AyX۠A^[:Vf?1zG?@@yGz?t(gL> X۠AyX۠AHGnmxf?1zG?@@yGz?JlX> X۠AyX۠AJ6-Mf?1zG?@@yGz?ӰI*> X۠AyX۠AQ!"f?1zG?@@yGz?&:kM> X۠AyX۠Ame?1zG?@@yGz?29, p> X۠AyX۠A[(=e?1zG?@@yGz?b}Ւ> X۠AyX۠A|>|e?1zG?@@yGz?q> X۠AyX۠AD X۠AyX۠Ay1¼Ve?1zG?@@yGz?NI> X۠AyX۠Aw`/e?1zG?@@yGz?> X۠AyX۠A]o@ e?1zG?@@yGz?*O]@> X۠AyX۠APfSd?1zG?@@yGz?~c> X۠AyX۠AVߠd?1zG?@@yGz?ZDž> X۠AyX۠Ad?1zG?@@yGz?tݞ|> X۠AyX۠Ajtd?1zG?@@yGz? 1ˣ> X۠AyX۠A](EPd?1zG?@@yGz?Q<'> X۠AyX۠AO r-d?1zG?@@yGz?kk{> X۠AyX۠Ab9 d?1zG?@@yGz?.lP3> X۠AyX۠ATc?1zG?@@yGz?]V> X۠AyX۠A8"c?1zG?@@yGz? 7Ox> X۠AyX۠A͜c?1zG?@@yGz?x)|@o> X۠AyX۠AG揇c?1zG?@@yGz?X1$> X۠AyX۠Av3nbc?1zG?@@yGz?T#> X۠AyX۠A?^ Bc?1zG?@@yGz?ŷH> X۠AyX۠Aoۄ"c?1zG?@@yGz?2C&> X۠AyX۠Adwdpc?1zG?@@yGz?H> X۠AyX۠ADob?1zG?@@yGz?Fk> X۠AyX۠ArEmb?1zG?@@yGz?xuYa> X۠AyX۠A~b?1zG?@@yGz?ꤝ> X۠AyX۠Ajb?1zG?@@yGz?Yӥ> X۠AyX۠A:Flb?1zG?@@yGz?&> X۠AyX۠ACY)Ob?1zG?@@yGz?63j5> X۠AyX۠AB}mh2b?1zG?@@yGz?b;> X۠AyX۠Aeb?1zG?@@yGz?^> X۠AyX۠Am>a?1zG?@@yGz?6rT> X۠AyX۠AF8a?1zG?@@yGz?zc > X۠AyX۠A"Ka?1zG?@@yGz?\ TƦ> X۠AyX۠AVça?1zG?@@yGz?OFs> X۠AyX۠A`Ia?1zG?@@yGz?:G7( > X۠AyX۠A|Sra?1zG?@@yGz?(.> X۠AyX۠AvVxXa?1zG?@@yGz?Q> X۠AyX۠AƭNm>a?1zG?@@yGz?  Gt> X۠AyX۠AA"%a?1zG?@@yGz? X۠AyX۠AB. a?1zG?@@yGz?`l> X۠AyX۠A` g`?1zG?@@yGz?˛eܧ> X۠AyX۠Av*R`?1zG?@@yGz?:$> X۠AyX۠A:i>`?1zG?@@yGz?h!> X۠AyX۠AZ)`oة`?1zG?@@yGz?*D> X۠AyX۠Aٳ`?1zG?@@yGz?Y9g> X۠AyX۠A$yrz`?1zG?@@yGz?5> X۠AyX۠ASZ $c`?1zG?@@yGz?by> X۠AyX۠A 1L`?1zG?@@yGz?wXϨ> X۠AyX۠As J5`?1zG?@@yGz?Ai > X۠AyX۠A-`?1zG?@@yGz?FFZ> X۠AyX۠Ayao`?1zG?@@yGz?vKw7> X۠AyX۠A*e_?1zG?@@yGz?<,Z> X۠AyX۠An#_?1zG?@@yGz?.|> X۠AyX۠A T_?1zG?@@yGz?hW> X۠AyX۠A, 0#c_?1zG?@@yGz?3K©> X۠AyX۠A=8_?1zG?@@yGz?Dc> X۠AyX۠A#_?1zG?@@yGz?#> X۠AyX۠Aף^?1zG?@@yGz?"gi*> X۠AyX۠AI*^?1zG?@@yGz?M> X۠AyX۠A0n ^?1zG?@@yGz? o> X۠AyX۠Ak^?1zG?@@yGz?kP4> X۠AyX۠Ao+D^?1zG?@@yGz?x=> X۠AyX۠AV@c^?1zG?@@yGz?Iת> X۠AyX۠A h]?1zG?@@yGz?Iך>X۠AyX۠A hm?(\?@@yGz?%E}\>X۠AyX۠A Tt4m?(\?@@yGz?m_b>X۠AyX۠AO^m?(\?@@yGz?UB0>X۠AyX۠A.M%Qm?(\?@@yGz?*$>X۠AyX۠A( l?(\?@@yGz?f3>X۠AyX۠A3=(l?(\?@@yGz?tmx>X۠AyX۠Aս?l?(\?@@yGz?KGw׽>X۠AyX۠A2 fk?(\?@@yGz?*A>X۠AyX۠Artk?(\?@@yGz? H>X۠AyX۠AȆʾvk?(\?@@yGz?ct>X۠AyX۠A 7>6k?(\?@@yGz?˜Vӝ>X۠AyX۠A#j?(\?@@yGz?!!9>X۠AyX۠AMuj?(\?@@yGz?zS^>X۠AyX۠A{j?(\?@@yGz?X1>X۠AyX۠A}?j?(\?@@yGz?5>&>X۠AyX۠A޿j?(\?@@yGz?BÐ.>X۠AyX۠A'Ipi?(\?@@yGz?ʥs>X۠AyX۠Acݑi?(\?@@yGz?ZSd>X۠AyX۠A1Yi?(\?@@yGz?j>X۠AyX۠Aם>^"i?(\?@@yGz?B &">X۠AyX۠A.h?(\?@@yGz?;D>X۠AyX۠A5Fh?(\?@@yGz?k: g>X۠AyX۠AI>`h?(\?@@yGz?~:>X۠AyX۠A+=Oh?(\?@@yGz?ﬠ>X۠AyX۠AiZVh?(\?@@yGz?iݤϠ>X۠AyX۠AKfg?(\?@@yGz?(KY>X۠AyX۠A]g?(\?@@yGz?FX>X۠AyX۠AsdZg?(\?@@yGz?Ӱ7>X۠AyX۠ArZg?(\?@@yGz?"xZ>X۠AyX۠A0,g?(\?@@yGz?[-}>X۠AyX۠A=4f?(\?@@yGz?⟡>X۠AyX۠ADEf?(\?@@yGz?mEu¡>X۠AyX۠A^[:Vf?(\?@@yGz?t(gL>X۠AyX۠AHGnmxf?(\?@@yGz?JlX>X۠AyX۠AJ6-Mf?(\?@@yGz?ӰI*>X۠AyX۠AQ!"f?(\?@@yGz?&:kM>X۠AyX۠Ame?(\?@@yGz?29, p>X۠AyX۠A[(=e?(\?@@yGz?b}Ւ>X۠AyX۠A|>|e?(\?@@yGz?q>X۠AyX۠ADX۠AyX۠Ay1¼Ve?(\?@@yGz?NI>X۠AyX۠Av`/e?(\?@@yGz?>X۠AyX۠A]o@ e?(\?@@yGz?*O]@>X۠AyX۠AQfSd?(\?@@yGz?~c>X۠AyX۠AVߠd?(\?@@yGz?ZDž>X۠AyX۠Ad?(\?@@yGz?uݞ|>X۠AyX۠Ajtd?(\?@@yGz? 1ˣ>X۠AyX۠A](EPd?(\?@@yGz?Q<'>X۠AyX۠AO r-d?(\?@@yGz?kk{>X۠AyX۠Ab9 d?(\?@@yGz?.lP3>X۠AyX۠ATc?(\?@@yGz?]V>X۠AyX۠A8"c?(\?@@yGz? 7Ox>X۠AyX۠A͜c?(\?@@yGz?x)|@o>X۠AyX۠AF揇c?(\?@@yGz?X1$>X۠AyX۠Aw3nbc?(\?@@yGz?U#>X۠AyX۠A>^ Bc?(\?@@yGz?ķH>X۠AyX۠Aoۄ"c?(\?@@yGz?2C&>X۠AyX۠Adwdpc?(\?@@yGz?H>X۠AyX۠ADob?(\?@@yGz?Fk>X۠AyX۠ArEmb?(\?@@yGz?xuYa>X۠AyX۠A~b?(\?@@yGz?ꤝ>X۠AyX۠Akb?(\?@@yGz?Yӥ>X۠AyX۠A;Flb?(\?@@yGz?&>X۠AyX۠ABY)Ob?(\?@@yGz?63j5>X۠AyX۠AB}mh2b?(\?@@yGz?b;>X۠AyX۠Aeb?(\?@@yGz?^>X۠AyX۠Am>a?(\?@@yGz?6rT>X۠AyX۠AF8a?(\?@@yGz?zc >X۠AyX۠A"Ka?(\?@@yGz?[ TƦ>X۠AyX۠AVça?(\?@@yGz?OFs>X۠AyX۠A`Ia?(\?@@yGz?:G7( >X۠AyX۠A|Sra?(\?@@yGz?(.>X۠AyX۠AvVxXa?(\?@@yGz?Q>X۠AyX۠AƭNm>a?(\?@@yGz?  Gt>X۠AyX۠AA"%a?(\?@@yGz?X۠AyX۠AB. a?(\?@@yGz?`l>X۠AyX۠A` g`?(\?@@yGz?̛eܧ>X۠AyX۠Av*R`?(\?@@yGz?:$>X۠AyX۠A:i>`?(\?@@yGz?h!>X۠AyX۠AZ)`oة`?(\?@@yGz?*D>X۠AyX۠Aٳ`?(\?@@yGz?Y9g>X۠AyX۠A$yrz`?(\?@@yGz?5>X۠AyX۠ASZ $c`?(\?@@yGz?by>X۠AyX۠A 1L`?(\?@@yGz?wXϨ>X۠AyX۠As J5`?(\?@@yGz?Ai >X۠AyX۠A-`?(\?@@yGz?FFZ>X۠AyX۠Ayao`?(\?@@yGz?vKw7>X۠AyX۠A*e_?(\?@@yGz?<,Z>X۠AyX۠An#_?(\?@@yGz?.|>X۠AyX۠A T_?(\?@@yGz?hW>X۠AyX۠A, 0#c_?(\?@@yGz?3K©>X۠AyX۠A=8_?(\?@@yGz?Ec>X۠AyX۠A#_?(\?@@yGz?#>X۠AyX۠Aף^?(\?@@yGz?"gi*>X۠AyX۠AI*^?(\?@@yGz?M>X۠AyX۠A0n ^?(\?@@yGz? o>X۠AyX۠Ak^?(\?@@yGz?lP4>X۠AyX۠Ao+D^?(\?@@yGz?x=>X۠AyX۠AV@c^?(\?@@yGz?Iת>X۠AyX۠A h]?(\?@@yGz?Iך>X۠AyX۠A hm?p= ף?@@yGz?$E}\>X۠AyX۠A Tt4m?p= ף?@@yGz?m_b>X۠AyX۠AO^m?p= ף?@@yGz?UB0>X۠AyX۠A.M%Qm?p= ף?@@yGz?*$>X۠AyX۠A( l?p= ף?@@yGz?f3>X۠AyX۠A3=(l?p= ף?@@yGz?umx>X۠AyX۠Aս?l?p= ף?@@yGz?LGw׽>X۠AyX۠A2 fk?p= ף?@@yGz?*A>X۠AyX۠Artk?p= ף?@@yGz? H>X۠AyX۠AȆʾvk?p= ף?@@yGz?ct>X۠AyX۠A 7>6k?p= ף?@@yGz?˜Vӝ>X۠AyX۠A#j?p= ף?@@yGz?!!9>X۠AyX۠AMuj?p= ף?@@yGz?zS^>X۠AyX۠A{j?p= ף?@@yGz?X1>X۠AyX۠A}?j?p= ף?@@yGz?4>&>X۠AyX۠A޿j?p= ף?@@yGz?BÐ.>X۠AyX۠A'Ipi?p= ף?@@yGz?ʥs>X۠AyX۠Acݑi?p= ף?@@yGz?ZSd>X۠AyX۠A1Yi?p= ף?@@yGz?j>X۠AyX۠A֝>^"i?p= ף?@@yGz?B &">X۠AyX۠A.h?p= ף?@@yGz?;D>X۠AyX۠A5Fh?p= ף?@@yGz?k: g>X۠AyX۠AI>`h?p= ף?@@yGz?~:>X۠AyX۠A*=Oh?p= ף?@@yGz?ﬠ>X۠AyX۠AiZVh?p= ף?@@yGz?iݤϠ>X۠AyX۠AKfg?p= ף?@@yGz?(KY>X۠AyX۠A]g?p= ף?@@yGz?FX>X۠AyX۠AsdZg?p= ף?@@yGz?Ӱ7>X۠AyX۠ArZg?p= ף?@@yGz?"xZ>X۠AyX۠A~0,g?p= ף?@@yGz?[-}>X۠AyX۠A =4f?p= ף?@@yGz?⟡>X۠AyX۠ADEf?p= ף?@@yGz?mEu¡>X۠AyX۠A^[:Vf?p= ף?@@yGz?t(gL>X۠AyX۠AHGnmxf?p= ף?@@yGz?JlX>X۠AyX۠AJ6-Mf?p= ף?@@yGz?ӰI*>X۠AyX۠AQ!"f?p= ף?@@yGz?&:kM>X۠AyX۠Ame?p= ף?@@yGz?29, p>X۠AyX۠A[(=e?p= ף?@@yGz?b}Ւ>X۠AyX۠A|>|e?p= ף?@@yGz?q>X۠AyX۠ADX۠AyX۠Ay1¼Ve?p= ף?@@yGz?NI>X۠AyX۠Aw`/e?p= ף?@@yGz?>X۠AyX۠A]o@ e?p= ף?@@yGz?*O]@>X۠AyX۠APfSd?p= ף?@@yGz?~c>X۠AyX۠AVߠd?p= ף?@@yGz?ZDž>X۠AyX۠Ad?p= ף?@@yGz?tݞ|>X۠AyX۠Ajtd?p= ף?@@yGz? 1ˣ>X۠AyX۠A](EPd?p= ף?@@yGz?Q<'>X۠AyX۠AO r-d?p= ף?@@yGz?kk{>X۠AyX۠Ab9 d?p= ף?@@yGz?.lP3>X۠AyX۠ATc?p= ף?@@yGz?]V>X۠AyX۠A8"c?p= ף?@@yGz? 7Ox>X۠AyX۠A͜c?p= ף?@@yGz?x)|@o>X۠AyX۠AG揇c?p= ף?@@yGz?X1$>X۠AyX۠Av3nbc?p= ף?@@yGz?T#>X۠AyX۠A?^ Bc?p= ף?@@yGz?ŷH>X۠AyX۠Aoۄ"c?p= ף?@@yGz?2C&>X۠AyX۠Adwdpc?p= ף?@@yGz?H>X۠AyX۠ADob?p= ף?@@yGz?Fk>X۠AyX۠ArEmb?p= ף?@@yGz?xuYa>X۠AyX۠A~b?p= ף?@@yGz?ꤝ>X۠AyX۠Ajb?p= ף?@@yGz?Yӥ>X۠AyX۠A:Flb?p= ף?@@yGz?&>X۠AyX۠ACY)Ob?p= ף?@@yGz?63j5>X۠AyX۠AB}mh2b?p= ף?@@yGz?b;>X۠AyX۠Aeb?p= ף?@@yGz?^>X۠AyX۠Am>a?p= ף?@@yGz?6rT>X۠AyX۠AF8a?p= ף?@@yGz?zc >X۠AyX۠A"Ka?p= ף?@@yGz?\ TƦ>X۠AyX۠AVça?p= ף?@@yGz?OFs>X۠AyX۠A`Ia?p= ף?@@yGz?:G7( >X۠AyX۠A|Sra?p= ף?@@yGz?(.>X۠AyX۠AvVxXa?p= ף?@@yGz?Q>X۠AyX۠AƭNm>a?p= ף?@@yGz?  Gt>X۠AyX۠AA"%a?p= ף?@@yGz?X۠AyX۠AB. a?p= ף?@@yGz?`l>X۠AyX۠A` g`?p= ף?@@yGz?˛eܧ>X۠AyX۠Av*R`?p= ף?@@yGz?:$>X۠AyX۠A:i>`?p= ף?@@yGz?h!>X۠AyX۠AZ)`oة`?p= ף?@@yGz?*D>X۠AyX۠Aٳ`?p= ף?@@yGz?Y9g>X۠AyX۠A$yrz`?p= ף?@@yGz?5>X۠AyX۠ASZ $c`?p= ף?@@yGz?by>X۠AyX۠A 1L`?p= ף?@@yGz?wXϨ>X۠AyX۠As J5`?p= ף?@@yGz?Ai >X۠AyX۠A-`?p= ף?@@yGz?FFZ>X۠AyX۠Ayao`?p= ף?@@yGz?vKw7>X۠AyX۠A*e_?p= ף?@@yGz?<,Z>X۠AyX۠An#_?p= ף?@@yGz?.|>X۠AyX۠A T_?p= ף?@@yGz?hW>X۠AyX۠A, 0#c_?p= ף?@@yGz?3K©>X۠AyX۠A=8_?p= ף?@@yGz?Dc>X۠AyX۠A#_?p= ף?@@yGz?#>X۠AyX۠Aף^?p= ף?@@yGz?"gi*>X۠AyX۠AI*^?p= ף?@@yGz?M>X۠AyX۠A0n ^?p= ף?@@yGz? o>X۠AyX۠Ak^?p= ף?@@yGz?kP4>X۠AyX۠Ao+D^?p= ף?@@yGz?x=>X۠AyX۠AV@c^?p= ף?@@yGz?Iת>X۠AyX۠A h]?p= ף?@@yGz?Iך>]W۠AyX۠A hm?3Q?@@yGz?%E}\>]W۠AyX۠A Tt4m?3Q?@@yGz?m_b>]W۠AyX۠AO^m?3Q?@@yGz?UB0>]W۠AyX۠A.M%Qm?3Q?@@yGz?*$>]W۠AyX۠A( l?3Q?@@yGz?f3>]W۠AyX۠A3=(l?3Q?@@yGz?tmx>]W۠AyX۠Aս?l?3Q?@@yGz?KGw׽>]W۠AyX۠A2 fk?3Q?@@yGz?*A>]W۠AyX۠Artk?3Q?@@yGz? H>]W۠AyX۠AȆʾvk?3Q?@@yGz?ct>]W۠AyX۠A 7>6k?3Q?@@yGz?˜Vӝ>]W۠AyX۠A#j?3Q?@@yGz?!!9>]W۠AyX۠AMuj?3Q?@@yGz?zS^>]W۠AyX۠A{j?3Q?@@yGz?X1>]W۠AyX۠A}?j?3Q?@@yGz?5>&>]W۠AyX۠A޿j?3Q?@@yGz?BÐ.>]W۠AyX۠A'Ipi?3Q?@@yGz?ʥs>]W۠AyX۠Acݑi?3Q?@@yGz?ZSd>]W۠AyX۠A1Yi?3Q?@@yGz?j>]W۠AyX۠Aם>^"i?3Q?@@yGz?B &">]W۠AyX۠A.h?3Q?@@yGz?;D>]W۠AyX۠A5Fh?3Q?@@yGz?k: g>]W۠AyX۠AI>`h?3Q?@@yGz?~:>]W۠AyX۠A+=Oh?3Q?@@yGz?ﬠ>]W۠AyX۠AiZVh?3Q?@@yGz?iݤϠ>]W۠AyX۠AKfg?3Q?@@yGz?(KY>]W۠AyX۠A]g?3Q?@@yGz?FX>]W۠AyX۠AsdZg?3Q?@@yGz?Ӱ7>]W۠AyX۠ArZg?3Q?@@yGz?"xZ>]W۠AyX۠A0,g?3Q?@@yGz?[-}>]W۠AyX۠A=4f?3Q?@@yGz?⟡>]W۠AyX۠ADEf?3Q?@@yGz?mEu¡>]W۠AyX۠A^[:Vf?3Q?@@yGz?t(gL>]W۠AyX۠AH `Gnmxf?3Q?@@yGz?JlX>]W۠AyX۠AJ6-Mf?3Q?@@yGz?ӰI*>]W۠AyX۠AQ!"f?3Q?@@yGz?&:kM>]W۠AyX۠Ame?3Q?@@yGz?29, p>]W۠AyX۠A[(=e?3Q?@@yGz?b}Ւ>]W۠AyX۠A|>|e?3Q?@@yGz?q>]W۠AyX۠AD]W۠AyX۠Ay1¼Ve?3Q?@@yGz?NI>]W۠AyX۠Av`/e?3Q?@@yGz?>]W۠AyX۠A]o@ e?3Q?@@yGz?*O]@>]W۠AyX۠AQfSd?3Q?@@yGz?~c>]W۠AyX۠AVߠd?3Q?@@yGz?ZDž>]W۠AyX۠Ad?3Q?@@yGz?uݞ|>]W۠AyX۠Ajtd?3Q?@@yGz? 1ˣ>]W۠AyX۠A](EPd?3Q?@@yGz?Q<'>]W۠AyX۠AO r-d?3Q?@@yGz?kk{>]W۠AyX۠Ab9 d?3Q?@@yGz?.lP3>]W۠AyX۠ATc?3Q?@@yGz?]V>]W۠AyX۠A8"c?3Q?@@yGz? 7Ox>]W۠AyX۠A͜c?3Q?@@yGz?x)|@o>]W۠AyX۠AF揇c?3Q?@@yGz?X1$>]W۠AyX۠Aw3nbc?3Q?@@yGz?U#>]W۠AyX۠A>^ Bc?3Q?@@yGz?ķH>]W۠AyX۠Aoۄ"c?3Q?@@yGz?2C&>]W۠AyX۠Adwdpc?3Q?@@yGz?H>]W۠AyX۠ADob?3Q?@@yGz?Fk>]W۠AyX۠ArEmb?3Q?@@yGz?xuYa>]W۠AyX۠A~b?3Q?@@yGz?ꤝ>]W۠AyX۠Akb?3Q?@@yGz?Yӥ>]W۠AyX۠A;Flb?3Q?@@yGz?&>]W۠AyX۠ABY)Ob?3Q?@@yGz?63j5>]W۠AyX۠AB}mh2b?3Q?@@yGz?b;>]W۠AyX۠Aeb?3Q?@@yGz?^>]W۠AyX۠Am>a?3Q?@@yGz?6rT>]W۠AyX۠AF8a?3Q?@@yGz?zc >]W۠AyX۠A"Ka?3Q?@@yGz?[ TƦ>]W۠AyX۠AVça?3Q?@@yGz?OFs>]W۠AyX۠A`Ia?3Q?@@yGz?:G7( >]W۠AyX۠A|Sra?3Q?@@yGz?(.>]W۠AyX۠AvVxXa?3Q?@@yGz?Q>]W۠AyX۠AƭNm>a?3Q?@@yGz?  Gt>]W۠AyX۠AA"%a?3Q?@@yGz?]W۠AyX۠AB. a?3Q?@@yGz?`l>]W۠AyX۠A` g`?3Q?@@yGz?̛eܧ>]W۠AyX۠Av*R`?3Q?@@yGz?:$>]W۠AyX۠A:i>`?3Q?@@yGz?h!>]W۠AyX۠AZ)`oة`?3Q?@@yGz?*D>]W۠AyX۠Aٳ`?3Q?@@yGz?Y9g>]W۠AyX۠A$yrz`?3Q?@@yGz?5>]W۠AyX۠ASZ $c`?3Q?@@yGz?by>]W۠AyX۠A 1L`?3Q?@@yGz?wXϨ>]W۠AyX۠As J5`?3Q?@@yGz?Ai >]W۠AyX۠A-`?3Q?@@yGz?FFZ>]W۠AyX۠Ayao`?3Q?@@yGz?vKw7>]W۠AyX۠A*e_?3Q?@@yGz?<,Z>]W۠AyX۠An#_?3Q?@@yGz?.|>]W۠AyX۠A T_?3Q?@@yGz?hW>]W۠AyX۠A, 0#c_?3Q?@@yGz?3K©>]W۠AyX۠A=8_?3Q?@@yGz?Ec>]W۠AyX۠A#_?3Q?@@yGz?#>]W۠AyX۠Aף^?3Q?@@yGz?"gi*>]W۠AyX۠AI*^?3Q?@@yGz?M>]W۠AyX۠A0n ^?3Q?@@yGz? o>]W۠AyX۠Ak^?3Q?@@yGz?lP4>]W۠AyX۠Ao+D^?3Q?@@yGz?x=>]W۠AyX۠AV@c^?3Q?@@yGz?Iת>]W۠AyX۠A h]?3Q?@@yGz?Iך>W۠AyX۠A hm??@@yGz?$E}\>W۠AyX۠A Tt4m??@@yGz?m_b>W۠AyX۠AO^m??@@yGz?UB0>W۠AyX۠A.M%Qm??@@yGz?*$>W۠AyX۠A( l??@@yGz?f3>W۠AyX۠A3=(l??@@yGz?umx>W۠AyX۠Aս?l??@@yGz?LGw׽>W۠AyX۠A2 fk??@@yGz?*A>W۠AyX۠Artk??@@yGz? H>W۠AyX۠AȆʾvk??@@yGz?ct>W۠AyX۠A 7>6k??@@yGz?˜Vӝ>W۠AyX۠A#j??@@yGz?!!9>W۠AyX۠AMuj??@@yGz?zS^>W۠AyX۠A{j??@@yGz?X1>W۠AyX۠A}?j??@@yGz?4>&>W۠AyX۠A޿j??@@yGz?BÐ.>W۠AyX۠A'Ipi??@@yGz?ʥs>W۠AyX۠Acݑi??@@yGz?ZSd>W۠AyX۠A1Yi??@@yGz?j>W۠AyX۠A֝>^"i??@@yGz?B &">W۠AyX۠A.h??@@yGz?;D>W۠AyX۠A5Fh??@@yGz?k: g>W۠AyX۠AI>`h??@@yGz?~:>W۠AyX۠A*=Oh??@@yGz?ﬠ>W۠AyX۠AiZVh??@@yGz?iݤϠ>W۠AyX۠AKfg??@@yGz?(KY>W۠AyX۠A]g??@@yGz?FX>W۠AyX۠AsdZg??@@yGz?Ӱ7>W۠AyX۠ArZg??@@yGz?"xZ>W۠AyX۠A~0,g??@@yGz?[-}>W۠AyX۠A =4f??@@yGz?⟡>W۠AyX۠ADEf??@@yGz?mEu¡>W۠AyX۠A^[:Vf??@@yGz?t(gL>W۠AyX۠AHGnmxf??@@yGz?JlX>W۠AyX۠AJ6-Mf??@@yGz?ӰI*>W۠AyX۠AQ!"f??@@yGz?&:kM>W۠AyX۠Ame??@@yGz?29, p>W۠AyX۠A[(=e??@@yGz?b}Ւ>W۠AyX۠A|>|e??@@yGz?q>W۠AyX۠ADW۠AyX۠Ay1¼Ve??@@yGz?NI>W۠AyX۠Aw`/e??@@yGz?>W۠AyX۠A]o@ e??@@yGz?*O]@>W۠AyX۠APfSd??@@yGz?~c>W۠AyX۠AVߠd??@@yGz?ZDž>W۠AyX۠Ad??@@yGz?tݞ|>W۠AyX۠Ajtd??@@yGz? 1ˣ>W۠AyX۠A](EPd??@@yGz?Q<'>W۠AyX۠AO r-d??@@yGz?kk{>W۠AyX۠Ab9 d??@@yGz?.lP3>W۠AyX۠ATc??@@yGz?]V>W۠AyX۠A8"c??@@yGz? 7Ox>W۠AyX۠A͜c??@@yGz?x)|@o>W۠AyX۠AG揇c??@@yGz?X1$>W۠AyX۠Av3nbc??@@yGz?T#>W۠AyX۠A?^ Bc??@@yGz?ŷH>W۠AyX۠Aoۄ"c??@@yGz?2C&>W۠AyX۠Adwdpc??@@yGz?H>W۠AyX۠ADob??@@yGz?Fk>W۠AyX۠ArEmb??@@yGz?xuYa>W۠AyX۠A~b??@@yGz?ꤝ>W۠AyX۠Ajb??@@yGz?Yӥ>W۠AyX۠A:Flb??@@yGz?&>W۠AyX۠ACY)Ob??@@yGz?63j5>W۠AyX۠AB}mh2b??@@yGz?b;>W۠AyX۠Aeb??@@yGz?^>W۠AyX۠Am>a??@@yGz?6rT>W۠AyX۠AF8a??@@yGz?zc >W۠AyX۠A"Ka??@@yGz?\ TƦ>W۠AyX۠AVça??@@yGz?OFs>W۠AyX۠A`Ia??@@yGz?:G7( >W۠AyX۠A|Sra??@@yGz?(.>W۠AyX۠AvVxXa??@@yGz?Q>W۠AyX۠AƭNm>a??@@yGz?  Gt>W۠AyX۠AA"%a??@@yGz?W۠AyX۠AB. a??@@yGz?`l>W۠AyX۠A` g`??@@yGz?˛eܧ>W۠AyX۠Av*R`??@@yGz?:$>W۠AyX۠A:i>`??@@yGz?h!>W۠AyX۠AZ)`oة`??@@yGz?*D>W۠AyX۠Aٳ`??@@yGz?Y9g>W۠AyX۠A$yrz`??@@yGz?5>W۠AyX۠ASZ $c`??@@yGz?by>W۠AyX۠A 1L`??@@yGz?wXϨ>W۠AyX۠As J5`??@@yGz?Ai >W۠AyX۠A-`??@@yGz?FFZ>W۠AyX۠Ayao`??@@yGz?vKw7>W۠AyX۠A*e_??@@yGz?<,Z>W۠AyX۠An#_??@@yGz?.|>W۠AyX۠A T_??@@yGz?hW>W۠AyX۠A, 0#c_??@@yGz?3K©>W۠AyX۠A=8_??@@yGz?Dc>W۠AyX۠A#_??@@yGz?#>W۠AyX۠Aף^??@@yGz?"gi*>W۠AyX۠AI*^??@@yGz?M>W۠AyX۠A0n ^??@@yGz? o>W۠AyX۠Ak^??@@yGz?kP4>W۠AyX۠Ao+D^??@@yGz?x=>W۠AyX۠AV@c^??@@yGz?Iת>W۠AyX۠A h]??@@yGz?Iך>aW۠AyX۠A hm?Gz?@@yGz?%E}\>aW۠AyX۠A Tt4m?Gz?@@yGz?m_b>aW۠AyX۠AO^m?Gz?@@yGz?UB0>aW۠AyX۠A.M%Qm?Gz?@@yGz?*$>aW۠AyX۠A( l?Gz?@@yGz?f3>aW۠AyX۠A3=(l?Gz?@@yGz?tmx>aW۠AyX۠Aս?l?Gz?@@yGz?KGw׽>aW۠AyX۠A2 fk?Gz?@@yGz?*A>aW۠AyX۠Artk?Gz?@@yGz? H>aW۠AyX۠AȆʾvk?Gz?@@yGz?ct>aW۠AyX۠A 7>6k?Gz?@@yGz?˜Vӝ>aW۠AyX۠A#j?Gz?@@yGz?!!9>aW۠AyX۠AMuj?Gz?@@yGz?zS^>aW۠AyX۠A{j?Gz?@@yGz?X1>aW۠AyX۠A}?j?Gz?@@yGz?5>&>aW۠AyX۠A޿j?Gz?@@yGz?BÐ.>aW۠AyX۠A'Ipi?Gz?@@yGz?ʥs>aW۠AyX۠Acݑi?Gz?@@yGz?ZSd>aW۠AyX۠A1Yi?Gz?@@yGz?j>aW۠AyX۠Aם>^"i?Gz?@@yGz?B &">aW۠AyX۠A.h?Gz?@@yGz?;D>aW۠AyX۠A5Fh?Gz?@@yGz?k: g>aW۠AyX۠AI>`h?Gz?@@yGz?~:>aW۠AyX۠A+=Oh?Gz?@@yGz?ﬠ>aW۠AyX۠AiZVh?Gz?@@yGz?iݤϠ>aW۠AyX۠AKfg?Gz?@@yGz?(KY>aW۠AyX۠A]g?Gz?@@yGz?FX>aW۠AyX۠AsdZg?Gz?@@yGz?Ӱ7>aW۠AyX۠ArZg?Gz?@@yGz?"xZ>aW۠AyX۠A0,g?Gz?@@yGz?[-}>aW۠AyX۠A=4f?Gz?@@yGz?⟡>aW۠AyX۠ADEf?Gz?@@yGz?mEu¡>aW۠AyX۠A^[:Vf?Gz?@@yGz?t(gL>aW۠AyX۠AHGnmxf?Gz?@@yGz?JlX>aW۠AyX۠AJ6-Mf?Gz?@@yGz?ӰI*>aW۠AyX۠AQ!"f?Gz?@@yGz?&:kM>aW۠AyX۠Ame?Gz?@@yGz?29, p>aW۠AyX۠A[(=e?Gz?@@yGz?b}Ւ>aW۠AyX۠A|>|e?Gz?@@yGz?q>aW۠AyX۠ADaW۠AyX۠Ay1¼Ve?Gz?@@yGz?NI>aW۠AyX۠Av`/e?Gz?@@yGz?>aW۠AyX۠A]o@ e?Gz?@@yGz?*O]@>aW۠AyX۠AQfSd?Gz?@@yGz?~c>aW۠AyX۠AVߠd?Gz?@@yGz?ZDž>aW۠AyX۠Ad?Gz?@@yGz?uݞ|>aW۠AyX۠Ajtd?Gz?@@yGz? 1ˣ>aW۠AyX۠A](EPd?Gz?@@yGz?Q<'>aW۠AyX۠AO r-d?Gz?@@yGz?kk{>aW۠AyX۠Ab9 d?Gz?@@yGz?.lP3>aW۠AyX۠ATc?Gz?@@yGz?]V>aW۠AyX۠A8"c?Gz?@@yGz? 7Ox>aW۠AyX۠A͜c?Gz?@@yGz?x)|@o>aW۠AyX۠AF揇c?Gz?@@yGz?X1$>aW۠AyX۠Aw3nbc?Gz?@@yGz?U#>aW۠AyX۠A>^ Bc?Gz?@@yGz?ķH>aW۠AyX۠Aoۄ"c?Gz?@@yGz?2C&>aW۠AyX۠Adwdpc?Gz?@@yGz?H>aW۠AyX۠ADob?Gz?@@yGz?Fk>aW۠AyX۠ArEmb?Gz?@@yGz?xuYa>aW۠AyX۠A~b?Gz?@@yGz?ꤝ>aW۠AyX۠Akb?Gz?@@yGz?Yӥ>aW۠AyX۠A;Flb?Gz?@@yGz?&>aW۠AyX۠ABY)Ob?Gz?@@yGz?63j5>aW۠AyX۠AB}mh2b?Gz?@@yGz?b;>aW۠AyX۠Aeb?Gz?@@yGz?^>aW۠AyX۠Am>a?Gz?@@yGz?6rT>aW۠AyX۠AF8a?Gz?@@yGz?zc >aW۠AyX۠A"Ka?Gz?@@yGz?[ TƦ>aW۠AyX۠AVça?Gz?@@yGz?OFs>aW۠AyX۠A`Ia?Gz?@@yGz?:G7( >aW۠AyX۠A|Sra?Gz?@@yGz?(.>aW۠AyX۠AvVxXa?Gz?@@yGz?Q>aW۠AyX۠AƭNm>a?Gz?@@yGz?  Gt>aW۠AyX۠AA"%a?Gz?@@yGz?aW۠AyX۠AB. a?Gz?@@yGz?`l>aW۠AyX۠A` g`?Gz?@@yGz?̛eܧ>aW۠AyX۠Av*R`?Gz?@@yGz?:$>aW۠AyX۠A:i>`?Gz?@@yGz?h!>aW۠AyX۠AZ)`oة`?Gz?@@yGz?*D>aW۠AyX۠Aٳ`?Gz?@@yGz?Y9g>aW۠AyX۠A$yrz`?Gz?@@yGz?5>aW۠AyX۠ASZ $c`?Gz?@@yGz?by>aW۠AyX۠A 1L`?Gz?@@yGz?wXϨ>aW۠AyX۠As J5`?Gz?@@yGz?Ai >aW۠AyX۠A-`?Gz?@@yGz?FFZ>aW۠AyX۠Ayao`?Gz?@@yGz?vKw7>aW۠AyX۠A*e_?Gz?@@yGz?<,Z>aW۠AyX۠An#_?Gz?@@yGz?.|>aW۠AyX۠A T_?Gz?@@yGz?hW>aW۠AyX۠A, 0#c_?Gz?@@yGz?3K©>aW۠AyX۠A=8_?Gz?@@yGz?Ec>aW۠AyX۠A#_?Gz?@@yGz?#>aW۠AyX۠Aף^?Gz?@@yGz?"gi*>aW۠AyX۠AI*^?Gz?@@yGz?M>aW۠AyX۠A0n ^?Gz?@@yGz? o>aW۠AyX۠Ak^?Gz?@@yGz?lP4>aW۠AyX۠Ao+D^?Gz?@@yGz?x=>aW۠AyX۠AV@c^?Gz?@@yGz?Iת>aW۠AyX۠A h]?Gz?@@yGz?Iך>5CW۠AyX۠A hm?8(\?@@yGz?$E}\>5CW۠AyX۠A Tt4m?8(\?@@yGz?m_b>5CW۠AyX۠AO^m?8(\?@@yGz?UB0>5CW۠AyX۠A.M%Qm?8(\?@@yGz?*$>5CW۠AyX۠A( l?8(\?@@yGz?f3>5CW۠AyX۠A3=(l?8(\?@@yGz?umx>5CW۠AyX۠Aս?l?8(\?@@yGz?LGw׽>5CW۠AyX۠A2 fk?8(\?@@yGz?*A>5CW۠AyX۠Artk?8(\?@@yGz? H>5CW۠AyX۠AȆʾvk?8(\?@@yGz?ct>5CW۠AyX۠A 7>6k?8(\?@@yGz?˜Vӝ>5CW۠AyX۠A#j?8(\?@@yGz?!!9>5CW۠AyX۠AMuj?8(\?@@yGz?zS^>5CW۠AyX۠A{j?8(\?@@yGz?X1>5CW۠AyX۠A}?j?8(\?@@yGz?4>&>5CW۠AyX۠A޿j?8(\?@@yGz?BÐ.>5CW۠AyX۠A'Ipi?8(\?@@yGz?ʥs>5CW۠AyX۠Acݑi?8(\?@@yGz?ZSd>5CW۠AyX۠A1Yi?8(\?@@yGz?j>5CW۠AyX۠A֝>^"i?8(\?@@yGz?B &">5CW۠AyX۠A.h?8(\?@@yGz?;D>5CW۠AyX۠A5Fh?8(\?@@yGz?k: g>5CW۠AyX۠AI>`h?8(\?@@yGz?~:>5CW۠AyX۠A*=Oh?8(\?@@yGz?ﬠ>5CW۠AyX۠AiZVh?8(\?@@yGz?iݤϠ>5CW۠AyX۠AKfg?8(\?@@yGz?(KY>5CW۠AyX۠A]g?8(\?@@yGz?FX>5CW۠AyX۠AsdZg?8(\?@@yGz?Ӱ7>5CW۠AyX۠ArZg?8(\?@@yGz?"xZ>5CW۠AyX۠A~0,g?8(\?@@yGz?[-}>5CW۠AyX۠A =4f?8(\?@@yGz?⟡>5CW۠AyX۠ADEf?8(\?@@yGz?mEu¡>5CW۠AyX۠A^[:Vf?8(\?@@yGz?t(gL>5CW۠AyX۠AHGnmxf?8(\?@@yGz?JlX>5CW۠AyX۠AJ6-Mf?8(\?@@yGz?ӰI*>5CW۠AyX۠AQ!"f?8(\?@@yGz?&:kM>5CW۠AyX۠Ame?8(\?@@yGz?29, p>5CW۠AyX۠A[(=e?8(\?@@yGz?b}Ւ>5CW۠AyX۠A|>|e?8(\?@@yGz?q>5CW۠AyX۠AD5CW۠AyX۠Ay1¼Ve?8(\?@@yGz?NI>5CW۠AyX۠Aw`/e?8(\?@@yGz?>5CW۠AyX۠A]o@ e?8(\?@@yGz?*O]@>5CW۠AyX۠APfSd?8(\?@@yGz?~c>5CW۠AyX۠AVߠd?8(\?@@yGz?ZDž>5CW۠AyX۠Ad?8(\?@@yGz?tݞ|>5CW۠AyX۠Ajtd?8(\?@@yGz? 1ˣ>5CW۠AyX۠A](EPd?8(\?@@yGz?Q<'>5CW۠AyX۠AO r-d?8(\?@@yGz?kk{>5CW۠AyX۠Ab9 d?8(\?@@yGz?.lP3>5CW۠AyX۠ATc?8(\?@@yGz?]V>5CW۠AyX۠A8"c?8(\?@@yGz? 7Ox>5CW۠AyX۠A͜c?8(\?@@yGz?x)|@o>5CW۠AyX۠AG揇c?8(\?@@yGz?X1$>5CW۠AyX۠Av3nbc?8(\?@@yGz?T#>5CW۠AyX۠A?^ Bc?8(\?@@yGz?ŷH>5CW۠AyX۠Aoۄ"c?8(\?@@yGz?2C&>5CW۠AyX۠Adwdpc?8(\?@@yGz?H>5CW۠AyX۠ADob?8(\?@@yGz?Fk>5CW۠AyX۠ArEmb?8(\?@@yGz?xuYa>5CW۠AyX۠A~b?8(\?@@yGz?ꤝ>5CW۠AyX۠Ajb?8(\?@@yGz?Yӥ>5CW۠AyX۠A:Flb?8(\?@@yGz?&>5CW۠AyX۠ACY)Ob?8(\?@@yGz?63j5>5CW۠AyX۠AB}mh2b?8(\?@@yGz?b;>5CW۠AyX۠Aeb?8(\?@@yGz?^>5CW۠AyX۠Am>a?8(\?@@yGz?6rT>5CW۠AyX۠AF8a?8(\?@@yGz?zc >5CW۠AyX۠A"Ka?8(\?@@yGz?\ TƦ>5CW۠AyX۠AVça?8(\?@@yGz?OFs>5CW۠AyX۠A`Ia?8(\?@@yGz?:G7( >5CW۠AyX۠A|Sra?8(\?@@yGz?(.>5CW۠AyX۠AvVxXa?8(\?@@yGz?Q>5CW۠AyX۠AƭNm>a?8(\?@@yGz?  Gt>5CW۠AyX۠AA"%a?8(\?@@yGz?5CW۠AyX۠AB. a?8(\?@@yGz?`l>5CW۠AyX۠A` g`?8(\?@@yGz?˛eܧ>5CW۠AyX۠Av*R`?8(\?@@yGz?:$>5CW۠AyX۠A:i>`?8(\?@@yGz?h!>5CW۠AyX۠AZ)`oة`?8(\?@@yGz?*D>5CW۠AyX۠Aٳ`?8(\?@@yGz?Y9g>5CW۠AyX۠A$yrz`?8(\?@@yGz?5>5CW۠AyX۠ASZ $c`?8(\?@@yGz?by>5CW۠AyX۠A 1L`?8(\?@@yGz?wXϨ>5CW۠AyX۠As J5`?8(\?@@yGz?Ai >5CW۠AyX۠A-`?8(\?@@yGz?FFZ>5CW۠AyX۠Ayao`?8(\?@@yGz?vKw7>5CW۠AyX۠A*e_?8(\?@@yGz?<,Z>5CW۠AyX۠An#_?8(\?@@yGz?.|>5CW۠AyX۠A T_?8(\?@@yGz?hW>5CW۠AyX۠A, 0#c_?8(\?@@yGz?3K©>5CW۠AyX۠A=8_?8(\?@@yGz?Dc>5CW۠AyX۠A#_?8(\?@@yGz?#>5CW۠AyX۠Aף^?8(\?@@yGz?"gi*>5CW۠AyX۠AI*^?8(\?@@yGz?M>5CW۠AyX۠A0n ^?8(\?@@yGz? o>5CW۠AyX۠Ak^?8(\?@@yGz?kP4>5CW۠AyX۠Ao+D^?8(\?@@yGz?x=>5CW۠AyX۠AV@c^?8(\?@@yGz?Iת>5CW۠AyX۠A h]?8(\?@@yGz?Iך>}$W۠AyX۠A hm?֣p= ?@@yGz?%E}\>}$W۠AyX۠A Tt4m?֣p= ?@@yGz?m_b>}$W۠AyX۠AO^m?֣p= ?@@yGz?UB0>}$W۠AyX۠A.M%Qm?֣p= ?@@yGz?*$>}$W۠AyX۠A( l?֣p= ?@@yGz?f3>}$W۠AyX۠A3=(l?֣p= ?@@yGz?tmx>}$W۠AyX۠Aս?l?֣p= ?@@yGz?KGw׽>}$W۠AyX۠A2 fk?֣p= ?@@yGz?*A>}$W۠AyX۠Artk?֣p= ?@@yGz? H>}$W۠AyX۠AȆʾvk?֣p= ?@@yGz?ct>}$W۠AyX۠A 7>6k?֣p= ?@@yGz?˜Vӝ>}$W۠AyX۠A#j?֣p= ?@@yGz?!!9>}$W۠AyX۠AMuj?֣p= ?@@yGz?zS^>}$W۠AyX۠A{j?֣p= ?@@yGz?X1>}$W۠AyX۠A}?j?֣p= ?@@yGz?5>&>}$W۠AyX۠A޿j?֣p= ?@@yGz?BÐ.>}$W۠AyX۠A'Ipi?֣p= ?@@yGz?ʥs>}$W۠AyX۠Acݑi?֣p= ?@@yGz?ZSd>}$W۠AyX۠A1Yi?֣p= ?@@yGz?j>}$W۠AyX۠Aם>^"i?֣p= ?@@yGz?B &">}$W۠AyX۠A.h?֣p= ?@@yGz?;D>}$W۠AyX۠A5Fh?֣p= ?@@yGz?k: g>}$W۠AyX۠AI>`h?֣p= ?@@yGz?~:>}$W۠AyX۠A+=Oh?֣p= ?@@yGz?ﬠ>}$W۠AyX۠AiZVh?֣p= ?@@yGz?iݤϠ>}$W۠AyX۠AKfg?֣p= ?@@yGz?(KY>}$W۠AyX۠A]g?֣p= ?@@yGz?FX>}$`W۠AyX۠AsdZg?֣p= ?@@yGz?Ӱ7>}$W۠AyX۠ArZg?֣p= ?@@yGz?"xZ>}$W۠AyX۠A0,g?֣p= ?@@yGz?[-}>}$W۠AyX۠A=4f?֣p= ?@@yGz?⟡>}$W۠AyX۠ADEf?֣p= ?@@yGz?mEu¡>}$W۠AyX۠A^[:Vf?֣p= ?@@yGz?t(gL>}$W۠AyX۠AHGnmxf?֣p= ?@@yGz?JlX>}$W۠AyX۠AJ6-Mf?֣p= ?@@yGz?ӰI*>}$W۠AyX۠AQ!"f?֣p= ?@@yGz?&:kM>}$W۠AyX۠Ame?֣p= ?@@yGz?29, p>}$W۠AyX۠A[(=e?֣p= ?@@yGz?b}Ւ>}$W۠AyX۠A|>|e?֣p= ?@@yGz?q>}$W۠AyX۠AD}$W۠AyX۠Ay1¼Ve?֣p= ?@@yGz?NI>}$W۠AyX۠Av`/e?֣p= ?@@yGz?>}$W۠AyX۠A]o@ e?֣p= ?@@yGz?*O]@>}$W۠AyX۠AQfSd?֣p= ?@@yGz?~c>}$W۠AyX۠AVߠd?֣p= ?@@yGz?ZDž>}$W۠AyX۠Ad?֣p= ?@@yGz?uݞ|>}$W۠AyX۠Ajtd?֣p= ?@@yGz? 1ˣ>}$W۠AyX۠A](EPd?֣p= ?@@yGz?Q<'>}$W۠AyX۠AO r-d?֣p= ?@@yGz?kk{>}$W۠AyX۠Ab9 d?֣p= ?@@yGz?.lP3>}$W۠AyX۠ATc?֣p= ?@@yGz?]V>}$W۠AyX۠A8"c?֣p= ?@@yGz? 7Ox>}$W۠AyX۠A͜c?֣p= ?@@yGz?x)|@o>}$W۠AyX۠AF揇c?֣p= ?@@yGz?X1$>}$W۠AyX۠Aw3nbc?֣p= ?@@yGz?U#>}$W۠AyX۠A>^ Bc?֣p= ?@@yGz?ķH>}$W۠AyX۠Aoۄ"c?֣p= ?@@yGz?2C&>}$W۠AyX۠Adwdpc?֣p= ?@@yGz?H>}$W۠AyX۠ADob?֣p= ?@@yGz?Fk>}$W۠AyX۠ArEmb?֣p= ?@@yGz?xuYa>}$W۠AyX۠A~b?֣p= ?@@yGz?ꤝ>}$W۠AyX۠Akb?֣p= ?@@yGz?Yӥ>}$W۠AyX۠A;Flb?֣p= ?@@yGz?&>}$W۠AyX۠ABY)Ob?֣p= ?@@yGz?63j5>}$W۠AyX۠AB}mh2b?֣p= ?@@yGz?b;>}$W۠AyX۠Aeb?֣p= ?@@yGz?^>}$W۠AyX۠Am>a?֣p= ?@@yGz?6rT>}$W۠AyX۠AF8a?֣p= ?@@yGz?zc >}$W۠AyX۠A"Ka?֣p= ?@@yGz?[ TƦ>}$W۠AyX۠AVça?֣p= ?@@yGz?OFs>}$W۠AyX۠A`Ia?֣p= ?@@yGz?:G7( >}$W۠AyX۠A|Sra?֣p= ?@@yGz?(.>}$W۠AyX۠AvVxXa?֣p= ?@@yGz?Q>}$W۠AyX۠AƭNm>a?֣p= ?@@yGz?  Gt>}$W۠AyX۠AA"%a?֣p= ?@@yGz?}$W۠AyX۠AB. a?֣p= ?@@yGz?`l>}$W۠AyX۠A` g`?֣p= ?@@yGz?̛eܧ>}$W۠AyX۠Av*R`?֣p= ?@@yGz?:$>}$W۠AyX۠A:i>`?֣p= ?@@yGz?h!>}$W۠AyX۠AZ)`oة`?֣p= ?@@yGz?*D>}$W۠AyX۠Aٳ`?֣p= ?@@yGz?Y9g>}$W۠AyX۠A$yrz`?֣p= ?@@yGz?5>}$W۠AyX۠ASZ $c`?֣p= ?@@yGz?by>}$W۠AyX۠A 1L`?֣p= ?@@yGz?wXϨ>}$W۠AyX۠As J5`?֣p= ?@@yGz?Ai >}$W۠AyX۠A-`?֣p= ?@@yGz?FFZ>}$W۠AyX۠Ayao`?֣p= ?@@yGz?vKw7>}$W۠AyX۠A*e_?֣p= ?@@yGz?<,Z>}$W۠AyX۠An#_?֣p= ?@@yGz?.|>}$W۠AyX۠A T_?֣p= ?@@yGz?hW>}$W۠AyX۠A, 0#c_?֣p= ?@@yGz?3K©>}$W۠AyX۠A=8_?֣p= ?@@yGz?Ec>}$W۠AyX۠A#_?֣p= ?@@yGz?#>}$W۠AyX۠Aף^?֣p= ?@@yGz?"gi*>}$W۠AyX۠AI*^?֣p= ?@@yGz?M>}$W۠AyX۠A0n ^?֣p= ?@@yGz? o>}$W۠AyX۠Ak^?֣p= ?@@yGz?lP4>}$W۠AyX۠Ao+D^?֣p= ?@@yGz?x=>}$W۠AyX۠AV@c^?֣p= ?@@yGz?Iת>}$W۠AyX۠A h]?֣p= ?@@yGz?Iך>W۠AyX۠A hm?Q?@@yGz?$E}\>W۠AyX۠A Tt4m?Q?@@yGz?m_b>W۠AyX۠AO^m?Q?@@yGz?UB0>W۠AyX۠A.M%Qm?Q?@@yGz?*$>W۠AyX۠A( l?Q?@@yGz?f3>W۠AyX۠A3=(l?Q?@@yGz?umx>W۠AyX۠Aս?l?Q?@@yGz?LGw׽>W۠AyX۠A2 fk?Q?@@yGz?*A>W۠AyX۠Artk?Q?@@yGz? H>W۠AyX۠AȆʾvk?Q?@@yGz?ct>W۠AyX۠A 7>6k?Q?@@yGz?˜Vӝ>W۠AyX۠A#j?Q?@@yGz?!!9>W۠AyX۠AMuj?Q?@@yGz?zS^>W۠AyX۠A{j?Q?@@yGz?X1>W۠AyX۠A}?j?Q?@@yGz?4>&>W۠AyX۠A޿j?Q?@@yGz?BÐ.>W۠AyX۠A'Ipi?Q?@@yGz?ʥs>W۠AyX۠Acݑi?Q?@@yGz?ZSd>W۠AyX۠A1Yi?Q?@@yGz?j>W۠AyX۠A֝>^"i?Q?@@yGz?B &">W۠AyX۠A.h?Q?@@yGz?;D>W۠AyX۠A5Fh?Q?@@yGz?k: g>W۠AyX۠AI>`h?Q?@@yGz?~:>W۠AyX۠A*=Oh?Q?@@yGz?ﬠ>W۠AyX۠AiZVh?Q?@@yGz?iݤϠ>W۠AyX۠AKfg?Q?@@yGz?(KY>W۠AyX۠A]g?Q?@@yGz?FX>W۠AyX۠AsdZg?Q?@@yGz?Ӱ7>W۠AyX۠ArZg?Q?@@yGz?"xZ>W۠AyX۠A~0,g?Q?@@yGz?[-}>W۠AyX۠A =4f?Q?@@yGz?⟡>W۠AyX۠ADEf?Q?@@yGz?mEu¡>W۠AyX۠A^[:Vf?Q?@@yGz?t(gL>W۠AyX۠AHGnmxf?Q?@@yGz?JlX>W۠AyX۠AJ6-Mf?Q?@@yGz?ӰI*>W۠AyX۠AQ!"f?Q?@@yGz?&:kM>W۠AyX۠Ame?Q?@@yGz?29, p>W۠AyX۠A[(=e?Q?@@yGz?b}Ւ>W۠AyX۠A|>|e?Q?@@yGz?q>W۠AyX۠ADW۠AyX۠Ay1¼Ve?Q?@@yGz?NI>W۠AyX۠Aw`/e?Q?@@yGz?>W۠AyX۠A]o@ e?Q?@@yGz?*O]@>W۠AyX۠APfSd?Q?@@yGz?~c>W۠AyX۠AVߠd?Q?@@yGz?ZDž>W۠AyX۠Ad?Q?@@yGz?tݞ|>W۠AyX۠Ajtd?Q?@@yGz? 1ˣ>W۠AyX۠A](EPd?Q?@@yGz?Q<'>W۠AyX۠AO r-d?Q?@@yGz?kk{>W۠AyX۠Ab9 d?Q?@@yGz?.lP3>W۠AyX۠ATc?Q?@@yGz?]V>W۠AyX۠A8"c?Q?@@yGz? 7Ox>W۠AyX۠A͜c?Q?@@yGz?x)|@o>W۠AyX۠AG揇c?Q?@@yGz?X1$>W۠AyX۠Av3nbc?Q?@@yGz?T#>W۠AyX۠A?^ Bc?Q?@@yGz?ŷH>W۠AyX۠Aoۄ"c?Q?@@yGz?2C&>W۠AyX۠Adwdpc?Q?@@yGz?H>W۠AyX۠ADob?Q?@@yGz?Fk>W۠AyX۠ArEmb?Q?@@yGz?xuYa>W۠AyX۠A~b?Q?@@yGz?ꤝ>W۠AyX۠Ajb?Q?@@yGz?Yӥ>W۠AyX۠A:Flb?Q?@@yGz?&>W۠AyX۠ACY)Ob?Q?@@yGz?63j5>W۠AyX۠AB}mh2b?Q?@@yGz?b;>W۠AyX۠Aeb?Q?@@yGz?^>W۠AyX۠Am>a?Q?@@yGz?6rT>W۠AyX۠AF8a?Q?@@yGz?zc >W۠AyX۠A"Ka?Q?@@yGz?\ TƦ>W۠AyX۠AVça?Q?@@yGz?OFs>W۠AyX۠A`Ia?Q?@@yGz?:G7( >W۠AyX۠A|Sra?Q?@@yGz?(.>W۠AyX۠AvVxXa?Q?@@yGz?Q>W۠AyX۠AƭNm>a?Q?@@yGz?  Gt>W۠AyX۠AA"%a?Q?@@yGz?W۠AyX۠AB. a?Q?@@yGz?`l>W۠AyX۠A` g`?Q?@@yGz?˛eܧ>W۠AyX۠Av*R`?Q?@@yGz?:$>W۠AyX۠A:i>`?Q?@@yGz?h!>W۠AyX۠AZ)`oة`?Q?@@yGz?*D>W۠AyX۠Aٳ`?Q?@@yGz?Y9g>W۠AyX۠A$yrz`?Q?@@yGz?5>W۠AyX۠ASZ $c`?Q?@@yGz?by>W۠AyX۠A 1L`?Q?@@yGz?wXϨ>W۠AyX۠As J5`?Q?@@yGz?Ai >W۠AyX۠A-`?Q?@@yGz?FFZ>W۠AyX۠Ayao`?Q?@@yGz?vKw7>W۠AyX۠A*e_?Q?@@yGz?<,Z>W۠AyX۠An#_?Q?@@yGz?.|>W۠AyX۠A T_?Q?@@yGz?hW>W۠AyX۠A, 0#c_?Q?@@yGz?3K©>W۠AyX۠A=8_?Q?@@yGz?Dc>W۠AyX۠A#_?Q?@@yGz?#>W۠AyX۠Aף^?Q?@@yGz?"gi*>W۠AyX۠AI*^?Q?@@yGz?M>W۠AyX۠A0n ^?Q?@@yGz? o>W۠AyX۠Ak^?Q?@@yGz?kP4>W۠AyX۠Ao+D^?Q?@@yGz?x=>W۠AyX۠AV@c^?Q?@@yGz?Iת>W۠AyX۠A h]?Q?@@yGz?Iך> W۠AyX۠A hm?=fffff?@@yGz?%E}\> W۠AyX۠A Tt4m?=fffff?@@yGz?m_b> W۠AyX۠AO^m?=fffff?@@yGz?UB0> W۠AyX۠A.M%Qm?=fffff?@@yGz?*$> W۠AyX۠A( l?=fffff?@@yGz?f3> W۠AyX۠A3=(l?=fffff?@@yGz?tmx> W۠AyX۠Aս?l?=fffff?@@yGz?KGw׽> W۠AyX۠A2 fk?=fffff?@@yGz?*A> W۠AyX۠Artk?=fffff?@@yGz? H> W۠AyX۠AȆʾvk?=fffff?@@yGz?ct> W۠AyX۠A 7>6k?=fffff?@@yGz?˜Vӝ> W۠AyX۠A#j?=fffff?@@yGz?!!9> W۠AyX۠AMuj?=fffff?@@yGz?zS^> W۠AyX۠A{j?=fffff?@@yGz?X1> W۠AyX۠A}?j?=fffff?@@yGz?5>&> W۠AyX۠A޿j?=fffff?@@yGz?BÐ.> W۠AyX۠A'Ipi?=fffff?@@yGz?ʥs> W۠AyX۠Acݑi?=fffff?@@yGz?ZSd> W۠AyX۠A1Yi?=fffff?@@yGz?j> W۠AyX۠Aם>^"i?=fffff?@@yGz?B &"> W۠AyX۠A.h?=fffff?@@yGz?;D> W۠AyX۠A5Fh?=fffff?@@yGz?k: g> W۠AyX۠AI>`h?=fffff?@@yGz?~:> W۠AyX۠A+=Oh?=fffff?@@yGz?ﬠ> W۠AyX۠AiZVh?=fffff?@@yGz?iݤϠ> W۠AyX۠AKfg?=fffff?@@yGz?(KY> W۠AyX۠A]g?=fffff?@@yGz?FX> W۠AyX۠AsdZg?=fffff?@@yGz?Ӱ7> W۠AyX۠ArZg?=fffff?@@yGz?"xZ> W۠AyX۠A0,g?=fffff?@@yGz?[-}> W۠AyX۠A=4f?=fffff?@@yGz?⟡> W۠AyX۠ADEf?=fffff?@@yGz?mEu¡> W۠AyX۠A^[:Vf?=fffff?@@yGz?t(gL> W۠AyX۠AHGnmxf?=fffff?@@yGz?JlX> W۠AyX۠AJ6-Mf?=fffff?@@yGz?ӰI*> W۠AyX۠AQ!"f?=fffff?@@yGz?&:kM> W۠AyX۠Ame?=fffff?@@yGz?29, p> W۠AyX۠A[(=e?=fffff?@@yGz?b}Ւ> W۠AyX۠A|>|e?=fffff?@@yGz?q> W۠AyX۠AD W۠AyX۠Ay1¼Ve?=fffff?@@yGz?NI> W۠AyX۠Av`/e?=fffff?@@yGz?> W۠AyX۠A]o@ e?=fffff?@@yGz?*O]@> W۠AyX۠AQfSd?=fffff?@@yGz?~c> W۠AyX۠AVߠd?=fffff?@@yGz?ZDž> W۠AyX۠Ad?=fffff?@@yGz?uݞ|> W۠AyX۠Ajtd?=fffff?@@yGz? 1ˣ> W۠AyX۠A](EPd?=fffff?@@yGz?Q<'> W۠AyX۠AO r-d?=fffff?@@yGz?kk{> W۠AyX۠Ab9 d?=fffff?@@yGz?.lP3> W۠AyX۠ATc?=fffff?@@yGz?]V> W۠AyX۠A8"c?=fffff?@@yGz? 7Ox> W۠AyX۠A͜c?=fffff?@@yGz?x)|@o> W۠AyX۠AF揇c?=fffff?@@yGz?X1$> W۠AyX۠Aw3nbc?=fffff?@@yGz?U#> W۠AyX۠A>^ Bc?=fffff?@@yGz?ķH> W۠AyX۠Aoۄ"c?=fffff?@@yGz?2C&> W۠AyX۠Adwdpc?=fffff?@@yGz?H> W۠AyX۠ADob?=fffff?@@yGz?Fk> W۠AyX۠ArEmb?=fffff?@@yGz?xuYa> W۠AyX۠A~b?=fffff?@@yGz?ꤝ> W۠AyX۠Akb?=fffff?@@yGz?Yӥ> W۠AyX۠A;Flb?=fffff?@@yGz?&> W۠AyX۠ABY)Ob?=fffff?@@yGz?63j5> W۠AyX۠AB}mh2b?=fffff?@@yGz?b;> W۠AyX۠Aeb?=fffff?@@yGz?^> W۠AyX۠Am>a?=fffff?@@yGz?6rT> W۠AyX۠AF8a?=fffff?@@yGz?zc > W۠AyX۠A"Ka?=fffff?@@yGz?[ TƦ> W۠AyX۠AVça?=fffff?@@yGz?OFs> W۠AyX۠A`Ia?=fffff?@@yGz?:G7( > W۠AyX۠A|Sra?=fffff?@@yGz?(.> W۠AyX۠AvVxXa?=fffff?@@yGz?Q> W۠AyX۠AƭNm>a?=fffff?@@yGz?  Gt> W۠AyX۠AA"%a?=fffff?@@yGz? W۠AyX۠AB. a?=fffff?@@yGz?`l> W۠AyX۠A` g`?=fffff?@@yGz?̛eܧ> W۠AyX۠Av*R`?=fffff?@@yGz?:$> W۠AyX۠A:i>`?=fffff?@@yGz?h!> W۠AyX۠AZ)`oة`?=fffff?@@yGz?*D> W۠AyX۠Aٳ`?=fffff?@@yGz?Y9g> W۠AyX۠A$yrz`?=fffff?@@yGz?5> W۠AyX۠ASZ $c`?=fffff?@@yGz?by> W۠AyX۠A 1L`?=fffff?@@yGz?wXϨ> W۠AyX۠As J5`?=fffff?@@yGz?Ai > W۠AyX۠A-`?=fffff?@@yGz?FFZ> W۠AyX۠Ayao`?=fffff?@@yGz?vKw7> W۠AyX۠A*e_?=fffff?@@yGz?<,Z> W۠AyX۠An#_?=fffff?@@yGz?.|> W۠AyX۠A T_?=fffff?@@yGz?hW> W۠AyX۠A, 0#c_?=fffff?@@yGz?3K©> W۠AyX۠A=8_?=fffff?@@yGz?Ec> W۠AyX۠A#_?=fffff?@@yGz?#> W۠AyX۠Aף^?=fffff?@@yGz?"gi*> W۠AyX۠AI*^?=fffff?@@yGz?M> W۠AyX۠A0n ^?=fffff?@@yGz? o> W۠AyX۠Ak^?=fffff?@@yGz?lP4> W۠AyX۠Ao+D^?=fffff?@@yGz?x=> W۠AyX۠AV@c^?=fffff?@@yGz?Iת> W۠AyX۠A h]?=fffff?@@yGz?Iך>UW۠AyX۠A hm?Gz?@@yGz?$E}\>UW۠AyX۠A Tt4m?Gz?@@yGz?m_b>UW۠AyX۠AO^m?Gz?@@yGz?UB0>UW۠AyX۠A.M%Qm?Gz?@@yGz?*$>UW۠AyX۠A( l?Gz?@@yGz?f3>UW۠AyX۠A3=(l?Gz?@@yGz?umx>UW۠AyX۠Aս?l?Gz?@@yGz?LGw׽>UW۠AyX۠A2 fk?Gz?@@yGz?*A>UW۠AyX۠Artk?Gz?@@yGz? H>UW۠AyX۠AȆʾvk?Gz?@@yGz?ct>UW۠AyX۠A 7>6k?Gz?@@yGz?˜Vӝ>UW۠AyX۠A#j?Gz?@@yGz?!!9>UW۠AyX۠AMuj?Gz?@@yGz?zS^>UW۠AyX۠A{j?Gz?@@yGz?X1>UW۠AyX۠A}?j?Gz?@@yGz?4>&>UW۠AyX۠A޿j?Gz?@@yGz?BÐ.>UW۠AyX۠A'Ipi?Gz?@@yGz?ʥs>UW۠AyX۠Acݑi?Gz?@@yGz?ZSd>UW۠AyX۠A1Yi?Gz?@@yGz?j>UW۠AyX۠A֝>^"i?Gz?@@yGz?B &">UW۠AyX۠A.h?Gz?@@yGz?;D>UW۠AyX۠A5Fh?Gz?@@yGz?k: g>UW۠AyX۠AI>`h?Gz?@@yGz?~:>UW۠AyX۠A*=Oh?Gz?@@yGz?ﬠ>UW۠AyX۠AiZVh?Gz?@@yGz?iݤϠ>UW۠AyX۠AKfg?Gz?@@yGz?(KY>UW۠AyX۠A]g?Gz?@@yGz?FX>UW۠AyX۠AsdZg?Gz?@@yGz?Ӱ7>UW۠AyX۠ArZg?Gz?@@yGz?"xZ>UW۠AyX۠A~0,g?Gz?@@yGz?[-}>UW۠AyX۠A =4f?Gz?@@yGz?⟡>UW۠AyX۠ADEf?Gz?@@yGz?mEu¡>UW۠AyX۠A^[:Vf?Gz?@@yGz?t(gL>UW۠AyX۠AHGnmxf?Gz?@@yGz?JlX>UW۠AyX۠AJ6-Mf?Gz?@@yGz?ӰI*>UW۠AyX۠AQ!"f?Gz?@@yGz?&:kM>UW۠AyX۠Ame?Gz?@@yGz?29, p>UW۠AyX۠A[(=e?Gz?@@yGz?b}Ւ>UW۠AyX۠A|>|e?Gz?@@yGz?q>UW۠AyX۠ADUW۠AyX۠Ay1¼Ve?Gz?@@yGz?NI>UW۠AyX۠Aw`/e?Gz?@@yGz?>UW۠AyX۠A]o@ e?Gz?@@yGz?*O]@>UW۠AyX۠APfSd?Gz?@@yGz?~c>UW۠AyX۠AVߠd?Gz?@@yGz?ZDž>UW۠AyX۠Ad?Gz?@@yGz?tݞ|>UW۠AyX۠Ajtd?Gz?@@yGz? 1ˣ>UW۠AyX۠A](EPd?Gz?@@yGz?Q<'>UW۠AyX۠AO r-d?Gz?@@yGz?kk{>UW۠AyX۠Ab9 d?Gz?@@yGz?.lP3>UW۠AyX۠ATc?Gz?@@yGz?]V>UW۠AyX۠A8"c?Gz?@@yGz? 7Ox>UW۠AyX۠A͜c?Gz?@@yGz?x)|@o>UW۠AyX۠AG揇c?Gz?@@yGz?X1$>UW۠AyX۠Av3nbc?Gz?@@yGz?T#>UW۠AyX۠A?^ Bc?Gz?@@yGz?ŷH>UW۠AyX۠Aoۄ"c?Gz?@@yGz?2C&>UW۠AyX۠Adwdpc?Gz?@@yGz?H>UW۠AyX۠ADob?Gz?@@yGz?Fk>UW۠AyX۠ArEmb?Gz?@@yGz?xuYa>UW۠AyX۠A~b?Gz?@@yGz?ꤝ>UW۠AyX۠Ajb?Gz?@@yGz?Yӥ>UW۠AyX۠A:Flb?Gz?@@yGz?&>UW۠AyX۠ACY)Ob?Gz?@@yGz?63j5>UW۠AyX۠AB}mh2b?Gz?@@yGz?b;>UW۠AyX۠Aeb?Gz?@@yGz?^>UW۠AyX۠Am>a?Gz?@@yGz?6rT>UW۠AyX۠AF8a?Gz?@@yGz?zc >UW۠AyX۠A"Ka?Gz?@@yGz?\ TƦ>UW۠AyX۠AVça?Gz?@@yGz?OFs>UW۠AyX۠A`Ia?Gz?@@yGz?:G7( >UW۠AyX۠A|Sra?Gz?@@yGz?(.>UW۠AyX۠AvVxXa?Gz?@@yGz?Q>UW۠AyX۠AƭNm>a?Gz?@@yGz?  Gt>UW۠AyX۠AA"%a?Gz?@@yGz?UW۠AyX۠AB. a?Gz?@@yGz?`l>UW۠AyX۠A` g`?Gz?@@yGz?˛eܧ>UW۠AyX۠Av*R`?Gz?@@yGz?:$>UW۠AyX۠A:i>`?Gz?@@yGz?h!>UW۠AyX۠AZ)`oة`?Gz?@@yGz?*D>UW۠AyX۠Aٳ`?Gz?@@yGz?Y9g>UW۠AyX۠A$yrz`?Gz?@@yGz?5>UW۠AyX۠ASZ $c`?Gz?@@yGz?by>UW۠AyX۠A 1L`?Gz?@@yGz?wXϨ>UW۠AyX۠As J5`?Gz?@@yGz?Ai >UW۠AyX۠A-`?Gz?@@yGz?FFZ>UW۠AyX۠Ayao`?Gz?@@yGz?vKw7>UW۠AyX۠A*e_?Gz?@@yGz?<,Z>UW۠AyX۠An#_?Gz?@@yGz?.|>UW۠AyX۠A T_?Gz?@@yGz?hW>UW۠AyX۠A, 0#c_?Gz?@@yGz?3K©>UW۠AyX۠A=8_?Gz?@@yGz?Dc>UW۠AyX۠A#_?Gz?@@yGz?#>UW۠AyX۠Aף^?Gz?@@yGz?"gi*>UW۠AyX۠AI*^?Gz?@@yGz?M>UW۠AyX۠A0n ^?Gz?@@yGz? o>UW۠AyX۠Ak^?Gz?@@yGz?kP4>UW۠AyX۠Ao+D^?Gz?@@yGz?x=>UW۠AyX۠AV@c^?Gz?@@yGz?Iת>UW۠AyX۠A h]?Gz?@@yGz?Iך>W۠AyX۠A hm?(\?@@yGz?%E}\>W۠AyX۠A Tt4m?(\?@@yGz?m_b>W۠AyX۠AO^m?(\?@@yGz?UB0>W۠AyX۠A.M%Qm?(\?@@yGz?*$>W۠AyX۠A( l?(\?@@yGz?f3>W۠AyX۠A3=(l?(\?@@yGz?tmx>W۠AyX۠Aս?l?(\?@@yGz?KGw׽>W۠AyX۠A2 fk?(\?@@yGz?*A>W۠AyX۠Artk?(\?@@yGz? H>W۠AyX۠AȆʾvk?(\?@@yGz?ct>W۠AyX۠A 7>6k?(\?@@yGz?˜Vӝ>W۠AyX۠A#j?(\?@@yGz?!!9>W۠AyX۠AMuj?(\?@@yGz?zS^>W۠AyX۠A{j?(\?@@yGz?X1>W۠AyX۠A}?j?(\?@@yGz?5>&>W۠AyX۠A޿j?(\?@@yGz?BÐ.>W۠AyX۠A'Ipi?(\?@@yGz?ʥs>W۠AyX۠Acݑi?(\?@@yGz?ZSd>W۠AyX۠A1Yi?(\?@@yGz?j>W۠AyX۠Aם>^"i?(\?@@yGz?B &">W۠AyX۠A.h?(\?@@yGz?;D>W۠AyX۠A5Fh?(\?@@yGz?k: g>W۠AyX۠AI>`h?(\?@@yGz?~:>W۠AyX۠A+=Oh?(\?@@yGz?ﬠ>W۠AyX۠AiZVh?(\?@@yGz?iݤϠ>W۠AyX۠AKfg?(\?@@yGz?(KY>W۠AyX۠A]g?(\?@@yGz?FX>W۠AyX۠AsdZg?(\?@@yGz?Ӱ7>W۠AyX۠ArZg?(\?@@yGz?"xZ>W۠AyX۠A0,g?(\?@@yGz?[-}>W۠AyX۠A=4f?(\?@@yGz?⟡>W۠AyX۠ADEf?(\?@@yGz?mEu¡>W۠AyX۠A^[:Vf?(\?@@yGz?t(gL>W۠AyX۠AHGnmxf?(\?@@yGz?JlX>W۠AyX۠AJ6-Mf?(\?@@yGz?ӰI*>W۠AyX۠AQ!"f?(\?@@yGz?&:kM>W۠AyX۠Ame?(\?@@yGz?29, p>W۠AyX۠A[(=e?(\?@@yGz?b}Ւ>W۠AyX۠A|>|e?(\?@@yGz?q>W۠AyX۠ADW۠AyX۠Ay1¼Ve?(\?@@yGz?NI>W۠AyX۠Av`/e?(\?@@yGz?>W۠AyX۠A]o@ e?(\?@@yGz?*O]@>W۠AyX۠AQfSd?(\?@@yGz?~c>W۠AyX۠AVߠd?(\?@@yGz?ZDž>W۠AyX۠Ad?(\?@@yGz?uݞ|>W۠AyX۠Ajtd?(\?@@yGz? 1ˣ>W۠AyX۠A](EPd?(\?@@yGz?Q<'>W۠AyX۠AO r-d?(\?@@yGz?kk{>W۠AyX۠Ab9 d?(\?@@yGz?.lP3>W۠AyX۠ATc?(\?@@yGz?]V>W۠AyX۠A8"c?(\?@@yGz? 7Ox>W۠AyX۠A͜c?(\?@@yGz?x)|@o>W۠AyX۠AF揇c?(\?@@yGz?X1$>W۠AyX۠Aw3nbc?(\?@@yGz?U#>W۠AyX۠A>^ Bc?(\?@@yGz?ķH>W۠AyX۠Aoۄ"c?(\?@@yGz?2C&>W۠AyX۠Adwdpc?(\?@@yGz?H>W۠AyX۠ADob?(\?@@yGz?Fk>W۠AyX۠ArEmb?(\?@@yGz?xuYa>W۠AyX۠A~b?(\?@@yGz?ꤝ>W۠AyX۠Akb?(\?@@yGz?Yӥ>W۠AyX۠A;Flb?(\?@@yGz?&>W۠AyX۠ABY)Ob?(\?@@yGz?63j5>W۠AyX۠AB}mh2b?(\?@@yGz?b;>W۠AyX۠Aeb?(\?@@yGz?^>W۠AyX۠Am>a?(\?@@yGz?6rT>W۠AyX۠AF8a?(\?@@yGz?zc >W۠AyX۠A"Ka?(\?@@yGz?[ TƦ>W۠AyX۠AVça?(\?@@yGz?OFs>W۠AyX۠A`Ia?(\?@@yGz?:G7( >W۠AyX۠A|Sra?(\?@@yGz?(.>W۠AyX۠AvVxXa?(\?@@yGz?Q>W۠AyX۠AƭNm>a?(\?@@yGz?  Gt>W۠AyX۠AA"%a?(\?@@yGz?W۠AyX۠AB. a?(\?@@yGz?`l>W۠AyX۠A` g`?(\?@@yGz?̛eܧ>W۠AyX۠Av*R`?(\?@@yGz?:$>W۠AyX۠A:i>`?(\?@@yGz?h!>W۠AyX۠AZ)`oة`?(\?@@yGz?*D>W۠AyX۠Aٳ`?(\?@@yGz?Y9g>W۠AyX۠A$yrz`?(\?@@yGz?5>W۠AyX۠ASZ $c`?(\?@@yGz?by>W۠AyX۠A 1L`?(\?@@yGz?wXϨ>W۠AyX۠As J5`?(\?@@yGz?Ai >W۠AyX۠A-`?(\?@@yGz?FFZ>W۠AyX۠Ayao`?(\?@@yGz?vKw7>W۠AyX۠A*e_?(\?@@yGz?<,Z>W۠AyX۠An#_?(\?@@yGz?.|>W۠AyX۠A T_?(\?@@yGz?hW>W۠AyX۠A, 0#c_?(\?@@yGz?3K©>W۠AyX۠A=8_?(\?@@yGz?Ec>W۠AyX۠A#_?(\?@@yGz?#>W۠AyX۠Aף^?(\?@@yGz?"gi*>W۠AyX۠AI*^?(\?@@yGz?M>W۠AyX۠A0n ^?(\?@@yGz? o>W۠AyX۠Ak^?(\?@@yGz?lP4>W۠AyX۠Ao+D^?(\?@@yGz?x=>W۠AyX۠AV@c^?(\?@@yGz?Iת>W۠AyX۠A h]?(\?@@yGz?Iך>W۠AyX۠A hm?C= ףp?@@yGz?$E}\>W۠AyX۠A Tt4m?C= ףp?@@yGz?m_b>W۠AyX۠AO^m?C= ףp?@@yGz?UB0>W۠AyX۠A.M%Qm?C= ףp?@@yGz?*$>W۠AyX۠A( l?C= ףp?@@yGz?f3>W۠AyX۠A3=(l?C= ףp?@@yGz?umx>W۠AyX۠Aս?l?C= ףp?@@yGz?LGw׽>W۠AyX۠A2 fk?C= ףp?@@yGz?*A>W۠AyX۠Artk?C= ףp?@@yGz? H>W۠AyX۠AȆʾvk?C= ףp?@@yGz?ct>W۠AyX۠A 7>6k?C= ףp?@@yGz?˜Vӝ>W۠AyX۠A#j?C= ףp?@@yGz?!!9>W۠AyX۠AMuj?C= ףp?@@yGz?zS^>W۠AyX۠A{j?C= ףp?@@yGz?X1>W۠AyX۠A}?j?C= ףp?@@yGz?4>&>W۠AyX۠A޿j?C= ףp?@@yGz?BÐ.>W۠AyX۠A'Ipi?C= ףp?@@yGz?ʥs>W۠AyX۠Acݑi?C= ףp?@@yGz?ZSd>W۠AyX۠A1Yi?C= ףp?@@yGz?j>W۠AyX۠A֝>^"i?C= ףp?@@yGz?B &">W۠AyX۠A.h?C= ףp?@@yGz?;D>W۠AyX۠A5Fh?C= ףp?@@yGz?k: g>W۠AyX۠AI>`h?C= ףp?@@yGz?~:>W۠AyX۠A*=Oh?C= ףp?@@yGz?ﬠ>W۠AyX۠AiZVh?C= ףp?@@yGz?iݤϠ>W۠AyX۠AKfg?C= ףp?@@yGz?(KY>W۠AyX۠A]g?C= ףp?@@yGz?FX>W۠AyX۠AsdZg?C= ףp?@@yGz?Ӱ7>W۠AyX۠ArZg?C= ףp?@@yGz?"xZ>W۠AyX۠A~0,g?C= ףp?@@yGz?[-}>W۠AyX۠A =4f?C= ףp?@@yGz?⟡>W۠AyX۠ADEf?C= ףp?@@yGz?mEu¡>W۠AyX۠A^[:Vf?C= ףp?@@yGz?t(gL>W۠AyX۠AHGnmxf?C= ףp?@@yGz?JlX>W۠AyX۠AJ6-Mf?C= ףp?@@yGz?ӰI*>W۠AyX۠AQ!"f?C= ףp?@@yGz?&:kM>W۠AyX۠Ame?C= ףp?@@yGz?29, p>W۠AyX۠A[(=e?C= ףp?@@yGz?b}Ւ>W۠AyX۠A|>|e?C= ףp?@@yGz?q>W۠AyX۠ADW۠AyX۠Ay1¼Ve?C= ףp?@@yGz?NI>W۠AyX۠Aw`/e?C= ףp?@@yGz?>W۠AyX۠A]o@ e?C= ףp?@@yGz?*O]@>W۠AyX۠APfSd?C= ףp?@@yGz?~c>W۠AyX۠AVߠd?C= ףp?@@yGz?ZDž>W۠AyX۠Ad?C= ףp?@@yGz?tݞ|>W۠AyX۠Ajtd?C= ףp?@@yGz? 1ˣ>W۠AyX۠A](EPd?C= ףp?@@yGz?Q<'>W۠AyX۠AO r-d?C= ףp?@@yGz?kk{>W۠AyX۠Ab9 d?C= ףp?@@yGz?.lP3>W۠AyX۠ATc?C= ףp?@@yGz?]V>W۠AyX۠A8"c?C= ףp?@@yGz? 7Ox>W۠AyX۠A͜c?C= ףp?@@yGz?x)|@o>W۠AyX۠AG揇c?C= ףp?@@yGz?X1$>W۠AyX۠Av3nbc?C= ףp?@@yGz?T#>W۠AyX۠A?^ Bc?C= ףp?@@yGz?ŷH>W۠AyX۠Aoۄ"c?C= ףp?@@yGz?2C&>W۠AyX۠Adwdpc?C= ףp?@@yGz?H>W۠AyX۠ADob?C= ףp?@@yGz?Fk>W۠AyX۠ArEmb?C= ףp?@@yGz?xuYa>W۠AyX۠A~b?C= ףp?@@yGz?ꤝ>W۠AyX۠Ajb?C= ףp?@@yGz?Yӥ>W۠AyX۠A:Flb?C= ףp?@@yGz?&>W۠AyX۠ACY)Ob?C= ףp?@@yGz?63j5>W۠AyX۠AB}mh2b?C= ףp?@@yGz?b;>W۠AyX۠Aeb?C= ףp?@@yGz?^>W۠AyX۠Am>a?C= ףp?@@yGz?6rT>W۠AyX۠AF8a?C= ףp?@@yGz?zc >W۠AyX۠A"Ka?C= ףp?@@yGz?\ TƦ>W۠AyX۠AVça?C= ףp?@@yGz?OFs>W۠AyX۠A`Ia?C= ףp?@@yGz?:G7( >W۠AyX۠A|Sra?C= ףp?@@yGz?(.>W۠AyX۠AvVxXa?C= ףp?@@yGz?Q>W۠AyX۠AƭNm>a?C= ףp?@@yGz?  Gt>W۠AyX۠AA"%a?C= ףp?@@yGz?W۠AyX۠AB. a?C= ףp?@@yGz?`l>W۠AyX۠A` g`?C= ףp?@@yGz?˛eܧ>W۠AyX۠Av*R`?C= ףp?@@yGz?:$>W۠AyX۠A:i>`?C= ףp?@@yGz?h!>W۠AyX۠AZ)`oة`?C= ףp?@@yGz?*D>W۠AyX۠Aٳ`?C= ףp?@@yGz?Y9g>W۠AyX۠A$yrz`?C= ףp?@@yGz?5>W۠AyX۠ASZ $c`?C= ףp?@@yGz?by>W۠AyX۠A 1L`?C= ףp?@@yGz?wXϨ>W۠AyX۠As J5`?C= ףp?@@yGz?Ai >W۠AyX۠A-`?C= ףp?@@yGz?FFZ>W۠AyX۠Ayao`?C= ףp?@@yGz?vKw7>W۠AyX۠A*e_?C= ףp?@@yGz?<,Z>W۠AyX۠An#_?C= ףp?@@yGz?.|>W۠AyX۠A T_?C= ףp?@@yGz?hW>W۠AyX۠A, 0#c_?C= ףp?@@yGz?3K©>W۠AyX۠A=8_?C= ףp?@@yGz?Dc>W۠AyX۠A#_?C= ףp?@@yGz?#>W۠AyX۠Aף^?C= ףp?@@yGz?"gi*>W۠AyX۠AI*^?C= ףp?@@yGz?M>W۠AyX۠A0n ^?C= ףp?@@yGz? o>W۠AyX۠Ak^?C= ףp?@@yGz?kP4>W۠AyX۠Ao+D^?C= ףp?@@yGz?x=>W۠AyX۠AV@c^?C= ףp?@@yGz?Iת>W۠AyX۠A h]?C= ףp?@@yGz?Iך>-lW۠AyX۠A hm?Q?@@yGz?%E}\>-lW۠AyX۠A Tt4m?Q?@@yGz?m_b>-lW۠AyX۠AO^m?Q?@@yGz?UB0>-lW۠AyX۠A.M%Qm?Q?@@yGz?*$>-lW۠AyX۠A( l?Q?@@yGz?f3>-lW۠AyX۠A3=(l?Q?@@yGz?tmx>-lW۠AyX۠Aս?l?Q?@@yGz?KGw׽>-lW۠AyX۠A2 fk?Q?@@yGz?*A>-lW۠AyX۠Artk?Q?@@yGz? H>-lW۠AyX۠AȆʾvk?Q?@@yGz?ct>-lW۠AyX۠A 7>6k?Q?@@yGz?˜Vӝ>-lW۠AyX۠A#j?Q?@@yGz?!!9>-lW۠AyX۠AMuj?Q?@@yGz?zS^>-lW۠AyX۠A{j?Q?@@yGz?X1>-lW۠AyX۠A}?j?Q?@@yGz?5>&>-lW۠AyX۠A޿j?Q?@@yGz?BÐ.>-lW۠AyX۠A'Ipi?Q?@@yGz?ʥs>-lW۠AyX۠Acݑi?Q?@@yGz?ZSd>-lW۠AyX۠A1Yi?Q?@@yGz?j>-lW۠AyX۠Aם>^"i?Q?@@yGz?B &">-lW۠AyX۠A.h?Q?@@yGz?;D>-lW۠AyX۠A5Fh?Q?@@yGz?k: g>-lW۠AyX۠AI>`h?Q?@@yGz?~:>-lW۠AyX۠A+=Oh?Q?@@yGz?ﬠ>-lW۠AyX۠AiZVh?Q?@@yGz?iݤϠ>-lW۠AyX۠AKfg?Q?@@yGz?(KY>-lW۠AyX۠A]g?Q?@@yGz?FX>-lW۠AyX۠AsdZg?Q?@@yGz?Ӱ7>-lW۠AyX۠ArZg?Q?@@yGz?"xZ>-lW۠AyX۠A0,g?Q?@@yGz?[-}>-lW۠AyX۠A=4f?Q?@@yGz?⟡>-lW۠AyX۠ADEf?Q?@@yGz?mEu¡>-lW۠AyX۠A^[:Vf?Q?@@yGz?t(gL>-lW۠AyX۠AHGnmxf?Q?@@yGz?JlX>-lW۠AyX۠AJ6-Mf?Q?@@yGz?ӰI*>-lW۠AyX۠AQ!"f?Q?@@yGz?&:kM>-lW۠AyX۠Ame?Q?@@yGz?29, p>-lW۠AyX۠A[(=e?Q?@@yGz?b}Ւ>-lW۠AyX۠A|>|e?Q?@@yGz?q>-lW۠AyX۠AD-lW۠AyX۠Ay1¼Ve?Q?@@yGz?NI>-lW۠AyX۠Av`/e?Q?@@yGz?>-lW۠AyX۠A]o@ e?Q?@@yGz?*O]@>-lW۠AyX۠AQfSd?Q?@@yGz?~c>-lW۠AyX۠AVߠd?Q?@@yGz?ZDž>-lW۠AyX۠Ad?Q?@@yGz?uݞ|>-lW۠AyX۠Ajtd?Q?@@yGz? 1ˣ>-lW۠AyX۠A](EPd?Q?@@yGz?Q<'>-lW۠AyX۠AO r-d?Q?@@yGz?kk{>-lW۠AyX۠Ab9 d?Q?@@yGz?.lP3>-lW۠AyX۠ATc?Q?@@yGz?]V>-lW۠AyX۠A8"c?Q?@@yGz? 7Ox>-lW۠AyX۠A͜c?Q?@@yGz?x)|@o>-lW۠AyX۠AF揇c?Q?@@yGz?X1$>-lW۠AyX۠Aw3nbc?Q?@@yGz?U#>-lW۠AyX۠A>^ Bc?Q?@@yGz?ķH>-lW۠AyX۠Aoۄ"c?Q?@@yGz?2C&>-lW۠AyX۠Adwdpc?Q?@@yGz?H>-lW۠AyX۠ADob?Q?@@yGz?Fk>-lW۠AyX۠ArEmb?Q?@@yGz?xuYa>-lW۠AyX۠A~b?Q?@@yGz?ꤝ>-lW۠AyX۠Akb?Q?@@yGz?Yӥ>-lW۠AyX۠A;Flb?Q?@@yGz?&>-lW۠AyX۠ABY)Ob?Q?@@yGz?63j5>-lW۠AyX۠AB}mh2b?Q?@@yGz?b;>-lW۠AyX۠Aeb?Q?@@yGz?^>-lW۠AyX۠Am>a?Q?@@yGz?6rT>-lW۠AyX۠AF8a?Q?@@yGz?zc >-lW۠AyX۠A"Ka?Q?@@yGz?[ TƦ>-lW۠AyX۠AVça?Q?@@yGz?OFs>-lW۠AyX۠A`Ia?Q?@@yGz?:G7( >-lW۠AyX۠A|Sra?Q?@@yGz?(.>-lW۠AyX۠AvVxXa?Q?@@yGz?Q>-lW۠AyX۠AƭNm>a?Q?@@yGz?  Gt>-lW۠AyX۠AA"%a?Q?@@yGz?-lW۠AyX۠AB. a?Q?@@yGz?`l>-lW۠AyX۠A` g`?Q?@@yGz?̛eܧ>-lW۠AyX۠Av*R`?Q?@@yGz?:$>-lW۠AyX۠A:i>`?Q?@@yGz?h!>-lW۠AyX۠AZ)`oة`?Q?@@yGz?*D>-lW۠AyX۠Aٳ`?Q?@@yGz?Y9g>-lW۠AyX۠A$yrz`?Q?@@yGz?5>-lW۠AyX۠ASZ $c`?Q?@@yGz?by>-lW۠AyX۠A 1L`?Q?@@yGz?wXϨ>-lW۠AyX۠As J5`?Q?@@yGz?Ai >-lW۠AyX۠A-`?Q?@@yGz?FFZ>-lW۠AyX۠Ayao`?Q?@@yGz?vKw7>-lW۠AyX۠A*e_?Q?@@yGz?<,Z>-lW۠AyX۠An#_?Q?@@yGz?.|>-lW۠AyX۠A T_?Q?@@yGz?hW>-lW۠AyX۠A, 0#c_?Q?@@yGz?3K©>-lW۠AyX۠A=8_?Q?@@yGz?Ec>-lW۠AyX۠A#_?Q?@@yGz?#>-lW۠AyX۠Aף^?Q?@@yGz?"gi*>-lW۠AyX۠AI*^?Q?@@yGz?M>-lW۠AyX۠A0n ^?Q?@@yGz? o>-lW۠AyX۠Ak^?Q?@@yGz?lP4>-lW۠AyX۠Ao+D^?Q?@@yGz?x=>-lW۠AyX۠AV@c^?Q?@@yGz?Iת>-lW۠AyX۠A h]?Q?@@yGz?Iך>uMW۠AyX۠A hm??@@yGz?$E}\>uMW۠AyX۠A Tt4m??@@yGz?m_b>uMW۠AyX۠AO^m??@@yGz?UB0>uMW۠AyX۠A.M%Qm??@@yGz?*$>uMW۠AyX۠A( l??@@yGz?f3>uMW۠AyX۠A3=(l??@@yGz?umx>uMW۠AyX۠Aս?l??@@yGz?LGw׽>uMW۠AyX۠A2 fk??@@yGz?*A>uMW۠AyX۠Artk??@@yGz? H>uMW۠AyX۠AȆʾvk??@@yGz?ct>uMW۠AyX۠A 7>6k??@@yGz?˜Vӝ>uMW۠AyX۠A#j??@@yGz?!!9>uMW۠AyX۠AMuj??@@yGz?zS^>uMW۠AyX۠A{j??@@yGz?X1>uMW۠AyX۠A}?j??@@yGz?4>&>uMW۠AyX۠A޿j??@@yGz?BÐ.>uMW۠AyX۠A'Ipi??@@yGz?ʥs>uMW۠AyX۠Acݑi??@@yGz?ZSd>uMW۠AyX۠A1Yi??@@yGz?j>uMW۠AyX۠A֝>^"i??@@yGz?B &">uMW۠AyX۠A.h??@@yGz?;D>uMW۠AyX۠A5Fh??@@yGz?k: g>uMW۠AyX۠AI>`h??@@yGz?~:>uMW۠AyX۠A*=Oh??@@yGz?ﬠ>uMW۠AyX۠AiZVh??@@yGz?iݤϠ>uMW۠AyX۠AKfg??@@yGz?(KY>uMW۠AyX۠A]g??@@yGz?FX>uMW۠AyX۠AsdZg??@@yGz?Ӱ7>uMW۠AyX۠ArZg??@@yGz?"xZ>uMW۠AyX۠A~0,g??@@yGz?[-}>uMW۠AyX۠A =4f??@@yGz?⟡>uMW۠AyX۠ADEf??@@yGz?mEu¡>uMW۠AyX۠A^[:Vf??@@yGz?t(gL>uMW۠AyX۠AHGnmxf??@@yGz?JlX>uMW۠AyX۠AJ6-Mf??@@yGz?ӰI*>uMW۠AyX۠AQ!"f `??@@yGz?&:kM>uMW۠AyX۠Ame??@@yGz?29, p>uMW۠AyX۠A[(=e??@@yGz?b}Ւ>uMW۠AyX۠A|>|e??@@yGz?q>uMW۠AyX۠ADuMW۠AyX۠Ay1¼Ve??@@yGz?NI>uMW۠AyX۠Aw`/e??@@yGz?>uMW۠AyX۠A]o@ e??@@yGz?*O]@>uMW۠AyX۠APfSd??@@yGz?~c>uMW۠AyX۠AVߠd??@@yGz?ZDž>uMW۠AyX۠Ad??@@yGz?tݞ|>uMW۠AyX۠Ajtd??@@yGz? 1ˣ>uMW۠AyX۠A](EPd??@@yGz?Q<'>uMW۠AyX۠AO r-d??@@yGz?kk{>uMW۠AyX۠Ab9 d??@@yGz?.lP3>uMW۠AyX۠ATc??@@yGz?]V>uMW۠AyX۠A8"c??@@yGz? 7Ox>uMW۠AyX۠A͜c??@@yGz?x)|@o>uMW۠AyX۠AG揇c??@@yGz?X1$>uMW۠AyX۠Av3nbc??@@yGz?T#>uMW۠AyX۠A?^ Bc??@@yGz?ŷH>uMW۠AyX۠Aoۄ"c??@@yGz?2C&>uMW۠AyX۠Adwdpc??@@yGz?H>uMW۠AyX۠ADob??@@yGz?Fk>uMW۠AyX۠ArEmb??@@yGz?xuYa>uMW۠AyX۠A~b??@@yGz?ꤝ>uMW۠AyX۠Ajb??@@yGz?Yӥ>uMW۠AyX۠A:Flb??@@yGz?&>uMW۠AyX۠ACY)Ob??@@yGz?63j5>uMW۠AyX۠AB}mh2b??@@yGz?b;>uMW۠AyX۠Aeb??@@yGz?^>uMW۠AyX۠Am>a??@@yGz?6rT>uMW۠AyX۠AF8a??@@yGz?zc >uMW۠AyX۠A"Ka??@@yGz?\ TƦ>uMW۠AyX۠AVça??@@yGz?OFs>uMW۠AyX۠A`Ia??@@yGz?:G7( >uMW۠AyX۠A|Sra??@@yGz?(.>uMW۠AyX۠AvVxXa??@@yGz?Q>uMW۠AyX۠AƭNm>a??@@yGz?  Gt>uMW۠AyX۠AA"%a??@@yGz?uMW۠AyX۠AB. a??@@yGz?`l>uMW۠AyX۠A` g`??@@yGz?˛eܧ>uMW۠AyX۠Av*R`??@@yGz?:$>uMW۠AyX۠A:i>`??@@yGz?h!>uMW۠AyX۠AZ)`oة`??@@yGz?*D>uMW۠AyX۠Aٳ`??@@yGz?Y9g>uMW۠AyX۠A$yrz`??@@yGz?5>uMW۠AyX۠ASZ $c`??@@yGz?by>uMW۠AyX۠A 1L`??@@yGz?wXϨ>uMW۠AyX۠As J5`??@@yGz?Ai >uMW۠AyX۠A-`??@@yGz?FFZ>uMW۠AyX۠Ayao`??@@yGz?vKw7>uMW۠AyX۠A*e_??@@yGz?<,Z>uMW۠AyX۠An#_??@@yGz?.|>uMW۠AyX۠A T_??@@yGz?hW>uMW۠AyX۠A, 0#c_??@@yGz?3K©>uMW۠AyX۠A=8_??@@yGz?Dc>uMW۠AyX۠A#_??@@yGz?#>uMW۠AyX۠Aף^??@@yGz?"gi*>uMW۠AyX۠AI*^??@@yGz?M>uMW۠AyX۠A0n ^??@@yGz? o>uMW۠AyX۠Ak^??@@yGz?kP4>uMW۠AyX۠Ao+D^??@@yGz?x=>uMW۠AyX۠AV@c^??@@yGz?Iת>uMW۠AyX۠A h]??@@yGz?Iך>.W۠AyX۠A hm?MGz?@@yGz?%E}\>.W۠AyX۠A Tt4m?MGz?@@yGz?m_b>.W۠AyX۠AO^m?MGz?@@yGz?UB0>.W۠AyX۠A.M%Qm?MGz?@@yGz?*$>.W۠AyX۠A( l?MGz?@@yGz?f3>.W۠AyX۠A3=(l?MGz?@@yGz?tmx>.W۠AyX۠Aս?l?MGz?@@yGz?KGw׽>.W۠AyX۠A2 fk?MGz?@@yGz?*A>.W۠AyX۠Artk?MGz?@@yGz? H>.W۠AyX۠AȆʾvk?MGz?@@yGz?ct>.W۠AyX۠A 7>6k?MGz?@@yGz?˜Vӝ>.W۠AyX۠A#j?MGz?@@yGz?!!9>.W۠AyX۠AMuj?MGz?@@yGz?zS^>.W۠AyX۠A{j?MGz?@@yGz?X1>.W۠AyX۠A}?j?MGz?@@yGz?5>&>.W۠AyX۠A޿j?MGz?@@yGz?BÐ.>.W۠AyX۠A'Ipi?MGz?@@yGz?ʥs>.W۠AyX۠Acݑi?MGz?@@yGz?ZSd>.W۠AyX۠A1Yi?MGz?@@yGz?j>.W۠AyX۠Aם>^"i?MGz?@@yGz?B &">.W۠AyX۠A.h?MGz?@@yGz?;D>.W۠AyX۠A5Fh?MGz?@@yGz?k: g>.W۠AyX۠AI>`h?MGz?@@yGz?~:>.W۠AyX۠A+=Oh?MGz?@@yGz?ﬠ>.W۠AyX۠AiZVh?MGz?@@yGz?iݤϠ>.W۠AyX۠AKfg?MGz?@@yGz?(KY>.W۠AyX۠A]g?MGz?@@yGz?FX>.W۠AyX۠AsdZg?MGz?@@yGz?Ӱ7>.W۠AyX۠ArZg?MGz?@@yGz?"xZ>.W۠AyX۠A0,g?MGz?@@yGz?[-}>.W۠AyX۠A=4f?MGz?@@yGz?⟡>.W۠AyX۠ADEf?MGz?@@yGz?mEu¡>.W۠AyX۠A^[:Vf?MGz?@@yGz?t(gL>.W۠AyX۠AHGnmxf?MGz?@@yGz?JlX>.W۠AyX۠AJ6-Mf?MGz?@@yGz?ӰI*>.W۠AyX۠AQ!"f?MGz?@@yGz?&:kM>.W۠AyX۠Ame?MGz?@@yGz?29, p>.W۠AyX۠A[(=e?MGz?@@yGz?b}Ւ>.W۠AyX۠A|>|e?MGz?@@yGz?q>.W۠AyX۠AD.W۠AyX۠Ay1¼Ve?MGz?@@yGz?NI>.W۠AyX۠Av`/e?MGz?@@yGz?>.W۠AyX۠A]o@ e?MGz?@@yGz?*O]@>.W۠AyX۠AQfSd?MGz?@@yGz?~c>.W۠AyX۠AVߠd?MGz?@@yGz?ZDž>.W۠AyX۠Ad?MGz?@@yGz?uݞ|>.W۠AyX۠Ajtd?MGz?@@yGz? 1ˣ>.W۠AyX۠A](EPd?MGz?@@yGz?Q<'>.W۠AyX۠AO r-d?MGz?@@yGz?kk{>.W۠AyX۠Ab9 d?MGz?@@yGz?.lP3>.W۠AyX۠ATc?MGz?@@yGz?]V>.W۠AyX۠A8"c?MGz?@@yGz? 7Ox>.W۠AyX۠A͜c?MGz?@@yGz?x)|@o>.W۠AyX۠AF揇c?MGz?@@yGz?X1$>.W۠AyX۠Aw3nbc?MGz?@@yGz?U#>.W۠AyX۠A>^ Bc?MGz?@@yGz?ķH>.W۠AyX۠Aoۄ"c?MGz?@@yGz?2C&>.W۠AyX۠Adwdpc?MGz?@@yGz?H>.W۠AyX۠ADob?MGz?@@yGz?Fk>.W۠AyX۠ArEmb?MGz?@@yGz?xuYa>.W۠AyX۠A~b?MGz?@@yGz?ꤝ>.W۠AyX۠Akb?MGz?@@yGz?Yӥ>.W۠AyX۠A;Flb?MGz?@@yGz?&>.W۠AyX۠ABY)Ob?MGz?@@yGz?63j5>.W۠AyX۠AB}mh2b?MGz?@@yGz?b;>.W۠AyX۠Aeb?MGz?@@yGz?^>.W۠AyX۠Am>a?MGz?@@yGz?6rT>.W۠AyX۠AF8a?MGz?@@yGz?zc >.W۠AyX۠A"Ka?MGz?@@yGz?[ TƦ>.W۠AyX۠AVça?MGz?@@yGz?OFs>.W۠AyX۠A`Ia?MGz?@@yGz?:G7( >.W۠AyX۠A|Sra?MGz?@@yGz?(.>.W۠AyX۠AvVxXa?MGz?@@yGz?Q>.W۠AyX۠AƭNm>a?MGz?@@yGz?  Gt>.W۠AyX۠AA"%a?MGz?@@yGz?.W۠AyX۠AB. a?MGz?@@yGz?`l>.W۠AyX۠A` g`?MGz?@@yGz?̛eܧ>.W۠AyX۠Av*R`?MGz?@@yGz?:$>.W۠AyX۠A:i>`?MGz?@@yGz?h!>.W۠AyX۠AZ)`oة`?MGz?@@yGz?*D>.W۠AyX۠Aٳ`?MGz?@@yGz?Y9g>.W۠AyX۠A$yrz`?MGz?@@yGz?5>.W۠AyX۠ASZ $c`?MGz?@@yGz?by>.W۠AyX۠A 1L`?MGz?@@yGz?wXϨ>.W۠AyX۠As J5`?MGz?@@yGz?Ai >.W۠AyX۠A-`?MGz?@@yGz?FFZ>.W۠AyX۠Ayao`?MGz?@@yGz?vKw7>.W۠AyX۠A*e_?MGz?@@yGz?<,Z>.W۠AyX۠An#_?MGz?@@yGz?.|>.W۠AyX۠A T_?MGz?@@yGz?hW>.W۠AyX۠A, 0#c_?MGz?@@yGz?3K©>.W۠AyX۠A=8_?MGz?@@yGz?Ec>.W۠AyX۠A#_?MGz?@@yGz?#>.W۠AyX۠Aף^?MGz?@@yGz?"gi*>.W۠AyX۠AI*^?MGz?@@yGz?M>.W۠AyX۠A0n ^?MGz?@@yGz? o>.W۠AyX۠Ak^?MGz?@@yGz?lP4>.W۠AyX۠Ao+D^?MGz?@@yGz?x=>.W۠AyX۠AV@c^?MGz?@@yGz?Iת>.W۠AyX۠A h]?MGz?@@yGz?Iך>W۠AyX۠A hm?[(?@@yGz?$E}\>W۠AyX۠A Tt4m?[(?@@yGz?m_b>W۠AyX۠AO^m?[(?@@yGz?UB0>W۠AyX۠A.M%Qm?[(?@@yGz?*$>W۠AyX۠A( l?[(?@@yGz?f3>W۠AyX۠A3=(l?[(?@@yGz?umx>W۠AyX۠Aս?l?[(?@@yGz?LGw׽>W۠AyX۠A2 fk?[(?@@yGz?*A>W۠AyX۠Artk?[(?@@yGz? H>W۠AyX۠AȆʾvk?[(?@@yGz?ct>W۠AyX۠A 7>6k?[(?@@yGz?˜Vӝ>W۠AyX۠A#j?[(?@@yGz?!!9>W۠AyX۠AMuj?[(?@@yGz?zS^>W۠AyX۠A{j?[(?@@yGz?X1>W۠AyX۠A}?j?[(?@@yGz?4>&>W۠AyX۠A޿j?[(?@@yGz?BÐ.>W۠AyX۠A'Ipi?[(?@@yGz?ʥs>W۠AyX۠Acݑi?[(?@@yGz?ZSd>W۠AyX۠A1Yi?[(?@@yGz?j>W۠AyX۠A֝>^"i?[(?@@yGz?B &">W۠AyX۠A.h?[(?@@yGz?;D>W۠AyX۠A5Fh?[(?@@yGz?k: g>W۠AyX۠AI>`h?[(?@@yGz?~:>W۠AyX۠A*=Oh?[(?@@yGz?ﬠ>W۠AyX۠AiZVh?[(?@@yGz?iݤϠ>W۠AyX۠AKfg?[(?@@yGz?(KY>W۠AyX۠A]g?[(?@@yGz?FX>W۠AyX۠AsdZg?[(?@@yGz?Ӱ7>W۠AyX۠ArZg?[(?@@yGz?"xZ>W۠AyX۠A~0,g?[(?@@yGz?[-}>W۠AyX۠A =4f?[(?@@yGz?⟡>W۠AyX۠ADEf?[(?@@yGz?mEu¡>W۠AyX۠A^[:Vf?[(?@@yGz?t(gL>W۠AyX۠AHGnmxf?[(?@@yGz?JlX>W۠AyX۠AJ6-Mf?[(?@@yGz?ӰI*>W۠AyX۠AQ!"f?[(?@@yGz?&:kM>W۠AyX۠Ame?[(?@@yGz?29, p>W۠AyX۠A[(=e?[(?@@yGz?b}Ւ>W۠AyX۠A|>|e?[(?@@yGz?q>W۠AyX۠ADW۠AyX۠Ay1¼Ve?[(?@@yGz?NI>W۠AyX۠Aw`/e?[(?@@yGz?>W۠AyX۠A]o@ e?[(?@@yGz?*O]@>W۠AyX۠APfSd?[(?@@yGz?~c>W۠AyX۠AVߠd?[(?@@yGz?ZDž>W۠AyX۠Ad?[(?@@yGz?tݞ|>W۠AyX۠Ajtd?[(?@@yGz? 1ˣ>W۠AyX۠A](EPd?[(?@@yGz?Q<'>W۠AyX۠AO r-d?[(?@@yGz?kk{>W۠AyX۠Ab9 d?[(?@@yGz?.lP3>W۠AyX۠ATc?[(?@@yGz?]V>W۠AyX۠A8"c?[(?@@yGz? 7Ox>W۠AyX۠A͜c?[(?@@yGz?x)|@o>W۠AyX۠AG揇c?[(?@@yGz?X1$>W۠AyX۠Av3nbc?[(?@@yGz?T#>W۠AyX۠A?^ Bc?[(?@@yGz?ŷH>W۠AyX۠Aoۄ"c?[(?@@yGz?2C&>W۠AyX۠Adwdpc?[(?@@yGz?H>W۠AyX۠ADob?[(?@@yGz?Fk>W۠AyX۠ArEmb?[(?@@yGz?xuYa>W۠AyX۠A~b?[(?@@yGz?ꤝ>W۠AyX۠Ajb?[(?@@yGz?Yӥ>W۠AyX۠A:Flb?[(?@@yGz?&>W۠AyX۠ACY)Ob?[(?@@yGz?63j5>W۠AyX۠AB}mh2b?[(?@@yGz?b;>W۠AyX۠Aeb?[(?@@yGz?^>W۠AyX۠Am>a?[(?@@yGz?6rT>W۠AyX۠AF8a?[(?@@yGz?zc >W۠AyX۠A"Ka?[(?@@yGz?\ TƦ>W۠AyX۠AVça?[(?@@yGz?OFs>W۠AyX۠A`Ia?[(?@@yGz?:G7( >W۠AyX۠A|Sra?[(?@@yGz?(.>W۠AyX۠AvVxXa?[(?@@yGz?Q>W۠AyX۠AƭNm>a?[(?@@yGz?  Gt>W۠AyX۠AA"%a?[(?@@yGz?W۠AyX۠AB. a?[(?@@yGz?`l>W۠AyX۠A` g`?[(?@@yGz?˛eܧ>W۠AyX۠Av*R`?[(?@@yGz?:$>W۠AyX۠A:i>`?[(?@@yGz?h!>W۠AyX۠AZ)`oة`?[(?@@yGz?*D>W۠AyX۠Aٳ`?[(?@@yGz?Y9g>W۠AyX۠A$yrz`?[(?@@yGz?5>W۠AyX۠ASZ $c`?[(?@@yGz?by>W۠AyX۠A 1L`?[(?@@yGz?wXϨ>W۠AyX۠As J5`?[(?@@yGz?Ai >W۠AyX۠A-`?[(?@@yGz?FFZ>W۠AyX۠Ayao`?[(?@@yGz?vKw7>W۠AyX۠A*e_?[(?@@yGz?<,Z>W۠AyX۠An#_?[(?@@yGz?.|>W۠AyX۠A T_?[(?@@yGz?hW>W۠AyX۠A, 0#c_?[(?@@yGz?3K©>W۠AyX۠A=8_?[(?@@yGz?Dc>W۠AyX۠A#_?[(?@@yGz?#>W۠AyX۠Aף^?[(?@@yGz?"gi*>W۠AyX۠AI*^?[(?@@yGz?M>W۠AyX۠A0n ^?[(?@@yGz? o>W۠AyX۠Ak^?[(?@@yGz?kP4>W۠AyX۠Ao+D^?[(?@@yGz?x=>W۠AyX۠AV@c^?[(?@@yGz?Iת>W۠AyX۠A h]?[(?@@yGz?Iך>MW۠AyX۠A hm?p= ?@@yGz?%E}\>MW۠AyX۠A Tt4m?p= ?@@yGz?m_b>MW۠AyX۠AO^m?p= ?@@yGz?UB0>MW۠AyX۠A.M%Qm?p= ?@@yGz?*$>MW۠AyX۠A( l?p= ?@@yGz?f3>MW۠AyX۠A3=(l?p= ?@@yGz?tmx>MW۠AyX۠Aս?l?p= ?@@yGz?KGw׽>MW۠AyX۠A2 fk?p= ?@@yGz?*A>MW۠AyX۠Artk?p= ?@@yGz? H>MW۠AyX۠AȆʾvk?p= ?@@yGz?ct>MW۠AyX۠A 7>6k?p= ?@@yGz?˜Vӝ>MW۠AyX۠A#j?p= ?@@yGz?!!9>MW۠AyX۠AMuj?p= ?@@yGz?zS^>MW۠AyX۠A{j?p= ?@@yGz?X1>MW۠AyX۠A}?j?p= ?@@yGz?5>&>MW۠AyX۠A޿j?p= ?@@yGz?BÐ.>MW۠AyX۠A'Ipi?p= ?@@yGz?ʥs>MW۠AyX۠Acݑi?p= ?@@yGz?ZSd>MW۠AyX۠A1Yi?p= ?@@yGz?j>MW۠AyX۠Aם>^"i?p= ?@@yGz?B &">MW۠AyX۠A.h?p= ?@@yGz?;D>MW۠AyX۠A5Fh?p= ?@@yGz?k: g>MW۠AyX۠AI>`h?p= ?@@yGz?~:>MW۠AyX۠A+=Oh?p= ?@@yGz?ﬠ>MW۠AyX۠AiZVh?p= ?@@yGz?iݤϠ>MW۠AyX۠AKfg?p= ?@@yGz?(KY>MW۠AyX۠A]g?p= ?@@yGz?FX>MW۠AyX۠AsdZg?p= ?@@yGz?Ӱ7>MW۠AyX۠ArZg?p= ?@@yGz?"xZ>MW۠AyX۠A0,g?p= ?@@yGz?[-}>MW۠AyX۠A=4f?p= ?@@yGz?⟡>MW۠AyX۠ADEf?p= ?@@yGz?mEu¡>MW۠AyX۠A^[:Vf?p= ?@@yGz?t(gL>MW۠AyX۠AHGnmxf?p= ?@@yGz?JlX>MW۠AyX۠AJ6-Mf?p= ?@@yGz?ӰI*>MW۠AyX۠AQ!"f?p= ?@@yGz?&:kM>MW۠AyX۠Ame?p= ?@@yGz?29, p>MW۠AyX۠A[(=e?p= ?@@yGz?b}Ւ>MW۠AyX۠A|>|e?p= ?@@yGz?q>MW۠AyX۠ADMW۠AyX۠Ay1¼Ve?p= ?@@yGz?NI>MW۠AyX۠Av`/e?p= ?@@yGz?>MW۠AyX۠A]o@ e?p= ?@@yGz?*O]@>MW۠AyX۠AQfSd?p= ?@@yGz?~c>MW۠AyX۠AVߠd?p= ?@@yGz?ZDž>MW۠AyX۠Ad?p= ?@@yGz?uݞ|>MW۠AyX۠Ajtd?p= ?@@yGz? 1ˣ>MW۠AyX۠A](EPd?p= ?@@yGz?Q<'>MW۠AyX۠AO r-d?p= ?@@yGz?kk{>MW۠AyX۠Ab9 d?p= ?@@yGz?.lP3>MW۠AyX۠ATc?p= ?@@yGz?]V>MW۠AyX۠A8"c?p= ?@@yGz? 7Ox>MW۠AyX۠A͜c?p= ?@@yGz?x)|@o>MW۠AyX۠AF揇c?p= ?@@yGz?X1$>MW۠AyX۠Aw3nbc?p= ?@@yGz?U#>MW۠AyX۠A>^ Bc?p= ?@@yGz?ķH>MW۠AyX۠Aoۄ"c?p= ?@@yGz?2C&>MW۠AyX۠Adwdpc?p= ?@@yGz?H>MW۠AyX۠ADob?p= ?@@yGz?Fk>MW۠AyX۠ArEmb?p= ?@@yGz?xuYa>MW۠AyX۠A~b?p= ?@@yGz?ꤝ>MW۠AyX۠Akb?p= ?@@yGz?Yӥ>MW۠AyX۠A;Flb?p= ?@@yGz?&>MW۠AyX۠ABY)Ob?p= ?@@yGz?63j5>MW۠AyX۠AB}mh2b?p= ?@@yGz?b;>MW۠AyX۠Aeb?p= ?@@yGz?^>MW۠AyX۠Am>a?p= ?@@yGz?6rT>MW۠AyX۠AF8a?p= ?@@yGz?zc >MW۠AyX۠A"Ka?p= ?@@yGz?[ TƦ>MW۠AyX۠AVça?p= ?@@yGz?OFs>MW۠AyX۠A`Ia?p= ?@@yGz?:G7( >MW۠AyX۠A|Sra?p= ?@@yGz?(.>MW۠AyX۠AvVxXa?p= ?@@yGz?Q>MW۠AyX۠AƭNm>a?p= ?@@yGz?  Gt>MW۠AyX۠AA"%a?p= ?@@yGz?MW۠AyX۠AB. a?p= ?@@yGz?`l>MW۠AyX۠A` g`?p= ?@@yGz?̛eܧ>MW۠AyX۠Av*R`?p= ?@@yGz?:$>MW۠AyX۠A:i>`?p= ?@@yGz?h!>MW۠AyX۠AZ)`oة`?p= ?@@yGz?*D>MW۠AyX۠Aٳ`?p= ?@@yGz?Y9g>MW۠AyX۠A$yrz`?p= ?@@yGz?5>MW۠AyX۠ASZ $c`?p= ?@@yGz?by>MW۠AyX۠A 1L`?p= ?@@yGz?wXϨ>MW۠AyX۠As J5`?p= ?@@yGz?Ai >MW۠AyX۠A-`?p= ?@@yGz?FFZ>MW۠AyX۠Ayao`?p= ?@@yGz?vKw7>MW۠AyX۠A*e_?p= ?@@yGz?<,Z>MW۠AyX۠An#_?p= ?@@yGz?.|>MW۠AyX۠A T_?p= ?@@yGz?hW>MW۠AyX۠A, 0#c_?p= ?@@yGz?3K©>MW۠AyX۠A=8_?p= ?@@yGz?Ec>MW۠AyX۠A#_?p= ?@@yGz?#>MW۠AyX۠Aף^?p= ?@@yGz?"gi*>MW۠AyX۠AI*^?p= ?@@yGz?M>MW۠AyX۠A0n ^?p= ?@@yGz? o>MW۠AyX۠Ak^?p= ?@@yGz?lP4>MW۠AyX۠Ao+D^?p= ?@@yGz?x=>MW۠AyX۠AV@c^?p= ?@@yGz?Iת>MW۠AyX۠A h]?p= ?@@yGz?Iך>ұW۠AyX۠A hm?SQ?@@yGz?$E}\>ұW۠AyX۠A Tt4m?SQ?@@yGz?m_b>ұW۠AyX۠AO^m?SQ?@@yGz?UB0>ұW۠AyX۠A.M%Qm?SQ?@@yGz?*$>ұW۠AyX۠A( l?SQ?@@yGz?f3>ұW۠AyX۠A3=(l?SQ?@@yGz?umx>ұW۠AyX۠Aս?l?SQ?@@yGz?LGw׽>ұW۠AyX۠A2 fk?SQ?@@yGz?*A>ұW۠AyX۠Artk?SQ?@@yGz? H>ұW۠AyX۠AȆʾvk?SQ?@@yGz?ct>ұW۠AyX۠A 7>6k?SQ?@@yGz?˜Vӝ>ұW۠AyX۠A#j?SQ?@@yGz?!!9>ұW۠AyX۠AMuj?SQ?@@yGz?zS^>ұW۠AyX۠A{j?SQ?@@yGz?X1>ұW۠AyX۠A}?j?SQ?@@yGz?4>&>ұW۠AyX۠A޿j?SQ?@@yGz?BÐ.>ұW۠AyX۠A'Ipi?SQ?@@yGz?ʥs>ұW۠AyX۠Acݑi?SQ?@@yGz?ZSd>ұW۠AyX۠A1Yi?SQ?@@yGz?j>ұW۠AyX۠A֝>^"i?SQ?@@yGz?B &">ұW۠AyX۠A.h?SQ?@@yGz?;D>ұW۠AyX۠A5Fh?SQ?@@yGz?k: g>ұW۠AyX۠AI>`h?SQ?@@yGz?~:>ұW۠AyX۠A*=Oh?SQ?@@yGz?ﬠ>ұW۠AyX۠AiZVh?SQ?@@yGz?iݤϠ>ұW۠AyX۠AKfg?SQ?@@yGz?(KY>ұW۠AyX۠A]g?SQ?@@yGz?FX>ұW۠AyX۠AsdZg?SQ?@@yGz?Ӱ7>ұW۠AyX۠ArZg?SQ?@@yGz?"xZ>ұW۠AyX۠A~0,g?SQ?@@yGz?[-}>ұW۠AyX۠A =4f?SQ?@@yGz?⟡>ұW۠AyX۠ADEf?SQ?@@yGz?mEu¡>ұW۠AyX۠A^[:Vf?SQ?@@yGz?t(gL>ұW۠AyX۠AHGnmxf?SQ?@@yGz?JlX>ұW۠AyX۠AJ6-Mf?SQ?@@yGz?ӰI*>ұW۠AyX۠AQ!"f?SQ?@@yGz?&:kM>ұW۠AyX۠Ame?SQ?@@yGz?29, p>ұW۠AyX۠A[(=e?SQ?@@yGz?b}Ւ>ұW۠AyX۠A|>|e?SQ?@@yGz?q>ұW۠AyX۠ADұW۠AyX۠Ay1¼Ve?SQ?@@yGz?NI>ұW۠AyX۠Aw`/e?SQ?@@yGz?>ұW۠AyX۠A]o@ e?SQ?@@yGz?*O]@>ұW۠AyX۠APfSd?SQ?@@yGz?~c>ұW۠AyX۠AVߠd?SQ?@@yGz?ZDž>ұW۠AyX۠Ad?SQ?@@yGz?tݞ|>ұW۠AyX۠Ajtd?SQ?@@yGz? 1ˣ>ұW۠AyX۠A](EPd?SQ?@@yGz?Q<'>ұW۠AyX۠AO r-d?SQ?@@yGz?kk{>ұW۠AyX۠Ab9 d?SQ?@@yGz?.lP3>ұW۠AyX۠ATc?SQ?@@yGz?]V>ұW۠AyX۠A8"c?SQ?@@yGz? 7Ox>ұW۠AyX۠A͜c?SQ?@@yGz?x)|@o>ұW۠AyX۠AG揇c?SQ?@@yGz?X1$>ұW۠AyX۠Av3nbc?SQ?@@yGz?T#>ұW۠AyX۠A?^ Bc?SQ?@@yGz?ŷH>ұW۠AyX۠Aoۄ"c?SQ?@@yGz?2C&>ұW۠AyX۠Adwdpc?SQ?@@yGz?H>ұW۠AyX۠ADob?SQ?@@yGz?Fk>ұW۠AyX۠ArEmb?SQ?@@yGz?xuYa>ұW۠AyX۠A~b?SQ?@@yGz?ꤝ>ұW۠AyX۠Ajb?SQ?@@yGz?Yӥ>ұW۠AyX۠A:Flb?SQ?@@yGz?&>ұW۠AyX۠ACY)Ob?SQ?@@yGz?63j5>ұW۠AyX۠AB}mh2b?SQ?@@yGz?b;>ұW۠AyX۠Aeb?SQ?@@yGz?^>ұW۠AyX۠Am>a?SQ?@@yGz?6rT>ұW۠AyX۠AF8a?SQ?@@yGz?zc >ұW۠AyX۠A"Ka?SQ?@@yGz?\ TƦ>ұW۠AyX۠AVça?SQ?@@yGz?OFs>ұW۠AyX۠A`Ia?SQ?@@yGz?:G7( >ұW۠AyX۠A|Sra?SQ?@@yGz?(.>ұW۠AyX۠AvVxXa?SQ?@@yGz?Q>ұW۠AyX۠AƭNm>a?SQ?@@yGz?  Gt>ұW۠AyX۠AA"%a?SQ?@@yGz?ұW۠AyX۠AB. a?SQ?@@yGz?`l>ұW۠AyX۠A` g`?SQ?@@yGz?˛eܧ>ұW۠AyX۠Av*R`?SQ?@@yGz?:$>ұW۠AyX۠A:i>`?SQ?@@yGz?h!>ұW۠AyX۠AZ)`oة`?SQ?@@yGz?*D>ұW۠AyX۠Aٳ`?SQ?@@yGz?Y9g>ұW۠AyX۠A$yrz`?SQ?@@yGz?5>ұW۠AyX۠ASZ $c`?SQ?@@yGz?by>ұW۠AyX۠A 1L`?SQ?@@yGz?wXϨ>ұW۠AyX۠As J5`?SQ?@@yGz?Ai >ұW۠AyX۠A-`?SQ?@@yGz?FFZ>ұW۠AyX۠Ayao`?SQ?@@yGz?vKw7>ұW۠AyX۠A*e_?SQ?@@yGz?<,Z>ұW۠AyX۠An#_?SQ?@@yGz?.|>ұW۠AyX۠A T_?SQ?@@yGz?hW>ұW۠AyX۠A, 0#c_?SQ?@@yGz?3K©>ұW۠AyX۠A=8_?SQ?@@yGz?Dc>ұW۠AyX۠A#_?SQ?@@yGz?#>ұW۠AyX۠Aף^?SQ?@@yGz?"gi*>ұW۠AyX۠AI*^?SQ?@@yGz?M>ұW۠AyX۠A0n ^?SQ?@@yGz? o>ұW۠AyX۠Ak^?SQ?@@yGz?kP4>ұW۠AyX۠Ao+D^?SQ?@@yGz?x=>ұW۠AyX۠AV@c^?SQ?@@yGz?Iת>ұW۠AyX۠A h]?SQ?@@yGz?Iך>ݳW۠AyX۠A hm?23333?@@yGz?%E}\>ݳW۠AyX۠A Tt4m?23333?@@yGz?m_b>ݳW۠AyX۠AO^m?23333?@@yGz?UB0>ݳW۠AyX۠A.M%Qm?23333?@@yGz?*$>ݳW۠AyX۠A( l?23333?@@yGz?f3>ݳW۠AyX۠A3=(l?23333?@@yGz?tmx>ݳW۠AyX۠Aս?l?23333?@@yGz?KGw׽>ݳW۠AyX۠A2 fk?23333?@@yGz?*A>ݳW۠AyX۠Artk?23333?@@yGz? H>ݳW۠AyX۠AȆʾvk?23333?@@yGz?ct>ݳW۠AyX۠A 7>6k?23333?@@yGz?˜Vӝ>ݳW۠AyX۠A#j?23333?@@yGz?!!9>ݳW۠AyX۠AMuj?23333?@@yGz?zS^>ݳW۠AyX۠A{j?23333?@@yGz?X1>ݳW۠AyX۠A}?j?23333?@@yGz?5>&>ݳW۠AyX۠A޿j?23333?@@yGz?BÐ.>ݳW۠AyX۠A'Ipi?23333?@@yGz?ʥs>ݳW۠AyX۠Acݑi?23333?@@yGz?ZSd>ݳW۠AyX۠A1Yi?23333?@@yGz?j>ݳW۠AyX۠Aם>^"i?23333?@@yGz?B &">ݳW۠AyX۠A.h?23333?@@yGz?;D>ݳW۠AyX۠A5Fh?23333?@@yGz?k: g>ݳW۠AyX۠AI>`h?23333?@@yGz?~:>ݳW۠AyX۠A+=Oh?23333?@@yGz?ﬠ>ݳW۠AyX۠AiZVh?23333?@@yGz?iݤϠ>ݳW۠AyX۠AKfg?23333?@@yGz?(KY>ݳW۠AyX۠A]g?23333?@@yGz?FX>ݳW۠AyX۠AsdZg?23333?@@yGz?Ӱ7>ݳW۠AyX۠ArZg?23333?@@yGz?"xZ>ݳW۠AyX۠A0,g?23333?@@yGz?[-}>ݳW۠AyX۠A=4f?23333?@@yGz?⟡>ݳW۠AyX۠ADEf?23333?@@yGz?mEu¡>ݳW۠AyX۠A^[:Vf?23333?@@yGz?t(gL>ݳW۠AyX۠AHGnmxf?23333?@@yGz?JlX>ݳW۠AyX۠AJ6-Mf?23333?@@yGz?ӰI*>ݳW۠AyX۠AQ!"f?23333?@@yGz?&:kM>ݳW۠AyX۠Ame?23333?@@yGz?29, p>ݳW۠AyX۠A[(=e?23333?@@yGz?b}Ւ>ݳW۠AyX۠A|>|e?23333?@@yGz?q>ݳW۠AyX۠ADݳW۠AyX۠Ay1¼Ve?23333?@@yGz?NI>ݳW۠AyX۠Av`/e?23333?@@yGz?>ݳW۠AyX۠A]o@ e?23333?@@yGz?*O]@>ݳW۠AyX۠AQfSd?23333?@@yGz?~c>ݳW۠AyX۠AVߠd?23333?@@yGz?ZDž>ݳW۠AyX۠Ad?23333?@@yGz?uݞ|>ݳW۠AyX۠Ajtd?23333?@@yGz? 1ˣ>ݳW۠AyX۠A](EPd?23333?@@yGz?Q<'>ݳW۠AyX۠AO r-d?23333?@@yGz?kk{>ݳW۠AyX۠Ab9 d?23333?@@yGz?.lP3>ݳW۠AyX۠ATc?23333?@@yGz?]V>ݳW۠AyX۠A8"c?23333?@@yGz? 7Ox>ݳW۠AyX۠A͜c?23333?@@yGz?x)|@o>ݳW۠AyX۠AF揇c?23333?@@yGz?X1$>ݳW۠AyX۠Aw3nbc?23333?@@yGz?U#>ݳW۠AyX۠A>^ Bc?23333?@@yGz?ķH>ݳW۠AyX۠Aoۄ"c?23333?@@yGz?2C&>ݳW۠AyX۠Adwdpc?23333?@@yGz?H>ݳW۠AyX۠ADob?23333?@@yGz?Fk>ݳW۠AyX۠ArEmb?23333?@@yGz?xuYa>ݳW۠AyX۠A~b?23333?@@yGz?ꤝ>ݳW۠AyX۠Akb?23333?@@yGz?Yӥ>ݳW۠AyX۠A;Flb?23333?@@yGz?&>ݳW۠AyX۠ABY)Ob?23333?@@yGz?63j5>ݳW۠AyX۠AB}mh2b?23333?@@yGz?b;>ݳW۠AyX۠Aeb?23333?@@yGz?^>ݳW۠AyX۠Am>a?23333?@@yGz?6rT>ݳW۠AyX۠AF8a?23333?@@yGz?zc >ݳW۠AyX۠A"Ka?23333?@@yGz?[ TƦ>ݳW۠AyX۠AVça?23333?@@yGz?OFs>ݳW۠AyX۠A`Ia?23333?@@yGz?:G7( >ݳW۠AyX۠A|Sra?23333?@@yGz?(.>ݳW۠AyX۠AvVxXa?23333?@@yGz?Q>ݳW۠AyX۠AƭNm>a?23333?@@yGz?  Gt>ݳW۠AyX۠AA"%a?23333?@@yGz?ݳW۠AyX۠AB. a?23333?@@yGz?`l>ݳW۠AyX۠A` g`?23333?@@yGz?̛eܧ>ݳW۠AyX۠Av*R`?23333?@@yGz?:$>ݳW۠AyX۠A:i>`?23333?@@yGz?h!>ݳW۠AyX۠AZ)`oة`?23333?@@yGz?*D>ݳW۠AyX۠Aٳ`?23333?@@yGz?Y9g>ݳW۠AyX۠A$yrz`?23333?@@yGz?5>ݳW۠AyX۠ASZ $c`?23333?@@yGz?by>ݳW۠AyX۠A 1L`?23333?@@yGz?wXϨ>ݳW۠AyX۠As J5`?23333?@@yGz?Ai >ݳW۠AyX۠A-`?23333?@@yGz?FFZ>ݳW۠AyX۠Ayao`?23333?@@yGz?vKw7>ݳW۠AyX۠A*e_?23333?@@yGz?<,Z>ݳW۠AyX۠An#_?23333?@@yGz?.|>ݳW۠AyX۠A T_?23333?@@yGz?hW>ݳW۠AyX۠A, 0#c_?23333?@@yGz?3K©>ݳW۠AyX۠A=8_?23333?@@yGz?Ec>ݳW۠AyX۠A#_?23333?@@yGz?#>ݳW۠AyX۠Aף^?23333?@@yGz?"gi*>ݳW۠AyX۠AI*^?23333?@@yGz?M>ݳW۠AyX۠A0n ^?23333?@@yGz? o>ݳW۠AyX۠Ak^?23333?@@yGz?lP4>ݳW۠AyX۠Ao+D^?23333?@@yGz?x=>ݳW۠AyX۠AV@c^?23333?@@yGz?Iת>ݳW۠AyX۠A h]?23333?@@yGz?Iך>%W۠AyX۠A hm?zG?@@yGz?$E}\>%W۠AyX۠A Tt4m?zG?@@yGz?m_b>%W۠AyX۠AO^m?zG?@@yGz?UB0>%W۠AyX۠A.M%Qm?zG?@@yGz?*$>%W۠AyX۠A( l?zG?@@yGz?f3>%W۠AyX۠A3=(l?zG?@@yGz?umx>%W۠AyX۠Aս?l?zG?@@yGz?LGw׽>%W۠AyX۠A2 fk?zG?@@yGz?*A>%W۠AyX۠Artk?zG?@@yGz? H>%W۠AyX۠AȆʾvk?zG?@@yGz?ct>%W۠AyX۠A 7>6k?zG?@@yGz?˜Vӝ>%W۠AyX۠A#j?zG?@@yGz?!!9>%W۠AyX۠AMuj?zG?@@yGz?zS^>%W۠AyX۠A{j?zG?@@yGz?X1>%W۠AyX۠A}?j?zG?@@yGz?4>&>%W۠AyX۠A޿j?zG?@@yGz?BÐ.>%W۠AyX۠A'Ipi?zG?@@yGz?ʥs>%W۠AyX۠Acݑi?zG?@@yGz?ZSd>%W۠AyX۠A1Yi?zG?@@yGz?j>%W۠AyX۠A֝>^"i?zG?@@yGz?B &">%W۠AyX۠A.h?zG?@@yGz?;D>%W۠AyX۠A5Fh?zG?@@yGz?k: g>%W۠AyX۠AI>`h?zG?@@yGz?~:>%W۠AyX۠A*=Oh?zG?@@yGz?ﬠ>%W۠AyX۠AiZVh?zG?@@yGz?iݤϠ>%W۠AyX۠AKfg?zG?@@yGz?(KY>%W۠AyX۠A]g?zG?@@yGz?FX>%W۠AyX۠AsdZg?zG?@@yGz?Ӱ7>%W۠AyX۠ArZg?zG?@@yGz?"xZ>%W۠AyX۠A~0,g?zG?@@yGz?[-}>%W۠AyX۠A =4f?zG?@@yGz?⟡>%W۠AyX۠ADEf?zG?@@yGz?mEu¡>%W۠AyX۠A^[:Vf?zG?@@yGz?t(gL>%W۠AyX۠AHGnmxf?zG?@@yGz?JlX>%W۠AyX۠AJ6-Mf?zG?@@yGz?ӰI*>%W۠AyX۠AQ!"f?zG?@@yGz?&:kM>%W۠AyX۠Ame?zG?@@yGz?29, p>%W۠AyX۠A[(=e?zG?@@yGz?b}Ւ>%W۠AyX۠A|>|e?zG?@@yGz?q>%W۠AyX۠AD%W۠AyX۠Ay1¼Ve?zG?@@yGz?NI>%W۠AyX۠Aw`/e?zG?@@yGz?>%W۠AyX۠A]o@ e?zG?@@yGz?*O]@>%W۠AyX۠APfSd?zG?@@yGz?~c>%W۠AyX۠AVߠd?zG?@@yGz?ZDž>%W۠AyX۠Ad?zG?@@yGz?tݞ|>%W۠AyX۠Ajtd?zG?@@yGz? 1ˣ>%W۠AyX۠A](EPd?zG?@@yGz?Q<'>%W۠AyX۠AO r-d?zG?@@yGz?kk{>%W۠AyX۠Ab9 d?zG?@@yGz?.lP3>%W۠AyX۠ATc?zG?@@yGz?]V>%W۠AyX۠A8"c?zG?@@yGz? 7Ox>%W۠AyX۠A͜c?zG?@@yGz?x)|@o>%W۠AyX۠AG揇c?zG?@@yGz?X1$>%W۠AyX۠Av3nbc?zG?@@yGz?T#>%W۠AyX۠A?^ Bc?zG?@@yGz?ŷH>%W۠AyX۠Aoۄ"c?zG?@@yGz?2C&>%W۠AyX۠Adwdpc?zG?@@yGz?H>%W۠AyX۠ADob?zG?@@yGz?Fk>%W۠AyX۠ArEmb?zG?@@yGz?xuYa>%W۠AyX۠A~b?zG?@@yGz?ꤝ>%W۠AyX۠Ajb?zG?@@yGz?Yӥ>%W۠AyX۠A:Flb?zG?@@yGz?&>%W۠AyX۠ACY)Ob?zG?@@yGz?63j5>%W۠AyX۠AB}mh2b?zG?@@yGz?b;>%W۠AyX۠Aeb?zG?@@yGz?^>%W۠AyX۠Am>a?zG?@@yGz?6rT>%W۠AyX۠AF8a?zG?@@yGz?zc >%W۠AyX۠A"Ka?zG?@@yGz?\ TƦ>%W۠AyX۠AVça?zG?@@yGz?OFs>%W۠AyX۠A`Ia?zG?@@yGz?:G7( >%W۠AyX۠A|Sra?zG?@@yGz?(.>%W۠AyX۠AvVxXa?zG?@@yGz?Q>%W۠AyX۠AƭNm>a?zG?@@yGz?  Gt>%W۠AyX۠AA"%a?zG?@@yGz?%W۠AyX۠AB. a?zG?@@yGz?`l>%W۠AyX۠A` g`?zG?@@yGz?˛eܧ>%W۠AyX۠Av*R`?zG?@@yGz?:$>%W۠AyX۠A:i>`?zG?@@yGz?h!>%W۠AyX۠AZ)`oة`?zG?@@yGz?*D>%W۠AyX۠Aٳ`?zG?@@yGz?Y9g>%W۠AyX۠A$yrz`?zG?@@yGz?5>%W۠AyX۠ASZ $c`?zG?@@yGz?by>%W۠AyX۠A 1L`?zG?@@yGz?wXϨ>%W۠AyX۠As J5`?zG?@@yGz?Ai >%W۠AyX۠A-`?zG?@@yGz?FFZ>%W۠AyX۠Ayao`?zG?@@yGz?vKw7>%W۠AyX۠A*e_?zG?@@yGz?<,Z>%W۠AyX۠An#_?zG?@@yGz?.|>%W۠AyX۠A T_?zG?@@yGz?hW>%W۠AyX۠A, 0#c_?zG?@@yGz?3K©>%W۠AyX۠A=8_?zG?@@yGz?Dc>%W۠AyX۠A#_?zG?@@yGz?#>%W۠AyX۠Aף^?zG?@@yGz?"gi*>%W۠AyX۠AI*^?zG?@@yGz?M>%W۠AyX۠A0n ^?zG?@@yGz? o>%W۠AyX۠Ak^?zG?@@yGz?kP4>%W۠AyX۠Ao+D^?zG?@@yGz?x=>%W۠AyX۠AV@c^?zG?@@yGz?Iת>%W۠AyX۠A h]?zG?@@yGz?Iך>mvW۠AyX۠A hm?Z(\?@@yGz?%E}\>mvW۠AyX۠A Tt4m?Z(\?@@yGz?m_b>mvW۠AyX۠AO^m?Z(\?@@yGz?UB0>mvW۠AyX۠A.M%Qm?Z(\?@@yGz?*$>mvW۠AyX۠A( l?Z(\?@@yGz?f3>mvW۠AyX۠A3=(l?Z(\?@@yGz?tmx>mvW۠AyX۠Aս?l?Z(\?@@yGz?KGw׽>mvW۠AyX۠A2 fk?Z(\?@@yGz?*A>mvW۠AyX۠Artk?Z(\?@@yGz? H>mvW۠AyX۠AȆʾvk?Z(\?@@yGz?ct>mvW۠AyX۠A 7>6k?Z(\?@@yGz?˜Vӝ>mvW۠AyX۠A#j?Z(\?@@yGz?!!9>mvW۠AyX۠AMuj?Z(\?@@yGz?zS^>mvW۠AyX۠A{j?Z(\?@@yGz?X1>mvW۠AyX۠A}?j?Z(\?@@yGz?5>&>mvW۠AyX۠A޿j?Z(\?@@yGz?BÐ.>mvW۠AyX۠A'Ipi?Z(\?@@yGz?ʥs>mvW۠AyX۠Acݑi?Z(\?@@yGz?ZSd>mvW۠AyX۠A1Yi?Z(\?@@yGz?j>mvW۠AyX۠Aם>^"i?Z(\?@@yGz?B &">mvW۠AyX۠A.h?Z(\?@@yGz?;D>mvW۠AyX۠A5Fh?Z(\?@@yGz?k: g>mvW۠AyX۠AI>`h?Z(\?@@yGz?~:>mvW۠AyX۠A+=Oh?Z(\?@@yGz?ﬠ>mvW۠AyX۠AiZVh?Z(\?@@yGz?iݤϠ>mvW۠AyX۠AKfg?Z(\?@@yGz?(KY>mvW۠AyX۠A]g?Z(\?@@yGz?FX>mvW۠AyX۠AsdZg?Z(\?@@yGz?Ӱ7>mvW۠AyX۠ArZg?Z(\?@@yGz?"xZ>mvW۠AyX۠A0,g?Z(\?@@yGz?[-}>mvW۠AyX۠A=4f?Z(\?@@yGz?⟡>mvW۠AyX۠ADEf?Z(\?@@yGz?mEu¡>mvW۠AyX۠A^[:Vf?Z(\?@@yGz?t(gL>mvW۠AyX۠AHGnmxf?Z(\?@@yGz?JlX>mvW۠AyX۠AJ6-Mf?Z(\?@@yGz?ӰI*>mvW۠AyX۠AQ!"f?Z(\?@@yGz?&:kM>mvW۠AyX۠Ame?Z(\?@@yGz?29, p>mvW۠AyX۠A[(=e?Z(\?@@yGz?b}Ւ>mvW۠AyX۠A|>|e?Z(\?@@yGz?q>mvW۠AyX۠ADmvW۠AyX۠Ay1¼Ve?Z(\?@@yGz?NI>mvW۠AyX۠Av`/e?Z(\?@@yGz?>mvW۠AyX۠A]o@ e?Z(\?@@yGz?*O]@>mvW۠AyX۠AQfSd?Z(\?@@yGz?~c>mvW `AyX۠AVߠd?Z(\?@@yGz?ZDž>mvW۠AyX۠Ad?Z(\?@@yGz?uݞ|>mvW۠AyX۠Ajtd?Z(\?@@yGz? 1ˣ>mvW۠AyX۠A](EPd?Z(\?@@yGz?Q<'>mvW۠AyX۠AO r-d?Z(\?@@yGz?kk{>mvW۠AyX۠Ab9 d?Z(\?@@yGz?.lP3>mvW۠AyX۠ATc?Z(\?@@yGz?]V>mvW۠AyX۠A8"c?Z(\?@@yGz? 7Ox>mvW۠AyX۠A͜c?Z(\?@@yGz?x)|@o>mvW۠AyX۠AF揇c?Z(\?@@yGz?X1$>mvW۠AyX۠Aw3nbc?Z(\?@@yGz?U#>mvW۠AyX۠A>^ Bc?Z(\?@@yGz?ķH>mvW۠AyX۠Aoۄ"c?Z(\?@@yGz?2C&>mvW۠AyX۠Adwdpc?Z(\?@@yGz?H>mvW۠AyX۠ADob?Z(\?@@yGz?Fk>mvW۠AyX۠ArEmb?Z(\?@@yGz?xuYa>mvW۠AyX۠A~b?Z(\?@@yGz?ꤝ>mvW۠AyX۠Akb?Z(\?@@yGz?Yӥ>mvW۠AyX۠A;Flb?Z(\?@@yGz?&>mvW۠AyX۠ABY)Ob?Z(\?@@yGz?63j5>mvW۠AyX۠AB}mh2b?Z(\?@@yGz?b;>mvW۠AyX۠Aeb?Z(\?@@yGz?^>mvW۠AyX۠Am>a?Z(\?@@yGz?6rT>mvW۠AyX۠AF8a?Z(\?@@yGz?zc >mvW۠AyX۠A"Ka?Z(\?@@yGz?[ TƦ>mvW۠AyX۠AVça?Z(\?@@yGz?OFs>mvW۠AyX۠A`Ia?Z(\?@@yGz?:G7( >mvW۠AyX۠A|Sra?Z(\?@@yGz?(.>mvW۠AyX۠AvVxXa?Z(\?@@yGz?Q>mvW۠AyX۠AƭNm>a?Z(\?@@yGz?  Gt>mvW۠AyX۠AA"%a?Z(\?@@yGz?mvW۠AyX۠AB. a?Z(\?@@yGz?`l>mvW۠AyX۠A` g`?Z(\?@@yGz?̛eܧ>mvW۠AyX۠Av*R`?Z(\?@@yGz?:$>mvW۠AyX۠A:i>`?Z(\?@@yGz?h!>mvW۠AyX۠AZ)`oة`?Z(\?@@yGz?*D>mvW۠AyX۠Aٳ`?Z(\?@@yGz?Y9g>mvW۠AyX۠A$yrz`?Z(\?@@yGz?5>mvW۠AyX۠ASZ $c`?Z(\?@@yGz?by>mvW۠AyX۠A 1L`?Z(\?@@yGz?wXϨ>mvW۠AyX۠As J5`?Z(\?@@yGz?Ai >mvW۠AyX۠A-`?Z(\?@@yGz?FFZ>mvW۠AyX۠Ayao`?Z(\?@@yGz?vKw7>mvW۠AyX۠A*e_?Z(\?@@yGz?<,Z>mvW۠AyX۠An#_?Z(\?@@yGz?.|>mvW۠AyX۠A T_?Z(\?@@yGz?hW>mvW۠AyX۠A, 0#c_?Z(\?@@yGz?3K©>mvW۠AyX۠A=8_?Z(\?@@yGz?Ec>mvW۠AyX۠A#_?Z(\?@@yGz?#>mvW۠AyX۠Aף^?Z(\?@@yGz?"gi*>mvW۠AyX۠AI*^?Z(\?@@yGz?M>mvW۠AyX۠A0n ^?Z(\?@@yGz? o>mvW۠AyX۠Ak^?Z(\?@@yGz?lP4>mvW۠AyX۠Ao+D^?Z(\?@@yGz?x=>mvW۠AyX۠AV@c^?Z(\?@@yGz?Iת>mvW۠AyX۠A h]?Z(\?@@yGz?Iך>WW۠AyX۠A hm? ףp=?@@yGz?$E}\>WW۠AyX۠A Tt4m? ףp=?@@yGz?m_b>WW۠AyX۠AO^m? ףp=?@@yGz?UB0>WW۠AyX۠A.M%Qm? ףp=?@@yGz?*$>WW۠AyX۠A( l? ףp=?@@yGz?f3>WW۠AyX۠A3=(l? ףp=?@@yGz?umx>WW۠AyX۠Aս?l? ףp=?@@yGz?LGw׽>WW۠AyX۠A2 fk? ףp=?@@yGz?*A>WW۠AyX۠Artk? ףp=?@@yGz? H>WW۠AyX۠AȆʾvk? ףp=?@@yGz?ct>WW۠AyX۠A 7>6k? ףp=?@@yGz?˜Vӝ>WW۠AyX۠A#j? ףp=?@@yGz?!!9>WW۠AyX۠AMuj? ףp=?@@yGz?zS^>WW۠AyX۠A{j? ףp=?@@yGz?X1>WW۠AyX۠A}?j? ףp=?@@yGz?4>&>WW۠AyX۠A޿j? ףp=?@@yGz?BÐ.>WW۠AyX۠A'Ipi? ףp=?@@yGz?ʥs>WW۠AyX۠Acݑi? ףp=?@@yGz?ZSd>WW۠AyX۠A1Yi? ףp=?@@yGz?j>WW۠AyX۠A֝>^"i? ףp=?@@yGz?B &">WW۠AyX۠A.h? ףp=?@@yGz?;D>WW۠AyX۠A5Fh? ףp=?@@yGz?k: g>WW۠AyX۠AI>`h? ףp=?@@yGz?~:>WW۠AyX۠A*=Oh? ףp=?@@yGz?ﬠ>WW۠AyX۠AiZVh? ףp=?@@yGz?iݤϠ>WW۠AyX۠AKfg? ףp=?@@yGz?(KY>WW۠AyX۠A]g? ףp=?@@yGz?FX>WW۠AyX۠AsdZg? ףp=?@@yGz?Ӱ7>WW۠AyX۠ArZg? ףp=?@@yGz?"xZ>WW۠AyX۠A~0,g? ףp=?@@yGz?[-}>WW۠AyX۠A =4f? ףp=?@@yGz?⟡>WW۠AyX۠ADEf? ףp=?@@yGz?mEu¡>WW۠AyX۠A^[:Vf? ףp=?@@yGz?t(gL>WW۠AyX۠AHGnmxf? ףp=?@@yGz?JlX>WW۠AyX۠AJ6-Mf? ףp=?@@yGz?ӰI*>WW۠AyX۠AQ!"f? ףp=?@@yGz?&:kM>WW۠AyX۠Ame? ףp=?@@yGz?29, p>WW۠AyX۠A[(=e? ףp=?@@yGz?b}Ւ>WW۠AyX۠A|>|e? ףp=?@@yGz?q>WW۠AyX۠ADWW۠AyX۠Ay1¼Ve? ףp=?@@yGz?NI>WW۠AyX۠Aw`/e? ףp=?@@yGz?>WW۠AyX۠A]o@ e? ףp=?@@yGz?*O]@>WW۠AyX۠APfSd? ףp=?@@yGz?~c>WW۠AyX۠AVߠd? ףp=?@@yGz?ZDž>WW۠AyX۠Ad? ףp=?@@yGz?tݞ|>WW۠AyX۠Ajtd? ףp=?@@yGz? 1ˣ>WW۠AyX۠A](EPd? ףp=?@@yGz?Q<'>WW۠AyX۠AO r-d? ףp=?@@yGz?kk{>WW۠AyX۠Ab9 d? ףp=?@@yGz?.lP3>WW۠AyX۠ATc? ףp=?@@yGz?]V>WW۠AyX۠A8"c? ףp=?@@yGz? 7Ox>WW۠AyX۠A͜c? ףp=?@@yGz?x)|@o>WW۠AyX۠AG揇c? ףp=?@@yGz?X1$>WW۠AyX۠Av3nbc? ףp=?@@yGz?T#>WW۠AyX۠A?^ Bc? ףp=?@@yGz?ŷH>WW۠AyX۠Aoۄ"c? ףp=?@@yGz?2C&>WW۠AyX۠Adwdpc? ףp=?@@yGz?H>WW۠AyX۠ADob? ףp=?@@yGz?Fk>WW۠AyX۠ArEmb? ףp=?@@yGz?xuYa>WW۠AyX۠A~b? ףp=?@@yGz?ꤝ>WW۠AyX۠Ajb? ףp=?@@yGz?Yӥ>WW۠AyX۠A:Flb? ףp=?@@yGz?&>WW۠AyX۠ACY)Ob? ףp=?@@yGz?63j5>WW۠AyX۠AB}mh2b? ףp=?@@yGz?b;>WW۠AyX۠Aeb? ףp=?@@yGz?^>WW۠AyX۠Am>a? ףp=?@@yGz?6rT>WW۠AyX۠AF8a? ףp=?@@yGz?zc >WW۠AyX۠A"Ka? ףp=?@@yGz?\ TƦ>WW۠AyX۠AVça? ףp=?@@yGz?OFs>WW۠AyX۠A`Ia? ףp=?@@yGz?:G7( >WW۠AyX۠A|Sra? ףp=?@@yGz?(.>WW۠AyX۠AvVxXa? ףp=?@@yGz?Q>WW۠AyX۠AƭNm>a? ףp=?@@yGz?  Gt>WW۠AyX۠AA"%a? ףp=?@@yGz?WW۠AyX۠AB. a? ףp=?@@yGz?`l>WW۠AyX۠A` g`? ףp=?@@yGz?˛eܧ>WW۠AyX۠Av*R`? ףp=?@@yGz?:$>WW۠AyX۠A:i>`? ףp=?@@yGz?h!>WW۠AyX۠AZ)`oة`? ףp=?@@yGz?*D>WW۠AyX۠Aٳ`? ףp=?@@yGz?Y9g>WW۠AyX۠A$yrz`? ףp=?@@yGz?5>WW۠AyX۠ASZ $c`? ףp=?@@yGz?by>WW۠AyX۠A 1L`? ףp=?@@yGz?wXϨ>WW۠AyX۠As J5`? ףp=?@@yGz?Ai >WW۠AyX۠A-`? ףp=?@@yGz?FFZ>WW۠AyX۠Ayao`? ףp=?@@yGz?vKw7>WW۠AyX۠A*e_? ףp=?@@yGz?<,Z>WW۠AyX۠An#_? ףp=?@@yGz?.|>WW۠AyX۠A T_? ףp=?@@yGz?hW>WW۠AyX۠A, 0#c_? ףp=?@@yGz?3K©>WW۠AyX۠A=8_? ףp=?@@yGz?Dc>WW۠AyX۠A#_? ףp=?@@yGz?#>WW۠AyX۠Aף^? ףp=?@@yGz?"gi*>WW۠AyX۠AI*^? ףp=?@@yGz?M>WW۠AyX۠A0n ^? ףp=?@@yGz? o>WW۠AyX۠Ak^? ףp=?@@yGz?kP4>WW۠AyX۠Ao+D^? ףp=?@@yGz?x=>WW۠AyX۠AV@c^? ףp=?@@yGz?Iת>WW۠AyX۠A h]? ףp=?@@yGz?Iך>8W۠AyX۠A hm?Q?@@yGz?%E}\>8W۠AyX۠A Tt4m?Q?@@yGz?m_b>8W۠AyX۠AO^m?Q?@@yGz?UB0>8W۠AyX۠A.M%Qm?Q?@@yGz?*$>8W۠AyX۠A( l?Q?@@yGz?f3>8W۠AyX۠A3=(l?Q?@@yGz?tmx>8W۠AyX۠Aս?l?Q?@@yGz?KGw׽>8W۠AyX۠A2 fk?Q?@@yGz?*A>8W۠AyX۠Artk?Q?@@yGz? H>8W۠AyX۠AȆʾvk?Q?@@yGz?ct>8W۠AyX۠A 7>6k?Q?@@yGz?˜Vӝ>8W۠AyX۠A#j?Q?@@yGz?!!9>8W۠AyX۠AMuj?Q?@@yGz?zS^>8W۠AyX۠A{j?Q?@@yGz?X1>8W۠AyX۠A}?j?Q?@@yGz?5>&>8W۠AyX۠A޿j?Q?@@yGz?BÐ.>8W۠AyX۠A'Ipi?Q?@@yGz?ʥs>8W۠AyX۠Acݑi?Q?@@yGz?ZSd>8W۠AyX۠A1Yi?Q?@@yGz?j>8W۠AyX۠Aם>^"i?Q?@@yGz?B &">8W۠AyX۠A.h?Q?@@yGz?;D>8W۠AyX۠A5Fh?Q?@@yGz?k: g>8W۠AyX۠AI>`h?Q?@@yGz?~:>8W۠AyX۠A+=Oh?Q?@@yGz?ﬠ>8W۠AyX۠AiZVh?Q?@@yGz?iݤϠ>8W۠AyX۠AKfg?Q?@@yGz?(KY>8W۠AyX۠A]g?Q?@@yGz?FX>8W۠AyX۠AsdZg?Q?@@yGz?Ӱ7>8W۠AyX۠ArZg?Q?@@yGz?"xZ>8W۠AyX۠A0,g?Q?@@yGz?[-}>8W۠AyX۠A=4f?Q?@@yGz?⟡>8W۠AyX۠ADEf?Q?@@yGz?mEu¡>8W۠AyX۠A^[:Vf?Q?@@yGz?t(gL>8W۠AyX۠AHGnmxf?Q?@@yGz?JlX>8W۠AyX۠AJ6-Mf?Q?@@yGz?ӰI*>8W۠AyX۠AQ!"f?Q?@@yGz?&:kM>8W۠AyX۠Ame?Q?@@yGz?29, p>8W۠AyX۠A[(=e?Q?@@yGz?b}Ւ>8W۠AyX۠A|>|e?Q?@@yGz?q>8W۠AyX۠AD8W۠AyX۠Ay1¼Ve?Q?@@yGz?NI>8W۠AyX۠Av`/e?Q?@@yGz?>8W۠AyX۠A]o@ e?Q?@@yGz?*O]@>8W۠AyX۠AQfSd?Q?@@yGz?~c>8W۠AyX۠AVߠd?Q?@@yGz?ZDž>8W۠AyX۠Ad?Q?@@yGz?uݞ|>8W۠AyX۠Ajtd?Q?@@yGz? 1ˣ>8W۠AyX۠A](EPd?Q?@@yGz?Q<'>8W۠AyX۠AO r-d?Q?@@yGz?kk{>8W۠AyX۠Ab9 d?Q?@@yGz?.lP3>8W۠AyX۠ATc?Q?@@yGz?]V>8W۠AyX۠A8"c?Q?@@yGz? 7Ox>8W۠AyX۠A͜c?Q?@@yGz?x)|@o>8W۠AyX۠AF揇c?Q?@@yGz?X1$>8W۠AyX۠Aw3nbc?Q?@@yGz?U#>8W۠AyX۠A>^ Bc?Q?@@yGz?ķH>8W۠AyX۠Aoۄ"c?Q?@@yGz?2C&>8W۠AyX۠Adwdpc?Q?@@yGz?H>8W۠AyX۠ADob?Q?@@yGz?Fk>8W۠AyX۠ArEmb?Q?@@yGz?xuYa>8W۠AyX۠A~b?Q?@@yGz?ꤝ>8W۠AyX۠Akb?Q?@@yGz?Yӥ>8W۠AyX۠A;Flb?Q?@@yGz?&>8W۠AyX۠ABY)Ob?Q?@@yGz?63j5>8W۠AyX۠AB}mh2b?Q?@@yGz?b;>8W۠AyX۠Aeb?Q?@@yGz?^>8W۠AyX۠Am>a?Q?@@yGz?6rT>8W۠AyX۠AF8a?Q?@@yGz?zc >8W۠AyX۠A"Ka?Q?@@yGz?[ TƦ>8W۠AyX۠AVça?Q?@@yGz?OFs>8W۠AyX۠A`Ia?Q?@@yGz?:G7( >8W۠AyX۠A|Sra?Q?@@yGz?(.>8W۠AyX۠AvVxXa?Q?@@yGz?Q>8W۠AyX۠AƭNm>a?Q?@@yGz?  Gt>8W۠AyX۠AA"%a?Q?@@yGz?8W۠AyX۠AB. a?Q?@@yGz?`l>8W۠AyX۠A` g`?Q?@@yGz?̛eܧ>8W۠AyX۠Av*R`?Q?@@yGz?:$>8W۠AyX۠A:i>`?Q?@@yGz?h!>8W۠AyX۠AZ)`oة`?Q?@@yGz?*D>8W۠AyX۠Aٳ`?Q?@@yGz?Y9g>8W۠AyX۠A$yrz`?Q?@@yGz?5>8W۠AyX۠ASZ $c`?Q?@@yGz?by>8W۠AyX۠A 1L`?Q?@@yGz?wXϨ>8W۠AyX۠As J5`?Q?@@yGz?Ai >8W۠AyX۠A-`?Q?@@yGz?FFZ>8W۠AyX۠Ayao`?Q?@@yGz?vKw7>8W۠AyX۠A*e_?Q?@@yGz?<,Z>8W۠AyX۠An#_?Q?@@yGz?.|>8W۠AyX۠A T_?Q?@@yGz?hW>8W۠AyX۠A, 0#c_?Q?@@yGz?3K©>8W۠AyX۠A=8_?Q?@@yGz?Ec>8W۠AyX۠A#_?Q?@@yGz?#>8W۠AyX۠Aף^?Q?@@yGz?"gi*>8W۠AyX۠AI*^?Q?@@yGz?M>8W۠AyX۠A0n ^?Q?@@yGz? o>8W۠AyX۠Ak^?Q?@@yGz?lP4>8W۠AyX۠Ao+D^?Q?@@yGz?x=>8W۠AyX۠AV@c^?Q?@@yGz?Iת>8W۠AyX۠A h]?Q?@@yGz?Iך>EW۠AyX۠A hm?`?@@yGz?$E}\>EW۠AyX۠A Tt4m?]?@@yGz?m_b>EW۠AyX۠AO^m?]?@@yGz?UB0>EW۠AyX۠A.M%Qm?_?@@yGz?*$>EW۠AyX۠A( l?]?@@yGz?f3>EW۠AyX۠A3=(l?]?@@yGz?umx>EW۠AyX۠Aս?l?]?@@yGz?LGw׽>EW۠AyX۠A2 fk?`?@@yGz?*A>EW۠AyX۠Artk?]?@@yGz? H>EW۠AyX۠AȆʾvk?]?@@yGz?ct>EW۠AyX۠A 7>6k?]?@@yGz?˜Vӝ>EW۠AyX۠A#j?]?@@yGz?!!9>EW۠AyX۠AMuj?_?@@yGz?zS^>EW۠AyX۠A{j?`?@@yGz?X1>EW۠AyX۠A}?j?]?@@yGz?4>&>EW۠AyX۠A޿j?]?@@yGz?BÐ.>EW۠AyX۠A'Ipi?`?@@yGz?ʥs>EW۠AyX۠Acݑi?]?@@yGz?ZSd>EW۠AyX۠A1Yi?]?@@yGz?j>EW۠AyX۠A֝>^"i?]?@@yGz?B &">EW۠AyX۠A.h?]?@@yGz?;D>EW۠AyX۠A5Fh?]?@@yGz?k: g>EW۠AyX۠AI>`h?]?@@yGz?~:>EW۠AyX۠A*=Oh?_?@@yGz?ﬠ>EW۠AyX۠AiZVh?`?@@yGz?iݤϠ>EW۠AyX۠AKfg?]?@@yGz?(KY>EW۠AyX۠A]g?`?@@yGz?FX>EW۠AyX۠AsdZg?_?@@yGz?Ӱ7>EW۠AyX۠ArZg?_?@@yGz?"xZ>EW۠AyX۠A~0,g?_?@@yGz?[-}>EW۠AyX۠A =4f?]?@@yGz?⟡>EW۠AyX۠ADEf?]?@@yGz?mEu¡>EW۠AyX۠A^[:Vf?_?@@yGz?t(gL>EW۠AyX۠AHGnmxf?]?@@yGz?JlX>EW۠AyX۠AJ6-Mf?]?@@yGz?ӰI*>EW۠AyX۠AQ!"f?]?@@yGz?&:kM>EW۠AyX۠Ame?]?@@yGz?29, p>EW۠AyX۠A[(=e?]?@@yGz?b}Ւ>EW۠AyX۠A|>|e?]?@@yGz?q>EW۠AyX۠ADEW۠AyX۠Ay1¼Ve?]?@@yGz?NI>EW۠AyX۠Aw`/e?]?@@yGz?>EW۠AyX۠A]o@ e?`?@@yGz?*O]@>EW۠AyX۠APfSd?]?@@yGz?~c>EW۠AyX۠AVߠd?]?@@yGz?ZDž>EW۠AyX۠Ad?]?@@yGz?tݞ|>EW۠AyX۠Ajtd?]?@@yGz? 1ˣ>EW۠AyX۠A](EPd?]?@@yGz?Q<'>EW۠AyX۠AO r-d?]?@@yGz?kk{>EW۠AyX۠Ab9 d?]?@@yGz?.lP3>EW۠AyX۠ATc?]?@@yGz?]V>EW۠AyX۠A8"c?]?@@yGz? 7Ox>EW۠AyX۠A͜c?]?@@yGz?x)|@o>EW۠AyX۠AG揇c?]?@@yGz?X1$>EW۠AyX۠Av3nbc?]?@@yGz?T#>EW۠AyX۠A?^ Bc?`?@@yGz?ŷH>EW۠AyX۠Aoۄ"c?]?@@yGz?2C&>EW۠AyX۠Adwdpc?]?@@yGz?H>EW۠AyX۠ADob?]?@@yGz?Fk>EW۠AyX۠ArEmb?]?@@yGz?xuYa>EW۠AyX۠A~b?]?@@yGz?ꤝ>EW۠AyX۠Ajb?]?@@yGz?Yӥ>EW۠AyX۠A:Flb?]?@@yGz?&>EW۠AyX۠ACY)Ob?_?@@yGz?63j5>EW۠AyX۠AB}mh2b?]?@@yGz?b;>EW۠AyX۠Aeb?]?@@yGz?^>EW۠AyX۠Am>a?]?@@yGz?6rT>EW۠AyX۠AF8a?]?@@yGz?zc >EW۠AyX۠A"Ka?]?@@yGz?\ TƦ>EW۠AyX۠AVça?]?@@yGz?OFs>EW۠AyX۠A`Ia?]?@@yGz?:G7( >EW۠AyX۠A|Sra?_?@@yGz?(.>EW۠AyX۠AvVxXa?]?@@yGz?Q>EW۠AyX۠AƭNm>a?]?@@yGz?  Gt>EW۠AyX۠AA"%a?]?@@yGz?EW۠AyX۠AB. a?]?@@yGz?`l>EW۠AyX۠A` g`?]?@@yGz?˛eܧ>EW۠AyX۠Av*R`?]?@@yGz?:$>EW۠AyX۠A:i>`?]?@@yGz?h!>EW۠AyX۠AZ)`oة`?]?@@yGz?*D>EW۠AyX۠Aٳ`?]?@@yGz?Y9g>EW۠AyX۠A$yrz`?]?@@yGz?5>EW۠AyX۠ASZ $c`?]?@@yGz?by>EW۠AyX۠A 1L`?]?@@yGz?wXϨ>EW۠AyX۠As J5`?]?@@yGz?Ai >EW۠AyX۠A-`?]?@@yGz?FFZ>EW۠AyX۠Ayao`?]?@@yGz?vKw7>EW۠AyX۠A*e_?`?@@yGz?<,Z>EW۠AyX۠An#_?`?@@yGz?.|>EW۠AyX۠A T_?]?@@yGz?hW>EW۠AyX۠A, 0#c_?`?@@yGz?3K©>EW۠AyX۠A=8_?`?@@yGz?Dc>EW۠AyX۠A#_?`?@@yGz?#>EW۠AyX۠Aף^?]?@@yGz?"gi*>EW۠AyX۠AI*^?]?@@yGz?M>EW۠AyX۠A0n ^?]?@@yGz? o>EW۠AyX۠Ak^?]?@@yGz?kP4>EW۠AyX۠Ao+D^?]?@@yGz?x=>EW۠AyX۠AV@c^?`?@@yGz?Iת>EW۠AyX۠A h]?`?@@yGz?Iך>W۠AyX۠A hm? zG?@@yGz?%E}\>W۠AyX۠A Tt4m? zG?@@yGz?m_b>W۠AyX۠AO^m? zG?@@yGz?UB0>W۠AyX۠A.M%Qm? zG?@@yGz?*$>W۠AyX۠A( l? zG?@@yGz?f3>W۠AyX۠A3=(l? zG?@@yGz?tmx>W۠AyX۠Aս?l? zG?@@yGz?KGw׽>W۠AyX۠A2 fk? zG?@@yGz?*A>W۠AyX۠Artk? zG?@@yGz? H>W۠AyX۠AȆʾvk? zG?@@yGz?ct>W۠AyX۠A 7>6k? zG?@@yGz?˜Vӝ>W۠AyX۠A#j? zG?@@yGz?!!9>W۠AyX۠AMuj? zG?@@yGz?zS^>W۠AyX۠A{j? zG?@@yGz?X1>W۠AyX۠A}?j? zG?@@yGz?5>&>W۠AyX۠A޿j? zG?@@yGz?BÐ.>W۠AyX۠A'Ipi? zG?@@yGz?ʥs>W۠AyX۠Acݑi? zG?@@yGz?ZSd>W۠AyX۠A1Yi? zG?@@yGz?j>W۠AyX۠Aם>^"i? zG?@@yGz?B &">W۠AyX۠A.h? zG?@@yGz?;D>W۠AyX۠A5Fh? zG?@@yGz?k: g>W۠AyX۠AI>`h? zG?@@yGz?~:>W۠AyX۠A+=Oh? zG?@@yGz?ﬠ>W۠AyX۠AiZVh? zG?@@yGz?iݤϠ>W۠AyX۠AKfg? zG?@@yGz?(KY>W۠AyX۠A]g? zG?@@yGz?FX>W۠AyX۠AsdZg? zG?@@yGz?Ӱ7>W۠AyX۠ArZg? zG?@@yGz?"xZ>W۠AyX۠A0,g? zG?@@yGz?[-}>W۠AyX۠A=4f? zG?@@yGz?⟡>W۠AyX۠ADEf? zG?@@yGz?mEu¡>W۠AyX۠A^[:Vf? zG?@@yGz?t(gL>W۠AyX۠AHGnmxf? zG?@@yGz?JlX>W۠AyX۠AJ6-Mf? zG?@@yGz?ӰI*>W۠AyX۠AQ!"f? zG?@@yGz?&:kM>W۠AyX۠Ame? zG?@@yGz?29, p>W۠AyX۠A[(=e? zG?@@yGz?b}Ւ>W۠AyX۠A|>|e? zG?@@yGz?q>W۠AyX۠ADW۠AyX۠Ay1¼Ve? zG?@@yGz?NI>W۠AyX۠Av`/e? zG?@@yGz?>W۠AyX۠A]o@ e? zG?@@yGz?*O]@>W۠AyX۠AQfSd? zG?@@yGz?~c>W۠AyX۠AVߠd? zG?@@yGz?ZDž>W۠AyX۠Ad? zG?@@yGz?uݞ|>W۠AyX۠Ajtd? zG?@@yGz? 1ˣ>W۠AyX۠A](EPd? zG?@@yGz?Q<'>W۠AyX۠AO r-d? zG?@@yGz?kk{>W۠AyX۠Ab9 d? zG?@@yGz?.lP3>W۠AyX۠ATc? zG?@@yGz?]V>W۠AyX۠A8"c? zG?@@yGz? 7Ox>W۠AyX۠A͜c? zG?@@yGz?x)|@o>W۠AyX۠AF揇c? zG?@@yGz?X1$>W۠AyX۠Aw3nbc? zG?@@yGz?U#>W۠AyX۠A>^ Bc? zG?@@yGz?ķH>W۠AyX۠Aoۄ"c? zG?@@yGz?2C&>W۠AyX۠Adwdpc? zG?@@yGz?H>W۠AyX۠ADob? zG?@@yGz?Fk>W۠AyX۠ArEmb? zG?@@yGz?xuYa>W۠AyX۠A~b? zG?@@yGz?ꤝ>W۠AyX۠Akb? zG?@@yGz?Yӥ>W۠AyX۠A;Flb? zG?@@yGz?&>W۠AyX۠ABY)Ob? zG?@@yGz?63j5>W۠AyX۠AB}mh2b? zG?@@yGz?b;>W۠AyX۠Aeb? zG?@@yGz?^>W۠AyX۠Am>a? zG?@@yGz?6rT>W۠AyX۠AF8a? zG?@@yGz?zc >W۠AyX۠A"Ka? zG?@@yGz?[ TƦ>W۠AyX۠AVça? zG?@@yGz?OFs>W۠AyX۠A`Ia? zG?@@yGz?:G7( >W۠AyX۠A|Sra? zG?@@yGz?(.>W۠AyX۠AvVxXa? zG?@@yGz?Q>W۠AyX۠AƭNm>a? zG?@@yGz?  Gt>W۠AyX۠AA"%a? zG?@@yGz?W۠AyX۠AB. a? zG?@@yGz?`l>W۠AyX۠A` g`? zG?@@yGz?̛eܧ>W۠AyX۠Av*R`? zG?@@yGz?:$>W۠AyX۠A:i>`? zG?@@yGz?h!>W۠AyX۠AZ)`oة`? zG?@@yGz?*D>W۠AyX۠Aٳ`? zG?@@yGz?Y9g>W۠AyX۠A$yrz`? zG?@@yGz?5>W۠AyX۠ASZ $c`? zG?@@yGz?by>W۠AyX۠A 1L`? zG?@@yGz?wXϨ>W۠AyX۠As J5`? zG?@@yGz?Ai >W۠AyX۠A-`? zG?@@yGz?FFZ>W۠AyX۠Ayao`? zG?@@yGz?vKw7>W۠AyX۠A*e_? zG?@@yGz?<,Z>W۠AyX۠An#_? zG?@@yGz?.|>W۠AyX۠A T_? zG?@@yGz?hW>W۠AyX۠A, 0#c_? zG?@@yGz?3K©>W۠AyX۠A=8_? zG?@@yGz?Ec>W۠AyX۠A#_? zG?@@yGz?#>W۠AyX۠Aף^? zG?@@yGz?"gi*>W۠AyX۠AI*^? zG?@@yGz?M>W۠AyX۠A0n ^? zG?@@yGz? o>W۠AyX۠Ak^? zG?@@yGz?lP4>W۠AyX۠Ao+D^? zG?@@yGz?x=>W۠AyX۠AV@c^? zG?@@yGz?Iת>W۠AyX۠A h]? zG?@@yGz?Iך>܈W۠AyX۠A hm?(\?@@yGz?$E}\>܈W۠AyX۠A Tt4m?(\?@@yGz?m_b>܈W۠AyX۠AO^m?(\?@@yGz?UB0>܈W۠AyX۠A.M%Qm?(\?@@yGz?*$>܈W۠AyX۠A( l?(\?@@yGz?f3>܈W۠AyX۠A3=(l?(\?@@yGz?umx>܈W۠AyX۠Aս?l?(\?@@yGz?LGw׽>܈W۠AyX۠A2 fk?(\?@@yGz?*A>܈W۠AyX۠Artk?(\?@@yGz? H>܈W۠AyX۠AȆʾvk?(\?@@yGz?ct>܈W۠AyX۠A 7>6k?(\?@@yGz?˜Vӝ>܈W۠AyX۠A#j?(\?@@yGz?!!9>܈W۠AyX۠AMuj?(\?@@yGz?zS^>܈W۠AyX۠A{j?(\?@@yGz?X1>܈W۠AyX۠A}?j?(\?@@yGz?4>&>܈W۠AyX۠A޿j?(\?@@yGz?BÐ.>܈W۠AyX۠A'Ipi?(\?@@yGz?ʥs>܈W۠AyX۠Acݑi?(\?@@yGz?ZSd>܈W۠AyX۠A1Yi?(\?@@yGz?j>܈W۠AyX۠A֝>^"i?(\?@@yGz?B &">܈W۠AyX۠A.h?(\?@@yGz?;D>܈W۠AyX۠A5Fh?(\?@@yGz?k: g>܈W۠AyX۠AI>`h?(\?@@yGz?~:>܈W۠AyX۠A*=Oh?(\?@@yGz?ﬠ>܈W۠AyX۠AiZVh?(\?@@yGz?iݤϠ>܈W۠AyX۠AKfg?(\?@@yGz?(KY>܈W۠AyX۠A]g?(\?@@yGz?FX>܈W۠AyX۠AsdZg?(\?@@yGz?Ӱ7>܈W۠AyX۠ArZg?(\?@@yGz?"xZ>܈W۠AyX۠A~0,g?(\?@@yGz?[-}>܈W۠AyX۠A =4f?(\?@@yGz?⟡>܈W۠AyX۠ADEf?(\?@@yGz?mEu¡>܈W۠AyX۠A^[:Vf?(\?@@yGz?t(gL>܈W۠AyX۠AHGnmxf?(\?@@yGz?JlX>܈W۠AyX۠AJ6-Mf?(\?@@yGz?ӰI*>܈W۠AyX۠AQ!"f?(\?@@yGz?&:kM>܈W۠AyX۠Ame?(\?@@yGz?29, p>܈W۠AyX۠A[(=e?(\?@@yGz?b}Ւ>܈W۠AyX۠A|>|e?(\?@@yGz?q>܈W۠AyX۠AD܈W۠AyX۠Ay1¼Ve?(\?@@yGz?NI>܈W۠AyX۠Aw`/e?(\?@@yGz?>܈W۠AyX۠A]o@ e?(\?@@yGz?*O]@>܈W۠AyX۠APfSd?(\?@@yGz?~c>܈W۠AyX۠AVߠd?(\?@@yGz?ZDž>܈W۠AyX۠Ad?(\?@@yGz?tݞ|>܈W۠AyX۠Ajtd?(\?@@yGz? 1ˣ>܈W۠AyX۠A](EPd?(\?@@yGz?Q<'>܈W۠AyX۠AO r-d?(\?@@yGz?kk{>܈W۠AyX۠Ab9 d?(\?@@yGz?.lP3>܈W۠AyX۠ATc?(\?@@yGz?]V>܈W۠AyX۠A8"c?(\?@@yGz? 7Ox>܈W۠AyX۠A͜c?(\?@@yGz?x)|@o>܈W۠AyX۠AG揇c?(\?@@yGz?X1$>܈W۠AyX۠Av3nbc?(\?@@yGz?T#>܈W۠AyX۠A?^ Bc?(\?@@yGz?ŷH>܈W۠AyX۠Aoۄ"c?(\?@@yGz?2C&>܈W۠AyX۠Adwdpc?(\?@@yGz?H>܈W۠AyX۠ADob?(\?@@yGz?Fk>܈W۠AyX۠ArEmb?(\?@@yGz?xuYa>܈W۠AyX۠A~b?(\?@@yGz?ꤝ>܈W۠AyX۠Ajb?(\?@@yGz?Yӥ>܈W۠AyX۠A:Flb?(\?@@yGz?&>܈W۠AyX۠ACY)Ob?(\?@@yGz?63j5>܈W۠AyX۠AB}mh2b?(\?@@yGz?b;>܈W۠AyX۠Aeb?(\?@@yGz?^>܈W۠AyX۠Am>a?(\?@@yGz?6rT>܈W۠AyX۠AF8a?(\?@@yGz?zc >܈W۠AyX۠A"Ka?(\?@@yGz?\ TƦ>܈W۠AyX۠AVça?(\?@@yGz?OFs>܈W۠AyX۠A`Ia?(\?@@yGz?:G7( >܈W۠AyX۠A|Sra?(\?@@yGz?(.>܈W۠AyX۠AvVxXa?(\?@@yGz?Q>܈W۠AyX۠AƭNm>a?(\?@@yGz?  Gt>܈W۠AyX۠AA"%a?(\?@@yGz?܈W۠AyX۠AB. a?(\?@@yGz?`l>܈W۠AyX۠A` g`?(\?@@yGz?˛eܧ>܈W۠AyX۠Av*R`?(\?@@yGz?:$>܈W۠AyX۠A:i>`?(\?@@yGz?h!>܈W۠AyX۠AZ)`oة`?(\?@@yGz?*D>܈W۠AyX۠Aٳ`?(\?@@yGz?Y9g>܈W۠AyX۠A$yrz`?(\?@@yGz?5>܈W۠AyX۠ASZ $c`?(\?@@yGz?by>܈W۠AyX۠A 1L`?(\?@@yGz?wXϨ>܈W۠AyX۠As J5`?(\?@@yGz?Ai >܈W۠AyX۠A-`?(\?@@yGz?FFZ>܈W۠AyX۠Ayao`?(\?@@yGz?vKw7>܈W۠AyX۠A*e_?(\?@@yGz?<,Z>܈W۠AyX۠An#_?(\?@@yGz?.|>܈W۠AyX۠A T_?(\?@@yGz?hW>܈W۠AyX۠A, 0#c_?(\?@@yGz?3K©>܈W۠AyX۠A=8_?(\?@@yGz?Dc>܈W۠AyX۠A#_?(\?@@yGz?#>܈W۠AyX۠Aף^?(\?@@yGz?"gi*>܈W۠AyX۠AI*^?(\?@@yGz?M>܈W۠AyX۠A0n ^?(\?@@yGz? o>܈W۠AyX۠Ak^?(\?@@yGz?kP4>܈W۠AyX۠Ao+D^?(\?@@yGz?x=>܈W۠AyX۠AV@c^?(\?@@yGz?Iת>܈W۠AyX۠A h]?(\?@@yGz?Iך>W۠AyX۠A hm?ip= ף?@@yGz?%E}\>W۠AyX۠A Tt4m?ip= ף?@@yGz?m_b>W۠AyX۠AO^m?ip= ף?@@yGz?UB0>W۠AyX۠A.M%Qm?jp= ף?@@yGz?*$>W۠AyX۠A( l?ip= ף?@@yGz?f3>W۠AyX۠A3=(l?ip= ף?@@yGz?tmx>W۠AyX۠Aս?l?ip= ף?@@yGz?KGw׽>W۠AyX۠A2 fk?jp= ף?@@yGz?*A>W۠AyX۠Artk?ip= ף?@@yGz? H>W۠AyX۠AȆʾvk?ip= ף?@@yGz?ct>W۠AyX۠A 7>6k?ip= ף?@@yGz?˜Vӝ>W۠AyX۠A#j?ip= ף?@@yGz?!!9>W۠AyX۠AMuj?jp= ף?@@yGz?zS^>W۠AyX۠A{j?ip= ף?@@yGz?X1>W۠AyX۠A}?j?ip= ף?@@yGz?5>&>W۠AyX۠A޿j?ip= ף?@@yGz?BÐ.>W۠AyX۠A'Ipi?ip= ף?@@yGz?ʥs>W۠AyX۠Acݑi?ip= ף?@@yGz?ZSd>W۠AyX۠A1Yi?ip= ף?@@yGz?j>W۠AyX۠Aם>^"i?ip= ף?@@yGz?B &">W۠AyX۠A.h?ip= ף?@@yGz?;D>W۠AyX۠A5Fh?ip= ף?@@yGz?k: g>W۠AyX۠AI>`h?ip= ף?@@yGz?~:>W۠AyX۠A+=Oh?jp= ף?@@yGz?ﬠ>W۠AyX۠AiZVh?ip= ף?@@yGz?iݤϠ>W۠AyX۠AKfg?ip= ף?@@yGz?(KY>W۠AyX۠A]g?jp= ף?@@yGz?FX>W۠AyX۠AsdZg?jp= ף?@@yGz?Ӱ7>W۠AyX۠ArZg?jp= ף?@@yGz?"xZ>W۠AyX۠A0,g?jp= ף?@@yGz?[-}>W۠AyX۠A=4f?ip= ף?@@yGz?⟡>W۠AyX۠ADEf?ip= ף?@@yGz?mEu¡>W۠AyX۠A^[:Vf?jp= ף?@@yGz?t(gL>W۠AyX۠AHGnmxf?ip= ף?@@yGz?JlX>W۠AyX۠AJ6-Mf?ip= ף?@@yGz?ӰI*>W۠AyX۠AQ!"f?ip= ף?@@yGz?&:kM>W۠AyX۠Ame?ip= ף?@@yGz?29, p>W۠AyX۠A[(=e?ip= ף?@@yGz?b}Ւ>W۠AyX۠A|>|e?ip= ף?@@yGz?q>W۠AyX۠ADW۠AyX۠Ay1¼Ve?ip= ף?@@yGz?NI>W۠AyX۠Av`/e?ip= ף?@@yGz?>W۠AyX۠A]o@ e?ip= ף?@@yGz?*O]@>W۠AyX۠AQfSd?ip= ף?@@yGz?~c>W۠AyX۠AVߠd?ip= ף?@@yGz?ZDž>W۠AyX۠Ad?ip= ף?@@yGz?uݞ|>W۠AyX۠Ajtd?ip= ף?@@yGz? 1ˣ>W۠AyX۠A](EPd?ip= ף?@@yGz?Q<'>W۠AyX۠AO r-d?ip= ף?@@yGz?kk{>W۠AyX۠Ab9 d?ip= ף?@@yGz?.lP3>W۠AyX۠ATc?ip= ף?@@yGz?]V>W۠AyX۠A8"c?ip= ף?@@yGz? 7Ox>W۠AyX۠A͜c?ip= ף?@@yGz?x)|@o>W۠AyX۠AF揇c?ip= ף?@@yGz?X1$>W۠AyX۠Aw3nbc?ip= ף?@@yGz?U#>W۠AyX۠A>^ Bc?ip= ף?@@yGz?ķH>W۠AyX۠Aoۄ"c?ip= ף?@@yGz?2C&>W۠AyX۠Adwdpc?ip= ף?@@yGz?H>W۠AyX۠ADob?ip= ף?@@yGz?Fk>W۠AyX۠ArEmb?ip= ף?@@yGz?xuYa>W۠AyX۠A~b?ip= ף?@@yGz?ꤝ>W۠AyX۠Akb?ip= ף?@@yGz?Yӥ>W۠AyX۠A;Flb?ip= ף?@@yGz?&>W۠AyX۠ABY)Ob?jp= ף?@@yGz?63j5>W۠AyX۠AB}mh2b?ip= ף?@@yGz?b;>W۠AyX۠Aeb?ip= ף?@@yGz?^>W۠AyX۠Am>a?ip= ף?@@yGz?6rT>W۠AyX۠AF8a?ip= ף?@@yGz?zc >W۠AyX۠A"Ka?ip= ף?@@yGz?[ TƦ>W۠AyX۠AVça?ip= ף?@@yGz?OFs>W۠AyX۠A`Ia?ip= ף?@@yGz?:G7( >W۠AyX۠A|Sra?jp= ף?@@yGz?(.>W۠AyX۠AvVxXa?ip= ף?@@yGz?Q>W۠AyX۠AƭNm>a?ip= ף?@@yGz?  Gt>W۠AyX۠AA"%a?ip= ף?@@yGz?W۠AyX۠AB. a?ip= ף?@@yGz?`l>W۠AyX۠A` g`?ip= ף?@@yGz?̛eܧ>W۠AyX۠Av*R`?ip= ף?@@yGz?:$>W۠AyX۠A:i>`?ip= ף?@@yGz?h!>W۠AyX۠AZ)`oة`?ip= ף?@@yGz?*D>W۠AyX۠Aٳ`?ip= ף?@@yGz?Y9g>W۠AyX۠A$yrz`?ip= ף?@@yGz?5>W۠AyX۠ASZ $c`?ip= ף?@@yGz?by>W۠AyX۠A 1L`?ip= ף?@@yGz?wXϨ>W۠AyX۠As J5`?ip= ף?@@yGz?Ai >W۠AyX۠A-`?ip= ף?@@yGz?FFZ>W۠AyX۠Ayao`?ip= ף?@@yGz?vKw7>W۠AyX۠A*e_?jp= ף?@@yGz?<,Z>W۠AyX۠An#_?hp= ף?@@yGz?.|>W۠AyX۠A T_?ip= ף?@@yGz?hW>W۠AyX۠A, 0#c_?jp= ף?@@yGz?3K©>W۠AyX۠A=8_?jp= ף?@@yGz?Ec>W۠AyX۠A#_?jp= ף?@@yGz?#>W۠AyX۠Aף^?ip= ף?@@yGz?"gi*>W۠AyX۠AI*^?ip= ף?@@yGz?M>W۠AyX۠A0n ^?ip= ף?@@yGz? o>W۠AyX۠Ak^?ip= ף?@@yGz?lP4>W۠AyX۠Ao+D^?ip= ף?@@yGz?x=>W۠AyX۠AV@c^?jp= ף?@@yGz?Iת>W۠AyX۠A h]?ip= ף?@@yGz?Iך>e~W۠AyX۠A hm?Q?@@yGz?$E}\>e~W۠AyX۠A Tt4m?Q?@@yGz?m_b>e~W۠AyX۠AO^m?Q?@@yGz?UB0>e~W۠AyX۠A.M%Qm?Q?@@yGz?*$>e~W۠AyX۠A( l?Q?@@yGz?f3>e~W۠AyX۠A3=(l?Q?@@yGz?umx>e~W۠AyX۠Aս?l?Q?@@yGz?LGw׽>e~W۠AyX۠A2 fk?Q?@@yGz?*A>e~W۠AyX۠Artk?Q?@@yGz? H>e~W۠AyX۠AȆʾvk?Q?@@yGz?ct>e~W۠AyX۠A 7>6k?Q?@@yGz?˜Vӝ>e~W۠AyX۠A#j?Q?@@yGz?!!9>e~W۠AyX۠AMuj?Q?@@yGz?zS^>e~W۠AyX۠A{j?Q?@@yGz?X1>e~W۠AyX۠A}?j?Q?@@yGz?4>&>e~W۠AyX۠A޿j?Q?@@yGz?BÐ.>e~W۠AyX۠A'Ipi?Q?@@yGz?ʥs>e~W۠AyX۠Acݑi?Q?@@yGz?ZSd>e~W۠AyX۠A1Yi?Q?@@yGz?j>e~W۠AyX۠A֝>^"i?Q?@@yGz?B &">e~W۠AyX۠A.h?Q?@@yGz?;D>e~W۠AyX۠A5Fh?Q?@@yGz?k: g>e~W۠AyX۠AI>`h?Q?@@yGz?~:>e~W۠AyX۠A*=Oh?Q?@@yGz?ﬠ>e~W۠AyX۠AiZVh?Q?@@yGz?iݤϠ>e~W۠AyX۠AKfg?Q?@@yGz?(KY>e~W۠AyX۠A]g?Q?@@yGz?FX>e~W۠AyX۠AsdZg?Q?@@yGz?Ӱ7>e~W۠AyX۠ArZg?Q?@@yGz?"xZ>e~W۠AyX۠A~0,g?Q?@@yGz?[-}>e~W۠AyX۠A =4f?Q?@@yGz?⟡>e~W۠AyX۠ADEf?Q?@@yGz?mEu¡>e~W۠AyX۠A^[:Vf?Q?@@yGz?t(gL>e~W۠AyX۠AHGnmxf?Q?@@yGz?JlX>e~W۠AyX۠AJ6-Mf?Q?@@yGz?ӰI*>e~W۠AyX۠AQ!"f?Q?@@yGz?&:kM>e~W۠AyX۠Ame?Q?@@yGz?29, p>e~W۠AyX۠A[(=e?Q?@@yGz?b}Ւ>e~W۠AyX۠A|>|e?Q?@@yGz?q>e~W۠AyX۠ADe~W۠AyX۠Ay1¼Ve?Q?@@yGz?NI>e~W۠AyX۠Aw`/e?Q?@@yGz?>e~W۠AyX۠A]o@ e?Q?@@yGz?*O]@>e~W۠AyX۠APfSd?Q?@@yGz?~c>e~W۠AyX۠AVߠd?Q?@@yGz?ZDž>e~W۠AyX۠Ad?Q?@@yGz?tݞ|>e~W۠AyX۠Ajtd?Q?@@yGz? 1ˣ>e~W۠AyX۠A](EPd?Q?@@yGz?Q<'>e~W۠AyX۠AO r-d?Q?@@yGz?kk{>e~W۠AyX۠Ab9 d?Q?@@yGz?.lP3>e~W۠AyX۠ATc?Q?@@yGz?]V>e~W۠AyX۠A8"c?Q?@@yGz? 7Ox>e~W۠AyX۠A͜c `?Q?@@yGz?x)|@o>e~W۠AyX۠AG揇c?Q?@@yGz?X1$>e~W۠AyX۠Av3nbc?Q?@@yGz?T#>e~W۠AyX۠A?^ Bc?Q?@@yGz?ŷH>e~W۠AyX۠Aoۄ"c?Q?@@yGz?2C&>e~W۠AyX۠Adwdpc?Q?@@yGz?H>e~W۠AyX۠ADob?Q?@@yGz?Fk>e~W۠AyX۠ArEmb?Q?@@yGz?xuYa>e~W۠AyX۠A~b?Q?@@yGz?ꤝ>e~W۠AyX۠Ajb?Q?@@yGz?Yӥ>e~W۠AyX۠A:Flb?Q?@@yGz?&>e~W۠AyX۠ACY)Ob?Q?@@yGz?63j5>e~W۠AyX۠AB}mh2b?Q?@@yGz?b;>e~W۠AyX۠Aeb?Q?@@yGz?^>e~W۠AyX۠Am>a?Q?@@yGz?6rT>e~W۠AyX۠AF8a?Q?@@yGz?zc >e~W۠AyX۠A"Ka?Q?@@yGz?\ TƦ>e~W۠AyX۠AVça?Q?@@yGz?OFs>e~W۠AyX۠A`Ia?Q?@@yGz?:G7( >e~W۠AyX۠A|Sra?Q?@@yGz?(.>e~W۠AyX۠AvVxXa?Q?@@yGz?Q>e~W۠AyX۠AƭNm>a?Q?@@yGz?  Gt>e~W۠AyX۠AA"%a?Q?@@yGz?e~W۠AyX۠AB. a?Q?@@yGz?`l>e~W۠AyX۠A` g`?Q?@@yGz?˛eܧ>e~W۠AyX۠Av*R`?Q?@@yGz?:$>e~W۠AyX۠A:i>`?Q?@@yGz?h!>e~W۠AyX۠AZ)`oة`?Q?@@yGz?*D>e~W۠AyX۠Aٳ`?Q?@@yGz?Y9g>e~W۠AyX۠A$yrz`?Q?@@yGz?5>e~W۠AyX۠ASZ $c`?Q?@@yGz?by>e~W۠AyX۠A 1L`?Q?@@yGz?wXϨ>e~W۠AyX۠As J5`?Q?@@yGz?Ai >e~W۠AyX۠A-`?Q?@@yGz?FFZ>e~W۠AyX۠Ayao`?Q?@@yGz?vKw7>e~W۠AyX۠A*e_?Q?@@yGz?<,Z>e~W۠AyX۠An#_?Q?@@yGz?.|>e~W۠AyX۠A T_?Q?@@yGz?hW>e~W۠AyX۠A, 0#c_?Q?@@yGz?3K©>e~W۠AyX۠A=8_?Q?@@yGz?Dc>e~W۠AyX۠A#_?Q?@@yGz?#>e~W۠AyX۠Aף^?Q?@@yGz?"gi*>e~W۠AyX۠AI*^?Q?@@yGz?M>e~W۠AyX۠A0n ^?Q?@@yGz? o>e~W۠AyX۠Ak^?Q?@@yGz?kP4>e~W۠AyX۠Ao+D^?Q?@@yGz?x=>e~W۠AyX۠AV@c^?Q?@@yGz?Iת>e~W۠AyX۠A h]?Q?@@yGz?Iך>yW۠AyX۠A hm??@@yGz?%E}\>yW۠AyX۠A Tt4m??@@yGz?m_b>yW۠AyX۠AO^m??@@yGz?UB0>yW۠AyX۠A.M%Qm??@@yGz?*$>yW۠AyX۠A( l??@@yGz?f3>yW۠AyX۠A3=(l??@@yGz?tmx>yW۠AyX۠Aս?l??@@yGz?KGw׽>yW۠AyX۠A2 fk??@@yGz?*A>yW۠AyX۠Artk??@@yGz? H>yW۠AyX۠AȆʾvk??@@yGz?ct>yW۠AyX۠A 7>6k??@@yGz?˜Vӝ>yW۠AyX۠A#j??@@yGz?!!9>yW۠AyX۠AMuj??@@yGz?zS^>yW۠AyX۠A{j??@@yGz?X1>yW۠AyX۠A}?j??@@yGz?5>&>yW۠AyX۠A޿j??@@yGz?BÐ.>yW۠AyX۠A'Ipi??@@yGz?ʥs>yW۠AyX۠Acݑi??@@yGz?ZSd>yW۠AyX۠A1Yi??@@yGz?j>yW۠AyX۠Aם>^"i??@@yGz?B &">yW۠AyX۠A.h??@@yGz?;D>yW۠AyX۠A5Fh??@@yGz?k: g>yW۠AyX۠AI>`h??@@yGz?~:>yW۠AyX۠A+=Oh??@@yGz?ﬠ>yW۠AyX۠AiZVh??@@yGz?iݤϠ>yW۠AyX۠AKfg??@@yGz?(KY>yW۠AyX۠A]g??@@yGz?FX>yW۠AyX۠AsdZg??@@yGz?Ӱ7>yW۠AyX۠ArZg??@@yGz?"xZ>yW۠AyX۠A0,g??@@yGz?[-}>yW۠AyX۠A=4f??@@yGz?⟡>yW۠AyX۠ADEf??@@yGz?mEu¡>yW۠AyX۠A^[:Vf??@@yGz?t(gL>yW۠AyX۠AHGnmxf??@@yGz?JlX>yW۠AyX۠AJ6-Mf??@@yGz?ӰI*>yW۠AyX۠AQ!"f??@@yGz?&:kM>yW۠AyX۠Ame??@@yGz?29, p>yW۠AyX۠A[(=e??@@yGz?b}Ւ>yW۠AyX۠A|>|e??@@yGz?q>yW۠AyX۠ADyW۠AyX۠Ay1¼Ve??@@yGz?NI>yW۠AyX۠Av`/e??@@yGz?>yW۠AyX۠A]o@ e??@@yGz?*O]@>yW۠AyX۠AQfSd??@@yGz?~c>yW۠AyX۠AVߠd??@@yGz?ZDž>yW۠AyX۠Ad??@@yGz?uݞ|>yW۠AyX۠Ajtd??@@yGz? 1ˣ>yW۠AyX۠A](EPd??@@yGz?Q<'>yW۠AyX۠AO r-d??@@yGz?kk{>yW۠AyX۠Ab9 d??@@yGz?.lP3>yW۠AyX۠ATc??@@yGz?]V>yW۠AyX۠A8"c??@@yGz? 7Ox>yW۠AyX۠A͜c??@@yGz?x)|@o>yW۠AyX۠AF揇c??@@yGz?X1$>yW۠AyX۠Aw3nbc??@@yGz?U#>yW۠AyX۠A>^ Bc??@@yGz?ķH>yW۠AyX۠Aoۄ"c??@@yGz?2C&>yW۠AyX۠Adwdpc??@@yGz?H>yW۠AyX۠ADob??@@yGz?Fk>yW۠AyX۠ArEmb??@@yGz?xuYa>yW۠AyX۠A~b??@@yGz?ꤝ>yW۠AyX۠Akb??@@yGz?Yӥ>yW۠AyX۠A;Flb??@@yGz?&>yW۠AyX۠ABY)Ob??@@yGz?63j5>yW۠AyX۠AB}mh2b??@@yGz?b;>yW۠AyX۠Aeb??@@yGz?^>yW۠AyX۠Am>a??@@yGz?6rT>yW۠AyX۠AF8a??@@yGz?zc >yW۠AyX۠A"Ka??@@yGz?[ TƦ>yW۠AyX۠AVça??@@yGz?OFs>yW۠AyX۠A`Ia??@@yGz?:G7( >yW۠AyX۠A|Sra??@@yGz?(.>yW۠AyX۠AvVxXa??@@yGz?Q>yW۠AyX۠AƭNm>a??@@yGz?  Gt>yW۠AyX۠AA"%a??@@yGz?yW۠AyX۠AB. a??@@yGz?`l>yW۠AyX۠A` g`??@@yGz?̛eܧ>yW۠AyX۠Av*R`??@@yGz?:$>yW۠AyX۠A:i>`??@@yGz?h!>yW۠AyX۠AZ)`oة`??@@yGz?*D>yW۠AyX۠Aٳ`??@@yGz?Y9g>yW۠AyX۠A$yrz`??@@yGz?5>yW۠AyX۠ASZ $c`??@@yGz?by>yW۠AyX۠A 1L`??@@yGz?wXϨ>yW۠AyX۠As J5`??@@yGz?Ai >yW۠AyX۠A-`??@@yGz?FFZ>yW۠AyX۠Ayao`??@@yGz?vKw7>yW۠AyX۠A*e_??@@yGz?<,Z>yW۠AyX۠An#_??@@yGz?.|>yW۠AyX۠A T_??@@yGz?hW>yW۠AyX۠A, 0#c_??@@yGz?3K©>yW۠AyX۠A=8_??@@yGz?Ec>yW۠AyX۠A#_??@@yGz?#>yW۠AyX۠Aף^??@@yGz?"gi*>yW۠AyX۠AI*^??@@yGz?M>yW۠AyX۠A0n ^??@@yGz? o>yW۠AyX۠Ak^??@@yGz?lP4>yW۠AyX۠Ao+D^??@@yGz?x=>yW۠AyX۠AV@c^??@@yGz?Iת>yW۠AyX۠A h]??@a2U0*?Iך>32IAA6IAFGnmxv?A_,Œ?@a2U0*?%E}\>32IAA6IAz?W>v?A_,Œ?@a2U0*?m_b>32IAA6IAĻv?A_,Œ?@a2U0*?UB0>32IAA6IA[(=u?E_,Œ?@a2U0*?*$>32IAA6IAr^u?A_,Œ?@a2U0*?f3>32IAA6IANmqcu?A_,Œ?@a2U0*?tmx>32IAA6IAu`/u?A_,Œ?@a2U0*?KGw׽>32IAA6IAΈt?E_,Œ?@a2U0*?*A>32IAA6IA@Wt?A_,Œ?@a2U0*? H>32IAA6IAt?A_,Œ?@a2U0*?ct>32IAA6IASJht?A_,Œ?@a2U0*?˜Vӝ>32IAA6IAZsf/9t?A_,Œ?@a2U0*?!!9>32IAA6IAa9 t?E_,Œ?@a2U0*?zS^>32IAA6IAmzDs?A_,Œ?@a2U0*?X1>32IAA6IAON3޼s?A_,Œ?@a2U0*?5>&>32IAA6IAE揇s?A_,Œ?@a2U0*?BÐ.>32IAA6IA6Xs?A_,Œ?@a2U0*?ʥs>32IAA6IA@A Tf-s?A_,Œ?@a2U0*?ZSd>32IAA6IAdwdps?A_,Œ?@a2U0*?j>32IAA6IAa0r?A_,Œ?@a2U0*?B &">32IAA6IA"r?A_,Œ?@a2U0*?;D>32IAA6IAhr?A_,Œ?@a2U0*?k: g>32IAA6IAQ.br?A_,Œ?@a2U0*?~:>32IAA6IAJU.;r?E_,Œ?@a2U0*?ﬠ>32IAA6IAer?A_,Œ?@a2U0*?iݤϠ>32IAA6IA鸍 q?A_,Œ?@a2U0*?(KY>32IAA6IAEq?E_,Œ?@a2U0*?FX>32IAA6IAVçq?E_,Œ?@a2U0*?Ӱ7>32IAA6IAU-q?E_,Œ?@a2U0*?"xZ>32IAA6IAK)$aq?E_,Œ?@a2U0*?[-}>32IAA6IAƭNm>q?A_,Œ?@a2U0*?⟡>32IAA6IAsWq?A_,Œ?@a2U0*?mEu¡>32IAA6IA4Ap?E_,Œ?@a2U0*?t(gL>32IAA6IAv*Rp?A_,Œ?@a2U0*?JlX>32IAA6IAp?A_,Œ?@a2U0*?ӰI*>32IAA6IA&jp?A_,Œ?@a2U0*?&:kM>32IAA6IAyrzp?A_,Œ?@a2U0*?29, p>32IAA6IAkDm[p?A_,Œ?@a2U0*?b}Ւ>32IAA6IAp.32IAA6IA-p?A_,Œ?@a2U0*??آ>32IAA6IA p?A_,Œ?@a2U0*?NI>32IAA6IA5o?A_,Œ?@a2U0*?>32IAA6IA To?A_,Œ?@a2U0*?*O]@>32IAA6IAz-To?A_,Œ?@a2U0*?~c>32IAA6IAOqvo?A_,Œ?@a2U0*?ZDž>32IAA6IAףn?A_,Œ?@a2U0*?uݞ|>32IAA6IAeh n?A_,Œ?@a2U0*? 1ˣ>32IAA6IA!32IAA6IAo+Dn?A_,Œ?@a2U0*?kk{>32IAA6IAn?A_,Œ?@a2U0*?.lP3>32IAA6IAk*m?A_,Œ?@a2U0*?]V>32IAA6IA Tt4m?A_,Œ?@a2U0*? 7Ox>32IAA6IAk4vm?A_,Œ?@a2U0*?x)|@o>32IAA6IAWKEm?A_,Œ?@a2U0*?X1$>32IAA6IA2M%Qm?A_,Œ?@a2U0*?U#>32IAA6IA\ɍl?A_,Œ?@a2U0*?ķH>32IAA6IA'IGCl?A_,Œ?@a2U0*?2C&>32IAA6IA3=(l?A_,Œ?@a2U0*?H>32IAA6IA VVl?A_,Œ?@a2U0*?Fk>32IAA6IA+#(l?A_,Œ?@a2U0*?xuYa>32IAA6IA4 fk?A_,Œ?@a2U0*?ꤝ>32IAA6IA-k?A_,Œ?@a2U0*?Yӥ>32IAA6IAXjk?A_,Œ?@a2U0*?&>32IAA6IAȆʾvk?E_,Œ?@a2U0*?63j5>32IAA6IA;Kk?A_,Œ?@a2U0*?b;>32IAA6IA%!k?A_,Œ?@a2U0*?^>32IAA6IA$j?A_,Œ?@a2U0*?6rT>32IAA6IAiTj?A_,Œ?@a2U0*?zc >32IAA6IAS4q>j?A_,Œ?@a2U0*?[ TƦ>32IAA6IA{j?A_,Œ?@a2U0*?OFs>32IAA6IAwSj?A_,Œ?@a2U0*?:G7( >32IAA6IA+;+j?E_,Œ?@a2U0*?(.>32IAA6IA޿j?A_,Œ?@a2U0*?Q>32IAA6IA#i?A_,Œ?@a2U0*?  Gt>32IAA6IA#i?A_,Œ?@a2U0*?32IAA6IAcݑi?A_,Œ?@a2U0*?`l>32IAA6IA@vli?A_,Œ?@a2U0*?̛eܧ>32IAA6IA1<@{Gi?A_,Œ?@a2U0*?:$>32IAA6IAם>^"i?A_,Œ?@a2U0*?h!>32IAA6IA>h?A_,Œ?@a2U0*?*D>32IAA6IAƍxWh?A_,Œ?@a2U0*?Y9g>32IAA6IA6Fh?A_,Œ?@a2U0*?5>32IAA6IA|h?A_,Œ?@a2U0*?by>32IAA6IA"rh?A_,Œ?@a2U0*?wXϨ>32IAA6IA,=Oh?A_,Œ?@a2U0*?Ai >32IAA6IAD.h?A_,Œ?@a2U0*?FFZ>32IAA6IA_6 h?A_,Œ?@a2U0*?vKw7>32IAA6IAKfg?E_,Œ?@a2U0*?<,Z>32IAA6IAZg?C_,Œ?@a2U0*?.|>32IAA6IA }hg?A_,Œ?@a2U0*?hW>32IAA6IAsdZg?E_,Œ?@a2U0*?3K©>32IAA6IA4jg?E_,Œ?@a2U0*?Ec>32IAA6IAS?Kg?E_,Œ?@a2U0*?#>32IAA6IA0,g?A_,Œ?@a2U0*?"gi*>32IAA6IAo_t g?A_,Œ?@a2U0*?M>32IAA6IA.f?A_,Œ?@a2U0*? o>32IAA6IAEEf?A_,Œ?@a2U0*?lP4>32IAA6IAN f?A_,Œ?@a2U0*?x=>32IAA6IA?0ʠf?E_,Œ?@a2U0*?Iת>32IAA6IAFGnmxf?A_,Œ?@`2U0*?Iך>dm/IAA6IADGnmxv?ԾX%?@`2U0*?$E}\>dm/IAA6IA{?W>v?ԾX%?@`2U0*?m_b>dm/IAA6IAĻv?ԾX%?@`2U0*?UB0>dm/IAA6IA[(=u?ؾX%?@`2U0*?*$>dm/IAA6IAp^u?ԾX%?@`2U0*?f3>dm/IAA6IAOmqcu?ԾX%?@`2U0*?umx>dm/IAA6IAu`/u?ԾX%?@`2U0*?LGw׽>dm/IAA6IAΈt?ؾX%?@`2U0*?*A>dm/IAA6IAAWt?ԾX%?@`2U0*? H>dm/IAA6IAt?ԾX%?@`2U0*?ct>dm/IAA6IASJht?ԾX%?@`2U0*?˜Vӝ>dm/IAA6IA[sf/9t?ԾX%?@`2U0*?!!9>dm/IAA6IA_9 t?ؾX%?@`2U0*?zS^>dm/IAA6IAlzDs?ԾX%?@`2U0*?X1>dm/IAA6IAON3޼s?ԾX%?@`2U0*?4>&>dm/IAA6IAF揇s?ԾX%?@`2U0*?BÐ.>dm/IAA6IA6Xs?ԾX%?@`2U0*?ʥs>dm/IAA6IA?A Tf-s?ԾX%?@`2U0*?ZSd>dm/IAA6IAdwdps?ԾX%?@`2U0*?j>dm/IAA6IA`0r?ԾX%?@`2U0*?B &">dm/IAA6IA"r?ԾX%?@`2U0*?;D>dm/IAA6IAhr?ԾX%?@`2U0*?k: g>dm/IAA6IAQ.br?ԾX%?@`2U0*?~:>dm/IAA6IAJU.;r?ؾX%?@`2U0*?ﬠ>dm/IAA6IAer?ԾX%?@`2U0*?iݤϠ>dm/IAA6IA鸍 q?ԾX%?@`2U0*?(KY>dm/IAA6IAEq?ؾX%?@`2U0*?FX>dm/IAA6IAVçq?ؾX%?@`2U0*?Ӱ7>dm/IAA6IAU-q?ؾX%?@`2U0*?"xZ>dm/IAA6IAK)$aq?ؾX%?@`2U0*?[-}>dm/IAA6IAƭNm>q?ԾX%?@`2U0*?⟡>dm/IAA6IAsWq?ԾX%?@`2U0*?mEu¡>dm/IAA6IA4Ap?ؾX%?@`2U0*?t(gL>dm/IAA6IAv*Rp?ԾX%?@`2U0*?JlX>dm/IAA6IAp?ԾX%?@`2U0*?ӰI*>dm/IAA6IA&jp?ԾX%?@`2U0*?&:kM>dm/IAA6IAyrzp?ԾX%?@`2U0*?29, p>dm/IAA6IAkDm[p?ԾX%?@`2U0*?b}Ւ>dm/IAA6IAp.dm/IAA6IA-p?ԾX%?@`2U0*??آ>dm/IAA6IA p?ԾX%?@`2U0*?NI>dm/IAA6IA5o?ԾX%?@`2U0*?>dm/IAA6IA To?ԾX%?@`2U0*?*O]@>dm/IAA6IAx-To?ԾX%?@`2U0*?~c>dm/IAA6IAOqvo?ԾX%?@`2U0*?ZDž>dm/IAA6IAףn?ԾX%?@`2U0*?tݞ|>dm/IAA6IAeh n?ԾX%?@`2U0*? 1ˣ>dm/IAA6IA!dm/IAA6IAo+Dn?ԾX%?@`2U0*?kk{>dm/IAA6IAn?ԾX%?@`2U0*?.lP3>dm/IAA6IAk*m?ԾX%?@`2U0*?]V>dm/IAA6IA Tt4m?ԾX%?@`2U0*? 7Ox>dm/IAA6IAk4vm?ԾX%?@`2U0*?x)|@o>dm/IAA6IAWKEm?ԾX%?@`2U0*?X1$>dm/IAA6IA2M%Qm?ԾX%?@`2U0*?T#>dm/IAA6IAZɍl?ԾX%?@`2U0*?ŷH>dm/IAA6IA'IGCl?ԾX%?@`2U0*?2C&>dm/IAA6IA3=(l?ԾX%?@`2U0*?H>dm/IAA6IA VVl?ԾX%?@`2U0*?Fk>dm/IAA6IA+#(l?ԾX%?@`2U0*?xuYa>dm/IAA6IA5 fk?ԾX%?@`2U0*?ꤝ>dm/IAA6IA-k?ԾX%?@`2U0*?Yӥ>dm/IAA6IAXjk?ԾX%?@`2U0*?&>dm/IAA6IAȆʾvk?ؾX%?@`2U0*?63j5>dm/IAA6IA;Kk?ԾX%?@`2U0*?b;>dm/IAA6IA%!k?ԾX%?@`2U0*?^>dm/IAA6IA$j?ԾX%?@`2U0*?6rT>dm/IAA6IAiTj?ԾX%?@`2U0*?zc >dm/IAA6IAS4q>j?ԾX%?@`2U0*?\ TƦ>dm/IAA6IA{j?ԾX%?@`2U0*?OFs>dm/IAA6IAuSj?ԾX%?@`2U0*?:G7( >dm/IAA6IA+;+j?ؾX%?@`2U0*?(.>dm/IAA6IA޿j?ԾX%?@`2U0*?Q>dm/IAA6IA#i?ԾX%?@`2U0*?  Gt>dm/IAA6IA#i?ԾX%?@`2U0*?dm/IAA6IAcݑi?ԾX%?@`2U0*?`l>dm/IAA6IA@vli?ԾX%?@`2U0*?˛eܧ>dm/IAA6IA1<@{Gi?ԾX%?@`2U0*?:$>dm/IAA6IA֝>^"i?ԾX%?@`2U0*?h!>dm/IAA6IA>h?ԾX%?@`2U0*?*D>dm/IAA6IAƍxWh?ԾX%?@`2U0*?Y9g>dm/IAA6IA4Fh?ԾX%?@`2U0*?5>dm/IAA6IA|h?ԾX%?@`2U0*?by>dm/IAA6IA"rh?ԾX%?@`2U0*?wXϨ>dm/IAA6IA)=Oh?ԾX%?@`2U0*?Ai >dm/IAA6IAD.h?ԾX%?@`2U0*?FFZ>dm/IAA6IA_6 h?ԾX%?@`2U0*?vKw7>dm/IAA6IAKfg?ؾX%?@`2U0*?<,Z>dm/IAA6IA Zg?־X%?@`2U0*?.|>dm/IAA6IA }hg?ԾX%?@`2U0*?hW>dm/IAA6IAsdZg?ؾX%?@`2U0*?3K©>dm/IAA6IA4jg?ؾX%?@`2U0*?Dc>dm/IAA6IAS?Kg?ؾX%?@`2U0*?#>dm/IAA6IA0,g?ԾX%?@`2U0*?"gi*>dm/IAA6IAo_t g?ԾX%?@`2U0*?M>dm/IAA6IA.f?ԾX%?@`2U0*? o>dm/IAA6IAEEf?ԾX%?@`2U0*?kP4>dm/IAA6IAN f?ԾX%?@`2U0*?x=>dm/IAA6IA?0ʠf?ؾX%?@`2U0*?Iת>dm/IAA6IADGnmxf?ԾX%?@a2U0*?Iך>,IAA6IADGnmxv?gQ?@a2U0*?%E}\>,IAA6IA|?W>v?gQ?@a2U0*?m_b>,IAA6IAĻv?gQ?@a2U0*?UB0>,IAA6IA[(=u?iQ?@a2U0*?*$>,IAA6IAp^u?gQ?@a2U0*?f3>,IAA6IANmqcu?gQ?@a2U0*?tmx>,IAA6IAu`/u?gQ?@a2U0*?KGw׽>,IAA6IAΈt?iQ?@a2U0*?*A>,IAA6IABWt?gQ?@a2U0*? H>,IAA6IAt?gQ?@a2U0*?ct>,IAA6IASJht?gQ?@a2U0*?˜Vӝ>,IAA6IAZsf/9t?gQ?@a2U0*?!!9>,IAA6IA_9 t?iQ?@a2U0*?zS^>,IAA6IAmzDs?gQ?@a2U0*?X1>,IAA6IAON3޼s?gQ?@a2U0*?5>&>,IAA6IAG揇s?gQ?@a2U0*?BÐ.>,IAA6IA6Xs?gQ?@a2U0*?ʥs>,IAA6IA>A Tf-s?gQ?@a2U0*?ZSd>,IAA6IAdwdps?gQ?@a2U0*?j>,IAA6IAa0r?gQ?@a2U0*?B &">,IAA6IA"r?gQ?@a2U0*?;D>,IAA6IAhr?gQ?@a2U0*?k: g>,IAA6IAQ.br?gQ?@a2U0*?~:>,IAA6IAJU.;r?iQ?@a2U0*?ﬠ>,IAA6IAer?gQ?@a2U0*?iݤϠ>,IAA6IA鸍 q?gQ?@a2U0*?(KY>,IAA6IAEq?iQ?@a2U0*?FX>,IAA6IAVçq?iQ?@a2U0*?Ӱ7>,IAA6IAU-q?iQ?@a2U0*?"xZ>,IAA6IAK)$aq?iQ?@a2U0*?[-}>,IAA6IAƭNm>q?gQ?@a2U0*?⟡>,IAA6IAsWq?gQ?@a2U0*?mEu¡>,IAA6IA4Ap?iQ?@a2U0*?t(gL>,IAA6IAv*Rp?gQ?@a2U0*?JlX>,IAA6IAp?gQ?@a2U0*?ӰI*>,IAA6IA&jp?gQ?@a2U0*?&:kM>,IAA6IAyrzp?gQ?@a2U0*?29, p>,IAA6IAkDm[p?gQ?@a2U0*?b}Ւ>,IAA6IAp.,IAA6IA-p?gQ?@a2U0*??آ>,IAA6IA p?gQ?@a2U0*?NI>,IAA6IA5o?gQ?@a2U0*?>,IAA6IA To?gQ?@a2U0*?*O]@>,IAA6IAw-To?gQ?@a2U0*?~c>,IAA6IANqvo?gQ?@a2U0*?ZDž>,IAA6IAףn?gQ?@a2U0*?uݞ|>,IAA6`IAeh n?gQ?@a2U0*? 1ˣ>,IAA6IA!,IAA6IAo+Dn?gQ?@a2U0*?kk{>,IAA6IAn?gQ?@a2U0*?.lP3>,IAA6IAk*m?gQ?@a2U0*?]V>,IAA6IA Tt4m?gQ?@a2U0*? 7Ox>,IAA6IAk4vm?gQ?@a2U0*?x)|@o>,IAA6IAWKEm?gQ?@a2U0*?X1$>,IAA6IA2M%Qm?gQ?@a2U0*?U#>,IAA6IAXɍl?gQ?@a2U0*?ķH>,IAA6IA'IGCl?gQ?@a2U0*?2C&>,IAA6IA3=(l?gQ?@a2U0*?H>,IAA6IA VVl?gQ?@a2U0*?Fk>,IAA6IA+#(l?gQ?@a2U0*?xuYa>,IAA6IA4 fk?gQ?@a2U0*?ꤝ>,IAA6IA-k?gQ?@a2U0*?Yӥ>,IAA6IAXjk?gQ?@a2U0*?&>,IAA6IAȆʾvk?iQ?@a2U0*?63j5>,IAA6IA;Kk?gQ?@a2U0*?b;>,IAA6IA%!k?gQ?@a2U0*?^>,IAA6IA$j?gQ?@a2U0*?6rT>,IAA6IAiTj?gQ?@a2U0*?zc >,IAA6IAS4q>j?gQ?@a2U0*?[ TƦ>,IAA6IA{j?gQ?@a2U0*?OFs>,IAA6IAuSj?gQ?@a2U0*?:G7( >,IAA6IA+;+j?iQ?@a2U0*?(.>,IAA6IA޿j?gQ?@a2U0*?Q>,IAA6IA#i?gQ?@a2U0*?  Gt>,IAA6IA#i?gQ?@a2U0*?,IAA6IAcݑi?gQ?@a2U0*?`l>,IAA6IA@vli?gQ?@a2U0*?̛eܧ>,IAA6IA1<@{Gi?gQ?@a2U0*?:$>,IAA6IAם>^"i?gQ?@a2U0*?h!>,IAA6IA>h?gQ?@a2U0*?*D>,IAA6IAƍxWh?gQ?@a2U0*?Y9g>,IAA6IA4Fh?gQ?@a2U0*?5>,IAA6IA|h?gQ?@a2U0*?by>,IAA6IA"rh?gQ?@a2U0*?wXϨ>,IAA6IA)=Oh?gQ?@a2U0*?Ai >,IAA6IAD.h?gQ?@a2U0*?FFZ>,IAA6IA_6 h?gQ?@a2U0*?vKw7>,IAA6IAKfg?iQ?@a2U0*?<,Z>,IAA6IA Zg?iQ?@a2U0*?.|>,IAA6IA }hg?gQ?@a2U0*?hW>,IAA6IAsdZg?iQ?@a2U0*?3K©>,IAA6IA4jg?iQ?@a2U0*?Ec>,IAA6IAS?Kg?iQ?@a2U0*?#>,IAA6IA~0,g?gQ?@a2U0*?"gi*>,IAA6IAo_t g?gQ?@a2U0*?M>,IAA6IA.f?gQ?@a2U0*? o>,IAA6IAEEf?gQ?@a2U0*?lP4>,IAA6IAN f?gQ?@a2U0*?x=>,IAA6IA?0ʠf?iQ?@a2U0*?Iת>,IAA6IADGnmxf?gQ?@`2U0*?Iך>ę(IAA6IADGnmxv?}K?@`2U0*?$E}\>ę(IAA6IA{?W>v?}K?@`2U0*?m_b>ę(IAA6IAĻv?}K?@`2U0*?UB0>ę(IAA6IA[(=u?}K?@`2U0*?*$>ę(IAA6IAp^u?}K?@`2U0*?f3>ę(IAA6IAOmqcu?}K?@`2U0*?umx>ę(IAA6IAu`/u?}K?@`2U0*?LGw׽>ę(IAA6IAΈt?}K?@`2U0*?*A>ę(IAA6IAAWt?}K?@`2U0*? H>ę(IAA6IAt?}K?@`2U0*?ct>ę(IAA6IASJht?}K?@`2U0*?˜Vӝ>ę(IAA6IA[sf/9t?}K?@`2U0*?!!9>ę(IAA6IA_9 t?}K?@`2U0*?zS^>ę(IAA6IAlzDs?}K?@`2U0*?X1>ę(IAA6IAON3޼s?}K?@`2U0*?4>&>ę(IAA6IAF揇s?}K?@`2U0*?BÐ.>ę(IAA6IA6Xs?}K?@`2U0*?ʥs>ę(IAA6IA?A Tf-s?}K?@`2U0*?ZSd>ę(IAA6IAdwdps?}K?@`2U0*?j>ę(IAA6IA`0r?}K?@`2U0*?B &">ę(IAA6IA"r?}K?@`2U0*?;D>ę(IAA6IAhr?}K?@`2U0*?k: g>ę(IAA6IAQ.br?}K?@`2U0*?~:>ę(IAA6IAJU.;r?}K?@`2U0*?ﬠ>ę(IAA6IAer?}K?@`2U0*?iݤϠ>ę(IAA6IA鸍 q?}K?@`2U0*?(KY>ę(IAA6IAEq?}K?@`2U0*?FX>ę(IAA6IAVçq?}K?@`2U0*?Ӱ7>ę(IAA6IAU-q?}K?@`2U0*?"xZ>ę(IAA6IAK)$aq?}K?@`2U0*?[-}>ę(IAA6IAƭNm>q?}K?@`2U0*?⟡>ę(IAA6IAsWq?}K?@`2U0*?mEu¡>ę(IAA6IA4Ap?}K?@`2U0*?t(gL>ę(IAA6IAv*Rp?}K?@`2U0*?JlX>ę(IAA6IAp?}K?@`2U0*?ӰI*>ę(IAA6IA&jp?}K?@`2U0*?&:kM>ę(IAA6IAyrzp?}K?@`2U0*?29, p>ę(IAA6IAkDm[p?}K?@`2U0*?b}Ւ>ę(IAA6IAp.ę(IAA6IA-p?}K?@`2U0*??آ>ę(IAA6IA p?}K?@`2U0*?NI>ę(IAA6IA5o?}K?@`2U0*?>ę(IAA6IA To?}K?@`2U0*?*O]@>ę(IAA6IAv-To?}K?@`2U0*?~c>ę(IAA6IAOqvo?}K?@`2U0*?ZDž>ę(IAA6IAףn?}K?@`2U0*?tݞ|>ę(IAA6IAeh n?}K?@`2U0*? 1ˣ>ę(IAA6IA!ę(IAA6IAo+Dn?}K?@`2U0*?kk{>ę(IAA6IAn?}K?@`2U0*?.lP3>ę(IAA6IAk*m?}K?@`2U0*?]V>ę(IAA6IA Tt4m?}K?@`2U0*? 7Ox>ę(IAA6IAk4vm?}K?@`2U0*?x)|@o>ę(IAA6IAWKEm?}K?@`2U0*?X1$>ę(IAA6IA2M%Qm?}K?@`2U0*?T#>ę(IAA6IAWɍl?}K?@`2U0*?ŷH>ę(IAA6IA'IGCl?}K?@`2U0*?2C&>ę(IAA6IA3=(l?}K?@`2U0*?H>ę(IAA6IA VVl?}K?@`2U0*?Fk>ę(IAA6IA+#(l?}K?@`2U0*?xuYa>ę(IAA6IA5 fk?}K?@`2U0*?ꤝ>ę(IAA6IA-k?}K?@`2U0*?Yӥ>ę(IAA6IAXjk?}K?@`2U0*?&>ę(IAA6IAȆʾvk?}K?@`2U0*?63j5>ę(IAA6IA;Kk?}K?@`2U0*?b;>ę(IAA6IA%!k?}K?@`2U0*?^>ę(IAA6IA$j?}K?@`2U0*?6rT>ę(IAA6IAiTj?}K?@`2U0*?zc >ę(IAA6IAS4q>j?}K?@`2U0*?\ TƦ>ę(IAA6IA{j?}K?@`2U0*?OFs>ę(IAA6IAuSj?}K?@`2U0*?:G7( >ę(IAA6IA+;+j?}K?@`2U0*?(.>ę(IAA6IA޿j?}K?@`2U0*?Q>ę(IAA6IA#i?}K?@`2U0*?  Gt>ę(IAA6IA#i?}K?@`2U0*?ę(IAA6IAcݑi?}K?@`2U0*?`l>ę(IAA6IA@vli?}K?@`2U0*?˛eܧ>ę(IAA6IA1<@{Gi?}K?@`2U0*?:$>ę(IAA6IA֝>^"i?}K?@`2U0*?h!>ę(IAA6IA>h?}K?@`2U0*?*D>ę(IAA6IAƍxWh?}K?@`2U0*?Y9g>ę(IAA6IA4Fh?}K?@`2U0*?5>ę(IAA6IA|h?}K?@`2U0*?by>ę(IAA6IA"rh?}K?@`2U0*?wXϨ>ę(IAA6IA)=Oh?}K?@`2U0*?Ai >ę(IAA6IAD.h?}K?@`2U0*?FFZ>ę(IAA6IA_6 h?}K?@`2U0*?vKw7>ę(IAA6IAKfg?}K?@`2U0*?<,Z>ę(IAA6IA Zg?}K?@`2U0*?.|>ę(IAA6IA }hg?}K?@`2U0*?hW>ę(IAA6IAsdZg?}K?@`2U0*?3K©>ę(IAA6IA4jg?}K?@`2U0*?Dc>ę(IAA6IAS?Kg?}K?@`2U0*?#>ę(IAA6IA0,g?}K?@`2U0*?"gi*>ę(IAA6IAo_t g?}K?@`2U0*?M>ę(IAA6IA.f?}K?@`2U0*? o>ę(IAA6IAEEf?}K?@`2U0*?kP4>ę(IAA6IAN f?}K?@`2U0*?x=>ę(IAA6IA?0ʠf?}K?@`2U0*?Iת>ę(IAA6IADGnmxf?}K?@a2U0*?Iך>/%IA@6IADGnmxv??@a2U0*?%E}\>/%IA@6IA|?W>v??@a2U0*?m_b>/%IA@6IAĻv??@a2U0*?UB0>/%IA@6IA[(=u??@a2U0*?*$>/%IA@6IAp^u??@a2U0*?f3>/%IA@6IANmqcu??@a2U0*?tmx>/%IA@6IAu`/u??@a2U0*?KGw׽>/%IA@6IAΈt??@a2U0*?*A>/%IA@6IABWt??@a2U0*? H>/%IA@6IAt??@a2U0*?ct>/%IA@6IASJht??@a2U0*?˜Vӝ>/%IA@6IAZsf/9t??@a2U0*?!!9>/%IA@6IA_9 t??@a2U0*?zS^>/%IA@6IAmzDs??@a2U0*?X1>/%IA@6IAON3޼s??@a2U0*?5>&>/%IA@6IAG揇s??@a2U0*?BÐ.>/%IA@6IA6Xs??@a2U0*?ʥs>/%IA@6IA>A Tf-s??@a2U0*?ZSd>/%IA@6IAdwdps??@a2U0*?j>/%IA@6IAa0r??@a2U0*?B &">/%IA@6IA"r??@a2U0*?;D>/%IA@6IAhr??@a2U0*?k: g>/%IA@6IAQ.br??@a2U0*?~:>/%IA@6IAJU.;r??@a2U0*?ﬠ>/%IA@6IAer??@a2U0*?iݤϠ>/%IA@6IA鸍 q??@a2U0*?(KY>/%IA@6IAEq??@a2U0*?FX>/%IA@6IAVçq??@a2U0*?Ӱ7>/%IA@6IAU-q??@a2U0*?"xZ>/%IA@6IAK)$aq??@a2U0*?[-}>/%IA@6IAƭNm>q??@a2U0*?⟡>/%IA@6IAsWq??@a2U0*?mEu¡>/%IA@6IA4Ap??@a2U0*?t(gL>/%IA@6IAv*Rp??@a2U0*?JlX>/%IA@6IAp??@a2U0*?ӰI*>/%IA@6IA&jp??@a2U0*?&:kM>/%IA@6IAyrzp??@a2U0*?29, p>/%IA@6IAkDm[p??@a2U0*?b}Ւ>/%IA@6IAp./%IA@6IA-p??@a2U0*??آ>/%IA@6IA p??@a2U0*?NI>/%IA@6IA5o??@a2U0*?>/%IA@6IA To??@a2U0*?*O]@>/%IA@6IAw-To??@a2U0*?~c>/%IA@6IANqvo??@a2U0*?ZDž>/%IA@6IAףn??@a2U0*?uݞ|>/%IA@6IAeh n??@a2U0*? 1ˣ>/%IA@6IA!/%IA@6IAo+Dn??@a2U0*?kk{>/%IA@6IAn??@a2U0*?.lP3>/%IA@6IAk*m??@a2U0*?]V>/%IA@6IA Tt4m??@a2U0*? 7Ox>/%IA@6IAk4vm??@a2U0*?x)|@o>/%IA@6IAWKEm??@a2U0*?X1$>/%IA@6IA2M%Qm??@a2U0*?U#>/%IA@6IAXɍl??@a2U0*?ķH>/%IA@6IA'IGCl??@a2U0*?2C&>/%IA@6IA3=(l??@a2U0*?H>/%IA@6IA VVl??@a2U0*?Fk>/%IA@6IA+#(l??@a2U0*?xuYa>/%IA@6IA4 fk??@a2U0*?ꤝ>/%IA@6IA-k??@a2U0*?Yӥ>/%IA@6IAXjk??@a2U0*?&>/%IA@6IAȆʾvk??@a2U0*?63j5>/%IA@6IA;Kk??@a2U0*?b;>/%IA@6IA%!k??@a2U0*?^>/%IA@6IA$j??@a2U0*?6rT>/%IA@6IAiTj??@a2U0*?zc >/%IA@6IAS4q>j??@a2U0*?[ TƦ>/%IA@6IA{j??@a2U0*?OFs>/%IA@6IAuSj??@a2U0*?:G7( >/%IA@6IA+;+j??@a2U0*?(.>/%IA@6IA޿j??@a2U0*?Q>/%IA@6IA#i??@a2U0*?  Gt>/%IA@6IA#i??@a2U0*?/%IA@6IAcݑi??@a2U0*?`l>/%IA@6IA@vli??@a2U0*?̛eܧ>/%IA@6IA1<@{Gi??@a2U0*?:$>/%IA@6IAם>^"i??@a2U0*?h!>/%IA@6IA>h??@a2U0*?*D>/%IA@6IAƍxWh??@a2U0*?Y9g>/%IA@6IA4Fh??@a2U0*?5>/%IA@6IA|h??@a2U0*?by>/%IA@6IA"rh??@a2U0*?wXϨ>/%IA@6IA)=Oh??@a2U0*?Ai >/%IA@6IAD.h??@a2U0*?FFZ>/%IA@6IA_6 h??@a2U0*?vKw7>/%IA@6IAKfg??@a2U0*?<,Z>/%IA@6IA Zg??@a2U0*?.|>/%IA@6IA }hg??@a2U0*?hW>/%IA@6IAsdZg??@a2U0*?3K©>/%IA@6IA4jg??@a2U0*?Ec>/%IA@6IAS?Kg??@a2U0*?#>/%IA@6IA~0,g??@a2U0*?"gi*>/%IA@6IAo_t g??@a2U0*?M>/%IA@6IA.f??@a2U0*? o>/%IA@6IAEEf??@a2U0*?lP4>/%IA@6IAN f??@a2U0*?x=>/%IA@6IA?0ʠf??@a2U0*?Iת>/%IA@6IADGnmxf??@`2U0*?Iך>$!IA@6IADGnmxv? = ףp?@`2U0*?$E}\>$!IA@6IA{?W>v? = ףp?@`2U0*?m_b>$!IA@6IAĻv? = ףp?@`2U0*?UB0>$!IA@6IA[(=u? = ףp?@`2U0*?*$>$!IA@6IAp^u? = ףp?@`2U0*?f3>$!IA@6IAOmqcu? = ףp?@`2U0*?umx>$!IA@6IAu`/u? = ףp?@`2U0*?LGw׽>$!IA@6IAΈt? = ףp?@`2U0*?*A>$!IA@6IAAWt? = ףp?@`2U0*? H>$!IA@6IAt? = ףp?@`2U0*?ct>$!IA@6IASJht? = ףp?@`2U0*?˜Vӝ>$!IA@6IA[sf/9t? = ףp?@`2U0*?!!9>$!IA@6IA_9 t? = ףp?@`2U0*?zS^>$!IA@6IAlzDs? = ףp?@`2U0*?X1>$!IA@6IAON3޼s? = ףp?@`2U0*?4>&>$!IA@6IAF揇s? = ףp?@`2U0*?BÐ.>$!IA@6IA6Xs? = ףp?@`2U0*?ʥs>$!IA@6IA?A Tf-s? = ףp?@`2U0*?ZSd>$!IA@6IAdwdps? = ףp?@`2U0*?j>$!IA@6IA`0r? = ףp?@`2U0*?B &">$!IA@6IA"r? = ףp?@`2U0*?;D>$!IA@6IAhr? = ףp?@`2U0*?k: g>$!IA@6IAQ.br? = ףp?@`2U0*?~:>$!IA@6IAJU.;r? = ףp?@`2U0*?ﬠ>$!IA@6IAer? = ףp?@`2U0*?iݤϠ>$!IA@6IA鸍 q? = ףp?@`2U0*?(KY>$!IA@6IAEq? = ףp?@`2U0*?FX>$!IA@6IAVçq? = ףp?@`2U0*?Ӱ7>$!IA@6IAU-q? = ףp?@`2U0*?"xZ>$!IA@6IAK)$aq? = ףp?@`2U0*?[-}>$!IA@6IAƭNm>q? = ףp?@`2U0*?⟡>$!IA@6IAsWq? = ףp?@`2U0*?mEu¡>$!IA@6IA4Ap? = ףp?@`2U0*?t(gL>$!IA@6IAv*Rp? = ףp?@`2U0*?JlX>$!IA@6IAp? = ףp?@`2U0*?ӰI*>$!IA@6IA&jp? = ףp?@`2U0*?&:kM>$!IA@6IAyrzp? = ףp?@`2U0*?29, p>$!IA@6IAkDm[p? = ףp?@`2U0*?b}Ւ>$!IA@6IAp.$!IA@6IA-p? = ףp?@`2U0*??آ>$!IA@6IA p? = ףp?@`2U0*?NI>$!IA@6IA5o? = ףp?@`2U0*?>$!IA@6IA To? = ףp?@`2U0*?*O]@>$!IA@6IAv-To? = ףp?@`2U0*?~c>$!IA@6IAOqvo? = ףp?@`2U0*?ZDž>$!IA@6IAףn? = ףp?@`2U0*?tݞ|>$!IA@6IAeh n? = ףp?@`2U0*? 1ˣ>$!IA@6IA!$!IA@6IAo+Dn? = ףp?@`2U0*?kk{>$!IA@6IAn? = ףp?@`2U0*?.lP3>$!IA@6IA k*m? = ףp?@`2U0*?]V>$!IA@6IA Tt4m? = ףp?@`2U0*? 7Ox>$!IA@6IAk4vm? = ףp?@`2U0*?x)|@o>$!IA@6IAWKEm? = ףp?@`2U0*?X1$>$!IA@6IA2M%Qm? = ףp?@`2U0*?T#>$!IA@6IAWɍl? = ףp?@`2U0*?ŷH>$!IA@6IA'IGCl? = ףp?@`2U0*?2C&>$!IA@6IA3=(l? = ףp?@`2U0*?H>$!IA@6IA VVl? = ףp?@`2U0*?Fk>$!IA@6IA+#(l? = ףp?@`2U0*?xuYa>$!IA@6IA5 fk? = ףp?@`2U0*?ꤝ>$!IA@6IA-k? = ףp?@`2U0*?Yӥ>$!IA@6IAXjk? = ףp?@`2U0*?&>$!IA@6IAȆʾvk? = ףp?@`2U0*?63j5>$!IA@6IA;Kk? = ףp?@`2U0*?b;>$!IA@6IA%!k? = ףp?@`2U0*?^>$!IA@6IA$j? = ףp?@`2U0*?6rT>$!IA@6IAiTj? = ףp?@`2U0*?zc >$!IA@6IAS4q>j? = ףp?@`2U0*?\ TƦ>$!IA@6IA{j? = ףp?@`2U0*?OFs>$!IA@6IAuSj? = ףp?@`2U0*?:G7( >$!IA@6IA+;+j? = ףp?@`2U0*?(.>$!IA@6IA޿j? = ףp?@`2U0*?Q>$!IA@6IA#i? = ףp?@`2U0*?  Gt>$!IA@6IA#i? = ףp?@`2U0*?$!IA@6IAcݑi? = ףp?@`2U0*?`l>$!IA@6IA@vli? = ףp?@`2U0*?˛eܧ>$!IA@6IA1<@{Gi? = ףp?@`2U0*?:$>$!IA@6IA֝>^"i? = ףp?@`2U0*?h!>$!IA@6IA>h? = ףp?@`2U0*?*D>$!IA@6IAƍxWh? = ףp?@`2U0*?Y9g>$!IA@6IA4Fh? = ףp?@`2U0*?5>$!IA@6IA|h? = ףp?@`2U0*?by>$!IA@6IA"rh? = ףp?@`2U0*?wXϨ>$!IA@6IA)=Oh? = ףp?@`2U0*?Ai >$!IA@6IAD.h? = ףp?@`2U0*?FFZ>$!IA@6IA_6 h? = ףp?@`2U0*?vKw7>$!IA@6IAKfg? = ףp?@`2U0*?<,Z>$!IA@6IA Zg? = ףp?@`2U0*?.|>$!IA@6IA }hg? = ףp?@`2U0*?hW>$!IA@6IAsdZg? = ףp?@`2U0*?3K©>$!IA@6IA4jg? = ףp?@`2U0*?Dc>$!IA@6IAS?Kg? = ףp?@`2U0*?#>$!IA@6IA0,g? = ףp?@`2U0*?"gi*>$!IA@6IAo_t g? = ףp?@`2U0*?M>$!IA@6IA.f? = ףp?@`2U0*? o>$!IA@6IAEEf? = ףp?@`2U0*?kP4>$!IA@6IAN f? = ףp?@`2U0*?x=>$!IA@6IA?0ʠf? = ףp?@`2U0*?Iת>$!IA@6IADGnmxf? = ףp?@a2U0*?Iך>T\IA@6IADGnmxv?6i?@a2U0*?%E}\>T\IA@6IA|?W>v?6i?@a2U0*?m_b>T\IA@6IAĻv?6i?@a2U0*?UB0>T\IA@6IA[(=u?6i?@a2U0*?*$>T\IA@6IAp^u?6i?@a2U0*?f3>T\IA@6IANmqcu?6i?@a2U0*?tmx>T\IA@6IAu`/u?6i?@a2U0*?KGw׽>T\IA@6IAΈt?6i?@a2U0*?*A>T\IA@6IABWt?6i?@a2U0*? H>T\IA@6IAt?6i?@a2U0*?ct>T\IA@6IASJht?6i?@a2U0*?˜Vӝ>T\IA@6IAZsf/9t?6i?@a2U0*?!!9>T\IA@6IA_9 t?6i?@a2U0*?zS^>T\IA@6IAmzDs?6i?@a2U0*?X1>T\IA@6IAON3޼s?6i?@a2U0*?5>&>T\IA@6IAG揇s?6i?@a2U0*?BÐ.>T\IA@6IA6Xs?6i?@a2U0*?ʥs>T\IA@6IA>A Tf-s?6i?@a2U0*?ZSd>T\IA@6IAdwdps?6i?@a2U0*?j>T\IA@6IAa0r?6i?@a2U0*?B &">T\IA@6IA"r?6i?@a2U0*?;D>T\IA@6IAhr?6i?@a2U0*?k: g>T\IA@6IAQ.br?6i?@a2U0*?~:>T\IA@6IAJU.;r?6i?@a2U0*?ﬠ>T\IA@6IAer?6i?@a2U0*?iݤϠ>T\IA@6IA鸍 q?6i?@a2U0*?(KY>T\IA@6IAEq?6i?@a2U0*?FX>T\IA@6IAVçq?6i?@a2U0*?Ӱ7>T\IA@6IAU-q?6i?@a2U0*?"xZ>T\IA@6IAK)$aq?6i?@a2U0*?[-}>T\IA@6IAƭNm>q?6i?@a2U0*?⟡>T\IA@6IAsWq?6i?@a2U0*?mEu¡>T\IA@6IA4Ap?6i?@a2U0*?t(gL>T\IA@6IAv*Rp?6i?@a2U0*?JlX>T\IA@6IAp?6i?@a2U0*?ӰI*>T\IA@6IA&jp?6i?@a2U0*?&:kM>T\IA@6IAyrzp?6i?@a2U0*?29, p>T\IA@6IAkDm[p?6i?@a2U0*?b}Ւ>T\IA@6IAp.T\IA@6IA-p?6i?@a2U0*??آ>T\IA@6IA p?6i?@a2U0*?NI>T\IA@6IA5o?6i?@a2U0*?>T\IA@6IA To?6i?@a2U0*?*O]@>T\IA@6IAw-To?6i?@a2U0*?~c>T\IA@6IANqvo?6i?@a2U0*?ZDž>T\IA@6IAףn?6i?@a2U0*?uݞ|>T\IA@6IAeh n?6i?@a2U0*? 1ˣ>T\IA@6IA!T\IA@6IAo+Dn?6i?@a2U0*?kk{>T\IA@6IAn?6i?@a2U0*?.lP3>T\IA@6IAk*m?6i?@a2U0*?]V>T\IA@6IA Tt4m?6i?@a2U0*? 7Ox>T\IA@6IAk4vm?6i?@a2U0*?x)|@o>T\IA@6IAWKEm?6i?@a2U0*?X1$>T\IA@6IA2M%Qm?6i?@a2U0*?U#>T\IA@6IAXɍl?6i?@a2U0*?ķH>T\IA@6IA'IGCl?6i?@a2U0*?2C&>T\IA@6IA3=(l?6i?@a2U0*?H>T\IA@6IA VVl?6i?@a2U0*?Fk>T\IA@6IA+#(l?6i?@a2U0*?xuYa>T\IA@6IA4 fk?6i?@a2U0*?ꤝ>T\IA@6IA-k?6i?@a2U0*?Yӥ>T\IA@6IAXjk?6i?@a2U0*?&>T\IA@6IAȆʾvk?6i?@a2U0*?63j5>T\IA@6IA;Kk?6i?@a2U0*?b;>T\IA@6IA%!k?6i?@a2U0*?^>T\IA@6IA$j?6i?@a2U0*?6rT>T\IA@6IAiTj?6i?@a2U0*?zc >T\IA@6IAS4q>j?6i?@a2U0*?[ TƦ>T\IA@6IA{j?6i?@a2U0*?OFs>T\IA@6IAuSj?6i?@a2U0*?:G7( >T\IA@6IA+;+j?6i?@a2U0*?(.>T\IA@6IA޿j?6i?@a2U0*?Q>T\IA@6IA#i?6i?@a2U0*?  Gt>T\IA@6IA#i?6i?@a2U0*?T\IA@6IAcݑi?6i?@a2U0*?`l>T\IA@6IA@vli?6i?@a2U0*?̛eܧ>T\IA@6IA1<@{Gi?6i?@a2U0*?:$>T\IA@6IAם>^"i?6i?@a2U0*?h!>T\IA@6IA>h?6i?@a2U0*?*D>T\IA@6IAƍxWh?6i?@a2U0*?Y9g>T\IA@6IA4Fh?6i?@a2U0*?5>T\IA@6IA|h?6i?@a2U0*?by>T\IA@6IA"rh?6i?@a2U0*?wXϨ>T\IA@6IA)=Oh?6i?@a2U0*?Ai >T\IA@6IAD.h?6i?@a2U0*?FFZ>T\IA@6IA_6 h?6i?@a2U0*?vKw7>T\IA@6IAKfg?6i?@a2U0*?<,Z>T\IA@6IA Zg?6i?@a2U0*?.|>T\IA@6IA }hg?6i?@a2U0*?hW>T\IA@6IAsdZg?6i?@a2U0*?3K©>T\IA@6IA4jg?6i?@a2U0*?Ec>T\IA@6IAS?Kg?6i?@a2U0*?#>T\IA@6IA~0,g?6i?@a2U0*?"gi*>T\IA@6IAo_t g?6i?@a2U0*?M>T\IA@6IA.f?6i?@a2U0*? o>T\IA@6IAEEf?6i?@a2U0*?lP4>T\IA@6IAN f?6i?@a2U0*?x=>T\IA@6IA?0ʠf?6i?@a2U0*?Iת>T\IA@6IADGnmxf?6i?@`2U0*?Iך>IA@6IADGnmxv?Hb/?@`2U0*?$E}\>IA@6IA{?W>v?Hb/?@`2U0*?m_b>IA@6IAĻv?Hb/?@`2U0*?UB0>IA@6IA[(=u?Hb/?@`2U0*?*$>IA@6IAp^u?Hb/?@`2U0*?f3>IA@6IAOmqcu?Hb/?@`2U0*?umx>IA@6IAu`/u?Hb/?@`2U0*?LGw׽>IA@6IAΈt?Hb/?@`2U0*?*A>IA@6IAAWt?Hb/?@`2U0*? H>IA@6IAt?Hb/?@`2U0*?ct>IA@6IASJht?Hb/?@`2U0*?˜Vӝ>IA@6IA[sf/9t?Hb/?@`2U0*?!!9>IA@6IA_9 t?Hb/?@`2U0*?zS^>IA@6IAlzDs?Hb/?@`2U0*?X1>IA@6IAON3޼s?Hb/?@`2U0*?4>&>IA@6IAF揇s?Hb/?@`2U0*?BÐ.>IA@6IA6Xs?Hb/?@`2U0*?ʥs>IA@6IA?A Tf-s?Hb/?@`2U0*?ZSd>IA@6IAdwdps?Hb/?@`2U0*?j>IA@6IA`0r?Hb/?@`2U0*?B &">IA@6IA"r?Hb/?@`2U0*?;D>IA@6IAhr?Hb/?@`2U0*?k: g>IA@6IAQ.br?Hb/?@`2U0*?~:>IA@6IAJU.;r?Hb/?@`2U0*?ﬠ>IA@6IAer?Hb/?@`2U0*?iݤϠ>IA@6IA鸍 q?Hb/?@`2U0*?(KY>IA@6IAEq?Hb/?@`2U0*?FX>IA@6IAVçq?Hb/?@`2U0*?Ӱ7>IA@6IAU-q?Hb/?@`2U0*?"xZ>IA@6IAK)$aq?Hb/?@`2U0*?[-}>IA@6IAƭNm>q?Hb/?@`2U0*?⟡>IA@6IAsWq?Hb/?@`2U0*?mEu¡>IA@6IA4Ap?Hb/?@`2U0*?t(gL>IA@6IAv*Rp?Hb/?@`2U0*?JlX>IA@6IAp?Hb/?@`2U0*?ӰI*>IA@6IA&jp?Hb/?@`2U0*?&:kM>IA@6IAyrzp?Hb/?@`2U0*?29, p>IA@6IAkDm[p?Hb/?@`2U0*?b}Ւ>IA@6IAp.IA@6IA-p?Hb/?@`2U0*??آ>IA@6IA p?Hb/?@`2U0*?NI>IA@6IA5o?Hb/?@`2U0*?>IA@6IA To?Hb/?@`2U0*?*O]@>IA@6IAv-To?Hb/?@`2U0*?~c>IA@6IAOqvo?Hb/?@`2U0*?ZDž>IA@6IAףn?Hb/?@`2U0*?tݞ|>IA@6IAeh n?Hb/?@`2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?Hb/?@`2U0*?kk{>IA@6IAn?Hb/?@`2U0*?.lP3>IA@6IA k*m?Hb/?@`2U0*?]V>IA@6IA Tt4m?Hb/?@`2U0*? 7Ox>IA@6IAk4vm?Hb/?@`2U0*?x)|@o>IA@6IAWKEm?Hb/?@`2U0*?X1$>IA@6IA2M%Qm?Hb/?@`2U0*?T#>IA@6IAWɍl?Hb/?@`2U0*?ŷH>IA@6IA'IGCl?Hb/?@`2U0*?2C&>IA@6IA3=(l?Hb/?@`2U0*?H>IA@6IA VVl?Hb/?@`2U0*?Fk>IA@6IA+#(l?Hb/?@`2U0*?xuYa>IA@6IA5 fk?Hb/?@`2U0*?ꤝ>IA@6IA-k?Hb/?@`2U0*?Yӥ>IA@6IAXjk?Hb/?@`2U0*?&>IA@6IAȆʾvk?Hb/?@`2U0*?63j5>IA@6IA;Kk?Hb/?@`2U0*?b;>IA@6IA%!k?Hb/?@`2U0*?^>IA@6IA$j?Hb/?@`2U0*?6rT>IA@6IAiTj?Hb/?@`2U0*?zc >IA@6IAS4q>j?Hb/?@`2U0*?\ TƦ>IA@6IA{j?Hb/?@`2U0*?OFs>IA@6IAuSj?Hb/?@`2U0*?:G7( >IA@6IA+;+j?Hb/?@`2U0*?(.>IA@6IA޿j?Hb/?@`2U0*?Q>IA@6IA#i?Hb/?@`2U0*?  Gt>IA@6IA#i?Hb/?@`2U0*?IA@6IAcݑi?Hb/?@`2U0*?`l>IA@6IA@vli?Hb/?@`2U0*?˛eܧ>IA@6IA1<@{Gi?Hb/?@`2U0*?:$>IA@6IA֝>^"i?Hb/?@`2U0*?h!>IA@6IA>h?Hb/?@`2U0*?*D>IA@6IAƍxWh?Hb/?@`2U0*?Y9g>IA@6IA4Fh?Hb/?@`2U0*?5>IA@6IA|h?Hb/?@`2U0*?by>IA@6IA"rh?Hb/?@`2U0*?wXϨ>IA@6IA)=Oh?Hb/?@`2U0*?Ai >IA@6IAD.h?Hb/?@`2U0*?FFZ>IA@6IA_6 h?Hb/?@`2U0*?vKw7>IA@6IAKfg?Hb/?@`2U0*?<,Z>IA@6IA Zg?Hb/?@`2U0*?.|>IA@6IA }hg?Hb/?@`2U0*?hW>IA@6IAsdZg?Hb/?@`2U0*?3K©>IA@6IA4jg?Hb/?@`2U0*?Dc>IA@6IAS?Kg?Hb/?@`2U0*?#>IA@6IA0,g?Hb/?@`2U0*?"gi*>IA@6IAo_t g?Hb/?@`2U0*?M>IA@6IA.f?Hb/?@`2U0*? o>IA@6IAEEf?Hb/?@`2U0*?kP4>IA@6IAN f?Hb/?@`2U0*?x=>IA@6IA?0ʠf?Hb/?@`2U0*?Iת>IA@6IADGnmxf?Hb/?@a2U0*?Iך>IA@6IADGnmxv?[(?@a2U0*?%E}\>IA@6IA|?W>v?[(?@a2U0*?m_b>IA@6IAĻv?[(?@a2U0*?UB0>IA@6IA[(=u?[(?@a2U0*?*$>IA@6IAp^u?[(?@a2U0*?f3>IA@6IANmqcu?[(?@a2U0*?tmx>IA@6IAu`/u?[(?@a2U0*?KGw׽>IA@6IAΈt?[(?@a2U0*?*A>IA@6IABWt?[(?@a2U0*? H>IA@6IAt?[(?@a2U0*?ct>IA@6IASJht?[(?@a2U0*?˜Vӝ>IA@6IAZsf/9t?[(?@a2U0*?!!9>IA@6IA_9 t?[(?@a2U0*?zS^>IA@6IAmzDs?[(?@a2U0*?X1>IA@6IAON3޼s?[(?@a2U0*?5>&>IA@6IAG揇s?[(?@a2U0*?BÐ.>IA@6IA6Xs?[(?@a2U0*?ʥs>IA@6IA>A Tf-s?[(?@a2U0*?ZSd>IA@6IAdwdps?[(?@a2U0*?j>IA@6IAa0r?[(?@a2U0*?B &">IA@6IA"r?[(?@a2U0*?;D>IA@6IAhr?[(?@a2U0*?k: g>IA@6IAQ.br?[(?@a2U0*?~:>IA@6IAJU.;r?[(?@a2U0*?ﬠ>IA@6IAer?[(?@a2U0*?iݤϠ>IA@6IA鸍 q?[(?@a2U0*?(KY>IA@6IAEq?[(?@a2U0*?FX>IA@6IAVçq?[(?@a2U0*?Ӱ7>IA@6IAU-q?[(?@a2U0*?"xZ>IA@6IAK)$aq?[(?@a2U0*?[-}>IA@6IAƭNm>q?[(?@a2U0*?⟡>IA@6IAsWq?[(?@a2U0*?mEu¡>IA@6IA4Ap?[(?@a2U0*?t(gL>IA@6IAv*Rp?[(?@a2U0*?JlX>IA@6IAp?[(?@a2U0*?ӰI*>IA@6IA&jp?[(?@a2U0*?&:kM>IA@6IAyrzp?[(?@a2U0*?29, p>IA@6IAkDm[p?[(?@a2U0*?b}Ւ>IA@6IAp.IA@6IA-p?[(?@a2U0*??آ>IA@6IA p?[(?@a2U0*?NI>IA@6IA5o?[(?@a2U0*?>IA@6IA To?[(?@a2U0*?*O]@>IA@6IAw-To?[(?@a2U0*?~c>IA@6IANqvo?[(?@a2U0*?ZDž>IA@6IAףn?[(?@a2U0*?uݞ|>IA@6IAeh n?[(?@a2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?[(?@a2U0*?kk{>IA@6IAn?[(?@a2U0*?.lP3>IA@6IAk*m?[(?@a2U0*?]V>IA@6IA Tt4m?[(?@a2U0*? 7Ox>IA@6IAk4vm?[(?@a2U0*?x)|@o>IA@6IAWKEm?[(?@a2U0*?X1$>IA@6IA2M%Qm?[(?@a2U0*?U#>IA@6IAXɍl?[(?@a2U0*?ķH>IA@6IA'IGCl?[(?@a2U0*?2C&>IA@6IA3=(l?[(?@a2U0*?H>IA@6IA VVl?[(?@a2U0*?Fk>IA@6IA+#(l?[(?@a2U0*?xuYa>IA@6IA4 fk?[(?@a2U0*?ꤝ>IA@6IA-k?[(?@a2U0*?Yӥ>IA@6IAXjk?[(?@a2U0*?&>IA@6IAȆʾvk?[(?@a2U0*?63j5>IA@6IA;Kk?[(?@a2U0*?b;>IA@6IA%!k?[(?@a2U0*?^>IA@6IA$j?[(?@a2U0*?6rT>IA@6IAiTj?[(?@a2U0*?zc >IA@6IAS4q>j?[(?@a2U0*?[ TƦ>IA@6IA{j?[(?@a2U0*?OFs>IA@6IAuSj?[(?@a2U0*?:G7( >IA@6IA+;+j?[(?@a2U0*?(.>IA@6IA޿j?[(?@a2U0*?Q>IA@6IA#i?[(?@a2U0*?  Gt>IA@6IA#i?[(?@a2U0*?IA@6IAcݑi?[(?@a2U0*?`l>IA@6IA@vli?[(?@a2U0*?̛eܧ>IA@6IA1<@{Gi?[(?@a2U0*?:$>IA@6IAם>^"i?[(?@a2U0*?h!>IA@6IA>h?[(?@a2U0*?*D>IA@6IAƍxWh?[(?@a2U0*?Y9g>IA@6IA4Fh?[(?@a2U0*?5>IA@6IA|h?[(?@a2U0*?by>IA@6IA"rh?[(?@a2U0*?wXϨ>IA@6IA)=Oh?[(?@a2U0*?Ai >IA@6IAD.h?[(?@a2U0*?FFZ>IA@6IA_6 h?[(?@a2U0*?vKw7>IA@6IAKfg?[(?@a2U0*?<,Z>IA@6IA Zg?[(?@a2U0*?.|>IA@6IA }hg?[(?@a2U0*?hW>IA@6IAsdZg?[(?@a2U0*?3K©>IA@6IA4jg?[(?@a2U0*?Ec>IA@6IAS?Kg?[(?@a2U0*?#>IA@6IA~0,g?[(?@a2U0*?"gi*>IA@6IAo_t g?[(?@a2U0*?M>IA@6IA.f?[(?@a2U0*? o>IA@6IAEEf?[(?@a2U0*?lP4>IA@6IAN f?[(?@a2U0*?x=>IA@6IA?0ʠf?[(?@a2U0*?Iת>IA@6IADGnmxf?[(?@`2U0*?Iך>IA@6IADGnmxv?n?@`2U0*?$E}\>IA@6IA{?W>v?n?@`2U0*?m_b>IA@6IAĻv?n?@`2U0*?UB0>IA@6IA[(=u?n?@`2U0*?*$>IA@6IAp^u?n?@`2U0*?f3>IA@6IAOmqcu?n?@`2U0*?umx>IA@6IAu`/u?n?@`2U0*?LGw׽>IA@6IAΈt?n?@`2U0*?*A>IA@6IAAWt?n?@`2U0*? H>IA@6IAt?n?@`2U0*?ct>IA@6IASJht?n?@`2U0*?˜Vӝ>IA@6IA[sf/9t?n?@`2U0*?!!9>IA@6IA_9 t?n?@`2U0*?zS^>IA@6IAlzDs?n?@`2U0*?X1>IA@6IAON3޼s?n?@`2U0*?4>&>IA@6IAF揇s?n?@`2U0*?BÐ.>IA@6IA6Xs?n?@`2U0*?ʥs>IA@6IA?A Tf-s?n?@`2U0*?ZSd>IA@6IAdwdps?n?@`2U0*?j>IA@6IA`0r?n?@`2U0*?B &">IA@6IA"r?n?@`2U0*?;D>IA@6IAhr?n?@`2U0*?k: g>IA@6IAQ.br?n?@`2U0*?~:>IA@6IAJU.;r?n?@`2U0*?ﬠ>IA@6IAer?n?@`2U0*?iݤϠ>IA@6IA鸍 q?n?@`2U0*?(KY>IA@6IAEq?n?@`2U0*?FX>IA@6IAVçq?n?@`2U0*?Ӱ7>IA@6IAU-q?n?@`2U0*?"xZ>IA@6IAK)$aq?n?@`2U0*?[-}>IA@6IAƭNm>q?n?@`2U0*?⟡>IA@6IAsWq?n?@`2U0*?mEu¡>IA@6IA4Ap?n?@`2U0*?t(gL>IA@6IAv*Rp?n?@`2U0*?JlX>IA@6IAp?n?@`2U0*?ӰI*>IA@6IA&jp?n?@`2U0*?&:kM>IA@6IAyrzp?n?@`2U0*?29, p>IA@6IAkDm[p?n?@`2U0*?b}Ւ>IA@6IAp.IA@6IA-p?n?@`2U0*??آ>IA@6IA p?n?@`2U0*?NI>IA@6IA5o?n?@`2U0*?>IA@6IA To?n?@`2U0*?*O]@>IA@6IAv-To?n?@`2U0*?~c>IA@6IAOqvo?n?@`2U0*?ZDž>IA@6IAףn?n?@`2U0*?tݞ|>IA@6IAeh n?n?@`2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?n?@`2U0*?kk{>IA@6IAn?n?@`2U0*?.lP3>IA@6IA k*m?n?@`2U0*?]V>IA@6IA Tt4m?n?@`2U0*? 7Ox>IA@6IAk4vm?n?@`2U0*?x)|@o>IA@6IAWKEm?n?@`2U0*?X1$>IA@6IA2M%Qm?n `?@`2U0*?T#>IA@6IAWɍl?n?@`2U0*?ŷH>IA@6IA'IGCl?n?@`2U0*?2C&>IA@6IA3=(l?n?@`2U0*?H>IA@6IA VVl?n?@`2U0*?Fk>IA@6IA+#(l?n?@`2U0*?xuYa>IA@6IA5 fk?n?@`2U0*?ꤝ>IA@6IA-k?n?@`2U0*?Yӥ>IA@6IAXjk?n?@`2U0*?&>IA@6IAȆʾvk?n?@`2U0*?63j5>IA@6IA;Kk?n?@`2U0*?b;>IA@6IA%!k?n?@`2U0*?^>IA@6IA$j?n?@`2U0*?6rT>IA@6IAiTj?n?@`2U0*?zc >IA@6IAS4q>j?n?@`2U0*?\ TƦ>IA@6IA{j?n?@`2U0*?OFs>IA@6IAuSj?n?@`2U0*?:G7( >IA@6IA+;+j?n?@`2U0*?(.>IA@6IA޿j?n?@`2U0*?Q>IA@6IA#i?n?@`2U0*?  Gt>IA@6IA#i?n?@`2U0*?IA@6IAcݑi?n?@`2U0*?`l>IA@6IA@vli?n?@`2U0*?˛eܧ>IA@6IA1<@{Gi?n?@`2U0*?:$>IA@6IA֝>^"i?n?@`2U0*?h!>IA@6IA>h?n?@`2U0*?*D>IA@6IAƍxWh?n?@`2U0*?Y9g>IA@6IA4Fh?n?@`2U0*?5>IA@6IA|h?n?@`2U0*?by>IA@6IA"rh?n?@`2U0*?wXϨ>IA@6IA)=Oh?n?@`2U0*?Ai >IA@6IAD.h?n?@`2U0*?FFZ>IA@6IA_6 h?n?@`2U0*?vKw7>IA@6IAKfg?n?@`2U0*?<,Z>IA@6IA Zg?n?@`2U0*?.|>IA@6IA }hg?n?@`2U0*?hW>IA@6IAsdZg?n?@`2U0*?3K©>IA@6IA4jg?n?@`2U0*?Dc>IA@6IAS?Kg?n?@`2U0*?#>IA@6IA0,g?n?@`2U0*?"gi*>IA@6IAo_t g?n?@`2U0*?M>IA@6IA.f?n?@`2U0*? o>IA@6IAEEf?n?@`2U0*?kP4>IA@6IAN f?n?@`2U0*?x=>IA@6IA?0ʠf?n?@`2U0*?Iת>IA@6IADGnmxf?n?@a2U0*?Iך>IA@6IADGnmxv?贁N?@a2U0*?%E}\>IA@6IA|?W>v?贁N?@a2U0*?m_b>IA@6IAĻv?贁N?@a2U0*?UB0>IA@6IA[(=u?贁N?@a2U0*?*$>IA@6IAp^u?贁N?@a2U0*?f3>IA@6IANmqcu?贁N?@a2U0*?tmx>IA@6IAu`/u?贁N?@a2U0*?KGw׽>IA@6IAΈt?贁N?@a2U0*?*A>IA@6IABWt?贁N?@a2U0*? H>IA@6IAt?贁N?@a2U0*?ct>IA@6IASJht?贁N?@a2U0*?˜Vӝ>IA@6IAZsf/9t?贁N?@a2U0*?!!9>IA@6IA_9 t?贁N?@a2U0*?zS^>IA@6IAmzDs?贁N?@a2U0*?X1>IA@6IAON3޼s?贁N?@a2U0*?5>&>IA@6IAG揇s?贁N?@a2U0*?BÐ.>IA@6IA6Xs?贁N?@a2U0*?ʥs>IA@6IA>A Tf-s?贁N?@a2U0*?ZSd>IA@6IAdwdps?贁N?@a2U0*?j>IA@6IAa0r?贁N?@a2U0*?B &">IA@6IA"r?贁N?@a2U0*?;D>IA@6IAhr?贁N?@a2U0*?k: g>IA@6IAQ.br?贁N?@a2U0*?~:>IA@6IAJU.;r?贁N?@a2U0*?ﬠ>IA@6IAer?贁N?@a2U0*?iݤϠ>IA@6IA鸍 q?贁N?@a2U0*?(KY>IA@6IAEq?贁N?@a2U0*?FX>IA@6IAVçq?贁N?@a2U0*?Ӱ7>IA@6IAU-q?贁N?@a2U0*?"xZ>IA@6IAK)$aq?贁N?@a2U0*?[-}>IA@6IAƭNm>q?贁N?@a2U0*?⟡>IA@6IAsWq?贁N?@a2U0*?mEu¡>IA@6IA4Ap?贁N?@a2U0*?t(gL>IA@6IAv*Rp?贁N?@a2U0*?JlX>IA@6IAp?贁N?@a2U0*?ӰI*>IA@6IA&jp?贁N?@a2U0*?&:kM>IA@6IAyrzp?贁N?@a2U0*?29, p>IA@6IAkDm[p?贁N?@a2U0*?b}Ւ>IA@6IAp.IA@6IA-p?贁N?@a2U0*??آ>IA@6IA p?贁N?@a2U0*?NI>IA@6IA5o?贁N?@a2U0*?>IA@6IA To?贁N?@a2U0*?*O]@>IA@6IAw-To?贁N?@a2U0*?~c>IA@6IANqvo?贁N?@a2U0*?ZDž>IA@6IAףn?贁N?@a2U0*?uݞ|>IA@6IAeh n?贁N?@a2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?贁N?@a2U0*?kk{>IA@6IAn?贁N?@a2U0*?.lP3>IA@6IAk*m?贁N?@a2U0*?]V>IA@6IA Tt4m?贁N?@a2U0*? 7Ox>IA@6IAk4vm?贁N?@a2U0*?x)|@o>IA@6IAWKEm?贁N?@a2U0*?X1$>IA@6IA2M%Qm?贁N?@a2U0*?U#>IA@6IAXɍl?贁N?@a2U0*?ķH>IA@6IA'IGCl?贁N?@a2U0*?2C&>IA@6IA3=(l?贁N?@a2U0*?H>IA@6IA VVl?贁N?@a2U0*?Fk>IA@6IA+#(l?贁N?@a2U0*?xuYa>IA@6IA4 fk?贁N?@a2U0*?ꤝ>IA@6IA-k?贁N?@a2U0*?Yӥ>IA@6IAXjk?贁N?@a2U0*?&>IA@6IAȆʾvk?贁N?@a2U0*?63j5>IA@6IA;Kk?贁N?@a2U0*?b;>IA@6IA%!k?贁N?@a2U0*?^>IA@6IA$j?贁N?@a2U0*?6rT>IA@6IAiTj?贁N?@a2U0*?zc >IA@6IAS4q>j?贁N?@a2U0*?[ TƦ>IA@6IA{j?贁N?@a2U0*?OFs>IA@6IAuSj?贁N?@a2U0*?:G7( >IA@6IA+;+j?贁N?@a2U0*?(.>IA@6IA޿j?贁N?@a2U0*?Q>IA@6IA#i?贁N?@a2U0*?  Gt>IA@6IA#i?贁N?@a2U0*?IA@6IAcݑi?贁N?@a2U0*?`l>IA@6IA@vli?贁N?@a2U0*?̛eܧ>IA@6IA1<@{Gi?贁N?@a2U0*?:$>IA@6IAם>^"i?贁N?@a2U0*?h!>IA@6IA>h?贁N?@a2U0*?*D>IA@6IAƍxWh?贁N?@a2U0*?Y9g>IA@6IA4Fh?贁N?@a2U0*?5>IA@6IA|h?贁N?@a2U0*?by>IA@6IA"rh?贁N?@a2U0*?wXϨ>IA@6IA)=Oh?贁N?@a2U0*?Ai >IA@6IAD.h?贁N?@a2U0*?FFZ>IA@6IA_6 h?贁N?@a2U0*?vKw7>IA@6IAKfg?贁N?@a2U0*?<,Z>IA@6IA Zg?贁N?@a2U0*?.|>IA@6IA }hg?贁N?@a2U0*?hW>IA@6IAsdZg?贁N?@a2U0*?3K©>IA@6IA4jg?贁N?@a2U0*?Ec>IA@6IAS?Kg?贁N?@a2U0*?#>IA@6IA~0,g?贁N?@a2U0*?"gi*>IA@6IAo_t g?贁N?@a2U0*?M>IA@6IA.f?贁N?@a2U0*? o>IA@6IAEEf?贁N?@a2U0*?lP4>IA@6IAN f?贁N?@a2U0*?x=>IA@6IA?0ʠf?贁N?@a2U0*?Iת>IA@6IADGnmxf?贁N?@`2U0*?Iך>DK IA@6IADGnmxv?zG?@`2U0*?$E}\>DK IA@6IA{?W>v?zG?@`2U0*?m_b>DK IA@6IAĻv?zG?@`2U0*?UB0>DK IA@6IA[(=u?zG?@`2U0*?*$>DK IA@6IAp^u?zG?@`2U0*?f3>DK IA@6IAOmqcu?zG?@`2U0*?umx>DK IA@6IAu`/u?zG?@`2U0*?LGw׽>DK IA@6IAΈt?zG?@`2U0*?*A>DK IA@6IAAWt?zG?@`2U0*? H>DK IA@6IAt?zG?@`2U0*?ct>DK IA@6IASJht?zG?@`2U0*?˜Vӝ>DK IA@6IA[sf/9t?zG?@`2U0*?!!9>DK IA@6IA_9 t?zG?@`2U0*?zS^>DK IA@6IAlzDs?zG?@`2U0*?X1>DK IA@6IAON3޼s?zG?@`2U0*?4>&>DK IA@6IAF揇s?zG?@`2U0*?BÐ.>DK IA@6IA6Xs?zG?@`2U0*?ʥs>DK IA@6IA?A Tf-s?zG?@`2U0*?ZSd>DK IA@6IAdwdps?zG?@`2U0*?j>DK IA@6IA`0r?zG?@`2U0*?B &">DK IA@6IA"r?zG?@`2U0*?;D>DK IA@6IAhr?zG?@`2U0*?k: g>DK IA@6IAQ.br?zG?@`2U0*?~:>DK IA@6IAJU.;r?zG?@`2U0*?ﬠ>DK IA@6IAer?zG?@`2U0*?iݤϠ>DK IA@6IA鸍 q?zG?@`2U0*?(KY>DK IA@6IAEq?zG?@`2U0*?FX>DK IA@6IAVçq?zG?@`2U0*?Ӱ7>DK IA@6IAU-q?zG?@`2U0*?"xZ>DK IA@6IAK)$aq?zG?@`2U0*?[-}>DK IA@6IAƭNm>q?zG?@`2U0*?⟡>DK IA@6IAsWq?zG?@`2U0*?mEu¡>DK IA@6IA4Ap?zG?@`2U0*?t(gL>DK IA@6IAv*Rp?zG?@`2U0*?JlX>DK IA@6IAp?zG?@`2U0*?ӰI*>DK IA@6IA&jp?zG?@`2U0*?&:kM>DK IA@6IAyrzp?zG?@`2U0*?29, p>DK IA@6IAkDm[p?zG?@`2U0*?b}Ւ>DK IA@6IAp.DK IA@6IA-p?zG?@`2U0*??آ>DK IA@6IA p?zG?@`2U0*?NI>DK IA@6IA5o?zG?@`2U0*?>DK IA@6IA To?zG?@`2U0*?*O]@>DK IA@6IAv-To?zG?@`2U0*?~c>DK IA@6IAOqvo?zG?@`2U0*?ZDž>DK IA@6IAףn?zG?@`2U0*?tݞ|>DK IA@6IAeh n?zG?@`2U0*? 1ˣ>DK IA@6IA!DK IA@6IAo+Dn?zG?@`2U0*?kk{>DK IA@6IAn?zG?@`2U0*?.lP3>DK IA@6IA k*m?zG?@`2U0*?]V>DK IA@6IA Tt4m?zG?@`2U0*? 7Ox>DK IA@6IAk4vm?zG?@`2U0*?x)|@o>DK IA@6IAWKEm?zG?@`2U0*?X1$>DK IA@6IA2M%Qm?zG?@`2U0*?T#>DK IA@6IAWɍl?zG?@`2U0*?ŷH>DK IA@6IA'IGCl?zG?@`2U0*?2C&>DK IA@6IA3=(l?zG?@`2U0*?H>DK IA@6IA VVl?zG?@`2U0*?Fk>DK IA@6IA+#(l?zG?@`2U0*?xuYa>DK IA@6IA5 fk?zG?@`2U0*?ꤝ>DK IA@6IA-k?zG?@`2U0*?Yӥ>DK IA@6IAXjk?zG?@`2U0*?&>DK IA@6IAȆʾvk?zG?@`2U0*?63j5>DK IA@6IA;Kk?zG?@`2U0*?b;>DK IA@6IA%!k?zG?@`2U0*?^>DK IA@6IA$j?zG?@`2U0*?6rT>DK IA@6IAiTj?zG?@`2U0*?zc >DK IA@6IAS4q>j?zG?@`2U0*?\ TƦ>DK IA@6IA{j?zG?@`2U0*?OFs>DK IA@6IAuSj?zG?@`2U0*?:G7( >DK IA@6IA+;+j?zG?@`2U0*?(.>DK IA@6IA޿j?zG?@`2U0*?Q>DK IA@6IA#i?zG?@`2U0*?  Gt>DK IA@6IA#i?zG?@`2U0*?DK IA@6IAcݑi?zG?@`2U0*?`l>DK IA@6IA@vli?zG?@`2U0*?˛eܧ>DK IA@6IA1<@{Gi?zG?@`2U0*?:$>DK IA@6IA֝>^"i?zG?@`2U0*?h!>DK IA@6IA>h?zG?@`2U0*?*D>DK IA@6IAƍxWh?zG?@`2U0*?Y9g>DK IA@6IA4Fh?zG?@`2U0*?5>DK IA@6IA|h?zG?@`2U0*?by>DK IA@6IA"rh?zG?@`2U0*?wXϨ>DK IA@6IA)=Oh?zG?@`2U0*?Ai >DK IA@6IAD.h?zG?@`2U0*?FFZ>DK IA@6IA_6 h?zG?@`2U0*?vKw7>DK IA@6IAKfg?zG?@`2U0*?<,Z>DK IA@6IA Zg?zG?@`2U0*?.|>DK IA@6IA }hg?zG?@`2U0*?hW>DK IA@6IAsdZg?zG?@`2U0*?3K©>DK IA@6IA4jg?zG?@`2U0*?Dc>DK IA@6IAS?Kg?zG?@`2U0*?#>DK IA@6IA0,g?zG?@`2U0*?"gi*>DK IA@6IAo_t g?zG?@`2U0*?M>DK IA@6IA.f?zG?@`2U0*? o>DK IA@6IAEEf?zG?@`2U0*?kP4>DK IA@6IAN f?zG?@`2U0*?x=>DK IA@6IA?0ʠf?zG?@`2U0*?Iת>DK IA@6IADGnmxf?zG?@a2U0*?Iך>t IA@6IADGnmxv?%@ t?@a2U0*?%E}\>t IA@6IA|?W>v?%@ t?@a2U0*?m_b>t IA@6IAĻv?%@ t?@a2U0*?UB0>t IA@6IA[(=u?%@ t?@a2U0*?*$>t IA@6IAp^u?%@ t?@a2U0*?f3>t IA@6IANmqcu?%@ t?@a2U0*?tmx>t IA@6IAu`/u?%@ t?@a2U0*?KGw׽>t IA@6IAΈt?%@ t?@a2U0*?*A>t IA@6IABWt?%@ t?@a2U0*? H>t IA@6IAt?%@ t?@a2U0*?ct>t IA@6IASJht?%@ t?@a2U0*?˜Vӝ>t IA@6IAZsf/9t?%@ t?@a2U0*?!!9>t IA@6IA_9 t?%@ t?@a2U0*?zS^>t IA@6IAmzDs?%@ t?@a2U0*?X1>t IA@6IAON3޼s?%@ t?@a2U0*?5>&>t IA@6IAG揇s?%@ t?@a2U0*?BÐ.>t IA@6IA6Xs?%@ t?@a2U0*?ʥs>t IA@6IA>A Tf-s?%@ t?@a2U0*?ZSd>t IA@6IAdwdps?%@ t?@a2U0*?j>t IA@6IAa0r?%@ t?@a2U0*?B &">t IA@6IA"r?%@ t?@a2U0*?;D>t IA@6IAhr?%@ t?@a2U0*?k: g>t IA@6IAQ.br?%@ t?@a2U0*?~:>t IA@6IAJU.;r?%@ t?@a2U0*?ﬠ>t IA@6IAer?%@ t?@a2U0*?iݤϠ>t IA@6IA鸍 q?%@ t?@a2U0*?(KY>t IA@6IAEq?%@ t?@a2U0*?FX>t IA@6IAVçq?%@ t?@a2U0*?Ӱ7>t IA@6IAU-q?%@ t?@a2U0*?"xZ>t IA@6IAK)$aq?%@ t?@a2U0*?[-}>t IA@6IAƭNm>q?%@ t?@a2U0*?⟡>t IA@6IAsWq?%@ t?@a2U0*?mEu¡>t IA@6IA4Ap?%@ t?@a2U0*?t(gL>t IA@6IAv*Rp?%@ t?@a2U0*?JlX>t IA@6IAp?%@ t?@a2U0*?ӰI*>t IA@6IA&jp?%@ t?@a2U0*?&:kM>t IA@6IAyrzp?%@ t?@a2U0*?29, p>t IA@6IAkDm[p?%@ t?@a2U0*?b}Ւ>t IA@6IAp.t IA@6IA-p?%@ t?@a2U0*??آ>t IA@6IA p?%@ t?@a2U0*?NI>t IA@6IA5o?%@ t?@a2U0*?>t IA@6IA To?%@ t?@a2U0*?*O]@>t IA@6IAw-To?%@ t?@a2U0*?~c>t IA@6IANqvo?%@ t?@a2U0*?ZDž>t IA@6IAףn?%@ t?@a2U0*?uݞ|>t IA@6IAeh n?%@ t?@a2U0*? 1ˣ>t IA@6IA!t IA@6IAo+Dn?%@ t?@a2U0*?kk{>t IA@6IAn?%@ t?@a2U0*?.lP3>t IA@6IAk*m?%@ t?@a2U0*?]V>t IA@6IA Tt4m?%@ t?@a2U0*? 7Ox>t IA@6IAk4vm?%@ t?@a2U0*?x)|@o>t IA@6IAWKEm?%@ t?@a2U0*?X1$>t IA@6IA2M%Qm?%@ t?@a2U0*?U#>t IA@6IAXɍl?%@ t?@a2U0*?ķH>t IA@6IA'IGCl?%@ t?@a2U0*?2C&>t IA@6IA3=(l?%@ t?@a2U0*?H>t IA@6IA VVl?%@ t?@a2U0*?Fk>t IA@6IA+#(l?%@ t?@a2U0*?xuYa>t IA@6IA4 fk?%@ t?@a2U0*?ꤝ>t IA@6IA-k?%@ t?@a2U0*?Yӥ>t IA@6IAXjk?%@ t?@a2U0*?&>t IA@6IAȆʾvk?%@ t?@a2U0*?63j5>t IA@6IA;Kk?%@ t?@a2U0*?b;>t IA@6IA%!k?%@ t?@a2U0*?^>t IA@6IA$j?%@ t?@a2U0*?6rT>t IA@6IAiTj?%@ t?@a2U0*?zc >t IA@6IAS4q>j?%@ t?@a2U0*?[ TƦ>t IA@6IA{j?%@ t?@a2U0*?OFs>t IA@6IAuSj?%@ t?@a2U0*?:G7( >t IA@6IA+;+j?%@ t?@a2U0*?(.>t IA@6IA޿j?%@ t?@a2U0*?Q>t IA@6IA#i?%@ t?@a2U0*?  Gt>t IA@6IA#i?%@ t?@a2U0*?t IA@6IAcݑi?%@ t?@a2U0*?`l>t IA@6IA@vli?%@ t?@a2U0*?̛eܧ>t IA@6IA1<@{Gi?%@ t?@a2U0*?:$>t IA@6IAם>^"i?%@ t?@a2U0*?h!>t IA@6IA>h?%@ t?@a2U0*?*D>t IA@6IAƍxWh?%@ t?@a2U0*?Y9g>t IA@6IA4Fh?%@ t?@a2U0*?5>t IA@6IA|h?%@ t?@a2U0*?by>t IA@6IA"rh?%@ t?@a2U0*?wXϨ>t IA@6IA)=Oh?%@ t?@a2U0*?Ai >t IA@6IAD.h?%@ t?@a2U0*?FFZ>t IA@6IA_6 h?%@ t?@a2U0*?vKw7>t IA@6IAKfg?%@ t?@a2U0*?<,Z>t IA@6IA Zg?%@ t?@a2U0*?.|>t IA@6IA }hg?%@ t?@a2U0*?hW>t IA@6IAsdZg?%@ t?@a2U0*?3K©>t IA@6IA4jg?%@ t?@a2U0*?Ec>t IA@6IAS?Kg?%@ t?@a2U0*?#>t IA@6IA~0,g?%@ t?@a2U0*?"gi*>t IA@6IAo_t g?%@ t?@a2U0*?M>t IA@6IA.f?%@ t?@a2U0*? o>t IA@6IAEEf?%@ t?@a2U0*?lP4>t IA@6IAN f?%@ t?@a2U0*?x=>t IA@6IA?0ʠf?%@ t?@a2U0*?Iת>t IA@6IADGnmxf?%@ t?@`2U0*?Iך>wIA@6IADGnmxv?9m?@`2U0*?$E}\>wIA@6IA{?W>v?9m?@`2U0*?m_b>wIA@6IAĻv?9m?@`2U0*?UB0>wIA@6IA[(=u?9m?@`2U0*?*$>wIA@6IAp^u?9m?@`2U0*?f3>wIA@6IAOmqcu?9m?@`2U0*?umx>wIA@6IAu`/u?9m?@`2U0*?LGw׽>wIA@6IAΈt?9m?@`2U0*?*A>wIA@6IAAWt?9m?@`2U0*? H>wIA@6IAt?9m?@`2U0*?ct>wIA@6IASJht?9m?@`2U0*?˜Vӝ>wIA@6IA[sf/9t?9m?@`2U0*?!!9>wIA@6IA_9 t?9m?@`2U0*?zS^>wIA@6IAlzDs?9m?@`2U0*?X1>wIA@6IAON3޼s?9m?@`2U0*?4>&>wIA@6IAF揇s?9m?@`2U0*?BÐ.>wIA@6IA6Xs?9m?@`2U0*?ʥs>wIA@6IA?A Tf-s?9m?@`2U0*?ZSd>wIA@6IAdwdps?9m?@`2U0*?j>wIA@6IA`0r?9m?@`2U0*?B &">wIA@6IA"r?9m?@`2U0*?;D>wIA@6IAhr?9m?@`2U0*?k: g>wIA@6IAQ.br?9m?@`2U0*?~:>wIA@6IAJU.;r?9m?@`2U0*?ﬠ>wIA@6IAer?9m?@`2U0*?iݤϠ>wIA@6IA鸍 q?9m?@`2U0*?(KY>wIA@6IAEq?9m?@`2U0*?FX>wIA@6IAVçq?9m?@`2U0*?Ӱ7>wIA@6IAU-q?9m?@`2U0*?"xZ>wIA@6IAK)$aq?9m?@`2U0*?[-}>wIA@6IAƭNm>q?9m?@`2U0*?⟡>wIA@6IAsWq?9m?@`2U0*?mEu¡>wIA@6IA4Ap?9m?@`2U0*?t(gL>wIA@6IAv*Rp?9m?@`2U0*?JlX>wIA@6IAp?9m?@`2U0*?ӰI*>wIA@6IA&jp?9m?@`2U0*?&:kM>wIA@6IAyrzp?9m?@`2U0*?29, p>wIA@6IAkDm[p?9m?@`2U0*?b}Ւ>wIA@6IAp.wIA@6IA-p?9m?@`2U0*??آ>wIA@6IA p?9m?@`2U0*?NI>wIA@6IA5o?9m?@`2U0*?>wIA@6IA To?9m?@`2U0*?*O]@>wIA@6IAv-To?9m?@`2U0*?~c>wIA@6IAOqvo?9m?@`2U0*?ZDž>wIA@6IAףn?9m?@`2U0*?tݞ|>wIA@6IAeh n?9m?@`2U0*? 1ˣ>wIA@6IA!wIA@6IAo+Dn?9m?@`2U0*?kk{>wIA@6IAn?9m?@`2U0*?.lP3>wIA@6IA k*m?9m?@`2U0*?]V>wIA@6IA Tt4m?9m?@`2U0*? 7Ox>wIA@6IAk4vm?9m?@`2U0*?x)|@o>wIA@6IAWKEm?9m?@`2U0*?X1$>wIA@6IA2M%Qm?9m?@`2U0*?T#>wIA@6IAWɍl?9m?@`2U0*?ŷH>wIA@6IA'IGCl?9m?@`2U0*?2C&>wIA@6IA3=(l?9m?@`2U0*?H>wIA@6IA VVl?9m?@`2U0*?Fk>wIA@6IA+#(l?9m?@`2U0*?xuYa>wIA@6IA5 fk?9m?@`2U0*?ꤝ>wIA@6IA-k?9m?@`2U0*?Yӥ>wIA@6IAXjk?9m?@`2U0*?&>wIA@6IAȆʾvk?9m?@`2U0*?63j5>wIA@6IA;Kk?9m?@`2U0*?b;>wIA@6IA%!k?9m?@`2U0*?^>wIA@6IA$j?9m?@`2U0*?6rT>wIA@6IAiTj?9m?@`2U0*?zc >wIA@6IAS4q>j?9m?@`2U0*?\ TƦ>wIA@6IA{j?9m?@`2U0*?OFs>wIA@6IAuSj?9m?@`2U0*?:G7( >wIA@6IA+;+j?9m?@`2U0*?(.>wIA@6IA޿j?9m?@`2U0*?Q>wIA@6IA#i?9m?@`2U0*?  Gt>wIA@6IA#i?9m?@`2U0*?wIA@6IAcݑi?9m?@`2U0*?`l>wIA@6IA@vli?9m?@`2U0*?˛eܧ>wIA@6IA1<@{Gi?9m?@`2U0*?:$>wIA@6IA֝>^"i?9m?@`2U0*?h!>wIA@6IA>h?9m?@`2U0*?*D>wIA@6IAƍxWh?9m?@`2U0*?Y9g>wIA@6IA4Fh?9m?@`2U0*?5>wIA@6IA|h?9m?@`2U0*?by>wIA@6IA"rh?9m?@`2U0*?wXϨ>wIA@6IA)=Oh?9m?@`2U0*?Ai >wIA@6IAD.h?9m?@`2U0*?FFZ>wIA@6IA_6 h?9m?@`2U0*?vKw7>wIA@6IAKfg?9m?@`2U0*?<,Z>wIA@6IA Zg?9m?@`2U0*?.|>wIA@6IA }hg?9m?@`2U0*?hW>wIA@6IAsdZg?9m?@`2U0*?3K©>wIA@6IA4jg?9m?@`2U0*?Dc>wIA@6IAS?Kg?9m?@`2U0*?#>wIA@6IA0,g?9m?@`2U0*?"gi*>wIA@6IAo_t g?9m?@`2U0*?M>wIA@6IA.f?9m?@`2U0*? o>wIA@6IAEEf?9m?@`2U0*?kP4>wIA@6IAN f?9m?@`2U0*?x=>wIA@6IA?0ʠf?9m?@`2U0*?Iת>wIA@6IADGnmxf?9m?@a2U0*?Iך> IA@6IADGnmxv?J?@a2U0*?%E}\> IA@6IA|?W>v?J?@a2U0*?m_b> IA@6IAĻv?J?@a2U0*?UB0> IA@6IA[(=u?J?@a2U0*?*$> IA@6IAp^u?J?@a2U0*?f3> IA@6IANmqcu?J?@a2U0*?tmx> IA@6IAu`/u?J?@a2U0*?KGw׽> IA@6IAΈt?J?@a2U0*?*A> IA@6IABWt?J?@a2U0*? H> IA@6IAt?J?@a2U0*?ct> IA@6IASJht?J?@a2U0*?˜Vӝ> IA@6IAZsf/9t?J?@a2U0*?!!9> IA@6IA_9 t?J?@a2U0*?zS^> IA@6IAmzDs?J?@a2U0*?X1> IA@6IAON3޼s?J?@a2U0*?5>&> IA@6IAG揇s?J?@a2U0*?BÐ.> IA@6IA6Xs?J?@a2U0*?ʥs> IA@6IA>A Tf-s?J?@a2U0*?ZSd> IA@6IAdwdps?J?@a2U0*?j> IA@6IAa0r?J?@a2U0*?B &"> IA@6IA"r?J?@a2U0*?;D> IA@6IAhr?J?@a2U0*?k: g> IA@6IAQ.br?J?@a2U0*?~:> IA@6IAJU.;r?J?@a2U0*?ﬠ> IA@6IAer?J?@a2U0*?iݤϠ> IA@6IA鸍 q?J?@a2U0*?(KY> IA@6IAEq?J?@a2U0*?FX> IA@6IAVçq?J?@a2U0*?Ӱ7> IA@6IAU-q?J?@a2U0*?"xZ> IA@6IAK)$aq?J?@a2U0*?[-}> IA@6IAƭNm>q?J?@a2U0*?⟡> IA@6IAsWq?J?@a2U0*?mEu¡> IA@6IA4Ap?J?@a2U0*?t(gL> IA@6IAv*Rp?J?@a2U0*?JlX> IA@6IAp?J?@a2U0*?ӰI*> IA@6IA&jp?J?@a2U0*?&:kM> IA@6IAyrzp?J?@a2U0*?29, p> IA@6IAkDm[p?J?@a2U0*?b}Ւ> IA@6IAp. IA@6IA-p?J?@a2U0*??آ> IA@6IA p?J?@a2U0*?NI> IA@6IA5o?J?@a2U0*?> IA@6IA To?J?@a2U0*?*O]@> IA@6IAw-To?J?@a2U0*?~c> IA@6IANqvo?J?@a2U0*?ZDž> IA@6IAףn?J?@a2U0*?uݞ|> IA@6IAeh n?J?@a2U0*? 1ˣ> IA@6IA! IA@6IAo+Dn?J?@a2U0*?kk{> IA@6IAn?J?@a2U0*?.lP3> IA@6IAk*m?J?@a2U0*?]V> IA@6IA Tt4m?J?@a2U0*? 7Ox> IA@6IAk4vm?J?@a2U0*?x)|@o> IA@6IAWKEm?J?@a2U0*?X1$> IA@6IA2M%Qm?J?@a2U0*?U#> IA@6IAXɍl?J?@a2U0*?ķH> IA@6IA'IGCl?J?@a2U0*?2C&> IA@6IA3=(l?J?@a2U0*?H> IA@6IA VVl?J?@a2U0*?Fk> IA@6IA+#(l?J?@a2U0*?xuYa> IA@6IA4 fk?J?@a2U0*?ꤝ> IA@6IA-k?J?@a2U0*?Yӥ> IA@6IAXjk?J?@a2U0*?&> IA@6IAȆʾvk?J?@a2U0*?63j5> IA@6IA;Kk?J?@a2U0*?b;> IA@6IA%!k?J?@a2U0*?^> IA@6IA$j?J?@a2U0*?6rT> IA@6IAiTj?J?@a2U0*?zc > IA@6IAS4q>j?J?@a2U0*?[ TƦ> IA@6IA{j?J?@a2U0*?OFs> IA@6IAuSj?J?@a2U0*?:G7( > IA@6IA+;+j?J?@a2U0*?(.> IA@6IA޿j?J?@a2U0*?Q> IA@6IA#i?J?@a2U0*?  Gt> IA@6IA#i?J?@a2U0*? IA@6IAcݑi?J?@a2U0*?`l> IA@6IA@vli?J?@a2U0*?̛eܧ> IA@6IA1<@{Gi?J?@a2U0*?:$> IA@6IAם>^"i?J?@a2U0*?h!> IA@6IA>h?J?@a2U0*?*D> IA@6IAƍxWh?J?@a2U0*?Y9g> IA@6IA4Fh?J?@a2U0*?5> IA@6IA|h?J?@a2U0*?by> IA@6IA"rh?J?@a2U0*?wXϨ> IA@6IA)=Oh?J?@a2U0*?Ai > IA@6IAD.h?J?@a2U0*?FFZ> IA@6IA_6 h?J?@a2U0*?vKw7> IA@6IAKfg?J?@a2U0*?<,Z> IA@6IA Zg?J?@a2U0*?.|> IA@6IA }hg?J?@a2U0*?hW> IA@6IAsdZg?J?@a2U0*?3K©> IA@6IA4jg?J?@a2U0*?Ec> IA@6IAS?Kg?J?@a2U0*?#> IA@6IA~0,g?J?@a2U0*?"gi*> IA@6IAo_t g?J?@a2U0*?M> IA@6IA.f?J?@a2U0*? o> IA@6IAEEf?J?@a2U0*?lP4> IA@6IAN f?J?@a2U0*?x=> IA@6IA?0ʠf?J?@a2U0*?Iת> IA@6IADGnmxf?J?@`2U0*?Iך>IA@6IADGnmxv?Œ_,?@`2U0*?$E}\>IA@6IA{?W>v?Œ_,?@`2U0*?m_b>IA@6IAĻv?Œ_,?@`2U0*?UB0>IA@6IA[(=u?Œ_,?@`2U0*?*$>IA@6IAp^u?Œ_,?@`2U0*?f3>IA@6IAOmqcu?Œ_,?@`2U0*?umx>IA@6IAu`/u?Œ_,?@`2U0*?LGw׽>IA@6IAΈt?Œ_,?@`2U0*?*A>IA@6IAAWt?Œ_,?@`2U0*? H>IA@6IAt?Œ_,?@`2U0*?ct>IA@6IASJht?Œ_,?@`2U0*?˜Vӝ>IA@6IA[sf/9t?Œ_,?@`2U0*?!!9>IA@6IA_9 t?Œ_,?@`2U0*?zS^>IA@6IAlzDs?Œ_,?@`2U0*?X1>IA@6IAON3޼s?Œ_,?@`2U0*?4>&>IA@6IAF揇s?Œ_,?@`2U0*?BÐ.>IA@6IA6Xs?Œ_,?@`2U0*?ʥs>IA@6IA?A Tf-s?Œ_,?@`2U0*?ZSd>IA@6IAdwdps?Œ_,?@`2U0*?j>IA@6IA`0r?Œ_,?@`2U0*?B &">IA@6IA"r?Œ_,?@`2U0*?;D>IA@6IAhr?Œ_,?@`2U0*?k: g>IA@6IAQ.br?Œ_,?@`2U0*?~:>IA@6IAJU.;r?Œ_,?@`2U0*?ﬠ>IA@6IAer?Œ_,?@`2U0*?iݤϠ>IA@6IA鸍 q?Œ_,?@`2U0*?(KY>IA@6IAEq?Œ_,?@`2U0*?FX>IA@6IAVçq?Œ_,?@`2U0*?Ӱ7>IA@6IAU-q?Œ_,?@`2U0*?"xZ>IA@6IAK)$aq?Œ_,?@`2U0*?[-}>IA@6IAƭNm>q?Œ_,?@`2U0*?⟡>IA@6IAsWq?Œ_,?@`2U0*?mEu¡>IA@6IA4Ap?Œ_,?@`2U0*?t(gL>IA@6IAv*Rp?Œ_,?@`2U0*?JlX>IA@6IAp?Œ_,?@`2U0*?ӰI*>IA@6IA&jp?Œ_,?@`2U0*?&:kM>IA@6IAyrzp?Œ_,?@`2U0*?29, p>IA@6IAkDm[p?Œ_,?@`2U0*?b}Ւ>IA@6IAp.IA@6IA-p?Œ_,?@`2U0*??آ>IA@6IA p?Œ_,?@`2U0*?NI>IA@6IA5o?Œ_,?@`2U0*?>IA@6IA To?Œ_,?@`2U0*?*O]@>IA@6IAv-To?Œ_,?@`2U0*?~c>IA@6IAOqvo?Œ_,?@`2U0*?ZDž>IA@6IAףn?Œ_,?@`2U0*?tݞ|>IA@6IAeh n?Œ_,?@`2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?Œ_,?@`2U0*?kk{>IA@6IAn?Œ_,?@`2U0*?.lP3>IA@6IA k*m?Œ_,?@`2U0*?]V>IA@6IA Tt4m?Œ_,?@`2U0*? 7Ox>IA@6IAk4vm?Œ_,?@`2U0*?x)|@o>IA@6IAWKEm?Œ_,?@`2U0*?X1$>IA@6IA2M%Qm?Œ_,?@`2U0*?T#>IA@6IAWɍl?Œ_,?@`2U0*?ŷH>IA@6IA'IGCl?Œ_,?@`2U0*?2C&>IA@6IA3=(l?Œ_,?@`2U0*?H>IA@6IA VVl?Œ_,?@`2U0*?Fk>IA@6IA+#(l?Œ_,?@`2U0*?xuYa>IA@6IA5 fk?Œ_,?@`2U0*?ꤝ>IA@6IA-k?Œ_,?@`2U0*?Yӥ>IA@6IAXjk?Œ_,?@`2U0*?&>IA@6IAȆʾvk?Œ_,?@`2U0*?63j5>IA@6IA;Kk?Œ_,?@`2U0*?b;>IA@6IA%!k?Œ_,?@`2U0*?^>IA@6IA$j?Œ_,?@`2U0*?6rT>IA@6IAiTj?Œ_,?@`2U0*?zc >IA@6IAS4q>j?Œ_,?@`2U0*?\ TƦ>IA@6IA{j?Œ_,?@`2U0*?OFs>IA@6IAuSj?Œ_,?@`2U0*?:G7( >IA@6IA+;+j?Œ_,?@`2U0*?(.>IA@6IA޿j?Œ_,?@`2U0*?Q>IA@6IA#i?Œ_,?@`2U0*?  Gt>IA@6IA#i?Œ_,?@`2U0*?IA@6IAcݑi?Œ_,?@`2U0*?`l>IA@6IA@vli?Œ_,?@`2U0*?˛eܧ>IA@6IA1<@{Gi?Œ_,?@`2U0*?:$>IA@6IA֝>^"i?Œ_,?@`2U0*?h!>IA@6IA>h?Œ_,?@`2U0*?*D>IA@6IAƍxWh?Œ_,?@`2U0*?Y9g>IA@6IA4Fh?Œ_,?@`2U0*?5>IA@6IA|h?Œ_,?@`2U0*?by>IA@6IA"rh?Œ_,?@`2U0*?wXϨ>IA@6IA)=Oh?Œ_,?@`2U0*?Ai >IA@6IAD.h?Œ_,?@`2U0*?FFZ>IA@6IA_6 h?Œ_,?@`2U0*?vKw7>IA@6IAKfg?Œ_,?@`2U0*?<,Z>IA@6IA Zg?Œ_,?@`2U0*?.|>IA@6IA }hg?Œ_,?@`2U0*?hW>IA@6IAsdZg?Œ_,?@`2U0*?3K©>IA@6IA4jg?Œ_,?@`2U0*?Dc>IA@6IAS?Kg?Œ_,?@`2U0*?#>IA@6IA0,g?Œ_,?@`2U0*?"gi*>IA@6IAo_t g?Œ_,?@`2U0*?M>IA@6IA.f?Œ_,?@`2U0*? o>IA@6IAEEf?Œ_,?@`2U0*?kP4>IA@6IAN f?Œ_,?@`2U0*?x=>IA@6IA?0ʠf?Œ_,?@`2U0*?Iת>IA@6IADGnmxf?Œ_,?@a2U0*?Iך>4:IA@6IADGnmxv?kX%?@a2U0*?%E}\>4:IA@6IA|?W>v?kX%?@a2U0*?m_b>4:IA@6IAĻv?kX%?@a2U0*?UB0>4:IA@6IA[(=u?kX%?@a2U0*?*$>4:IA@6IAp^u?kX%?@a2U0*?f3>4:IA@6IANmqcu?kX%?@a2U0*?tmx>4:IA@6IAu`/u?kX%?@a2U0*?KGw׽>4:IA@6IAΈt?kX%?@a2U0*?*A>4:IA@6IABWt?kX%?@a2U0*? H>4:IA@6IAt?kX%?@a2U0*?ct>4:IA@6IASJht?kX%?@a2U0*?˜Vӝ>4:IA@6IAZsf/9t?kX%?@a2U0*?!!9>4:IA@6IA_9 t?kX%?@a2U0*?zS^>4:IA@6IAmzDs?kX%?@a2U0*?X1>4:IA@6IAON3޼s?kX%?@a2U0*?5>&>4:IA@6IAG揇s?kX%?@a2U0*?BÐ.>4:IA@6IA6Xs?kX%?@a2U0*?ʥs>4:IA@6IA>A Tf-s?kX%?@a2U0*?ZSd>4:IA@6IAdwdps?kX%?@a2U0*?j>4:IA@6IAa0r?kX%?@a2U0*?B &">4:IA@6IA"r?kX%?@a2U0*?;D>4:IA@6IAhr?kX%?@a2U0*?k: g>4:IA@6IAQ.br?kX%?@a2U0*?~:>4:IA@6IAJU.;r?kX%?@a2U0*?ﬠ>4:IA@6IAer?kX%?@a2U0*?iݤϠ>4:IA@6IA鸍 q?kX%?@a2U0*?(KY>4:IA@6IAEq?kX%?@a2U0*?FX>4:IA@6IAVçq?kX%?@a2U0*?Ӱ7>4:IA@6IAU-q?kX%?@a2U0*?"xZ>4:IA@6IAK)$aq?kX%?@a2U0*?[-}>4:IA@6IAƭNm>q?kX%?@a2U0*?⟡>4:IA@6IAsWq?kX%?@a2U0*?mEu¡>4:IA@6IA4Ap?kX%?@a2U0*?t(gL>4:IA@6IAv*Rp?kX%?@a2U0*?JlX>4:IA@6IAp?kX%?@a2U0*?ӰI*>4:IA@6IA&jp?kX%?@a2U0*?&:kM>4:IA@6IAyrzp?kX%?@a2U0*?29, p>4:IA@6IAkDm[p?kX%?@a2U0*?b}Ւ>4:IA@6IAp.4:IA@6IA-p?kX%?@a2U0*??آ>4:IA@6IA p?kX%?@a2U0*?NI>4:IA@6IA5o?kX%?@a2U0*?>4:IA@6IA To?kX%?@a2U0*?*O]@>4:IA@6IAw-To?kX%?@a2U0*?~c>4:IA@6IANqvo?kX%?@a2U0*?ZDž>4:IA@6IAףn?kX%?@a2U0*?uݞ|>4:IA@6IAeh n?kX%?@a2U0*? 1ˣ>4:IA@6IA!4:IA@6IAo+Dn?kX%?@a2U0*?kk{>4:IA@6IAn?kX%?@a2U0*?.lP3>4:IA@6IAk*m?kX%?@a2U0*?]V>4:IA@6IA Tt4m?kX%?@a2U0*? 7Ox>4:IA@6IAk4vm?kX%?@a2U0*?x)|@o>4:IA@6IAWKEm?kX%?@a2U0*?X1$>4:IA@6IA2M%Qm?kX%?@a2U0*?U#>4:IA@6IAXɍl?kX%?@a2U0*?ķH>4:IA@6IA'IGCl?kX%?@a2U0*?2C&>4:IA@6IA3=(l?kX%?@a2U0*?H>4:IA@6IA VVl?kX%?@a2U0*?Fk>4:IA@6IA+#(l?kX%?@a2U0*?xuYa>4:IA@6IA4 fk?kX%?@a2U0*?ꤝ>4:IA@6IA-k?kX%?@a2U0*?Yӥ>4:IA@6IAXjk?kX%?@a2U0*?&>4:IA@6I `AȆʾvk?kX%?@a2U0*?63j5>4:IA@6IA;Kk?kX%?@a2U0*?b;>4:IA@6IA%!k?kX%?@a2U0*?^>4:IA@6IA$j?kX%?@a2U0*?6rT>4:IA@6IAiTj?kX%?@a2U0*?zc >4:IA@6IAS4q>j?kX%?@a2U0*?[ TƦ>4:IA@6IA{j?kX%?@a2U0*?OFs>4:IA@6IAuSj?kX%?@a2U0*?:G7( >4:IA@6IA+;+j?kX%?@a2U0*?(.>4:IA@6IA޿j?kX%?@a2U0*?Q>4:IA@6IA#i?kX%?@a2U0*?  Gt>4:IA@6IA#i?kX%?@a2U0*?4:IA@6IAcݑi?kX%?@a2U0*?`l>4:IA@6IA@vli?kX%?@a2U0*?̛eܧ>4:IA@6IA1<@{Gi?kX%?@a2U0*?:$>4:IA@6IAם>^"i?kX%?@a2U0*?h!>4:IA@6IA>h?kX%?@a2U0*?*D>4:IA@6IAƍxWh?kX%?@a2U0*?Y9g>4:IA@6IA4Fh?kX%?@a2U0*?5>4:IA@6IA|h?kX%?@a2U0*?by>4:IA@6IA"rh?kX%?@a2U0*?wXϨ>4:IA@6IA)=Oh?kX%?@a2U0*?Ai >4:IA@6IAD.h?kX%?@a2U0*?FFZ>4:IA@6IA_6 h?kX%?@a2U0*?vKw7>4:IA@6IAKfg?kX%?@a2U0*?<,Z>4:IA@6IA Zg?kX%?@a2U0*?.|>4:IA@6IA }hg?kX%?@a2U0*?hW>4:IA@6IAsdZg?kX%?@a2U0*?3K©>4:IA@6IA4jg?kX%?@a2U0*?Ec>4:IA@6IAS?Kg?kX%?@a2U0*?#>4:IA@6IA~0,g?kX%?@a2U0*?"gi*>4:IA@6IAo_t g?kX%?@a2U0*?M>4:IA@6IA.f?kX%?@a2U0*? o>4:IA@6IAEEf?kX%?@a2U0*?lP4>4:IA@6IAN f?kX%?@a2U0*?x=>4:IA@6IA?0ʠf?kX%?@a2U0*?Iת>4:IA@6IADGnmxf?kX%?@`2U0*?Iך>dIA@6IADGnmxv?Q?@`2U0*?$E}\>dIA@6IA{?W>v?Q?@`2U0*?m_b>dIA@6IAĻv?Q?@`2U0*?UB0>dIA@6IA[(=u?Q?@`2U0*?*$>dIA@6IAp^u?Q?@`2U0*?f3>dIA@6IAOmqcu?Q?@`2U0*?umx>dIA@6IAu`/u?Q?@`2U0*?LGw׽>dIA@6IAΈt?Q?@`2U0*?*A>dIA@6IAAWt?Q?@`2U0*? H>dIA@6IAt?Q?@`2U0*?ct>dIA@6IASJht?Q?@`2U0*?˜Vӝ>dIA@6IA[sf/9t?Q?@`2U0*?!!9>dIA@6IA_9 t?Q?@`2U0*?zS^>dIA@6IAlzDs?Q?@`2U0*?X1>dIA@6IAON3޼s?Q?@`2U0*?4>&>dIA@6IAF揇s?Q?@`2U0*?BÐ.>dIA@6IA6Xs?Q?@`2U0*?ʥs>dIA@6IA?A Tf-s?Q?@`2U0*?ZSd>dIA@6IAdwdps?Q?@`2U0*?j>dIA@6IA`0r?Q?@`2U0*?B &">dIA@6IA"r?Q?@`2U0*?;D>dIA@6IAhr?Q?@`2U0*?k: g>dIA@6IAQ.br?Q?@`2U0*?~:>dIA@6IAJU.;r?Q?@`2U0*?ﬠ>dIA@6IAer?Q?@`2U0*?iݤϠ>dIA@6IA鸍 q?Q?@`2U0*?(KY>dIA@6IAEq?Q?@`2U0*?FX>dIA@6IAVçq?Q?@`2U0*?Ӱ7>dIA@6IAU-q?Q?@`2U0*?"xZ>dIA@6IAK)$aq?Q?@`2U0*?[-}>dIA@6IAƭNm>q?Q?@`2U0*?⟡>dIA@6IAsWq?Q?@`2U0*?mEu¡>dIA@6IA4Ap?Q?@`2U0*?t(gL>dIA@6IAv*Rp?Q?@`2U0*?JlX>dIA@6IAp?Q?@`2U0*?ӰI*>dIA@6IA&jp?Q?@`2U0*?&:kM>dIA@6IAyrzp?Q?@`2U0*?29, p>dIA@6IAkDm[p?Q?@`2U0*?b}Ւ>dIA@6IAp.dIA@6IA-p?Q?@`2U0*??آ>dIA@6IA p?Q?@`2U0*?NI>dIA@6IA5o?Q?@`2U0*?>dIA@6IA To?Q?@`2U0*?*O]@>dIA@6IAv-To?Q?@`2U0*?~c>dIA@6IAOqvo?Q?@`2U0*?ZDž>dIA@6IAףn?Q?@`2U0*?tݞ|>dIA@6IAeh n?Q?@`2U0*? 1ˣ>dIA@6IA!dIA@6IAo+Dn?Q?@`2U0*?kk{>dIA@6IAn?Q?@`2U0*?.lP3>dIA@6IA k*m?Q?@`2U0*?]V>dIA@6IA Tt4m?Q?@`2U0*? 7Ox>dIA@6IAk4vm?Q?@`2U0*?x)|@o>dIA@6IAWKEm?Q?@`2U0*?X1$>dIA@6IA2M%Qm?Q?@`2U0*?T#>dIA@6IAWɍl?Q?@`2U0*?ŷH>dIA@6IA'IGCl?Q?@`2U0*?2C&>dIA@6IA3=(l?Q?@`2U0*?H>dIA@6IA VVl?Q?@`2U0*?Fk>dIA@6IA+#(l?Q?@`2U0*?xuYa>dIA@6IA5 fk?Q?@`2U0*?ꤝ>dIA@6IA-k?Q?@`2U0*?Yӥ>dIA@6IAXjk?Q?@`2U0*?&>dIA@6IAȆʾvk?Q?@`2U0*?63j5>dIA@6IA;Kk?Q?@`2U0*?b;>dIA@6IA%!k?Q?@`2U0*?^>dIA@6IA$j?Q?@`2U0*?6rT>dIA@6IAiTj?Q?@`2U0*?zc >dIA@6IAS4q>j?Q?@`2U0*?\ TƦ>dIA@6IA{j?Q?@`2U0*?OFs>dIA@6IAuSj?Q?@`2U0*?:G7( >dIA@6IA+;+j?Q?@`2U0*?(.>dIA@6IA޿j?Q?@`2U0*?Q>dIA@6IA#i?Q?@`2U0*?  Gt>dIA@6IA#i?Q?@`2U0*?dIA@6IAcݑi?Q?@`2U0*?`l>dIA@6IA@vli?Q?@`2U0*?˛eܧ>dIA@6IA1<@{Gi?Q?@`2U0*?:$>dIA@6IA֝>^"i?Q?@`2U0*?h!>dIA@6IA>h?Q?@`2U0*?*D>dIA@6IAƍxWh?Q?@`2U0*?Y9g>dIA@6IA4Fh?Q?@`2U0*?5>dIA@6IA|h?Q?@`2U0*?by>dIA@6IA"rh?Q?@`2U0*?wXϨ>dIA@6IA)=Oh?Q?@`2U0*?Ai >dIA@6IAD.h?Q?@`2U0*?FFZ>dIA@6IA_6 h?Q?@`2U0*?vKw7>dIA@6IAKfg?Q?@`2U0*?<,Z>dIA@6IA Zg?Q?@`2U0*?.|>dIA@6IA }hg?Q?@`2U0*?hW>dIA@6IAsdZg?Q?@`2U0*?3K©>dIA@6IA4jg?Q?@`2U0*?Dc>dIA@6IAS?Kg?Q?@`2U0*?#>dIA@6IA0,g?Q?@`2U0*?"gi*>dIA@6IAo_t g?Q?@`2U0*?M>dIA@6IA.f?Q?@`2U0*? o>dIA@6IAEEf?Q?@`2U0*?kP4>dIA@6IAN f?Q?@`2U0*?x=>dIA@6IA?0ʠf?Q?@`2U0*?Iת>dIA@6IADGnmxf?Q?@a2U0*?Iך>fIA@6IADGnmxv?K~?@a2U0*?%E}\>fIA@6IA|?W>v?K~?@a2U0*?m_b>fIA@6IAĻv?K~?@a2U0*?UB0>fIA@6IA[(=u?K~?@a2U0*?*$>fIA@6IAp^u?K~?@a2U0*?f3>fIA@6IANmqcu?K~?@a2U0*?tmx>fIA@6IAu`/u?K~?@a2U0*?KGw׽>fIA@6IAΈt?K~?@a2U0*?*A>fIA@6IABWt?K~?@a2U0*? H>fIA@6IAt?K~?@a2U0*?ct>fIA@6IASJht?K~?@a2U0*?˜Vӝ>fIA@6IAZsf/9t?K~?@a2U0*?!!9>fIA@6IA_9 t?K~?@a2U0*?zS^>fIA@6IAmzDs?K~?@a2U0*?X1>fIA@6IAON3޼s?K~?@a2U0*?5>&>fIA@6IAG揇s?K~?@a2U0*?BÐ.>fIA@6IA6Xs?K~?@a2U0*?ʥs>fIA@6IA>A Tf-s?K~?@a2U0*?ZSd>fIA@6IAdwdps?K~?@a2U0*?j>fIA@6IAa0r?K~?@a2U0*?B &">fIA@6IA"r?K~?@a2U0*?;D>fIA@6IAhr?K~?@a2U0*?k: g>fIA@6IAQ.br?K~?@a2U0*?~:>fIA@6IAJU.;r?K~?@a2U0*?ﬠ>fIA@6IAer?K~?@a2U0*?iݤϠ>fIA@6IA鸍 q?K~?@a2U0*?(KY>fIA@6IAEq?K~?@a2U0*?FX>fIA@6IAVçq?K~?@a2U0*?Ӱ7>fIA@6IAU-q?K~?@a2U0*?"xZ>fIA@6IAK)$aq?K~?@a2U0*?[-}>fIA@6IAƭNm>q?K~?@a2U0*?⟡>fIA@6IAsWq?K~?@a2U0*?mEu¡>fIA@6IA4Ap?K~?@a2U0*?t(gL>fIA@6IAv*Rp?K~?@a2U0*?JlX>fIA@6IAp?K~?@a2U0*?ӰI*>fIA@6IA&jp?K~?@a2U0*?&:kM>fIA@6IAyrzp?K~?@a2U0*?29, p>fIA@6IAkDm[p?K~?@a2U0*?b}Ւ>fIA@6IAp.fIA@6IA-p?K~?@a2U0*??آ>fIA@6IA p?K~?@a2U0*?NI>fIA@6IA5o?K~?@a2U0*?>fIA@6IA To?K~?@a2U0*?*O]@>fIA@6IAw-To?K~?@a2U0*?~c>fIA@6IANqvo?K~?@a2U0*?ZDž>fIA@6IAףn?K~?@a2U0*?uݞ|>fIA@6IAeh n?K~?@a2U0*? 1ˣ>fIA@6IA!fIA@6IAo+Dn?K~?@a2U0*?kk{>fIA@6IAn?K~?@a2U0*?.lP3>fIA@6IAk*m?K~?@a2U0*?]V>fIA@6IA Tt4m?K~?@a2U0*? 7Ox>fIA@6IAk4vm?K~?@a2U0*?x)|@o>fIA@6IAWKEm?K~?@a2U0*?X1$>fIA@6IA2M%Qm?K~?@a2U0*?U#>fIA@6IAXɍl?K~?@a2U0*?ķH>fIA@6IA'IGCl?K~?@a2U0*?2C&>fIA@6IA3=(l?K~?@a2U0*?H>fIA@6IA VVl?K~?@a2U0*?Fk>fIA@6IA+#(l?K~?@a2U0*?xuYa>fIA@6IA4 fk?K~?@a2U0*?ꤝ>fIA@6IA-k?K~?@a2U0*?Yӥ>fIA@6IAXjk?K~?@a2U0*?&>fIA@6IAȆʾvk?K~?@a2U0*?63j5>fIA@6IA;Kk?K~?@a2U0*?b;>fIA@6IA%!k?K~?@a2U0*?^>fIA@6IA$j?K~?@a2U0*?6rT>fIA@6IAiTj?K~?@a2U0*?zc >fIA@6IAS4q>j?K~?@a2U0*?[ TƦ>fIA@6IA{j?K~?@a2U0*?OFs>fIA@6IAuSj?K~?@a2U0*?:G7( >fIA@6IA+;+j?K~?@a2U0*?(.>fIA@6IA޿j?K~?@a2U0*?Q>fIA@6IA#i?K~?@a2U0*?  Gt>fIA@6IA#i?K~?@a2U0*?fIA@6IAcݑi?K~?@a2U0*?`l>fIA@6IA@vli?K~?@a2U0*?̛eܧ>fIA@6IA1<@{Gi?K~?@a2U0*?:$>fIA@6IAם>^"i?K~?@a2U0*?h!>fIA@6IA>h?K~?@a2U0*?*D>fIA@6IAƍxWh?K~?@a2U0*?Y9g>fIA@6IA4Fh?K~?@a2U0*?5>fIA@6IA|h?K~?@a2U0*?by>fIA@6IA"rh?K~?@a2U0*?wXϨ>fIA@6IA)=Oh?K~?@a2U0*?Ai >fIA@6IAD.h?K~?@a2U0*?FFZ>fIA@6IA_6 h?K~?@a2U0*?vKw7>fIA@6IAKfg?K~?@a2U0*?<,Z>fIA@6IA Zg?K~?@a2U0*?.|>fIA@6IA }hg?K~?@a2U0*?hW>fIA@6IAsdZg?K~?@a2U0*?3K©>fIA@6IA4jg?K~?@a2U0*?Ec>fIA@6IAS?Kg?K~?@a2U0*?#>fIA@6IA~0,g?K~?@a2U0*?"gi*>fIA@6IAo_t g?K~?@a2U0*?M>fIA@6IA.f?K~?@a2U0*? o>fIA@6IAEEf?K~?@a2U0*?lP4>fIA@6IAN f?K~?@a2U0*?x=>fIA@6IA?0ʠf?K~?@a2U0*?Iת>fIA@6IADGnmxf?K~?@`2U0*?Iך>IA@6IADGnmxv?"wwwww?@`2U0*?$E}\>IA@6IA{?W>v?"wwwww?@`2U0*?m_b>IA@6IAĻv?"wwwww?@`2U0*?UB0>IA@6IA[(=u?"wwwww?@`2U0*?*$>IA@6IAp^u?"wwwww?@`2U0*?f3>IA@6IAOmqcu?"wwwww?@`2U0*?umx>IA@6IAu`/u?"wwwww?@`2U0*?LGw׽>IA@6IAΈt?"wwwww?@`2U0*?*A>IA@6IAAWt?"wwwww?@`2U0*? H>IA@6IAt?"wwwww?@`2U0*?ct>IA@6IASJht?"wwwww?@`2U0*?˜Vӝ>IA@6IA[sf/9t?"wwwww?@`2U0*?!!9>IA@6IA_9 t?"wwwww?@`2U0*?zS^>IA@6IAlzDs?"wwwww?@`2U0*?X1>IA@6IAON3޼s?"wwwww?@`2U0*?4>&>IA@6IAF揇s?"wwwww?@`2U0*?BÐ.>IA@6IA6Xs?"wwwww?@`2U0*?ʥs>IA@6IA?A Tf-s?"wwwww?@`2U0*?ZSd>IA@6IAdwdps?"wwwww?@`2U0*?j>IA@6IA`0r?"wwwww?@`2U0*?B &">IA@6IA"r?"wwwww?@`2U0*?;D>IA@6IAhr?"wwwww?@`2U0*?k: g>IA@6IAQ.br?"wwwww?@`2U0*?~:>IA@6IAJU.;r?"wwwww?@`2U0*?ﬠ>IA@6IAer?"wwwww?@`2U0*?iݤϠ>IA@6IA鸍 q?"wwwww?@`2U0*?(KY>IA@6IAEq?"wwwww?@`2U0*?FX>IA@6IAVçq?"wwwww?@`2U0*?Ӱ7>IA@6IAU-q?"wwwww?@`2U0*?"xZ>IA@6IAK)$aq?"wwwww?@`2U0*?[-}>IA@6IAƭNm>q?"wwwww?@`2U0*?⟡>IA@6IAsWq?"wwwww?@`2U0*?mEu¡>IA@6IA4Ap?"wwwww?@`2U0*?t(gL>IA@6IAv*Rp?"wwwww?@`2U0*?JlX>IA@6IAp?"wwwww?@`2U0*?ӰI*>IA@6IA&jp?"wwwww?@`2U0*?&:kM>IA@6IAyrzp?"wwwww?@`2U0*?29, p>IA@6IAkDm[p?"wwwww?@`2U0*?b}Ւ>IA@6IAp.IA@6IA-p?"wwwww?@`2U0*??آ>IA@6IA p?"wwwww?@`2U0*?NI>IA@6IA5o?"wwwww?@`2U0*?>IA@6IA To?"wwwww?@`2U0*?*O]@>IA@6IAv-To?"wwwww?@`2U0*?~c>IA@6IAOqvo?"wwwww?@`2U0*?ZDž>IA@6IAףn?"wwwww?@`2U0*?tݞ|>IA@6IAeh n?"wwwww?@`2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?"wwwww?@`2U0*?kk{>IA@6IAn?"wwwww?@`2U0*?.lP3>IA@6IA k*m?"wwwww?@`2U0*?]V>IA@6IA Tt4m?"wwwww?@`2U0*? 7Ox>IA@6IAk4vm?"wwwww?@`2U0*?x)|@o>IA@6IAWKEm?"wwwww?@`2U0*?X1$>IA@6IA2M%Qm?"wwwww?@`2U0*?T#>IA@6IAWɍl?"wwwww?@`2U0*?ŷH>IA@6IA'IGCl?"wwwww?@`2U0*?2C&>IA@6IA3=(l?"wwwww?@`2U0*?H>IA@6IA VVl?"wwwww?@`2U0*?Fk>IA@6IA+#(l?"wwwww?@`2U0*?xuYa>IA@6IA5 fk?"wwwww?@`2U0*?ꤝ>IA@6IA-k?"wwwww?@`2U0*?Yӥ>IA@6IAXjk?"wwwww?@`2U0*?&>IA@6IAȆʾvk?"wwwww?@`2U0*?63j5>IA@6IA;Kk?"wwwww?@`2U0*?b;>IA@6IA%!k?"wwwww?@`2U0*?^>IA@6IA$j?"wwwww?@`2U0*?6rT>IA@6IAiTj?"wwwww?@`2U0*?zc >IA@6IAS4q>j?"wwwww?@`2U0*?\ TƦ>IA@6IA{j?"wwwww?@`2U0*?OFs>IA@6IAuSj?"wwwww?@`2U0*?:G7( >IA@6IA+;+j?"wwwww?@`2U0*?(.>IA@6IA޿j?"wwwww?@`2U0*?Q>IA@6IA#i?"wwwww?@`2U0*?  Gt>IA@6IA#i?"wwwww?@`2U0*?IA@6IAcݑi?"wwwww?@`2U0*?`l>IA@6IA@vli?"wwwww?@`2U0*?˛eܧ>IA@6IA1<@{Gi?"wwwww?@`2U0*?:$>IA@6IA֝>^"i?"wwwww?@`2U0*?h!>IA@6IA>h?"wwwww?@`2U0*?*D>IA@6IAƍxWh?"wwwww?@`2U0*?Y9g>IA@6IA4Fh?"wwwww?@`2U0*?5>IA@6IA|h?"wwwww?@`2U0*?by>IA@6IA"rh?"wwwww?@`2U0*?wXϨ>IA@6IA)=Oh?"wwwww?@`2U0*?Ai >IA@6IAD.h?"wwwww?@`2U0*?FFZ>IA@6IA_6 h?"wwwww?@`2U0*?vKw7>IA@6IAKfg?"wwwww?@`2U0*?<,Z>IA@6IA Zg?"wwwww?@`2U0*?.|>IA@6IA }hg?"wwwww?@`2U0*?hW>IA@6IAsdZg?"wwwww?@`2U0*?3K©>IA@6IA4jg?"wwwww?@`2U0*?Dc>IA@6IAS?Kg?"wwwww?@`2U0*?#>IA@6IA0,g?"wwwww?@`2U0*?"gi*>IA@6IAo_t g?"wwwww?@`2U0*?M>IA@6IA.f?"wwwww?@`2U0*? o>IA@6IAEEf?"wwwww?@`2U0*?kP4>IA@6IAN f?"wwwww?@`2U0*?x=>IA@6IA?0ʠf?"wwwww?@`2U0*?Iת>IA@6IADGnmxf?"wwwww?@a2U0*?Iך>IA@6IADGnmxv?֣p= ?@a2U0*?%E}\>IA@6IA|?W>v?֣p= ?@a2U0*?m_b>IA@6IAĻv?֣p= ?@a2U0*?UB0>IA@6IA[(=u?֣p= ?@a2U0*?*$>IA@6IAp^u?֣p= ?@a2U0*?f3>IA@6IANmqcu?֣p= ?@a2U0*?tmx>IA@6IAu`/u?֣p= ?@a2U0*?KGw׽>IA@6IAΈt?֣p= ?@a2U0*?*A>IA@6IABWt?֣p= ?@a2U0*? H>IA@6IAt?֣p= ?@a2U0*?ct>IA@6IASJht?֣p= ?@a2U0*?˜Vӝ>IA@6IAZsf/9t?֣p= ?@a2U0*?!!9>IA@6IA_9 t?֣p= ?@a2U0*?zS^>IA@6IAmzDs?֣p= ?@a2U0*?X1>IA@6IAON3޼s?֣p= ?@a2U0*?5>&>IA@6IAG揇s?֣p= ?@a2U0*?BÐ.>IA@6IA6Xs?֣p= ?@a2U0*?ʥs>IA@6IA>A Tf-s?֣p= ?@a2U0*?ZSd>IA@6IAdwdps?֣p= ?@a2U0*?j>IA@6IAa0r?֣p= ?@a2U0*?B &">IA@6IA"r?֣p= ?@a2U0*?;D>IA@6IAhr?֣p= ?@a2U0*?k: g>IA@6IAQ.br?֣p= ?@a2U0*?~:>IA@6IAJU.;r?֣p= ?@a2U0*?ﬠ>IA@6IAer?֣p= ?@a2U0*?iݤϠ>IA@6IA鸍 q?֣p= ?@a2U0*?(KY>IA@6IAEq?֣p= ?@a2U0*?FX>IA@6IAVçq?֣p= ?@a2U0*?Ӱ7>IA@6IAU-q?֣p= ?@a2U0*?"xZ>IA@6IAK)$aq?֣p= ?@a2U0*?[-}>IA@6IAƭNm>q?֣p= ?@a2U0*?⟡>IA@6IAsWq?֣p= ?@a2U0*?mEu¡>IA@6IA4Ap?֣p= ?@a2U0*?t(gL>IA@6IAv*Rp?֣p= ?@a2U0*?JlX>IA@6IAp?֣p= ?@a2U0*?ӰI*>IA@6IA&jp?֣p= ?@a2U0*?&:kM>IA@6IAyrzp?֣p= ?@a2U0*?29, p>IA@6IAkDm[p?֣p= ?@a2U0*?b}Ւ>IA@6IAp.IA@6IA-p?֣p= ?@a2U0*??آ>IA@6IA p?֣p= ?@a2U0*?NI>IA@6IA5o?֣p= ?@a2U0*?>IA@6IA To?֣p= ?@a2U0*?*O]@>IA@6IAw-To?֣p= ?@a2U0*?~c>IA@6IANqvo?֣p= ?@a2U0*?ZDž>IA@6IAףn?֣p= ?@a2U0*?uݞ|>IA@6IAeh n?֣p= ?@a2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?֣p= ?@a2U0*?kk{>IA@6IAn?֣p= ?@a2U0*?.lP3>IA@6IAk*m?֣p= ?@a2U0*?]V>IA@6IA Tt4m?֣p= ?@a2U0*? 7Ox>IA@6IAk4vm?֣p= ?@a2U0*?x)|@o>IA@6IAWKEm?֣p= ?@a2U0*?X1$>IA@6IA2M%Qm?֣p= ?@a2U0*?U#>IA@6IAXɍl?֣p= ?@a2U0*?ķH>IA@6IA'IGCl?֣p= ?@a2U0*?2C&>IA@6IA3=(l?֣p= ?@a2U0*?H>IA@6IA VVl?֣p= ?@a2U0*?Fk>IA@6IA+#(l?֣p= ?@a2U0*?xuYa>IA@6IA4 fk?֣p= ?@a2U0*?ꤝ>IA@6IA-k?֣p= ?@a2U0*?Yӥ>IA@6IAXjk?֣p= ?@a2U0*?&>IA@6IAȆʾvk?֣p= ?@a2U0*?63j5>IA@6IA;Kk?֣p= ?@a2U0*?b;>IA@6IA%!k?֣p= ?@a2U0*?^>IA@6IA$j?֣p= ?@a2U0*?6rT>IA@6IAiTj?֣p= ?@a2U0*?zc >IA@6IAS4q>j?֣p= ?@a2U0*?[ TƦ>IA@6IA{j?֣p= ?@a2U0*?OFs>IA@6IAuSj?֣p= ?@a2U0*?:G7( >IA@6IA+;+j?֣p= ?@a2U0*?(.>IA@6IA޿j?֣p= ?@a2U0*?Q>IA@6IA#i?֣p= ?@a2U0*?  Gt>IA@6IA#i?֣p= ?@a2U0*?IA@6IAcݑi?֣p= ?@a2U0*?`l>IA@6IA@vli?֣p= ?@a2U0*?̛eܧ>IA@6IA1<@{Gi?֣p= ?@a2U0*?:$>IA@6IAם>^"i?֣p= ?@a2U0*?h!>IA@6IA>h?֣p= ?@a2U0*?*D>IA@6IAƍxWh?֣p= ?@a2U0*?Y9g>IA@6IA4Fh?֣p= ?@a2U0*?5>IA@6IA|h?֣p= ?@a2U0*?by>IA@6IA"rh?֣p= ?@a2U0*?wXϨ>IA@6IA)=Oh?֣p= ?@a2U0*?Ai >IA@6IAD.h?֣p= ?@a2U0*?FFZ>IA@6IA_6 h?֣p= ?@a2U0*?vKw7>IA@6IAKfg?֣p= ?@a2U0*?<,Z>IA@6IA Zg?֣p= ?@a2U0*?.|>IA@6IA }hg?֣p= ?@a2U0*?hW>IA@6IAsdZg?֣p= ?@a2U0*?3K©>IA@6IA4jg?֣p= ?@a2U0*?Ec>IA@6IAS?Kg?֣p= ?@a2U0*?#>IA@6IA~0,g?֣p= ?@a2U0*?"gi*>IA@6IAo_t g?֣p= ?@a2U0*?M>IA@6IA.f?֣p= ?@a2U0*? o>IA@6IAEEf?֣p= ?@a2U0*?lP4>IA@6IAN f?֣p= ?@a2U0*?x=>IA@6IA?0ʠf?֣p= ?@a2U0*?Iת>IA@6IADGnmxf?֣p= ?@`2U0*?Iך>$)IA@6IADGnmxv?J6i?@`2U0*?$E}\>$)IA@6IA{?W>v?J6i?@`2U0*?m_b>$)IA@6IAĻv?J6i?@`2U0*?UB0>$)IA@6IA[(=u?J6i?@`2U0*?*$>$)IA@6IAp^u?J6i?@`2U0*?f3>$)IA@6IAOmqcu?J6i?@`2U0*?umx>$)IA@6IAu`/u?J6i?@`2U0*?LGw׽>$)IA@6IAΈt?J6i?@`2U0*?*A>$)IA@6IAAWt?J6i?@`2U0*? H>$)IA@6IAt?J6i?@`2U0*?ct>$)IA@6IASJht?J6i?@`2U0*?˜Vӝ>$)IA@6IA[sf/9t?J6i?@`2U0*?!!9>$)IA@6IA_9 t?J6i?@`2U0*?zS^>$)IA@6IAlzDs?J6i?@`2U0*?X1>$)IA@6IAON3޼s?J6i?@`2U0*?4>&>$)IA@6IAF揇s?J6i?@`2U0*?BÐ.>$)IA@6IA6Xs?J6i?@`2U0*?ʥs>$)IA@6IA?A Tf-s?J6i?@`2U0*?ZSd>$)IA@6IAdwdps?J6i?@`2U0*?j>$)IA@6IA`0r?J6i?@`2U0*?B &">$)IA@6IA"r?J6i?@`2U0*?;D>$)IA@6IAhr?J6i?@`2U0*?k: g>$)IA@6IAQ.br?J6i?@`2U0*?~:>$)IA@6IAJU.;r?J6i?@`2U0*?ﬠ>$)IA@6IAer?J6i?@`2U0*?iݤϠ>$)IA@6IA鸍 q?J6i?@`2U0*?(KY>$)IA@6IAEq?J6i?@`2U0*?FX>$)IA@6IAVçq?J6i?@`2U0*?Ӱ7>$)IA@6IAU-q?J6i?@`2U0*?"xZ>$)IA@6IAK)$aq?J6i?@`2U0*?[-}>$)IA@6IAƭNm>q?J6i?@`2U0*?⟡>$)IA@6IAsWq?J6i?@`2U0*?mEu¡>$)IA@6IA4Ap?J6i?@`2U0*?t(gL>$)IA@6IAv*Rp?J6i?@`2U0*?JlX>$)IA@6IAp?J6i?@`2U0*?ӰI*>$)IA@6IA&jp?J6i?@`2U0*?&:kM>$)IA@6IAyrzp?J6i?@`2U0*?29, p>$)IA@6IAkDm[p?J6i?@`2U0*?b}Ւ>$)IA@6IAp.$)IA@6IA-p?J6i?@`2U0*??آ>$)IA@6IA p?J6i?@`2U0*?NI>$)IA@6IA5o?J6i?@`2U0*?>$)IA@6IA To?J6i?@`2U0*?*O]@>$)IA@6IAv-To?J6i?@`2U0*?~c>$)IA@6IAOqvo?J6i?@`2U0*?ZDž>$)IA@6IAףn?J6i?@`2U0*?tݞ|>$)IA@6IAeh n?J6i?@`2U0*? 1ˣ>$)IA@6IA!$)IA@6IAo+Dn?J6i?@`2U0*?kk{>$)IA@6IAn?J6i?@`2U0*?.lP3>$)IA@6IA k*m?J6i?@`2U0*?]V>$)IA@6IA Tt4m?J6i?@`2U0*? 7Ox>$)IA@6IAk4vm?J6i?@`2U0*?x)|@o>$)IA@6IAWKEm?J6i?@`2U0*?X1$>$)IA@6IA2M%Qm?J6i?@`2U0*?T#>$)IA@6IAWɍl?J6i?@`2U0*?ŷH>$)IA@6IA'IGCl?J6i?@`2U0*?2C&>$)IA@6IA3=(l?J6i?@`2U0*?H>$)IA@6IA VVl?J6i?@`2U0*?Fk>$)IA@6IA+#(l?J6i?@`2U0*?xuYa>$)IA@6IA5 fk?J6i?@`2U0*?ꤝ>$)IA@6IA-k?J6i?@`2U0*?Yӥ>$)IA@6IAXjk?J6i?@`2U0*?&>$)IA@6IAȆʾvk?J6i?@`2U0*?63j5>$)IA@6IA;Kk?J6i?@`2U0*?b;>$)IA@6IA%!k?J6i?@`2U0*?^>$)IA@6IA$j?J6i?@`2U0*?6rT>$)IA@6IAiTj?J6i?@`2U0*?zc >$)IA@6IAS4q>j?J6i?@`2U0*?\ TƦ>$)IA@6IA{j?J6i?@`2U0*?OFs>$)IA@6IAuSj?J6i?@`2U0*?:G7( >$)IA@6IA+;+j?J6i?@`2U0*?(.>$)IA@6IA޿j?J6i?@`2U0*?Q>$)IA@6IA#i?J6i?@`2U0*?  Gt>$)IA@6IA#i?J6i?@`2U0*?$)IA@6IAcݑi?J6i?@`2U0*?`l>$)IA@6IA@vli?J6i?@`2U0*?˛eܧ>$)IA@6IA1<@{Gi?J6i?@`2U0*?:$>$)IA@6IA֝>^"i?J6i?@`2U0*?h!>$)IA@6IA>h?J6i?@`2U0*?*D>$)IA@6IAƍxWh?J6i?@`2U0*?Y9g>$)IA@6IA4Fh?J6i?@`2U0*?5>$)IA@6IA|h?J6i?@`2U0*?by>$)IA@6IA"rh?J6i?@`2U0*?wXϨ>$)IA@6IA)=Oh?J6i?@`2U0*?Ai >$)IA@6IAD.h?J6i?@`2U0*?FFZ>$)IA@6IA_6 h?J6i?@`2U0*?vKw7>$)IA@6IAKfg?J6i?@`2U0*?<,Z>$)IA@6IA Zg?J6i?@`2U0*?.|>$)IA@6IA }hg?J6i?@`2U0*?hW>$)IA@6IAsdZg?J6i?@`2U0*?3K©>$)IA@6IA4jg?J6i?@`2U0*?Dc>$)IA@6IAS?Kg?J6i?@`2U0*?#>$)IA@6IA0,g?J6i?@`2U0*?"gi*>$)IA@6IAo_t g?J6i?@`2U0*?M>$)IA@6IA.f?J6i?@`2U0*? o>$)IA@6IAEEf?J6i?@`2U0*?kP4>$)IA@6IAN f?J6i?@`2U0*?x=>$)IA@6IA?0ʠf?J6i?@`2U0*?Iת>$)IA@6IADGnmxf?J6i?@a2U0*?Iך>TIA@6IADGnmxv?ەb/?@a2U0*?%E}\>TIA@6IA|?W>v?ەb/?@a2U0*?m_b>TIA@6IAĻv?ەb/?@a2U0*?UB0>TIA@6IA[(=u?ەb/?@a2U0*?*$>TIA@6IAp^u?ەb/?@a2U0*?f3>TIA@6IANmqcu?ەb/?@a2U0*?tmx>TIA@6IAu`/u?ەb/?@a2U0*?KGw׽>TIA@6IAΈt?ەb/?@a2U0*?*A>TIA@6IABWt?ەb/?@a2U0*? H>TIA@6IAt?ەb/?@a2U0*?ct>TIA@6IASJht?ەb/?@a2U0*?˜Vӝ>TIA@6IAZsf/9t?ەb/?@a2U0*?!!9>TIA@6IA_9 t?ەb/?@a2U0*?zS^>TIA@6IAmzDs?ەb/?@a2U0*?X1>TIA@6IAON3޼s?ەb/?@a2U0*?5>&>TIA@6IAG揇s?ەb/?@a2U0*?BÐ.>TIA@6IA6Xs?ەb/?@a2U0*?ʥs>TIA@6IA>A Tf-s?ەb/?@a2U0*?ZSd>TIA@6IAdwdps?ەb/?@a2U0*?j>TIA@6IAa0r?ەb/?@a2U0*?B &">TIA@6IA"r?ەb/?@a2U0*?;D>TIA@6IAhr?ەb/?@a2U0*?k: g>TIA@6IAQ.br?ەb/?@a2U0*?~:>TIA@6IAJU.;r?ەb/?@a2U0*?ﬠ>TIA@6IAer?ەb/?@a2U0*?iݤϠ>TIA@6IA鸍 q?ەb/?@a2U0*?(KY>TIA@6IAEq?ەb/?@a2U0*?FX>TIA@6IAVçq?ەb/?@a2U0*?Ӱ7>TIA@6IAU-q?ەb/?@a2U0*?"xZ>TIA@6IAK)$aq?ەb/?@a2U0*?[-}>TIA@6IAƭNm>q?ەb/?@a2U0*?⟡>TIA@6IAsWq?ەb/?@a2U0*?mEu¡>TIA@6IA4Ap?ەb/?@a2U0*?t(gL>TIA@6IAv*Rp?ەb/?@a2U0*?JlX>TIA@6IAp?ەb/?@a2U0*?ӰI*>TIA@6IA&jp?ەb/?@a2U0*?&:kM>TIA@6IAyrzp?ەb/?@a2U0*?29, p>TIA@6IAkDm[p?ەb/?@a2U0*?b}Ւ>TIA@6IAp.TIA@6IA-p?ەb/?@a2U0*??آ>TIA@6IA p?ەb/?@a2U0*?NI>TIA@6IA5o?ەb/?@a2U0*?>TIA@6IA To?ەb/?@a2U0*?*O]@>TIA@6IAw-To?ەb/?@a2U0*?~c>TIA@6IANqvo?ەb/?@a2U0*?ZDž>TIA@6IAףn?ەb/?@a2U0*?uݞ|>TIA@6IAeh n?ەb/?@a2U0*? 1ˣ>TIA@6IA!TIA@6IAo+Dn?ەb/?@a2U0*?kk{>TIA@6IAn?ەb/?@a2U0*?.lP3>TIA@6IAk*m?ەb/?@a2U0*?]V>TIA@6IA Tt4m?ەb/?@a2U0*? 7Ox>TIA@6IAk4vm?ەb/?@a2U0*?x)|@o>TIA@6IAWKEm?ەb/?@a2U0*?X1$>TIA@6IA2M%Qm?ەb/?@a2U0*?U#>TIA@6IAXɍl?ەb/?@a2U0*?ķH>TIA@6IA'IGCl?ەb/?@a2U0*?2C&>TIA@6IA3=(l?ەb/?@a2U0*?H>TIA@6IA VVl?ەb/?@a2U0*?Fk>TIA@6IA+#(l?ەb/?@a2U0*?xuYa>TIA@6IA4 fk?ەb/?@a2U0*?ꤝ>TIA@6IA-k?ەb/?@a2U0*?Yӥ>TIA@6IAXjk?ەb/?@a2U0*?&>TIA@6IAȆʾvk?ەb/?@a2U0*?63j5>TIA@6IA;Kk?ەb/?@a2U0*?b;>TIA@6IA%!k?ەb/?@a2U0*?^>TIA@6IA$j?ەb/?@a2U0*?6rT>TIA@6IAiTj?ەb/?@a2U0*?zc >TIA@6IAS4q>j?ەb/?@a2U0*?[ TƦ>TIA@6IA{j?ەb/?@a2U0*?OFs>TIA@6IAuSj?ەb/?@a2U0*?:G7( >TIA@6IA+;+j?ەb/?@a2U0*?(.>TIA@6IA޿j?ەb/?@a2U0*?Q>TIA@6IA#i?ەb/?@a2U0*?  Gt>TIA@6IA#i?ەb/?@a2U0*?TIA@6IAcݑi?ەb/?@a2U0*?`l>TIA@6IA@vli?ەb/?@a2U0*?̛eܧ>TIA@6IA1<@{Gi?ەb/?@a2U0*?:$>TIA@6IAם>^"i?ەb/?@a2U0*?h!>TIA@6IA>h?ەb/?@a2U0*?*D>TIA@6IAƍxWh?ەb/?@a2U0*?Y9g>TIA@6IA4Fh?ەb/?@a2U0*?5>TIA@6IA|h?ەb/?@a2U0*?by>TIA@6IA"rh?ەb/?@a2U0*?wXϨ>TIA@6IA)=Oh?ەb/?@a2U0*?Ai >TIA@6IAD.h?ەb/?@a2U0*?FFZ>TIA@6IA_6 h?ەb/?@a2U0*?vKw7>TIA@6IAKfg?ەb/?@a2U0*?<,Z>TIA@6IA Zg?ەb/?@a2U0*?.|>TIA@6IA }hg?ەb/?@a2U0*?hW>TIA@6IAsdZg?ەb/?@a2U0*?3K©>TIA@6IA4jg?ەb/?@a2U0*?Ec>TIA@6IAS?Kg?ەb/?@a2U0*?#>TIA@6IA~0,g?ەb/?@a2U0*?"gi*>TIA@6IAo_t g?ەb/?@a2U0*?M>TIA@6IA.f?ەb/?@a2U0*? o>TIA@6IAEEf?ەb/?@a2U0*?lP4>TIA@6IAN f?ەb/?@a2U0*?x=>TIA@6IA?0ʠf?ەb/?@a2U0*?Iת>TIA@6IADGnmxf?ەb/?@`2U0*?Iך>UIA@6IADGnmxv?n(\?@`2U0*?$E}\>UIA@6IA{?W>v?n(\?@`2U0*?m_b>UIA@6IAĻv?n(\?@`2U0*?UB0>UIA@6IA[(=u?n(\?@`2U0*?*$>UIA@6IAp^u?n(\?@`2U0*?f3>UIA@6IAOmqcu?n(\?@`2U0*?umx>UIA@6IAu`/u?n(\?@`2U0*?LGw׽>UIA@6IAΈt?n(\?@`2U0*?*A>UIA@6IAAWt?n(\?@`2U0*? H>UIA@6IAt?n(\?@`2U0*?ct>UIA@6IASJht?n(\?@`2U0*?˜Vӝ>UIA@6IA[sf/9t?n(\?@`2U0*?!!9>UIA@6IA_9 t?n(\?@`2U0*?zS^>UIA@6IAlzDs?n(\?@`2U0*?X1>UIA@6IAON3޼s?n(\?@`2U0*?4>&>UIA@6IAF揇s?n(\?@`2U0*?BÐ.>UIA@6IA6Xs?n(\?@`2U0*?ʥs>UIA@6IA?A Tf-s?n(\?@`2U0*?ZSd>UIA@6IAdwdps?n(\?@`2U0*?j>UIA@6IA`0r?n(\?@`2U0*?B &">UIA@6IA"r?n(\?@`2U0*?;D>UIA@6IAhr?n(\?@`2U0*?k: g>UIA@6IAQ.br?n(\?@`2U0*?~:>UIA@6IAJU.;r?n(\?@`2U0*?ﬠ>UIA@6IAer?n(\?@`2U0*?iݤϠ>UIA@6IA鸍 q?n(\?@`2U0*?(KY>UIA@6IAEq?n(\?@`2U0*?FX>UIA@6IAVçq?n(\?@`2U0*?Ӱ7>UIA@6IAU-q?n(\?@`2U0*?"xZ>UIA@6IAK)$aq?n(\?@`2U0*?[-}>UIA@6IAƭNm>q?n(\?@`2U0*?⟡>UIA@6IAsWq?n(\?@`2U0*?mEu¡>UIA@6IA4Ap?n(\?@`2U0*?t(gL>UIA@6IAv*Rp?n(\?@`2U0*?JlX>UIA@6IAp?n(\?@`2U0*?ӰI*>UIA@6IA&jp?n(\?@`2U0*?&:kM>UIA@6IAyrzp?n(\?@`2U0*?29, p>UIA@6IAkDm[p?n(\?@`2U0*?b}Ւ>UIA@6IAp.UIA@6IA-p?n(\?@`2U0*??آ>UIA@6IA p?n(\?@`2U0*?NI>UIA@6IA5o?n(\?@`2U0*?>UIA@6IA To?n(\?@`2U0*?*O]@>UIA@6IAv-To?n(\?@`2U0*?~c>UIA@6IAOqvo?n(\?@`2U0*?ZDž>UIA@6IAףn?n(\?@`2U0*?tݞ|>UIA@6IAeh n?n(\?@`2U0*? 1ˣ>UIA@6IA!UIA@6IAo+Dn?n(\?@`2U0*?kk{>UIA@6IAn?n(\?@`2U0*?.lP3>UIA@6IA k*m?n(\?@`2U0*?]V>UIA@6IA Tt4m?n(\?@`2U0*? 7Ox>UIA@6IAk4vm?n(\?@`2U0*?x)|@o>UIA@6IAWKEm?n(\?@`2U0*?X1$>UIA@6IA2M%Qm?n(\?@`2U0*?T#>UIA@6IAWɍl?n(\?@`2U0*?ŷH>UIA@6IA'IGCl?n(\?@`2U0*?2C&>UIA@6IA3=(l?n(\?@`2U0*?H>UIA@6IA VVl?n(\?@`2U0*?Fk>UIA@6IA+#(l?n(\?@`2U0*?xuYa>UIA@6IA5 fk?n(\?@`2U0*?ꤝ>UIA@6IA-k?n(\?@`2U0*?Yӥ>UIA@6IAXjk?n(\?@`2U0*?&>UIA@6IAȆʾvk?n(\?@`2U0*?63j5>UIA@6IA;Kk?n(\?@`2U0*?b;>UIA@6IA%!k?n(\?@`2U0*?^>UIA@6IA$j?n(\?@`2U0*?6rT>UIA@6IAiTj?n(\?@`2U0*?zc >UIA@6IAS4q>j?n(\?@`2U0*?\ TƦ>UIA@6IA{j?n(\?@`2U0*?OFs>UIA@6IAuSj?n(\?@`2U0*?:G7( >UIA@6IA+;+j?n `(\?@`2U0*?(.>UIA@6IA޿j?n(\?@`2U0*?Q>UIA@6IA#i?n(\?@`2U0*?  Gt>UIA@6IA#i?n(\?@`2U0*?UIA@6IAcݑi?n(\?@`2U0*?`l>UIA@6IA@vli?n(\?@`2U0*?˛eܧ>UIA@6IA1<@{Gi?n(\?@`2U0*?:$>UIA@6IA֝>^"i?n(\?@`2U0*?h!>UIA@6IA>h?n(\?@`2U0*?*D>UIA@6IAƍxWh?n(\?@`2U0*?Y9g>UIA@6IA4Fh?n(\?@`2U0*?5>UIA@6IA|h?n(\?@`2U0*?by>UIA@6IA"rh?n(\?@`2U0*?wXϨ>UIA@6IA)=Oh?n(\?@`2U0*?Ai >UIA@6IAD.h?n(\?@`2U0*?FFZ>UIA@6IA_6 h?n(\?@`2U0*?vKw7>UIA@6IAKfg?n(\?@`2U0*?<,Z>UIA@6IA Zg?n(\?@`2U0*?.|>UIA@6IA }hg?n(\?@`2U0*?hW>UIA@6IAsdZg?n(\?@`2U0*?3K©>UIA@6IA4jg?n(\?@`2U0*?Dc>UIA@6IAS?Kg?n(\?@`2U0*?#>UIA@6IA0,g?n(\?@`2U0*?"gi*>UIA@6IAo_t g?n(\?@`2U0*?M>UIA@6IA.f?n(\?@`2U0*? o>UIA@6IAEEf?n(\?@`2U0*?kP4>UIA@6IAN f?n(\?@`2U0*?x=>UIA@6IA?0ʠf?n(\?@`2U0*?Iת>UIA@6IADGnmxf?n(\?@a2U0*?Iך>IA@6IADGnmxv?UUUUU?@a2U0*?%E}\>IA@6IA|?W>v?UUUUU?@a2U0*?m_b>IA@6IAĻv?UUUUU?@a2U0*?UB0>IA@6IA[(=u?UUUUU?@a2U0*?*$>IA@6IAp^u?UUUUU?@a2U0*?f3>IA@6IANmqcu?UUUUU?@a2U0*?tmx>IA@6IAu`/u?UUUUU?@a2U0*?KGw׽>IA@6IAΈt?UUUUU?@a2U0*?*A>IA@6IABWt?UUUUU?@a2U0*? H>IA@6IAt?UUUUU?@a2U0*?ct>IA@6IASJht?UUUUU?@a2U0*?˜Vӝ>IA@6IAZsf/9t?UUUUU?@a2U0*?!!9>IA@6IA_9 t?UUUUU?@a2U0*?zS^>IA@6IAmzDs?UUUUU?@a2U0*?X1>IA@6IAON3޼s?UUUUU?@a2U0*?5>&>IA@6IAG揇s?UUUUU?@a2U0*?BÐ.>IA@6IA6Xs?UUUUU?@a2U0*?ʥs>IA@6IA>A Tf-s?UUUUU?@a2U0*?ZSd>IA@6IAdwdps?UUUUU?@a2U0*?j>IA@6IAa0r?UUUUU?@a2U0*?B &">IA@6IA"r?UUUUU?@a2U0*?;D>IA@6IAhr?UUUUU?@a2U0*?k: g>IA@6IAQ.br?UUUUU?@a2U0*?~:>IA@6IAJU.;r?UUUUU?@a2U0*?ﬠ>IA@6IAer?UUUUU?@a2U0*?iݤϠ>IA@6IA鸍 q?UUUUU?@a2U0*?(KY>IA@6IAEq?UUUUU?@a2U0*?FX>IA@6IAVçq?UUUUU?@a2U0*?Ӱ7>IA@6IAU-q?UUUUU?@a2U0*?"xZ>IA@6IAK)$aq?UUUUU?@a2U0*?[-}>IA@6IAƭNm>q?UUUUU?@a2U0*?⟡>IA@6IAsWq?UUUUU?@a2U0*?mEu¡>IA@6IA4Ap?UUUUU?@a2U0*?t(gL>IA@6IAv*Rp?UUUUU?@a2U0*?JlX>IA@6IAp?UUUUU?@a2U0*?ӰI*>IA@6IA&jp?UUUUU?@a2U0*?&:kM>IA@6IAyrzp?UUUUU?@a2U0*?29, p>IA@6IAkDm[p?UUUUU?@a2U0*?b}Ւ>IA@6IAp.IA@6IA-p?UUUUU?@a2U0*??آ>IA@6IA p?UUUUU?@a2U0*?NI>IA@6IA5o?UUUUU?@a2U0*?>IA@6IA To?UUUUU?@a2U0*?*O]@>IA@6IAw-To?UUUUU?@a2U0*?~c>IA@6IANqvo?UUUUU?@a2U0*?ZDž>IA@6IAףn?UUUUU?@a2U0*?uݞ|>IA@6IAeh n?UUUUU?@a2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?UUUUU?@a2U0*?kk{>IA@6IAn?UUUUU?@a2U0*?.lP3>IA@6IAk*m?UUUUU?@a2U0*?]V>IA@6IA Tt4m?UUUUU?@a2U0*? 7Ox>IA@6IAk4vm?UUUUU?@a2U0*?x)|@o>IA@6IAWKEm?UUUUU?@a2U0*?X1$>IA@6IA2M%Qm?UUUUU?@a2U0*?U#>IA@6IAXɍl?UUUUU?@a2U0*?ķH>IA@6IA'IGCl?UUUUU?@a2U0*?2C&>IA@6IA3=(l?UUUUU?@a2U0*?H>IA@6IA VVl?UUUUU?@a2U0*?Fk>IA@6IA+#(l?UUUUU?@a2U0*?xuYa>IA@6IA4 fk?UUUUU?@a2U0*?ꤝ>IA@6IA-k?UUUUU?@a2U0*?Yӥ>IA@6IAXjk?UUUUU?@a2U0*?&>IA@6IAȆʾvk?UUUUU?@a2U0*?63j5>IA@6IA;Kk?UUUUU?@a2U0*?b;>IA@6IA%!k?UUUUU?@a2U0*?^>IA@6IA$j?UUUUU?@a2U0*?6rT>IA@6IAiTj?UUUUU?@a2U0*?zc >IA@6IAS4q>j?UUUUU?@a2U0*?[ TƦ>IA@6IA{j?UUUUU?@a2U0*?OFs>IA@6IAuSj?UUUUU?@a2U0*?:G7( >IA@6IA+;+j?UUUUU?@a2U0*?(.>IA@6IA޿j?UUUUU?@a2U0*?Q>IA@6IA#i?UUUUU?@a2U0*?  Gt>IA@6IA#i?UUUUU?@a2U0*?IA@6IAcݑi?UUUUU?@a2U0*?`l>IA@6IA@vli?UUUUU?@a2U0*?̛eܧ>IA@6IA1<@{Gi?UUUUU?@a2U0*?:$>IA@6IAם>^"i?UUUUU?@a2U0*?h!>IA@6IA>h?UUUUU?@a2U0*?*D>IA@6IAƍxWh?UUUUU?@a2U0*?Y9g>IA@6IA4Fh?UUUUU?@a2U0*?5>IA@6IA|h?UUUUU?@a2U0*?by>IA@6IA"rh?UUUUU?@a2U0*?wXϨ>IA@6IA)=Oh?UUUUU?@a2U0*?Ai >IA@6IAD.h?UUUUU?@a2U0*?FFZ>IA@6IA_6 h?UUUUU?@a2U0*?vKw7>IA@6IAKfg?UUUUU?@a2U0*?<,Z>IA@6IA Zg?UUUUU?@a2U0*?.|>IA@6IA }hg?UUUUU?@a2U0*?hW>IA@6IAsdZg?UUUUU?@a2U0*?3K©>IA@6IA4jg?UUUUU?@a2U0*?Ec>IA@6IAS?Kg?UUUUU?@a2U0*?#>IA@6IA~0,g?UUUUU?@a2U0*?"gi*>IA@6IAo_t g?UUUUU?@a2U0*?M>IA@6IA.f?UUUUU?@a2U0*? o>IA@6IAEEf?UUUUU?@a2U0*?lP4>IA@6IAN f?UUUUU?@a2U0*?x=>IA@6IA?0ʠf?UUUUU?@a2U0*?Iת>IA@6IADGnmxf?UUUUU?@`2U0*?Iך>݂IA@6IADGnmxv?N?@`2U0*?$E}\>݂IA@6IA{?W>v?N?@`2U0*?m_b>݂IA@6IAĻv?N?@`2U0*?UB0>݂IA@6IA[(=u?N?@`2U0*?*$>݂IA@6IAp^u?N?@`2U0*?f3>݂IA@6IAOmqcu?N?@`2U0*?umx>݂IA@6IAu`/u?N?@`2U0*?LGw׽>݂IA@6IAΈt?N?@`2U0*?*A>݂IA@6IAAWt?N?@`2U0*? H>݂IA@6IAt?N?@`2U0*?ct>݂IA@6IASJht?N?@`2U0*?˜Vӝ>݂IA@6IA[sf/9t?N?@`2U0*?!!9>݂IA@6IA_9 t?N?@`2U0*?zS^>݂IA@6IAlzDs?N?@`2U0*?X1>݂IA@6IAON3޼s?N?@`2U0*?4>&>݂IA@6IAF揇s?N?@`2U0*?BÐ.>݂IA@6IA6Xs?N?@`2U0*?ʥs>݂IA@6IA?A Tf-s?N?@`2U0*?ZSd>݂IA@6IAdwdps?N?@`2U0*?j>݂IA@6IA`0r?N?@`2U0*?B &">݂IA@6IA"r?N?@`2U0*?;D>݂IA@6IAhr?N?@`2U0*?k: g>݂IA@6IAQ.br?N?@`2U0*?~:>݂IA@6IAJU.;r?N?@`2U0*?ﬠ>݂IA@6IAer?N?@`2U0*?iݤϠ>݂IA@6IA鸍 q?N?@`2U0*?(KY>݂IA@6IAEq?N?@`2U0*?FX>݂IA@6IAVçq?N?@`2U0*?Ӱ7>݂IA@6IAU-q?N?@`2U0*?"xZ>݂IA@6IAK)$aq?N?@`2U0*?[-}>݂IA@6IAƭNm>q?N?@`2U0*?⟡>݂IA@6IAsWq?N?@`2U0*?mEu¡>݂IA@6IA4Ap?N?@`2U0*?t(gL>݂IA@6IAv*Rp?N?@`2U0*?JlX>݂IA@6IAp?N?@`2U0*?ӰI*>݂IA@6IA&jp?N?@`2U0*?&:kM>݂IA@6IAyrzp?N?@`2U0*?29, p>݂IA@6IAkDm[p?N?@`2U0*?b}Ւ>݂IA@6IAp.݂IA@6IA-p?N?@`2U0*??آ>݂IA@6IA p?N?@`2U0*?NI>݂IA@6IA5o?N?@`2U0*?>݂IA@6IA To?N?@`2U0*?*O]@>݂IA@6IAv-To?N?@`2U0*?~c>݂IA@6IAOqvo?N?@`2U0*?ZDž>݂IA@6IAףn?N?@`2U0*?tݞ|>݂IA@6IAeh n?N?@`2U0*? 1ˣ>݂IA@6IA!݂IA@6IAo+Dn?N?@`2U0*?kk{>݂IA@6IAn?N?@`2U0*?.lP3>݂IA@6IA k*m?N?@`2U0*?]V>݂IA@6IA Tt4m?N?@`2U0*? 7Ox>݂IA@6IAk4vm?N?@`2U0*?x)|@o>݂IA@6IAWKEm?N?@`2U0*?X1$>݂IA@6IA2M%Qm?N?@`2U0*?T#>݂IA@6IAWɍl?N?@`2U0*?ŷH>݂IA@6IA'IGCl?N?@`2U0*?2C&>݂IA@6IA3=(l?N?@`2U0*?H>݂IA@6IA VVl?N?@`2U0*?Fk>݂IA@6IA+#(l?N?@`2U0*?xuYa>݂IA@6IA5 fk?N?@`2U0*?ꤝ>݂IA@6IA-k?N?@`2U0*?Yӥ>݂IA@6IAXjk?N?@`2U0*?&>݂IA@6IAȆʾvk?N?@`2U0*?63j5>݂IA@6IA;Kk?N?@`2U0*?b;>݂IA@6IA%!k?N?@`2U0*?^>݂IA@6IA$j?N?@`2U0*?6rT>݂IA@6IAiTj?N?@`2U0*?zc >݂IA@6IAS4q>j?N?@`2U0*?\ TƦ>݂IA@6IA{j?N?@`2U0*?OFs>݂IA@6IAuSj?N?@`2U0*?:G7( >݂IA@6IA+;+j?N?@`2U0*?(.>݂IA@6IA޿j?N?@`2U0*?Q>݂IA@6IA#i?N?@`2U0*?  Gt>݂IA@6IA#i?N?@`2U0*?݂IA@6IAcݑi?N?@`2U0*?`l>݂IA@6IA@vli?N?@`2U0*?˛eܧ>݂IA@6IA1<@{Gi?N?@`2U0*?:$>݂IA@6IA֝>^"i?N?@`2U0*?h!>݂IA@6IA>h?N?@`2U0*?*D>݂IA@6IAƍxWh?N?@`2U0*?Y9g>݂IA@6IA4Fh?N?@`2U0*?5>݂IA@6IA|h?N?@`2U0*?by>݂IA@6IA"rh?N?@`2U0*?wXϨ>݂IA@6IA)=Oh?N?@`2U0*?Ai >݂IA@6IAD.h?N?@`2U0*?FFZ>݂IA@6IA_6 h?N?@`2U0*?vKw7>݂IA@6IAKfg?N?@`2U0*?<,Z>݂IA@6IA Zg?N?@`2U0*?.|>݂IA@6IA }hg?N?@`2U0*?hW>݂IA@6IAsdZg?N?@`2U0*?3K©>݂IA@6IA4jg?N?@`2U0*?Dc>݂IA@6IAS?Kg?N?@`2U0*?#>݂IA@6IA0,g?N?@`2U0*?"gi*>݂IA@6IAo_t g?N?@`2U0*?M>݂IA@6IA.f?N?@`2U0*? o>݂IA@6IAEEf?N?@`2U0*?kP4>݂IA@6IAN f?N?@`2U0*?x=>݂IA@6IA?0ʠf?N?@`2U0*?Iת>݂IA@6IADGnmxf?N?@a2U0*?Iך>ڂIA@6IADGnmxv?'Gz?@a2U0*?%E}\>ڂIA@6IA|?W>v?'Gz?@a2U0*?m_b>ڂIA@6IAĻv?'Gz?@a2U0*?UB0>ڂIA@6IA[(=u?'Gz?@a2U0*?*$>ڂIA@6IAp^u?'Gz?@a2U0*?f3>ڂIA@6IANmqcu?'Gz?@a2U0*?tmx>ڂIA@6IAu`/u?'Gz?@a2U0*?KGw׽>ڂIA@6IAΈt?'Gz?@a2U0*?*A>ڂIA@6IABWt?'Gz?@a2U0*? H>ڂIA@6IAt?'Gz?@a2U0*?ct>ڂIA@6IASJht?'Gz?@a2U0*?˜Vӝ>ڂIA@6IAZsf/9t?'Gz?@a2U0*?!!9>ڂIA@6IA_9 t?'Gz?@a2U0*?zS^>ڂIA@6IAmzDs?'Gz?@a2U0*?X1>ڂIA@6IAON3޼s?'Gz?@a2U0*?5>&>ڂIA@6IAG揇s?'Gz?@a2U0*?BÐ.>ڂIA@6IA6Xs?'Gz?@a2U0*?ʥs>ڂIA@6IA>A Tf-s?'Gz?@a2U0*?ZSd>ڂIA@6IAdwdps?'Gz?@a2U0*?j>ڂIA@6IAa0r?'Gz?@a2U0*?B &">ڂIA@6IA"r?'Gz?@a2U0*?;D>ڂIA@6IAhr?'Gz?@a2U0*?k: g>ڂIA@6IAQ.br?'Gz?@a2U0*?~:>ڂIA@6IAJU.;r?'Gz?@a2U0*?ﬠ>ڂIA@6IAer?'Gz?@a2U0*?iݤϠ>ڂIA@6IA鸍 q?'Gz?@a2U0*?(KY>ڂIA@6IAEq?'Gz?@a2U0*?FX>ڂIA@6IAVçq?'Gz?@a2U0*?Ӱ7>ڂIA@6IAU-q?'Gz?@a2U0*?"xZ>ڂIA@6IAK)$aq?'Gz?@a2U0*?[-}>ڂIA@6IAƭNm>q?'Gz?@a2U0*?⟡>ڂIA@6IAsWq?'Gz?@a2U0*?mEu¡>ڂIA@6IA4Ap?'Gz?@a2U0*?t(gL>ڂIA@6IAv*Rp?'Gz?@a2U0*?JlX>ڂIA@6IAp?'Gz?@a2U0*?ӰI*>ڂIA@6IA&jp?'Gz?@a2U0*?&:kM>ڂIA@6IAyrzp?'Gz?@a2U0*?29, p>ڂIA@6IAkDm[p?'Gz?@a2U0*?b}Ւ>ڂIA@6IAp.ڂIA@6IA-p?'Gz?@a2U0*??آ>ڂIA@6IA p?'Gz?@a2U0*?NI>ڂIA@6IA5o?'Gz?@a2U0*?>ڂIA@6IA To?'Gz?@a2U0*?*O]@>ڂIA@6IAw-To?'Gz?@a2U0*?~c>ڂIA@6IANqvo?'Gz?@a2U0*?ZDž>ڂIA@6IAףn?'Gz?@a2U0*?uݞ|>ڂIA@6IAeh n?'Gz?@a2U0*? 1ˣ>ڂIA@6IA!ڂIA@6IAo+Dn?'Gz?@a2U0*?kk{>ڂIA@6IAn?'Gz?@a2U0*?.lP3>ڂIA@6IAk*m?'Gz?@a2U0*?]V>ڂIA@6IA Tt4m?'Gz?@a2U0*? 7Ox>ڂIA@6IAk4vm?'Gz?@a2U0*?x)|@o>ڂIA@6IAWKEm?'Gz?@a2U0*?X1$>ڂIA@6IA2M%Qm?'Gz?@a2U0*?U#>ڂIA@6IAXɍl?'Gz?@a2U0*?ķH>ڂIA@6IA'IGCl?'Gz?@a2U0*?2C&>ڂIA@6IA3=(l?'Gz?@a2U0*?H>ڂIA@6IA VVl?'Gz?@a2U0*?Fk>ڂIA@6IA+#(l?'Gz?@a2U0*?xuYa>ڂIA@6IA4 fk?'Gz?@a2U0*?ꤝ>ڂIA@6IA-k?'Gz?@a2U0*?Yӥ>ڂIA@6IAXjk?'Gz?@a2U0*?&>ڂIA@6IAȆʾvk?'Gz?@a2U0*?63j5>ڂIA@6IA;Kk?'Gz?@a2U0*?b;>ڂIA@6IA%!k?'Gz?@a2U0*?^>ڂIA@6IA$j?'Gz?@a2U0*?6rT>ڂIA@6IAiTj?'Gz?@a2U0*?zc >ڂIA@6IAS4q>j?'Gz?@a2U0*?[ TƦ>ڂIA@6IA{j?'Gz?@a2U0*?OFs>ڂIA@6IAuSj?'Gz?@a2U0*?:G7( >ڂIA@6IA+;+j?'Gz?@a2U0*?(.>ڂIA@6IA޿j?'Gz?@a2U0*?Q>ڂIA@6IA#i?'Gz?@a2U0*?  Gt>ڂIA@6IA#i?'Gz?@a2U0*?ڂIA@6IAcݑi?'Gz?@a2U0*?`l>ڂIA@6IA@vli?'Gz?@a2U0*?̛eܧ>ڂIA@6IA1<@{Gi?'Gz?@a2U0*?:$>ڂIA@6IAם>^"i?'Gz?@a2U0*?h!>ڂIA@6IA>h?'Gz?@a2U0*?*D>ڂIA@6IAƍxWh?'Gz?@a2U0*?Y9g>ڂIA@6IA4Fh?'Gz?@a2U0*?5>ڂIA@6IA|h?'Gz?@a2U0*?by>ڂIA@6IA"rh?'Gz?@a2U0*?wXϨ>ڂIA@6IA)=Oh?'Gz?@a2U0*?Ai >ڂIA@6IAD.h?'Gz?@a2U0*?FFZ>ڂIA@6IA_6 h?'Gz?@a2U0*?vKw7>ڂIA@6IAKfg?'Gz?@a2U0*?<,Z>ڂIA@6IA Zg?'Gz?@a2U0*?.|>ڂIA@6IA }hg?'Gz?@a2U0*?hW>ڂIA@6IAsdZg?'Gz?@a2U0*?3K©>ڂIA@6IA4jg?'Gz?@a2U0*?Ec>ڂIA@6IAS?Kg?'Gz?@a2U0*?#>ڂIA@6IA~0,g?'Gz?@a2U0*?"gi*>ڂIA@6IAo_t g?'Gz?@a2U0*?M>ڂIA@6IA.f?'Gz?@a2U0*? o>ڂIA@6IAEEf?'Gz?@a2U0*?lP4>ڂIA@6IAN f?'Gz?@a2U0*?x=>ڂIA@6IA?0ʠf?'Gz?@a2U0*?Iת>ڂIA@6IADGnmxf?'Gz?@`2U0*?Iך>DւIA@6IADGnmxv?s@ ?@`2U0*?$E}\>DւIA@6IA{?W>v?s@ ?@`2U0*?m_b>DւIA@6IAĻv?s@ ?@`2U0*?UB0>DւIA@6IA[(=u?s@ ?@`2U0*?*$>DւIA@6IAp^u?s@ ?@`2U0*?f3>DւIA@6IAOmqcu?s@ ?@`2U0*?umx>DւIA@6IAu`/u?s@ ?@`2U0*?LGw׽>DւIA@6IAΈt?s@ ?@`2U0*?*A>DւIA@6IAAWt?s@ ?@`2U0*? H>DւIA@6IAt?s@ ?@`2U0*?ct>DւIA@6IASJht?s@ ?@`2U0*?˜Vӝ>DւIA@6IA[sf/9t?s@ ?@`2U0*?!!9>DւIA@6IA_9 t?s@ ?@`2U0*?zS^>DւIA@6IAlzDs?s@ ?@`2U0*?X1>DւIA@6IAON3޼s?s@ ?@`2U0*?4>&>DւIA@6IAF揇s?s@ ?@`2U0*?BÐ.>DւIA@6IA6Xs?s@ ?@`2U0*?ʥs>DւIA@6IA?A Tf-s?s@ ?@`2U0*?ZSd>DւIA@6IAdwdps?s@ ?@`2U0*?j>DւIA@6IA`0r?s@ ?@`2U0*?B &">DւIA@6IA"r?s@ ?@`2U0*?;D>DւIA@6IAhr?s@ ?@`2U0*?k: g>DւIA@6IAQ.br?s@ ?@`2U0*?~:>DւIA@6IAJU.;r?s@ ?@`2U0*?ﬠ>DւIA@6IAer?s@ ?@`2U0*?iݤϠ>DւIA@6IA鸍 q?s@ ?@`2U0*?(KY>DւIA@6IAEq?s@ ?@`2U0*?FX>DւIA@6IAVçq?s@ ?@`2U0*?Ӱ7>DւIA@6IAU-q?s@ ?@`2U0*?"xZ>DւIA@6IAK)$aq?s@ ?@`2U0*?[-}>DւIA@6IAƭNm>q?s@ ?@`2U0*?⟡>DւIA@6IAsWq?s@ ?@`2U0*?mEu¡>DւIA@6IA4Ap?s@ ?@`2U0*?t(gL>DւIA@6IAv*Rp?s@ ?@`2U0*?JlX>DւIA@6IAp?s@ ?@`2U0*?ӰI*>DւIA@6IA&jp?s@ ?@`2U0*?&:kM>DւIA@6IAyrzp?s@ ?@`2U0*?29, p>DւIA@6IAkDm[p?s@ ?@`2U0*?b}Ւ>DւIA@6IAp.DւIA@6IA-p?s@ ?@`2U0*??آ>DւIA@6IA p?s@ ?@`2U0*?NI>DւIA@6IA5o?s@ ?@`2U0*?>DւIA@6IA To?s@ ?@`2U0*?*O]@>DւIA@6IAv-To?s@ ?@`2U0*?~c>DւIA@6IAOqvo?s@ ?@`2U0*?ZDž>DւIA@6IAףn?s@ ?@`2U0*?tݞ|>DւIA@6IAeh n?s@ ?@`2U0*? 1ˣ>DւIA@6IA!DւIA@6IAo+Dn?s@ ?@`2U0*?kk{>DւIA@6IAn?s@ ?@`2U0*?.lP3>DւIA@6IA k*m?s@ ?@`2U0*?]V>DւIA@6IA Tt4m?s@ ?@`2U0*? 7Ox>DւIA@6IAk4vm?s@ ?@`2U0*?x)|@o>DւIA@6IAWKEm?s@ ?@`2U0*?X1$>DւIA@6IA2M%Qm?s@ ?@`2U0*?T#>DւIA@6IAWɍl?s@ ?@`2U0*?ŷH>DւIA@6IA'IGCl?s@ ?@`2U0*?2C&>DւIA@6IA3=(l?s@ ?@`2U0*?H>DւIA@6IA VVl?s@ ?@`2U0*?Fk>DւIA@6IA+#(l?s@ ?@`2U0*?xuYa>DւIA@6IA5 fk?s@ ?@`2U0*?ꤝ>DւIA@6IA-k?s@ ?@`2U0*?Yӥ>DւIA@6IAXjk?s@ ?@`2U0*?&>DւIA@6IAȆʾvk?s@ ?@`2U0*?63j5>DւIA@6IA;Kk?s@ ?@`2U0*?b;>DւIA@6IA`%!k?s@ ?@`2U0*?^>DւIA@6IA$j?s@ ?@`2U0*?6rT>DւIA@6IAiTj?s@ ?@`2U0*?zc >DւIA@6IAS4q>j?s@ ?@`2U0*?\ TƦ>DւIA@6IA{j?s@ ?@`2U0*?OFs>DւIA@6IAuSj?s@ ?@`2U0*?:G7( >DւIA@6IA+;+j?s@ ?@`2U0*?(.>DւIA@6IA޿j?s@ ?@`2U0*?Q>DւIA@6IA#i?s@ ?@`2U0*?  Gt>DւIA@6IA#i?s@ ?@`2U0*?DւIA@6IAcݑi?s@ ?@`2U0*?`l>DւIA@6IA@vli?s@ ?@`2U0*?˛eܧ>DւIA@6IA1<@{Gi?s@ ?@`2U0*?:$>DւIA@6IA֝>^"i?s@ ?@`2U0*?h!>DւIA@6IA>h?s@ ?@`2U0*?*D>DւIA@6IAƍxWh?s@ ?@`2U0*?Y9g>DւIA@6IA4Fh?s@ ?@`2U0*?5>DւIA@6IA|h?s@ ?@`2U0*?by>DւIA@6IA"rh?s@ ?@`2U0*?wXϨ>DւIA@6IA)=Oh?s@ ?@`2U0*?Ai >DւIA@6IAD.h?s@ ?@`2U0*?FFZ>DւIA@6IA_6 h?s@ ?@`2U0*?vKw7>DւIA@6IAKfg?s@ ?@`2U0*?<,Z>DւIA@6IA Zg?s@ ?@`2U0*?.|>DւIA@6IA }hg?s@ ?@`2U0*?hW>DւIA@6IAsdZg?s@ ?@`2U0*?3K©>DւIA@6IA4jg?s@ ?@`2U0*?Dc>DւIA@6IAS?Kg?s@ ?@`2U0*?#>DւIA@6IA0,g?s@ ?@`2U0*?"gi*>DւIA@6IAo_t g?s@ ?@`2U0*?M>DւIA@6IA.f?s@ ?@`2U0*? o>DւIA@6IAEEf?s@ ?@`2U0*?kP4>DւIA@6IAN f?s@ ?@`2U0*?x=>DւIA@6IA?0ʠf?s@ ?@`2U0*?Iת>DւIA@6IADGnmxf?s@ ?@a2U0*?Iך>tDӂIA@6IADGnmxv?M:m?@a2U0*?%E}\>tDӂIA@6IA|?W>v?M:m?@a2U0*?m_b>tDӂIA@6IAĻv?M:m?@a2U0*?UB0>tDӂIA@6IA[(=u?M:m?@a2U0*?*$>tDӂIA@6IAp^u?M:m?@a2U0*?f3>tDӂIA@6IANmqcu?M:m?@a2U0*?tmx>tDӂIA@6IAu`/u?M:m?@a2U0*?KGw׽>tDӂIA@6IAΈt?M:m?@a2U0*?*A>tDӂIA@6IABWt?M:m?@a2U0*? H>tDӂIA@6IAt?M:m?@a2U0*?ct>tDӂIA@6IASJht?M:m?@a2U0*?˜Vӝ>tDӂIA@6IAZsf/9t?M:m?@a2U0*?!!9>tDӂIA@6IA_9 t?M:m?@a2U0*?zS^>tDӂIA@6IAmzDs?M:m?@a2U0*?X1>tDӂIA@6IAON3޼s?M:m?@a2U0*?5>&>tDӂIA@6IAG揇s?M:m?@a2U0*?BÐ.>tDӂIA@6IA6Xs?M:m?@a2U0*?ʥs>tDӂIA@6IA>A Tf-s?M:m?@a2U0*?ZSd>tDӂIA@6IAdwdps?M:m?@a2U0*?j>tDӂIA@6IAa0r?M:m?@a2U0*?B &">tDӂIA@6IA"r?M:m?@a2U0*?;D>tDӂIA@6IAhr?M:m?@a2U0*?k: g>tDӂIA@6IAQ.br?M:m?@a2U0*?~:>tDӂIA@6IAJU.;r?M:m?@a2U0*?ﬠ>tDӂIA@6IAer?M:m?@a2U0*?iݤϠ>tDӂIA@6IA鸍 q?M:m?@a2U0*?(KY>tDӂIA@6IAEq?M:m?@a2U0*?FX>tDӂIA@6IAVçq?M:m?@a2U0*?Ӱ7>tDӂIA@6IAU-q?M:m?@a2U0*?"xZ>tDӂIA@6IAK)$aq?M:m?@a2U0*?[-}>tDӂIA@6IAƭNm>q?M:m?@a2U0*?⟡>tDӂIA@6IAsWq?M:m?@a2U0*?mEu¡>tDӂIA@6IA4Ap?M:m?@a2U0*?t(gL>tDӂIA@6IAv*Rp?M:m?@a2U0*?JlX>tDӂIA@6IAp?M:m?@a2U0*?ӰI*>tDӂIA@6IA&jp?M:m?@a2U0*?&:kM>tDӂIA@6IAyrzp?M:m?@a2U0*?29, p>tDӂIA@6IAkDm[p?M:m?@a2U0*?b}Ւ>tDӂIA@6IAp.tDӂIA@6IA-p?M:m?@a2U0*??آ>tDӂIA@6IA p?M:m?@a2U0*?NI>tDӂIA@6IA5o?M:m?@a2U0*?>tDӂIA@6IA To?M:m?@a2U0*?*O]@>tDӂIA@6IAw-To?M:m?@a2U0*?~c>tDӂIA@6IANqvo?M:m?@a2U0*?ZDž>tDӂIA@6IAףn?M:m?@a2U0*?uݞ|>tDӂIA@6IAeh n?M:m?@a2U0*? 1ˣ>tDӂIA@6IA!tDӂIA@6IAo+Dn?M:m?@a2U0*?kk{>tDӂIA@6IAn?M:m?@a2U0*?.lP3>tDӂIA@6IAk*m?M:m?@a2U0*?]V>tDӂIA@6IA Tt4m?M:m?@a2U0*? 7Ox>tDӂIA@6IAk4vm?M:m?@a2U0*?x)|@o>tDӂIA@6IAWKEm?M:m?@a2U0*?X1$>tDӂIA@6IA2M%Qm?M:m?@a2U0*?U#>tDӂIA@6IAXɍl?M:m?@a2U0*?ķH>tDӂIA@6IA'IGCl?M:m?@a2U0*?2C&>tDӂIA@6IA3=(l?M:m?@a2U0*?H>tDӂIA@6IA VVl?M:m?@a2U0*?Fk>tDӂIA@6IA+#(l?M:m?@a2U0*?xuYa>tDӂIA@6IA4 fk?M:m?@a2U0*?ꤝ>tDӂIA@6IA-k?M:m?@a2U0*?Yӥ>tDӂIA@6IAXjk?M:m?@a2U0*?&>tDӂIA@6IAȆʾvk?M:m?@a2U0*?63j5>tDӂIA@6IA;Kk?M:m?@a2U0*?b;>tDӂIA@6IA%!k?M:m?@a2U0*?^>tDӂIA@6IA$j?M:m?@a2U0*?6rT>tDӂIA@6IAiTj?M:m?@a2U0*?zc >tDӂIA@6IAS4q>j?M:m?@a2U0*?[ TƦ>tDӂIA@6IA{j?M:m?@a2U0*?OFs>tDӂIA@6IAuSj?M:m?@a2U0*?:G7( >tDӂIA@6IA+;+j?M:m?@a2U0*?(.>tDӂIA@6IA޿j?M:m?@a2U0*?Q>tDӂIA@6IA#i?M:m?@a2U0*?  Gt>tDӂIA@6IA#i?M:m?@a2U0*?tDӂIA@6IAcݑi?M:m?@a2U0*?`l>tDӂIA@6IA@vli?M:m?@a2U0*?̛eܧ>tDӂIA@6IA1<@{Gi?M:m?@a2U0*?:$>tDӂIA@6IAם>^"i?M:m?@a2U0*?h!>tDӂIA@6IA>h?M:m?@a2U0*?*D>tDӂIA@6IAƍxWh?M:m?@a2U0*?Y9g>tDӂIA@6IA4Fh?M:m?@a2U0*?5>tDӂIA@6IA|h?M:m?@a2U0*?by>tDӂIA@6IA"rh?M:m?@a2U0*?wXϨ>tDӂIA@6IA)=Oh?M:m?@a2U0*?Ai >tDӂIA@6IAD.h?M:m?@a2U0*?FFZ>tDӂIA@6IA_6 h?M:m?@a2U0*?vKw7>tDӂIA@6IAKfg?M:m?@a2U0*?<,Z>tDӂIA@6IA Zg?M:m?@a2U0*?.|>tDӂIA@6IA }hg?M:m?@a2U0*?hW>tDӂIA@6IAsdZg?M:m?@a2U0*?3K©>tDӂIA@6IA4jg?M:m?@a2U0*?Ec>tDӂIA@6IAS?Kg?M:m?@a2U0*?#>tDӂIA@6IA~0,g?M:m?@a2U0*?"gi*>tDӂIA@6IAo_t g?M:m?@a2U0*?M>tDӂIA@6IA.f?M:m?@a2U0*? o>tDӂIA@6IAEEf?M:m?@a2U0*?lP4>tDӂIA@6IAN f?M:m?@a2U0*?x=>tDӂIA@6IA?0ʠf?M:m?@a2U0*?Iת>tDӂIA@6IADGnmxf?M:m?@`2U0*?Iך>ςIA@6IADGnmxv?23333?@`2U0*?$E}\>ςIA@6IA{?W>v?23333?@`2U0*?m_b>ςIA@6IAĻv?23333?@`2U0*?UB0>ςIA@6IA[(=u?23333?@`2U0*?*$>ςIA@6IAp^u?23333?@`2U0*?f3>ςIA@6IAOmqcu?23333?@`2U0*?umx>ςIA@6IAu`/u?23333?@`2U0*?LGw׽>ςIA@6IAΈt?23333?@`2U0*?*A>ςIA@6IAAWt?23333?@`2U0*? H>ςIA@6IAt?23333?@`2U0*?ct>ςIA@6IASJht?23333?@`2U0*?˜Vӝ>ςIA@6IA[sf/9t?23333?@`2U0*?!!9>ςIA@6IA_9 t?23333?@`2U0*?zS^>ςIA@6IAlzDs?23333?@`2U0*?X1>ςIA@6IAON3޼s?23333?@`2U0*?4>&>ςIA@6IAF揇s?23333?@`2U0*?BÐ.>ςIA@6IA6Xs?23333?@`2U0*?ʥs>ςIA@6IA?A Tf-s?23333?@`2U0*?ZSd>ςIA@6IAdwdps?23333?@`2U0*?j>ςIA@6IA`0r?23333?@`2U0*?B &">ςIA@6IA"r?23333?@`2U0*?;D>ςIA@6IAhr?23333?@`2U0*?k: g>ςIA@6IAQ.br?23333?@`2U0*?~:>ςIA@6IAJU.;r?23333?@`2U0*?ﬠ>ςIA@6IAer?23333?@`2U0*?iݤϠ>ςIA@6IA鸍 q?23333?@`2U0*?(KY>ςIA@6IAEq?23333?@`2U0*?FX>ςIA@6IAVçq?23333?@`2U0*?Ӱ7>ςIA@6IAU-q?23333?@`2U0*?"xZ>ςIA@6IAK)$aq?23333?@`2U0*?[-}>ςIA@6IAƭNm>q?23333?@`2U0*?⟡>ςIA@6IAsWq?23333?@`2U0*?mEu¡>ςIA@6IA4Ap?23333?@`2U0*?t(gL>ςIA@6IAv*Rp?23333?@`2U0*?JlX>ςIA@6IAp?23333?@`2U0*?ӰI*>ςIA@6IA&jp?23333?@`2U0*?&:kM>ςIA@6IAyrzp?23333?@`2U0*?29, p>ςIA@6IAkDm[p?23333?@`2U0*?b}Ւ>ςIA@6IAp.ςIA@6IA-p?23333?@`2U0*??آ>ςIA@6IA p?23333?@`2U0*?NI>ςIA@6IA5o?23333?@`2U0*?>ςIA@6IA To?23333?@`2U0*?*O]@>ςIA@6IAv-To?23333?@`2U0*?~c>ςIA@6IAOqvo?23333?@`2U0*?ZDž>ςIA@6IAףn?23333?@`2U0*?tݞ|>ςIA@6IAeh n?23333?@`2U0*? 1ˣ>ςIA@6IA!ςIA@6IAo+Dn?23333?@`2U0*?kk{>ςIA@6IAn?23333?@`2U0*?.lP3>ςIA@6IA k*m?23333?@`2U0*?]V>ςIA@6IA Tt4m?23333?@`2U0*? 7Ox>ςIA@6IAk4vm?23333?@`2U0*?x)|@o>ςIA@6IAWKEm?23333?@`2U0*?X1$>ςIA@6IA2M%Qm?23333?@`2U0*?T#>ςIA@6IAWɍl?23333?@`2U0*?ŷH>ςIA@6IA'IGCl?23333?@`2U0*?2C&>ςIA@6IA3=(l?23333?@`2U0*?H>ςIA@6IA VVl?23333?@`2U0*?Fk>ςIA@6IA+#(l?23333?@`2U0*?xuYa>ςIA@6IA5 fk?23333?@`2U0*?ꤝ>ςIA@6IA-k?23333?@`2U0*?Yӥ>ςIA@6IAXjk?23333?@`2U0*?&>ςIA@6IAȆʾvk?23333?@`2U0*?63j5>ςIA@6IA;Kk?23333?@`2U0*?b;>ςIA@6IA%!k?23333?@`2U0*?^>ςIA@6IA$j?23333?@`2U0*?6rT>ςIA@6IAiTj?23333?@`2U0*?zc >ςIA@6IAS4q>j?23333?@`2U0*?\ TƦ>ςIA@6IA{j?23333?@`2U0*?OFs>ςIA@6IAuSj?23333?@`2U0*?:G7( >ςIA@6IA+;+j?23333?@`2U0*?(.>ςIA@6IA޿j?23333?@`2U0*?Q>ςIA@6IA#i?23333?@`2U0*?  Gt>ςIA@6IA#i?23333?@`2U0*?ςIA@6IAcݑi?23333?@`2U0*?`l>ςIA@6IA@vli?23333?@`2U0*?˛eܧ>ςIA@6IA1<@{Gi?23333?@`2U0*?:$>ςIA@6IA֝>^"i?23333?@`2U0*?h!>ςIA@6IA>h?23333?@`2U0*?*D>ςIA@6IAƍxWh?23333?@`2U0*?Y9g>ςIA@6IA4Fh?23333?@`2U0*?5>ςIA@6IA|h?23333?@`2U0*?by>ςIA@6IA"rh?23333?@`2U0*?wXϨ>ςIA@6IA)=Oh?23333?@`2U0*?Ai >ςIA@6IAD.h?23333?@`2U0*?FFZ>ςIA@6IA_6 h?23333?@`2U0*?vKw7>ςIA@6IAKfg?23333?@`2U0*?<,Z>ςIA@6IA Zg?23333?@`2U0*?.|>ςIA@6IA }hg?23333?@`2U0*?hW>ςIA@6IAsdZg?23333?@`2U0*?3K©>ςIA@6IA4jg?23333?@`2U0*?Dc>ςIA@6IAS?Kg?23333?@`2U0*?#>ςIA@6IA0,g?23333?@`2U0*?"gi*>ςIA@6IAo_t g?23333?@`2U0*?M>ςIA@6IA.f?23333?@`2U0*? o>ςIA@6IAEEf?23333?@`2U0*?kP4>ςIA@6IAN f?23333?@`2U0*?x=>ςIA@6IA?0ʠf?23333?@`2U0*?Iת>ςIA@6IADGnmxf?23333?@a2U0*?Iך>p̂IA@6IADGnmxv?s_,?@a2U0*?%E}\>p̂IA@6IA|?W>v?s_,?@a2U0*?m_b>p̂IA@6IAĻv?s_,?@a2U0*?UB0>p̂IA@6IA[(=u?s_,?@a2U0*?*$>p̂IA@6IAp^u?s_,?@a2U0*?f3>p̂IA@6IANmqcu?s_,?@a2U0*?tmx>p̂IA@6IAu`/u?s_,?@a2U0*?KGw׽>p̂IA@6IAΈt?s_,?@a2U0*?*A>p̂IA@6IABWt?s_,?@a2U0*? H>p̂IA@6IAt?s_,?@a2U0*?ct>p̂IA@6IASJht?s_,?@a2U0*?˜Vӝ>p̂IA@6IAZsf/9t?s_,?@a2U0*?!!9>p̂IA@6IA_9 t?s_,?@a2U0*?zS^>p̂IA@6IAmzDs?s_,?@a2U0*?X1>p̂IA@6IAON3޼s?s_,?@a2U0*?5>&>p̂IA@6IAG揇s?s_,?@a2U0*?BÐ.>p̂IA@6IA6Xs?s_,?@a2U0*?ʥs>p̂IA@6IA>A Tf-s?s_,?@a2U0*?ZSd>p̂IA@6IAdwdps?s_,?@a2U0*?j>p̂IA@6IAa0r?s_,?@a2U0*?B &">p̂IA@6IA"r?s_,?@a2U0*?;D>p̂IA@6IAhr?s_,?@a2U0*?k: g>p̂IA@6IAQ.br?s_,?@a2U0*?~:>p̂IA@6IAJU.;r?s_,?@a2U0*?ﬠ>p̂IA@6IAer?s_,?@a2U0*?iݤϠ>p̂IA@6IA鸍 q?s_,?@a2U0*?(KY>p̂IA@6IAEq?s_,?@a2U0*?FX>p̂IA@6IAVçq?s_,?@a2U0*?Ӱ7>p̂IA@6IAU-q?s_,?@a2U0*?"xZ>p̂IA@6IAK)$aq?s_,?@a2U0*?[-}>p̂IA@6IAƭNm>q?s_,?@a2U0*?⟡>p̂IA@6IAsWq?s_,?@a2U0*?mEu¡>p̂IA@6IA4Ap?s_,?@a2U0*?t(gL>p̂IA@6IAv*Rp?s_,?@a2U0*?JlX>p̂IA@6IAp?s_,?@a2U0*?ӰI*>p̂IA@6IA&jp?s_,?@a2U0*?&:kM>p̂IA@6IAyrzp?s_,?@a2U0*?29, p>p̂IA@6IAkDm[p?s_,?@a2U0*?b}Ւ>p̂IA@6IAp.p̂IA@6IA-p?s_,?@a2U0*??آ>p̂IA@6IA p?s_,?@a2U0*?NI>p̂IA@6IA5o?s_,?@a2U0*?>p̂IA@6IA To?s_,?@a2U0*?*O]@>p̂IA@6IAw-To?s_,?@a2U0*?~c>p̂IA@6IANqvo?s_,?@a2U0*?ZDž>p̂IA@6IAףn?s_,?@a2U0*?uݞ|>p̂IA@6IAeh n?s_,?@a2U0*? 1ˣ>p̂IA@6IA!p̂IA@6IAo+Dn?s_,?@a2U0*?kk{>p̂IA@6IAn?s_,?@a2U0*?.lP3>p̂IA@6IAk*m?s_,?@a2U0*?]V>p̂IA@6IA Tt4m?s_,?@a2U0*? 7Ox>p̂IA@6IAk4vm?s_,?@a2U0*?x)|@o>p̂IA@6IAWKEm?s_,?@a2U0*?X1$>p̂IA@6IA2M%Qm?s_,?@a2U0*?U#>p̂IA@6IAXɍl?s_,?@a2U0*?ķH>p̂IA@6IA'IGCl?s_,?@a2U0*?2C&>p̂IA@6IA3=(l?s_,?@a2U0*?H>p̂IA@6IA VVl?s_,?@a2U0*?Fk>p̂IA@6IA+#(l?s_,?@a2U0*?xuYa>p̂IA@6IA4 fk?s_,?@a2U0*?ꤝ>p̂IA@6IA-k?s_,?@a2U0*?Yӥ>p̂IA@6IAXjk?s_,?@a2U0*?&>p̂IA@6IAȆʾvk?s_,?@a2U0*?63j5>p̂IA@6IA;Kk?s_,?@a2U0*?b;>p̂IA@6IA%!k?s_,?@a2U0*?^>p̂IA@6IA$j?s_,?@a2U0*?6rT>p̂IA@6IAiTj?s_,?@a2U0*?zc >p̂IA@6IAS4q>j?s_,?@a2U0*?[ TƦ>p̂IA@6IA{j?s_,?@a2U0*?OFs>p̂IA@6IAuSj?s_,?@a2U0*?:G7( >p̂IA@6IA+;+j?s_,?@a2U0*?(.>p̂IA@6IA޿j?s_,?@a2U0*?Q>p̂IA@6IA#i?s_,?@a2U0*?  Gt>p̂IA@6IA#i?s_,?@a2U0*?p̂IA@6IAcݑi?s_,?@a2U0*?`l>p̂IA@6IA@vli?s_,?@a2U0*?̛eܧ>p̂IA@6IA1<@{Gi?s_,?@a2U0*?:$>p̂IA@6IAם>^"i?s_,?@a2U0*?h!>p̂IA@6IA>h?s_,?@a2U0*?*D>p̂IA@6IAƍxWh?s_,?@a2U0*?Y9g>p̂IA@6IA4Fh?s_,?@a2U0*?5>p̂IA@6IA|h?s_,?@a2U0*?by>p̂IA@6IA"rh?s_,?@a2U0*?wXϨ>p̂IA@6IA)=Oh?s_,?@a2U0*?Ai >p̂IA@6IAD.h?s_,?@a2U0*?FFZ>p̂IA@6IA_6 h?s_,?@a2U0*?vKw7>p̂IA@6IAKfg?s_,?@a2U0*?<,Z>p̂IA@6IA Zg?s_,?@a2U0*?.|>p̂IA@6IA }hg?s_,?@a2U0*?hW>p̂IA@6IAsdZg?s_,?@a2U0*?3K©>p̂IA@6IA4jg?s_,?@a2U0*?Ec>p̂IA@6IAS?Kg?s_,?@a2U0*?#>p̂IA@6IA~0,g?s_,?@a2U0*?"gi*>p̂IA@6IAo_t g?s_,?@a2U0*?M>p̂IA@6IA.f?s_,?@a2U0*? o>p̂IA@6IAEEf?s_,?@a2U0*?lP4>p̂IA@6IAN f?s_,?@a2U0*?x=>p̂IA@6IA?0ʠf?s_,?@a2U0*?Iת>p̂IA@6IADGnmxf?s_,?@`2U0*?Iך>ɂIA@6IADGnmxv?%X?@`2U0*?$E}\>ɂIA@6IA{?W>v?%X?@`2U0*?m_b>ɂIA@6IAĻv?%X?@`2U0*?UB0>ɂIA@6IA[(=u?%X?@`2U0*?*$>ɂIA@6IAp^u?%X?@`2U0*?f3>ɂIA@6IAOmqcu?%X?@`2U0*?umx>ɂIA@6IAu`/u?%X?@`2U0*?LGw׽>ɂIA@6IAΈt?%X?@`2U0*?*A>ɂIA@6IAAWt?%X?@`2U0*? H>ɂIA@6IAt?%X?@`2U0*?ct>ɂIA@6IASJht?%X?@`2U0*?˜Vӝ>ɂIA@6IA[sf/9t?%X?@`2U0*?!!9>ɂIA@6IA_9 t?%X?@`2U0*?zS^>ɂIA@6IAlzDs?%X?@`2U0*?X1>ɂIA@6IAON3޼s?%X?@`2U0*?4>&>ɂIA@6IAF揇s?%X?@`2U0*?BÐ.>ɂIA@6IA6Xs?%X?@`2U0*?ʥs>ɂIA@6IA?A Tf-s?%X?@`2U0*?ZSd>ɂIA@6IAdwdps?%X?@`2U0*?j>ɂIA@6IA`0r?%X?@`2U0*?B &">ɂIA@6IA"r?%X?@`2U0*?;D>ɂIA@6IAhr?%X?@`2U0*?k: g>ɂIA@6IAQ.br?%X?@`2U0*?~:>ɂIA@6IAJU.;r?%X?@`2U0*?ﬠ>ɂIA@6IAer?%X?@`2U0*?iݤϠ>ɂIA@6IA鸍 q?%X?@`2U0*?(KY>ɂIA@6IAEq?%X?@`2U0*?FX>ɂIA@6IAVçq?%X?@`2U0*?Ӱ7>ɂIA@6IAU-q?%X?@`2U0*?"xZ>ɂIA@6IAK)$aq?%X?@`2U0*?[-}>ɂIA@6IAƭNm>q?%X?@`2U0*?⟡>ɂIA@6IAsWq?%X?@`2U0*?mEu¡>ɂIA@6IA4Ap?%X?@`2U0*?t(gL>ɂIA@6IAv*Rp?%X?@`2U0*?JlX>ɂIA@6IAp?%X?@`2U0*?ӰI*>ɂIA@6IA&jp?%X?@`2U0*?&:kM>ɂIA@6IAyrzp?%X?@`2U0*?29, p>ɂIA@6IAkDm[p?%X?@`2U0*?b}Ւ>ɂIA@6IAp.ɂIA@6IA-p?%X?@`2U0*??آ>ɂIA@6IA p?%X?@`2U0*?NI>ɂIA@6IA5o?%X?@`2U0*?>ɂIA@6IA To?%X?@`2U0*?*O]@>ɂIA@6IAv-To?%X?@`2U0*?~c>ɂIA@6IAOqvo?%X?@`2U0*?ZDž>ɂIA@6IAףn?%X?@`2U0*?tݞ|>ɂIA@6IAeh n?%X?@`2U0*? 1ˣ>ɂIA@6IA!ɂIA@6IAo+Dn?%X?@`2U0*?kk{>ɂIA@6IAn?%X?@`2U0*?.lP3>ɂIA@6IA k*m?%X?@`2U0*?]V>ɂIA@6IA Tt4m?%X?@`2U0*? 7Ox>ɂIA@6IAk4vm?%X?@`2U0*?x)|@o>ɂIA@6IAWKEm?%X?@`2U0*?X1$>ɂIA@6IA2M%Qm?%X?@`2U0*?T#>ɂIA@6IAWɍl?%X?@`2U0*?ŷH>ɂIA@6IA'IGCl?%X?@`2U0*?2C&>ɂIA@6IA3=(l?%X?@`2U0*?H>ɂIA@6IA VVl?%X?@`2U0*?Fk>ɂIA@6IA+#(l?%X?@`2U0*?xuYa>ɂIA@6IA5 fk?%X?@`2U0*?ꤝ>ɂIA@6IA-k?%X?@`2U0*?Yӥ>ɂIA@6IAXjk?%X?@`2U0*?&>ɂIA@6IAȆʾvk?%X?@`2U0*?63j5>ɂIA@6IA;Kk?%X?@`2U0*?b;>ɂIA@6IA%!k?%X?@`2U0*?^>ɂIA@6IA$j?%X?@`2U0*?6rT>ɂIA@6IAiTj?%X?@`2U0*?zc >ɂIA@6IAS4q>j?%X?@`2U0*?\ TƦ>ɂIA@6IA{j?%X?@`2U0*?OFs>ɂIA@6IAuSj?%X?@`2U0*?:G7( >ɂIA@6IA+;+j?%X?@`2U0*?(.>ɂIA@6IA޿j?%X?@`2U0*?Q>ɂIA@6IA#i?%X?@`2U0*?  Gt>ɂIA@6IA#i?%X?@`2U0*?ɂIA@6IAcݑi?%X?@`2U0*?`l>ɂIA@6IA@vli?%X?@`2U0*?˛eܧ>ɂIA@6IA1<@{Gi?%X?@`2U0*?:$>ɂIA@6IA֝>^"i?%X?@`2U0*?h!>ɂIA@6IA>h?%X?@`2U0*?*D>ɂIA@6IAƍxWh?%X?@`2U0*?Y9g>ɂIA@6IA4Fh?%X?@`2U0*?5>ɂIA@6IA|h?%X?@`2U0*?by>ɂIA@6IA"rh?%X?@`2U0*?wXϨ>ɂIA@6IA)=Oh?%X?@`2U0*?Ai >ɂIA@6IAD.h?%X?@`2U0*?FFZ>ɂIA@6IA_6 h?%X?@`2U0*?vKw7>ɂIA@6IAKfg?%X?@`2U0*?<,Z>ɂIA@6IA Zg?%X?@`2U0*?.|>ɂIA@6IA }hg?%X?@`2U0*?hW>ɂIA@6IAsdZg?%X?@`2U0*?3K©>ɂIA@6IA4jg?%X?@`2U0*?Dc>ɂIA@6IAS?Kg?%X?@`2U0*?#>ɂIA@6IA0,g?%X?@`2U0*?"gi*>ɂIA@6IAo_t g?%X?@`2U0*?M>ɂIA@6IA.f?%X?@`2U0*? o>ɂIA@6IAEEf?%X?@`2U0*?kP4>ɂIA@6IAN f?%X?@`2U0*?x=>ɂIA@6IA?0ʠf?%X?@`2U0*?Iת>ɂIA@6IADGnmxf?%X?@a2U0*?Iך>4łIA@6IADGnmxv?Q?@a2U0*?%E}\>4łIA@6IA|?W>v?Q?@a2U0*?m_b>4łIA@6IAĻv?Q?@a2U0*?UB0>4łIA@6IA[(=u?Q?@a2U0*?*$>4łIA@6IAp^u?Q?@a2U0*?f3>4łIA@6IANmqcu?Q?@a2U0*?tmx>4łIA@6IAu`/u?Q?@a2U0*?KGw׽>4łIA@6IAΈt?Q?@a2U0*?*A>4łIA@6IABWt?Q?@a2U0*? H>4łIA@6IAt?Q?@a2U0*?ct>4łIA@6IASJht?Q?@a2U0*?˜Vӝ>4łIA@6IAZsf/9t?Q?@a2U0*?!!9>4łIA@6IA_9 t?Q?@a2U0*?zS^>4łIA@6IAmzDs?Q?@a2U0*?X1>4łIA@6IAON3޼s?Q?@a2U0*?5>&>4łIA@6IAG揇s?Q?@a2U0*?BÐ.>4łIA@6IA6Xs?Q?@a2U0*?ʥs>4łIA@6IA>A Tf-s?Q?@a2U0*?ZSd>4łIA@6IAdwdps?Q?@a2U0*?j>4łIA@6IAa0r?Q?@a2U0*?B &">4łIA@6IA"r?Q?@a2U0*?;D>4łIA@6IAhr?Q?@a2U0*?k: g>4łIA@6IAQ.br?Q?@a2U0*?~:>4łIA@6IAJU.;r?Q?@a2U0*?ﬠ>4łIA@6IAer?Q?@a2U0*?iݤϠ>4łIA@6IA鸍 q?Q?@a2U0*?(KY>4łIA@6IAEq?Q?@a2U0*?FX>4łIA@6IAVçq?Q?@a2U0*?Ӱ7>4łIA@6IAU-q?Q?@a2U0*?"xZ>4łIA@6IAK)$aq?Q?@a2U0*?[-}>4łIA@6IAƭNm>q?Q?@a2U0*?⟡>4łIA@6IAsWq?Q?@a2U0*?mEu¡>4łIA@6IA4Ap?Q?@a2U0*?t(gL>4łIA@6IAv*Rp?Q?@a2U0*?JlX>4łIA@6IAp?Q?@a2U0*?ӰI*>4łIA@6IA&jp?Q?@a2U0*?&:kM>4łIA@6IAyrzp?Q?@a2U0*?29, p>4łIA@6IAkDm[p?Q?@a2U0*?b}Ւ>4łIA@6IAp.4łIA@6IA-p?Q?@a2U0*??آ>4łIA@6IA p?Q?@a2U0*?NI>4łIA@6IA5o?Q?@a2U0*?>4łIA@6IA To?Q?@a2U0*?*O]@>4łIA@6IAw-To?Q?@a2U0*?~c>4łIA@6IANqvo?Q?@a2U0*?ZDž>4łIA@6IAףn?Q?@a2U0*?uݞ|>4łIA@6IAeh n?Q?@a2U0*? 1ˣ>4łIA@6IA!4łIA@6IAo+Dn?Q?@a2U0*?kk{>4łIA@6IAn?Q?@a2U0*?.lP3>4łIA@6IAk*m?Q?@a2U0*?]V>4łIA@6IA Tt4m?Q?@a2U0*? 7Ox>4łIA@6IAk4vm?Q?@a2U0*?x)|@o>4łIA@6IAWKEm?Q?@a2U0*?X1$>4łIA@6IA2M%Qm?Q?@a2U0*?U#>4łIA@6IAXɍl?Q?@a2U0*?ķH>4łIA@6IA'IGCl?Q?@a2U0*?2C&>4łIA@6IA3=(l?Q?@a2U0*?H>4łIA@6IA VVl?Q?@a2U0*?Fk>4łIA@6IA+#(l?Q?@a2U0*?xuYa>4łIA@6IA4 fk?Q?@a2U0*?ꤝ>4łIA@6IA-k?Q?@a2U0*?Yӥ>4łIA@6IAXjk?Q?@a2U0*?&>4łIA@6IAȆʾvk?Q?@a2U0*?63j5>4łIA@6IA;Kk?Q?@a2U0*?b;>4łIA@6IA%!k?Q?@a2U0*?^>4łIA@6IA$j?Q?@a2U0*?6rT>4łIA@6IAiTj?Q?@a2U0*?zc >4łIA@6IAS4q>j?Q?@a2U0*?[ TƦ>4łIA@6IA{j?Q?@a2U0*?OFs>4łIA@6IAuSj?Q?@a2U0*?:G7( >4łIA@6IA+;+j?Q?@a2U0*?(.>4łIA@6IA޿j?Q?@a2U0*?Q>4łIA@6IA#i?Q?@a2U0*?  Gt>4łIA@6IA#i?Q?@a2U0*?4łIA@6IAcݑi?Q?@a2U0*?`l>4łIA@6IA@vli?Q?@a2U0*?̛eܧ>4łIA@6IA1<@{Gi?Q?@a2U0*?:$>4łIA@6IAם>^"i?Q?@a2U0*?h!>4łIA@6IA>h?Q?@a2U0*?*D>4łIA@6IAƍxWh?Q?@a2U0*?Y9g>4łIA@6IA4Fh?Q?@a2U0*?5>4łIA@6IA|h?Q?@a2U0*?by>4łIA@6IA"rh?Q?@a2U0*?wXϨ>4łIA@6IA)=Oh?Q?@a2U0*?Ai >4łIA@6IAD.h?Q?@a2U0*?FFZ>4łIA@6IA_6 h?Q?@a2U0*?vKw7>4łIA@6IAKfg?Q?@a2U0*?<,Z>4łIA@6IA Zg?Q?@a2U0*?.|>4łIA@6IA }hg?Q?@a2U0*?hW>4łIA@6IAsdZg?Q?@a2U0*?3K©>4łIA@6IA4jg?Q?@a2U0*?Ec>4łIA@6IAS?Kg?Q?@a2U0*?#>4łIA@6IA~0,g?Q?@a2U0*?"gi*>4łIA@6IAo_t g?Q?@a2U0*?M>4łIA@6IA.f?Q?@a2U0*? o>4łIA@6IAEEf?Q?@a2U0*?lP4>4łIA@6IAN f?Q?@a2U0*?x=>4łIA@6IA?0ʠf?Q?@a2U0*?Iת>4łIA@6IADGnmxf?Q?@`2U0*?Iך>d3‚IA@6IADGnmxv?.K~?@`2U0*?$E}\>d3‚IA@6IA{?W>v?.K~?@`2U0*?m_b>d3‚IA@6IAĻv?.K~?@`2U0*?UB0>d3‚IA@6IA[(=u?.K~?@`2U0*?*$>d3‚IA@6IAp^u?.K~?@`2U0*?f3>d3‚IA@6IAOmqcu?.K~?@`2U0*?umx>d3‚IA@6IAu`/u?.K~?@`2U0*?LGw׽>d3‚IA@6IAΈt?.K~?@`2U0*?*A>d3‚IA@6IAAWt?.K~?@`2U0*? H>d3‚IA@6IAt?.K~?@`2U0*?ct>d3‚IA@6IASJht?.K~?@`2U0*?˜Vӝ>d3‚IA@6IA[sf/9t?.K~?@`2U0*?!!9>d3‚IA@6IA_9 t?.K~?@`2U0*?zS^>d3‚IA@6IAlzDs?.K~?@`2U0*?X1>d3‚IA@6IAON3޼s?.K~?@`2U0*?4>&>d3‚IA@6IAF揇s?.K~?@`2U0*?BÐ.>d3‚IA@6IA6Xs?.K~?@`2U0*?ʥs>d3‚IA@6IA?A Tf-s?.K~?@`2U0*?ZSd>d3‚IA@6IAdwdps?.K~?@`2U0*?j>d3‚IA@6IA`0r?.K~?@`2U0*?B &">d3‚IA@6IA"r?.K~?@`2U0*?;D>d3‚IA@6IAhr?.K~?@`2U0*?k: g>d3‚IA@6IAQ.br?.K~?@`2U0*?~:>d3‚IA@6IAJU.;r?.K~?@`2U0*?ﬠ>d3‚IA@6IAer?.K~?@`2U0*?iݤϠ>d3‚IA@6IA鸍 q?.K~?@`2U0*?(KY>d3‚IA@6IAEq?.K~?@`2U0*?FX>d3‚IA@6IAVçq?.K~?@`2U0*?Ӱ7>d3‚IA@6IAU-q?.K~?@`2U0*?"xZ>d3‚IA@6IAK)$aq?.K~?@`2U0*?[-}>d3‚IA@6IAƭNm>q?.K~?@`2U0*?⟡>d3‚IA@6IAsWq?.K~?@`2U0*?mEu¡>d3‚IA@6IA4Ap?.K~?@`2U0*?t(gL>d3‚IA@6IAv*Rp?.K~?@`2U0*?JlX>d3‚IA@6IAp?.K~?@`2U0*?ӰI*>d3‚IA@6IA&jp?.K~?@`2U0*?&:kM>d3‚IA@6IAyrzp?.K~?@`2U0*?29, p>d3‚IA@6IAkDm[p?.K~?@`2U0*?b}Ւ>d3‚IA@6IAp.d3‚IA@6IA-p?.K~?@`2U0*??آ>d3‚IA@6IA p?.K~?@`2U0*?NI>d3‚IA@6IA5o?.K~?@`2U0*?>d3‚IA@6IA To?.K~?@`2U0*?*O]@>d3‚IA@6IAv-To?.K~?@`2U0*?~c>d3‚IA@6IAOqvo?.K~?@`2U0*?ZDž>d3‚IA@6IAףn?.K~?@`2U0*?tݞ|>d3‚IA@6IAeh n?.K~?@`2U0*? 1ˣ>d3‚IA@6IA!d3‚IA@6IAo+Dn?.K~?@`2U0*?kk{>d3‚IA@6IAn?.K~?@`2U0*?.lP3>d3‚IA@6IA k*m?.K~?@`2U0*?]V>d3‚IA@6IA Tt4m?.K~?@`2U0*? 7Ox>d3‚IA@6IAk4vm?.K~?@`2U0*?x)|@o>d3‚IA@6IAWKEm?.K~?@`2U0*?X1$>d3‚IA@6IA2M%Qm?.K~?@`2U0*?T#>d3‚IA@6IAWɍl?.K~?@`2U0*?ŷH>d3‚IA@6IA'IGCl?.K~?@`2U0*?2C&>d3‚IA@6IA3=(l?.K~?@`2U0*?H>d3‚IA@6IA VVl?.K~?@`2U0*?Fk>d3‚IA@6IA+#(l?.K~?@`2U0*?xuYa>d3‚IA@6IA5 fk?.K~?@`2U0*?ꤝ>d3‚IA@6IA-k?.K~?@`2U0*?Yӥ>d3‚IA@6IAXjk?.K~?@`2U0*?&>d3‚IA@6IAȆʾvk?.K~?@`2U0*?63j5>d3‚IA@6IA;Kk?.K~?@`2U0*?b;>d3‚IA@6IA%!k?.K~?@`2U0*?^>d3‚IA@6IA$j?.K~?@`2U0*?6rT>d3‚IA@6IAiTj?.K~?@`2U0*?zc >d3‚IA@6IAS4q>j?.K~?@`2U0*?\ TƦ>d3‚IA@6IA{j?.K~?@`2U0*?OFs>d3‚IA@6IAuSj?.K~?@`2U0*?:G7( >d3‚IA@6IA+;+j?.K~?@`2U0*?(.>d3‚IA@6IA޿j?.K~?@`2U0*?Q>d3‚IA@6IA#i?.K~?@`2U0*?  Gt>d3‚IA@6IA#i?.K~?@`2U0*?d3‚IA@6IAcݑi?.K~?@`2U0*?`l>d3‚IA@6IA@vli?.K~?@`2U0*?˛eܧ>d3‚IA@6IA1<@{Gi?.K~?@`2U0*?:$>d3‚IA@6IA֝>^"i?.K~?@`2U0*?h!>d3‚IA@6IA>h?.K~?@`2U0*?*D>d3‚IA@6IAƍxWh?.K~?@`2U0*?Y9g>d3‚IA@6IA4Fh?.K~?@`2U0*?5>d3‚IA@6IA|h?.K~?@`2U0*?by>d3‚IA@6IA"rh?.K~?@`2U0*?wXϨ>d3‚IA@6IA)=Oh?.K~?@`2U0*?Ai >d3‚IA@6IAD.h?.K~?@`2U0*?FFZ>d3‚IA@6IA_6 h?.K~?@`2U0*?vKw7>d3‚IA@6IAKfg?.K~?@`2U0*?<,Z>d3‚IA@6IA Zg?.K~?@`2U0*?.|>d3‚IA@6IA }hg?.K~?@`2U0*?hW>d3‚IA@6IAsdZg?.K~?@`2U0*?3K©>d3‚IA@6IA4jg?.K~?@`2U0*?Dc>d3‚IA@6IAS?Kg?.K~?@`2U0*?#>d3‚IA@6IA0,g?.K~?@`2U0*?"gi*>d3‚IA@6IAo_t g?.K~?@`2U0*?M>d3‚IA@6IA.f?.K~?@`2U0*? o>d3‚IA@6IAEEf?.K~?@`2U0*?kP4>d3‚IA@6IAN f?.K~?@`2U0*?x=>d3‚IA@6IA?0ʠf?.K~?@`2U0*?Iת>d3‚IA@6IADGnmxf?.K~?@a2U0*?Iך>ɾIA@6IADGnmxv??@a2U0*?%E}\>ɾIA@6IA|?W>v??@a2U0*?m_b>ɾIA@6IAĻv??@a2U0*?UB0>ɾIA@6IA[(=u??@a2U0*?*$>ɾIA@6IAp^u??@a2U0*?f3>ɾIA@6IANmqcu??@a2U0*?tmx>ɾIA@6IAu`/u??@a2U0*?KGw׽>ɾIA@6IAΈt??@a2U0*?*A>ɾIA@6IABWt??@a2U0*? H>ɾIA@6IAt??@a2U0*?ct>ɾIA@6IASJht??@a2U0*?˜Vӝ>ɾIA@6IAZsf/9t??@a2U0*?!!9>ɾIA@6IA_9 t??@a2U0*?zS^>ɾIA@6IAmzDs??@a2U0*?X1>ɾIA@6IAON3޼s??@a2U0*?5>&>ɾIA@6IAG揇s??@a2U0*?BÐ.>ɾIA@6IA6Xs??@a2U0*?ʥs>ɾIA@6IA>A Tf-s??@a2U0*?ZSd>ɾIA@6IAdwdps??@a2U0*?j>ɾIA@6IAa0r??@a2U0*?B &">ɾIA@6IA"r??@a2U0*?;D>ɾIA@6IAhr??@a2U0*?k: g>ɾIA@6IAQ.br??@a2U0*?~:>ɾIA@6IAJU.;r??@a2U0*?ﬠ>ɾIA@6IAer??@a2U0*?iݤϠ>ɾIA@6IA鸍 q??@a2U0*?(KY>ɾIA@6IAEq??@a2U0*?FX>ɾIA@6IAVçq??@a2U0*?Ӱ7>ɾIA@6IAU-q??@a2U0*?"xZ>ɾIA@6IAK)$aq??@a2U0*?[-}>ɾIA@6IAƭNm>q??@a2U0*?⟡>ɾIA@6IAsWq??@a2U0*?mEu¡>ɾIA@6IA4Ap??@a2U0*?t(gL>ɾIA@6IAv*Rp??@a2U0*?JlX>ɾIA@6IAp??@a2U0*?ӰI*>ɾIA@6IA&jp??@a2U0*?&:kM>ɾIA@6IAyrzp??@a2U0*?29, p>ɾIA@6IAkDm[p??@a2U0*?b}Ւ>ɾIA@6IAp.ɾIA@6IA-p??@a2U0*??آ>ɾIA@6IA p??@a2U0*?NI>ɾIA@6IA5o??@a2U0*?>ɾIA@6IA To??@a2U0*?*O]@>ɾIA@6IAw-To??@a2U0*?~c>ɾIA@6IANqvo??@a2U0*?ZDž>ɾIA@6IAףn??@a2U0*?uݞ|>ɾIA@6IAeh n??@a2U0*? 1ˣ>ɾIA@6IA!ɾIA@6IAo+Dn??@a2U0*?kk{>ɾIA@6IAn??@a2U0*?.lP3>ɾIA@6IAk*m??@a2U0*?]V>ɾIA@6IA Tt4m??@a2U0*? 7Ox>ɾIA@6IAk4vm??@a2U0*?x)|@o>ɾIA@6IAWKEm??@a2U0*?X1$>ɾIA@6IA2M%Qm??@a2U0*?U#>ɾIA@6IAXɍl??@a2U0*?ķH>ɾIA@6IA'IGCl??@a2U0*?2C&>ɾIA@6IA3=(l??@a2U0*?H>ɾIA@6IA VVl??@a2U0*?Fk>ɾIA@6IA+#(l??@a2U0*?xuYa>ɾIA@6IA4 fk??@a2U0*?ꤝ>ɾIA@6IA-k??@a2U0*?Yӥ>ɾIA@6IAXjk??@a2U0*?&>ɾIA@6IAȆʾvk??@a2U0*?63j5>ɾIA@6IA;Kk??@a2U0*?b;>ɾIA@6IA%!k??@a2U0*?^>ɾIA@6IA$j??@a2U0*?6rT>ɾIA@6IAiTj??@a2U0*?zc >ɾIA@6IAS4q>j??@a2U0*?[ TƦ>ɾIA@6IA{j??@a2U0*?OFs>ɾIA@6IAuSj??@a2U0*?:G7( >ɾIA@6IA+;+j??@a2U0*?(.>ɾIA@6IA޿j??@a2U0*?Q>ɾIA@6IA#i?? `@a2U0*?  Gt>ɾIA@6IA#i??@a2U0*?ɾIA@6IAcݑi??@a2U0*?`l>ɾIA@6IA@vli??@a2U0*?̛eܧ>ɾIA@6IA1<@{Gi??@a2U0*?:$>ɾIA@6IAם>^"i??@a2U0*?h!>ɾIA@6IA>h??@a2U0*?*D>ɾIA@6IAƍxWh??@a2U0*?Y9g>ɾIA@6IA4Fh??@a2U0*?5>ɾIA@6IA|h??@a2U0*?by>ɾIA@6IA"rh??@a2U0*?wXϨ>ɾIA@6IA)=Oh??@a2U0*?Ai >ɾIA@6IAD.h??@a2U0*?FFZ>ɾIA@6IA_6 h??@a2U0*?vKw7>ɾIA@6IAKfg??@a2U0*?<,Z>ɾIA@6IA Zg??@a2U0*?.|>ɾIA@6IA }hg??@a2U0*?hW>ɾIA@6IAsdZg??@a2U0*?3K©>ɾIA@6IA4jg??@a2U0*?Ec>ɾIA@6IAS?Kg??@a2U0*?#>ɾIA@6IA~0,g??@a2U0*?"gi*>ɾIA@6IAo_t g??@a2U0*?M>ɾIA@6IA.f??@a2U0*? o>ɾIA@6IAEEf??@a2U0*?lP4>ɾIA@6IAN f??@a2U0*?x=>ɾIA@6IA?0ʠf??@a2U0*?Iת>ɾIA@6IADGnmxf??@`2U0*?Iך>_IA@6IADGnmxv?Tp= ף?@`2U0*?$E}\>_IA@6IA{?W>v?Tp= ף?@`2U0*?m_b>_IA@6IAĻv?Tp= ף?@`2U0*?UB0>_IA@6IA[(=u?Tp= ף?@`2U0*?*$>_IA@6IAp^u?Tp= ף?@`2U0*?f3>_IA@6IAOmqcu?Tp= ף?@`2U0*?umx>_IA@6IAu`/u?Tp= ף?@`2U0*?LGw׽>_IA@6IAΈt?Tp= ף?@`2U0*?*A>_IA@6IAAWt?Tp= ף?@`2U0*? H>_IA@6IAt?Tp= ף?@`2U0*?ct>_IA@6IASJht?Tp= ף?@`2U0*?˜Vӝ>_IA@6IA[sf/9t?Tp= ף?@`2U0*?!!9>_IA@6IA_9 t?Tp= ף?@`2U0*?zS^>_IA@6IAlzDs?Tp= ף?@`2U0*?X1>_IA@6IAON3޼s?Tp= ף?@`2U0*?4>&>_IA@6IAF揇s?Tp= ף?@`2U0*?BÐ.>_IA@6IA6Xs?Tp= ף?@`2U0*?ʥs>_IA@6IA?A Tf-s?Tp= ף?@`2U0*?ZSd>_IA@6IAdwdps?Tp= ף?@`2U0*?j>_IA@6IA`0r?Tp= ף?@`2U0*?B &">_IA@6IA"r?Tp= ף?@`2U0*?;D>_IA@6IAhr?Tp= ף?@`2U0*?k: g>_IA@6IAQ.br?Tp= ף?@`2U0*?~:>_IA@6IAJU.;r?Tp= ף?@`2U0*?ﬠ>_IA@6IAer?Tp= ף?@`2U0*?iݤϠ>_IA@6IA鸍 q?Tp= ף?@`2U0*?(KY>_IA@6IAEq?Tp= ף?@`2U0*?FX>_IA@6IAVçq?Tp= ף?@`2U0*?Ӱ7>_IA@6IAU-q?Tp= ף?@`2U0*?"xZ>_IA@6IAK)$aq?Tp= ף?@`2U0*?[-}>_IA@6IAƭNm>q?Tp= ף?@`2U0*?⟡>_IA@6IAsWq?Tp= ף?@`2U0*?mEu¡>_IA@6IA4Ap?Tp= ף?@`2U0*?t(gL>_IA@6IAv*Rp?Tp= ף?@`2U0*?JlX>_IA@6IAp?Tp= ף?@`2U0*?ӰI*>_IA@6IA&jp?Tp= ף?@`2U0*?&:kM>_IA@6IAyrzp?Tp= ף?@`2U0*?29, p>_IA@6IAkDm[p?Tp= ף?@`2U0*?b}Ւ>_IA@6IAp._IA@6IA-p?Tp= ף?@`2U0*??آ>_IA@6IA p?Tp= ף?@`2U0*?NI>_IA@6IA5o?Tp= ף?@`2U0*?>_IA@6IA To?Tp= ף?@`2U0*?*O]@>_IA@6IAv-To?Tp= ף?@`2U0*?~c>_IA@6IAOqvo?Tp= ף?@`2U0*?ZDž>_IA@6IAףn?Tp= ף?@`2U0*?tݞ|>_IA@6IAeh n?Tp= ף?@`2U0*? 1ˣ>_IA@6IA!_IA@6IAo+Dn?Tp= ף?@`2U0*?kk{>_IA@6IAn?Tp= ף?@`2U0*?.lP3>_IA@6IA k*m?Tp= ף?@`2U0*?]V>_IA@6IA Tt4m?Tp= ף?@`2U0*? 7Ox>_IA@6IAk4vm?Tp= ף?@`2U0*?x)|@o>_IA@6IAWKEm?Tp= ף?@`2U0*?X1$>_IA@6IA2M%Qm?Tp= ף?@`2U0*?T#>_IA@6IAWɍl?Tp= ף?@`2U0*?ŷH>_IA@6IA'IGCl?Tp= ף?@`2U0*?2C&>_IA@6IA3=(l?Tp= ף?@`2U0*?H>_IA@6IA VVl?Tp= ף?@`2U0*?Fk>_IA@6IA+#(l?Tp= ף?@`2U0*?xuYa>_IA@6IA5 fk?Tp= ף?@`2U0*?ꤝ>_IA@6IA-k?Tp= ף?@`2U0*?Yӥ>_IA@6IAXjk?Tp= ף?@`2U0*?&>_IA@6IAȆʾvk?Tp= ף?@`2U0*?63j5>_IA@6IA;Kk?Tp= ף?@`2U0*?b;>_IA@6IA%!k?Tp= ף?@`2U0*?^>_IA@6IA$j?Tp= ף?@`2U0*?6rT>_IA@6IAiTj?Tp= ף?@`2U0*?zc >_IA@6IAS4q>j?Tp= ף?@`2U0*?\ TƦ>_IA@6IA{j?Tp= ף?@`2U0*?OFs>_IA@6IAuSj?Tp= ף?@`2U0*?:G7( >_IA@6IA+;+j?Tp= ף?@`2U0*?(.>_IA@6IA޿j?Tp= ף?@`2U0*?Q>_IA@6IA#i?Tp= ף?@`2U0*?  Gt>_IA@6IA#i?Tp= ף?@`2U0*?_IA@6IAcݑi?Tp= ף?@`2U0*?`l>_IA@6IA@vli?Tp= ף?@`2U0*?˛eܧ>_IA@6IA1<@{Gi?Tp= ף?@`2U0*?:$>_IA@6IA֝>^"i?Tp= ף?@`2U0*?h!>_IA@6IA>h?Tp= ף?@`2U0*?*D>_IA@6IAƍxWh?Tp= ף?@`2U0*?Y9g>_IA@6IA4Fh?Tp= ף?@`2U0*?5>_IA@6IA|h?Tp= ף?@`2U0*?by>_IA@6IA"rh?Tp= ף?@`2U0*?wXϨ>_IA@6IA)=Oh?Tp= ף?@`2U0*?Ai >_IA@6IAD.h?Tp= ף?@`2U0*?FFZ>_IA@6IA_6 h?Tp= ף?@`2U0*?vKw7>_IA@6IAKfg?Tp= ף?@`2U0*?<,Z>_IA@6IA Zg?Tp= ף?@`2U0*?.|>_IA@6IA }hg?Tp= ף?@`2U0*?hW>_IA@6IAsdZg?Tp= ף?@`2U0*?3K©>_IA@6IA4jg?Tp= ף?@`2U0*?Dc>_IA@6IAS?Kg?Tp= ף?@`2U0*?#>_IA@6IA0,g?Tp= ף?@`2U0*?"gi*>_IA@6IAo_t g?Tp= ף?@`2U0*?M>_IA@6IA.f?Tp= ף?@`2U0*? o>_IA@6IAEEf?Tp= ף?@`2U0*?kP4>_IA@6IAN f?Tp= ף?@`2U0*?x=>_IA@6IA?0ʠf?Tp= ף?@`2U0*?Iת>_IA@6IADGnmxf?Tp= ף?@a2U0*?Iך>IA@6IADGnmxv?i6?@a2U0*?%E}\>IA@6IA|?W>v?i6?@a2U0*?m_b>IA@6IAĻv?i6?@a2U0*?UB0>IA@6IA[(=u?i6?@a2U0*?*$>IA@6IAp^u?i6?@a2U0*?f3>IA@6IANmqcu?i6?@a2U0*?tmx>IA@6IAu`/u?i6?@a2U0*?KGw׽>IA@6IAΈt?i6?@a2U0*?*A>IA@6IABWt?i6?@a2U0*? H>IA@6IAt?i6?@a2U0*?ct>IA@6IASJht?i6?@a2U0*?˜Vӝ>IA@6IAZsf/9t?i6?@a2U0*?!!9>IA@6IA_9 t?i6?@a2U0*?zS^>IA@6IAmzDs?i6?@a2U0*?X1>IA@6IAON3޼s?i6?@a2U0*?5>&>IA@6IAG揇s?i6?@a2U0*?BÐ.>IA@6IA6Xs?i6?@a2U0*?ʥs>IA@6IA>A Tf-s?i6?@a2U0*?ZSd>IA@6IAdwdps?i6?@a2U0*?j>IA@6IAa0r?i6?@a2U0*?B &">IA@6IA"r?i6?@a2U0*?;D>IA@6IAhr?i6?@a2U0*?k: g>IA@6IAQ.br?i6?@a2U0*?~:>IA@6IAJU.;r?i6?@a2U0*?ﬠ>IA@6IAer?i6?@a2U0*?iݤϠ>IA@6IA鸍 q?i6?@a2U0*?(KY>IA@6IAEq?i6?@a2U0*?FX>IA@6IAVçq?i6?@a2U0*?Ӱ7>IA@6IAU-q?i6?@a2U0*?"xZ>IA@6IAK)$aq?i6?@a2U0*?[-}>IA@6IAƭNm>q?i6?@a2U0*?⟡>IA@6IAsWq?i6?@a2U0*?mEu¡>IA@6IA4Ap?i6?@a2U0*?t(gL>IA@6IAv*Rp?i6?@a2U0*?JlX>IA@6IAp?i6?@a2U0*?ӰI*>IA@6IA&jp?i6?@a2U0*?&:kM>IA@6IAyrzp?i6?@a2U0*?29, p>IA@6IAkDm[p?i6?@a2U0*?b}Ւ>IA@6IAp.IA@6IA-p?i6?@a2U0*??آ>IA@6IA p?i6?@a2U0*?NI>IA@6IA5o?i6?@a2U0*?>IA@6IA To?i6?@a2U0*?*O]@>IA@6IAw-To?i6?@a2U0*?~c>IA@6IANqvo?i6?@a2U0*?ZDž>IA@6IAףn?i6?@a2U0*?uݞ|>IA@6IAeh n?i6?@a2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?i6?@a2U0*?kk{>IA@6IAn?i6?@a2U0*?.lP3>IA@6IAk*m?i6?@a2U0*?]V>IA@6IA Tt4m?i6?@a2U0*? 7Ox>IA@6IAk4vm?i6?@a2U0*?x)|@o>IA@6IAWKEm?i6?@a2U0*?X1$>IA@6IA2M%Qm?i6?@a2U0*?U#>IA@6IAXɍl?i6?@a2U0*?ķH>IA@6IA'IGCl?i6?@a2U0*?2C&>IA@6IA3=(l?i6?@a2U0*?H>IA@6IA VVl?i6?@a2U0*?Fk>IA@6IA+#(l?i6?@a2U0*?xuYa>IA@6IA4 fk?i6?@a2U0*?ꤝ>IA@6IA-k?i6?@a2U0*?Yӥ>IA@6IAXjk?i6?@a2U0*?&>IA@6IAȆʾvk?i6?@a2U0*?63j5>IA@6IA;Kk?i6?@a2U0*?b;>IA@6IA%!k?i6?@a2U0*?^>IA@6IA$j?i6?@a2U0*?6rT>IA@6IAiTj?i6?@a2U0*?zc >IA@6IAS4q>j?i6?@a2U0*?[ TƦ>IA@6IA{j?i6?@a2U0*?OFs>IA@6IAuSj?i6?@a2U0*?:G7( >IA@6IA+;+j?i6?@a2U0*?(.>IA@6IA޿j?i6?@a2U0*?Q>IA@6IA#i?i6?@a2U0*?  Gt>IA@6IA#i?i6?@a2U0*?IA@6IAcݑi?i6?@a2U0*?`l>IA@6IA@vli?i6?@a2U0*?̛eܧ>IA@6IA1<@{Gi?i6?@a2U0*?:$>IA@6IAם>^"i?i6?@a2U0*?h!>IA@6IA>h?i6?@a2U0*?*D>IA@6IAƍxWh?i6?@a2U0*?Y9g>IA@6IA4Fh?i6?@a2U0*?5>IA@6IA|h?i6?@a2U0*?by>IA@6IA"rh?i6?@a2U0*?wXϨ>IA@6IA)=Oh?i6?@a2U0*?Ai >IA@6IAD.h?i6?@a2U0*?FFZ>IA@6IA_6 h?i6?@a2U0*?vKw7>IA@6IAKfg?i6?@a2U0*?<,Z>IA@6IA Zg?i6?@a2U0*?.|>IA@6IA }hg?i6?@a2U0*?hW>IA@6IAsdZg?i6?@a2U0*?3K©>IA@6IA4jg?i6?@a2U0*?Ec>IA@6IAS?Kg?i6?@a2U0*?#>IA@6IA~0,g?i6?@a2U0*?"gi*>IA@6IAo_t g?i6?@a2U0*?M>IA@6IA.f?i6?@a2U0*? o>IA@6IAEEf?i6?@a2U0*?lP4>IA@6IAN f?i6?@a2U0*?x=>IA@6IA?0ʠf?i6?@a2U0*?Iת>IA@6IADGnmxf?i6?@`2U0*?Iך>$IA@6IADGnmxv?^,Œ?@`2U0*?$E}\>$IA@6IA{?W>v?^,Œ?@`2U0*?m_b>$IA@6IAĻv?^,Œ?@`2U0*?UB0>$IA@6IA[(=u?^,Œ?@`2U0*?*$>$IA@6IAp^u?^,Œ?@`2U0*?f3>$IA@6IAOmqcu?^,Œ?@`2U0*?umx>$IA@6IAu`/u?^,Œ?@`2U0*?LGw׽>$IA@6IAΈt?^,Œ?@`2U0*?*A>$IA@6IAAWt?^,Œ?@`2U0*? H>$IA@6IAt?^,Œ?@`2U0*?ct>$IA@6IASJht?^,Œ?@`2U0*?˜Vӝ>$IA@6IA[sf/9t?^,Œ?@`2U0*?!!9>$IA@6IA_9 t?^,Œ?@`2U0*?zS^>$IA@6IAlzDs?^,Œ?@`2U0*?X1>$IA@6IAON3޼s?^,Œ?@`2U0*?4>&>$IA@6IAF揇s?^,Œ?@`2U0*?BÐ.>$IA@6IA6Xs?^,Œ?@`2U0*?ʥs>$IA@6IA?A Tf-s?^,Œ?@`2U0*?ZSd>$IA@6IAdwdps?^,Œ?@`2U0*?j>$IA@6IA`0r?^,Œ?@`2U0*?B &">$IA@6IA"r?^,Œ?@`2U0*?;D>$IA@6IAhr?^,Œ?@`2U0*?k: g>$IA@6IAQ.br?^,Œ?@`2U0*?~:>$IA@6IAJU.;r?^,Œ?@`2U0*?ﬠ>$IA@6IAer?^,Œ?@`2U0*?iݤϠ>$IA@6IA鸍 q?^,Œ?@`2U0*?(KY>$IA@6IAEq?^,Œ?@`2U0*?FX>$IA@6IAVçq?^,Œ?@`2U0*?Ӱ7>$IA@6IAU-q?^,Œ?@`2U0*?"xZ>$IA@6IAK)$aq?^,Œ?@`2U0*?[-}>$IA@6IAƭNm>q?^,Œ?@`2U0*?⟡>$IA@6IAsWq?^,Œ?@`2U0*?mEu¡>$IA@6IA4Ap?^,Œ?@`2U0*?t(gL>$IA@6IAv*Rp?^,Œ?@`2U0*?JlX>$IA@6IAp?^,Œ?@`2U0*?ӰI*>$IA@6IA&jp?^,Œ?@`2U0*?&:kM>$IA@6IAyrzp?^,Œ?@`2U0*?29, p>$IA@6IAkDm[p?^,Œ?@`2U0*?b}Ւ>$IA@6IAp.$IA@6IA-p?^,Œ?@`2U0*??آ>$IA@6IA p?^,Œ?@`2U0*?NI>$IA@6IA5o?^,Œ?@`2U0*?>$IA@6IA To?^,Œ?@`2U0*?*O]@>$IA@6IAv-To?^,Œ?@`2U0*?~c>$IA@6IAOqvo?^,Œ?@`2U0*?ZDž>$IA@6IAףn?^,Œ?@`2U0*?tݞ|>$IA@6IAeh n?^,Œ?@`2U0*? 1ˣ>$IA@6IA!$IA@6IAo+Dn?^,Œ?@`2U0*?kk{>$IA@6IAn?^,Œ?@`2U0*?.lP3>$IA@6IA k*m?^,Œ?@`2U0*?]V>$IA@6IA Tt4m?^,Œ?@`2U0*? 7Ox>$IA@6IAk4vm?^,Œ?@`2U0*?x)|@o>$IA@6IAWKEm?^,Œ?@`2U0*?X1$>$IA@6IA2M%Qm?^,Œ?@`2U0*?T#>$IA@6IAWɍl?^,Œ?@`2U0*?ŷH>$IA@6IA'IGCl?^,Œ?@`2U0*?2C&>$IA@6IA3=(l?^,Œ?@`2U0*?H>$IA@6IA VVl?^,Œ?@`2U0*?Fk>$IA@6IA+#(l?^,Œ?@`2U0*?xuYa>$IA@6IA5 fk?^,Œ?@`2U0*?ꤝ>$IA@6IA-k?^,Œ?@`2U0*?Yӥ>$IA@6IAXjk?^,Œ?@`2U0*?&>$IA@6IAȆʾvk?^,Œ?@`2U0*?63j5>$IA@6IA;Kk?^,Œ?@`2U0*?b;>$IA@6IA%!k?^,Œ?@`2U0*?^>$IA@6IA$j?^,Œ?@`2U0*?6rT>$IA@6IAiTj?^,Œ?@`2U0*?zc >$IA@6IAS4q>j?^,Œ?@`2U0*?\ TƦ>$IA@6IA{j?^,Œ?@`2U0*?OFs>$IA@6IAuSj?^,Œ?@`2U0*?:G7( >$IA@6IA+;+j?^,Œ?@`2U0*?(.>$IA@6IA޿j?^,Œ?@`2U0*?Q>$IA@6IA#i?^,Œ?@`2U0*?  Gt>$IA@6IA#i?^,Œ?@`2U0*?$IA@6IAcݑi?^,Œ?@`2U0*?`l>$IA@6IA@vli?^,Œ?@`2U0*?˛eܧ>$IA@6IA1<@{Gi?^,Œ?@`2U0*?:$>$IA@6IA֝>^"i?^,Œ?@`2U0*?h!>$IA@6IA>h?^,Œ?@`2U0*?*D>$IA@6IAƍxWh?^,Œ?@`2U0*?Y9g>$IA@6IA4Fh?^,Œ?@`2U0*?5>$IA@6IA|h?^,Œ?@`2U0*?by>$IA@6IA"rh?^,Œ?@`2U0*?wXϨ>$IA@6IA)=Oh?^,Œ?@`2U0*?Ai >$IA@6IAD.h?^,Œ?@`2U0*?FFZ>$IA@6IA_6 h?^,Œ?@`2U0*?vKw7>$IA@6IAKfg?^,Œ?@`2U0*?<,Z>$IA@6IA Zg?^,Œ?@`2U0*?.|>$IA@6IA }hg?^,Œ?@`2U0*?hW>$IA@6IAsdZg?^,Œ?@`2U0*?3K©>$IA@6IA4jg?^,Œ?@`2U0*?Dc>$IA@6IAS?Kg?^,Œ?@`2U0*?#>$IA@6IA0,g?^,Œ?@`2U0*?"gi*>$IA@6IAo_t g?^,Œ?@`2U0*?M>$IA@6IA.f?^,Œ?@`2U0*? o>$IA@6IAEEf?^,Œ?@`2U0*?kP4>$IA@6IAN f?^,Œ?@`2U0*?x=>$IA@6IA?0ʠf?^,Œ?@`2U0*?Iת>$IA@6IADGnmxf?^,Œ?@a2U0*?Iך>T"IA@6IADGnmxv?Q?@a2U0*?%E}\>T"IA@6IA|?W>v?Q?@a2U0*?m_b>T"IA@6IAĻv?Q?@a2U0*?UB0>T"IA@6IA[(=u?Q?@a2U0*?*$>T"IA@6IAp^u?Q?@a2U0*?f3>T"IA@6IANmqcu?Q?@a2U0*?tmx>T"IA@6IAu`/u?Q?@a2U0*?KGw׽>T"IA@6IAΈt?Q?@a2U0*?*A>T"IA@6IABWt?Q?@a2U0*? H>T"IA@6IAt?Q?@a2U0*?ct>T"IA@6IASJht?Q?@a2U0*?˜Vӝ>T"IA@6IAZsf/9t?Q?@a2U0*?!!9>T"IA@6IA_9 t?Q?@a2U0*?zS^>T"IA@6IAmzDs?Q?@a2U0*?X1>T"IA@6IAON3޼s?Q?@a2U0*?5>&>T"IA@6IAG揇s?Q?@a2U0*?BÐ.>T"IA@6IA6Xs?Q?@a2U0*?ʥs>T"IA@6IA>A Tf-s?Q?@a2U0*?ZSd>T"IA@6IAdwdps?Q?@a2U0*?j>T"IA@6IAa0r?Q?@a2U0*?B &">T"IA@6IA"r?Q?@a2U0*?;D>T"IA@6IAhr?Q?@a2U0*?k: g>T"IA@6IAQ.br?Q?@a2U0*?~:>T"IA@6IAJU.;r?Q?@a2U0*?ﬠ>T"IA@6IAer?Q?@a2U0*?iݤϠ>T"IA@6IA鸍 q?Q?@a2U0*?(KY>T"IA@6IAEq?Q?@a2U0*?FX>T"IA@6IAVçq?Q?@a2U0*?Ӱ7>T"IA@6IAU-q?Q?@a2U0*?"xZ>T"IA@6IAK)$aq?Q?@a2U0*?[-}>T"IA@6IAƭNm>q?Q?@a2U0*?⟡>T"IA@6IAsWq?Q?@a2U0*?mEu¡>T"IA@6IA4Ap?Q?@a2U0*?t(gL>T"IA@6IAv*Rp?Q?@a2U0*?JlX>T"IA@6IAp?Q?@a2U0*?ӰI*>T"IA@6IA&jp?Q?@a2U0*?&:kM>T"IA@6IAyrzp?Q?@a2U0*?29, p>T"IA@6IAkDm[p?Q?@a2U0*?b}Ւ>T"IA@6IAp.T"IA@6IA-p?Q?@a2U0*??آ>T"IA@6IA p?Q?@a2U0*?NI>T"IA@6IA5o?Q?@a2U0*?>T"IA@6IA To?Q?@a2U0*?*O]@>T"IA@6IAw-To?Q?@a2U0*?~c>T"IA@6IANqvo?Q?@a2U0*?ZDž>T"IA@6IAףn?Q?@a2U0*?uݞ|>T"IA@6IAeh n?Q?@a2U0*? 1ˣ>T"IA@6IA!T"IA@6IAo+Dn?Q?@a2U0*?kk{>T"IA@6IAn?Q?@a2U0*?.lP3>T"IA@6IAk*m?Q?@a2U0*?]V>T"IA@6IA Tt4m?Q?@a2U0*? 7Ox>T"IA@6IAk4vm?Q?@a2U0*?x)|@o>T"IA@6IAWKEm?Q?@a2U0*?X1$>T"IA@6IA2M%Qm?Q?@a2U0*?U#>T"IA@6IAXɍl?Q?@a2U0*?ķH>T"IA@6IA'IGCl?Q?@a2U0*?2C&>T"IA@6IA3=(l?Q?@a2U0*?H>T"IA@6IA VVl?Q?@a2U0*?Fk>T"IA@6IA+#(l?Q?@a2U0*?xuYa>T"IA@6IA4 fk?Q?@a2U0*?ꤝ>T"IA@6IA-k?Q?@a2U0*?Yӥ>T"IA@6IAXjk?Q?@a2U0*?&>T"IA@6IAȆʾvk?Q?@a2U0*?63j5>T"IA@6IA;Kk?Q?@a2U0*?b;>T"IA@6IA%!k?Q?@a2U0*?^>T"IA@6IA$j?Q?@a2U0*?6rT>T"IA@6IAiTj?Q?@a2U0*?zc >T"IA@6IAS4q>j?Q?@a2U0*?[ TƦ>T"IA@6IA{j?Q?@a2U0*?OFs>T"IA@6IAuSj?Q?@a2U0*?:G7( >T"IA@6IA+;+j?Q?@a2U0*?(.>T"IA@6IA޿j?Q?@a2U0*?Q>T"IA@6IA#i?Q?@a2U0*?  Gt>T"IA@6IA#i?Q?@a2U0*?T"IA@6IAcݑi?Q?@a2U0*?`l>T"IA@6IA@vli?Q?@a2U0*?̛eܧ>T"IA@6IA1<@{Gi?Q?@a2U0*?:$>T"IA@6IAם>^"i?Q?@a2U0*?h!>T"IA@6IA>h?Q?@a2U0*?*D>T"IA@6IAƍxWh?Q?@a2U0*?Y9g>T"IA@6IA4Fh?Q?@a2U0*?5>T"IA@6IA|h?Q?@a2U0*?by>T"IA@6IA"rh?Q?@a2U0*?wXϨ>T"IA@6IA)=Oh?Q?@a2U0*?Ai >T"IA@6IAD.h?Q?@a2U0*?FFZ>T"IA@6IA_6 h?Q?@a2U0*?vKw7>T"IA@6IAKfg?Q?@a2U0*?<,Z>T"IA@6IA Zg?Q?@a2U0*?.|>T"IA@6IA }hg?Q?@a2U0*?hW>T"IA@6IAsdZg?Q?@a2U0*?3K©>T"IA@6IA4jg?Q?@a2U0*?Ec>T"IA@6IAS?Kg?Q?@a2U0*?#>T"IA@6IA~0,g?Q?@a2U0*?"gi*>T"IA@6IAo_t g?Q?@a2U0*?M>T"IA@6IA.f?Q?@a2U0*? o>T"IA@6IAEEf?Q?@a2U0*?lP4>T"IA@6IAN f?Q?@a2U0*?x=>T"IA@6IA?0ʠf?Q?@a2U0*?Iת>T"IA@6IADGnmxf?Q?@`2U0*?Iך>IA@6IADGnmxv?9?@`2U0*?$E}\>IA@6IA{?W>v?9?@`2U0*?m_b>IA@6IAĻv?9?@`2U0*?UB0>IA@6IA[(=u?9?@`2U0*?*$>IA@6IAp^u?9?@`2U0*?f3>IA@6IAOmqcu?9?@`2U0*?umx>IA@6IAu`/u?9?@`2U0*?LGw׽>IA@6IAΈt?9?@`2U0*?*A>IA@6IAAWt?9?@`2U0*? H>IA@6IAt?9?@`2U0*?ct>IA@6IASJht?9?@`2U0*?˜Vӝ>IA@6IA[sf/9t?9?@`2U0*?!!9>IA@6IA_9 t?9?@`2U0*?zS^>IA@6IAlzDs?9?@`2U0*?X1>IA@6IAON3޼s?9?@`2U0*?4>&>IA@6IAF揇s?9?@`2U0*?BÐ.>IA@6IA6Xs?9?@`2U0*?ʥs>IA@6IA?A Tf-s?9?@`2U0*?ZSd>IA@6IAdwdps?9?@`2U0*?j>IA@6IA`0r?9?@`2U0*?B &">IA@6IA"r?9?@`2U0*?;D>IA@6IAhr?9?@`2U0*?k: g>IA@6IAQ.br?9?@`2U0*?~:>IA@6IAJU.;r?9?@`2U0*?ﬠ>IA@6IAer?9?@`2U0*?iݤϠ>IA@6IA鸍 q?9?@`2U0*?(KY>IA@6IAEq?9?@`2U0*?FX>IA@6IAVçq?9?@`2U0*?Ӱ7>IA@6IAU-q?9?@`2U0*?"xZ>IA@6IAK)$aq?9?@`2U0*?[-}>IA@6IAƭNm>q?9?@`2U0*?⟡>IA@6IAsWq?9?@`2U0*?mEu¡>IA@6IA4Ap?9?@`2U0*?t(gL>IA@6IAv*Rp?9?@`2U0*?JlX>IA@6IAp?9?@`2U0*?ӰI*>IA@6IA&jp?9?@`2U0*?&:kM>IA@6IAyrzp?9?@`2U0*?29, p>IA@6IAkDm[p?9?@`2U0*?b}Ւ>IA@6IAp.IA@6IA-p?9?@`2U0*??آ>IA@6IA p?9?@`2U0*?NI>IA@6IA5o?9?@`2U0*?>IA@6IA To?9?@`2U0*?*O]@>IA@6IAv-To?9?@`2U0*?~c>IA@6IAOqvo?9?@`2U0*?ZDž>IA@6IAףn?9?@`2U0*?tݞ|>IA@6IAeh n?9?@`2U0*? 1ˣ>IA@6IA!IA@6IAo+Dn?9?@`2U0*?kk{>IA@6IAn?9?@`2U0*?.lP3>IA@6IA k*m?9?@`2U0*?]V>IA@6IA Tt4m?9?@`2U0*? 7Ox>IA@6IAk4vm?9?@`2U0*?x)|@o>IA@6IAWKEm?9?@`2U0*?X1$>IA@6IA2M%Qm?9?@`2U0*?T#>IA@6IAWɍl?9?@`2U0*?ŷH>IA@6IA'IGCl?9?@`2U0*?2C&>IA@6IA3=(l?9?@`2U0*?H>IA@6IA VVl?9?@`2U0*?Fk>IA@6IA+#(l?9?@`2U0*?xuYa>IA@6IA5 fk?9?@`2U0*?ꤝ>IA@6IA-k?9?@`2U0*?Yӥ>IA@6IAXjk?9?@`2U0*?&>IA@6IAȆʾvk?9?@`2U0*?63j5>IA@6IA;Kk?9?@`2U0*?b;>IA@6IA%!k?9?@`2U0*?^>IA@6IA$j?9?@`2U0*?6rT>IA@6IAiTj?9?@`2U0*?zc >IA@6IAS4q>j?9?@`2U0*?\ TƦ>IA@6IA{j?9?@`2U0*?OFs>IA@6IAuSj?9?@`2U0*?:G7( >IA@6IA+;+j?9?@`2U0*?(.>IA@6IA޿j?9?@`2U0*?Q>IA@6IA#i?9?@`2U0*?  Gt>IA@6IA#i?9?@`2U0*?IA@6IAcݑi?9?@`2U0*?`l>IA@6IA@vli?9?@`2U0*?˛eܧ>IA@6IA1<@{Gi?9?@`2U0*?:$>IA@6IA֝>^"i?9?@`2U0*?h!>IA@6IA>h?9?@`2U0*?*D>IA@6IAƍxWh?9?@`2U0*?Y9g>IA@6IA4Fh?9?@`2U0*?5>IA@6IA|h?9?@`2U0*?by>IA@6IA"rh?9?@`2U0*?wXϨ>IA@6IA)=Oh?9?@`2U0*?Ai >IA@6IAD.h?9?@`2U0*?FFZ>IA@6IA_6 h?9?@`2U0*?vKw7>IA@6IAKfg?9?@`2U0*?<,Z>IA@6IA Zg?9?@`2U0*?.|>IA@6IA }hg?9?@`2U0*?hW>IA@6IAsdZg?9?@`2U0*?3K©>IA@6IA4jg?9?@`2U0*?Dc>IA@6IAS?Kg?9?@`2U0*?#>IA@6IA0,g?9?@`2U0*?"gi*>IA@6IAo_t g?9?@`2U0*?M>IA@6IA.f?9?@`2U0*? o>IA@6IAEEf?9?@`2U0*?kP4>IA@6IAN f?9?@`2U0*?x=>IA@6IA?0ʠf?9?@`2U0*?Iת>IA@6IADGnmxf?9?@a2U0*?Iך>NIA@6IADGnmxv?_6i?@a2U0*?%E}\>NIA@6IA|?W>v?_6i?@a2U0*?m_b>NIA@6IAĻv?_6i?@a2U0*?UB0>NIA@6IA[(=u?_6i?@a2U0*?*$>NIA@6IAp^u?_6i?@a2U0*?f3>NIA@6IANmqcu?]6i?@a2U0*?tmx>NIA@6IAu`/u?_6i?@a2U0*?KGw׽>NIA@6IAΈt?_6i?@a2U0*?*A>NIA@6IABWt?_6i?@a2U0*? H>NIA@6IAt?_6i?@a2U0*?ct>NIA@6IASJht?_6i?@a2U0*?˜Vӝ>NIA@6IAZsf/9t?_6i?@a2U0*?!!9>NIA@6IA_9 t?_6i?@a2U0*?zS^>NIA@6IAmzDs?]6i?@a2U0*?X1>NIA@6IAON3޼s?_6i?@a2U0*?5>&>NIA@6IAG揇s?_6i?@a2U0*?BÐ.>NIA@6IA6Xs?_6i?@a2U0*?ʥs>NIA@6IA>A Tf-s?]6i?@a2U0*?ZSd>NIA@6IAdwdps?_6i?@a2U0*?j>NIA@6IAa0r?_6i?@a2U0*?B &">NIA@6IA"r?_6i?@a2U0*?;D>NIA@6IAhr?_6i?@a2U0*?k: g>NIA@6IAQ.br?_6i?@a2U0*?~:>NIA@6IAJU.;r?_6i?@a2U0*?ﬠ>NIA@6IAer?_6i?@a2U0*?iݤϠ>NIA@6IA鸍 q?_6i?@a2U0*?(KY>NIA@6IAEq?_6i?@a2U0*?FX>NIA@6IAVçq?_6i?@a2U0*?Ӱ7>NIA@6IAU-q?_6i?@a2U0*?"xZ>NIA@6IAK)$aq?_6i?@a2U0*?[-}>NIA@6IAƭNm>q?_6i?@a2U0*?⟡>NIA@6IAsWq?_6i?@a2U0*?mEu¡>NIA@6IA4Ap?_6i?@a2U0*?t(gL>NIA@6IAv*Rp?_6i?@a2U0*?JlX>NIA@6IAp?_6i?@a2U0*?ӰI*>NIA@6IA&jp?_6i?@a2U0*?&:kM>NIA@6IAyrzp?_6i?@a2U0*?29, p>NIA@6IAkDm[p?_6i?@a2U0*?b}Ւ>NIA@6IAp.NIA@6IA-p?_6i?@a2U0*??آ>NIA@6IA p?_6i?@a2U0*?NI>NIA@6IA5o?]6i?@a2U0*?>NIA@6IA To?_6i?@a2U0*?*O]@>NIA@6IAw-To?_6i?@a2U0*?~c>NIA@6IANqvo?_6i?@a2U0*?ZDž>NIA@6IAףn?_6i?@a2U0*?uݞ|>NIA@6IAeh n?_6i?@a2U0*? 1ˣ>NIA@6IA!NIA@6IAo+Dn?_6i?@a2U0*?kk{>NIA@6IAn?_6i?@a2U0*?.lP3>NIA@6IAk*m?]6i?@a2U0*?]V>NIA@6IA Tt4m?]6i?@a2U0*? 7Ox>NIA@6IAk4vm?_6i?@a2U0*?x)|@o>NIA@6IAWKEm?]6i?@a2U0*?X1$>NIA@6IA2M%Qm?_6i?@a2U0*?U#>NIA@6IAXɍl?_6i?@a2U0*?ķH>NIA@6IA'IGCl?_6i?@a2U0*?2C&>NIA@6IA3=(l?_6i?@a2U0*?H>NIA@6IA VVl?_6i?@a2U0*?Fk>NIA@6IA+#(l?_6i?@a2U0*?xuYa>NIA@6IA4 fk?_6i?@a2U0*?ꤝ>NIA@6IA-k?]6i?@a2U0*?Yӥ>NIA@6IAXjk?]6i?@a2U0*?&>NIA@6IAȆʾvk?_6i?@a2U0*?63j5>NIA@6IA;Kk?]6i?@a2U0*?b;>NIA@6IA%!k?_6i?@a2U0*?^>NIA@6IA$j?_6i?@a2U0*?6rT>NIA@6IAiTj?_6i?@a2U0*?zc >NIA@6IAS4q>j?_6i?@a2U0*?[ TƦ>NIA@6IA{j?]6i?@a2U0*?OFs>NIA@6IAuSj?_6i?@a2U0*?:G7( >NIA@6IA+;+j?]6i?@a2U0*?(.>NIA@6IA޿j?_6i?@a2U0*?Q>NIA@6IA#i?]6i?@a2U0*?  Gt>NIA@6IA#i?_6i?@a2U0*?NIA@6IAcݑi?_6i?@a2U0*?`l>NIA@6IA@vli?_6i?@a2U0*?̛eܧ>NIA@6IA1<@{Gi?_6i?@a2U0*?:$>NIA@6IAם>^"i?_6i?@a2U0*?h!>NIA@6IA>h?_6i?@a2U0*?*D>NIA@6IAƍxWh?_6i?@a2U0*?Y9g>NIA@6IA4Fh?_6i?@a2U0*?5>NIA@6IA|h?_6i?@a2U0*?by>NIA@6IA"rh?_6i?@a2U0*?wXϨ>NIA@6IA)=Oh?_6i?@a2U0*?Ai >NIA@6IAD.h?_6i?@a2U0*?FFZ>NIA@6IA_6 h?_6i?@a2U0*?vKw7>NIA@6IAKfg?_6i?@a2U0*?<,Z>NIA@6IA Zg?_6i?@a2U0*?.|>NIA@6IA }hg?_6i?@a2U0*?hW>NIA@6IAsdZg?_6i?@a2U0*?3K©>NIA@6IA4jg?_6i?@a2U0*?Ec>NIA@6IAS?Kg?_6i?@a2U0*?#>NIA@6IA~0,g?_6i?@a2U0*?"gi*>NIA@6IAo_t g?_6i?@a2U0*?M>NIA@6IA.f?]6i?@a2U0*? o>NIA@6IAEEf?_6i?@a2U0*?lP4>NIA@6IAN f?_6i?@a2U0*?x=>NIA@6IA?0ʠf?_6i?@a2U0*?Iת>NIA@6IADGnmxf?_6i?@`2U0*?Iך>䦂IA@6IADGnmxv?[(?@`2U0*?$E}\>䦂IA@6IA{?W>v?[(?@`2U0*?m_b>䦂IA@6IAĻv?[(?@`2U0*?UB0>䦂IA@6IA[(=u?[(?@`2U0*?*$>䦂IA@6IAp^u?[(?@`2U0*?f3>䦂IA@6IAOmqcu?[(?@`2U0*?umx>䦂IA@6IAu`/u?[(?@`2U0*?LGw׽>䦂IA@6IAΈt?[(?@`2U0*?*A>䦂IA@6IAAWt?[(?@`2U0*? H>䦂IA@6IAt?[(?@`2U0*?ct>䦂IA@6IASJht?[(?@`2U0*?˜Vӝ>䦂IA@6IA[sf/9t?[(?@`2U0*?!!9>䦂IA@6IA_9 t?[(?@`2U0*?zS^>䦂IA@6IAlzDs?[(?@`2U0*?X1>䦂IA@6IAON3޼s?[(?@`2U0*?4>&>䦂IA@6IAF揇s?[(?@`2U0*?BÐ.>䦂IA@6IA6Xs?[(?@`2U0*?ʥs>䦂IA@6IA?A Tf-s?[(?@`2U0*?ZSd>䦂IA@6IAdwdps?[(?@`2U0*?j>䦂IA@6IA`0r?[(?@`2U0*?B &">䦂IA@6IA"r?[(?@`2U0*?;D>䦂IA@6IAhr?[(?@`2U0*?k: g>䦂IA@6IAQ.br?[(?@`2U0*?~:>䦂IA@6IAJU.;r?[(?@`2U0*?ﬠ>䦂IA@6IAer?[(?@`2U0*?iݤϠ>䦂IA@6IA鸍 q?[(?@`2U0*?(KY>䦂IA@6IAEq?[(?@`2U0*?FX>䦂IA@6IAVçq?[(?@`2U0*?Ӱ7>䦂IA@6IAU-q?[(?@`2U0*?"xZ>䦂IA@6IAK)$aq?[(?@`2U0*?[-}>䦂IA@6IAƭNm>q?[(?@`2U0*?⟡>䦂IA@6IAsWq?[(?@`2U0*?mEu¡>䦂IA@6IA4Ap?[(?@`2U0*?t(gL>䦂IA@6IAv*Rp?[(?@`2U0*?JlX>䦂IA@6IAp?[(?@`2U0*?ӰI*>䦂IA@6IA&jp?[(?@`2U0*?&:kM>䦂IA@6IAyrzp?[(?@`2U0*?29, p>䦂IA@6IAkDm[p?[(?@`2U0*?b}Ւ>䦂IA@6IAp.䦂IA@6IA-p?[(?@`2U0*??آ>䦂IA@6IA p?[(?@`2U0*?NI>䦂IA@6IA5o?[(?@`2U0*?>䦂IA@6IA To?[(?@`2U0*?*O]@>䦂IA@6IAv-To?[(?@`2U0*?~c>䦂IA@6IAOqvo?[(?@`2U0*?ZDž>䦂IA@6IAףn?[(?@`2U0*?tݞ|>䦂IA@6IAeh n?[(?@`2U0*? 1ˣ>䦂IA@6IA!䦂IA@6IAo+Dn?[(?@`2U0*?kk{>䦂IA@6IAn?[(?@`2U0*?.lP3>䦂IA@6IA k*m?[(?@`2U0*?]V>䦂IA@6IA Tt4m?[(?@`2U0*? 7Ox>䦂IA@6IAk4vm?[(?@`2U0*?x)|@o>䦂IA@6IAWKEm?[(?@`2U0*?X1$>䦂IA@6IA2M%Qm?[(?@`2U0*?T#>䦂IA@6IAWɍl?[(?@`2U0*?ŷH>䦂IA@6IA'IGCl?[(?@`2U0*?2C&>䦂IA@6IA3=(l?[(?@`2U0*?H>䦂IA@6IA VVl?[(?@`2U0*?Fk>䦂IA@6IA+#(l?[(?@`2U0*?xuYa>䦂IA@6IA5 fk?[(?@`2U0*?ꤝ>䦂IA@6IA-k?[(?@`2U0*?Yӥ>䦂IA@6IAXjk?[(?@`2U0*?&>䦂IA@6IAȆʾvk?[(?@`2U0*?63j5>䦂IA@6IA;Kk?[(?@`2U0*?b;>䦂IA@6IA%!k?[(?@`2U0*?^>䦂IA@6IA$j?[(?@`2U0*?6rT>䦂IA@6IAiTj?[(?@`2U0*?zc >䦂IA@6IAS4q>j?[(?@`2U0*?\ TƦ>䦂IA@6IA{j?[(?@`2U0*?OFs>䦂IA@6IAuSj?[(?@`2U0*?:G7( >䦂IA@6IA+;+j?[(?@`2U0*?(.>䦂IA@6IA޿j?[(?@`2U0*?Q>䦂IA@6IA#i?[(?@`2U0*?  Gt>䦂IA@6IA#i?[(?@`2U0*?䦂IA@6IAcݑi?[(?@`2U0*?`l>䦂IA@6IA@vli?[(?@`2U0*?˛eܧ>䦂IA@6IA1<@{Gi?[(?@`2U0*?:$>䦂IA@6IA֝>^"i?[(?@`2U0*?h!>䦂IA@6IA>h?[(?@`2U0*?*D>䦂IA@6IAƍxWh?[(?@`2U0*?Y9g>䦂IA@6IA4Fh?[(?@`2U0*?5>䦂IA@6IA `|h?[(?@`2U0*?by>䦂IA@6IA"rh?[(?@`2U0*?wXϨ>䦂IA@6IA)=Oh?[(?@`2U0*?Ai >䦂IA@6IAD.h?[(?@`2U0*?FFZ>䦂IA@6IA_6 h?[(?@`2U0*?vKw7>䦂IA@6IAKfg?[(?@`2U0*?<,Z>䦂IA@6IA Zg?[(?@`2U0*?.|>䦂IA@6IA }hg?[(?@`2U0*?hW>䦂IA@6IAsdZg?[(?@`2U0*?3K©>䦂IA@6IA4jg?[(?@`2U0*?Dc>䦂IA@6IAS?Kg?[(?@`2U0*?#>䦂IA@6IA0,g?[(?@`2U0*?"gi*>䦂IA@6IAo_t g?[(?@`2U0*?M>䦂IA@6IA.f?[(?@`2U0*? o>䦂IA@6IAEEf?[(?@`2U0*?kP4>䦂IA@6IAN f?[(?@`2U0*?x=>䦂IA@6IA?0ʠf?[(?@`2U0*?Iת>䦂IA@6IADGnmxf?[(?@a2U0*?Iך>{IA@6IADGnmxv?贁N?@a2U0*?%E}\>{IA@6IA|?W>v?贁N?@a2U0*?m_b>{IA@6IAĻv?贁N?@a2U0*?UB0>{IA@6IA[(=u?贁N?@a2U0*?*$>{IA@6IAp^u?贁N?@a2U0*?f3>{IA@6IANmqcu?贁N?@a2U0*?tmx>{IA@6IAu`/u?贁N?@a2U0*?KGw׽>{IA@6IAΈt?贁N?@a2U0*?*A>{IA@6IABWt?贁N?@a2U0*? H>{IA@6IAt?贁N?@a2U0*?ct>{IA@6IASJht?贁N?@a2U0*?˜Vӝ>{IA@6IAZsf/9t?贁N?@a2U0*?!!9>{IA@6IA_9 t?贁N?@a2U0*?zS^>{IA@6IAmzDs?贁N?@a2U0*?X1>{IA@6IAON3޼s?贁N?@a2U0*?5>&>{IA@6IAG揇s?贁N?@a2U0*?BÐ.>{IA@6IA6Xs?贁N?@a2U0*?ʥs>{IA@6IA>A Tf-s?贁N?@a2U0*?ZSd>{IA@6IAdwdps?贁N?@a2U0*?j>{IA@6IAa0r?贁N?@a2U0*?B &">{IA@6IA"r?贁N?@a2U0*?;D>{IA@6IAhr?贁N?@a2U0*?k: g>{IA@6IAQ.br?贁N?@a2U0*?~:>{IA@6IAJU.;r?贁N?@a2U0*?ﬠ>{IA@6IAer?贁N?@a2U0*?iݤϠ>{IA@6IA鸍 q?贁N?@a2U0*?(KY>{IA@6IAEq?贁N?@a2U0*?FX>{IA@6IAVçq?贁N?@a2U0*?Ӱ7>{IA@6IAU-q?贁N?@a2U0*?"xZ>{IA@6IAK)$aq?贁N?@a2U0*?[-}>{IA@6IAƭNm>q?贁N?@a2U0*?⟡>{IA@6IAsWq?贁N?@a2U0*?mEu¡>{IA@6IA4Ap?贁N?@a2U0*?t(gL>{IA@6IAv*Rp?贁N?@a2U0*?JlX>{IA@6IAp?贁N?@a2U0*?ӰI*>{IA@6IA&jp?贁N?@a2U0*?&:kM>{IA@6IAyrzp?贁N?@a2U0*?29, p>{IA@6IAkDm[p?贁N?@a2U0*?b}Ւ>{IA@6IAp.{IA@6IA-p?贁N?@a2U0*??آ>{IA@6IA p?贁N?@a2U0*?NI>{IA@6IA5o?贁N?@a2U0*?>{IA@6IA To?贁N?@a2U0*?*O]@>{IA@6IAw-To?贁N?@a2U0*?~c>{IA@6IANqvo?贁N?@a2U0*?ZDž>{IA@6IAףn?贁N?@a2U0*?uݞ|>{IA@6IAeh n?贁N?@a2U0*? 1ˣ>{IA@6IA!{IA@6IAo+Dn?贁N?@a2U0*?kk{>{IA@6IAn?贁N?@a2U0*?.lP3>{IA@6IAk*m?贁N?@a2U0*?]V>{IA@6IA Tt4m?贁N?@a2U0*? 7Ox>{IA@6IAk4vm?贁N?@a2U0*?x)|@o>{IA@6IAWKEm?贁N?@a2U0*?X1$>{IA@6IA2M%Qm?贁N?@a2U0*?U#>{IA@6IAXɍl?贁N?@a2U0*?ķH>{IA@6IA'IGCl?贁N?@a2U0*?2C&>{IA@6IA3=(l?贁N?@a2U0*?H>{IA@6IA VVl?贁N?@a2U0*?Fk>{IA@6IA+#(l?贁N?@a2U0*?xuYa>{IA@6IA4 fk?贁N?@a2U0*?ꤝ>{IA@6IA-k?贁N?@a2U0*?Yӥ>{IA@6IAXjk?贁N?@a2U0*?&>{IA@6IAȆʾvk?贁N?@a2U0*?63j5>{IA@6IA;Kk?贁N?@a2U0*?b;>{IA@6IA%!k?贁N?@a2U0*?^>{IA@6IA$j?贁N?@a2U0*?6rT>{IA@6IAiTj?贁N?@a2U0*?zc >{IA@6IAS4q>j?贁N?@a2U0*?[ TƦ>{IA@6IA{j?贁N?@a2U0*?OFs>{IA@6IAuSj?贁N?@a2U0*?:G7( >{IA@6IA+;+j?贁N?@a2U0*?(.>{IA@6IA޿j?贁N?@a2U0*?Q>{IA@6IA#i?贁N?@a2U0*?  Gt>{IA@6IA#i?贁N?@a2U0*?{IA@6IAcݑi?贁N?@a2U0*?`l>{IA@6IA@vli?贁N?@a2U0*?̛eܧ>{IA@6IA1<@{Gi?贁N?@a2U0*?:$>{IA@6IAם>^"i?贁N?@a2U0*?h!>{IA@6IA>h?贁N?@a2U0*?*D>{IA@6IAƍxWh?贁N?@a2U0*?Y9g>{IA@6IA4Fh?贁N?@a2U0*?5>{IA@6IA|h?贁N?@a2U0*?by>{IA@6IA"rh?贁N?@a2U0*?wXϨ>{IA@6IA)=Oh?贁N?@a2U0*?Ai >{IA@6IAD.h?贁N?@a2U0*?FFZ>{IA@6IA_6 h?贁N?@a2U0*?vKw7>{IA@6IAKfg?贁N?@a2U0*?<,Z>{IA@6IA Zg?贁N?@a2U0*?.|>{IA@6IA }hg?贁N?@a2U0*?hW>{IA@6IAsdZg?贁N?@a2U0*?3K©>{IA@6IA4jg?贁N?@a2U0*?Ec>{IA@6IAS?Kg?贁N?@a2U0*?#>{IA@6IA~0,g?贁N?@a2U0*?"gi*>{IA@6IAo_t g?贁N?@a2U0*?M>{IA@6IA.f?贁N?@a2U0*? o>{IA@6IAEEf?贁N?@a2U0*?lP4>{IA@6IAN f?贁N?@a2U0*?x=>{IA@6IA?0ʠf?贁N?@a2U0*?Iת>{IA@6IADGnmxf?贁N?@`2U0*?Iך>DIA@6IADGnmxv?@ t?@`2U0*?$E}\>DIA@6IA{?W>v?@ t?@`2U0*?m_b>DIA@6IAĻv?@ t?@`2U0*?UB0>DIA@6IA[(=u?@ t?@`2U0*?*$>DIA@6IAp^u?@ t?@`2U0*?f3>DIA@6IAOmqcu?@ t?@`2U0*?umx>DIA@6IAu`/u?@ t?@`2U0*?LGw׽>DIA@6IAΈt?@ t?@`2U0*?*A>DIA@6IAAWt?@ t?@`2U0*? H>DIA@6IAt?@ t?@`2U0*?ct>DIA@6IASJht?@ t?@`2U0*?˜Vӝ>DIA@6IA[sf/9t?@ t?@`2U0*?!!9>DIA@6IA_9 t?@ t?@`2U0*?zS^>DIA@6IAlzDs?@ t?@`2U0*?X1>DIA@6IAON3޼s?@ t?@`2U0*?4>&>DIA@6IAF揇s?@ t?@`2U0*?BÐ.>DIA@6IA6Xs?@ t?@`2U0*?ʥs>DIA@6IA?A Tf-s?@ t?@`2U0*?ZSd>DIA@6IAdwdps?@ t?@`2U0*?j>DIA@6IA`0r?@ t?@`2U0*?B &">DIA@6IA"r?@ t?@`2U0*?;D>DIA@6IAhr?@ t?@`2U0*?k: g>DIA@6IAQ.br?@ t?@`2U0*?~:>DIA@6IAJU.;r?@ t?@`2U0*?ﬠ>DIA@6IAer?@ t?@`2U0*?iݤϠ>DIA@6IA鸍 q?@ t?@`2U0*?(KY>DIA@6IAEq?@ t?@`2U0*?FX>DIA@6IAVçq?@ t?@`2U0*?Ӱ7>DIA@6IAU-q?@ t?@`2U0*?"xZ>DIA@6IAK)$aq?@ t?@`2U0*?[-}>DIA@6IAƭNm>q?@ t?@`2U0*?⟡>DIA@6IAsWq?@ t?@`2U0*?mEu¡>DIA@6IA4Ap?@ t?@`2U0*?t(gL>DIA@6IAv*Rp?@ t?@`2U0*?JlX>DIA@6IAp?@ t?@`2U0*?ӰI*>DIA@6IA&jp?@ t?@`2U0*?&:kM>DIA@6IAyrzp?@ t?@`2U0*?29, p>DIA@6IAkDm[p?@ t?@`2U0*?b}Ւ>DIA@6IAp.DIA@6IA-p?@ t?@`2U0*??آ>DIA@6IA p?@ t?@`2U0*?NI>DIA@6IA5o?@ t?@`2U0*?>DIA@6IA To?@ t?@`2U0*?*O]@>DIA@6IAv-To?@ t?@`2U0*?~c>DIA@6IAOqvo?@ t?@`2U0*?ZDž>DIA@6IAףn?@ t?@`2U0*?tݞ|>DIA@6IAeh n?@ t?@`2U0*? 1ˣ>DIA@6IA!DIA@6IAo+Dn?@ t?@`2U0*?kk{>DIA@6IAn?@ t?@`2U0*?.lP3>DIA@6IA k*m?@ t?@`2U0*?]V>DIA@6IA Tt4m?@ t?@`2U0*? 7Ox>DIA@6IAk4vm?@ t?@`2U0*?x)|@o>DIA@6IAWKEm?@ t?@`2U0*?X1$>DIA@6IA2M%Qm?@ t?@`2U0*?T#>DIA@6IAWɍl?@ t?@`2U0*?ŷH>DIA@6IA'IGCl?@ t?@`2U0*?2C&>DIA@6IA3=(l?@ t?@`2U0*?H>DIA@6IA VVl?@ t?@`2U0*?Fk>DIA@6IA+#(l?@ t?@`2U0*?xuYa>DIA@6IA5 fk?@ t?@`2U0*?ꤝ>DIA@6IA-k?@ t?@`2U0*?Yӥ>DIA@6IAXjk?@ t?@`2U0*?&>DIA@6IAȆʾvk?@ t?@`2U0*?63j5>DIA@6IA;Kk?@ t?@`2U0*?b;>DIA@6IA%!k?@ t?@`2U0*?^>DIA@6IA$j?@ t?@`2U0*?6rT>DIA@6IAiTj?@ t?@`2U0*?zc >DIA@6IAS4q>j?@ t?@`2U0*?\ TƦ>DIA@6IA{j?@ t?@`2U0*?OFs>DIA@6IAuSj?@ t?@`2U0*?:G7( >DIA@6IA+;+j?@ t?@`2U0*?(.>DIA@6IA޿j?@ t?@`2U0*?Q>DIA@6IA#i?@ t?@`2U0*?  Gt>DIA@6IA#i?@ t?@`2U0*?DIA@6IAcݑi?@ t?@`2U0*?`l>DIA@6IA@vli?@ t?@`2U0*?˛eܧ>DIA@6IA1<@{Gi?@ t?@`2U0*?:$>DIA@6IA֝>^"i?@ t?@`2U0*?h!>DIA@6IA>h?@ t?@`2U0*?*D>DIA@6IAƍxWh?@ t?@`2U0*?Y9g>DIA@6IA4Fh?@ t?@`2U0*?5>DIA@6IA|h?@ t?@`2U0*?by>DIA@6IA"rh?@ t?@`2U0*?wXϨ>DIA@6IA)=Oh?@ t?@`2U0*?Ai >DIA@6IAD.h?@ t?@`2U0*?FFZ>DIA@6IA_6 h?@ t?@`2U0*?vKw7>DIA@6IAKfg?@ t?@`2U0*?<,Z>DIA@6IA Zg?@ t?@`2U0*?.|>DIA@6IA }hg?@ t?@`2U0*?hW>DIA@6IAsdZg?@ t?@`2U0*?3K©>DIA@6IA4jg?@ t?@`2U0*?Dc>DIA@6IAS?Kg?@ t?@`2U0*?#>DIA@6IA0,g?@ t?@`2U0*?"gi*>DIA@6IAo_t g?@ t?@`2U0*?M>DIA@6IA.f?@ t?@`2U0*? o>DIA@6IAEEf?@ t?@`2U0*?kP4>DIA@6IAN f?@ t?@`2U0*?x=>DIA@6IA?0ʠf?@ t?@`2U0*?Iת>DIA@6IADGnmxf?@ t?@a2U0*?Iך>tIA@6IADGnmxv?񘙙?@a2U0*?%E}\>tIA@6IA|?W>v?񘙙?@a2U0*?m_b>tIA@6IAĻv?񘙙?@a2U0*?UB0>tIA@6IA[(=u?񘙙?@a2U0*?*$>tIA@6IAp^u?񘙙?@a2U0*?f3>tIA@6IANmqcu?񘙙?@a2U0*?tmx>tIA@6IAu`/u?񘙙?@a2U0*?KGw׽>tIA@6IAΈt?񘙙?@a2U0*?*A>tIA@6IABWt?񘙙?@a2U0*? H>tIA@6IAt?񘙙?@a2U0*?ct>tIA@6IASJht?񘙙?@a2U0*?˜Vӝ>tIA@6IAZsf/9t?񘙙?@a2U0*?!!9>tIA@6IA_9 t?񘙙?@a2U0*?zS^>tIA@6IAmzDs?񘙙?@a2U0*?X1>tIA@6IAON3޼s?񘙙?@a2U0*?5>&>tIA@6IAG揇s?񘙙?@a2U0*?BÐ.>tIA@6IA6Xs?񘙙?@a2U0*?ʥs>tIA@6IA>A Tf-s?񘙙?@a2U0*?ZSd>tIA@6IAdwdps?񘙙?@a2U0*?j>tIA@6IAa0r?񘙙?@a2U0*?B &">tIA@6IA"r?񘙙?@a2U0*?;D>tIA@6IAhr?񘙙?@a2U0*?k: g>tIA@6IAQ.br?񘙙?@a2U0*?~:>tIA@6IAJU.;r?񘙙?@a2U0*?ﬠ>tIA@6IAer?񘙙?@a2U0*?iݤϠ>tIA@6IA鸍 q?񘙙?@a2U0*?(KY>tIA@6IAEq?񘙙?@a2U0*?FX>tIA@6IAVçq?񘙙?@a2U0*?Ӱ7>tIA@6IAU-q?񘙙?@a2U0*?"xZ>tIA@6IAK)$aq?񘙙?@a2U0*?[-}>tIA@6IAƭNm>q?񘙙?@a2U0*?⟡>tIA@6IAsWq?񘙙?@a2U0*?mEu¡>tIA@6IA4Ap?񘙙?@a2U0*?t(gL>tIA@6IAv*Rp?񘙙?@a2U0*?JlX>tIA@6IAp?񘙙?@a2U0*?ӰI*>tIA@6IA&jp?񘙙?@a2U0*?&:kM>tIA@6IAyrzp?񘙙?@a2U0*?29, p>tIA@6IAkDm[p?񘙙?@a2U0*?b}Ւ>tIA@6IAp.tIA@6IA-p?񘙙?@a2U0*??آ>tIA@6IA p?񘙙?@a2U0*?NI>tIA@6IA5o?񘙙?@a2U0*?>tIA@6IA To?񘙙?@a2U0*?*O]@>tIA@6IAw-To?񘙙?@a2U0*?~c>tIA@6IANqvo?񘙙?@a2U0*?ZDž>tIA@6IAףn?񘙙?@a2U0*?uݞ|>tIA@6IAeh n?񘙙?@a2U0*? 1ˣ>tIA@6IA!tIA@6IAo+Dn?񘙙?@a2U0*?kk{>tIA@6IAn?񘙙?@a2U0*?.lP3>tIA@6IAk*m?񘙙?@a2U0*?]V>tIA@6IA Tt4m?񘙙?@a2U0*? 7Ox>tIA@6IAk4vm?񘙙?@a2U0*?x)|@o>tIA@6IAWKEm?񘙙?@a2U0*?X1$>tIA@6IA2M%Qm?񘙙?@a2U0*?U#>tIA@6IAXɍl?񘙙?@a2U0*?ķH>tIA@6IA'IGCl?񘙙?@a2U0*?2C&>tIA@6IA3=(l?񘙙?@a2U0*?H>tIA@6IA VVl?񘙙?@a2U0*?Fk>tIA@6IA+#(l?񘙙?@a2U0*?xuYa>tIA@6IA4 fk?񘙙?@a2U0*?ꤝ>tIA@6IA-k?񘙙?@a2U0*?Yӥ>tIA@6IAXjk?񘙙?@a2U0*?&>tIA@6IAȆʾvk?񘙙?@a2U0*?63j5>tIA@6IA;Kk?񘙙?@a2U0*?b;>tIA@6IA%!k?񘙙?@a2U0*?^>tIA@6IA$j?񘙙?@a2U0*?6rT>tIA@6IAiTj?񘙙?@a2U0*?zc >tIA@6IAS4q>j?񘙙?@a2U0*?[ TƦ>tIA@6IA{j?񘙙?@a2U0*?OFs>tIA@6IAuSj?񘙙?@a2U0*?:G7( >tIA@6IA+;+j?񘙙?@a2U0*?(.>tIA@6IA޿j?񘙙?@a2U0*?Q>tIA@6IA#i?񘙙?@a2U0*?  Gt>tIA@6IA#i?񘙙?@a2U0*?tIA@6IAcݑi?񘙙?@a2U0*?`l>tIA@6IA@vli?񘙙?@a2U0*?̛eܧ>tIA@6IA1<@{Gi?񘙙?@a2U0*?:$>tIA@6IAם>^"i?񘙙?@a2U0*?h!>tIA@6IA>h?񘙙?@a2U0*?*D>tIA@6IAƍxWh?񘙙?@a2U0*?Y9g>tIA@6IA4Fh?񘙙?@a2U0*?5>tIA@6IA|h?񘙙?@a2U0*?by>tIA@6IA"rh?񘙙?@a2U0*?wXϨ>tIA@6IA)=Oh?񘙙?@a2U0*?Ai >tIA@6IAD.h?񘙙?@a2U0*?FFZ>tIA@6IA_6 h?񘙙?@a2U0*?vKw7>tIA@6IAKfg?񘙙?@a2U0*?<,Z>tIA@6IA Zg?񘙙?@a2U0*?.|>tIA@6IA }hg?񘙙?@a2U0*?hW>tIA@6IAsdZg?񘙙?@a2U0*?3K©>tIA@6IA4jg?񘙙?@a2U0*?Ec>tIA@6IAS?Kg?񘙙?@a2U0*?#>tIA@6IA~0,g?񘙙?@a2U0*?"gi*>tIA@6IAo_t g?񘙙?@a2U0*?M>tIA@6IA.f?񘙙?@a2U0*? o>tIA@6IAEEf?񘙙?@a2U0*?lP4>tIA@6IAN f?񘙙?@a2U0*?x=>tIA@6IA?0ʠf?񘙙?@a2U0*?Iת>tIA@6IADGnmxf?񘙙?@`2U0*?Iך>=IA@6IADGnmxv?X%?@`2U0*?$E}\>=IA@6IA{?W>v?X%?@`2U0*?m_b>=IA@6IAĻv?X%?@`2U0*?UB0>=IA@6IA[(=u?X%?@`2U0*?*$>=IA@6IAp^u?X%?@`2U0*?f3>=IA@6IAOmqcu?X%?@`2U0*?umx>=IA@6IAu`/u?X%?@`2U0*?LGw׽>=IA@6IAΈt?X%?@`2U0*?*A>=IA@6IAAWt?X%?@`2U0*? H>=IA@6IAt?X%?@`2U0*?ct>=IA@6IASJht?X%?@`2U0*?˜Vӝ>=IA@6IA[sf/9t?X%?@`2U0*?!!9>=IA@6IA_9 t?X%?@`2U0*?zS^>=IA@6IAlzDs?X%?@`2U0*?X1>=IA@6IAON3޼s?X%?@`2U0*?4>&>=IA@6IAF揇s?X%?@`2U0*?BÐ.>=IA@6IA6Xs?X%?@`2U0*?ʥs>=IA@6IA?A Tf-s?X%?@`2U0*?ZSd>=IA@6IAdwdps?X%?@`2U0*?j>=IA@6IA`0r?X%?@`2U0*?B &">=IA@6IA"r?X%?@`2U0*?;D>=IA@6IAhr?X%?@`2U0*?k: g>=IA@6IAQ.br?X%?@`2U0*?~:>=IA@6IAJU.;r?X%?@`2U0*?ﬠ>=IA@6IAer?X%?@`2U0*?iݤϠ>=IA@6IA鸍 q?X%?@`2U0*?(KY>=IA@6IAEq?X%?@`2U0*?FX>=IA@6IAVçq?X%?@`2U0*?Ӱ7>=IA@6IAU-q?X%?@`2U0*?"xZ>=IA@6IAK)$aq?X%?@`2U0*?[-}>=IA@6IAƭNm>q?X%?@`2U0*?⟡>=IA@6IAsWq?X%?@`2U0*?mEu¡>=IA@6IA4Ap?X%?@`2U0*?t(gL>=IA@6IAv*Rp?X%?@`2U0*?JlX>=IA@6IAp?X%?@`2U0*?ӰI*>=IA@6IA&jp?X%?@`2U0*?&:kM>=IA@6IAyrzp?X%?@`2U0*?29, p>=IA@6IAkDm[p?X%?@`2U0*?b}Ւ>=IA@6IAp.=IA@6IA-p?X%?@`2U0*??آ>=IA@6IA p?X%?@`2U0*?NI>=IA@6IA5o?X%?@`2U0*?>=IA@6IA To?X%?@`2U0*?*O]@>=IA@6IAv-To?X%?@`2U0*?~c>=IA@6IAOqvo?X%?@`2U0*?ZDž>=IA@6IAףn?X%?@`2U0*?tݞ|>=IA@6IAeh n?X%?@`2U0*? 1ˣ>=IA@6IA!=IA@6IAo+Dn?X%?@`2U0*?kk{>=IA@6IAn?X%?@`2U0*?.lP3>=IA@6IA k*m?X%?@`2U0*?]V>=IA@6IA Tt4m?X%?@`2U0*? 7Ox>=IA@6IAk4vm?X%?@`2U0*?x)|@o>=IA@6IAWKEm?X%?@`2U0*?X1$>=IA@6IA2M%Qm?X%?@`2U0*?T#>=IA@6IAWɍl?X%?@`2U0*?ŷH>=IA@6IA'IGCl?X%?@`2U0*?2C&>=IA@6IA3=(l?X%?@`2U0*?H>=IA@6IA VVl?X%?@`2U0*?Fk>=IA@6IA+#(l?X%?@`2U0*?xuYa>=IA@6IA5 fk?X%?@`2U0*?ꤝ>=IA@6IA-k?X%?@`2U0*?Yӥ>=IA@6IAXjk?X%?@`2U0*?&>=IA@6IAȆʾvk?X%?@`2U0*?63j5>=IA@6IA;Kk?X%?@`2U0*?b;>=IA@6IA%!k?X%?@`2U0*?^>=IA@6IA$j?X%?@`2U0*?6rT>=IA@6IAiTj?X%?@`2U0*?zc >=IA@6IAS4q>j?X%?@`2U0*?\ TƦ>=IA@6IA{j?X%?@`2U0*?OFs>=IA@6IAuSj?X%?@`2U0*?:G7( >=IA@6IA+;+j?X%?@`2U0*?(.>=IA@6IA޿j?X%?@`2U0*?Q>=IA@6IA#i?X%?@`2U0*?  Gt>=IA@6IA#i?X%?@`2U0*?=IA@6IAcݑi?X%?@`2U0*?`l>=IA@6IA@vli?X%?@`2U0*?˛eܧ>=IA@6IA1<@{Gi?X%?@`2U0*?:$>=IA@6IA֝>^"i?X%?@`2U0*?h!>=IA@6IA>h?X%?@`2U0*?*D>=IA@6IAƍxWh?X%?@`2U0*?Y9g>=IA@6IA4Fh?X%?@`2U0*?5>=IA@6IA|h?X%?@`2U0*?by>=IA@6IA"rh?X%?@`2U0*?wXϨ>=IA@6IA)=Oh?X%?@`2U0*?Ai >=IA@6IAD.h?X%?@`2U0*?FFZ>=IA@6IA_6 h?X%?@`2U0*?vKw7>=IA@6IAKfg?X%?@`2U0*?<,Z>=IA@6IA Zg?X%?@`2U0*?.|>=IA@6IA }hg?X%?@`2U0*?hW>=IA@6IAsdZg?X%?@`2U0*?3K©>=IA@6IA4jg?X%?@`2U0*?Dc>=IA@6IAS?Kg?X%?@`2U0*?#>=IA@6IA0,g?X%?@`2U0*?"gi*>=IA@6IAo_t g?X%?@`2U0*?M>=IA@6IA.f?X%?@`2U0*? o>=IA@6IAEEf?X%?@`2U0*?kP4>=IA@6IAN f?X%?@`2U0*?x=>=IA@6IA?0ʠf?X%?@`2U0*?Iת>=IA@6IADGnmxf?X%?@a2U0*?Iך>ӕIA@6IADGnmxv?>K~?@a2U0*?%E}\>ӕIA@6IA|?W>v?>K~?@a2U0*?m_b>ӕIA@6IAĻv?>K~?@a2U0*?UB0>ӕIA@6IA[(=u?>K~?@a2U0*?*$>ӕIA@6IAp^u?>K~?@a2U0*?f3>ӕIA@6IANmqcu?<K~?@a2U0*?tmx>ӕIA@6IAu`/u?>K~?@a2U0*?KGw׽>ӕIA@6IAΈt?>K~?@a2U0*?*A>ӕIA@6IABWt?>K~?@a2U0*? H>ӕIA@6IAt?>K~?@a2U0*?ct>ӕIA@6IASJht?>K~?@a2U0*?˜Vӝ>ӕIA@6IAZsf/9t?>K~?@a2U0*?!!9>ӕIA@6IA_9 t?>K~?@a2U0*?zS^>ӕIA@6IAmzDs?<K~?@a2U0*?X1>ӕIA@6IAON3޼s?>K~?@a2U0*?5>&>ӕIA@6IAG揇s?>K~?@a2U0*?BÐ.>ӕIA@6IA6Xs?>K~?@a2U0*?ʥs>ӕIA@6IA>A Tf-s?<K~?@a2U0*?ZSd>ӕIA@6IAdwdps?>K~?@a2U0*?j>ӕIA@6IAa0r?>K~?@a2U0*?B &">ӕIA@6IA"r?>K~?@a2U0*?;D>ӕIA@6IAhr?>K~?@a2U0*?k: g>ӕIA@6IAQ.br?>K~?@a2U0*?~:>ӕIA@6IAJU.;r?>K~?@a2U0*?ﬠ>ӕIA@6IAer?>K~?@a2U0*?iݤϠ>ӕIA@6IA鸍 q?>K~?@a2U0*?(KY>ӕIA@6IAEq?>K~?@a2U0*?FX>ӕIA@6IAVçq?>K~?@a2U0*?Ӱ7>ӕIA@6IAU-q?>K~?@a2U0*?"xZ>ӕIA@6IAK)$aq?>K~?@a2U0*?[-}>ӕIA@6IAƭNm>q?>K~?@a2U0*?⟡>ӕIA@6IAsWq?>K~?@a2U0*?mEu¡>ӕIA@6IA4Ap?>K~?@a2U0*?t(gL>ӕIA@6IAv*Rp?>K~?@a2U0*?JlX>ӕIA@6IAp?>K~?@a2U0*?ӰI*>ӕIA@6IA&jp?>K~?@a2U0*?&:kM>ӕIA@6IAyrzp?>K~?@a2U0*?29, p>ӕIA@6IAkDm[p?>K~?@a2U0*?b}Ւ>ӕIA@6IAp.K~?@a2U0*?q>ӕIA@6IA-p?>K~?@a2U0*??آ>ӕIA@6IA p?>K~?@a2U0*?NI>ӕIA@6IA5o?<K~?@a2U0*?>ӕIA@6IA To?>K~?@a2U0*?*O]@>ӕIA@6IAw-To?>K~?@a2U0*?~c>ӕIA@6IANqvo?>K~?@a2U0*?ZDž>ӕIA@6IAףn?>K~?@a2U0*?uݞ|>ӕIA@6IAeh n?>K~?@a2U0*? 1ˣ>ӕIA@6IA!K~?@a2U0*?Q<'>ӕIA@6IAo+Dn?>K~?@a2U0*?kk{>ӕIA@6IAn?>K~?@a2U0*?.lP3>ӕIA@6IAk*m?<K~?@a2U0*?]V>ӕIA@6IA Tt4m?<K~?@a2U0*? 7Ox>ӕIA@6IAk4vm?>K~?@a2U0*?x)|@o>ӕIA@6IAWKEm?<K~?@a2U0*?X1$>ӕIA@6IA2M%Qm?>K~?@a2U0*?U#>ӕIA@6IAXɍl?>K~?@a2U0*?ķH>ӕIA@6IA'IGCl?>K~?@a2U0*?2C&>ӕIA@6IA3=(l?>K~?@a2U0*?H>ӕIA@6IA VVl?>K~?@a2U0*?Fk>ӕIA@6IA+#(l?>K~?@a2U0*?xuYa>ӕIA@6IA4 fk?>K~?@a2U0*?ꤝ>ӕIA@6IA-k?<K~?@a2U0*?Yӥ>ӕIA@6IAXjk?<K~?@a2U0*?&>ӕIA@6IAȆʾvk?>K~?@a2U0*?63j5>ӕIA@6IA;Kk?<K~?@a2U0*?b;>ӕIA@6IA%!k?>K~?@a2U0*?^>ӕIA@6IA$j?>K~?@a2U0*?6rT>ӕIA@6IAiTj?>K~?@a2U0*?zc >ӕIA@6IAS4q>j?>K~?@a2U0*?[ TƦ>ӕIA@6IA{j?<K~?@a2U0*?OFs>ӕIA@6IAuSj?>K~?@a2U0*?:G7( >ӕIA@6IA+;+j?<K~?@a2U0*?(.>ӕIA@6IA޿j?>K~?@a2U0*?Q>ӕIA@6IA#i?<K~?@a2U0*?  Gt>ӕIA@6IA#i?>K~?@a2U0*?ӕIA@6IAcݑi?>K~?@a2U0*?`l>ӕIA@6IA@vli?>K~?@a2U0*?̛eܧ>ӕIA@6IA1<@{Gi?>K~?@a2U0*?:$>ӕIA@6IAם>^"i?>K~?@a2U0*?h!>ӕIA@6IA>h?>K~?@a2U0*?*D>ӕIA@6IAƍxWh?>K~?@a2U0*?Y9g>ӕIA@6IA4Fh?>K~?@a2U0*?5>ӕIA@6IA|h?>K~?@a2U0*?by>ӕIA@6IA"rh?>K~?@a2U0*?wXϨ>ӕIA@6IA)=Oh?>K~?@a2U0*?Ai >ӕIA@6IAD.h?>K~?@a2U0*?FFZ>ӕIA@6IA_6 h?>K~?@a2U0*?vKw7>ӕIA@6IAKfg?>K~?@a2U0*?<,Z>ӕIA@6IA Zg?>K~?@a2U0*?.|>ӕIA@6IA }hg?>K~?@a2U0*?hW>ӕIA@6IAsdZg?>K~?@a2U0*?3K©>ӕIA@6IA4jg?>K~?@a2U0*?Ec>ӕIA@6IAS?Kg?>K~?@a2U0*?#>ӕIA@6IA~0,g?>K~?@a2U0*?"gi*>ӕIA@6IAo_t g?>K~?@a2U0*?M>ӕIA@6IA.f?<K~?@a2U0*? o>ӕIA@6IAEEf?>K~?@a2U0*?lP4>ӕIA@6IAN f?>K~?@a2U0*?x=>ӕIA@6IA?0ʠf?>K~?@a2U0*?Iת>ӕIA@6IADGnmxf?>K~?@`2U0*?Iך>jIA@6IADGnmxv?_֣p= ?@`2U0*?$E}\>jIA@6IA{?W>v?_֣p= ?@`2U0*?m_b>jIA@6IAĻv?_֣p= ?@`2U0*?UB0>jIA@6IA[(=u?_֣p= ?@`2U0*?*$>jIA@6IAp^u?_֣p= ?@`2U0*?f3>jIA@6IAOmqcu?a֣p= ?@`2U0*?umx>jIA@6IAu`/u?_֣p= ?@`2U0*?LGw׽>jIA@6IAΈt?_֣p= ?@`2U0*?*A>jIA@6IAAWt?_֣p= ?@`2U0*? H>jIA@6IAt?_֣p= ?@`2U0*?ct>jIA@6IASJht?_֣p= ?@`2U0*?˜Vӝ>jIA@6IA[sf/9t?_֣p= ?@`2U0*?!!9>jIA@6IA_9 t?_֣p= ?@`2U0*?zS^>jIA@6IAlzDs?a֣p= ?@`2U0*?X1>jIA@6IAON3޼s?_֣p= ?@`2U0*?4>&>jIA@6IAF揇s?_֣p= ?@`2U0*?BÐ.>jIA@6IA6Xs?_֣p= ?@`2U0*?ʥs>jIA@6IA?A Tf-s?a֣p= ?@`2U0*?ZSd>jIA@6IAdwdps?_֣p= ?@`2U0*?j>jIA@6IA`0r?_֣p= ?@`2U0*?B &">jIA@6IA"r?_֣p= ?@`2U0*?;D>jIA@6IAhr?_֣p= ?@`2U0*?k: g>jIA@6IAQ.br?_֣p= ?@`2U0*?~:>jIA@6IAJU.;r?_֣p= ?@`2U0*?ﬠ>jIA@6IAer?_֣p= ?@`2U0*?iݤϠ>jIA@6IA鸍 q?_֣p= ?@`2U0*?(KY>jIA@6IAEq?_֣p= ?@`2U0*?FX>jIA@6IAVçq?_֣p= ?@`2U0*?Ӱ7>jIA@6IAU-q?_֣p= ?@`2U0*?"xZ>jIA@6IAK)$aq?_֣p= ?@`2U0*?[-}>jIA@6IAƭNm>q?_֣p= ?@`2U0*?⟡>jIA@6IAsWq?_֣p= ?@`2U0*?mEu¡>jIA@6IA4Ap?_֣p= ?@`2U0*?t(gL>jIA@6IAv*Rp?_֣p= ?@`2U0*?JlX>jIA@6IAp?_֣p= ?@`2U0*?ӰI*>jIA@6IA&jp?_֣p= ?@`2U0*?&:kM>jIA@6IAyrzp?_֣p= ?@`2U0*?29, p>jIA@6IAkDm[p?_֣p= ?@`2U0*?b}Ւ>jIA@6IAp.jIA@6IA-p?_֣p= ?@`2U0*??آ>jIA@6IA p?_֣p= ?@`2U0*?NI>jIA@6IA5o?a֣p= ?@`2U0*?>jIA@6IA To?_֣p= ?@`2U0*?*O]@>jIA@6IAv-To?_֣p= ?@`2U0*?~c>jIA@6IAOqvo?_֣p= ?@`2U0*?ZDž>jIA@6IAףn?_֣p= ?@`2U0*?tݞ|>jIA@6IAeh n?_֣p= ?@`2U0*? 1ˣ>jIA@6IA!jIA@6IAo+Dn?_֣p= ?@`2U0*?kk{>jIA@6IAn?_֣p= ?@`2U0*?.lP3>jIA@6IA k*m?a֣p= ?@`2U0*?]V>jIA@6IA Tt4m?a֣p= ?@`2U0*? 7Ox>jIA@6IAk4vm?_֣p= ?@`2U0*?x)|@o>jIA@6IAWKEm?a֣p= ?@`2U0*?X1$>jIA@6IA2M%Qm?_֣p= ?@`2U0*?T#>jIA@6IAWɍl?_֣p= ?@`2U0*?ŷH>jIA@6IA'IGCl?_֣p= ?@`2U0*?2C&>jIA@6IA3=(l?_֣p= ?@`2U0*?H>jIA@6IA VVl?_֣p= ?@`2U0*?Fk>jIA@6IA+#(l?_֣p= ?@`2U0*?xuYa>jIA@6IA5 fk?_֣p= ?@`2U0*?ꤝ>jIA@6IA-k?a֣p= ?@`2U0*?Yӥ>jIA@6IAXjk?a֣p= ?@`2U0*?&>jIA@6IAȆʾvk?_֣p= ?@`2U0*?63j5>jIA@6IA;Kk?a֣p= ?@`2U0*?b;>jIA@6IA%!k?_֣p= ?@`2U0*?^>jIA@6IA$j?_֣p= ?@`2U0*?6rT>jIA@6IAiTj?_֣p= ?@`2U0*?zc >jIA@6IAS4q>j?_֣p= ?@`2U0*?\ TƦ>jIA@6IA{j?a֣p= ?@`2U0*?OFs>jIA@6IAuSj?_֣p= ?@`2U0*?:G7( >jIA@6IA+;+j?a֣p= ?@`2U0*?(.>jIA@6IA޿j?_֣p= ?@`2U0*?Q>jIA@6IA#i?a֣p= ?@`2U0*?  Gt>jIA@6IA#i?_֣p= ?@`2U0*?jIA@6IAcݑi?_֣p= ?@`2U0*?`l>jIA@6IA@vli?_֣p= ?@`2U0*?˛eܧ>jIA@6IA1<@{Gi?_֣p= ?@`2U0*?:$>jIA@6IA֝>^"i?_֣p= ?@`2U0*?h!>jIA@6IA>h?_֣p= ?@`2U0*?*D>jIA@6IAƍxWh?_֣p= ?@`2U0*?Y9g>jIA@6IA4Fh?_֣p= ?@`2U0*?5>jIA@6IA|h?_֣p= ?@`2U0*?by>jIA@6IA"rh?_֣p= ?@`2U0*?wXϨ>jIA@6IA)=Oh?_֣p= ?@`2U0*?Ai >jIA@6IAD.h?_֣p= ?@`2U0*?FFZ>jIA@6IA_6 h?_֣p= ?@`2U0*?vKw7>jIA@6IAKfg?_֣p= ?@`2U0*?<,Z>jIA@6IA Zg?_֣p= ?@`2U0*?.|>jIA@6IA }hg?_֣p= ?@`2U0*?hW>jIA@6IAsdZg?_֣p= ?@`2U0*?3K©>jIA@6IA4jg?_֣p= ?@`2U0*?Dc>jIA@6IAS?Kg?_֣p= ?@`2U0*?#>jIA@6IA0,g?_֣p= ?@`2U0*?"gi*>jIA@6IAo_t g?_֣p= ?@`2U0*?M>jIA@6IA.f?a֣p= ?@`2U0*? o>jIA@6IAEEf?_֣p= ?@`2U0*?kP4>jIA@6IAN f?_֣p= ?@`2U0*?x=>jIA@6IA?0ʠf?_֣p= ?@`2U0*?Iת>jIA@6IADGnmxf?_֣p= ?@a2U0*?Iך>4IA@6IADGnmxv?b/?@a2U0*?%E}\>4IA@6IA|?W>v?b/?@a2U0*?m_b>4IA@6IAĻv?b/?@a2U0*?UB0>4IA@6IA[(=u?b/?@a2U0*?*$>4IA@6IAp^u?b/?@a2U0*?f3>4IA@6IANmqcu?b/?@a2U0*?tmx>4IA@6IAu`/u?b/?@a2U0*?KGw׽>4IA@6IAΈt?b/?@a2U0*?*A>4IA@6IABWt?b/?@a2U0*? H>4IA@6IAt?b/?@a2U0*?ct>4IA@6IASJht?b/?@a2U0*?˜Vӝ>4IA@6IAZsf/9t?b/?@a2U0*?!!9>4IA@6IA_9 t?b/?@a2U0*?zS^>4IA@6IAmzDs?b/?@a2U0*?X1>4IA@6IAON3޼s?b/?@a2U0*?5>&>4IA@6IAG揇s?b/?@a2U0*?BÐ.>4IA@6IA6Xs?b/?@a2U0*?ʥs>4IA@6IA>A Tf-s?b/?@a2U0*?ZSd>4IA@6IAdwdps?b/?@a2U0*?j>4IA@6IAa0r?b/?@a2U0*?B &">4IA@6IA"r?b/?@a2U0*?;D>4IA@6IAhr?b/?@a2U0*?k: g>4IA@6IAQ.br?b/?@a2U0*?~:>4IA@6IAJU.;r?b/?@a2U0*?ﬠ>4IA@6IAer?b/?@a2U0*?iݤϠ>4IA@6IA鸍 q?b/?@a2U0*?(KY>4IA@6IAEq?b/?@a2U0*?FX>4IA@6IAVçq?b/?@a2U0*?Ӱ7>4IA@6IAU-q?b/?@a2U0*?"xZ>4IA@6IAK)$aq?b/?@a2U0*?[-}>4IA@6IAƭNm>q?b/?@a2U0*?⟡>4IA@6IAsWq?b/?@a2U0*?mEu¡>4IA@6IA4Ap?b/?@a2U0*?t(gL>4IA@6IAv*Rp?b/?@a2U0*?JlX>4IA@6IAp?b/?@a2U0*?ӰI*>4IA@6IA&jp?b/?@a2U0*?&:kM>4IA@6IAyrzp?b/?@a2U0*?29, p>4IA@6IAkDm[p?b/?@a2U0*?b}Ւ>4IA@6IAp.4IA@6IA-p?b/?@a2U0*??آ>4IA@6IA p?b/?@a2U0*?NI>4IA@6IA5o?b/?@a2U0*?>4IA@6IA To?b/?@a2U0*?*O]@>4IA@6IAw-To?b/?@a2U0*?~c>4IA@6IANqvo?b/?@a2U0*?ZDž>4IA@6IAףn?b/?@a2U0*?uݞ|>4IA@6IAeh n?b/?@a2U0*? 1ˣ>4IA@6IA!4IA@6IAo+Dn?b/?@a2U0*?kk{>4IA@6IAn?b/?@a2U0*?.lP3>4IA@6IAk*m?b/?@a2U0*?]V>4IA@6IA Tt4m?b/?@a2U0*? 7Ox>4IA@6IAk4vm?b/?@a2U0*?x)|@o>4IA@6IAWKEm?b/?@a2U0*?X1$>4IA@6IA2M%Qm?b/?@a2U0*?U#>4IA@6IAXɍl?b/?@a2U0*?ķH>4IA@6IA'IGCl?b/?@a2U0*?2C&>4IA@6IA3=(l?b/?@a2U0*?H>4IA@6IA VVl?b/?@a2U0*?Fk>4IA@6IA+#(l?b/?@a2U0*?xuYa>4IA@6IA4 fk?b/?@a2U0*?ꤝ>4IA@6IA-k?b/?@a2U0*?Yӥ>4IA@6IAXjk?b/?@a2U0*?&>4IA@6IAȆʾvk?b/?@a2U0*?63j5>4IA@6IA;Kk?b/?@a2U0*?b;>4IA@6IA%!k?b/?@a2U0*?^>4IA@6IA$j?b/?@a2U0*?6rT>4IA@6IAiTj?b/?@a2U0*?zc >4IA@6IAS4q>j?b/?@a2U0*?[ TƦ>4IA@6IA{j?b/?@a2U0*?OFs>4IA@6IAuSj?b/?@a2U0*?:G7( >4IA@6IA+;+j?b/?@a2U0*?(.>4IA@6IA޿j?b/?@a2U0*?Q>4IA@6IA#i?b/?@a2U0*?  Gt>4IA@6IA#i?b/?@a2U0*?4IA@6IAcݑi?b/?@a2U0*?`l>4IA@6IA@vli?b/?@a2U0*?̛eܧ>4IA@6IA1<@{Gi?b/?@a2U0*?:$>4IA@6IAם>^"i?b/?@a2U0*?h!>4IA@6IA>h?b/?@a2U0*?*D>4IA@6IAƍxWh?b/?@a2U0*?Y9g>4IA@6IA4Fh?b/?@a2U0*?5>4IA@6IA|h?b/?@a2U0*?by>4IA@6IA"rh?b/?@a2U0*?wXϨ>4IA@6IA)=Oh?b/?@a2U0*?Ai >4IA@6IAD.h?b/?@a2U0*?FFZ>4IA@6IA_6 h?b/?@a2U0*?vKw7>4IA@6IAKfg?b/?@a2U0*?<,Z>4IA@6IA Zg?b/?@a2U0*?.|>4IA@6IA }hg?b/?@a2U0*?hW>4IA@6IAsdZg?b/? `@a2U0*?3K©>4IA@6IA4jg?b/?@a2U0*?Ec>4IA@6IAS?Kg?b/?@a2U0*?#>4IA@6IA~0,g?b/?@a2U0*?"gi*>4IA@6IAo_t g?b/?@a2U0*?M>4IA@6IA.f?b/?@a2U0*? o>4IA@6IAEEf?b/?@a2U0*?lP4>4IA@6IAN f?b/?@a2U0*?x=>4IA@6IA?0ʠf?b/?@a2U0*?Iת>4IA@6IADGnmxf?b/?@`2U0*?Iך>dIA@6IADGnmxv?TUUUU?@`2U0*?$E}\>dIA@6IA{?W>v?TUUUU?@`2U0*?m_b>dIA@6IAĻv?TUUUU?@`2U0*?UB0>dIA@6IA[(=u?TUUUU?@`2U0*?*$>dIA@6IAp^u?TUUUU?@`2U0*?f3>dIA@6IAOmqcu?TUUUU?@`2U0*?umx>dIA@6IAu`/u?TUUUU?@`2U0*?LGw׽>dIA@6IAΈt?TUUUU?@`2U0*?*A>dIA@6IAAWt?TUUUU?@`2U0*? H>dIA@6IAt?TUUUU?@`2U0*?ct>dIA@6IASJht?TUUUU?@`2U0*?˜Vӝ>dIA@6IA[sf/9t?TUUUU?@`2U0*?!!9>dIA@6IA_9 t?TUUUU?@`2U0*?zS^>dIA@6IAlzDs?TUUUU?@`2U0*?X1>dIA@6IAON3޼s?TUUUU?@`2U0*?4>&>dIA@6IAF揇s?TUUUU?@`2U0*?BÐ.>dIA@6IA6Xs?TUUUU?@`2U0*?ʥs>dIA@6IA?A Tf-s?TUUUU?@`2U0*?ZSd>dIA@6IAdwdps?TUUUU?@`2U0*?j>dIA@6IA`0r?TUUUU?@`2U0*?B &">dIA@6IA"r?TUUUU?@`2U0*?;D>dIA@6IAhr?TUUUU?@`2U0*?k: g>dIA@6IAQ.br?TUUUU?@`2U0*?~:>dIA@6IAJU.;r?TUUUU?@`2U0*?ﬠ>dIA@6IAer?TUUUU?@`2U0*?iݤϠ>dIA@6IA鸍 q?TUUUU?@`2U0*?(KY>dIA@6IAEq?TUUUU?@`2U0*?FX>dIA@6IAVçq?TUUUU?@`2U0*?Ӱ7>dIA@6IAU-q?TUUUU?@`2U0*?"xZ>dIA@6IAK)$aq?TUUUU?@`2U0*?[-}>dIA@6IAƭNm>q?TUUUU?@`2U0*?⟡>dIA@6IAsWq?TUUUU?@`2U0*?mEu¡>dIA@6IA4Ap?TUUUU?@`2U0*?t(gL>dIA@6IAv*Rp?TUUUU?@`2U0*?JlX>dIA@6IAp?TUUUU?@`2U0*?ӰI*>dIA@6IA&jp?TUUUU?@`2U0*?&:kM>dIA@6IAyrzp?TUUUU?@`2U0*?29, p>dIA@6IAkDm[p?TUUUU?@`2U0*?b}Ւ>dIA@6IAp.dIA@6IA-p?TUUUU?@`2U0*??آ>dIA@6IA p?TUUUU?@`2U0*?NI>dIA@6IA5o?TUUUU?@`2U0*?>dIA@6IA To?TUUUU?@`2U0*?*O]@>dIA@6IAv-To?TUUUU?@`2U0*?~c>dIA@6IAOqvo?TUUUU?@`2U0*?ZDž>dIA@6IAףn?TUUUU?@`2U0*?tݞ|>dIA@6IAeh n?TUUUU?@`2U0*? 1ˣ>dIA@6IA!dIA@6IAo+Dn?TUUUU?@`2U0*?kk{>dIA@6IAn?TUUUU?@`2U0*?.lP3>dIA@6IA k*m?TUUUU?@`2U0*?]V>dIA@6IA Tt4m?TUUUU?@`2U0*? 7Ox>dIA@6IAk4vm?TUUUU?@`2U0*?x)|@o>dIA@6IAWKEm?TUUUU?@`2U0*?X1$>dIA@6IA2M%Qm?TUUUU?@`2U0*?T#>dIA@6IAWɍl?TUUUU?@`2U0*?ŷH>dIA@6IA'IGCl?TUUUU?@`2U0*?2C&>dIA@6IA3=(l?TUUUU?@`2U0*?H>dIA@6IA VVl?TUUUU?@`2U0*?Fk>dIA@6IA+#(l?TUUUU?@`2U0*?xuYa>dIA@6IA5 fk?TUUUU?@`2U0*?ꤝ>dIA@6IA-k?TUUUU?@`2U0*?Yӥ>dIA@6IAXjk?TUUUU?@`2U0*?&>dIA@6IAȆʾvk?TUUUU?@`2U0*?63j5>dIA@6IA;Kk?TUUUU?@`2U0*?b;>dIA@6IA%!k?TUUUU?@`2U0*?^>dIA@6IA$j?TUUUU?@`2U0*?6rT>dIA@6IAiTj?TUUUU?@`2U0*?zc >dIA@6IAS4q>j?TUUUU?@`2U0*?\ TƦ>dIA@6IA{j?TUUUU?@`2U0*?OFs>dIA@6IAuSj?TUUUU?@`2U0*?:G7( >dIA@6IA+;+j?TUUUU?@`2U0*?(.>dIA@6IA޿j?TUUUU?@`2U0*?Q>dIA@6IA#i?TUUUU?@`2U0*?  Gt>dIA@6IA#i?TUUUU?@`2U0*?dIA@6IAcݑi?TUUUU?@`2U0*?`l>dIA@6IA@vli?TUUUU?@`2U0*?˛eܧ>dIA@6IA1<@{Gi?TUUUU?@`2U0*?:$>dIA@6IA֝>^"i?TUUUU?@`2U0*?h!>dIA@6IA>h?TUUUU?@`2U0*?*D>dIA@6IAƍxWh?TUUUU?@`2U0*?Y9g>dIA@6IA4Fh?TUUUU?@`2U0*?5>dIA@6IA|h?TUUUU?@`2U0*?by>dIA@6IA"rh?TUUUU?@`2U0*?wXϨ>dIA@6IA)=Oh?TUUUU?@`2U0*?Ai >dIA@6IAD.h?TUUUU?@`2U0*?FFZ>dIA@6IA_6 h?TUUUU?@`2U0*?vKw7>dIA@6IAKfg?TUUUU?@`2U0*?<,Z>dIA@6IA Zg?TUUUU?@`2U0*?.|>dIA@6IA }hg?TUUUU?@`2U0*?hW>dIA@6IAsdZg?TUUUU?@`2U0*?3K©>dIA@6IA4jg?TUUUU?@`2U0*?Dc>dIA@6IAS?Kg?TUUUU?@`2U0*?#>dIA@6IA0,g?TUUUU?@`2U0*?"gi*>dIA@6IAo_t g?TUUUU?@`2U0*?M>dIA@6IA.f?TUUUU?@`2U0*? o>dIA@6IAEEf?TUUUU?@`2U0*?kP4>dIA@6IAN f?TUUUU?@`2U0*?x=>dIA@6IA?0ʠf?TUUUU?@`2U0*?Iת>dIA@6IADGnmxf?TUUUU?@a2U0*?Iך>,IA@6IADGnmxv?Gz?@a2U0*?%E}\>,IA@6IA|?W>v?Gz?@a2U0*?m_b>,IA@6IAĻv?Gz?@a2U0*?UB0>,IA@6IA[(=u?Gz?@a2U0*?*$>,IA@6IAp^u?Gz?@a2U0*?f3>,IA@6IANmqcu?Gz?@a2U0*?tmx>,IA@6IAu`/u?Gz?@a2U0*?KGw׽>,IA@6IAΈt?Gz?@a2U0*?*A>,IA@6IABWt?Gz?@a2U0*? H>,IA@6IAt?Gz?@a2U0*?ct>,IA@6IASJht?Gz?@a2U0*?˜Vӝ>,IA@6IAZsf/9t?Gz?@a2U0*?!!9>,IA@6IA_9 t?Gz?@a2U0*?zS^>,IA@6IAmzDs?Gz?@a2U0*?X1>,IA@6IAON3޼s?Gz?@a2U0*?5>&>,IA@6IAG揇s?Gz?@a2U0*?BÐ.>,IA@6IA6Xs?Gz?@a2U0*?ʥs>,IA@6IA>A Tf-s?Gz?@a2U0*?ZSd>,IA@6IAdwdps?Gz?@a2U0*?j>,IA@6IAa0r?Gz?@a2U0*?B &">,IA@6IA"r?Gz?@a2U0*?;D>,IA@6IAhr?Gz?@a2U0*?k: g>,IA@6IAQ.br?Gz?@a2U0*?~:>,IA@6IAJU.;r?Gz?@a2U0*?ﬠ>,IA@6IAer?Gz?@a2U0*?iݤϠ>,IA@6IA鸍 q?Gz?@a2U0*?(KY>,IA@6IAEq?Gz?@a2U0*?FX>,IA@6IAVçq?Gz?@a2U0*?Ӱ7>,IA@6IAU-q?Gz?@a2U0*?"xZ>,IA@6IAK)$aq?Gz?@a2U0*?[-}>,IA@6IAƭNm>q?Gz?@a2U0*?⟡>,IA@6IAsWq?Gz?@a2U0*?mEu¡>,IA@6IA4Ap?Gz?@a2U0*?t(gL>,IA@6IAv*Rp?Gz?@a2U0*?JlX>,IA@6IAp?Gz?@a2U0*?ӰI*>,IA@6IA&jp?Gz?@a2U0*?&:kM>,IA@6IAyrzp?Gz?@a2U0*?29, p>,IA@6IAkDm[p?Gz?@a2U0*?b}Ւ>,IA@6IAp.,IA@6IA-p?Gz?@a2U0*??آ>,IA@6IA p?Gz?@a2U0*?NI>,IA@6IA5o?Gz?@a2U0*?>,IA@6IA To?Gz?@a2U0*?*O]@>,IA@6IAw-To?Gz?@a2U0*?~c>,IA@6IANqvo?Gz?@a2U0*?ZDž>,IA@6IAףn?Gz?@a2U0*?uݞ|>,IA@6IAeh n?Gz?@a2U0*? 1ˣ>,IA@6IA!,IA@6IAo+Dn?Gz?@a2U0*?kk{>,IA@6IAn?Gz?@a2U0*?.lP3>,IA@6IAk*m?Gz?@a2U0*?]V>,IA@6IA Tt4m?Gz?@a2U0*? 7Ox>,IA@6IAk4vm?Gz?@a2U0*?x)|@o>,IA@6IAWKEm?Gz?@a2U0*?X1$>,IA@6IA2M%Qm?Gz?@a2U0*?U#>,IA@6IAXɍl?Gz?@a2U0*?ķH>,IA@6IA'IGCl?Gz?@a2U0*?2C&>,IA@6IA3=(l?Gz?@a2U0*?H>,IA@6IA VVl?Gz?@a2U0*?Fk>,IA@6IA+#(l?Gz?@a2U0*?xuYa>,IA@6IA4 fk?Gz?@a2U0*?ꤝ>,IA@6IA-k?Gz?@a2U0*?Yӥ>,IA@6IAXjk?Gz?@a2U0*?&>,IA@6IAȆʾvk?Gz?@a2U0*?63j5>,IA@6IA;Kk?Gz?@a2U0*?b;>,IA@6IA%!k?Gz?@a2U0*?^>,IA@6IA$j?Gz?@a2U0*?6rT>,IA@6IAiTj?Gz?@a2U0*?zc >,IA@6IAS4q>j?Gz?@a2U0*?[ TƦ>,IA@6IA{j?Gz?@a2U0*?OFs>,IA@6IAuSj?Gz?@a2U0*?:G7( >,IA@6IA+;+j?Gz?@a2U0*?(.>,IA@6IA޿j?Gz?@a2U0*?Q>,IA@6IA#i?Gz?@a2U0*?  Gt>,IA@6IA#i?Gz?@a2U0*?,IA@6IAcݑi?Gz?@a2U0*?`l>,IA@6IA@vli?Gz?@a2U0*?̛eܧ>,IA@6IA1<@{Gi?Gz?@a2U0*?:$>,IA@6IAם>^"i?Gz?@a2U0*?h!>,IA@6IA>h?Gz?@a2U0*?*D>,IA@6IAƍxWh?Gz?@a2U0*?Y9g>,IA@6IA4Fh?Gz?@a2U0*?5>,IA@6IA|h?Gz?@a2U0*?by>,IA@6IA"rh?Gz?@a2U0*?wXϨ>,IA@6IA)=Oh?Gz?@a2U0*?Ai >,IA@6IAD.h?Gz?@a2U0*?FFZ>,IA@6IA_6 h?Gz?@a2U0*?vKw7>,IA@6IAKfg?Gz?@a2U0*?<,Z>,IA@6IA Zg?Gz?@a2U0*?.|>,IA@6IA }hg?Gz?@a2U0*?hW>,IA@6IAsdZg?Gz?@a2U0*?3K©>,IA@6IA4jg?Gz?@a2U0*?Ec>,IA@6IAS?Kg?Gz?@a2U0*?#>,IA@6IA~0,g?Gz?@a2U0*?"gi*>,IA@6IAo_t g?Gz?@a2U0*?M>,IA@6IA.f?Gz?@a2U0*? o>,IA@6IAEEf?Gz?@a2U0*?lP4>,IA@6IAN f?Gz?@a2U0*?x=>,IA@6IA?0ʠf?Gz?@a2U0*?Iת>,IA@6IADGnmxf?Gz?@`2U0*?Iך>„IA@6IADGnmxv?:m?@`2U0*?$E}\>„IA@6IA{?W>v?:m?@`2U0*?m_b>„IA@6IAĻv?:m?@`2U0*?UB0>„IA@6IA[(=u?:m?@`2U0*?*$>„IA@6IAp^u?:m?@`2U0*?f3>„IA@6IAOmqcu?:m?@`2U0*?umx>„IA@6IAu`/u?:m?@`2U0*?LGw׽>„IA@6IAΈt?:m?@`2U0*?*A>„IA@6IAAWt?:m?@`2U0*? H>„IA@6IAt?:m?@`2U0*?ct>„IA@6IASJht?:m?@`2U0*?˜Vӝ>„IA@6IA[sf/9t?:m?@`2U0*?!!9>„IA@6IA_9 t?:m?@`2U0*?zS^>„IA@6IAlzDs?:m?@`2U0*?X1>„IA@6IAON3޼s?:m?@`2U0*?4>&>„IA@6IAF揇s?:m?@`2U0*?BÐ.>„IA@6IA6Xs?:m?@`2U0*?ʥs>„IA@6IA?A Tf-s?:m?@`2U0*?ZSd>„IA@6IAdwdps?:m?@`2U0*?j>„IA@6IA`0r?:m?@`2U0*?B &">„IA@6IA"r?:m?@`2U0*?;D>„IA@6IAhr?:m?@`2U0*?k: g>„IA@6IAQ.br?:m?@`2U0*?~:>„IA@6IAJU.;r?:m?@`2U0*?ﬠ>„IA@6IAer?:m?@`2U0*?iݤϠ>„IA@6IA鸍 q?:m?@`2U0*?(KY>„IA@6IAEq?:m?@`2U0*?FX>„IA@6IAVçq?:m?@`2U0*?Ӱ7>„IA@6IAU-q?:m?@`2U0*?"xZ>„IA@6IAK)$aq?:m?@`2U0*?[-}>„IA@6IAƭNm>q?:m?@`2U0*?⟡>„IA@6IAsWq?:m?@`2U0*?mEu¡>„IA@6IA4Ap?:m?@`2U0*?t(gL>„IA@6IAv*Rp?:m?@`2U0*?JlX>„IA@6IAp?:m?@`2U0*?ӰI*>„IA@6IA&jp?:m?@`2U0*?&:kM>„IA@6IAyrzp?:m?@`2U0*?29, p>„IA@6IAkDm[p?:m?@`2U0*?b}Ւ>„IA@6IAp.„IA@6IA-p?:m?@`2U0*??آ>„IA@6IA p?:m?@`2U0*?NI>„IA@6IA5o?:m?@`2U0*?>„IA@6IA To?:m?@`2U0*?*O]@>„IA@6IAv-To?:m?@`2U0*?~c>„IA@6IAOqvo?:m?@`2U0*?ZDž>„IA@6IAףn?:m?@`2U0*?tݞ|>„IA@6IAeh n?:m?@`2U0*? 1ˣ>„IA@6IA!„IA@6IAo+Dn?:m?@`2U0*?kk{>„IA@6IAn?:m?@`2U0*?.lP3>„IA@6IA k*m?:m?@`2U0*?]V>„IA@6IA Tt4m?:m?@`2U0*? 7Ox>„IA@6IAk4vm?:m?@`2U0*?x)|@o>„IA@6IAWKEm?:m?@`2U0*?X1$>„IA@6IA2M%Qm?:m?@`2U0*?T#>„IA@6IAWɍl?:m?@`2U0*?ŷH>„IA@6IA'IGCl?:m?@`2U0*?2C&>„IA@6IA3=(l?:m?@`2U0*?H>„IA@6IA VVl?:m?@`2U0*?Fk>„IA@6IA+#(l?:m?@`2U0*?xuYa>„IA@6IA5 fk?:m?@`2U0*?ꤝ>„IA@6IA-k?:m?@`2U0*?Yӥ>„IA@6IAXjk?:m?@`2U0*?&>„IA@6IAȆʾvk?:m?@`2U0*?63j5>„IA@6IA;Kk?:m?@`2U0*?b;>„IA@6IA%!k?:m?@`2U0*?^>„IA@6IA$j?:m?@`2U0*?6rT>„IA@6IAiTj?:m?@`2U0*?zc >„IA@6IAS4q>j?:m?@`2U0*?\ TƦ>„IA@6IA{j?:m?@`2U0*?OFs>„IA@6IAuSj?:m?@`2U0*?:G7( >„IA@6IA+;+j?:m?@`2U0*?(.>„IA@6IA޿j?:m?@`2U0*?Q>„IA@6IA#i?:m?@`2U0*?  Gt>„IA@6IA#i?:m?@`2U0*?„IA@6IAcݑi?:m?@`2U0*?`l>„IA@6IA@vli?:m?@`2U0*?˛eܧ>„IA@6IA1<@{Gi?:m?@`2U0*?:$>„IA@6IA֝>^"i?:m?@`2U0*?h!>„IA@6IA>h?:m?@`2U0*?*D>„IA@6IAƍxWh?:m?@`2U0*?Y9g>„IA@6IA4Fh?:m?@`2U0*?5>„IA@6IA|h?:m?@`2U0*?by>„IA@6IA"rh?:m?@`2U0*?wXϨ>„IA@6IA)=Oh?:m?@`2U0*?Ai >„IA@6IAD.h?:m?@`2U0*?FFZ>„IA@6IA_6 h?:m?@`2U0*?vKw7>„IA@6IAKfg?:m?@`2U0*?<,Z>„IA@6IA Zg?:m?@`2U0*?.|>„IA@6IA }hg?:m?@`2U0*?hW>„IA@6IAsdZg?:m?@`2U0*?3K©>„IA@6IA4jg?:m?@`2U0*?Dc>„IA@6IAS?Kg?:m?@`2U0*?#>„IA@6IA0,g?:m?@`2U0*?"gi*>„IA@6IAo_t g?:m?@`2U0*?M>„IA@6IA.f?:m?@`2U0*? o>„IA@6IAEEf?:m?@`2U0*?kP4>„IA@6IAN f?:m?@`2U0*?x=>„IA@6IA?0ʠf?:m?@`2U0*?Iת>„IA@6IADGnmxf?:m?@a2U0*?Iך>XIA@6IADGnmxv?_,?@a2U0*?%E}\>XIA@6IA|?W>v?_,?@a2U0*?m_b>XIA@6IAĻv?_,?@a2U0*?UB0>XIA@6IA[(=u?_,?@a2U0*?*$>XIA@6IAp^u?_,?@a2U0*?f3>XIA@6IANmqcu?_,?@a2U0*?tmx>XIA@6IAu`/u?_,?@a2U0*?KGw׽>XIA@6IAΈt?_,?@a2U0*?*A>XIA@6IABWt?_,?@a2U0*? H>XIA@6IAt?_,?@a2U0*?ct>XIA@6IASJht?_,?@a2U0*?˜Vӝ>XIA@6IAZsf/9t?_,?@a2U0*?!!9>XIA@6IA_9 t?_,?@a2U0*?zS^>XIA@6IAmzDs?_,?@a2U0*?X1>XIA@6IAON3޼s?_,?@a2U0*?5>&>XIA@6IAG揇s?_,?@a2U0*?BÐ.>XIA@6IA6Xs?_,?@a2U0*?ʥs>XIA@6IA>A Tf-s?_,?@a2U0*?ZSd>XIA@6IAdwdps?_,?@a2U0*?j>XIA@6IAa0r?_,?@a2U0*?B &">XIA@6IA"r?_,?@a2U0*?;D>XIA@6IAhr?_,?@a2U0*?k: g>XIA@6IAQ.br?_,?@a2U0*?~:>XIA@6IAJU.;r?_,?@a2U0*?ﬠ>XIA@6IAer?_,?@a2U0*?iݤϠ>XIA@6IA鸍 q?_,?@a2U0*?(KY>XIA@6IAEq?_,?@a2U0*?FX>XIA@6IAVçq?_,?@a2U0*?Ӱ7>XIA@6IAU-q?_,?@a2U0*?"xZ>XIA@6IAK)$aq?_,?@a2U0*?[-}>XIA@6IAƭNm>q?_,?@a2U0*?⟡>XIA@6IAsWq?_,?@a2U0*?mEu¡>XIA@6IA4Ap?_,?@a2U0*?t(gL>XIA@6IAv*Rp?_,?@a2U0*?JlX>XIA@6IAp?_,?@a2U0*?ӰI*>XIA@6IA&jp?_,?@a2U0*?&:kM>XIA@6IAyrzp?_,?@a2U0*?29, p>XIA@6IAkDm[p?_,?@a2U0*?b}Ւ>XIA@6IAp.XIA@6IA-p?_,?@a2U0*??آ>XIA@6IA p?_,?@a2U0*?NI>XIA@6IA5o?_,?@a2U0*?>XIA@6IA To?_,?@a2U0*?*O]@>XIA@6IAw-To?_,?@a2U0*?~c>XIA@6IANqvo?_,?@a2U0*?ZDž>XIA@6IAףn?_,?@a2U0*?uݞ|>XIA@6IAeh n?_,?@a2U0*? 1ˣ>XIA@6IA!XIA@6IAo+Dn?_,?@a2U0*?kk{>XIA@6IAn?_,?@a2U0*?.lP3>XIA@6IAk*m?_,?@a2U0*?]V>XIA@6IA Tt4m?_,?@a2U0*? 7Ox>XIA@6IAk4vm?_,?@a2U0*?x)|@o>XIA@6IAWKEm?_,?@a2U0*?X1$>XIA@6IA2M%Qm?_,?@a2U0*?U#>XIA@6IAXɍl?_,?@a2U0*?ķH>XIA@6IA'IGCl?_,?@a2U0*?2C&>XIA@6IA3=(l?_,?@a2U0*?H>XIA@6IA VVl?_,?@a2U0*?Fk>XIA@6IA+#(l?_,?@a2U0*?xuYa>XIA@6IA4 fk?_,?@a2U0*?ꤝ>XIA@6IA-k?_,?@a2U0*?Yӥ>XIA@6IAXjk?_,?@a2U0*?&>XIA@6IAȆʾvk?_,?@a2U0*?63j5>XIA@6IA;Kk?_,?@a2U0*?b;>XIA@6IA%!k?_,?@a2U0*?^>XIA@6IA$j?_,?@a2U0*?6rT>XIA@6IAiTj?_,?@a2U0*?zc >XIA@6IAS4q>j?_,?@a2U0*?[ TƦ>XIA@6IA{j?_,?@a2U0*?OFs>XIA@6IAuSj?_,?@a2U0*?:G7( >XIA@6IA+;+j?_,?@a2U0*?(.>XIA@6IA޿j?_,?@a2U0*?Q>XIA@6IA#i?_,?@a2U0*?  Gt>XIA@6IA#i?_,?@a2U0*?XIA@6IAcݑi?_,?@a2U0*?`l>XIA@6IA@vli?_,?@a2U0*?̛eܧ>XIA@6IA1<@{Gi?_,?@a2U0*?:$>XIA@6IAם>^"i?_,?@a2U0*?h!>XIA@6IA>h?_,?@a2U0*?*D>XIA@6IAƍxWh?_,?@a2U0*?Y9g>XIA@6IA4Fh?_,?@a2U0*?5>XIA@6IA|h?_,?@a2U0*?by>XIA@6IA"rh?_,?@a2U0*?wXϨ>XIA@6IA`)=Oh?_,?@a2U0*?Ai >XIA@6IAD.h?_,?@a2U0*?FFZ>XIA@6IA_6 h?_,?@a2U0*?vKw7>XIA@6IAKfg?_,?@a2U0*?<,Z>XIA@6IA Zg?_,?@a2U0*?.|>XIA@6IA }hg?_,?@a2U0*?hW>XIA@6IAsdZg?_,?@a2U0*?3K©>XIA@6IA4jg?_,?@a2U0*?Ec>XIA@6IAS?Kg?_,?@a2U0*?#>XIA@6IA~0,g?_,?@a2U0*?"gi*>XIA@6IAo_t g?_,?@a2U0*?M>XIA@6IA.f?_,?@a2U0*? o>XIA@6IAEEf?_,?@a2U0*?lP4>XIA@6IAN f?_,?@a2U0*?x=>XIA@6IA?0ʠf?_,?@a2U0*?Iת>XIA@6IADGnmxf?_,?@`2U0*?Iך>$}IA@6IADGnmxv?=Q?@`2U0*?$E}\>$}IA@6IA{?W>v?=Q?@`2U0*?m_b>$}IA@6IAĻv?=Q?@`2U0*?UB0>$}IA@6IA[(=u?=Q?@`2U0*?*$>$}IA@6IAp^u?=Q?@`2U0*?f3>$}IA@6IAOmqcu?$}IA@6IAu`/u?=Q?@`2U0*?LGw׽>$}IA@6IAΈt?=Q?@`2U0*?*A>$}IA@6IAAWt?=Q?@`2U0*? H>$}IA@6IAt?=Q?@`2U0*?ct>$}IA@6IASJht?=Q?@`2U0*?˜Vӝ>$}IA@6IA[sf/9t?=Q?@`2U0*?!!9>$}IA@6IA_9 t?=Q?@`2U0*?zS^>$}IA@6IAlzDs?$}IA@6IAON3޼s?=Q?@`2U0*?4>&>$}IA@6IAF揇s?=Q?@`2U0*?BÐ.>$}IA@6IA6Xs?=Q?@`2U0*?ʥs>$}IA@6IA?A Tf-s?$}IA@6IAdwdps?=Q?@`2U0*?j>$}IA@6IA`0r?=Q?@`2U0*?B &">$}IA@6IA"r?=Q?@`2U0*?;D>$}IA@6IAhr?=Q?@`2U0*?k: g>$}IA@6IAQ.br?=Q?@`2U0*?~:>$}IA@6IAJU.;r?=Q?@`2U0*?ﬠ>$}IA@6IAer?=Q?@`2U0*?iݤϠ>$}IA@6IA鸍 q?=Q?@`2U0*?(KY>$}IA@6IAEq?=Q?@`2U0*?FX>$}IA@6IAVçq?=Q?@`2U0*?Ӱ7>$}IA@6IAU-q?=Q?@`2U0*?"xZ>$}IA@6IAK)$aq?=Q?@`2U0*?[-}>$}IA@6IAƭNm>q?=Q?@`2U0*?⟡>$}IA@6IAsWq?=Q?@`2U0*?mEu¡>$}IA@6IA4Ap?=Q?@`2U0*?t(gL>$}IA@6IAv*Rp?=Q?@`2U0*?JlX>$}IA@6IAp?=Q?@`2U0*?ӰI*>$}IA@6IA&jp?=Q?@`2U0*?&:kM>$}IA@6IAyrzp?=Q?@`2U0*?29, p>$}IA@6IAkDm[p?=Q?@`2U0*?b}Ւ>$}IA@6IAp.$}IA@6IA-p?=Q?@`2U0*??آ>$}IA@6IA p?=Q?@`2U0*?NI>$}IA@6IA5o?$}IA@6IA To?=Q?@`2U0*?*O]@>$}IA@6IAv-To?=Q?@`2U0*?~c>$}IA@6IAOqvo?=Q?@`2U0*?ZDž>$}IA@6IAףn?=Q?@`2U0*?tݞ|>$}IA@6IAeh n?=Q?@`2U0*? 1ˣ>$}IA@6IA!$}IA@6IAo+Dn?=Q?@`2U0*?kk{>$}IA@6IAn?=Q?@`2U0*?.lP3>$}IA@6IA k*m?$}IA@6IA Tt4m?$}IA@6IAk4vm?=Q?@`2U0*?x)|@o>$}IA@6IAWKEm?$}IA@6IA2M%Qm?=Q?@`2U0*?T#>$}IA@6IAWɍl?=Q?@`2U0*?ŷH>$}IA@6IA'IGCl?=Q?@`2U0*?2C&>$}IA@6IA3=(l?=Q?@`2U0*?H>$}IA@6IA VVl?=Q?@`2U0*?Fk>$}IA@6IA+#(l?=Q?@`2U0*?xuYa>$}IA@6IA5 fk?=Q?@`2U0*?ꤝ>$}IA@6IA-k?$}IA@6IAXjk?$}IA@6IAȆʾvk?=Q?@`2U0*?63j5>$}IA@6IA;Kk?$}IA@6IA%!k?=Q?@`2U0*?^>$}IA@6IA$j?=Q?@`2U0*?6rT>$}IA@6IAiTj?=Q?@`2U0*?zc >$}IA@6IAS4q>j?=Q?@`2U0*?\ TƦ>$}IA@6IA{j?$}IA@6IAuSj?=Q?@`2U0*?:G7( >$}IA@6IA+;+j?$}IA@6IA޿j?=Q?@`2U0*?Q>$}IA@6IA#i?$}IA@6IA#i?=Q?@`2U0*?$}IA@6IAcݑi?=Q?@`2U0*?`l>$}IA@6IA@vli?=Q?@`2U0*?˛eܧ>$}IA@6IA1<@{Gi?=Q?@`2U0*?:$>$}IA@6IA֝>^"i?=Q?@`2U0*?h!>$}IA@6IA>h?=Q?@`2U0*?*D>$}IA@6IAƍxWh?=Q?@`2U0*?Y9g>$}IA@6IA4Fh?=Q?@`2U0*?5>$}IA@6IA|h?=Q?@`2U0*?by>$}IA@6IA"rh?=Q?@`2U0*?wXϨ>$}IA@6IA)=Oh?=Q?@`2U0*?Ai >$}IA@6IAD.h?=Q?@`2U0*?FFZ>$}IA@6IA_6 h?=Q?@`2U0*?vKw7>$}IA@6IAKfg?=Q?@`2U0*?<,Z>$}IA@6IA Zg?=Q?@`2U0*?.|>$}IA@6IA }hg?=Q?@`2U0*?hW>$}IA@6IAsdZg?=Q?@`2U0*?3K©>$}IA@6IA4jg?=Q?@`2U0*?Dc>$}IA@6IAS?Kg?=Q?@`2U0*?#>$}IA@6IA0,g?=Q?@`2U0*?"gi*>$}IA@6IAo_t g?=Q?@`2U0*?M>$}IA@6IA.f?$}IA@6IAEEf?=Q?@`2U0*?kP4>$}IA@6IAN f?=Q?@`2U0*?x=>$}IA@6IA?0ʠf?=Q?@`2U0*?Iת>$}IA@6IADGnmxf?=Q?@a2U0*?Iך>TzIA@6IADGnmxv?a?@a2U0*?%E}\>TzIA@6IA|?W>v?a?@a2U0*?m_b>TzIA@6IAĻv?a?@a2U0*?UB0>TzIA@6IA[(=u?a?@a2U0*?*$>TzIA@6IAp^u?a?@a2U0*?f3>TzIA@6IANmqcu?`?@a2U0*?tmx>TzIA@6IAu`/u?a?@a2U0*?KGw׽>TzIA@6IAΈt?a?@a2U0*?*A>TzIA@6IABWt?a?@a2U0*? H>TzIA@6IAt?a?@a2U0*?ct>TzIA@6IASJht?a?@a2U0*?˜Vӝ>TzIA@6IAZsf/9t?a?@a2U0*?!!9>TzIA@6IA_9 t?a?@a2U0*?zS^>TzIA@6IAmzDs?`?@a2U0*?X1>TzIA@6IAON3޼s?a?@a2U0*?5>&>TzIA@6IAG揇s?a?@a2U0*?BÐ.>TzIA@6IA6Xs?a?@a2U0*?ʥs>TzIA@6IA>A Tf-s?`?@a2U0*?ZSd>TzIA@6IAdwdps?a?@a2U0*?j>TzIA@6IAa0r?a?@a2U0*?B &">TzIA@6IA"r?a?@a2U0*?;D>TzIA@6IAhr?a?@a2U0*?k: g>TzIA@6IAQ.br?a?@a2U0*?~:>TzIA@6IAJU.;r?a?@a2U0*?ﬠ>TzIA@6IAer?a?@a2U0*?iݤϠ>TzIA@6IA鸍 q?a?@a2U0*?(KY>TzIA@6IAEq?a?@a2U0*?FX>TzIA@6IAVçq?a?@a2U0*?Ӱ7>TzIA@6IAU-q?a?@a2U0*?"xZ>TzIA@6IAK)$aq?a?@a2U0*?[-}>TzIA@6IAƭNm>q?a?@a2U0*?⟡>TzIA@6IAsWq?a?@a2U0*?mEu¡>TzIA@6IA4Ap?a?@a2U0*?t(gL>TzIA@6IAv*Rp?a?@a2U0*?JlX>TzIA@6IAp?a?@a2U0*?ӰI*>TzIA@6IA&jp?a?@a2U0*?&:kM>TzIA@6IAyrzp?a?@a2U0*?29, p>TzIA@6IAkDm[p?a?@a2U0*?b}Ւ>TzIA@6IAp.TzIA@6IA-p?a?@a2U0*??آ>TzIA@6IA p?a?@a2U0*?NI>TzIA@6IA5o?`?@a2U0*?>TzIA@6IA To?a?@a2U0*?*O]@>TzIA@6IAw-To?a?@a2U0*?~c>TzIA@6IANqvo?a?@a2U0*?ZDž>TzIA@6IAףn?a?@a2U0*?uݞ|>TzIA@6IAeh n?a?@a2U0*? 1ˣ>TzIA@6IA!TzIA@6IAo+Dn?a?@a2U0*?kk{>TzIA@6IAn?a?@a2U0*?.lP3>TzIA@6IAk*m?`?@a2U0*?]V>TzIA@6IA Tt4m?`?@a2U0*? 7Ox>TzIA@6IAk4vm?a?@a2U0*?x)|@o>TzIA@6IAWKEm?`?@a2U0*?X1$>TzIA@6IA2M%Qm?a?@a2U0*?U#>TzIA@6IAXɍl?a?@a2U0*?ķH>TzIA@6IA'IGCl?a?@a2U0*?2C&>TzIA@6IA3=(l?a?@a2U0*?H>TzIA@6IA VVl?a?@a2U0*?Fk>TzIA@6IA+#(l?a?@a2U0*?xuYa>TzIA@6IA4 fk?a?@a2U0*?ꤝ>TzIA@6IA-k?`?@a2U0*?Yӥ>TzIA@6IAXjk?`?@a2U0*?&>TzIA@6IAȆʾvk?a?@a2U0*?63j5>TzIA@6IA;Kk?`?@a2U0*?b;>TzIA@6IA%!k?a?@a2U0*?^>TzIA@6IA$j?a?@a2U0*?6rT>TzIA@6IAiTj?a?@a2U0*?zc >TzIA@6IAS4q>j?a?@a2U0*?[ TƦ>TzIA@6IA{j?`?@a2U0*?OFs>TzIA@6IAuSj?a?@a2U0*?:G7( >TzIA@6IA+;+j?`?@a2U0*?(.>TzIA@6IA޿j?a?@a2U0*?Q>TzIA@6IA#i?`?@a2U0*?  Gt>TzIA@6IA#i?a?@a2U0*?TzIA@6IAcݑi?a?@a2U0*?`l>TzIA@6IA@vli?a?@a2U0*?̛eܧ>TzIA@6IA1<@{Gi?a?@a2U0*?:$>TzIA@6IAם>^"i?a?@a2U0*?h!>TzIA@6IA>h?a?@a2U0*?*D>TzIA@6IAƍxWh?a?@a2U0*?Y9g>TzIA@6IA4Fh?a?@a2U0*?5>TzIA@6IA|h?a?@a2U0*?by>TzIA@6IA"rh?a?@a2U0*?wXϨ>TzIA@6IA)=Oh?a?@a2U0*?Ai >TzIA@6IAD.h?a?@a2U0*?FFZ>TzIA@6IA_6 h?a?@a2U0*?vKw7>TzIA@6IAKfg?a?@a2U0*?<,Z>TzIA@6IA Zg?a?@a2U0*?.|>TzIA@6IA }hg?a?@a2U0*?hW>TzIA@6IAsdZg?a?@a2U0*?3K©>TzIA@6IA4jg?a?@a2U0*?Ec>TzIA@6IAS?Kg?a?@a2U0*?#>TzIA@6IA~0,g?a?@a2U0*?"gi*>TzIA@6IAo_t g?a?@a2U0*?M>TzIA@6IA.f?`?@a2U0*? o>TzIA@6IAEEf?a?@a2U0*?lP4>TzIA@6IAN f?a?@a2U0*?x=>TzIA@6IA?0ʠf?a?@a2U0*?Iת>TzIA@6IADGnmxf?a?@`2U0*?Iך>wIA@6IADGnmxv?i6?@`2U0*?$E}\>wIA@6IA{?W>v?i6?@`2U0*?m_b>wIA@6IAĻv?i6?@`2U0*?UB0>wIA@6IA[(=u?i6?@`2U0*?*$>wIA@6IAp^u?i6?@`2U0*?f3>wIA@6IAOmqcu?i6?@`2U0*?umx>wIA@6IAu`/u?i6?@`2U0*?LGw׽>wIA@6IAΈt?i6?@`2U0*?*A>wIA@6IAAWt?i6?@`2U0*? H>wIA@6IAt?i6?@`2U0*?ct>wIA@6IASJht?i6?@`2U0*?˜Vӝ>wIA@6IA[sf/9t?i6?@`2U0*?!!9>wIA@6IA_9 t?i6?@`2U0*?zS^>wIA@6IAlzDs?i6?@`2U0*?X1>wIA@6IAON3޼s?i6?@`2U0*?4>&>wIA@6IAF揇s?i6?@`2U0*?BÐ.>wIA@6IA6Xs?i6?@`2U0*?ʥs>wIA@6IA?A Tf-s?i6?@`2U0*?ZSd>wIA@6IAdwdps?i6?@`2U0*?j>wIA@6IA`0r?i6?@`2U0*?B &">wIA@6IA"r?i6?@`2U0*?;D>wIA@6IAhr?i6?@`2U0*?k: g>wIA@6IAQ.br?i6?@`2U0*?~:>wIA@6IAJU.;r?i6?@`2U0*?ﬠ>wIA@6IAer?i6?@`2U0*?iݤϠ>wIA@6IA鸍 q?i6?@`2U0*?(KY>wIA@6IAEq?i6?@`2U0*?FX>wIA@6IAVçq?i6?@`2U0*?Ӱ7>wIA@6IAU-q?i6?@`2U0*?"xZ>wIA@6IAK)$aq?i6?@`2U0*?[-}>wIA@6IAƭNm>q?i6?@`2U0*?⟡>wIA@6IAsWq?i6?@`2U0*?mEu¡>wIA@6IA4Ap?i6?@`2U0*?t(gL>wIA@6IAv*Rp?i6?@`2U0*?JlX>wIA@6IAp?i6?@`2U0*?ӰI*>wIA@6IA&jp?i6?@`2U0*?&:kM>wIA@6IAyrzp?i6?@`2U0*?29, p>wIA@6IAkDm[p?i6?@`2U0*?b}Ւ>wIA@6IAp.wIA@6IA-p?i6?@`2U0*??آ>wIA@6IA p?i6?@`2U0*?NI>wIA@6IA5o?i6?@`2U0*?>wIA@6IA To?i6?@`2U0*?*O]@>wIA@6IAv-To?i6?@`2U0*?~c>wIA@6IAOqvo?i6?@`2U0*?ZDž>wIA@6IAףn?i6?@`2U0*?tݞ|>wIA@6IAeh n?i6?@`2U0*? 1ˣ>wIA@6IA!wIA@6IAo+Dn?i6?@`2U0*?kk{>wIA@6IAn?i6?@`2U0*?.lP3>wIA@6IA k*m?i6?@`2U0*?]V>wIA@6IA Tt4m?i6?@`2U0*? 7Ox>wIA@6IAk4vm?i6?@`2U0*?x)|@o>wIA@6IAWKEm?i6?@`2U0*?X1$>wIA@6IA2M%Qm?i6?@`2U0*?T#>wIA@6IAWɍl?i6?@`2U0*?ŷH>wIA@6IA'IGCl?i6?@`2U0*?2C&>wIA@6IA3=(l?i6?@`2U0*?H>wIA@6IA VVl?i6?@`2U0*?Fk>wIA@6IA+#(l?i6?@`2U0*?xuYa>wIA@6IA5 fk?i6?@`2U0*?ꤝ>wIA@6IA-k?i6?@`2U0*?Yӥ>wIA@6IAXjk?i6?@`2U0*?&>wIA@6IAȆʾvk?i6?@`2U0*?63j5>wIA@6IA;Kk?i6?@`2U0*?b;>wIA@6IA%!k?i6?@`2U0*?^>wIA@6IA$j?i6?@`2U0*?6rT>wIA@6IAiTj?i6?@`2U0*?zc >wIA@6IAS4q>j?i6?@`2U0*?\ TƦ>wIA@6IA{j?i6?@`2U0*?OFs>wIA@6IAuSj?i6?@`2U0*?:G7( >wIA@6IA+;+j?i6?@`2U0*?(.>wIA@6IA޿j?i6?@`2U0*?Q>wIA@6IA#i?i6?@`2U0*?  Gt>wIA@6IA#i?i6?@`2U0*?wIA@6IAcݑi?i6?@`2U0*?`l>wIA@6IA@vli?i6?@`2U0*?˛eܧ>wIA@6IA1<@{Gi?i6?@`2U0*?:$>wIA@6IA֝>^"i?i6?@`2U0*?h!>wIA@6IA>h?i6?@`2U0*?*D>wIA@6IAƍxWh?i6?@`2U0*?Y9g>wIA@6IA4Fh?i6?@`2U0*?5>wIA@6IA|h?i6?@`2U0*?by>wIA@6IA"rh?i6?@`2U0*?wXϨ>wIA@6IA)=Oh?i6?@`2U0*?Ai >wIA@6IAD.h?i6?@`2U0*?FFZ>wIA@6IA_6 h?i6?@`2U0*?vKw7>wIA@6IAKfg?i6?@`2U0*?<,Z>wIA@6IA Zg?i6?@`2U0*?.|>wIA@6IA }hg?i6?@`2U0*?hW>wIA@6IAsdZg?i6?@`2U0*?3K©>wIA@6IA4jg?i6?@`2U0*?Dc>wIA@6IAS?Kg?i6?@`2U0*?#>wIA@6IA0,g?i6?@`2U0*?"gi*>wIA@6IAo_t g?i6?@`2U0*?M>wIA@6IA.f?i6?@`2U0*? o>wIA@6IAEEf?i6?@`2U0*?kP4>wIA@6IAN f?i6?@`2U0*?x=>wIA@6IA?0ʠf?i6?@`2U0*?Iת>wIA@6IADGnmxf?i6?@a2U0*?Iך>sIA@6IADGnmxv?UQ?@a2U0*?%E}\>sIA@6IA|?W>v?UQ?@a2U0*?m_b>sIA@6IAĻv?UQ?@a2U0*?UB0>sIA@6IA[(=u?UQ?@a2U0*?*$>sIA@6IAp^u?UQ?@a2U0*?f3>sIA@6IANmqcu?SQ?@a2U0*?tmx>sIA@6IAu`/u?UQ?@a2U0*?KGw׽>sIA@6IAΈt?UQ?@a2U0*?*A>sIA@6IABWt?UQ?@a2U0*? H>sIA@6IAt?UQ?@a2U0*?ct>sIA@6IASJht?UQ?@a2U0*?˜Vӝ>sIA@6IAZsf/9t?UQ?@a2U0*?!!9>sIA@6IA_9 t?UQ?@a2U0*?zS^>sIA@6IAmzDs?SQ?@a2U0*?X1>sIA@6IAON3޼s?UQ?@a2U0*?5>&>sIA@6IAG揇s?UQ?@a2U0*?BÐ.>sIA@6IA6Xs?UQ?@a2U0*?ʥs>sIA@6IA>A Tf-s?SQ?@a2U0*?ZSd>sIA@6IAdwdps?UQ?@a2U0*?j>sIA@6IAa0r?UQ?@a2U0*?B &">sIA@6IA"r?UQ?@a2U0*?;D>sIA@6IAhr?UQ?@a2U0*?k: g>sIA@6IAQ.br?UQ?@a2U0*?~:>sIA@6IAJU.;r?UQ?@a2U0*?ﬠ>sIA@6IAer?UQ?@a2U0*?iݤϠ>sIA@6IA鸍 q?UQ?@a2U0*?(KY>sIA@6IAEq?UQ?@a2U0*?FX>sIA@6IAVçq?UQ?@a2U0*?Ӱ7>sIA@6IAU-q?UQ?@a2U0*?"xZ>sIA@6IAK)$aq?UQ?@a2U0*?[-}>sIA@6IAƭNm>q?UQ?@a2U0*?⟡>sIA@6IAsWq?UQ?@a2U0*?mEu¡>sIA@6IA4Ap?UQ?@a2U0*?t(gL>sIA@6IAv*Rp?UQ?@a2U0*?JlX>sIA@6IAp?UQ?@a2U0*?ӰI*>sIA@6IA&jp?UQ?@a2U0*?&:kM>sIA@6IAyrzp?UQ?@a2U0*?29, p>sIA@6IAkDm[p?UQ?@a2U0*?b}Ւ>sIA@6IAp.sIA@6IA-p?UQ?@a2U0*??آ>sIA@6IA p?UQ?@a2U0*?NI>sIA@6IA5o?SQ?@a2U0*?>sIA@6IA To?UQ?@a2U0*?*O]@>sIA@6IAw-To?UQ?@a2U0*?~c>sIA@6IANqvo?UQ?@a2U0*?ZDž>sIA@6IAףn?UQ?@a2U0*?uݞ|>sIA@6IAeh n?UQ?@a2U0*? 1ˣ>sIA@6IA!sIA@6IAo+Dn?UQ?@a2U0*?kk{>sIA@6IAn?UQ?@a2U0*?.lP3>sIA@6IAk*m?SQ?@a2U0*?]V>sIA@6IA Tt4m?SQ?@a2U0*? 7Ox>sIA@6IAk4vm?UQ?@a2U0*?x)|@o>sIA@6IAWKEm?SQ?@a2U0*?X1$>sIA@6IA2M%Qm?UQ?@a2U0*?U#>sIA@6IAXɍl?UQ?@a2U0*?ķH>sIA@6IA'IGCl?UQ?@a2U0*?2C&>sIA@6IA3=(l?UQ?@a2U0*?H>sIA@6IA VVl?UQ?@a2U0*?Fk>sIA@6IA+#(l?UQ?@a2U0*?xuYa>sIA@6IA4 fk?UQ?@a2U0*?ꤝ>sIA@6IA-k?SQ?@a2U0*?Yӥ>sIA@6IAXjk?SQ?@a2U0*?&>sIA@6IAȆʾvk?UQ?@a2U0*?63j5>sIA@6IA;Kk?SQ?@a2U0*?b;>sIA@6IA%!k?UQ?@a2U0*?^>sIA@6IA$j?UQ?@a2U0*?6rT>sIA@6IAiTj?UQ?@a2U0*?zc >sIA@6IAS4q>j?UQ?@a2U0*?[ TƦ>sIA@6IA{j?SQ?@a2U0*?OFs>sIA@6IAuSj?UQ?@a2U0*?:G7( >sIA@6IA+;+j?SQ?@a2U0*?(.>sIA@6IA޿j?UQ?@a2U0*?Q>sIA@6IA#i?SQ?@a2U0*?  Gt>sIA@6IA#i?UQ?@a2U0*?sIA@6IAcݑi?UQ?@a2U0*?`l>sIA@6IA@vli?UQ?@a2U0*?̛eܧ>sIA@6IA1<@{Gi?UQ?@a2U0*?:$>sIA@6IAם>^"i?UQ?@a2U0*?h!>sIA@6IA>h?UQ?@a2U0*?*D>sIA@6IAƍxWh?UQ?@a2U0*?Y9g>sIA@6IA4Fh?UQ?@a2U0*?5>sIA@6IA|h?UQ?@a2U0*?by>sIA@6IA"rh?UQ?@a2U0*?wXϨ>sIA@6IA)=Oh?UQ?@a2U0*?Ai >sIA@6IAD.h?UQ?@a2U0*?FFZ>sIA@6IA_6 h?UQ?@a2U0*?vKw7>sIA@6IAKfg?UQ?@a2U0*?<,Z>sIA@6IA Zg?UQ?@a2U0*?.|>sIA@6IA }hg?UQ?@a2U0*?hW>sIA@6IAsdZg?UQ?@a2U0*?3K©>sIA@6IA4jg?UQ?@a2U0*?Ec>sIA@6IAS?Kg?UQ?@a2U0*?#>sIA@6IA~0,g?UQ?@a2U0*?"gi*>sIA@6IAo_t g?UQ?@a2U0*?M>sIA@6IA.f?SQ?@a2U0*? o>sIA@6IAEEf?UQ?@a2U0*?lP4>sIA@6IAN f?UQ?@a2U0*?x=>sIA@6IA?0ʠf?UQ?@a2U0*?Iת>sIA@6IADGnmxf?UQ?@`2U0*?Iך>GpIA@6IADGnmxv?6i?@`2U0*?$E}\>GpIA@6IA{?W>v?6i?@`2U0*?m_b>GpIA@6IAĻv?6i?@`2U0*?UB0>GpIA@6IA[(=u?6i?@`2U0*?*$>GpIA@6IAp^u?6i?@`2U0*?f3>GpIA@6IAOmqcu?6i?@`2U0*?umx>GpIA@6IAu`/u?6i?@`2U0*?LGw׽>GpIA@6IAΈt?6i?@`2U0*?*A>GpIA@6IAAWt?6i?@`2U0*? H>GpIA@6IAt?6i?@`2U0*?ct>GpIA@6IASJht?6i?@`2U0*?˜Vӝ>GpIA@6IA[sf/9t?6i?@`2U0*?!!9>GpIA@6IA_9 t?6i?@`2U0*?zS^>GpIA@6IAlzDs?6i?@`2U0*?X1>GpIA@6IAON3޼s?6i?@`2U0*?4>&>GpIA@6IAF揇s?6i?@`2U0*?BÐ.>GpIA@6IA6Xs?6i?@`2U0*?ʥs>GpIA@6IA?A Tf-s?6i?@`2U0*?ZSd>GpIA@6IAdwdps?6i?@`2U0*?j>GpIA@6IA`0r?6i?@`2U0*?B &">GpIA@6IA"r?6i?@`2U0*?;D>GpIA@6IAhr?6i?@`2U0*?k: g>GpIA@6IAQ.br?6i?@`2U0*?~:>GpIA@6IAJU.;r?6i?@`2U0*?ﬠ>GpIA@6IAer?6i?@`2U0*?iݤϠ>GpIA@6IA鸍 q?6i?@`2U0*?(KY>GpIA@6IAEq?6i?@`2U0*?FX>GpIA@6IAVçq?6i?@`2U0*?Ӱ7>GpIA@6IAU-q?6i?@`2U0*?"xZ>GpIA@6IAK)$aq?6i?@`2U0*?[-}>GpIA@6IAƭNm>q?6i?@`2U0*?⟡>GpIA@6IAsWq?6i?@`2U0*?mEu¡>GpIA@6IA4Ap?6i?@`2U0*?t(gL>GpIA@6IAv*Rp?6i?@`2U0*?JlX>GpIA@6IAp?6i?@`2U0*?ӰI*>GpIA@6IA&jp?6i?@`2U0*?&:kM>GpIA@6IAyrzp?6i?@`2U0*?29, p>GpIA@6IAkDm[p?6i?@`2U0*?b}Ւ>GpIA@6IAp.GpIA@6IA-p?6i?@`2U0*??آ>GpIA@6IA p?6i?@`2U0*?NI>GpIA@6IA5o?6i?@`2U0*?>GpIA@6IA To?6i?@`2U0*?*O]@>GpIA@6IAv-To?6i?@`2U0*?~c>GpIA@6IAOqvo?6i?@`2U0*?ZDž>GpIA@6IAףn?6i?@`2U0*?tݞ|>GpIA@6IAeh n?6i?@`2U0*? 1ˣ>GpIA@6IA!GpIA@6IAo+Dn?6i?@`2U0*?kk{>GpIA@6IAn?6i?@`2U0*?.lP3>GpIA@6IA k*m?6i?@`2U0*?]V>GpIA@6IA Tt4m?6i?@`2U0*? 7Ox>GpIA@6IAk4vm?6i?@`2U0*?x)|@o>GpIA@6IAWKEm?6i?@`2U0*?X1$>GpIA@6IA2M%Qm?6i?@`2U0*?T#>GpIA@6IAWɍl?6i?@`2U0*?ŷH>GpIA@6IA'IGCl?6i?@`2U0*?2C&>GpIA@6IA3=(l?6i?@`2U0*?H>GpIA@6IA VVl?6i?@`2U0*?Fk>GpIA@6IA+#(l?6i?@`2U0*?xuYa>GpIA@6IA5 fk?6i?@`2U0*?ꤝ>GpIA@6IA-k?6i?@`2U0*?Yӥ>GpIA@6IAXjk?6i?@`2U0*?&>GpIA@6IAȆʾvk?6i?@`2U0*?63j5>GpIA@6IA;Kk?6i?@`2U0*?b;>GpIA@6IA%!k?6i?@`2U0*?^>GpIA@6IA$j?6i?@`2U0*?6rT>GpIA@6IAiTj?6i?@`2U0*?zc >GpIA@6IAS4q>j?6i?@`2U0*?\ TƦ>GpIA@6IA{j?6i?@`2U0*?OFs>GpIA@6IAuSj?6i?@`2U0*?:G7( >GpIA@6IA+;+j?6i?@`2U0*?(.>GpIA@6IA޿j?6i?@`2U0*?Q>GpIA@6IA#i?6i?@`2U0*?  Gt>GpIA@6IA#i?6i?@`2U0*?GpIA@6IAcݑi?6i?@`2U0*?`l>GpIA@6IA@vli?6i?@`2U0*?˛eܧ>GpIA@6IA1<@{Gi?6i?@`2U0*?:$>GpIA@6IA֝>^"i?6i?@`2U0*?h!>GpIA@6IA>h?6i?@`2U0*?*D>GpIA@6IAƍxWh?6i?@`2U0*?Y9g>GpIA@6IA4Fh?6i?@`2U0*?5>GpIA@6IA|h?6i?@`2U0*?by>GpIA@6IA"rh?6i?@`2U0*?wXϨ>GpIA@6IA)=Oh?6i?@`2U0*?Ai >GpIA@6IAD.h?6i?@`2U0*?FFZ>GpIA@6IA_6 h?6i?@`2U0*?vKw7>GpIA@6IAKfg?6i?@`2U0*?<,Z>GpIA@6IA Zg?6i?@`2U0*?.|>GpIA@6IA }hg?6i?@`2U0*?hW>GpIA@6IAsdZg?6i?@`2U0*?3K©>GpIA@6IA4jg?6i?@`2U0*?Dc>GpIA@6IAS?Kg?6i?@`2U0*?#>GpIA@6IA0,g?6i?@`2U0*?"gi*>GpIA@6IAo_t g?6i?@`2U0*?M>GpIA@6IA.f?6i?@`2U0*? o>GpIA@6IAEEf?6i?@`2U0*?kP4>GpIA@6IAN f?6i?@`2U0*?x=>GpIA@6IA?0ʠf?6i?@`2U0*?Iת>GpIA@6IADGnmxf?6i?@a2U0*?Iך>lIA@6IADGnmxv?贁N?@a2U0*?%E}\>lIA@6IA|?W>v?贁N?@a2U0*?m_b>lIA@6IAĻv?贁N?@a2U0*?UB0>lIA@6IA[(=u?贁N?@a2U0*?*$>lIA@6IAp^u?贁N?@a2U0*?f3>lIA@6IANmqcu?贁N?@a2U0*?tmx>lIA@6IAu`/u?贁N?@a2U0*?KGw׽>lIA@6IAΈt?贁N?@a2U0*?*A>lIA@6IABWt?贁N?@a2U0*? H>lIA@6IAt?贁N?@a2U0*?ct>lIA@6IASJht?贁N?@a2U0*?˜Vӝ>lIA@6IAZsf/9t?贁N?@a2U0*?!!9>lIA@6IA_9 t?贁N?@a2U0*?zS^>lIA@6IAmzDs?贁N?@a2U0*?X1>lIA@6IAON3޼s?贁N?@a2U0*?5>&>lIA@6IAG揇s?贁N?@a2U0*?BÐ.>lIA@6IA6Xs?贁N?@a2U0*?ʥs>lIA@6IA>A Tf-s?贁N?@a2U0*?ZSd>lIA@6IAdwdps?贁N?@a2U0*?j>lIA@6IAa0r?贁N?@a2U0*?B &">lIA@6IA"r?贁N?@a2U0*?;D>lIA@6IAhr?贁N?@a2U0*?k: g>lIA@6IAQ.br?贁N?@a2U0*?~:>lIA@6IAJU.;r?贁N?@a2U0*?ﬠ>lIA@6IAer?贁N?@a2U0*?iݤϠ>lIA@6IA鸍 q?贁N?@a2U0*?(KY>lIA@6IAEq?贁N?@a2U0*?FX>lIA@6IAVçq?贁N?@a2U0*?Ӱ7>lIA@6IAU-q?贁N?@a2U0*?"xZ>lIA@6IAK)$aq?贁N?@a2U0*?[-}>lIA@6IAƭNm>q?贁N?@a2U0*?⟡>lIA@6IAsWq?贁N?@a2U0*?mEu¡>lIA@6IA4Ap?贁N?@a2U0*?t(gL>lIA@6IAv*Rp?贁N?@a2U0*?JlX>lIA@6IAp?贁N?@a2U0*?ӰI*>lIA@6IA&jp?贁N?@a2U0*?&:kM>lIA@6IAyrzp?贁N?@a2U0*?29, p>lIA@6IAkDm[p?贁N?@a2U0*?b}Ւ>lIA@6IAp.lIA@6IA-p?贁N?@a2U0*??آ>lIA@6IA p?贁N?@a2U0*?NI>lIA@6IA5o?贁N?@a2U0*?>lIA@6IA To?贁N?@a2U0*?*O]@>lIA@6IAw-To?贁N?@a2U0*?~c>lIA@6IANqvo?贁N?@a2U0*?ZDž>lIA@6IAףn?贁N?@a2U0*?uݞ|>lIA@6IAeh n?贁N?@a2U0*? 1ˣ>lIA@6IA!lIA@6IAo+Dn?贁N?@a2U0*?kk{>lIA@6IAn?贁N?@a2U0*?.lP3>lIA@6IAk*m?贁N?@a2U0*?]V>lIA@6IA Tt4m?贁N?@a2U0*? 7Ox>lIA@6IAk4vm?贁N?@a2U0*?x)|@o>lIA@6IAWKEm?贁N?@a2U0*?X1$>lIA@6IA2M%Qm?贁N?@a2U0*?U#>lIA@6IAXɍl?贁N?@a2U0*?ķH>lIA@6IA'IGCl?贁N?@a2U0*?2C&>lIA@6IA3=(l?贁N?@a2U0*?H>lIA@6IA VVl?贁N?@a2U0*?Fk>lIA@6IA+#(l?贁N?@a2U0*?xuYa>lIA@6IA4 fk?贁N?@a2U0*?ꤝ>lIA@6IA-k?贁N?@a2U0*?Yӥ>lIA@6IAXjk?贁N?@a2U0*?&>lIA@6IAȆʾvk?贁N?@a2U0*?63j5>lIA@6IA;Kk?贁N?@a2U0*?b;>lIA@6IA%!k?贁N?@a2U0*?^>lIA@6IA$j?贁N?@a2U0*?6rT>lIA@6IAiTj?贁N?@a2U0*?zc >lIA@6IAS4q>j?贁N?@a2U0*?[ TƦ>lIA@6IA{j?贁N?@a2U0*?OFs>lIA@6IAuSj?贁N?@a2U0*?:G7( >lIA@6IA+;+j?贁N?@a2U0*?(.>lIA@6IA޿j?贁N?@a2U0*?Q>lIA@6IA#i?贁N?@a2U0*?  Gt>lIA@6IA#i?贁N?@a2U0*?lIA@6IAcݑi?贁N?@a2U0*?`l>lIA@6IA@vli?贁N?@a2U0*?̛eܧ>lIA@6IA1<@{Gi?贁N?@a2U0*?:$>lIA@6IAם>^"i?贁N?@a2U0*?h!>lIA@6IA>h?贁N?@a2U0*?*D>lIA@6IAƍxWh?贁N?@a2U0*?Y9g>lIA@6IA4Fh?贁N?@a2U0*?5>lIA@6IA|h?贁N?@a2U0*?by>lIA@6IA"rh?贁N?@a2U0*?wXϨ>lIA@6IA)=Oh?贁N?@a2U0*?Ai >lIA@6IAD.h?贁N?@a2U0*?FFZ>lIA@6IA_6 h?贁N?@a2U0*?vKw7>lIA@6IAKfg?贁N?@a2U0*?<,Z>lIA@6IA Zg?贁N?@a2U0*?.|>lIA@6IA }hg?贁N?@a2U0*?hW>lIA@6IAsdZg?贁N?@a2U0*?3K©>lIA@6IA4jg?贁N?@a2U0*?Ec>lIA@6IAS?Kg?贁N?@a2U0*?#>lIA@6IA~0,g?贁N?@a2U0*?"gi*>lIA@6IAo_t g?贁N?@a2U0*?M>lIA@6IA.f?贁N?@a2U0*? o>lIA@6IAEEf?贁N?@a2U0*?lP4>lIA@6IAN f?贁N?@a2U0*?x=>lIA@6IA?0ʠf?贁N?@a2U0*?Iת>lIA@6IADGnmxf?贁N?@`2U0*?Iך>DtiIA@6IADGnmxv?5?@`2U0*?$E}\>DtiIA@6IA{?W>v?5?@`2U0*?m_b>DtiIA@6IAĻv?5?@`2U0*?UB0>DtiIA@6IA[(=u?5?@`2U0*?*$>DtiIA@6IAp^u?5?@`2U0*?f3>DtiIA@6IAOmqcu?1?@`2U0*?umx>DtiIA@6IAu`/u?5?@`2U0*?LGw׽>DtiIA@6IAΈt?5?@`2U0*?*A>DtiIA@6IAAWt?5?@`2U0*? H>DtiIA@6IAt?5?@`2U0*?ct>DtiIA@6IASJht?5?@`2U0*?˜Vӝ>DtiIA@6IA[sf/9t?5?@`2U0*?!!9>DtiIA@6IA_9 t?5?@`2U0*?zS^>DtiIA@6IAlzDs?1?@`2U0*?X1>DtiIA@6IAON3޼s?5?@`2U0*?4>&>DtiIA@6IAF揇s?5?@`2U0*?BÐ.>DtiIA@6IA6Xs?5?@`2U0*?ʥs>DtiIA@6IA?A Tf-s?1?@`2U0*?ZSd>DtiIA@6IAdwdps?5?@`2U0*?j>DtiIA@6IA`0r?5?@`2U0*?B &">DtiIA@6IA"r?5?@`2U0*?;D>DtiIA@6IAhr?5?@`2U0*?k: g>DtiIA@6IAQ.br?5?@`2U0*?~:>DtiIA@6IAJU.;r?5?@`2U0*?ﬠ>DtiIA@6IAer?5?@`2U0*?iݤϠ>DtiIA@6IA鸍 q?5?@`2U0*?(KY>DtiIA@6IAEq?5?@`2U0*?FX>DtiIA@6IAVçq?5?@`2U0*?Ӱ7>DtiIA@6IAU-q?5?@`2U0*?"xZ>DtiIA@6IAK)$aq?5?@`2U0*?[-}>DtiIA@6IAƭNm>q?5?@`2U0*?⟡>DtiIA@6IAsWq?5?@`2U0*?mEu¡>DtiIA@6IA4Ap?5?@`2U0*?t(gL>DtiIA@6IAv*Rp?5?@`2U0*?JlX>DtiIA@6IAp?5?@`2U0*?ӰI*>DtiIA@6IA&jp?5?@`2U0*?&:kM>DtiIA@6IAyrzp?5?@`2U0*?29, p>DtiIA@6IAkDm[p?5?@`2U0*?b}Ւ>DtiIA@6IAp.DtiIA@6IA-p?5?@`2U0*??آ>DtiIA@6IA p?5?@`2U0*?NI>DtiIA@6IA5o?1?@`2U0*?>DtiIA@6IA To?5?@`2U0*?*O]@>DtiIA@6IAv-To?5?@`2U0*?~c>DtiIA@6IAOqvo?5?@`2U0*?ZDž>DtiIA@6IAףn?5?@`2U0*?tݞ|>DtiIA@6IAeh n?5?@`2U0*? 1ˣ>DtiIA@6IA!DtiIA@6IAo+Dn?5?@`2U0*?kk{>DtiIA@6IAn?5?@`2U0*?.lP3>DtiIA@6IA k*m?1?@`2U0*?]V>DtiIA@6IA Tt4m?1?@`2U0*? 7Ox>DtiIA@6IAk4vm?5?@`2U0*?x)|@o>DtiIA@6IAWKEm?1?@`2U0*?X1$>DtiIA@6IA2M%Qm?5?@`2U0*?T#>DtiIA@6IAWɍl?5?@`2U0*?ŷH>DtiIA@6IA'IGCl?5?@`2U0*?2C&>DtiIA@6IA3=(l?5?@`2U0*?H>DtiIA@6IA VVl?5?@`2U0*?Fk>DtiIA@6IA+#(l?5?@`2U0*?xuYa>DtiIA@6IA5 fk?5?@`2U0*?ꤝ>DtiIA@6IA-k?1?@`2U0*?Yӥ>DtiIA@6IAXjk?1?@`2U0*?&>DtiIA@6IAȆʾvk?5?@`2U0*?63j5>DtiIA@6IA;Kk?1?@`2U0*?b;>DtiIA@6IA%!k?5?@`2U0*?^>DtiIA@6IA$j?5?@`2U0*?6rT>DtiIA@6IAiTj?5?@`2U0*?zc >DtiIA@6IAS4q>j?5?@`2U0*?\ TƦ>DtiIA@6IA{j?1?@`2U0*?OFs>DtiIA@6IAuSj?5?@`2U0*?:G7( >DtiIA@6IA+;+j?1?@`2U0*?(.>DtiIA@6IA޿j?5?@`2U0*?Q>DtiIA@6IA#i?1?@`2U0*?  Gt>DtiIA@6IA#i?5?@`2U0*?DtiIA@6IAcݑi?5?@`2U0*?`l>DtiIA@6IA@vli?5?@`2U0*?˛eܧ>DtiIA@6IA1<@{Gi?5?@`2U0*?:$>DtiIA@6IA֝>^"i?5?@`2U0*?h!>DtiIA@6IA>h?5?@`2U0*?*D>DtiIA@6IAƍxWh?5?@`2U0*?Y9g>DtiIA@6IA4Fh?5?@`2U0*?5>DtiIA@6IA|h?5?@`2U0*?by>DtiIA@6IA"rh?5?@`2U0*?wXϨ>DtiIA@6IA)=Oh?5?@`2U0*?Ai >DtiIA@6IAD.h?5?@`2U0*?FFZ>DtiIA@6IA_6 h?5?@`2U0*?vKw7>DtiIA@6IAKfg?5?@`2U0*?<,Z>DtiIA@6IA Zg?5?@`2U0*?.|>DtiIA@6IA }hg?5?@`2U0*?hW>DtiIA@6IAsdZg?5?@`2U0*?3K©>DtiIA@6IA4jg?5?@`2U0*?Dc>DtiIA@6IAS?Kg?5?@`2U `0*?#>DtiIA@6IA0,g?5?@`2U0*?"gi*>DtiIA@6IAo_t g?5?@`2U0*?M>DtiIA@6IA.f?1?@`2U0*? o>DtiIA@6IAEEf?5?@`2U0*?kP4>DtiIA@6IAN f?5?@`2U0*?x=>DtiIA@6IA?0ʠf?5?@`2U0*?Iת>DtiIA@6IADGnmxf?5?oIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱIxޱIxޱJxޱJxޱJxޱJxޱIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱIxޱIxޱJxޱJxޱIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱIxޱIxޱIxޱIxޱJxޱJxޱIxޱIxޱIxޱIxޱIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱIxޱIxޱIxޱIxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ ` Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ `JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ`JxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ ` Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ JxޱJxޱJxޱJxޱJxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ Jxޱ Jxޱ Jxޱ Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ"Jxޱ!Jxޱ"Jxޱ!Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ#Jxޱ#Jxޱ#Jxޱ#Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ$Jxޱ$Jxޱ$Jxޱ$Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ%Jxޱ%Jxޱ%Jxޱ%Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ&Jxޱ&Jxޱ&Jxޱ&Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ `(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ'Jxޱ'Jxޱ'Jxޱ'Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ(Jxޱ(Jxޱ(Jxޱ(Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ)Jxޱ)Jxޱ)Jxޱ)Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ+Jxޱ*Jxޱ+Jxޱ*Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ,Jxޱ,Jxޱ,Jxޱ,Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ-Jxޱ-Jxޱ-Jxޱ-Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ.Jxޱ.Jxޱ.Jxޱ.Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ `0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ/Jxޱ/Jxޱ/Jxޱ/Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ0Jxޱ0Jxޱ0Jxޱ0Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ1Jxޱ1Jxޱ1Jxޱ1Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ2Jxޱ2Jxޱ2Jxޱ2Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ`5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ4Jxޱ3Jxޱ4Jxޱ3Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ5Jxޱ5Jxޱ5Jxޱ5Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7JxޱIxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7JxޱIxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7JxޱIxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ7JxޱIxޱ7JxޱIxޱ7JxޱIxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7JxޱIxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7JxޱIxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7JxޱIxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ7Jxޱ6Jxޱ6Jxޱ6Jxޱ6Jxޱ7Jxޱ7Jxޱ8JxޱIxޱ8JxޱIxޱ8Jxޱ8Jxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ7JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8Jxޱ8Jxޱ7Jxޱ7Jxޱ8JxޱIxޱ8JxޱIxޱ7Jxޱ7Jxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8Jxޱ8Jxޱ7Jxޱ7Jxޱ8JxޱIxޱ7JxޱIxޱ8Jxޱ8Jxޱ8Jxޱ8Jxޱ8Jxޱ8Jxޱ8JxޱIxޱ8JxޱIxޱ8Jxޱ8Jxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ7Jxޱ7Jxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ7Jxޱ7Jxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8Jxޱ8Jxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8Jxޱ8Jxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ7JxޱIxޱ7Jxޱ7Jxޱ8JxޱIxޱ7JxޱIxޱ7JxޱIxޱ7JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ8JxޱIxޱ7JxޱIxޱ7Jxޱ7Jxޱ8JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ8Jxޱ8Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9JxޱIxޱ8JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ8JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9JxޱIxޱ8JxޱIxޱ9Jxޱ9Jxޱ8Jxޱ8Jxޱ9JxޱIxޱ9JxޱIxޱ9JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ8JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ8JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9JxޱIxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ8Jxޱ8Jxޱ8Jxޱ8Jxޱ9Jxޱ9Jxޱ8Jxޱ8Jxޱ8Jxޱ8Jxޱ8Jxޱ8Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ9Jxޱ8Jxޱ8Jxޱ8JxޱIxޱ9Jxޱ9Jxޱ:JxޱIxޱ:JxޱIxޱ:Jxޱ:Jxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ9JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:Jxޱ:Jxޱ9Jxޱ9Jxޱ:JxޱIxޱ:JxޱIxޱ9Jxޱ9Jxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:Jxޱ:Jxޱ9Jxޱ9Jxޱ:JxޱIxޱ9JxޱIxޱ:Jxޱ:Jxޱ:Jxޱ:Jxޱ:Jxޱ:Jxޱ:JxޱIxޱ:JxޱIxޱ:Jxޱ:Jxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ9Jxޱ9Jxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ9Jxޱ9Jxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:Jxޱ:Jxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:Jxޱ:Jxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ9JxޱIxޱ9JxޱIxޱ:JxޱIxޱ9JxޱIxޱ9JxޱIxޱ9JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ:JxޱIxޱ9JxޱIxޱ9Jxޱ9Jxޱ:JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ:Jxޱ:Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;JxޱIxޱ:JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ:JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;JxޱIxޱ:JxޱIxޱ;Jxޱ<Jxޱ:Jxޱ:Jxޱ;JxޱIxޱ;JxޱIxޱ;JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ:JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ:JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;JxޱIxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ:Jxޱ:Jxޱ:Jxޱ:Jxޱ;Jxޱ<Jxޱ:Jxޱ:Jxޱ:Jxޱ:Jxޱ:Jxޱ:Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ;Jxޱ<Jxޱ:Jxޱ:Jxޱ:JxޱIxޱ;Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ;JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=Jxޱ<Jxޱ;Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ;Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=Jxޱ<Jxޱ;Jxޱ<Jxޱ=JxޱIxޱ;JxޱIxޱ=Jxޱ<Jxޱ=Jxޱ<Jxޱ=Jxޱ<Jxޱ=JxޱIxޱ `=JxޱIxޱ=Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ;Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ;Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=Jxޱ<Jxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ;JxޱIxޱ;JxޱIxޱ=JxޱIxޱ;JxޱIxޱ;JxޱIxޱ;JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ=JxޱIxޱ;JxޱIxޱ;Jxޱ<Jxޱ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ} IӧJUU Kӧ} IӧJUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ Iӧ=UU Kӧ IӧYUU Kӧ} IӧJUU Kӧ} IӧJUU Kӧ} IӧJUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ IӧYUU Kӧ} IӧJUU Kӧ IӧYUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU Kӧ `UUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU Kӧ `WUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU Kӧ`UUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU Kӧ `WUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU Kӧ `TUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU Kӧ `VUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU Kӧ`UUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVU `U KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧctUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧVUU KӧUUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧWUU KӧTUU KӧooooPKrK#7J#PKJnX modelinfo.xml: PK`s?:PKJnX fileids.xml PK&OPKJnXclusterignore.xmlM PKPRMPKJnX guimodel.xmla MAINWINDOW geom1 pgeom_gop geom1 pgeom_gop DRAW DRAW DRAW DRAW PKvp5bPK?JnXҠ fileversionPK?JnXFQSusedlicenses.txtPK?JnX]kSSsavepoint1/model.zipPK?JnX; Tdmodel.xmlPK?JnX{ model.xmlPK?JnXքv'S'savepoint1/savepoint.xmlPK?JnXX(HH mesh1.mphbinPK?JnXg }igeometry2.mphbinPK?JnXejgeometry4.mphbinPK?JnX?fAqgeometry3.mphbinPK?JnXΉlO xxmesh1.mphbinPK?JnX|=opkkgeommanager1.mphbinPK?JnX֖y% snsolution1.mphbinPK?JnXKB{solutionstatic1.mphbinPK?JnXrK#7J#Bsolutionblock1.mphbinPK?JnX`s?: ;modelinfo.xmlPK?JnX&O q;fileids.xmlPK?JnXPRM;clusterignore.xmlPK?JnXvp5b @;guimodel.xmlPK;