From c774c8a76fdaa92f53283d338dcd55c7eb3fe7e0 Mon Sep 17 00:00:00 2001 From: Jonas Lindemann Date: Sun, 24 May 2026 13:50:10 +0200 Subject: [PATCH 1/3] Add examples. --- examples/exn_bar2g.m | 65 +++++++++ examples/exn_bar2m.m | 95 +++++++++++++ examples/exn_beam2.zip | Bin 0 -> 2565 bytes examples/exn_beam2g.m | 138 +++++++++++++++++++ examples/{exn_beam2.py => exn_beam2g.py} | 21 +-- examples/exn_beam2g_b.m | 118 ++++++++++++++++ examples/{exn_beam2_b.py => exn_beam2g_b.py} | 0 7 files changed, 428 insertions(+), 9 deletions(-) create mode 100644 examples/exn_bar2g.m create mode 100644 examples/exn_bar2m.m create mode 100644 examples/exn_beam2.zip create mode 100644 examples/exn_beam2g.m rename examples/{exn_beam2.py => exn_beam2g.py} (86%) create mode 100644 examples/exn_beam2g_b.m rename examples/{exn_beam2_b.py => exn_beam2g_b.py} (100%) diff --git a/examples/exn_bar2g.m b/examples/exn_bar2g.m new file mode 100644 index 0000000..2c4bfc0 --- /dev/null +++ b/examples/exn_bar2g.m @@ -0,0 +1,65 @@ +% example exn_bar2g +%-------------------------------------------------------------------------- +% PURPOSE +% Analysis of a plane truss using second order theory. +%-------------------------------------------------------------------------- + +% LAST MODIFIED: O Dahlblom 2016-01-18 +% Copyright (c) Division of Structural Mechanics and +% Division of Solid Mechanics. +% Lund University +%-------------------------------------------------------------------------- + echo on + +% ----- Topology ----- + + Edof=[1 1 2 5 6; + 2 3 4 5 6]; + +% ----- Element properties and global coordinates ------------------------- + + E=10e9; + A1=4e-2; A2=1e-2; + ep1=[E A1]; ep2=[E A2]; + + ex1=[0 1.6]; ey1=[0 0]; + ex2=[0 1.6]; ey2=[1.2 0]; + +% ----- Initial values for the iteration ---------------------------------- + + eps=1e-6; % Error norm + QX1=0.01; QX2=0; % Initial axial forces + QX01=1; % Axial force of the initial former iteration + n=0; % Iteration counter + +% ----- Iteration procedure ----------------------------------------------- + + while(abs((QX1-QX01)/QX01)>eps) + n=n+1 + + K=zeros(6,6); + f=zeros(6,1); + f(5)=-10e6; + f(6)=-0.2e6; + + Ke1=bar2ge(ex1,ey1,ep1,QX1); + Ke2=bar2ge(ex2,ey2,ep2,QX2); + K=assem(Edof(1,:),K,Ke1); + K=assem(Edof(2,:),K,Ke2); + bc=[1 0;2 0;3 0;4 0]; + [a,r]=solveq(K,f,bc) + + Ed=extract_ed(Edof,a); + + QX01=QX1; + [es1,QX1]=bar2gs(ex1,ey1,ep1,Ed(1,:)) + [es2,QX2]=bar2gs(ex2,ey2,ep2,Ed(2,:)) + + if(n>20) + disp('The solution does not converge') + return + end + end + echo off + + diff --git a/examples/exn_bar2m.m b/examples/exn_bar2m.m new file mode 100644 index 0000000..bc789ff --- /dev/null +++ b/examples/exn_bar2m.m @@ -0,0 +1,95 @@ +% example exn_bar2m +%---------------------------------------------------------------- +% PURPOSE +% Analysis of a plane truss with material nonlinearity. +%---------------------------------------------------------------- + +% LAST MODIFIED: O Dahlblom 2015-12-02 +% Copyright (c) Division of Structural Mechanics and +% Division of Solid Mechanics. +% Lund University +%---------------------------------------------------------------- + +echo off + +edof=[1 1 2 5 6; + 2 5 6 7 8; + 3 3 4 5 6] + +bc=[1 0; 2 0; 3 0; 4 0; 7 0; 8 0]; + +ex=[0 1.6; 1.6 1.6; 0 1.6] +ey=[0 0; 0 1.2; 1.2 0] + +Em=200.0e9; +E=ones(3,1)*Em; +A1=6.0e-4; A2=3.0e-4; A3=10.0e-4; +A=[A1 A2 A3]' +SY=400.0e6; +Ns=SY*A + +dp=4.0e3 + +incr=100; + +a=zeros(8,1); +r=zeros(8,1); +es=zeros(3,1); + +plbar=0; +pl(1,:)=[0 0]; + +% Forward Euler incremental solution + +for i=1:incr + K=zeros(8); + df=zeros(8,1); + df(6)=-dp; + + % Create and assemble element tangent stiffness matrices + for j=1:3 + ep=[E(j),A(j)]; + Ke=bar2e(ex(j,:),ey(j,:),ep); + K=assem(edof(j,:),K,Ke); + end; + + % Stop iteration if determinant det(Kr)<=0 + Kr=red(K,bc(:,1)); + if det(Kr)<=0 + disp(['Determinant zero after increment ',num2str(i-1)]) + break; + end; + + % Solve for the displacement increment and determine total displacements + [da,dr]=solveq(K,df,bc); + a=a+da; + r=r+dr; + + % Determine normal forces in elements + ded=extract_ed(edof,da); + for j=1:3 + ep=[E(j),A(j)]; + desj=bar2s(ex(j,:),ey(j,:),ep,ded(j,:)); + des(j,1)=desj(1); + end; + es=es+des; + for j=1:3 + E(j)=Em; if abs(es(j))>=Ns(j); E(j)=0; end + end; + + % Determine if the stress in a bar has reached the yield stress + newplbar=sum(abs(es)>Ns); + if newplbar > plbar + plbar=newplbar; + disp([num2str(plbar),' plastic elements for increment ',num2str(i), ... + ' at load = ', num2str(i*dp)]) + es + end; + + % Save variables for curve plotting + pl(i+1,:)=[-a(6),i*dp]; + +end; + % Plot force-displacement relation + figure(1) + plot(pl(:,1),pl(:,2),'-'); diff --git a/examples/exn_beam2.zip b/examples/exn_beam2.zip new file mode 100644 index 0000000000000000000000000000000000000000..73b8b5f7225b3caeb86ca4e453ae9ee4ee93a0c4 GIT binary patch literal 2565 zcmai$cTf}f632s~DI(Pzgc!;pCDQ9@C{j%bN0Sno6bYdO1Px84sT2hPIXV&~(gK8H z=v}31fP)~tqe4WGjv(d1n|XKM%zN{8XLf%(^PBJPU!VD!pn#0L0M_H&Z%VfU{1hAj zApj=O+rb&*d*#z|Q(+$bpj4r7L3=ptJX;}zOF@! zNS~q%-dV&L$x3Cz6*siU-!)B@rl{N(9ovB_woM31xEJgYiSY}~C?h_+0gKY2cSH18+SS>mdp$` zHWwc5b>=b`C=wL;Q^i9ReV^7Z)V67-z)+)-jMjJGILEt(wX8H5G?YSQJ6=|RojCjhORIEYI7k8Z)|m97m8tM&GN3ws_jRTd&s<)$a>4FZApqi zzSb<}$W{KMG_BjeC^8ack}>$;oS#Y-40+G;q}pq##kl2M$r`0$m^e74xFH|GSPnokWShu03s2 zO*8^)n8YvV3d@??*r-mQW91!Sxg+v6HsfkW@^VFEx*Gr2GfC4wei>Lb3$|w=_1%`@ z5m*^OHKqW4RJ`W9plAJqAF z@RRQfH4~py6x(0FyJvWMVvsYq3tF?OObJdZs;vLCK?NeR)mzM!k4~AOSXj9~5p!mN z0Konk0KnugdQeD~c0a)b!2S<<{10~AKIX>6f7pTcx;3uCdFb7G6z>2?-dC*>cYFw*fw*H{9!r+JW@pr{n@bz95EX z@k}_U{Irqyt&x2e2c^!`(8I&^h2`_?Yg;V2^1OAMdc4cliDJ(TuYNQX6&brkLW31v zze0$%zOid_Jc2-Jk7FrHvgma_>^(7F)T@q27wu>-&7N?zki{K)I7uZfd!XSZ9c=T} zGb7Kmeloi+(KQ?pun!#_5$S86LjNwFRPf=AGb+X&O|9aqNvo+we+u%fn3mc;r+)4* zXZ#Zj7FbLiqIHkqC{0g*(y*PZO8#eZDZwv@7EQ31wJdANKT_;;fMfUJT}w`|yG#WMU%Avl-vI1oO}8(mqqt zguNT-ZZz=R!7cQlI4^wnL5FTfPPi2ZWO+r(?yAh0bg@c_4VnwfE{I#u$e}68KAFwI zP#jq|hF{0aR*Xl(F?_nX-srII5b~6!oUVO}a#p#6l00}ise6w(s3VHoCS~AIJ~RgO_V$}=ksL0rLpk?3-$^E^<}{veuhL#+UW2yN ze%+8D=yMQ86G(FrW}E_p=Pl6|se!L9`-E081Ahh*oL;x*)y z>g76D2J@GwiNDNOYX$L2+Gqa8-UyX4w1dSAi16T_lQioGMNpi&45d`t%VpX<%`Lt3 zw3gn{*JawXOVkydUd<&O=W?sULEN(cZt`T8`syDr&kcBz4$~_>X_xK!Ot9O>(94Hc zi&Gi|r$ruf1s=`GCg6K9^yerV|2#5G3WjUcpBbK?s9Ga@Pl4WvBB1Wol@iZb>pD_3 zW+$GlZnc~A#96pL@UwP6qJ`Q)Y?}>Rqmrn@tXCyUf~0h@vXN+6(p{2IU=`4*)__nJ_*;Mu9l zfUpo=bo9G;g;5q>z!zo_i-$v?ZNOA!9 z{vu;__{sDC*(xRg!-<{xS@eXjKQCnehp5K!8GnoZH`*Rcp3v3=#l(Da!KvdcJnq*{ HpG^M(zbTZd literal 0 HcmV?d00001 diff --git a/examples/exn_beam2g.m b/examples/exn_beam2g.m new file mode 100644 index 0000000..d0b9380 --- /dev/null +++ b/examples/exn_beam2g.m @@ -0,0 +1,138 @@ +% example exn_beam2g +%-------------------------------------------------------------------------- +% PURPOSE +% Geometrically nonlinear analysis of a plane frame. +%-------------------------------------------------------------------------- + +% REFERENCES +% Susanne Heyden 95-11-01 +% Karl-Gunnar Olsson 96-01-23 +% Ola Dahlblom 2004-09-23 +% Ola Dahlblom 2015-12-04 +% Ola Dahlblom 2019-12-17 +% Copyright (c) Division of Structural Mechanics and +% Division of Solid Mechanics. +% Lund University +%-------------------------------------------------------------------------- + echo on + +% ----- Topology ---------------------------------------------------------- + + Edof=[1 4 5 6 1 2 3; + 2 7 8 9 10 11 12; + 3 4 5 6 7 8 9]; + +% ----- Element properties and global coordinates ------------------------- + + E=200e9; + A1=2e-3; A2=2e-3; A3=6e-3; + I1=1.6e-5; I2=1.6e-5; I3=5.4e-5; + ep1=[E A1 I1]; ep2=[E A2 I2]; ep3=[E A3 I3]; + eq1=[0]; eq2=[0]; eq3=[-50e3]; + ex1=[0 0]; ex2=[6 6]; ex3=[0 6]; + ey1=[4 0]; ey2=[4 0]; ey3=[4 4]; + +% ----- Initial axial forces ---------------------------------------------- + + QX1=0.0001; QX2=0; QX3=0; + QX01=1; + +% ----- Iteration for convergence ----------------------------------------- + + eps=1e-6; + n=0; + while(abs((QX1-QX01)/QX01)>eps) + n=n+1 + + K=zeros(12,12); + f=zeros(12,1); + f(4)=10e3; + + [Ke1]=beam2ge(ex1,ey1,ep1,QX1); + [Ke2]=beam2ge(ex2,ey2,ep2,QX2); + [Ke3,fe3]=beam2ge(ex3,ey3,ep3,QX3,eq3); + + K=assem(Edof(1,:),K,Ke1); + K=assem(Edof(2,:),K,Ke2); + [K,f]=assem(Edof(3,:),K,Ke3,f,fe3); + + bc=[1 0;2 0;3 0;10 0;11 0]; + [a,r]=solveq(K,f,bc) + + Ed=extract_ed(Edof,a); + + QX01=QX1; + [es1,QX1,edi1]=beam2gs(ex1,ey1,ep1,Ed(1,:),QX1,eq1,21) + [es2,QX2,edi2]=beam2gs(ex2,ey2,ep2,Ed(2,:),QX2,eq2,21) + [es3,QX3,edi3]=beam2gs(ex3,ey3,ep3,Ed(3,:),QX3,eq3,21) + if(n==1); + edi10=edi1; + edi20=edi2; + edi30=edi3; + end; + + if(n>20) + disp('The solution does not converge') + break + end + end + +%----- Draw deformed frame --------------------------------------- + + figure(1) + plotpar=[3 1 0]; + eldraw2(ex1,ey1,plotpar); + eldraw2(ex2,ey2,plotpar); + eldraw2(ex3,ey3,plotpar); + sfac=scalfact2(ex3,ey3,edi3,0.1); + plotpar=[1 2 0]; + dispbeam2(ex1,ey1,edi1,plotpar,sfac); + dispbeam2(ex2,ey2,edi2,plotpar,sfac); + dispbeam2(ex3,ey3,edi3,plotpar,sfac); + plotpar=[2 4 0]; + dispbeam2(ex1,ey1,edi10,plotpar,sfac); + dispbeam2(ex2,ey2,edi20,plotpar,sfac); + dispbeam2(ex3,ey3,edi30,plotpar,sfac); + axis([-1.5 7.5 -0.5 5.5]); + scalgraph2(sfac,[0.1 0.5 0]); + title('Displacements') + +%----- Draw normal force diagram -------------------------------- + + figure(2) + plotpar=[2 1]; + sfac=scalfact2(ex1,ey1,es1(:,1),0.2); + secforce2(ex1,ey1,es1(:,1),plotpar,sfac); + secforce2(ex2,ey2,es2(:,1),plotpar,sfac); + secforce2(ex3,ey3,es3(:,1),plotpar,sfac); + axis([-1.5 7.5 -0.5 5.5]); + scalgraph2(sfac,[2e5 1.5 0]); + title('Normal force') + +%----- Draw shear force diagram --------------------------------- + + figure(3) + plotpar=[2 1]; + sfac=scalfact2(ex3,ey3,es3(:,2),0.2); + secforce2(ex1,ey1,es1(:,2),plotpar,sfac); + secforce2(ex2,ey2,es2(:,2),plotpar,sfac); + secforce2(ex3,ey3,es3(:,2),plotpar,sfac); + axis([-1.5 7.5 -0.5 5.5]); + scalgraph2(sfac,[2e5 0.5 0]); + title('Shear force') + +%----- Draw moment diagram -------------------------------------- + + figure(4) + plotpar=[2 1]; + sfac=scalfact2(ex3,ey3,es3(:,3),0.2); + secforce2(ex1,ey1,es1(:,3),plotpar,sfac); + secforce2(ex2,ey2,es2(:,3),plotpar,sfac); + secforce2(ex3,ey3,es3(:,3),plotpar,sfac); + axis([-1.5 7.5 -0.5 5.5]); + scalgraph2(sfac,[2e5 0.5 0]); + title('Moment') + +%------------------------ end --------------------------------------------- + + echo off diff --git a/examples/exn_beam2.py b/examples/exn_beam2g.py similarity index 86% rename from examples/exn_beam2.py rename to examples/exn_beam2g.py index bad147f..d7eca0e 100644 --- a/examples/exn_beam2.py +++ b/examples/exn_beam2g.py @@ -94,6 +94,9 @@ es1, edi1, eci1 = cfc.beam2s(ex1, ey1, ep1, ed[0, :], eq1, 21) es2, edi2, eci2 = cfc.beam2s(ex2, ey2, ep1, ed[1, :], eq2, 21) es3, edi3, eci3 = cfc.beam2s(ex3, ey3, ep3, ed[2, :], eq3, 21) +eci1 = np.ravel(eci1) +eci2 = np.ravel(eci2) +eci3 = np.ravel(eci3) # ----- Draw deformed frame --------------------------------------- @@ -120,9 +123,9 @@ cfv.figure(2, fig_size=(6, 4)) plotpar = [2, 1] sfac = cfv.scalfact2(ex1, ey1, es1[:, 0], 0.2) -cfv.secforce2(ex1, ey1, es1[:, 0], plotpar, sfac) -cfv.secforce2(ex2, ey2, es2[:, 0], plotpar, sfac) -cfv.secforce2(ex3, ey3, es3[:, 0], plotpar, sfac) +cfv.secforce2(ex1, ey1, es1[:, 0], plotpar, sfac, eci1) +cfv.secforce2(ex2, ey2, es2[:, 0], plotpar, sfac, eci2) +cfv.secforce2(ex3, ey3, es3[:, 0], plotpar, sfac, eci3) cfv.plt.axis([-1.5, 7.5, -0.5, 5.5]) cfv.title("Normal force") @@ -130,9 +133,9 @@ cfv.figure(3, fig_size=(6, 4)) plotpar = [2, 1] sfac = cfv.scalfact2(ex3, ey3, es3[:, 1], 0.2) -cfv.secforce2(ex1, ey1, es1[:, 1], plotpar, sfac) -cfv.secforce2(ex2, ey2, es2[:, 1], plotpar, sfac) -cfv.secforce2(ex3, ey3, es3[:, 1], plotpar, sfac) +cfv.secforce2(ex1, ey1, es1[:, 1], plotpar, sfac, eci1) +cfv.secforce2(ex2, ey2, es2[:, 1], plotpar, sfac, eci2) +cfv.secforce2(ex3, ey3, es3[:, 1], plotpar, sfac, eci3) cfv.plt.axis([-1.5, 7.5, -0.5, 5.5]) cfv.title("Shear force") @@ -140,9 +143,9 @@ cfv.figure(4, fig_size=(6, 4)) plotpar = [2, 1] sfac = cfv.scalfact2(ex3, ey3, es3[:, 2], 0.2) -cfv.secforce2(ex1, ey1, es1[:, 2], plotpar, sfac) -cfv.secforce2(ex2, ey2, es2[:, 2], plotpar, sfac) -cfv.secforce2(ex3, ey3, es3[:, 2], plotpar, sfac) +cfv.secforce2(ex1, ey1, es1[:, 2], plotpar, sfac, eci1) +cfv.secforce2(ex2, ey2, es2[:, 2], plotpar, sfac, eci2) +cfv.secforce2(ex3, ey3, es3[:, 2], plotpar, sfac, eci3) cfv.plt.axis([-1.5, 7.5, -0.5, 5.5]) cfv.title("Bending moment") cfv.show_and_wait() diff --git a/examples/exn_beam2g_b.m b/examples/exn_beam2g_b.m new file mode 100644 index 0000000..a83ebcf --- /dev/null +++ b/examples/exn_beam2g_b.m @@ -0,0 +1,118 @@ +% example exn_beam2g_b +%---------------------------------------------------------------- +% PURPOSE +% Buckling analysis of a plane frame. +%---------------------------------------------------------------- + +% LAST MODIFIED: O Dahlblom 2015-12-04 +% Copyright (c) Division of Structural Mechanics and +% Division of Solid Mechanics. +% Lund University +%-------------------------------------------------------------------------- + echo off + +% ----- Topology ---------------------------------------------------------- + + Edof=[1 4 5 6 1 2 3; + 2 7 8 9 10 11 12; + 3 4 5 6 7 8 9]; + +% ----- Element properties and global coordinates ------------------------- + + E=200e9; + A1=2e-3; A2=2e-3; A3=6e-3; + I1=1.6e-5; I2=1.6e-5; I3=5.4e-5; + ep1=[E A1 I1]; ep2=[E A2 I2]; ep3=[E A3 I3]; + eq1=[0]; eq2=[0]; eq3=[-50e3]; + ex1=[0 0]; ex2=[6 6]; ex3=[0 6]; + ey1=[4 0]; ey2=[4 0]; ey3=[4 4]; + +% ----- Initial axial forces ---------------------------------------------- + + QX1=0.0001; QX2=0; QX3=0; + QX01=1; + +% ----- Iteration for convergence ----------------------------------------- + + eps=1e-6; + n=0; + while(abs((QX1-QX01)/QX01)>eps) + n=n+1; + + K=zeros(12,12); + f=zeros(12,1); + f(4)=10e3; + + [Ke1]=beam2ge(ex1,ey1,ep1,QX1); + [Ke2]=beam2ge(ex2,ey2,ep2,QX2); + [Ke3,fe3]=beam2ge(ex3,ey3,ep3,QX3,eq3); + + K=assem(Edof(1,:),K,Ke1); + K=assem(Edof(2,:),K,Ke2); + [K,f]=assem(Edof(3,:),K,Ke3,f,fe3); + if n==1; + K0=K; + end; + + bc=[1 0;2 0;3 0;10 0;11 0]; + [a,r]=solveq(K,f,bc); + + Ed=extract_ed(Edof,a); + + QX01=QX1; + [es1,QX1,edi1]=beam2gs(ex1,ey1,ep1,Ed(1,:),QX1,eq1,21); + [es2,QX2,edi2]=beam2gs(ex2,ey2,ep2,Ed(2,:),QX2,eq2,21); + [es3,QX3,edi3]=beam2gs(ex3,ey3,ep3,Ed(3,:),QX3,eq3,21); + + if(n>20) + disp('The solution does not converge') + break + end + end + +% ----- Buckling analysis ------------------------------------------------- + echo on + + b=bc(:,1); + [lambda,phi]=eigen(K,K0,b); + nmods=size(lambda); + one=ones(nmods); + alpha=one./(one-lambda); + alpha(1) + phi(:,1) + + %----- Draw shape at instability ----------------------------------------- + + Ed=extract_ed(Edof,-phi(:,1)); + [es1,QX1,edi1]=beam2gs(ex1,ey1,ep1,Ed(1,:),[0],[0],21) + [es2,QX2,edi2]=beam2gs(ex2,ey2,ep2,Ed(2,:),[0],[0],21) + [es3,QX3,edi3]=beam2gs(ex3,ey3,ep3,Ed(3,:),[0],[0],21) + figure(1) + plotpar=[3 1 0]; + eldraw2(ex1,ey1,plotpar); + eldraw2(ex2,ey2,plotpar); + eldraw2(ex3,ey3,plotpar); + sfac=scalfact2(ex3,ey3,edi3,0.1); + plotpar=[1 2 0]; + dispbeam2(ex1,ey1,edi1,plotpar,sfac); + dispbeam2(ex2,ey2,edi2,plotpar,sfac); + dispbeam2(ex3,ey3,edi3,plotpar,sfac); + axis([-1.5 7.5 -0.5 5.5]); + title('Shape at instability') + + figure(2) + sfac=scalfact2(ex3,ey3,Ed(3,:),0.1); + plotpar=[3 1 0]; + eldraw2(ex1,ey1,plotpar); + eldraw2(ex2,ey2,plotpar); + eldraw2(ex3,ey3,plotpar); + Ed=extract_ed(Edof,-phi(:,1)); + plotpar=[1 2 0]; + eldisp2(ex1,ey1,Ed(1,:),plotpar,sfac); + eldisp2(ex2,ey2,Ed(2,:),plotpar,sfac); + eldisp2(ex3,ey3,Ed(3,:),plotpar,sfac); + axis([-1.5 7.5 -0.5 5.5]); + title('Shape at instability 1') + + echo off + diff --git a/examples/exn_beam2_b.py b/examples/exn_beam2g_b.py similarity index 100% rename from examples/exn_beam2_b.py rename to examples/exn_beam2g_b.py From 17a1eacf95c65d6f896e8dee274f98a6f292818a Mon Sep 17 00:00:00 2001 From: Jonas Lindemann Date: Sun, 24 May 2026 15:59:04 +0200 Subject: [PATCH 2/3] Fixed plantf and mesh options. --- src/calfem/core.py | 23 ++++++------- src/calfem/core_compat.py | 25 +++++++------- src/calfem/mesh.py | 42 ++++++++++++++++++++++-- src/calfem/vis_mpl.py | 6 ++-- test_calfem.py | 2 ++ tests/test_plantf.py | 68 +++++++++++++++++++++++++++++++++++++++ 6 files changed, 134 insertions(+), 32 deletions(-) create mode 100644 tests/test_plantf.py diff --git a/src/calfem/core.py b/src/calfem/core.py index 7e2ea71..ad16945 100644 --- a/src/calfem/core.py +++ b/src/calfem/core.py @@ -4432,7 +4432,14 @@ def plantf(ex, ey, ep, es): ptype, t = ep - colD = es.shape[1] + stress = np.asarray(es, dtype=float).reshape(-1) + + if stress.size == 4: + stress = stress[[0, 1, 3]] + elif stress.size != 3: + raise ValueError("es must contain 3 or 4 stress components") + + stress = stress.reshape(3, 1) #--------- plane stress -------------------------------------- @@ -4459,12 +4466,7 @@ def plantf(ex, ey, ep, es): [0, 0, 1, 0, 1, 0] ])*np.linalg.inv(C) - if colD > 3: - stress = np.asmatrix(es[np.ix_((0, 1, 3))]) - else: - stress = np.asmatrix(es) - - ef = (A*t*B.T*stress.T).T + ef = A*t*(B.T @ stress) return np.reshape(np.asarray(ef), 6) @@ -4493,12 +4495,7 @@ def plantf(ex, ey, ep, es): [0, 0, 1, 0, 1, 0] ])*np.linalg.inv(C) - if colD > 3: - stress = np.asmatrix(es[np.ix_((0, 1, 3))]) - else: - stress = np.asmatrix(es) - - ef = (A*t*B.T*stress.T).T + ef = A*t*(B.T @ stress) return np.reshape(np.asarray(ef), (6,1)) diff --git a/src/calfem/core_compat.py b/src/calfem/core_compat.py index 901803b..efddbf1 100644 --- a/src/calfem/core_compat.py +++ b/src/calfem/core_compat.py @@ -2910,7 +2910,14 @@ def plantf(ex, ey, ep, es): ptype, t = ep - colD = es.shape[1] + stress = np.asarray(es, dtype=float).reshape(-1) + + if stress.size == 4: + stress = stress[[0, 1, 3]] + elif stress.size != 3: + raise ValueError("es must contain 3 or 4 stress components") + + stress = stress.reshape(3, 1) #--------- plane stress -------------------------------------- @@ -2937,12 +2944,7 @@ def plantf(ex, ey, ep, es): [0, 0, 1, 0, 1, 0] ])*np.linalg.inv(C) - if colD > 3: - stress = np.asmatrix(es[np.ix_((0, 1, 3))]) - else: - stress = np.asmatrix(es) - - ef = (A*t*B.T*stress.T).T + ef = A*t*(B.T @ stress) return np.reshape(np.asarray(ef), 6) @@ -2971,12 +2973,7 @@ def plantf(ex, ey, ep, es): [0, 0, 1, 0, 1, 0] ])*np.linalg.inv(C) - if colD > 3: - stress = np.asmatrix(es[np.ix_((1, 2, 4))]) - else: - stress = np.asmatrix(es) - - ef = (A*t*B.T*stress.T).T + ef = A*t*(B.T @ stress) return np.reshape(np.asarray(ef), 6) @@ -4874,4 +4871,4 @@ def beam2crd(ex=None, ey=None, ed=None, mag=None): excd[i, :] = xyc[0, :]+mag*cd[0, :] eycd[i, :] = xyc[1, :]+mag*cd[1, :] - return excd, eycd \ No newline at end of file + return excd, eycd diff --git a/src/calfem/mesh.py b/src/calfem/mesh.py index aaf27b9..0aa777b 100644 --- a/src/calfem/mesh.py +++ b/src/calfem/mesh.py @@ -148,6 +148,24 @@ class GmshMeshGenerator: This is done when the function create() is called. """ + _GMSH_ALGORITHMS_2D = { + "meshadapt": 1, + "auto": 2, + "initial2d": 3, + "del2d": 5, + "front2d": 6, + "delquad": 8, + "quadqs": 11, + } + + _GMSH_ALGORITHMS_3D = { + "del3d": 1, + "initial3d": 3, + "front3d": 4, + "mmg3d": 7, + "hxt": 10, + } + def __init__(self, geometry, el_type=2, el_size_factor=1, dofs_per_node=1, gmsh_exec_path=None, clcurv=False, min_size=None, max_size=None, meshing_algorithm=None, @@ -429,8 +447,28 @@ def create(self, is3D=False, dim=3): gmsh.option.setNumber("Mesh.ElementOrder", 2) if self.meshing_algorithm is not None: - gmsh.option.setString(self.meshing_algorithm) - + algorithm = str(self.meshing_algorithm).lower() + + if algorithm in self._GMSH_ALGORITHMS_3D: + gmsh.option.setNumber( + "Mesh.Algorithm3D", + self._GMSH_ALGORITHMS_3D[algorithm], + ) + elif algorithm in self._GMSH_ALGORITHMS_2D: + gmsh.option.setNumber( + "Mesh.Algorithm", + self._GMSH_ALGORITHMS_2D[algorithm], + ) + else: + valid = sorted( + list(self._GMSH_ALGORITHMS_2D.keys()) + + list(self._GMSH_ALGORITHMS_3D.keys()) + ) + raise ValueError( + f"Unknown meshing_algorithm '{self.meshing_algorithm}'. " + f"Valid values are: {', '.join(valid)}" + ) + gmsh.option.setNumber("Mesh.MshFileVersion", 2.2) gmsh.option.setNumber("Mesh.MeshSizeFactor", self.el_size_factor) diff --git a/src/calfem/vis_mpl.py b/src/calfem/vis_mpl.py index 3a26128..2c059d8 100644 --- a/src/calfem/vis_mpl.py +++ b/src/calfem/vis_mpl.py @@ -21,12 +21,12 @@ import calfem.core as cfc try: - from matplotlib.backends.backend_qt5agg import FigureCanvasQTAgg as FigureCanvas - from matplotlib.backends.backend_qt5agg import ( + from matplotlib.backends.backend_qtagg import FigureCanvasQTAgg as FigureCanvas + from matplotlib.backends.backend_qtagg import ( NavigationToolbar2QT as NavigationToolbar, ) except: - print("Could not import Matplotlib backends. Probarbly due to missing Qt.") + print("Could not import Matplotlib backends. Probably due to missing Qt.") from numpy import sin, cos, pi from math import atan2 diff --git a/test_calfem.py b/test_calfem.py index f3e9aa7..7ecd4e3 100644 --- a/test_calfem.py +++ b/test_calfem.py @@ -58,6 +58,7 @@ def test_examples(): # Set environment variable to avoid blocking of plots os.environ["CFV_NO_BLOCK"] = "YES" + os.environ["MPLBACKEND"] = "Agg" # Assume 0 return codes @@ -66,6 +67,7 @@ def test_examples(): env = os.environ.copy() env["CFV_NO_BLOCK"] = "YES" + env["MPLBACKEND"] = "Agg" proc = subprocess.run( [sys.executable, f"examples/{example}"], diff --git a/tests/test_plantf.py b/tests/test_plantf.py new file mode 100644 index 0000000..ea215a6 --- /dev/null +++ b/tests/test_plantf.py @@ -0,0 +1,68 @@ +# -*- coding: utf-8 -*- +""" +Regression tests for plantf stress vector handling. +""" + +import sys +from pathlib import Path + +import numpy as np + +script_dir = Path(__file__).parent.parent +src_dir = script_dir / "src" +sys.path.insert(0, str(src_dir)) + +import calfem.core as cfc +import calfem.core_compat as cfc_compat + + +EX = [0.0, 0.1, 0.0] +EY = [0.0, 0.0, 0.1] +EP = [2, 0.1] +EXPECTED_COLUMN = np.array( + [[-2.5e9], [-2.5e9], [2.5e9], [0.0], [0.0], [2.5e9]] +) + + +def plane_strain_stress(): + D = cfc.hooke(2, 200e9, 0.3) + strain = np.array([[1.0], [1.0], [1.0], [0.0]]) + return D @ strain + + +def test_plantf_accepts_four_component_plane_strain_stress_shapes(): + stress = plane_strain_stress() + + variants = [ + stress, + np.asarray(stress).T, + np.asarray(stress).reshape(-1), + np.asarray(stress).reshape(-1).tolist(), + ] + + for variant in variants: + fe = cfc.plantf(EX, EY, EP, variant) + np.testing.assert_allclose(fe, EXPECTED_COLUMN) + + +def test_plantf_accepts_three_component_stress_shapes(): + stress = np.asarray(plane_strain_stress()).reshape(-1)[[0, 1, 3]] + + variants = [ + stress, + stress.reshape(1, 3), + stress.reshape(3, 1), + stress.tolist(), + ] + + for variant in variants: + fe = cfc.plantf(EX, EY, EP, variant) + np.testing.assert_allclose(fe, EXPECTED_COLUMN) + + +def test_core_compat_plantf_accepts_four_component_plane_strain_stress(): + stress = plane_strain_stress() + + fe = cfc_compat.plantf(EX, EY, EP, stress) + + np.testing.assert_allclose(fe, EXPECTED_COLUMN.reshape(-1)) From fbf750f015fd733348076af320988161d1a6871c Mon Sep 17 00:00:00 2001 From: Jonas Lindemann Date: Fri, 29 May 2026 14:07:10 +0200 Subject: [PATCH 3/3] Refactoring documentation to Zensical --- .github/workflows/pages.yml | 56 +++ .gitignore | 4 +- docs/.vscode/settings.json | 3 + docs/Makefile | 216 -------- docs/docs/calfem_reference.md | 33 ++ docs/docs/developer.md | 104 ++++ docs/docs/examples/exm1.md | 247 +++++++++ docs/docs/examples/exm10.md | 376 ++++++++++++++ docs/docs/examples/exm13.md | 351 +++++++++++++ docs/docs/examples/exm2.md | 256 ++++++++++ docs/docs/examples/exm3.md | 177 +++++++ docs/docs/examples/exm6.md | 357 +++++++++++++ docs/docs/examples/exm7.md | 307 ++++++++++++ .../images/SVG => docs/images}/Rityta 1.svg | 0 .../images/SVG/Rityta 1.svg} | 0 docs/{source => docs}/images/calfem.logo.ai | 0 docs/{source => docs}/images/calfem.logo.png | Bin docs/{source => docs}/images/calfem.logo.svg | 0 docs/docs/images/calfem.logo.sw.svg | 15 + docs/{source => docs}/images/exm0_2.png | Bin docs/{source => docs}/images/mesh1.png | Bin docs/{source => docs}/images/mesh2.png | Bin docs/{source => docs}/images/mesh3.png | Bin docs/{source => docs}/images/tut2-1.png | Bin docs/docs/index.md | 22 + docs/docs/installation.md | 40 ++ docs/docs/mesh_examples.md | 32 ++ docs/docs/mesh_guide.md | 372 ++++++++++++++ docs/docs/using_calfem.md | 41 ++ docs/make.bat | 35 -- docs/requirements.txt | 15 +- docs/source/_static/custom.css | 195 -------- docs/source/calfem.logo.bw.svg | 1 - 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docs/source/mesh_guide.rst | 323 ------------ docs/source/standard_examples.rst | 24 - docs/source/using_calfem.rst | 43 -- zensical.toml | 75 +++ 66 files changed, 2868 insertions(+), 5960 deletions(-) create mode 100644 .github/workflows/pages.yml create mode 100644 docs/.vscode/settings.json delete mode 100644 docs/Makefile create mode 100644 docs/docs/calfem_reference.md create mode 100644 docs/docs/developer.md create mode 100644 docs/docs/examples/exm1.md create mode 100644 docs/docs/examples/exm10.md create mode 100644 docs/docs/examples/exm13.md create mode 100644 docs/docs/examples/exm2.md create mode 100644 docs/docs/examples/exm3.md create mode 100644 docs/docs/examples/exm6.md create mode 100644 docs/docs/examples/exm7.md rename docs/{source/images/SVG => docs/images}/Rityta 1.svg (100%) rename docs/{source/images/calfem.logo.sw.svg => docs/images/SVG/Rityta 1.svg} (100%) rename docs/{source => docs}/images/calfem.logo.ai (100%) rename docs/{source => docs}/images/calfem.logo.png (100%) rename docs/{source => docs}/images/calfem.logo.svg (100%) create mode 100644 docs/docs/images/calfem.logo.sw.svg rename docs/{source => docs}/images/exm0_2.png (100%) rename docs/{source => docs}/images/mesh1.png (100%) rename docs/{source => docs}/images/mesh2.png (100%) rename docs/{source => docs}/images/mesh3.png (100%) rename docs/{source => docs}/images/tut2-1.png (100%) create mode 100644 docs/docs/index.md create mode 100644 docs/docs/installation.md create mode 100644 docs/docs/mesh_examples.md create mode 100644 docs/docs/mesh_guide.md create mode 100644 docs/docs/using_calfem.md delete mode 100644 docs/make.bat delete mode 100644 docs/source/_static/custom.css delete mode 100644 docs/source/calfem.logo.bw.svg delete mode 100644 docs/source/calfem_reference.rst delete mode 100644 docs/source/conf.py delete mode 100644 docs/source/developer.rst delete mode 100644 docs/source/examples/cfeditor.ui delete mode 100644 docs/source/examples/exm1.ipynb delete mode 100644 docs/source/examples/exm10.ipynb delete mode 100644 docs/source/examples/exm13.ipynb delete mode 100644 docs/source/examples/exm2.ipynb delete mode 100644 docs/source/examples/exm3.ipynb delete mode 100644 docs/source/examples/exm6.ipynb delete mode 100644 docs/source/examples/exm7.ipynb delete mode 100644 docs/source/examples/exmqt1.ui delete mode 100644 docs/source/examples/exmqt11.ui delete mode 100644 docs/source/examples/exmqt6.ui delete mode 100644 docs/source/examples/exs2.ipynb delete mode 100644 docs/source/examples/exs3.ipynb delete mode 100644 docs/source/examples/exs4.ipynb delete mode 100644 docs/source/examples/exs7.ipynb delete mode 100644 docs/source/exs1.rst delete mode 100644 docs/source/images/bars1.png delete mode 100644 docs/source/images/bars2.png delete mode 100644 docs/source/images/bars3.png delete mode 100644 docs/source/images/exs1-1-rev1.png delete mode 100644 docs/source/images/exs1-1.png delete mode 100644 docs/source/images/exs2.png delete mode 100644 docs/source/images/frame_and_bars.png delete mode 100644 docs/source/index.rst delete mode 100644 docs/source/installation.rst delete mode 100644 docs/source/mesh_examples.rst delete mode 100644 docs/source/mesh_guide.rst delete mode 100644 docs/source/standard_examples.rst delete mode 100644 docs/source/using_calfem.rst create mode 100644 zensical.toml diff --git a/.github/workflows/pages.yml b/.github/workflows/pages.yml new file mode 100644 index 0000000..2b51b93 --- /dev/null +++ b/.github/workflows/pages.yml @@ -0,0 +1,56 @@ +name: Deploy documentation + +on: + push: + branches: + - develop + - master + - main + workflow_dispatch: + +permissions: + contents: read + pages: write + id-token: write + +concurrency: + group: pages + cancel-in-progress: false + +jobs: + build: + runs-on: ubuntu-latest + + steps: + - name: Checkout + uses: actions/checkout@v4 + + - name: Set up Python + uses: actions/setup-python@v5 + with: + python-version: "3.11" + + - name: Install documentation dependencies + run: | + python -m pip install --upgrade pip + python -m pip install -e . -r docs/requirements.txt + + - name: Build site + run: zensical build --clean + + - name: Upload artifact + uses: actions/upload-pages-artifact@v3 + with: + path: site + + deploy: + environment: + name: github-pages + url: ${{ steps.deployment.outputs.page_url }} + needs: build + runs-on: ubuntu-latest + + steps: + - name: Deploy to GitHub Pages + id: deployment + uses: actions/deploy-pages@v4 diff --git a/.gitignore b/.gitignore index 38cbc9d..5753bbf 100644 --- a/.gitignore +++ b/.gitignore @@ -7,8 +7,8 @@ *.bak -docs/build docs/pycalfem +site/ venv-calfem @@ -38,8 +38,6 @@ examples/.ipynb_checkpoints/* calfem/.ipynb_checkpoints/* exm6.vtk -# new notebook examples -docs/source/examples/.ipynb_checkpoints/ .DS_Store *.lock *.log diff --git a/docs/.vscode/settings.json b/docs/.vscode/settings.json new file mode 100644 index 0000000..cee4243 --- /dev/null +++ b/docs/.vscode/settings.json @@ -0,0 +1,3 @@ +{ + "iis.configDir": "" +} \ No newline at end of file diff --git a/docs/Makefile b/docs/Makefile deleted file mode 100644 index 9f2a456..0000000 --- a/docs/Makefile +++ /dev/null @@ -1,216 +0,0 @@ -# Makefile for Sphinx documentation -# - -# You can set these variables from the command line. -SPHINXOPTS = -SPHINXBUILD = sphinx-build -PAPER = -BUILDDIR = build - -# User-friendly check for sphinx-build -ifeq ($(shell which $(SPHINXBUILD) >/dev/null 2>&1; echo $$?), 1) -$(error The '$(SPHINXBUILD)' command was not found. Make sure you have Sphinx installed, then set the SPHINXBUILD environment variable to point to the full path of the '$(SPHINXBUILD)' executable. Alternatively you can add the directory with the executable to your PATH. If you don't have Sphinx installed, grab it from http://sphinx-doc.org/) -endif - -# Internal variables. -PAPEROPT_a4 = -D latex_paper_size=a4 -PAPEROPT_letter = -D latex_paper_size=letter -ALLSPHINXOPTS = -d $(BUILDDIR)/doctrees $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) source -# the i18n builder cannot share the environment and doctrees with the others -I18NSPHINXOPTS = $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) source - -.PHONY: help -help: - @echo "Please use \`make ' where is one of" - @echo " html to make standalone HTML files" - @echo " dirhtml to make HTML files named index.html in directories" - @echo " singlehtml to make a single large HTML file" - @echo " pickle to make pickle files" - @echo " json to make JSON files" - @echo " htmlhelp to make HTML files and a HTML help project" - @echo " qthelp to make HTML files and a qthelp project" - @echo " applehelp to make an Apple Help Book" - @echo " devhelp to make HTML files and a Devhelp project" - @echo " epub to make an epub" - @echo " latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter" - @echo " latexpdf to make LaTeX files and run them through pdflatex" - @echo " latexpdfja to make LaTeX files and run them through platex/dvipdfmx" - @echo " text to make text files" - @echo " man to make manual pages" - @echo " texinfo to make Texinfo files" - @echo " info to make Texinfo files and run them through makeinfo" - @echo " gettext to make PO message catalogs" - @echo " changes to make an overview of all changed/added/deprecated items" - @echo " xml to make Docutils-native XML files" - @echo " pseudoxml to make pseudoxml-XML files for display purposes" - @echo " linkcheck to check all external links for integrity" - @echo " doctest to run all doctests embedded in the documentation (if enabled)" - @echo " coverage to run coverage check of the documentation (if enabled)" - -.PHONY: clean -clean: - rm -rf $(BUILDDIR)/* - -.PHONY: html -html: - $(SPHINXBUILD) -b html $(ALLSPHINXOPTS) $(BUILDDIR)/html - @echo - @echo "Build finished. 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The pseudo-XML files are in $(BUILDDIR)/pseudoxml." diff --git a/docs/docs/calfem_reference.md b/docs/docs/calfem_reference.md new file mode 100644 index 0000000..cbfc337 --- /dev/null +++ b/docs/docs/calfem_reference.md @@ -0,0 +1,33 @@ +# Function reference + +The [CALFEM manual](https://calfem-python-manual.readthedocs.io/en/latest/) +is the primary source for conceptual descriptions of the standard +function groups: +[material](https://calfem-python-manual.readthedocs.io/en/latest/material_functions.html), +[element](https://calfem-python-manual.readthedocs.io/en/latest/element_functions.html), +[system](https://calfem-python-manual.readthedocs.io/en/latest/system_functions.html), +[graphics](https://calfem-python-manual.readthedocs.io/en/latest/graphics_functions.html), +[utility](https://calfem-python-manual.readthedocs.io/en/latest/utility_functions.html), +and [matrix](https://calfem-python-manual.readthedocs.io/en/latest/matrix_functions.html) +functions. This page is the generated Python API reference for the +installed package. + +## Core functions + +::: calfem.core + +## Geometry functions + +::: calfem.geometry + +## Mesh functions + +::: calfem.mesh + +## Utility functions + +::: calfem.utils + +## Visualisation functions (Matplotlib) + +::: calfem.vis_mpl diff --git a/docs/docs/developer.md b/docs/docs/developer.md new file mode 100644 index 0000000..c795eb6 --- /dev/null +++ b/docs/docs/developer.md @@ -0,0 +1,104 @@ +# Developing CALFEM for Python + +## Creating an environment for development + +It could be benficial to create an dedicated environment for +development. This can be easily created in the Anaconda distribution.: + + conda create -n calfem-dev python=3.9 + conda activate calfem-dev + +## Installing dependencies + +To develop for CALFEM for Python you will need to install the required +dependencies first. The easiest way to do this is to install the pip +version of CALFEM: + + pip install calfem-python + +## Creating a fork in GitHub + +To be able to submit code changes and addition it is a good idea to +create a fork on GitHub. A fork is your own version of CALFEM for Python +in which you can track changes. From the fork you can also easily create +a pull request, that is a suggested change that you can submit to CALFEM +for Python. + +Please see + + + +for more information on how to create and manage forks. + +## Checking out code from github + +It is also possible to check out a local version of the code from the +command line. The master or develop branches can be checkout with the +following procedures: + +Cloning the master branch on your local computer.: + + git clone https://github.com/CALFEM/calfem-python.git + +Cloning the develop branch on your local computer.: + + git clone https://github.com/CALFEM/calfem-python.git + git checkout develop + +It is also possible to use the command line tools to clone your github +fork: + +> git clone + +## Using GitHub Desktop to manage your code + +GitHub Desktop is a graphical client for GitHub that makes the procedure +working with git-repos much more easy. More information on how to use +GitHub Desktop can be found here: + + + + + +## Modifying the Python search PATH + +To work on the checked out source directory, set the PYTHONPATH +environment variable to the root of the source directory. + +On Windows: + + set PYTHONPATH=C:\[Path to source directory] + +On other platforms: + + export PYTHONPATH=[Path to source directory] + +## Guidelines + +If you want to develop standalone element routines for CALFEM it is +probarbly a good idea to develop them standalone and then submit a +change request for inclusion in the calfem.extension module. + +Element routines should be named according to the following rule: + +> \[name\]\[13\]\[e\|s\] + +Where 1,2 and 3 indicates element dimensions. e - denotes that the +routine returns element stiffness matrix and or force vector. s - +denotes that the routines returns element forces given element nodal +values. + +Please look at existing routines to familiar yourself with how they are +constructued. + +All routines should have documentation strings describing input and +output parameters. Code comments describing the general flow should be +added to the function at relevant positions. + +## Submit a Pull request + +If you want your changes to be included in future releases of CALFEM +please create a pull request against GitHub. More information on this +can be found here: + + diff --git a/docs/docs/examples/exm1.md b/docs/docs/examples/exm1.md new file mode 100644 index 0000000..74e7c5d --- /dev/null +++ b/docs/docs/examples/exm1.md @@ -0,0 +1,247 @@ +
+ +# Mesh example: Simple mesh geometry + +
+ +
+ +This example is from Calfem for Python Mesh Manual (Mesh_Ex_01.py) + +Shows how to create simple geometry from splines and ellipse arcs, and +how to mesh a quad mesh in GmshMesher. Also demonstrates drawGeometry(), +drawMesh, and drawing texts and labels in a figure. + +
+ +
+ +``` python +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +``` + +
+ +
+ +## Define geometry + +
+ +
+ +Create geometry object. + +
+ +
+ +``` python +g = cfg.Geometry() +``` + +
+ +
+ +### Add points to geometry object. + +The first parameter is the coordinates. These can be in 2D or 3D. The +other parameters are not defined in this example. These parameters are +ID, marker, and elSize. Since we do not specify an ID the points are +automatically assigned IDs, starting from 0. + +
+ +
+ +``` python +g.point([0, 0]) +g.point([2, 0]) +g.point([2, 1]) +g.point([0, 1]) +g.point([0.5, 0.3]) +g.point([0.3, 0.7]) +g.point([0.7, 0.7]) +g.point([0.8, 0.5]) +g.point([1.7, 0.5]) +g.point([1.5, 0.5]) +g.point([1.7, 0.7]) +``` + +
+ +
+ +### Add curves + +
+ +
+ +There are four types of curves. In this example we create an ellipse arc +and some splines. The first parameter is a list of point IDs that define +the curve. Curves can have have IDs and markers. In this example the IDs +are undefined so the curves are automatically assigned IDs. The markers +can be used for identifying regions/boundaries in the model. + +
+ +
+ +``` python +g.ellipse([7, 8, 9, 10], marker=50) + +g.spline([0, 1], marker=80) # 1 - A spline. Splines pass through the + # points in the first parameter. +g.spline([2, 1]) # 2 +g.spline([3, 2]) # 3 +g.spline([0, 3]) # 4 +g.spline([7, 9], marker=50) # 5 +g.spline([10, 9]) # 6 +g.spline([4, 5, 6, 4]) # 7 - This is a closed spline. + # The start and end points are the same +``` + +
+ +
+ +### Add a surface + +Surfaces are defined by its curve boundaries. The first parameter is a +list of curve IDs that specify the outer boundary of the surface. The +second parameter is a list of lists of curve IDs that specify holes in +the surface. In this example there are two holes. The boundaries and +holes must be closed paths. We can see that \[7\] is closed because +curve 7 is a closed spline. addSurface creates a flat surface, so all +curves must lie on the same plane. + +
+ +
+ +``` python +g.surface([4, 3, 2, 1], [[7], [5, 6, 0]]) +``` + +
+ +
+ +## Generate mesh + +### Define mesh properties + +
+ +
+ +``` python +mesh = cfm.GmshMesh(g) +``` + +
+ +
+ +Element type 3 is quad. 2 is triangle. See user manual for more element +types) + +
+ +
+ +``` python +mesh.el_type = 3 +mesh.dofs_per_node = 1 # Degrees of freedom per node. +mesh.el_size_factor = 0.05 # Factor that changes element sizes. +``` + +
+ +
+ +### Create mesh + +The first four return values are the same as those that trimesh2d() +returns. coords is as list of node coordinates. edof is the element +topology (element degrees of freedom). dofs is a lists of all degrees of +freedom bdofs is a dictionary of boundary dofs (dofs of geometric +entities with markers). elementmarkers is a list of markers, and is used +for finding the marker of a given element (index). + +
+ +
+ +``` python +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +
+ + Info : GMSH -> Python-module + +
+ +
+ +
+ +## Visualise mesh + +
+ +
+ +### Draw geometry + +
+ +
+ +``` python +#%matplotlib notebook +%matplotlib inline +# %matplotlib widget +``` + +
+ +
+ +### Draw mesh + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_mesh( + coords=coords, + edof=edof, + dofs_per_node=mesh.dofs_per_node, + el_type=mesh.el_type, + filled=True, + title="Example 01" +) +``` + +
+ +![](11bfb1fb0d4722027f27fd47d4f3c58c32cf0285.png) + +
+ +
+ +
+ +``` python +``` + +
diff --git a/docs/docs/examples/exm10.md b/docs/docs/examples/exm10.md new file mode 100644 index 0000000..27326c7 --- /dev/null +++ b/docs/docs/examples/exm10.md @@ -0,0 +1,376 @@ +
+ +# Mesh example: Effective stress + +The use case from the user manual. The example does not contain anything +that is not covered in the previous examples. + +
+ +
+ +``` python +import calfem.core as cfc +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +import calfem.utils as cfu +import numpy as np + +from scipy.sparse import lil_matrix +``` + +
+ +
+ +``` python +# %matplotlib notebook +%matplotlib inline +``` + +
+ +
+ +**Problem parameters** + +
+ +
+ +``` python +t = 0.2 +v = 0.35 +E1 = 2e9 +E2 = 0.2e9 +ptype = 1 +ep = [ptype,t] +D1 = cfc.hooke(ptype, E1, v) +D2 = cfc.hooke(ptype, E2, v) + +# Define marker constants instead of using numbers in the code + +mark_E1 = 55 +mark_E2 = 66 +mark_fixed = 70 +mark_load = 90 + +# Create dictionary for the different element properties + +elprop = {} +elprop[mark_E1] = [ep, D1] +elprop[mark_E2] = [ep, D2] + +# Parameters controlling mesh + +el_size_factor = 0.05 # Element size factor +el_type = 3 # Triangle element +dofs_per_node = 2 # Dof per node +``` + +
+ +
+ +**Create geometry** + +
+ +
+ +``` python +g = cfg.Geometry() +``` + +
+ +
+ +**Add points** + +
+ +
+ +``` python +g.point([0, 0]) #0 +g.point([1, 0]) #1 +g.point([1, 1]) #2 +g.point([0, 1]) #3 +g.point([0.2, 0.2]) #4 +g.point([0.8, 0.2]) #5 +g.point([0.8, 0.8]) #6 +g.point([0.2, 0.8]) #7 +``` + +
+ +
+ +**Add curves** + +
+ +
+ +``` python +g.spline([0, 1], marker = mark_fixed) #0 +g.spline([2, 1]) #1 +g.spline([3, 2], marker = mark_load) #2 +g.spline([0, 3]) #3 +g.spline([4, 5]) #4 +g.spline([5, 6]) #5 +g.spline([6, 7]) #6 +g.spline([7, 4]) #7 +``` + +
+ +
+ +**Add surfaces** + +
+ +
+ +``` python +g.surface([0,1,2,3], holes = [[4,5,6,7]], marker = mark_E1) +g.surface([4,5,6,7], marker = mark_E2) +``` + +
+ +
+ +**Create mesh** + +
+ +
+ +``` python +mesh = cfm.GmshMeshGenerator(g) +mesh.el_size_factor = el_size_factor +mesh.el_type = el_type +mesh.dofs_per_node = dofs_per_node + +# Mesh the geometry: +# The first four return values are the same as those that trimesh2d() returns. +# value elementmarkers is a list of markers, and is used for finding the +# marker of a given element (index). + +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +
+ + Info : GMSH -> Python-module + +
+ +
+ +
+ +**Solve problem** + +
+ +
+ +***Assemble system*** + +
+ +
+ +``` python +nDofs = np.size(dofs) +K = lil_matrix((nDofs,nDofs)) +ex, ey = cfc.coordxtr(edof, coords, dofs) + +for eltopo, elx, ely, elMarker in zip(edof, ex, ey, elementmarkers): + + if el_type == 2: + Ke = cfc.plante(elx, ely, elprop[elMarker][0], elprop[elMarker][1]) + else: + Ke = cfc.planqe(elx, ely, elprop[elMarker][0], elprop[elMarker][1]) + + cfc.assem(eltopo, K, Ke) +``` + +
+ +
+ +**Solve equation system** + +
+ +
+ +``` python +bc = np.array([],'i') +bcVal = np.array([],'i') + +bc, bcVal = cfu.applybc(bdofs, bc, bcVal, mark_fixed, 0.0) + +f = np.zeros([nDofs,1]) + +cfu.applyforcetotal(bdofs, f, mark_load, value = -10e5, dimension=2) + +a,r = cfc.spsolveq(K, f, bc, bcVal) +``` + +
+ +
+ +**Calculate element forces** + +
+ +
+ +``` python +ed = cfc.extract_eldisp(edof, a) + +von_mises = [] + +for i in range(edof.shape[0]): + + # Handle triangle elements + + if el_type == 2: + es, et = cfc.plants(ex[i,:], ey[i,:], + elprop[elementmarkers[i]][0], + elprop[elementmarkers[i]][1], + ed[i,:]) + + von_mises.append( np.math.sqrt( pow(es[0,0],2) - es[0,0]*es[0,1] + pow(es[0,1],2) + 3*pow(es[0,2],2) ) ) + + else: + + # Handle quad elements + + es, et = cfc.planqs(ex[i,:], ey[i,:], + elprop[elementmarkers[i]][0], + elprop[elementmarkers[i]][1], + ed[i,:]) + + von_mises.append( np.math.sqrt( pow(es[0],2) - es[0]*es[1] + pow(es[1],2) + 3*pow(es[2],2) ) ) +``` + +
+ +
+ +**Visualise results** + +
+ +
+ +***Geometry*** + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_geometry(g, title="Geometry") +``` + +
+ +![](de7d6dfde6078dcb40e9a1ce7186e6ad5b7707c7.png) + +
+ +
+ +
+ +**Mesh** + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_mesh(coords=coords, edof=edof, dofs_per_node=dofs_per_node, el_type=el_type, + filled=True, title="Mesh") #Draws the mesh. +``` + +
+ +![](3ea870ebdfac20aa5bbc1af4f372fd36c01f1a0f.png) + +
+ +
+ +
+ +**Displacements** + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_displacements(a, coords, edof, dofs_per_node, el_type, + draw_undisplaced_mesh=False, title="Displacements", + magnfac=25.0) +``` + +
+ +![](6f55dac0a643941c9a5d8a9c8162805547e504c6.png) + +
+ +
+ +
+ +**Element values** + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_element_values(von_mises, coords, edof, dofs_per_node, el_type, a, + draw_elements=True, draw_undisplaced_mesh=False, + title="Effective Stress", magnfac=25.0) + +cfv.colorbar() +``` + +
+ + + +
+ +
+ +![](dbf00be963354c4c491092600de6fbd60bdff2b9.png) + +
+ +
+ +
+ +``` python +``` + +
diff --git a/docs/docs/examples/exm13.md b/docs/docs/examples/exm13.md new file mode 100644 index 0000000..6883fc0 --- /dev/null +++ b/docs/docs/examples/exm13.md @@ -0,0 +1,351 @@ +
+ +# Mesh example: Simple geometry + +Shows how to create simple geometry from splines and ellipse arcs, and +how to mesh a quad mesh in GmshMesher. Also demonstrates drawGeometry(), +drawMesh, and drawing texts and labels in a figure. + +
+ +
+ +``` python +import numpy as np + +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +import calfem.core as cfc +import calfem.utils as cfu +``` + +
+ +
+ +``` python +# %matplotlib notebook +%matplotlib inline +``` + +
+ +
+ +**Define the problem variables and geometry** + +
+ +
+ +***Problem variables*** + +
+ +
+ +``` python +kx1 = 100 +ky1 = 100 +t = 1.0 + +# Gauss points or integration points + +n = 2 +ep = [t, n] + +D = np.matrix([ + [kx1, 0.], + [0., ky1] +]) +``` + +
+ +
+ +**Define geometry** + +
+ +
+ +``` python +g = cfg.Geometry() # Create a GeoData object that holds the geometry. + +g.point([0, 0]) +g.point([2, 0]) +g.point([2, 1]) +g.point([0, 1]) +g.point([0.5, 0.3]) +g.point([0.3, 0.7]) +g.point([0.7, 0.7]) +g.point([0.8, 0.5]) +g.point([1.7, 0.5]) +g.point([1.5, 0.5]) +g.point([1.7, 0.7]) + +id_hole1 = 50 +id_hole2 = 60 +id_outer = 80 + +g.ellipse([7, 8, 9, 10], marker=id_hole1) +g.spline([0, 1], marker=id_outer) +g.spline([2, 1], marker=id_outer) +g.spline([3, 2], marker=id_outer) +g.spline([0, 3], marker=id_outer) +g.spline([7, 9], marker=id_hole1) +g.spline([10, 9], marker=id_hole1) +g.spline([4, 5, 6, 4], marker=id_hole2) + +g.surface([4, 3, 2, 1], [[7], [5, 6, 0]]) +``` + +
+ +
+ +**Generate mesh** + +
+ +
+ +``` python +mesh = cfm.GmshMesh(g) + +mesh.el_type = 16 +mesh.dofs_per_node = 1 # Degrees of freedom per node. +mesh.el_size_factor = 0.05 # Factor that changes element sizes. + +coords, edof, dofs, bdofs, element_markers = mesh.create() +``` + +
+ + Info : GMSH -> Python-module + +
+ +
+ +
+ +**Solve problem** + +
+ +
+ +***Assemble system matrix*** + +
+ +
+ +``` python +n_dofs = np.size(dofs) +ex, ey = cfc.coordxtr(edof, coords, dofs) + +K = np.zeros([n_dofs, n_dofs]) + +for el_topo, elx, ely, marker in zip(edof, ex, ey, element_markers): + + # Calc element stiffness matrix: Conductivity matrix D is taken + # from Ddict and depends on which region (which marker) the element is in. + + if mesh.el_type == 2: + Ke = cfc.flw2te(elx, ely, ep, D) + elif mesh.el_type == 3: + Ke = cfc.flw2i4e(elx, ely, ep, D) + elif mesh.el_type == 16: + Ke = cfc.flw2i8e(elx, ely, ep, D) + else: + print("Element type not supported") + + cfc.assem(el_topo, K, Ke) +``` + +
+ +
+ +**Solve equation system** + +
+ +
+ +``` python +f = np.zeros([n_dofs, 1]) + +bc = np.array([], 'i') +bc_val = np.array([], 'f') + +bc, bc_val = cfu.applybc(bdofs, bc, bc_val, id_outer, 30.0) +bc, bc_val = cfu.applybc(bdofs, bc, bc_val, id_hole1, 300.0) +bc, bc_val = cfu.applybc(bdofs, bc, bc_val, id_hole2, 400.0) + +a, r = cfc.solveq(K, f, bc, bc_val) +``` + +
+ +
+ +**Compute element forces** + +
+ +
+ +``` python +ed = cfc.extract_eldisp(edof, a) + +for i in range(np.shape(ex)[0]): + if mesh.el_type == 2: + es, et = cfc.flw2ts(ex[i, :], ey[i, :], D, ed[i, :]) + elif mesh.el_type == 3: + es, et, eci = cfc.flw2i4s(ex[i, :], ey[i, :], ep, D, ed[i, :]) + elif mesh.el_type == 16: + es, et, eci = cfc.flw2i8s(ex[i, :], ey[i, :], ep, D, ed[i, :]) + else: + print("Element type not supported.") +``` + +
+ +
+ +**Visualise results** + +
+ +
+ +***Geometry*** + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_geometry(g) +``` + +
+ +![](188cd4cb5f1a38e351545d99ad936a694500b9bc.png) + +
+ +
+ +
+ +**Mesh** + +
+ +
+ +``` python +cfv.figure(fig_size=(10, 10)) +cfv.draw_mesh( + coords=coords, + edof=edof, + dofs_per_node=mesh.dofs_per_node, + el_type=mesh.el_type, + filled=True, + title="Example 01" +) +``` + +
+ +![](11bfb1fb0d4722027f27fd47d4f3c58c32cf0285.png) + +
+ +
+ +
+ +**Temperature** + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_nodal_values_shaded(a, coords, edof, title="Temperature") +cfv.colorbar() +``` + +
+ + + +
+ +
+ +![](7d9b171beff1e84061512c58067a5d725da83e4e.png) + +
+ +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_nodal_values_contourf(a, coords, edof, title="Temperature", dofs_per_node=mesh.dofs_per_node, el_type=mesh.el_type, draw_elements=True) +cfv.colorbar() +``` + +
+ + + +
+ +
+ +![](5c11411089be29fd70a70c4414bde8c820148317.png) + +
+ +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_nodal_values_contour(a, coords, edof) +cfv.colorbar() +``` + +
+ + + +
+ +
+ +![](6e88ac1bcffa4caacc8d8077a14fa5cd1d70eaa6.png) + +
+ +
+ +
+ +``` python +``` + +
diff --git a/docs/docs/examples/exm2.md b/docs/docs/examples/exm2.md new file mode 100644 index 0000000..88b0eed --- /dev/null +++ b/docs/docs/examples/exm2.md @@ -0,0 +1,256 @@ +
+ +# Mesh example: More geometry + +This example is from from Calfem for Pyhon Mesh Manual (Mesh_Ex_02.py) + +Creating geometry from B-Splines and circle arcs. Also shows how to set +ID numbers for geometry entities and how to specify element density. + +
+ +
+ +``` python +import numpy as np + +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +``` + +
+ +
+ +**Define geometry** + +All mesh generation starts by creating a Geometry object. + +
+ +
+ +``` python +g = cfg.Geometry() +``` + +
+ +
+ +**Add points** + +In this example we set the IDs manually. + +
+ +
+ +``` python +g.point([-2, 0], ID=0) +``` + +
+ +
+ +elSize determines the size of the elements near this point. + +
+ +
+ +``` python +g.point([0, 1], ID=1, el_size=5) +``` + +
+ +
+ +elSize is 1 by default. Larger number means less dense mesh. Size means +the length of the sides of the elements. + +
+ +
+ +``` python +g.point([1, 0], 2, el_size=5) +g.point([0, -2], 3) +g.point([0, 0], 4, el_size=5) +g.point([.5, .2], 5) +g.point([-.5, .5], 6) +g.point([-.7, -.5], 7) +``` + +
+ +
+ +**Add curves** + +The 3 points that define the circle arc are \[start, center, end\]. The +arc must be smaller than Pi. + +
+ +
+ +``` python +g.circle([1, 4, 2], 2) +``` + +
+ +
+ +BSplines are similar to Splines, but do not necessarily pass through the +control points. + +
+ +
+ +``` python +g.bspline([5, 6, 7, 5], 5) +g.bspline([1, 0, 3, 2], 4) +``` + +
+ +
+ +**Add surfaces** + +
+ +
+ +``` python +g.surface([4, 2], [[5]]) +``` + +
+ +
+ +Markers do not have to be set when the curve is created. It can be done +afterwards. Set marker=80 for curves 2 and 4: + +
+ +
+ +``` python +for curveID in [2, 4]: + g.curve_marker(curveID, 80) +``` + +
+ +
+ +**Generate mesh** + +Create a mesh object and set its attributes. + +
+ +
+ +``` python +mesh = cfm.GmshMesh(g) + +mesh.el_type = 3 +mesh.dofs_per_node = 2 +mesh.el_size_factor = 0.05 +``` + +
+ +
+ +Create the finite element mesh using the create() method of the mesh +object. + +
+ +
+ +``` python +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +
+ + Info : GMSH -> Python-module + +
+ +
+ +
+ +**Visualise mesh** + +***Draw geometry*** + +
+ +
+ +``` python +%matplotlib inline +# %matplotlib widget +``` + +
+ +
+ +``` python +cfv.figure(fig_size=(8,8)) +cfv.draw_geometry( + g, + label_curves=True, + title="Example 2 - Geometry" +) +``` + +
+ +![](c682f8fcc4226d9c22a34745f1ef814b45cfd74f.png) + +
+ +
+ +
+ +**Draw mesh** + +
+ +
+ +``` python +cfv.figure(fig_size=(8,8)) +cfv.draw_mesh( + coords=coords, + edof=edof, + dofs_per_node=mesh.dofs_per_node, + el_type=mesh.el_type, + filled=True, + title="Example 2 - Mesh" +) +``` + +
+ +![](7bb56c15b5125072c76300c64bff8b5cbe4a52cb.png) + +
+ +
diff --git a/docs/docs/examples/exm3.md b/docs/docs/examples/exm3.md new file mode 100644 index 0000000..1edf1eb --- /dev/null +++ b/docs/docs/examples/exm3.md @@ -0,0 +1,177 @@ +
+ +# Mesh example: Meshing in 2D + +Shows structured meshing in 2D. + +
+ +
+ +``` python +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +``` + +
+ +
+ +**Define geometry** + +
+ +
+ +``` python +g = cfg.Geometry() +``` + +
+ +
+ +**Define points** + +
+ +
+ +``` python +g.point([0,0]) +g.point([1.2, 0]) +g.point([1, 1.3]) +g.point([0, 1]) +g.point([2, 0.5]) +``` + +
+ +
+ +**Add splines** + +The first four curves are structured curves, i.e the number of nodes +along the curves is pre-determined. Parameter elOnCurve states how many +elements are placed along the curve. Parameters elDistribType and +elDistribVal are optional parameters that specify how elements are +distributed. + +- "bump" means elements are bunched up at the ends or the middle of the + curve. In this case elDistribVal is smaller than 1, so elements crowd + at the edges. +- "progression" means each element along the curve is larger/smaller + than the previous one. A larger elDistribVal makes the elements larger + at the end of the curves. + +
+ +
+ +``` python +g.spline([0,1], el_on_curve=10, el_distrib_type="bump", el_distrib_val=0.2) +g.spline([1,2], el_on_curve=20, el_distrib_type="progression", el_distrib_val=1.1) +g.spline([2,3], el_on_curve=10, el_distrib_type="bump", el_distrib_val=0.2) +g.spline([0,3], el_on_curve=20, el_distrib_type="progression", el_distrib_val=1.1) #Change order of points to reverse progression distribution +g.spline([2, 4, 1]) +``` + +
+ +
+ +**Add surfaces** + +A structured surface must contain 4 curves that have the parameter +'elOnCurve' defined. The number of elements on two opposite curves must +be the same (In this case, curves 0 & 2 and 1 & 3). + +
+ +
+ +``` python +g.structured_surface([0,1,2,3]) +g.surface([4,1]) +``` + +
+ +
+ +**Create mesh** + +
+ +
+ +``` python +mesh = cfm.GmshMesh(g) + +mesh.el_type = 3 # quad +mesh.dofs_per_node = 1 +mesh.el_size_factor = 0.01 + +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +
+ + Info : GMSH -> Python-module + +
+ +
+ +
+ +**Visualise mesh** + +***Draw geometry*** + +
+ +
+ +``` python +%matplotlib inline +``` + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_geometry(g) +``` + +
+ +![](5a73c58fdda5f90f8d912441af4b027df34f95b0.png) + +
+ +
+ +
+ +**Draw mesh** + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_mesh(coords=coords, edof=edof, dofs_per_node=mesh.dofs_per_node, el_type=mesh.el_type, filled=True) +``` + +
+ +![](bf6034c69941fc26c6ee79e92b0bb30e58c7e19b.png) + +
+ +
diff --git a/docs/docs/examples/exm6.md b/docs/docs/examples/exm6.md new file mode 100644 index 0000000..2359ed4 --- /dev/null +++ b/docs/docs/examples/exm6.md @@ -0,0 +1,357 @@ +
+ +# Mesh example: Plane stress problem + +This example is from Calfem for Python Mesh Manual (Mesh_Ex_06.py) + +Solves a plane stress 2D problem using a structured mesh. Shows how to +draw von Mises effective stress as an element value with +drawElementValues(). Shows use of GmshMesher attribute 'nodesOnCurve' +(dictionary that says which nodes are on a given geometry curve) + +
+ +
+ +``` python +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +import calfem.utils as cfu +import calfem.core as cfc +import numpy as np +``` + +
+ +
+ +**Define problem variables** + +
+ +
+ +``` python +t = 0.2 +v = 0.35 +E = 2.1e9 +ptype = 1 +ep = [ptype,t] +D = cfc.hooke(ptype, E, v) +``` + +
+ +
+ +**Define geometry** + +
+ +
+ +``` python +g = cfg.geometry() +``` + +
+ +
+ +**Create points** + +Just a shorthand. We use this to make the circle arcs. + +
+ +
+ +``` python +s2 = 1/np.sqrt(2) +``` + +
+ +
+ +Using this we then define our points: + +
+ +
+ +``` python +points = [[0, 3], [2.5, 3], [3, 3], [4-s2, 3-s2], [4, 2], #0-4 + [4+s2, 3-s2], [5, 3], [5.5, 3], [8,3], [0, 1.5], #5-9 + [2.5, 1.5], [4, 1.5], [5.5, 1.5], [8, 1.5], [0, 0], #10-14 + [2.5, 0], [3, 0], [4-s2, s2], [4, 1], [4+s2, s2], #15-19 + [5, 0], [5.5, 0], [8,0], [4,3], [4,0]] #20-24 + +for xp, yp in points: + g.point([xp*0.1, yp*0.1]) +``` + +
+ +
+ +Now we create our curves: + +
+ +
+ +``` python +splines = [[0,1], [1,2], [6,7], [7,8], [8,13], #0-4 + [13,22], [22,21], [21,20], [16,15], [15,14], #5-9 + [14,9], [9,0], [9,10], [10,1], [10, 15], #10-14 + [10,11], [11,4], [11,18], [11,12], [12,7], #15-19 + [12,21], [12,13], [3,10], [5,12], [10,17], #20-24 + [12,19]] #25 + +for s in splines: + g.spline(s, el_on_curve=10) +``` + +
+ +
+ +In this case we use special functions to assign IDs to our curves. + +
+ +
+ +``` python +g.curve_marker(ID=4, marker=7) #Assign marker 7 to the splines on the right. +g.curve_marker(ID=5, marker=7) # We will apply a force on nodes with marker 7. +g.curve_marker(ID=10, marker=5) #Assign marker 5 to the splines on the left. +g.curve_marker(ID=11, marker=5) # The nodes with marker 5 will be locked in place. +``` + +
+ +
+ +Next we create our circle arcs. + +
+ +
+ +``` python +# Points in circle arcs are [start, center, end] + +circle_arcs = [[2, 23, 3], [3, 23, 4], [4, 23, 5], [5, 23, 6], #26-29 + [16, 24, 17], [17, 24, 18], [18, 24, 19], [19, 24, 20]] #30-33 + +for c in circle_arcs: + g.circle(c, el_on_curve=10) +``` + +
+ +
+ +Finally we create our structured surfaces: + +
+ +
+ +``` python +g.struct_surf([11,12,13,0]) #0 +g.struct_surf([14, 12, 10, 9]) +g.struct_surf([8, 30, 24, 14]) +g.struct_surf([24, 31, 17, 15]) +g.struct_surf([15, 16, 27, 22]) #4 +g.struct_surf([22, 26, 1, 13]) +g.struct_surf([16, 18, 23, 28]) +g.struct_surf([19, 2, 29, 23]) +g.struct_surf([19, 21, 4, 3]) #8 +g.struct_surf([20, 6, 5, 21]) +g.struct_surf([25, 20, 7, 33]) +g.struct_surf([32, 17, 18, 25]) #11 +``` + +
+ +
+ +**Create mesh** + +
+ +
+ +``` python +mesh = cfm.GmshMesh(g) + +mesh.el_type = 3 +mesh.dofs_per_node = 2 + +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +
+ + Info : GMSH -> Python-module + +
+ +
+ +
+ +**Solve problem** + +***Assemble system matrix*** + +
+ +
+ +``` python +n_dofs = np.size(dofs) +ex, ey = cfc.coordxtr(edof, coords, dofs) +K = np.zeros([n_dofs,n_dofs]) + +for eltopo, elx, ely in zip(edof, ex, ey): + Ke = cfc.planqe(elx, ely, ep, D) + cfc.assem(eltopo, K, Ke) +``` + +
+ +
+ +**Solve equation system** + +
+ +
+ +``` python +f = np.zeros([n_dofs,1]) + +bc = np.array([],'i') +bcVal = np.array([],'f') + +bc, bcVal = cfu.applybc(bdofs, bc, bcVal, 5, 0.0, 0) + +cfu.applyforce(bdofs, f, 7, 10e5, 1) + +a,r = cfc.solveq(K,f,bc,bcVal) +``` + +
+ +
+ +**Compute element forces** + +
+ +
+ +``` python +ed = cfc.extract_eldisp(edof,a) + +von_mises = [] + +# For each element: +for i in range(edof.shape[0]): + + # Determine element stresses and strains in the element. + es, et = cfc.planqs(ex[i,:], ey[i,:], ep, D, ed[i,:]) + + # Calc and append effective stress to list. + von_mises.append(np.sqrt(np.power(es[0],2) - es[0]*es[1] + np.power(es[1],2) + 3*es[2] ) ) + + ## es: [sigx sigy tauxy] +``` + +
+ +
+ +**Visualise results** + +
+ +
+ +``` python +%matplotlib inline +``` + +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_geometry(g, draw_points=True, label_curves=True, label_points=True) +``` + +
+ +![](ad3352d8c4dfa1dadeecc3e36df1c7d11c60bef5.png) + +
+ +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_mesh(coords, edof, dofs_per_node=mesh.dofs_per_node, el_type=mesh.el_type) +``` + +
+ +![](8eb93e5d47d041dba14bfb4420fbc207e1da6e8c.png) + +
+ +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_element_values(von_mises, coords, edof, mesh.dofs_per_node, mesh.el_type, None, draw_elements=False, draw_undisplaced_mesh=False, title="Example 6 - Effective stress") +``` + +
+ +![](dbc6bee47c99874f9582a406707270429b399ca5.png) + +
+ +
+ +
+ +``` python +cfv.figure(fig_size=(10,10)) +cfv.draw_displacements(a, coords, edof, mesh.dofs_per_node, mesh.el_type, draw_undisplaced_mesh=True, title="Example 06 - Displacements") +``` + +
+ +![](6bf983a88f85384c21fc1f0d50a01ff130efb2f6.png) + +
+ +
+ +
+ +``` python +``` + +
diff --git a/docs/docs/examples/exm7.md b/docs/docs/examples/exm7.md new file mode 100644 index 0000000..817a7e1 --- /dev/null +++ b/docs/docs/examples/exm7.md @@ -0,0 +1,307 @@ +
+ +# Mesh example: Temperature distribution in a plate + +Meshing 8-node-isoparametric elements (second order incomplete quads). +Shows use of surfacemarkers/elementmarkers to apply different properties +to elements in different regions. + +
+ +
+ +``` python +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +import calfem.utils as cfu +import calfem.core as cfc + +import numpy as np +``` + +
+ +
+ +``` python +# %matplotlib notebook +%matplotlib inline +``` + +
+ +
+ +## Problem variables + +
+ +
+ +``` python +kx1 = 100 +ky1 = 100 +kx2 = 10 +ky2 = 10 +t = 1.0 + +# Gauss points or integration points + +n = 2 +ep = [t, n] + +D1 = np.matrix([ + [kx1, 0.], + [0., ky1] +]) +D2 = np.matrix([ + [kx2, 0.], + [0., ky2] +]) + +# markers 10 & 11 will be used to specify different regions with different +# conductivity. + +Ddict = {10 : D1, 11 : D2} +``` + +
+ +
+ +## Define geometry + +
+ +
+ +``` python +g = cfg.geometry() +``` + +
+ +
+ +### Add points + +
+ +
+ +``` python +points = [ + [0,0], + [0,100], + [0,150], + [100,0], + [150,0], + [100,-100], + [150,-100] +] + +for p in points: + g.point(p) +``` + +
+ +
+ +### Add splines + +
+ +
+ +``` python +g.spline([1,2], marker=2, el_on_curve=4) +g.spline([3,4], el_on_curve=4) +g.circle([1,0,3], el_on_curve = 10) +g.circle([2,0,4], el_on_curve = 10) +g.spline([3,5], el_on_curve = 6) +g.spline([5,6], marker=3, el_on_curve = 4) +g.spline([6,4], el_on_curve = 6) +``` + +
+ +
+ +### Add surfaces + +
+ +
+ +``` python +g.structured_surface([0,2,1,3], marker = 10) +g.structured_surface([1,4,5,6], marker = 11) +``` + +
+ +
+ +## Generate mesh + +
+ +
+ +``` python +el_type = 16 +dofs_per_node = 1 + +mesh = cfm.GmshMesh(g, el_type, dofs_per_node) + +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +
+ + Info : GMSH -> Python-module + +
+ +
+ +
+ +## Solve problem + +
+ +
+ +### Assemble system matrix + +
+ +
+ +``` python +n_dofs = np.size(dofs) +ex, ey = cfc.coordxtr(edof, coords, dofs) + +K = np.zeros([n_dofs,n_dofs]) + +for eltopo, elx, ely, elMarker in zip(edof, ex, ey, elementmarkers): + + # Calc element stiffness matrix: Conductivity matrix D is taken + # from Ddict and depends on which region (which marker) the element is in. + + Ke = cfc.flw2i8e(elx, ely, ep, Ddict[elMarker]) + cfc.assem(eltopo, K, Ke) +``` + +
+ +
+ +### Solving equation system + +
+ +
+ +``` python +f = np.zeros([n_dofs,1]) + +bc = np.array([],'i') +bc_val = np.array([],'i') + +bc, bc_val = cfu.applybc(bdofs,bc,bc_val,2,30.0) +bc, bc_val = cfu.applybc(bdofs,bc,bc_val,3,0.0) + +a,r = cfc.solveq(K,f,bc,bc_val) +``` + +
+ +
+ +### Compute element forces + +
+ +
+ +``` python +ed = cfc.extract_eldisp(edof,a) + +for i in range(np.shape(ex)[0]): + es, et, eci = cfc.flw2i8s(ex[i,:], ey[i,:], ep, Ddict[elementmarkers[i]], ed[i,:]) +``` + +
+ +
+ +## Visualise results + +
+ +
+ +``` python +cfv.figure(fig_size=(10, 10)) +cfv.draw_geometry(g, title="Geometry") +``` + +
+ +![](62d10b408e9333b3a1aa8ddd3bf6140f52180684.png) + +
+ +
+ +
+ +``` python +cfv.figure(fig_size=(10, 10)) +cfv.draw_mesh(coords, edof, dofs_per_node, el_type, filled=False) +``` + +
+ +![](875bf425be6805c7d0f32ece66959c4291008716.png) + +
+ +
+ +
+ +``` python +cfv.figure(fig_size=(10, 10)) +cfv.draw_nodal_values_shaded(a, coords, edof, title="Temperature", dofs_per_node=mesh.dofs_per_node, el_type=mesh.el_type, draw_elements=True) +cbar = cfv.colorbar(orientation="vertical") +cbar.set_label("Temperature") + +cfv.text("The bend has high conductivity", (77,135)) +cfv.text("This part has low conductivity", (20,-90)) +``` + +
+ + Text(20, -90, 'This part has low conductivity') + +
+ +
+ +![](a49b9cc8a5186172d392f3e2a1138344a7ae9900.png) + +
+ +
+ +
+ +``` python +``` + +
diff --git a/docs/source/images/SVG/Rityta 1.svg b/docs/docs/images/Rityta 1.svg similarity index 100% rename from docs/source/images/SVG/Rityta 1.svg rename to docs/docs/images/Rityta 1.svg diff --git a/docs/source/images/calfem.logo.sw.svg b/docs/docs/images/SVG/Rityta 1.svg similarity index 100% rename from docs/source/images/calfem.logo.sw.svg rename to docs/docs/images/SVG/Rityta 1.svg diff --git a/docs/source/images/calfem.logo.ai b/docs/docs/images/calfem.logo.ai similarity index 100% rename from docs/source/images/calfem.logo.ai rename to docs/docs/images/calfem.logo.ai diff --git a/docs/source/images/calfem.logo.png b/docs/docs/images/calfem.logo.png similarity index 100% rename from docs/source/images/calfem.logo.png rename to docs/docs/images/calfem.logo.png diff --git a/docs/source/images/calfem.logo.svg b/docs/docs/images/calfem.logo.svg similarity index 100% rename from docs/source/images/calfem.logo.svg rename to docs/docs/images/calfem.logo.svg diff --git a/docs/docs/images/calfem.logo.sw.svg b/docs/docs/images/calfem.logo.sw.svg new file mode 100644 index 0000000..83d6632 --- /dev/null +++ b/docs/docs/images/calfem.logo.sw.svg @@ -0,0 +1,15 @@ + + + + + + + + + \ No newline at end of file diff --git a/docs/source/images/exm0_2.png b/docs/docs/images/exm0_2.png similarity index 100% rename from docs/source/images/exm0_2.png rename to docs/docs/images/exm0_2.png diff --git a/docs/source/images/mesh1.png b/docs/docs/images/mesh1.png similarity index 100% rename from docs/source/images/mesh1.png rename to docs/docs/images/mesh1.png diff --git a/docs/source/images/mesh2.png b/docs/docs/images/mesh2.png similarity index 100% rename from docs/source/images/mesh2.png rename to docs/docs/images/mesh2.png diff --git a/docs/source/images/mesh3.png b/docs/docs/images/mesh3.png similarity index 100% rename from docs/source/images/mesh3.png rename to docs/docs/images/mesh3.png diff --git a/docs/source/images/tut2-1.png b/docs/docs/images/tut2-1.png similarity index 100% rename from docs/source/images/tut2-1.png rename to docs/docs/images/tut2-1.png diff --git a/docs/docs/index.md b/docs/docs/index.md new file mode 100644 index 0000000..5993218 --- /dev/null +++ b/docs/docs/index.md @@ -0,0 +1,22 @@ +# CALFEM for Python + +Welcome to the documentation for CALFEM for Python. On this page you +will find Python-specific installation notes, mesh generation guidance, +examples, and reference documentation for the modules contained in the +CALFEM for Python distribution. + +The [CALFEM manual](https://calfem-python-manual.readthedocs.io/en/latest/) +is the main source for the finite element method background, standard +function groups, and canonical examples. Use these pages for +Python-specific workflows that are not covered there, especially the +mesh generation guide and API reference. + +## Contents + +- [Installation](installation.md) +- [Using CALFEM](using_calfem.md) +- [CALFEM manual](https://calfem-python-manual.readthedocs.io/en/latest/) +- [Mesh generation with CALFEM](mesh_guide.md) +- [Developing CALFEM for Python](developer.md) +- [Mesh examples](mesh_examples.md) +- [Function reference](calfem_reference.md) diff --git a/docs/docs/installation.md b/docs/docs/installation.md new file mode 100644 index 0000000..1307852 --- /dev/null +++ b/docs/docs/installation.md @@ -0,0 +1,40 @@ +# Installation instructions + +The simplest way to install CALFEM for Python is via pip. This procedure +will ensure that all required dependencies are fulfilled. + +This can be achieved by executing the following command: + + pip install calfem-python + +or: + + sudo pip install calfem-python + +to install system-wide (not recommended if your system used a lot of +python dependencies): + + pip install -u calfem-python + +to install just for your own user. You can use the argument +`--user` which is same as `-u`. If you want to specify your Python +version, use the command like the following: + + python3.9 -m pip install --user calfem-python + +where python3.9 is the Python version you want to install CALFEM for +Python. Change this command with your preferable version. This last +command is the preferred one according to the Python community. + +## Installing in a Anaconda environment + +If you don't want to install all packages directly in the base Anaconda +environment you could create a new enviroment for CALFEM: + + conda create -n calfem-dev python=3.9 + conda activate calfem-dev + +Now we can install CALFEM for Python and its dependencies directly into +this environment using Pip.: + + pip install calfem-python diff --git a/docs/docs/mesh_examples.md b/docs/docs/mesh_examples.md new file mode 100644 index 0000000..e596f66 --- /dev/null +++ b/docs/docs/mesh_examples.md @@ -0,0 +1,32 @@ +# Mesh Examples + +This section contains examples focused on mesh generation and geometry +creation using CALFEM for Python's mesh module. These examples +demonstrate how to create complex geometries, generate meshes, and +visualize results. + +For the general CALFEM finite element workflow and standard examples, +use the [CALFEM manual](https://calfem-python-manual.readthedocs.io/en/latest/). +For the Python mesh API and Gmsh-based workflow, use the local +[mesh generation guide](mesh_guide.md). + +- [Simple mesh geometry](examples/exm1.md) +- [Geometry basics](examples/exm2.md) +- [Splines and arcs](examples/exm3.md) +- [Mesh generation](examples/exm6.md) +- [Boundary markers](examples/exm7.md) +- [Advanced meshing](examples/exm10.md) +- [Plane stress mesh](examples/exm13.md) + +These examples cover: + +- **Basic geometry creation** - Creating simple and complex geometries +- **B-Splines and arcs** - Advanced geometric modeling +- **Mesh generation** - Creating finite element meshes +- **Boundary conditions** - Setting up markers and boundary conditions +- **Mesh refinement** - Controlling element density and quality +- **Visualization** - Displaying geometries and meshes + +The mesh examples build upon each other, starting with basic concepts +and progressing to more advanced techniques for creating and +manipulating finite element meshes. diff --git a/docs/docs/mesh_guide.md b/docs/docs/mesh_guide.md new file mode 100644 index 0000000..6edf8e8 --- /dev/null +++ b/docs/docs/mesh_guide.md @@ -0,0 +1,372 @@ +# Mesh generation with CALFEM + +Included in the Python version of CALFEM is a mesh generation library +based on GMSH. The library encapsulates the usage of GMSH transparently +for the user. It will also parse the output from GMSH and create the +necessary data structures required by CALFEM for solving finite element +problems. + +For the general finite element workflow and the standard CALFEM +function groups, see the +[CALFEM manual](https://calfem-python-manual.readthedocs.io/en/latest/). +This guide focuses on the Python mesh generation API and should remain +the local reference for geometry and mesh workflows. + +Mesh generation in CALFEM is divided in three steps: + +> 1. Defining the geometry of the model. +> 2. Creating a finite element mesh with the desired elements and +> properties +> 3. Extracting data structures that can be used by CALFEM. + +The following sections describe these steps. + +## Required modules for geometry and mesh generation + +To use the CALFEM geometry and mesh generation routines, we use the +following import directives: + +``` Python +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +``` + +## Defining geometry + +Geometry in CALFEM is described using the **Geometry** class. A +**Geometry**-object will hold all points, lines and surfaces describing +the geometry. This object is also what is passed to the mesh generation +routines in the following sections. + +A **Geometry**-object, *g*, is created with the following code: + +``` Python +g = cfg.Geometry() +``` + +This creates a **Geometry** object which will be used to described our +geometry. Next we define the points that will be used to define lines, +splines or ellipses. In this example we define a simple triangle: + +``` Python +g.point([0.0, 0.0]) # point 0 +g.point([5.0, 0.0]) # point 1 +g.point([2.5, 4.0]) # point 2 +``` + +The points are connected together with spline-elements. These can have 2 +or three nodes. In this case we only use 2 node splines (lines): + +``` Python +g.spline([0, 1]) # line 0 +g.spline([1, 2]) # line 1 +g.spline([2, 0]) # line 2 +``` + +Finally we create the surface by defining what lines make up the +surface: + +``` Python +g.surface([0, 1, 2]) +``` + +To display our geometry, we use the calfem.vis module: + +``` Python +cfv.drawGeometry(g) +cfv.showAndWait() +``` + +Running this example will show the following window with a simple +rectangle: + +![image](images/mesh1.png) + +## Creating a mesh + +To create a mesh we need to create a GmshMesh object and initialize this +with our geometry: + +``` Python +mesh = cfm.GmshMesh(g) +``` + +Next, we need to set some desired properties on our mesh: + +``` Python +mesh.el_type = 3 # Element type is quadrangle +mesh.dofs_per_node = 1 # Degrees of freedom per node +mesh.el_size_factor = 0.15 # Element size Factor +``` + +The *el_type* property determines the element used for mesh generation. +Elements that can be generated are: + +> - 2 - 3 node triangle element +> - 3 - 4 node quadrangle element +> - 5 - 8 node hexahedron +> - 16 - 8 node second order quadrangle + +The *dofs_per_node* defines the number of degrees of freedom for each +node. *el_size_factor* determines the coarseness of the mesh. + +To generate the mesh and at the same time get the needed data structures +for use with CALFEM we call the **.create()** method of the mesh object: + +``` Python +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +The returned data structures are: + +> - coords - Element coordinates +> - edof - Element topology +> - dofs - Degrees of freedom per node +> - bdofs - Boundary degrees of freedom. Dictionary containing the dofs +> for each boundary marker. More on markers in the next section. +> - elementmarkers - List of integer markers. Row i contains the marker +> of element i. Can be used to determine what region an element is in. + +To display the generated mesh we can use the **drawMesh()** function of +the calfem.vis module: + +``` Python +cfv.figure() + +# Draw the mesh. + +cfv.drawMesh( + coords=coords, + edof=edof, + dofs_per_node=mesh.dofsPerNode, + el_type=mesh.elType, + filled=True, + title="Example 01" + ) +``` + +Running the example will produce the following mesh with quad elements: + +![image](images/mesh2.png) + +Changing the *elType* property to 2 (`mesh.elType = 2`) will produce a +mesh with triangle elements instead: + +![image](images/mesh3.png) + +## Specifying boundary markers + +To assist in assigning boundary conditions, markers can be defined on +the geometry, which can be used to identify which dofs are assigned to +nodes, lines and surfaces. + +In this example we add a marker, 10, to line number 2. Markers are added +as a parameter to the .spline() method of the **Geometry** object as +shown in the following code: + +``` Python +g.spline([0, 1]) # line 0 +g.spline([1, 2]) # line 1 +g.spline([2, 0], marker=10) # line 2 with marker 10 +``` + +It is also possible to assign markers to points. The marker parameter is +added to the *.point()* method of the **Geometry** object. + +``` Python +g.point([0.0, 0.0]) # point 0 +g.point([5.0, 0.0], marker=20) # point 1 +g.point([2.5, 4.0]) # point 2 +``` + +In the same way markers can be added to surfaces as well. + +## Extracting dofs defined by markers + +To extract the dofs defined by the marker we use the *bdofs* dictionary +returned when the mesh was created by the *.create()* method. If we +print the bdofs dictionary we get the following output: + +```text +{20: [2], 0: [1, 2, ... , 67], 10: [1, 3, 68, ... , 98]} +``` + +If we examine the output we see that there is a key, 10, containing the +dofs of the number 2 line. We also have the key 20 with a single dof 2 +in this case. If the *dofsPerNode* property in the mesh generator was +set to 2 the marker 20 would have contained 2 integers. + +## Complete example with a solver + +To illustrate the workflow of the mesh generation modules we implement a +complete 2D plane stress solver. + +### Updated module imports + +We need to add some additional import directives, such as the core +calfem module as well as the *calfem.utils* module. We will also need +NumPy as well as the standard math routines: + +``` Python +import calfem.core as cfc +import calfem.geometry as cfg +import calfem.mesh as cfm +import calfem.vis_mpl as cfv +import calfem.utils as cfu + +import numpy as np +``` + +### Problem variables and constants + +To make it easier to update our example we define a number of variables +describing our problem. First some geometric parameters describing our +module, in this case a simple rectangular beam: + +``` Python +l = 5.0 # length +h = 1.0 # height +t = 0.2 # thickness +``` + +Next, we define our material properties we will need later in the code: + +``` Python +v = 0.35 # Poisson +E = 2.1e9 # Young modulus +ptype = 1 # plane stress +ep = [ptype,t] +D = cfc.hooke(ptype, E, v) +``` + +To make it easier to read our code we define 3 constants, which we will +use instead of numerical markers. + +``` Python +left_support = 10 +right_support = 20 +top_line = 30 +``` + +### Creating a Geometry object + +We are now ready to create a **Geometry** object describing our +geometry: + +``` Python +g = cfg.Geometry() + +g.point([0.0, 0.0], marker = left_support) # point 0 +g.point([l, 0.0], marker = right_support) # point 1 +g.point([l, h]) # point 2 +g.point([0.0, h]) # point 3 + +g.spline([0, 1]) # line 0 +g.spline([1, 2]) # line 1 +g.spline([2, 3], marker = top_line) # line 3 +g.spline([3, 0]) # line 3 + +g.surface([0, 1, 2, 3]) +``` + +To show the geometry you can use: + +``` Python +cfv.draw_geometry(g) +cfv.showAndWait() +``` + +The finished geometry is shown in below: + +![image](images/tut2-1.png) + +### Creating a quad mesh + +A quadrilateral mesh is now created with the following code. Please not +that we use the *dofsPerNode* property to specify 2 dofs per node as +this is a mechanical example. + +``` Python +mesh = cfm.GmshMesh(g) + +mesh.elType = 3 # Type of mesh +mesh.dofsPerNode = 2 # Factor that changes element sizes +mesh.elSizeFactor = 0.10 # Factor that changes element sizes + +coords, edof, dofs, bdofs, elementmarkers = mesh.create() +``` + +As previous, to show the finished mesh you can use: + +``` Python +cfv.figure() +cfv.draw_mesh( + coords=coords, + edof=edof, + dofs_per_node=mesh.dofsPerNode, + el_type=mesh.elType, + filled=True) +cfv.showAndWait() +``` + +The finished mesh is shown belo: + +![image](images/exm0_2.png) + +### Implementing a CALFEM solver + +We now have the necessary input to implement a simple CALFEM solver. +First, we create some convenience variables, nDofs (total number of +dofs), ex and ey (element x and y coordinates). + +``` Python +nDofs = np.size(dofs) +ex, ey = cfc.coordxtr(edof, coords, dofs) +``` + +The global stiffness matrix can now be allocated: + +``` Python +K = np.zeros([nDofs,nDofs]) +``` + +For larger problems please consider using sparse matrices instead. + +To make the assembly loop less cluttered we use the *zip()* method to +extract rows from *edof*, *ex* and *ey* to *eltopo*, *elx* and *ely*. +The loop then becomes: + +``` Python +for eltopo, elx, ely in zip(edof, ex, ey): + Ke = cfc.planqe(elx, ely, ep, D) + cfc.assem(eltopo, K, Ke) +``` + +Please not the difference from standard MATLAB CALFEM that the `assem` +routine does not require returning the K matrix on the left side as the +assembly is done in place. + +Next, we need to setup our boundary conditions. Two empty arrays are +created, *bc* for storing the dof to prescribe and and a second *bcVal* +for storing the prescribed values. + +``` Python +bc = np.array([],'i') +bcVal = np.array([],'f') +``` + +To prescribe a boundary condition the utility function *applybc()* is +used. This function takes the boundary dictionary as input and applies +the boundary condition to the correct dofs. Here we prescribe the left +support as fixed and the right support fixed in y-direction. + +``` Python +bc, bcVal = cfu.applybc(bdofs, bc, bcVal, left_support, 0.0, 0) +bc, bcVal = cfu.applybc(bdofs, bc, bcVal, right_support, 0.0, 2) +``` + +Now, we have some data structures that can be used by CALFEM. If there +is no force and displacement, nothing happens. If we applied force `f` +and calculate the displacement, then we can solve the equation to obtain +more data to plot. These next steps are left in the next examples. diff --git a/docs/docs/using_calfem.md b/docs/docs/using_calfem.md new file mode 100644 index 0000000..408aca7 --- /dev/null +++ b/docs/docs/using_calfem.md @@ -0,0 +1,41 @@ +# Using CALFEM for Python + +For the main introduction to CALFEM, the finite element workflow, and +the standard function groups, see the +[CALFEM manual](https://calfem-python-manual.readthedocs.io/en/latest/introduction.html). +This page only summarizes the Python package layout and points to the +local Python-specific documentation. + +## What is CALFEM for Python? + +- Subset of CALFEM routines implemented in Python +- Using NumPy for matrices +- Additional mesh generation routines supporting Triangle and GMSH +- Plotting with Matplotlib and visvis + +## CALFEM Python modules + +- **calfem.core** + - Element routines + - System routines +- **calfem.utils** + - I/O routines + - Misc. routines +- **calfem.geometry** + - Routines for defining problem geometry used for input in mesh + generation +- **calfem.mesh** + - Mesh generation routines +- **calfem.vis/calfem.vis_mpl** + - Routines for visualising geometry, meshes and results. + +## Examples + +The CALFEM manual contains the +[canonical worked examples](https://calfem-python-manual.readthedocs.io/en/latest/examples.html). +This documentation keeps only the Python-specific +[mesh examples](mesh_examples.md) locally. + +For background on the standard element, system, graphics, utility, and +matrix functions, use the manual together with the local +[function reference](calfem_reference.md). diff --git a/docs/make.bat b/docs/make.bat deleted file mode 100644 index 20f6033..0000000 --- a/docs/make.bat +++ /dev/null @@ -1,35 +0,0 @@ -@ECHO OFF - -pushd %~dp0 - -REM Command file for Sphinx documentation - -rem if "%SPHINXBUILD%" == "" ( - set SPHINXBUILD=sphinx-build -rem ) -set SOURCEDIR=source -set BUILDDIR=build - -if "%1" == "" goto help - -%SPHINXBUILD% >NUL 2>NUL -if errorlevel 9009 ( - echo. - echo.The 'sphinx-build' command was not found. Make sure you have Sphinx - echo.installed, then set the SPHINXBUILD environment variable to point - echo.to the full path of the 'sphinx-build' executable. Alternatively you - echo.may add the Sphinx directory to PATH. - echo. - echo.If you don't have Sphinx installed, grab it from - echo.https://www.sphinx-doc.org/ - exit /b 1 -) - -%SPHINXBUILD% -M %1 %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% -goto end - -:help -%SPHINXBUILD% -M help %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% - -:end -popd diff --git a/docs/requirements.txt b/docs/requirements.txt index 447a2f2..45443fd 100644 --- a/docs/requirements.txt +++ b/docs/requirements.txt @@ -1,12 +1,3 @@ -visvis -numpy -matplotlib -scipy -tabulate -qtpy -pyqt5 -pyvtk -ipython_genutils==0.1.0 -sphinx -nbsphinx -furo +zensical +mkdocstrings-python +pymdown-extensions diff --git a/docs/source/_static/custom.css b/docs/source/_static/custom.css deleted file mode 100644 index 16d1b13..0000000 --- a/docs/source/_static/custom.css +++ /dev/null @@ -1,195 +0,0 @@ -/* Custom CSS for CALFEM documentation */ - -/* ===== FUNCTION SIGNATURES - INCREASE FONT SIZE ===== */ -.sig, -dt.sig, -dt.sig.sig-object, -.py .sig { - font-size: 1.1em !important; 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-} diff --git a/docs/source/calfem.logo.bw.svg b/docs/source/calfem.logo.bw.svg deleted file mode 100644 index 9c6720d..0000000 --- a/docs/source/calfem.logo.bw.svg +++ /dev/null @@ -1 +0,0 @@ - \ No newline at end of file diff --git a/docs/source/calfem_reference.rst b/docs/source/calfem_reference.rst deleted file mode 100644 index d0865f5..0000000 --- a/docs/source/calfem_reference.rst +++ /dev/null @@ -1,33 +0,0 @@ -Function reference -================== - -Core functions --------------- - -.. automodule:: calfem.core - :members: - -Geometry functions ------------------- - -.. automodule:: calfem.geometry - :members: - -Mesh functions --------------- - -.. automodule:: calfem.mesh - :members: - -Utility functions ------------------ - -.. automodule:: calfem.utils - :members: - -Visualisation functions (Matplotlib) ------------------------------------- - -.. automodule:: calfem.vis_mpl - :members: - diff --git a/docs/source/conf.py b/docs/source/conf.py deleted file mode 100644 index 7ac3486..0000000 --- a/docs/source/conf.py +++ /dev/null @@ -1,329 +0,0 @@ -#!/usr/bin/env python3 -# -*- coding: utf-8 -*- -# -# CALFEM for Python documentation build configuration file, created by -# sphinx-quickstart on Mon May 30 23:34:38 2016. -# -# This file is execfile()d with the current directory set to its -# containing dir. -# -# Note that not all possible configuration values are present in this -# autogenerated file. -# -# All configuration values have a default; values that are commented out -# serve to show the default. - -import sys -import os - -# If extensions (or modules to document with autodoc) are in another directory, -# add these directories to sys.path here. If the directory is relative to the -# documentation root, use os.path.abspath to make it absolute, like shown here. -sys.path.insert(0, os.path.abspath('../../src')) - -# -- General configuration ------------------------------------------------ - -extensions = [ - 'sphinx.ext.autodoc', - 'sphinx.ext.viewcode', - 'nbsphinx', # embed ipynb files - 'sphinx.ext.mathjax', # enable LaTeX math -] - -# Disable problematic sphinx_immaterial extensions -# sphinx_immaterial.nav_adapt is causing the synopses KeyError -# We'll add back the theme functionality without the problematic nav_adapt - -# --- Autodoc type hints configuration ------------------------------------- -# Hide all type hints from function/class signatures and parameter lists in -# the generated API documentation. Other valid values: 'description', 'both'. -autodoc_typehints = 'none' -# If future fine-grained control needed, you can instead use 'description' and -# toggle autodoc_typehints_description_target. -# autodoc_typehints_description_target = 'all' - -# Add any paths that contain templates here, relative to this directory. -templates_path = ['_templates'] - -# The suffix(es) of source filenames. -# You can specify multiple suffix as a list of string: -# source_suffix = ['.rst', '.md'] -source_suffix = '.rst' - -# The encoding of source files. -#source_encoding = 'utf-8-sig' - -# The master toctree document. -master_doc = 'index' - -# General information about the project. -project = 'CALFEM for Python' -copyright = '2016-2025, Jonas Lindemann et al' -author = 'Jonas Lindemann et al' - -# The version info for the project you're documenting, acts as replacement for -# |version| and |release|, also used in various other places throughout the -# built documents. -# -# The short X.Y version. -version = '3.6' -# The full version, including alpha/beta/rc tags. -release = '3.6.12' - -# The language for content autogenerated by Sphinx. Refer to documentation -# for a list of supported languages. -# -# This is also used if you do content translation via gettext catalogs. -# Usually you set "language" from the command line for these cases. -language = 'en' - -# There are two options for replacing |today|: either, you set today to some -# non-false value, then it is used: -#today = '' -# Else, today_fmt is used as the format for a strftime call. -#today_fmt = '%B %d, %Y' - -# List of patterns, relative to source directory, that match files and -# directories to ignore when looking for source files. -exclude_patterns = [] - -# The reST default role (used for this markup: `text`) to use for all -# documents. -#default_role = None - -# If true, '()' will be appended to :func: etc. cross-reference text. -#add_function_parentheses = True - -# If true, the current module name will be prepended to all description -# unit titles (such as .. function::). -#add_module_names = True - -# If true, sectionauthor and moduleauthor directives will be shown in the -# output. They are ignored by default. -#show_authors = False - -# The name of the Pygments (syntax highlighting) style to use. -pygments_style = 'sphinx' - -# A list of ignored prefixes for module index sorting. -#modindex_common_prefix = [] - -# If true, keep warnings as "system message" paragraphs in the built documents. -#keep_warnings = False - -# If true, `todo` and `todoList` produce output, else they produce nothing. -todo_include_todos = False - - -# -- Options for HTML output ---------------------------------------------- - -# The theme to use for HTML and HTML Help pages. See the documentation for -# a list of builtin themes. -html_theme = 'furo' - -# Switch to furo theme - modern, clean, and responsive -# html_theme = 'bootstrap' -# html_theme = 'sphinx_material' -# html_theme = 'sphinx_rtd_theme' -# html_theme = 'sphinx_immaterial' - -# furo theme options -html_theme_options = { - "source_repository": "https://github.com/CALFEM/calfem-python/", - "source_branch": "develop", - "source_directory": "docs/source/", - "sidebar_hide_name": True, - "light_css_variables": { - "color-brand-primary": "#1976d2", - "color-brand-content": "#1976d2", - }, - "dark_css_variables": { - "color-brand-primary": "#64b5f6", - "color-brand-content": "#64b5f6", - }, - "navigation_with_keys": True, -} - - -# Let the theme manage its own navigation sidebars; the explicit sidebar -# templates from sphinx-material are removed to avoid missing template errors. -# html_sidebars = {} - -html_logo = 'images/calfem.logo.png' - -# Theme options are theme-specific and customize the look and feel of a theme -# further. For a list of options available for each theme, see the -# documentation. -#html_theme_options = {} - -# Add any paths that contain custom themes here, relative to this directory. -# import sphinx_bootstrap_theme -# html_theme_path = sphinx_bootstrap_theme.get_html_theme_path() - -# The name for this set of Sphinx documents. If None, it defaults to -# " v documentation". -#html_title = None - -# A shorter title for the navigation bar. Default is the same as html_title. -#html_short_title = None - -# The name of an image file (relative to this directory) to place at the top -# of the sidebar. -#html_logo = None - -# The name of an image file (within the static path) to use as favicon of the -# docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 -# pixels large. -#html_favicon = None - -# Add any paths that contain custom static files (such as style sheets) here, -# relative to this directory. They are copied after the builtin static files, -# so a file named "default.css" will overwrite the builtin "default.css". -html_static_path = ['_static'] -html_css_files = ['custom.css'] - -# Add any extra paths that contain custom files (such as robots.txt or -# .htaccess) here, relative to this directory. These files are copied -# directly to the root of the documentation. -#html_extra_path = [] - -# If not '', a 'Last updated on:' timestamp is inserted at every page bottom, -# using the given strftime format. -#html_last_updated_fmt = '%b %d, %Y' - -# If true, SmartyPants will be used to convert quotes and dashes to -# typographically correct entities. -#html_use_smartypants = True - -# Custom sidebar templates, maps document names to template names. -#html_sidebars = {} - -# Additional templates that should be rendered to pages, maps page names to -# template names. -#html_additional_pages = {} - -# If false, no module index is generated. -#html_domain_indices = True - -# If false, no index is generated. -#html_use_index = True - -# If true, the index is split into individual pages for each letter. -#html_split_index = False - -# If true, links to the reST sources are added to the pages. -#html_show_sourcelink = True - -# If true, "Created using Sphinx" is shown in the HTML footer. Default is True. -#html_show_sphinx = True - -# If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. -#html_show_copyright = True - -# If true, an OpenSearch description file will be output, and all pages will -# contain a tag referring to it. The value of this option must be the -# base URL from which the finished HTML is served. -#html_use_opensearch = '' - -# This is the file name suffix for HTML files (e.g. ".xhtml"). -#html_file_suffix = None - -# Language to be used for generating the HTML full-text search index. -# Sphinx supports the following languages: -# 'da', 'de', 'en', 'es', 'fi', 'fr', 'h', 'it', 'ja' -# 'nl', 'no', 'pt', 'ro', 'r', 'sv', 'tr' -#html_search_language = 'en' - -# A dictionary with options for the search language support, empty by default. -# Now only 'ja' uses this config value -#html_search_options = {'type': 'default'} - -# The name of a javascript file (relative to the configuration directory) that -# implements a search results scorer. If empty, the default will be used. -#html_search_scorer = 'scorer.js' - -# Output file base name for HTML help builder. -htmlhelp_basename = 'CALFEMforPythondoc' - -# -- Options for LaTeX output --------------------------------------------- - -latex_elements = { -# The paper size ('letterpaper' or 'a4paper'). -#'papersize': 'letterpaper', - -# The font size ('10pt', '11pt' or '12pt'). -#'pointsize': '10pt', - -# Additional stuff for the LaTeX preamble. -#'preamble': '', - -# Latex figure (float) alignment -#'figure_align': 'htbp', -} - -# Grouping the document tree into LaTeX files. List of tuples -# (source start file, target name, title, -# author, documentclass [howto, manual, or own class]). -latex_documents = [ - (master_doc, 'CALFEMforPython.tex', 'CALFEM for Python Documentation', - 'Jonas Lindemann', 'manual'), -] - -# The name of an image file (relative to this directory) to place at the top of -# the title page. -#latex_logo = None - -# For "manual" documents, if this is true, then toplevel headings are parts, -# not chapters. -#latex_use_parts = False - -# If true, show page references after internal links. -#latex_show_pagerefs = False - -# If true, show URL addresses after external links. -#latex_show_urls = False - -# Documents to append as an appendix to all manuals. -#latex_appendices = [] - -# If false, no module index is generated. -#latex_domain_indices = True - - -# -- Options for manual page output --------------------------------------- - -# One entry per manual page. List of tuples -# (source start file, name, description, authors, manual section). -man_pages = [ - (master_doc, 'calfemforpython', 'CALFEM for Python Documentation', - [author], 1) -] - -# If true, show URL addresses after external links. -#man_show_urls = False - - -# -- Options for Texinfo output ------------------------------------------- - -# Grouping the document tree into Texinfo files. List of tuples -# (source start file, target name, title, author, -# dir menu entry, description, category) -texinfo_documents = [ - (master_doc, 'CALFEMforPython', 'CALFEM for Python Documentation', - author, 'CALFEMforPython', 'One line description of project.', - 'Miscellaneous'), -] - -# Documents to append as an appendix to all manuals. -#texinfo_appendices = [] - -# If false, no module index is generated. -#texinfo_domain_indices = True - -# How to display URL addresses: 'footnote', 'no', or 'inline'. -#texinfo_show_urls = 'footnote' - -# If true, do not generate a @detailmenu in the "Top" node's menu. -#texinfo_no_detailmenu = False - - diff --git a/docs/source/developer.rst b/docs/source/developer.rst deleted file mode 100644 index 12dc747..0000000 --- a/docs/source/developer.rst +++ /dev/null @@ -1,98 +0,0 @@ -Developing CALFEM for Python -============================ - -Creating an environment for development ---------------------------------------- - -It could be benficial to create an dedicated environment for development. This can be easily created in the Anaconda distribution.:: - - conda create -n calfem-dev python=3.9 - conda activate calfem-dev - -Installing dependencies ------------------------ - -To develop for CALFEM for Python you will need to install the required dependencies first. The easiest way to do this is to install the pip version of CALFEM:: - - pip install calfem-python - -Creating a fork in GitHub -------------------------- - -To be able to submit code changes and addition it is a good idea to create a fork on GitHub. A fork is your own version of CALFEM for Python in which you can track changes. From the fork you can also easily create a pull request, that is a suggested change that you can submit to CALFEM for Python. - -Please see - -https://reflectoring.io/github-fork-and-pull/ - -for more information on how to create and manage forks. - -Checking out code from github ------------------------------ - -It is also possible to check out a local version of the code from the command line. The master or develop branches can be checkout with the following procedures: - -Cloning the master branch on your local computer.:: - - git clone https://github.com/CALFEM/calfem-python.git - -Cloning the develop branch on your local computer.:: - - git clone https://github.com/CALFEM/calfem-python.git - git checkout develop - -It is also possible to use the command line tools to clone your github fork: - - git clone https://github.com/USERNAME/calfem-python.git - - -Using GitHub Desktop to manage your code ----------------------------------------- - -GitHub Desktop is a graphical client for GitHub that makes the procedure working with git-repos much more easy. More information on how to use GitHub Desktop can be found here: - -https://desktop.github.com/ - -https://docs.github.com/en/desktop - - -Modifying the Python search PATH --------------------------------- - -To work on the checked out source directory, set the PYTHONPATH environment variable to the root of the source directory. - -On Windows:: - - set PYTHONPATH=C:\[Path to source directory] - -On other platforms:: - - export PYTHONPATH=[Path to source directory] - -Guidelines ----------- - -If you want to develop standalone element routines for CALFEM it is probarbly a good idea to develop them standalone and then submit a change request for inclusion in the calfem.extension module. - -Element routines should be named according to the following rule: - - [name][1|2|3][e|s] - -Where 1,2 and 3 indicates element dimensions. e - denotes that the routine returns element stiffness matrix and or force vector. s - denotes that the routines returns element forces given element nodal values. - -Please look at existing routines to familiar yourself with how they are constructued. - -All routines should have documentation strings describing input and output parameters. Code comments describing the general flow should be added to the function at relevant positions. - -Submit a Pull request ---------------------- - -If you want your changes to be included in future releases of CALFEM please create a pull request against GitHub. More information on this can be found here: - -https://docs.github.com/en/pull-requests/collaborating-with-pull-requests/proposing-changes-to-your-work-with-pull-requests/creating-a-pull-request - - - - - - diff --git a/docs/source/examples/cfeditor.ui b/docs/source/examples/cfeditor.ui deleted file mode 100644 index b2f8900..0000000 --- a/docs/source/examples/cfeditor.ui +++ /dev/null @@ -1,64 +0,0 @@ - - - MainWindow - - - - 0 - 0 - 800 - 600 - - - - MainWindow - - - - - - - - 0 - 0 - 800 - 21 - - - - - File - - - - - - - - - - - - - Open... - - - - - Save - - - - - Save as... - - - - - Exit - - - - - - diff --git a/docs/source/examples/exm1.ipynb b/docs/source/examples/exm1.ipynb deleted file mode 100644 index 6ac057d..0000000 --- a/docs/source/examples/exm1.ipynb +++ /dev/null @@ -1,286 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mesh example: Simple mesh geometry" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This example is from Calfem for Python Mesh Manual (Mesh_Ex_01.py)\n", - "\n", - "Shows how to create simple geometry from splines and ellipse arcs, and how to mesh a quad mesh in GmshMesher. Also demonstrates drawGeometry(), drawMesh, and drawing texts and labels in a figure." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import calfem.geometry as cfg\n", - "import calfem.mesh as cfm\n", - "import calfem.vis_mpl as cfv" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Define geometry" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create geometry object." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "g = cfg.Geometry()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Add points to geometry object.\n", - "\n", - "The first parameter is the coordinates. These can be in 2D or 3D. The other parameters are not defined in this example. These parameters are ID, marker, and elSize.\n", - "Since we do not specify an ID the points are automatically assigned IDs, starting from 0." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "g.point([0, 0])\n", - "g.point([2, 0])\n", - "g.point([2, 1])\n", - "g.point([0, 1])\n", - "g.point([0.5, 0.3])\n", - "g.point([0.3, 0.7])\n", - "g.point([0.7, 0.7])\n", - "g.point([0.8, 0.5])\n", - "g.point([1.7, 0.5])\n", - "g.point([1.5, 0.5])\n", - "g.point([1.7, 0.7])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Add curves" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "There are four types of curves. In this example we create an ellipse arc and some splines. The first parameter is a list of point IDs that define the curve. Curves can have have IDs and markers. In this example the IDs are undefined so the curves are automatically assigned IDs. The markers can be used for identifying regions/boundaries in the model." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "g.ellipse([7, 8, 9, 10], marker=50)\n", - "\n", - "g.spline([0, 1], marker=80) # 1 - A spline. Splines pass through the\n", - " # points in the first parameter.\n", - "g.spline([2, 1]) # 2\n", - "g.spline([3, 2]) # 3\n", - "g.spline([0, 3]) # 4\n", - "g.spline([7, 9], marker=50) # 5\n", - "g.spline([10, 9]) # 6\n", - "g.spline([4, 5, 6, 4]) # 7 - This is a closed spline.\n", - " # The start and end points are the same" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Add a surface\n", - "\n", - "Surfaces are defined by its curve boundaries. The first parameter is a list of curve IDs that specify the outer boundary of the surface. The second parameter is a list of lists of curve IDs that specify holes in the surface. In this example there are two holes. The boundaries and holes must be closed paths. We can see that [7] is closed because curve 7 is a closed spline. addSurface creates a flat surface, so all curves must lie on the same plane." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "g.surface([4, 3, 2, 1], [[7], [5, 6, 0]])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Generate mesh\n", - "\n", - "### Define mesh properties" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "mesh = cfm.GmshMesh(g)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Element type 3 is quad. 2 is triangle. See user manual for more element types)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "mesh.el_type = 3\n", - "mesh.dofs_per_node = 1 # Degrees of freedom per node.\n", - "mesh.el_size_factor = 0.05 # Factor that changes element sizes." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Create mesh \n", - "\n", - "The first four return values are the same as those that trimesh2d() returns. coords is as list of node coordinates. edof is the element topology (element degrees of freedom). dofs is a lists of all degrees of freedom bdofs is a dictionary of boundary dofs (dofs of geometric entities with markers). elementmarkers is a list of markers, and is used for finding the marker of a given element (index)." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Info : GMSH -> Python-module\n" - ] - } - ], - "source": [ - "coords, edof, dofs, bdofs, elementmarkers = mesh.create()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Visualise mesh" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Draw geometry" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "#%matplotlib notebook\n", - "%matplotlib inline\n", - "# %matplotlib widget" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Draw mesh" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_mesh(\n", - " coords=coords,\n", - " edof=edof,\n", - " dofs_per_node=mesh.dofs_per_node,\n", - " el_type=mesh.el_type,\n", - " filled=True,\n", - " title=\"Example 01\"\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/docs/source/examples/exm10.ipynb b/docs/source/examples/exm10.ipynb deleted file mode 100644 index 2e6cb16..0000000 --- a/docs/source/examples/exm10.ipynb +++ /dev/null @@ -1,467 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mesh example: Effective stress\n", - "\n", - "The use case from the user manual. The example does not contain anything that is not covered in the previous examples." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import calfem.core as cfc\n", - "import calfem.geometry as cfg\n", - "import calfem.mesh as cfm\n", - "import calfem.vis_mpl as cfv\n", - "import calfem.utils as cfu\n", - "import numpy as np\n", - "\n", - "from scipy.sparse import lil_matrix" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "# %matplotlib notebook\n", - "%matplotlib inline" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Problem parameters**" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "t = 0.2\n", - "v = 0.35\n", - "E1 = 2e9\n", - "E2 = 0.2e9\n", - "ptype = 1\n", - "ep = [ptype,t]\n", - "D1 = cfc.hooke(ptype, E1, v)\n", - "D2 = cfc.hooke(ptype, E2, v)\n", - "\n", - "# Define marker constants instead of using numbers in the code\n", - "\n", - "mark_E1 = 55\n", - "mark_E2 = 66\n", - "mark_fixed = 70\n", - "mark_load = 90\n", - "\n", - "# Create dictionary for the different element properties\n", - "\n", - "elprop = {}\n", - "elprop[mark_E1] = [ep, D1]\n", - "elprop[mark_E2] = [ep, D2]\n", - "\n", - "# Parameters controlling mesh\n", - "\n", - "el_size_factor = 0.05 # Element size factor\n", - "el_type = 3 # Triangle element\n", - "dofs_per_node = 2 # Dof per node" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "\n", - "**Create geometry**" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "g = cfg.Geometry()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add points**" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "g.point([0, 0])\t\t#0\n", - "g.point([1, 0])\t\t#1\n", - "g.point([1, 1])\t\t#2\n", - "g.point([0, 1])\t\t#3\n", - "g.point([0.2, 0.2])\t#4\n", - "g.point([0.8, 0.2])\t#5\n", - "g.point([0.8, 0.8])\t#6\n", - "g.point([0.2, 0.8])\t#7" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add curves**" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "g.spline([0, 1], marker = mark_fixed) #0\n", - "g.spline([2, 1]) #1\n", - "g.spline([3, 2], marker = mark_load) #2\n", - "g.spline([0, 3]) #3\n", - "g.spline([4, 5]) #4\n", - "g.spline([5, 6]) #5\n", - "g.spline([6, 7]) #6\n", - "g.spline([7, 4]) #7" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add surfaces**" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "g.surface([0,1,2,3], holes = [[4,5,6,7]], marker = mark_E1)\n", - "g.surface([4,5,6,7], marker = mark_E2)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Create mesh**" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Info : GMSH -> Python-module\n" - ] - } - ], - "source": [ - "mesh = cfm.GmshMeshGenerator(g)\n", - "mesh.el_size_factor = el_size_factor\n", - "mesh.el_type = el_type \n", - "mesh.dofs_per_node = dofs_per_node\n", - "\n", - "# Mesh the geometry:\n", - "# The first four return values are the same as those that trimesh2d() returns.\n", - "# value elementmarkers is a list of markers, and is used for finding the \n", - "# marker of a given element (index).\n", - "\n", - "coords, edof, dofs, bdofs, elementmarkers = mesh.create()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Solve problem**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "***Assemble system***" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "nDofs = np.size(dofs)\n", - "K = lil_matrix((nDofs,nDofs))\n", - "ex, ey = cfc.coordxtr(edof, coords, dofs)\n", - "\n", - "for eltopo, elx, ely, elMarker in zip(edof, ex, ey, elementmarkers):\n", - "\n", - " if el_type == 2:\n", - " Ke = cfc.plante(elx, ely, elprop[elMarker][0], elprop[elMarker][1])\n", - " else:\n", - " Ke = cfc.planqe(elx, ely, elprop[elMarker][0], elprop[elMarker][1])\n", - " \n", - " cfc.assem(eltopo, K, Ke)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Solve equation system**" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "bc = np.array([],'i')\n", - "bcVal = np.array([],'i')\n", - "\n", - "bc, bcVal = cfu.applybc(bdofs, bc, bcVal, mark_fixed, 0.0)\n", - "\n", - "f = np.zeros([nDofs,1])\n", - "\n", - "cfu.applyforcetotal(bdofs, f, mark_load, value = -10e5, dimension=2)\n", - "\n", - "a,r = cfc.spsolveq(K, f, bc, bcVal)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Calculate element forces**" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "ed = cfc.extract_eldisp(edof, a)\n", - "\n", - "von_mises = []\n", - "\n", - "for i in range(edof.shape[0]):\n", - " \n", - " # Handle triangle elements\n", - " \n", - " if el_type == 2: \n", - " es, et = cfc.plants(ex[i,:], ey[i,:], \n", - " elprop[elementmarkers[i]][0], \n", - " elprop[elementmarkers[i]][1], \n", - " ed[i,:])\n", - " \n", - " von_mises.append( np.math.sqrt( pow(es[0,0],2) - es[0,0]*es[0,1] + pow(es[0,1],2) + 3*pow(es[0,2],2) ) )\n", - "\n", - " else:\n", - " \n", - " # Handle quad elements\n", - " \n", - " es, et = cfc.planqs(ex[i,:], ey[i,:], \n", - " elprop[elementmarkers[i]][0], \n", - " elprop[elementmarkers[i]][1], \n", - " ed[i,:])\n", - " \n", - " von_mises.append( np.math.sqrt( pow(es[0],2) - es[0]*es[1] + pow(es[1],2) + 3*pow(es[2],2) ) )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Visualise results**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "***Geometry***" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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mUBXxKSkpVC+mgoOD0draSs3+1UYQRL3A4/HAZrNRC5kVFRVR7XF0/PhxREVFUfOu/PDDD9S8WwDw8ccfY/bs2VAqlVTsr1u3DvHx8Zftvvv3v/8dmzdvJn7FdCXK7wH6PYnGjBmD1tZWales48aN48e20CIzM5PqCWzSpElUPURAu3eF5mcUFRVFvdIsMDAQKpWKalIy0J74TNMjOH/+fDQ1NVG72Bk1ahRKS0up2AaAoKAgqr2UrjaCIOoFGo0GIpEIfn5+VOzn5+dTHW1y+PBhavlJzc3NKC4upjYuwOFwIDc3F3fddRcV+yaTCRs3bsSzzz572dempaUhOTkZK1asIL4f06dPp15+T7snka+vL8aOHYs1a9ZQsS8SiRAREUHV+3HbbbehsLAQLpeLiv2RI0fCbDZT9QbSTqzu168f1URejqFDh1L/TYwdOxZqtZpakrhMJkNoaCi1sNyYMWOg1WqpXeQIgkjgAiorK6mVegPtCdW0Zrm4XC7k5uZi8eLFVOzv2rULcXFx1PonrVq1ChEREUhNTaVi//vvv0dYWFi3q+Nee+01/PTTT2hqaiK6HxMnTkRdXR31rrC0exLNmTOHak7GsGHDqHoN4uLiIJfLUVBQQMW+RCKhnlgdFxcHl8tFrYFiamrqFSnFHjFiBPXcuoCAAPTr149q2Kxfv37U8ojkcjmUSiU1gRoUFERNbF0LCIKoF9TU1FCbDu92u1FVVYXp06dTsX/+/HkoFApq+T1btmyhlqwNANu3b8f9999PxbbdbseqVavw2GOPdftv+vfvj9TUVHz11VdE9yU5ORlisZhq80GAfk+i8ePHQ6PREBeMHLfddhtycnKoCkfaeUShoaFUw2YikQj9+/enVlI+dOhQ6HQ6uN1uKvY5Bg8efEUSemfMmIFDhw5Rsz9r1iyqv+vAwEBqYWpufMeNiiCIekFDQwO1pozV1dWQyWTUBj5mZ2cjLi7u8i/sBaWlpdDpdLjzzjup2M/Pz4dOp6PWTHL79u1QKBQ9nkj9+uuvY/fu3USvkrny+y1bthCz2RW0exIplUoMHz4cq1evpmJ/6NChYBiGamUN7X5EaWlpVySxmpaoCwwMhK+vL9WZaUD7aIq2tjaqPY+Adu8szZyo2bNnQ6vVUhN34eHh1DpWCx4igQtobm6mJoiKioqoeZ8A4MiRI9Tmo23btg0pKSmQSCRU7H/yySeYN28e5HI5cdsulwvLli3Dgw8+2OO/jYuLw5AhQ/D5558T3acrUX4P0O9JNHfuXKqlxpGRkVTHUyxcuBD5+fnU8ogmTJhwRRKraZbGX4nSe19fX8TFxWHPnj1UtzNgwACqzVGlUinCwsKoCdRBgwZRO27I5XKwLEs15+1qIgiiXqDRaKjNMcvPz79o75u+YjKZUFlZiUWLFhG37Xa7sX379l4Jiu5gs9lw/vx5asnU+/fvh8fj6bX9N954AwcPHiSap8GV39NMiAXo9ySaMmUKmpqaqF3Zjx49murctISEBMjlcmonmTFjxsBgMFDpfM5BO7FaqVRSH8AKtHu6aIproN07O2nSJHz//ffUtjFgwABq72P06NHUPEQMw9zQ88wEQdQLTCYTtZL7vLw8jBw5kortU6dOITg4GIGBgcRt5+TkQCQSUfM+rVy5ErGxsRgwYABx2yzL4ssvv+xTonlkZCRGjRqFTz75hNh+KZVKpKSkYNOmTcRsdgXtnkQqlQopKSn45ptvqNi//fbbce7cOWoeHKD9/0vril4qlUKlUlEddRIdHQ2WZaltIygo6IoIomHDhlFLDvdmypQpVL12NL2mo0aNgsFggM1mo2I/MDCQepuFqwWd2MYNjsViodInyOPxoLy8HG+//TZx20B7/lBycjIV2z/99BOGDRtGxTYA7Nixg1rn66ysLBgMBjzyyCN9svPGG2/g1ltvRWlpKTHhNn36dOzZswePPvooEXsXY+nSpXjiiSfw/PPPw9fXl7j9efPm4fvvv8cTTzxB3HZycjL8/PxQWFiIIUOGELPr8XjgcDjgdrsxZMgQHDp0iBfNHo8HLMvyS1ePe/I6pVKJrKws+Pv786FL79vO67pa3/m5zusjIiKwefNm3HvvvVAqlVAqlfDz8yPSjywuLu6KlN4PHjwYWq2W+na8vbM0jvVTp07F66+/jqamJuL5ojKZDP7+/qisrKRSjRsUFHTDzjMTBFEvoNWUsb6+HmKxmFoF2JEjR6ickGw2Gw4ePIiVK1cStw0A586dg9Fo7HGyc3f58ssvMWfOHIhEfXOYBgcHY+zYsfjvf/+Ljz/+mMi+TZgwAStXroTH4+nz/l0K755EvfmcWZaF3W6HzWaD1WqFxWKB1WqFzWaDxWKBy+VCbW0tXnrpJXg8HrjdbrhcLrhcLrjd7g4LJxS413k/7uo+d/vEE09AJpN1EByXW4ALRYv3cwzD8ItIJMLMmTP5x9zz3b291HMOhwM//PADtm3bdoFAuZhg8V7f1Ws6r7PZbNi9ezf2798Pp9MJp9MJt9sNX19f+Pn5QaFQQKlUwt/fH/7+/ggICEBgYCD8/f15AcW9xnuRy+VITk6mOiyYIz4+Hk6nE9XV1dSOk0C7QB04cCA2btzYo6rT7uI9i2/BggXE7atUKpSXl1MRRKGhodTHqFwtBEHUC2iN7aDZobq5uRkGg4GKqDh48CBUKtVlOzv3lk8++QQLFiyATCYjbvvs2bOoqanBsmXLiNh77bXXMH/+fOTn5xMZPJucnAyJRILs7GxMmDCBwB52jcViQXx8PD799FMYDAZe0JjNZpjNZlgsFv7WW+zYbDY4HA44nU6IRCJIJBJ+EYvF8PHx4W99fX1hNpsRGRnZ4Xnv11/sllu8X+v9fHZ2Nvbt24d3330XIpEIIpEIYrG4w32GYfh13s91fj33WpFIxIsKlmUxduxY7N69GyqVivjnn5OTg1dffRU7d+4kbpvj0UcfxdChQ/H444/z62w2G5qbm6FWq6HVaqHVaqHX62E0GmE0GtHQ0ACLxQKHwwG73c7/r70Xl8vFf1Z/+ctfkJGRgaFDh2LgwIGQSqVE34NIJEJKSgr27NnTZ4/u5Zg+fTp27dpFRRAB7Xld2dnZVARReHg4tY7VoaGh1BPorxaCIOoFtDxEBQUFiIqKIm4XAE6ePInw8HD4+PgQt71161ZMnDiRuF2g/bMuKirCSy+9RMX+l19+iYkTJxITWwEBAZg0aRL+85//EOlNxJXf//DDD8QEkc1mw6+//oqsrCwUFxdDq9XCaDQiLCwMLS0t2LRpExQKBaRSKeRyOeRyOfz9/REVFXWB90ClUiEoKAiBgYGX/Qx/97vf4ZZbbqEyg87hcGDXrl1ERGhXMAyDwMBAlJaWdrtpZ0+Ijo6G2Wwmbtcbf3//C+ZQyWQyJCQk9Mnb4nK5cP78eSxduhQhISH4+eef8fXXX8NkMiEpKQkZGRkYNmwYhg4dSqQYZeTIkcjJyaEuiCZOnIgVK1ZQ887Onz8fr7/+OliWJT5GKS0tDXl5eURtcoSEhFBrVHq1EQRRDzEYDGBZFgqFgqhdt9uNs2fPIiMjg0qfh0OHDmHgwIGw2Wwdrob7+kPUarXIzc3Fu+++S2hPO/LVV18hISEB/fr1I267tLQU58+fJ+7qf/HFF3HLLbdgxowZGDBgANLT0zFw4ECkpKQgLi4OYrG4R/YmT56M//3f/+3VvjgcDhw7dgyHDx9GUVERNBoNDAYDQkJCMHjwYCxYsABpaWlISUmBXC7HAw88gGnTpuFPf/pTr7Z3KUJDQ6n1C4qMjKQuKEJCQlBRUUFFEIWHh8Nms8FkMlGb0efv70+l0k8ikSApKQlA+3w/DrVajV27diE7OxuHDh2CVquFn58fhg0bhlGjRvFepJ5epA0ZMoR66T0AJCUlQSqV4tdff+2yWMRms/FeNZ1OB4PBwHvWWltbYTabYTKZeA+bt3fN5XLB4XDAarVizpw5HbySl1s6eze7eqzValFRUYF77rmng1fV19e3w+Ln59dh4S6AuPCodxhVqVRCJBLd0OM7bipB5HA4eJe/2Wy+INfBarV2CAXY7XZ+4VzGXPOxRx55hM95cLlcfL5DV7edl87ruTwJhmFw/vx5KrOfxGIxXC4XfvnllwsSMDvnOVwu76HzOpZl8dRTTyE4OBhBQUEICQlBcHAwVCoV70Xg7gcEBPToamv37t1U8p4AYNmyZRg5ciTxMSNZWVlQKBR49913cfToUeTl5WH//v185UdcXBzS0tKQmpqKAQMGYMCAAZfch9GjR0On0102wdPlcuH48eM4cuQI8vPzodFooNfroVKpMHjwYMyZMwdpaWkYOHDgRU+648ePx6+//kpFEA0cOJBalVNkZCQsFgvVXKuIiAhqIyokEglUKhXOnz+PsWPHUtlGYGAgWlpaqNj29/fnj4ec4A8LC8MDDzyABx54AEB7rtbx48exf/9+bNu2DStXroTJZEK/fv0watQoDB8+HEOHDr1sj7f09HTodDqi/2uWZdHW1obm5mY0NTWhubkZjY2N8Hg8ePPNN+Hj4wOXy8WLGe6YL5VKIZPJLhAT3BIeHg5/f3/+OW5RKBSQy+V45513EB0djdtvv/2SeXXe5xnv803nhVsfERGBoqIi3H777XyOGpfjx91ygs77XMeFwLsScNz/lguNT5s2rUOIXCKR8CFwqVQKX19f/r0qFAr4+/tDoVDw5wHuvMCdK2jmSHaXG1YQVVVV4YUXXuggQFiW7ZB3wP3zfHx8IJVK+VvvxdfXl//SBwYGwmw2w9/fH2PHjr3gb3vzmLvvdrsxefJkHD16lHhjw4KCAjz66KPIysrq4BHqXPninVx6sXXe1TPcwUIkEmHKlClobm6GRqNBeXk5zpw5w//ouB+Z3W6H0+mEn58f/P39ERgYiODgYAQHByMkJARBQUEdRFR9fT1aW1sxY8YMop8HANTV1SErKws//PADUbssy2L58uVYtGgRMjIyLphJ19zcjCNHjuD06dP48ccfodfrYTAY+An3gwcPxsCBA9G/f3/em+Rdfs9Vm3k8HuTk5ODQoUPIz89HS0sL9Ho9/P39kZ6ejpkzZyItLQ2DBg3q0dy90aNHUyu/HzlyJH755Rcqtv38/CCVSlFZWUmtkjIyMpJqdU10dDQKCwupCaKgoCBqvY44z4TD4bjo0GuRSIRx48Zh3Lhx/Dq1Wo2dO3fi2LFjOHToEDQaDeRyOYYPH45Ro0ZhyJAhF3iRwsLCIJPJcPr06W7PfLTZbLzQ4URPXV0dGhoa0NTUxFeueYsa7mTt8Xjw6quvXiBqfH19++xhHzNmDPLy8jp8JqTYs2cPMjMziXnXPR4PnE4nTp06hTfffBNfffUV70Twdi543zeZTDCbzdDr9airq+MdEhaLhRdiDocDLpeLPy/ffffdRPa3N9ywgiguLg4PPvggxo0bx4sbzi3ZF5YvXw6n04mHH36Y0J6209DQALlcTqXL8/79+5Gamtpl9Qrnpu0tpaWlePfddzFmzJhuvd5ms6G+vh719fVobGzkRVRpaSna2tp4D53dbkdbWxtcLhcWLlyI8PBwDBs2DLNnz8aQIUP6fDXx9ddfIy0tDREREX2y05lTp05Bq9Ve9PsRERGBO+64A3fccQe/zuVy4fTp08jOzsa5c+ewd+9eGAwG2O12xMXFITU1FVKpFJs3b8aJEyfQ3NwMvV4PuVyOtLQ0TJ48mRc/fU34HTJkCFpbW6FWq4l3Yx89ejQ0Gg2cTieVXLawsDAUFhZSFUQ0ewXFx8dTHUESHBxMtfmjRCKB3W6/qCDqirCwMDz44IN8Q1ePx4Ps7Gz88ssv+Omnn7BixQqYzWb069cPGRkZGD58OIYMGYLBgwfjwIEDyMjIgMvlglqt5oVOU1MTGhoaUF9fj4aGBmg0Gl6ocWInICAAkZGRGDNmDD+PsKvy9+rqatx7770YPHgwlWNzSkoKtRlzSqUStbW1xASRSCSCr68vIiMj4XQ6iVb5ud1uWK1WfPrppxg0aBAxuz3lhhVEYrGYd8uRRK1WU6kEa2pqojKSAmivpKKR99DU1ASr1doj2zKZDMnJyd06ac2YMQPvvfcefH19ce7cOeTk5ODPf/4zPB4PQkNDkZiYiEmTJmH27Nk9yrvQaDTYtWsXldDkypUrMWnSpB4dPCUSCTIzM5GZmdlhfVNTE+9NKi4uhs1mg9vtxssvv4zU1FQq30NfX1+kpKRgy5YtWLJkCVHbXF5CTU0NFdESHR1NVVCEhobCZDJRs5+YmIgjR45Qsx8SEgKLxULNvlgs7nMzQJFIhAkTJnQoIGhpaeFzkX755RdotVo+fLNz506YTCY+bMWFZsLDwzFw4EDMmzcPgwYNQmJiYq8EjXeX8sGDB/fpvXXFgAEDqI3BoNVAkcaAV84TLpfLr2ro7IYVRLSg1airqamJWjJlU1MTlR9zbm4uQkNDqXyBjx07BrfbjdGjR0MkEmH48OH4/e9/D5ZlUV9fj7y8PJw+fRrffPMNPvzwQ6hUKkRERGDEiBGYO3fuJa8yvvnmGyQmJhI/KVdWViI3N5dYknZkZCTuvPNOLFq0CDNnzsSSJUuwevVqNDQ0UC3BnzBhArKzs4kLIqC9Co9WWCsuLo7qSIHQ0FCqgiI6Oprq4NKwsLBrXhB1RXh4eAcv0v79+/Hqq68CAP72t79h6tSpVFpycERFReHkyZNUjqFxcXGwWq3QaDQIDQ0lajsqKopKs8yAgIAOYa4biRvr3VwBDAYD+vfvT9xuY2MjlZEaLpcLOp0OaWlpxG2fPn0aiYmJxO0CwPr16zFjxowLxBbDMIiNjUVsbCzmzZsHoL2HTkFBAc6ePYucnBx8//33YBgGYWFhSE5OxuTJkzFz5kzIZDK0tbVh8+bNREdscKxduxaDBw8m/n9ctmwZQkND8dBDD2Hw4MF47rnnIJPJsHDhQqLb4cjIyMB3331HxTZXaTZz5kzitmNiYqjNYwPa951mdU1MTAxVDxRXyUYLsVhMfRJ6Y2Mj3nrrLbz44os4e/YsNm/eTKWNgzeZmZk4evQo/vjHPxK3LZFIEBMTg6ysLNx2221EbQ8YMADHjx8nahMAn/va1NSE2NhY4vavJlc/rfs6w2KxUBEu9fX1VHoQnThxAkqlkopXKycnB5MmTSJuF2hvUtndk6ZcLkdGRgYefvhhfPHFFzh8+DDWrFmDP/zhD1AoFPjqq68wdepUzJs3D3fddReUSiWGDx9OdH/1ej12796N559/nqhdAPjxxx/x8MMPg2EYjB07Fu+99x7+8Y9/YN++fcS3BbSPRzCZTGhqaiJue8CAAdSGpEZGRlLNkQkLC6MqiGj3IuI80LREC21B5HK58PDDD2Pu3Lm49dZb8fDDD6OwsJD6yJDbb78d+fn51GblpaamIicnh7jdIUOGUJs5dqWG+V5pBEHUQ2w2G5VOtXV1dVS8LQcPHqTi6rVYLKirq8Ps2bOJ2y4qKoLZbO52BUlnGIZBYmIiFi5ciNdffx0//fQT9u3bh9dffx1msxk2mw1z5szBRx99ROyKedOmTYiLiyMeCtqxYwdcLlcHcTh58mS8/vrreOONN6jknEilUgwaNIhKtdnw4cOpTeKm3YsoICAAHo+HWs5HcHAw3G43tdJ4kUgEHx8fap8RrZAZxxNPPIGQkBD+oiM6OhqzZs3CO++8Q22bQHtYSy6XU2tGmJaWhoqKCuJ2hw4dCoPBAKfTSdx2YGDgDTnPTBBEPcRut1PxEDU3NyMlJYW43YKCAowYMYK43fz8fKhUKuI9fABg9erVmDhxItFKJKVSCbfbDYlEgn379uFvf/sbzpw5g9mzZ+PPf/5zn64ybTYbvv32Wzz55JPE9pdj+fLl+P3vf39BrH7WrFl46aWX8PLLL+PEiRPEtzt+/HhkZ2cTtzt27Fi0tLRQudrmehHRgmEYBAQEUBuJwIV5c3NzqdgHAB8fH2phOa7KjAaffPIJysvL8e9//7vDb+GRRx5BQUEB9enr0dHRVLw4QLvXVKfTEbcrl8vh5+dHRbioVKobcp6ZIIh6CA1BxLIstFotlUF8arWayjiDs2fPEp/SzJGbm0tl5tp3333HNxObMWMG1q5di6+++goBAQG47777cM899+DAgQM9trtjxw74+/sTH1+Sm5uLlpYWLFq0qMvn58+fj2eeeQbPPfcc8ZPo6NGjqcwrCgwMhJ+fH5UGh8HBwXA6nVQTk0NDQ1FVVUXNfmxsLLWQIkBXENEKmR05cgQbNmzA//t//++CkUkxMTGYOXMm3n77beLb9SYzMxNZWVlUbPfv3x8Gg4Hv8UYSrvSeNMHBwXyT4hsJQRD1EIfDQVwQGQwGSCQS4vPRLBYLjEYjFaF18uRJjBo1irjd2tpa6PV6jB8/nrjtoqIiTJ8+vcO6QYMG4Z133sG2bdswffp0vPXWW5g3bx4+/fRTOByOy9r0eDxYuXIl7rnnHuL7+9FHH+H222+/ZPXh4sWLsXTpUjz11FNET6Tp6ekwmUxU8gQCAwOphAi4sQI05yyFh4dTrWRLSEhAZWUlNfs0Q2YSiYR4yKypqQmvvvoqnn/++YuG/h955BHk5+dT6yIOAIsWLUJBQQGV8FNQUBBkMhnOnz9P3HZAQAC1iw8aXq2rjSCIeojdbieeQ0SrB9HBgwcRHh5O3LbH40FBQQFf5UWS1atXY9SoUT1q7tYdKisr0dbWdtGeScHBwViyZAn27NmDp59+GocPH8asWbPw17/+9ZLJxUePHoXVasV9991HdH+bmppQWlqK//mf/7nsa++//348+OCDePTRR4mdTH18fJCWloYtW7YQsedNcHAwFUEE0G+eGBkZSSXZnCMuLo5qKEIqlVL1EJEURFwS9axZsy5ZgRUbG4sZM2bgrbfeIrbtzsTExECpVFKrYuzfvz+OHj1K3G5kZCSVpPPg4GBquXRXE0EQ9QCTyQSPx0NcYDQ1NREfFgu0z9QaNmwYcbsVFRWQSCRU2g+cPHkSc+bMIW537dq1GD16NKRS6SVf5+Pjg7lz52Ljxo345JNPIBaLsXjxYtx///1dusxXrFiBmTNnEu/F9OGHH2L8+PHdDks+9NBDuPPOO/HQQw8R8+pMmDCBStlucnIyNdESExNDNaQVGRkJjUZDzX5MTMwFE+lJQlMQ+fj4EA2ZPfXUUwgKCsLf/va3y752yZIlyM/Pp1r5RDOPKC0tjUruWHJyMpWLD5VKRTWB/mohCKIeUFdXB7lc3ufxH52hJYhKS0upCKLc3FziYx2A9qaXarWaSin/6dOne9z7ZsiQIfjwww+xZcsWjBs3Di+//DIWLFiA5cuXw+VyoaioCGVlZfjLX/5CdF9tNhtycnJ63Pfk8ccfx/z58/H73/+eiJchIyODSkLm8OHDqSUmx8XFUcl94ggNDaVayUa79F4qlVKzT1IQffrppygtLcW///3vbhVXxMbGYvr06VRzicaOHUstj2jgwIFUPI/p6elUQryBgYGCILrZaWho6NGgzJ7YJd2lFAC0Wi2VhOqcnBwMHDiQuN21a9di0KBBxHO0jEYjmpube530HB4ejieffBJ79uzBkiVLsGPHDsyaNQtPP/00hgwZQrxL7n/+8x8kJSX1uJkmwzB49tlnMXXqVDzwwAN9jvGnpaXBYrEQd7mPHTsWTU1NcLvdRO0C7d15abryw8LCroggopFgC7SPZqHlIZJKpUROkllZWVi/fj3+/e9/9+i4uHTpUuTl5VErB7/99ttRVFTUrdzCnpKSkkLleztixAh+1AlJblRBJHSq7gG0uknX1tYS7/ipVqthNpuphLVOnz6NF154gbjdI0eOUJl0vH79evTv37/PuV++vr649dZbsXDhQhw9ehTPPPMMTCYTnnjiCbzyyiuIjo7u8756PB7s3bsXr732Wq/+nmEYvPzyy7Db7bj//vuxcePGXrdGkEgkGDx4MLZu3Yqnn366Vza6IjQ0FL6+vmhoaEBcXFyvbHg8HrhcLjgcDn6x2+3weDwwGo3Izc2Fy+WCy+WC0+mE2+2G0+ns8Jh7nls6r3O73fzCPdbpdNDpdHjppZc6rPdePB4PPB4PWJa95H3vW+/7UqkUt9xyS5/GIlzMi93a2oqqqips376dn1Df+VYsFkMikUAikcDHx4dfpFIpfHx84OvrC6lUesGtTqdDeXk5TCZTr8cQNTc345VXXsFf//pXDBkypEd/Gxsbi6lTp+Ktt97C559/3qvtX4qoqCg+j4h0K5OEhASYzWYYjUai55jAwED4+vqipaWFaOPfwMBAKsLwaiMIoh6gVqsRFBRE3G5DQwMmT55M1Oa+ffuQkJBAfKq4VqtFa2sr8bCWxWJBQ0MDpkyZQtQu0J5cvmDBAmL2GIaB0+lEWFgYPv30Uyxfvhx33nknUlJS8NJLL/Wpn9SGDRvg6+vbpxJ+kUiEN954Ay+++CLuvfdefPfddxfNe/N4PGhtbYVWq4Ver0draysMBgOMRiPa2trQ1taGrVu3oqmp6aICovOJ3u12g2VZ/rYrQQAAf/rTnyASiboUBZ3vdyUiGIYBwzAQiUT8ArS3sXjmmWc6nOi5pfOJ/2L3JRJJh8feIkEsFkMul3d4zL3ex8fngr/ztt2V3c7PvfDCC/jjH//Y62ni3OfbFVybiUWLFsHpdHZYvAWk0+mEw+G44NZkMkGv13dYx/2NwWBAXV0dpk+fDl9fXygUCiiVSqhUKsTExKBfv35IS0tDenp6l99Hl8uFRx55BDNmzLhoq4nL8eijj+Lee+9FY2Mjlc7/MTExyMnJIS6IfHx8EBUVhaysLNxyyy1EbXOl96QFEe0xLVcDQRD1AK1WS2UERktLyyWHkfaG48ePU2nImJeXh5CQEOJD/TZu3Ii4uDiEh4cTtetyuVBXV0dccP7yyy9IT09HUlIS3n33XTQ2NmLVqlX8iezZZ5/tVaft9evX80KhL4jFYrz//vt49tlnsXDhQsjl8gsEDecpEYvF/JW+n58f/Pz8IJfLoVAoYLfbIZVKoVAoeI+BWCyGj49PBzHgLQ64dZ1vve+//vrruOuuu5CRkcGv9xYG3mLB+7H3+q4+o/LycixZsgT79+/v0+d3Merr63Hffffxw0VpIBaLMXz4cCph6R9++AGhoaGYOnUqcdsbNmzA9u3bsWrVKmg0GjQ0NPBLTU0N9u/fj2+++QZGoxEymayDYIqNjUVxcTECAgLw4osv9nof4uLiMGXKFLz99tv47LPPCL67dsaNG4esrCw88sgjxG0PGjQIOTk5xAVRQEAAamtrkZmZScymSqWCw+GAx+O5qtPpSSMIoh6g1+uJd5N2OBywWCzEQ1vV1dVUxmqcPn2612GOS7F3714qZfw///wzgoKCEB8fT8ymx+PB4cOH8c9//pNfFxUVhZdeeglLly7FunXr8Je//AXh4eF44oknLuh9dDGysrLQ2tqK+fPnE9lPiUSCzMxMVFdX429/+xvfuZYTPNx9sVh8URv/+Mc/oFar8fe//53IPnGIRCKkpKQQHytzKe8ICTweD/Giis643e7LVkP2FoZhqOUncUgkEkRGRiIyMhIjR4684HmXy4WWlhY0NDSgsbER9fX1qK6uRnV1NV555ZU+e7WXLl2Ke++9F01NTcSbx95+++1YtWoV7HY7fH19idpOS0ujMp8wLCyMeGK1TCYDwzAwGAxUnARXixtH2l0B2traiPcgamlpgZ+fH/EDIK0J9ydPnsS4ceOI2nS5XKipqem2cOgJ27ZtI971uqCgACKRqMueRsHBwXjqqaewc+dOLFiwAG+//TYWLlyI77///rJ2P/74Y9xzzz1Ek7S3bt2KxYsXY8KECRgxYgQGDRqEhIQEhIWFQalUXlIMAe2hTNI9oYB2YUH6hMLZpSlY3G43dUHE5RHRtH81kUgkiI6ORkZGBhYuXIhHH30U77//Pm699VZs27atz/bj4+MxZcoUKn2JIiIi4O/vT6Uf0YABA6i0dOjXrx+V0nuFQkG1GebVQBBEPcBmsxFPqqbRlLG8vBwul4uoVwRob0pZWVlJ3JPz448/IiQkhPj+Au0NGUmHBw4dOnTZ/A6lUok//vGP2LlzJx588EF8+eWXmDt3LlauXNnlFXpFRQVqa2uJJpVXVVWhubm5T120LRYLlZYQLpfruhVEtEME3Mw9GjAMc9UF0cWYM2cOSkpKiNhaunQpzp07R6XJZUxMDE6ePEnc7oABA2A0Gol78NLS0qg0Z/T397/hJt4LgqgH0BJEva3IuBj79u1DSkoK8QN3UVER/P39ibcI2LZtG5VmjDk5OXC73cTDMvv27et2nF8mk+HOO+/Ejh078Oc//xk//vgjZs+ejY8++qhDlcaHH36I2bNnE3U/79y5E0lJSX3yNlitVipd1Gl5iLhka1rQDjcB7e+BxmcDtIcqr1VBNHToULAsS6TXT0JCAiZPnkylL9H48eOpdJXmcjNJiUKOkSNHoqWlhfj/XaVSUe3afjUQcoh6AK2xHaQnxp8+fbrL2H1fOXfuHCIiIoja9Hg8qKys7FMi5cVYv349pkyZQlQYNjU1oaWl5ZKjBLpCIpHglltuwdy5c3HkyBF88cUXmD17NqZOnYpHH30U58+fJ/oZsCyLn376CU888USf7NASRLTyZGgLlisRMvN4PMSrQzmuZQ+RSCTC7NmzsW7dOkyYMKHP9pYuXYr/+Z//QUtLC9Fijdtvvx0rV64kkkdkMplQV1eH+vp6NDU1wdfXF2+//TYGDRrEV2xyt97Vmxer5rxYOwexWIyPPvoIISEhfDK7Uqm84D5XPNEdgoODqXZtvxoIgqgH0BjsWldXd0Hin8fj4fuqcD1WnE4n7Hb7BaWu3s9z68rLyxEfH489e/bA39+fXwIDA6FUKnvtjj958iTxzte//PILfH19qVTUFBYWEu+XdOTIEURFRfX6ZC4SiTBlyhRMnjwZp06dwpdffolFixYhJCSEqKcwPz8fVqu1zxUrTqeTeONJoF1YXK8eItohM9qC6Ep4uXrLnDlz8NxzzxGxlZiYiAkTJuDtt9/Gxx9/TMQm0J6kHBAQgLy8vA6VpK2traitreWTxdVqNTQaDfR6PcxmM6xWK+x2e4eFGwXl7+8PlUoFHx8fNDU1ISEhga+69PHxgUwmu2wbCe6WYZgOtyKRCJ9//jnOnTsHsVjMb7tz2wVukUgkkMlkkMvlvFjy9/dHQEBAh/OIwWCATqdDUVERQkNDERwcfN1XnAmCqAvcbjfMZjPMZjNMJhN/a7VasWzZMjAMwwsWTpR01aTNW9l7q33v+9zf7N+/v4OqF4lEfI8V7x/B5XqniMViWK1WnD59GidPnuzw5ef2s/PrO/da6VxKzTVjO3v2LEQiEb788ktERUUhNjYWcXFxCAkJ6fUPYfPmzZg1axbxk1htbS0MBgPGjBlD1O7evXsxfvz4PtthGAYZGRnIyMjA7373O1itVtx2220YNmwY7rjjDkyaNKlPJ8UdO3Zg0KBBfT5AXW+C6HpPqubEys2YQwQAw4YNg8fjwdGjR4n8zh577DH8z//8D9RqdZ/HDZWXl+Po0aPIy8uD1WrFCy+8AJFI1KEpqEKh4MVNcHAwgoODERsbC5VKBZVKhcDAQP6+SqWCQqHo8H3asGEDtm3bhvfee6+vb70D3377LR577LHLFsR4PB5otVpezGk0GhgMBuj1ehiNRjQ0NKCkpAQ2mw1qtRqtra146qmnYLVa4XA4+JSK8PBwREdHIyoqin8cFhaGsLCwC97ztcQNK4icTicqKyshFothMpn4xWw2o7W1lV/a2tp4wWOxWGCz2eByuS7o0urj48O7JqVSKZRKJd+hVSaTdejkKpVKO9y/1LpHHnkEDzzwAObPn99B5PT2C2Oz2TB58mRs3Lixy4Mq532y2Wy8WOLue992fr65uRm5ubnw8/NDTk4OdDod//lxOQ/cIpPJ4OfnB6VSiZCQEISGhiIyMhIxMTGIi4tDdHQ072EpLS3Fo48+2qf/dVd88803GDlyJNGTucViQV5eHtHqlaamJjQ3N2Pv3r2w2Wz47LPP8M9//hNvvvkmFixYgEWLFvW4JYPb7caOHTvw/vvv93n/XC7XdSeIaHIlBBF3IUSDa10QeYfNSAiixMREjB8/Hm+99Va3vUSNjY3IysrC2bNnUVVVxYsBzt6gQYMwbNgwNDY24q233uJFDok5l7GxsVSG+/r6+vLv4VKIRCJeuFyOr7/+GkeOHMHKlSsBAGazGWVlZSgrK0NNTQ0vntra2mC1WmGxWGC1WsEwDIKCghAaGoqoqChERUUhIiICYWFhaGxspDJdobvcsIKosbER586dg6+vbwdB4ufnB4VCgYCAAMTHxyMoKAgqlQqhoaEICQlBeHg4goKCLhATNpsNkyZNwnvvvUf0gGixWJCcnEystLmkpOSSYTGRSASZTNbjk1xWVhZ+/fVXfPDBBxc8Z7PZ+KsIvV7f4b5Go0F5eTlOnDgBg8GAtrY22Gw2XhS63W7861//woABAzB69GhMmjSJSOjoxIkT+MMf/tBnO51tBgUFEe1tsmvXLsTHx0Mul0Mul/P9fk6cOIFly5bhj3/8I6KionDXXXdhzpw53Zqll5OTAx8fHyLtEVwuF/Gye85DSiuH6EoIFlrQFly0BRGJfZ8zZw6ef/55AnvTzmOPPYYHHngAGo2mQ0GIwWDA0aNHcfr0aZSVlUGr1cJoNMLpdCIuLg6DBg3CvHnzkJycjOTkZISGhvLvLz8/H48//jhSU1OJ/r9iY2OpzJqTyWTEZ6X5+fl1KAxRKBQYNmzYZdMqmpubUVZWhvLyctTU1KC8vBw5OTm8s4LECKTecsMKovj4eDz++ONEkvOA9gGhEomE+MGqra2NaKPD4uJi4t2eAaCsrAwhISFdPieTyfhGbN3B5XKhtbUVH3/8MYqKijBr1iycP38en3/+Od544w0olUoEBQUhNjYWw4cPx+TJk9GvX79u76vJZOrTMNeLwXWnJsmPP/6IO+6444L1mZmZyMzMhMPhwJo1a7Bu3Tp89NFHmDRpEhYvXoyMjIyLehG2bdtGLNeLhiCy2+1gGIZKWOhKCCKaeRK0y/qv9Rwi4P/CZseOHcPYsWP7bC8pKQkjRozAH/7wB0RGRvJhIKvViqioKKSkpGDy5Mno378/kpOTERUVddn/QWpqKtxuN5qbm4leIEVHR/ORCpKeWYVCQUUQOZ3OHv9dREQEIiIiujw3f/zxx8SnNvSEG1YQkcZoNBK/orXZbGBZlmipdUVFBWJiYojZ4ygsLERycjIRWxKJBMHBwWhqasK4cePw4IMP8s9xvY6Ki4tRVFSEX375BcuWLYNIJIJKpUJYWBhSU1MxduxYjBkzpsv/yaZNm5CQkHBRAdcbuO7U//u//0vMZkVFBTQaDe68886LvkYqleLhhx/Gww8/jOrqanz66ad46aWXIBKJcMcdd+DWW2/tMKPIZrPhwIEDvBu7r9AImbW2tl62IWRvoZ1U7XK5qNkG6HuIRCIR8cnnpBGLxZg1axa++eabXgkilmVRXV2NM2fO4Pjx48jJyeGPtQsWLOCFT1xcXK9FuUgkQnBwMIqKiogKIi4dIz8/H6NGjSJmV6VSQafTEbMHAHK5vFeC6FpGEETdpK2tjbggMhgM8PX1JXpFWFdX1yNvSncpLi7Gn/70J6I2W1pasHDhwg7rfH19MWjQIAwaNIgvbWdZFk1NTSgpKUFJSQnOnz+Pd999FwaDAQEBAQgODkZiYiJGjRqFyZMnY//+/cTHlnDdqXszn+xi7Ny5E/369ev29yohIQEffvghgPZQ29q1a7FmzRoMGjQId955J6ZOnYqsrCwEBgYSq9qj4SEymUzUqqhoez+EkNmVYc6cOd2uEPV4PCgvL8fp06dx7NgxnD59GizLIjw8HOnp6Xj77beRmpqKOXPm4KGHHiL23YuMjER+fj7xxq8xMTHIzc0lKohCQkKgVquJ2QN67yG6lhEEUTdpa2sjngTKCSKS6HQ6YmFCDpfLhcbGRuJ2DQZDt7xODMPwyXdTpkzh15vNZpSWlqK0tBQFBQX47rvv8NFHH0EsFuPkyZMICwtDRkYGkSu4Q4cOITExsc92OFiWxbZt2/Dkk0/26u/nzp2LuXPnorW1FV999RU+/vhjvPvuu1AqlYiLi0NDQwOioqL6fHJ1u93EPUQ0BdH1XnYvhMzaGT58OFwuF44fP35BpajL5UJRUREvgHJzc+Hj44OIiAgMHToU//3vf7sMGSsUClRWVhKbRzl06FCcO3eOiC1vEhMTUVZWRtRmWFgYiouLidr08/O75r2NPUUQRN3EZDJdF4LIZDIRH2hYV1cHmUxGNLRnsVhgMpn6JDIUCgWGDx+O4cOH8+usViumTJmCwMBArFixAu+//z78/f0xbtw4jBkzBhkZGb3qtL13717cf//9vd7XzhQUFMBms/W5T1BAQACee+45PPfcczh+/DiefPJJiEQi3HXXXRCJRHxFzODBg5GWltbj0mNaHiJanZivdw8O7f2/XjxEXNhs7dq1GD58OAoKCnDq1CkcO3YMBQUF8PPz44fHPv30093yiAYFBaG0tJSYIJo2bRq+++474iI8MTERhw4dImYPaPdmkc4hksvl1EPIVxpBEHUTk8lE/EqZhiCyWCzEBVFZWRnxDt0nTpxASEgI8fff0tICuVzOl5y7XC4cOnQIu3btwueffw61Wo2goCCMHz+eF0iXe29NTU1Qq9U97k59KXbs2IGBAwcS9QbodDpERUXhp59+gsfj4XOwzp49i507d0Kv10MqlSItLQ3Dhw9HWloa0tLSEBQUdFGbtDxEtIaXXu+C6GYMmblcLr7njVqthlqtRktLCyoqKlBSUoKpU6fC398fUVFRyMzMxGuvvdaruYdRUVEoLi7G/Pnziew3rcTq+Pj4bpXI94SoqCji5fxCyOwmhoYg0uv1xK++LRYL8fEapaWlfW5q1pmcnBwq/SYaGxs7DCOVSCSYMWMGZsyYAaC92/j+/fuxZ88e/Oc//4FGo0F4eDgmTJiAzMxMjBw58oJRKn3tTt0Zrk/QO++8Q8Qex88//8wnoYpEIl7wcHg8Hpw7dw4HDhzA0aNHsXXrVuh0OiiVSqSnp2PYsGFIT09HamoqX95PI6nabDZT8xDRPtlf74LrSnYS9ng80Ov1vMjhlsbGRn4Ejk6ng9ls5nuXce0nAgMDERoaivz8fPz0009EKmeHDBlCdCgrrcRqGqX3NGz6+fkJHqKbFYvFQly86PV6ouMadDod3G43cW9OQUEB8VLIkpISjBgxgqhNAGhoaLhkrx6pVIp58+Zh3rx5ANqrsnbt2oX9+/fj0KFD0Ol0iI6O5gXSiBEjiHWn5jh9+jTEYjHRnCyTyYRTp07xfYy6QiQSYcSIER0+d5fLhZMnT+Lw4cM4cOAANm3aBL1eD5VKhfT0dF68yeVy/qTV1cKNFugOVqv1ug6Z0RAV3MwpriWBxWLpcl5Vd265bvhdLS0tLTAajfj1118v6Kzfudt+V/e5W6fTyT/mlvLyctTX1+Ouu+6CVqvlC1G47w3XxTk8PBxDhgxBQkICBgwYcNEBxCaTCYcPHybWRmT8+PFYv349EVscNBKrOfFCMl8tJCSE/36R+u3J5XIhh+hmhYYg0mq1RPNyCgsLERQURPyEUFpairvuuouozZaWFmJl/N7U1dX16DOVyWS4/fbbcfvttwNo9178/PPP+OWXX7Bv3z7odDqwLIvRo0ejra2tW40RL8fPP/+MwYMH99mON4cOHUJYWFiPr1QlEgnGjRvXoYmjw+HA0aNHsXHjRvj4+GDTpk38rLzOi/dJUSKRQCqVduhW7n3Vzw2PLC0thVarxfLlyy/YH+67e7Hby722vLwcNpsNq1atumDwZVejcy52v/M6zlZTUxO0Wi0effRRuFyuDuN3uMcXG99zMdHC7R/QLlqlUimmT58OhmEuWLj32dPnuOe58vMPP/yww3gg7tZ76byuq/E+3mN+1Go1IiMjcddddyE5ORkDBgzo02BgmUxG1AORnp4Oh8MBrVZLrCUHjcRqpVIJHx8fVFRUEPOii0Qivls1KYHJhcyuxHy/K4UgiLoJDUGk0WiQkJBAzF5JSQnx/CGr1Qq9Xo/Ro0cTtWs0GqkIopqaml7lF3AoFArcddddvAAsKCjA0qVLsWPHDnz99deYOHEiFi9ejNGjR/fqIMCF7D799NNe72NX7Nixg0hnaqDdizZ16lTs3LkTs2bN6taoEpfLBaPRCIPBAIPBAKPR2GE8Djc2R61Wo6qqCm63G8eOHbtkiIt7rqvXcIms3q9hGAa1tbVwu904ePAg///pauCl9+DLznMCRSIRf7LvPD+wtbUVUqkUw4YN6zDrz8fH54JxP9xjris7t3Ajf7wFJGfrq6++wokTJ7oUiyT48ssvkZOTg2XLlhG3/dBDD2H8+PH43e9+R8Qe1wiXVJNCrpfZpZrM9hRaidVRUVE4d+4c0bQCqVRKVBBJJBKIRCKYTKYL0gyuVwRB1E1sNtslk097g06nQ2ZmJjF7VVVVxJsyVlZWwt/fn2geSWtrKywWS5+Ey8Wora0lOtCV8wpt2bKFb4z4yiuvgGEY/O53v8Ott97ao888OzsbCoUCQ4cOJbqPZ86cwWuvvUbMJtDee2rp0qXdeq1EIkFISEi3TjQPPPAAZs+ejQceeKCvu3gBDz30EMaMGYMlS5YQtw0A77zzDsLCwvDYY49RsV9ZWUm0c31n6urqOjTyJIndbu+Qv0cCiUQCg8FA7EIvODgYpaWlxI4RtBKrExISiJfJ+/r6Eq80k0ql0Ov1N4wgujH8XFcAq9VK3ENkMBiIzm1pbGxEbGwsMXtAe4UZaSGYnZ2N8PBwKr1ompubiY7XaGlp4Q/yXGPEffv24a9//SuysrJw11134Q9/+AN27NgBm812WXvbt2/HyJEjie0f0B4uCw0NJZpM73A40NLSQrQRJYdOp6PiHQTaf1M0BUVVVRWVxqccjY2NVPe/vr6eyoUI0P6dIZkTCfyfV4MUycnJKCgoIGbPO7GaJElJSaiqqiJqs7sDXntqk7TIupoIgqib2O32PsXDu6K1tZWoR8doNBIPmdEIw50+fZpYLxBvbDYbrFYrUdtNTU1dXv3MnTsX33zzDXbv3o2hQ4fis88+w8yZM/HWW2/h/PnzXYZ5LBYLsrKy8MgjjxDbP6A9J4lk0jcA7Nu3D8HBwcSrC4H27yktUdHW1kZldA1HfX098Xl23tAebtnU1ETltwcATqeT+DHS19eXaLl4RkYGCgsLidkD/i+xmiRxcXHER23QGPAqk8mg1+uJ2ryaCIKomzgcDqKVMR6PB1arlejVGo2mjIWFhRgyZAhRm6WlpVQG+DU1NUEulxMdGtrQ0HBJz4tSqcSzzz6L7du348svv0RLSwuefPJJ3HrrrVizZg20Wi3/2sOHDyM4OBhJSUnE9q+trQ3nzp3DH//4R2I2AWD37t3ERRYAVFdXg2VZ4q0hOEwmE3EvKYfb7YZOpyP+e/DGbDZTC2mxLAudTofU1FQq9h0OB/GQma+vL9ra2ojZmzRpEhobG4kma9NIrI6NjSX6voH2qjAaA15Je52uJoIg6iak+7GYTCaIxWKiNmn0ICovLyeWrMuh0WiuSA8iEtTX13c7hJGeno5PPvkEv/zyC/7nf/4H27dvx8KFC/Hkk0/i4MGD2Lp1K3GRwVWXXQ//dwA4evQo4uPjqZTGNzQ0gGVZ4iFeDrVaDV9fX6r5EmazmZqHyGg0gmEYKl4/oN1DdK0LIpVKBT8/P1RXVxOzOW3aNBQXFxPtgUWjb1BAQABxb45cLife8PFqIgiibuJ0Ool6iPR6PVEx5PF4iAsig8EAu91OPETQ2tpKJWTS0NBAPIehubm5x/sqEolw9913Y9OmTfjxxx8RFhaGd999F3l5eSgsLMSpU6eI7d/27duJiyyLxQKtVks81wkAzp07R8U7CABnz55FREQEtT5EdXV1xE/43hiNRjidTmIVUJ1pbm6muv9Op5P4708mkxEXBtwID1J4J1aTIjQ0FG63m+hA1pCQkA4eaxIoFApBEN2MkPYQGQwGouMLampqIJVKicbwy8rKEBgYSLTHhEajgc1moxLWqK+vJ9rXCWjvFdWXE3hYWBhef/11TJ48GQMHDsTQoUPxzDPPYP78+fjvf//brUTsi9Ha2opz587hT3/6U69tdMW2bdsQExODwMBAonaB9u9pd+ZO9YaioiJqCcNA+/eLRB+qi3H+/HkEBQVR6+nS3NxMPMfHG5fLRVxw+fn5wWw2E7UZGRlJtIKLRmI1wzAIDw/H6dOnidkMDQ2l4iEiLVivJoIg6iakZzqRnmNWWFhI/MqSRoXZ0aNHERUVBbFYTNQu0PceRJ2xWCxwOp1Eqn5OnDiBO++8E88//zz27t2Lxx9/HMePH8esWbOwZMkS5Obm9tjmwYMHER4eTjwEcuDAAaJdtL3R6/XUEqorKyuJ5md1pqdNP3tKcXExtfwhoF0QkfbgeEMjZEZDEKWnpxNPgqaRWB0fH080ATwiIoK4IFIoFIIguhkh7SEiPcesvLyceO5BcXEx0caRQHtYg5aHoLa2lmg5Nzcotq9X7M3NzdBoNJg0aRKA9jDA/PnzsW7dOnz99ddISkrCE088gYULF+KLL76Aw+Holt2ff/4ZEydO7NO+dUV1dTU/E40kHo+HWkNOoD3Hh3bJPenfgzcVFRVU97+xsZH4WB8Oh8MBt9tNvDUJDUE0fvx4lJWVEbVJI7E6KSkJFRUVxOxFRUURT4BWKpWwWCxEbV5NhMaM3YRGyIzkwaOmpoZ4uXFRURHRCe9Au3AjOffHG9I9iEiFGFatWoXhw4d3eXXev39/vPTSS/jLX/6CPXv24Ntvv8W3336L9PR0PPXUUx2Gs3pjNBqRl5eHd999t8/7541Op4Ner8fw4cOJ2gXaqwvFYjE1L0tbWxu1CjOg/TdGsulnZxoaGqhU9nHU1dVR+3y0Wi2kUinx/C25XA6r1UrU5rBhw2C1WmEwGIgJxO50rGZZFjabje/mznV0NxgM0Ov10Gq10Gq10Ov10Ov10Gg08Hg8vLf2UmNaOj/uap3b7YbRaMSjjz4Kf3//DotCoeDH6yiVyg6jdrjnuvLqKxQKQRDdjJAOmXW3u6fL5YLT6YTD4bhgcTqd/FJWVoYpU6agpaWFH6golUp77d1gWRbV1dXEQyc6nY5KhRmNHkSkklCzs7Mvm+cjk8lw66234tZbb0VxcTE2bdqEJUuWICQkBAsXLsQf/vCHDu0EuHBZaGhon/fPm61btyI5OZn4lT4AHDt2DElJSdSSnmmW3APtbR1IdhjvjNFopNqDqKGhAcOGDaNiW61WEz0+cvj5+REvFfce4dHXxqMsy8JoNPIz61atWgW73Q6dTgetVstfYLS2tsJsNoNhGH5ci/fMP7lcjqCgIMTExGDEiBGIiorCwYMHodVq8cEHH/Dz7jrP5+s8E8/7ua5m+T3yyCMYMmQITCYTWltbodFoYLFYYLfbYbfbO5xTuPmF3K1EIoGvr2+H2YSceHv++eeRlpaG0aNHIy0t7bqdbSYIosvAsixMJhNcLhcaGhrgcDj4L4/NZuPvey9Wq5U/QXvfer9eo9HA5XJh8uTJHb7A3ve9Bz5ygxYvNn/JbDbjhx9+wObNmzsMkxSLxR3mKHkP3/T19eUnlXsv3MlQJBIhLy8PdXV1CAoKgkqlgkql6tOBj1ZTPho9iJqbm/ucRKvT6dDS0oIpU6Z0+28GDhyIV199Fc8++yx27dqF9evXY+3atRgyZAieeeYZ9O/fH9u3b6cSLjty5Agf2iNNXl4etXCpxWKB1Wol3oeLw2w2w263UxHz3tugnUNEqymjVqulkrBNw0ME/N8Ij+4IIpfLhaamJtTV1aG+vh41NTWoqqpCbW0tmpub4fF4oFQqIRKJsHXrVkRERCAoKAjh4eEYPHgwoqKiEBMTg7i4uB55pDQaDX7++WeiYU4fHx/ccccdPa5GdrlcMBgMUKvVvNgzGAzYunUr4uLiEBgYiIMHD2L16tWw2WwICAhAYGAgIiIiMGjQIIwaNQojRoygIppJclMKIpvNBp1Ox6t37lar1UKtVvP/dKPRyPcL8vHxwbvvvssPfexq2rP38EZOXAQGBiIyMpJX1Nztt99+i6SkJDz66KMXDJL03kZ3lfaiRYvw5JNPYsaMGfw6t9sNk8mEtrY2fsAmt5jNZlgsFn6xWq2wWCzQ6XT85yMSibBy5coLhJ9IJIJSqYRKpUJwcDCCg4MRGhqKkJAQBAUF8eKJu69QKMAwDBobG+F0Oqkc9Gn1IOrrCXb16tVITU3tVcWWQqHA4sWLsXjxYhQUFGDjxo34/e9/j9DQUDQ2NuLRRx/t0751RV1dHZ566inidjnbNHKTgPZyfpVKRVQQe9PQ0ACFQkH1ypemIOLCJbSaMup0OiqCyM/Pr9s5dT0hKSmpQ8Jya2sr6uvrUV9fj7q6OlRXV6Oqqgr19fV8eoNSqYS/vz9CQ0ORmJiImTNnYtiwYYiNjYVIJMLixYvxyCOPYO7cuUT2MSYmhngStEwmQ0tLS48FkUQiQWho6AUeaa4y8qWXXuLXtba2orKyEpWVlSgvL0deXh5++uknGI1GKJVKBAYGIjQ0FMnJyRg+fDjGjh1LpaK1N9ywgshoNGLr1q3YtWsXNBoNH5tta2sDy7K8h4TzksjlcqhUKoSGhqJ///6Ijo5GXFwcEhISEBAQgMmTJ2PdunXErkC3bt2KsLAwYva6ynESi8UIDAzs1Zft8OHD+N///V9s3ry5w3qPxwOtVovq6mrU19ejsbERLS0tqKmpQV5eXpfeMLfbzYsiAHjjjTcQHR2NyMhIRERE8EtfBA2NHkQNDQ197sVz5MgR3H///X3el7S0NLz55pt4/vnn8fbbb8NgMODPf/4zn5MTExODUaNGYcaMGb1O/K2vr4fJZKLWiZlmhVl+fj7VcFl9fT3VHj4mkwl2u51a00SdTgepVEqtysxoNFJpSSCTyYgIoubmZpw/fx4lJSWoqqpCfn4+jEYjFi9ejObmZrhcLl7wBAYGIjo6GpMmTUJ6ejqGDBnSLbEnl8uJ9vmJjY0l3uNHoVBAo9EQs+fj43NB1++AgAAMGzbsgvCszWZDdXU1L5ZKSkrw6aef4rXXXoOfnx8CAgLgcDiIpwH0hBtWENntdrS2tiI5ORmDBw9GTEwMYmJikJiYiJCQkB5f6bEsS/Tq0GazEb2icrvdRMv429raurQnEokQFhaGsLCwbsffW1tbUVtbi08//ZRvXnb69GneA8d5p8RiMUJCQhAZGYno6GjExMRcIJou5nKl0YOoqampTxVRra2taGpqIppErlAoUFBQgCVLluDee+9FfX09CgoKkJ+fj0OHDmHFihWQSCQIDg5GbGwsL5K6U720ZcsWpKenUxm66/F4qDXkBNpbRNCsAKuvr6d6FZufnw+VSkWlHQVAvweRwWCgIrZkMhmcTuclX+PxeFBZWYmCggKUlZWhpqYGarUabW1tvCfc4/EgNDQUUVFRiIuLw/z587F69Wo8+OCDGD58OOLi4vp8fA8ICCAuiGw2G5/6QAKFQkF0RppEIrns/4dDJpNh4MCBF4TNuXSUyspKbNiwAW63m9j+9ZQbVhCFh4djwYIFxJKCaQgikgcQ0knfFxNEvSEgIADp6enw9fXF2LFj8fzzz1/wGo/Hg/r6ehQVFaG8vBw1NTU4duwYn4zIhfWkUilCQkL4uHxMTAzCw8P5kInFYiF24NfpdH3KuVi7di369+9PtD/U6dOnYTKZcO+990IkEiEuLg5xcXGYM2cOgPbPsba2FoWFhcjLy8P+/fvx5ZdfwtfXF0FBQYiLi8Po0aMxc+bMC8Iz2dnZmD17NrF99eb8+fPw9fWlVvbd2NiI6dOnU7ENtFeY0cpPAtorOmnmDzU1NVHvsk3LQ+R0OpGbm4vCwkJUVFSgtrYWOp0OJpMJFosFZrMZUqkUYWFhfK5ORkYGoqKi+CUwMLBDMj/Lsli1ahUmT55MrNdaaGgoWlpaiNgCAKlUCqlUitbWVmL76O/vT1wQ9aW5LGcjPj4e8fHxyM3Npfo7u+y+XLUtX2ewLEv06s1utxM9QJFuC9Da2ko8Ae5S4yC8T+6zZs3q8jXclWBxcTEqKipQU1ODsrIytLW18SWqU6dO5SshuBLS8PBwxMXFITk5GampqUhKSrqsuCXRlPHAgQO48847e/33XbF+/XqMHj36ovsvEomQkJCAhIQEPpfB7XajpqYGhYWFOH/+PHbu3InPPvsMvr6+CAkJ4UVSfX09Ro0aRXR/OY4dO0bNOwS0n5BphsyqqqqotCLgoN2DqKmpiWpTxosNlna5XNBoNGhpaYFWq4VGo4Fer4fRaITRaORzG+12+0UraEUiEZ5++mlEREQgNjYWgwYN4kPunODp6UUQwzAICgpCQUEBsYvmqKgoop2lgfZZbnq9nqggIlm1J5FIiA7KvdoIgqibXKq/RG+w2+3EPUQkQ2Y0rvhMJlOfciREIhGSk5O7DGPNnTsXH3zwAYYMGQKNRoPm5mY0NTWhqakJ9fX1KCkpwaFDh6BWq+FwODqUjgYGBiIqKgqJiYlISUlBamoq2tra+tSU0WKxoKGhAdOmTev1++2MRqPB0aNH8f333/fo78RiMZKSkpCUlIRbbrkFQPv3paqqihdJGzduhMViwR//+McOBQKdKxS5lg5KpRJKpRIBAQF89WFwcDBCQkL4BHtvQZ2fn09thhnQ7tEk3YfLm7q6Otx7771EbXLl0i6XC7W1tRg1ahRsNluHitOLVaB6P+ZsXexvWJZFcXExXC4XfvrppwvEB1duzQkR7tblcsHhcMDlcsHlcnWoXvUu93a73XyV5/79+y8o2/bx8YGfnx+fmMx9bwICAvgcTaVSyV/AeN8/e/YsVqxYgR9//JHoZw+0RxHKy8uJCaLo6Gjs3buXiC0OX19fogImICCAaF6SIIhuUkh7iBwOxzUdMjMajcSnelssFoSHhxO1yeHxePjqPC7f6GI9Y2w2Gy+WuKWurg5HjhzB5s2bodVqIRaLIZVKMW/evA59Q7jkP66KLiQkBOHh4QgPD0dkZCSCg4MhEonw7bffIjExkej75UpcSYRWxGIxLy4XLFiA559/HkOHDsUbb7wBq9UKs9nMVyN6L9y61tZWtLW1ob6+HsXFxR3yNWw2GxwOB1+dKZFI4PF4cP78eZw5c+aCpnHe97tqLHex571fZzKZ8M9//hM+Pj5dCoKeiInOzwHtfXbefPNNvPXWW/xUc+/X9/Sx92R0kUgEHx8fnD9/HmvWrLno59PdW+8LN+6+y+UCy7JYs2ZNl4JXIpFAKpXyj/38/CCVSjus5/7O+5ZbPvnkE0yZMgWzZs3iRY1SqYSfn1+fjptVVVW9/tvLERMTQ3TqfUJCAvGeSTKZjGilWUBAAGpqaojZ8/Hx6XYO0fWAIIi6CekcItKCyOVyEfcQke65YrPZqFXRsCzb7ZJrmUyGxMREJCYmXtRWSUkJHn74Ybzzzjt82wJOBHBdZuvr6zu4/a1WK9xuN38iGT16NLH353a7sXHjRjz77LPEbHqTl5eHv//975BIJHz32r7AsmwHYfXAAw/gtttuQ1xcXJcCBehamHS1dH6tWq2GWCzGqFGj+H5d3G3n+9xv2PvxpV7PMAxaWlqwfPlyLFu2rMN6sVjc5fYu9ZrOjznBMnPmTCxfvpxaWfxtt92Gxx57jFhJeGc+++wzjB49mnhYUSQS8aKUNNHR0SgoKCBmLykpia9iJhVNoCGISI5CkUgkVzUJmjSCIOompD1ETqeTqAeGtIeotbWVaNWWx+OB1WqlJog4DxEJGIbBgAED+MqUnuTVOBwOtLW1oaSkBM8//zyKi4uJNCPMysoCAMybN6/PtjrDeXgyMzOJ2WQYhg9LGgwGiMViPPPMM1T6+Hz//fc4f/48Hn/8ceK2AWDnzp18Ow4a2Gw2tLW1URtMy7IsWlpaMGLECCr2AcBqtfa4t013EIvFHbxpJImKisLRo0eJ2QsICIBYLEZbWxuxYzv3+yGFUqnscxK0N12V3V/PXJ/9ta8CpD1ELpeL2I/GbrfD4/EQLZdubW0l2g+itrYWPj4+1DqVkhREQPuVab9+/XDw4MEe/R1XBTdu3Djce++9+Otf/0rkCvfbb7/F5MmT+2ynK1atWoVJkyZBKpVSsZ+VlcU3r6NBTk4ONc8K0F4hRzM/KTs7+4KcK5JwIWAagoWDVjicYRhqgig8PJz44FiZTEa0ikulUhEt5VcqlUQbXQqC6CaFpCDi5suQOgC2tbXBx8eHaNJ3XxOgO1NSUkJtqCfQs5BZdxkyZAjOnDnT679fsmQJpFJpnwew1tfXIy8vD3/+85/7ZOdinDt3jlooBWivtqMl5gDg1KlTmDlzJjX7eXl5fW7QeSlOnDhBbaQG0H4xQrPCrLW1FU6nk1gllDe0+jIBQEREBPHBpDKZjKiACQ0NJdpIUaFQCILoEgiCqBtw+Qqkfpx2u71HYzkuh9FoJN5Mj7QLvLKyklpCNdD+PyJ98ExNTUVdXV2v/97HxwcffPABdu/ejby8vF7b2bx5M/r370+lMWB5eTmMRiO1kRomkwklJSXE2w9wqNVqmEwmalPiPR4PysvLqfY4KikpQVpaGjX7dXV1VHoEcZSUlCAwMJCKB1AkElHzENESRCRzfiIiIoh6nGh4iG6kHCJBEHUDTgGT8sBwgogUJpOJaLjD4/HAbrcTFTB1dXVUG8+RDpkB7UNW+3owSklJwe9//3u88MILvQqdORwO/PDDD3jsscf6tB8XY9WqVRg3bhy1cE1OTg4/744G586dQ2hoKLUZZvX19ZBIJFS7YKvVagwYMICa/ZqaGqLNQTtTWlpKLTeQpiAKDAyE2+0m6tHx8/Mjai8yMpK4ICJZFSZ4iG5CXC4X8R5EJAVRa2srUUFksVggkUiIVq01NTVRFUQ0QmZJSUmwWCx9Tmr84x//CH9/f7z22ms9/tv9+/dDoVBQ8+CcPn2aarjs0KFD1CbcA+37T1OsFBUVUQkFeWMwGKglbAPtTR8vVlFJgpqaGmq/bZpVZlxzxqKiImI2/f39iY/vMBqNxOwpFArigkjwEN1kcN1SSWGz2Yh7iEjPMSOdYNvW1kY9ZEZaEPn4+CA6OhqHDh3qkx2JRIL3338fBw8e7HEn22+++YYfy0Ga6upq6PV6Yo3pOsOyLI4cOYJFixZRsQ+059/QzE8qKCigPlLD6XRSTdqurq6mmnReX1+P6OhoKrZp5hAB7SGpsrIyYvZIj++Ij4+H2Wwm5iUj7SGSSqWCh+hmw+l0XtMeIpPJRLzknnROktlsvu4EEQAMHjwYJ06c6LOdfv364eGHH8ZLL73U7QMIN6hy6dKlfd5+V6xatQqZmZnw8/OjYr+yshIOh4Oa4LJYLKirq6MmGAEgNzeX6siOI0eOEBksejFYlkVjYyPV96DT6ah6iGiFzID2XkQkmzNGRERArVYTs6dSqcAwDLFcJxqCSPAQ3WS43e6bShDR8BDR7FIN0BNE6enpqKioIGLrgQceQGhoKF5++eVuvX7Dhg1IT0+nmt9Do68RR1ZWFmJiYqid7M+fPw+VSkW8ozoH16Bz6tSpVOwDwNmzZ6l6b4xGI1iWpTonjebFDm1BFBMTg8bGRmL2oqKiiFaFAf83z4wE3HG9ra2NiD0hZHYT4nK5iHepJnnytlgsRK/ySSdpA3S7VJOuAvRm4MCBxHICxGIx3nvvPRw9ehTZ2dmXfK3ZbMauXbuoldrX19dDo9Fg4sSJVOwD7eX2tLxDQLuYoBnOam5uBgCqOVCVlZVUZ7zV1dVBqVRSE6VA+3eVVo8j2oIoMjKSaFVYQkICUXsA2XlmDMNAJpMRC+sJIbObENKCiHQOkcViuaY9RCaTCQ6Hg1pyqsPh4MchkGbAgAFobW0l1t01ISEBjz/+OF577bVLlr/u2LEDoaGh1Mqxv/76a2RkZEChUFCxb7FYUFhYiLvvvpuKfQA4fvw4MjIyqNm/EgnVer2eakJ1bW0t1ZJ7oL1Fx/XqIYqIiCDanDEpKYno8FSA/IBXPz8/YmE9Hx8faknvVwNBEHWDaz2HiLSHqK2tjWiSdklJCfz9/aldpdpsNmq2FQoFgoKCcOzYMWI277nnHsTExOCFF17o8nmWZbFu3Trqycg0w2U5OTkICgqi5hV0uVwoLCzEggULqNgHgPz8fERGRlKz7/F4qFeY1dbWUhV1NpsNdrudWlk/zdEdAPleRCEhIWBZlqhNPz8/ol4nhUJBzOvt6+t7Q4XMhFlm3YC0h8hutxMNmVmtVqKdaNva2ogKrPLycqJjQDpDUxAB7Q0as7OzieWSiEQivPPOO7jnnntw+PDhC6qkzp07B4PBgPvvv5/I9jrT3NwMtVpNtTrryJEjVHvrlJWVQSaTUS25z8vLw9ChQ6nZz8/Ph6+vL1XBUllZifj4eGr2S0tLoVQqqfWBojm6A2gf32G1WonZE4lE/PgOuVze47/3eDzQ6/VoaWnhF71ejy1btiA/P58fCMxdoHPHvc7rLvW8yWTCwYMHIZPJEBERgbCwMISEhPTqf3ijeYgEQdQNSJfdk/YQkc7PMRgMRBNVa2pqqF5pk/48OzN48OA+l953JjY2Fs888wzeeustbN++vUPIc8OGDRg1ahS1k8yqVaswfPhwauMcWJbFoUOH8OKLL1KxD7SLRlreJ46ioiJqA2OB9hlmycnJ1OwDQFVVFW6//XZq9ktLS6le7ND2EAUGBsLj8UCj0RB7H9z4jtjY2A7rXS4XNBoN1Go1mpub0dLSgqamJtTX16OpqQktLS381AFuMLJCoYDdbkdbWxu0Wi1Ylu2wAOjxOqvVitzcXJSWlsJiscBqtcJut0OpVCI0NBSRkZGIjo5GVFQUwsPD+SUsLOyC1AzBQ3QTQqMxI8mTnc1mI+rRMRgMRMdENDQ0UOtTAtAXRIMGDcL3339P3O7ixYuxe/duPPfcc/jkk08AtOeUHDlyBBs2bCC+PY6jR4/i4Ycfpma/uroaVquVanXWyZMnMXjwYGr2NRoNnE4n1W3k5eVRHdkBtP/2aJbcV1VVUb3YoZ1DxDVnLC4u7rMg8ng8/KifH374Abt27eLFjkaj4fvFeYud4OBgxMTEYPTo0UhOTsbAgQMvuBhdsmQJRo0aRaz9xmOPPYb09HQ8+eST/DqbzYbS0lKUlpaiuroa9fX1KCoqQltbGy+aLBYLfH19ERISgvDwcERHR0OpVMJut2P79u2YNGkSlfFCVxJBEHWDziEzm80GtVrNLzqdDjqdDkajEUajkf8S2e12OBwOOBwOOJ3ODovH40FmZma3tn85MebxeHDu3DmsX78eEomkw+Lj48PfSqVSyGQy/seoUCjg7+8Pf39/BAYGIjAwECqVCs3NzUSHWWq1WgwZMoSYvc7QFkQDBw6EXq+Hx+Mh6ilkGAZvv/027rzzTuzduxezZs3Cjz/+iJiYGGpl0hqNBi0tLVTDZUePHkV0dDTV3jqnT5/G+++/T8U+8H8J1TRDsY2NjZg9ezY1+yaTCXa7nWrosr6+nmpTSdoeIqA9j6ikpKRHFZFmsxllZWUoLS1FYWEh8vPzUV1dzfdvO3fuHJKTk5GYmIipU6diwIABGDBgQK+KX0QiEVEvjFgsvsCeTCbDkCFDLnmc9ng8qK6uRnFxMaqqqlBbW4vc3FywLIvly5fjnXfegVwu50Xe8OHDMXnyZOpeUJJ0SxAxDDMXwH8AiAEsZ1n2g07PxwNYDUD122teZFl2B9ldpYvD4UBZWRnKyspQVVWF+vp6qNVqtLW1wWAwwGq1YtKkSXA6nXC73fD19YVMJoNCoYBSqYS/vz8CAgIQEBCAmJgYBAQEQKlUdrn88MMPOHnyJL788stL7lN3DwQPP/wwpkyZgltvvRUWiwU2mw0Wi+WC+5zKN5vNMJlMUKvVqKqqgtlshtVq5Ze2tjbk5uZi27ZtiIiIQExMDGJjYxEVFYWIiAhERkYiMjKy2xVKtLtUOxwOqoIoJCQEUqkUeXl5GDZsGFHbkZGReO655/D+++9j3LhxWL9+PZ544gmi2/Bm9erVGDx4MNUruQMHDmDcuHHU7Dc1NcHhcGD06NHUtlFYWEg9JEc7ofpKlNxrNBrivwlvaOcQAe3NGWtqarp8jmVZNDU1oaSkBCUlJTh//jyKi4uh1+sRGBiIoKAgJCQk4LbbbsOUKVMQHR2Ne+65B3fffTexogjSgqi39kQiEZKSkpCUlMSv02g0WLhwIbZu3QqHw4HKykqUlJSgqKgIBw8exIoVK8AwDFQqFcLCwpCWloZx48Zh9OjRxFu7kOCygohhGDGATwHMAlAH4CTDMD+xLFvg9bK/A9jEsuznDMOkAdgBIJHC/vYKjUaD4uJiVFRUoLa2Fo2NjdDr9TCbzbwYsNvtkMvlCAkJQWRkJKKiopCSkoLw8HA0Nzdj06ZNWLt2LZRKJeRyeZ9CaFKpFGKxmNgXgmVZKJVKYqLjvvvuw+zZszFo0CCUlJSgqqoKeXl5OHLkCEwmEy+wJBIJQkJCEBUVhdjYWMTGxnYQTGFhYZBIJFTLcgH6HiKgfUjrkSNHqBz8b731VuzZswf3338/3G431cqpX3/9Fb///e+p2bfZbDh//jzefvttatvgBrrSPNHn5uZSDZdxFx7eJxfS0J5yD7R7oWj+tq+EhygmJgZ5eXmw2WyoqKjgT+j5+fmorKzkT+ihoaEYNGgQFi9ejMzMzIt6e0QiEdHePGKxmLg9UgLLW7BKpVIMHDgQAwcOxMKFCwG0n5uam5tRXFyM4uJinD9/Hnv37oXRaERgYCCCg4ORlJSEjIwMql7r7tIdD1EmgDKWZSsAgGGYDQBuA+AtiFgAXOAzEEADyZ3sDXV1dfj73/8Om80GlmV5hRoVFYV+/fohKioKYWFhfLLYpSZmHz58GD4+PsSaj7ndbqIHc7fbTXTUhtvthr+/P8aOHXvRoaIejwe1tbUoLCxEeXk5ampqcPDgQbS1tcFsNvPeKaVSCZfLhVdeeYWaaHE6nbDb7bjllluo2AfaT/SFhYXYsYOO49PtdsNqtUIkElETRB6PBxaLBV988QW++uorKttwuVzw8fHBn/70Jyr2gXYx4fF4qP2/ubLp4uJi7N+/n8o2XC4XfH198bvf/Y6KfeD/RvDQ/F2YzWZ89NFH+O9//0vFPhempvkeHA4HrFYrpkyZAn9/fwQFBSE2NhYzZ87E5MmTeyxaSQsi0gNuSQuiyz3PXSBPmTKFX28ymVBWVobi4mIUFBTg22+/xYcffgipVIp7772XyL71hu4IohgAtV6P6wCM6fSaNwDsYRjmKQAKADO7MsQwzBIASwBQLQUFgLCwMCxatAgzZ86Ev79/nzw6NAQMSXukx1Z4PJ7LCiyRSISEhIRLlj3bbDaUlJTgySefxF//+ldqvUqysrKwZ88evPnmm1TsA+2VXxqNpkMiImmeeeYZPP7449Ri7gcOHMChQ4fwxhtvULEPAOvWrYNGo8HTTz9NxT7Lsnj66afx2GOPURt5sWvXLmRnZ1P9Pi1btgxmsxnPPPMMFfsmkwkvvfQSrFYr3n77bWrz6l577TUsWLCg2/mQPcXpdOLpp5/Gv//9byr2gfZqv927d2PDhg1EGpXS8OiQFkSk9q+351WlUonhw4d3SPh3uVz45z//SXXMzOUgdRa9F8AqlmX/xTDMOABrGYYZzLJsh/8iy7JfAfgKADIyMqj6QX19fREREUGkfJyGgCFtj7SHiIQ3RyaTYejQoWAYBkOGDKE2ZiE/Px8hISEYNWoUFfsAsH79egwcOJDaNkwmE5xOJ373u99RK7dft24dxo4dS/Vzeu+993DPPfdQ20ZhYSGkUinuu+8+aiGzDz74AHfffTe199DW1oa8vDwsX76cmqh78cUXMWLECDQ2NqK4uBgPPfQQle2Eh4dDKpVS+6y4UnGaM/0aGxvh5+dHrGs7jZAZ6aRqUgKLZPW1RCKBUqmk9n/uDt05otQD8JZssb+t8+YhAJsAgGXZbAAyAPSaU1xhSA939Xg8RMNHpENmtAal0qK1tZVaTx2OpqYmqlcuVVVV8Pf3p/q5V1ZWYsSIEdTst7a2oqGhAfPnz6e2jV9++QWJiYnUxJBarUZ9fT3VEM1PP/2EiIgIamLIZDIhKysLjz/+OJ5//nmsXr2a2DDPziQmJqKsrIyKbaD9hOvr68vPlbseIO0huhJVZr3lSiS9X0m6c1Q5CWAAwzBJDMNIAdwD4KdOr6kBMAMAGIZJRbsgIjMs5RrgegiZkfYQkbRHmyshiNRqNdXy0crKSqhUKmr2AfrtD06fPo3g4OBedejtLnv27OETNmnwySefICMjg1p41+12Y82aNXjwwQep2AeA999/H+np6UhPT8e4ceMQFRWF1atXU9lWWloaysvLqdjmIDl760ogkUjgdDqJ2aPhIbqRmimS5LJnZZZlXQCeBLAbQCHaq8nyGYZ5i2GYW3972V8BPMIwzDkA6wH8gb2BZCNpAUN6FAiNHKLryUPU1tZGtZqGZVkYDAaqU8nLysqoTQwH2sOKAC7onkuSEydOoF+/ftTs19bWQqvV4tZbb738i3vJsWPHcMcdd1Cz/+uvv8Lj8eC2226jYt9iseDIkSMdWje8/PLL2LBhA3Q6HfHtZWZmoqGhgaqXQC6XQ6PRULNPGolEcs2HzK5UUvX1RrfOyizL7mBZNoVl2WSWZd/9bd1rLMv+9Nv9ApZlJ7AsO4xl2eEsy+6hudNXGho5P6RDZjezIDKZTFQ9REajEWKxmKoHp7i4mKrg2rNnD9LT06kewLKysjBzZpf1FEQ4cOAA4uLiqH03s7KyYLfbMX78eCr2gfY+UDNmzKD2f/jHP/6BgQMHdvAEDhs2DAkJCVixYgXx7SUkJPDzt2ihVCqp2icNaQ/RtRwyA7rfL+96QJh23w1I5xCR9jixLHtT5xCZzWaqgkitVlOr0uGoqKhARkYGNftnz56lap8bSDlnzhxq29i9ezdmzJhBzf7y5ctx2223Ufvul5WVoaSkBH/+85+p2LfZbDh48GCXjT1ff/11bN26lUoujr+/P6qrq4nb9bZPw7tFCx8fH+IhM9JVZqTs0ewFdjW4sd4NJWjk/JD0EJHOIbreBJHD4SBWIdIVLS0tVAWR1WqF0WikOnOqubmZ6uT2U6dOITQ0lFqFiFarRWVlJe655x4q9rlZTjQHoX777bcYPHgwtRyrDz/8EMnJyV1+j1JSUjBw4EAq/acCAwOpCqKAgAAYjUZq9klzrecQkfY43UgIgqgb0EiqvtYF0fWUVO10Oqkm8qrVaqqCq7q6Gv7+/tTEhMVigcFgQHp6OhX7AHD8+HGqYyiOHDmCyMhIap7Ar7/+GnFxcdQ6RxuNRn6QLw1sNhv2799/ybEvr7/+Onbt2sUPICVFeHg4Kisridr0xt/fH62trdTsk+Za9xBJJBJigkjwEN2EXOtVZqRziK63KrMr4SGimbRdUVFBdbbYvn37EBUVRVU0ZmdnUx1Uunv3bqrz0Xbt2oW7776bmv0tW7YgKiqKmmj86KOPkJCQcMl+QAkJCRg6dCg+++wzotseMGAA1dL7gIAAam0DaODj43PNJ1WTFFg3EoIg6gakk6qvBw/R9RQyo+0hamhooFoBVl5eTnUe1JEjRzBy5Ehq9jUaDXQ6HbX8HrPZjLNnz+KBBx6gYr+8vBwajYZaQrjL5cK6deuojTNxOBzYs2dPt7qov/HGGzh8+DAqKiqIbX/o0KGoqqoiZq8zAQEBsFgs1OyThoaH6FoNmYlEIiGp+mbjWs8hYlmWqIAhnaRNG5fLRVUQNTY2Ui1XLy4uRkpKCjX7FRUVVBsy5uTkICwsjNr06uzsbH7oMg0+/fRTTJ06lVo47tChQ1Tncf373/9GbGwsRo8efdnXRkREICMjAx9//DGx7Y8aNQoajYaoV8QbhUIBu91OxTYNrgcPkZBD1DWCIOoGHo+HeJXZte4hup4EkdPppBoya25uRmJiIjX75eXlVMdpaDQaqpPbjx8/TlXQ7d27F8OGDaNi2+Px4OzZs1SHrK5evZpaONHlcmHXrl148sknu32MeuONN5CTk4OioiIi+xAQEAA/Pz80NNCZ6a1UKq87QXQt5xAJIbOLIwiibkBDwFzLnaqvt5AZbQ+RTqejdsK32+3Q6XTUSuKLi4vh8XguOYS3r2RnZ2PevHlUbDudTmRlZVHr7Lx9+3ZIpVJqIcXi4mJUVlZeMtm5L/z3v/9FREQExozpPG/74qhUKkycOBH/7//9P2L7QbP0XqFQEBUYtJFKpde0h4hkmEtIqr4JudaToEkLmOsxZEbLQ+RwOGCz2agJipqaGigUCmqCbvfu3UhLS6PWCLCpqQltbW2YPHkyFfunTp2CQqHAwIEDqdhfv3497rjjDmqfzzfffINhw4ZRqSB0uVzYvn17j7xDHK+++ioKCgpw9uxZIvuiUqmoCSKlUnndCaKbyUMk5BDdZNBIqiZt72YPmdESFFxTRloeM9oVZmfOnKHakDEnJwfh4eHUPp/9+/dTE0MGgwHV1dXUZqPp9Xr88ssveP7556nY/+yzzxASEoIJEyb0+G/lcjlmzpyJf//730ROaLGxsdRmml1vHiLSOUQky+SBdq+O0Jixa26sd0OJa310B2kBQzpJmyYmkwkAqCX00u5SXVFRgbCwMGr2m5qaqA50PXbsGLWRIx6PB/v376dWDv/5559j8ODB1CoIf/jhB8TGxlLxLno8Hvz444+98g5x/O1vf0N1dTWOHz/e5/0ZNGgQNUEkeIjIe4huJK8OSa6Ps95VhsboDlKCyOVygWVZYvZYlgXLstQEBmnUajV8fX2p2W9paaGan1RcXIwBAwZQsW2z2aDX66klVLMsi2PHjuHNN9+kYr+wsBAAeuUB6Q5HjhzBs88+S8W2y+XCt99+ixdffJGK/c8//xwqlapPoUqZTIaFCxfio48+wsaNG/t0jBs5ciRWrVrV67+/FNebh8jX17dPHiKDwYDc3FwUFRWhsrISubm5aGtrw+LFi8GyLDweDzweD3+/J7fcfZFIhLlz5yIgIAAhISHo168fUlNTMWrUKERFRXV7X280D5EgiLrBtTyM1WazQSQSERNsXEXd9fJF12q11Do8A+2CiGYFW3l5ORYsWEDF9i+//ILw8HBq5eT19fWw2WzUGib+8ssv1DpHnz59mmru0y+//AIfHx/MmjWLuG2Px4MtW7bglVde6fPv/umnn8acOXNw6NAhTJ06tdd2UlNTYbVaqQxa5jxEpD31tLhcUrXJZEJeXh6KiopQXl6OhoYGGI1GmEwmmM1mOJ1OhISEIDo6GvHx8UhKSkJtbS2WLFkCsVgMiUTS4ZZbJBJJh3Wd73OPN23ahH379uG5555DbW0tampqUFFRgaNHj+Ldd9+FSCSCUqlEQEAAgoODkZiYiLS0NAwfPhxxcXEd/gc32rR7QRB1Axp9iBiGgc1m4xe73X7B4nQ6Ybfb4XA4+MXpdHa45Tq4Hjt2DEFBQfzS2xAa6RYDtNHr9VRDWs3NzQgJCaFi2+VyoaWlBZmZmVTsHzp0iGpDxpycHERERFA7Se3ZswcPP/wwFdtffvkl5s+fT80TumrVKmp9h5YvXw6lUokpU6b02ZZEIsGdd96J//f//h8mTZrU6ws/iUQCpVKJmpoapKWl9Xm/OtsWi8XQ6XQIDQ0lapsGUqkUJpMJa9euRVlZGRoaGqDX62E2m2EymWC32xEUFITo6GjExcVhwoQJiI6O5peQkJAOv6nly5fDarUSG5wsEokgk8kwatSoC9p9sCwLnU6H2tpa1NXVobq6GhUVFVizZg0+/PBDsCwLpVIJf39/BAcH8+Fgm81G9cL0SiEIom7AXZl4PB5YrVaYzWZ+MZlMsFgsHR63tbXxC/fYbDbDYrHAarXyvU+WLVsGkUjEq3jv+52vAiQSCXx8fHilzy0Mw0AsFuPtt9/mhZTNZoNUKoW/vz9UKhVCQkIQEhKC8PDwDqLJe+FODKTDg7QxGAzUu1T3xIXcE2prayGXyxEQEEDFfnl5ObXuzkB7uT2t+WhVVVUwGAyYP38+cdsOhwOFhYXUwmX5+fmoq6vDkiVLiNv2eDz47rvv8MILLxATokuWLMH333+PvXv3Yu7cub22ExAQQEUQAe3hPY1Gc80JIo/Hg9raWhQWFiI/Px/nzp1DSUkJPB4P9uzZg/j4eGRkZCAmJoYXPGFhYT0Sni6Xi2hOp8vluuj2GYbhzxedhwSzLAuj0Yja2toOniWZTIapU6ciKioKI0eOxLBhwzB48GAkJiZeFx49bwRB5IXH40FFRQVOnTqFgoIC1NTUQK/XQ6PRwG63Y8yYMRCLxfDx8eEXiUQCqVQKHx8fSKVS+Pr6Qi6Xw9/fHyEhIUhKSoJKpUJwcDCCg4MREhKCp556Ch999BERzwB30vj555/5dS6XC42NjaipqUFDQwMaGxuhVqtRUFCAtrY2WCwWXjhxIkoikcDf3x8BAQFgGAYPPPAAIiMj0a9fPwwaNAjDhg1DcHBwn/eXNAaDgVpICGhPSqZVpUW6wqxzroBGo0FaWhpYliUuclmWxcmTJ/GPf/yDqF2OgwcPIi4ujkpy/7p16xAWFkateu2bb77ByJEjqVwxr169Gn5+fpg+fToxmyKRCA8++CD+85//YObMmb3+zENDQ6mN8JDL5VCr1dQS+LuDx+NBXV0dCgsLcf78eeTm5qKsrAwSiQTBwcGIiYnBtGnTMHfuXGzcuBFr164lsl2Hw0G0aMbpdPbqf8wwDFQqFVQqFV+o4Xa7MWbMGPzyyy/Yv38/jh49itWrV0Or1cLpdCIlJQWjRo3CkCFDMHjwYGredlLclIKoubkZp06dQl5eHioqKqDVatHa2oq2tjZIJBLExMQgOTkZkyZNQnx8PCoqKrBz505s3LiRmIudVE5SVyEuiUSCuLg4xMXFddtGS0sLqqurUVBQgC+++AJz585FTU0Nzp49i59//hlqtRo+Pj5QKBS85ykuLg79+/fH4MGDkZqaelUSsVtbWy+a4+PxeGCz2XjvnLeXzmq1wmaz8bfei8Ph4EOVlZWVKCoqwrJly+B0OuFyuS562/k+99jtdvOPve9bLBY4nU5MmzaNr/rgqkk4UdN58X6u833g/2L6XKL9fffdxz/P5ZqJRCJ+4TyM3uu8vZXe67w9mdz7fOutt3g7l1u4q0XOZud98t63kpIS+Pv74/nnn+9w0eHr68tfeHjfymSyDouvry9kMhn8/Pzg5+cHuVwOmUwGkUiEbdu2Uatc02g0OHToEL777jvitj0eD9avX49nn32W+JX3Aw88gJUrV2L8+PGQSqX8Z+vn58d/jnK5nO+Zxd16P8+yLPbv38//Hfc33Ou4v+P+tieCUaFQQKvVEn3Pl4JlWV785Ofn4+zZsygrK4NYLObFz5QpU/DWW29dUEW4c+dOojmnvRUwV8Key+UCwzAICAjAokWLsGjRIv65yspK7NmzB6dOncKuXbug0+mgUCgwdOhQjBgxAoMHD8agQYOuqVDbDSuIPB4PcnNzcebMGZSWlqK5uZkXPU6nE5GRkUhKSsLQoUORkJCAhIQExMXFQaVSXWDr559/hlgsJnbCJ5mkTaIcUyQSITIyEpGRkYiNjcWKFStw//33X7AdrVaL+vp61NfXo66uDlVVVdi5cydWrFgBk8kEuVzOJ+Nx3rGUlBT+ykqr1fKJg5w44RZvgeKdR+UtMjgx4Xa7+cVisYBhGEydOpWvvnC73fwtdzL3DjNy3r3OJ1nvxdfXFwqFghdF9fX1F4QruUUqlUKhUPC2pVIpv55buO14exLfe+89TJ8+HbNmzbpAjHCLd1i08/PcQU0ikXQQGQDw/fffY+PGjdi0aRM8Hk8H8XaxxVvEdX7sdrs7rNu1axdSUlLwhz/8AW63GyzL8p+79/+BW9/V8xd7rdFoxJkzZzBv3jx+3x0OB0wmE/R6/QW5dNzSeR+9vzPcdrjP7bPPPsPKlSv5E7dSqURISAgiIiIQHR2N2NhY9OvXr8c5Ut9//z0SEhIQExPT599lZ9atW0ctUZtLkN++fTscDgcMBgOMRiNaW1v546bJZOJTBHQ6Hf9b5T5/vV4Pi8WCw4cP8xcVF/uOcSfSzt/rziKcuzUajfj888+xfv36Dr9pb499V2KZE2edBbK3SNbpdLDb7di7d28H8SMSiRAcHIzo6GhMmjQJb7zxRreS/J1OJ1FBRDpkRtLjdCnvc1JSEpYuXco/drlcOH78OA4cOICdO3di9erVaGtrQ3R0NB9qa2lpuapewBtWEFVXV+P06dNITk7mvT0JCQmIj49HWFhYjw5ypEMOLMsSu8IjnQTNHag6IxKJEBYWhrCwsAtiy0D7CIrGxkZeMNXW1qKqqgqHDx8Gy7L4y1/+coHokMlkkEqlHQ5YMpkMQUFB/GPuoNb5IMc9/vzzzxEcHIzHHnusQ+iSu+3L52yxWPDjjz9izZo1vbZxKTweD0aNGkUl5+L8+fNITk4G0P6/4z4zUuzcuRPTp0/HxIkTidnkOHjwIA4fPky8oaHH48Gvv/6K9957D8uWLYNWq4Ver4dWq4VOp0NLSwsqKytx8uRJ6HQ6tLa2wu12d/hucuIpODgYYWFhfGJsYmIiwsPDsWHDBmptCNatW4ennnqK6MmWY+XKlRg9ejTCw8MBoFfDjHfv3o3PP/8cX3/99WVfy4lf72IRTkB19fjzzz9HREQEpk2bxosrb2HMeXS5W5PJ1KEYpXNRiveFlsPhgFgsxqeffoqoqChMmDABr776Kv/76Skul4uoB4+0h8jlchETRD1pLyCRSDBhwoQObTRaW1uxb98+HD16FKtWrbrqeWI3rCBKSkrCU089Ra2HSV8g2TeItCDqrcfJ19cXiYmJXQ5BnTJlCjZs2EAlOZkLccbHxxO3rdPpqPY4slgs1Ca4V1VVURErHGq1mlrDx+PHj1MptxeJRMjJyUFiYmK3Q8o2mw06nQ46nY4XTlqtFmq1Go2NjcjLy4NOp4PRaITdbodUKkV2djYkEgnRPKL169eDYRhilUadOXHiBJ588sk+2QgMDITVau3WaxmG4T2s3SmK+OmnnxAWFobbbrutT/vYFdu3b8eaNWuwadMmIvZohLiuhRyiruhrEU5AQAB+97vf8cOVP/74Y6SmphLZt95wwwoiktDwEJFspEi6aeT1VGVms9moVZkZDAbqgoi7IieNXq/vUpySwGAwoK2tjdrA26ysLGrl9r/++ivuvffebr9eJpPx1UGX46mnnoLVakVNTQ3eeustGI1GDBkyBFOnTsX48eORkJDQ69/WmjVr8Nhjj1FJMq+trYVWq8WkSZP6ZCcoKIjaVHo/Pz9YLBYqtklzqSqu3tojmZ9JUmBdb21aLocgiLoB6TbnpENmJLlemp9x2O12aoJIp9NRS/hrbm4G0D4lnAatra3UBtLu3r0bcXFxVMSiTqeDRqPB7Nmzids2GAxobGykMrvMbDbj1KlT2LRpEx9uamxsxMaNG/Hjjz/i888/h1wux6RJkzB58mRkZGR0+3v73XffwePxUOtrtHLlSmRmZvb5d6RSqagKIoPBQMU2aRwOB3EPEcnmsE6nk1hl7vV2AX05BEHUDW6mHKLrTfE7nU5qokWv11OzXVRUhODgYCqfNVdZ190qw56SnZ19QUM3Upw6dQphYWFUPvecnByEhoZSsf3rr78iODi4Q+5NVFQUnnnmGTzzzDPweDw4ePAgfvzxR3zwwQfQ6/UYNGgQpk2bhvHjxyM5Ofmi34Wvv/4ajz76KLX5gidPnsTTTz/dZztBQUFwOp1U2jz4+fmhqamJqE1a0PAQkQyZkc4hup7OF5dDEETdgIaHiNTBjbSAud4UP81J93q9ntrYjrKyMmpDRc+cOQOVSkUt3FddXU0tl+XYsWPo378/FdvZ2dnU5sbt2LEDo0ePvujzIpEI06dP5/sHqdVqbNq0Cbt27cKKFSsgkUh471FmZiZ/Bb9161Y4nU5q412qq6uh0+mI5JtJpVKIxWLY7XbiotPPz4+a94k0NBopXqs5SSQv7q8FBEF0FSAZlrrZc4hcLhc1QaRWq7tsw0CCmpqabuWl9IYzZ85QC5cB7fPjaA2MPXr0KLUO0kePHsVf//pX4nYtFgtOnjyJjRs3dvtvwsLC8MQTT+CJJ56Ax+NBdnY2tmzZgo8++gharRb9+/fHtGnTsHHjRixdupSoh8CblStXYuzYscTG30gkElgsFuKCSCaTweFwELVJC5LDuwE6HiJSOUl9GWJ7LSIIom5yrYbM3G43ETve9q4nxe9yuajNMtNqtdQ6qzY2NlKbM1ZcXEzNE1JUVASWZXtVln05uF5h06ZNI267qakJra2tfRpgejGysrIQHBzc6xClSCTqUI5sMBjw3XffYevWrdBqtdi+fTtuueUWKsI/JycHf/nLX4jZk0gk3a406wl9nSB/JaHRh4h0lRnJnnrX0wX05bh+znxXERohM6HKjAw0Q2ZqtZpaWbzRaKQWMmtubka/fv2o2N6zZw/S0tKofEdycnIQHh5OJVfmxIkTiIiIoGJ7x44dRHOqVCoVHnnkEQQFBeH222+Hv78/Fi5ciKysLGLbANo7Cev1eqLtGWgKIqfTSdwuDUiHuEh7nEiGzIQcopuQa1kQ3exJ1TQ9RDqdjlpYy2w2UxNERqORWsjszJkzGDduHBXb2dnZ1HqQZGVlURlEa7Vacfz4caxfv56oXZPJhLKyMrzzzjuIjY3F5s2b8cILL2DGjBl4/fXXiXhxuVEdJMNbgoeIvCDyeDzEc4hIeoiup4jC5bhx3glFbqYqMyFk9n8YjUZqlVoWi4WaIGptbaXWg6ipqQlDhw4lbpdlWRw7dozKdHuWZXH8+HHceuutxG1nZWUhKCiIuAD96quvMGDAAMTFxYFhGNx5551Ys2YN8vLysGjRItTW1vZ5G6dOnSJeys/lEJHG19eXeHoALWh4iEgnaQshs665fs58VxHBQ3Tt4na7qYTMWJaFyWSi4mnxeDzUBFFNTQ0AUMl9cjgc0Ov1VDwt9fX1sNvtVLxPlZWVYFkWGRkZxG2TDpdx7N+/H/fcc0+Hdf369cP69esxYcIE3HfffVi3bl2v7ZeXl8NoNGL8+PF93dUO0PIQyWSy68pDRDLERbIqGWjfP1IVqNdbisXlEARRN7mZPETXyxecG/xJw0NkNpshFosREBBA3HZzczNEIhGx5mjenDx5EtHR0VT+h4cPH0ZISAiVZpI5OTk9HqTaXU6cOIHIyEjin4nNZsOxY8fw0EMPEbV75syZiyaX+/r64m9/+xv+8Y9/YPny5Xj44Ydhs9l6vA0a4TKAriC6njxEJAXRtewhup7OF91BEETd4Fr3EJHkevqCm0ymDlPfSUJzjllhYSGCg4Op2M7Pz+/1UMrLcfjw4S4H+5IgKyuL2my0X3/9lUpFH61w2RdffIH58+df8vs3fvx4fP/99/Dx8cGCBQtw4sSJHm3jzJkzVMKTPj4+1HKIridBRDqHiHTVGqlj2/UWUbgcgiDqBqQFEckvOOkv5PXUaEuv1xOd8eMNTUFUVlZGrXqtsrKSWmPD4uJijBgxgrhdlmVx8uRJKiM1XC4Xzp49yw+PJMnOnTuJfx4OhwMFBQXd2t/g4GB89tlneOihh/Dss8/inXfe6dYFUklJCYxGI5XwpI+Pz02fQ0Q6CZq0PbfbLXiILsL1cea7BrhWRQeNsvvrRRDRFC0Gg4FasnZtbS216jWaQ101Gg2Vhoxcjg8NL05RURF8fX2J92Wy2WzIzs7Gn/70J6J2V69ejcjIyG4PzmUYBvfeey9WrVqFkydPYvHixWhsbLzk33z99deYOHEild+OVCrtVQjvclxPguharzJzuVzEQqXX0/miO9w474Qi13LIjLRCv54Uv9FopDZrjOZg18bGRiqNDQF6FWbNzc2wWCxUvE85OTnUPGbHjx+nIj6zs7MRGBhIvN/Tzz//fEEydXfo378/Nm7ciMzMTNx999347rvvLvras2fPYt68eX3ZzYtCayr9zZxDRDpk5na7haTqiyD0IeoGJL0wLMsS9xCR5HqKCRuNxutyjllrayuVCjNuqCsNsbV7927069ePSr5WVlYWlVAc0J4/RLqSCqATLisvL4dare71nDiZTIaXXnoJEydOxKuvvop9+/bhP//5TwdhX1JSgtbWVmq9pORyOUwmE3G715OHiHQStMfjgdFoRElJCaxWKywWS4dbm80Gm80Gu93O33c4HLDb7XA4HHA4HHA6nXA6nXC5XLBYLHj//feRkJCAyMhIxMTEICEhAf379+/xqCIag3yvJoIgusJwpaPXcpXZ9eICpSmINBoNtTlmtJoynj17FoGBgVQ8W8ePH6cS0vJ4PDh9+jSWLVtG3LbNZkNRURE++OAD4nazsrKwZs0aonY/+eQTTJs2rc/Vh5MmTcLmzZvx8ssvY+HChfjHP/7B/+9WrFiBSZMmUQs1KxQKmM1m4navp7L7nnaWttlsaGxs5Jf6+nrU1tairq4Ozc3NcDqd+OijjyCVSiGRSODj48MvUqmUX3x9fTvc+vv7w9fXl1+415eXl2P06NG8yMrKyoJOp0NraytEIhFkMhlkMhn8/Pwgl8vh7++P8PBwREVFITY2FgkJCUhOToZcLr/hGjMKgqgb9EUFsywLs9kMtVoNtVqN+vp6AO25Ahyc7c63l3ueYRhUVVXB4XDgwIEDCAkJQXBwMEJCQnqd/3I9fcFbW1upju0ICwujYptWDyKaQ13r6uqwaNEi4nZLSkrg4+ODQYMGEbedm5uLgIAA4p/1sWPHEBgYSLSaz+Px4OzZs/j3v/9NxF5oaCi++OILrFu3Dn/+85+xcOFCvPDCC8jNzcVLL71EZBtdoVQqiTSN7IxUKoXb7b4ujk+dPUQmkwkNDQ0dBE9NTQ3q6+vR0tICu90OuVzOi4+goCDExcVh1KhRSE1NxSuvvIJXXnmFmFfvk08+wdKlSy84R3DnKo1GA61WC51OB61WC7VajebmZpw5cwZ79uyBXq+H2WzmBZbb7caaNWswfvx4JCcnX9ceI0EQdYOLhaWcTic0Gg3UajVaWlr4L05jYyOampqgVquh1+vBsiz8/Pzg5+cHmUwGkUiEgwcP8na9BVfndRd7zK2zWCyw2+34z3/+08F9KhKJEBgYiODgYISGhiIiIgJhYWEIDQ3lRRMnoLw9CtdTTNhkMlELa2m1WioNCD0eD6xWK8LDw4nbpjXU1ePxUJtwf/LkSar5Q/Hx8cTt7ty5k3j7ge+//x4KhQLDhg0jZlMkEuGBBx7A6NGj8fzzzyMrKwsGgwFjxowhto3OKJVKKjlEIpEIYrEYbW1tCAwMJG6fBIWFhdi7dy9KSkrQ1NSEn3/+GWq1Gm63GwqFAgqFAv7+/ggJCUF8fDymTZuG1NRUJCcnXzLERrox48WStBmGgVKphFKpvGweosfjQWtrK86cOYO33noLu3btwsqVK8EwDMaPH49JkyZhzJgxCAoKIrbfVwJBEF0Ci8WCqqoqlJaWorm5GW+88QaamprQ3NwMrVYLm83WwbWoUCigUqkQGRmJtLQ09OvXDykpKQgLC+OvakwmE6ZPn46vv/6ayD7++uuv+Mc//oGtW7fy6zweD9RqNSoqKvgrkebmZlRWVsJkMsFqtcJqtfIxZ7FYzIsnrhvx5s2bkZSUhKSkJAQFBV2TIommIOo8x8zj8VwQq7fb7XycvvNt58XpdMLhcMBgMMDlcuFf//oX3G53h8Xj8Vxw3+Px8AvLshe9ZVkWTU1NqKurw2uvvQaRSNTlwjAMf18sFvPrxGJxh+e8X6vRaOByuXDkyJEOrvrOrnuJRNLleu/Hna/us7KyMHr0aCr/wyNHjuC2224jatNut+PXX38l9vvl2LRpE+6++24qv7NBgwZh3bp1WLRoEViWxeTJkzuEUrhjmFKpREhICEJDQ/ncktjYWMTExHS7TDsgIICKIALaS/pbW1uvCUGk1+uxZ88eZGdno7q6GlqtFizLIj09HZGRkbDb7Vi6dCnS09MRGxvbJ6+Wx+MhNoyVO6b0VWCJRCKoVCpERUVBIpHg22+/BdDeBHXLli34/PPP8eabbyImJgZTp07FuHHjMHToUGLvgxaCIEJ7iXVVVRUqKipQXl6O4uJiVFVVoa2tDf7+/hCLxbDZbHA6nRg2bBifgJaYmEitD05fEIlEiIiIQERExGXdrB6PB83Nzbx4OnDgABoaGrB582YYDAa0trZCLBYjLi4OAwYMwIABA3ihFBkZeVXd1xaLBVFRUWBZFg6Hgxd63smG3P3Oz5lMJpjNZlgsFv7WYrHAZrPBarWitbUVr7/+Ol577TVedHiLBbFYzC8SiYS/7Xzfx8enwy1XvWa32/mmkr6+vrwtbh1333tbnYVM53UrVqyAn58fGIaB2+2G0+m8QEx1tVxMYHGLXq+Hj48PtmzZAo/HA5fLxf+tt2i72H3vx9z+cp+PxWJBSUkJ9u3bx5+g/fz84O/vz3syOQ9nVFQUoqOju9U9vK2tDbW1tcTnlx07dgwBAQHdLovvDk1NTaivr6fSKBFo/508++yzkEgkUCqV2L59OwwGA/R6PfR6fYf7Go0GZWVlOHnyJPR6Pdra2mCz2fjcFE5AyWQyyOVyBAUFISQkhP//GAwGmM1m4qXnQLsgamtrI2qzO7hcLmRnZ+PgwYMoLCyEWq1GW1sb4uPjMXLkSMyZMweDBw9GbGwsGIbBv/71L9TV1RGr5CNZds9FD0gJb5fL1eEckJmZiczMTADt37uffvoJ+/btw48//giz2YwRI0ZgypQpGDduHLU5kX3hphFELMtCrVajsrISlZWVKC0tRUlJCWpqauBwOBAQEMB7d0aPHo1HH30UQ4cOhVQqxTfffIO9e/fi3Xffvdpvo0v68uUWiUSIiopCVFQUJkyYwF+FbdiwAUD7j7GiogLHjx9Hfn4+du3axR8oHQ4HoqOj0b9/f6SkpPBCKS4urldXAjabDUajEa2trfwtd99oNEKr1fIH8NbWVjQ1NcHj8WDTpk1gGAY+Pj4XiBGxWMyLEe/kQ4VCAblcjoiICPj7+0OpVCIwMJD/HixduhTbtm2Dv78/L1BIHETWrFmD/fv3U/kuffXVV1i6dCkmTpxI1O63336LHTt24JtvvumTHY/HA7vdzgvQc+fO4Z///Cc+++yzC/7v3Am6sLAQBoMBRqMRJpMJFosFIpHogmRS7iTN5WDYbDYolUq0trbyryHBrl27iIa1AODjjz9GZmYmle7lBoMBjz32GDweDzZs2IB58+ZBIpEgMjKy26FKl8uF1tZWXjh532q1Wmg0GpSWlkKv10On03WYSectfjsnBHdOCu4qMdj7vsvlws6dO1FZWcn/frta+ioeqqqqsGvXLpw6dQoNDQ3Q6/VQKpUYOnQoFi5ciMGDByMlJeWi3ynShSkkBZHFYiFewn+x46JcLsc999zDt5GorKzEpk2bsHnzZnz88ceQy+WYNGkSJk6ciIyMDCqjjHrKDSuIzGYz9uzZg507d6K0tBR1dXVgGIY/4cXGxmLWrFnIzMxESkrKJb/ApEvbSUJ730QiEfr3799l/5mWlhYcO3YMubm5OHr0KLZv3w6j0QiLxYKQkBAkJycjJSUFLMti586dYBgGBoMBOp2ug7Bpa2vj3ezeB0Fvj4FSqYRKpUJSUhJCQ0MRHh6OlStXYsyYMXj88ceJVlZxYavg4GCiBw+gvQdRaGgoUZtA+/dAp9MhNTWVuO2qqipERUX12Y5IJOJz6YD2AaZJSUk9SqhmWZYXzl2JZ+6knJubC5PJhPvuuw9WqxW+vr4IDg7mq2WioqIQFhaG8PBwhIWFISwsDEFBQZf8fzscDhw+fJh4uOzEiRN48803idoE2j1PjzzyCCIiIvDVV19BJBJBoVAgNze3RxWDEokEwcHB3RJsDQ0NuPfee3Ho0CHY7XZYrVaYzWaYzeYOXlrOE+t9y4WcOc+uwWDoEG52u93IyspCdnY2XC5Xh1Jy7jHnseBEslwuh5+fHxQKBZ8fwy2cqCouLoZWq8XixYuh1WrhdDoxcOBAjBo1Cg8++CDS09N7JFZ7WmV2OUiGzLgUCVL0JOc0KSkJL7zwAoD293Tw/7P33eFRVO/3Zzfbkmx6L6QTAgkdQhOQolQBAaWI+kHE3rEjShFREGwgioiIoihYQaVLJzSBNNJIIT3ZbLb3nfn9wW/mm0ACm+Re2IWc55lnN7ObO3d2Z2fOnPe873vgALZv344VK1ZAqVQiLi4OAoEAERERxObXUtyyhEij0aCiogJdunTB1KlT0b9//1ZLdM5cm4c0IWrJnU1wcDAmTJhwVVhCp9Ph1KlTOHfuHLKzs8EwDP755x/I5XKekCYmJvJeBc6v0FJvwJYtW64yhZOARqPhVSHSUCgUVLLX6uvrIRKJqHS5LyoqotLR/cKFCy02gQsEAp5UXUvhmDNnDiZNmoTHH38cNpsNpaWlyMvLQ0lJCcrKynDu3DmevHMXaovFwpteuRBQaGgogoODERgYiEuXLkEulxMNl+3atQssyxI3OhcXF+Oxxx5DSkoKVq1axa+PiYnB6dOnqZRQAP4vGwwAf0NDqnzFyJEjsWzZMnTq1KnZ93BmXy5LSqlUNiLP3GslJSU8CVOpVGAYBg8//DC6du2K6OjoNik8zkyIjEYj8arXrfmshEIhhg8fjuHDhwO4XELll19+wW+//Yb6+npi82spbllCFBYWhvHjx2PQoEFtHsuZi0/RmFtbSZZcLsewYcP4bt1Dhw7Fp59+SkRlaAi73U7FpKdUKqn2SLvWCb21qKqqolaCoLS0FP/73/+Ij1teXk6tIGNBQQFefPFFAJcVDi6cey0YDAYUFBSgoKAAly5dQkVFBfLz8/lQHeenufvuuxEcHIyUlBSMGDECvXv3bvUFdNOmTZg6dSrRC+iFCxfw5JNPYvjw4Xj77bcbvZaYmIgLFy4Q29aVkEgkxBtOcxAKhdetRcSZfX19fR0ui7Bjxw5s2rSJmN+MRsjsVlCIrgUfHx888sgj0Ov11EqHOIJblhCRxO0cMnNmkO7xw6G+vp5a2w69Xk9FxamurqaScWez2VBfX0/cNwNc9rfQaDOiUChgtVrRpUuXFv2fh4cHunXrhm7dujX5+l133YUVK1ZAIpEgIyMD//33H15//XWYTCYEBAQgIiICqampGD16tEPkX61Wo7i4GB9++GGL5nktnD59Gi+99BLuv/9+PPPMM1e9Hh8fj7NnzxLb3pVoqBCRhkAgcInijDQUIpKmatKNYp29LlRL0E6IHIAzK0Sk4Ur7SUshUqlU1AiR0WikUpujqqqKiimxqqoKMpmMytharZbK3WB+fj58fX2Jnqh1Oh20Wi26d+8OmUyGnj174qGHHgJw2UuXmZmJ8+fPY//+/Vi3bh3c3d0RGBiIjh07YsiQIRg6dOhVx9TatWuRnJxMTDn9999/sWDBAjz55JN44IEHmnxPbGwsVCoVke01BZoFFB1RiJwBJLvJA+QVIpLnzNaGzJwV7YTIATizCnM7kbUrQUshotkSxGQyUckmqqiooKI8lZWVUSFDtbW1sFgsVIoy5uXlEf8sDh06hODg4CaJcnBwcCM/hM1mw8WLF5GRkYFz587hs88+w8KFC/ks1h49euDuu+/GwYMHMW/ePCLz++OPP7BixQrMnz//munecXFx0Gg01Co+c2UVjEYjccXSlQiRsypEpD1ErlTI1xG0EyIHQLIZK2mQJmtXVsN2ZtBSiGi2BDGbzVQIUWlpKZW6HmVlZQ7V/WkpuArVNH5XWVlZxCt2Hz9+HF27dnXovSKRCJ06dUKnTp0wdepUAJfVsKysLGRkZODMmTP4+eefYTabcf78ecTFxSEuLq7Vc9u4cSM2bNiAFStWXLfuGJdJV1BQQNQc3hAikYhK0VRXIkQ3orJ0a2A2m4meM2+1kNmtsycU4SoE4XYDLYVIq9VSVYhohMwqKiradFFtDiUlJVSy4jIyMqjMFwBycnKIV7/Oz893mBA1BS8vL/Tv3x9z587FF198gXvvvRfx8fHIzMzEww8/jClTpmDz5s1QKBQOj8myLD766CNs3LgRa9eudbjXVVRUFE6dOtXaXbkuOEJEGrezh4gUiSFNiGw2W7tCdLvBmRsKkg6ZudLBTfJE0RC0WoIolUoAoEK2ampqqDRILSoqotIf7eLFi1QyzMxmM6qrq4kXpyRd4yk9PR2jR4/G7NmzYbFY8OOPP+L333/HmjVrkJKSgsmTJ2Po0KHNNmm22WxYsmQJjh49im+//bZFXqzExERkZmaS2pWrIBaLqXS8FwqF1AzbJEGSEFksFgAgNl67qfrauHX2xEVA+uChoV65iiJGSyGiRYiKi4vh5eVFnHRaLBYYDIYmi2e2FSUlJVSa3CoUiuumwbcGRUVFkMvl8PLyIjamXq+HRqMhWi6hpqaGV5wkEgkefvhhbN26FTt27EB8fDxWr16NkSNH4s0338SJEycaEQGz2YyXX34ZJ0+exJYtW1psTE9ISMClS5eI7cuVEIvF1Bq83m4KkdFoJHrNMJvNRA3ftxohaleIHIAzF2YEXEvVIQlahEiv11OpJl1aWkqsSF1D1NTUwN3dnXjtJK5JMI2Ue41GQyXDLC8vj3hI8lqG6tbAZDJBpVI1qTj5+/vjtddew2uvvYb8/Hx8+eWXmD9/PhiGwfjx43H33Xdj1apVUCqV2Lp1a6sM73FxcdQzzW5nQsQwDFFCRDL8ZrFY2rPMroF2QuQAnD1kRhKuZKqmRYhoZMgA9DLBqqqqqMxXoVBALBYT9xDZbDZqKfc5OTnES/8fO3YMKSkpxMbbv38/goODr/uddezYka9RdOjQIWzatAm///47QkJC8PPPP7eaAMfGxkKj0bTqfx2BRCKhFjJzBUJE0lRNupBiu6n62rh19oQinJkgOPPcaIOWh8hisVDx+VRVVVFRnmgRorKyMirjZmZm8n2kSCMrK4u4olVQUNBsscbW4PDhw+jRo0eL/mfIkCFYv349IiIiMG3atDapgSEhIbDZbKiqqmr1GNfC7a4QkQyZkfb8WCyW9pDZNXDr7AlF3G4KkauAlkJksViaNbO2BQqFAsHBwcTHraqqopIaX1paSmXc//77j4o6xLIsLl68iMGDBxMdt66ujqih+uLFiy0mRBxEIhGsVmubts810ExLS2vTOM1BKpXCaDQSH9dVCBHpukEkFSKr1doeMrsGbp09oQxnJgrO1svsRoGWQmS1WqkQIo1GQ614Io0Ch6WlpVRqJl24cIGKAby6uhoAiGbFGQwGqNVqooZqhULR6hCcm5sbn3nUFiQkJCA9Pb3N4zQFqVQKk8lEfFxXIUTtCpHr4tbZE4pwZlN1u0JEXiGyWq1UwjlGo5EKwSgrK6OiuBQWFlLJBCsvL3e48WZLwLXsIImDBw8SNVRXVlbCaDS2ugaTm5tbmxUi4HLqfWFhYZvHaQq0FCI3N7fbLu2+nRDdWNw6e0IRt3N7DGcGy7IupRDR7GNGo1ZQSUkJ0VARB7VaTaWpa15eHnEDeEsqVDuCnTt3IiEhodUXOYlEArPZ3OZ5xMXF8XWxSON2V4icqbI0wzCwWCzQ6/VQqVTQ6/VECZbNZiMa0rvZaM8ycwC3m0LkKiEz0iXyG45LgxCZzWbiITOWZVFXV9fizu6OjFtVVdVqr8u1oNFoqBCizMxMoqEt4LLqNHHiRGLjnTp1Cr169Wr1/5MiRDExMdQyzWgRIjc3N5cgRG09L1mtVhQXF6OgoADbt29HTU0NnnrqKVit1kaLzWbjH7nFbrc3Wri2U9zCsixOnjyJnTt3IiIiAvHx8YiLi0NUVBSioqIQGRkJqVTq8FzbCdFtCGfvZdZeqZosaIXMaLTt4C5qISEhRMdVq9VgWZZ4f7SamhpYrVYq5vLc3FxMmDCB6Jh1dXVEK4CXlZVh8uTJrf5/qVRKhBBFRkbCaDRCrVbDx8enzeM1hEwmg1arJTomQC5cSBuOEiKWZVFdXY2CggLk5+cjOzsbubm5qK6uhqenJ3x9fcEwDNzd3dGlSxdIJBJIpVJIpVLIZDL+USKRwN3dnf/bw8MD7u7u/GsNr11ff/01jhw5gpdeeglnz55Fbm4u9u/fj/r6euh0Ouj1enh7e6NDhw6Ij49HbGwsT5bCw8Ov2q92QnQbghTpsFgsqK2tBcuyyM3NBcuy/MIwTKPnwOULfsPnTb03NzcXer0eJ06cQHJyMpXO5M4KlmWpKEQ2m424QmSxWGCxWIh7XGim3MvlcuIE+eTJkwgLCyN+g2E0GlFXV+dwPy9HQNpQzTAM6urq2lTTiJRCJBKJEBwcjJMnT+Kuu+5q83gNIZVKW9STzVGIRCKXUIiaKsyo0+lw8eJF5OfnIzc3F9nZ2SgpKQEA+Pr6IiAgAB07dsRTTz2FgQMH8tmdW7Zswfbt2/HMM88QmZvNZoNYLEbXrl2bDAWbTCZkZGTg/PnzyMvLw19//QWNRgOtVst7IKOioniyVFJS4hLfiaNoJ0QOoClCZLPZoFaroVKprlqUSiXq6upQV1eH+vp6qNVq6HQ6vju7VCrF008/zY/Z8PFa65paz8WHFyxYAJVKBalUCg8PD3h6esLb2xuhoaGIiYlBx44dkZycfN1sJFdSiGiFzGw2G3GFqLy8HFKplMh8WZaF3W4HwzAoLS2Fu7s78YaSpaWlRNtfcKDV1PXixYvw9vYmZn4G/s9QTYocnzt3DhKJpE1qnlQqJVbjJy4uDmfPniVOiGQyGRHSdiVIlBygDZZlYbPZkJmZiZKSEmRlZSE/Px9arRbe3t7w8/NDhw4dMHr0aNxxxx3XTVogbVq+nqIjk8nQt2/fJpsj63Q6nD17Funp6SgoKMDZs2dRU1MDtVqNu+++GzExMbj77rsxfvx4or/DG4l2QtQMbDYbTpw4gYMHD+LQoUMwGo2YNm0aT27MZjOkUikvY8pkMl6u9PHxgb+/P+Li4hAaGorw8HB06NABQUFBsFgsGDx4MI4cOUJknjt37sT69euxbds22O12KBQKVFZWoqqqCpWVlSgrK8N///2Hv/76i79r8/T0hKenJ+RyOYKCghAVFYWEhAR07tzZZfxDAD1TdVMKkdVqhcFggNFohMlk4p839bfRaIROp4PBYIDBYIBer0d1dTXMZjOmTZvGx/cZhrnqsbnlSmWQI8QCgQBubm7o378/gMvGU5FIBDc3N4jFYohEIohEIojFYn6RSCT8Y3NLTk4O9Ho9tmzZAg8PD55kc4/u7u783y3JWiksLETv3r2Jfl8AnZYdx48fJ16hOiUlpU03HRKJhFjbjaSkJJw9e5bIWA0hlUqpEBexWOx0hMhisSAnJwfnzp3DyZMnkZ6eDrvdjn///RfR0dHo0qULHnroIfTq1atV2V2kQ1JWq7XVN2VyuRyDBw9uVOdr6dKlqK+vx7Rp03DkyBF8//33WLVqFUJCQtC1a1dMnTqVaFFT2mgnRP8fOTk52Lt3L86ePYuqqioolUp4eXmha9euCAoKglarxf3334/w8HBERkYiLCysVQcWZ2wjhYYmaDc3N4SEhDR7B8qyLNRqNaqqqhoRpuLiYhw9ehS1tbUwm82QyWSYNGkST+q6d++O/v37E8/gaSuupxDZbDYoFArU1tZCoVBAoVDwip1arYZGo4Fer4fZbIbZbIbVaoXJZALDMJg8eTJMJhMsFgusVitPvjiywRENjmw0JB2cSseR44iICISFhaGmpgbTpk1r9D9N/T/3XCKRNPlcLBbzd40bN27EwYMHsWHDBlgsFphMJuj1ehiNxkYEzmg0wmw2w2Qy8YvFYuH33WKx8J4Si8WC4uJiWCwW7Nixg/8MmjJychcoztvg7u7OkyaOdHt5eUEul0Mul6OsrAxxcXFIS0uDr68vfH194efn1yIjZ1O4cOECoqKi2jTGlSgoKCDqSUpPT8ewYcPaNAZJ9SU2NhZ79uwhMlZDSCQSKmEUZwiZaTQapKen4+zZszhx4gQuXrwIuVyOkJAQ9OzZE0899RReeeUVvPrqqxg6dGibt0daISKtqttsNkilUl5VevHFF6FQKJCWloaDBw/imWeegUgkQkREBIYOHYqpU6dS6edICrclIaqqqsLu3btx8uRJlJWVoa6uDgKBAJ07d0bfvn2RkpKC5ORk/o5zxYoVqKysxJQpU9q8bdLeiZZkhQkEAv4i1JxRNDMzE88//zyeeeYZFBUVIS8vDxs2bMDSpUshkUjg7e0NX19fREVFITk5GampqYiPj6dqOjeZTCguLkZxcTEqKip4QicUCvHggw/yF/SmsjBEIhF/keYuyt7e3vD29kZMTAy8vb359Z6enmAYBm+88Qbeeust/mLt5+fX5rDJiRMncOzYsTYZapuCRqOBh4cHBAIBT0pImGRfeuklhIWF4ZVXXrnue/V6PRQKBZRKJerr6xuRTp1OB5VKhfLychiNRmg0Ghw6dAhHjx6FyWTiCZmbmxu8vLzg6+sLf39/BAQEIDAwEP7+/vx34Ofnxx+/np6ejZSWrKwsjBs3rs373RAKhYKoobphh/vWwt3dnSghUqvVRMZqCFqE6EYrRCzLoqKiAufPn8eZM2dw6tQp1NTUICAgAJGRkRgxYgQ++uijq24USabdO5NC1BSaCtUHBgZi/PjxGD9+PBiGQU5ODo4ePYp///0XX3/9Nfz9/ZGYmIiJEydiyJAhTpWwdMsTIp1Oh/379+Po0aMoLCxEXV0dXxitV69emDBhApKTkxEeHt6slC0UCnlzc1vBffmkjNqkDyaRSAShUIiRI0c2Ws8wDKqqqlBUVISioiLk5+fjr7/+whdffAG73Q5vb2/4+PggLCwMSUlJ6NOnD7p169akTMwwDGpqalBcXIzS0lJUVlaiuroadXV1fKipoZLBeXq4i2VQUBBCQ0PBsiwmT57MkxmO2HB/e3p6tvhkUlpaColEgkGDBrXpc7wSRqORit9Jq9VS8fqoVCqHw0XcZ+1IccixY8di/vz5jT5f7ngoLS1FeXk5KisrUVNTg8LCQpw7d45XuRoSKJZl4enpCR8fH/j5+eHixYv4888/kZaWhuDgYISGhiIyMhKxsbGIiYlpsaeBtKH6Wh3uWwKZTEakUjUAREdHQ6fTwWQytcnzYbPZoNFoeBJ86dIlVFVV4YMPPiAyTw6ZmZkQCoVYu3Ytb0/gjj3u9+/p6ckrki0NUdlsNhQUFPDhr3PnzsFisSAoKAgJCQl44oknMHz48Ot+ViS73ZP2BnI3iaRgt9uv+TkLhUJ06dIFXbp0wdy5c6HT6XDq1CkcPnwYS5cuxYIFCxAeHo7U1FTcf//9xObVWtyyhKiyshJvv/029Ho9wsLC0KNHDzzwwANITk5GbGxsiw4KoVBIrEIqaUJ0o+oGCYVChIeHIzw8vNHFjGVZ1NfXo7i4GEVFRbh48SJOnz6NrVu3QqfTwcvLCwzDYO7cuXxIx2w2QygU8ibDwMBABAUFoVu3brw64OfnB39/f/j7+8Pb2/sq4qdUKvHHH39g6tSpRPeTdOEyDqQrznLQaDTE06a5cWk0otXpdFcZ+4VCIUJDQxEaGtqkmbMpcBfesrIy5OTkICsrC+PHj4dCoUB1dTXS0tJQV1cHlUoFg8EAsVjM+/y4i6mvry+CgoIQFhaGyMhIREdHIy4uDjKZDIcOHSJqqHa0w/314O7uTowQyWQy+Pj44OzZs3x2nsVi4YkNlyTCPVcqlfzCref8lJz3jAt9WiwWhzPNHD1/mUwmWK1WnD9/nifGnDrMLQ3DuUKhEG5ubvxy5d9c6NtsNkOr1WLIkCGQyWQICQlBcnIyli9fjl69erX4ppOkQkTDVE1bIboW5HI5hg0bhmHDhoFlWZSUlOD48eM4ePAgpk2bBqlUilmzZhGbX0txyxIib29vzJ07F5MmTWqz493NzY046SA13s2WGwUCAU9criw4ZzAYUFxcjCeeeAKPPfYY4uLieLLT1u/EarVS2Xfu4kkaRqORyrharZa4d4Ybl3StIJZlYTKZEBER0eaxfHx8+NRhPz8/7Nq1Cw8++GCT77Xb7VCr1VAqlXxoT6lUora2FjU1NThx4gT++uuvRuQJuByiefPNNxEeHo6QkBAEBQXxj/7+/i06/lrT4b4ptFYhMplMqK6u5peqqiqUl5fDZDLhrbfeglAo5DNhG9a74RJG3N3d+WSRqKgohISEICwsjPfHNTy29+3bh9WrV2PFihVt3t+G4KwLq1atuu57WZaF1Wq9yifX8JF7zvld1q1bR+S3RLI+GmmFyGq1ttmv1xBt8SQJBALExMQgJiYGM2bMgMViwdKlS6lU83cUtywh8vT0RIcOHYik/5EMmQFkVR3SChHJtHsPDw906dIFAoEAffv2RVhYGLGxaXVZ1uv1LkWINBoNFZMip6ySHlMoFBJPyS0tLb3mZ+Dm5saT9us1leXI0xdffIFjx45BJpMhKysLx44dg06n47MILRYLvL29+fBteHg4wsLCGpGmoKAgPpxw8eJFTJ8+vc376uHhcZWPxmKxoKamphHhKS8v58OPdXV1sFgsjQzvXEmOwMBA+Pj44JlnnkFkZCSCgoLa/Ltqao4kIBaLHfYmCQQCXrW6Xm02vV6Ps2fPEruxIK0QkSRENEzVpMaTSCQIDAzkazDdDNyyhIgkSGeGAWQVIldKlScFWoTIYDAQbX7IwWg0UhlXr9cTbxjLMAzMZjPx6tcajYbo3SmHyspKYuE9jjwJhUIkJSXh7bffbvJ9Op0OeXl5KCgoQElJCSoqKpCRkcF74DjiJJPJEBgYCIVCgd9//x0HDx6EUCiEQCBo1FKB+/vK9Veu47x2zzzzDE92DAYDT3Y8PDzg7e2N4OBgJCcnY8KECejUqRNiYmKa/L2sWLECFRUVREshuLu73xKm6tbCmUNmN8JU7cpoJ0QOwM3N7bZRiFwFFouFShFJWsTFaDRSIQMGg4G414fzUZFWcjQaDZXPtrq6mvhnoFAorjmmXC5Hr169rtmXzGazobCwEPn5+Vi8eDFSUlIgFoubrC/FLZxX0W63w2q1Nnofy7JQqVSw2WyIj4/HXXfdhaSkJMTFxbVaffT29kZeXl6r/rc5yGQyKl3pW6IQ3Uw4c8iMq1RNCrTaJ90stBMiB0CDdJAkRKThCgTL1RQivV5PpT8aDUJEi7jQGlepVCI5OZnomHV1dW0eUyQSITExEYmJiVi0aBGef/55IvWWnnrqKbz44ottGoeDl5cX8UaszhAyu5kg2VKIdNo9aUJ0q/Uyc54CAE4MkllmAFmCRaPQoyuAFiEymUxUlBwahIhlWZjNZuIFM7VaLTVCROOz1Wq1CAgIIDpmfX09MQ+VyWQCy7JEPlPS6otcLifeZoNrJUMatOobkQZJ1YRkCj9AnhDdaiGzdkLkAJxZhbldPURWq5XKD9FgMFALbZFuwmo2myEQCIg39HU1hchoNBLPTFGr1YiMjCQylkqlglgsJnIekclkREmBXC4nlsbPgZaH6HYkRDQ8RKQJ0a0UMmsnRA7gdsoycxXQUoi4HnWkQYMQ0cqIo0mISNX1aQiuCzcpsCwLvV5PLOuIa7pMAjKZjOi5iAYh4kgbyXkCrkOISIbMaGSZtStEzaOdEDkAGhdeZ/YQuQJo1SGiaX4mXVFap9NRq21E4zNQqVTE1SzgMoklSYi48gCk0n9JEiLS4Si5XE7c78NVu9dqtUTHlUgkVEJxpEGy6bQrEKJ2heg2A82GrG0Fjd5orgDSUjIHi8VChQwYjUbihIhWVW2NRkM8wwy47MuhUTPJbDYTHVelUhHdf7VaTWw8iUTCZ6aRgJeXFxUDtEQigUqlIj5mu0LUNtAImdE4B90stBMiByAQCIjLv+0hs7bB1UzVRqOReMExvV5PJbSlVquJh/eAy4SIdM0kruowSUJUX19P9BggGSrk6hGRIgY0FCIAkEqlqK+vJz6msxMirjwCSVM16W73JM8ZJGsuOQPaCZEDaC/M6HygZaqmpRCZTCbiPcdohcxUKhWV/mhqtZp4iYCysjLIZDKiJ2XShEir1RL1TpEmRBaLhfgNn0wmo6IQOXvIjPscSZEYZ69DRLo32s1GOyFyAM4cMnPmGkk0QdNUTSNcZDabiZMMWgqRSqWi0k9IrVYTLxFw6dIl4p8r6ZCZVqslWnJBKBQSU3XEYjGEQiHUajWR8TjIZDJoNBqiY7oKISJpOyCddm+324mS/XaF6DbE7USIXMlDREMhIt38kIPFYiFOMnQ6HTVCRLquD3B5vqT7o5WXlxP/XOvr64kSGL1eTzQESVIhAi4btWtqaoiNx41JmhBJpVKnJ0SkvY00xiMdMms3Vd9mcPaQ2e0IWllmNpuNOMngOm/TCJnRIG8ajYZ4aAu4TAxCQ0OJjllVVUWcvCmVSqIGeBqEiKTvx8PDgzgh8vT0vC2zzEgrRCRMywzDQK1WIz8/HyaTyenm50y4dfaEImioMO1p920DrZLxpO+ggMvhMjc3N+LjarVaKuZnrVaL4OBgomPabDbYbDbiIbOamhriY16vj1lLYTAYiKpYpBUiuVyOuro6YuMBl0mWTqcjOibpGkw0QCNkplQqcezYMSiVSiiVSqhUKmg0Gmg0Gmi1WhiNRlgsFn6xWq2w2WywWq2wWq2wWCwQCoWQyWQwGAx4/vnn4ePjg6ioKCQkJCAuLg7R0dGIiopCaGhoi86rt5pC1E6IHICzK0Su4PkhDVoeIhoKkdFopJYeTzqVH7isaJAObXFtO0h/Z0qlEvHx8UTHrKurQ/fu3YmNR7oop0AgIE6IlEolsfEAOoTIFRQiu93eYkKk0+lQVlaGsrIylJeXo7i4GCUlJSgrK4NSqURGRgaOHz8ODw8PyOVyeHl5wcvLC35+foiKioJcLodcLoenpyc8PT2veu7h4cGf00aMGIHly5eDYRicO3cOubm5yMzMhFqthlarhdlsRnBwMGJjY5GQkICYmBhER0cjOjq6yUzOW60OUTshcgAkFB2GYVBSUoL09HQwDIM1a9bAy8sLbm5ucHNzg1gshkgkgpubG0QiEb80XC+RSBqtF4vFKCsr47th305qES0PEQ2FiBYh0mq1xNURhmFgNpsREhJCdFyNRkPlxKnX64mn8iuVSqL7bzabnTbLDLjc8Z50ijwN1Yl0HzcaaEohYhgGtbW1POEpLS3lSU9lZSWsVitPanx8fBAeHo5BgwYhJSUFX3zxBQYOHIi5c+cSmR/LspDJZEhOTkbfvn2vel2pVOLUqVPIzMzEhQsXcPjwYV6NEolEiIiIQFxcHBISEhAVFcWrT7cK2gmRA3BUhdFoNMjIyEBWVhYuXryIqqoqqNVq6HQ66HQ6iEQihISEQCAQoKqqCnV1dbDb7fzClbtvuI77u+F6hmH4xWq1gmEYDBw4EEFBQYiIiEBUVBQ6dOiAsLAwhIeHIywsDD4+PrcUYXI1QkRjrhqNBh07diQ6JlfskXSmnSv1MVOpVMT6mAGX/W7OTohIp8h7enqitLSU6JhSqdSp1XCGYXDkyBEwDIMPPvgARUVFKC0thUKhgEQi4dUdPz8/xMTEYMCAAejWrRvi4uKaJRXr1q0jet6+3o2zv78/Ro0ahVGjRl21b0VFRThz5gyysrJw6NAhqFQqWK1WPP/88+jQoQOGDRuGGTNmEK+3diPRTogcAHew2mw2FBQUICMjA/n5+SgpKUF9fT20Wi30ej3MZjP8/PwQGRmJ6OhojBgxAhEREYiIiEB4eDh/oAwdOhQLFiwgEpYoKCjA448/jp9//hlZWVnIzc1FcXExLly4AK1WC51OB71eD5ZlbynCdDM9RDabDSaTCQaDAQaDAUajEXq9Hkajkf+be02n06G8vBwMw+D+++8HAL7S8JUFP7mTPVfcreHfDddzz3U6HQoKCrBz505eMRSLxZDJZPDw8Ggkm3t7e8PHxwfe3t7w9fWFv78//Pz8IJfLG52MXa2xq8lkopK9R6qPGXCZEDlr2j0A+Pj4ECcv7u7uMJlMRMcUi8X8b8dZVImqqips2bIFx48fR0VFBSQSCYRCIWpqatC1a1dMmzYN3bt3b7WKSVr5Z1m2VedNoVCI+Pj4q8LTw4YNw/z581FZWYndu3dj48aNCAkJQe/evfHQQw8hOjqa1NRvCNoJUTNQq9W4cOECLly4gP3796OqqgqDBg2CTCZDaGgooqOj0b17d57wREZGIigoyKGDTSAQEJN+RSIRWJZFWFgYwsLCMHLkyCbfV1lZiczMTOTm5qKkpAQXLlyARqOBXq9vRJh8fHxgs9nw+++/o2PHjoiPj6dSl6etaA0hYlkWZrO5kSGRi503XPfdd9/h119/5T8bo9EIo9EIk8kEs9nMx82vDGtyi0QigUQigVgshoeHB9+V/sEHH4RAIIBQKIRAILjq+bVea+r5ggULcPfdd6Nr1678HDkixs29rq4Oly5d4tcbDAaYzWaYTCa+IF/DuXOf6eTJk3li5efnh8DAQAQHByM0NBSRkZGIiopqUdacWq2mVvCSZMjMYrHAZrMRNZXbbDanVoh8fHyQnZ1NbDzgsoeIdNNY7tin4fNzFAzDYN++ffjzzz9RUFAAlUqFlJQUTJw4EYMGDYKHhwcmT56MlStXEtvmjVSIWjNeVFQURo4ciQcffBAqlQpHjhzBnj17eLUoKSkJ06dPR//+/YltlxbaCREak5/z588jOzsbWq0Wvr6+CAwMhIeHB3x8fPDTTz8RudMjaYp0c3NzKPOCI0x33XVXk69zhGnPnj3Iy8vD5s2befUrICAAnTp1QnJyMjp27IjExESEhobeNEWJYRioVCoYjUacO3euEaHRaDRQqVSor6+HSqXiCY9Op4PRaAQAnrBwi1QqhVQqhYeHB0wmE9zd3REbGwtvb29eUfH19eWJgbe3d4vuUNPS0vDuu+/innvuIfo5CAQC9OnTB4MHD271GFeqXefOncOaNWvw5JNP8p9jXV0damtrkZubC6VSyRNpgUDAf3ZSqRQymQzu7u6Qy+UICAhAYGAgQkNDER4ejsLCQioXMU6VJQWuSjVJBcJqtRK9qSCtEMnlcpjNZmLjAZcVIhotQYRC4Q33EVVWVmLLli1IS0tDRUUFPD09MXToUEybNg19+vRp9N0qFAqiYT1nUYiaw5WFGX19fTF+/HiMHz8eZrMZp0+fxv79+/HGG28AAGJiYjBu3DhMmDDhppHaa8EhQiQQCEYD+ASAG4D1LMu+38R77gewEAAL4DzLsjMJzpMYVCoVcnJykJ2djfT09EbkJygoCF26dMF9992Hfv368V/0rl27sG7dOmKyN8kftZubG5EfIEeYPDw8kJmZia1btwK4fAd+/PhxnDhxAkePHsUff/wBlUoFhmEQExOD5ORkJCUloWPHjkhISGjznbBSqUReXh6Kiopw6dIlVFZW8sSMU0GMRiMYhoFMJsNrr70GqVQKiUTCX5B9fHzg6+uLDh06ICgoiFc2uNDgtTBmzBg88sgj6NWrV5v2oyG4tHvSMJvNbc4yE4lEvKETACoqKiCTyZolzhxYloXBYGhEPrlFqVRCoVAgPz8fJ06c4N9jtVpxxx138OSJI6FeXl4ICAhAUFAQwsPDERkZiZiYGISEhFyTmBgMBthsNqKZdiQ703NwdoWIFiGi0XeMdIZdU2AYBnv27MH27dtx8eJFqFQqdO3aFZMmTcKgQYOIhlMdAWlCRJLsX4tgSaVSDBo0CIMGDcL8+fNx4cIFHDhwAN999x0++ugjREREYMiQIZg5cybxxIjW4rqESCAQuAFYA+AuAGUATgkEgj9Zls1u8J6OAN4AMIhl2XqBQEC2iEkroVarkZaWhuzsbF750el08PPza5b8NAUalapJhsxI1ua4cjyZTIZhw4Zh2LBhjd5XXFyMw4cP49y5c9iyZQvq6+uh0Wjg5+fHq0mJiYm86ddoNCI9PR2FhYUoKSlBeXk5FAoF73HiQlJ2u50npyEhIejQoQP69OnDh2yCgoIQGBiIL774AkVFRfj000+J7TtAtlM1B4vFQq2qNum0e0cz4gQCAe9RioiIuO77V65ciZKSErz99ts8aVIqlaivr4dSqURtbS3y8/ORlpbGE2CuajhHnmQyGTw9PeHt7Y2AgAAIhUKIxWL8999/PPlt68medB8z4LIvjTQhIq0QkQ5vtUYhstls0Ol0vKLLnRs4dVen00EoFOLYsWPw8fFpFOa98vmVj1eGha8kGVarFatWrUJaWhoqKyshl8sxdOhQzJgxA717975ptgEa2cMkCZGjdYiEQiGSk5ORnJyMp59+GuXl5Th48CD27NmDzZs3IygoCD179oTNZkPnzp2Jza+lcOTMnwqggGXZQgAQCARbAEwE0DDoPBfAGpZl6wGAZVmyZU9bgaKiIhw4cKAR+Zk+fTr69u3b4gse6QOSJCEipRBxEAqFDhGsmJgYxMTE4MEHH+TXmUwmnDx5EidOnMCJEyewY8cOqFQqsCyL6dOn80pASEgIwsLCkJSUhKCgoEaLl5eXQ583rTIDpHsHAXQJEemMDpolAry8vBAYGOhw0UOLxYL6+np+4QiUQqGAQqHAhQsXYLPZ8MYbb0Cn04FhmEYhPE6Bksvl8Pf355XC8PBwREVFITw8/KqTOek+ZoBrKEQtIS9ms5knLE0ter0eeXl50Gg0uO+++2Cz2Rplzl65MAzDZ9hyJUi4hQtrc6RYKBTi008/5RMSuJIj13ps6jnnR+LIgZubG3JzczF58mQMGjQIHTp0IPb5tgU0QmY3SiG6FiIiIjBz5kzMnDkTGo0Gx44dw969e3H8+HGEh4cTm19L4ciZLwJAwxSEMgD9rnhPIgAIBIKjuBxWW8iy7M4rBxIIBI8BeAwAddkxOjoaTz/9dJv8FRycWSEiTYjEYnGrFSeZTIYhQ4ZgyJAhjdYPHToUv/32m0NKgqOgRYhIx9gBOoSIZVni4SLgMqmlVS+opS02JBIJQkJCmq0J9Msvv2Dr1q3YsmULgMtzbxjCa0imamtrUVBQwIfwNBoNzGbzVQSKUyJefPFFeHt7w9/fnydxISEhCA0NRXBwcIsuKjQIUWsUIpZlYTKZGikvOp0OeXl5MJlM+P7776HT6aDRaKBWq/kkAy6L1mAw8JljDQlLw+eckscRj//973+NPl+O3DT07nHrJRLJdX/TQ4YMwddff92mFjAMw8BiscBsNsNsNuOff/7Bjh078OWXX7Z6TA40zkmkCRHJGx4Slaq9vb0xevRojB49Gp999hkSExMJza7lIPXJiAB0BHAngEgAhwQCQVeWZVUN38Sy7DoA6wCgT58+VAtKNGT/bQXp1h0kPUSkQ2a0Kl+TTpOlqRCRVkhoeIg4hYC0mmEymagoRDqdDjExMUTHVKvVjXx9XAaooxdLm80GtVrdiED9/fffyMvLQ3h4ON//6fTp09BoNNDpdLxviSMC3GNDYzlXYM/Pzw/+/v6w2WwoLS29bvFDR393XPmPw4cPN1JlGmZKco8NQ9JmsxlCoZAv8MrNn2VZWCwW7N69GzKZDF5eXvD29kZ8fDy/D4GBgbwfzxFV8sKFC3juuecwbtw4h/bJUZBQx7g2FtxvJyAgwGlLjtBQiJzZpA3c3HZUjpz5ygE01A8j//+6higDcIJlWSuAIoFAkIfLBOkUkVneZNDoZUZSIaLpIXJW0KpFQsNDZLVaiasutIiL0WikohDpdDrizW01Gk2bWmKIRCIEBAQ0Uq7y8vJgNBrxyiuvNPt/NputEelo+JxTV1QqFS5duoSMjAwIhUK8+eab1z3RO3qxMplM+PXXX7F7926ejEkkEnh6esLLy4vvU+Xv7w9/f3/esB4SEtIkgc7IyMDzzz+PTZs2XXfbjqItSvO1QPLcSQOkL+auEDK73Vp3nALQUSAQxOIyEZoO4MoMst8BzADwjUAgCMTlEFohwXneVJBWTZwxy4zWeLTgSh4iGgoRrcw1o9FINLzDwWAwECdEOp2Oz44jBYvFct10YJFIBD8/P4fT/fv164e///6bmN9r0aJFMJvNeO+994iMJ5fLiWduSSQSKoToZqTdtxSkz5/OToicpUgmCVx3T1iWtQF4BsAuABcA/MyybJZAIFgsEAgm/P+37QJQJxAIsgH8C+AVlmXJNrK5iXB2D9HtqBDR9BDRCJmRrrlhMpmoECK9Xk+0qjIHGi02tFotcULE+YpIgvSxKhaLiRIYDw8P4jWDaDVivR0VItKEg+R5g2VZp6wn1Fo4dOZnWfZvAH9fse7tBs9ZAC/9/+WWA420R5KFGYHLMj6JCzlX+drZ4WoKEemLLC2FyGAwUFGIaBAig8FApP1NQ5hMJioVtUle1MRiMVEC4+XlRZxk0FKInJ0QkQbpczFJgsV9v7eVQtQO51aIgMvzI1VY7XYnRDRMgjQUIpqEiIZCZDabW5xldj0YDAaXUYhIXjREIhFRhYjLCiN5TqKlEJEuOUAarpBlRpIQOasZvbVoJ0QOgIZCRJoQkSqsRjoERwu0fow0ssxoqA5ms5mKqZoGyWBZFlarlbhCZLFYiJM3GuQVIHsOIR0yEwqFcHNzI6o6icXi2zJkRgOkz3OkbqTaCdFtinaFyPngagoRjfR4WqZq0oTIZDJBKBQSJ4U0CJHFYiEeMqThISJNCtzc3Ii27+CyzEjfXLmCqZoknNkE3U6IblOQjpHSUIhIEiJXUIhoZTfQUohIEyJaCpHRaCRe7FGv11NJzbXZbFQUIhptGkiHzGgQIpLtO7g6cAaDgdiYwI3pZeZMcHYPUTshug1BozAjacmblNztSgoRDdAgRBaLxWUUIpPJRLwdiMFgoELeaIXMbkdCRDLszkEkEkGv1xMd0xUUImdOuwfaQ2bXQjshcgDOHjIjeXfnKoSIxo+RazdAWnkymUzEwzC0TNWuRIhIt8QAyIfMuN8SyWOKhs+PtEIEXD6X6HQ6omM6u4fImdPuSR+L7YToNoUzt+4Abk9CRIO4WCwWvukj6XFpECIaYSiz2Uy8gKLBYKAWMmtLpeqmQOO7AsheKGmEtUmG3TmIRCLiITNnzzIjDZL+M+68Tmq8dkJ0m8LZPUQkCRGnOjg7KaJhqrZYLFR8STRCO7Rad1gsFvj6+hId05UUIqvVSpRk0fgd0fIQkS7OKBaLYTQaiY55uylEJEH6nHkrEiLyZ6lbEK4QMiN1MhMIBBAIBFQKFJKEqxEiV1CIuPR4V1KInD3LjBYhohEyI60QicViKqZqZyZEANnvnGVZmEwm1NbWwmw2w2KxwGw288+5vxs+NnyP2WyGyWTiFwBYvXo1YmJiEB0djejo6FaHyNsJ0W0KZzdV04j/346EiOsGThoWi4V4aMdoNBJPY7darRAIBMRNxbQIkdVqJU6ISJMsGscpLUJE+hwikUiIEyI3NzenJkTcDWVroFKpcODAAZw8eRKFhYVQKpXQ6/X49NNPsWbNGri5ufE1o5pbRCIRv3CNf6VSKWQyGby8vMCyLDIyMnDgwAG+IbFYLEZkZCTi4uKQkJCA6OhoREVFoUOHDtesyeUK2cgtRTshcgCkL5KkU0dppMw6+8FOSyGiQQJpECIaqfxGo5FKaEuv1xMvdmiz2WCz2Yh/BqRDZjTgKoTodgyZAY4pRJWVldi/fz/OnDmD0tJS1NXVwWAwIDw8HF27dsXkyZORlJSExYsX48EHH8TEiRPbPC+bzYY//vgDX375Jb+OYRjk5+fjv//+Q3Z2Nv7991/U19dDq9XyDZmjo6ORkJCAuLg4REVFITo6GsHBwe0K0e0KRxUihmFQWVmJgoICFBcXo6ysDFVVVVCpVNDr9TAajTAajdDr9cjKysKaNWv4O4qGi1AobHJ9w9e5eQkEAphMJnz88cfYsmULIiMjkZCQgJSUFCQnJ7f6guHshIhhGCrmZxoKEQ2vi9FodBlCZDQaiRMilUoFkUhEnMCSNmq7UsiMhkLEhWlIwdlN1U0RhIKCAhw4cABnz55FRUUF6uvrYTabERMTg65du2Lo0KHo1KkT4uPjr1JS3dzciB1DTc1NKBSiU6dO6NSp01WvmUwmnDt3DufOnUNubi7OnTsHtVoNrVYLq9WKgIAAMAyDnTt34o477iBe0PVmoJ0QOQDuruTff/9FcXExysvLeaJjMBhgMBhgMpn4C4qvry8CAwMRGhqKuLg4BAcHIzAwEEFBQQgMDMQ777yDAQMG4JFHHuGrudpsNv653W6/6pF73tT6t956C3379kVERARKSkqwb98+fPfdd9BoNPDw8ICnpye8vLwQFBSEmJgYdOrUCd27d0dERESTBIDzEDkzaIXM2nqBZRjmqri9xWJBVVXVVVkeDeX1hvty5fqmXqurq4O3tzdRpYhWbSOtVks8tKVUKqnUC2oPmZGDVColrhA5ex0irszAY489hqqqKtTX14NlWSQkJKBr166455570KlTJ0RFRd0US0JLyJVMJkP//v3Rv3//q16rqanBr7/+im+++QZr1qzBokWLkJKSglGjRmHo0KEICgoiOe0bhnZC1AwqKytx5swZnDx5EkePHoVWq8XKlSsRFBSEkJAQJCQkIDg4mCc53KMjJ2muEzSpu3G5XI7OnTvjvvvua7TearWisrIS5eXlKC8vR2lpKYqLi3H06FFUV1eDYRjI5XLI5XJ4e3sjIiICCQkJvLnWmUHiQsMwDDQaDVQqFVQqFc6cOQOr1YqffvqJJzMGgwFGo5F/5Bbu9SsNjna7nVcuuEehUIjFixfz5PPKk1Jr/rbb7bBYLNi9ezcEAgHc3d0hl8vh5eUFHx8f+Pr68ou3tze8vb3h5eXV6NHb2xtSqZT/HGllrun1euJ3j0qlkriHirvhIDlXV1KISJuqpVIpFYXImQgRp6KkpaXh8OHDqKiogEgkQvfu3TF9+nQkJSUhLCys1ecqkv5VksQ8ODgYqamp2LZtG7Zv3w6FQoFNmzbhxx9/xKpVqxAVFYVRo0Zh+PDhiI6OJrZd2mgnRLh80qqoqMB///2HtLQ0nDp1Cnq9HsHBwejUqRMmTJiAPXv2YMeOHUS25+bmRlT2FYlETd7dicViREVFISoq6qrXWJaFRqPhyVJ5eTlKSkpw+PBhMAyDUaNGwd/fH4GBgejUqRMGDhyIgQMHUrkrbw2uJERcNkZ9fT1PcLjn9fX1UCgUqKur49dpNBoYjcZGxkPOO7V9+3aIxWKIxWLIZDK4u7tDJpMhODgYnp6e8PT05MlHQ3Lh6+sLLy+vRqqb3W5Hv379cOjQIaLhuNmzZ2PIkCF4+OGHodFoUFFRgerqatTU1EChUPD7XFhYCIPBcBVxs1qt/DHj7u4OT09PiEQiWK1WTJ8+Hd7e3ggMDERYWBg6dOiA2NhYxMbGtiojRafTESdEKpWKSso913KCFFxFIeK+e5KQSCTESdbNDpnZbDZkZ2fjxIkTOHLkCPLy8uDj44OYmBhMnz4dd955JyZMmICnn36ayPZIqvU0mpRzCAwMxEsvvYSXXnoJBoMBP/30E/bs2YMNGzbAx8eHJ0edO3emYksghduSELEsi/Lycpw+fRonTpzAqVOnYDKZEBwcjKSkJCxYsACDBg3iv7ijR49i165dxLZPmhC1ZjyBQAAfHx/4+PigS5cujV4bPHgwPv/8c5hMJly4cAEZGRlYuXIl3nzzTfj4+CAgIAAJCQno378/hgwZQj12rNPpUF1djaqqKlRXV6OyshLnzp0Dy7I4efIkNBoNdDodBAIBT264zAouu8Lf3x/x8fEICQlBeHg4IiMjERER0YjgHT16FEuXLsX3339PbO5czzHSJwGtVouAgAAIhUJeCbrye3QEarUalZWVqKqqwokTJ7B3715MnToVCoUC1dXVyMnJwaFDh6BUKqHVaiESiXiSyBEpf39/hISEICIiAtHR0YiPj0dYWBi/zzqdDuHh4UT3X61WEw/DWa1Wp86s5ECjeKpIJKKiELl6yIxlWRQWFvIE6Pz583B3d0dERAQGDRqElStXIjAwkH8/6crc3BxIgDQhak698vDwwOzZszF79mzYbDb89ddf+PPPP/Hrr79CIBBgxIgRGDlyJHr37k1FkW4LnGs2lMCyLC5dutRIAbJarQgODkaXLl2waNEiDBgwoNmLFulS+aQLq5EmWFwIpmvXrujbty+/Xq/XIz8/Hzk5OcjIyMCXX36JxYsXw8vLCwEBAYiNjUVqaiqGDRvmcHE/m82GmpoaVFVV8YSnrKyMN6QrFArY7XZ4eHjAw8MDcrkcvr6+EIlECA0Nxf3334+IiAhERUW1uaAgjawJmmGohifi1oIjxUlJSbBarThx4gSmTp3a5Hu5EKNCoeAVN4VCgZqaGlRXVyM7OxsKhQJqtZrPAJPJZDAajSgsLMSFCxcQHBzMf19xcXGIiYlpleFarVYTzwaj0Q7FlUJmNDxEpMe8EVlm3M3BsWPHcOLECbAsi7CwMPTp0wfz5s1DfHz8Nf+fdM060iCVkOLI3EQiESZOnMhnyR09ehRbtmzBggULYDAYcMcdd+Cuu+7CgAEDiN/gtAa3LCGyWCw4cOAAfvvtN5w5cwZ2ux3BwcFITk7GsmXL0LdvX4cPCtKEiEbIjHSz2KZOOp6enujRowd69OiB6dOnA7h8wS8oKEBOTg6ysrKwefNmfPDBB7xyEBUVBZZlcfToUVitVlRUVKCsrAwVFRWoqamBXq+HTCbjzd/e3t4ICQlB9+7dMXnyZHTp0qVJ8/crr7yCgIAAjBkzhth+2+124icgo9FIRXUwGAzEjYvXqxfUUI1KSEi45lgmk4knTPPmzcPIkSMhkUhQVVWFU6dO4e+//4ZSqYTJZIJUKuUVJw8PD3h5eSE4OBjh4eE8cYqLi2uk5mk0GuKEiAuZkYSrhMxohLekUinUajWx8UwmE+x2O2pra3Hx4kXY7XbeT3dl0knD9QD45w3Xc8/Pnj0LrVaLJUuW4NixY9BoNAgJCUFKSgo+/PBD9OnTx+E50iAwpEk1jQxdRzFo0CAMGjQIAJCdnY3vv/8eq1atglKpRM+ePWG1Wq9LOGniliVENTU1KCgoQK9evbBixQr06tWr1QcB6RMQjZAZyfh/S+okyWQypKSkICUlhVcWrFYrCgsLeZIEAN9++y28vb0REBCAyMhIDBw4EElJSejYsWOrfEmki2UCdE4UtBQio9GIkJAQomOSLKAok8kQERGBiIgIsCyLCRMmNEmirFYrT5y4pba2FlVVVUhPT8fevXuhVCphMBggkUh44qTT6RAQEIDNmzfD19f3KiO5p6dniy9ONOpQ0VKISI8rlUrbTIgYhoFKpUJ1dTVqa2tRVFQEhUKB1atXQ6/XN0pM4LIvrVYrX1PKZrPBbrfzjw2fc+c3gUCAnJwcbN++vclSJA0fm3v9yvfodDref/jSSy9h2LBhThPKoZHxSzIE15axunTpgvfeew8AUFFRgU2bNuHAgQMoLS0lMr/WwDm+dQqIjIzE+PHjeTbaFpAmRKQVnRulEDkKsVjM17aYOHEidu3ahXXr1iEsLIzYHAE6d040QmakL7LchYt0V3oaBRQBXLOAolgsRmhoKEJDQ687hkql4gnTb7/9hlOnTmHnzp0wGo2NWhWYzWYwDAMPDw/e7O7n54eAgAAEBATAz8/vKgLl4+NDpQ6Vq4TMpFIpVCoV8vPzUVNTg7q6OtTV1fEJCpxPj8usbGjO5xaOUHKKr1qtho+PDy5cuMATWT8/P4SHh8PDw4MPqTZMXLjWIhKJ8PXXXyMtLQ3r168ntu87duzApk2bsGrVKmJjkgLpGz+S45H8rYSHh+P111+Hp6dnu0Lk7BCLxUQPSmf3EN3sTA5HQEOaphEyo0GIdDodFeKi0+moxPHtdnubM8JEIhECAwMRGBiIpKQkXLx4EfX19fjmm2+afL9Op+O9aJWVlaitrYVCoUBmZiZ/YW9YNsFsNsNut0MqlWLs2LF8KQqujIGPjw+8vb35MhVeXl5XPXp4eDRb14skmgrhc/2uampqUFtbe1VGJZdVye0rR2A4MmMymSAQCHDw4EE+k7JhFmV4eDh8fHyu2v8rl4YK46OPPop+/fph7ty5xPbd2WukuULlZpJZa87eBLylaCdEDoCGqZpkfQ7SBMsVyuMDrhFbpxEy4/oPkYZer6fStoJGz7HrVb+Wy+VISkpCUlKSw2Nu3rwZ27Ztw0svvcSH8TiFpKioCHq9vpFCciWpsNlsfFiPIxTu7u5gWRavvPIKWJYFwzCNHrmlqfXNPTebzbDZbBgxYgQ/B47McdvmCJ23tzf8/PwQExNzFYlruKxevRomkwnvv/8+ia8HAHnlGiBbudkV4MwE0BXIX0vRTogcgLOHzEh7iJyt+FlTEAqFxE+MtBQi0oRIp9NRIURarRZeXl5Ex+Q8IKSLKNJoXcIwDLy9vTF48OBW/b/FYkFtbS3voVEqlbwXKiAggPeyNPS3NPy7qedNvabVavH999/jyy+/5AlNc+qUo+B8WSRBoxGrK/RZJAlnDpm1K0S3KUibGGl4iEieeFyBELmSqZpGyIwGIdLpdMR9XlzPMdKfq8FgoNIfri2hSIlEwhvJOWg0Gvz88894/fXXSUwRwOW08B9++OG6mX4tgVgsJl6YkfSNGkDnRogkXCHLzFnrGjkDnLdkpBNBLBY7vUJEug6RsxMi4PYNmdHyEOn1euJG7fr6eipzNRqNxMNwZrOZ+FxppN3TIAVisZh4eIvGmM5OiFwBt5PC1lK0EyIHQEMhIkk42hUiMqBxojCZTMTVHFqEyGAwwMfHh+iYKpWKSrsXg8FAnBBxNZFIgsbF21UIEekbNcA1QmakQ1yk97fdVN082gmRA3B2D5Gzpd3fCNDKMqOhEJEmLzqdjviFG7isEPn5+REdU61WUyFERqORSqVqGkTTFRQiiURCPLxFoz+as5uqb1R7jLaMR3IsZ/4uWoN2QuQAbjeFqCWFGW8mXCFkZjQaiZMXrVZL3D8DXCZvpAmRRqOhMldahIgG0SQNGlWGaShENLLMbseQmbMq4c7cpLW1uPX2iAKcnRDRqEPk7LI0rZAZjdYdpAmBRqMh7vUB6BAiGk1YgctzJd1U2GKxuEzIjPTvk5aHiLTS7OwKEWncisZlZ0Y7IXIAEomErwFCajxnzzJzdoXIVbLMaGRDqVQq4oSIZVlYLBbi/dH0ej01QkS6RAAtQkQjZEYaEomEOHmhoRDdimGa64Ek+SXpSboV1bp2QuQAuBMQqS+fhkJEmhDdjgoRDQ8RjWworVZL3PzMdSUnPVda1a9pECIaITNXMVW7kofI2c9NJEHju25Pu28e7YTIQZBk1qTl6dsxywxwjV5mNLKhNBoN8dCW0WikVtuIRvVri8VCXCWzWq1U0u5Jg8ZFUiqVuoRCdCuqEtcCychEwzFJoJ0Q3cYgWZvHFRQiZw+Z0Qgb0Ahv0DD/6nQ6BAYGEh1Tr9dT6fBtMBioESLSKhnXesPZQSvtnjQhojGmsxt5nT08SlpZv9XIaXulagdBUiEiHa8nXRbAFUJmAPkfI62QGWnzLw1CZDAYqBAiGiFD4LKaQ4MQ0VDJXCHtXiqVUjFV06hU7QrnJpJo7f6aTCbodDro9Xp+YRgGarWaiFfwVlSI2gmRgyCtEJH8UZPOvHDmhoIcXMVUTSMbymg0Ijg4mOiYBoOBChkwmUzECZHNZgPLssTHtdvt7SEzgrhdK1W3ZX4Mw6C2thbl5eUoLy9HaWkpysvLsW/fPtjt9qsWhmGa/Ru4fK3hFolEAoZhMH36dHh6evKNf6Ojo5GSkoLU1FTExsY6PFdnV+tag3ZC5CBaQxIYhkFlZSVyc3Nx8eJFXLp0CVVVVaisrIRarcbEiRP5Jo8c2+YOsobrude4Jo9XvqZUKmE2m/HXX38hIiIC4eHhCAwMbPUBS6PCLGm4EiEiaf5lWRYmkwkhISHExgToKUQWi4V4lh3XDoX0d2W324mTQhoXb+58QPJ4paUQ3W5p946oJgaDARUVFSgrK0NZWRkuXbqE4uJilJWVoa6uDhKJhG/aazAY0KtXLwwfPhxSqRQSiaTRwq1r6rWmfs+DBg3Cli1bwLIsiouLUVRUhPz8fPz222/49NNPAQBeXl7w9fVFWFgYOnfujF69eqFbt25X3Szcihl/7YTIQVxJiBiGQXl5OXJzc1FYWMiTHY1GA71eD6PRCIPBAKFQCH9/f4SGhiI8PBy9e/eGVqvF33//jZdeegksy4JhGDAMA5ZlYbfb+XWOvnb27FmcPn0a33zzDbRaLfR6PaxWK/z9/REREYGoqChERUXxZCk8PBy+vr7N/nhdQZZ2liwzlmVhNpthMplgMplgNBphNBr55zqdDkVFRXB3d4dUKoVMJmt0EuP+FolEDp1MjUYj3NzciFd/1uv1VBQim81GhRCRbpgL0FOIaFQvFggEsFqtxLLiOPWAJGh5iFzhIlxdXY2ysjKUl5ejrKwMxcXFKCkpQVVVFa8ae3p6wsfHB6GhoejVqxdmzZqFbt26wdfXlx/n8ccfR1JSEiZOnEhkXtyxyF0ThgwZwr/Gsizq6upQXFyM4uJiXLx4ESdOnMBPP/0EnU4HLy8v+Pj4ICAgAImJiejQoYPTXydainZCdB2YTCakp6eDZVk8+uijPNHhLkz+/v4ICQlBeHg4UlNTERwcjNDQUAQHByM4OLjJcMmZM2ewe/duDB06lMgcpVIpqqqqsHnzZn6dSqVCeno6cnJyUFhYiH///RcajYaPKbMsi6CgIERGRiI6OhodOnTgyVJDyfVWhN1uh1arhUajgUajgVqthkajQXZ2NkpLS/Hpp5/CYDBAr9fDYDDw33dDsmOxWGA2m2Gz2SAUCuHm5sZL0w2fMwyDX375Bdu2bWtS8uYWlmXh5uYGsVh81R0gR5xkMhm/rTlz5iAgIADBwcEICwtDhw4dEB0djYiIiFYpPbRCZlarlZpCRBquEjIDyDdgplGHiJaHyNkIEcMwSEtLw2+//YYLFy5AJBJh6tSp8PT0hJeXF/z9/REdHY2+ffuiW7du6Nixo8M3XjRadzRHYgQCAQIDAxEYGIg+ffo0es1gMKCkpARFRUUoKipCXl4e9u/fD4ZhMHr0aMTExODuu+/G2LFjqbTquVFoJ0RXwGw2IyMjA6dPn8bRo0dRUFAAb29vCIVC3HvvvYiPj0dISAiCgoJa7Q0hfTfWVG0OX19fDBkypNEdQENUVlYiPT0dubm5KC4uRnp6Oq8u6XQ65OfnY+fOnejUqROGDRuGIUOGOFUGDpcJp1QqG5Gaho/19fVQKpWor6+HWq3m989sNjciHpxio9VqYTQakZeXBw8PD7i7u/OkVi6Xw8vLC97e3vDx8Wm0NHcCYBgG/fr1w/79+697AecMkFqtFlqt9iozJEfOiouLIRaL0b9/f95rcO7cOf5z4IoLcgRKJpPxd6JBQUE86Y2JiUFMTAw/d5qEiEYTVhoKEcMwVD4DGuAUIlKQyWQuk2XmDIRIoVBg69atOHz4MMrLy+Hm5obBgwfjueeew/z583Hs2DEi26GhhLdmPA8PD3Tu3BmdO3fm11VVVeHee+/FO++8g2PHjmHTpk348MMPERQUhC5dumDixIlITU11Ka/RbU+IrFYrsrKycOrUKRw5cgR5eXnw8vJCZGQkhg0bho8++giBgYEYPHgw7rrrLiJmVtJ3Y60pVhYWFoawsDCMGjXqqteefPJJhIWFoWvXrjhz5gxWrVqFBQsWICAgAJGRkejXrx/Gjh1L3MfSHOrr61FUVITCwkJcvHgRubm5yM7Oht1ux/HjxxuRGo4EeHh48CQgKSmJV+7CwsIQEhLSJLlbs2YNsrKysHr1aiLzVigUvFJ0PXDzvl722I8//oiamhrMnTu3ydetVitPAuvq6qBUKqFUKqFQKFBTU4OjR4+irq4OKpWKJ0FSqRRCoRBGoxEPP/wwAgMDER4ejqioKCQkJKBTp06tJjV2u534HWO7QkReIZLJZMTDHzRUp5vlIWIYBgcPHsQff/yBvLw81NfXIykpCaNHj8bAgQMRHx9PpQckDYWI1HfChd8GDBiAAQMGYN68eairq8PJkydx5MgRvPnmm7DZbAgLC0NqaiqmTp2K6OhoItumhduOENlsNly4cAGnTp3C0aNHkZ2dDblcjoiICAwcOBDLly9v8kLvzGn3pKu3CoVC+Pn54d5778W9994L4DIpycjIwNmzZ7Fv3z6sW7cOnp6eCA4ORteuXXHXXXehV69erb4bYFkWNTU1vCSbn5+PvLw8XLp0CTabDd7e3rzRb8CAAQgNDYVKpcLnn39ObL9Jf46VlZXE1ZHs7GzExcU1+7pYLEZISIhDZJVLwa2rq8OGDRuQm5uL4cOHo6qqCpcuXcLJkyehUCig1WohkUjg7u4Od3d3XnEKCQlBhw4dEBcXh8TERISHh1/1/buSh4iWQkQjPZn0xVcqlboEIbqRClFVVRW2bNmCtLQ0VFRUQCaTYciQIbj33nvRp0+fJutr0SAwzjpeU8d1QEAAxowZgzFjxoBlWRQVFSEtLQ2HDh3CjBkz4OnpyYsNkyZNotKTsS245QmRzWZDbm4uHwLLzMyEh4cHwsLC0L9/fyxZsgTh4eHXHYcksyZ98iF919RUpWo/P79GITir1Yrc3Fykp6fj1KlTePXVV2GxWBAYGIjY2FgMHjwYd99991VhRbvdjsrKSl7x4YhPWVkZhEIhfHx84Ovriw4dOmDUqFHo168fEhISrrrQfvPNNzh8+DCxfeb2m+T3UlNTQzzlPjs7Gw8++CCRsTji6+fnB3d3dyQmJuLhhx++6n0Mw0CpVKK2thY1NTWora1FdXU1KioqcOzYMfz++++or6+HzWbjQ40eHh6Qy+XQaDTYtm0bSkpK0KVLF0RFRbVZQm9XiOh4iLiqyKQInKul3dtsNuzduxfbt29HYWEhVCoVUlJSMGHCBAwcOBDR0dHX/WycvZAiDYXoWq/HxcUhLi4OM2fOhNVqRWZmJo4fP46///4ba9euhb+/Pzp27IixY8di+PDhRObVFtyyhEipVOLjjz/mmX1oaChSU1Mxf/78Vsl2pBUiZyZEjiglYrEYKSkpSElJwcyZM8GyLKqqqnD+/HmcPXsWmzdvxvLly+Hr6wuGYbBkyRJUVFSgqqoKUqkU3t7e8Pf3R0xMDO6//370798fkZGRDs+RS0klCdKEqLa2lmjKvc1mQ3l5ebO+sLZAq9U22w5EKBTyZsuGHoIrYTAYeMLEPV64cAElJSU4d+4cFAoFLBYLPD09ecLk5+eHiIgIxMbGolOnTujSpct1VTVahIiGQkTr4i0UCol6iLhyHiSLU5JQiBiGgVar5cO///33HywWC86ePdts/R2GYWCz2a5a19z7c3JyUFNTgzvvvBPe3t4YOnQoHnjgAfTq1avF4V7SJRFo1IQjqRC1ZCyxWIyePXuiZ8+eeOqpp6DVanmh4qOPPsLixYvh7u5OvC1RS3DLEiKWZREXF4f3338f8fHxbR6PJLO+Eabqto7X0js7gUDA+5JGjx4N4PIFMjs7G8899xwCAgIwfvx4pKamEqmy7O3tDZPJ1OZxGoL056hUKolWUy4pKYG7uzv8/f2JjclBq9UiJiamTWN4eHjwZm3gcoLC559/jnXr1vEERq/Xo7q6mq/HVVlZibKyMvzzzz/YuHEj1Go1pFIpT5i8vLwQEhKC6OhoJCQkIDk5GUajkZpCRIMQ0QqZ0QhHkSJEarWaTzH/9ddfoVKpoNFo+KQBrjSJ2WyG1WpttNhstkaPQqGQTxTgzORvvvkmX36AIx4cqbvysal1QqGQX5RKJSQSCb7//vsW3ZRdCyRrRDlr0d227p+XlxeGDRuGYcOGAQAqKirw4Ycf3lQT9i1LiLgLMAkyBDi/QkR6PBInWw8PD/Tp0wdisRhPPfUUwsLCCMzuMnx8fGA0GomNB5CX45VKJdEYeV5eHrW7p2spRK1FbW0t3N3dG5EXT09PXkZvCna7HbW1taiqquKXsrIypKenY+fOnVAoFGAYBm5ubhgzZgx/ofTw8ICvry/8/f35UgRcDS5/f3+HTrIMwzhVJuW1QKPf4JWhcoZhUFdXh4qKClRWVqKmpgYKhQJKpRIqlQo6nQ4mkwlms5lfrFYrzGYzgMvnOZPJhJ9++gmenp7w9PSEXC6Hr68vIiMjIZfL4eHhwSuG3OOVzxsStPT0dLz66qv4559/iO33jh07sGnTJmJkiCOrJEg7jRpWJENmJM+X4eHhiI2NJV6FvyW4ZQkRaZAmRFxhRRJs+EZ4iJwNvr6+/ImXFEiHzFQqFUJDQ4mNl5OTQ3S8htDpdMQJUXV1dYtN5W5ubggNDb3mfq5evRppaWmYN28e6uvroVKpoFKpUFdXh7q6OpSUlPBlCLRaLViW5es5cQt30fX390dgYCBCQkJgt9uhVquhVqvh6elJ5IJ2sz1EJpMJ1dXVqK6uhkKhgEKh4LMMuc/HaDTCYrFAJBJhypQpsFqtfJ0tkUjE19Ph/H1+fn5ITEyEr68vX4bC29ubX3x8fCCVSpGXl4fHH38cP/30E7H9dpa0++uB1BxJn5Nom6pdHe2EyEGQZNacbOushIi04kQDvr6+sFgsRMckffLRarVISkoiNl5WVhZ69+5NbLyGMBgMCAgIIDpmawiRI6itrUVMTAx69uzp0PtNJhNPmrilvr6eL01QUlKCs2fPAgCefvrpRqEarpRDQ+WCqzLs5eXF16jiXr9S4VCpVACAgoICWCwWnmxwz7ltNRc24p7b7XZYrVbY7XbYbDYYjUasWLECAoGAV2m4cRtuhyt7wM2pIWmJjIyEj48PH5p87733MH/+fHTo0IF/X1vCZ6R7NgKu0S6C5M0zaQ9ROyG6NtoJkYMgfWBykjeJu1AaafeuoBBZrVaiHg3SxNJoNBI1VRcUFOC5554jNl5D0GgYW1NTQ3T/OVRVVaFHjx4Ov59LqrieutavXz8cOHAA7u7uV5l5GypRnLLCkSmOkDRFariw1pw5c/gq49xy5d9chfOGz7mebQ2bdHIVzbl2PByhabhw6zw8PBz+fbz//vvo0qULEY8fQIcQuYpCdKMyuVoznrOGzJwB7YTIQZA2MZKsI0JDIXL25q6cwdJsNhMr/EeaWJrNZmKEoK6uDhaLBSkpKUTGawiuH1tQUBDRccvLy6n4AWpqatpsAL8SnArD9QbjSkD4+Phcs+7T9VBUVIQ5c+Zg//79pKYKABgyZAgef/xx4iFUkse/WCwmfsF0harHpBUiGk2sSeBWVIic/+hyEtBQiEgRrNsxZAZcvgMlmWlG+js2m83ETNX5+fnw9fWlckEwm80QCATEw1sVFRXEjKoNoVQqiSVLcNBoNLwaQxJ2u91lLhykj//bVSFyZkJE8vNzBXLaUtx6e0QJzk6InHVuNCESiYhmmpEmlhaLhZhClJeXR9zjw0Gn01Gp0FxZWdkmdaUpcP4Z0gqRWq2m8hkwDONShIjk8S8Wi29LDxFAVoVpV4huHNoJkYOgETJrV4jaBhqEiOR+W61WYoQoKysLCQkJRMa6Enq9ngoZUCgUSExMJD4m17eOJDQaDZWUe1ciRAA57wtw+ffZHjJr+1jOXIfIFchpS+D8R5eTgIbb35k9RLejQkT65ENSIbpw4QL69u1LZKwrQUMhMpvNMJlMxBUihUJBvDcacFkhIt2EFnC9kBlphYgGIXL2i7AzZ5mRzqS91dBOiBwEaYWoPWTWdji7QmSxWIh4iCwWC6qrq3HHHXcQmNXVoKEQNVWUkdS4NFL5NRoNb6gmCZoKEWliQMNDxPVHI4X2kFnb0Z523zzaCZGDuJ0UIle5i3BzcyNqqiZ591lXV0esFURhYSFfQ4YGaBAimjWIaIyr0+moKE+0FCJaY5I8j3BkmPTNmrMTovaQmeuinRA5CFp1iEiANCGikR1CA2Kx2ClN1Tt27MB9990Hb29vjBkzBn/++WebxsvPz6fa8FCn0xH3z9AkRCT7w3FwNUJEAzQaiTpzlhQtOHOtH9Jk7VZDOyFyELeTqdoVFCKutUBlZSWxMdsaMlOpVJg9ezZWrFiBefPmYe/evXjuuefw0UcfYdq0aSgoKGjVuDk5OYiIiGj1vK4HvV5PnBDRKspYWVlJpbYRLULkaqZqGoSItNXA2UG6GrSzEiJX+C5ailtvjyiBNElwZg+RSCRyWg+RyWTCkiVLcPfdd0MoFGL9+vV47LHHkJmZ2eax2/Idb968GRMnTkRgYCB+++03jBs3DkKhEPfccw+2b9+O1NRU/O9//8PLL7/c4jBfZmZmiyoztxQ6nY64f4ZWUcaqqioqtY0MBgMVRcvVFCJn9yW5gofodgqZ3Wpor1TtINpyILEsi7q6OpSVlaG0tBSXLl2CxWLBxx9/jNDQ0EY9kGQyGb+4u7s3erxynUQi4cv/3+oKkVqtxvvvv4+jR48iISEBK1asQJ8+fWA0GrF06VI8+eST6NatG5599tlW9w9rzedYWVmJF198EbW1tViyZAmGDBly1XvkcjnmzZuHyZMn47333sOYMWPwyCOP4MEHH7zu+CzLorCwEPPnz2/RvFoCrVYLT09PomNWVFSgU6dORMcE/q+PGWno9XoqhIhUv8IbAVohM9IKkbMTIoCs0mY0GqFQKCAUCvk+mAKBgP+7qaU50DJpuwrpvx7aCZGDuN7JgmEY1NbWorS0FGVlZSgpKUFhYSFKSkpQXV0NoVAIuVwOb29v+Pv7w2azQS6XAwBPlkwmU5O9kLiFa+zY8JHrb8QwDObMmYO4uDjExcWhQ4cOiIqKQnh4eIszfZzpLqy2thZLly7FmTNn0K1bN6xZswZdu3blX/fw8MDSpUuh0WiwdOlSzJ07Fz179sSzzz6Ljh07tmhbLT3ZrlmzBlu2bMHdd9+NF198kf8+m0NsbCzWrVuHAwcOYNmyZfjll1+waNEidO/evdn/qampAcuyxOv5NIRGoyFu2K6srMSYMWOIjglcrlJNox6T0WiEr68v8XFdKcuMxpg0vJfOjtbsM8MwyMzMxIkTJ5CVlYWKigq+CTEAHDx4EMD/fT8Nv6drZfJxx17DxyVLlmD16tXw8/NDbGwskpOT0bdvX0RHR7dsRxtsv50Q3WYQCASwWq0oLy9vRHqKiopQUlKC2tpaiMVinvQEBAQgPj4eo0ePRo8ePRAWFtZovLFjx2LmzJno06dPq+dktVqhVqtRXl6OJ554Av3790deXh527NgBtVoNnU4Ho9EIf39/REVFIT4+HjExMYiKikJUVBRCQkLg5uZ21bjOUJixtLQUS5cuRUZGBgYOHIgNGzZck+B4e3vjgw8+gFqtxuLFizF79mykpqbi6aefdrjNg6P7XVBQgJdffplX+VrSgV4gEGDYsGEYMGAAvv32Wzz99NPo2rUr3n///SbNwlzLDprQaDTEw1s0ijJyvrEOHToQHRe4TIjaTdXkFSLSarMz3aw1h2t9jgzDICcnBydOnEBmZibKy8tRX1/Pl32IjY1F586dMXToUMTFxeHnn38GACxdutTh7XMEqSFR4p5Pnz4d48aNQ2xsLIqLi5Gfn4+ff/4ZH330EYDL51EfHx+EhoYiKSkJvXr1Qrdu3a5Zo8vZv4+WoJ0QXQMMw2DXrl34/fffUVtbi3feeQfu7u58R+ng4GB07NgRkyZNQo8ePVrUJZqElCwWixEYGMj7P+bOnXvVe3Q6Hc6ePYv09HQUFBTg7NmzfLdurqFnTEwM4uPjER0djaioKGi12ptGiPLy8rBs2TLk5eVhxIgR+PHHHxEVFeXw//v4+GDlypVQKpVYvHgxHn74YQwcOBBPPfXUdUMt1wuZMQyD9957Dzt37sTUqVPxxBNPtLqYn0wmw+OPP44JEyZg+fLluOeeezB16lQ888wzje6C8/LyiHUfbw5arZZoeIt2UUbStY2Ay3OmFTK7nQkR6ZAZaXsADXD7nJeXh7S0NGRmZqK0tJQnPmKxGDExMUhKSsKAAQMQHx+PuLi4Jm+I/vrrL2g0mhZvv7ljTiQSITAwEMOHD2+0nrN1FBcXo7i4GIWFhThz5gx++eUXaDSaRtGNuLg4dO3aFampqS5zbDuKdkJ0BTQaDbZs2YIDBw6gtLQUXl5eGDlyJIxGI+Lj4/HOO+8Q2c6NSruXy+UYPHgwBg8efNVrKpUKp0+fRmZmJi5evIi0tDRoNBrU19dDKBRi8uTJ6Nq1KyZPnnzNsA4JnD17Fh9++CGKi4txzz33YNmyZW3q5O3v74+PP/4YtbW1WLRoER544AHceeedeOKJJ5pVGK51N3v+/Hm88cYbcHd3x1dffYXOnTu3em4NERYWho8++ggnT57Eu+++i507d2L+/PkYNGgQgMuGahpeHJPJhPLycpSXl+PSpUtISEggZiymWZSRhooDXFZbb/dK1QCdLLPbQSGyWCzIyMjAqVOnYDAY8Mgjj/DEp1OnTrj33nsRFxeH+Pj4FpXQcHNzI3adAC6f4ywWy1XrBQIBAgMDERgYeFXUwmQy4dKlS3xEJD8/H99++y2WLVsGiUSCKVOmoHPnzhgzZgzuuOMOlwhrNod2QgSgqKgI33//Pc6cOYPq6mo+1DVkyBBeVZg/fz7RExvJLLPWGg19fX0xcuRIjBw5stH6l156CVKpFP3798eRI0fw3HPPQSgUIiwsDP3798d99913VQiwtTh69Cg++ugjVFVV4b777sOnn35KtIlpUFAQVq9ejaqqKixatAjTp0/HyJEj8fjjjyM8PLzRe5silhaLBQsWLMDRo0cxe/ZsPPzww1QUitTUVPz666/46aef8PrrryM+Ph4ffPABcnNzMX78+Gb/j2EY3oNWWVmJ6upq1NTUQKlUQqVSQa/Xw2QywWw2w2w282Enm80Gd3d3yOVy1NfXY8eOHdi2bRu/zsvLC4GBgfydbPfu3REZGenQb4BmDaJ2QkQPrqAQOcvF1mazITs7GydPnsTRo0eRk5MDLy8vREZGws3NDStWrMDAgQPb/N2Tti+0pi2TTCZDYmLiVSFwhmHQv39/zJw5E+np6Xj33XdhMBgQFBSEpKQkjB49GoMHD3aa78wR3JaEiGEYHD16FFu3bkVubi50Oh1SU1Mxd+5cDBo0qEnPBul2FiTHI11IUSgUwtfXFxMnTsTEiRPBMAzy8/Nx4sQJHD58GD/++CO8vLwQFRWFYcOGYeLEidc1FF+JnTt34osvvoBSqcSsWbMwffp0apWYASA0NBRr165FeXk5Fi1ahPvuuw+jR4/G3LlzeSXqSkJ06NAhLFmyBKGhofj++++pZDc1hEgkwgMPPIAxY8bg448/xuTJk2E2m/HLL7/gu+++g9Fo5IlNQ3IjFAr5Sta+vr7w8/ODv78/oqOj4evrCx8fH/j4+DR6LpfL+RPVuHHj8Prrr2PAgAGoqqpCWVkZrxwVFxfj2LFjqK6uBsuy8PT0hJeXF3x8fBAZGYmEhASkpKQgOTmZJxS0CJFCoSCeDceBI4ik4WohM2c3Vd8shchutyM3NxenT5/GkSNHkJmZCQ8PD4SHh2PAgAGNFO277roLcrmcyPdOuq8kyfG4jLaRI0fi/vvvB3A5meLMmTM4ceIEli5dCr1ej+DgYHTq1IkXGZyZIN02hMhkMuGXX37B7t27UVJSApFIhGHDhmHGjBno3bv3dQvTkT4wSd45cQoRKbf/laEjoVCITp06oVOnTnjooYdgNpuRkZGB48eP448//sDq1asREBCAxMREjB07FsOHD2/2oN+2bRs2btwIg8GA2bNnY8qUKVQuns0hIiIC69atQ0lJCZYsWYIpU6Zg/PjxePTRR/n9NhgMeOWVV5Ceno5nn30WU6dOvaE/Yn9/f0ybNg2HDh2CzWaDr68vevfu3SSx8fHxaXMNIZvNBplMBpFIhMjIyCbr/LAsC7VazZOl8vJyFBcXY9++ffjuu++g0Wjg4eEBuVwOi8UCi8WCn376CcOHD0dQUFCb5sehpqaGSpVq4P8+A9Kw2+3Ujh1nJy80xrxRafcMw+DixYs4efIkjh07hvPnz0MikSAsLAypqamYP39+s1lZpIvukiZEVquV2HhXhuDCwsIwfvx4XtVuSJCWLVuG+fPn8wRp1KhRGDJkSJOJPTcLtzQhUigUWLlyJY4fP47KykqEhYXhrrvuwptvvonExMQWkYfmYq+tBUkPEXfCtdlsRHpSXe8uTCqVok+fPujTpw+effZZqNVqnD59GseOHcOHH36IhQsXIiQkBN27d8eUKVPAsiy2bNmCXbt2gWEYPPbYY7jnnnuoNNN0FNHR0Vi/fj0uXryIJUuWYNKkSRgwYAAMBgPGjRuHpKQkbN26tU0+ptZi69at+PTTT/HII49g//79CAoKwiOPPEJte46QAYFAAF9fX/j6+iIlJeWq1y0WCyorK1FeXo733nsP/v7++PXXX/HRRx/B3d0d/v7+iIiIQM+ePTF8+PBWpfhWVlZS+z5oEaJ2hch16hAVFRXh9OnTOHr0KP777z+4ubkhJCQEvXv3xgsvvOBwGQ+SfSpJF8kled3hxrsWwbqSIFVVVfEE6f3338dbb72F4OBgJCYmYtSoUTe9IPAtS4jKy8vx/vvvo3v37pgxYwYGDx7cptRiZ1aIgP8jbCQIUUtTZX18fDBixAiMGDECwOXP/tSpUzh8+DCeeOIJMAzDe2PGjx9PxYPTWsTHx2Pjxo3Izc3FU089BaFQiN69e2PFihU3/ELGMAwWLFiAI0eO4IMPPsDAgQPRvXt3PPfcc3j00UdbHJZ0FCTCRRKJBNHR0fD390ddXR2++eYbBAUFwWazoaSkBDk5OcjOzsa///6L9evXw83NDf7+/ggNDUX37t0xdOhQJCUlXVNNqaqqarLwJQnY7XZqITNnDhFciZupENlsNuj1en7R6XRXParVarAsi1mzZoFhGLAsyz9ea+HeA1ydlm61WmE0GvHwww8jNDQUPXr0wNq1a5GcnNyqfSZthyB5nSA9XkvJX2hoKMaNG4dx48YBuPyb/u+//3DixAksX76cz8K7WXCeKxNhBAcHY+7cuU1mV7UGNKpBkz4wSUmhba0dEhERgYiICEyaNAkMw2Dw4MHw8/PDZ599BrPZjEmTJt1Udagp/Pfff7BarXjxxRexevVqrFy5Ei+//PIN275Op8OcOXNgMpnw/fff85lwvXr1QnBwMH7//XfMmjWLyrbtdjux7+PIkSMICgriw2QikQjx8fGIj4/nT4IMw6CiogI5OTm4cOEC/vvvP2zZsgV2ux1+fn4IDg5GcnIyBg8ejF69evGSOq0q1QDdkJkrKURt+d0bDAaUlpaioqICFRUVqK2thdlsxrZt2+Dh4QGtVgutVsuX/dDpdDAYDDAYDDCZTLDb7RCLxY0WkUgEiUQCiUQCqVQKqVQKhmFwzz338B4WNze3qyo1c+vc3NwgEAgavefKdcePH8fOnTvx22+/EfmuSIYJSRMY0llrbm5ubYqchIaGYuzYsRg7diwAYOXKlYiNjSU1vRbjliVEYrGY6J0ZDQJDQyEiAZLSuVAohEgkwoYNG3DmzBl8+eWXWLduHR599FHce++9VC5CLcWePXuwZs0arFq1CqmpqejZsyeeeOIJVFdXY8WKFdS3n5OTg2effRYpKSl49913rzIOP/LII/j4448xffp0KuoaSUPxzp07r1tsVCgU8l4lLsORZVnU1tYiJycHOTk5SE9Px99//w29Xg9fX18EBQWhpqYGGRkZcHNzQ0JCAkJDQ4n9xttDZv/3u2cYBvX19SgrK0NFRQWqqqpQW1uLurq6RpmLJpOJN/ZbLBbY7XbeR8aZ+wUCAY4dO4aQkBC+lk1CQgJ8fHzg7++PgIAAPt3bz8/vut8nwzBITU3FtGnTiO13aWkpJBIJse/JmftUkg6ZkQwPAuDJ783CLUuISIN0yIxG1pqzKETNgYsl//PPP1i7di2++uorzJkzB1OmTLlpxOjMmTNYvHgx3nnnHaSmpgIAOnbsiM2bN+Oxxx7D7Nmz8dVXX1EL8/3yyy/4+OOP8fDDD2POnDlNnpTHjx+P1atXY+/evRg9ejTxOTAMQ8TYbjKZcOrUKfz4448t/l+BQIDg4GAEBwc3CoupVCq+sm9BQQFOnz6NnTt3QqVSwW6383393N3d4eHhAR8fH4SEhCA8PLxRdfbrfX/cWKRB01R9PTAMA5VKhfLyclRVVaGmpga1tbVQKpWor6/nK9lzhEan0+HVV1+FxWKBQCDgMwr9/Pz4zMWYmBje1H9lBqOnp+dVx+/ks1X4+gABAABJREFUyZMxd+5cYm1cGvolnSn03hAkb3adPWRGWnG62XDOI8oJQaPb/Y00t7UENLJNGmLMmDEYM2YMdu3ahc8//xzr16/HI488gqlTp1KrM9MULl68iJdeegnPPvss7rrrrkavhYaG4rvvvsPTTz+N+++/H99//z3xbLgFCxbg4MGDWLZsGe64445rvnfSpEn46quvMGrUKKKKA6cIkCADx48fh6+vb6t7IjUFX19f9O/fHxqNBkFBQdi0aRP/mtFoRF1dHRQKBb/U1NSguroaaWlp2LFjB+rr62EymSCVSnny5OHhAS8vLwQFBSE8PBwdOnSAzWaD0WiESqWCSCSCm5sb/9gWQuNoyIxhGJhMJmi1WhgMBuj1ej6cZDAYYDQa+cVkMsFms+HDDz+E2WxustZUw5IM3P42LMsQFxcHPz8/eHt78+0a3n77bTzzzDMYMWIEMXJI8rzEgVMlnJUQObOHiMaNPclko5sN5zyinBA0CmTdiAqkrR3rRrj9R40ahVGjRmHPnj1YvXo1vv76a8yePRv3338/dWJUW1uLxx57DNOnT+draFwJHx8frF+/Hq+++iqmTJmCTZs2EUkhNxgMmDNnDvR6Pb777juHCMSjjz6Kn376CadPn0bfvn3bPAcONpvtuh2yHcWuXbuoVTQ/ffr0Vd4Cd3f3ZssENITVauWJE/dYW1uL6upqZGdn48CBAxAKhXjwwQd5gsgtXOi4KW9Kw+cceWr4XCQSoaqqCna7HWPGjIHdbgfDMI0eGz7nxuK8M5yPRiKRQCwWQyqVQiKRQCaTQSAQQCqVIi4uDr6+vjypaUhwvLy8WkRsRCIRfH19iSplNBQEgUAAi8XiFOH2puDsafekrzvtCtFtCGcuzMiNRzJkdiOLn91111246667sH//fnz66afYsGED/ve//2HatGlUahTpdDo8+OCDGDp0KJ544olrvlcmk2HVqlV47733MH36dKxdu7ZNTUtzc3PxzDPPoEuXLli6dKnDmWMikQhDhgzB+vXriRIiq9VKhAxZrVYcOXIE69evJzCrq3Hy5MlWlx4Qi8UIDQ1tNmVfp9Nh+PDhOHHixFVqDsMwsNlsTaovDf+2Wq1XPbdardi2bRs6d+6M++67j/dHcOSm4aNEImnR9zB48GDMmzePWI0nWiB9QQec/yJMMpogFotveqXq641HWgG8mWgnRA6ChrnNWQ9M0oZvRzF8+HAMHz4cBw4cwCeffIKNGzfi4YcfxrRp04hVKLbZbJg1axY6d+7scDsWkUiEBQsWICQkBHPnzsUHH3yA/v37t3jbf/zxBz788EPMmjULc+fObTERmTdvHsaOHYuCggIkJCS0ePtNgRQhOnXqFDw9PZGUlERgVo2h0WhQXV2Nu+++m/jYwGW1UCqVNnksCIVCnsh4eXm1eOwDBw4gJiYGPXv2JDFVHgzDUElPJm0Ap0FeSGbU0oCzK0TOXNfoZsN1CmTcZJBWTdoVouZx55134rfffsOSJUuwY8cOjBkzBuvXr4dOp2vTuAzD4OGHH4afnx/ef//9FlVIFQgEePzxx/HCCy/g5Zdfxp9//tmibS9atAgrV67Eu+++i8cff7xVJMTb2xs9evTAxo0bW/y/zYEUIdqzZw+6dOlCYEZX4/z58/D396cWIlEoFNRCtDabjUrWDMMwTuuhaQgaITNnvwiTVIhIt2WikXbvzOS0pXD+X5STwNljuSQPzJtNiDgMGTIEQ4YMwdGjR7Fq1Sps2rQJs2bNwsyZM1tVpPDZZ5+FyWTCl19+2eq6O/feey8CAgLw5ptvorq6GnPnzr3m+00mE+bMmQOVSoVNmza1uY7Oq6++ihkzZqC2tpZIuITzELUFdrsd+/fvx8qVK9s8n6Zw5swZvi4TDdTV1VFrH+NKhIhU65+GuF0JkbP2qaTRuuNWIkTtCpGDIE0SnFm6pJ1l1lIMGjQIv/zyCz744APs3r0bY8eOxZdffgmtVuvwGG+//TYuXryIL7/8ss0Vn4cMGYLPP/8cmzdvxpIlS5p9X0FBASZMmABfX1/89NNPRIoKRkVFITY2Fj/88EObxwIuK0Rt7SV07tw5iMXi69Yfai3S0tKIFVhtCvX19dSqgNvtdpchRDRAy1TtzBdhkoRILBY7fdr9zW63QRLthMhBkE67F4lERH/UpBUiZyJEHAYMGIBt27Zh+fLl2Lt3L8aOHYu1a9dCo9Fc8/8+/fRTHD58GF999RUCAwOJzKVbt27YuHEjjhw5gmefffaqz2v79u2YPXs2Jk2ahM8++4zoBffFF1/Etm3boNfr2zwWiZDZ3r1722Q0vxZMJhOKi4v5Ktc0oFKpXIoQ2Ww2sCxLpSkmDYXodjNVk65DRFohcmbF6WajnRA5CBoKUXvIrHXo378/tm7dilWrVuHff//FuHHjsGbNGqjV6qve++OPP2Lbtm1Yu3Yt8bBLTEwMvv/+e1RUVODBBx/kyx68++67WL58ORYvXsz3RyOJ3r17IzAwEL///nubx8rNzYXdbseJEyda9f8sy2L37t2YPn16m+fSFDIzM/mmsrSgVqvh7e1NZWwahMhkMkEoFLpEBWxaITNnvgiTzjJz5uzmW60wYzshchCkSQKNLsa3ukJ0Jfr27Yuff/4ZH3/8MQ4dOoRx48bhs88+g0qlAnDZ6Pv5559j5cqVVLKfACAoKAjffvstpFIppkyZglmzZuHYsWP49ttvMWzYMCrbBIDZs2dj48aNrT4ZKRQKvPrqq1i2bBlSU1Px8ssvY/r06Th//nyLxsnKygLDMNctLNlanDlzBmFhYVTG5qDRaFqVQeYIaBAio9FIRR2icRNEQ81xdoXImU3VIpGIeB2i9pDZbQiSzV3VajVqa2tRWVmJ7OxsXLp0CXV1dTCZTK3eBskD3VUIEYfevXvjp59+wmeffYajR49i/PjxWLRoEd+Sg2TdnqYgl8vx3HPP8T2ffvrpJ8TFxVHd5oQJE+Dm5oa9e/e26P8YhsG2bdswefJk1NXV4c8//8Ty5cvx119/4Y477sDTTz+NWbNmITc316Hx9u3bh7i4OGrtKdLS0tCvXz8qY3PQarUuRYhMJhMVQgSQD5mRvvEDXIMQ3S4hM5FI1F6p+nZEa4zGXAuB8+fPo7CwEEqlEhqNBkajEUKhEO7u7njhhRdgtVr5hWVZSKVSvsWAXC6Hl5cXv/j4+EAul8PT0xOenp6Qy+WQy+Uwm80wGAzE9tWZQ2bNoWfPntiyZQvOnz+P559/HjabDSdOnEBSUtJ1qxm3Fmq1Gp9++il27dqFMWPG4N9//0VRURG6detGZXsNMXHiRKxfv97hdh75+fl45513oFAosHDhQgwfPpx/zdvbG8888wweeOABfP3115gzZw46duyIhQsXNltJm2VZ7Ny5E08//TSxfWoIm82G3NxcvPvuu1TG52AwGFyKENFSiGigPcusbXD2woy3mkLUTogcxLUUoqKiIqSlpSEzMxOXLl2CUqmEVquFxWJBREQEOnbsiCFDhiA2NhaxsbGIjIzEkiVLYLfbrzrZ63Q61NbW8m0GuA7TGo2GL1BnMBiuqpKr0+nwySefYPPmzUhJSUG3bt3QuXNndOrUqcWGUWf3EF0P3bp1g0AgwLx58/DPP/9g2rRpGDhwIB599FF06tSJyDZYlsX27duxatUqREREYOvWrQgLC8OyZcvw7rvvYsuWLdSbes6dOxc///wzzpw5c80ML6PRiLVr1+LXX3/F8OHDsWnTpmYzlPz8/PDyyy/joYcewrp16zBz5kykpKRg4cKFV4WuLl68CL1ej7FjxxLdLw45OTnw8PBAREQElfE5mEwmYoU/rwQNQmQ2m6llmLWbqtsOkjeU3I3y+fPnG7WMEQgEfHsYAI1axwgEAohEoqtazIhEIirNYp35u2gp2gmRgxAIBDAYDPjmm2+QnZ2NsrIynqgIBAJ06NABiYmJGDVqFE98QkNDm70oNnfnxCk+V/Ztuh5mzZqFUaNGITw8HEePHsU///yD7777Dmq1Gv7+/ujSpQu6d++Ozp07Iykp6ZokibSseqNx8eJFMAyDKVOmYOrUqaiursayZcvw6KOPIikpCY899hj69OnT6pN/QUEBFi1ahMrKSrzyyiuNMqBee+01jBo1Cn/++ScmTZpEaI+ahkgkwuDBg7F+/fpmCdGhQ4fw7rvvwsvLC99++y3i4+MdGjs4OBhvvfUWZs+ejS+++AJTp05Fz549sXDhQj5Tb9++fYiJiaFG/P777z+EhIRQGbshLBYLtSwzhmGohMxcIeUeoKMgODshcnSfTSYT8vLykJubi+LiYpSWlqKurg56vR56vZ5v5CsQCPDSSy8BAN9f78rlytcANPtcIBBg2rRpiI+PR3x8PKKjoxEdHY0OHTq0uPjprWaqdo1f1U0Cy7IoKCjAzp07sW3bNlitVhw4cACJiYno27cvT3wCAgJafHElfaJgWRZisRgjRozAiBEj+PUmkwnHjx/H0aNHsWvXLmzevBkqlQq+vr5ITk5uRJK4sIGrhsw4nDhxAmFhYfx3EhISgo8//hg6nQ4rV67EK6+8guDgYDz22GMYNmyYw+EHvV6PL774Ar/99huGDh2Kr7/++qqLnVAoxIsvvojly5djxIgR1EIxHF5++eUm23lUV1fjvffew7lz5zBnzhw89NBDrRo/IiICS5YswZw5c7BmzRpMmjQJ/fr1wzvvvIN//vkHM2bMILUrV+HEiRPEW140BavV6nIKkSt5iEhfMJ091ZsjbLm5ucjNzUVhYSHKyspQW1sLrVbbiOzI5XIEBQUhLCwMUVFR6NevH0JCQhAaGoqQkBBYLBbcd9992LdvH5G5rV+/Hvv27cO9996L7OxsHD58GNu3b4dGo4Fer4eXlxeio6MRHx+PuLg4REdHIyoqCqGhoU0ec+0hs9sAxcXF2LVrF3bs2AG1Wo34+Hg+1EXKz0BDhWnqZCaTyTBs2LBGGU8WiwXHjh3DkSNHsGfPHvzwww9QqVTw8fFBly5doNVq+ZAcjaJytHHw4MEmjbhyuRzvvPMO5s+fjy+++ALLly/HypUr8eijj2L8+PHNVq9mWRb79u3DsmXL4O/vf12lZezYsdi0aRPWrl2LV199ldh+NQVvb290794d3377LZYsWQKbzYaffvoJX3zxBZKTk7F9+3YiKeUxMTFYsWIF8vPz8emnn2Ls2LGwWq3U6gMxDIP09HQ8++yzVMZvCFcjRCaTiUofMxqg5SFytouwzWZDeno6Dh06hAsXLuDs2bP48ccfebITERGBrl27NiI7QUFB11X6lEol0euEQCCAu7s77r///qteM5lMyMjIwNmzZ5GXl4fMzEyo1Wr+ehAcHIzY2FgkJCQgNjYWUVFRsNls7QrRrYiKigrs2rUL27dvR21tLWJiYvC///0PEydOhEgkwpIlS2AymYht72b+qCUSCe68807ceeed/DqLxYK0tDQcPXoU2dnZMBqNuPPOO5GSkoIhQ4agf//+iI+Pd/raJxaLBRkZGXj77bebfY9IJMIzzzyDp556Cj///DO++eYbfPbZZ3jooYdw3333NVJ1Ll26hHfffRcFBQV4/PHHMW3aNIfmsWzZMjz44IOYOnUq9YyzV199FTNnzsRdd92Fzz77DFqtFu+//z4GDRpEfFsdO3bEZ599hokTJ8JgMOCee+7BAw88gDlz5hA9NgoLC+Hm5katXEJDWK1WlwqZ0VKIaLXuIJ2F5CwKkUqlwvHjx7F//36kpaVBKpUiLi4OHh4eePvttzFy5Mg2b0MmkxEnRNfaVt++fZvMyq2rq8Pp06eRkZGBCxcu4NChQ9BoNNBqtcjIyIBSqURqaip69+6NiIgIp79ONIfbmhDV1NRgz549+PPPP1FWVoaoqChMmTIF991331UnMdId4EkrRG0NcUkkEr53WFBQENLS0rBw4UJs3boVf/31F7766isIBAL0798fd9xxB/r160eklxZpnD9/Hl5eXg5llQmFQkyfPh3Tp0/H/v378fnnn2PDhg2YPHky7r//fmzfvh2bN29Gamoq/v777xbF12NjYzFw4EC89957/GdHC2q1GhKJBG+88QbGjRuH119/naqh+88//4RGo8GOHTtw+vRpLF++HL/++itefvnlRplrbcG5c+cQHBxMZKzrwdUUIrPZ3K4Q3YSbSZZlcfHiRRw+fBh79+5FYWEhgoKC0KNHD3z55Zd8c+PJkycTO7dLJBLeG0TiHNJaO0RAQABGjRqFUaNGNVr/8ssvw2w2AwA2bdqEDz/8kG/j079/f/Tq1QvR0dEuQ5AcIkQCgWA0gE8AuAFYz7Ls+828bwqAbQD6six7mtgsCUKpVGLfvn34888/cfHiRURGRmLUqFF44IEHrnnBI1mHCKBT64fURZD70URGRuLFF1/k158+fRq///47vv76a7z33nsIDAzE4MGDMWDAAPTu3Ztax/CW4Pjx482miV8Lw4cPx/Dhw5Geno4PP/wQP/30EwIDA/Hll18iOTm5VXNZvHgxxowZg4MHDzZS40ghNzcXixcvRklJCe677z78888/fEYJLTAMg88++wwvvPACPD09MXToUAwaNAjbtm3DokWLsG7dOixevLjNrTxOnDiBlJQUQrO+NmgSIloKkSsRItLnuRtp5DWbzTh9+jQOHjyIf//9F2azGR06dMCwYcOwdu3aJsPRJE3fIpGIL/lCQhWkQUwiIyPx2muvAbh8vJ8+fRp///03fvzxR3z88ccQCoXo2bMnBgwYgF69elGtW9ZWXJcQCQQCNwBrANwFoAzAKYFA8CfLstlXvM8LwPMAWtcDgCI0Gg3279+P7du348KFCwgLC8Pw4cOxdu1ah6Vy0gTG2RSihmjuLqJPnz58NpPFYsHOnTuxc+dO7N+/H/X19UhMTOTDa507d74ptVIOHTqEqVOntvr/u3Xrhk2bNuGZZ55BfHx8q8kQcFmCnj17NpYtW4b+/fu3OIOjORQVFWHx4sXIz8/Hvffei9WrV8PPzw9jx47FI488gh49elx1J0cKK1asgK+vL+655x5+nUgkwvTp0zF27Fh89dVX/ByWLl0KHx+fFm+DZVmcOXMG77/f5H0XcdAMmdFQiCwWi0sRIlfLMqupqcGRI0ewb98+nD17Ft7e3khMTMT8+fMxZMiQ617MSc+PG4/U+ZRmwoxQKERqaipSU1P5defPn8f27dvxyy+/4PPPP4fdbkePHj3Qv39/9O7dGx07dnSaulqOKESpAApYli0EAIFAsAXARADZV7xvCYAPALxCdIathN1ux9GjR7F582Zefh8yZAhWrlzZqr5Izk6ISMKRuwiJRIIJEyZgwoQJAC63gvj1119x6NAh/PjjjzCbzejduzcGDx58w/ZTpVKhvLycn1NbEBsbi6KiojaP89BDD+GXX37Bd999h7lz57ZprPLycixcuBDZ2dkYN24cli9f3ihs2bFjR7z11ltYunQpkpKSWqWUXQv19fX466+/8MknnzR5UfD29sa8efMwbdo0rFq1Cvfccw/GjBmDV155pUVp4hUVFbBYLNesrUQKJpMJDMM0a6hvC2w2GxiGIU5ebuc6RFz4yGAwQKvVAmh8gW/u+ZVo+JpOp4PRaMSaNWuwb98+VFVVITQ0FP369cPrr7/e4h6IpEN6AoEANpuNyDF6M0JX3bt3R/fu3fm/s7OzsX37dvz111/4+uuvYbFYkJKSgoEDB6KsrIxYrbjWwJFfVQSA0gZ/lwFolMIjEAh6AejAsuxfAoGgWUIkEAgeA/AYAERFRbV8ti1ARUUFsrKycMcdd2DhwoVt9iPQ6BLsbJkSDdHSu4jAwEA89thjeOyxxwBcDuds27YNW7ZsAcMwmDVrFjp16oQHHniAitkXAE6ePImgoCB4eHi0eawOHTrgzJkzBGYFLFy4EM8++yzuuecehIaGtvj/a2trsXDhQpw/fx4jRozA4sWLm+3vNWrUKGRmZuKJJ57AH3/8QVSdePPNN5GamnrdVPjIyEisWrUK586dw/vvv4/Ro0fj0UcfdbgB7NmzZxEcHHxDZPWamhpIpVIqFwqDwcAXyiMJV8r+5EzVXMFapVKJ+vp6qNVqqFQqaLVa6HQ6PhXdbDY3qtxvs9kaPbfZbLyX5+uvvwZwbTO4o5+9UCjE6dOnMW3aNEycOLFNai7pkB5JguUMJVW6dOnC+62Ay3Xj/vzzT+zevRsVFRXUC7FeC22+zRAIBEIAqwD873rvZVl2HYB1ANCnTx+q30qHDh3w5JNPErv4tqZ1x7VAWnEiHTJrKzp16oT58+cDAIYOHYpXXnkF586dw1tvvQWhUEiFHB05coRYVlJERAQ0Gg2RsXr27Ink5GR8+OGH+PDDDx3+P5VKhYULF+L06dMYPHgwfvzxR4fuVp9//nlkZWXhqaeewvr169sydR4ZGRlIT0/Htm3bHP6fHj164IcffsDu3buxcuVK/PDDD5g/f/51e5OdOnUKHTt2bOuUHYJCoaDmfdPr9VSUHIvFQmVcR4y7DMNAq9VCpVKhvr4eKpWKf15XV8dX2OfaFGk0GtjtdsycORNSqRQeHh58SyJPT094eXnB398f0dHRfDsiDw+PJh89PT3h7u6Op556Cj179sQTTzxBZL937NiBTZs24ZtvviEyHqfokALJEJwzmpvj4+N5r+pnn32Gzp0737S5OPKrKgfQ8Cwc+f/XcfACkALgwP//sEMB/CkQCCY4q7G6NaChEDm7qZokunfvjtGjR+PVV1/F+fPnsWvXLixYsAACgQCJiYmYOXMmBg8e3OrxWZbFsWPHsGjRIiLzjYiIgF6vJzIWAHzwwQeYMGECzpw5g969e1/zvTqdDkuWLMGxY8fQp0+fFlWYBi57elauXIlp06bho48+amSMby0WLlyIGTNmtLjzvFAoxOjRo3HnnXfihx9+wMsvv4zY2FgsXbq0WXJ36tQpInN2BEqlkoii2BR0Oh0V4mK1WokoRCzLwmg0QqPRQK1Ww2az4eTJk8jPz7+K4HBV+TnVSyqVQiqVQiaTQSaTwcPDAz4+PggICEBsbCzCwsIQHh6OtWvXokePHkTrSUkkEqIlUEiDtEJEkmA5g0LkzHDk13oKQEeBQBCLy0RoOoCZ3Issy6oBBHJ/CwSCAwBevpXIEEC+v5ezm6ppgcs46NmzJ1599VWkp6dj165deOeddwCAJ0dDhgxp0bglJSWwWCwYMGAAkXmGhYVBr9cTC0/4+vpi0qRJePfdd7F169YmL5QmkwlLly7FwYMH0bVrV3z11VetVrz8/PzwySefYO7cuejZs2ebstx+++03qFQqPPLII60eQyaT4ZFHHsGkSZOwZs0azJgxAwMGDMCiRYsaERLu4jt06NBWb6slUCqV1DLMDAYDFfPzlQoR56nhiA2nzHAkpr6+nl9UKhXUajV0Oh0MBgOEQiEkEgkkEgmsVit27NgBb29veHp6wt/fH+Hh4ejZsyfCw8MRGRmJqKioFhFIb29v4nWIpFIpn+rtjKBhqnZme8WthOsSIpZlbQKB4BkAu3A57X4Dy7JZAoFgMYDTLMv+SXuSzgAapmrSBzkpInOj7iKEQiF69OiBHj164JVXXkF6ejp2796NRYsWgWXZFpGjtLQ0hIWFEVPJpFIp5HI5Lly40MgQ2Ba88MIL2L17N3799ddGlWItFguWL1+OPXv2oGPHjlizZg26du3a5u117twZr732Gt555x1s2bKlxeoOcNkY/Pnnn+PFF18koqT4+/tjwYIFmDlzJlasWIExY8Zg6tSpePrppyEUCnH27FkEBgbeMI9MfX09tfYqer3+moTIZDKhtrYW9fX1UCqVjXw1Go0GOp2ON/xyleOtVitqamogFAoxfvz4q4iNVCrlH6VSKdzd3eHl5QU/Pz8kJSUhKCgIISEhCAsLQ1hYWKMswDFjxmDJkiVE26VIpVLiao6zE6J2hch14ZCey7Ls3wD+vmJdk6WAWZa9s+3Tcj6QJjDOnGUG0E3NbAoNydHLL7+MjIwM7Nq1qxE5mjFjRrPKwaFDh4hnJYWHhyMzM5MYIRIKhXj11VexcOFC3H333ZDL5fjkk0+wY8cO3oh8vXBaS3HPPfcgIyMDjz76KP74448Wh3CWL18Of39/4h3t4+Pj8cUXXyAtLQ3vv/8+duzYgeeffx4ZGRnEs+OAy2Emg8EAk8nEL0ajEXl5ebDb7cjJyeFNu1caea809TZcb7PZeKJitVphsVj4vy9dugS9Xo/x48c3ej/3nGXZRsSF89d4enryTZ6DgoIgl8v51zw8PPD9999DKpVi1qxZfGiKds+81kImkxEnRBKJxKkJkUgkIlpJ+1b3EDkTbutK1S0BaVO1M3uIbnbRLKFQyKdqcuRo9+7dWLx4MViWRceOHTFjxgw+DGSz2XDu3Dm+OBgpREdHo6CggOiYw4cPx7p16/D000+jsrISQUFBWLZsGfr160ftZPXKK68gJycHzzzzDL744guH/0+pVOKff/7B6tWrqR0T/fv3xy+//II//vgDy5cvh9lshr+/Px5++GE+bZ1hGNjt9iafO7qwLAs3N7dGi0gkgsViAcuyePbZZyEUCiEQCPjMMKFQyBe65Bbufxs+F4lEEIvFjRYPDw/IZDL4+vrijTfeaERouEUikbTqO9+xYwfi4+OpFPskDZlMhrq6OuJjcin3zggaChHJLLN2NI92QuQgSFeqbleIHENDcjRv3jxkZmZi165dePfdd7F48WIkJCSgb9++8PDwIK4sREdH4+TJk20ao7KyEnv37sWZM2dQWloKpVIJvV4PoVCI119/HRMnTqR+khKLxVi1ahWmTZuGtWvX4sknn3To/9544w0MGDCAmELWHNzc3NC7d29IpVLodDokJyejW7duVxEN7u/WrG8u/X3jxo04cOAANm7cSHy/1qxZg6ysLGK+Ng4mk4maEZz0seju7t6uELURpBUiZ77u3Gy0EyIH4eyFGW9EpeqbDaFQiG7duqFbt26YN28esrKysGvXLvzwww8wGAyYNm0aYmJiEBsbi8jISH4JCAho1Yk+IiIC9fX1Dr+/pKQE+/fvx3///Yfy8nIolUqYzWbExsaiW7duGDlyJJKSkhATE4MZM2ZAr9ffsDu2wMBAfPTRR3jqqafQo0eP616kz58/j6ysrBal2bcW+/btw6JFizBlyhQUFBQgODgYs2bNor5d4HImGK20+7q6Ovj5+REf12q1Eqt63hA0fvPu7u7EyYtUKnWK5q7NQSwWO3XafbtK1DzaCZGDcIW0e5KmameHUChE165d0bVrV0ilUpw+fRrjxo1Dbm4uzpw5g7179/JF3xiGQXBwMKKiohATE4Po6GieLIWGhjbrq4mIiIBOp2vytcLCQp78VFZWQqlUwmq1Ij4+Ht26dcOYMWPQuXNnREVFNVmW/p577sGvv/6KBx54gOjnci1069YNL774It544w1s3br1ms15Fy1ahAceeKBVhSRbgk8++QRbt27F/PnzMWbMGHz++ec4d+4c1W02hFqtbrIfFQnU19dTKTJntVqpVNamARqESCKREM9cIwnSChFpU3W7QtQ82gmRg3B2QnQ7KETNgfOdNMzcaoiqqiqcO3cOFy5cQGFhIU6dOsWTJaPRCD8/P0RGRiImJgYxMTE8WfL394der0dubi4OHDiAc+fO8eTHbrcjISEB3bt3x4QJE9C5c2d06NDBYa/N9OnT8dVXX6GgoAAJCQkkP45rYsqUKbzJ+rfffmtyvlu3boVarcb//vc/avOw2Wx49tlnkZ+fj3Xr1vGVa+Pi4rB3715q270SGo2mVf3WHB27Lb3wmoPNZqOiENGAh4cHFULkzGnoYrHYqUNm7Wge7YTIQTh7yAy4vRSihjCbzddM0w4NDcXo0aMxevToq14zGAw4f/48MjMzUVBQgN27d0Oj0UCr1fKVhh999FF07NgR3bt3x+TJk9G5c2dERES06XOSSCRISEjAjh078MILL7R6nNbgzTffxEMPPYQXXngBn376aaPXbDYbvvzyS7z88svUQkkKhQJz5syBXC7Hli1bEBjIlzFDTEwM1Go1le02BY1GQ62NkNFobFXfxOvB1QgRaTVHIpHcsG73rYFYLCZKAtsJ0Y1DOyFyEKQLM4pEIqdViGiMRxNms7nVIQQPDw8MGDCgSU+NzWbDsGHDsG3bNoSEhLR1mlfhoYcewrvvvotnn332hnZ7lkgk+OSTTzB9+nRs2LChUcHF999/H0FBQRg1ahSVbZ89exbz5s3DHXfcgbfeeusqIhsTEwOdTgeTyXRDLvparRb+/v5UxjaZTFTCcTQJEekLplwuvy0VIpJV7klmmQGudW6/0bi5+dUuBJIKEcuyfEXZP//8EydPnkR5ebnT3PXc7LT7loJWs0suS8lgMBAfGwCGDRsGgUBArIlsSxASEoKVK1diw4YNOH36clF5hUKBXbt2Yf78+VSOgR9//BHPPfccHn30USxatKjJ70wmk8HHx+eG+YhoEiKz2exyhIg0PD09qShEzkyInD3LrB3No10hchCtDXGxLIvy8nLk5OQgKysL586dQ35+Pl8fZdOmTdBoNI3aRDSsOMv1CvL09ISfnx/8/f0RFBSE4OBghIeHIzw8HAEBAQDIHuyudBdhNpuvaRBuC0QiEdG7vSvRrVs3/PHHH0hNTaW2jebQq1cvPP3003j11Vfxyy+/4PXXX8cdd9yBlJQU4tuaP38+jhw5ghUrVqB///7XfG9sbCxOnz593feRgF6vp3bsWCwWKv4ku93uUoSIdEaYWCx2akJEw0NkMBhgsVggFovbdJ53NX/ojUY7IXIQjtQhYlkWlZWVyM7ORnZ2Nk9+BAIB/P39ERYWhgEDBuCtt95CRUUFli1b1iit2WazQavV8iX8ud5E3N/19fUoLy9HZmYmrzAZDAbY7XaIRCKsWrUKW7ZsQWxsLHr16oXBgwe36mTvaj+atoTMrgeJRNJsphkJPPHEE5g9e/YNCxFdienTpyMjIwOzZs2CSqXC0qVLiY5vMBgwZ84c6PV6fP/99802dG2ITp06ITc3l+g8moPRaERwcDCVsS0WCxWFyG63UzneHel231LI5XLiyrdEInHqTKnWpt1z1c0vXryIixcv4sKFCygoKIBarcaiRYvw9ttvNyowemX9LYlEArFYzN9MN2zhwj2/dOkSlEolDh48iPj4eISHh7tcRIAm2gmRg7hSIWJZFlVVVbhw4QKysrJw/vx5/iTOkZ9+/frh9ddfR2Ji4lXjVVVVXbVOJBLBz8+vxbVLzGYzJk+ejPHjx8PHxwfZ2dn44YcfsHz5cj4EERwcjKSkJKSmpqJv377XvPi6mqxqsViokQmxWEyVECUmJsLPzw8HDhxo0vRNGwKBAA899BAefvhhuLu747nnnkNsbCxSU1Nx5513timcVFRUhMcffxyJiYn46quvIJfLHfq/uLg4pKWltXq7joJhGFgsFpdTiFwpZCaXy287hYhrlNsc7HY7ysrKGhGf/Px81NTUwMPDA76+vggKCkJiYiImT56Mzz77DLNnz8b48eP5FjQGgwF6vZ5/bjQa+ceG7Wm4xWKx8A1/zWYzVq5cCbVaDYvFgoiICCQlJSEpKQnx8fGIj49HUFCQy10HSKCdEDkIk8kEtVqN1atX8+SHYRie/PTp0wevvPIKOnXq5PCYpFQYqVQKu92Onj17NgozcD+8/Px8FBQUICsrC3v27EF9fT28vb3h5+eHiIgIdOvWDYMGDUJCQgJ/t+BKCpHFYqGWEUXaINkUBg8ejF9//fWGEyKr1YqNGzfi22+/hb+/PwICAjBp0iRkZWXxhNrDwwP+/v7o0KEDevfujWHDhjlUW2fPnj1YsmQJ7rvvPr5xq6OIi4uDSqVqw545BoPBADc3Nypqi8lkgt1uh6enJ/GxaYbMSF8Evby8YLfbiapPzq4QcVlwDMOgsrKSJz45OTnIy8tDZWUlZDIZvL29ERgYiI4dO2LUqFEYMGBAk4ril19+yfuwxGIxfHx8Wk20f/jhB+zcuRObNm0CcPnG/NixYzh37hx27drFNxlmWRbR0dHo3LkzEhMTER8fj4SEBCpZk86EdkJ0DdTU1GDDhg04duwYqqurIZVKkZ6ejp49e2LevHlISkpq9dikW4FYrdarTr5ubm6Ijo5GdHQ0Ro4cya83GAwoLCxEQUEBcnJycODAAWzYsAEMw8DHxwcCgQBmsxklJSVUGm2SBk2FSCaTUVWIAODxxx/H2LFjoVAoGqWg00RWVhbeeustWCwWfP7555BKpZgzZw4mTZqEqVOnArisRBQWFiI3NxdZWVn4+++/sWbNGkilUvj5+SEsLAw9evTAnXfe2UgF/eijj/DLL79gwYIFrcpWi42NhUajAcMwVOV8nU5HxYwPAOXl5ZDJZFTusl1JIeJ6vlksFmLE01lN1QzDYMeOHfj9999RUVGBQYMGQSwWw9vbGwEBAYiPj8cjjzyCAQMGtOh3zn1+JGCxWBpltIaGhmLy5MmYPHlyo/cVFRXh2LFjSE9Pxx9//METJalUipiYGJ4o1dTUUEtKuBloJ0RXQKFQYMOGDTh69Chqa2vRvXt3PP7444iNjcVTTz2FdevWEdkOaZ+O1Wp1OCTh4eGBlJSURuZZlmWhUChQUFCAbdu24dixY5gxYwZ8fX2RnJyMmTNnomfPnsTmSxI0FSKpVEpdIfL19UVkZCR27txJvWWFyWTCmjVr8Ntvv2HcuHF47bXXeNLh7u6O9PR09OrVC8DlEG5iYiISExNxzz33ALisTpSWliI3NxfZ2dk4fvw4vvvuOwCAn58f3/19/fr1rb5h8PLygkwmQ1ZWFrp27Upgr5uGTqeDWCymMnZVVZXDv8eWwpVM1QBuaUJkMpnw888/Y9euXbh06RK8vb3RtWtX1NfX48cff0RYWFibt8E1ISYBk8nk0DEfGxuL2NjYRpX0GYZBTk4O0tLSkJGRgTNnzqC6uhp5eXlIS0tDcnIy7rvvPv784YpoJ0S43HNo48aNOHz4MGpqatCtWzfMnTsXQ4cOhZeXFwCgtraW6I+QdF2jlhCipiAQCBAUFISgoCDk5+dDoVDgyy+/xMmTJ7F37148//zzfDHBKVOmYMSIEU5jxqNJiDw9PW9IZ22ulQdNQnT69GksWLAAMpkM3377LeLj4xu9Hhsbi0OHDl3zhObm5sZX9ObUH85Pl5ubi0WLFuHNN99sk3oKXG6se/r0aZclRJWVlVQM1VarlZqpGqDjHxQKhTCbzfy5tK242SEzlUqF77//HgcPHkRFRQUiIiIwevRoDB8+HDExMSguLsaJEyeIkCGArEJkMplafewIhUJ06dKFryoP/D/2vjusyfP9/mRBCBsEAREFFRfugXtvLe7ZqtVaV7WtXdr6UWtra92rbi3iHnWgoKAi7oWoIHvvsElCCNn5/cEv7xcUZOR5qLae68qVkHG/Lxnve577Pve5AS8vL8yfPx88Hg937tzBsmXLwOFw0LhxYwwePBgTJkygtjCggf8sISoqKoK3tzfu3buHnJwctG3bFnPnzkX//v0rrc+amJgQ7ZYgnSHSaDTEDjilpaUwNjYGn89Hv3790K9fP2g0GoSHhyMoKAibN2/GunXr4OLighEjRmDixIn/6IpVpVJRm/5tYWEBiURCJXZ50BzlUVxcjC1btiAoKAgzZsyoctr96NGjcfjw4Vo7Z7NYLDg6OsLR0RHbt28n8jtp2bIlIiMjDY7zNtAkRHl5eVT0FsXFxeByue+V4JXkCR0o09HUNyHKzMyEj48Pnjx5gtzcXLRq1QqTJk1C//7935j3Z2pqSvRcYWRkRMzcUqFQED1Wq9VqODg4oGvXrhg+fDiTRbp//z6uXr2KvXv3wt7eHu3atcOUKVPQvn17Ytumgf8UIRKJRPDx8cGdO3cgFArRpk0bzJ49GwMGDKj24MXn8xmhHInMCMnsilqthk6nI6aHqGwVweFw0KlTJ0Y/lZiYiFu3buHChQvYs2cPnJyc0L9/f3zyySf1LrxTq9VUCVFmZiaV2OXB4/GojPK4ffs2fv31V9jb2+PcuXNvHdY6evRobNy4EUKhsM6rWz6fT8TIsnnz5rh48aLBcd4GmhoiWpPuxWIxNRJHq5GCNCGqr5JZdHQ0jh49ivDwcBQVFaFLly74/PPP0adPn7ce4wQCAdHOOpLDbA3JEFWG14+95bNI8+fPh0gkwqNHj3Dnzh188cUXMDIygouLC4YMGYIJEyZQy+zXFf96QiSRSODj44Pg4GBkZ2ejVatW+OSTTzBw4MBaHbD0qzKZTEYkBUiyZKZSqcDhcIiRrNLS0mrb8ps3b47mzZtj/vz5EAqFuHPnDgIDA3HixAnY29uja9eumDVrVr2IsmlmiCwtLRETE0Ml9uuYNWsWfv31VyKjPAoKCrB+/XqEhIRg4cKFmD59erWv4XK5cHJywv379zF58uQ6bZeU5srV1ZV6p5lUKqVWeioqKqIy7kUikVAjcbTA4XAgl8tr9FyZTIa0tDSkp6cjKysL2dnZyM/PR2FhIdNWXlpaCgAYOXIk47NjYmICc3NzplvS3t4eDg4OcHJygouLS42zIg8fPsTp06cRExMDmUyGPn364Ntvv0XPnj1rfPI2MTGBRqMh5qBvbGxMLENUWlpKtIRV3WLUysoKI0eOxMiRI6HRaBAdHY179+7B19cXu3fvhr29PTp06ICpU6dWKMX9U/jXEiKJRILffvsNIpEI7u7umDFjBgYNGmSQIt7IyAhFRUXvHCFSKBREZ2HV1ujQ0dER06ZNw7Rp0yAWi3H//n1cv34d06dPh6WlJVQqFYKDg+Hl5UWlnqxWq6m0NwNlQmHaXWZ6DBgwAOvWrcOzZ8/g6elZpxg6nQ7+/v7YtGkTmjdvjsuXL9eqRbdHjx4ICgoyiBCRyBDpO81ogiYhEovFBuuoKoNEIqG2zzSgLx3du3cPjx49Qm5uLvLy8lBYWMiQG7lcDoVCAYVCwZxgLS0tYW1tDVtbW8aTR+/Uz+fz8c0332Dbtm2Mca1YLEZRUREKCgoQGxuLx48fQywWo7i4GHK5HBwOp8IEAL0kwNTUFKWlpcjJycGgQYMAAIMHD8aMGTPQtWtXcLm1P0Wy2WzweDwUFha+NSNbUxgZGdWYUFYH0q7+arW6xkSRw+EwzTyLFi1CYWEhHj16hNu3b2PBggUwMjICl8slpr2qC/61hEipVGLIkCGYNWsWsVZmHo8HsVhcI7fd6kBSQ6RUKomW4ORyeZ0zLpaWlhg9ejRGjx4NuVyOp0+f4qeffsLx48exc+fOCt4bffv2RZ8+fQyuaWs0GmoZIltb23ojRADQoUMHXL58uU6EKCsrCz///DMSExOxYsUKjBw5stYxZsyYgYkTJ9bZOZtUyUw/jiY5ORmurq4Gx6sMEomE2vemtLSUiimjVCqlqterjTZJq9UiJyeHMRZMS0tDdnY2JBIJpFIpYxZobGyMc+fOMWOG7Ozs0LJlS4bg6M1ora2tYW5uXu2xTC8s79KlS432U6fTQSqVMo7/5UmUSCTCy5cvYWRkhG3btqFNmzZEjqV8Ph95eXlECBGpRQZAXkNkSHbexsaGOVeo1WpERkZiz5499aLZrAr/WkLUoEEDeHp6EvV14fP5EIvFRGKRzBC97i1hKBQKBRFvCb0om8Ph4PDhw7C2tkZsbCyio6Px8uVLbNu2Df/73/8YZ9Y2bdqgX79+8PT0rPHKTKfTUSdE+hR9fWDBggWYM2cOSktLa7zy0mg0OHv2LHbv3o1OnTrB39+/zgc9R0dHWFpa4tmzZ+jTp0+tX29iYkJkNctiseDi4oInT55QI0RisZhYI8LroDXYtbi4uN4aGCQSCWMmmJKSgszMTBQVFVVwSAbKfiMODg5wdnZGjx494ODgAAcHBzRs2BD29vaYO3cuvLy8MG3aNCL7pT821JS0s1gsmJubw9zcHM7Ozm887ufnh6NHjxKd4WdiYoKioiIisfh8PrHysSGL3deh1WprlSF6G7hcLjp06AAPDw+4uLgQ2Ls67sc/tuX3EHw+n1gLNskukX+6ZFZT8Pl8dOjQAR06dGAOjlKpFDExMYiKisKLFy+wdu1aFBcXw9raGg0bNoSHhwcGDhyIjh07VrpyU6vVYLPZdUpt1wR2dnb1SojKj/KoSYYnKSkJq1atQl5eHjZs2IDevXsT2Yfbt2/XiRAZGxsTe79atGiBiIgIIrEqg0QioTrpnkaGqKSkpM6ESD++oaqLXC7HDz/8wIyHUCqVsLKygr29PZydndGmTRs4OjoyZMfBwQFmZmbVHsucnZ2RmJhYp32uDCwWCxwOp17JYW0hEAhQWFhIJBZJDZFCoSBGiGQyGVgsFrVj7z+Bf89/Ug8gSYhIOlWTLpmpVKp6O9CYmZmha9eujAgbKOsGjI6ORkREBMLCwuDv7w+FQgFra2s4ODigY8eOGDRoENq0aQOFQkHVD8nW1hYqlYq6a3J59O3bFxcvXnwrISo/dqNfv37w8fEhdmCaOHEifvnlF6xcubLWxN3ExITYiaBFixa4fv06kViVQSKRwM3NjUpsWhkiiUQCNpuNjIwMRiNT/losFqOwsBAikQgikQjFxcUoLi5mhkCXH/xZfvinQCAAi8XCzJkz4eHhAQcHB9jY2BD5zrdq1Qp3794l8N//H3g8HiQSCbU5dIbCzMyMaIboXSREBQUF75WerSb4QIhqARMTE6Imfe+qqFqlUv2jnSxWVlbo2bMnevbsydyXl5eHqKgohiSdOXMGQJlmSavV4o8//kDLli3Rvn17uLq6EiMvRkZG4HA4xLoLa4LqRnm8PnaDtLdHnz59oFKpkJiYWGtPJD6fT0wA6urqSuykUhmKi4uJZogUCgVDSkpLSxEVFYWEhARIpVJIpVKUlJSgpKSkwiBOpVIJlUoFtVrNXKvVamg0mgrX+ttarRbGxsb4+OOPK5AaPp8PPp8Pc3NzWFlZoUWLFmjQoAHs7OyYbqvqCE6fPn0wZMgQ4uNjOnXqhOPHjxONaWRkVK/avtrCzMyMmBbGxMSE6OgOUg0oIpHoAyH6L0MgEBD7EZLOEJEkRGq1+p1r7bWzs0P//v3Rv39/AGVkUigUIigoCLt370Z+fj6eP3+Obdu2QalUwszMDGZmZrCwsICjoyOaNWuGtm3bol27drVeuRsZGaGkpKTeCJF+lMe1a9cwc+ZM5n65XI49e/bgwoUL+Oijj/D9999TyVqx2Ww4Ozvj3r17dSJEpFazNDrN1Go1cnJykJmZiZycHEREREAkEjFkpfzEcIVCAZVKxYh49aRFo9G8QVT0XmBcLhdcLhcqlQo+Pj4wMTEBn8+HiYkJBAIBc21ra8v8rScz5S/l7y9/+9ixY7h//z68vb2Jvi9arRZKpZKKpqpdu3bM+0vqZPxfIkQkf1NKpZJYhqioqOidLVnWFR8IUS0gEAiIzbUiqSEiTYg0Gs07R4heB4vFgpOTEzp27AiBQIDNmzczj0mlUmRmZjKX1NRUPH36FBcvXkRhYSGMjY0ZwmRra4smTZrA3d0d7du3h5ub2xskg8vlQiqVUvGVqQr6UR56QqQfu2FiYoJjx45RExrr0b9/fwQFBWHOnDm1eh2fzydmSufo6AilUonc3FzY29tXeEytViM7O5vxqsnNzWX8asRiMUNsFAoFlEplhYuRkRFMTU2ZIce5ubkwMTGBiYkJTE1N0aBBgxqTlfJ/83g8sFgshIeH46uvvoKfnx+R96E8MjIyqLQlFxYWgs1mU1nxc7lcmJubIy0tDa1btyYS09jYuF5G6tQV5ubmxITQAoGAWIbI0BFP5SEWi6k1s/xT+ECIagGShOhd7jJTq9XvTSpUL6ouDzMzM7Rs2RItW7Z84/kajQa5ubnIzMxERkYGMjIykJKSgtDQUGzbto05YJTPLmk0GoSGhqK0tJTJAFR24fF4zG1DP4/p06fj4MGDePHiBXx9fXHr1i3MmDEDCxcuNChuTTF16lR4e3tDIpHUKqNmbGxc47EFOp0OJSUljM5F366tv11cXAwej4dZs2aBx+NVSmzMzMyYMpGVlRVsbGzg6uoKS0tL5mJhYQELCwtYWVnBzMwMXC4XQqEQEyZMwPHjx4mPwXj69CmaNm1KNKYeGRkZNW43rw2EQiHVk5uFhQVSU1OJEiLaQ5cNgbm5OTIyMojEMjExIbbI0GfPSeADIfqPw9TUFNnZ2URikSx1/BczRHpURojeBg6Hw8zd6tq16xuPV5Zd0mq12Lt3L3g8HnQ6HbRaLXN5/W/9Rb8tNpsNDocDDofDECX9dXkCpSdU+vt4PB44HA7mz58PNzc3nDt3rl4zVJaWlmjQoAGuXr2K7t27M2UivY7l9b/1Y21SU1MhEonw999/QyKRvOH9oic9MpmsgmHe6xe90FetVqN///7o27cvLCwsGJKjJzZ1RWhoKBwdHanMBIuKiqqUjJOAUCiEu7s78bjZ2dnULAiAMhuUlJQUYvFIevPQgJmZGbFuS5KjQNRqNTFCRNPH65/CB0JUC5iYmBD7EZI0ZiQtqv43E6LqUFl26dmzZ1i4cCFGjBhRoxg6nQ5KpRIKhYLRo5R349U/Vv7yevZDpVIhPj4eKpUK2dnZuHLlCubNm0fs/6wJ1Go19u3bhwMHDoDNZoPFYlW4vH4fm81m2rUvXLgAPp8PMzMzWFpawsXFBdbW1rCzs4O9vT0aNmyIhg0bvlWDoNFo0KtXLyxcuJD4XLCIiAhqZcesrCz06tWLeFydToeCggK0bduWeOzc3FwqXXF6uLm5IT4+nlg8UgagtECyzPWuEiKpVEptQsA/hQ+EqBYQCATExG2kRdUkvSD+y4SoMshkslp13rBYLKadua4nGZVKBV9fX+zduxdisRi//vorrly5gt9++42ogVxVOHHiBFQqFfz8/Gp1AP32229hbW2N//3vfwbvg1AoBJ/PpzIkNSkpCZ06dSIeFyjrvqFBtvQiXRqZwvz8fKpDmT08PHDo0CFi8d51QmRqakqMEJmamhIhRPpSNikhNEmR/LuCD4SoFjC0lqtUKvHw4UM8fPgQ4eHhUCqVWLlyJZydnZkVs/5SE8MzPRQKBXFC9D5riEijtLS03v1OHj9+DFNTU7Rr1w4A4OvrC29vbyxcuBDdunXD+vXrqXV4SCQSHDhwAGvXrq31ajIyMhI//vgjkf1ISUmhVsYpKCigMnhYq9VS8zcSCoXUTkCFhYVUiKce3bp1w7p164j5eZmYmNSrYWptQYrE6KFSqRATE1PBO6q8p1RNzhWkKwklJSX/6NwxGvhAiGqB2nTQyOVyZqBhbGwsCgoKIBKJYGVlhbZt26Jbt25ISUkBl8vFixcvIJFI3rDEt7GxQcOGDeHk5IRGjRpVSZpIZ4i0Wu17lSEi+SN/HTqdDgqFol71OwDg7++Pjh07Mn/z+XwsWrQIo0ePxrp16zBy5EgsXLgQU6dOJb7t77//Hp06dcKAAQNq9bri4mKIRKIK/lGGICUlhVrWQiKRUBkREB8fDy6XS4VcZGdnU9NsFBUVUe1cbNiwIXg8HnJzc4nN93qXCZEhZS65XI6rV6/i5s2bSE1NRV5eHoyMjLB06dIK2r3yGj69JpHH472hxePz+TA2NmY0jX5+fujWrZvBx7T69GarL3wgRLVAVRkiqVSKu3fv4tGjR0hISEBBQQEkEglsbW3h4eGBkSNHonXr1mjZsiXzBYqKioKfnx/Wrl1b6bZycnIQExODxMREpKamMqSp/NBEoIw06T1Q7t+/j86dOxt80PxQMvs/KBQKsFisevXb0JPpo0ePvvGYi4sL9u/fj6CgIKxfvx7nzp3Dhg0b0KxZMyLbvnPnDqKionD+/PlavzYmJgbW1tbEvjuJiYmVzp4yFFqtFsXFxVQyRE+fPqU2i4mm8Lm4uJjKqJHysLCwQEpKChFCRNIRnQZqkyFSqVS4efMmrl+/joSEBOTn58PR0RE9e/bE9OnT0alTJwwZMgSXLl2qNEOoUqmY7szi4mLG86m8t5ZMJkNaWhozV3L9+vWwtLREr1690KNHD3Tt2rXWiw+Sc9HeFXwgRLUAn8+HUqmEr68vHj9+jKSkJBQWFqK4uJiZuzV27Fi0atUK7u7ub/2yyGQy8Hi8Kh/XZ4H0RoSVQT9p+s8//4REIsFvv/2GoqIiNGvWjBmS6uHhUevs0ftEiFQqFVVCJJVK3/o50cD9+/dhZWVVJclhsVgYMmQIevbsiX379mH27Nno168ffv75Z4M+N7VajXXr1uHLL798w/enJoiKiiLqcpyYmIhBgwYRi6dHXFwcjI2NqZCLiIgIah1mmZmZsLW1pRJbLpdTFVUDZZ2LKSkp6NGjh8GxOBwOhEIhgb2iA1NT0yrtJ7RaLe7fvw9/f3/ExsYiNzcX1tbW6NWrF8aMGYMuXbq8QU6MjIwgkUgqJUQ8Hg/W1tbVZiUvX76MpKQknDt3Dmq1GsHBwbh27Rp27tyJvLw8ODg4oHfv3ujRowc6depUbXlWqVQSGez6LuEDIaoBdDodQkNDcfz4cUgkEvj4+KBdu3aYNGkSWrdujebNm9c6g6D3tDEEetK0ZcsWfPvttxg+fDiKiopw8eJF3Lt3D3///TdKSkrQvn179O3bF927d0ezZs2qJRDvEyHSaDRUS2b/BCG6cuUKunfvXu3zTE1N8e2332Ls2LH4+eefMWrUKCxbtgyjR4+u03bXrFkDe3t7TJw4sU6vDw8PJ+YzAwBpaWlUPHdCQ0OpZJ4AID09HV5eXlRiZ2RkoHHjxlRi0xpGWx6NGjVCUlKSQTFKSkqwa9cu+Pv7g8vlYtSoUVi4cCG197yuKJ8h0mq1CA0NhZ+fHyIiIpCTkwNTU1N4enpiwYIF6Nq1a7UaRT0hMkSzEx8fz2TnuFwuhg4diqFDhwKoWKa7desWCgsL4erqij59+sDT0xPt2rV7Q1eqUqk+ZIj+S5DL5QgICICPjw9EIhG6desGuVyOkydPGlxCkclkREiHQqFAbm4uM+Xc2toac+fOxdy5cwEAqampuHDhAvz9/XHw4EHodDp069YNffr0Qffu3eHk5PRGTP28pPcBtEtmUqm0XsmhVCpFSEgIzp07V+PXNG/eHEePHoWfnx82bdqEkydPYtOmTZV+tlUhJiYGd+7cwZEjR+r8fkZGRmLlypV1eu3rkEqlkMvlRAmWHjExMcRKjK+DVocZUJYh6tOnD5XYtIbRlkfLli3x4MGDOr/+3r17+OWXX2BtbY2TJ0/CwcEBly5dwo4dO3DgwAEsWbKkxtYYtFFSUgKlUokpU6YgOzsbHA4H3bt3x6xZs9C1a1c0atSoVvH0hMgQREdHV+q9BpRVPyZMmIAJEyYAKDNd9PX1xd27d3H58mVIJBK0atWKIUitWrWCWq3+kCH6LyA3NxdnzpzB33//DXNzc0ycOBGzZ88Gm83GRx99hFu3bmHUqFEGbUMulxPJPCQnJzPOypWhSZMmWLZsGfN3WFgYLl26hGPHjmHz5s0wMzNDz5490bt3b6aO/D5liGiLqqVSKVHBenW4ffs2GjRoUOsDJpvNhpeXF/r374+dO3diypQpGDVqFFasWFEjgrN8+XJMmzat1rPL9JBIJBCJRPD09KzT61+HvsOMxnuflpaGgQMHEo8LlL0PtAhRbm4uFYIIlJU/aBOizp0749SpU7V+XUFBAf744w88ffoU8+bNqzDfb/LkyfDy8sKFCxewYcMG7N27F1999RWVUmt1kMlkOHLkCG7cuIGcnBzodDoMHDgQI0eORJMmTQwyATU2NjaYECUnJ2Px4sU1eq6lpSVmzZqFWbNmASjTr126dAl37tzBqVOnUFpaCh6Ph4iICHTq1InokOR/Eh8IUTm8evUKR48excOHD9G0aVP88ccfb3TMdO3aFbdv3yZCiEiQjvj4+Fp1tHTo0AEdOnQAUJYJun37Nq5evVqhjqzRaPDq1St4enrWe7mottBoNFQzRCUlJfVKDq9cucJk++oCS0tLrFq1CuPHj8fatWsxcuRI/Pjjj2/tGNu9ezdUKhU+//zzOm+XtKA6NTWV2gm6qKiIymiN1NRU6HQ6KhYNCoUCMpmszoS1OtQHIfLw8GBcymtSatHpdLh8+TK2bNmCFi1a4PLly5WW9YyNjTF9+nSMHz8e586dw9q1a7Fr1y5888036Nu3L41/hYFWq8XFixdx/vx5pKamws3NDTNnzsTgwYPx5ZdfgsfjEfmuGZoh0out27dvX6fXOzg4YOHChczooOTkZMycORNBQUE4c+YM3N3dMWrUKAwaNIiojrC+8Z8nRHqF/5EjR5CdnY2uXbvi/PnzVXZCdOnSBX/99ZfB2yWVIYqJialVaaQ82Gw2Bg0axKym5HI5/P39sWHDBvzyyy8oKSlB165dMXDgQPTp0+ed/KLXR4aovgiRSCTCq1ev8Ntvvxkcy8PDA6dPn8bff/+NVatWoXnz5ti0adMbn2FeXh5Onz6Nbdu2GVQmJS2oTklJoSYgLi4uptIJ9vjxYzRu3JjKOJDc3FwIBAJq30WlUkldQ2RkZMQMeW3VqtVbn5ueno41a9YgNTUVK1euxPDhw6uNz+fzMXPmTEycOBFnzpzBypUrYWdnh++//56IkLs8Hj16BG9vb8TGxsLc3Bzjx4/HyJEjKxyLu3TpgpCQECIO8yYmJgYRosTERFhYWBDLuJqbm0OtVuPChQsoKSnBsWPHcPbsWWzfvh1ubm4MOSLRUVifoOto9w6jsLAQBw4cwLBhw7Bz507069cPN27cwJYtW976IXbs2BF5eXnMvKq6glSGKDIyss6s/3Xw+Xx89NFH0Ol0uH79Oo4ePQo7OzscPXoUXl5emDBhAnbv3o1Xr15Bo9EQ2aahoJ0hkkql9aanCgoKgoODAzFiweFwMHXqVFy8eBEODg6YMGECdu7cWeG7+80336B///5VagtqirCwMKIjJeLj46nofORyOWQyGRVRdUREBFq0aEE8LkDXg0gul0OtVteLQFbfel8V1Go1vL29MX36dFhZWcHf379GZKg8BAIB5syZg6tXr2L48OH4/vvvMWXKFDx//tygfU9MTMQPP/yAYcOG4aeffkKLFi2wf/9+XLlyBZ999tkbC9N27dohKyvLoG3qYWpqCrFYXOfXJyUlEfXGun//PpydncHlcmFpaYklS5bg77//xvXr19G3b19cunQJEydOxLRp03Ds2DFi7wNt/OcyRLGxsTh27BiCg4Ph7OyMVatW1are3KhRI3A4HISFhRlk/a9QKAwmRDqdDomJicScgYGy7jc9wWjWrBkzgkEul+PSpUsIDAzEhQsXoFKp0KtXLwwcOBA9evSgvrqsCrS7zEpKSurNg+jy5ctUtA8NGjTA+vXr8ezZM/zyyy8IDAzEzz//DKFQiPT0dOzatcvgbURGRmLSpEkE9rYMSUlJtT4R1gQvX76EpaUllUxLSkoKhg0bRjwuUOZSTcsETz8ihbbjOwDY2tpWSYiio6Pxv//9DzKZDNu3bzeYpJuZmWH+/PmYNm0ajh8/ji+//BLOzs746aefaryIFIlE2L9/P+7du4eioiL069cPv/zyC7p27VpttsXDwwOFhYVE3LmtrKxQVFRU59fHxcXVWpf4NoSGhlaqZzMzM8OCBQuwYMECyGQynD59Gv7+/ti3bx+cnJwwatQoDBkyhFq3pKH4TxAitVqNO3fuwMfHB8nJyejQoQNOnjxZJ2M2FouFDh06IDAw8B8nRPn5+dBqtURXpaWlpZUSDD6fj2nTpmHatGkAyjICZ8+exe7du/Hzzz/Dzc0NgwcPRt++fdG8eXMqZYPKQLtkVpX3B2nk5eUhPj6eCDmpCvpy8IkTJ/D111+Dw+Fgzpw5BrtBi8ViFBcXExNUazQa5OTk1Mh6oLYICwujYsgI0HV7zs7OpqbxoUm2XkdlQ15LS0uxZ88eXLx4sVaNADWFhYUFFi9ejBkzZsDHxweLFy9GkyZN8L///a/Sk7pSqcTJkyfh7++PzMxMeHh44IsvvsCAAQNq1VVlZ2cHPp+P0NBQdOvWzaD/wdraGhkZGXV+fUxMDPr162fQPpRHUlJStfYeAoGA6XiWy+U4e/YsAgICcPjwYdjZ2WHUqFEYOnQoFT1fXfGvJkTFxcXw8fHB8ePHwWKxMHz4cBw4cMDgFX+3bt1w9epVg2KQIERxcXGwsrIievCQyWQ1qjOXF2eLxWKcO3cOQUFB8PHxAZfLRf/+/dGvXz8qJ7XyoJ0hkkgk1MWmAHD9+nU4OztT3xaPx8Onn34KrVYLHx8fHD58GBcuXMCwYcMwcOBAtGnTptbfp+joaFhZWRHTJ2RnZ8PY2JiKhig2NpZayz2tGWZAWWdcXbWC1SEnJ4eaA/br8PDwqKDBfPz4MdasWQMzMzMcO3aM6vgQKysrfPXVV5g5cyb++usvzJs3D82aNUOPHj2g0+kQGBiIkydPIikpCQ4ODhg/fjyGDRtmUAnbw8MDt27dMpgQ2draIjIyss6vT05Oxg8//GDQPpRHYWFhrRbifD6f6VpTKpW4cOEC/Pz8cPToUVhbWzOZI1IDz+uKfy0hEgqFWLNmDZydnfHVV19hzJgxxGJ37NgRR44cMSiGQqEwWJsSHx9P/KRRF8NIS0tLzJs3D/PmzYNWq8WjR4/w999/Y+PGjSgqKmLs4lu1agVnZ2c4OzvDwcGByAmUtg8RrZlXr+PKlSv15qFSUlKCo0eP4scff8SQIUPg7++PK1eu4OLFi9DpdIzQvlu3bjUi7dHR0XVytq4Kqamp1E7Q2dnZxAW2QBmpUCqV1ESkmZmZRFf45ZGXl1dvJe/u3bszjvqbNm3C/fv3MWvWLCLC45rCxsYG3333HT799FPs27cPPj4+4HA42LJlC8aOHYu1a9cSy1p07twZN2/eNDiOnZ1dnTVERUVFUCqV1QrZawqtVguRSFTnjkcjIyOm2qBWq+Hr64vLly/j5MmTUCqVWLBgAZH9rAv+tYTIwsICP/30E8aOHUs8dsuWLVFSUoLs7Ow6HwBJOMNGRUURF3Ea6qDNZrPRu3dvpnU8JycHEyZMQFpaGiIiIlBcXMzMY7OxsYGzszNcXV3RpEkTODs7o3HjxmjUqFGNs3gajYaqT1BxcTG1AaN6ZGZmIj09HTNmzKC6HT2OHDmCBg0aMARs7NixzO/k8ePHOH36NH799VemDDZ06FD07t27yuzVy5cv0aZNG2L7l5qaSu09F4vF1DrMGjVqRI2cZ2dnw93dnUrsgoICYoJb/TDk0tLSChe5XM7c1vu5NWvWDBcuXPhHule1Wi0uXLiAoKAgmJmZwcTEBFeuXCFe6vfw8MDJkycNjuPg4IDi4uI6vTYxMRGWlpbEvpsRERHg8/lEvjNcLhcTJ07ExIkTodVqsWLFCiqDkWu8P//YlinD1NSU2g+Nx+OhRYsW8PPzq/PKRqVSGVwyi4mJqbHRVk2hUCiIEoyGDRuCy+Vi7dq1FWznpVIpwsLCEBkZiYSEBAQGBkIsFkMqlaKkpAQCgQCNGjVC06ZN4erqypCl18tK9TG6g7bp2PXr1+Hi4lIv4u2cnBycOnUKe/furfTxHj16MBmUhIQEHDt2DHv37sUvv/yC1q1bY/jw4ejfv3+FhUBUVBSjLSOBhIQEogLQ8qA11DUsLIxah5lWq0VhYSEx0qnVaiuQlszMTPB4PISEhDCDo8sTGP1w0PKDQvUXuVwOuVwOhUIBhUIBlUoFDocDLpfLXOsvHA4HHA4HOp0OOp0OjRo1qpdy9OvQz+/icDj4+eefIZFIcOzYMSq6x9atWzPHNUN0Wo6OjsxA79oiMTGRKMl4+PAhFT8sNpuNxo0b15uerTL8awkRbXTv3h1PnjypEyHKzc1FdHQ0I4quC3NXKpXIyclBr169av3at0HvQEobZmZmFTJJ5aFUKhETE4OwsDDEx8fj/v37EIlEzERnLpcLR0dHNGnShDmYP3v2DI6OjgwBIwWpVErND0cPX19fTJ06leo29Ni1axdatWqFdu3aVfvc5s2bY+3atQDKNAPHjx/H33//jZ07d8LBwQHDhw9H586dIZVKDdZIlEdCQsJbhxrXFfn5+VAoFGjYsCHx2ElJSQaVtHQ6HTQaDdRqNdRqNVQqFVQqFdRqNQoLC8HlcpGRkYH4+Pg3si4ymQylpaVvTDfX36+/KBQKKJVKphFBT1Q0Gg14PB5iY2OZ+3g8HrhcLoyMjMDn8yEQCCAQCGBra4smTZrA1NQUFhYWsLCwgKWlJSwtLWFlZQUrK6u3SgFOnDiBixcvYv369Vi3bh1GjhyJhQsXYvLkyXV+72qK8PBw/PLLL8jPz8eSJUswbtw4cLlc+Pn5UdumQCCAg4MDgoOD8dFHH9U5TsOGDaFUKuu0AIyLiyPa1fXq1SuiGeF3CR8IUR3RsWPHWgurZTIZ1q5diwcPHqBv375ITEzElClTcOTIkVqz4qSkJJiZmRFfYZEYOmsojIyM0L59+0pbY7VaLZKTkxEWFsaQJpVKhdWrV6OkpASlpaWwsLCAg4MDGjduDBcXFzg5OcHJyQmOjo611i7JZDKqhCgpKQkFBQX1ckKIjY3F7du3cf78+Vq/1sbGBl9++SW+/PJLyOVyXLx4EdeuXcPx48fB4XAwevRoCAQCmJmZwdzcHBYWFjA3N4elpSUzWsbU1BSmpqbM7fLX5T8TWkNdnz17hoYNGzILEJ1OB6VSyRCF8pmO6v5WKBQMIZHL5UhNTcX169cRGhrKkA49qVGpVNBoNAzB0RMfjUbDXLRaLVgsFths9hsXFosFLpeL7777rkLGRU9cjIyMYGxsDIFAAFNTU9jZ2cHU1BTm5ubMZ6EnLdbW1rCysqqw6PHy8sI333zzVjdzUggICMDw4cPRokULHDlyBIGBgdi0aRNOnz6N33//HS1btiS+TaFQiJUrVyIuLg4zZszA7Nmz66VzVI9OnTrh/v37BhGix48fM/PGBg0ahDlz5tT42B8TE0NUn5idnV3nAdLvOj4Qojqiffv2KCoqglwur7bUoVarsW3bNvj5+aFVq1b466+/4O7uDrlcjp9++gnjx4/Hvn37atX9kpCQQEVnQcowkhbYbDaaNWvGvFccDgd5eXnYvHkzgLL9j4qKQnR0NBITE/HixQsEBwczpbjS0lKYm5vD0dERzs7OFQiTk5MTGjZsWOFkIZfLiQqGX0dgYCDc3Nyok1CdTodNmzahb9++BmdI+Hw+pk+fjunTp2PMmDEYP3482rdvj/z8fBQWFqKoqAgSiQRisRhZWVmQyWQVSiqVXTgcDvh8PkxMTCCTyfDtt99WKGHou09e70Kp7P63PUepVKJPnz5MJobNZjPZkvK3ORwO2Gx2hdIPh8NhMic8Hg98Ph/GxsYwNjaGXC5H+/btYWFhASMjI4akGBsbM1mW8s/X/6/lr6v6Dpw+fRq+vr51mgNWE4hEImrlvvLQarVITU1l5sixWCyMGDEC/fr1w8GDBzF37lxGdE3CJFImk+Hnn3/Gw4cPMWjQIPzxxx9Uf8tVoUOHDjh+/HidXx8WFoYff/yRGQXi6+uLESNGwNnZGaNHj8b06dOrPGbrdDqkpqYSrSQUFRXVy/fln8AHQlRHWFhYwM7ODjdv3nxrB9vRo0dx9OhR2NjYYPPmzRVKC3w+H5s3b8a+ffswZ84c/PzzzzU25jNkZMfboFQq3/n5ZeXBZrMrOC/z+Xx07twZnTt3rvT5crkc0dHRDGEKCwvD7du33yBM+gyTWq1GbGwsUzIgCZ1OhytXrjDzgWji0aNHSEhIwJ9//kks5vPnzyEWi/Hxxx8bpH/Sd63k5eXhwIEDyMzMxOrVq8FisRhSVN3tmty3adMmKBQKrFixAhYWFjA1NSVC/h8/foxHjx7hp59+MjhWZQgPD6c2wywtLQ1qtbqCvo8WgoKCYGJi8sbCTyAQ4KuvvsK4ceOwfv16jBo1CrNnz8acOXPqtB2tVosdO3bg0qVLaNWqFY4cOULt/asJPDw8UFBQUKfXJiYm4ssvv8SiRYuYLPK4ceOQm5uLGzdu4NKlSzh48CBcXV0xefJkjBkzpoIEIz8/HzqdjpjVhEQiQUlJyTvlHUQSHwiRAejatSvu3LlTKSEKDAzEjh07oNPpsHz5cgwePLhSrRCbzcbixYvh6uqK1atXIy4urkYnyMjISOL6IaBMVP0+ESIOh1OrMSp8Ph+dOnWq0lRTLpcjLi4OkZGRiImJAYvFwrp161BUVAQXFxf07NkT3bp1Q8eOHQ0W/8XGxqKkpISoJURlUKvV2LBhAyZPnkxUuL17926MHTvW4JhsNhs2NjawsbFBWloaJk+eTFyjoNPpEBYWho0bNxIXVV+/fh0dO3YkGrM8IiIisGjRIiqx7927h6ZNm9aLS/X58+cxZMiQKsXLTZo0wd69e3Hv3j389ttvuHjxItauXVsrA9zz589j//79MDc3x8aNG4mZhRoCV1dXKBQKpKen10rLIxQK8fnnn2PatGlvdKDa29vj448/xscff4zU1FQEBARg37592Lp1K9zd3TFz5kxGlkHSUuHBgwdwcHB4r84RtcEHQmQAOnfujMOHD1e478WLF1i3bh0KCgqwaNEiTJgwoUZfnpEjR8LZ2Rlffvkl4uPjsWnTpioPUvqRHSSNtvR410tmr4PD4RCdq8bn8xn9kkgkwo0bN3Dt2jVIJBL4+/vjzp07uHnzJgoLC+Ho6FiBINW2hHnt2jW0aNGC+snoypUrkMvlRE+qUqkUsbGxWLNmDbGYSqUSWVlZVCaUJyQkQKfTERV/6xEVFYXx48cTjwuUafpyc3OpeRCRtkx4GxISEvD555+/9TksFgv9+vWDp6cnfHx8sHTpUrRr1w5//PHHW0/sjx8/xvr161FSUoKvv/4ao0aNqheSVxNwOBy0aNECN27cwNy5c2v0GpFIhNmzZ2Po0KHVLpCbNGmCBQsWYP78+YiJiYG/vz/WrFkDNpsNMzMzoougZ8+eEfMzehfxbnxj3lN07NiR6RRLTU3F7NmzsXTpUsbsburUqbVi0u3atcOpU6eQkpKC6dOnV9lmWVBQAI1GQ0WA+G/PENUG5U0fLSwsMH36dOzbtw/+/v4ICgrC9OnTkZqais2bN2PkyJHw8vLC77//jps3b1abItdqtfD398fHH39MZd/1kMlk2LVrF5YsWUL0BPHnn3+iVatWRD19fH19YWdnR6V88+DBA2qt/Lm5uYxrO2nExcXB3Nycmgg4LS2t0vEVpBEWFgaFQlHj98nY2Bjz58/HuXPnYGJigo8++gh//vnnG7/1lJQUfPLJJ/j+++8xduxY+Pn5vVE2ehfQuXNnPH36tEbPlclkmDFjBrp06YLly5fX2A6AxWKhdevW+O6773Djxg388ccfUCqVSE9Px5AhQ7Bo0SLcunXLoONlfHz8v7bDDPiQITIIjRo1AovFwpw5c5CQkICRI0diy5YtBvkfOTg44NixY1i+fDnGjx+PAwcOvJHij4+PJz6yQw+lUllv091JoL4I0esQCASYPHkyU9eXy+W4fv06goKCsHPnTuTn58Pa2hqenp7o3r07OnfuXEHQGR4eDq1WywhMaUFvjW9Ih0tlCA4OJjpUGCjrQBoyZAjRmHoEBwdTybKkp6dDLpdT06hER0dTNS6sL4HsiRMn0K9fv1o3Dzg6OmLr1q14+vQp1q1bh6tXr2LlypXw8PDAqlWrEBoaijFjxmDXrl3/qKFfdWjXrh2CgoKqfZ5SqcTHH38MNzc3/Prrr3U+xnM4HHTo0IHxWCopKUFQUBDWr1+PX375BU2bNsXo0aMxfvz4Wn0mBQUF1AxC3wV8IER1hFwux/r166FSqSCXy+s8LLYyCAQC7NixAzt37sSsWbOwbt26CmWEuLg4aq3gSqXyP10yKw+VSlXjAxKfz4eXlxe8vLwAlL2Pt27dws2bN7Fv3z7k5eXB3Nwc3bp1g6enJx49ekR9ZZ6fn4/jx48THxh748YNqNVq9OnTh2jclJQUfP3110RjAmWjSuLi4rB161bisf39/dGqVStqXYKvXr2iRrbkcjnEYnG9CI4jIiIMKvF3794dFy5cwKlTp7BixQoAQJcuXYged2lCL6x+m++cVqvFp59+CktLS2zevNng79SLFy8gEAiYEleXLl3w/fffIzY2Frdu3cLx48exY8cOODs7Y/DgwZg+ffpbdZH65od/a4cZ8IEQ1RparRZ79uzB+fPn4eLigk8//RSnT58m3s7JZrPx9ddfw83NDT/++CM+++wzpusiKiqK2kHsfSyZ0SJEhsxJMzIywogRIxj/D7VajXv37iEwMBCHDh1CXl4e7O3t4e/vj8GDB1Nxqf7zzz/RokWLWolSa4K//voLU6dOJUoCnj9/DrVajbZt2xKLqcezZ89gY2NDZRHx9OlTKrokPV69ekWtCzEkJATW1tbEuydfR2ZmJkQikcECZy6Xi5kzZ4LD4eDKlSvYvn07mR2sB9jb28PY2BihoaFVfl/mz58PlUpFZAA5ANy5c+eN7jIWi4VWrVqhVatWWLx4MdLT0xEcHIyAgAB4e3vDwcEBvXr1wuzZs2FnZ1fhtfHx8eBwONSNav9JvFuF1ncc586dw4gRI3Dz5k38+uuvOHLkCBYsWAArKyucPn2ayja9vLzw559/wsfHh1kZRUdHUzsIv28Zotfb7kmiNhmi6sDlcjFw4ED88ccfGD58OFxcXDBo0CDs2bMHQ4cOxaZNm5CSkkJkW0CZgPXmzZv4/ffficUEykZ/pKamYsKECUTjnj59Gv369aNSBr537x61NL9QKCROOPWQy+VUBdVPnjyhokN8HceOHUPnzp1hYmJCJJ5QKPxH/IQMRbt27XDr1q1KH1u2bBmys7Nx4MABIqMrdDodgoKCMG7cuLc+r3Hjxpg1axZOnjyJy5cv45NPPkF8fDy8vLzw0UcfYc2aNUhISABQpsNzc3OjMuLkXcEHQlQD3L17F15eXti/fz+WLl2K8+fPo0+fPswX47vvvoO3t3edh+9Vh44dO+LEiROIjo7G9OnTkZ2dXenICxIgMWOtPsHlct8LQlQegYGBmDJlCpYuXQp/f39s374dMTEx+OSTTzB79mwEBARAqVQatI1NmzahV69exAXK27ZtQ48ePYjrWiIjI6noqXQ6HfP7JQ2ZTIaioiJ4eHgQjw38n6Ca1myn6OjoehHIPnnyBEOHDiUWLzU19b0ok72Ozp07IyIi4o3716xZg8jISBw6dIiYDiolJQUymaxW73uDBg0wYcIE7N+/Hzdu3MCSJUtQUlKC2bNnY8SIEThx4sR7+b7XBh9KZm9BVFQU1q5dC6FQiHnz5mHq1KmVCo579+4NR0dHHDlyBEuXLqWyL40aNcKJEycwYcIEGBkZ4bPPPoOlpSUz06tly5Zo27atwYNI3zdC9K6WzKpCamoqcnNzKxyounTpgsOHD0Mmk2Hfvn3YuXMn1q9fj3HjxmHSpEm1nkP0+PFjxMTE4Nq1a0T3XavV4unTp9i4cSPRuDk5OSgsLGSGypJEWloaSktLqcxGu379OhwdHakSFprliby8POoZIolEgpycHKJWCpmZmUQJVn3Bw+PNyffbt2/H3bt3ceTIkQoDkw3FvXv30KhRozofv8zMzDB8+HAMHz4cSqUSISEh+N///oeAgAC8fPkS48ePxyeffPKPj3kijX/Xf0MIQqEQq1atQkxMDCZNmoS5c+dWOzdm5cqVWLx4MWbMmEHlIJaamoqvvvoKxsbGKC4uhpeXF+RyOTIyMvDw4UNcuHABhYWFYLPZFWZG2dnZoXHjxmjWrBlat25d7ZiI95EQvU8Zoj179qBv376VnkQFAgG++eYbfPPNN3j8+DH27duH8+fPw93dHTNmzMCAAQOqPQBpNBps2LABEyZMIK4NOXPmDExNTYnPGTt58iQ8PDyoaFkePnwIJycnKpm+O3fuoGvXrsTj6kFTUA2Ued3QFlSfPn0abm5uBi/UyiM3N5daVo4mWrcum3wvk8kgEAjg7e2NCxcuVNpJbCiuX79OLONqZGSEtm3bQi6Xw9fXFw8ePMDx48dx5MgRdOnSBd988w01S4v6xgdCVA5SqRRr1qzBkydPMHDgQKxbt67GrL19+/Zwc3PDoUOHsHz5cqL7tX//fhw/fhxeXl5YunQpFi9eDLFYjCVLllR4nk6ng0gkQnZ2NoRCIbKzs5GZmYmUlBQ8fPgQeXl5kMvlMDExYUiTlZUVnJyc4OrqCnd393qbdk8KNEtmNDJEoaGhWLduXbXP69GjB3r06AGpVIrdu3dj8+bNWLduHSZOnIgJEyZUeQDy9/dHSUkJlUzl2bNn8fHHHxPXEDx69AgTJ04kGlOP27dvU8k8AUBycjKGDx9OJTZQRoiqMzKsK9LT06FWq6mM/ymP4OBgjBw5kli8kpISqFSq97J0IxAI0LBhQ9y6dQsqlQqHDx/Grl27iBsdikQiJCYmYvfu3cRiHj9+HK1atYKDgwNzDAoPD8epU6cwZcoUNGrUCLNmzaLuuk8bHwgRyk58GzduREBAANq1a1fn2Tdr1qzBrFmzMGvWLCLajby8PCxduhSFhYXYtm0bsxodOHAgrl279gYhYrFYsLa2hrW1dZUt3XK5HDk5ORVIU3p6Om7duoVTp05BJBIhLS0NL168wOzZs6l20JDAP+VDVBfcunWr1m7JZmZmWL58OZYvX4579+7h4MGDOH36NDw8PDB9+nT06dOHyRrJ5XLs2LEDS5cuJU7k4uLikJubS/yAp1QqkZmZSUU4LJfL8erVK/z888/EY2u1WuTn51MzZNT/TmlNoL979y6aNGlC1cBQrVYjPT2d6P8gFAohEAjeOePFmqJTp044deoUUlNT8ccff1AR5D969Aj29vZER3bcvXu3QiMFi8VChw4d0KFDBxQVFeHSpUvYuXMnduzYgb59++LLL7+kMnycNv7ThEir1eKvv/7CqVOnYG9vj+3bt1c5FLQmaNasGdq2bYs9e/bg119/NWjfTp8+jT179mDAgAH44YcfKpRYevfujUOHDr3V06Iq8Pl8NGnSpMoV1qRJk9CnTx+UlJTgu+++Y9Klc+bMoXbwNwRcLved8CGqCY4ePYpx48aBw+HU6fV9+/ZF3759IRaLsWvXLsYHa/LkyRg/fjz8/PxgYWFRbWdJXbBjxw4MHz6cuF7mypUraNCgARV36pcvX8LCwoJK7NDQUBgZGRHVfZRHfHw8VUF1WFgYFYuD8vDz84O1tTVRN3OhUEjNtZsm1Go1EhISUFpayvhtkfbx0iMoKIjobD25XI7MzMwqdXjW1taYM2cOZs2ahUePHuHEiRMYPXo0mjdvjoULF6Jnz57E9oU2/rOEyM/PD7t37wabzcbKlSsxcOBAIqWAtWvXYtKkSfjss8/qNBFYIpHgyy+/RGpqKtatW1fpytnV1RU8Hg/3798nvrKWyWTo3bs3unXrhuXLl+P58+dMNsrExATt27fHnDlzqB9MawoOhwOdTkclNklCJJfLkZCQgLVr1xocy9LSEv/73/8AlGWdDh8+jGPHjkGr1WL06NFISkqCq6srsdKWXC5HeHg4Dh06RCReeVy9epWaO/W9e/eITfl+HYGBgejQoQO1FmTagurU1FTGZZ0WLl++jGHDhhGNmZWVBXNzc6IxSUOj0SA1NRVRUVF49eoVXr58idTUVJiamoLD4YDD4WD79u2IjY3Fxx9/DFdXV2LbVqvVePz48RszNg3BxYsX0bBhw2oXFhwOB3369EGfPn2QmZmJv//+GytWrICpqSlGjBiB+fPnU/FbI4n3M+9oAJ4+fYrx48djy5YtmDdvHnx9fTFo0CBiBzZHR0d07doVO3furPVrr169irFjx8LGxgYXL16skuzoByBeunTJwL19E6WlpYwhF5fLRffu3bFmzRoEBwfj559/Bp/Px4IFCzBixAgsX74ccXFxxPehNqDdZVbXbM7rOHLkCFxcXIhrHwYNGoQTJ05g5MiRsLCwQEREBD799FMMHjwYP/30E/z9/ZGXl2fQNg4dOgRnZ2cqHUkpKSlUOsCAMtHzqFGjqMSOiIhA9+7dqcQGyvRDtMgcUDayg/YIhpSUFOJWChkZGVRHmdQWOp0OGRkZuH79OrZs2cJMmZ87dy68vb2Rl5eHCRMmwM/PD0FBQRg9ejQ8PDzg7e2NjIwMzJw5EwsWLMDDhw+JlP5fvnwJExMTor/VgICAWmvlGjVqhK+++go3btzA0qVLGeuFRYsWITY2lti+kcZ/JkOUmJiI1atXIy0tDbNnz8bHH39MzCjsdfz888/w8vJCTExMjQRzcrkcy5YtQ2RkJH788UeMGDGiWoLWr18/bNq0idQuAygrIZYnROXB5XLRq1cv9OrVC0qlEk+ePIG/vz/mzJkDS0tLdO7cGfPmzatTVswQ8Hi896LLLCAgALNmzSIS63VkZWUhICAAR48eRbNmzaDVavHs2TP4+vri0KFD+O2332Bra4s+ffqgZ8+e6Ny5c61KMdeuXcMXX3xBfL9fvHhBzZ1aKBSiqKiImug5Ly+Pagn51atX+Oyzz6jElsvlkEgkVAnXgwcPAIC4z1FaWto/KqjOy8tDZGQkIiMj8eLFC8TGxoLFYsHGxgaNGjXCoEGD8Pvvv1dplREXFwd3d3e4u7tj3759kEgk2LFjB1atWgUTExN8+umnGD16dJ3PTcHBwUQ/V61Wi5SUFKxcubJOrzcyMsLIkSMxcuRIxMXF4cyZM5g7dy7s7OwwefJkTJ8+/Z3Sg/3rCVF+fj5WrVqF8PBwxvWZ9hBAa2tr9OnTB9u2bcP+/fvf+twHDx5gzZo1cHNzw7lz59CwYcMabaNbt24oLCxEQUEBsdR6bm4uWCxWtTV6IyMjRs8il8vx6NEj+Pv7Y8aMGbC2tka3bt0wb948ODs7E9mvt+F9KJlV5j1EErt374aHhwdzIGSz2ejevTuTwVAqlbh+/ToCAwOxYcMGFBYWwtXVFX379kWPHj3g4eFRZWfh48ePUVxcjMGDBxPf71OnTqFv377EsnDl8ejRIzg6OlLxScnKyoJMJqOWYZHL5cjOzqaWOXv27BmsrKyoanHOnj2LQYMGET/ZZWRkUPkuVgaRSISoqChERkbi5cuXiIqKglKphI2NDRwdHZnZYLXJxiQnJ2Pq1KnM3xYWFli1ahVWrlyJM2fO4NixY9ixYwcmTpyIadOm1UqjptPpcOvWLXz55Ze1+j/fhtu3b8PY2JjI/DJ3d3esWrUKy5Ytg7+/P06cOIFDhw6hW7duWLZsGRWtX23xryVEWq0WBw4cQGJiInr37o0zZ87Uywlaj1WrVmHEiBF4/vx5pUJttVqNH3/8EY8fP8bSpUsxefLkWpXtTE1N4e7ujnPnzhGbdRQfH19rssjn8zFw4EAMHDgQpaWluH//Pvz9/TFlyhTY2NigR48e1AgL8H6UzPbu3Ys+ffpQ0T4kJCTgzp07OH/+fJXPMTIywpgxY5gOMbFYjEuXLuHOnTu4ePEipFIp2rdvj759+8LT0xPNmjVjvov79u3DhAkTKjUkNRRRUVFYtmwZ8bhA2YGctF+SHn5+fnB3d6dmSpeQkAAzM7Nqvc/qisePH1Mvl8XExGDatGnE4+bm5lLJKGo0Gjx79gxRUVF4+fIlIiIiUFxcDGtrazRs2BDt2rXDvHnz0KFDhzqTPJVKhYKCgkq9q9hsNqZPn47p06fj2bNn2LVrF86dOwdPT0/Mnj0b7du3r/b8kJqaCqlUSjQreu7cOQwZMoSoVs7MzAxTp07FlClT8OLFC5w8eRITJ06Ei4vLWzuk6wP/WkL04sULFBUVYf369dREm2+DQCDAsGHDsG3bNhw9erTCFyosLAzLly+Hra0tTp48WWsnYj0GDRqE69evEyNEycnJlZbLagoTExMMHToUQ4cORUlJCe7duwc/Pz/odDpMmTIFRkZGMDIygrGxMYyNjcHn8yEQCGBlZQVra2s0aNAAdnZ2jICvYcOG1ZpEvg8+RKGhoQZ3HVaF7du3w9PTs8aZRaBMlD179mzMnj0bQNmB9MKFC/Dz88PBgwcBAJ6enujWrRvi4uLwww8/QKPREM3k5OXloaCggIpHkFqtRmhoKI4dO0Y8NlCmQ6SpH4qOjqaqk4mOjqa6//Hx8ZBKpcQJqUwmg1KprLUIubS0FLm5ucjLy0Nubi5yc3MhFAqRlZXFWJBoNBr873//g52dHdq0aYM1a9bA09OTKOlNS0uDQCCo1oC0a9eu8PHxQU5ODrZs2YIvv/wSDRs2xJw5czBkyJAqs7l3796Fs7Mz0axcQkICtdIti8VC586d0blzZ+Tn52P//v24du0aYzXyT+BfS4g6dOiAlJQUrFmzBk+fPsX8+fPrXYz3ww8/YPjw4Xj48CF69+4NrVaLdevW4fr16/jss88wa9Ysg04yvXv3hre3d53a7ytDeno6sTZifWfBiBEj0L9/f+zatQsCgQBisRjFxcUQi8WQSCQQi8UoKipCdnY2YmJimMdlMhkUCgV4PB5DpPRkis/ng8/nw9LSEkqlEsXFxThz5gwcHR3h5OQEZ2dnIt0MJDJEwcHB0Gq1VPycwsLCEB4eDj8/P4PiNGnSpEKm5vnz5/D19cXu3bvB4XAwb948qFQq8Pl8JnOh97uysbGBtbU1rKysYGlpCUtLS1hYWDB/8/n8SleXJ0+eRNu2bamUbcLDwyEQCODm5kY8NlBWMpszZw6V2ECZfqiqfddqtVAoFCgtLYVCoYBcLodcLodCoXjjolQqoVQqK9xWqVRISEiAqakp9uzZw/yejIyMYGJiAj6fX+Faf9GfyGtCEI4dO4aePXsSd7zXt9zrj3V6I9qcnJwKZCczMxPZ2dnIyclBUVERVCoV8z+YmJjA3NwcdnZ2cHNzw8CBAyEUCnH79m2cO3eO6P6+jpSUlFp5AzVs2BAbN26EUqnE4cOHsXPnTmzatAnTp0/HpEmT3sjm37hxg2iZ9dWrV5DL5URb+KvCo0ePEBgYCAsLi390LMu/lhBxuVx8/fXXcHJyws8//4xx48Zh2rRp+PTTT6l5e7wOIyMjjB8/Hlu3boW9vT2++eYb8Hg8eHt7E6nJNmvWDGw2G0+ePCHi9ZCdnU3tJGJnZ1frGrFGo4FUKmWIU3kiJZFIUFRUhLS0NKjVavj6+jLPkcvl4HA4DIEyMjICn8+HsbEx486tz0jps1GNGjWCvb19hQO+SqUyeIXo4+NjkPdQVdDpdNi6dSsGDx5MvLTSuXNntGrVCsHBwdi9ezfat28PhUIBoVDInGxyc3ORn58PoVCImJgYlJaWMidm/UlYoVAAKMuWWlhYwNLSElZWVrCxscGTJ0/g7OxcQWPHYrGYS1X3lb+u7DYAhISEQK1W46uvvoJWq4VGo4FWq2UuOp3ujevXb5e/vP6cgoKCClYH5ePqn1PVdt62ff3fRUVF4PF46Nu3b4X4+uey2Wzmom/j5nA44HK5zIXD4YDH44HL5Va45nA4UKlU0Gg0ePXqFUOSVCoVlEol1Go187darYZGo2GuNRoNWCwWOBzOG/vAZrOZx0pLS2FqaopZs2Yx97NYLOb269dVPfb644WFhdDpdJgxYwby8vIgkUjA5XIZ0mZqagoLCws4ODjA09MTrq6uaNGiBRo3bvzWBaOfn1+9THBPTk6uk37VyMgIixYtwqJFixAUFIQDBw7gyJEjGDJkCGbOnInmzZtDLBYjISEBf/75J7H9PX78OPr27Ut1XplWq8Xq1atx9+5drF27FhEREf+oyPpfS4j0cHV1hY+PD8LDw7Fu3TqcPXsW8+bNw5QpU+rFE2Hx4sX4+++/8emnn2LatGlYuHAhsdEYLBYLffv2xYULF4gQoqKiImpGc3UBh8Nhsg5VlRXT09Mxffr0CkMTdTodSkpKIBKJIBaLGRKl/7uwsBBFRUVITEyESCSCRCJBSUkJlEplBRKl0Wggk8kwadKkKg/irx/Ay5+kWCwWYmNjqTglP3r0CGlpadWK9uuKDRs2wN3dHe3btwcAGBsbo2nTprXuIhSLxcjIyGDKE3l5ecjKykJeXh4aNGiA0NBQAGB0ZnpiUB6V3VfZ/fq/k5KSmIHLLBYLXC63wolbf7uyk3tlJ/ryf0dGRuLixYvo2rXrG4/pvwdVEYbK/tbf1l9nZGRgx44dOH36NIyNjSuQHP3FkJP3/fv3ERcXV6exDjqdDhqNhiFMlV3kcjkWLlyIyZMng8fjMa+pjCjqb5d//G3Pk0qlYLPZ+Oijj9C8eXO4u7sTdWOmjfj4eIM7wAYPHozBgwcjOTkZmzdvxpw5c9C8eXO0bdsWdnZ2RN+PiIgIfPfdd8TivQ6RSIR58+ZBrVbj2LFjaNKkCSIiIqhtryb41xMiPdq3b4+zZ8/i3r172Lx5M3x8fLBkyRJ89NFH1BiwfjK4VquFhYUFFi1aRHxb/fr1w7Zt24jEKikpMUhD9E/AysoKSqWywn0sFgtmZmYwMzOrlZBerVYz2SixWIzAwEDcvXsXc+fOhVarhVqtZg7QVd1+fUUdERGBly9fErUj0Gq12LJlC8aNG0eF1Mvlcty+fRs7duwwOJae0JYXwp44cQKJiYlUND6XL1/Gvn37sGHDBiqr/pCQEHh4eGDx4sXEYwPAr7/+Ck9PT2oNINeuXatz+VZPLvVZmcpw7949mJubY+7cuYbsZqXYtm0bkpKSMH36dOKx6wMJCQnErDdcXV2xe/duyGQy7Ny5E1euXIFSqcSqVaswePBgeHp6GmQrk5mZiaKiImpzAJ8+fYoVK1YwPne0LHBqi/8MIdJD3y7u6+uLvXv34tChQ1i2bBnRFtH4+Hhs3rwZMTExGDt2LL766iuMGjUKAQEBxGdBeXp6oqCgAGKx2ODVgUwme6dMz2oCU1NT6HQ6qNVqg8kml8uFjY0NM5lbKpXi3r17Bpn7ubq6Yt++ffDy8iL2/bpx4wbEYjGVAa4AsHnzZri5uVHRDmg0Ghw7dgwLFiwgHhsoa/ceO3YsFTKk0+kQFBSEVatWEY+tx4sXL6j5VQFlgupPP/2UWvxbt25Rmc8FlGWD67NTmCS0Wi2ysrLg6elJNK5AIMCKFStw+/ZtzJw5E3Fxcdi0aROKiorQoUMHDB06FH379q31QvfYsWPo2LEjFaKyZ88enDx5EkuXLsWUKVPqpVxZU7w7jkj1jLFjx+Lq1auYNGkS1q9fj6lTp+Lx48cGtYhnZ2dj5cqVmDNnDqytrXHt2jV888034HA4+PTTT/Hnn39CrVYT/C/KWhibNWuGs2fPGhxLLpe/dxkifblBLpcTj924cWNIpVKDYowZMwZcLpeYlb5arcb27dsxe/ZsKrV2uVyOmzdvUjFiBMp8tzQaDcaOHUs8tlwuR0pKCkaPHk08NlBmqqdWq9G3b18q8ZVKJbKzs9GrVy8q8bVaLfLy8gya11gdoqOjqcXPyMggor38J5Cbmwsul0tFklBQUACJRIJPP/0UGzduhL+/P86fPw83NzecOHECY8eOxZQpU3Dw4EHEx8fX6Bz35MkT4mNXFAoF5s2bhwsXLmDv3r2YOnXqO0WGgP8wIQLKTqZz5sxBYGAgevbsiRUrVuCzzz6rdR1TIpFg+/btmDhxInJzc3H+/Hn88ccfFdorp0+fDhaLhStXrpD+NzBo0CDcuXPHoBhqtbpKl+p3HVwulwohcnJygkwmg0wmq3MMLpeLb7/9FqdPnyZChn19fcFisTBz5kyDY1WGbdu2oXHjxtQ8fHx8fKgY9gFlw3MbN25MLYtw+/ZtqhPir169Cjs7O9jb21OJ//TpUxgZGaFRo0ZU4gNlJ35aDt65ubnEna/rC8nJydR8pV69egVbW9sKGXJHR0d8//33OH/+PG7duoWPPvoId+/exbx58zBs2DD88ccfePLkCVQq1RvxiouLkZ2dTXROZlJSEsaOHQudTodz586hXbt2xGKTxH+aEOnB5XLxzTffICAgAI0bN8aiRYvw9ddfIzk5+a2vUyqVOHbsGMaMGcMM1Dt48GCVnjCff/459uzZ84bmxVD07t0bmZmZBsVIS0tjxMTvG2gRIh6PB2tra7x48cKgOAMGDIC9vT02b95sUBy5XI7du3dT068olUoEBgZiyZIlVFZuiYmJiI2NJeqkWx6BgYEYN24cldgAcP36dYwYMYJa/GvXrmHAgAFU43ft2pXaqlwoFKK0tBTNmzcnHlsul1OLXR9ITk6GlZUVldgvXrx4q5cdn8/HzJkzcezYMQQHB+Onn35Ceno6Vq1ahYEDB+L7779HQEAAiouLAZQ5yLu5uTHSAUNx6dIlzJ49G6NGjcKBAweoT4owBB8IUTnw+XysXbuWacOcOXMmVq9ejezs7ArP02q1uHbtGsaMGYOzZ89i3bp1OH36dLVzyyZMmAAjIyNcvHiR6H67u7tDp9Ph6dOndY4RHx9P7AdQ36BVMgPKymaGdj6wWCx89913uHbtmkHZplOnTsHCwoK4Dk2PHTt2wMnJiZpp38mTJ9GuXTsq3kN5eXkQCoXE0/x6ZGdnIzs7G+PHj6cSHyg7afbp04da/MjISGoiWaCMcLVo0YJKk0p2dnaNfZDeRSQmJlLLXIaEhNS4y5jNZmPgwIHYvXs3rl+/jsOHD0MgEGDPnj0YNmwY5syZA19fXyLfQ61Wix9//BFbt27Fr7/+ii+//JLKmB6S+ECIKoGlpSW2bduGc+fOQSgUYuLEidi8eTNEIhGePHmCKVOmYOvWrZg7dy6uXLlSq9TiokWLsH//fqIncBaLhaZNm2Lt2rUICAiok3NzamoqtVQ9bXC5XJSWllKJ7ebmhvj4eIPjdOnSBa1bt8batWvr9HqJRAJvb298//33Bu9LZVCr1bh69Sq17JBEIkFAQAC1UR0HDx5Ex44dqa0+7969C0dHR2pWHfqxC7RM8LRaLXJzc6nqhx4/fkzFgBQoyz5V5/D8LiMuLo7KyBGlUonk5OQ6Zy5btmyJtWvX4vLly0wGUSQS4fjx4/Dy8sKuXbvw6tWrWp9TCgsLMWnSJMTGxuLEiRNUM58k8YEQvQWOjo44ePAgvL298eLFC4wcORI//PADevfujcDAwDrN6hkzZgzMzMzw999/E9vPc+fOISkpCYMGDcK2bdswaNAgzJs3D4GBgTX+ImdkZLxTHkS1AU1C5OrqCqFQSCTWsmXL8ODBA+Tn59f6tUeOHIGjoyN69+5NZF9ex65du2Bvb0/Ez6oyXLx4EY6OjtRmaD148IB6uYzWew8Ap0+fRqdOnYh5lL2OFy9egM1mw8XFhUp8oKxVm5Z+SCgUUpkFWF9IS0ujQhZjY2NhZmZGRPtpZWWFKVOmMENi586di5cvX+Lrr7/GoEGDsGbNGty5c6faxfyjR48wceJEtG7d2qDRVP8EPhCiGsDd3R0nTpyAh4cHJkyYgGXLlhkkrPzyyy9x6NAhg8oneoSHh2Pnzp1Yv349vv32WwQEBGDv3r3w8PDAli1bGHJ048aNt5KjnJycd2LacF1AS0MElJXMxGIxkVgtW7ZE7969a922nZ+fj7Nnz2L16tVE9uN1qNVq+Pn5YenSpVSyQ2q1GsePH2dmp5FGbGwsRCIRURFoeUilUkRGRuKTTz6hEh8om0A/cOBAavH9/f3RpUsXavohtVqNoqIiamLZrKysd1p78jaIxWIolUq0bNmSeOywsDCimf3w8HA0aNAAxsbGGDduHA4fPoygoCBs2rQJJSUl2LBhAwYNGoTFixfj4sWLbyzuduzYge+//x5ffPEF1q1bVy/mxyTxfhZk/yGYmZkR6RQaMmQIdu/ejTNnzhg0E6mwsBBff/015s+fz6xeWSwWWrdujdatW+Orr75CVFQUrl+/jo0bN+L3339H8+bNMW3aNAwcOLACqZNIJB9KZpWAROt9eSxduhRTp05FcnJyjYdU7tu3j3GjpYF9+/bB2tqaWgbk3r17YLFY+Oijj6jEP3DgAAYOHEjt4Pvo0SNm8DANqNVqCIVCatk5oKwTaerUqdTi37t3D5aWltRIS1pa2nvrQaTvMKPRnfjs2TOiJPTly5eVZnS6devGZLgyMzNx/PhxHDt2DJs2bULjxo0xaNAgPHr0CJmZmdi/fz+1YxVtfMgQ1QLGxsbETrzffPMNvL2963yy1Wg0mDt3Lnr27FnlypXFYqFt27ZYtmwZrl+/jl27dqF169b4448/MHjwYMyfP58ZPvo+ulTrQTNDRKL1vjycnZ0xZswYrFmzpkbPz8jIwLVr1+qsPaoOWq0WFy9epKYdAsrKfTQHNoaHh8PLy4ta/Js3bzIjTGjgxo0bsLS0pN4OT1M/RNOQESj7HRg69uKfQm2HutYUOp0OL1++JNpI8PTp02oXRo0aNcLy5ctx4cIF3Lx5E6NHj8bVq1chFApx7ty595YMAR8IUa1gbGzMDKw0FHr30BMnTtTp9UuXLoVAIMDq1atrdCJjsVjw8PDAN998w5Cjli1b4rfffsOQIUNQVFRUp/14F0AzQ6RvvX/58iWxmPPnz0dSUlKN2vl37dqFjh07okmTJsS2Xx4HDhyApaUl0SnZ5REXF4ekpCRqrtr37t2DRqOh5pukVqvx4MEDfPzxx1TiA2XDRWm9/0AZYQRQ44xkXRAbG0uVcGVnZ6N169bU4tNEYmJilVYshkAoFEKj0RAT4svlcqSmptbKmV8gEGDWrFmYMmUK7OzsqFkL1Bc+EKJagM/nEyNEALB8+XIcP3681hqVHTt2IC4uDjt37oSxsXGtt6snR99++y2uX7+OrVu3Qi6X48cff8Tnn3+OoKAg4o7aNGFkZEQtQwSUlc1evXpFLJ6trS0+/vhj/Pbbb299XmxsLB48eEA1O/T333/jiy++oJYdOnHiBDp06ECtnHX06FGMHj2aWjvvixcvYGJiQtUQMCkpiWq7vZ+fHzp16kTVFTg/P59aFk2lUkEqlVLR4NQH4uPjqey7Xu9DqhQXExMDCwuLOpEajUbz3loilMcHQlQLGBkZETVV7N69O5ycnHD06NEav+bGjRs4d+4cdu3aRWTuGJvNBp/Ph7m5OQICAtCsWTNs2rQJQ4YMwc6dO5GRkWHwNmjDyMiIWoYIINd6Xx4zZ85Efn4+bt68WeVztm/fjt69e1ObL/fXX3/B1NSUmphXJBLh5s2b+Pbbb6nEV6vViIuLo+bLBADBwcFUx0UIhUKIxWKq2ZWwsDCq/kOpqamQy+XUSlo5OTkwMTF57wS6eiQnJ1MpJz5//pxo1i8sLKzOmSy1Wk3Nwb0+8f7/B/UI0hkiAPjpp59w5syZGpWsEhMT8euvv2LVqlVE08f6TgULCwusWLECAQEB+O233xAaGoqpU6di3rx5uHnz5jubNTIxMSGm8akMJFvv9TAzM8P8+fOxffv2Sh9//vw5IiMjqXWWabVanDlzBl988QW1A9mFCxfg5ORErVRz8eJFWFpaUmvl1+l0uHnzJiZMmEAlPgCcOXMGHh4eVE/2OTk51EqKABAQEICWLVtSy9IJhUIqZp71AblcDpFIROX9f/bsGdG5ek+fPq2zbYJarX7nTRdrgg+EqBYwNjYmPnajQ4cOcHFxgbe391ufJ5PJsGjRIkyZMgXDhw8nug8hISFvlAR69+4NHx8fxn128+bNGDJkCHbs2PHOZY0EAgFVQkSy9b48Jk2aBKVSiTNnzlS4X6fTYcuWLRgxYgS1E4GPjw+MjY0xePBgKvHVajVOnDiBzz77jEp8oIxwjR8/nlopKDExEQqFAoMGDaISHygzM6RpWhcTEwONRkNVkBwSEoKuXbtSi5+VlQUzMzNq8WkiPT0dpqamxAmvTCZDVlYWsWYFnU6HV69eYeTIkXV6vVqt/lAy+6/ByMgIGo2GeNz//e9/OH/+fJWGfVqtFnPmzEGrVq2ozLF6+fJllT8sCwsLLF++nMkaPX/+HFOnTsVnn32GmzdvVjocsL4hEAhQUlJCLT7p1ns9jIyM8NVXX+Hw4cMVPKLu378PoVCI7777jvg2gbLv06lTp/DFF19QW9Xdvn0bXC6X2uyvkpISpKWl1fkAXhMEBwfDxcWFWgZNq9UiKyuL2nR7oGwYcIcOHaiWM7KysqgZMgJlGaL3VaybnJxMpcMsMjISVlZWxIhieno6ANS5Q+xDhug/CCMjIyplozZt2qBZs2Y4fPhwpY//+OOPUCgUWL9+PfEDW05ODkpLS+Hp6Vntc8tnjdzd3bF582YMHTr0H88aCQQCqhoi0q335TFixAgIBALs3bsXQJk4ccuWLZg8eTK1QbunTp0Cl8ul2grv7e1NdRCqt7c3mjVrRtVd/caNG9RmowHAnTt3wOfzqXUQAmWLHZr+RnK5nKohI1B2snZycqIWnyaSk5Nha2tLPO7Lly+JfvfDwsIM0ipqNJr/joaIxWKNYLFYsSwWK4HFYq2o5PFvWCxWFIvFCmexWEEsFoveL/wfBK0MEQCsXr0aly9ffmOQrI+PD548eYLdu3dTKZ+8evWq1p0K71rWyMzMjGrJjEbrvR4cDgfffvstzp8/z0ybl8lkWLBgAfFt6XHs2DEsXryYWoo7Ojoa6enpWLRoEZX4ABAUFER10GpeXh4yMjIwefJkatvw9fVFv379qHZ/0dYP3blzBzY2NlSyIHqkp6fDzc2NWnyaiIuLo1KufPbsGdHP9fnz52jevHmdX/9vKZlV+x+wWCwOgN0AhgLIABDCYrEu63S6qHJPewGgq06nk7FYrEUANgKgZ4v6D4FWhggAmjdvjpYtW+LgwYPMaIfHjx/j4MGD2LFjBzXTthcvXhg036h3797o3bs3JBIJ9u7diy1btmDdunUYP348JkyYUC9zbMzNzalmiID/a72nUd7o06cPGjVqhN9//x0PHz7E3Llzqa22Tp8+DQBUszfHjx9Hx44dqQmFhUIhcnJyqOmfAPrDXIGydmyapC4hIQEKhYJql9ydO3eodsgBZZ/3u+JBpFAoIBQKkZmZiezsbOTm5iI/Px9FRUUQiUSQy+WQy+VQKBRQKBQoLS2FhYUFSktL0bx5czRt2hRNmzaFk5NTnQmEVqtFZGQk0ZJ6aGgoFi5cWOfXazSaf0XJrCafSHcACTqdLgkAWCzWaQBjATCESKfTBZd7/mMA9Ib+1BBKpRJFRUVEPyiaGSIAWLNmDWbMmIG5c+eCw+FgxYoV+Prrr6mu8EJCQjBx4kSD4+izRsuXL8eDBw9w8OBBnD17Fi1btmQEe1lZWQT2+E3oD0ihoaFU4gOAqakpnj17Rk08OnjwYBw6dAjGxsZo0aIFtf/lyJEj6N+/P8LCwqjEVygUCA4Oxo8//kjtfzh+/DiaNGlC3AqhPHx9fdGkSRNq/0NJSQny8/PBZrOpbePChQto1KgRlcymHpGRkejbty+1/0Gn00EsFkMul1PbRkpKCiQSCTZs2ICCggKIRCKUlpaitLSUITZKpRJKpRIqlQp8Ph9mZmaMZ4+1tTUcHR3Rpk0bWFpaVrjMnz8fw4YNQ2FhIW7evImioiIUFxejtLQU9vb2cHNzQ4sWLeDm5oamTZuiSZMm1VYCUlJSwOVyiRHd4uJi5OXlGdQ8QEpDpFAoqHrKVQeWTqd7+xNYrEkARuh0unn//++ZADx1Ot2SKp7/J4BsnU63rpLH5gOYDwAuLi5dUlNTDdz9qtGmTRukpqZCqVTCwcEBLVq0QMuWLeHm5gY3Nzc4OzvXmqHfvn0b27dvx6VLl+jsNIAFCxbA1tYWYWFh6NWrF1auXEltW3K5HAMGDEBAQAAV0aJUKsWOHTsQEBAAMzMzaqUBuVwOjUZDtTVXLpdDrVZT7XYpLi4Gj8ejlpVQq9WQy+UwNTWl+lnodDqYmJhQiQ+Uzd3j8/nUNFZarRalpaUwMTGhlqmTyWTQarUwMTGhtrIuKSkBm82m+lmUlJTA2NiYWrlEq9VCJpNR/d0pFApotVp07twZNjY2sLa2hpWV1RvkxtLSEubm5jX+Tuh0Onh6euLmzZuwsLCo8JhYLEZISAhevnyJhIQE5OXlQSKRoLi4GAKBAE2aNEGLFi3QrFkzJqtkb28PFouFS5cu4cSJEzh37hyR///Bgwf47bffcPXq1TrHWLt2LZRKZbVms69DKpUiJCQE9+/fx/379yGVSvHJJ5/g0KFDdd6XmoDFYoXqdLo3VrdEv8UsFusTAF0BVOpDr9PpDgA4AABdu3Z9OxMzEM7Ozli4cCFatmyJx48f4+XLl3jw4AGuXLkCiUQCmUwGe3t7plSlJ0ouLi5VHmiNjY2JlMzUajWjUdCn/wsKClBYWAiZTIbw8HDY2tpS6zLSIyoqCpaWltQ6OMzMzNC7d288ePDAoB9bdZg4cSKmTJlCbXilTqfDyJEjsWLFCmoi24iICCxduhQ3b96kdhJetGgRXF1d8cMPP1CJr9VqMWTIEGzdupXaXKv4+HjMnTsXfn5+1Ijjli1bEBMTg4MHD1KJn5WVhSlTpsDd3R1GRkbYt28fle2cPXsWvr6+dR4PVBPomypolbQiIyOxZMkSqsePpUuXws3NDcuWLSMaV09IXydDAGBpaYkhQ4ZgyJAhFe5Xq9WIjIxEaGgooqOj4evrC5FIhOLiYqjVajRq1AgikQgsFgve3t4YOHAgmjZtatB+vnz50mDRek0rMRqNBlFRUXj06BHu3LmDpKQk2NraokWLFli+fDlevXpFtcRbHWpCiDIBlBeCOP//+yqAxWINAbASQH+dTkfWvdAANGjQAGPGjHnDzVYsFuPp06d4/vw5QkNDERgYCLFYjJKSEtja2qJZs2YViFLTpk3B4/EqtEdrtVqIxWJkZGQgKysLOTk5yM/PR0FBAYqKilBSUvJG2lV/bWRkBFNT0wppVxsbGzRr1gypqakoLS3FmDFjMHPmTIwbN67SH5WhMMSZtKYIDAykOhhTJBJBKBS+cWAhiZSUFMhkMqrb0Hfu0ezUiIuLM0gnUB0CAwPB4/GotmCfOXMGbdu2partoT27bOXKlRg6dCg+++wzTJ06FampqVQ6zczNzamXH3Q6HdXvrEKhoC7WLS4uhrW1NfG4IpGo1t9TLpeLDh06VPobEgqFePr0KXbu3IlOnTohODgYhw4dAofDgZWVFRwcHODh4YG+ffvWymohJCTEYG2kWq2ucoyUUCjE48ePcffuXYSEhMDY2BiNGzfGkCFDMGHChAqC/MjISIP2w1DU5JsWAqAFi8VyRRkRmgZgRvknsFisTgD2o6y0lkt8LynA0tISQ4cOfaP1WCaT4dmzZwgNDUVERASCg4MhFotRXFwMIyMjsNlsDBkyhCE2ABhio8+22NjYoHXr1lWmXS0sLN76Iz958iSOHj2KFy9ewNvbG/v378fIkSPxySefGLwaKI+QkBBigwErg0qlwr1796ittAHg8OHDaNOmDZXWVj3u3LkDZ2dnagd+jUaDq1evYt26N6rMxHD37l0AoNoeferUKYwbN47a+1RSUoKAgAAcOHCASnyg7PefnZ1NbdhqSEgIEhISsGnTJjRo0ADDhw/HL7/8UqXlhiEwNzen3vGp0+moimmVSiV1sW5paSmVLLlIJKrTrMmq4OjoiLFjx2LLli1YtmwZnJycoNPpkJmZibi4OERHR+PVq1e4dOkS5HI5rKysYGdnh5YtW6Jnz57o2bPnGwRNrVYjNjYWv/76q0H7Vn6WmUwmQ2hoKO7fv4979+5BLBbD0dERHTt2xOHDh9/pmXTVEiKdTqdmsVhLAAQC4AD4S6fTRbJYrF8APNPpdJcBbAJgBuDc/9cmpOl0Oi+K+00NAoEA/fr1Q79+/SrcL5fLceDAAQQGBmLbtm0MuSG9UtXrF2xtbZnMVmxsLLZu3YpPPvkEbdu2xezZs9GjRw+DTjx6ofOSJZVKwYggJCQEpqamVDtE7t69i3nz5lGLD5T50dB0K37x4gU4HA569+5NbRsnT57EiBEjqJEVuVyOpKSkWmsIaoOAgADY2tpSHbR65swZuLi4UJsft27dOnz66adM/Pnz52PixImIi4sjPoLE3NycuLP+66CdIaoPQqRQKKjYBpAmRACYLjZ7e3sAZYO6nZ2d4ezsXOEYVVhYiNjYWMTExCAiIgKbNm1CYWEhLCwsYGtrCzc3N3Tv3h0ODg4wMTGp0A2sVCoZUXlJSQnkcjlT6SgtLWX+1lc8FAoFoqOjYWJiglmzZiE+Ph7W1tZo3rw5vvrqKwwePPi9acmv0V7qdLqrAK6+dt/qcrfp1RLeEfD5fDRv3hy3b9+mNjsJKNMXvC6sbdmyJfbv3w+JRIIdO3Zg1apV4PP5mD17NsaMGQOBQFDr7aSmpoLFYlE9uVy/fp1qfKFQiLy8PGrDSYGyg1pycjJjnEgD165do/o+AWXlMhou53ocOXIELi4u1GwWdDodTpw4gXHjxlGJr8f169eJj8bR48yZM5DJZBXKcQ4ODvDy8sK6detqNeS5JrCwsHjvCVF9lMwUCgUVSUJdSmbVIS4uDqamptW+JzY2NkxWSI+SkhLEx8cjNjYWkZGR8PHxQVZWFthsNnr27AmtVgutVstk/TgcDrhcboULj8cDl8uFkZEReDweeDwejIyMIBaLodFoMHjwYGzfvh02NjZE/+/6wvtB294RsNlsVNeVZyiSkpKqXK1YWFhg1apVWLlyJc6ePYsTJ05g165dGD9+PKZPnw5HR8cabyc8PBx2dnakdvsNqNVqBAcHY9u2bdS2ceDAAXTr1o1qB8qDBw9gZ2dH5YAJlL1PN27cwM6dO6nEB8q6I9lsNjw8PKhtIzAwEJ98Qs9t49WrVygoKMDMmTOpbUOtViMjI4NKNlCtVuPgwYP47rvv3jhJfvbZZxg7dixevXpFtKRZXxkimhkchULx3maIioqKiHf4xcbGMtmh2sLU1BQdO3asIJPYuXMnIiIisGXLFobg1OX9njdvHnr06EE9W08b77/Xdj2Cw+FQJ0SpqanV6mHYbDamTZsGX19f7Ny5E+Hh4Zg0aRK+/vprPH/+vEb7+Pz5c6pq/pcvX4LH41E1bXv69Ck++ugjavGBMkdkmv/DkydPYGJiQlXLderUKarlsszMTOTk5FAdBXLmzBl07tyZarbA398flpaWVATOes1QZV2KDRo0wJQpU/D7778T3aaeEJVvBCGN+iiZ8Xg8avH126ChISoqKoK5uTnRmElJSUTHmGRmZsLFxQXm5ubg8/l1Jp8KhaJOlYp3DR8IUS3A4XCoGjMCZSWz2qwAOnXqhCNHjsDX1xcmJib45ptvMGnSJPj5+b11dRgaGkpNOAqU6W5atWpFLX5cXBxEIhH69OlDbRsqlQpPnjyh2nHk5+dHtStLq9UiLi6OqjP1vn374OnpSS2LJhKJEBwcjK+//ppKfD0uX75MpVwmEolw9epVrFixokryMHv2bGRkZODZs2fEtmtsbAwWiwWJREIs5uuoD1E1TRKs1WqpZYjy8/OJl44yMzPh7OxMLF5WVhaRRh2lUvmBEP3XwOVyqWeIsrOz6zS0r0GDBli/fj1u3ryJESNGYO/evRg2bBj27t2L/Pz8Cs+VSCTIz8+npr3RarW4ceMGpk+fTiU+ABw8eBADBgyg2n79/PlzmJqaGjTj522Qy+XUReH6qfN1nWJdE4SEhFAdQeHn5wcnJyeqQ1CBstU3jXLZypUr0b1797dmAa2srDBjxgxs2LCB6LZNTEzemI9IEvWRIaJJiHJzcxltDGkUFBTUubz1tpgkM0R5eXlEjm8qlYqqMW594QMhqgU4HA7V9DNQlmY1RNvD5XLx+eefw9/fH7/++ivu3bsHLy8v/Pjjj4iOjgZQph+ytramRiYiIiIAgGrXVFhYGEaPHk0tPlBGJmiWFR88eABLS0uqIv1Tp05h5MiR1JypQ0JCUFpaSmXGG1BGrk+ePEmVXANlnwWLxSLeERkbG4uXL1/WyPRv5syZyMnJwYMHD4ht38zM7AMhegsyMjKoaRALCwuJ+7xJpVJiU+51Oh2KioqIZPI/EKL/IOpDVF1SUkKs5bdv3744efIkzp07h9LSUixYsAAff/wxzp07R+xHVRlu3rxJLasClE16VigU6N69O7Vt6HQ63Lp1i3rmo1u3btTia7VaJCQkUOuaAsp8oEaNGkXtpKX/rGl+DkDZ0NvBgwcTP7mvXr0akyZNqlGZw8zMDHPmzMHmzZuJbd/MzAx5eXnE4r0O2iUzlUpFVUOUnZ1NXOejh1gsJprNAco8fkiRLLFYDC6XS0Q/pVKpPpTM/muojwyR3oOIJBo1aoTt27fj+vXr6Nq1K16+fIlXr15h5MiR+Pzzz+Hj44PCwkIi29LpdAgMDMSkSZOIxKsM3t7eGDZsGNWVY1JSEkpLS6n5D5WUlODJkydUy2VBQUHg8XjUWvq1Wi2io6Ph5UXPcuzUqVPw9PSkmoUAyjI5gwcPJhrzxo0byM7OrtVnPG3aNBQVFeHmzZtE9sHS0hIFBQVEYlWG9z1DlJOTQ210UXFxMVG9D1BGiEgtZrOzs4l1wf1bMkQf2u5rgfrIEJWWllIzhePz+Vi2bBmuXbuGtWvXwtjYGKGhobh+/Tr27t0LS0tLODk5oWfPnvDy8qrTDy82NhZyuZzamAudTofo6Gh8/vnnVOLrcffuXTRu3Jjawf7OnTuwtbWl5tsDlHVmjRo1ilq57Pz587CwsKAmns/Ly8OTJ09w8eJFKvH1iIqKgkwmQ9eub8x6rDO0Wi22bt2KL774olYZCBMTE3z++efYsWMHkd+QlZUVscVOZXjfM0R5eXlUPHP0g5RrY4VSHUQiEdRqNbExI7m5ucSyOmq1+l+RIfpAiGqB+mi7l8vlVMdQKJVKiMVi9OjRA3w+Hz179sSSJUsgl8sRERGB0NBQPHz4EN7e3jAzM4OjoyO6desGLy+vGolag4KC4ObmRo1I3Lp1CxwOh+p8NKBsdU9zdtmVK1eoaqz05bJvv/2W2jbOnz+PiRMnUiNcFy9eRJMmTajP2zt+/Dj69OlDNBNx4MAB8Hg8TJgwodavnTRpEv766y9cvnzZ4OybpaUlRCKRQTHeBtoZItqEqLCwkAohkkgkMDIyqnJQeF0QGRkJa2trYr+33NxcYlkdtVr9IUP0XwPtkplMJoNKpaLSAqpHZmYmBALBG4JqPp+Prl27omvXrliwYAFUKhUiIyPx/PlzPHr0CKdOnYKJiQkcHBzQuXNnjBkzptKZNNeuXaOavTl58iRGjx5N9SBcVFSElJQUTJkyhUp8kUiEsLAwg+cHvQ3Xr1+HsbExteyNWCxGWloaRo0aRSW+Wq3G2bNnsXz5cirxyyM8PJxoS79cLsfp06exbt26OpEsY2NjLF68GPv27TOYEFlZWSEtLc2gGG9DfRAimiUzkUgENzc3KnFJj+2Ii4sjujjIzs4mUi7UarUfSmb/RdBuu09OToapqSnVFHRqamqNUvg8Ho9xNZ07dy4zBFBPkD777DPweDw0bNgQ7du3x5gxY2Bubg6JREKt+0ur1SI+Pp76SfLBgwewt7en1n0SHByMhg0bUiuNAsC5c+eolssOHTqENm3aEG8r1uPBgwdgs9lUzR6BsvEvBQUFRLvkfv75Z7Ro0cKgDKCXlxcOHDiA06dPY9q0aXWOY2FhAZlMVufXVwetVkuVsNAmRDKZjJopI2lClJaWhkaNGhGLl5mZSUT0LZVKAYC6gWZ94AMhqgVoZ4iSk5OJ1YerQnp6ep0yUHovm7Zt22LmzJlMSeb58+d4/Pgxli5dyszBmTVrFiwtLWFvbw9nZ2c0bdoUzZs3h4uLi0Fk7+LFi7C0tKTaCg+Udcl16dKFWnxfX1+q89f0n833339PbRu3b9/GokWLqMU/efLkGwOWaeDo0aPo1KkTMf1DZmYm7t+/jyNHjhhERnk8HpYuXYpdu3ZhypQpdc7CmJubQ6FQ1Hk/qgPtDBFtbUppaSm1wa6kbU2ysrKImrgKhUIix6H8/Hzi5O+fwgdCVAvQ1hClp6dTnS8GlHVPkRDystlsuLu7w93dHdOmTYNOp8OyZcsgk8kwbNgw5OTkQCgU4smTJ/Dz80NhYSEUCgVMTEyYi6mpKaytreHo6AhnZ2e4urqiRYsWsLe3r/Qge/HiRXh5eVHLegBlGquQkBDigzb1yM/PR1xcHNXZZYGBgRAIBJWWNEkgISEBhYWF1EhdRkYGIiIisHHjRirxy+Px48eYPXs2sXgrV67E0KFDidhOjBgxAvv27cPmzZsxfvx4WFhYwNLSslYnWgsLC2qESL84fJ81RDQn3ZMmRCKRiKhdSm5uLpHvaWFhIVWD3PrEB0JUC9AmREKhkLqANDExkXh7MQCwWCzk5+dj5MiRVbbcKxQK5OfnIy8vj7nOzs5GdnY2YmNjkZeXB5FIBK1Wy5AmgUDAEKfk5GQMGTIEt27dApfLfWMis/52+ftff/z153A4nAoE6/nz5zAzM0OzZs2Iv0dAmVi7UaNG1MZcAPTLZXv37sWAAQOID67U4/z582jevDlVLR1QJnzNyckhlol6+vQpEhMTifkIcblceHp6wtfXF/7+/lAqlVCr1cxjlX2XX//OK5VKFBYWYvHixTAzM4OpqSnMzc1haWkJS0tLWFtbw9raGra2trC1ta1VmVipVFJdnABlGSKahEipVFIjRKQzWyUlJURNGQsLC4mYwhYUFPwrOsyAD4SoVqDddp+Xl0d1xAJQtvru1KkTldg5OTlvzUoYGxujUaNG1dbBS0pKKpCmvLw8REREgMPh4PLly0xpTqvVMrf1f1d3f2XXbDYbLBaLKYlqtVr069ePWfmyWCzmOeUvr9/HZrOZ1+gfe/06MzMTADBy5MgK/7MhJ5bXXyuVSpGZmYnAwEDmcf1zSNxOS0tDgwYNMHfuXBgbG4PP51e4mJqaQiAQMGTWzMwMZmZmMDc3h7m5OXO7ssyCUqnEhQsX8Mcff9T5/agpTp8+DTc3N4O7jLRaLZ48eYK1a9fi008/JaYNi4uLQ2BgILy9vZkTl06ng1qthkKhgFwuZy76v1+/joqKQnBwMNq0aYPi4mJIpVKkpKRAKpWipKQEMpkMpaWlkMvlzOxDHo/HECr9bR6PByMjI+ba1NQUfD4fOp0OGzZsqPBY+YuxsTFzzefzYWRkBD6fX+n3prJyOm1CRCtDVFBQQFybRNKUUSKRgMViEalIiESif4WgGvhAiGoF2qJqiURCtWQmk8lQUlJCxahPrVZDLBYTiW1qagpTU9MKQwdv3ryJuLg4XLhwweD45aFWqyucYBYvXoz+/ftj9OjR0Gg00Gq1zLX+tv6iJ1X6v8s/R3/79fs2bdqEdevWVXrSrOq7VZvvXEZGBjZt2oRffvnlDUJI4nZ+fj68vb0xadIk5j3Tn1BLS0shkUiY2/rHlUolc1GpVFCpVNBoNBUyG/oLUEYwDhw4gDt37qBbt27o2bMnlRVoUFAQPvroo1q/Tq1WIzg4GDdv3kR8fDxyc3MZcqBSqYjsm0ajwapVqzB48OAKq3gWiwUejwcej1ejbA6bzUZ4eDiWLFlSo+0qlUrmOFH++vX7pFIp0tPTweVykZubC5VKBbVazXy++t+V/rPW/62/Xf53pP+NlF9U6BcQSqUS4eHhOH/+fIXfQVW3q3qsquewWCxMmjSJyRS/vtB5fUHztoVQ+dsFBQVgsVhYt24dPDw80LVrV4NMGrVaLVFCRNKDSCwWfyBE/0XUR9s9TQ+i9PR0mJmZUena0AvraKVO09LSqHSD6FfCfD4fZmZmyMrKwpQpU6iMNhGJRNi2bRuGDRtGPLYeERERcHNzg6enJ5X4J06cgKurKz755BOD4mi1WiiVSiaboVAooFQqsXnzZqjVanh6eiIqKgpbt25Ffn4+zMzMYGVlBUdHR7Rr1w49e/aEh4dHnfUrSqUSmZmZGDBgQLXPlcvlCAgIQHBwMJKTk5Gfnw8rKyt0794dn332GTp37gxHR0fExsZi3rx5aN++vcFda2fOnIFIJMKaNWsMipOXl1erMpg+s1OT39qlS5eQlpaGLVu2GLCHZdDpdBWIk/6yZMkS9O/fH2PHjq00W1n+79fvr8l9w4YNw4EDB+Dk5FSBpFVG3N52X/mFkVqtxuHDh2FpaQmxWIzjx49j48aNYLFYMDc3h4WFBRo2bIgWLVqgffv26NKlS7Wdv+np6eBwOMQ6X3NycogSIlodufWND4SoFqCtIaLpUg2U/ahoze3Jzs6mukpISkqCi4sLtfhAmSWBsbExtTlvGRkZ1FdSL168QLt27ajFf/bsGRFTTDabzZRK9NDpdIiLi8Pvv/+OHj16MPfL5XKkpKQgISEBsbGxCAkJwenTpyGXy2FpaQkbGxs0bdoUnTp1Qp8+fWrkDuzr64sGDRpUumoXiUTw9/fHvXv3kJ6ejsLCQjg4OMDT0xMfffQROnbsWOnvtGXLlliyZAl+/PFHnDp1qs4tzdnZ2di7dy82bNhgsGBZKBRSyzrHxsYS+02yWCxmcVIeGo0GLi4uxGeC6aHPTJJebJ0+fRrDhg3DjBkzAJR9twsKCpCamoq0tDQkJSUhJiYGAQEBKCgoAJ/PZ0Tzzs7OaNWqFTp37ow2bdqAy+UiJiaG6LmBpCljcXExtfNKfeNfS4hyc3Nx6NAhvHjxAq1bt0aHDh0M/kLRJkS0XarT0tKotfULhULqhKgu5Y3aIDo6moprrR6ZmZnUDxwZGRlUHbbT09OpzXdLSUmBRqN5Y2gvn89Hq1at0KpVK4wZM4a5XyQSISEhAQkJCYiOjsbff/+NrVu3gsfjwcrKCg0aNEDLli3RrVs39OjRo8KK2N/fnxl6m52djStXruDRo0fIysqCSCRC06ZN0aNHD3zyySfo0KFDjT+3qVOnIiQkBF999RWOHz9e63ZknU6HX375hUiWCSj732iZc6akpFCbk6eHXC6nNmsMKDum67VTJFFSUlLhWMtisdCgQQM0aNDgDUsPtVqNrKwspKWlISUlBUlJSQgODoaPjw9kMhnMzc2ZEv3q1avRrFkztG3bFh4eHnXu7srJySGmnZJKpQaNKFEqlcjIyEBKSgrjxv1P4V9LiPQiv8jISAQGBiIvLw9cLpcReNrY2MDFxQXu7u5o3749WrRoUa1HDk0NkVarpTLYtTwSExOpZVmEQiHVzqnMzEx07tyZWnygzBqf5myxjIwM6p1TRUVF1NrtgbIW29atW1OJ/eTJEzg4ONQ4K2JlZcW4q+uh1WqRlZWFhIQExMfHIyoqClu2bKlQdmvYsCFiY2MhFotx4cIFSKVSuLu7o2fPnujSpQs8PDwM6qDbuHEjJkyYgN9//x1r166t1Wtv3ryJ6Oho+Pv713n75ZGTk8MQP9IoLCyk+nsBykTPtAkRDVsCmUxW48UVl8uFi4sLXFxc0KdPnzfipKWlYf369VAoFNBqtQgKCsKxY8cgkUhgYmLCNCnY2NigSZMmaNmyJTw8PN46QikzM5NYJlwqlVZbMtPpdCgqKkJqaipD+uLj45GSkoKioiIIBALGIqJ///5E9qsu+NcSIisrK4wZM4Zxi9VqtSgoKEBmZiYyMjKQkZGB5ORkXLhwAbt374ZcLmfaUi0tLeHo6IhmzZqhTZs26NChAywsLKgSotzcXLDZbKrti0lJSRg3bhyV2Onp6dRKTcXFxVAoFNQNGcPCwqidPICykhzp6dflIRKJIJPJ4OrqSiV+Xl4eZDJZBbE7Sdy9exfdunUzKAabzYazszOcnZ0r6IP0Zbf4+Hhs3boVKpUK7u7umDFjBtq0aUO0k4nNZuPQoUOYNGkSLl68iPHjx9fodRKJBL///juWLl1K7DhQUFBAzUJCIpEQdU6uDLQJEZfLpUKISktLiWSbBQIBWrVqBWNjY/Ts2RMLFy5kHlOpVMjOzkZmZiaysrKQnp6O1NRUhISEICcnhxmnoT+nNWzYEK6urmjdujVSUlJqpJ+rCRQKBVMdUKlUyMjIQGpqKpKTk5GYmIiEhARkZGRAq9XCwsKC0VB5eHhg5syZFYxRd+3aRd2L72341xKi18Fms2FnZwc7Ozt07NjxjcdlMhmysrIYspSamopnz57h0qVLKCwshLGxMUxMTMBisbBw4UK4uLigRYsWaNu2Ldzd3Q0WKiclJVHPHmRmZlJruc/IyCA6Lbw80tLSqmzTJgWNRoOkpCQqHk16pKSkUC1n3blzB05OTtTalG/duoUmTZpQEeWr1WqEhYVRc9fWl922bdsGa2trjB8/Hrdv3ybq/FseDRo0wG+//Ybly5ejZcuWNSotbd26FU5OTnUaCFsZ1Go1SkpKqBGikpKS954Q0SqZKRQKoif24uLiNyQfPB4PjRs3rjJLJ5VKkZWVxZzX0tPTER4ejmvXriE3NxcxMTE4cOBAhc6+17v8OBxOhQ46/d/lLzk5Ofj7779x6tQpFBYWQiAQwNzcHNbW1mjatCnGjx+P7t27o0mTJlSP4STwnyFE1UEgEKB58+aVOndqNBrk5eUhKSkJX375JTw8PJCamoq///4bu3fvRmlpKQQCAZO6tLOzQ9OmTdGyZUu0a9cOjRo1qvaLkJqaSrVcJpFIoFQqiTiTVgahUEgtg6MnRDSRlpbG+CTRQmZmJjw8PKjFf/r0KVUfq5CQECKC6soQEREBgUBALbsFAEuXLoVQKMSRI0fA5/Nx4cIFBAcHU3Pc7t27NyZOnIivv/4aZ8+efeuJPTQ0FEFBQTh37hyx7esXcjRchPX2CrRm2QFl3Us6nY5q1pxGhkjfdUZSQiCTyWqtgTUzM2OmCbyO3r1749SpU3B0dKxglfC6ZcLb7BT013/++Sfc3d3h5eWFzp07v9cdZx8IUQ3A4XDg4OAAKysrsFisNzw95HI5srKykJmZyZTkkpKScOfOHeTl5UGr1TIGdRYWFnB0dISbmxtat26N9u3bw8rKCpmZmVQPLjSzLPoOClonY9pkEQBiYmKoivmUSiWKi4upilCTkpIwduxYavFTU1Pf0DiQwpMnT6iWE7/77jskJibi6NGjTClj7ty52LFjB9W5csuWLUN4eDh++OEH7N27t1KdokKhwOrVqzF16lSiZee8vDxqbuKvXr2CjY0N1cGrGRkZEAgEVN2w9W7eJFFSUgIej0f0WEuyA1kul0OtVsPZ2RlsNtvgjPKhQ4cwbtw4aseG+sQHQlQL6M3DXgefz4ebmxvc3NzeeEyn00EikTCEKSsri6nz+vr6oqCgADweD1qtFmZmZvjhhx/QtWtXDBw4kGjKNT09nZroWSwWg8ViURs7kpiYiCZNmlCJrUdERATVE3JWVhYEAgHVmT+FhYVUBdUFBQXUBNV3796lVk786aef8OrVK/j4+FQ4qUyZMgV//fUXbty4gaFDh1LZNlA26mTs2LHYv38/Fi9e/Mbjhw8fBofDqbF5Yk1BkxBFRUVRL5fVRxMCjQyRTCYjThTlcjkxQpSfnw8+n0+MsOm1Sv8GfCBEtUBdTBlZLBYzN6iyk4ne/ffrr7+GlZUVzM3NmfZhExMTWFtbw9nZGZ06dcLAgQPrLGhNTU2l1lKenZ1NNa2dnJyMjz/+mFp8AAgPD6fWTg6UHdxpppIVCgXEYjG1smVhYSFkMhkVPYpUKkVSUhIx7Ux5/Pzzz3j69Cl8fHzeyL7w+XzMmzcPf/75J1VCxOfzsXv3bsyZMwft2rVD3759mccSExNx8uRJHDx4kPh28/LyqJ2oEhMTqYnr9cjOzqbegk0zQ0QKarUacrmc2PFbT4hI4QMh+o+Chks1m82Gvb09TExM0LlzZ8ybNw9A2Y8gNTUVMTExzDyiQ4cOgcPhwNraGg4ODmjfvj369++PNm3aVMv2ExMTqekzaHoQ6XQ6CIXCN7w7SEKr1SIxMRHr1q2jto3MzEyqtgRPnz6FlZUVNdIVFBSExo0bUymRPH/+HDY2NsSzAX/88Qfu3r0Lb2/vKrMZkyZNwuHDhxEQEIARI0YQ3X55NG/eHF9//TVWrlyJkydPwtnZGVqtFqtXr0a/fv2oZN5Ies28DqFQSLUBASjbf5q+YECZMJkGISL5O0lPT2dmwpFAfn4+0czhB0L0HwaterZara5g4sblctGsWTM0a9YMo0ePBvB/HisxMTGIjo5GWFgYzp49C7VaDWtra9jZ2aFt27bo06cPunbtWuFHmZSUhJkzZ1LZ9+zsbGqi56KiIuh0Oqou1WlpaeDxeFTLcmlpaVQ1Yg8fPqRmwAfQFVQ/fPiw0nKzIdi2bRsCAgLw119/vfVz5fP5mD9/Pnbv3k2VEAHAxIkTGdPGEydO4PLly8jLy4OPjw+V7QmFQmrfObFYTL1kVlBQQF07yOVyic2f00MmkxHNECUmJhLttMvPzydKYD4Qov8oaLpUq1Sqal1ty3us6PUWOp0O+fn5iI2NRXR0NF69eoVVq1ZBKpXCysoKtra2aNmyJTIzM6kJejMzM6kduOqjwywmJob6SjQlJaXSbg9SiImJoSpqTElJwfTp06nEvn//fqXamrpiz549uHTpEg4ePFgjojVhwgQcOnQI/v7+zOKDFn7//XdMmjQJK1asQGhoKH777TdqwuTs7Gz07NmTSmypVEqdEBUVFREnyq/jfSiZpaWlEdWT5uXlEctWa7XaD4TovwqahEij0dQpJcpisRh/pfInRLFYjNjYWMTExODFixdgsViYNWsWzMzMGF1Sx44d0a9fP4NLaWlpadSyK2lpaVRLTUCZQzWtWUl6pKWlUe0Ay8vLey8F1Tk5OSgqKiImqP7rr79w+vRp7N27t8YE1NjYGPPnz8fevXupEyKNRoPJkyfjzz//BABcuXIFsbGxcHV1haurK1xcXIidTHNzc6nofLRaLaRSKdUmBKCMWND0IALoZIhKSkqIlbeAsoYMkpm+7OxsYvEkEgmRTrV3BR8IUS1QVZcZCajVaqJCN0tLS3Tv3h3du3fHgAEDMGvWLAQEBCApKQlxcXGIiYnBzZs3cfDgQbBYLGb2U6tWreDp6YkePXrUeH+ysrKo6QlSUlKoDrwFygTVNO3idTod8vLyKjUEJQGtVkt1ZIdIJEJJSQmV1XpISAjs7e2JnEBOnDgBb29v/Pnnn7W2gBg/fjwOHDgAX19fKsS1sLCQMa8zMTGBkZER+vfvDy6Xi0ePHsHf3x9isRgymQy2trZwc3ODu7s73Nzc4OrqiqZNm9Z6FV5UVERFZJ+cnAwej0fdb6a0tJQ6IeLxeFCr1URjymQyooQoJyeH6G8vJyfnjXmBdUVeXh7Vztn6xgdCVAvQEFWXj03yR1QeEokERkZG4PP5aNOmTYXSmU6nQ05ODuLi4hAbG4vIyEhs2LABhYWFsLCwgI2NDRo3boxOnTqhX79+lbqi5ubmUtOvJCYmUnPaBcre94SEBPzyyy/UtlFQUAAul0tNzxEdHQ0ul0uNOAYHB6NRo0ZUvp/37t0jYlZ57tw57Nu3D9u2bauT+7SRkREWLVqEAwcOECVE8fHxOHbsGCNKX716NQYOHIhJkyahW7dub2SkpFIpnj17hhcvXiA6Ohp37tyBRCKBRCKBmZkZmjZtCnd3dzRv3pzJKlXWiSWXy6FSqajMGnv16hU1i43yoO1SDZQRonc9QyQSiYgeO/Lz84lpMvPz86l2GNc3PhCiWkCn09WbqJokxGJxlT9QFosFBwcHODg4oF+/fsz9MpkMiYmJiIuLQ3R0NPz8/LB7925wuVxYWVnBzs4Obdq0QZcuXSCXy6mRlpSUFIwcOZJKbKCsHZ7D4VAVVGdkZFCtsd+7dw8tWrSg9t188uQJFUG1TqfDkydPsHXrVoPiXL58GTt27MDmzZsNGh+j9wq6cOGCQRYAGo0G9+/fh7e3NxITE9GhQwecPHmywneMzWZXWoI3MzPDgAED3pgzpVarER4ejpCQEERHR+P58+cQi8WQSCTgcDjMoGo9UdI7VNMwYo2NjaXa5KBHfRAiGiWz4uJioiShpKSE6GKnsLCQWMapoKDgAyH6r4K2hogWIZJIJLVOawoEArRr1w7t2rVj7tN3ucXHxzPZpICAABgbG6N///4wMjICj8eDkZERjIyMmIOyqakpLCwsYGVlBRsbGzRo0IDRPTk6OlYpmtZqtcjJyaHach8dHU1dUJ2ZmUm1vBAeHk51JEhycjKmTJlCPG5iYiIAoHPnznWOERgYiI0bN2L9+vXo0aOHQfvD4/GwaNEiHDp0qE6ESCqV4vLlyzh69Cg0Gg2GDBmCvXv3VtniXJvjCZfLRefOnd94r/QZzpCQEERERODq1asQiUQQiURQq9Xo168f+Hw+M4tRIBDAxsYGdnZ2cHBwgLOzM5o0aQIXF5caHyNSUlKoGXSWx/uaIZJKpUQbQUpLS4k1rajVapSWlhLTlhUVFb3XozpexwdCVAu8r4RILBYTiV2+y00/7iAjIwMff/wxfH19UVxcXOlFIpFAJBIxpTn9/SUlJSgtLQWLxWLIVHlCpR9z8MMPP1TYj8oydZV9Nq8/r7LnZGZmQq1WY9asWRWeV/65Vd0u//fbniORSFBaWoqVK1eCxWIxFwAV/q7qvrc9FygjdZmZmXj+/Plb96eq6+qen52djSNHjuDUqVPM/SwW643XvH5fZe9F+fuLi4vBYrEwceJEcDgcZnCk/jaHw2G+E/rvRfnvR3FxMW7duoVffvmlgtmhIfDy8sK+fftw7tw5TJ48uUavycjIwKlTp+Dr6ws7OzvMnz8f48aNe2t2hsViESnBs9nsSudVbd26FYmJiVi1ahUKCgpQWFjIXPLz85Gbm4u4uDgUFBRALBajtLQUPB4PfD6fueiHdOrJk5OTE1xcXJCbm4thw4YZvO9vg1arhUKhoO5UzePxUFpaSjSmvsOXFEi6VBcUFIDP5xMr6YnF4g+E6L8KmiUz2hkiWmlN/dgRGxubOmVadDodFArFGyRKKpUiNjYWGRkZlQqeK/scanLf63+fPn0aLVq0QJcuXSolHuVf9/rjrz9W/vHy1zdu3EB8fDyMjIyYk6CeKGi1WoaAlScir99X1f06nQ5sNpuZJl1TIlXdfeX3f8uWLZgwYQLj9Pz6//6267c976+//oKVlRVGjx5dYYBk+UGSCoUCSqUSKpUKSqUSSqUSUqkUKpWKcTImKejncrlYvHgx9u/f/1ZCpNPpEBoaCh8fHzx//hytWrXC3r17K2RU34bKyCNJ5OTkwMnJiSmHVweNRgOxWIzCwkIUFBSgqKgIBQUFKCgoQG5uLsLCwhAUFASRSASxWIytW7fi6NGjcHZ2Rrdu3TB06FA4OjoS2/+CggJwOByqgl398by4uBhCoZAh2nrSXddyY3FxMVHtFsk5ZqRdqkUiEXVblPrEB0JUC7yLbfc1QVFREbWVFpfLNeh9YbFYzIr0da+NXr164cSJE5g9ezY1Inr37l20bNkSn3zyCZX4QJkpJpvNxpo1a6jE9/LyQv/+/an5EP3555/o3LlzncTKb8Pdu3ehVCrrbIgok8kwcuRI4hPrx4wZg3379uHUqVNveC8pFAoEBgbC29sbIpEIvXr1wpUrV+q8GKCFgoKCWun6OBwOs6hp3rz5W587YMAArFy5Emq1GhEREQgMDMTevXthbGwMW1tbuLi4wNPTE4MHD66zf056ejqxzIN++HRSUhKSkpKYkn9qaio0Gg0AYOrUqdBqtdBoNMy1PlvJ5XKZS2WZSr08QO8mHRsbC5FIhFatWmHAgAEG+Uzl5+cDADENImmX6uLiYupZvPrEB0JUC9Bsu9doNNRWQ4WFhdRq8TwejzmokIaFhQW4XC7EYjG1/be2tkZBQQGV2HrQzgaw2WzircPlwePxIJVKice1t7dHWFhYnV8vEAioTKzXZ4n27NnDEKL8/HycO3cOZ86cgampKSZOnIhZs2bV+WRHqmRWFaRSKRWz1OLiYsjlcgwePBhsNptpeNBoNEhJSWHMYS9duoTt27dDIBDA1tYWrq6uDEmqyW+5LqNu9Ca1euKj75xNS0uDTqeDpaUlrKys4OLigpEjR6JHjx5ISEjA3r17cenSpQqxtFot5HI5SkpKUFJSAplMxpT4ZTIZ5HI5SktLIZfLmYtCoYBCoWAyOlu2bMHq1avRoEEDNG3aFAMGDMCIESNqla1PSEiApaUlsfMO6a6w+vCjqk98IES1AG1CRDNDRGuOGY/Ho3qyNzExQX5+PjVC1KBBAwiFQiqx9agPQkRaGFoexsbGKC4uJh63YcOGKCoqMijGlClT4O3tjVu3bhEdzjtq1Cjs3bsXmzdvRmFhIW7fvo2mTZti3bp1RDJxtL8TJIW45ZGamgoLC4s3ykkcDocZNTRmzBgAZQLepKQkREVF4dWrVzh16hQ2bdoEMzMz2NraolmzZujRowcGDhz4RtklOzu7yqybTqdDbm4ukpOTkZSUhNjYWMTFxSE9PR1A2ULK2toaLi4uGD16NHr16lXl8Y/L5UIkEr1xP5vNhkAggEAgqFWWS61W4+rVq9i4cSP4fD7y8/Px8uVLPHv2DMeOHcPGjRthY2MDZ2dn9OrVC2PGjHlrOSwlJYXo55ifn0+0xCWTyT6UzP6reJ9F1bQ8cLhcLrUMEVA2ayovL6/aNH5dYW9vj8jISCqx9XjfCZGRkRGVDJGTkxPEYrFBMUxMTDB37lzs3LmTGCFSq9XYv38/lEolfH190alTJ5w5c4aoLoT2d4LkdPTySElJqXGJhMvlMoLvcePGAQCUSiUSEhIYkvTXX3/h999/h7m5ORo0aIAWLVqgV69eyMrKgo2NDbKzs5GcnMxYgOiJD4vFgqWlJUN8xo4dix49etS6e8rZ2RkKhQJCoZCIBio2NhYmJiZMtr9BgwYYMmQI48QulUoRFhaG58+f48aNG9i/fz/Mzc3h6OiIbt264aOPPqpgz5CZmUncpZrkGBClUvmvGdsBfCBEtcL7LKqmZaSm1xBptVoqnicCgYCpo9OAg4NDpStEkqB98uNwOO9lhqhx48ZE4k6ePBl//fUXbt68adAIEJFIhE2bNuHBgwews7PD999/j127dqFLly5UDA5plszkcjmVDFFSUpJBAl8jIyPGHHbSpEkAyvY1Pj4eUVFRCA8Px+7du5GTkwOtVouHDx8yGZ+mTZti/Pjx6NGjBzHfMA6Hg6ZNm+LOnTuYNm2awfEiIiLeSqzMzMzQu3dv9O7dG0uXLoVCoUBkZCSeP3+OJ0+e4OTJk+Dz+WjYsCE6dOiAhIQEoh5vOTk5RGdafiBEH0AccrkcAKgNeZRKpdRmdbFYLLDZbMjlciqdbKamplQJkbOzs8FZiupAi0TrQZsQmZmZQSKREI/bsGFDKJVKqNVqg777JiYm+Oyzz7Br1646EaKEhARs3LgRkZGR6NixI7Zs2YLOnTszn9vWrVsx8/+1d+bhTZRr//9OmqZpm6Yr3QndF8oOFgqILVsFRFBQDrJZKeiriIDyvi5HUcAjHA6iHFCkgIICsiko+yYgAoWyby20dKF70zbd0jRNMr8/wsyve9NmnoLt87muuZom0/t5mklmvnM/9zJtmqCCn6RI5uJfSAii+/fvC96kWCqV8jXPJk2ahEWLFuH8+fMoLy/H5s2biTd4DQsLw5UrVwQRRPfv329R0UorKyu+vlRsbCx0Oh3u37+Pq1evIj4+Hjdv3sTdu3dx586dWoU3fXx84Obm1uJzS35+PqKjo1v6bzUKFUQdGFJ3dKWlpcTEEHdyFDIlti4ikQhqtZqIIHJxcUFeXp7gdjm8vb2hVquJev8AssutpIOq5XI5EdEoFothZWUFlUpldlrxSy+9hI0bN+LYsWMYMWKESX9z5swZrF27FpmZmXj22Wfx4Ycf1ltyGTFiBL755hts2rQJsbGxZs2xJiQFUX5+PkQiEZEkjQcPHphVxbs51q9fj9OnT2Pz5s348ccf8fnnn2Pjxo3ExgOArl27YseOHYLYevjwoVnZmGKxGKGhoQgNDcUrr7yCefPmwcrKCmFhYbh9+zZ+//13lJSUoKSkBHq9Hl5eXggMDERgYCD8/Pzg4+MDb2/vRq8nRUVFgsaTVldX0zpEfwcePnyIxYsXw97eHnK5HJ6ennwfoK5du7ZqfZ1UUHVZWRmxbsEVFRUQi8VE63lYWFigqqqKiG0PDw9kZGQQsQ2Az+BQq9XE7nT+7h4iBwcH5ObmErEtlCCSSqWYOXMm1qxZ06QgMhgM+Omnn7Bjxw5UVFRg8uTJePnllxvsBwYY39u5c+di+fLleO211wT1EpG6wUpNTSWSCq3T6aBUKolVjt+/fz+2bNmCb775Bl26dEFsbCwmTJiA9PR0oq11goKCUFRUJIit4uJieHl5CWILMF7Hpk+f3mB/vaysLN6LdObMGezdu5cvAuvq6lqvQbBCoUB5ebmg8ZjV1dUmnTd1Oh1ycnKQkZGB7Oxs5OXlIT8/H0VFRSgrK+Mz99RqNfHzZVO0W0Hk7u6OyMhIuLm5IScnB5mZmTh79ix27dqFoqIiiMVi2NjYwNbWlg/oUygU8Pf3R0hICPz8/Ih5bepSUVFBTBA11cdMKCwsLASv9srh7e2NhIQEIrY5uIsySUH0d44hcnBwQFJSEhHb3HsvBFws0ZEjR+otC6jVaqxatQonT56EjY0NYmNjMXr0aJPi9oYOHYo1a9YgLi4Or7/+uiBzbayXmRBkZGQ0KvDMISsrC9bW1i1OhzeFhIQELF++HEuXLuX75rm7uyM6OhpLlizBhg0bBB+TIyAggL8om+vlLisrE1QQ5eXlNdpH0MvLCy+++GI9j11JSQkuXryIa9eu8QU1S0tLUVZWBgsLCzz33HN8VXixWFyrMnzNekuWlpZ8+yVu49q/cFtlZSUOHz6Mffv28QU9Kyoq6pUiqKqqgkQigZ2dXa0WTgEBAXB2doajoyMcHBxw6NAhos28m6PdCiJLS0uEhoZi0KBB9V5jWRbFxcXIyclBbm4ucnNzkZWVhQcPHuDs2bMoKChAVVUVf9BtbW3h4OAAmUwGrVaLixcvolu3boItEZWVlRETLUK17WgKsVhMzEPk6+tLvE4Qd1EW8kRWE9KCiESDypo4OzsTCaoGhBVEUqkUsbGxWLt2LS+IsrKysHz5cly9ehWBgYFYvHgxIiIiWuTpEYlEmDt3Lv71r39h1qxZgnmJSH0msrOzBc0k4khLSyMihtLT0/Huu+9izpw59ZraxsbG4qWXXkJGRgaxhrJSqRQuLi44d+6cWUH5gPHmVqh4zbKyMuh0uhZ7x+zt7TFixIh6ntLdu3fjxx9/xFdffVVLqDS11ay1VFZWhvz8fF7ocM9fvHgR7u7ufCkFTtw4Ojryj+3t7U266b969Sox54AptFtB1BQMw/BVWcPCwhrcR6PR8GIpNzcXOTk5uHfvHnQ6Hf75z39CpVLxjUs5weTl5QU/Pz+EhoYiLCzMZI9DeXk50Qyzv7OHKCAgACUlJURjfIS8KDcESW8AQF4QderUiUjaPWC8GAn53k+YMAEbNmzA2rVrceHCBTx48ABDhgzBhg0bEBwc3Gq7kZGRWLt2Lb755hvMmTPH7HmSFMl5eXlEymykpaUJ7nkqKSlBbGwsXnzxRUyaNKne656enhgxYgSWLl2K9evXCzp2TUJDQ3HhwgWzBFF5eTk0Go1g7z3XFFooAZ6cnMwHZQuBTqdDREQEvv/+e+I33W1FhxREpiCVSuHj41MryLK8vBxDhw7FkSNHoNfroVQqkZ2dzW8ZGRk4efIktm7d2iLBVFlZST1EjeDk5ASRSISysjIid6eA8BfltsbS0hJarZaYfVdXV1RUVBCxbWNjI8h7r1arcePGDSQkJIBhGPzwww+YOnUqVq5cKcgFivMSLV68GG+88YbZy+kkK1UrlUoimVnJycmCemm0Wi2mTZuGvn374u233250v1mzZuHll19GVlYWMS9ut27dcOLECbNs3Lx5E46OjoKFWnCCSCjS0tLQrVs3wexxKxvtRQwBVBC1CJlMBoZhUFVVBalUyjdO7NOnT719uQBEUwQTF6x96NAhdOnSBV26dBEsnqW0tJRoQDVAVhAB/79aNSlBZG1tTVQQkV4yk0gkRAWRm5sbMQ+gg4NDqwJaOQF06dIlnDt3DqmpqXB0dIS3tzemTp2KH3/8EcHBwYJ6SoYMGQInJyesWbMG8+bNM9seqc9EeXk5kaKMycnJfIFFczEYDIiJiYGLiwsWL17cpBfEy8sLw4YNw+LFi/Hdd98JMn5dgoODzc40u3v3rqDlTbKzswU95xUVFQlaT0ulUrUrMQRQQdRiLC0tUVFR0azIEIvFJgum8+fPY9u2bdiwYQNKSkpQXl4Oa2trKBQKBAQEwN/fnxdKHh4esLCwMHm+7UEQcSXwSdUjsbW1NbuFRFOQFkSWlpZEl8zkcjlYlkVVVZXgJ0BnZ2eTYsTUajWuX7/OCyBu+aZz584YPXo0xo4dW6u9i7OzM5YtW4YBAwYI1vaFYRi88847+OSTTzBnzhyzPAEkl1FJ1CBiWRYPHz5Ev379BLG3YMECqNVqfPfddyZ5x2fPno1JkyYJVlG6LoGBgVCpVGYVmE1JSRHUg5aeni7o/yp0wDcVRBS+0aW5J5yagsnd3R07d+7Enj17ABjF0p07d3D58mUkJibiwIEDKCkpQWlpKbRaLVxdXeHr64vAwEB+Wc/Hx6dB9yrJTvcclpaWbeIhIoWTkxPRwO22EEQkPUQikYhv3yH0CdDV1RUPHjyo93xFRQWuX7+OhISEegJo7NixeO6555r8XI8bNw67d+/Gf/7zHyxdulSw+Q4aNAiurq746quv8N5775lli9SSGYk+ZpxYECL+ZPny5bh16xa2bt1q8pKQt7c3IiMjsXjxYnz77bdmz6Euzs7OsLKywq1btxrN6mqO7OxsPP3004LNKS0tDU899ZRg9oRuxFpcXEwFUUeH8xAJibOzMzQaDX93IhaL0aNHjwa/mEVFRbh06RJu3LiBmzdv4o8//uBTKqVSKTp37sx7lXx8fJCenk6sbQcHaUEkk8lQUFBAzL6LiwtSU1OJ2SeNlZUVkUrSNRHqRqAu7u7ufKpuTQ9Qeno636fKFAHUEF9++SUmTJiA+Ph49O/fX5D5MgyDefPm4f3334evry+sra351GSJRAKpVMr/zvW0sra2rudNIimSSfQx4zLMzA3w3bp1Kw4cOIBNmza1+Lz0+uuvY/LkycjNzYW7u7tZ82iIwMBAnD17tkWCyGAw4NatW/jzzz/x8OFDQb8fWVlZmDFjhiC2VCoVfzMtFFzYR3uCCqIWQkIQWVlZwdLSEllZWc2u8To5OSE6OrpenRWDwYC7d+/i8uXLuHv3Lo4cOYLi4mI+Q0uj0WDIkCEYMGCA4B4j0ktmTk5OyM/PJ2bf1dUVV65cIWYfIFupmnQMEWD83Juael9dXY3y8nKUl5ejrKyM/1nzcWlpKVQqFbKyspCRkYFhw4bxAuj5559vlQCqS6dOnTB16lQsWrQIe/fuFezk7eTkhKqqKmzfvh0GgwE6nY7f9Ho9/5PbuBhBkUjEb3q9HklJSdi2bVut57mNqxNT83HNejFczRiuXoxEIuF/VlZW4vbt28jJyYG1tTVfO4Z7LJFIWpyxmZ6ebvbxOHnyJL799lt89dVXrSoOqFAoMGTIECxZsgRr1641ay4N0b17d9y8ebPR1zUaDc6dO4cLFy4gKSkJSqUSxcXFkEgkCAoKQmBgIFatWgUfHx+zqlUDxt6WRUVFrfZW1eXatWtwdnYWtLCoSqWCtbW1YPaeBKggaiHcnbLQ2NvbIzU1tdVBbyKRCGFhYfXKCLz44ouIjIxETk4O1q5di08//RRdunRBVFQUBg0ahNDQ0BbFJDUE6SUbd3d3YpWSAWNqL+mgapLVV00RRCzL8hfr6upqfuN+r/t83ecA4ODBg7h48SJKS0v5JdySkhJe6KjValRWVkKv1/MXaO4izW2c90Qul0Mul6Nv3764f/8+4uLiBM2A4Zg9ezYOHz6Mb7/9FvPnzzfbXllZGd555x2MHz8e//d//2fS39R877ltzpw5CA8Px7hx45p9/7VabaP7cK9ptVq+bgzLsvjmm29qjVdzMxgM/PHgvFg1a67V3aytrXHu3DkwDIPz58/D1tYWMpmM/2ltbd3shfb27dtYtGgR/vnPf5oVh/T6669jypQpyMvLE9zzHRISwmeaFRQU4NSpU7h8+TLS0tJQVFSEkpISuLi4ICQkBJGRkQgJCUFgYGCtKutxcXGYM2cOFi9ejKioqFbPpaCgABKJRLCb1zt37gjeoLioqEiw+LwnBSqIWohEIiGSguzs7Iz09HTB7YrFYvj5+WHu3LkAjOvIe/bswR9//IEdO3bwtSSGDBmCiIiIVrnaSS+ZeXt7N3rnxgX7VlVV8ReFhrbGXqusrERubi4KCgrwySefgGVZPrZDr9eDZVn+Oe4n97jmazVfr/taXl4eysvLMW3aNH7OLfnZ2GvcY5VKhcrKSowdO7bexa+mp6Kul6KuJ6IpT0V1dTWOHj0KhUIBW1tbyOVyuLm5ISQkBM7OznBxcUGnTp3g5uYGBweHFt2JxsfH49KlS0QEEQCsWLECM2bMwKhRoxASEtJqOwaDAR988AGcnZ1NFkOAURBzFYA5WJaFm5ub4C0pdDodjh8/jn379jW6j0ajQXFxMYqKiqBSqfjeWDW9eMXFxcjMzIRGo4FWq0VWVhYA4PPPP68nyjgBXLPMiJ2dHezs7CCXy2Fra4v9+/dj5syZePbZZ836/3x8fDB48GAsWbIEa9asMctWTR4+fIhjx45BqVQiKioKlZWV6Ny5M7p164aJEyfyjVWbK8Y7a9YseHl54eOPP8acOXNa3TA2KytL0Mr5KSkpgvYwA4zlHUg0EH6cUEHUQrjgUqFxdXXlTzpCIhKJankPZDIZZsyYwa9N37hxA7t27UJcXBw+//xzeHp68t6jbt26mZRJI7SHSKlU4uLFi7hx4wZSUlKQk5ODkpISPPfcc9BqtXyHdO5kXHcpoe4SA1eevuZPbrnBysoKVlZW0Ov1fD8zsVgMkUjEC4i6Pxt7bGFh0eDzycnJOHv2LH8xqOkx4oRDXS8S93vNjXu+7v7Z2dn4/vvvsWDBglol9mvGsHAxLq1l27Zt2L9/PzZt2tRqG40xYsQIHD58GDExMYLbBgB/f39ER0fj448/xvbt21udHfb9998jKSmpSbFhKtXV1USWG0xZmpVKpfDw8GhRBtOKFSuQk5ODL7/8st5rWq0WSqUSBQUFUCqVKCoqQnFxMYqLi1FaWor8/HxUVVUJlrL/xhtvYNq0aSgoKDCrIndSUhI2b96M69evo7i4GP369YNWq8W6desQEhLS6s/J6NGj4e7ujgULFiAnJwfvvPNOi5eqsrKyYGdn16rxGyI3N1fwHnSFhYWCi6zHDRVELcTKyoqIIHJzc0N2drbgdsVicZNipWbwtkajwa+//orjx4/j119/hUajQXh4OJ555hkMHDiw0ZNPawSRwWBAYmIiEhIScOfOHTx8+BAqlQplZWXQarVwd3eHv78/+vbtCx8fHyxduhQvv/wyQkNDYWdnB5lMBjs7O17AmMv48eMRGRmJ5557zmxbdVEqlThx4gQmTZpErD/e1q1bERAQILhbnCM4OBhbtmwhYnvSpEmIi4sz+wLXFB999BHGjBmDbdu2Yfr06S3++4sXL+KHH37AunXrBGnZo9PpiAWkklielcvluH//foOvSSQSeHp6NlmD58UXX8SRI0carEbdUnx9fREREYElS5Zg9erVLfrbhIQEbN26FXfu3EFFRQUGDx6Md999FxEREbC2tsaIESNQWVlp9ve0T58+2Lx5M2JjY5GTk4OlS5e26IYkKytL0KrgpaWlgmaYAcYsMxIlEB4nVBC1EFtbWyJ9nVxdXXH79m3B7VpYWJgsVqRSKSZPnozJkycDMN5B7dy5E5s3b8by5cvh6urKe4969uzJ95xpqg5OWVkZEhIScO3aNdy7dw8FBQUoLS3l6yMpFAoEBgZizJgxfPkAd3f3endUBw4cQE5OTqsuZqbg7++PGzduEBFELi4ukMlkiI+Pb7C3nlBjXL9+nagg4jJVhK6qbmNjAw8PD5w+fRoTJ04U1DaHSCTCZ599hgULFmDo0KEtujjk5ubif//3fzF79uxGW/20FJ1O99g8RK1BJpNBo9G0+u+fe+457NmzRxBBBBi9RDNmzIBSqawVw1MXg8GAM2fOYOfOnbh37x6qq6sxdOhQLFq0CE899VS9vlmenp64c+eOIOnuXbp0we7duzFt2jS8/vrrWL16tclen7S0NEFrGgmdcg8YuyAIWYjySYAKohZiZ2dHRBA5OzsTiU1qzkPUFMHBwfj4448BGL1HBw8exOHDh3HgwAFUVFSgT58+iIyMhFqthkajwa5du3Dr1i2kpaXx7vLKykq4uLjwLUvGjBnDF5lsSRXWQYMG4ddff23V/2EKQUFBuHjxIjH7vXr1wvHjx4kJooCAAFy+fJmIoAOMF0QHBwdcuHABQ4YMEdz+4MGDcfjwYWKCCADCw8PRr18/fPbZZ1i/fr1JnhStVov58+ejR48efAyYEJASRKSQyWRmxQm+8sor+P7775GamirIMou/vz/Cw8OxdOlSfPXVV7VeMxgM2L9/P/bu3YvU1FSIxWKMGDECsbGx6NmzZ5NJJAqFAikpKWbPj8Pe3h67d+/GzJkzMW3aNKxbt86kkgEZGRmCLTFqtVqo1WrBxUt5eTmxG7DHBRVELUQulxOpiePi4gK1Wi24XYlEIkjAs1QqxYsvvogXX3wRAJCamoodO3Zg+/btyM3NhV6vR25uLgICAhAVFcV7e7y9vQVZJgoPDydSkI3Dz88Phw4dIma/X79+fOFNEkRFReGbb74hZh8wZuGcO3eOiCCaNm0axo4di7KyMkFjJ+qybNkyjB49GgcOHDBJPK5YsQLl5eXYunWroPMgtWRG0kNkTpygVCqFv78/fv/9dz7Bw1zefPNNvPrqqygqKoKNjQ327NmDQ4cOISMjA3Z2dnj22WexcOFChISEmLyMqFAocOHCBUHmxyGRSLB582a89957mDp1Kr799lsEBgY2+Tc5OTno3r27IOMnJibCxsZG0M9bVVUV9Ho9sSXux4VwRQk6CPb29kQ8RC4uLma5pBtDKEFUF19fX7z//vu8B8nBwQFhYWFYunQpXn31VURGRsLHx0ewmBlfX18wDEOsXpCvry/R4oY9evQgWlwyKioKSqUSJSUlxMbo0aMH7t69S8Q2l6X2119/EbHPIZVK8d5772HFihXNtms5cOAAjh49iri4OEHrtwB/vxgicwURAEyfPh379u2DXq8XZE7+/v4IDg7GCy+8gGHDhuGXX35BZGQkNm/ejAMHDuDtt99GaGhoi94PLy8vIiU4RCIRvvzyS0RHR2PmzJm4dOlSo/tqNBpUVlYiKChIkLFv3rwpeFNcrm2H0N+Lx037+m/aAEdHRyJB1Vy1aqGxsrIimhK/YsUKTJw4Ed988w2OHTuGXbt2ERmHYRiEh4cLkuHTEAqFAhUVFUS8dIBxSauyspJIJiFgvNA7OTk1WVjOXEJCQoi2UOnduzeOHDlCzD7H6NGj4evri+XLlze6T3JyMpYtW4aPP/6YSFVkvV7/t4shMrdf3tChQ8EwDC5fvmyWHY1Gg71792LChAlITk6GVqvFjh07sGfPHsTGxpq1JOfp6Unk/M6xcOFCvP7665g/fz4OHjzY4D5cyr1QN5P37t0TvLxDe+xjBlBB1GKcnJyIFWasrq4W/IJsZWVFRGgBxmWz1NRUTJ06Fb6+vvjiiy+wevVq3Lhxg8h4AwcOxK1bt4jYlkgkcHR0REJCAhH7YrEYQUFBRJflvLy8cPXqVWL2g4ODUVxcTKwH16uvvor4+HiiAp7jyy+/xLlz5xr0SJWXl2Pu3LkYPXo0hg8fTmT8v1sMkZ2dnSANhHv16oW9e/e26m9zc3Px9ddfY+TIkdiwYQNGjx6N48ePw8bGRrAMXS8vLyKxnDWZMmUKli5dimXLlmHTpk31RGxWVpbJPd5MITMzEz4+PoLZA6ggojzC2dmZiBdBJBLB1tZW0IA+gKyH6IsvvkB0dDSf5TFo0CDMnj0b8+bNI+JJCA8PR15eHrELsp+fH1FB8dRTTxEN3B4wYECTrnhzcXZ2hlQqxfXr14nY9/X1hVwuJ/oecTg5OSEmJgafffZZre8zy7L46KOP4ODggA8++IDY+H83QSSEhwgwZoedPn3a5HMoy7JISEjAvHnzMGHCBFy+fBn//ve/sX//fsTGxsLS0hJ9+/YVzDPt7OyM6upqopXrASAyMhLr1q3DTz/9hM8//7zWMmJ2dragcXQqlUrw4GcqiCgAjLEOlZWVRGw7OTkhLS1NUJtSqZSIICooKMDt27frFdObOnUqBg0ahNdeew06nU7QMT09PWFjY4MzZ84IapcjKCgIiYmJRGwDxrtjUktmgHEp6P79+4K/7zUJCgrCn3/+Scx+WFgYjh8/Tsx+TWJiYmBnZ1erL9YPP/yA27dvY/369cTG5SqI/50uKFwMkbk3IwEBAXBycsLJkyeb3I+rifbCCy9g4cKFkEql2Lt3L7Zs2YIBAwbU2vftt9/GX3/9JYiIEYlEcHZ2JublrknXrl2xfft2nD17FvPnz+c9+RkZGYK2JSkrKyMSQ/R3EvSmQgVRC3F1dUVVVRWRtfpOnTohMzNTUJtSqZRIn7EvvvgCAwYMqHfnwTAMPv74Y8jlcrz11luCjxsREdHo2ru5+Pv7Ew187tatG4qKioj1fXN3d4etrS1RUdejRw+icUpTpkzBqVOnBAu8bY6VK1di3759uH37NhISErBx40asWrVK0CWLupSWlvLV0IWGVAwR1xBWiISSqKgo/PLLLw2+lp2djVWrVmHkyJHYtGkTxo0bhxMnTmDZsmWNZjR17twZHh4egi1He3p6EkseqIubmxt++eUXZGdnIyYmBsXFxUhLS4Ofn59gY5CoQVRcXCxoa5EnBSqIWohUKoWFhQWRuBxXV1fBq1VLpVLB51peXo5Lly5h1qxZDb4ukUjw9ddfIzU1Ff/5z38EHTsiIgL37t0T1CaHr68v0SwtBwcHODk54fTp08TGcHV1JbakBQChoaHIy8sjZr9Pnz6wtLRskzt0wNgba8yYMfjoo4/w3nvvYdasWYKlOzcG1yGdBCzLEmskLJVKBTn2sbGxSEpK4hs2c8tic+fOxUsvvYRr165h5cqV+P333xETE2OScHzhhRewY8cOQQRhly5dkJqaarYdU7GxscHOnTtha2uLKVOm4N69e2b13KsJ55EWuglrYWGhoJW0nxTabR0irjeVTqcTvF2CpaUlKioqBHcZurm5CX73bW1tLbhHYuXKlQgJCWnyS+vs7Iz//ve/iI2NRUhIiGAFA/v164f8/HwiFZN9fHxQVlZG5DPD0adPH/zxxx8YMWIEEfs9evTApUuXMGXKFCL2ucBqkgQEBOD48ePo3bu34La1Wi2uXbuGixcvIjExEbm5uVCpVNBoNNDpdDhx4gSys7MRHBwMf39/+Pv7C+4tKikp+Vstl3HY2NigoKDA7HRwuVyOzp0745dffoGbmxu2bNmCsrIyREREYN++fU1Wnm6Mf/zjH4iLi8OdO3fMribeuXNn/PHHH2bZMJXq6mqkp6cjJSUFvXv3xr1796DRaLBs2TJ8/fXXsLKyglQqhY2NDX9D5ezsDDc3N3h4eMDT0xNubm6Nnq+uX78OV1dXwUVyYWGhYG079Ho933xbrVYTixE1hXYriDIzM7Fo0SJ8+OGHEIvFsLa2hq2tLWQyGeRyOezt7flNLpfz3ZllMhnfJ4vb6pZ3F4vFKC8vb9UXtyk6deokeC0coQWRVqvFqVOnsGLFimb3DQ4OxmeffYZFixYhMDAQwcHBZo/v4uICFxcXHD16VPCqzDKZDDY2Nrh16xZ69eolqG2Ovn374qeffiJiGwCio6Mxf/58Yp4CDw8PsCyL5ORkBAQECG4fACZMmID//Oc/eO+991r9P2i1Wly5cgUJCQm4e/cu8vLyUFJSgtLSUsjlcvj5+SEkJATR0dHw9fXF8ePHER8fj6FDh+LGjRu4du0aX21dJpPB398fXbt2RWBgIAICAuDj49NqQV5aWkpMEJFaMgOMbYsKCwtb/feZmZk4evQoLl26hIKCAmzatAmenp546aWXMGXKFLOWEMViMbp37449e/aYLYi8vLwEPw/r9XpkZWUhJSUFycnJuHv3Lu7fv4/8/HzY2trCwcEBnTp1gouLC6RSKT788EOUlJTwn1mVSoXi4mIUFhYiOTmZ7/tYXl7O3xxyG9ew2traGvn5+ZBKpQ0WFm3ou9XY963u8/fv30dVVRU2btyIqqoqaDSaBn/W3LjG3NXV1fym1+thMBj4xtsMwzzW2KR2K4i6dOmCt956CxERESgsLERubm69bswqlQqZmZlQq9W1Dhh30LjHFhYWvKCytbWFwWDAsmXLoFAo4ODgUEtY1dzs7e3riammcHZ2Fjxg28bGRlBB9O2338LNzc3kzslDhw5FSkoK3nrrLezZswf29vZmz2HgwIFEBBFg/NwkJCQQE0Tdu3cnWsunZ8+e/MlX6LgBwHhiDAgIwKlTp4gJomHDhmHp0qW4f/9+s94IjUaDq1ev4tKlS0hMTOSFT1lZGeRyOV+8b9SoUfD19YWvr2+DzVkzMzNx5swZvPrqq7We1+l0uHr1KuLj43H79m2cPn0aJSUlKC8vR6dOnRAYGIjQ0FAEBgbC398fXl5eTbaGAMD38fu7YWdnZ7IgKi0txcmTJ3Hu3Dk8ePAAhYWF0Gg0CAwMRO/evTFhwgR8/vnn+OSTT9CvXz9B5vfWW29h1qxZWLhwoVkXVXNqEbEsi7y8PKSkpCAlJQWJiYlISkpCVlYWrKysYG9vDxcXFwQFBWHUqFHo378/38KIZVmMHDkSCxYsQLdu3UweU6fToaysjBdQNUXU5s2bUV1dXa++V0M3TI2J6Yb2LSoqgkgkgkajqSXEpFIp5HI5XF1dYW1tzXu3bGxsYGtry/+s6XiQSCS8GP7vf/+L0NBQk/93oWm3gohDJBKhU6dOrS4xbjAYUFpaitzcXOTn56OgoABr1qyBWCyGSqVCeno6KisrUVlZWU9UVVVVQSwWw8bGBnZ2dpDL5XBwcICjoyMcHR15MWVnZ8dXwOaKAwrRURsQVhBxPYI+/PDDFt25x8bG4t69e4iJicHu3bvNDiYdMGCA4LFJHEFBQbhz5w4R24AxTkmn0yElJQX+/v6C2xeJRHyjVxKCCDCKOpLlCUQiEXx8fPDHH3/wgkij0eDy5ctISEhAYmIi8vPzeeFjb2/PC5/Ro0fDz88Pvr6+Lboodu7cucGAYbFYjKeeeqpes8/y8nLEx8cjISEBFy5cwP79+1FSUoKqqip4e3sjODgYoaGh8Pf3R0BAAFxcXPjvTFlZGbG7YJIeIrlc3mAml06nw/nz53H69GncuXMHSqUSpaWl8PT0RO/evTFt2jSEhYXB19e3llg8duwYtm7dKpggCg0NhaOjI44fP46xY8e22o6ptYiKiop44ZOUlITExERkZGRAJBJBLpfD2dkZvr6+mD59OgYOHNjsNej333+HSCTCwIEDWzRfsVjMX1PqsnXrVvzzn/9EREREi2w2x+DBg7F69WrBCz4+btq9IDIXkUgEBwcHODg48DEz27Ztw5gxYzBq1Kgm/9ZgMKCwsBDZ2dnIycmp5aFKSUlBWVlZPddidXU1IiMjYWlpCalUWkthOzo6ws3NDZ6enlAoFPDz84O3t3eTd6Q2NjaC1A8BjF8uKysrPPPMMy36O4ZhsGTJEkyfPh3z5s3D6tWrzZpH3759UVhYiIqKCsEzHQICAogGJYtEInTt2hWHDh3CnDlziIzh7++PK1euYMyYMUTsh4WFCdZiQ6vVIicnB3l5ecjLy4NSqYRSqYRWq8XmzZtx9OhRXvg4ODjwS13PPfcc/Pz84OPjI4i4UCgUKCsrg8FgMEmwy2QyDBs2DMOGDav1fF5eHs6fP48rV67gyJEjKCoqgkqlAsMw8PHxQWhoKHJzc/lYJu47LpVK+TtqLqPrSYMTRHfu3MHx48dx7do15OXloaioCHK5HN27d8eYMWMQFhaGkJCQZr1gCxYswAsvvNBsx/qWEB0djZ9//tksQWRvbw+WZZGbmwt3d3eUl5fzwufevXu4e/cu0tLSUF1dDXt7ezg6OqJLly4YN24cIiIiWi0StmzZgqlTpwqWfVhZWYni4mLBkwQ0Gg2qq6vbXWNXgAqiVmFtbW1SzYua3qmePXs2u7/BYMCgQYOwZ88eyGQyFBYWQqlUorCwEIWFhSgoKEBeXh4SExNRWFgIlUoFrVZb64RqbW0NmUyGTp06wd3dHSKRCJWVlSgoKICzs7NZX7bt27fjjTfeaJUNqVSKNWvWYPLkyVi7dq1ZKfl2dnbw9vbG/v37MWnSpFbbaQjSmWaAMTD8/PnzxOw/88wz2LBhAzH7wcHBKCoq4n/X6XQoKCjghQ0n/LllaU74c17Tml5UnU4HKysr3o1ub28PBwcHhIaG4uHDh3jmmWcwcuRI+Pj4EF1m4lz3ycnJZgUNu7m5Yfz48fU6laekpOCvv/7CzZs3kZSUBK1Wi/fffx96vZ6vS6TT6aDT6WAwGGBpaVlvKYL7fnMbtwRR8zng/9+AVFdX8zZrPtbr9fxmMBig1+vBsiz/02Aw1Nq45zhP+MmTJ9G1a1eEh4eje/fuCAsLa1UWk5ubGxQKBX755RfMnj271e95TWJjY/Hzzz8jNTW12RYeer2eX1riNu4zKxaLMWfOHBQXF6OiogJyuRyOjo7w8vJCZGQkIiIiEBQUJJh4SUlJQU5ODp5//nlB7AHA0aNH4e7uLnhSgFKphFQqbXd9zAAqiFqFra0tsQaAXbp0wblz5zBp0iQ4Ojo2G6eh1WpRVFRUSzgplUrk5eUhOTkZeXl50Gg0fLwNF3BX8wTLuXddXV3h6ekJb29vKBQKuLi48B/6gwcPoqqqqlmvWFO4urri66+/xhtvvIHQ0FAMHTq01bYGDx6MkydPtkoQ6fV6/uSuVqv5ZoqVlZXIy8uDSqXC77//Xu9iZTAY+J81Lyp1Ly41Hzf0Mzc3FykpKXjnnXfAsiy/zNHcY1P24/6/3Nxc/m6Ty9qoeXHj9ueea+lmMBgQGRnJx9tZWlrWEjWcsPHz84OjoyO/ZMwtD3O/y2SyRk+sWq0WWVlZgqUgN4eXlxeuXLkiWFPNmnAZawDw008/4ejRo9iyZUuD+1ZVVaG0tJSPBeE8ZNySenl5OdRqNdRqNYqKivjlei5QFTAu6XGBtZaWlrCwsIClpSUsLS0hFov5zcLCotbvDT3PPb5y5QoOHz6MX3/9VTAPVkxMDP7973/jtddeEySzUyqVIigoCOvXr8egQYOgUqlQVFSEwsJC/mdNkV4zCFkqlcLKygo2NjaorKxEWFgYnn/+efTs2ZNY1inHV199heHDhwsSY8lx+vRpwZYja1JQUNAuizICVBC1CgcHB7OyLZoiNDQU165dM/lCL5FI4O7u3mQDynHjxiEmJgbPPvssf4IoLi7mN05E3bhxA6dOneJPGAaDgT9Z6HQ6vPLKKy0KEm+Ibt264cMPP8Snn34KT09PuLi4QKPR1MpOaOx3Trio1WqkpKQgLS0N48eP54VGQ1tjr4lEokYvBizLYu3atZDL5fx+DMPAwsICIpGIf67mz6ae4y4q3POdOnVCcnIyHB0dIZfL+YuLSCQCwzD8BqDW75xwaGifus9XVFTAwsICI0aMqDWvuv9H3bk39nvdv//ggw8wfvx4TJw4ETKZjMgFY9iwYcRixRrCz8+vTQryNdcg2srKyqy4xyFDhmDevHmCpUVzeHh4YOvWrYJmMEZHR2PlypU4e/YsIiMjBbEZFBSEo0ePIjk5GdbW1rCzs4OTkxMCAgIwePBg/qbPy8urwUzBzMxMTJ48GYsWLWoTL4hGo8H169cFr47+4MEDIuU9CgoKBItxfdKggqgVuLi4ICcnh4jtkJCQVjc/bIyRI0di586dGD9+fLPiqSYajYYXUDt37sTu3bsxceJEswtyjR49GufOncOMGTP4O1ZOMDR212ppaVnLs+Xh4YHbt29j0aJF/J2vRCLh7dV8ru7v3IW9MT766CPo9XosW7bMrP+zKe7evQs3Nzf8z//8DxH7MpkMP//8M6ZOnUrEfmRkJOLj4xEbG0vEPgD0798fRUVFfCwHafz8/HD27Fni4zg5ORFr/wMYPdhZWVmCCyJvb2+IRCLcvHnTpBAAU4mMjMTWrVsFEUR37tzB/v37ERcX1+pspWvXrtXyjpMmLi4O3t7egnpCDQYDlEqloMeJo6CgoF1WqQaoIGoVLi4uxDKRAgICBC98N3PmTGzfvh1paWkt6noslUp5AfXpp58iNjYW8+fPx4YNG8z2CGRkZCAmJgZvvPFGq22cPXsWoaGhgl8sIyMjzQ78bo6oqCgcOXKEmCB6+umnsWrVKmg0GiKxN6+99hrGjBkDlUoleBVcDhsbG/Ts2RNbt27Fu+++S2SMmigUCuJNPQHygkgmkwle8R4weiB79eqFw4cPC3qhnTNnDkaNGoWMjAwoFIpW26mqqsL777+PsWPHmpW6ffXqVWIlJRri0KFDmDt3rqA2L1++DIlEIrgoBoDc3Nx2WaUaoK07WoWHhwexar0BAQEoKSkRtFqnVCpFQEAA9u3bZ5addevWoaCgAMuXLzfLjkqlwv379zF58mSz7MjlciIl9gcMGAClUkn04jhw4EBkZmYSq8rq5uYGNzc3wb2NHE5OTnB3d2+2Sae5jBgxAufOnSM6BgeXaUYaV1dXIq1/OBwdHYk1EQ4PDxc8C1MulyMoKMjsjvVr1qwBwzBYuHChWXYuXbqEIUOGmGXDVP7880+o1ep62YrmcuTIEfTu3ZtItmJubi4RofUkQAVRK/D09CR24rS3t4e1tbXgJ53XXnsN+/btM6sTulgsxsaNG3Hs2DHs2bOn1Xb+/PNPuLm5mR1A6OjoiAcPHphloyHs7OwQGBiIHTt2CG6bw9/fHxYWFoiPjyc2xsiRI3H48GFi9iMjI/H7778Tsw8YPV05OTlEBQQHV4vInO+IKdjb2/OB+iTw9vZGeno6Edu9evUi0svuzTffxL59+1p9nK9cuYK9e/di9erVZi11lZWVIT8/n1hrnbqsW7cOL7/8stmxmXW5detWvdpZQpGbm2uWJ+9JhgqiVtC5c+dWVzI1hYCAAMHTsocMGQILCwtcuHDBLDvu7u744osvsGrVKly7dq1VNo4ePSrIl1WhUOD+/ftm22mI4cOHE23CyjAMnn76afz666/ExoiMjER6ejqxYn2vvvoqkpKSiCUYAEZvipeXl1kC3FS4el+kA6tFIhHEYjHUajUR+wEBAXj48CER28HBwVCr1YLHUD711FOws7PD8ePHW/y3arUaH3zwASZPnmx2ocCbN2/C0dGxTSqJ5+fnIy0tDRMnTiRim0T8EGCMIWpJ6MXfCSqIWgEXM0HqrjU0NBS3bt0S3G54eLggF5aIiAjExMRg/vz5fMdqU+EqDk+bNs3seXTv3h1JSUlm22mIwYMHE13SAozeD5IX3+DgYDAMQ2zJyd7eHh4eHq26iLWEkSNH1ms9QAovL69WC/2WwDWIJkFYWBixpA+xWIygoCDs379fcNujR49uVZ+/lStXwt7eHm+++abZc7h27Rq8vLzMtmMKq1atQnh4OFxdXQW1+/DhQ1RWViIwMFBQu4CxVIdKpSJSmuJJgAqiVsAwDKysrIjFmAQHBxNxS8+ZMwfx8fGCzHvmzJno1asX3n777RYJw/j4eDg4OAjich0wYAAePnxIxAPi6+sLKysrol6i/v37Q6lUEisEyTAMoqKizI7NaIrhw4cTuTjW5JlnnkF6enqbdMH28/NDYmIi8XFICqKQkBC+6ScJ+vfvT2Spd9asWcjOzm7R+3/u3DkcO3ZMsCSIixcvEltqqonBYMCFCxcwZcoUwW0fPHgQwcHBREphVFRUgGGYVpeEeNKhgqiVkBREJDLNAGMwuIeHh2BxJStXroRer8cnn3xisig5fvy42d2oOXx9fcGyLJElG4ZhEBkZSXRJy87ODn5+fkSXg4YOHUrMiwYA06ZNQ0pKCvLz84mNERgYCIlEgjNnzhAbg8Pf3x+ZmZnExyEpiLjigqS8RH369CEStC2RSNCjRw/8/PPPJu1fWlqKjz/+GLNmzRIk01Sn0yEpKQmjR48221ZzbNu2DXZ2diY3yW4JFy9eRHh4uOB2gfZdlBGggqjVSCQSYnf2Pj4+fEVaoXn++ecF8xiIRCJ8//33uHz5MjZv3tzs/nq9HmfOnMErr7wiyPiAcdmGRGA1YPRMkIpR4oiKisKpU6eI2e/Xrx9KSkqQlpZGxL5MJoOXlxeOHTtGxD5gFKdDhw7F7t27iY3B0Vap92KxmJggAoy1iEik3gPG4qrFxcVEYqDmzp2LY8eOmXTu+9e//gUPDw9Blt8B8IUc26JH165duzB9+nQiWWDZ2dno06eP4HYBY2wSFUSUekilUmInTolEAldXV8EaaNZkypQpKCgoEMxrYG9vj9WrV2Pjxo3NFrW7ceMGLC0t0bt3b0HGBozxXKQEEScmSKUwA8CgQYOIeiSsrKzQr1+/VsVmmEp0dDTxbLOoqCji4hRovOu90EgkEmJB1YDR+0hKEMlkMnh4eODo0aOC2w4KCoKrq2uzy7AnTpzA+fPnsWbNGsHGvn79uuDxPA1x8+ZNFBYWEvFEqdVqFBcXo1u3boLbBqiHiNIIUqmUaBPQ4OBgJCQkCG5XLBYLXg07LCwM8+bNw4cfftikJ+LkyZN8Pyeh8Pb2JnahlEql6NGjB7Zv307EPmA8znq9HlevXiU2xogRI3D58mVi9qdOnYqHDx8SW6IBgL59+6K8vBz37t0jNgZg/DxVVFQQi7/hsLS0JJqp6uTkRFRoh4eHE/Nsvvzyy3yLkIYoLCzEkiVLMH/+fEGLgl66dAldu3YVzF5jrF69GmPHjiXS/uLo0aPw8PAQvKErh1KpJGb7SYAKolZiY2ND1LXetWtXYhf62bNn48CBA3wjSCGYMGECoqKiMGfOnAZP9CzL4tixY3jhhRcEGxMwuu9JXiSHDRtmdqmCphCJRIiIiCC6HDR48GDk5eUR83xIpVJ07tyZiMeAw9LSEgMGDMDWrVuJjQEY/xeZTEYky7MmEomE6JJZly5diNUiAowClURRVACYNGkSKioqGhTxLMvi008/RUBAAMaPHy/ouNeuXSNef6i8vBx3795tVVNqUzhz5gyRhq4cOTk57TagGqCCqNXY29ujqKiImP2AgABi9V369esHGxsbwYNUP/vsM9jb22PhwoXQ6/W1XktJSYFarcbIkSMFHbN///5ET/yDBw9GTk4OUY9BZGQk0Quwo6MjfH19sXPnTmJjjBo1iviy2fDhw9skJV6hUBAfRyqVEl0yCwwMJFaLCAB69uwJpVJJJPNPJBLhqaeeatAzu3//fty+fRtfffWVoGPm5eWhsrIS/fv3F9RuXdasWYOQkBBidXwePHhAJFCbIycnp91WqQaoIGo1zs7ORAVRYGAgUQ/U4MGDiXglNm7ciNTU1Hpr+6dOnYJCoRC8YWJgYCB0Oh2xVioeHh5wdnbGwYMHidgHjKIuPz+f6AVy+PDhOHHiBDH7kyZNQm5uLtFlmoEDByI/P5940LOfnx/RzDzAGPRcWlpKzH63bt2IlO7gcHNzg42NjeAFZDnmz5+P8+fPQ6lU8s/l5uZixYoV+OCDDwRftrlx40abNHQ9efIksYbLJBu6cuTl5bVJ0PnjggqiVtKpUyeigsjd3R0Gg4GY9+PNN9/E9evXUVBQIKhdqVSK7777Dnv27KmV3n/kyBFER0cLOhZgvJuUy+XEAqsBY+r6gQMHiNl3dHRE586diVetJlloUiqVQqFQEF02s7e3R1BQENGYLsBYzoFUQDKHTCYjXu2+qqqKqMju06cPsePt7u4OhULBfycMBgM++ugj9OzZk8iy1pUrV8yuct0cBw8eBMuyePrpp4nYT0hIgEQiEbzZdU0KCwsFjwN9kjBJEDEM8yzDMEkMwyQzDPN+A69bMQyz49Hr8QzD+Ag+0ycMNzc3Yl4JwJhqrFAoms3cai1OTk7o3LkzkaJ6Xbp0wSeffIKlS5ciMTEReXl5yM7OxksvvST4WIAx04xUPANgbHtC0j5gFCwkKz77+PjA1taWaHr82LFjiS+bjRw5kmixTKBtUu/t7OyIZrOJRCKiqfeAsd0GyUrrMTEx2LFjB3Q6HXbt2oWMjAysWLGCyFgJCQnEhArHDz/8gFdeeQUWFhZE7B89epRYQ1fAKEpLS0vbbZVqwARBxDCMBYC1AEYB6ApgMsMwdUPxZwIoZlk2AMAqAOa1Q/8b4OnpSdTlDRgDq4Vu8lqTiRMnYvfu3UQqPQ8fPhwTJ07E22+/jb1798LDw4NYfyAvLy+iKdk9evSARqMhuowyePBgojEfDMNg2LBhgmYX1mXChAlQKpXEah4BxtpQmZmZRBuwKhQKot4bwOjtIp3eL5PJiAqiXr16Ce5hrkl0dDREIhG2b9+ONWvWYPHixUTOIZWVlXj48KHg8Y01SU9PR1ZWluCB4DUh2dAVAFQqFSwtLdt1lpkptb3DASSzLPsAABiG+RnAOAB3auwzDsCnjx7vBrCGYRiGJdVV0kTOnj1LLBVYpVKhrKyMaHZQaWkpEhMTiY3BsizKysoQFxcHJycnwe17e3vD0tIScXFx6NWrF7H/Q6fT4eLFi0SPhaurK1asWIFnn32WiH29Xo+SkhJ89913cHZ2JjKGVqvF/fv3ib5Pcrkc69atI5rpwjAMvvjiC4SGhhKxX11djfLycvz8889E2h8AQGpqKrKysogeC4PBgCNHjhCrIm4wGFBeXo64uDg4OjoSGcPNzQ1ff/01FAoFsfcrJyeHuPf0t99+g4eHB9E4Ps4TT+ozVVBQACsrK6Kf2cTERGLfa1Mw5dvuBaDmrWsmgLqh+Pw+LMvqGIYpAeAMQFlzJ4ZhZgOYDUCQXlZNMWPGDJw5c4ZYnA/Lsujfvz/ROCJPT0+IxWKiY0RGRhKtpzRu3DicOnUKvXr1IvZ/BAYGwtLSkuj7FB4eDq1WS3SMqKgoVFVVERvDycmJ6HEAjPFWKpWK+BhSqZToGIMGDYJKpSIWZOvl5QWDwUD8M2thYUH8/KHRaIiNMWDAAGi1WgwdOpTYGFVVVRgwYADR90mhUMDR0ZHoGD179oSNjQ2xMaqrq9GvXz/i/8OwYcOI2W8OMrc/jcCy7HoA6wGgX79+RL1HU6ZMIdI4j0KhUCgUSvvDlNufLAA18+y8Hz3X4D4Mw4gB2AMgU0SHQqFQKBQKRWBMEUSXAAQyDOPLMIwEwD8A/FZnn98AzHj0eCKAk487fohCoVAoFArFVJpdMnsUEzQHwBEAFgA2sSx7m2GYxQASWJb9DcBGAD8yDJMMoAhG0UShUCgUCoXyt8CkGCKWZQ8COFjnuU9qPNYAIFNkhkKhUCgUCoUwtFI1hUKhUCiUDg8VRBQKhUKhUDo8VBBRKBQKhULp8FBBRKFQKBQKpcNDBRGFQqFQKJQODxVEFAqFQqFQOjxUEFEoFAqFQunwUEFEoVAoFAqlw0MFEYVCoVAolA4PFUQUCoVCoVA6PFQQUSgUCoVC6fBQQUShUCgUCqXDQwURhUKhUCiUDg8VRBQKhUKhUDo8VBBRKBQKhULp8FBBRKFQKBQKpcNDBRGFQqFQKJQODxVEFAqFQqFQOjxUEFEoFAqFQunwMCzLPp6BGaYAQDrhYVwAKAmPQTENeiyeDOhxeHKgx+LJgR6LJ4e2OBZdWJbtVPfJxyaI2gKGYRJYlu33uOdBocfiSYEehycHeiyeHOixeHJ4nMeCLplRKBQKhULp8FBBRKFQKBQKpcPT3gXR+sc9AQoPPRZPBvQ4PDnQY/HkQI/Fk8NjOxbtOoaIQqFQKBQKxRTau4eIQqFQKBQKpVmoIKJQKBQKhdLhaReCiGGYZxmGSWIYJplhmPcbeN2KYZgdj16PZxjG5zFMs91jwnFYwDDMHYZhbjAMc4JhmC6PY54dgeaORY39JjAMwzIMQ1OOCWHKsWAY5uVH343bDMNsa+s5dhRMOEcpGIb5g2GYq4/OU6MfxzzbOwzDbGIYJp9hmFuNvM4wDLP60XG6wTBMnzaZGMuyf+sNgAWAFAB+ACQArgPoWmefNwGse/T4HwB2PO55t7fNxOMQBcDm0eP/ocfh8R2LR/vZATgD4AKAfo973u1xM/F7EQjgKgDHR7+7Pu55t8fNxGOxHsD/PHrcFUDa4553e9wADAHQB8CtRl4fDeAQAAbAAADxbTGv9uAhCgeQzLLsA5ZltQB+BjCuzj7jAGx+9Hg3gGEMwzBtOMeOQLPHgWXZP1iWVT/69QIA7zaeY0fBlO8EACwBsByApi0n18Ew5VjMArCWZdliAGBZNr+N59hRMOVYsADkjx7bA8huw/l1GFiWPQOgqIldxgHYwhq5AMCBYRgP0vNqD4LIC8DDGr9nPnquwX1YltUBKAHg3Caz6ziYchxqMhPGOwCK8DR7LB65oDuzLHugLSfWATHlexEEIIhhmL8YhrnAMMyzbTa7joUpx+JTAFMZhskEcBDA220zNUodWno9EQQx6QEolLowDDMVQD8AzzzuuXREGIYRAfgSwKuPeSoUI2IYl80iYfSanmEYpjvLsqrHOakOymQAP7Asu5JhmAgAPzIM041lWcPjnhiFPO3BQ5QFoHON370fPdfgPgzDiGF0hRa2yew6DqYcBzAMMxzARwCeZ1m2qo3m1tFo7ljYAegG4BTDMGkwrtH/RgOriWDK9yITwG8sy1azLJsK4B6MAokiLKYci5kAdgIAy7LnAUhhbDZKaVtMup4ITXsQRJcABDIM48swjATGoOnf6uzzG4AZjx5PBHCSfRS5RRGMZo8DwzC9AXwHoxiicRLkaPJYsCxbwrKsC8uyPizL+sAYz/U8y7IJj2e67RpTzk97YfQOgWEYFxiX0B604Rw7CqYciwwAwwCAYZhQGAVRQZvOkgIYj8v0R9lmAwCUsCybQ3rQv/2SGcuyOoZh5gA4AmMWwSaWZW8zDLMYQALLsr8B2Aij6zMZxkCufzy+GbdPTDwOKwDIAOx6FNOewbLs849t0u0UE48FpQ0w8VgcATCSYZg7APQAFrIsSz3YAmPisXgXQBzDMPNhDLB+ld48Cw/DMH1zkfUAAAB4SURBVNthvAlweRSvtQiAJQCwLLsOxvit0QCSAagBxLTJvOixplAoFAqF0tFpD0tmFAqFQqFQKGZBBRGFQqFQKJQODxVEFAqFQqFQOjxUEFEoFAqFQunwUEFEoVAoFAqlw0MFEYVCoVAolA4PFUQUCoVCoVA6PP8Pxu/yu8yxPWwAAAAASUVORK5CYII=", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_mesh(coords=coords, edof=edof, dofs_per_node=dofs_per_node, el_type=el_type, \n", - " filled=True, title=\"Mesh\") #Draws the mesh." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Displacements**" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_displacements(a, coords, edof, dofs_per_node, el_type, \n", - " draw_undisplaced_mesh=False, title=\"Displacements\", \n", - " magnfac=25.0)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Element values**" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_element_values(von_mises, coords, edof, dofs_per_node, el_type, a, \n", - " draw_elements=True, draw_undisplaced_mesh=False, \n", - " title=\"Effective Stress\", magnfac=25.0)\n", - "\n", - "cfv.colorbar()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/source/examples/exm13.ipynb b/docs/source/examples/exm13.ipynb deleted file mode 100644 index 4c066d1..0000000 --- a/docs/source/examples/exm13.ipynb +++ /dev/null @@ -1,451 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mesh example: Simple geometry\n", - "\n", - "Shows how to create simple geometry from splines and ellipse arcs, and how to mesh a quad mesh in GmshMesher.\n", - "Also demonstrates drawGeometry(), drawMesh, and drawing texts and labels in a figure." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "\n", - "import calfem.geometry as cfg\n", - "import calfem.mesh as cfm\n", - "import calfem.vis_mpl as cfv\n", - "import calfem.core as cfc\n", - "import calfem.utils as cfu" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "# %matplotlib notebook\n", - "%matplotlib inline" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Define the problem variables and geometry**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "***Problem variables***" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "kx1 = 100\n", - "ky1 = 100\n", - "t = 1.0\n", - "\n", - "# Gauss points or integration points\n", - "\n", - "n = 2\n", - "ep = [t, n]\n", - "\n", - "D = np.matrix([\n", - " [kx1, 0.],\n", - " [0., ky1]\n", - "])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Define geometry**" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "g = cfg.Geometry() # Create a GeoData object that holds the geometry.\n", - "\n", - "g.point([0, 0])\n", - "g.point([2, 0])\n", - "g.point([2, 1])\n", - "g.point([0, 1])\n", - "g.point([0.5, 0.3])\n", - "g.point([0.3, 0.7])\n", - "g.point([0.7, 0.7])\n", - "g.point([0.8, 0.5])\n", - "g.point([1.7, 0.5])\n", - "g.point([1.5, 0.5])\n", - "g.point([1.7, 0.7])\n", - "\n", - "id_hole1 = 50\n", - "id_hole2 = 60\n", - "id_outer = 80\n", - "\n", - "g.ellipse([7, 8, 9, 10], marker=id_hole1)\n", - "g.spline([0, 1], marker=id_outer)\n", - "g.spline([2, 1], marker=id_outer)\n", - "g.spline([3, 2], marker=id_outer)\n", - "g.spline([0, 3], marker=id_outer)\n", - "g.spline([7, 9], marker=id_hole1)\n", - "g.spline([10, 9], marker=id_hole1)\n", - "g.spline([4, 5, 6, 4], marker=id_hole2)\n", - "\n", - "g.surface([4, 3, 2, 1], [[7], [5, 6, 0]])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Generate mesh**" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Info : GMSH -> Python-module\n" - ] - } - ], - "source": [ - "mesh = cfm.GmshMesh(g)\n", - "\n", - "mesh.el_type = 16\n", - "mesh.dofs_per_node = 1 # Degrees of freedom per node.\n", - "mesh.el_size_factor = 0.05 # Factor that changes element sizes.\n", - "\n", - "coords, edof, dofs, bdofs, element_markers = mesh.create()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Solve problem**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "***Assemble system matrix***" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "n_dofs = np.size(dofs)\n", - "ex, ey = cfc.coordxtr(edof, coords, dofs)\n", - "\n", - "K = np.zeros([n_dofs, n_dofs])\n", - "\n", - "for el_topo, elx, ely, marker in zip(edof, ex, ey, element_markers):\n", - "\n", - " # Calc element stiffness matrix: Conductivity matrix D is taken\n", - " # from Ddict and depends on which region (which marker) the element is in.\n", - "\n", - " if mesh.el_type == 2:\n", - " Ke = cfc.flw2te(elx, ely, ep, D)\n", - " elif mesh.el_type == 3:\n", - " Ke = cfc.flw2i4e(elx, ely, ep, D)\n", - " elif mesh.el_type == 16:\n", - " Ke = cfc.flw2i8e(elx, ely, ep, D)\n", - " else:\n", - " print(\"Element type not supported\")\n", - "\n", - " cfc.assem(el_topo, K, Ke)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Solve equation system**" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "f = np.zeros([n_dofs, 1])\n", - "\n", - "bc = np.array([], 'i')\n", - "bc_val = np.array([], 'f')\n", - "\n", - "bc, bc_val = cfu.applybc(bdofs, bc, bc_val, id_outer, 30.0)\n", - "bc, bc_val = cfu.applybc(bdofs, bc, bc_val, id_hole1, 300.0)\n", - "bc, bc_val = cfu.applybc(bdofs, bc, bc_val, id_hole2, 400.0)\n", - "\n", - "a, r = cfc.solveq(K, f, bc, bc_val)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Compute element forces**" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "ed = cfc.extract_eldisp(edof, a)\n", - "\n", - "for i in range(np.shape(ex)[0]):\n", - " if mesh.el_type == 2:\n", - " es, et = cfc.flw2ts(ex[i, :], ey[i, :], D, ed[i, :])\n", - " elif mesh.el_type == 3:\n", - " es, et, eci = cfc.flw2i4s(ex[i, :], ey[i, :], ep, D, ed[i, :])\n", - " elif mesh.el_type == 16:\n", - " es, et, eci = cfc.flw2i8s(ex[i, :], ey[i, :], ep, D, ed[i, :])\n", - " else:\n", - " print(\"Element type not supported.\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Visualise results**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "***Geometry***" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10, 10))\n", - "cfv.draw_mesh(\n", - " coords=coords,\n", - " edof=edof,\n", - " dofs_per_node=mesh.dofs_per_node,\n", - " el_type=mesh.el_type,\n", - " filled=True,\n", - " title=\"Example 01\"\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Temperature**" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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RPQLgTwznfwHAx7jf/xbACRH9ViLaAPizAI73Zf5R1ikQCAQuRBCaQODZx1dAJCjfRkQfBvADEOPcjxY/CDEgfg/EsPd3MLMZz/1eAEcAfhKiOnoMIvrdhz8H4JMBfBDAPwXwj4bz/wuAP6veVv8tM38QwH8J4KsgRnxPQVwvz8NHWqdAIPBR4k40Cn6mQBfY2AQCgTsYRPSFkPg2v/65rksgELizcP/Hv4D//b/1+c9aea//DX/9h5n5tc9agQPChiYQCAQCgQME486QnDxbCJVTIBAIBAKBS4+Q0AQClxjM/DWQQHWBQCCwg2d564PnFCGhCQQCgUAgcOnxnEloHnroIX75y1/+XBUfCAQCgcCzih/+4R9+DzOPcZqeOfAdFVjvGcdzRmhe/vKX481vfvPFCQOBQCAQOAAQ0due6zocMsKGJhAIBAKBA8QdtvXBM46woQkEAoFAIHDpERKaQCAQCAQOFCGhCQQCgUAgELhECAlNIBAIBAIHiIgUHAgEAoFAIHDJcCGhIaK/TUTvJqIf33OeiOivEdFbiegtRPTJT381A4FAIBAIfKRgpmft81zjdiQ0XwPgs885/1sAvEo/Xwzgb/zSqxUIBAKBQCBw+7jQhoaZv5uIXn5Oks8F8HXMzAB+gIjuJ6KHmfldT1clL8KH3/8k/tAn/rf48PuerMeWJaMsBfNmQpoab8tLwTS33yUXLEtBSsC8mbvjlAhEwjpLKdhuC6ZEmDdTTbc9y6AEzLM/toALY3M8t+tzARfGtBnSMbDZTKDU0pXCXRnLkuXY3O6FGSg5Y7J7I0JeCpgZKZGkYwYzo2Ru90yEUhilMADGNKW600fJBUQkdSECMyNnBliuPy/domVvNlNNlzVdrbO2IQBsNgmUUmsbZkzWhszYbuWeN+75cWHkXFrbMEvbMDDPCUnbWtqmdPeclwIGkBKQUmsbLtz6BxFyLmAGiCBty7zbH6wNs9zLvJmGdAlEaG2zzQAYm6NZAkNoP6RESIkAAphZ+pLm1/Ub+LYBttss/evIpdP6+H6Tl4JcGPNMcs/1eG75Qfp2Ke6e3fVpor4M7Te+v3f3DNR+w8yY59TdS+03mm5ZCsDc3XPORftc/54x9/eclwwAfbqVtuHCKKV06ZZtBjMwb1r9mKWPduOF9odkz0rr3b1Trm3GNiy5SNu7tlkWBtFKG45tsy3S1r5tFjlm98L6roDRt81aG1rb+PGmMHhom7wUFGZM09hvdsfOUhiUqO83ufRtYO8K4eJ73tMf0pjuTJ79fNS3DRHcGMnYni4AsDsWj21zukj/cukA4PP+2Ofgi/7n343A5cDTYRT8CIDH3e8n9NgOoSGiL4ZIcfDoo48+DUULnnz/U/jFx9/bDtiMRIQz7dAe27PdPEohLGsnAIDIvVyMZdm2UykBmZGXpS8bhLOzUic6w5JdfXSgO1sY4NKly6d5J902A1j6+1myu07LzYWA3Je9nA3piABKyDtlFyAnAFzTgKDpLD994TO7dJO7lzFdaeVO0uXOCoDFl0t9HdMMJGDLlrily106KXdbAJS+DYVIUGtDq8qSK7Ho6ufSgbVt/fNbGCD9naStwfasXLrsnh20DQGcng75Zfdd25ABnG13+8OyDP0hAWcLgJK7dF2/0f6wXQBwX8clj+lWyhnr6PLsypGEq+nOzsqQbj2/3XQrdSRab5uPNh2wWi66tnZEgsdkPj/Nk/V4l3YtHSGfjenOa5txHPF56jiyk47W22bhnX6z+HHFEVjwMN4sK+2VhYx7bIf+YOPnst3iPFhPPF3OT1eLvinkxJOQCtcUpzfO5LdLtl2ZG05vnMEnfPxfP3Fb9biTcTdtTvmsejkx8+sAvA4AXvva1/IFyT/aQmRlDFz4GLuXwCb59YTdd7JJyV+jx9jnO5zrsnQrn67uI6ZpJRnvpjXSRYBMoi1d98I7cubryMXlaZxs8nV091Jy3yZpt46SrrhLqZEFK6SmY5cOQzrspjP4+rFLxz0B2p+fr9955Y75uXuvt9Har57t+hTvpOvyHPseMxi80oeHtJNKh9b6zm3luV72GsZJg32fPyedpb3ddBeV29KVmqO8d7f3Tt1uuTv9wd6l3QzX23DfOzqWO7aNkZ6xjrn0aYBKljuM/Xr3h9ybr+O+sc/u5QLQeelc3vVbWSFGbrykPWPnWgmkklDq7pFbYawlE9yC89wcsdurA5cBTweheQeAl7rfL9Fjzz52OusuZG7dndBXrxsHH+hgqIPBSAyMOOwQGvdy1jzW6uDvA1ifYOHeU9YBjpIrq6Wqh1TcywDIkw9qF5C97EpsaF4hKRUbsA5Iu8RsaLMiq0baIT3DQJVFmkLT+j3bNZxdub7dxoGvpjuHqI757S2W99+HIzEdWTEJTiuqpoOqukwttW+ApW4CpZ4sr9wLcml5pfV0BNRnDMLePgZLVy9cpVaaruz2+ZW0dj8g2n0PfZ48lHteOr6959ektue8U5UI7O8z3TOxd2pPnq3c/ekqL/ET/L5nN03t2TGGBYeDJ7nuHT+3jrWQc9JqHS+kN/5e9uU3TTvvbHeNJ1ou3b7aUU1H2KXO/f3VBd65RO2i85cDMqTfPcTs6SA03wzgjxLRNwD4NQA++Gzaz1RcRGZMEgGsD75rg+ZwrLtunlu59tdelH2ERaU75KUuYzobYM4boC25lst0AUnaEJCzkoU9aUZywNhtE5/8NshjTSeGKy3vfenWzo2L3FkPXtA+BIjq5yKCO5X1CWyoy978xsF2X7uM+ZV95a5cp9em86SIgLzNOe+dECumJpHYT5AkXa3PORMA+cnpova+zXQAZGJckVB6MJfbywtQyeN59zsJcT2XVPekJl30ntq4cGG6BBQG38az25G67suy2HhkB/xNuN8mhbyoHW0hd9FEnxLYk9zz6ujHTasL0C0CjYSsZ+C+13QX9MFVic6YmeSX84okKXDH4kJCQ0T/AMBvBPAQET0B4H8EsAEAZv6bAN4A4HMAvBXADQC/75mq7D4whklEV4CrL5SfFM4hNDsEwaebJlBKOy8ZjeLoFUkNA8A8ob50TqLSy+PTysDhXlZyx2zF2+XRl83zJHkOp9fKZr333fL79mAztcH5sEF6J92QfQFAanR6LnSQvig/xgzkNbWNT3R7xEwqmHcnde5/MFDNbLoyxstcF9hJ69AkB0O/7fqKkA0CwM6QeR3tWfDFa+2a/14phFW73J6m/nYm4ppWMh6ez/CecrqYwNXEF6y6L5RMOtiEfVv3QhcTGgBc8sVkwed6QVpKJpW6HdK8ayNUz+0c8se4+2NfiNL+13hUQe1bzDwd8O+3X3xcKKER/OyPvf2ZqdeziDvBnfrZwu14Of2uC84zgD/ytNXoo8Au0z4v8S7J6P7idsiMTvgmS/ZI+/M14sEprQzqw0B9uwPrJAaB3btJLj+fbSKxoGAM51YmSLLV094q1sFyJ90I551wXro6GZcLSIiNT6Mefu1ZlHEAXs+PTN12brpJyMVAYvqstHI7ea0QFaImnmf9h11yrTdTEuna7UjELBu+eGVJKa3bMozp6CKSpFIav+o/r37AxQmhK2ngwrKZtN3PS0ck6W6nfn6y2/c3pX7cWXvnvBr4NuZrmqdebXleWsLF/dUw9oVV4qLiuAuz5F49ty/P27yP2t1z7t/5lcWiSab6EysZ7g6G6BaDAFZtoVbwyCtfdBupAncKDmLrAz8HnLv6M8mD6VkdcanXuZVUHYfsOiL1OKJ+lezfnykNBn49sRE3xdQGzbX66nkmqefee7L6AOsj9SiBss/OoLCSrmLPIEfDve0bwMb8VogDA4BzkZeBC3vya+WSicrXUO91vcyKJHWvE+d56XyavYO1T7cutTAZFCUCON3WJMu3I+p3VxDvShDHTImoqTj2JCXfZy4khrsr4VWMBqnnpLtwBW9k5tw+iLqYuHDCvk3pkTyL25TuEQBKF/QbK57WJ26fxhYIF+VH1nesvc+vImCLjvWEQi/VJbqS3D2Z+vf3vDzrECL2QfW+h3GqqonOaxvmLiSDjK92zo/XogLkMnqh0k5+V+45WS/r0uDu2vrgIAiNoQ78e1VNakPiReg2QfoPGsEhwJEGTQvqJTHdO0Fd3InKbjp1QdovyRkIAHnpyXhfXtRO+nvt/XR58rBq9DYNPKSV9C6NzztRzQPj/bqkIzeq+n8/kPj6+fvTQbiRw/72xcB0FomOSTMsXZ1cXV5O8lPLIbkJ8unOI3zM1Y4BY7vUvmDH95AK7ol3wUVkRdqnDtIXTGLSZjaBr91Pu6fVZ7uSbnflO6Z1/aqWe07aLt2ewru+eg6xxp78fF9ek7qs1Is103UPs6FcutimhI1MGRc4t13c14vuFxCV0rnth/794d0wEi1T967dBtkk196jCqqt06xtSMjXKtzxiUTl7J9fTdbII+0QET3fLUZJ62J56fjg54d2EyvVYpzfAQJ3Ig6K0ADoOisDQlwI2tn7QZLRgsPtSBLIeZXYAGxkRs/3E7EMgNXg169sTSKTjFS1MmpZdr6VUMfxdpDaQsOll/KxS3AMnnD4k9SPC9zdpzvuKiPDEw3575Igu3fjc5ZRdfX1E+R5q1yGs/VoFa4Dr7W/2d64Ab9Vfijf8vASoa5MSzPcJ9BE1ZVcWM08gfKNujY59ANppXLnTWC+IZmxo0bwF3CffDfJzk3tS+kTOXLY6t7nuVLqzq2v1GpsI9pt97113bMQKKTPhPcTE9YFQEdIfP9avQErs9Vxr1TD9cX63lgZ++6j668rRBR7zl9EwgEAaVdleh4BvYgArlWrlPX2dAbmvCbZsWsS5FxxZdf3XOvoHQw6iY6rkJG5OuZYXxga0S9CrPve1vtweRA2NJcMFoVyd4yl3Um+EgN1a67SF0dQ9AVqkhZPalLr9P5aK9wfc+qpOsl76YutCL0LMg23Ua8nsTFBm+Dr9MGubLs/Gxgo7ab1BISUgADO3XOcd6yeqEQPlldHuPTwaKQ5SFoqQRpW/65l+nS+JrqC88UyA5hIW0anjsWIh6sGoaqYap1K34Z2n9IFlGDmUiU4pCu3SiA1H2aopKjl1W6dQFD3Yj3PQK96tGvMbb62UX8PrpGHgbcy3Y5M9o3XVaojml0b7VEdUfH31b7vDJfdZOoKuEg94+tst2Pzmieqtb9TK9/3S1i3p1ZXlc6tkfZufrUf++Y0u3aHu61c09V5vFUe0ukX6xtOYknc4u10RKvLk93ix6X1hIAZbOo+6Djg7dWKe/Fre5Qq1aUdMrRCmswua40MaV8w28NVYmPp7N1y70dnKsC+rub15ctpdaz2N9Yo/nwtw85xl+gXn3jfbv0CdywOgtBImP/+WD8fO7KiA778pP58zdAkKqYa8oTGXePFoOSi69o13pCzIy2SX2HuXUQHsT1D6slWj0o+qKYpfs1RSZOSCsvHjhUMaaWMbkVsaW0chCMWOxIg/Z3bmLDX44T9gOvu1ScBwHmYzIcBloFu0i+AEi1fUYDnBMpGMPTU5AgI5JkxM2iBDZW6QiSwD9o2z43U2MBoBsx+wiisQWFtAofaixSwvmpcGFSFK12DyM+Nm4S13cB6nW/7tdHbx1NbW5X5Q/55+Dy650JugIeSZMUY03BUKQzSTl/uXgzpRr62XkdtK0cweF//ymVXmggGUZJYTbWglWcAVNuVemynjIFkDO9qp/Acr/WhW1wmMkY1B4FOGrSvfbR+tf1WpTeOnNr7ND5TAsBTe/cmOAnMQFS8BMW/G0NMytrPiUFsbtZ7+o57t0xNvcZZalXXpHF+AYmBSI5tYYsVl8+DL7p/zPFSgRFxaC4/TIVDbe8d77m0qmYayU0lESvput9aJkOumSZHEJxkphIjiEHdJC82J3KDrL1cVL8WAKh7Erl5yiWvUy+RSBe8iqmSFgBzG/xJ6+aJzzgAGwlqEpCOMwisaosOeOetwglKRoZkfoyZCXVBOjRxt3xnbulMnM0qoWFANtgCkBmpDJOx3gQTgZDAG4C2pUqgZDJwFQCBNagZFVYpnJu8LO0E8MygRZlg9dpyZHbSCaS4GRhwfcDlaxIfoEl+1pp3jaiM88S+x1KKrnyx/9m5lfXO86/1x7otyb7oy57LWRFr5dfV+X6iYv2BrHKTmxC7ukw75cq7muQ90L7J06iiBZgLiKmXwCV7QVy97H2yBY8SvX4i3s2/2WVJ6qF37LnX24CzSWntNxAvk4aM5EOfO+o9E5DEE4t2vJy41q39BUCl5WN/iGG68/rM/ArK8iMb8IT8oJT2+MiVIQd2DYbHNHqdl11SJxWk1te0CfzeVYE7HwdBaPxgUSf2Qeqyeq7OWfq92tkY6fGusn6id4OWiYZXCRDX7zySJKt4Rz7IlSMvnret8Svzbr6FjkVE4HlgAR3xokaCHEnpCQ16w2EtSyZ/NBfsofF5Ym0znA+bHHk4Ni74jFwAbVAaB3FZfmgyroNft3qeqIZxaQM0d1nIRJ3U64hr4/ZjIVUyQja7VvWE9S6b1NipowhMQ5CxiWSPJIaks7TjParbeTu2sprdgRuAyzDZrmFKMsBbELZ9MKK0l1RY87rJctqXnx6vW23xObFkaG/ZO91hSHM7rrmNSJE8N//udmnmJgmywlICuHk17nokkguEp5P3Oe1X872NGHcM7PfI6/oQNGge2n2xSCBHexJmBmW7L7tXT2gsoS4GvARrkFj36Y3koD3vmrem91GaB7VPxZR625q+8kJq/FWrUjSrgpTB7ruXRhJ4p4hLCd5tqkPGQRAawMbtRhbGbux/M7lAVysSGNJVW08+3F8jIZ29zEiUNA9AVnx6TZWWDCu6nkSoZCfJyrGRl+Elr5IgnV+BGpemr3Nd+NVjTaFix1vb2G8GROKj9dyNu+HadCYUrd55YzGrSiedE/7E6tpUM+RO+ISsefVkoC4OYfdKSLaRpqtdixZKKBPJfFZJUR+d1PLiObW8eHgeVn6iNnmxtekw0SU32O6sbtEm5ezI3zBZMNainaJdrxPARZOjTM4mlbog6c6k7W7c7q1KMC5Y3SYjdSvpaOUHl920Y13yIGYYJ3egV+90ahb/nDxxav3EbLG9+skm9gtJiBGbnTPDEZPW7GQw/Fay0ozb19M3m7bW/3loG+uvbJ2NMfxt6cmkozYmDKo5rBGdmtdAlFbTjWkaqaKk25CMje0JldnwrEhx2m9C3baxvfKtiZhAxOd4ZwXuRBwEoRlXYt33TiLjVU9tQjHj3KqK6mLNOAJi6qSWOar0ZYfMNFIiaiBHiDyhIULRYyaVEGLi8k7ciIYbdHmYSErCIM1xBAVoAzoBhah5eYxjuPtrK1ib66gvsj0DT672iMSrLQ/U/nBlBV0vs8FnnAC68rUdFiUi3WAlg7aRMWYCFjsiz58ZSJAVNieSxZ+zu/FEytoBCcgTkPxmwm7wr266zlaGOQE7d0pucnNkRi5oD2UiYKmX6Dhs9gQaKNGfo2ESL7s726xCxvceq0u7FWPjffY6F2whYPXbnZzOq+QFd2J7belE1Kkg7N0wIgV076PRxJVM29HkjIsVDCG/a3fbdcnx2ewBq2HtxfQS4s51QZ4MiKp0NQo3dfUk6+yjJMRJp5ipjiXyrq8wAiMigNt/StPQkMauy46IrKESkhXS5RYQq5uP2j3Uc37F0b6Of3/6LW9br8slQuy2fdngpSejxGU4zvpSkItJw2C1f/FExrlag3bVSZ4oACpel3TVLkavFVsV7zGFNoDOVD0PGG5CdJIbI0M79i4ulk7pSBO6vx2psXHEJD9e+Ozvx19rg1f9p08qKim4BSDV7zr/Vql+vQZKQiDjWzfp1svlS/VEGsr0bU+FK8lo41x7BsQMTABlR8pYyGQXK2QmMSYuujO1FuTtNygBeTKpT5tQPAfCRCpdMdH1cAf2rPIwOHeta2VzE6kRqoqqPrNxovTfkzu/V/asDyjJ5NJq6iftdqu3Zb9xu2Oo9a/bmeitH48kdy1PI8NGbABwta2B2oBQXTjYCS59zox+KGE90BwKUMeQkkvts+0RDm3oJRNr96gvDScJuHhhMyanztqfKdhi1qhxOa3WQ6Ss1U7I34/dPLdM7R3l4o5XctMuITPGL9zavbZIe6Y77tg7BIP1PdX4Tl7i4tNVVa2d20NwSl++ZNfn+9AjD57TsIE7DYdBaAwjuz+H2HSfZCoonTGc2qWSmR0VFdosndSl2ghQlaygfqfkVnVKZniy9JbOSEt7O4UcufFiRwKDSqAYOnDZBOZJhKWHmxgIYDVQrONHJTI6NnmRvLUHAQC389kRoo6Z+OtaNeRgO+6FE94rqctmTVrjzhEIuQixEcmHktQ6ALutKriJkpOrlREnNsJgBMna0a8IQchJiI8RstovbCBVUrPr6YHa0IyyMhm1iRdaH1vU+vu3CZTcJbtN0y5iM2rtUzSipv/umCfUammdTcWyXmQXh+i8dJLWtdl5Ez2hU62scrNuntS6WofqiAtQlEWRkgF5dxLINZA90+6x6x5cnMf7IpTjSQjzWv2tfk51swp7Fjqpr6qoRvYP9PY9Y7mV8JASoOY6PRTuLtBxzAWt7Bm7ZyyNsHSdkdu7UcMdEDXpE7nyQH3AyjWj4yq1TEKMbKWk/acz503kthVxxIabW3w1BN8zcDEY9z//3t1GDdyxOCxCo9jpmkQ7aiQ2KQiwo5byUho2smPqEkeCLN9quKt7JVWDVlK7EpPa6IDGqhryxAIkBKfpuxvpsQmi1LT6HQDZecDVT9dP3SpS28aIEwG2BLQJu/9LuwTC/TDCxgRgA5n8x/FsuGaU7lZ40sTjSTvuZvM6QNfKGMeCtyqhIa82MFMlZ1wgRpiatrPbSVwjvDapjpsc1LiXfIdzC0YwpI9lZ9RaozmbhCWpS3abBHwDNi85OddNpGmSKMNrbeJv3eXJ3Yla03aOdhI0qYS/hqWPjZNtJXYu7xWOO5TnvuyTIjlisXMfNPwFxLMNUCKzUrbrqMUmy6TShj0Swc6LL3EfBsHSbKQPratcd+tumtIEl3c97387csiuXSvj8QSFd95d7kWo+p5pnv49YUlL1vkmHUs0fUsrX5g1ui+oMsMq/XGSslp5lXw3Q3S9H3LpAFHv+3g2NPSPpC9llYDWFkFlgSapqe3mYvzYM9c8bFCyteSFkaIvCeSxHcKd3B4OktB41A48QMaARko6kmLqJjXmZaAjMD0xQlVVcTLCoINjJS6pEpFKXoBGcghNEuNXkZoHm6QntbRVMgO3CqKWp9nleJLC5NLY/dsYZ+Ohu8baz7wu6rhBWicvAJklsV+h7gTYqzfW1lLrhgdQd8o2+FbjTZsI/ATextu+npqm2jkq8WGWyam54BI4AyhOgqEDbSULzoXaq5BoY54SeqLAkROdLDckcU4oNfKkl1CC2kG4g2iEq1bYpIETwLlpxcUqyO6LUaUXVRupbbiz4ac1lp9wNO4RfP/wk+A4SyvpHg0vXRPW0sYJ1ieweciuGhnQSFiss3dVcW0IoKQ9xAhD/y6onYsBYLY2h5BVS0v9wqGSunE7DX1nq3Ow1mvHsFvTG08vQ/vs2CXZO6peb23+X7lP7TM8Eqvh+VnfrqEc7HRx07kRmS5t7XFSjlXV7TFFmk99/8YwPzQpGWGn2rIXWT/eq6nst68hon6j2qTxpQCVIDu7rxpYEO0FHLaEuHAz28Adi4MgNOxd/uwYAKIE8m4McEbBpEQnOfIySmgM/pwjIXWg855K80paOw+0FbcbBDhBJTEt7wKAZyfZgc57hLrqtLxYz1Vbl7UyjQzVxnHtVwkNd3XQJmtQ116pQ2vpzkByA4lJA1obe7Q9qc2TO7OcfvWi+eTq3f3tVQZk9zIQHSEjjRxZ+zADZKIus+PQIIE7q9ZE1R6jK6+rD4k0pyNsch91SwyGqrYIKCw2CwVOMpRau3QM0rVTmvqNCYma7l9/12dlhRYxjF59Jn4w1+I6ycmat5n72jbupN3HOeRdycSOdGOlYrUduL9/u8ehWq1SOiEbSfCkrLs3ru9ib3Sv12xSsw8xg5ZxUp2ol5rZ+0upliV2Jj25kHbreUufxvUhX66FQLJnMupz/UUTWqDKWqgm9U1q74aPewS7bWk7to5uIQ0sLZFT0ykpUWmiRNxm7YtGIrgxOKvZNIFHI2h7FnajRkTWPJzY9fU10uN3le/It52XPt4FaNRk733XB3C5EZtTXjrQ4MrZgumhHzXJBjACSFRFtEZm3G7XTTXkjXoJtmJrtjPYsZ+pEhUlFOwHTx3MmEkWKyZ1cdc2ogQdJNGISiUojmDYYEeuXPBOPqO3cZ0Hxhg56MdLEEnskHlYTg6TTdnc3nPzvGp1ni1oxEkJRhdoDkZKdu+rk96oUSKpoaAZhxJLO1Yyob91CqrlVXUUm42OueDvKc/qZCRpaB9mgLKrByCVz2aw6dtIHuiOCsOIUp1LLC+dfCbfvm4i9Pl7wgQZ0GlNqrbHaHeX/LT5qqUZ3az179Sn3fWd8hMT1UPya0i9Q4ba785Vmvq0OyEUusv1AdcYQUNd/CUTOlLDIPBkBEgPqiCAunKHZlUCYIS3RsFeuS8j37VZyJXnn0FyZGogK13hbGm5CW4dMZQ0LvaMkuhq9G4XjR9XbWlFIz3unSTIeMyskky7gF37a0ZeajOgG9Z82YSOEO3GJyL7f8cW6fr9V1fLCtyZOAhC41E7apWyNJJCnboIu2x+vMarn5xdjBAKap5MqdnkNHWTJxFORWRERuPFVMmKvnTNGJc6AiLX7BITBkS3P3oGE8DUS1yaJAb9gGrkYOqvH78zlAAkb4ja2zbU7FJ36Q4YUh9PJsYENk66mULy9IMlo6px/ES9M2lrY5GRJJ9HMRYIaS9rIDe21TKL7BOV/OjpyYzetUlp1tIYqa23ZecmmyTsINWJwmyL/LTKdWpX2mKETfvPDpHSNDwe9NgrVvMDPa2SmdpPys4jE6yoF9nl2Vcq7e08nSfSvuq6BL6dar3GutfknjS0yXtngh6vnVCJQ6meZUIQ2afJ6N5VI6xdfVXKt6qO9VCSZNt1rJHnWi4zKGsf13/I/6ikT8cd639r/df+svVXv0+Z/+j1k7R/Z1zMtdiOlIsq2bOvoaGtu4+2NZYFhnNdAXKsEpd6BbvT2kZ6/vjKES477iYN2sERmtp/KamkJYkXUyeBEaLSVqPDCKUTjgXDa11ejnGi5jXhyE4dJElIRiUmCatkxdRHnSRHic8OmXFkyMooZNIQm4wrx6gDuJGgVSJj33X+8PcPCHnx5KSqfkgJxJr3Duwe9fueQdbseSQezeqj1B2T0dQT46Cq322iHolON47p96JPM40TFLs2GQmT/2vSM08wuGVTq1VQ7Yn8mNo8ohjkbXZ27s0/qHazbATO6oKBGFmemnELHqj3n3q1UJ97u59VzyubjxjV28dfW5GGPIxg7YPeU3fBXmKl+audBw0VHZtPvttL3GL/VA7hL98hKk01WidKN/nugIBSWOxwOgLoEnRlsFtQ9OC0oh5cUx34/NbeD/tNBCbu3pEqufLPtWbryUwjPOzLsMbRPje8lpUgUbWzWel7biwSA3wb8OwF6za5akQJfL5rdnLnVtwsyRYKrtZd3+HdhVrgzsfBERoZ6Al16WKTM/VSBRlkm/eSs/5D9WRypKVKX6qrdW87Y4QDRCgzSUj5kbxUouIMiHViKI4s8KTGmYQmZRlITyGANwPRgY8ALCJrd1stf/ud+u9VteDHBur/cvWMkgxpsB9g6ArVyga6yW0kVdW4l/tia5vpRexITR1oXF1HI+Farv12AzmpDWAdnJNECS515pKGpBUixTrYJVUP+Umgjq0q+avqLD+J1LakTsXgT9ZJ126Q2jmJldPGexAawbG+4UmMDsy+bb19poepPOt92XMZ7zHxzsXd4O+eCRjraqwRSSuw5p++homUDNsM5fJZQ1VjaF2tTl59MUyK5lXYnrNOtC76cjcJwu7BH+jz5O6ojjcDE7Ci0tioa8RnQjWyrwWspQMApN2o2lh5b2YSm5IqZTSCgUYman9kcJlEVeTfM/dhkDoNFLXp0TzGRmSGGM4XVDfOav/i6mDjtVfp2n2RS+eabmgI7N3puzYK9i60LhvCy+mywbN0NQI2o0sQg8xTqXvrVx5ySmAz6nXxXjrJiycQzs6lGeoaIWq2K3WF2pEZoEwQcbCRnknSMWwwZfV0Ipu3xCg/ATxbfbQe3Opq91qDZFk6T1ww3BexnPPkYiQzaNcW0oFpIycKGDTZtdoWfh8iHowcXaZ1kO9HeynHfioB8QTFP1PzvhylJmurVmYx5EyOSFiMPKskT46MFDe56PmSqHfPrWRG8q8CB/V4sTR1vi6tQNYBebTDqRJAfxxGmKRNTQLot5KoKhYrrxbvJhF7Pu5x2BPiUd3DLi9gVXqwRmjsRHGEhoZ27CAbkq0KP7yGoHkbDca/e7CmXqo/qRFIfy/V+H5HXi+ZVdvUlXZITrXScRWzUWPuvc64v94WWZnRVJfjPVk6QA3ch+jcQ5+xTIrGXuneEU+WqkiKa11JG4TtvBJPMrKSGAXJGd+zGtm2MiQPGWCqQbG+H2YgbLGvOSVU1+/6MKw+mt68k0jPWeBAXUys9gcbCwExIu5Y+3ranzmASMF3Ew6D0FTbF7R50g4xO2NH/aQEmud2naqX6oDjPjXGjEphOEGs8p1NTXWrtlXDRBpTRuviDH45iVSGZzSJjdnVGDnR+8iq2qpqJ3LpfPpKSnSesN8TWpwSwkBg3Hf05QL6mtsYonWsE77lV0croMa0AapniK3MdyYU7if5bsrwA6AdqoPtoKKh9p3tmoH4sM/TMlQ7mswAFjcxDWUXl2fJ1ihuYp8gXlHcV2c3n1Zv8fqQAZX8hpCTGm8WbdedGBr+Xi0/e+Dc780F8bKxnYSJzTmEGpkFgI1O2EbM9tpiUG0PmevGSd7y7FpB26gnKOtXupPFiBV2+ttu8vbQ1pxX1g7Y/FglO3oxW0L/ThDkvV6LS5Mg0ko3FxrJyGwEuBGFOl5YOboI2fF8GvqiBVX0fWAtHeA8j6Ckw6etP7j2NSPp7f1y17EGA1VDeDJ1m5ILUvVdXVzYeGukJtm7ozSFlX8kAlC6NqXU6samh3ZB78jbPGrb1TRrfXEf2yarj4zFzQvQHR+yun7/td38LxGE463Su4PEYRAagycj/cwrf8mC5KU6WPntCXb3cHJ5OfubnbgwOlGY4W6zgWmB9YpFGFXC40nMaC/TpbNb8fYzSj544p7QAL0R8CRSl4Lm1lilvI7QFG88DO7IS1sNr7W35gUGqVeHrdpkLNNAcCsqBxvMq9SgG3Tt/HBdUV287dKsE6BUhToJU/04UlAnD1MFEYAZvWrJkyB25SSXn0tDs7sXPV9J0DjZWT+0XbttsrCHNzWDUgKq8XJXH7sfy1v/4eQmKD1ukYFt01BPVtvzlIdmk3H3gMb6axpWFcTOJK/Pof7WQHQ7MVbOw1Spxbmo98C0k7jTJoz9d2iDndL02ioYs/dtuIfaXtzOsWvTzI740W4d7YBJVnz79oW0ND1/oS4NgCqpQaHu8XYoWtGpSYAqSXV5egNeTgTWKNwisXFEQCtFMPLFzS4ue4KlaU3MnOQdMM8mkhWQ1kNfNtsShkneq7oLuNa1FLQd5XeatqXrjOn886JK+teaiwG84NGHELg8OCxCU0pvFwO4mQp1f6Q6ExhZGd2Vk5EUkvzMk0mNietE70lNEvJSJTOmGqqkRCUts5PKeNWVEiOelAx4lRL16WwgLgkyOXZER4JUSVkuX729upddgm6TACUwbcT0C0mzmRnfdCNH0pQs5AptMq+Y1VASNUi/y0b3S6LhGvs+Gh1bOlVzdR9/7UpeXYwPC04Gqq7bnZGwTWoYJkdGJZNGXKoUy85PaPY341jr85lMhC9eUy1ckiSyIIA7baJlMxwR0/OdN6s9b3uenuy48/XHzjzaT5i7BEPVHHuq2O07BuxIkM6FTjrnYZzDxnO1v3hGNpKSc+x1apwXZ5PjJSo9KXTt7OtQaNfbzxGt2s5lpRrd/dvDbF9r2sEgyiQrNmu74U/uf6KOX0BJNahXoY42a0TQPdM0H5MGqeSvqry5vRe1Ybydk190eIJj8X70RWJPyjQq8E6fsLEeed1BISUgZ7jGQY2PVdV1CZQzxqwv6H6XChGH5jLCDDGZ22pDO23bYZu643oSgEhuiicwldAQqgHw1MgS1/g0opfmjU+PFQNguKi/7XsXd4aATAwcOUNiR2owEiCg7S1TB3Cx3+AJzeAYSl682shIjA4wQiykXfyEwD7SljsOlkGPiYGZOz6ILAbZlTjBBrlxVnVbAowzhJytAeL65an7XvrjnVePS0PJichTTQzO1A/A3C70BstMkJVvHSxR44D4sqrNksUmKagmAB1h9GTMNrL0Da0r052J0CdJPanpJlzXH8w+p84Xw/hWqzaSAGN01tl4eFTOa0jyoVqvVZJwLg3RunIj3+2+z7EjcX/7RcyeOniCWmNLrdVFG2yQLo5RZKXNdKLsrl8rt0nj1iSflSjvqdKYnycr9o61Q9TSDaERdkg4+7Rc+7DPt6ZNrS9wLmrK4gLymQFx7Ye6tUdnSG3eaUlumEkWYlXlJce7vce0/br3xt4/L4UZmYi9bMxrwjxBkr2h7NkeEpm523AQhIarcRhgIsm2G66pWqgN8J7YKDnZcSv15wmw3bIrCZlSvbYGwav7LjniohKUUqU8AylxEhjzXKpB+bxEZuV7N3FonoXUYHdGR6D6DzfpjPuw2RtVu44VMgNHcgCZ5HzUYEBXiDKKss0Za6uEZAaUOqBWjyAbNJXc6TLRBvxarorOKROK7RlOqOnrJ0GJ7srEPEmI+LrBpruv7kN1vnWD9Z7JAu2aTspk5XoSZ02ZqI84a+01ztqeE7SxWvI27y1CH5CQqHm3DPYFzADNvPN4GvGh7p6oDHlwv4FijcHSVbsyCGB36m/nhltumVCXg/Wzrv/u3NRKGQNR6vp6fwrakVa8plofKvqOkq4a6qPZx0hGVc1uobu2NeewG1NxWrKat29A1jGg20TV1dX3ceg4Vhhqlov6To/vg77oXNg2aZf3Y/DqEwKvC8LFNsbU4JTMdUFl0ZSrZEmDpXIuoLExxrYhQlVTdaIaNC8pMnLEfftYQzqi6tvyg+/58Njslw4XSTsPCQdBaNYodR2siEDTsBLr3guSTm8z1jBCVkNeJUPVTsZ+q61Lt8+St63RPDA3smNExQZE9p+JqrppJDQjmZGy2JEuqFGy4w8mhfHExY7BH+c2aZt+xl8HVCON5I5xFSl3Q2qbtS0Cnc60hFYWCCBHaOoAayMuWFeANo21ImyzPS6o0X3dQ90ZVG1FV1fIVk9th5wl8FiduPUaG8yZHHHzMwcDtHWGm3brlk/S27X8PJkh9KtfH93XE6SR1Dh0BtC2P9XKZFkssrA/fM5k6RPW7SGsz/KQ0P/eIQAYFgvUFvAur5FMrs73jBYt2xXaeodjemuEZsivOs+MJ8+/tF7bmbFoYL2121/NgM7/XePlXZQVrZOZHY+nRGI0M7nEI0FxacXuDgBMgsnwIQhqv1Sj6crURzs2j4RqTFzfs6r6QR3HjJiDWcJfMGu2XNuqI47exCAleRDZFV7tHyEdmHIdm+vL6km4YwDzxkcbDdzpOAhCM2594D2UmrqpPycdPIHnSb0/LNYMqtqo2r/MqdnQOCIgK2ExcCMlM0hohsMqzfEGwY24oJPCVKIy98fXpDTFIgPbuQnV1sUMhStJgU1cXF/qRoLcBm6JHamRUaM1HQ+DSBMfYypKggjFR3DVMSFNGdMk5eQs+tymSjHRs5Eiu07qQuYaXiT/tsAyYz71xJgLOE8yELFN3G6itSImFjG1kQW0PZ6QAJ4ZyIRUmnqK0LxEK4Fx9weoKDu3+q2RKr9ypbXzrjwjPZWc+PQDb/RtvUZ4xnR+7mR5BLtePCMZoHbt3sl+mJDHMnZgE9jKxFd/+vg6aO9BLdDPSexI8Up5tR6O89icuXcfyyGf2l7dzbnzSQ1t92RXcZFBEbdk+87t1HEgMCPBsdff3X5rE/cM6utYQzDYKR3bzFjcSE2RMYuKz0wpZg19wEqCSF3GVepq6iu/r5OOW/VpMotX6ZLr+R3pVR3rKqtR8qKS+zK0JGkN2O2+DVRy01y6gWv3Xf6tD8LL6TLDpDL1AHfHmzEYtYUcoX0xm5lJCY+5XFf1jblvE3hq0X9ZCUILsKdkhkzdhLpFgc/PGwgX835SslI6tRVLQDU9X9UfSSZmNqJiZMarlBLL9VzEoJYASqwBk7k2Tx1ICACyEhV74V26SmhYm1QGExmbCFlDrM8zI5HtT8TYTGwmHVjKJDtRk3nNtMdVH5PZHExAKeSkK0JcLI4EEYNnsTlhBrgkJRDUvDo0b04MC0FcyYORDAYwsxgx5xYiva4qLXR8JV2o43emcyL/+vG69GWue0L1eTCw68K9km7nu4cVUoZkHWNw6QZ09jXdRLd+TV34Dtl3pAKonmk7XkQrx3fI0fjdpe/SDmWO1xRHJnfOY2hSsnFghQhi5RnuyfNC8on1/FfTeZI85s0+HVUbGQbOJdaYVOqonkpGYLzRL5l01GIyZVPrct9H7T2c9OU2124j+dqpWUlT591oX+cJUFLT7b9mN0Bmj2PX6SAykhTrkBoWgeym7ya9zAHjsAiNSWT6g/oSOpNENe4VV2YGnH0MgGoA3HlqWHqT3jgpDIywGOHR8zDCMUFsNYgwSmWq+smRGQuc16QvAGZuUh03T5MSKVE1sSNTLKRGpS9iBFhAE4GSEZdGSCqhqb/ZjQfScj2ZkXTJDUYMIIGw2cgGA82prJEaG+9IQ9eDGHMqmImxZEbGhKUk0bGDQWpVPCXzcmhuw6DSxP7FjhOYSx2fiklbirieymCtS2T73Q2+qFIsMRjWm7D4MK49anriOkC2XZBRvUD8Ulv2y9JB1gia2c4M9egkEtY3x8kL6A2jufuzA/KbQnpiwa0Mj5qPnmvxdFYIxr6LyaXdfT1r2mozTrvHx/ruXG/XAS1C9nnQMvw85kkYD+nWrh2v93XAynPy97X6HF06Apo9zXn3MRARGo536Rhom1Vyf5zH6+TmmKiRGqC+M1TQIoLrO8BQWy1boKiARMbYRlTYGk51dEKQ5Bxle5c8I1bYxpSVTUHUyD6acEdybZzQgdLSMYQA2epiVD/5awOXCgdHaGyqYf1dxxd7Ic1eplu+oXosmcqpLS4ILfqvC5BnA5r7AI2QGEHi2YiKbYWA3qg36RihxMVIC3s11cSi+564RgqGIzYAUJLGglFSQ0piTFJDJINASp6QoCMppEsxaSKuxnjybrfZxq6ZLG9wdQ2cUqnxrty4X8kM7NlkRkoZRxPrQMw4mQFGxrYkLGUCs/KBkqqqyjgFab3qg0rUp1GpSqreTeoBR3ZOJUlKWoyXQNNW1VydCEyaondkZdtEkvUZGClQElUnJZOMMOpisg6YCUB25Kr25/bbr6a7SY5R1QOeFIzX+0NA7+JNqaNo65IQP+bbZHwRaYC7pX0GIT4PXjmmx/eRp44o2f3ezlzk87Jn4wgRBnuprmg/fAzaDPZ1gCOAA0mzd3eH1NDOIzuX/IzSmB0C5IkKt2dBRaUqvh+P17kXzYx/azl6HQFNnUrqIpxZI1ebQb/a4RQZl0S6RdVIv9rgWLA8IgBFyI3ZIcJsIs2jimr5dTBY65N+sPO6XFYixBCbwZ2Lpey3/dQTexr+coBtAXiX4CAITZ1sO/sYizcAndDRRjmCdGpTKvu/1Q6mfUjVOj5vC6DX0unkBVRJjEld5N2Tl7WSH5u/ktjEyL5Mco6c+qgkADO3cjRYXh1U6zUFNDcSQ2YPk/yxRmj8pn4mkUmpiNe6Xl+K8y5R4gIUEBGSRqYjEoM9mPcCTbCrjMjUQQeoi7cpZWymois/VidvQgFhngpOF9aNJAHmjDkxJirIC7DlGVuelMBABjrnxWRkBqaCqreqW0hkgDmp/Q2hZOoGWMuLAR1wVf00y+BnG9tBzzcJSU+MmLhJgZQUtkud/Q7r884AnAFuzX/t7xB/xE51oviVMbqaOvjrfLBAtDngPCKyTx2yOu+O5GjfOc1gbfxlbrbFHbkZ0471XalQlYD4vHSC5vH6kciNZYx5wZmEyLxcn0Pll8Mzq6SJdo9ZGV6VtkpY/G8jUY0P9GUoCe6i9Vp8GW55ePM2SrrdA/rztXi7rkBUxAASJII1mJBYiEg1H0pAW2QoCfIDRUryrrFrUGI5jqK7kSthKpDx3kud7Gbd3GDZmxRV+jfVyOZrTbo53iBweXAQhMbUTFTJiQVxk4+484qaqQ2WpL89qZF0DC+RaSTJJDXFjIW9tMURjKp+MmnLKLXRiLCVxKSmTmKT2JgaY8Maa4ZVhcROvWVlMmhTxF5F62AkpX5PrESlgJS4EDGmJFE6j+cFEzEyizSECEhTy4cAzGnBRtPb4LotE8wRN1EBY4usEpU6b5LuDwQhVIlkP5dESclMEddPJTQFhEQZS5kwKZGRgVTaIjspTilAASHzpOqlpMbBjdg0iTLpwotQuKhtDIMmITQlk4jJNZ0FJgWL+gmk0hy7efs4siIFUT3HaltjA2sda+GIljtYMiN1M9v63x07ArvEpDU+Po1Lxgnq7eUmWD8KOPdjkyiukgI9vsM91liOzkU7eaykr4RiZ+bWANHeoHaN+FhZK0TJo+7kTkP77Kl/V4nB8aXalcDdkyM9Xk3XVWeFWNZnNhAaX08joJVc+Gs0bc0nO5LSFe7q6PpTlQaxhJPy9jO2MCQANXik9X+re4LYmhGrilckQaUoIS2kNjSqzrIyE6EsBak4l3zbd2p83t4+xirEgEX+bR17ABHYWJklY4AogakFlaLaxowXf8wLVzK6XFhdZBwobovQENFnA/gKyKv8Vcz8l4bzjwL4WgD3a5o/xcxveHqrejEk0JMbbchIjv5NqREUv2+TSQKI2nYDI2xQSdwkLZ5YGLFBMwTu7GQ00F3zcmJng2OkhpokhtQle0IjMjZQzuzIDEBzQZpYiAqhqo6EyGSkiTElVQepN1OL/8fYTAuOKAtxIIDAyEjInCqZ2Tgyk7zUhbZYCmEpE5LawyQd3W/mGYUJk5IYMxC2ob+UqRIaghATIzVTISTadoM2MSvhSTiaCLeyqLpErFpQWBZzOSds2bakllHb7G7kECGplMZ2bGYiXYVSC4jHqDMV60DNZjjAw2eW/EWyw7XLSL/gqn7qVraeqLhJuJ6j3b/e84nNHmZff7VyhkkOSQZsdmXCnasrfD/hjhIZ1wwXwuaeIfFIHhiogSK9pKGerwRz/RW1POs9s2svGu7HJun+0P6MrUpWPzcp+nthX/8RnWSAlaQMnnbaHyuq8Qq3QvQZsTNCZzvuK2t5Kvno+pv1D0dgqhrJExVXvNmEmdpUyJLW39zCWe6tqpytTCLd0FYaudbHM7hkLt3aqVOrsgWoJG108WDllgfBjefWboQWLdjaQ+1odD4wmVHbm8p1jMClw4WEhogmAF8J4LMAPAHgh4jom5n5J12yPwvgG5n5bxDRLwfwBgAvfwbqezFK0f2a5CdDGXgNk41+0LI3L6GRGRcEz9y1C5GSknZc8qIabK8Yadk4YmL2MDaxJU9UHClyhsWNBHFVeVXX6mroqwPQVJBmkcBQYtDUpCApFRzPCzYad6FAJS9oBGNOGceTkJkZGeYBbyqpszJhSgVHKSuRsQ90QCYcT0AuC+ap6Ngi569tTsHMKDxh0WWtNLUEy1qKhCVPqkTPIBROyCBcmbZYWMS9MmhKuYWE/mQkzFPBrcV1YRIdvnwWLJmQS6rSG1tKMguxLToYJxYik1iJ6CT2NWTXAPJ9YlnhSfTCfoKwoHYqHaLB4JhNeubIS91x2WZS5V9+Eqnd1BaWvky4Veb4Hhhp0e87th5p5RqPov12BZV4DPVYTedO7LqH92krwe8ODumnYc7Re6+GwJ60WB60Wxd/3uJyrqq67DqX7zgPA0C/wadP4MiOPVR3j2tTp+3z1QU3WkucGCWTX5Otp63kw53zRNl/tJ6kfbh6NNmlCc0eRtVWcNIZaRMlLNrvOGkMGx0zC1TVTBa0j5uqHQTKcCElbEQpVXJi98s6nnlSU6U0nlWeY0dTHzCp6LJaux8IqWGEDc2ATwHwVmb+GQAgom8A8LkAPKFhAPfq9/sAvPPprORHihb+nkRvsrI5IiCnyQx91VhYVvvoVE6cSALjJVM7NeJRDXnt79zsZLo0Wp2SUGPNVPJSJTeMFnlY0tFGXa4BgNQo2LyZEoPmAppMGlMwzUWkJKngaMo4Thkz5SolAaBSDmAixsm8YELBRAUTMiY/OBKwmbaylyapashJaEQ1Jw//eDpDxuTG/kZ8TOJzxhOOp0UnoISlJGzLpLp2ITNEW8yUMRPjNC9YWPNUxXfRWmQQFibMKaNwMxou7rNJ4uWUuSAXsrUYChcsOSFnKZPVXcxUUoUZE5n9DYFzqjp/UtVfKSSGvNZYZmhodjzmHq5kp0o+3Kf2Sl0Zsq0y/UTuVto7x9zfOgaPk08d/Id3ZO+P4VqDzQVofdnXy0/yNUsajtNAvvxE70nH+Lo2LUE7z64Mf/3YBkoidmxjPKrnF/V5ujp2d+baomLGOrH0V9p5l2g1fRJScy65qxnoxrK4IK21mTtXJTOeHDJqkEBaWhpTPUG6f0tvavxKmLmSGda/1b1b/xJSVf3IprIaV6rI+8XEulWJuJnLYkBvwJ6/vo818E8lNa6DDESG7Tspy6yNwcpppMwWLJTxofc9ufaEAncobofQPALgcff7CQC/ZkjzpQC+jYj+GIBrAH7zWkZE9MUAvhgAHn300Y+0rnvBeVx+2rLCPHK0k48qJkAlJjp62wshM3iVmsAMgOts3dJWrycv4bEXjoaPqZpcUL0qlZnGv0VctYmb2qkOzOLRRJMQmCkVzFPBNDGSGv5upoyTKSs5yJidQXAilqChE2MmIzMFiTI2fiDXyeAknWHLEwiEBElrKyQG4WTa4pi2SAzcKEfu8ibRsUHXx0AUp+wMMOFGEWmM95A6ogW3ioRNTlzASMhgLMxISLhCGWc84SzPWFhsecxQuKqiEmEpjJKS8gZJM6eMMpGQqmVCUkJj7uelCNkpBeBUhMAUY6rShpwSOOvgZxV3Y2SdFO2Y2zdqx6DS/qgXR901mdx5N3CbNGBHRTEsMDvJxTDJVTuSNbh8RgJSV8Nap+429bg3hem+2P3b/TgC0y0k/XenavIExpfbthpnJae+7nqsNl5/HwDAWdJ5brAqsSFZLO2QF8unI6qNzjHQIkGvEZOaqKVdy38nLUEN6vtza33LNmPtiDXa904V6hrXEx+zh6kmLNakBKAwZm1T7zrPuqml2JO1YzX/Yk/GCEvrrOyGbE5UVU8A1FuQWn218jsb3npVlAwCtUP5oHqsDV3DeQB48v1P4dJjX387QDxdRsG/C8DXMPNfJqJPBfD1RPQaZu6YBjO/DsDrAOC1r33t09bMNA3LL9tgUsp0L0r78JSAOXVEpe7pRCatkXSdQa9JUkzVlJzbtSco1D7dtWobYwaXO8Qmyc7VvGH1aGLdJZzVbZuRpoJpKthsirpJq5rJqZqubc4wU8FGycyGstlFwzygZloAEBIxJhTMVDDT0m1tcDyJygpgLOpZNEFsbQoIR2nBhgomLDihjHv4Jm6UIxSYt5OSGqL6HITIME7SgkQTmAuu4RTMonbaFpEDFSYclQVnZUZirpKZDROmJMSqgLDMG2wL4YxnnOUJW57UOFjqOBNhUXsZqPcSc0JOhJkLNlPBUkRiZC7ipINvIkJJopbKhcQ4WIkGl1JXjpwBlCRqLBvR2WwG0CYZCyDke7999xO3TbzDpNMdtgm+SiRX4LyhRicQL9VYu7qqSvSCarLgbBu8nYNFq5Z0LUcvFejaQutQD5saldERiy4fWyy4G6n7kvlKW92L1EXc6c9hcPa+cnd5Xz6gxMjVx4p0z6ppiprEpyNPRgRqwWMZqM9rX7paEEj6tVfnrfStGkncGb17+5m1fgZCjaNUSbgNj8WlrSpNQll0fGESkllcv9EGJlsAgoBi9jau0qr90eaGbeAr6TO8lyEn7fnmA0/QuDTKvuxGa3swupWBHbMnZu2uf1/8ystvFHw34XYIzTsAvNT9foke8/giAJ8NAMz8/UR0AuAhAO9+Oir5EYFacL1+pWRHnOeSTgN1cqiSHU06yehsqpUuU5K1QJXW1IB7w2dCbxBsf3W/Jk9ucmLZKPCIQRNAE4sh3VSal9JUMM/indR/GFMSW5iUshKRItKZlLGpRr9UpTRXp1MkKkIUmDARY0bGpAPDRKKyqm7dOENhwqIT+pwKNiSmvDMWnGABEXCdT3GLN9jyjCqhAWNSknlMW2wSgDKhUAGQsSmMLc1gELYkBsmZhXBu8gJWMiOCsFJXU4UJ25JxnBIyb1GmhIUJZ2XGGU/YlhklJWxkpBUvrkLIzEgs2xwYCZw5IRfCkpXYkEh6SIP2kZLe6ubdjAak3yGjZABZCTXrYGwrYCiBLdzEI34CsX5lBMUGV+/Z48mA5Wl9d5yG/cRofdz+uHmffZ71YFeklsswj7W6sPXvhVM/Adx8xH213MTeMu/zYrjNMnm8zk3sNtt7W59x0p8sR1foGlka1kTeDGNMbuSgzfD9+bJW94EoNSldMwpmG0f8ZepSXPfzruRXxzD7baTDlzu2nSPA5s3Xxj5U4lnzMGJh13oSMx4DmgTKYioVITUSfwbAIu9JlbCRI0hMotZnrqYsqRoOWzszeEoSnwZmd6MdXPte3YQ42c3aO+rW1gOf6Ui1zgFjN7rMCBuaHj8E4FVE9AoIkfkCAL97SPN2AJ8J4GuI6JcBOAHwi09nRW8LZvcCbqsCO84QPa3fswnY6dRVsjI1Y9+6evMqJkJdre3Yy3gi444XtZeBSlxKsnJY7GXsMwGUCpAYc4JEtk1ybNqY0a8Ql2kq2KSCzbRgM2VsVGKzSRkb/TuTfqelSmmOpy2OKKttjPgWFV3tzWowfJwWNR42/yMWJ5QpY+KCo1TamEmExFIOAFynU5yVCbf4COa7dJwyTqiAaALzhJISgC2YFlyljKd4A64CdHWpBrCkSc8BjKmOo6SE5ihRJUCL/j1Kuf5eWIx8b/IJEos9T2LGxIRMalNTCAuL6mlKjFwKljwhlyRSGjMerqs3rrY0iUgjmKpKbWYsiz5wP/gbEsBZxe/sVvFtRm9//YJSy5Zz7oeRiGrw6Mpil9zG9NEolfrq2YTWSSBs53UlT2ZzUon9aAxr5ZRGJfbZsUitbVJfYRBjanL1I+7up7sp/SHeUfulWNUAFXAN3FCsIeqkWRPvCENWDXRrRn07sw0eVl1t+O6ZuM0kO7sd55pELl2zhxkqwVVrXcsbd6C3e6sStdKyMlLdeTrZGOtsxCoHyVydiMwjqjZckuddQx3s2Nvo4mHLsG0VxLDYxmJu6iZADYGtEa1/+JeO1HxARaD2EtuLQ+rOXcVzhL6xA5cFFxIaZl6I6I8C+FbIa/O3mfkniOjPA3gzM38zgP8GwN8iov8PpIt8IfOz3CNIiArQBlobFITUuEi1NuoQZOVWB3R9QZKkhyMzdUVmpAbt+F4S4z5FDYaLkR5NCyU5nCCRfpMZ+FocGRk5aGKkSYLRbaaMzZRxlDLmqWBOWbYPSAVzWnB1WrBJi77brJKUjI1KcGYqOJkk7kwi80wSW5qkO22fpK1IX1jqIeZBkv6IMqr7to5qC0/ITDhOSx3Pr03AwrdwViZcn7aY9GZtTJEJboHEgMiYy4ItZrCSpQ0AxoyCGZnPkLHgqTJjyxshKRAPJrOd8YQmq8pJxt+E7ZRwkjNulg1OaUbR+k4sHk4TJaQCsZsBoyTCPDGWTNgu8oBkcz0ZHAtDJDymf7FVJstEMW+AXIrE4lA9fyG0CYRMTWXj/MogauOrOyy2HlQnMgZatDLWi/yETi0jb8xLfvDvZ2ldzJISBW72YEC32mPbiGrv7o7SLqVQZzs1QmrCblLfBY8XtAt3r+FGNUz6Kc/FaHCD3arE1eHeviUNfy17Twx8tfaSsRWi6U51/KtmtvabG/noKjN8tQm5I8YsuwN0aSAB6jRNVUUpcWnSEyUtGs7ANOCd55wRIvtKGv6AGJRV8JTcdToG2jtTFwm1aiRjYW6P2OxpxJbGKolGTrTcKtWp+iPoe6b2kl3Ds0TatIIHQnvrxikuO+4mbnZbNjQaU+YNw7H/wX3/SQCf9vRW7SOAGQKCOilsW6O5cb0OhraXkMuHzDbGPJqMkFD7S1CjYfkrnk3o7WZGaU2CBONTg2DbZNK7adMsq47qfq0Eh9STKc0Lrhwt2ExGXPLwV75fmbY4TlklNBkTqcqIJTrvERVsksSd2aSMGQtmLDhKjaxM5tFk0hsuNUaMpGkSG4LWGbJ7rcSu0RWYPoSrE7A1vYCOSkwJwBkYGUwLgIwTyrjJM66nokRG7GsyMgoWMDI2tMUZn6nMJ2EphC1PWDBjWyax84F6PCEhQyQ0G0qYqeCYJSjfzXKE0zyLbQ2JxCaR2NIUJBROSFwwUcKcGNucsM0JhISkxsOFWLZPML08i8VijWAMG4i14zGLOsrOpTaIg1EjEnvJjE0stSPPQN3PRqU7NPnejm5Ct8sqkbHidMKT+g2z54Q2Cu5M0vau6evkyM4eLgIiRqG9Vj4AgGKSFjf41itWSEslQGm97GpmarYj7M54QjQUwEbSq8RoT4W5XcU4j8zAPY828a6SN2NX/sL1m2sH67zsSKmfwWp4AeqlOKS2hUawLfidkh8RKaP1xYS6D1hegCn3d1TVokqCTPKCRatErQzr4ymRMiSoJIcqQSeox2dRG8Lsbpa5vht14UrtCXZMrhKcXbJSa+8nfG9EQ4R3/vQvIHB5cBCRgoWBF9AsUa1EACOdt+pUoYHTgKZ/rsH1UjMGTkmt3NG8nUxNZN9JfrOtFvSd6Y2BhfSUxOANgE0fSA9mAJwAnorbh6nI37moF5NIZ6ap4HhSexiVymwcodmkjKO04GRaKpkRd22RzhzRFifpDCfYqveTjFZEwAQhMBtaRN2kkpgarwYtoF7igqOpD7Bnc5otlDITzmjChISJEo6RcIszFht11H2TIZIZJiErjIwT3iJhA6DA3KkLFzAtKMi4kjKe5CMwtN6JQJSwqEHwLRCe5A1OywYZYsS8YUKmhJkytlywSROOOGM7JdwqR7iZZ4lVkwgpZ/HjYvFyWlRCBZK9q5YiLt/M2k+4DbJ1LLVJADbpacMUFbM7xk0Zep+s9gbU5zOycrlxZ3TsEzRUdYalr6kagVq1cbE0brIYTjYCM0ou7LZ28oMsFrqJY8jXkZN2D66udZIZ6qWrdAYNTUAYpT51PyC4a61Na4ATu0UXsXblHg2FuTeS1gtWOQicB84aVErUXb2XJCkhZW8fxN0fyZNrAL76fExS4vosa1TeYluAmBRFz3viQkDbJV6H0Ormv6D2Lea+j3SPX9VQzIRpQWPa1JgKaZtw5qaOmqCB/DTPGpdGj1XbNC1cgx/Ztgi2kSVbmtrHhr+KRz/+xXsewOWAPObzlhKHhcMgNArOBTRNbcz1z1Hds83lEqTfdUAniDeLuV6LFwvqbM3DpxCjmITG2drUwVPTmTTGBjTLy1RgrDYXmFlsUyaVyCSW6L+TuWEXzHPG0ZSxIYnau3FkZjNlUROljGNacJzOcJIWXElbITppWw2DZzRX7ZmyyDrYgu2hqpLEZqZggqicJjCO0Vyv+w0mGqmZE2GrUp0JImu5wsBNYYlCUlAqiSmQezpCwQ1VOTFE1ixOFi0d84ITnGnOkxAREBYwjuctrqHgOt/EjXKMU55wkzfYFiEsMyXMpWBhkeRsSGxtrqQJpzzj5jLjKBEWLjjLE7IOzMZ5FwhBTsRYcgGxesBVVRNV2wKzSTQNUSMIrCtQnYC9VIJJyGyBxuRwk4AfZzUvUQ2NU6xP14yLDTsT7Zq6yC1czxsKbcKnYRLw46dXc+3LrdrgcJ3GuuTNRJN3s6gTppucrEwvtYDNky5Nl0dPiHbJzJA3jMAPrt7MLTVh57mda2NjWNtpeg31lmtD7ZwHALKd6n1XUDLUkWe1earB+jRnvyUCA7JVCBhYqKqdzPalbugKdCQKcPdu/Yug9ozFtan0BV4aGaWJgAVV0NK8oFw7JdK4UEZ8qT1/Y1+OcdefQ538qyqq44OaIp9TENFLAXwdgBdCmvl1zPwVRPSlAP4gmt3tn7GdBojoT0OcjjKAP87M33peGQfytNybnzNomupxeWmmLgAKMTRwlb3hjcy03bWBKlpnajFp1OWQp0Z+JA/1hlJbGsyokhh7kc39u5KaBOCoYD4qLcKveTRNbjuDqeheS0peEnc2MyfTFtenU1ybTnGFznCUihoCq9QmneFICUyLOcPd7ysp45hEZjKRVH+GeCaZUGkCYdZbtoXYSGh0c3EwRKG0gQxSDGCTMzITOCk5EaURjlPBRNLOm5KxkMaEISEX9l9GxpW04KapfFgiOBdmZMqapuAEBTMWnPIRruIMOSXcKBvcLEeYaaqEZlsmbDlJG5SM480ZbpUjbFn2jzor4mBONIGKELylJFBKMn6Woou8qa5IzXuUGc0glutmEapmcmHb6zK4/ZVxt7SVdx1hXXevk+Mw6w0TKJdeKtHNefM5lMWTgi7L9ttsGgo3nmCX2vkmSdkpvdXHLwR2FP66CNAZkKATIKgzRKYCJ4lyxKcavAxEyd+2/y4vfHs/LX/aTQrsxoA5lwAqoaLxmY3pyu5j3ZtfAbha744J3Be25Uf9qecbqWGGjnOO6Hj7LJbeyTqQMRhpaaongqjWk3lGwbtoo70cRlQIYlg/E6aFdddtUpJIzTbL6lANgW1hOJD+JHvDwXbptjp4lzVoGaUZALEd8337UAxPGP0K47nFAuC/YeZ/SUT3APhhIvpneu7Lmfn/5xPrrgNfAOATALwYwLcT0auZOWMPDoTQdOsAcNZYBWAlM/4Nws4KjicombFury9EapewinbNM6nz6qizOZr9DFTdVAkMw2xKkVgZg84EJFsBpNRIjZfOnGzOcHVecDJvMaeCiTJOpgVX5i2up1u4vjkTqQyJNOaYFhzRVt2uF5ykRdQzJM7Pxyg4IsaxfjYEHBFjAolBLMxEyJMZqG2NSmVU3VK9GjRd0mvqREdtCjyeGKcsJTAWHFORQFz6KJiAK4lxg2WrBmbCokQlIWu8G8JVZtziItsgMKOQkJ2MIlGBIWqxD3EGqS3N9TRh4YSnyjE+VE6wLTNmmrAxT6gk8WumwrihrtyyMWbCWWZsMdW+kBmgQkiTpNtmrnY3Nl4nlTqkRMhFPJoKs5AZoA0yGqsDcIvKyU84roH9b/s7jrvd5NwG9XbMTe50waDtFrcj2ruCysUqhwCa1GWlXqYk6WzY/MWAEBe/AgdEfTI2gvUf/3oP7IrZ7luvW4sc3h2y2FXt4DrB4Go0ezFUkkMmCjknXT19/kRUm2yIK7pbH2213J59F3+GTXVKlU1VNZXxB9ZytN+SGt0WljHBF1ugLtc6DtZgeHs+lGRcJSMgVmvzjFKpjRAleX5125DGb9o/CS6CMME2ueyMh1cqsvYYD4bY3AFg5ncBeJd+/zAR/RQkcO8+fC6Ab2DmUwA/S0Rvhexc8P37LjgIQlPGSMGVvAyrMqA/bnpXcr8J8kaaDSvMq0mlNmY74z6F1IvJZnVC3dLAvlvQPGygHk7NpiYTiVhY92qSIHkF87zg+tEprk5bHE0ZR9OCo5RxlLYSnXfa4tp0ipOUcUSLfOp3+fvAdBMTCjbEOCbgCAVzIuFTxJgBbABsVBJj0UTN/MLMhkTl5HbQBkCUQDhCoWMUPsWUHkCa7oOknMD550HpAYCOwSyGv6fLO8EoOMIRgJsAMixSDUiD9XHBloWcEBZsdFVb1Aj2GISjUrBF0b2fFmST4iihySjYlAWMGVuesTBjwYwr6Qz3FMaHcsKH+ARnvMFUWLfJEtJX+AxnaUYqCWmaMBPjrGSc5RngGVTEC0r2xhJpy5KKRBxGUgkNIcHUmwWFCIl1J/Cku3d3Hh7oiYu561bXPHfOHWqeOf6gIrFOVu6Y5Ses9FxOU4v2pIYHQ1tHSKQa3E54kuLmcDLvqX1lsy0qbPLZfW3rPZjajcgRBgfydV+zi+HuHgDIBq4mvTgHNqlfjIGYVZHDerrWH3hPur6+lEpvJzE2gebHNtFbR6rumqgxcUxSQ1nJtz1Ohslk0HXCWY2JU/+4zcDYiExVFXnyo5IYNhKnEhpTydeAoiqGqfuZ2blK6NVI2MZvG7jqTt3UxnZ23/c0rScxv/j4e/e3f2ANDxHRm93v12lA3Q5E9HIAnwTgByEORX+UiH4vgDdDpDjvh5CdH3CXPYHzCdBhEJo0OavHTn7qDnkQ6xton7a8a6SE2nfb+mCmFjVYRamFIEHyvPrJfcROhts+T7a5pDsv+5cUkeKkokbCLTjeRAVHtFXJy6LxXBZcS2e4pjYynsQc0xb3pC3unba4N2VccYN6IlEbCaFBJTYTUZXYE11Fml4MpBcDSJimB0FHrwWl5wHpQTA9CKT7QOkaiD6yLrQZfjOfgvOHQPggkN8L8PvA+b3Y3vouAEdI+ADK8g5w+QWAClglSCdg3GBTRTEWMBbOIBJ1GjPjyUmMereQ7RKWwqIGS1scJeBqOcWHyhU8hWMk3qiH/EZiAxWRESRmJOhO4iSqvpvbDWzvKfHqkuVo2mRsi7gpm71hATDpBG5RaxnobG9gJgSEyh7qpGb7ygxkpvIB0tg4a0YSdkldmHI/mK/Nl3sHef0nDWm6744crBq3snpkuTTGMNZ0VlZlPSb3MqSz+dVmu3PvZ1fysutO3mxizqMzzROKu2ey/wKfYD9RGVVbvENq+kJM4cO+LYdyLQYPMUS17ly1oX3MPN2MvLAZ4Vqk32K3qiQZ0udq6Ini+hVB97aiSpJqf7NquSrUfZo0/9Xm1H7X8VUbP7vftl2IM5j3ZRMqQRKCuzZftO8vePQhXHY8y0Km9zDza89LQETXAXwTgP+amT9ERH8DwF+APJW/AOAvA/j9H03hB0Fo+q5PMF9S8j6lbpnHdty/Ce56cclF576N1FYb0BVElfB4qQ1kMCgqcWFZ1HcbSkp+8ttcs6FukWLuwziaZRds8146UmPfK2mL47TF8bTgarqFq9NSpTP3pDPclxZcTwUnKeOEGFcJ2CQJiGdjD0mVMWODefNxmDafANq8GjR/HDC9HGk+P9z3njnvowLRMWh+PoDnA/PH1vyPr/1nXTrmLXh5O5B/Brz9t+Dl32Jz6804K++FWP7YBG67djNmBm4SY+GCLRK2SSMhs9jeTgQU3MSGMk6LxLN5Kh/jBiRg4Ck2WCzKqYnQGcgzsC0bGRCLntDtEzZUsMBct1NdWSIRsg3aDFBilGwzB8SmC703CgDn0WT9VRNYnQCn9rBZog3k1IlXJI0c8u8F1/Rd4XUu5drvq7E81ADazTCd5EQeWsuKNPq1zzs5okRDHg6mLUgY7mW4r4G96Svu82Ylio0kjOW1++FGKvubamRmzcCYAaDotWm3jrUc9RQkFZr4hC4CoczNjgh1+VlwBK5cuJPAdcVK+0yQWEtiba/3MevFTmKDROJdpJO/5K+kB1wXerQAtAH4bCDLSmoKqHtu1vKj7VG347k+J1JS1VZjaHbeiWQPPzPKdo/dAnK2R6fR4+vLZZmoTZZfQYzXBp5WENEGQmb+HjP/IwBg5l9w5/8WgNfrz9vZpaDDgRAah0Stg1fo4GXzR31x+o+QEn3l/GaUgJPMoHo0CenRMcCRGfNuwkzqii0vZzUKtu+pIM1ZNpic1IaGZKNJIzMbc8+mjE1acDyd4fp0hqvzKa6kLe6bTnFPyriXZDPKEyo4oYxjKrhCGSdJ7ZMJSHQ/5qPXYjr61UjHnwLMHw/qlsx3Log2oM0rgc0rgZPPAiD3daV8GHz2L1HOfgjl7F8gb98Chhgfb7hg5ixkBowzyuJQhvbBlPFUKTihCae8QVbDqZkKnsoLbmAD4iMAjFSSetERYHZpKYGU1DCJIe+URH2Vi8zanFqHK6XFSyIApRS1qzH1FLc5ua4qRfxfR9pqx7DeVm21jsbb/TvB7mPxX9DOeVdwBjTOkMMkZSSf4T6ioRNIWltD1DaAe2d3p5JUyxhvuCcutvCuJjI0VKsSEF51Ze2kP+BqfmHTuElzStdGw/1CJHliQ1ZQeGx4vSe10QLElC77dNXmUciT8dWUIPuJuQJr3dRDEWxcRQk12r0abyTdKMkkiLkkDSlAIkXkpNLEJNJj28vByKy5dWdR/fAElA2QzripfeyjRvBgYVP12XhDX0AdMfrrq9DRPc82VrPs4UcMXgqqBUyygdmRQI/RjtI/HvKFHRDuEHZGIor7agA/xcx/xR1/WO1rAOA/BvDj+v2bAfx9IvorEKPgVwH4F+eVcSCExjqpjGjdClQZP6hbqEC/dosSSS7SGd/RC1GVwvjimCDqCbc/kzcKlj1puL6AAERCkwBMBemoYJ64umhPCZimjCubLY6mBcdpi6vTKa7Np7g+n+LadIYrk9jPXJm2eOF0Cw9OCzZgHKWCE2KcEONKYiU2jHl6GJsrn4N08h+CNp+IizwsLhso3QM6+XSkk08HAJTyYeDW9yKf/lNMN78LE93CKQNnnDFxhjmgTaTe8iVjSgue4hNwIZwQIdMETrJtfCLgRlaGSgQuBZkzmBJSZpyVGTklmI8/l4w0tQ0ul8LiBaV9skk1CCVJLB/zjqsGWSOh4bqO1A021b5BDbOlIVybAPU96A/qV2p5VP9yj+p6zFWqUQ1ELQ82yYHYf/UPBa3ybUnezR0+bUeY3KvcqtNPTmY86tVF5jXGLhOi4byrPKmkSkJRFc2dVuczokYYtOl6qUq9hjEnrgHfRBoCR2qkDkZm2hH11h/IT3Jtb4fnHVLDukdbK0F9fSpZZrXstYjf3puOIUbrWW26JH2peeclIZ9JpKo64Xeu2qheA2UDYPFEV8diG2g16m/y6kG9N04AL/3caySl22BYs6L6gE0yJAsK4oF8wxrQVQh1qpDv3FRu9aTi7HSLwNOGTwPwnwP4MSL6V3rszwD4XUT0iZBH8nMA/hAA6I4E3wjgJyEeUn/kPA8n4GAIjXRq6eRoks9xcCLIarkT4bjEZPYNgyEw9S8aA90O2/WlpvZX9hlCu17PFdIdtCfogMXOhVrixNw738S1+QzX5lOcJCEvEgF4qZ970xnumzKupYLrJC7XRySbRV5JwNWjX4353v8K2Lz24EjMeUjpHuDqb0G6+lsw3/ckTm59OzYf+jKc5vdiA+CUgCOWDwN4amJwWZDKLRAxMgGZJo3FQyhJjI4TASkzmCZsEqGUDEwJRFtsyyRW4Um3TuAiC0WdcYtJcFLBDNm1G9BuNwkpsTmbkxINpqYSQJPaJGgf1uX13mdLOmGaygw2lrdJmEw14lk+qlWGbIbazdlDWaU0jxza81cJGBH1p6idTjoh+/z72+LWBpWs9CTKSI7cJ9dCSK/35wExQrVzsxKywqIicVFKAK3flNoECxAmBrLSzJZPqesnf39cJTDAZJvMwqmJXOJFB4wpGUmxZ0M1vylJfgxgk0rX3JK8jWOLBkKaKmlsRuQaWhPTBORJ9jsD6p68EpNmIiybgswJZ6cTsE0S7dqkXMKgJNjdZN1WNn61oRVA54XmVVOsRJSUFNl05R9/bU/1lrLfTBDjYIsboON4MxDWY6tuy603VmpphM3UT0R451t/fuXaywQjtM89mPl7sbKmwbALwXDNXwTwF2+3jAMhNGjMe/WkvD3siYwjH3UUIsheH51NQiM1AOAD6Pnw/t3ys563wcW2VOA6WthkUS/V1VhKwKzxY+Yad0bVTUmlNukMD01nuEoFVynjeso4SQXHxLhy9bdhc8+XgKaHn8bGvZygdB109fNw9ern4cqt78bZh78Mp9t/hy0zMgi3dNC+QbLB5zVskcAoIKAImSlFN7Ak2QRTJmA1xMUMSgmkm3yeFWG2QmokTvwMtZ0pBRkiVZE98lI3dbJKW6o7fI0fw3WPMpPa2BgtRERkPO2m3Vfr452Kit353XemkhtG9fSzy8yR2upM825MlR2iYa7WnLpXpBlzcpXQjNdajSqpIi+tca+b8zYyl3BJW7r7JvLXyP1MU+nrxb36h6iI1KWX/QAkBu5b3a7CyAyAXpqlf2eWzaY3kzkM79pqMAiU0fwU6tGxRdoOGJMbzqT+RkdbX633j0aQJMJSIz/TRLJJPJznWxF1FKUiez6dMJY0AwuDs46TacW1fyPhHyZuYx8RqpdV43uO+Vm6ZPXnSuqrCpZ8OXX07Ru6inx8T5X3i7q0lm70kPVZEl70ihfsPx+443A4hAaoQ84YHVUO92++DDgtkehwnRGfjope3WQGa4VUzWREyPKrRsJ2fasVE8NvNNn2bJJPSgXzlHE8ZywqIdiQxJA5SVtc0QB6J2nB86ZbuDdl3Kefe1LBydEn4+j+PwPavOZpbdNDAZ38Bhwffxo2Nx/D9kNfhtPyZJW0HSFLHBkqOEoLrvAWW9pg5oRMhOMksWpY3d2JM2gGbhXGWZYdwqfEummnDOZLyeCSNBaH2jOoNxlDVBaL29fJxP823E8T1DTZB+ET6FFVU5XVsCr1vqsNRE9b6qw/pgeqUeVIAHYT8y6BGdLp6yPkwohV/UdJhrMbGiUza5oAH+y/ZWhvP6uTYhFpiF3DpilpE5+dHyOQzACWTKAElWw4MuDzINT6p3qI1fa0TdmA3LrEgvJDDNd87NlPyTbQpKFML19C9eQDUk1H0FhHIl8Eg3BES1Vl9YQGdX82hvaTxBC3JVTPplRY1DglSXDJxFhuzVVaxkzAcUI+BSazrSEGTYRSWHait+5HqO7UNl5Wgbk+X5PksEpYknvwlax2rdH3A7bk1dqa6hi9ewnXZ2jXuqzAzDi5erxbzmXD2jrhQHFQhIbMVxZwYto66rSPrkIKQ1cQqb00OwO3bJJm52yPpnHkJsgEZIvbuoK2Ktg5Et2/VcXizcyz7Nu0SQsAQsaEBRLJ9gqARBlX0xkemW/ggbngnpRxPRWR0px8KjbP+zvPQIseGGhCuvr5ODr6NJT3/CfI5QMoRLiaikT9FVkKrqQznGEjg73aK5xQi0wMyPM9rqRg0v6WUFIGmNRVuyAXACTqpkRiQ1M0dgqnop5QBNa9qxhoaojRXZvdB87Acoe9G2zClNnJ24g0acdI/ptxqeW8ymWUzFSvkxU5QrNx6b2LxB6C2+tY85S6umXGznkx/lUJJ5uhbC/HIHLqn6GJxP4EsrO8IzP+FmyCT6mRgJHQ2LfJyJg+IOkSGpzOpZUtTyUAo8/TxgobIWa158mc9paZlKwxMxYn6RNCAzAKCoANmbeVSJ3MpwcsMZSK5jinXJ/PUoR4EjMKiVGw2cyACPOU8eTZ1FzPbHzz9kygtr2H68ZSeUhgUg0BYME3CS4d23NGcx/XtabtNi9tZ2mobuNA0kCSsdUpa8PUTS7X0ajuXcUBDgoHRWgAoM4YKenA1EbNNk4L1yeNINwbhKFZ3gNqpa+kxhsGA82wzPGmznsqqcg1sfpMM0C6tUHKmOeMeS5KcFg9nGSwZmJsUsGR/j7SPZumxLiSCq6QkJlrm5dg88BfewYb9PBA80twcv+XobzvD6MQ4yoxblHRQZ7AqeBGySi0hY7NKJP4hpSisZJVlZJRNPwzhJgUlUZAg+4lADqRybSmRJZYA4+VaouQ1H6mOSmxSHmso3ky4qbwZgMzkIphZWqTBCCvibh7e6mDIxncitzRBFUy4vL3hiN+5YteipOoTeSeSxnZSSQef2bcWdAqZBP8NPUSmil541vGptr++BW9fJmriqSXqtQm0LolFiN9UQ2qcbS1OdUmFYNcNDVVNbWtUgWts/d8UlIjysIWN3km/3yKkpBWd0/ErKYb5paOgUIJoIzZ1InueS81nfTzRMURMqnHEZfq9bToWJi44EoSteyHbh3jBgFtexg0dZK6cvOiciO9nqF8wrqILgjJ4hrlYX1Y7WGwCxrO1y5IAJemntL7BHMLXVA3Y7Xn7QfrtcIOAIw7xobm2cBBEJqSuYopK4GZJtlZ1To/HOs2OThsLGYNw9DIjxnxunWNXOry4ZWPrUg6h4WZgckmAQIoI026SkXzoNikggTbPFKMFRNlXNHIwBMVHFPBBkVJzYTjB/4qkO55ppr2YEEnvwkn178I5cm/hWsEfJgyzPmTAMxpQeaEjIyjIl5LJQFnfARmmZISETYkNjay5QPr5KpGwPrvnHTV7GKEFIjKo3DSVbrNkrryZZFwFKjUUc/7/md5EYyXlHYQ/WQ2enJUSU01GC6ohrtKTizImnllmeSiSXlaTVoKuDzM8B31ezLvHrbVeSNBYq9ikpVGMpqru0pejAj5hkjAUoQUtogLPfFpEg6rp+RpO20xNZo4kWw7Yu7PTTlTm1d3pJe23EBdpSsNa8bVZnRcaSrnSmrsWHW7dje1YTE8tm0gJqfa8unmSuYIZs+1NoVtWCQ/dn/SjoSJEogSEiUkiLHwrTPZkOnKRqKIn5WMG8uC99840fATnhSwLt7s2bvxLzWu60Pk2FYwlQcb0THGDyXq8Fye0Hoa98d8ID31ompUUe6zGQm3MmoWQ4NZsne/PSIFXyYcBKFJE9VB28nABQy3ClWQbXInBIYTtRVVXXm4Icx6t60GdMQkoO5E618Kn1wMJ+VX895MyCxmeRkAiuzdtEkLTqYFR9OCKRVMJPYzx9MiO2Mj40hXchswrl79fwFhM/NRY7rnS3B845uwxS/ipMjmCbJiTrhCZ8g8I1NBSUJ2SiFsaAGnuU6yTBJuiFMCSgY4iQcc2uQGEOZEWIqyB53RJXAYa6k2aaPFOOPmEi2eUM5dySYJza5X37Dr8qZmat449Uwl+qybg3LlU1ZPLy1KJuHRtOT6OzlyLvNFI0BA76qsTK+SGhhZmRqZ8dIkTEJW5uSlKu1W7I42iav3UlVP7Tx1IRgMIZNtLuVKaJKpo6oEKosbfmtSlW7YcOOIHfeeUs27qG97cEFGElUUAVfnY1yZjpFLwYPH9+HKdIIr0zEmTHjnrffgl937Clyfr+AoHeE4HeFGvokXnjyETZpxRBsQZFuN+47vwYZmbNKMhIRNku8TTZhpxkQJE036SbgdD8jHnngjvvZn3oBtnnA8a+jgJCSG/B5J9a9KbErrdZWw1CGaans1ku6kjq4/j1LvKnEh0tg17ryLwdSeVwJT7iWNNk/4FYJf0Oqh57/0wQvb544HX5zkUHAQhMbQJDToP3K2pmm/2nkTTpOlsYG7rjbcdXZcRazQ1YaFEbHvPLGFLxECpHs12URkG1MebQo2k3hTTCRB9AiM40kIjpEZCa4nEpwNFaSrn/tMNufhg2bMJ78Jm5vfiCuJsS2idsoMnNCCLZ1p/DCRxGyRsEkZnFHd+gvJCjZnmeCgRqSs8WdatGrZRFM6AsF27KNUZANNIyjqGSK/deYHlOhklGKqLBm4jTzUW/JcntHsZEx6Qn0aTQnAjHfRsQW5F7uu9zgCbF4pw8RtthzNw8bbtNTylZ/lAkxTs2nZWTATMM2NJtSJb7iPpJu8FrMX2ZFUiI2K2eqwC3xnhIbQDIF9mzJQSY3Ec2mz5kSEK9Mxrm+u4Z75Ks4W2V3s37v/Vbg2X8W1+QpmmnB9uoYHju/F1ekKrk4nuDKd4Op8BSfp+LaIxXMBIzNnecLZMmFKsrWImIbZuKfkIJkqH9JgEzQCNsStuxIHGO/pUMlM/U6qkhqYq533GVRdk3TwunnlDsbeNUwUtiiu8WruzOcSWMdBERrp5GuviTGKnux0xNVeSuqvtL8dkVEyU7/rdV7MWrc6sDx0sDazYYKIxzdVFQWQrtYmYnHVhpKZup9T0X2XZCsDpOc9TS13F2N6MSYAV8G4SQsyJuQ04agAx7TglGU1W1Awp4wpF8wpAZwh5jMzCickMmvDBCTZxTyhYHHMeTNlbHMCKNWo1Vx0F3NnO5NBSCTSg8xquqmB+kRbSjrBAr1RV39rTZtT1GaG1pI5uGBuSkQsmq2taEvpc2iSFTeB6Jec5b3oJS+Sr7yP+ggSa9no07mKTil3i47RM4kgnoLe/kdURQXm/j4RN5JDVRFRPYMIjAmiNrxncw0TEl585YV48Og+3Lu5R8hK2eJV97wc92yu4975Gu7ZXMc98zUkbxV7IPhLP/U6/PNf+HFslxmnecbZMuEsT5injLNFffqlO6N0xtEOLr5MPaM8vQp3jEsQUC3SWRNSy6ZLJw/Ojfk2fuv4aszZmRw0rB2T42z5maj0IHD3kLKDIjTA+YO1F0e6o21NqCTHSAoDqhtuwzBPrpCB6HsRfi+JaasH0heMdKVjOvykmyqaqN2M9RJkYpyIZaNKCLFJBCBd/o3TnmvQJG14lAhX8oItJn0ejA0xrqYtSk6yCzgBR7QVVQHLynxDGYUYGxJ7G+tPbKoNXe1JyHjJc1HvpoxJJ3ERnZtrcWIhMnpG3K6pKbAMks5EO/t6vhPJu4F8JB+JLI5KWycncvYqSvinJDb3rHWrZMWrXqyMmatbbmpvGXwkEik7g8l2e98lNPZugNor3JQ6knZObiKzcjhX9U+igpkI923uwbX5BPfM1/Gyay/Gg0f344Gje3F1uooXHD+I5x3fj3s392A6QILykeCxx9+I7333W1DKjMwJpWh8pTIhZ9kaAbp5pe3thazRq41UGGklSChkUL/lgSQTH44hNAH5NFS3UtvtuMOAXgWbF3KR/kUweaTUvw3mJZ8TpyZwx+EgCA1XfSjVwQ5V1K9/zBCYdvu6TRRV1VRXB3a9fBdL/nEZ3C4RMsSwMO+WTSfV1HfF791EKipPdQVZcJRkxT9RlijCyNig4AhF92Y6AdK1p68R71bQ82Rq1u0FNpSx5aQksmBGwpwychECcnVagAI8hQ2mklASQyK+25CrxIBFHD/pOD2RGF8WAqiosW/JqNtPs8bscCqfYpt/EdcuzOOgX5r0UDOq9Nuu8X6zNaqBljGReWS165s0w2fLMCOEaRZD3UTqoQeuAs5WOYm7InWXtjVS4xcCKeU6mRUnfbGVt5AZF7TO2sZRmgQxNr4+XcWV6RivvP4oHjp+AA8dP4gHNvfhwaN78aIrz8cDR/dhuiR7lz2XeOzxN+Lr3/Z6LDyL95api8wbz/ohp6pj56UpBImokWh2nzL81mP1ujV1I2z4tsAXA6fZ4fHU3LbXSM0odXHCQn/Gfr/9X7/zgta6BDgUQdNt4CAITW9DsPI6OLF/xyqMBBHcdgd2iTpgVtUSt1Xw8CKxm2hq+noSEmBKIrLpoQIT9LhqVMnAcVqqOyggHgkTSeC26o7Jd/cK8ukCY5EvJKQjMWM2TzNVQcxgnOkIzBpP5IgKComvCiFhQxm2M9MEloCJJYtoPQOgCaZwNKn6rP2qemwQg9QFPBGB1MZDDFWlj02ubzGgUYeddAQDsYBMFPUiJQRGRiR9UfWV/B6jWEthg5poktlpsnQrov1ZSblRrKR1sWlJPIk03J26kDdSg2arQnLdUdrgRSfPx4tOHsILj58HBuM1970aD5+8AM8/eRBXppOLH3jgXHzdz/4jfNMT34GFk5D4Msk2C6YS1e+A/lYJjY1Gexdxzh7e96vab2o/didNJGfQqNdicMzYNwIylABRWQk5AB3H3Vu0plrSY89/yQEYBd9FOAhCY7Cw6Duk3SQr7mWpxIV2pfVGO8yVtq4qXayNpppCzZcT66jtlFSkgwAVMRhNLKJ4sxuA7eUkf49owaxqKGi1CwgzLzgGV5F7wU2ATwE6gEiWzyGIbwAgJCTMsp2gTKQo2CDjjBNmjVBjsWNmkvgzEwnhEHJASCWjYAKplCalhFltYLYl1RDxJiwES4wPIwrST6xmutszM0oRxusXvEDrwytr13Z/3Reh6ZOzNbFzRhyY26vSqAi6vg+IGkiMaJNIXrx3IVm8lFKXulY/26hBvJ6c5EX/OZ4mHKcTXJ+u4tc9/xPx8MkL8PDJ8/HwyfPxwPF9H8GTDXyk+KYn3oRvesd3YGFC4YRtkX3Hck49qSlqxK4RqM2tvFtMur6uXU8Oe5IzVqB28FFe4hLUfugUl11Gvs+6wjum1N6WvcILvZdr913dlyJwB+KgCI303YIqxicjGGkn3W4o9CHBJNb6NsGIpyDVZYRpBwxtQzz9TXB2OFxfLpH+ky5KLNaHxOCQPZtKFbMfJfV2oi1OJsKCDW7wgmtcUJiB/C5gfvkvud3uZnB+J+xJJkqgojv2shCFCRkzJSRskNicq1nD5LF1FTAKCmV1xdUBni0tt4kcRkpkOLWYKKxBOaoNLgAb9ZO5bg91N9KRqgtsJ4axO3QUvI8FM04EAOpeOp7QeHIul5Vqs5K1LTyhkUi262oisYNgPLC5jpdcfSFecuVFuD5fxa+4/9V48ckL8fzjB8Oz5DnANz3xJnzdz30LliKSmUU/WT+lyL5mXJIQm0zVVqV6t0MGVfNosjhGxhwql/Gs3MFsz5pxcZ9odydtd20lSS2FT9v6lNXiLtLD3EW3elCERqCkg1s8jBFMACWNFOwlNno5kh0h91dPF6eeNckMYPL0lerIG8818JNIaVrsGil5QwsASZegEoKUMVHGUQKAqZZ1ixdc5wzkdwSh+aUiv0NDwzMWHTAzGBkaJZ3UvoZI1U9Fd35izJSxpUnsbZBwlApQtjhlUViZR414JxUkFZIzpDxSGxHWIGt1cQo/5Eo/LpwqiW7jkw/GRrXrN6reIhYLdt2rDZZkIgmoZr21eRMZ0WG3EzQwa5h9W6fL+Ub8TqYjvOzaI3jZ1UfwsmsvxguPH8LH3vMy3LeJYJB3CjyZWXIjM0shMQg29ZOGF9huCVTaPmQCaoa8i/YHJTukoWv8GCvddiAs9sUfHj1TbbPKEUS6pwi3zCxS8J77Pm+eZz7vbOBOxUEQmr6T65vDqj91MQW8fJurGNIOmRRl/+rQWTs02Eu8ZmtoAaicdWXvGS4T0vG8SFAwyACyLQllklgKR1NBwtTuhcRK4yYzrp79G0zHn3a7zRRYwbL919hCXKUZJAHHbAdev9IEqrRlBiMjY4YZuzbvo0Sikiq6dxKjINGEmQoWmPEx6uaCc6IaDh9MTWIDRyYI1Z6G2I6aIbmZIcvRiSxkv0pcSGPaWP33ifohGzMYGTFKZIaaVqupeuNZX7baAEe0wSc/+PH4mGsvwcuvvQQvv/YIXnj8UEhc7mD87//u7+GN7/oBLDwpiZkcoUlYtkpockLJCdslyU7bMIm1k7ho/wSwYwC8ZiS82iu8ZqgDoxOCWweE9HWyQI/cXdHJYmodauf1Uht/YbvuPe9434VteEfDr5LuAhwEoaFEYM/E/RauO4l9r+4h4bhbpBiLHCrkJ1VVlF8xGH9yuei/DO6kNgTbx6knNBrSHG2PXABYOKkXlMhrxBVyamXQhHz2vZjw+z+itgr0KMu/AWCiankyG0qyozYlEMsGfYkL2LW/xFS059VcrC1arhl5i8StgClJHkSwjRFYJwTZM6/IxpdqFOxXs8ziMWSS+JEgpDpjtIBvXvmUknVSUU91MVzcQsCCzhFJT7PdnBtZal5N16YreM19r8Yrrz+KV15/FB97/WW4d3P9l/IoAs8yHnv8TXjjz38/Fp5QskTCLqx/9bPwLGSmEJackPOEFkEUgNrWUAZI1VDVXdvUTL4z7h9+3QXynVZOrVyBut1NteEyle9K2u7AfimMnXnghfftTRO483AQhEYgw3TaR2S8rH7vCyUvIiW1pCezo/Fvp76rqnOqpKVj/hDXbWI3MUlYdtnjUlfWLJ4exAXiFJwlIrC6aNctU+oGawVNIbIFypO/xDa7u8HL4wC2RkPkIIknkwaArpvzeq8zQHpbKewevfcMEkkGGxmyzpcYxLnaIRQNrCf5M1BSp3Kq9dQDtls3KfEorXMBPnrtCJX96xvSVGEuyaShA9rCV/or84KECR97/SX4Ffd/HF59z8vx6ntegQePYqC/zHjs8Tfh69/2LShmI8MkKqUCR2jUboYJORNKTp2EpbpzZvfdQ/t3N9Ra/646ey8ZabtmV1Iyrhj9Jc6mDaiXyd+1V6EzWuZ2jMruccU0X343/7tJe3ZAhMZ15nrgogv6j47jEtq+vrttDV4391Mxa7FQl0M5nBg0sYYEh0wmJCt14uKMRQFm2cW27nqrgZ0yEk7LBmfpFEwZhbJab8iHUFCWnwD4DKCjp6H17kJsfwRKTWBDozzbhElVlTacTeA62MqYKivCZiAsEWdNyzgByFRA3AZE0pgsEzEKURWTi9WKbIMAdvITdnGVVFLowyDNybze+ByhpORmQfKMorWko10M4975Oj7hvlfhl9/7Svyyez8WL7/2SMRvOSD8Hz/9D/CGd32v2sWIbYzYytDqJ2fxdHKh0RuRyaJmqgTCE57SDo1jMnOToDgh4Q7Mqaka0fM5ae2vj4OzJhHameGpMqC7aO4/SBwQobGhfx+L4eGze9beAiIg6WqFiUXNNFE1/O3ctS07snOsq3wHtTsQ6Yx+tLYLzyh85hROBKZUpUIZE24VxpXUyAywACAUPgO2PwUc/cqnof3uPvDZj+iXonsoufBvJASmrd1khGborsoMMJO6cAP+aqNHiRmZ2irSPKckpoz2Vx1Lzbtjo5I7sIST9+tPDdXSVrmA7unESCsBH62fk6qiTPoy9E48dHQPfsV9H4fX3PcqvObeV+Phqy94Ops5cAfhsSfeiDe863sl6i8IC8umqaWQSmqM2DTPplzU5JtV4mIqJ28nM8KTFXLH7BobQ4sjPINYkjQCMRP3e5d1BfnM3eVGmFYZii5JzAuVvcCmrQwY9p5echzALdwuDoLQsBvlV8x2BdZRVzo518AgK5dhWH1oVkxo9jR6joFKeqpaSvRgInkZVV4EFCTc4g2ONEx7gQwoMjEmFAALZtzKC65OQmjkHCEDKLe+DSkIzUeFcvp96m4v5t62MaQ6IoskhVucW1KpSiUKpK7bpYAw6SO1fYvEwJdYiQhEOiObIEo+jCbhadRDu5RsCSXu+WjaTAySfYJXJzUjXjmp0hloaHkVL12fTvCa+16NX37vx+KT7//leOm1Fz9jbRy4c/DYE2/E1//c60UqU6h5L3lCY55NLgYNcer9KgrXCMFVCA1UybX/7Kwji1M3EVQt1fo4aj5Nuo2antXgzKdv76O9O8xGVtjzekHT0zayYuN1K77OFwcRKfguwkEQmroV/aj96cUk/fGiOyLP7qJxwqixY1xQM32/LMZM3UpH44h4qQ1rnZhbARZ3xv4DGAsTTsuEuUjsGQZhQpEBR3VfmQinTBKDBmJYWgCU7Y/ujZgZOAfl/eD8s44G5E7GUuAiosIWlhKx11SGJjtJVLBU1VJTEDUjb6EupnIiVimNp9+1jzRC4lVIQ8yyDlVdWXPs80rE+JhrL8Errr0En/nCX4dX3/OKUCHdZfi6n/vHeOzxb1cyk7BU0jJVtVOxvyVhm0k2oGRqCzO3GFxVMXkJjAOpJAZuB+xVjZAFB+OWuV+qovu7K62h8a+JP9Wlu5IkL3XxXrAjmHH/8+9dP3eZEF5OlxSFRWpisK8WllVnBYKSHyP/Y3+m1ge4XtA+ohZCXWF0y4Ai5RUwOLVCPKmxf+UykQAUJCxIOC0TjnhbJ9DTssF1OhV34UTIOMJTnDFzwQkx8vYtmCNi8EcMPv0eFBR5ToC6RbPGBxal3tZRRS/3a06rTcIyDrSAPfNUCY5Pb9KZGr+lCg9b/5CyGDuM1a2WyXkmtRrKBgKvuPoIPvvh34Bf9cBr8Lzj+z/qtgpcbvz9t30z/s/H/29knqpExrY2WDJpAD2qxsFLJmyXGWAxXjdPJi4EZKqG7J2yp0plnNK/Izv748HUzFTNbpGHbanREsgx82hdzW/fNgYM5wlr5axrY/zx+x6KeEmXCbdFaIjoswF8BcTW8auY+S+tpPlPAXwppC/8KDP/7qexnrcPY9x+7xlGUznVn97gcngPnERGfrdPFa16wmNfqkhGDnQvPKAqDQmSlnRUaOt3XfWTTHmZJ2RewCBsQWp0OiMjozDhtGTcRMYRbuDo7AdAx5/+tDTf3QK+9Z26oGQsnFG0P2y5IOtOW8XZNRW/yiHrL1wfbgJjYbOD9HpHuM5inlCO2LCXqNj2luNqs+41LNm45bHElZG+dpKO8doHX4NPfd4n4ZMf+AScTEFy73Y89vgb8Q/f/q3I5lmnH1YXbUZCLlApTULO4p7dNqSUD4uDJUzN5CU3pHY1NNrUjBLvi+AS7hIWVStx28OpSWgIYge3RppEKmMOF9VorWZpJe0uSA4F+5wfDxEXEhoimgB8JYDPAvAEgB8iom9m5p90aV4F4E8D+DRmfj8RPSdWhZWu1EmEXe90XT3R0H2dkJ7aMXsZxleLpkr6+8L9C6xSIbYyqlK5XVDzqCsOI1c2iaoHQpmAeZLBiAhFJ+AzJtzkjJOb344pCM3tgwuWW9+NhQu20O0mayBGaOTgOoRWF32489XNtdKJcb1n8pcCE+e1HuGIjQXxcpf3Xc7UU6Xma/2ciHGcNvhV978Gn/jAx+M3vuDX4ihtnqFGC1w2PPb4G/F33/Z69WKaxCXb4sy4eDMM/atSGlabGdZjnEUy05EcaE9UqQwXIFlsGqDZz3gVFO//9FqgZtDbbHRINqQcyJKMo6XFv7HCbcdt99Z1ozg5KfsKDsIY+C7E7UhoPgXAW5n5ZwCAiL4BwOcC+EmX5g8C+Epmfj8AMPO7n+6Knge2Xf8MYydd6Zxt/uhX3l7F6gWTQjxI1Eg137XKwEmIuObBBfAbZJt9hs1kIpnxlhlNerOlCYUl6D7rJFrUlmbhhJs3/gmu3/8XzmuigEO+9d3I+KBtIQnWwHesBFgMsdXbiUefINv6wncyeWoTiZRGCI8cT0Rqw+iJD5QrN2IDSdItbtvqsg/GCBBedvVh/Ecv/gx86vM+CVfnK09r+wQuP17309+AN7zre6oB8FIakeFKatS+V49vNeaMEBFqkpkykBlGb/AL1aybJGQgM7KlXhtN/ccgUh7zxFPPJhsiRazdBJ6dd4WGI0gkEePR6nS+pxPcOL173Mp6389/4CNp9jsP593/AeJ2CM0jAB53v58A8GuGNK8GACL6Poha6kuZ+U1jRkT0xQC+GAAeffTRj6a+q6A0yDXX9m8yUpKa2mklkZdjavqaqfxxpITspU3oXiTbC7PGiMI4AfZ5Gomq4mC0lX+BiYmhUWZZxwn/3y1g+xPA5hNW2yfQg0//b7WXae7XZotoHmR1XUiis+9IJlEjNZUZ2+7sngDpChYSZK9yXc3bnrWkNEmh0exR4gM8sLkXn/nCT8VnvfDX4wUnz3vmGihwqfHY42/CP33X91QVE4Oq0W/hBC7Qvu9iz9jGk0pqWIkOclIXbSM07m9uY6Dft6kSGejHbG5Mzd/We3o9OwkL17R1dZEHElSl79y/Im6NaLbAO8zJo84TLZNRMhO7bV8uPF1GwTOAVwH4jQBeAuC7iehXMPMHfCJmfh2A1wHAa1/72qedNzJkx+R9IOc6PU4XfsKCSlP8xESAhKZ3L6Ol9wbE7DKUeA2M5gBDfZlaGf9e6hEv5AEj4RYzrtACRpZAe8hgKmDd1LLcfANSEJqLwQycfhdYiWEGoVBS0iIjryeVMjan5lUGsa2pcUy5SV5kJQqnhgJAsjpNul8TK4kqfaXQaK9d1yITP3r1YXz+S38rPuXBX4k5hXdSYD8ee/xN+Ltv+xYlL3BB83yMGaj6qUlnFttF2+xrClTNhErYOylNVqlKUduZosbCrNvXVbLS+ER1MoLXqLYAez1/b4Ni9ZLyCdTT0A/klmclRufNMF2k4F5e7y87vnLZg5aaFuDuwO0QmncAeKn7/RI95vEEgB9k5i2AnyWifwshOD/0tNTyNjEa+nbndApaY+ssCWB/uF00JMLO9U1FZcuCUqU1VeSZAZ5rQpgdRVUxVHUTUCPWguq+UoUJt3iDW2WLkymrd05Blkg04iF16w04uvdP3H5j3aXg7Q+jlHcBVCqRLNyIS3069VxCrn5MycUF8ypC9/wY7jvVvO1h153aR+E7cdvYD4wJhE976LX4vEd+M15x3b9+gcA6/vd/9/fwpnf9/1Egtndc3bGpxpUp6pZtZEa2NRApDGfU4HlGZtiIiSczBdWWRVREqi7yEYMVPhpwJzBRyUwlS+PAaozfj7vVu4pbnbx0Zcylnh7y5p0v7ppzJPiBOx63Q2h+CMCriOgVECLzBQBGD6Z/AuB3Afg7RPQQRAX1M09jPW8DbZo4tzsOIsXa39fixqsIldXIrAZDc6JNQF7aoiIVYhrKUBKTCWVWr3Ld3qCpHmRn281EbZWkL6xJChZO2GLGjbLgmLbIKaNAvKAygJyfAJ/9KCiC7J2LcvMNMFsZ5rZ1gJGPLVtAQxXJQ4PqIekKk1ogPJZYQTrGg/U52bhf5wEmF4/I9JFjLyX7H7/qgdfgD37M54daKXDbsI0mC8wtu7lhs5PSNNWTSGqWRQgNlzaocSFAVVOkbtswW5oMJC+5qVJk5Q+EZrdS3N8MwKujOkkOVUJUVwUeldSQXxEAYL1Ox97xmvrpJTsNTpLjjlu04CA1lw8XEhpmXojojwL4Voh9zN9m5p8goj8P4M3M/M167j8gop+EdN0/wczvfSYr7lFyge2Gvcv1bQXsDvlOXZWtaC+nXeLj1jgRqs1opgse1Vg+EBWrpAU6oeUsdhmUdA8Ujf1tKyVOuV5s7sKyytcYETThKU444jMQGKUAOUn4/fLU12I6+itPZ9MeFnhBufFNNfYMo4h5AJttEkEUeCohA1RN1PbyMqNsE1VXiQxLGPlsk4KposwIU11kTVrDpr6Un5go4TNe8Ovw+S/9rXggNn4MfAR47PE34et/7ltQeHKSGPGKlP2aZNxZSm8zI4bA5tXUjIVl11Qd/wqU2EBIQ7H9XzwBaXUxGxqyj6un91xaZwvcRxnuT8Gk2nthY66powBnqOwGaqtP3fpAj2sadmmf+LfvOqfAS4K7iJndlg0NM78BwBuGY/+D+84AvkQ/zzrSlLDrRw14PdLO+8EsXkcawVJ2Qib19PPGYtS/hJmBuZcDyWaUvXS0LSLGt7NJYMa4CQWy4SUXYCkTCi3gRLryn3T1T0ggFN7gKRSAMmaWzQ7z2fdh4i1A4bq7Bj79HjCeajYs1CQ0spUEI6vLqklcbIVr3h9mLGmifOaEra180UiL2cpIHtD0aCQXRpyAX/vgJ+F3v+y345ErL3zO2iZwOWG7ZmdO4slUY82wqpaajYxtd+BVUFzaDtqsm00qe1cy0/8GoGNtIzXNHgZtawNux/w2CN2GlGukxY3jJn2xPdAkHydJWW0RR2a6NFQjvnsQ87nu2yfXIpbTZcJhRQoelwvG6EdbGHthTF9qKw1Nv2si5o+4gFK99LOT2rRCgDF+A0OkArPmbRMmAZgSkDHhlGdQYaTC2CCjUMJZmcHpFIyEBTMyCrac8BQKZi7YlPeBT78LdPJZT0NbHh7KzcdUEiObGxRmFJatJ7YMLJiQkdRIOCnJoao6AlSShhZ0r/WtCVxS/ck6gDJbWrf5qJ5/4cnz8Yde8bvx7z3w8c96WwQuP77+5/4xHnvi22tMJK9i8rtlW4iIMkhiSklNmlhJe69OIiUzVRoDVAlMtWHhNmg2+xh0+XQqoX0Smk7UPSaQApiBVG0RR5sZb2Dcl1c3nawWxiYF74v2VQSAhx55cKWilwwhobmcYGPwPk7Bmm1M6o+Tyv65k85onjZpEaHYNtmOmOzUwX/ZYf5UVyBCfJKa95IGq2c3AMjgspQJp5gxpwVbsgFoRi4FOdn+2xk3mTCXgs1Tj2EOQrMDLu9HufUdKFywoCiBSWpcDZGsMKrLtnUh81iqaiO2Y+1ctaGCjd1GlIHFxfbg+pwTftvDn4Hf9ehvx/F02b0oAs8FHnv8jY3MFO/JRDuf7CSKhQFYAD3rm4VQMomLto09BeCFQCahkbgR1QWbi3jvkbpzU910sg17/caVQkj8kNikLnats2np5dxoZEavdafY7Gi862B1+x68qGreZjPUivGljaUHLgcOitCQ+1fYN4NKAVJqKdYIDvRVYw2Ax/0ZefXYZw2A2q7bGNPD7fG0+2oQlFNB4z9oVOGkGVZ1RV1tJZyVDW4uBbemDU6mhIyMzAWFitrXZJyBceP0O3Hv8m5gfk6CNd+xyB/6azjjLRYk3aKAVUIjcWYyNLI7LOYPkAsBfvsDldiYfQKzxaMBAN0wVI2CM0s4eZPMGPm5Ol3Fn/3lfxSvvudjnrvGCFxqPPb4G/H1b3u9GPkWcyrwpMUF0Su6cDJ1VDZVkyMzY5wZNQCu2xkU9V4yF22Wsasz+nWxaLyrNqALTSUkfhjtwDpkditCh+LUTU4aDtt2wYuDajJuY7QjW13F9uCgIgUf0K1chIMgNGXx1LyJRqg7pn+JlZ6sP+W2zYfRI9XIpkH/6l7O/gUlFLLIwuNHUianqeDSNL4WudOETAyz8QDADEbCTZ5xP+eaQVVno6XPN/9PTPf8kYua7a5CvvV6ZNh2BdDAevJhYo3sS6qMmqvxrwU2XMw7pFMd2UdIzFJSjVNTPUpgDh6Ej7v+avzJX/aHcX2OYF2Bjw5/6Sf/D3zfe35MvZmaa3b1ZBqiAWevjjK7GQuyZYu34j7MYE69isnUSja2OgJTiUzzZejtZXzQPYyEQsswKUovkOk/du1o3Ms28pmRL9d0Zsh8PoZC0JOZD773yQuuD9xJOAhCk+YWTK8TinhRI4AWOtL+rd0f9rISRJxKbqsCL4VhNn1s+10vZ1SPprZjrL9WfWaMpegkmotuuOat7f11AJgSChGWNOGsZBylrOomUTktEFUKU0G++U2Yrv+Xe6VRdxv47M0Av08kJxDX6uwJjQ6SZutSOGGBei2xXGPGVV59JKCqWiqYlPQQct1gVAjPr3/o1+L//cr/DJt0EK9c4DnAY4+/Ed/33kZmsu31ZptKqlTXbz5Z7FxJ1WYGTvrLzqupkpVhEUbMPUlRaUqVtrhrRoKUdvJDk+qomsjvoeYNiNv47cZMoPtrNjtV3eWC5FVUEuQydWYJVRG2Qn5mN7dcSriF9N2AS/60esg7mXb6c5dg5Vx3iNpLggy3lwnqQqVKROwlt4BUVc3kyrKXOwPQFVSLMwPAXCWbnFS3OJCVftbPoquqzAlP8hFOCyNzbqonFDAyCjNyfjv47Hs+ylY8PPBTf18kKZXEiP2M2NA0qUvR9s0gbHnCghkFk0h2NL5H5gSQEOHMhAUJmQinvKkTTPUugUwon/Oi34w//qovDDIT+Kjx2ONvxNf93OuxsOzLlB1hKUpuliyfrOdzSVgy4WwRg/WmIqI2kNWYMiaRMTWTk5qw2ckMhAfte7WZMYkMHMkYiYgG5iP0Um9vxGv2OrJAFVMB9qmYJQo7ywWsjIjNa+lc9JPAeWqo2PrgcuGgRtgqFK2Sid74i41FdCIXu84pqJStEFENU2Mk34es6UoWi1IZLEzlZJIchriFQwaZVBgpNUNgwoxbOSMRY04FM08iedEotbkGeFN7Gp5xk4+QuGDDCzIVZJatEApNyAyUp/4+puPf8Ay08uUCl/ch33qTDHhUhExC1HdCXBIKS3ChAnGv3vIExlQlLaySl8UIponx9bmY94gFLcvVODPhNzz/U/GFr/gdz3UzBC4xvuHtr8c3vP2NSl6a8W9TJ7nYM7p7ds5N1WRxZsBoezXVrQqa23aVdJB9760S1WtiZ7HmA+lVEmL5WHRfIzkqtWmExxkCd/WQL2Z/YxURu0hXz87VtJUFq8MIBlS/XPNsYp52iOv9Xn7sxPQ5YByUhEbsXNbkm43bt5ePwYV18WEKKIEsCJqawa4dv1VNBNnqhPSldm6Og5GxhtJrElf9LCWJu3aZccaTrLhUMpMxAbBYKYQthLQsPOHJMuFGKVg4a36MDMZy+p1AHneouPvAH/7fUHCmMWAIsku5WMqwft+aBAwJW0yqdmqStLa3k/SVhSc1/u2JjQr1qnHwwycP4w9+zBc8l7cfuOR47PE34Rve/oZKYMw2K9ff1IyDbV+mbLtrawTgOg6pVKaYqqmdqxtQ2r5MTLJ7tXZo8W6iFjAv68fMFx2Z8RKapgGizqi4irhNlUSq/FEy01RcXCVGXgVlEpn1+DZyzY6dpBkoelW8ERyrk0qDqpt34FLhIAhNyeZLaMzaneT+i9lLMNC5GgKDPth+ezjbnLoK8eJXCJmxTdqqwa4Z9uixUprqyRKwC4y1LRNu5g1O84QzTijMOrna6mzCGW8kZgoSQBPOsMGHOeHUPHY4ozz19R99ox4CeIty89uk/WDjpsaggdrP6H8Zqj7icSNK56JtBpjUPJcAk+i13YwLJwATvuTVfwAnUwTmCnx08EHzsm6PsnBTfZYytUjAZap9zwx/q3rbNp400lPJC6G69xUG5UZqbEsCAI6QQO1ieslNR1LK7l8CQFliao02MuTH0jycc6XUqO2OLO1IYBhgJSfyrtfBt5GZETRk48IvAMDP/+y7b+NJ3eHYt8Z/Jj7PMQ6C0NRIwTCd60oiXRHUl9DHoXERKVsmaHnatezy8q6J3P8lUNsbBYD3G7Rr6urKJk0m5yWjkgCYpGbGLd7grK7OgFOV4kheEzLPyDzjBk+4URgLM5Yb3wiUp26/IQ8MfOtNKPwLasJUkGGbfTKYlc5wEdsaZuSCuseWqff8LsUMCRWfixhgmki/ek6hraA/9cFPwcuuPfIct0DgssLIjKkw267ZGlum2muZZEalvSpJ8Ua/zEDJ4rLdJDMEzmYkTCDvAcEkWxyoNIdYiA9lJTOOlPgxsfsO99tIjbu/3m4F/aLQHe++OylK3Zeee3LTCBF34zIRQMnZ3xi8+gnYkcqU8Xzgjsbh2NCooYsFOtvHFnUx3S5zJ7jTETcPKNvMsHvxbBWS3G9fSL1mV0dMOoDkwkisEyxB7TCkVq0oG8Am3CobEIBEBTPP2ILAmLEgYYuCGQULF5yi4CkUpPJBbG5+E+ja7/2omvSyIz/1NUo02Nkyyn/FgupxwhbAmaryPIkZ3bMBUiPhSV2z9S+mGjdIpOOE3/Pyz3sO7zxwmfG//tRX4Xvf8yOOyKgBenXFdgH0YBGCxSAYjBYRuPSfZgyMXUmKl7CYmsnIQkYnWakSFcCNafKThvN1/zsWo/zE/TV1gbknP183ZoCKxtpWO0WCjNvEDMqeFakdQOfijX6x6hbBNdXgEv7wx0Q8r8uEg5DQdCjFlik7khMDjXLGSubJqaCaBb50+EHvaufGOAtGZuwtsYBQg2iuToB+kAFUdGyGpvJ42t5PMoCd8Qa3eMZT+QQZc5XOZJ6RsUHGBltscJNn3Pjg/xeiA7u7sNz4LmzPfhRbLtgy44wZp1xwBiGQFi14q4a+RY2EM9vWBqTHmxQtV++0Fh/Id6OsK+MXnbwIDx0/8NzceOBS47HH34h//os/iqVMSmgm5DIhlxnbJWGbJ3HDzgnZPoWwXRJKlg+rdyYXAmcCStKIvkZmmloJrLZ/GcBix92icFzAjYSEnep+5VwlRjrINuIgY6oE94NIwB1RYXAdS6tdDFt4C3TSm53x3JVh1+2bC/atfEXST50kP3Dn43AkNOgJeD0y6k3XOqjaf/GQgwpLqh3ZTv72nvDwG6Z/1pd4IdmnfGqJbRWTC2HSnE3NsS0JUyr6PraQ+8w6UBEDTDjjGduSsElNFZ65uAmZsOAW+PRbQSe/5SNpykuP8uG/5AiKGV+baijpztgmaWn2SWYQXKOton1fWPZqsp2yAR2UNU8bpF9z38c9dzceuLR47PE34mt/7p8i8yTrMjSXbO85V6P+srhl56WpjmzhkzOaRMYH0LMFVfHbGqCm82TGS2SoyFYH+6Qn1Y4Glj86F27ZKqGBTYVvZMZd64UoJK6Hve2Nx0BuAC8hYuylI50n7C6pOaRIwXeTl9NBEJqSC7x9DEa3bTf5yF/9t7KEtndPtZBP1JOVwhLid0faY++OpeeaD4okIBDKwsDEoNSKrgotdR226pjHAqaiYxBXtYfFTVmQcATCU2XCSToDIEH12ClZmAqICvKTr8N8FxEa3v47oLxVI/NMSvJYiZ4YBAOyKaXZvlismbZjtqmckqql2jYGcI9YjLx93yK859YH8A/f/vpan3fe/AVcm6/hvs31euzJ5QYmSrgyndRj7771XgDAC06eV4+dljPcyqe4b3NPPfbB7ZP40PbDeOnVh+uxzAUf2H4Izzu6vx67lU/x87feg5ddfXG30nzP6fs7CdJSFjxx6+fx0isPY6KppTt7Px46aumYGW+/+S686OQhHKe2B9X7zj6I+zf3IFGbst5+41143tH9uDZfcfX+EK5MV3Hk4vG88+Yv4Op8Ffe7+3tyuYEEwlV37XvO3oelFLzo5KFz2+bDyw287+wDeNnVF9djBYz3nX2guxdrm0evvli2HFG89+z9eJ5Lt3DGEzfehZdceRhzmly6D3Rtzcx424134kUnD3WG4Gtt87Yb78S16Ur3DH76ycfxA+/7CSxFbenMiBdKaPxxbt5Mnsy0AFnU7PgqOWl7iiGTGABXQqJkBitkxkgF3Jg1SG8oD+lro7TPeKyX3gzp4Wxu7PcoZenybYOySXMAHibygQ11EVF7eDJz48M3d84H7lwcBKFJqQ0WJioU+LfH9K09J5cUg+yFrVNTW30k0d+ucf62erBVh+lv7b1hULLonRZlU4gUIO6VuSTMyWojkWxlRdQm2PrhqXru3MKMp3LCPC3YwEcPLkKSKGHZ/him0+8DHX/a09Ledzr4qddpG0AJTJL2AJS0WIA9p2JiaGRg9SRhwpYJZ5ywVTftzC4ogH1nydN2NAYzfvgDP4Z/+cEft9rUtPKTVoWEH8kiqqZ9778CMEold9N9//vecnvp8GMXpOOds2tpbz8dYBt5Wi1WJfzs19oXpZPSvg8/upPO10reS8L3vfctMnnuuWnbEgP4cdBO2S1Hk4zYcZ8nM3WzthmY28SZACQSu64z9VwSdTR0LBAyk4uommTMaJ5MZhTI6ppdJbkAJM4Ma4BQSCA9bx9j45bu1+SJxkhsZHwbpDTbYcPIVWKjD6a4cy7PkSCN3KN7NCYp9/Wv4GGAX3urxot2I7p7nN7c7j13acD73ujDw0EQGtSBg0Ep7Z6oYEtYH/JIbgA5RYmQoFbupK7YRM0Q2L2ErASoF176AVj1ViBwBjJJYD2gqaaWLGqmlAipJCy0wa1c1AA4tSB7+pGxQF24aYMbXJBywZwKllSwqAx4YcYEwvzk38R8FxAazu9EvvktzXOJW1yYDD2GogI0k3gRTjGLPVK1p5mwYILt/GWSHNs4NNc8JxAIcyrgIlwWSpTETt3PqI0EjV3TJtg1+Mn2PKcLfzXvHGlHd9psZ8Bry+SORvBoctdP8J60rdVmzK+/Z3sfWp5V6tVVu77sunjxx1beP27korZJZ/Dfrl2r9VrbjARoTGd16O5Fo4FzNTa3+EZ2rcj/FnO/dnsy5UI4ywm5zJU4iVrJ7cvEQJXSuLgyJUM8mPRYFyyvXiPSmR1SYWqkGouGqhqIWSQztUd4UqOu0yPBAdAZBdc2dy9ET3J6+xfSwZaKHDe5tetM/UOpf8dz7kYJO5sM+3H8gRfci8DlwWEQGgVpeOzdocVjSFFHH/vYStsup/70wuCJhhcGOyTHiE7N3BGeToAEqqt72UCuoJDox0/zjCnZoMiYuGDihIlTlQxkSNj9Eyw4xQbEGRMvOC4ZJREyQQLtnX0/prMfAR190kfarJcK5YN/AQVbsFMvibqpoGgE5oKEQroZKFqk31LJjEhpWAkNkFRkb89UgvAtOjkBMskkAmYq8DFqAOq6Sv2uk4nZbp2j7a8D//oE26OmW82vl3LUeuyk3SUD5WlOJ/NUn86TMOKL7kVzdu/VRelqOQMx4+FX30rn3wsIunVJD1+XZhBLLUgji40McwvcmKg0+y2W+DFLka0LisWScYSmSoXMBkbv0XaBrwTG+owfn/SaZscy/PVSHKDZ1pj0pjTJjPVPT2osgC9xIzFjjJl2DdXnw2zbIuw0qBuP18Z1d7zzgeD+vldgnIdSAhd38QHZ0dwtOChCA+jAtdIRidsmhMwru21z+0KJxPAWbotJ1k3a1gbNff2+hsoETLRZB0kGgGY3w+wMgqdSY00sJWGmCae6m23aMDbITV1iIfk5YQFASFh4g5s0gcXVAbN56zz5lZge/KqPqD0vEzj/Asrpd+uGkhJjxoKMNrWTBCoUmyVS1VJSWxvUyWTxrrFsBMUC7anrN5GTmHNVLUxgMGdseXLjaS9tMEkPjCCNEpudm9tHFnpQndfWyEJNJTVmXODF0Sbv88vVc3tUsmM6Il4lZmuvUWGsv3MuT6qz50Vl796zL7N7N1cI1zpswUHuFyqJ8AR2KQBIiYnrD/bdNpk0qYz81j5kbtjOhoYZIoGpdU6N5Hij4I7cYIXYoHPNprFRvMEvoNIa7ORl0pnOnia7c2vExtUjmUeoNkzzIG2Fd+P7eC96yiQ5fYdyCWpf4JpnTeojBB+Ch9M5RO4QcRCEphirNgnN2l5ODrYyMC7e62LbCnHsBwwZHygLUWFZvLfFQWnfZe+gfgChIoMvZ0nHqcps6gvIPCGXginJoC9eTBqLBvL7DBNu4BiFxUNqmgq2JeEkEQptsGDCwrID900WeXFCwXT6z/H/tPf30bYl110Y+pu19jm3W2phS2pbyFLL+I0oJMSDxNCxeYHxUMJHBC9YJhBbzgMMViLCwwHHwMDAGIZhPweTPGCYmAcIcGwn2IoxBvcLAuPYZvD4sCKZD39BsHBkS0KWLKnV6u5779l7r5rvj5pz1qxatfY+3X373rN3z98Y5+y915qrvlatmr81a9asafcjwMUvfqFNfiPBz7wDGVeFbMhf9aWpITZm2acpA9iDsDNnYHIro1TG/ZG+XZe/Cmr+TDGCS6A+9laa5Xe11jR1GdSv9NfDkRZKpFQ6xnugAjkfpguQ8l13bM9HSVIpY7PiZSTj8makg/lzZgs7cgzyHjGwVfX50jUrzdUvzl/bpV0sMSpV+4gSGoYuBhAn9XmqlpjcjiNGhHVaiWta0qlRfGfqdTRL1s7CoqSk+M9wI+/JxmLlk0Oz4gnuGrj0jTjIca6WtXK8Ls1eNBxK+3gLDul4uQCBhiEqpFA517T9FOEwqZLHkx/55OBk4KbiLAiN33fjqFrQB5bkOhsgnCJgeYP0D7nlVT6zdxrmNl9GR5K65zRJdvWtSdMq3/dzwibN4rKQsMsTCMCtaY8EcRLmhD1t8GxmEDH2KSHjQuKrZExImJAx8YQJM55Fic8zfepPY/Pq//H5NPONBs8fxXz7ncjI5isDIpSIwFQdgcWHZo+EzMAVb8oyWbd/k48/oxGd1Vl4J7FBypJadDLuNwrb1c0CAbTExjkYw72xW336+qncNYiK7lt1jKno2/wxvc1AWYaLwzreLEPMR+RqAMneF2WY3lFbiSxTPlI+zRtYlq/PW1cZXafOWepsgWilTD7N0g98ncpHzoR9BmwDSSU5zk+mWo1cCAfnY9PHl0GWfaxtKgqdQy61xEbSaKaf9Lv/c8dsDydLE+Y7A3b9BYBat0cWlVF76tjJljbrTYFuWlkE/N0rmTJG3V5KYpsFu+t7p7RqMgcAPPWxZ5aFPDWMCNuZ4nwIDVCICA6QGv8AuBUJfoDpLym/ZVBQAqSitd935IUb6wzJA27z7jKocC7OpsTtc2T8qlGm5QVjTuUZLNMjQCbCVd7gDi7xyETYc8YGs/jXZMyci8UGJYIwXf0DvOLOP0R6+D947g19g7F/8quw47vYg0swPWTsuRCYPTNmlk07WYLqZeBZvsDMG+x5qtNOIGzzhD0n7HkqG4S66MCsZEdj1kD3dRJnT9aYNqIkUKeKbCh2b/A6/VB9ucbas3kLPwCbcnBvscNVVVxpgjNwjtN0ZW5mUYdlBIzoHyhjKZ4ro8urytUXFXW6H6XJ8mzqi8kaCfFkgrt8GzmgvSdal54EKfGQlDRQba0LVTkjKuVctfKRO1dfnlrrjGNKvDzHDPB+ZUpJX8qgRKG+hPXWF6unJy4+SrDGlsl1zKpEh5tzaqExWufT7qeMnM+OnfDyAMj2aKrWGj1dysL1xXKRhyNT/Q2EchxlUFT/csYb/u3PQuB0cBaEpgGL5p8kZkTd7rWClmZ7jbfAMp2k9h7jMTqa6oPhNktjXVXAMN8bGyDUyplYSAwsFg1xAu8YfJmg/h76BjXzBrsMmXpKYGbczsX5VxWnRhPORNhiwo7vYkN12fZMRYln/8dAfvbPnxWh4flfY799dxvpl1Mhc0y4kqmkHZPtrH03b7DHpQUhzKgryQqBkdVk6jDM9Y2YJQ8QIWeub80QxeU+IS+FuteOKTBUBatyqtDaZb6dHKqiXLQDt5zdJkIGJMS/mHrLCoDOalLVM3vFis4qye2F7ErcWy/1+fAWmN47zUiUU/BETQpGjOx5QyEKlS52cq5d19Irjs3VElbTa+ucubUdaXlLqKrajjqdyCif2g9IpyL1fsP/rm2TxQ+r/VNCg+rci3rOLDNAQ1aMyPjVS45UNKTFHfPTSH4o1XNJVkA1xKFPFy5//9ltWFk/laBwtfwADZkB50J0wPJS273Qjti/f0g8w0R7TIf6lA5P8Z4CIrDeiULf4uoBFHJTPSVVcPFbf9kAOMsTnDReBJWHZ6qDh13D5U0mkwTOSxCHB7aoskTFIgMSAmQFJeS5XEesy7HZHFP3mZCIkJiw5wl35wkTZSRKmERhXzBhjw2eyZcgKqRmj7Kv0x4ZezD2lDHLCLbf/SNMV+8G3fqCe9f4DxD89P+AjFkISY0ObGRFjqvfzA6ELTZCfNyUkVpeGLbNgS3VRlFefjPRMsjrW3YlMdlPUypJAUxuFiWmxKUoO62NKD/vGyHapHUsduTBEYPmeNNIgL7hdmckjWoNWbzNdqShSd+XZWFmoU7eUwBXX1Z2UNtxmMJq/q1cNgLj5DTIpU+DB19Fzjst564+raXHZ86N4zbL1LVZ5FibmJabSOq9dn1DZezeOUKjG0cqMWEeWWgY1bojn+qkayTEkwtUEuOISD8F1E5f1bw8GVnMjXoihCq3ULaujizsL1ld3M2ea352YT/Od/kOMboGwDlFCn4p4XwIDStLB4ZWGce8DTkDSb16YWZUe8gyigNwcgOFJue/yDVJ3prY5vPLw2IDEcgsOqzkR97O8lyKwlzN0Tkn7GiDRDtM8kZ3e74FgDAnQp4YGyornvY5YUsTbudbADNS2peYNCSEhstIlqnsFL15+k9ic+s770HDP1jw/qewv/Pd0P2Z9pyQqVhnNAKw7su0R1nRtOVigSnLuCdbqq07GwNAluknXeHE7m9m/xsotKZaHbIQB30ZLLONbrmuu77pU6b41IKjvZU6xellPQFQa8HY0bdRxKOR3qXZsBNTxO3qpDZvDMlFPTW001hdiFVPUpv3Wnp9GeH4mHtWGzmvVA9YrDwRaoLjQYeRNWVdSWrNu5aBnXWAgDrlpISGW0LDs68LydgklgjxcOdZA+KpYiZx8pV2FHJBFocGzQqlxnriiIqNdxpzJrfHe8uPHUepBzFXS5DPUz30XV0IYqnRaXkWWs+lJzNxN6Q7htWwVjb+V98XnZy/XoWOkJnd1TkE1nvQBbh/OAtCk/ezfSf7B9Q7qUylfGe4B8FLVts04AcI5w/DGbInE+yhsHdjuSSpYsuoq6CAunJKHnDOBEqiMFBi0CRdPWWDIWGfJ2xStimPPU/YcsbEF9hhxgUzLmjGnjfYZgalW5hzwh3e4mV5h1dNd3E5lR2lbX57+09Azz6B6eVfeA/uwIND/tSfRMZeptmKZWZvgQjF30itNkzY8oTMU5URH6UMv8u2LNm2yMw65YQ67aTkJBP2gFl69qzB+GCWnGrhgZGhSh789BMAJUodcShfTLc1CraSFNcuNqVS02hJRb2GnEx/vtXOncUl1/P+0vYZ7MmH/14JC2O5LL0nQbY0ei09N2XG7vkZgn0pOqI2vmJxX3phryOX90/JC5rjOt2UZZrIVjQh2TJMm3pjVIfvuVhokp1Tiw1X8oBCGpi5kJl++ke+jpZgNyTF0mqJjV3nnIEt3Uwl/Kdeo3nKSyXpQCikSeGHbpLGXND1bvh27vXQGf/R/TE9wBDrWX8eC4Lz1MeeRuB0cBaEJm0Kw2BvpWmgbyuAevP7bluHVaAx0/qYBCLjCb83xVpC+mzL+TrPXf80SBvNXHjTpg46MwhMXoEW5bTNCRMBm1QUZ8mOcJUvcEEzHrIowhN2uUxJ7dMGW2Tc5oSHmbFF4VeTfG6e/jpML/u/A27/nlMCb/8Z5qvvLdYYgqxg0ujAdbWRWml2PCE7i4z+6QaUdbWS20OH3Y7bXP+KU7Y4BfNk19nw6q04orhmJmi03brKSS05VMd3fbvWenaDrv5eyHXtkzOZcj8UkK95FhZkQaHHdAp3mWarO7iuIhymp2m6wHiH0pNnDwflWqvSgoCNSkBAH2hvKVt+lQB664QGEN3uyKRZZ3yxIJZcPaeEhKuvTTVAuDYU5c+zJzL6J3Y5poHfSiUzlYyUAho56OLFeEtOL2PXwUbW+ufHxt6qk6tMJThwfjHWOrVe2ohKVqH5kshRJVHGYqHMb3mPCFhaJ1myWfaQR1/3qsWxk8Oo458pzoLQKJaRghXsDuqSbHfKkRJNw59vHiw4H5pBR7E55lQd1HRumknzcozKRnN5QEHmP9EEduN+123CTOLAmoqja5oTiCZQYmyorOjJVGKq3OU9JirWBPvLT+Hi9ncivfxLn0drP3jMn/rj4vQMZM5ibSnLsnfOnyaDsGcqbcU1IGH7V/1jZlnNVImN+DPpsu0mRo0s0uCyuqldtVSnE+r99OTFkx/YdKNXgOVDtWNbf2+F8TKeQBQrUinLUTiFu47pmoHximI9HpzOW2uOpYlhVN61NKvPyhq4TNmsBNqrvyW9XO/dIr/+3jg/OZtO6jLgnGx5M4jcuCT9w28gKSTINpDs/F90DKljFRmJ8ATDKqVDYrex5DJNGJEitFsXLJZ5r/1ZnpWomL/jYJsEzkCSmDG6zQGU+HQ8hfwbZk1cn6CuACh+Ob4R7GYUAs6yIOQlxAHOCudDaLw1penj3RDNahbmMuCmGnjeLC8A1IxT1Et9L2DANqvU9OobghxSxaCGHsCC6cH8Zrh5Du0tmsuqpt2ekUgCs0EUHZVNK3U6ZGYgMWPPCVfzVALOEsRZOGEj8117nnCHZ9xiITIEm57ZPfNncOvh3wCkuhP0KYDvfi/y7r3FKsO68WQbTE/9afYZxW+G69YGlZBUy5b60GTd3Vi+7+W6PevGoLrKrLwR5yxB0cgREzgig+oMDHP89haadhXM2DrTT1fUyMR2HliQkprecWuF9sljofb4mgSpROSmo+lV2QOzBSY3sJKMUyyWkoOqqbZ9n+Jq3k2bjwVZ9zyS1Yx6b0saNa3G4qTTS+LrUv1lah7HfFhIrLzVMsJoNpNUYuJ9W9Cm56eT+mtG+fdy9dMHzqtWmcayY469jqiwEhiyxtL7yK6ses/MEm7lYdRG1pxKelwbf3B3nbyaNc8gUrBZ5V4iOAtCox3VOjkGA5TrxPpglEBN4pDIuUwF6V5O/q3YkyMG+mB77L/IQ2UESaAPvX9BIFB5S5uzvPWWQYwBEE/Yz4xEGVMigBP284SJipLYIxU7AhPmPGGesky3pGK54Ql72oszbMKON7jiHTbiFJxRyM00fxwXz7wD6ed91fO/AfcbvMX+qT9RVnGxOj1n6GaUs2xvMIuT8JYnbHmDHZcNJ3dcorDus5AZZ6nJKFaYHSYw6rF9VrJTYwN5y82s0whi0amkJlXLTJaAeyREBqqgYZYcs+4cmH4p5Ff2kcq9DDXyJc3rLT21ZeM1mRVB7ww9LqPmXWXX9UOdlhkv327ljhWupgcsfYmWsiRldJp2JJfdeNDLNUQTVmfei6C31Ii83XcjF9L2nKqTr17k+4ISBhc9eGxRcWTGVi9VcjMiME16jpzYaDiyxgBtmlm3MOjK5pZey8MBHa3raFvjdPXf2zFYnx65t8QtkfEmFnmr4Dy7+0StrHuGKkoiz3zy2dHJwA3FWRCapvNiMCbpAOdNIpSM9bMXa9IamMNZ32rYBqHGSW0G8oV7YLi+UQAoO9YSl/2i1EEtE/KckFB8QVIuS8AnBjgnzDNjIsgSbdSlyLIM/Cpd4IJz2bxSFPKEMlDvecKey3aNd3jGLZSlpVs3gNOzfwEPP/ybQBef/QJuwv3D/pN/GFf5Z5DBhcygWJx2AK64TPVvwdgz4Q4TrvgSe54w8yTB8srnFTYAo/G1uT0niR5cp6tsSTeK78zeWXJ0imjOuouyWG8As+I0K6NEmZW+5o5BZVXZtYqsUezZT2sBa9aXxn/jiCHdk4DGUjmUdUr6UJo2PeTSHZhC6uG6Msxd1sj1lipgSZTWfI6G9ZC0mxeYhVxbmPLisaxMT0Sr75K7l06mjjdUjzef+p28sFlALLpvT2oykOa6C3ezvLqztBhBcoREz6ee5HSfbGlTnTpCm+aCdFncHHbOxGWJtq3U0n0stIl1rt6TK23BnNHGpvHtUzsTgYAEW4EKVCvWoefj5z74icWxk8MB/7lzw1kQGkrkOnD3tBLKsmt9gCZ02oHHgwLq5d7Hxl0GzjIlpNmrnwxgsWZqcC2fB0kAPz9AyAoHScPC4ZNsWjmXB+8izZhzwg4AJ8YlUPZ3ooSJEiaaMHHGrMu5UQjNRBlb3uDOvMNmkmYBY8PAHjPmT/2/sHn1X3wR7s69Bc8fxf7u38TMEIsLSmRgToW4UWr8XZ7NtyqZkYi/s/y21U7iL3OVN7jiy2J9yfX4jGLN2eu0FfvYNknISl2ObVNSqM7d5l/jx3EhG+oXomSm9DVxHhZlqPqz983xpNtvkNgr4aoKloN2HfdbBc/tUZNt9igzsmKao1HsNbfrDapD8qHH6JgcLbMaEpRlWYal889uV8bFjt3NuDFo98Y/hpdlY51m8ukA7UuTpsM2ZjTERAnJYEPIBbFgscpok+m1jtwwMB4TnSy7wHi17K7fMECZrW71ZRBC/1ETtjqzIyVCyV2blXKxmbsX7eYoMpAby5iRJf+u2usMl9Hr3vjzETgdXIvQENGbAXwjCh34S8z8DStyvwnAdwH495n5vfeslNeFPEFtgD1yHR2urxdF0Q7xZIOCxp5h/5AwtS8OfnAAxCfHvbVw9ZPRwYfhlh3OBBsX1eKTuW56ycB+JmxSKpZRAq72GwCEl212SIRipeAJV+ytNGVKxRQyFQV9hzbYpD0ueRYHYcYO5abutj+A6ervg279int2O14M5Kf/O8y4iz3KtNteCIcG0tvL7uN7JFxhwswb24fJRwOuK5zKdNKWJ+xFVlcvlXRlakktMAyxvEhXYf0rfjd+qbbfvRuAXeunm2ZRVHU7hNIjvcK0sdwRH/30sWra/irHnGx/TJXD4rjk6Sd/mulTLwdqj/Y6gUZXqYx7+vRy7mRXnt3x8mnq5HxdBnLN5bzIa5i1nfPReWtbOX2+zMusNIO2AtDsjq3H3VRRHUeqddcIhqRXtioYEB0d13rlrwRoME3ULNeG+97Ei/GNJFP4TXC+ltwYM8+5m+5yRA+ocWe0npoW6/TSCgnVF1QwkLM4AbM+fDU9fc5Gabizl7cuViROCGuVPEMcJTRENAH4swB+DYAPAngPET3BzD/Ryb0CwO8F8O4Xo6DXQvMAMzhnkEYKVitO58Vuz7Y9bHrCDWE6kIgYZUmHUcjTLGb9qRKdsmSbnPNwHYCacWyWPC5UhiRCZlGSiTPYPYjMCduZMYnH4bQp/iK7PGFLJYrwRFkiDZcl3MyEK5rw8nSFmSY8y4wpz5iSkBnJfv/U1+HiM/5XgG7mQ8zb92K+8zfKSiYG9sxlp2yG+NMUwrJl9YPZCLkpn3XKKTnfl2QySl6qc3Brgdmz+MRALTFFpvjXuCjCqEvA/TSUOv0qCZhlGXDpD5X0wE2r1GmLjlyQP4fmWv/bB/9dIwqj8a7f5qC36jfTPFqelsEUOCuAf54WRIoradByL61MQPNc+vzXzOrUkZk136TG6rSUM/VnbU/ycrJGvrrjSlAZq58L51qmhlTYQMVA6nbg1hcqystpqJGfTJPvkaklK6e3mjR11d+99alaZrrG6b7Wa8zyUm/MYlxuLDY+oeLEZn2d3DX2ZmltaL0NI0Sk4NPEdbwFPx/A+5j5p5h5C+CdAN4ykPs6AH8CwN17WL7nAe2IBKLkTIvcPmxuoPBvESUcN5sjnSdI9S1GzMAo8SASynLGGmgK9pC3qwO4rhgwR73yqStHqkIrOzX7PYSg0xmYxCl1wtU8YZeLBWYrGy2Ci2PsnXyBZ/gW7vAldrI/kTrHPgvClhlbMHb6N/8r5E99/Yt2Z14QeI/9J/9AcXz2fwzszJpCtq3BFhsjLbrRpMn5+DJcrSpzJpmOqlNNSnA08F612BB2mbCdy+ootvTKvchZ9oHKOtXUWmzmrCulYKtish7T+57Jjuk4b9NVQmZqmHy3bNz3F70+i9NyRolAm8n+oN9ncsdhsVJqGXx+ZWly0W96fWrSZZd3ljpylvQGf1oOCzBnu0f7v3q8XpsW5bO/7PIfyDXbCOh+bFpW/dPn05WtPNupvd6n05fXExX7pPZvprIEMVNDTJpxyI1LdaqnXJv8NTq+2fNTP+26bnpqlQjZJxcLkI5dJV5BazkBVWtKhkQAdmOn/pY+7O17ja1POrzurl0IG9v0P6uM/hkJquTFZNqBpM1QiZhvLXesLvMOvFAQ0WNE9INE9BNE9ONE9Hvl+KuI6PuI6Cfl85VynIjozxDR+4joR4jolxzL4zpTTq8D8AH3+4MAmk2AJKPHmPlvEtEfOFChtwN4OwC84Q1vuEbW18O8927qVHxqFIv+rMy8nrbnn9vz+gCXn9LBE8T8QvXJcg8+2cBXj/u9m+o7gXyzgYbEYa1YdSijRqUV5aWB2Shn7GnCJjE2IOyyRLfdT7hMJbz/bb7ELZoBJkwANjyLg3BZwTPljGdTxpTLKqoyhcPY3f6ruPXyLwc29+7+3Avw7W9Bnosj8MyMPaN8gktsGPGh0eXZM+pO2ToFZeRGfs+yy/Y2Tw3JUd+YQizaKMK2nBtlny3dfbt0neo7Y8uxVeELETYLuvOBGX3686tt4sbzNeuLyVl/W08PQOm7rmsOX1T9gN+cOJQ2CwE6kr+JH5Mrz984kGafM6BLoY8Lp3E13LVqRWosHSZDDXkAo7xYud8j60zzIkTeIkOVVIgsdeOLWVn0vOpsl24Tjwbt8UO+Ns3n7IiHnZNtDpSczIzkXv5aktL9VqIm3806kztZxsL5t7UQ2UOwbNseLox0Y6Rx13nrzDk4Bd+gZdt7AL+Pmf+xzOj8MBF9H4DfDuD7mfkbiOirAXw1gD8I4NcBeKP8fQGAP4eOe/R4wU7BVJ7WPyWFOghmfgeAdwDA448/fs+aedq4SLfyrK8Oc2Z6LH/VJ4Zt4CtPorxxNfFtGGYG9hbkbiDgrIQH1eTuSFFPhMqbad2vxIoosU2mRMX5mAmZy+x9mRIBdnOCGqL2IDy1JfAF4RFcIVGp14RcIgjLlMuEsu/RlhnPYlvi1hBhx8CEu9g89TWYXv0tL/zG3Cvsfwb7p79RyIssT4fEneFCcHZIuMuVwKgFixl1qkmnmYT07JmEzJSAe0pybNoJdcppP2tcGiExjCbWjFpJCrdODWmpK5lgJAhKMjzhMeJTp6N69Eq5mY5iN44Picg1dw5W3SAK61gZ7JqD3IKuHb9G8zgav8aI2nUSHOQ9qEet2zVkZTbbv5T08jSvpNN9+iXVPVkaLsvm8fEFmdExSM85crNKXPo/scgktORFKa0nHuzSaQiP+cDIudk1qOMiJP3I6qH/koyRTSfXsjUdtmk8s/ZoBjp1L2k1t3suJke/dcZnvuHVCNwbMPOHAXxYvj9NRP8cxWDyFgBvErFvBfB3UQjNWwB8GxeG+UNE9OlE9FpJZ4jrEJoPAXjM/X69HFO8AsDnAvi78rb08wE8QURfeP8cg9veX99CuodG+3VGWcLHXVA9wAiOPrVJFNZi2aUnMIsBiKpVhssAkjZA3gO84Xq8V0BCbpQEcS5Ow6osCQRQsdDYztBUFHuSuDSTTDVNiYvFZyo5bPKMizRhy1OJX0MZiTMm2uA2b3ErE6ZUpp7S9u/joTt/A/TwF92De/PCMT/1NdjzbbHMZOw4i5WFsacy9XRnJtzmi7LPFcq02k7iz2yz95WpPjS39xey6kksPJkkhk2NJqzTQ3veiBMxjEiyBDfMWYkO2eaW1XF4aalZbCw5JDXkh2TDgkzkdq3ImpySiYVBY0RO5HBDQBZy1EofJTSaxjUICKP6phwSz8om6JhxCI3l5Ei+Ized/triGyKuwdSd7/NhIWcjGRtH6nk/fvUEZWSdWRARKx+cE6+TW9T5wOdcVzEhuzhBXPNoP9kl3e+7JI3qp3G0jrI5pcqXW1Ccn/3eVEqmLB2uW2fYcS7/iBnLDt/fgFqOUsRr9JNTw/2tz6NE5PX+O8SQ0YCIfgGAz0PxuX2NIyk/C+A18n00O/Q6CCka4TqE5j0A3khEn4NCZN4K4D/Xk8z8FIBHXUH/LoDf/yBWOS1DctWnu445wswzAymBuKyKssHMpYbmYeyS9YNJc7oOcM3xWZ6t2Z8cD05GaJIqPrXOEDDrChjGPk/ypsRCZoBMhF3eYJ/32E8TtpmBRHiGb4GYcQszduBilUHZHmHHCbfTjEnJDhjpk38Ety7+fWDzuudzK+4Z9k/9t9hu/3/YCpHZAthxsTDtGNhxiT3zDF9imy9kSmkqjsCym/Zd3hTLC5JZam7ni+IILNYYtd5s1WdGnXxzwp15Y0RHCY6uhmLUKSZzAnZxYto4M2q1kSVsQEtijPA4onNg6sVbUBakZtRv0eqSihXS0hOQtYHREbSj+sPXZyDbWEj8VMYwPW+dOsDMmhQOMB+ZttH4JKuyWUcaUbjNg15/NORDC8PkVvC48jm5ZrpJYq943xmTQU1jsTJpdi9b6EiNXreysskTjJ4s0SJPWdWU2f12oTC0LeS6Gh3YExC3Msn/ztml5ciR+dfU4+XlsGnU8pmdOwJBrOdyb/VG+ELaOT4/YnN/8DFmfvyQABE9AuCvAfhKZv5Us/UIMxM9/0myo4SGmfdE9BUAvhdlUcw3M/OPE9HXAngvMz/xfDO/d9BBXbkENw+LnoOYPvWk9V8jEmzLpa1j+4dIzKe9Kd7eKvTZkEHIzwaYHOTEDLBOMrtnkFkCWqEos1lJDQgJE1IiTJwtWm1ilr8s0yglnx1PuMVzUeKZMWHCbdwC9sCrphkTJaSUgDwBdIGJgYn3SLQRUnMH0yf/ADaPfvsLujMvBDz/LHbPfhu2KPXagSRI4IS7mbCj4uj7bN5gzxvszPrSrmTay5ST+tZc5QnbLPFmGOYfY46/6i/DJMu5J/ONaZx6QbVrsI2zlcSoD5TcS+8TJSZCQNKw6LJ2HVwfWy5TNr8Zp7BXfW6cgvTWyIO47vQQd98bDbaU415+YIGy8Y3rc91IDsu/UtZrk7LuXP/w9tcrUQA5ZerkF1YFSU/HCa/UO9kFQdHrO33dEA399P4nLHsvYSlvL05OVgkCCxlakBGdFtNyztymZ+Mm3JVsYyvNNQ/LX5dsi5xZeGRZd5OX39VbPsgN4KNptjqPX/IlISvce9i7tve4e/sKJw29rzcERHSBQmb+CjN/txz+iE4lEdFrAXxUjh+bHVrgWj40zPwuAO/qjn3NiuybrpPmvQSb+QMAFu+qLZpRsZAUvekllDyXNysJwKfDlKZKKIMEZ0aWY+WZdKZn/dovk9QHTbWKRq0k1BUDuteTPMx5t0HGDCaUbQ/KHBQoJ8w5I4GQQJiQkKms+iEu+z1tcwKnCQTGxAmJSxTcT80PgV39EmVsOeM2MzZ5j5QKqZl270a6/d1IL/tPX9D9eV5gRv7kH8SOt0ZUdpwLqcGEHUrE3qucyoomVOKyUxKDyZGZTVkFlSds88b2adLl1X6ptvrX7PPGCEwTNM9bZIzA6JYHNYCeJzTqZ6MKTW+8jaV2nIy8WE+2Ab8jLnZt3+PdG4/3l2f/5YDlR8mMU2qHrSk1be5+q5x7PLvEGLUuLrZLn44+i9Qes7L1g/boGICRT9BIka0SNTc15GXc1rLLNBnFkqNt2p0D/MtOlauEo5KZ3jLTpNM5/vZWG3/Mp9eSIGpJhycHruxp9mmxkZ21laGVnPCijOoMTMzFL8lZePT34kHxx0awJXjsnhNNlK3JCGKhH4Lwkfd/bD2PwHMCFVPMXwbwz5n5T7lTTwD4MgDfIJ/f445/BRG9E8UZ+KlD/jPAuUQKpqntvM3DrqZFuEGOAUrjAQ9tMvVBZnkWqDnGswxmsvKpsdYQyvJSFIc6TuxIDdkDz3uUO2Erp5wcAOwLWQFDYt0kZCoOpolSiQzMxWm1DE4z5qksQZ6YbW+nxIyUGVdpBvFDZVfbibHjDXaUMTHjWTAS7zFhgx2A9Kmvw+WtXwaaPuue3rNjyLf/Z2y3/8CWlNcVSiX+zJ4JW064I34ze65Ozzvn5KuxaQqZSbji6jNTCYwskYb6zpQYPraBpRCeOnWkVpriL2M7aWdHXkC2/LdaZshuu/ej8f2q0XONQvTkxgvpQN2ZAr3iVXG3FcGaq4Dt/mwHNN9ObvXZUS8LKRN36XVpMQg0Ihm0lG3luBKNJr1erhZlUQ8lCwD6wHq1Hq3cqA5WE26D7ZXD8iLUEZGGuI0+Ta4jM44I+HzIEYxmRRS6Y/21/v40BEWvY7NCecfelhRRkwehyul3DYaHPi/U/CrJYSuHDqbkPXVRbzuDbBm4JTzPaDJjrlNPXAtJ7JyCGY7YaFn5PCIFrzyrDwC/HMBvBfCjRPRP5dgfRiEy30lEbwPw0wC+WM69C8CvB/A+ALcB/I5jGZwFoWnAfaRgRxBs8ML4JusDCAjpcNNLRkRQNJZohDoNS6jbFrSDRln5hLJo7aLmpekWx2NujsH/zigxNIiR84yUinLc5wlTKnsRTZC9nZAwp0s8uwd4s20HfLF1T7zBRWbs0yROtNk5CzOeZZYwc4wpP4X0id+Ji0e/p5DA+wC++ifYfeqPYxa/mR0IWyaJo1N8aHYAdlxjyqyRmh02ZQk3T7iS7Q7mblrJE5s5J+x4aqw3c/ZEpnzfz4XwwFtwhHgwIHFmkrPKCNnJymXbaSVPlOvtojqN2VtpmgZzpMNO9CShV9jyj/2TIgq5N6BY2oUZsE9/wUXkQF6cWGBIPjQVR1YYaBRym48rAx8IrGVtM2ZynrxAyrUInOfO1wqgKvUujYZ8uDJ4B2HqZCHjyCoB6gkLoyyn9un18v13vTYP5N1WBnX8kX7SWVf8OEfu2tb/hpuposaqIzFpzH9GjjPpaiq9+WRkg3Q819b2Vpdc5WHn5Hp3XfOcjfQA6rC5uZjGAoHnDGb++xiMGIJfNZBnAL/7ueRxfoRGocTGbPm159bBi0XOX8YgzjK1Iz4zOQMpybX1uWjfTtgUF+B4Cdx4K74zIK6Kg2H7odRVG4KkCwsl0FgqA0ueS9TazIRNAvZIAIq/zQYZlzRjxxOu5otSh4mRJkbi4p+zTRmXmHHFl5hyBqUiP4ExMWMC4xnsMSFjQ4y0/wlMz3wT0it+zz28QSvgu9g/9Yew5yvbmqFsQMnYcanrDmXvpi025uOy68hM/STsmXCVJ+zzxgjMfkBo9lnkbHVTas7p/loah0YJh/nTqB9MRkdmdPAsPSGb34AqtjrgV2dgOEWpqNNRbZupfFWqDQHQztYP3g3pcC8BLqZJ6X3VslPSHjEewGvLNaJSTg/KuCp7jeif1obHSVRL+g6I9SSlyauiWYHjzi+IihsremLZW2vILwfX9A742Yx8cBZlOnBsMQXWn8s6oVZbw6aKFuVgd1/bxjIn3j5QoI6d0L7G9r0SG3bHa0FJ2ZieGC3hzh3rBYqPjqXowfL/Op3zRHBGVTmGsyM01uFTAiU3FPY2cj+AQJ0uyzuqniJdppiFdJC8PVFRWiRLv+1NhuWa5EywjXKSfGe3OoLk0lxjPDS+EuwGV3vrr/78d3cJfLEtI57kMWcuGzFSxo4n3M4XJbwOlboSb7DPO+wo4TYuwQAukJFSmZIiYqTEuIM9Jt4DmJCe+SZcXv5S0K1ffs/vmUd+6o9iP/8k9sjY5yzTS0po2Dad3DGVlUrcRgTeDT7vzhtcZZ2aSrZjNqNaYfaccGcu+znpfksWIA8aYE8j+E5uKt9FnkUhrbPzQWn8aexYHZZLZ6NmyqlEuFWl2FtfWgUrhsSBnMNAuZYr2jI4bSHH+wODtP357D3N1q+z6ZxrBMUblqGHtvfAKDWSHQbjW7SZI2Vr7Snw1iQ9T73c3B7rCU/zu/N78tMxCwLSr1QayPSERa06yTHK3gLUrnriJh21wizJT+eYy2350JcjVxJNgKxAghGcoWXH16dzEl4s4bPx0w3CXE40i7073dC+4CJwQjgLQpPnOj9KGAxY9hBxw/Ztc0pd3eSgbgj6ndxlyABNdfxnOCsn5HxSIoLmYdYYOASSrUdkjjrVtAEue0/lmgODwEl9H4SAcUKeGVvaADyDxZWIwCAqVowyaEy4gijKiUE84y4uwKlYESgDT4IAehaJMghl9dM+EThnzAkAdsCTvwe3PuNdwKRhAu4t+PZ3YXvnr2Gbi5PyDrlMLUGnmbgs20bC0/MtbHFpsWZ2ssFktdSUWDTbnHA3X0pwveSmqMqUnS7b3slu2rpku7g3eYdgFDKZyb0Qq9+MTicpedGoi+00lCcs/Vv5Qhm6iL0LGfd1QWaA1RVKqxYRXn4vfTdVjuNfcFcHeSXihx3zdYPFaxGQa1ldrDWOilI+KiJyVIlKX7Ze4fmBoJfx94SxcGoe9QPqCI0/13zviIcdgzvWf/cEQy3C/trcOS/P43yGn0IOhhGU5AFQX5zGzI1KMbC4dtApXBvaVJLcg6XFzNevNmLnklN/cHsrP/ozp+8UfJNWOb3YOAtCkyZRIFQfCXIddDm6eNQRnET51FHHLXPtHl5vPbFkZDAiYlNIpm98GuZrUx9w2ovshRVHnDhZBn/WvdfsYS9BjQnzPGFOZUqJuOwxxChvYGkDW9o984Q78wWQgFspyxTTVOSY8cn8coCfBSfGTBNyzniGdthQWUmF/BTwsf8Utz7zBwC69bzv1wjznR/E1Sf/ELbIuAKwBeFuZmyZccWpHGPCFROemh/CXb5V92gS/5i7+dJFRE7Y5QnP7C+QeSpbFcg+S0pqdrKDdvWbKcux/Yom+1OnYRRSmkUpZ5mWmHMlLwXO6mLEBtCdtRm1m/kAdtavsvS+BZFolbZFmEZHnuGus88Vhc/Ln7oqhaxQ1IitRvHlA+d8mQf59misFoeSNL8iOjx4s0vmOnKdj9HiOic33KSyIRRun6UVGU1P69BPR40sMw15GZCaBdnxyn1wPXUyvbVmKOt9Zwb5+5VPzBJH26w54tQrPjqkvjq2R1QpB4vPDaCbDvvBt783rgGBJdkE0K5skgLLMT/d9JrPfhSB08FZEBoDMxZmbPd6SYzK6MUqw+4BtD7unH5r2jIGyOBOzhTePCteccgDbytHqKbj35rMkjOLo+ilFF3MRKxLuXMCkKHB+3RJLsu+Q0yqdAmECXf3RfHSJiOhbETJaQNiRppvFZ6Uav2RgafpYYAIt8AA9gAxbuUZlFJZIj7/HKZP/kFsPv1PL9v6+WL+EK4++ZW44oQtICSGsQXhNgNblAjHW57wbL7AbX5Ipo9I9mMqy7JtTyck7POEu/MFdryRFUrVgdj+cip7WOXJyZB9N0uNkhoQ5r0G3AOA5PYn8jFmyKwUdSNEuV/qR4GW1Gg/MF8YN0XVK2GG9qOyOSq0b1kiAyW8Zunw6buDlGsfVmpjZOEguXDlWJnaIVR/tKPprP1e5KdG1vpcLuWck7VgIdmQjgMldM/v6lJwlVuki3aaSvVubq8h0ee9g3BDJrrjUPkuX017RErYp6F9dyXonpgu63S6OfU6Agwd03w64juzZBbwccMYbDFoKumpRMOmqRrLi/utJXHnixvBWgfygffcC+RBxhu4qTgrQkNpMFDa04ruISgPDlIJyGKMnTNkB8qSlsinzMhTHeR16sgGfEaZJ09AfdNwZMURG6JyrfqqUYJZfWYGbHPLjeRDXHZCTixvOGW1TbmmODFDrAuEYk3JIGQqVoo78y1k3uEhqVXCBlcosSRmJrwMAKVSSCLgMu/qXlUZeJqARLL1Agh052/h4em1mH7eH3zhNy0/he3Hvxx38zMloi8mXDHjirNYZIArnrDjDa6wwe18qywz52RTRntssMtFZssTmFNx7pXVTbqpJJhkt2y3lHueZLsCjSWTbIm2+sfo6qa9nGddws1kVjS/TBti3VGSXEmK9oM69DMqMW2IhxtnbXaG2z7pSXWrhDtrgVd+ve4djNsk02hDa4ZXzAfSIt0Cwh9kZ71pD7ckoz/AnTwvs4aVuHvJUL83X4Y1nuLbqStjgy69RV16cuHT8ml2zr/+Bacq447YOLmhzwy7l7MRIQGc42x/fkxkevLgCQp15VSZxLrYgl3e/SoorvXQbQx82/p5oSZqMBz56O+Niz/j2JUlpXlpO5ifVG2ToDOni7MiNPWteLC6id128qoI7EGjSjgI5pzW8noy0kHK4sVRmJiNzGQGUlarSvuXNA8ATIw0waaR6nNKJf8JZZuESR5a93afxe9Fx31mwpYmbKZSthKzIVkMnIkYZf0T4SHeCaliTDpdMcv0yFTe5G7TQwDtXMtm3MqMlJIQJgY98814ePospJf/1hdww7bYPflfYbv/V7grVpkdl6B5hcwwrlD2aLrNl9jnVPZmEp+ZJuYMT9jlCVf50iw1s00xTeb8q1NMey5B9mbzm4GQwmqdyXCEJhcfmUpMSKae5Dvrlga12xnp0T4mpncjC6YgqOlnLTlBiSoNlQXUeljuf1Xgq9YGdjL9SN1fqAoH7nin5EekZO33qqydd5YEj75M7nvyx1bkqrJ3FVTZFR+Vxr/Fla/BYMEMDfJdEJlRfj3R8Glwm4Yqej+kNZ/++8i64vPXaR0bV2AWn8W0mHe8zW361XpSybqXbVYz9RYVV1fy5zGQt/G4qy+3ByjntrltrNfMqLwcopA39nL+siIMgLHf7nHyGD17Z4qzIDQ5z/WHMW39hHtQWBlJgY6k3ZuukqKyMyRsQOHMoFTe1hNz8auYuCxr1OkrTcdPW/k/6svUvwmRLO0GeCrKTgdg3jLyRSoRg8vsUyE3U3lA93P5fcEZl1Ntkx1NZeftzNhiA125U8gPSyAccYJNBCQg5SxhZxjABZ7hPRK3FjB66uvxMG1AL/vS53HTbmP/id+Cq92P4Ioz7jKw5TLdVGLjJFxxxu084Vl+SCwwy79Caorl5E6+xDZv3LQSud21yWLNgFGciPc1ErBugwB2zsDqT8OEea5WHCUqWaZlPHHxUXatP8h59RlQMuLjx5iyUnT9ptnccKQYJLmqUFsrTWe3adEpw0WwuxVLTB+Ej/ovXRmbvKg+fpYeGrvQ4bT6dMXsUtPsIvfqcddG+uwVBdenh6pEeyXfyS2mfno5VxDzmRsp6K6sNi64dk6902snS16egSYQHmo/MrlG1pWFl8crOfKrmaitf4YF0SN7sXRlUWfrzkem3qeOXHC2l1P28jqWG6HS8/54Wx/I82hkRh+6jsj6nx9630cQOB2cBaFJaTLW3YAtigvqE62KwXX4zGXKhctgDkCWX7MpIHTjux4i4Q3cDVjeQqOWHdv8LkkabjWUPWGq9DLEpANnnUngXDZmpATQRKDE4JwwzxmYEoiB/Vx9P0pcKMaGcvGDkfLcmUt8FjAhbcoy7YkZd3OZhkqYkWgr1Ad4JjMuC9eBTsgRGPjkH8ND+3+N9IqvwrV9auaPYf/kf4m72x+V6aViidmCcQXds4nw7JzwLN8S8iKrlniSWDEbc/wtS643uMsX2OfUEhqxxtRAeQn7DNzZX4K5bjjpNwAt1u8kizHU4VdqzEJm5BOM6kdjBMXdR+ljOnbaFKQjKCNnUZaBvw3C1rav/jaOLgN+40xsafZmBXde39K17/ty6HllRK7Mfp+gRl7Lh+X55ndXlN5S0xf7aHoAdOXiWnoWCLNTYCPLldW9Oz4sR5fmgthoG3bOvOjz1oGFq+wqkeWuPiP5znfGTs5y/wZp9wSlJTU8XE5N8jJmS7y7G1TqK0ExjMD4UBX+Tx4U55+zqDuOHD8A7r/w6Hz5/1n/xouzojPw4uAsCA3g33bYsfVctkWAUzY5lyXRpnS6kVitJM1AxWVqIcsf1RULSZ9vRnWkBMqMzcTABRlhsWlflXUDl71dM+xNQ022nGB7PDEA3idgQnl7uZDrZBdvZvG1QXF4VWIzgZGnUtY5A5tULRPbTPi0y5J5TmWq5ZmM4nA7XeFltC2zX5ixS4wtATsqWWYC8jPvwMP5w5g+7Y8DdIGD2P8Utp94G672H8AVGFtk3MlZLDLFQrNlxrPzBp/iC1mKvTFS8+x8iR0TGGXaaZcn3M0TnpkfKnVupprK39WcQIA4/xKu5qn41KDeu+z/MpV994TE5FkddOWaLP4ykHui91J+o3Q96z8MSFwZwmIKhmHptlMMA7keTqkUpezsMAx4MlCv75yRvYJulL8L5Q+gsWKOyiPnfVrtLtQr3xtQc85bR45alwDYTtYr55VUjtLrp4gYnRXFpdcTpVEbcpcegOpzMri+/6QROcHgmCdKRkxb+aYdudatJy+NHw5rn61/xTLSXmf1ztKzGAuSYtf27Td4AV2SNu4IFDvCo7IlYtTCQtPO/dpfZ5Bp80eph56/uDxxFenv8UsAJ363ltBh1x4a9Z5VzQKyhxpA2VRyQWrkM3OJN2NmVbIHy6wqRauh8aRn92atio1EyU11YFU/GCQ0g61OYVUrjZhUM4DJETGG+FcQQIScUnm4OSFzWSmgFomreSoahmcgVfdJAuMKF3h6T9imLV4+bcEJSBJoj2fCNm3wsnQFcMY2Z9wlxh3KuE2Mh4jxMM946Jm/iVfc/ft4+NO/HnTrTUIk3X3JT2L/9Lfg7rN/ETve2jTTXQauOOFpIQhXTLidE57MD8kKpo3Fl3l2vsRVvsRWLS5I2M6TTDUV21FLZsqU0z7X3bJ381TO6zJraQW/fUFmDWBYvwNorDiAOHWr9cy/yauvjetLR60y/feFIutUa2dVMTnf5vowuGmFRkbPe6XrP5uB0OXDUmeXGfnf3F3apyXPxWInjbWB1/utrMlquY4YCYc+RIP0yOfbl727fkQIh87AK+epl/PyK8eX0zyDdBZ+KZK3d64d5ePy8CuvLK/BNY3vkP72y/PVbyfXi5o9m+yvlrvu/9TdBE1PBmJPmIZdyPPwRSThJda6YeDm42wITTOWMcPtAtg9KLo8yZ93BlJ9OEyUlhmpf4xelakkKYHwzPckSxokTrxCUsx671Y3+Xly41hqLtb//pWRyr8y5jKQCPNciFUmhoa1L/4yCTwVYkNJYktk9aRJYNpgkxnMtzDzBg+lLXJi8AaYKWHGhARgg7m+OjafEzjNwP5JzJ/4XbiYfj4uX/afIb3si4H5A9g9+05c3fk7uJ33sgrpFq6QccUshIbxqbxBhuwGnh/GNpel2JXM3JJovxoFeIPMwO18iXnWoHilTeZMzn8mYZ+TOf7uxOm3blcA6BLp6gBMJl+sMfUuaBeyKSbzmZEeqP3GdUXOpY/YVNBIyemnpN2QcrQKrEwxLS04C+dS/adKxvdhhfVlVx6CIyzUlLN5GtZIBYvj7pqFRn/PfYID5BWRPr01uf4yJYKd8ILoeEXe5UudHPnBZ0RA9HN0D0baM3eOzx3JsHJYn+GWUKCTb2QL+fRxunq/mz59v8VB4zjs0wTcODuot00h8bIdjHgpSYFzH3BLt73VBYBaZvQakKuXB8v2NZJuyYpcvl50dENOHGdYpTWcBaHJ84xEzglwGP9COn5WO0pVQHq8JS912a1F8dUHIIs1xu/inWERihmwEd0bh/xAkDKQt0JqbkEUWZFJE5BnlJVOer1YZ0jzz2UkTeJErIp5JpQCpyzXJTAy5pyE2pRPIgJRmYKZZsKOssyWMDJfys7WW7x8ukIuNAkJEzJlMGUwMThllB03Z2TO2IOQc8ZF/jCmT/0PmJ7+JmzA2KJMaz2ZN5h5gxmEzHtcAbjLjDsZuMMX2OYJt/kSW77AXpyAtzzhdr6Fu/miBsQT35ltLk7BM5edtP2O2CY7u121TcZbZPRPyKCz1Mx7sc4w3CdZ18miHDRujN58C64nyjPJvWk2O7Rx2REGRjfN031qz+zJi/Th0f5Jy92zewFaKEGXUyU4Xf5exOCJnMoNFP3QZ2RR8HqNWVR7gkRtekO5Lr3UX+/L5uqhyr1Jr78PbopnoQd7hQ5XVhqc0/Pe6deR0Z4kkL9e91oa3Uff3t3Gk6vOzFyXTxNz9fta/HlLD4/rykpm2vcx5o6E6TjMLtKwNL6PU1Pb169k7RpT3Q78Em4tY3N/5CXRT03pIRH76M98vM85cINxFoQmTVNh1kYwDr0aonn4SkfWJdly3EwkhDrVA/gBvpikZWdYyINvr8SSTYZtVQCQpAEzZSdZ5s07gCaIX4w8+DOBG8/FQkIYKKPyvhIoJB0UJuR9RuaMaUpIXLZAmKAxapLYpjKQJnDOmLisbLqaM+ZUaAunDMrAHSLseINbtMNuIqTNvoy4SmTyHjmV3bAvM+GSgD0BhISJEjYANigB/57NCU/nC3HOTWBssMWMu8x4NhPu8gZP54eEoJRpoi1vcDtf4o4jM3uxuBSCMxW3pkxioSHknJC5+BDZrtq5bjCZRekqwamrlhI0aKJGDGaejCgWcpLq+EcSfM58sVCJrQ3yck6tdOgCuznlQA0hanXyYnpBV/A0inFE4lWBKnEfWAgAG+ht80Sfdz29vK5Do5i7cjQEZFnMLsNOzn830xXctFsn50mDz7/LzLehXZfb66iXM3JwoHwr+cFd6/Nc5K3H/JTXCgkhJQz+nD9v37lZITX0ocldOpk7Wa5TRr1zsyMw1b+Fzf+lWnBcHq5jEVTWkQ/n89Lk0UcJXvjNlAuavtuRSPsi+fGc7fn1zfjo61+Jk8eBZ/bccBaEpoGfagJc560f/oGxGCCcARYHYt3byQ087CMHu4fXHHf1QcluENxUgmIWIDWzp5pO0utlAGMN0CeKsMSlccqRhQB5hWkoDjlMXGIKJwLPhNsZeOgCoA0DmJDBtpR5oozdJuGRiy2g70ey1FujKe+RcDvPeFW6jU/f3EWeKpG5ADDzBpkSHqIZL0uMh4mwIcIGCRMBT85le4IZk5GamWdcgfH0THiGH8aWN0ZMZk54Nl/i7nzZkRnCXdloUuV0KkmJiy7Nzki26mmXlcAAuuS6WmgAjSOTszhW52QkgTPBgh1qV8oEmNWmKIPG10r6iToDW/fMesKtKfL9yqx6Tkuq07AOtnqtDfa9Bte+SLUv+nN60GRpafVBlRkqa3bJaAYjS4arxmJgleu8wmozlJ/+ut6C0VXLkr5GGaj7vZi24mvIdWmz+96XaeTka999+3N33H23PLsVQORl+zRn8RRbkxfysSA5IEeWeLniSfPJHelQMjMoT7X2sDwzXMmPt7Y0hEUGOLG6jFazNt/dVJJuJLzoX6YD4ARVfdT0UuodvQI3GedJaPRP0Q9uak3Rp9Cmkgq7IP/WbWSDy98k7r8iQ0DdiZsBkE5pyR4lsvM2M0rwvQk1srY+/OT+zKpTpqQwAXyBYp1RBZCKZQh7lJVUCZXIiU8Hq92UCyvhRLgjVotNmpFSMe1uUnF8njPw9O4WHt7scAuSD7FUuTjgzjThozzhKX4IL8tbPIy72CRGooxb2OOSZlzRjKflLe4hynhZYjxEhCfFolIi9U5mpbmTZ3wyP4SdkBldin01J1zhVkNmtvuEu7KVgcWVERKz4wR28WZ8oLyrOWE/Ty7yrzR1rn4z5kvDCTy31pLGn0IJsE4R5kJCyp40+r2OsXYMfjDvthGwwZaafGh2ZETTc0pCt8DwS5UXis8rFSey6hzr4GXsa26PL5Rw9ybc572Qyd25Ph3NY628K5aYBYHp5dRaNKj3Io+ebPRpKfKBfLt28nXq0/abU3Lf1jpt1KTFQDdmtdNGqGOVu1aJR0OYFmnLRd6R2BWslL3uSdeTG2uCxjKD6oK3uK/u4WGuWyvIGyP1cj2Z6cF2q5d5rNz7w1slnBYaIvsSwHkRGmedqWMW16kZz3PkIWE/EIBtzrgZHGRaCXMhNP6FWP1im8jAjpT4NyWWgUc7GNdCFj8YSUMVZqLikEp7GYgmmMWEJCaNpcOlbJjKtZiTbJIJIBX/GMwTdlQcXjecsUkZOWfMlEFUpl/uqNUj7cAA9pSxoYwNJ2xoxj7VeC7baYOH8xYX2GOmCVvK2GCPDZUIxLcJ+EQGCIwJxYOnkpqEq3nCU3yBbd5IgLzi3HuVN9jOkxFD3Ujy7nyJGeoPU2PLFF+ZflPJEihvnglznoovEQPqzDuzTj+1VhojsUJSoDFo3ABtS7DVaiP3y08b1UG9XptAldSgpqf9yI45H46FdUSP+3zd+X62lbEc0PqpiRHp6cfzRXkGcl7X9WlanwfqliFegY7SbcjegCw8Bzk+ItfwDv3RT2lpPbjK6RTkQom7/Jp7oMrcl9GNJ802GHCxfpRAdFNifszx5fP5NSRGv3dkpiGv+ltekJSEVyuOu5nsyAxXwmHLLLw80DgG6xR/E7OG3TXsA+hhOdWkhTVfGXd9l20Z67v0fBquAJ7MnKWT8BnjLAgNO5OkYrnbdunIuuGfSBnpMZNNFZVBiyTIniQzM2hq5YghOwjLm7haKTvnULOyZJSZIT9HDpQgfaKUONV0SFZR8QwZNCSdC9i0AvStIhOwKSMm61IJhq3EyjOBSEL5l/XZSFTID1MGI4H3F5gTYccTLmjGZdrjgjM2KWGDjD0VZ9yHOIETsMGEiTI2yNjQBTa0R0oyUEn97uSLMtFF6tg74WkXO0Z3zr6732DHm0JGuHhFZwmclzkhy0acSmQyE3ZzmYrK8puV9MwlhkxxaSZbnWRTTbpaSYZUXY2k2mphqlar3Iymr3iF4kmHybs+t1Bmrnv2iqhR9Lz8pJ74UDs2+7fzBdhd5xSqXdtfo7qkf93t8rN8R2XX4/Py+KJsh8ryPOSM9KEjBR28dWJtCqqR8yRhcI9UdjFNAzQEoMSiokpgvAOvXGO3yfUl618+Dz/lYuOUGw9zm+6izymh8LtnNyTABcTrpqsaAmPEpPwgVoffroEaksFNuQ3cWWdG3w8REXIRgg9ylLaDf+Bf/OtDwqeBg/U9L5wFoSEX0MKPuUszvLMzmxmmWm/UsmPpioZQx19Ny2IZmEXILcvWxBhlQCCUPZ7s7ZAsiJ5NPWXUmBz9YCjnspAgkycg7+TYBepqFiEtVi05WB5kBvNUppJowp4YiWErn0r5i6PGft4UskETtnmDKc3YUMZlmnFBM7YpYS/WqgTGRLmQGrXSyABEBFzJxpFAIUy6DDtJIyihuTNvZHdsb2UpK5hmdfpV64rGmZnrtNMsS7dtFdNM4DzZYKgrmmxVUtZjQmwsmJ0S0SXJxYxinfHbWnTWGQBuPzBHoHmwykkVoh+jwYv0ijlA8jqmaLtjjBUFpr9NaHmtL2vqic9goFRH+MX1AyK0GgTvXskNZLmvA1barCcfvSzQriAbtak/N0ivtdQNViB1snbMhjE/vSMDiiMT3orXE6U+/4ag6Xez+rDrqz59btIzYgMtj7ZDvX75x+13kecF+enQTzeVknbyXWZ+3PUiB/AZj736sEDgRuEsCE2Dbg7WDpO8h8tDWEL8ltHXk5HielJXpDTPhKRJGiW2s7KwxIGpUz1kxdCpqZnEkmNOv+WPs7z5i2XGzLjJDZzqF5NVhspKqx0BmzLS2X44exT/G92nQPMCsN9NwCaXPaEA7GW778KX6pQa0x4XiSyqcCZG5gk7ypg4426+wFWacGuasUElNBM2uMgZicoO1Vu+QFYLEhKe3V+CQUiUwUwS7fcCO0daSkgfkvPJrC91mqlYZrLGlWFyMiiRfOXPLCVUSU3de4nqppPaUbK0FzunWiUtziemyGNsnZmpkTPfmV5uoBTNMdjLgos1buBz0vjjGHGG6RFTYHDn9RJ1YndVavIekQcMjolsKrd4KdfLjtCThzVLSn+9b4PnIze4bnVacE0ZjoiKT0tJiMo2FofSLw9aevo0e18VbmPLLFZMGSFpydKqL49Mz1TLUktKmryGFpnunPogdnVpuSXJ+OquO4TMbbvY+K5TUIyWMGmhsCjHCAzg4UceOl6Om4zr9vkzwdkRmvLwVrJS5hUyyI+y5L6Y9tanulsZoopBPEmJisNtQiEwvBG/CFF0mViIDtnLPeQ8Q1Y0iUXFVjoJkbEdtJXgSLHEeFSsA1QVLFAUERGAPYGnOu2VfQWIKnFiAFSmijKVQsxIIGFJ+1nagDIyNpinGZdMmBJhQ7k4CSfChgkzlW0EHsEWFzRjQ4yEjAmMDe1BAO7yBTSE35ypBNaTwiTKyJlwJ5e4M7YppDruEmE7T8UHBmwB72YmbHNClgjAhaOWaaWci2XGdsB2q5NY0jRCk8WaJTeq7J+k8iQDZksuSJmvKYoiY4OjTFvpNlx1i4EuTowondS8LqL1sVE5/71TdgtZJa/yu+EWa0radRX74RWxT7s/NipXHsjI95ERZSi3Ngg/Hzlg6Xzs0JTJTzN2VtMmr7kdRlblbLqZF+SiKYM825qOvx+ttYZrvdnJOn8fT5Ra0sNLnx8nWz4doXB5MLoVTyykirnts+prA5/GYOqqf/H01h6NrdDLLqaarHBHCIobAMwPZ+0CXnTzwOng7AhNUSJURwf3MDdC/q3CLB86mtXtF20eJ2kMElnq7ZVcZnAqvvGJCTyjxpBRK02iqiD2RdPYO5o6+qIQlUyoQfVEOVBGuVvyW6MOGykCagwFBihRcWIuVMXyAZXP3S5hmsqu4QkJMwH7DCEz0oZKEKaMy5SRUxZSk7GX5eFEjH3eIFHGRZpxS6amJmyKAy/Ur4Ww42q1KOVM2OoS7IbMFB+f7TyVbQsAaGA6RsLOrVhSMqPRf3O3nLoSmmpxswVhc1meXQZRtxu2tCVJOvW3Iy6ArMCgqugbGSVCZdqx+jq5++qnleTreOUHxitoBuMxrckOfq9OPbnycJ+XJ0ze6jDK44A1Y0EGvJwvoy9DJzdsp1FZ+jJ6bcUDOT02D+QGjsLD+6GKHB0hkU/yc199mn5s6S0e2U39deVdTkn1adU/Rk27teCw9ctax3aFE6ucwAiAt4hres6SVIlCPxajbnMgadR7qw+yHOitL02DrYDr+NqWur+Wm7IfS/ZkcC71uAbOgtDkeR6fUGKjzJyc2QOQXi4Pb1ZmTu4Jp7rsWt4EKMvznlFjw2h2qqgAtxUCLE9Ws7CYWdJcJojUpwYubapPvxERyoS8L8usS7r6j8ET1SijzMWBeE7gicET2x5SOoVVfFeANDESFasHEyERyvYIVNoipbIvlFpq5kQglgB9xMWZeMqgzNjmDW6DsUll0GEkN4jo3kl+zM2YscE+l+XS5huTCfs9AeSmoFAsKnvbsqAuwba4MrmN5ktAnU5yhAaMEomZkxGQhqww6gomLWxGe57RkiCqabf+L51yyF6htOk1x6wc9fuqJaBXlv5Y/70/5hX54Dz1svAKrBVfrJRBbYKDlhnfdmtl8F96H6LBNNwBfWVYWKD6cz79AQFaTEFlbuSovxbyXOu0peuPw3vmfWQkLfJ7EXWxsWq/rNeQIwjcEwb26fkyKGGo6cLLuXLZdLr3swHLPfGWGm5W75nVJi/zIi1n379XVjN5ImTtrKf6PrQKtvp4fPzDTx69MnBzcBaEJk11I0R9gJoOnKjt4f7tqBlRhexw76VbpxDKwC3LwmVlAjbuTZLqYGGOp5oVyTE/cMteOhbHj9zgI7tsm770A+EG5odTlAab4ihOqy75XEL7c0J5vSMSH6KEnDOu9lMhPAklPk1iJCLkiUFzITxpnzBPhThuplySoLL0ezdPSGAk4sXWVwBjI44aZSwqBGWbp6bds57LxTeGcyFXthUBigWmbDQJgKoPzJwBcI36q+SlBMSTCMvZE5piRTPHXj/NwI7cNIrEkRRnifFEpfmEpoXhahnSHugG5eQU+1DRHVDORn60O9O6vPpq9NNbC4uHf0Q6xaAEzCxL/nqX7oKMdGU+hGv5xWh+7lxfNhPjdo8ka4M+3ZX2Xsjpb5Nv9xKy9vX9aHCtWixKt6amHnYiK3GoeWkmjYN6Qwq6e+I/3eqk0l46/rm8rU/JeKpTQrTMx4LjAfDbGjQEBOz8aHSqyjXQaFppNN2k5/xnd4wzL69v/mr6FiHeVU1/vOJVr8DJ48hzdk44C0LjwcyglGxcryfcH1DYAScjGPq0k/hWlOmccqLGppEtEpTvMGQeWaL5JtHa9vbFhaxkRgbZ1JK9tRmLkXyAdudt90KCyb19JYDF6Zd0amqPStxk5GYGaHKxbNRKI6SpvC0mMCVxNGbkKSNNDCRGZllpIBpwnxOYgO3M2EwZUyrTT4lYCM34nlwBSGkugZK5TBnZ3dExCIyZAeaE/b5EH8wy+iqp2YsVRtsky8okc2R2VhhmKrF95uSIZiptoas3urdkAC25gd5jsn5SnSqXPjEM1GM6jdApFa8MFCOFOnIsZdTrG8Xi3nztzdmn2ZMbqX/yx+odqdn6NujK08h3xGfYDfi4nNWvq0tPbHo5X8bm3aHLsyE9cjj5tlJyJjpvMX44OS1TI+dukCd+Tfmsn8CGicYx1wWxUhKh7dXsQ2XpdmMOdExq87WCa3/xU+5AZ6Hklsiw+65l0srn7px7Pvy0vvnawOWhJ5v6a51d+br7Lw+4++m+5zyeouzlGvbnku0uubx1diryrHFed0vIDKCDF1dGUJ/MdqRTiwwnaBA6dfzUcYD7S+13+WG7cjMXBaujpK7VTuTmiLWwfgBCUd5iYmE5pg6/SkKYC5FioHERQgaSEBekaj0qVpiagA34JG91SqpsdC77F808g8TqRMZ+pP6i26/yhCnNyNOMiVCWYPfwGmHegDljz5tqnbD7Vr/oUmwN/FM4n99fSS02gC67RmeZQYY5+DbB7wCQOAEbKbF7KUrEW2IAif1THYPrYN3KlXM96cFCkVbiI78zmrR75erHWwLqsmhG65i6orAXI3Q3hmNNDjW9Y7Jm1j/geNsUamSpIHfMWwAGeR6UcwWqclSP9TrNy7kXkZ7sNWVgle3kumtI8xOLBbvjRZ6QGqWvfUOOuXvdWNK85rUxpTSikZmmv7oCzu00Vutns7YEu8uHaxkbJ1+5rpbH/fYkK/dpS5rqDGyDrf/uxk9PqLj7zlzHRub2ejiiC3dY/2xBSL0ngdPC2RCa0h/JdIHXCRXuSBYzS8MW3Pcs0XNFrGxQKQMT6VucEBVyFiE3DWS7dMu0ksb/K4HzuPhgKEFRS83AzJEYxSKzgVvCLWkxkNXHhqRMqZ5nzQ/1OkqpkhTfLKr7ueyqXYojoykRIAEGVZfvpH3cjN+imRvu2FhT6o0i0nVPZTDaZ1m7rgMnSQTgmSSwHkrbkdwXULXIKJEBlo63jJbg9Of6qSZGXX2iSoVd03UDY0Nk4K7xsnCKrnPeteMeYulhJwM4UqOKSZVfl9fit9ah62Zr0zt2//o03LFV4jNIb5UgDco8Jr2+0AfS85/CFI6SOFWsa+3HrezRfIHqFItB/s4vRYupsa+MAOXlKvjmvjd5cutz1Vlh/LYE1P1eyHXXVwfiSiyWZAbddd159N+tlWCD48o9aSreT0O53+x/a4vnLNNKrsO6023ZNGbVoCwniuGzfaY4D0LDy0FjPLgy/MZ+urtyM0Drd11B1FgZuOzlJBYCmwKSYDRMXfwQeyhKIiTRhFmXaGuMGSE1mQHew/Z70ojBGutGz2kFicv5BLJl5UYe1KdGxoNKwFwDGaHQa+QQAXmXZM8oWGiW3koDAq7yBZKLB+G2tCpLVUHDe1HGOd0YVJtK36TFSqaDNJeVWjknzLIkW1c96f0zIsNSAd/+WgGrhBbCDejOUlLu9eCY3mqtvLvXnuQctM7obeqUyIj42HGvjOW71wvNtIlehw7aV/3vQ+jqtEjLIy8Fhnd9lCevlLVPj5fprSodIcFVQQ9kNJ8FWRtouv5ejZyEXXr1nlVFb+OFy4f6+zXKh70A0PeFhgyyH9+6/Gwax0X57fscu3I1976dUqp5+XTYrl/+dnLMHZFzcr6xbEB05/r73S3w8L4wemMtYnA123Ty9a/5LeLv/7EPIHA6OA9CMwwRCjfiyZ+YVph1OSW3U0jUXatzxGqKdA+sBd6DU2CZjRSU6Q8WK0wRTLn4haglSRWqTlkln0ZqlT0BdYWVVNnyAmocGh2gbcNKuXh2Lj4Tlx/qIKzkRtNmKjNV4ksDcr400ozGGbisGKLUkUqq+2llaWAf4acZF11bFr+YavJRRcAM8N4tp2c0FpgmIq/5wThiM0vMl0YJUCUtE9XrMppBnbk6XhYrjCdFMLJkbe/L4OUAJFWGXmE0yqP9XLMWqA9G43zbX+/2TGqmzFz1Fc0TpP4//livwBuF2LKCESeAttux10W5b83S3hW54vzOi+M92QQPhohBW+tzPSq7feba9gfT6+R6MtPe2y5BPefvgfWnjlzYfeWuDO5GC4EoRKzmPZr2MUJD7bEl6XF1GE03ab68tAJ5otSk15fFw+fRtCO3xxqCxF3Z2EuN0RGfh3/ew2uSp4Mjj9I54TwIDTDo2MBi120ZOMjkUeZtp6okbcM0Uf5lWqM8uUSTydgYriYNIS8A6nLujGJt0UFnlrdpZoszw4mKIzCzWGtIfEO4Kj4qVp3k9TGhsYbYgGfWHapxNNyfEjFOXMrpiAwS7BqdZssJsuSbWkIjTahKk+eyhNv0gd8uAnUJt78P7jbU8Se7KM0ANAAeNOidPZ2FVbFeo6e4yPpP3dGhJz1kVhvIlgZtV1Hi0mw62cloOlY3V46F1cVbfLwcOjl2fx5e1urUXYd6jFeiGTQy1JZzlW8MylKVkztJXTs3dWR/6+W8HGjK7n+guwBuqo4X5GkR3wVVN7f5+nZn+130LK3LZZ9e7RdNKTsfkQWPkzSqTFe/pu9wMzvc3Acbf7zfTEcMcm1Tcm3SWuu46UvMaAhGtTh22yY0RIebh3nxnIysLIxqOfLpNOlxPZYz2qB7VZZ9/prJIpJwRVn5ODDddfm+5g2PjhMI3Ehci9AQ0ZsBfCOKGv5LzPwN3fmvAvBfoKy1+TkAX87MP32Py3qskAAKEbBl1egGIziWUi6yc8xcrRoK8bMpAx0Bcy7LtDW+Sn2VASCWmOxUbmf9sOkjwMiHFcPM2JIWwXiS7RGlq6K4ECWtDtSvhQl55kJGJPqwrXwiiN+OkiaCxs2whRLK5AjFXwhFLs8s02C5+Oz4djdFodtBsCVhaYoXQDtusx1goG5RgHasgjnlqtLTe1ibTuPqgFGcftk1pSoeP5CzWEpGpMPJuNtRsuz9VOR6s3r0abiqep8ZrwsXQfBcur0eb8rq0h8qO5E3JaXlQIf+mEujKcOKYtBKL8rguWeXD7vz1JECn6/qJ582dXLkukWRoZrGqI5NIXrFK1PC4PY+AwurXSl+Vyn2Mo4QoEUlTq6+rqwLXxd0561ft3mWKoj1eZaEhUw004dyrMlb5fQyJSU6la11MnmWy3wUYJF3cpS7a3S6ycvl7mGxxlEZ97doDzet1LRRuVYnpoftp2Xq+zDRMs1Tha/rSwBHCQ0RTQD+LIBfA+CDAN5DRE8w8084sX8C4HFmvk1EvwvAfwfgS16MAl8LzPUhSep1CzTaCUBduq3yYm4QK8kicB7BljOWqRvAogarkpnK2w3PZCuOIFYY/0Zle0ihpMUTNYSlRvUVOX3uEmpwPMfYlAAlqv495togcrbPDov+z2TuIMRoyI/jIWAi5MygKYEl+rDJ+WBikpnbK7TeEmA5OGvZxAJjgnrNDNg0igNNEwAAR+1JREFUVTMIUTOgJ/Gr8U693o/F6sdoLTGdMvCFbYLjZUeA4MbV7lrzVxoRH9R8Pcnofa7aN+CuAX35HDlaYKAom7d8Jzd0OO2/j649IE/Aut8KajvZ7/58n9ahMnAr748xt21Qy1gPjsjcWnqL+93JLfyt9FodbqRM9vg4pWkyar3pygSV94oYQt47S0zTt3wbcD2/SN/XLbMjL9yuXnNpADr1JL+9L1Ujp9+5fvfERTuyl/VLt3uMppHsec92SseOtr+5gcFtc7OYygqcJK5jofl8AO9j5p8CACJ6J4C3ADBCw8w/6OR/CMBvuZeFPIa8r7Z18p86byQPfCEobITCv3DYhbloME5CdNT51D10DNgUhvF/IR+LAT7rQETCpcpA5JVfmeoRGbHalGeqbpypSsKICsOi/xq5Ue0kvxPLuQlmfbK6EGogZW0L4iFh0rakvbNMJW4tWq59mlk+YiFaXUN7HxM/yttNJfOdQaK6ussra/2z6Sh3zMsJiaHu3MhJVqfqLC8/TeQVm3s7bt98B+3guoj+1iT8tSNyNVQ8uvLFKSbuL4QqzNou3vfHFF4Pd0mjKDsRM434th4kt6jLEVnu23oo1KWxUEBk/xuZPk3fPKYAJYX+OR4e5/Z8Y/1FJRvuWt9/RpaZg3tvNZ9S2jk3hKl16OW2bC5/asrcypiFSBNVa00jx86SNCAD7NIbHvPpd+k26XB7bnC8+kJKIbmWi3t5hzptVtNtVkMBePIjn1xcd2o45rZ2TrgOoXkdAO/q/UEAX3BA/m0A/tboBBG9HcDbAeANb3jDNYt4HGnTrRte8Z3xnZa47L9k5/WBUEWVZXrJ27VVabseslg1RLB9nZjNgA0jVUBdBk6wcjY+IOKsa+t4xBnYrDDQcUFWTLml316OHCHxus3ydWUuZdAAgUBy02HmfGzpEZDLJp3wTa8DifI6KQChLPc2vyQG2jgulQhauWUaiTJk2kmmwOyVSmR8xF8tgwsSRgxg35KL6sTdKtnmmn7ayd32BQmBk3eyWrXFtBa3x5p77/WL/iOXpyMY/X469RrpP77P6uAtgofip/T17VHItVfmgyXM/RUjQrFMFTW+yUCk8YKHa6CFYPOh3xfkUL+T6xM4UEaRYbRtX9PTMA5UScBanqhymq5taNpfwzwue26XaRO46Zsm0xMvSdNyynKyX66NNqaN9SGXZmMF6/Jp/Wy4Xt/Jk5fB8vyCjPQkpG2spqLkp48GXaU/17ykAnj4kTNwCn4J4Z46BRPRbwHwOIBfOTrPzO8A8A4AePzxx1eGyxcGBmo8GmZwzsVnxB6UMoiwavum/zsZALoldvuiLQqz8iMZxFCWbYufik0fUfvdP2D28DR5iuwelQTopyp7GQtn5hoJ2JMTtxgI5MohbKO0kVQ/ue/kyAHrMedPQJWHWF3clJNfIWIESM/MMB+iRmHYOETtMVXuLkOa26YapuWWrQKl7ml2ilCL21lefNuvOWEOp4EYrV+UP16rb+VdkhIY6egddFOfH1CUm/K1xTmjBcu26OvaYaHE/bTZAEWRXe8RJmPvB7BGZLj7oXU8krU3PBxNUxj/aGl4fx1hUO++bfMKwfMkkFFXaLm2dO8XnWKnxbHGEbhpFxlTekuLgHqSAbR7RJmclrXKU09kF1Yqn4c72KVT83UPj7foeDKjezhhcA6Vs7dgl6bP10lqu2pnkZ9lUUKRe+jltxYpnxyu95ieBa5DaD4E4DH3+/VyrAER/WoAfwTAr2Tmq3tTvOcO0rej8mMsxK6z+6ehWTaEsgeSPsC2u7W+1XDjgMD2IEqCmeq2uJnLMuxZH0RqSAdBiYPkr9sqaHF6y4tYZFJuf0OSVILTW2syoVor9HiuRfLHIbHtjKSoUlZlamWnSnr6eRDR1jqs0r4WcjTQWtPP9d41CpnFl0WRhVTBLVf3A3sGaK77cPXWnaHlZG7lfP7UyRZF1B0DlsSHqmzrj9CtPAGDKLWrZPRyRm18V5ZFDx/VafT7ALi/pk8bRWEdS8cKr5t4Xke8L3+ft1NiB7FGyFbKMUyPu+9Dq8yorcZLq9t7IGPFoXbU/mVkpiMgSoSBJbHo+1BDVHSc6urVkAb/W/41xF33YmqP+fybY/bX56EyLs+etIwsNdwH0Rtc2zdm9+z207TsZQCMUgncbFyH0LwHwBuJ6HNQiMxbAfznXoCIPg/AXwDwZmb+6D0v5XXAbGRmMZKpprRX4EIyMOloUNPwyoxJpqbUuiJp6ZBqZlcq+zUxNA6NKFm3tpuZJQBeGVDYEQE20sBCnEo5eaa6OaUnKFxITKKyqWN1IMbCmuMD9CV93sVPpicnrVVHrE3dcdWrlbSIAcjInWt76n7rgOgdBXrFMBciqbfLx1IBHFlwhERJl91KLsTE+8yY0qF6/aIM3mHYkRDL18k2WxB0A/tCKWtaeZyWXYcBUbA6yg+18lC9ppF1in9tlRINvhkaP44VVXt0+qgVPZCSk9OVOINnt/t9lHwANvWzSvj6vK9hQRqSuFH59M2fsLjH3kpTxoix2nR0viUy/rfrmy2BYstn8eKgD3xDPPy4x7UODSFZWmP8rttebmEF0eubhgBqdGCXl8eInMixZhWSDIrqSrAgVwuskR7RD66tz2G1U/jQODDznoi+AsD3onhMfDMz/zgRfS2A9zLzEwD+ewCPAPirsgzzZ5j5C1/EcrdlFLMlu7f60qcdufFKgAHkXB6w5OZcVE6gHZoIJaz+BJgZn4qPTPnqSNIsJGIq1h226S5JXzexnLkuq5aHnQEjEgSAZ+isV7sCSYVT2eGaQc7Nh5ZkRp9Td62NuT5N1GOl/ag6Crvz/juDMaHsXo2Jm/Nen0Pjy6hS7jUDo3XehRtbHAFqp21asmRTNN0AXwfdLh0v061iavxa+nJmyHRXVQQL8tTnmZcqsyc2pPtu8UAGVfHWMZfH5WTUqNRA29Zed3WV652fR47GWtemLiMusCA9BwgD+z2RDoy+h1Z2Dco4VFp9O+nnoVHf9QsAi/ZUlOkY9V0SR1WzajiC4RTmcDrMWRzG5G1Mej3RoZqE9oKSp1pn7P7Ua3w5GyLS9VMrw8AqBKlT45vCvm9xU84FEbqOdcaVwcst26RLp8uv95epfYvsHv+rf/Yzy3wDNxbX8qFh5ncBeFd37Gvc9199j8v1nKAbUpomGllpZCQh0wDu7WfOElwPTgtLOrqcW7crQJal4O4VuVFcKIMZqCy5ZgZPqZqIk5PP6jJcSYjtBaXllZVTZRdxKTlRjU3j8ifdaDLBguYNnYSV1AAlHWr/GLX5SMiKWXXQypmHEcEsS9VRmOy4cSDd7sA3GgN+S4qejLAPEMgwC47JdJs0NvArlvQzu3roYEstkUJ/3soJsw4VIslN2uTf9u0+1x+LFVOoMo1FpUeWesOXlWq/0utMmSvZdnVxUFLC7rdB28Nf4AhKjfIkogOlvLwf6+RiUeWRkvdlXxV0aY6U8EoZD77BOkWc+mP6vVHe2b7bbfE6eYUMGeHpy98XxxMMW+7I7vkp/9p0uKlHs/zbiuKfOxeDxtWx3vGarZWd0bRFk2+zmWSbayUefYEYDaFxx5ZxZ7gtg0te62KX+PsF993Ky833T3v0FTh5HOrfZ4bziRSsGE45lbXP5I9z1/uz7EJIU3N9eTPjqiAyg7kwDnXIrSuGNKicWGeAYlnZ57L0OIlC1yKmMi2Vs0w9TarUqJIf9YeRgYETuYB+Qm58tUTZmbNucml5xSfEJs/1O3s5kVEiRBqoT/NJaMZmcv9Y24JRHKWdfvfEZvGgaSKdQtSB2jikKu25LUNDPhR+JZP8pezKQk7OdQlT1Bl1k1EtS2/OJ3e+G1C95WdhfenKZdemer2dcw6epgN0JZP+UXvdkBvpgK4K1+sY5aY10mJ7nYmp7aeNBr3GxpaEZTnCcm6nfZr9kgZlaI7ZS4KUgdE43DalaJRZm6bdcxFXy2s5PmoP1w/cQ9iQOXedJxyMjpQvLAy1Ls1LSzeFo/dPhwTu+6ALYEeufaxM3nIEyFjpyu7yWqbpMpXjvo41CrCrhG+T3hKzZp1xstzJtPfGp8vNra9ynhCxFL/rCK6on/H6VyFwOjgvQuMtNFktKaIJ/YMPdK+n+umuBcp1k8Re0fT8W7koebVyFDn5rQOW7bQtD3tCnXYSS4wZmObCRtQaYqultHogG+iJWYxHZCSkrnYqeRZLjGwwye1UlNY5dSSHGY31x8v6qSKzmmjZtR2VdPTv0dQRoH7g7dJodw2u1yxWIXUJ9A65Q0tOfz2hjbci6RgZmWvbNMRDFYgnNDp6OjlTOpoXqrKs+06hEr/e4sRtcDM750z8Kqp59MuK7R7k8jwsyKgmADSEp4flYfV0RKtxNutSZ6/s+oxR8+sU9WHHfklm1sQGpMV+u0YSuVoXSae3ILgp7NYq0lXRDyxOYS9k7CtJmtyShVbPujK7evlrtH+prPbbxmLRtkWz4oyXZW4/qe3vDcnw6Xd55cEx64SSvV3HrQXHf1q7cJd3lWn3gOpOD/sB6krTpv28WHdfThldu5w7zovQCOy56R+EzOCUy0oSLh3XVhb5WCYiW0hFLkFZ9CEk2ACj/iBm0jSfGLSESX7qHk2UqFob3BRT9XdhW1FVxl8WglLyV7lJ3i6yRq7ryIyREUmTCcXPSAkQlABJuxHM8qEB9mrh0Tz5pnydDtP8BoGCG7JixKATIC+rv307zla9LmEpU798Wo81g3I3CFoebsqrsdbUzLQoVblVR+umPuRkUAkYN3XqrCu+Xkoo/PF+UGIsgt5R92XpE7PMp29KT5xKN26H9aQV8e1oeVBzn02GGaMqeEuUTlE07aZt0WkWtULoY9ZUEt397Z2/HaOtRIKbwpmtyEIS+NVoS2Km7QqSKcCBBcpD014jPEZ22Z0klCB68pPRtT+WxGNBILv+3Gwe6WW1Odj7yRwgHZ4YNFaZXn5JzJZpDc558srdhsKODPltb9pxP3ddyD94vgjH713gZuMsCU0d2KkeUO/ajPImKcuv614yvExEB0SeQZzAm6kbZJyyYy4+JJqPvLqzERFd1aRLwZPsqcQ1/ov6v2gNmvg2lmtTPGJgYgZnRvbWGk+Q9ILmVVPInCcz7jsYyLkSo4ZEOIJjispNVY3ebBqyor+5PTi02Khw7pZs9wnyIM2VmDJL/4ryxYiMHmKg2b+mrxuXa8bxYtw1nmDYwOkUtto8pMy9r4a+bZKyQXb1WiF3ZjlyqEt9eSGvSfVEbEBD6vRIoyzZiJzXmwuC4i9xlq+U23zIVYB9R2Ne8Oz2QjK5hV+Q/7R53GUVvROtkqdDb+wNMVqLQeOhLyxK+jAqR9vv+qB3o37dEBlUWSzkyj/K/flaDuubDdnzJKOW0UhPv1TbmBdqezOw2GDyGIlwq5j03vKgnqvt7u91D22zXkQOPPWxpw+XLXCjcBaEpnES60byJoqsfzNjCJnIoM2gGRrNCxus6mhK9W3AXaRKp664Une76lVfIu2WKz2ZKYHnXFwXeahog2rFkWuq3079S7qqSpdbaxJyXq8t02Lk9mry6dbvZQWVpFP3Lqgvj57A6PcuaHMP06dHAreBa+RU+12/LgjNgqQwqt8Pt+cXsuJkfJz46HeuQf28MjEmiVZRraRZrndShKUS5mod0KnOflptNJJ7n5va6Krsu2u8+V1JBA+SVZIwIJNNHYFrKXblKOmg4q3tuPBjGXUgCcLW38tSfWrlsKxjr7sJjsANBd2h/p43J1wKcyUljQy0jl1upsgl4/7e9IRL0uJBO9R+yI3swuLSExl2F3eEhpXUrFpzfD24Ta8fuxu5wTGrK7dlVDmiEuV9dJ3VzdXRgeR676czXRwZ0G44VD28VHAWhIa6gU2nkvrjRmY8Mld/G5FpE7NMoLtv23Vu6wSZFS/iswb2Q7VudN/LW0YCTWVYZ1Qyo280RN6xrScw3JIVS7dk7AmKt6iotQMT6ltiR2T8d02yXy3jlbBvKnZvnr7dG4uFDsgr8WhUxl/qowK7atq1I2dcyqjTBkZeRsoA1QnViMaIXGCoLP01pnC4Kd7qtXZ7PNFwg67V2Uzp/tj4PpT0nWLsyYXlwU0+XNiFK2CbqPkgLRxuu0r5uhwB9fenqY4q5vFjuXTUPTKNM1B+C/i81BrWE7gRmEvUWx0TfN72BgA02waUk1W+OYDu/qy0uUsXerl0lLGFqot9w92nL8sK2aD+OrO4yL8FWRiTkoV1ZpUQOeuMppW76wbkxL/o1lVcmmbGQcjL5COf9rLDcoEbhbMgND3KAydEZXIMuxlku4Eji8lgtFW0yJRVO1ynhfStuVvlBGIwkmweqYSlrgxprDRcrCqUqmWGqBKbRATMXMlJWvrHeNJCJHPMTq4nN9Y+hGKp0THYpaPfWdpq8eI40AUELByZl+3ovuqYMtBW3r/Ek5vmiyc0WieGTTX5FfKeKDSkgiFOpUvFtbTkjC0Ujc+DOo26Og0JUlMGucbao4+sW5XZckqsawu7RG88W1sy58UFXnknQKaBCI3vDFen5IZM+vr7qVu5DU17jhiJKqgFYeCmASuRqpcPuVLmVm6NcFk7L29Ik66PtnuInPnlzb2eVDbmrSxO0Vp5uWvHZosBn05PtKXvmFVGDw+It1+FNCKlJlesXM1t6/IZkpKe0JC71td7aBXSe5Pb2+bIH4EX7beG0kdpnEfz5jDoJiJ7PJcTwdlU5DjOktDY3DszaJ6BzUZIh4bhd4OlyvmBJA1GL3mTpLnM/ZQpG7/GuZIW83Ww+C01RoT50Qjx0akrMJtjb/V/oYYwEXGZJpuUQNU/JqovhzPAsrkmdcu1NV1QmRYj8eHRMnqLD1tTsK3mhDdkeZ2nbUlwlp+uHbvBc/Gm5z4XL8/cZCcKug5ypndcHuaM6y5rOFnmulwbkp46dff5+Y0AvcJkJa0iMwtl1Yw96fKVaqYRurZAb2ko9z2Rm9DoLU195UxBlO/WVUz3OOWpCpeqY3Rd8edOG70d5Cf+E0betDojItCtzlqkhXoPFgR0ra6i6HntfFcfO+WeddPBSgLhnJkb7e7I28K5lxuRqvjdd0ulawdnwWiJBLXpuHN2v7pqL0iPzwOQdmDf5Sx/v5Sb19LwfjBN/d0xBppowE06HdHwVquehPh6cpdWjyG5Qlt2n78jfk1qOi4HTgrnR2hskFYCg2IKZq5RgVNq5RntG41aa2waqhkCAbgl2UmUA6gVywxQKlMFmYyUKGkhJQ1aFFmNY3szyactPfJWj5lrWoA45LIjLjrlVgZws8IYWfKyUr2sO2ILqVJ91yhk1OXa2hRuyXpzzH5ok40027oir8Mb2YGe0Ax3jPbjWW6q2Splf62GIALkvpX4QJaQcy7uFaZZkrKujlJloA0myWQpsC9TV/7STK6WQhLKFllUW4MwJDQMNGYp2rftudide5FAFtmSgZ8qIVqKN2b/JpnutSGzLMlr67wIsUjVirkguqi9odnEsyMUQ/KjZeDlYdJnCagvFlpn1jL1Gaica09nwvRLgg+WqT/APTlCo6BLDn3/bcvRE55hO+hp70fUEICunzRWmBUysSBNXd5rS7P9tNDQmrIs9wKjsiwbu2cskh+ttx+AD/7kz67neyIYWobPFOdBaFT76qukhzc7qq+MJyzOlNu9u1U5T4Z8ukRgNe0nYQtKMgiyLEcHRGErYvbglOrgQSRReGXISiwroFCngXKtY1MMDVrst0Zwm0TaBpRWPBdlWDfPlPLSXEhN2TvTBewbKTNtpcG0Ub+5cnlzVhLlBduBpFdM7Mqm6dhb++AhHToGu7zWnHx9WswAcevwbW/+TRnZSJ6msXTWdYphZmCmdh7MlHJNl/THwNenUYwDNmOETAZpW6WkTd9dUvt3W259c29W+7T/DjrothYHuZeZFwWwOjMb2dTHUB/JxSqpztl5tV96Beum8Bby/j4Pxg9fT3bXjEkK27kmKc+Em7bpiIMTadq3W17dkNFermH0TnDN6mHllkL2vindNe3qMB7XZ0gwnMwacRnJ2ZvVQL7Ll/v8uZXnhvyp9Y27m9WmwbYbeOAUcBaERgMlkey46McRoB3//Xd7+9AAdSMbeE+G7K2bnRTVJdaMOn0jPsSsAwY53xmJTGwxaYAyBQQue/oI0WKUKSZK3o9Fl1yXqSBTGLpyiUtarHJKbgDoVBNSTzwkcRv5y0DPbhps0YBwY3UXYbgmay0klw+062j6BONjh+J36O/6li+Wlo60mGCtar22cz4emp178qIXzG3ZbFqHdVUUt76IGlSPlk2yKK+Z25XvuBhKnZztMSW/e2Lg6wHwmBx2P2zJcG9FGF0wsAyQ5ud9bfQY90uxS7u195mbfmJTeos6lYPK6ctHpxRdGRdEryEf0uBermETfXo9GerSBdx0W088Og6i7Z3rtNei3xsZXeZtFmeWqWUnM8p7ODXk6zaqp35fs56MZH2++jIJR0aaoHx9wzjo/n0ji8+iflzJsrbmIm0dvOsnM+OxX/hZ47qdElZuzzniLAgN4AbC0S//FraWQM5o1xz7KzpS41czmKwoTpIHKlGxxOS0HDVZSBiETImnqfnLQHzyWaaOZpm2mpKz1HB9kyUXFXiG+NhwHcO7T6IiR5MG+HMDPnk52Aabpof6dlPyotYkuU48qBdXNApJ35xHpKEHowzu3SqSho/5XBiFzBwlQM7nKY/T6x2BhwqBMFiqbOzD8URVKvVYo1fsbZEWJMYj8eCgJydOUaRR8+pGioNT7OuL0lctqNuiAeWoc0RaM3GzKxc5RTjkJQlN3+jTHDrrNhaDRQlbMuXafrHUWkmoyi4q0R0Y9eHesiBB+VaXs+vtJEgwSF/GlWsO+LEYgYT0lYb0uHbqGdXCguLqYwf0eemsFz3xWVhz+nbWa5SY9yxG2zZ3966m1QTSa0to1/dTgH3fWE518eL2BU4DZ0Fo+mdTjRJ2sH8r1O/+tz589hBKIjrK9JYar6x1Ut/e3oSoZAZtnAIWRc9QwqGvviiExU0bmQ+GOg4TI2cupEYfVJXVMUHJBQuZSammT6K+ZOxQslJi1vi6wo2sSlYY2fGdBt0BBszxeayqqqDuSTVcWDYYVNk75mr2VulWFsyg2a1K8v2hISLFMXq8V0/725OQfoDkgaWjblLp/bO4juPaX+G/8/KaHppPP43DzonV3dIl7+HBta6e/a3Lh8gM13IfuN0qrfN3PqjbqJ41WFtfzJFSRNN9G4nmXvNCbhgrCAPla/K+ccZy1SrWnlsGslteqjFqfFpSqOVxHsihKGiz3o2IRCdfScKgPCNLDeeWqPRyijySG+WRa1mdbOHs7IgPFiRq2OV8WpDLqR5fbG5pYz43h84GR57Lc8JZEBqDaQaZGjKC4U0OnvW0YJZYEo1pg5fX5uzSBqo1QvOXNzwi8DwDlIyY6C7aRlZArfOtferSbTL5suGeWz9rdeT6W4sKAJMnM6jkyB2zaacuf+5+k6R/nee8qeMhOUibNxHz2maw35mHb6pmSObuIkZxih0pbfebOY+di/uC9gVrfA2Uz7JrfH+xmvxhZV1dQSEDbo1gvRSp+0A5xtK33YhPShnMtwZ9ow0Oabm9UvF5WJnHt9scL1365H4Uxb+8zixnHaizTA1qMJiuE8I5Sm9AaBbHRxASMIw07o8rRr4Y3Lc9L9IBJHRDT15GRMPnrfctdw5tIxK2ZpUxcu2v7eTXyNKQCC3zaKeM9BlxkYDZpXHgmdG0LAii9Nea/vp1h9K+88zVOM/AjcRZEJq8n90vgm6SV3xq6nF7GO2B7x66fgWUB6OSC2a3Z5OSE5eGHmPICg8Y4VBi4GWZawxhv1ukPdDGmwpxKj4wco0jMo0TKkE21HSrr3RcdFyPWaIL+2Usg89J6srNVJuTGWE41+Eu1THer5wayUm9S+uzb51axG7A15m/hWLqfpLEGllkvxjzueVojGbAVT3rZ+rtZM5oIiMz2ilL94asvjnNSjQ3qFffHWeNaTSxL6BTbL68foxvPKJdftxZnEb3xxF8avLuL3ONlLsyDkkVLwmqL2Mj1zOpJYGy9Fx/PEikVvJurDN6z4bzhq5DGZH1x8b5InexXxaEwskuO2iXHxyJ6olEl+4oyJyX06/WT13f8nn7srBfEr5CXOX+8aL83bgMR3z6/Nx1zS1bIz+j8/4NgNt7cPf23cPp3HTwSj8/U5wFoUmbPjz14K0Jekg2kEvkTLN1UNRdtcf61XX1/VyD9unhhjxxJQ5zrlsN2JpTITNmeSHQLA+upGWxauAGDypKWpeCq78KO+vJIiKxi4LcOIxWEcCTIxKFagLK5wgsK6HWCAijLuQpWw8cEATagW/AJUlX7YhUXRG+8pS6YGi6OmntLRxCeExu7cFnbveRAiphBdyUDKqPT2bxO9GbgabO9ubsB2IjKo58a1pw467LmzQ96/K55mMzju4e+Kkek/PlY3RdBH0SRiIWb7YtufBO0TZ1xE6O83Jqkn3+HVnxXaHJuyc1vkhOzhHnlg5XudVYNvrbyY3axsaSnGs9VCkDA/KFRrZrjSUh7ImGT4vh2juPElqSgbX0uJNf+xz40SymdIDxlO4wiJ6zxPoyDMfyzs+pt8bwsh5WNns51QLC2k9JFgF45Wd+2iLfwM3FWRCaHtR8qSSE/JuhdXa3NFstNA1L1xHQEQtNZ57FT8Xlo5qxG2ApCwlReZ3PJ+c07AfKVLduYD99ltyyUBJVrbJUjtXV2KUclHO7/1PfUEqogDrN5UZXRg2wVzbXlHMdASkDjGs1oqpAB+O4FUPLOwxc17Wjf/ttM1+ulsoHpm7YB01rl3T3UXJb0uEGTT826k8fBl6X2/bK1iwGXbmkbrxQhn7UxZh5SV7JFBQVBQ5yDruDS5nB+1qRtqTsc22DTnJVOgsrIbk+4BWrr0pfGE9kWi3XkRqv3Lrjxvi4yvX1JSz7TxOPpRJKTt2F89yRT0dArFnKipq2H3b7Rqkv3GJn7gXNciRK8x1YU8yvr6t3Twb9l8afZ9BII4vJIavHqK3leB1LV+Sei3XGnbPnQ/u89X352VhhaL0e9lNlbN/488AZVeUYzovQOE7hfy87J4migdMV8si5fZ2Kf4dfUMpoBkx9E3NEqB1UUQckSsXqMWcJxkcybaUjoyMSqG/BZVyies4RKhPPgC6HJtvKQLY+UFKjRXJkxTbQ7HbK1m0XWDKxKkHbU6BvvO5abVA/yDcYLPEcch0p71LBYSktirJV1sWB2Ow/3UDqx/pmCTYD4OzSajP35Wn25OnSBGDLuBfLhs1i4MrvcqNugK9qrmsIYxRw7brQFpVc+lNOmdae3ZaTRm2XnYxaIRtFIltvkPR5X7FGV7lnyBOphbJZ3rRawlqW2m+krP0UhEvOdH0vYwq1CNHeMexRYvJQNX1itIR5pEj3+6YmrSJ36S+UeafwrS9Jes09vsZU0ujhOkIwhmnbJcv7R3bzXfkWliJ28tfEyEK4Jifn9VkYkiQ5p6RmVSZwY3EWhIb8F+qOAW6AcApDycIK+9fBloWwkAbOW5tgnyXcrMmpRtYCqROFW98s++ZYfBsrP9fBUj7Nd8XtveQJlk4xsfooWIA/mdKSUVynnCpRQt3WgJTodSqUqNllfNFcKkv1PPlRXglHf2F/gLF4u+VG2EW+5dG9c/eGfXO2ZKZH0vG2t8ZYRlVpWrVc3q2vCddB0Y35LYFyCiNXE32zoSpzjbUh5xYgdKti1Fy/JD9Eqaljr0C1LzQHtd16K4L69zDXvuzauD6P3XJbq1dHSlLXvj49ffGoFekaoNy8VULUofpLaWFrfzEsiED3zDcKf5SJ9dIjcr1SP1B+//a1ajFx+ayVcfHMjeTcsdH968mIPfzdtX16q+Vbv2cL3xm7biW9Pj/7th5OoD4urgNLv/u5D3xitWyngvChOTFw/6DXV85KQrg+e82bT//AqvJyio0A6FYGdoTQmnptGsqTGGqdjFVO05YHhzUCn4szU9+WWXSIvC8rWdLppkaLkBEJZnJKqhIfLZcO6rrfU/ueaw1l1xefHc3Hy/b3AlY+teAe3BOla/9+vK2lbhVwWk1TBz23L9GaLKO2sdvzyJfHBInMEnFsibdO8ZDzfbF2UfmcS/Rg/9YIrnGOPGEC1kelZmA/tNRbHOcPBUHTMpoPCHcibvrMpp6yKa9O7Ut/oTZfl6aRr5lqn1eZ5l5QTa8p0LKMNe+OgCzknAI28yU3JNSutWehq3MrWNPUfjUiHotiUC3fqC69z42Q4KPofWiaurh0O7l+WbwG5FvEcumexzKU+Tp0REQP9e0ysiyuESn/2derL1cnr9Go169bFgMAbj99eykTuLE4C0JDIHkG6oCicQfILCr9Aymi7KeV7GCj2Cp5n0GThNhVAfWj8Q+h/9SHJqV2iklKDqiumrXADfGxqQKS+qlTLuo4i8EnsToc60FeXiQcpUzLuwHb0nJKVYqBKa1xGbuU5a2bcXShk0offIsg/4UPvGk1yeb2PtbsOmSMA/AtFRYP01sOtEpQFuVMMOVfNjlVqiYBFIXo9G+2DRly+VLn07JmnWksKV1ZazRpl+VIcbFQRFUQ6pe1IHdtOdW5nFenGj2pw1JZGyHXD0e4DsI9Q0PSc0wxOhEdALRqq4SiU6xHrEWW53BqyJV/rXxrDyI72a4vDS0kIzlB5gGBH5Qls0wtLdqw+61TnQOyPMzjUBv25KmT9QFVgYbCuiO9REvUPvsXvX49/8CNw1kQGkCffRnQNS6Mj1briEGPdvzmskN3T1IkEzarjLsk50KKFkSE6/d5LlsadITCvqhysD2jeOUT4uyJ9g24sajArDBMKCTMGsnV2E8t6VvYYll2S34wD2TayhS9tM8lfsZoqsRDCcoxOQDI8/XNp9wpane8TTOP8x8MpKQkAlhV+v6IrTwjZy0Cygo5T4Ckr3inapeKna9ldgN9b+ofYRYv7v6tF9q1WqVJg6G/iSfDvAyhAi7EsCsHd/k18u3E01hxLu7hNYnCSr6LNBeWh+76AT+8dj7XkFnz02j6S6eY16yZi7y4O9Yy9o6w9WVhDF8IfPp67UKuJ2Gu3w2sVYtgiQCY8yAQ4YhwjvuDr4u+iHD/gHbytVvo+LhI9jRx3THzDHA2hAbQcaplLfboG8c48JbtExq9IQGyD5Oc81xCyYhep87CvZXGF0+TtkEz1+tH1h799PtK2RplJT2SoAtF3640agma1UHrlKl9kDurDe9ZohX3aFs1cdtGQ8hgWEw51yE03BTpEFicry0fvbAbUOk6g7Zi1qCG1yM/C1k/vSUDceFSQizVHyZ1HcRnNzuHZZJBupnG7AZtszyxOYFrunUKSY4v4sk44uM1+5xbMo0DbegVmk/P+4To/j19u46eP+3Paz5Ffd5DUuu+53ygj1KVVUvKNQg6hgR90J/yuD+xL7cnAd10+CLFvs5qAWQlzb2cL9qgfEOryfLQgnAtrufuN44cXyG3fdrXJIk0OLbIzxVn7cU3cPNxVoQGcG96XnnbwF16auMLIOf94Dnsz735urdmzM5s0izx9tnM1ZKjaWpaJiSDXHJWlcZCIwpN5MxZWPNxJELrwX4PpIWCrfnr1girVh+tzjxLLJr1p76p+iEloHXPx+WsmY4MNqRWl1HAPj+u2dv5gHwMLDl2/TFC43+PZHtFTaiWIqA6dveWtGYJdEmHgLJ8f9Cnj1k8jIhzXsr2vhta5rmrm2mCTsV6K9JIuXsfDkuvI8q902yW+zUNiI4Wo1d0I5JkRMrd076jeGLgp0kWgTc7OW+tW+nP6mtiVqpeAfuxxlspVv2oujpz96UhMm7/p6a9V/p7ybjNa5D3iGD1L4/9qsAhkWpI0Eq+zqrWXG0ErltYMLTsdOUkl4e7eHu1w6kjnIJPDNk9fKT/O+Wnz07Vzdwq3G5A4LQY4pBzCQRmx/vpl/28nDJqNXvZCgHqsNsrEVdgDShH7o+XSpVU+XnlsuAjVAlDZ3FpB/NyLTdydeSoZLEEAQRhOcAbOeoGpNXpn8FQOCIBLTcsGOiW3vm0lmKZJi1Gxdy1CzAcwA/hEIlQhSz9Q7/2pnUrgt6HPDK/t32eTEE55dYpLQIan5umnosyd6RgnhtFYuitSb0SXshJSdTpuOkms5PTZ5hbogA2J+KuwEvFDiw7jYaQXhTRERMt0zx36dHAouPqsqhzl4NaeeoB95z194Xb81Iuhov8vSAy7nnyj7Tev8YiIuOJJ3iWZl+RZd3MAfjA82CE2crepdeykUFafd1c3m1hxt9Hsn0OSn60i3X95SPv/7mD1wduFs6C0KTV7Qqkl9LAHwbKzKlGbfWm9uxM9EoemnQtd58ibCduNfHKVgZGoDTGjXszI93uwMbybpDT72u/jblQ+0D2pERPdjtWt+3ilnZ3clpyL8/zYGrNt4cHobZLQ2YOkABuh8HmDmYnq2+KKt4HM2PUe9OPWu3rnFMGg8H90AC5ds6q2ZIE25Np5XrSvntkV2O2qbh5oOjn9qd6lB8jZqNyr1lFmnu6Ird3lsfeOuXbwMjKQGE2b+8o7TJNVdbSbElAQ1SO1dtbR7yovy53VtQ17CUS7mAKz+68JwZEvdigq0r/POaYbJZAtITL8vG/0dZ3MFbqMV69J30xXP7GGLq6NQSru3aY5DXyhVanT3NZvvr0cb2ww2O/8LNW8zkJrAyvDwpE9M0A/hMAH2Xmz5VjfwzAfwlA2eMfZuZ3ybk/BOBtKAPZ72Hm7z2U/lkQmgX6jqnLohuWX95cagwQRuPpqBYUr6ip6f4FWcO3+2NOikn2XaryfSLMGufG5y0OyGiPNXl5YiH/yqpuv2Qb6E3LNWvdOsGfpzoAKSFj72vhBiooVYO106ItfBkdiWl8NwZmZ9sCArXtyOXTpKl5V6nFm3A18wOJUlOultBkx7VcUDpJpy2nNlNVMkNHZF8OTYd5vMWGlJW7vEfRhnvlYm/vprCoS9Nz5Y4gO4XntzOsbbocFWsYeX+XOlFfZ8LyeXHKtcr5+7kEeyvQqM3Jp6eV6B2uB/Vw5adWoMp1SnV0vxdyA0IDeaGxOku5G18XoIlFdCxfPcderr93rn0P8KZFX2cpS0PEUG/rUGs664wr1JjUrNSlkeD2uE9jSGDcIzBKd7XcgRcT3wLgmwB8W3f8TzPz/9sfIKJfBOCtAP4dAJ8F4H8jon+Tmbu3tIozJDQ07qPcRQBuiMrgpUS12uhtBa1cM0XTyxMB7IiIvg31yei+R421w13jyZQRGyVknqKU/0woCpMA3QWyiA4GqpRc+YSiNHP3Tk7rhE6xrKbnBnjLm2o9urfcEva/JX3avn4QX5jvLW9qlAIzV2deQJazzyLXWit4FHtFy9mQGnL5t4qrnKW+Mw3Li5xlab1vT29Zcsp+Idc/01IuwCx+bDFiuEtTpFP1mvb3srnHwLLdB9MDfkVXIzuwJDRbJdhU0dJno5VDkev6ZdGPy/ZeWFhoINcTj64+C7mepLAj8yrnP52cq1ZLkNpM0UyFw5G85gDQL7dfkign59NbqXOv+9csHNQfMFLmsjahtl1GzrrHCMW4HLz4rmk1te2H7SatFQJ2aKw/VdwgzsbMf4+IfsE1xd8C4J3MfAXg/ySi9wH4fAD/aO2CMyQ06+8ddffp/q1FPrwlZjSFwoOYNXK8uaZ/MNjFhBmFz1BZDcrXvGBT/fRZ6tTJaEBW0XlGnqZK3lYG7+LkO7Xl9+n49JSsrCgrS49ICGRLKJr6olPUa74IVmexrBySm4GcCOZs2eet7ToDTDIFlXuCsBzYWPeHUNIxeEtsSWeq7TmSt7Ytu6fzYl+f5djKGJj8m+SUmLn2bNJr+71Zt/ry9VYwO7bS7qbcte8OyFtfWD9NtWgbV3Hd76onKLXS8t2R01Fbs/uhvw/0NV+voZwfK7Ded6npEwfSI5OqenotX0kzc3NZJ9d9Jazck0plVltjRCpICfOyHlWc3YHlWOrifjfW8lEd6u/iTD2GEv6xYaYpU1cWG7877Lb71ZQCQzxKRO91v9/BzO+4xnVfQUS/DcB7Afw+Zn4SwOsA/JCT+aAcW8V5EJrnQqoZywdiYM5vlt267ywxahZZOlPuaJoKQPvWdyj//vjoYTsUV8zLihXgOnJycCDnf8yr6Q2GirGc6JQar1iUpUtnCN1eolO2izxnSWNkHRi9hKmjaHuw+y3lW9nUr6RLS3lLtytzQ3ibEtr5pkiLurR5txbCPs1BNv5o34gHpjNGaS6mco4RBUh+I0Ls7y9zCSOwRgCaYDji9Dq6jetNdxjXqcfRJNr+svqMLAL7HLiBZnEb1BcY37/GsXol4TVr1eJLIXBHn3VjZmsp1nxHzrt9vsOQGwMop6Y+hEE9a/muERnFv37fR66R480FAfd7ldPHmPnx53jNnwPwdSg35usA/EkAX/58Mj8PQqNvM4uOORo+eDl4DB46Uzo+XU9WBm+Vuu+TpUHULofl6wV7q9GL9cGreciXet0ofou+kqlFiHDwoT2Wni0v1TTyWr7dPdC36l6WGaCkL3rFiiLOnbw6CEI1d3tLR/e9IaOSHq/IN8Tz8Jvfgqy6+1Yv1zYaOEurIlJhohpp2p+3BB3muXNodnmjy6Or44JA+bpbnbo+vyY3JHFc65yu53S8rtjddebEPZLry8LjLu7viVoKVp9B12bNvVrHdeVMadNgH+fezKKLFBYY9Vt3SJ/Tg5aOvs1822D9WfKXKrFYvtXVsfXQ7fcmlJV8eZDv4R2wm0FhcIsHffoa7Oj1v/C1x4UCLwjMbKyRiP4igP9Vfn4IwGNO9PVybBXXIjRE9GYA3whgAvCXmPkbuvO3UJx8fimAjwP4EmZ+/3XSvmfoyYfBKx0aD3wLbtINCgNrzcJKMSI7I8V5ZGXEwWWGI4vK5LbKHsmqKXxK44HcD/aqkDolUpdgUyvXpUe+/f20w2YapJftG+Z5qNgXyGJ6cXnT6J5rTKCUmnvmarss46Rl7POmJk1eKSMN7k31rWoJsPnuyL1pibB3DG3zBlPtd9oPfd65xpPhvp/1JFBi2vA0tXXpu0jOZcXfoN82z4nWuSP1i0fNPR/DNFXuUNwfVKtQm96aHLdpXkeOGUhp8Ty2zViJ3shqSb0clnVp7l8j16bVkI/ej0jTWRbwQL4d+VkJ8tcUVNPUfMbMbCl3QGwh3+e3fuDwucN8+sgLXsU0DCJ6YjjWFg8YRPRaZv6w/PyNAH5Mvj8B4NuJ6E+hOAW/EcD/fiito4SGiCYAfxbAr0GZw3oPET3BzD/hxN4G4Elm/jeI6K0A/gSAL3kOdbo3sLfFlaeI9W12ecpDBzEerWAaXzIkLNSfA8qU1TVM+uzf8C1BR1IUfpl4X8LnIqd5qyXA1cMGP+/nMc+lgl6OnbO13yIgz0CanBxkVReXYHG+CZIEAOoHOO8Lo2U0gtqRCX3BdXKLe94vZTXrghd0BM4K7tuG7fCq5c75OqnyYt4P5CpRakjLSNF4wkCARa/2pTdrgPon+PbpyHqqe6E11/sydv2WNfMVa6U+h3VnBsb6UmO9zil/LzogPsVxvfePWvZvVjLZv/Ev5LrnQMvcy1HXJ4DlcyrHFo7ga6TniA9TkSMMfZikLqSpWZ8eLPVviKbr+0fqXA4v811I0XXkpF8MXloap/fukmarjFHGmvQQoxNreiLwYoKIvgPAm1B8bT4I4I8CeBMR/XsoN+X9AH4nADDzjxPRdwL4CQB7AL/70Aon4HoWms8H8D5m/ikp0DtRvI89oXkLgD8m378LwDcREfGxqEYvCtZIzQqL98puMSb5Zd3tIOOPN9V0JKh3ymxKRd2qlbWmonZ1z1CuD5on5TB5PT6jU8hYKgVLr1pMCAzdjXpZPieniqhXHlkyF4tJieLLtgx0ASU1Wv6RIpRVYeWt1BE9RtvQWudR2zTpeSuRJDC6L6qkGlJBLvBcpxByzdumH0ft2JMvq8tAwWgZNZmDfQe1Ln29TTlLHdYISn8NpHkPysHqwqOdn1HqSB0hBvOQpI7khtl2RBx5kF4vt5aef/YhVbiHcpb3deQaYtSKVwvqaFfsKu+nv0sZx454jfGF1/1+jNRqmVfuyfLo4DmBawv2cgCoW37OrlKN3DD7Fbx0yMzRbSTuI5j5SweH//IB+a8H8PXXTf86hOZ1AD7gfn8QwBesyTDznoieAvBqAB/zQkT0dgBvB4A3vOEN1y3jUTzyypfjMx57NZ7+xDN2bJ4zODNSIqSpLtfOM2Pa1MEszxlZYln0xylVMpHnjHmfkTbJzJDMjP1uRkoJk0yrMDN2V3uACJe3Nnb9vC9LfL3c9moPEHDLyeW5xEHRsjAzdtsZDDTpcWbk3NZlt5vBzNhsJqRU8+HM1galLDPmDGwmQrrcuOMZaXJ1zoz9PiMRsLlVLSzznJF0SbjK7WYQARe32vSI0LT/9krkLicQbaw8IGradXtVVhdcLtqmbcPddg9mwqVLL4sS8+bi/W5GtrapZcxzbtomzxn7ucxATdPUHG/6g9QZBFxcpJq3WJJ8nXfbcl+a/jAXJe/v3/ZqB84qN1l6OTM2F7Us2+0ePDMubm2QUi1PnnMjt9/tMc+Mi4uE5Ooy72ekKbm+OWOeGUnq7Nvb15kzYyf3eXPh5DSCtiPou21x0r24mGpdxMLXtM2uEMGLy/VnoLTNHixyTZ33MzauD++kzpdOjjNj7ttmP2PeMzYXqbnPi7aR554SYbNJ623DjN0ug8Bd2xSGrcE/rc6AtI2mx2DO1retzplx+dD6M+D7zaI/9G2z3WOec2kbvQerbZMxbRI2m/W2yTmX5z4RNpu2jP6ZWu83xRdHt2UpY6f0m8uNHR8+U9ofbl1YnfsxFgC2d7fSNhd2fRbdMEmdObNtcXD50EVDJB/7t2K37VPCfXUKluVb7wCAxx9//J7Rxle88hF8+0//+XuVXCAQCAQCpw+1WL9EcB2Pp+t4GpsMlVfVT0NxDg4EAoFAIBB40XEdQvMeAG8kos8hokuUUMRPdDJPAPgy+f6bAfzAg/GfCQQCgUAg8FLE0Skn8Yn5CgDfi7Js+5vF+/hrAbyXmZ9Acer5nyQ08SdQSE8gEAgEAoEHiPscWO+B4lo+NFx2vnxXd+xr3Pe7AP6ze1u0QCAQCAQCgevhPCIFBwKBQCAQWOIlZKE5gzCIgUAgEAgEXuoIC00gEAgEAmeKl5IPTVhoAoFAIBAInDzCQhMIBAKBwLniJWSheWCE5od/+Ic/RkQ/fQ+TfBTdVgsnjKjLzcS51OVc6gFEXW4izqUewL2vy2ffw7QCHR4YoWHmz7iX6RHRe5n58XuZ5oNC1OVm4lzqci71AKIuNxHnUg/gDOrC4UMTCAQCgUAgcFIIH5pAIBAIBM4VYaE5SbzjQRfgHiLqcjNxLnU5l3oAUZebiHOpB3BedTl7UOwhGQgEAoHA+eGRVz/Gn/vr/pv7lt+7/8rv++EH6XN0ThaaQCAQCAQCL1GED00gEAgEAueKl9AszElYaIjozUT0fxDR+4joqwfnbxHR/yLn301Ev8Cd+0Ny/P8gov/4vhZ8gGvU5auI6CeI6EeI6PuJ6LPduZmI/qn8PXF/S74o57F6/HYi+jlX3v/CnfsyIvpJ+fuy+1vyJa5Rlz/t6vEvieiT7txNuiffTEQfJaIfWzlPRPRnpJ4/QkS/xJ27affkWF3+H1KHHyWif0hE/6479345/k+J6L33r9RjXKMubyKip1w/+hp37mDfvJ+4Rj3+gKvDj8mz8So5d9PuyWNE9IMy1v44Ef3egczJPC+BghvvQ0NEE4B/CeDXAPgggPcA+FJm/gkn8/8E8IuZ+b8iorcC+I3M/CVE9IsAfAeAzwfwWQD+NwD/JjPP97seUs7r1OU/BPBuZr5NRL8LwJuY+Uvk3DPM/MgDKHqDa9bjtwN4nJm/orv2VQDeC+BxFP/7HwbwS5n5yftT+hbXqUsn/18D+Dxm/nL5fSPuCQAQ0f8NwDMAvo2ZP3dw/tcD+K8B/HoAXwDgG5n5C27aPZGyHqvLfwDgnzPzk0T06wD8MWb+Ajn3fpS+dyOCu12jLm8C8PuZ+T/pjj+nvvli41g9OtnfAOC/Yeb/SH6/HzfrnrwWwGuZ+R8T0StQ+vwXdWPYyTwva3jk1Y/x5775K+9bfu/+9t8fPjRH8PkA3sfMP8XMWwDvBPCWTuYtAL5Vvn8XgF9FRCTH38nMV8z8fwJ4n6T3oHC0Lsz8g8x8W37+EIDX3+cyXgfXuSdr+I8BfB8zf0IGgO8D8OYXqZzXwXOty5eikOQbB2b+ewA+cUDkLSjKiJn5hwB8ugzsN+2eHK0LM/9Dp0Bu6nMC4Fr3ZQ0v5Dm753iO9bixzwkAMPOHmfkfy/enAfxzAK/rxE7meTkE4vv396BxCoTmdQA+4H5/EMuOZzLMvAfwFIBXX/Pa+4nnWp63Afhb7vdDRPReIvohIvqiF6F818V16/GbxFT7XUT02HO89n7h2uWhMv33OQB+wB2+KffkOlir6027J88V/XPCAP4OEf0wEb39AZXpueL/SkT/jIj+FhH9O3LsJO8LEb0MRcH/NXf4xt4TKi4Knwfg3d2pc31ezhbhFHxDQUS/BcWk+Svd4c9m5g8R0f8FwA8Q0Y8y8796MCU8iv8vgO9g5isi+p0oFrT/6AGX6YXirQC+q5uyPKV7cnaQKdq3AfgV7vCvkHvymQC+j4j+hVgXbir+MUo/ekamOf4GgDc+2CK9IPwGAP+Amb0150beEyJ6BIV4fSUzf+pBl+eegxGB9W4YPgTgMff79XJsKENEGwCfBuDj17z2fuJa5SGiXw3gjwD4Qma+0uPM/CH5/CkAfxflreJB4Gg9mPnjrux/CcAvve619xnPpTxvRWdGv0H35DpYq+tNuyfXAhH9YpS+9RZm/rged/fkowD+Oh7sNPNRMPOnmPkZ+f4uABdE9ChO9L7g8HNyY+4JEV2gkJm/wszfPRA5q+flpYBTIDTvAfBGIvocIrpEeVj61SRPAFBP898M4Ae4eDs/AeCtVFZBfQ7KW8//fp/KPcLRuhDR5wH4Cyhk5qPu+CuJ6JZ8fxTALwfwQJwDcb16vNb9/EKUOWoA+F4Av1bq80oAv1aOPShcp3+BiP4tAK8E8I/csZt0T66DJwD8Nlm98csAPMXMH8bNuydHQURvAPDdAH4rM/9Ld/zl4uQJIno5Sl2Gq3JuCojo54vPH4jo81HG5Y/jmn3zJoGIPg3Fqvw97tiNuyfS3n8ZxbH8T62IncXzQvn+/T1o3PgpJ2beE9FXoHSYCcA3M/OPE9HXAngvMz+B0jH/JyJ6H4rT2lvl2h8nou9EUTJ7AL/7Qa1wkvJcpy7/PYBHAPxVGeN+hpm/EMC/DeAvEFFGGfC+4UGtdrhmPX4PEX0hSrt/AsBvl2s/QURfhzJYA8DXdqbp+4pr1gUofeqdQpQVN+aeAAARfQeANwF4lIg+COCPArgAAGb+8wDehbJi430AbgP4HXLuRt0T4Fp1+RoUP7n/jzwne1ld8RoAf12ObQB8OzP/7fteAYdr1OU3A/hdRLQHcAfAW6WfDfvmA6gCgGvVAwB+I4C/w8zPuktv3D1Befn4rQB+lIj+qRz7wwDeAJze8xIouPHLtgOBQCAQCDx3PPKqx/gX/+qvvG/5/aO/Gsu2A4FAIBAIBF4QbvyUUyAQCAQCgeeHmxAf5n4hLDSBQCAQCAROHmGhCQQCgUDgHMGIzSkDgUAgEAgETglhoQkEAoFA4EwRPjSBQCAQCAQCJ4Sw0AQCgUAgcK4IC00gEAgEAoHA6SAITSAQCAQCgZNHTDkFAoFAIHCGIIRTcCAQCAQCgcBJISw0gUAgEAicI5gjsF4gEAgEAoHAKSEsNIFAIBAInCnChyYQCAQCgUDghBAWmkAgEAgEzhVhoQkEAoFAIBA4HYSFJhAIBAKBM0X40AQCgUAgEAicEMJCEwgEAoHAOYIB5JeOiSYsNIFAIBAIBE4eYaEJBAKBQOBc8dIx0ISFJhAIBAKBwOkjLDSBQCAQCJwpYpVTIBAIBAKBwAkhCE0gEAgEAoGTR0w5BQKBQCBwruCXzpxTWGgCgUAgEAicPMJCEwgEAoHAmSKcggOBQCAQCAROCGGhCQQCgUDgHMGIwHqBQCAQCAQCp4Sw0AQCgUAgcIYgABSrnAKBQCAQCAROB2GhCQQCgUDgXJEfdAHuH8JCEwgEAoFA4OQRhCYQCAQCgTMFMd+3v6NlIfpmIvooEf2YO/YqIvo+IvpJ+XylHCci+jNE9D4i+hEi+iXH0g9CEwgEAoFA4H7gWwC8uTv21QC+n5nfCOD75TcA/DoAb5S/twP4c8cSD0ITCAQCgcA5gu/z37HiMP89AJ/oDr8FwLfK928F8EXu+LdxwQ8B+HQieu2h9IPQBAKBQCAQuBd4lIje6/7efo1rXsPMH5bvPwvgNfL9dQA+4OQ+KMdWEaucAoFAIBA4S/D93m37Y8z8+PO9mJmZ6PnvPhUWmkAgEAgEAg8KH9GpJPn8qBz/EIDHnNzr5dgqgtAEAoFAIHCmIL5/f88TTwD4Mvn+ZQC+xx3/bbLa6ZcBeMpNTQ0RU06BQCAQCARedBDRdwB4E4qvzQcB/FEA3wDgO4nobQB+GsAXi/i7APx6AO8DcBvA7ziWfhCaQCAQCAQCLzqY+UtXTv2qgSwD+N3PJf0gNIFAIBAInCtic8pAIBAIBAKB00FYaAKBQCAQOEcwQLE5ZSAQCAQCgcDpICw0gUAgEAicK8KHJhAIBAKBQOB0EBaaQCAQCATOFS8dA01YaAKBQCAQCJw+wkITCAQCgcCZgsKHJhAIBAKBQOB0EBaaQCAQCATOFWGhCQQCgUAgEDgdhIUmEAgEAoFzBAOISMGBQCAQCAQCp4Ow0AQCgUAgcIYgcKxyCgQCgUAgEDglBKEJBAKBQCBw8ogpp0AgEAgEzhUx5RQIBAKBQCBwOggLTSAQCAQC54qw0AQCgUAgEAicDsJCEwgEAoHAOSIC6wUCgUAgEAicFsJCEwgEAoHAmSIC6wUCgUAgEAicEMJCEwgEAoHAuSIsNIFAIBAIBAKng7DQBAKBQCBwluCw0AQCgUAgEAicEsJCEwgEAoHAOYIRFppAIBAIBAKBU0JYaAKBQCAQOFdEpOBAIBAIBAKB00EQmkAgEAgEAiePmHIKBAKBQOBMEVsfBAKBQCAQCJwQwkITCAQCgcC5Iiw0gUAgEAgEAqeDsNAEAoFAIHCOYAA5LDSBQCAQCAQCJ4Ow0AQCgUAgcJaIzSkDgUAgEAgETgphoQkEAoFA4FwRFppAIBAIBAKB00FYaAKBQCAQOFeEhSYQCAQCgUDgdBAWmkAgEAgEzhERhyYQCAQCgUDgtBAWmkAgEAgEzhIMcH7QhbhvCAtNIBAIBAKBk0cQmkAgEAgEAiePmHIKBAKBQOBcEcu2A4FAIBAIBE4HYaEJBAKBQOAcEcu2A4FAIBAIBE4LYaEJBAKBQOBcET40gUAgEAgEAqeDsNAEAoFAIHCuCAtNIBAIBAKBwOkgLDSBQCAQCJwlOCw0gUAgEAgEAqeEsNAEAoFAIHCOYAA5NqcMBAKBQCAQOBmEhSYQCAQCgXPFS8iHJghNIBAIBAKBFx1E9H4ATwOYAeyZ+XEiehWA/wXALwDwfgBfzMxPPp/0Y8opEAgEAoFzBfP9+7se/kNm/veY+XH5/dUAvp+Z3wjg++X380IQmkAgEAgEAg8KbwHwrfL9WwF80fNNKAhNIBAIBAKBe4FHiei97u/t3XkG8HeI6Ifdudcw84fl+88CeM3zzTx8aAKBQCAQOEswkO+rU/DH3FTSCL+CmT9ERJ8J4PuI6F/4k8zMRPS8CxwWmkAgEAgEAi86mPlD8vlRAH8dwOcD+AgRvRYA5POjzzf9IDSBQCAQCJwjGGDO9+3vEIjo5UT0Cv0O4NcC+DEATwD4MhH7MgDf83yrG1NOgUAgEAgEXmy8BsBfJyKgcI9vZ+a/TUTvAfCdRPQ2AD8N4IufbwZBaAKBQCAQOFfcXx+aVTDzTwH4dwfHPw7gV92LPGLKKRAIBAKBwMkjLDSBQCAQCJwrXkJbH4SFJhAIBAKBwMkjLDSBQCAQCJwjmIF8ePXROSEsNIFAIBAIBE4eYaEJBAKBQOBcET40gUAgEAgEAqeDsNAEAoFAIHCm4PChCQQCgUAgEDgdhIUmEAgEAoGzBIcPTSAQCAQCgcApIQhNIBAIBAKBk0dMOQUCgUAgcI5g3JjNKe8HwkITCAQCgUDg5BEWmkAgEAgEzhUcy7YDgUAgEAgETgZhoQkEAoFA4AzBADh8aAKBQCAQCAROB2GhCQQCgUDgHMEcPjSBQCAQCAQCp4Sw0AQCgUAgcKYIH5pAIBAIBAKBE0JYaAKBQCAQOFeED00gEAgEAoHA6YD4JbS1eCAQCAQCLxUQ0d8G8Oh9zPJjzPzm+5hfgyA0gUAgEAgETh4x5RQIBAKBQODkEYQmEAgEAoHAySMITSAQCAQCgZNHEJpAIBAIBAInjyA0gUAgEAgETh7/f5wT6oA+wkdhAAAAAElFTkSuQmCC\n", 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_nodal_values_contour(a, coords, edof)\n", - "cfv.colorbar()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/source/examples/exm2.ipynb b/docs/source/examples/exm2.ipynb deleted file mode 100644 index def04c9..0000000 --- a/docs/source/examples/exm2.ipynb +++ /dev/null @@ -1,320 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mesh example: More geometry\n", - "\n", - "This example is from from Calfem for Pyhon Mesh Manual (Mesh_Ex_02.py)\n", - "\n", - "Creating geometry from B-Splines and circle arcs. Also shows how to set ID numbers for geometry entities and how to specify element density. " - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "\n", - "import calfem.geometry as cfg\n", - "import calfem.mesh as cfm\n", - "import calfem.vis_mpl as cfv" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Define geometry**\n", - "\n", - "All mesh generation starts by creating a Geometry object." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "g = cfg.Geometry()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add points**\n", - "\n", - "In this example we set the IDs manually." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "g.point([-2, 0], ID=0)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "elSize determines the size of the elements near this point." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "g.point([0, 1], ID=1, el_size=5)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "elSize is 1 by default. Larger number means less dense mesh. \n", - "Size means the length of the sides of the elements." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "g.point([1, 0], 2, el_size=5)\n", - "g.point([0, -2], 3) \n", - "g.point([0, 0], 4, el_size=5)\n", - "g.point([.5, .2], 5)\n", - "g.point([-.5, .5], 6)\n", - "g.point([-.7, -.5], 7)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add curves**\n", - "\n", - "The 3 points that define the circle arc are [start, center, end]. The arc must be smaller than Pi." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "g.circle([1, 4, 2], 2)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "BSplines are similar to Splines, but do not necessarily pass through the control points." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "g.bspline([5, 6, 7, 5], 5)\n", - "g.bspline([1, 0, 3, 2], 4)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add surfaces**" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "g.surface([4, 2], [[5]])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Markers do not have to be set when the curve is created. It can be done afterwards. Set marker=80 for curves 2 and 4:" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "for curveID in [2, 4]:\n", - " g.curve_marker(curveID, 80)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Generate mesh**\n", - "\n", - "Create a mesh object and set its attributes." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "mesh = cfm.GmshMesh(g)\n", - "\n", - "mesh.el_type = 3\n", - "mesh.dofs_per_node = 2\n", - "mesh.el_size_factor = 0.05" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create the finite element mesh using the create() method of the mesh object." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Info : GMSH -> Python-module\n" - ] - } - ], - "source": [ - "coords, edof, dofs, bdofs, elementmarkers = mesh.create()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Visualise mesh**\n", - "\n", - "***Draw geometry***" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline\n", - "# %matplotlib widget" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(8,8))\n", - "cfv.draw_mesh(\n", - " coords=coords,\n", - " edof=edof,\n", - " dofs_per_node=mesh.dofs_per_node,\n", - " el_type=mesh.el_type,\n", - " filled=True,\n", - " title=\"Example 2 - Mesh\"\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/docs/source/examples/exm3.ipynb b/docs/source/examples/exm3.ipynb deleted file mode 100644 index ebe41ff..0000000 --- a/docs/source/examples/exm3.ipynb +++ /dev/null @@ -1,226 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mesh example: Meshing in 2D\n", - "\n", - "Shows structured meshing in 2D." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import calfem.geometry as cfg\n", - "import calfem.mesh as cfm\n", - "import calfem.vis_mpl as cfv" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Define geometry**" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "g = cfg.Geometry()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Define points**" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "g.point([0,0])\n", - "g.point([1.2, 0])\n", - "g.point([1, 1.3])\n", - "g.point([0, 1])\n", - "g.point([2, 0.5])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add splines**\n", - "\n", - "The first four curves are structured curves, i.e the number of nodes along the curves is pre-determined. Parameter elOnCurve states how many elements are placed along the curve. Parameters elDistribType and elDistribVal are optional parameters that specify how elements are distributed.\n", - "\n", - "* \"bump\" means elements are bunched up at the ends or the middle of the curve. In this case elDistribVal is smaller than 1, so elements crowd at the edges.\n", - "* \"progression\" means each element along the curve is larger/smaller than the previous one. A larger elDistribVal makes the elements larger at the end of the curves. " - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "g.spline([0,1], el_on_curve=10, el_distrib_type=\"bump\", el_distrib_val=0.2)\n", - "g.spline([1,2], el_on_curve=20, el_distrib_type=\"progression\", el_distrib_val=1.1)\n", - "g.spline([2,3], el_on_curve=10, el_distrib_type=\"bump\", el_distrib_val=0.2)\n", - "g.spline([0,3], el_on_curve=20, el_distrib_type=\"progression\", el_distrib_val=1.1) #Change order of points to reverse progression distribution\n", - "g.spline([2, 4, 1])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Add surfaces**\n", - "\n", - "A structured surface must contain 4 curves that have the parameter 'elOnCurve' defined. The number of elements on two opposite curves must be the same (In this case, curves 0 & 2 and 1 & 3)." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "g.structured_surface([0,1,2,3]) \n", - "g.surface([4,1])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Create mesh**" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Info : GMSH -> Python-module\n" - ] - } - ], - "source": [ - "mesh = cfm.GmshMesh(g)\n", - "\n", - "mesh.el_type = 3 # quad\n", - "mesh.dofs_per_node = 1 \n", - "mesh.el_size_factor = 0.01\n", - "\n", - "coords, edof, dofs, bdofs, elementmarkers = mesh.create()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Visualise mesh**\n", - "\n", - "***Draw geometry***" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_mesh(coords=coords, edof=edof, dofs_per_node=mesh.dofs_per_node, el_type=mesh.el_type, filled=True)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/docs/source/examples/exm6.ipynb b/docs/source/examples/exm6.ipynb deleted file mode 100644 index 67aa0b5..0000000 --- a/docs/source/examples/exm6.ipynb +++ /dev/null @@ -1,444 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mesh example: Plane stress problem\n", - "\n", - "This example is from Calfem for Python Mesh Manual (Mesh_Ex_06.py) \n", - "\n", - "Solves a plane stress 2D problem using a structured mesh. Shows how to draw von Mises effective stress as an element value with drawElementValues(). Shows use of GmshMesher attribute 'nodesOnCurve' (dictionary that says which nodes are on a given geometry curve)" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import calfem.geometry as cfg\n", - "import calfem.mesh as cfm\n", - "import calfem.vis_mpl as cfv\n", - "import calfem.utils as cfu\n", - "import calfem.core as cfc\n", - "import numpy as np" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Define problem variables**" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [], - "source": [ - "t = 0.2\n", - "v = 0.35\n", - "E = 2.1e9\n", - "ptype = 1\n", - "ep = [ptype,t]\n", - "D = cfc.hooke(ptype, E, v)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Define geometry**" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [], - "source": [ - "g = cfg.geometry()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Create points**\n", - "\n", - "Just a shorthand. We use this to make the circle arcs." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [], - "source": [ - "s2 = 1/np.sqrt(2) " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Using this we then define our points:" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [], - "source": [ - "points = [[0, 3], [2.5, 3], [3, 3], [4-s2, 3-s2], [4, 2], #0-4\n", - " [4+s2, 3-s2], [5, 3], [5.5, 3], [8,3], [0, 1.5], #5-9\n", - " [2.5, 1.5], [4, 1.5], [5.5, 1.5], [8, 1.5], [0, 0], #10-14\n", - " [2.5, 0], [3, 0], [4-s2, s2], [4, 1], [4+s2, s2], #15-19\n", - " [5, 0], [5.5, 0], [8,0], [4,3], [4,0]] #20-24\n", - " \n", - "for xp, yp in points:\n", - " g.point([xp*0.1, yp*0.1])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now we create our curves:" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": {}, - "outputs": [], - "source": [ - "splines = [[0,1], [1,2], [6,7], [7,8], [8,13], #0-4\n", - " [13,22], [22,21], [21,20], [16,15], [15,14], #5-9\n", - " [14,9], [9,0], [9,10], [10,1], [10, 15], #10-14\n", - " [10,11], [11,4], [11,18], [11,12], [12,7], #15-19\n", - " [12,21], [12,13], [3,10], [5,12], [10,17], #20-24\n", - " [12,19]] #25\n", - " \n", - "for s in splines:\n", - " g.spline(s, el_on_curve=10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "In this case we use special functions to assign IDs to our curves." - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [], - "source": [ - "g.curve_marker(ID=4, marker=7) #Assign marker 7 to the splines on the right.\n", - "g.curve_marker(ID=5, marker=7) # We will apply a force on nodes with marker 7.\n", - "g.curve_marker(ID=10, marker=5) #Assign marker 5 to the splines on the left.\n", - "g.curve_marker(ID=11, marker=5) # The nodes with marker 5 will be locked in place." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Next we create our circle arcs." - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "# Points in circle arcs are [start, center, end]\n", - "\n", - "circle_arcs = [[2, 23, 3], [3, 23, 4], [4, 23, 5], [5, 23, 6], #26-29\n", - " [16, 24, 17], [17, 24, 18], [18, 24, 19], [19, 24, 20]] #30-33\n", - " \n", - "for c in circle_arcs:\n", - " g.circle(c, el_on_curve=10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finally we create our structured surfaces:" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [], - "source": [ - "g.struct_surf([11,12,13,0]) #0\n", - "g.struct_surf([14, 12, 10, 9])\n", - "g.struct_surf([8, 30, 24, 14])\n", - "g.struct_surf([24, 31, 17, 15])\n", - "g.struct_surf([15, 16, 27, 22]) #4\n", - "g.struct_surf([22, 26, 1, 13]) \n", - "g.struct_surf([16, 18, 23, 28])\n", - "g.struct_surf([19, 2, 29, 23])\n", - "g.struct_surf([19, 21, 4, 3]) #8\n", - "g.struct_surf([20, 6, 5, 21])\n", - "g.struct_surf([25, 20, 7, 33])\n", - "g.struct_surf([32, 17, 18, 25]) #11" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Create mesh**" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Info : GMSH -> Python-module\n" - ] - } - ], - "source": [ - "mesh = cfm.GmshMesh(g)\n", - "\n", - "mesh.el_type = 3\n", - "mesh.dofs_per_node = 2\n", - "\n", - "coords, edof, dofs, bdofs, elementmarkers = mesh.create()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Solve problem**\n", - "\n", - "***Assemble system matrix***" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": {}, - "outputs": [], - "source": [ - "n_dofs = np.size(dofs)\n", - "ex, ey = cfc.coordxtr(edof, coords, dofs)\n", - "K = np.zeros([n_dofs,n_dofs])\n", - "\n", - "for eltopo, elx, ely in zip(edof, ex, ey):\n", - " Ke = cfc.planqe(elx, ely, ep, D)\n", - " cfc.assem(eltopo, K, Ke)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Solve equation system**" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [], - "source": [ - "f = np.zeros([n_dofs,1])\n", - "\n", - "bc = np.array([],'i')\n", - "bcVal = np.array([],'f')\n", - "\n", - "bc, bcVal = cfu.applybc(bdofs, bc, bcVal, 5, 0.0, 0)\n", - "\n", - "cfu.applyforce(bdofs, f, 7, 10e5, 1)\n", - "\n", - "a,r = cfc.solveq(K,f,bc,bcVal)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Compute element forces**" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": {}, - "outputs": [], - "source": [ - "ed = cfc.extract_eldisp(edof,a)\n", - "\n", - "von_mises = []\n", - "\n", - "# For each element:\n", - "for i in range(edof.shape[0]): \n", - "\n", - " # Determine element stresses and strains in the element.\n", - " es, et = cfc.planqs(ex[i,:], ey[i,:], ep, D, ed[i,:]) \n", - "\n", - " # Calc and append effective stress to list. \n", - " von_mises.append(np.sqrt(np.power(es[0],2) - es[0]*es[1] + np.power(es[1],2) + 3*es[2] ) ) \n", - "\n", - " ## es: [sigx sigy tauxy]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Visualise results**" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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3jHD36jwAs4cnyOTqaJEQ4+NxIokwfp8BjkTzGliWw/pqVkW1FAqUyFIoPlSGZoc4/h3HqVRNPANBZCjM2kaNcNniyQ3XQDQUDVBe326i4Gm5KbbWZ7XO6qpV2wvaIwPhLZHVelNVkaw3k7bPvSXyFIj428aVml5twJYBrrvK9jq64V6Dji3JZkokk9vGpOP7RkkVTEQkgi8RY//5/fj9BrGR6Pt2LgrFR4k3VmT58ruzPZe7fOcc/b2H0nfnHcxrj+Lv9g9cx7M792Xhf+/2xcLenZFnJl3mzvUFAI6fm9uameX0mR0IoHu3z1drqc9qHVcpVtvWCbQYjno8Bsc+cQjHkWST+V0dv+KjR61Sp15ruNeALWmNgXr93pbHHszGdjeF1set3xm6vn09GoZOw261gHC/V6UjqdUtnjx0neT3nZrDCb/33x07sLsvXMezu29NuYvv6/eDXXfpcHb3pauZu7hfmbvbt/cjPlfnjRVZCsXrpp9PltUhsgxj+9e0tQDZtra/eauFKkIIpJToHp3hmSFiwzGyqQK1msW9rz7cGptaSDMyM/z+nYjim5pnN+fZWMmysZIFYO+pPcwdnyE6GMYf8qFpboo6GA2Sb2mX02gVWS03+dZoqu7Rod5iZtomBlS6UKFQIkuheE203oJavYZss/3PVt3Yjhy0WhS1RhoGJxOM7xmmXm2w8HCVRt3h9ldcYTW+d6Rte4+uPlMi6w3i0dVnbc9Ti+tb7W5OfvtRQkMRpvaPEwz7eX5ncSva2ahtp6Cdlqu1TWTp7RGiNp8thUKx+8yTQqF4j/RpQSKlRDNabmRGt5+WN+glOhzlxHceZ+zQJJlMmdRylodXn1Mt1RAtv9npxXW0FqH2uOOmq/h48/ja9uc9MBrbElgApmlTylV5cOUZhWyZXKHO5JEpTn77UYYmBrZmqjot/lmt0VS9I3XvtFmRvO+nolB85FCRLIXiddESlXI6esYZhk6jmQ7UmjUw43tHCCci7H/7AAuP11h4niG3srG1Tii23a6+Ud+OclmmzejMEGvP3PqYp7fm3+8zUXwT8+zWi63HgxMJcuvbswlbjUi9TWuHlfkMa4sb4DHwRkPs3TdCZCjKyFSC1NJGW4sdw+iMZLWIsff9TBSKjx5KZCkUr4sdmukaHh3DYzB9ZJLYYJjBbJW1tQIDk3We3lkCoGSXt+qwAPyh7ZlipVy5bXvxkRger0F8NM7j6wtYptU261Dx8SSXLpBaynLyO46TXki3TYgAyKa2Z7EaLdHOcDxIsdSgXjV5fGeZvacM0rk6I/sniIzEOHhmjoWHK22pQ2jvm6kiWQqFShcqFN8UOI4EIZg+NM7xbz/C5PFZ6oaHh/fXKJcbbCTdm6FltvYldAjFtm+aramb9dUc4M4eO/6pI8TGBlh6kuLOVx+RTea501IIr/j4cvV3b1HKVbjztUckl7KEBiIceecAhkcnGAlQavHIatVEkXiwbTv1ZqPx9FqectXi0ZMMps/P8J5RTnziIBN73Bq/1pos1WJHoVCRLIXitRIbDDNxYAxfxE+hZrGwWoTVIkMDga3Zg601MI2a2bZ+OB7culG21hzHh6McefsAj2++4N7lZ+w7OdO23pXfvsXp7zj2AZ2V4puFK79zq+354pMkay8yxEbjHDg1y7M7i1uCvF7fvrZao6LQ7cMGrsjPF2rMv1gHYGDPCNOzQ5g1k8Unyff5TBSKjyZKZCkUHyJC15g7NkEoEcEb8JB7IMneX2VkLEaxxQjS49328mo1gqx33OyCLekfs2Fy+J2D2A48u7tMZKhKOe8KsOWnya0+dABXfucm/9Xf/lMfyDkqvjmQUnL187e3nkcGQqy9cE1J85kSlUqDXKHhXjMNk2pp2+3d2+ElV25Z1prabrUXyW6UKdYszIaNpmkER6Mc/5b9FDLFrn6HCsWbwhsrsvRdGqQ5cndfGrtZXe76C2u3Yfzd7d/Z5eFLsVtjwfduRrpbU0IZ8PJ0KQdLOY6fmt6qW7Ht9qnvhrf3OVbK9bbn3oCXgdEY00emqNVMHl1+urUsENlO+dTKdSYPjLP4YBmA1NI6mdUsQ+MDuzofxTcvT27OU69sXy8T+8d41Ox1Ca41iHTk1mvTR6c48anDzN9ZbKvX0w2NWrnFzqFlkobeUfhuNaOvjiMpFOs8ergKwFsBD3bUx3vF9u/OgNjp8/v0quz69/41f2W/TjNTYb98zE7s1vj7daNqshSKD5HW2VetX5xdIqvlJtf69VZptspBCPadmSM+MUixZnP78nOeP1xFtBQid25zYCyON+jj5HedQPj9fOFXLu36fBTfvPz+v76IfyDCiU8dwfDo+ILtIqdS2hZg0cEwi8/S3Lm2QA2N0HCUuSMTgNvmqZXW60prER+aJtpaPbVGvHZpOK5QfGRRIkuheE203nc6Xd5bfbJaIwf+kI+T33WUkYOTPH2SoVI1t2q3rIbdFpnKZbb7UegenVAiQng4zp2LTykXqvzeZ772Pp+R4psF27L5g1+5SH69zJ0r8wxMj+AN+dvSdsnFbfuPwbH41mOrYVMo1JlfKjB5dIYDZ/bgD2633zFbJl+0tnnqjGopFIo3OF2oULx+WlrpdLi8Gy394WzbYfboBMGhKE8errGyXCCzkgPab3gA8ZEo6SW3EDm5uIE34GP/6Vky6SJ3Lj+nVtyeTTZ/b5kntxbY31EUr/joc+X37pBLb4vses3k+tefMn5oklDQw8ZajvXM9rUQ7IhWVStuenB5cQNv0AuREMdPz7GxmsUytz3YWidlGIZOo9Fq4aDCVwqF+tNDoXhdtNyDekWyfEEvx771AP7hKPMrBe7dWqJRtwi33BBbUz7gRro22Xd6loPvHOD+jQXSy1kqpRpzx6baxn9eRbM+lvzeL3297fn0oXGkI1mZz/D43iozJ2bZ03ItdPpd5bLbPmu+oJdqtcHtO8ssr1cITwxw5OwcHq/RLrI63N+VxlIolMhSKF4brXUqdovIGp8bJDoWQwyEuH1vhVS60LZea21NbqPddFQCc8em2PPWXh4/WEPzthf5B6PbxfBCEyy/WO+yhVB8tMmtF8lvlNpe66yJMm3J8xcb7D+/j8n9o9RbOgQYHp18y3XVaVo7P5/h7pMU3tEo4cEww+MxoL3HJoCUqo+hQqFElkLx2midpaVz+O05Zs/OspSrUKqbVJozujZTN5t4vNs3vUK2vDXdfmL/KN5EhPn5dZ43Z3XVOgRUctFNJU4eGGPmxCyXv/CA3/3XF9//U1O8Nj776S9x++oC+8/tY3gqgeE1ePForW1MdsNNFT65v8ryWpHAYJSRSbeeb2A42h6FarEQEUJQbs5wLRZqFOsWyUqDfW/NMntgtK0QXkWyFAolshSK14aUMDgW4/gn9+ObjPJkYZ1nT1PuwhabinJHSpAOC4+5Y1Mc/uRhVjMV7t5cakvhLD9Ptz3PrZc490fOkEwWWXjsGkb+m5/8/TanbsVHl1qlzm/8/74MwNP7qxQqFue+9yRmi9FoKBpgpemXBRCK+LlxbYFMxebYJw4xMp1o26bTEpEKhLy0BqikBIng0dM0y7kKkdkEJy7sITYQUiJLoUCJLIXiQ0doggMnpwiPR0ibDW7cXSKfr7ZFqFqjXPWaidGyzGnevWJDYY592yGcoJ/7t5ZwHEmt0mBkanBrbKVUZ3L/KAD7Ts4wMD1Mw3K2ZiQCrMyn+ernbn5AZ6v4MPmtX/g6xZZWOY26RbFsMXZoiumDYwBM7httE0Cj0+71YtsOd24vQzjA8W/ZTyjiur43Gtup7FC43QneaTMm1VnPlrn+aJW87pCYjrO3uU+F4k3llUSWEOL7hBAPhRBPhBB/ucfyvyiEuCeEuCWE+LwQYrZlmS2EuNH8+ez7efAKxUeNxHSc2L5B7i2m2ShW23yzPJ7+houh8HYdlmXbHP+2w1QMg9u3lvAFvG1jE80amU0GJwc59qkjPH2SJrWcZWk+0xbdAvi1n/r93ZyW4psA23b4tz/zxbbXAiEfTx6ssDy/ztJqiROfPIy/YyZha/9LAITGrXsrOFE/x79lf3u7nWD7tdbqmWW0WDhYtmR1vcSDVJahg8NEBkO7PT2F4iPJSy0chBA68BPAHwKWgMtCiM9KKe+1DLsOnJNSVoQQfwH4e8B/2lxWlVKefn8Pe/cIe3ex7F2aju/KQXi37sG7dS/e7bnv2r3Y2KXj/C4+e8fnffmgHUhtlEg3/atkRzWyp6XA2OlYFgj7qVYaHDg3R7lu8eDWtnN359noLcXuhy/sx/J7uPvFB1uvZdNF9p+Y5snNBQBGpgcpNSRf/Z07fOJ7j+/q/BSvj8995iKhoSjxamPLI23vsSnu3nCvFelIbl9f5NDbe93P/7b7utnx+1BvuEXw5VKDW/dWGN8/zLHze3hw/QU+X/tECrNlwobeMUNxMwW9kiqQrdQwo++904Kzy995udvv61122di14/su19+t4/tuvrPFLr/vP+pp51e59N4Gnkgpn0kpG8BngD/WOkBK+QdSys0Y9bvAFAqFYkc6vzxaIwHtrtoaUwdH8U3EuXl3mdVmQ99NypX2mq1yuUFiLMaBbznI/QdrPLy70mbtAODxu2LxyDsHKNYdFp+l+dm//5tY5i57YCheC+VijZ/7p7/Hs0dJbK+XA6dc77NKtX3iw+BolAf3V3n8YoMj7xwgEg+ysd4+QzXbat/g97C0kuPmkyTxPcMkJuKtdfBtaedukfURvzsqFO8DryKyJoHFludLzdf68V8Cv9ny3C+EuCKEeFcI8ce/8UNUKD6edJo1tk6BtywHBBw6O0ts/xC5url18yuX6wRa0jaZFtNJoQnCIxEqusGjeysAmA2b2SPtv7LL8xlOfMdR7t9eptqcLbY8n+HXf175Zn0U+cw//30KzeujmK/y+EmGs999jMVn6bZx43PDW4/v3VvBPxIjMRHfes3rM8i0dAoYGAxvPU5mihQdh9GjYxw46rbc2Yx6QbfXlhJZCsX7XPguhPizwDngx1penpVSngP+NPCPhBD7eqz3Q00hdiWdTncuVig+lnSLrO1fx2A8wOjxCW4/S5JMFbqMHgeGI1uPi/kq4ViA8T1DTJ2a4vrtJRIj0fZtt9RtTe4fxT8aB093tcAv/MTnKeYrXa8rvnlJLm3w7/5VtziuS42xQ+Nb1gwA1Y5IZWwowp2nKfa+NcvQWIyhsVhbhDXSVa8FC6s57q5tMHNqkujA9nKtI6Vmf9TzPArF+8CriKxlYLrl+VTztTaEEN8D/BXg+6WUW/kLKeVy899nwBeAM53rSil/Skp5Tkp5bnh4uHOxQvGxpPMvfd3QmD04ysxbUyyXyiwubfeW6yxUb23aa3h1Dr2zl7Vilfnn7tT8eIfIWnyxjtA1jn3yIMlcleRKjqXFDfQO8RaMBviln/3K+3J+ig+HX/z0lwhH22f9hSJ+Hj9eY3Fhg4IlOXJuD4GQj/nn7X/EbhrbPn6WIicdpg6NtXld+fztdVStswmfLK7zJFdk35kpJqcTXdeoimQpFK8msi4DB4QQe4QQXuAHgLZZgkKIM8BP4gqsVMvrA0IIX/PxEPAJoLVgXqF4Y2m9YY1PDxCeiPI4k+PJfJpqh4lo5/3K63ejUHNHxontG6Js226KsUnDbo9Y2FJy8g8d486tZczmlPyNTImDp7f7Fu4/OU2xYfMr/8/XuH7x2ftyjooPls9/7ia/+e+uY/u9zB4Y3Xp979EJas16rGq1wb1HSY5/26GuiGi+VNt6XK9blByHsSNjTM25tg6iIwXYaGsOLahU69x7kWK+UiI4HGJ4ZDvCqrzXFIpXEFlSSgv4YeC3gfvAv5ZS3hVC/IgQ4vubw34MCAO/3GHVcAS4IoS4CfwB8Hc6ZiUqFG8sjiMZGo1w6O1ZFsplSi1T5TuL2RstTXkBdI/O4U/s43Eqy2oy3zX7aWU5t/V4z9EJ9KEwDa3bIqJQdPdz/FsP8OR5hnKpjpSSH//r/45Kud41XvHNw3q6yD/7Mbf8NZcrs5gpcvTcHIahs7iU7Rq/UTMJTw8wOTcEgD/gaYuWAlQbJvMrWV6UKhy/sAezQyhVWsR/MOhFNqe9ORJKpknSaXDs7AyxeBBbRbIUileryZJSfk5KeVBKuU9K+Tebr/1VKeVnm4+/R0o5KqU83fz5/ubrX5NSnpBSnmr++zMf3KkoFB8dovEAI3MDpByTW49XcKRsq2lpNGwMz/avZ62lt9zB05M0Qga37i9v1c/kitsRCYBCocr43CDHPrGfp2s5NtZLPHuR6YpkJNdyvPWHj3Pr5mJbeie5muOnf/x33s9TVrzP/JO/9euUCtWt55Zpc+fBKm999xHyHXV1kViAx/MpVtNFlstVjp/fw9Se4S4htLbuFr3bjuTa41XsqIf9LYai5RbhHejwZ0MITNvh2rNVCj7JngMjhIK7szxRKD7qKMd3heJDxOczOP72LCU/vEjn2nyGtA7/slBou86mXK4zMBRm3/lpbr9Ikdwoto1dXcu1ze5KDIcZPTLOzbvLW+KpVKyx5/j2LMOB4QjDh8ZYy1fpxbXLz7j47pP3frKKD4zf+a1bPLrXVRqL4dF5tJJl9uRUW53WzIFRrKYflmk5XH+yRnwuQTiyPSY+ECTXcS08XVrnbnqdI2dniET95Evby/3+/r5XtYbFnaUUVszDydMzGEZ/o12F4uPMS81IP67s1iBt14aau1h/98Z6u1x/t2aoYrfOfLvl9e2/4oGrj9ybox3e+SIIBDzkc4CAsT0JHj5LsvbEbfSbXi8iNLFlaGqaNrNTcZZfbHDg1BQL2SLZWo90n8/9lZ85PMZGzSS94DaMPnJmmkfXt51a5g6PkSxU+Ds/+ll+4if/cyZaZqgpXi8PH6zy4//wt4iEvExMJ1hZ3E75HT41zY2Hq6QyRUZHIozHgqwubpCvm13bmc8UEMMB9ozFeP44yfBYjMzidk/DaMTPRjNtfePZKuOjUQ7GQty7416/Pl/77UN2fClatkOlZnLl+Qr7jozRiLz3L55dm3nuktd+v3iNZqLwPpz/G4yKZCkUHyKttg12R72L6BCffr+Hsak4U8dHufJkuc3ioWHaJDpalcSHIxz91r3cXUxTLNV4vrTe0Q8RnjxNceIT+1lYL5Fr6XGXqzS2ipwPnZlhMVOkVKpTLNb4a//Hr1Krdd+kFR8++VyFv/Z//iqNhsV6tkKmbrL3sJvO8we8PFvdrsVKZoqkTZPT37qP54vrbdsZSIRYSObI5Cs8zuY4fn6OQIdh7eBQuO254dW5vpRk34kJhoYiXW2gOi1JrBZDXeXmoHhTUSJLoXhNtLq6Q/sfm4ahMzwTZ6Ve5emSe4OMx4Jt4wcGtkXW6EQMYyjAjQfbKaR63WJm/7YliqZr7D83QyPs6XJ2X13NceStGY69s5cHz1M0Wkwmnz1N8Q9/7HPv+TwV7w+27fCjP/JvSSULW69Vqg2eJfMcOTXN/hOTFArttXnVmkktaHDi3Gzb6xPTie3tSrj6bBU94SeR2L6mgh2iK9R8fm8xxbpmEh0Kt9URdk4mVBYOCoUSWQrFa6MzkrUZCZjbN0xsb4yc2Wir2QoG2296m816j5yZImU3WFov0Im/2Vg6FPUzfWqcGw+XWcmVujOmArThII/nUz1vjnfvL/OZX7v0DZ+j4v3jZ37uyzyf7zZrtiyH5VwZGeyukfL5DB6tbHD16SqH3pre6j1o9sgf3V5IUvbDocPjAGgddVTelqhorWFRcEwmDgwx1Uwlt17PnS12FIo3FfWboFC8JuzORtUCjpyf5mF2g+V0vutG5e2ogdEMjUPnZrjxfI1a3WQ5mcMfaB+zul5kfCaBZyzEo+YNei1dYH+zLQq4xdIHz89w6e4Ce051d8yanEtQ0Bz+2c9+kV//7Zu7OWXFe+RnP/NVfu7fXELEvAy3uP1vMjSb4PKzVY6fm22LLu0/PE6x6tZV3X6eZGBugNGxGM9X260bRoej5Es1CpU6t9bSHH9rpk3gQ7chrgSeJjeYrxY5eXqm7Xo2lMhSKAAlshSK10brX/6Hjo4jowbXn6xs1690RJtaa7amZwcxwxq3nqy0bE8yNZVoWyc+GsZJeElm2mcj2gE3ShEM+5g4Psrtx6sA3Hy0wtSeoa1xM/tHSDca5JtWAf/gn/8uX/jqw/d2wor3xK/+xjV+9hfdtjnJjRL1gMZ4S7/Bg0fGuTOfBODa01X2n5raijpt1NsnPyykckRmYm3rA13C7eqzFWRUZ6ylc4DVEXndbJtjO5LL88sYg1727xkBVCRLodhE/SYoFK8Jy3aIx4McOD3BzZUkxVqjbbnTUS1sS7dp9PGz08xXijxZbS9mBgg004MIOH5+hlsrSWIdBfIAj+ZT7D08Rmg6yuOWFJTjSOywjtAEew+PsVwsUWrxRnIcyd/4B/+eKzde7ObUFa/I737xPv/kX36+7bX1fIW8sJmeSeDzeUjV2+uw7swnGTs4zOFjE7xI5rq2KQIGj3JZTpyY2n6xwz7E49G5+WKNFHWOHXWjm7VGuyFuZ6QrXShzbyPN8ZNTRMPtbX4UijcVJbIUiteBcKNXxYDD7XnXlqHzpmV2FMbXLZu9pya48mwF07LJFqtEI+03s0rDxO832H9mkitPXLPSZKHUtfuxiRj+PVGW1nJdy+aXNjj7XQd5lsl1tfcBiMUC/O1/9Xm+fEO13vkg+fUv3+Ff/vuLhEPdgiVfqpFs1Dl5YY5Utty1/MnyOvp4kOHB9hmCuq7xLLmB5UiuLK5y/PQ0hqGRKbSbl44PR7EdSbVhcW1ljSOnJql22EB0iq56w0YiuPpiBSuqcfTQ+Hs9dYXiY4MSWQrFh8zYWJSZoyNcebHSduPqFFmtrXT27R+hEpDce5FsGzPS0Qi61DCJzsW483xt67WlVJ6JlvTQvv0jJO0aV58ut81Q3OTwiUneXV1lcKRH7c9gGDOqs5jJ8Zf+yWf53FdVl6wPgp//zSv86Kd/h+epDUITISI9IkNjYzG+llrlwL6RrmVTEwO8+3SRUkAy05JC3js3RL6yHfm6Or/C3NExSh2earGWBuQANxfWqIcFs5Pb26rU2yOvtcb2tdywHK6vJTl4dJzBHteYQvGmoESWQvEhkhiLsGJVebTsmj62FgjXOvoTVuommiY4fmaa++vrPFvd6HKFD7S0Ldm3f4QUdTRv96/14KgrmI6cmOBRLku52qBh2UzsG2wbd/T0FLdWkpRrDey40eaFtCmwkjk3MmbbDn/9p3+Lz/zOtffyVij68BO//GX+8S99aas2bz6d6xJaoZCPpKxTbVg8zG9wuKX1DUBoMIBEkC1VWWqUObjfbR7tDXXPQJQegRM3mJnYNpzVjPZraCAaZGE9z7NagVPH3TRjqaO/Zq2xLbo2r+vby0lyhkVkoF20KRRvCm+s4/tu2a0D7m5Wf+2O7/ru7Jdf9/E7uzj+3e47WSzRaIlYeXSdRtOzqt6RftE0weThYa48b3pfSclIPExqfbuIXTYvxOOnp7i+uIbtOBwcG4TF9tljq/kix9+a5urz5TZjyDsLSeLxAPlcleNvzXD1xfbyF8ksZ89Mcu/SQpfA2tq/hJ/5jYtkzCp/4Y98C7qm/m57r9RNi3/8G1/hc5+/3bVsPp1jbiIOK1As1ZjaP8SNJTda2bAdbq+nOX1kgrv3V5gYi3NrcZXNmROVhsndjQxnj0/xcK27js/w6aRWyxQ8OscOjXP34SpVsz01mIgGSdWqmLbDxaUVTh4fZ3ll2/hU1zUa1nZ6u3WGY6Vhkq3VaITf+7Uhdum5JeyXj9kJbZfr79qxfZc3nN2ev3I8e++ob0SF4jVitEQMWlOHRw6NkRZ1nqxm2sbHOtJG+UqNo29NceXFytZsxVKjPY0jhGBwMkq6Xu1y3q6bFlP7hzl+boYr88tdy689X+bE2emeAgsgHPLiH/XzU793if/mX/wbsqXefRAVO7OyUeAH/+kv8XNfvs7wvjheb3evv/l0juB4iNNnZrYE1ia2I7m+tsaJ45NEh4PIjqmptiMp+xz27R2mk7WCW9NVM22uppKcPDlFKt9e5xXsaAa9lC/ixHQOzLrbC/jaI2RqdqFC4aJ+ExSK10hrurBuWvi8OsdPTXJjNUm+XCMWak+zBPzbN7tYNIAW93DjxUrbmGfJDbwed7tej8bB42Nceb5MLNHuGL+JE9F4vpHtuWwoFuYFFUanY13LAn6D2EyEF5kcAJceL/ID//Dnubuw1jVW0Z93H73gB37857m3lALg4WqG6UPD6B0RV00TxCbCLOpVoj2K4R0gadcQkd4JCtuAi0vLnDg+id6MNA3GQixv5NvGPdrYYHAiQqjlWusUTZGgj/VSlXvZDKePTRHsaBata6+7P6lC8c2BElkKxWvE0LYjFhOjMYbn4lx9vi2aIh2tTTZvvLNTCYjq3FtKMTEcbxvTMG1mp4YIh3yM7Utwqyl6Hq6m2yMkAk6cmuLi8yXGprsbQA/Hw9ghweJGnsuLKxw4MbY1m9Hr1Rndl+BpsiMtmS3yP/zsZ/mFKze6etkp2rEch5/+6mX+4v/9G+TK7TYMd5eT7D8+tpV2G0qEmD44xOUXyzzLZAkPB3oKLV/Uy8XlZc4cm2p7PRENcm/FnTRxZXGF/YdG8XsNJse6xfP4UJRbK0lCowHGhtyJFVbHZxlsCjAHuLi4zOBklKH4doG7ptLGCgWgRJZC8VrZLGQ/eXSSpFmhUG0vJg51RAgatsPxw+MsVIukm2mewVh3hCoaD+Af8fO4xUurVGtwaJ9bAK1pgqMnJrg679Z73VxYbSt83hRYay32D3cWkzhxnUMHRpk5PMyD1e4WL36vgW/Ux1/77T/gz/3cr7CQzX0jb8cbw4Nkmv/k07/Ij33hK4zvHegZ+bm5uMbhkxMcPTxO3mPxqCV1PL+e6xJah+dGubvmRsMuLi1zukVozU4laG0wcGslyfBMDDzdt4DNaOlirsCGXufQnhHKHR5u3o7m0MVGg5LX5tg+twBfRbIUChclshSK10go4OXosQmuLq5QMy383vZUj9e7LbKEgFDcx7WVNeqtMxE7bmizEwNsiDrLG929DMu2iWFoHDw6xo0Xq1uvO1JiRN199RJYm2TLFexBHT2sE+3opahpMHNgkCfrbnTr0sIS3//TP8e/uqyiWptYjsNPfPld/sSnf4F7SVcQ3U4mOXKs21NqMBqk7nOQAzqlDpED7UJL1wRZ2R4Nu7S0zMljk2hCsFwodq3/LJNlgzpjiXarjpq1fW0Vaw3uZtPEOmYHdrV8MnQKtTrX00lOHZ3EY3TXlCkUbyJKZCkUr4k9kwkI69xc2BY73g6RtRkRCAW8HDw0yrWl9vorgHxlu9j80J4RVmol7i4lGY51+xO9yOQ4cmKCW4vddVMPVtK8dWK6r8BCwPFDE9xYWuXqwgpOQHDqwHYPxGPHJ7mVbPfxqpgmP/G1r/Pnf+tXuZ7qPvY3iS8vzfNf/Nav8tPvXsHsaFFzZWWFU8ddZ3VNgzMHJykJk5tLa1xeWObMkalem9wSWmeOTrOY7RbVV5ZWOHt2tufnuWcswaNUhqJusXd82/9qJde+Ha/Hw9cWFjlxeGIrgiU75pu1iqrLSytoEYPJoe5UpELxpqFElkLxYSPg9NFJnhVzmHb73GpvZwRACMaHo4RHAtxZTlKqNYh3FMMvrefRdcHJwxM8WM9QaZpCTo3G28aF/B7Gp+PY3VZJAIzEQrwwi4xPxgn6ugedPjLJ1cVtoZSr1ri6vML+vcNcODPL5ZXlrnU8ukZ00s8Xlp/zH3/25/nvf//XWSrmu8Z9nHmUzfCDv/Ur/Nnf+mW+uDLP7P44vSbFX1xd5p3Ts0xNDnB5cZlyi7nnpcWlnkIrFvITGwmxTIlYsHcrm5xT59C+ka5rKx5xr6NctcqLap6jc6MkIgHWS+3u76Nx1zX+2tIK41MxBqNBrI5uBJ3pQVParNqlNhGuULyJKJGlUHyIBP1eDhwY4fKLZSzbQetIu3j09huhx6eTpcZSywyw4Xh7hKpu2Zw/OcvVpZW2Jr7VlrRPLOwnMR7hUTLDvbUUYX/7lPyRWAjHL1jI5bm0sIQeMzh1aJLN+uUzRye5vNAtogB8YQ9fWlvgrdkJhsPtx3b08AgPc24tkQQ+++wB3/Urn+Zf3Pkq6/Ue0bKPEauVHH//+hf5vn/zf/OFpedbr99YX+WtZj/ATabiMU5Oj/Hl5CK+Hoah4Aqt04fd9TyGxpnDk9R8DlcWlnmSyRJOBLqE1kgszJ3VNW6urjE3m2hLRydL2+9/zbK5s57kyP52U1OAaMs2n6Q3MAMS3dMuqkSHyNKEoG7aXFld4fjh8e4/HhSKN4Q314x0l+Z28BoLO3e5a7nLolRnl9+XcpfrO8Yuj79PJOeDXheghMm95dTWc120n0trROD0kUnWrWpX4+hQi2eRpsGJQxOUZHePwcfJDAGfQcDrwTvg5VnarZWqNEyOzUxy/ZErmjYF1mpx+6a7Ua6yUV5mdjLOnqEBvvD4edf2AY7MjHA9s4YtJVeWV/DqOufmJnm0lmH/bIKvZxa71on7Pfz80pf4mRef5/unT/OD+z7BTGiwx9Y/mjzMr/GzT7/C76zcYdAXIeQxKDTaP5+vry9wft8kq8ki04Nxrq+sslByhfSjUpY9Ywmer210bfvqyjKfOrOHh8k0lxbbRe/8Rpa5hDt5YbN1ztRojJVF93O9m0xzcHKQ9GqRoN/Li/Vc2/q2hKI0OXtwiquPlrZe93QUua+Xq4TCPk7tn+DmEzey2XEZI1peuL60yvG9Y1i9HUReCc3c3e+81v3r8Y2xSzNQzXr5mB3Z7e1ql+GUXZmZvuFzIFQkS6H4EHE6CsA7HdKFJvB6NE4cmeDy4jL5ansxM2xPj/d5dQ7uG+XKwgqW7LaUblg2x/aOo0UNFju8kBbyeTStt8BqZXAgxOcXnzM3leDYzGjbsrnRAR6Xs23Rs4Ztc2lpmdmJOPgEQ/72O6smYGZMJ29WqTsWv/ziCt//+/+E/+nKL/Gg8OQjWyDvSIeb2Qf8t+/+P/zJL/0zPrd8C0s6JGt5Ts6Gu8ZPhCLoIUE05ufK8gp2y3lXTZOUrDI2sF2Qrmlwas84YyMxvrg0z0i8e5vgCq3NiFbQ6+F+sn0G6KP0OgMjIebGuy07AAr1Gu8uL3Hy4MTWtdmZ0ga36fiV1RXOHHI9tzo/NtGhunb9N61C8RHlzY1kKRTfBHTejDyGxth0nGvN2qeNcreDes2yiIX8xEdC3G56H63lu2ePTQxGcYKC1cXuZclCiW85OM3zbLavwDq9d5wrzTqrpxk3qrJnYoCYx0cqX2Jd1KiY3SGCsXiYJ7V18oU6Hk3j3Mgk6/UKzwtZPrVvhBvFp23jHSQmSf7G/b/LiG+YTwxd4FND38Kov7vx8TcbS5VlvpT5Ol/LXCRr5vDJY11jbhcW+MTcPr46n+JgfIiQ4eFWeo3VYpGxYJhYwEe+w7ojW60SikWJN/zMjSRYq5S4tro9QeLOeoqj0yPcW0x17m4rojUZDvO1F92RxGcbWYYSYQYjQdaL2/VXhqYxv+6a0l5dXuH43AiLS1kKHc2jQz4vRdONrl5aWubY3EhXoOUND14oFFu8UiRLCPF9QoiHQognQoi/3GP5XxRC3BNC3BJCfF4IMduy7AeFEI+bPz/4fh68QvFRR2sRWfsmB7F9gqep7TRRtWES6ihCNx0Lb9zDk9S2B9ZaocRgZLsgfnZ0gLzW4ObqGh6j+9d8JBriRaPA2GiUqUT3LLCTs2PcWFvrunk+38jyrJBlYCLEnqEEQU/732lBr4ERFeQb9eaxOlxdW2E+m+M7pmexhIVHtK8z6PNR5xkAqXqaX1v+Df7izb/Cp5/9U66t/xLr9d6pyteBlJJU7RFXMj/HP3709/lfb/81/v3qb5M1cwCE/WsEtPb0ml/zYngl3zo+xeONDDdSq1sRzbVKidHxEEZHCj/q8zEeCzM1F+dOOslyvn3Gn2k7PM5tcHBiqOsY94wOEB3ws2KViQW6i+EToQCXFhchpDHWEhGbGY5Ta+mreSeZYnA0TLUj1TkQbp94cTeZQgtqTLXOJuzMHyoUbygvjWQJIXTgJ4A/BCwBl4UQn5VS3msZdh04J6WsCCH+AvD3gP9UCJEA/k/gHG5W+Wpz3d49PBSKN4zNe+upAxPcXFvDH/F2jRkIBynX3XTf3rEEa40KhVJ3GnFiMMZ6screiUFW6kWKdTfacHpyjNsvti0bRqIhHJ9b5L6QyyOAo3MjCBvuL6U4OjXCnfVUWwprE5+hMzwU5uaau72w18v5iUlWckWW83n2ziS4kVntWi/m8/KksUKqUCLmCXJiYJiiVWS+kuJbx3zMV8td63i5y9fSv8bX0j9J2BhhJnSOA5G3GfHvx2d8eLPWauYCa7UnPC5eZKF8hartfn0N+U53jV1vrPPdU8f4jRdZ9kfG8IkA97JJvp5cYi6cwKvrNDrSb/eyKd7eP8W1R2vsScRJhIPcSSW51Iwinpoe4/58sivlVrMsFsp59o0leJ7a4Nj0GBXH4lE6A83s8J6BZo1WS9p5biRBenmZtWKJ4VCQqUSMpY28K546vpmLZgPNJ5hMRLd81yJ+39b2N8lWqqTMCsdnx7jzQrVVUig2eZV04dvAEynlMwAhxGeAPwZsiSwp5R+0jH8X+LPNx38Y+F0p5UZz3d8Fvg/4xd0fukLx0UdogtOHt2fumXZ3bVU44Jp+Hpsd5WFunZppMTcQ3+oZuInHo3Noephn5dyWjQMALT3wNgXWWsvMMglbTuEXDk2BLgiUPJh2e5pICNg/PcTN5PZNtNRocGl5CQF8x7E9bFgV/LpOrUNI7J+McCvnnmPerHEp5aaxvn1iDw2nxJB3ikx9eavA+HRsiFzj4vZ+rBT38p9jQF5kZf0KhjZIyHuckPc4A/7T+PVRNH0STU/wXpBSIp0Mjr1MxUqSq1+n3LhDuXEH28mjez7Jw0J7oXmufou9wTM8q+Tc90dqDPunaTgGJ2LTXEq1i4350gbnZmf4+rN2L7Gwx4vUJN92ZJYvPp7nWaFd6dxMrvH2vkmuPen2GfN7DRJDYXwhDzeWu8XN82y2S2gVze3PNV2uYAb8zA0PUHe6a6+GoyHuJlPE/D4OjA/yeHW9yzAX3NmJlYbJzdQabx+cQnRfxgrFG8mriKxJoDWxvwRc2GH8fwn85g7rTnauIIT4IeCHAGZmZl7hkBSKjz6RoA9PyOArj19svdawuqch+b0Gpw9Mcn1lu0A6Hgp0iSxhCB4XN6hb7TfLR+kMPo9OLODvElit7BtOcCuTpNww8egaJ2fHsUyb+6sppIQz+ya2oiudnJwa4/PLT5FAyOPh3NAoVcvi3nqKC3NjXM3Nd60T0A2ycoVHzVluA95J9oQSGKLCqHeeQofJecyIYJo3ALCcdfK1L5KvfZGgeYy6daP5JgTQ9AnC3k+gyyyIAAi/+682Ak4SZA1kFWQNS8Qp17+MY68CrvhwPBdYrVxr27e0buITE9Tl9kFJHA4GHWr2IeqOj6fFNAvlPJBnJjiKLmhrZQNwJbvAW5PT3FpJc2xwFE1o3MukuLy6gkfTODQ6xMNkhk4urSzzzr4prjxdxtAERydGsYXkXjLF1xYWGAwGmIhHWMl119+1Ci1D13iUat9+rlrD9jrsFd1R1KDXfS1fq1OzLI7PjnVN1gCoNqOmEri4uMR3HNyD32NQM3c7rU6h+Gjzvha+CyH+LG5q8Nu/kfWklD8F/BTAuXPn1DwUxcee6eEYdcNpa2ECUG1035QiET9/8PhZ22udbUtOzY1zLbWKT9e7RFalYfKte6Z5ms32FVizgzFS9fKWAaZpO9xYcdN+I/EQxydHeLSx3nPducE490vprfqtsmlyJelGXU6NjqIZcCQ6xuNCCovtEMe3Tia4V3q89TzbKJFtlLgwOMpXNuqM+s8z7A0S0CrYzgsOBv3Ijpu2wAP2o+0XZBXHeorQBsG6036gnvNgXm5f3/MWjj3f9ppuL3SdoyOLHApN8KBiIrQpyo6fdL3EzVIGDyPcybevs1BJ8m1TB/mDxe2olU/TORAZxafpzMUGuJlqj2iZjsOqVWQkHCJV6k6fZhoVvv3YHm4srnEj2R61Wq9UGQ2HGI6ESBe7190UWpOhCKkX3ecXC/p5mF/nyMQw91e2ZyTaLbNW65bNrcwa375vT9f6pXq7Ii6aDYaGIzTKJqn8x9sPTaHYiVcRWcvAdMvzqeZrbQghvgf4K8C3SynrLet+R8e6X3gvB6pQfFw4vmeMx9l1KmWTqXi0bVmlsX2z0jXBiX3jFMx65yaot4izM/smuLbqFlMfGhvi9nL7zXskEmKxWmBsMMJIPMyDtRQNa/vmORGPULAb5Gvd+wGYTET5vRfPkMBMIsZ4OMJqvshiPk/M76NiNKjWu2cZBgyDnChyO5kDIGx4ORofQtfAFjUelJ92raMLgaYlcXBYrSVZrW2+HsSra/i17yWiewiIBj7WGdIBebFrO8LJ9TyXTjTZPXvTsdfw66coEKTBABXHQ8muY9s+LhVKQHvN2ZC/3FWjBPC8+pxD0SlCepi65fAol+ZG2v1sDsWG0XMCu6PQKlursi+WwF/TqVk2exMDDIVCLBbzPM5tMF/IcTg+RLbafdzJUpnJaJSEHWCjpdVSwGNwaGwYG8lao0Qs4O+yBhmNRVgsFXiYX+fE9Bi3m22X8rX2cQ6QrlU4u3+Sa0+XkdK9TisdxfGOlMxns8QD/p7F+QrFm8KriKzLwAEhxB5c0fQDwJ9uHSCEOAP8JPB9UsrWOcW/DfwtIcSmKcv3Av/bro9aofiIMjwY5reePN7yFZIdk7A2IwIBr8HsZIKrSyscG++2Msg0Ix1nD0xyeWl5K4rk65jtNxIJgVfwIpfnRc5VAiGvh2OTo5iWw0apgqk5rJe6b9oAR8aHuZlJbm1/IZ9nId8swh8cYGYoymK5ALLUNW//+NQgV9e3qwVKVoPrmRUMITgyFiLGOMPBEJIGa7UURbvCtw6Nkmzc7jqOY5ExNhpXu14/GdnDw/oEPj2OT4/g0/z4hIeEtNHEBBoSISQ6Eo8TpaGdxUHDARwpkLaHdb6bhjSp21VqTom6nSPgneF+6QmQa9vfvtApnpbbvadWagu8NXCMa9kUcU+EUe8wjtRZq5YIBzQuLnanWB/m01yYmeXd+fY6Kw23FdE7+6d5nNzgaT7L0/x2jZbpODwrZZkbjDPfYSYKsFwoMDcQR9cEEwMxpJA8SKW53mL/sCfeXQxvSntr+7fXk5yeHefmwior+e5+iMV6ndsbSd7aM869F0mCXi/5ersY2/Q7y1VrlOp1vid6oGs7CsWbwEtFlpTSEkL8MK5g0oFPSynvCiF+BLgipfws8GNAGPjlpu/PgpTy+6WUG0KIv4Er1AB+ZLMIXvHe6bwxf8Pr79KCdrfrv07HdgC7u/Tk1fe9i3XBbWXSOmmvcwJfw7IZj4fxhT1bxeidPkXgWjacOzjFxcWlttdb00ybAmutwwer3DC5trzKQDBAPOpn0OdjMh7laWajLZo1l4gzX85h9iiIBkjEAvx+s11Mwh9gT3wAR0qeZNc5ODLQJrBaeWdyjJsFN/05X95OQe4NTyLRmPCdwJQF8maShnRv3hGjyHqPw5D2Gg4mVTtN1XbFT0gfpsx819iY7zz5eqdQE2SdOI5sT3cZdIsLgCkfPG2+xT4tSMwzik4YR/oIMcqLQp4XtAqnLO+M7+Hd1WTXti5vLHB0ZIy1Qpk9sQEcJE+zGzzYyPBgI8OF0WmWCt3HUTZN8p46I5EQqZbU4GAowJ6EW8Ae8Ht4lEpT6VET9TyXbRNaApjfyG0tt6XkemqVTxyc5atPX3Stn2n2Nry2usrRqWHMqt0lslpNdy1Hkq3VsHxdm3pl9NftCLHLL12xSzdW4ez2DdhlFc7rfv8/wrxSTZaU8nPA5zpe+6stj79nh3U/DXz6vR6gQvFxRnZ8+U0NxtC9Gs/Wt6MX6+VK52qc2TdBusfrC9kc8YDf7RXXQ2BtEvF5iUR8PNnY/ptHF4KDY4PEfH6K1Topq0Kp0ei5/rnpcS4ltwXeRq3KxpobDZuKRqlKk/ODM9Qck+fFdUqWu52pcIQHpe6aIIDpsI/ruQdbzwV+RnxjzIUGqNg5wp4IUpYwnXXq9jpRT4Sy9aRrO0EjjvPK9daSkD5E0WqPKJXNJ+hiENux8enD6FoCCFO0/Yx4J1isZFlu5IGN5g/Mhg+yUu3OGy6bawz4/GTrroCNe/3MhhP4NJ2yaSKF5Gqye+bg5dQSJ8bHuN1DoGUqFWaiUQ4GEsT8ATaqFZ5ubJBZ2b4mjgwPM5/KdtXoQbvQGgj6eZ7PtS13gLxV59yeSa48347EhXzetmviXirNyYlRhuohMi2CrzMNqlC8qSjHd4XiNdIayTowPshKrUSCdrPHSsMk6vdSrDUQAs7sneTS0jJnJ7u9oiRweHyYZ/lsX4EV9BoMJ8I8Xm8vZLel5EEmQ8TrZSAWQDiSs5PjSAkvcjnWm3U+B4cHub7e2wvJ0AT+oOBedrtqQBOCucgQw4Eg8YhgvtxgrZZv6wcXMbysNtqjJhJJsp7lYCTAzXxr4b+BISY57d1DRo7j0ww8QsMQEkPYNIQXoQcQ2ICNwAJp0iCC1I6BMJAYSHRABzEMHMSSGhaChuPQcEx0fZj75XlsaeOmDXMATAWOk2l0i6kKaQyhtbU4ElIQNgIcmxgnU7BIVkoslnJkq9vpu5OD42SXqnSGCxwpeVpaZzoeZTHnRrRGQ2GmY1G35imfIxjycn1tpaf1x/10mhNjozxcSWP1ED2bQms8HOkSWQA+j87FxWUutAitwVCAUq5deDuA9MLMYIyFdfd9sXu0eVIo3kSUyFIoXiObaZUTc2PcX09Tt2wmo5GucYPhEJWGyfG5MS4vuze8zpY8AKORMMvVIoPREFOJGJlSZatVCoDX0JgejnMvne5aF9x6oMmhKPcz7vJUZTs6MROPMROPY2o2UcvLeo/i67PT41xMt0eqHCl5VthgOOzjC2uukAobIaaDcSJeH460GAsJHpbvdm3Pqxmk6t0pK0taSEqs1rqXHQofZK3abYg6GQix3MP0dNQ/yqPy467Xx/3xpsBqp2onEXQnYPKNEp8cOcJ6DQQ6uXqVxXKOp/kiT/NFDgWmWCjlurZ3a2OVC9MzXFzsjmaFPF5mBmJMRWK8yOdYKRZJVloaeVernJkY59bSalfqGeB2MsmZqXFuL65tmZlqAvYMJRgIBiibJslGuWcx/Kb7+8WVZS7sneTKs2Uifj+dVf4eXSNVLhPxejk8McyDlTS2o0SWQgFKZCkUrxXHkby1f5KrKytbgstrdP9axoI+wpFRrq1si4dCRx3MaCSM9MDzXK593ZCfPQNxPJqOx6fx1R5T+F0kxydHubbWfbMHSFZK6H6Npzk3PTYeCjMRjqILQbpaIeL3cCnde9sJv59n1e20V8mqcz/vPh/0BVislzCdIMO+CIO+EEHDQBMOgz5J2X6OLkzslropAWQbvWu+HNl7lmQ/RB/nzKrd3RfQI3xYUuNM/ACFho4tBWXTZL1eZq1epGaukSwKqnZ3vjJPAb9hdNl2AFzLLnNwcBDHgYQviOnYLBULJMslkuUSJ4ZGWSt1e2ABXE+ucmF2ksvzvT3Mbq6t8sn9c9TqFlXb4vlGlscbG5tZTgD29iiGT7ZEQi8uL3N+zwRaj9qgTd+sYqPBw9w6p2bHKfaZqapQvGkokaVQvC4ExKMBvvCsvTef0WH26PfohEM+vvS8PWqzlCsghJty3BRYqz18sPK1GrfW1jg5NcalxSUiAR9z8TgBj4dircbz9Sw12+b87BSXVpe61t/kyNgI11LbAmy1XGK17O5vMBCgptc5EB0m7vMjkWzUKywUc5jS4cBwjBvZ3qLoaCLOreYMurVa3k0lNjk3FGaxWgf8hI0BYp4wYcPPsNePRy/iNyQCC4mJlCaOrGM6Ap8+AtLBkSYSG0eauPElP0IYaBggDITQsRyDiGcODR+a8EEzlehIwZQ/RM6sU7Zq5MwSFbsGVNkfanAx020amm2UOTu8j6+sdQuetWqBc+NzfHVxBZ+mMxMZYMAbQOJaNzQck3S+1lYnt8ntTJJ3pqe4tNBbAF9cWebt2SmuvFgi5PEwlxgg5PVQMk2eZ7N8cWGetyenuuw9NnmWy7YJrajfR7LjWrq8ssJ37tuDoWlYLZGqVtllOQ7X11b51rkZnqbVHCeFQoksheI1YOgaR2dHWe0RnWh11A57vYwNR3tGRiqmyVQ0guXIvgLLRXJmepIrq+6Nv1ivczu5fbM1NI1vPzBH2WpwdmKCTLnCYiHX1ivv/PQkF5O9BZgQMDYQ4u5GktVK+/l4NI1PTcxSd+qcHZjDlBa5RoXVah5T2kwEw9wr9I5+7QsPsFjdXlayqpQsN0UZTcxyL/+sax0BDHgsLCmbzzangwaQeoyn1c5UrEPMU2axWgG637/Z4GEel7rP+3nlBcO+EdL1HsaflWViHi95s4FfMxj3x4l6AxjCoGHZXBiZ5kpymcfZbnPXs2OTXF3sXe/27toS5yYnuba8Hc00hGA2HicRCCBx+NS+Wb4yv8CddHcU7tLyEhdmp7j0onfEq1VojUcj5HuklLO1Gkcmh3m4ktnqwdiZpZQCnmU3OLd3kmvPV9pmGioUbxpKZCkUHzJhn5eJ0RjXl1fZN9Tda29zxmEs4CceD/AwneHU+FjPbc0Mxnmay+4gsHAjVCv9I1THx0b44uJ8280wYBhMR2PE/X4CHoPFSh6PpmH2qLV5e2qyqw5rE4+m87SSJlltF1+aEIwFBjgcG6DmxNCFW2dVcerkGyWyjTKTIR8P+5xW1e5tsZDwxDBl72hNPwpmFo8IbnlFtR0n3Sar4BZ2H47HyKxVSPjCRD0hgpofTeg4EgKhADdSGVLVEo9rOVr9tvZGBvsey9XMMucmp7iy3F1T5td1yk6DT85MU7dtstUqC4U8T3MbPG1u3qvrHBoe5H6qO8oGcPEVhdZA0N9zebFW5+n6BsfGRphPZamaZltUa5OGbXNpaZnTs2M8WOpd/6dQvAkokaVQfIhE/D4GEkHuJ90bj2l339gdKUmEAgRC3i0rh07nbXBThCuVIgNhP1OJGLbjkClVWC4UtqbQvz03ycXl/gLr0PAQdzZSXdGGqmXxaGOd6ViMDbNCyWxgCI2ZSIzBYBCfrlMzLYQG1zL9t39ybJjL673a1Eh8us7X0k9wenj4xL0RFspVYvocAd2DTzfQBQgh0bARlBj1zWA7DUwamE6dul0n5g2TqX9jIksiGfTGydQLeHUfHs2HR3jRhRdbGuwL7ndnJEqBJSUN26ZiN1ir1nFsH0ulGtD++fg0A4NIT3eiZ8V13p6Y4evLvYXOw2KKY8PDeIWB13DbJKUrZVbLRe6vp8kEgmCxNduzlYZts1guMDsQ40W2hw09rtA6PzPFlWZTckPTmI5FGQwFEUJQrNfJNKrE/P6u6y5TcS0i7qZSHBoaZHWjuBXRajuOZtH8jZU1Do8O4etRZ6hQvAmoK/9NZNdmprvbgNRfPmYnnF1etbtZfzdGpgAlp9Fm/Gj1mHrvSIknYLCQ275JpsvtaanRSBgMN/LQiU/X2ZOIM52IUzTrHB0ZYa1UbGu1Au5sweVqoedNEiDi9eLoDqWKW3BuSYeFYp6FYn5reTBoIKXGdCjKgC+A3zBwpKRkNvDogmvr/QXYUMggme+dSjocH+ResdsDC+D0wCQPc71Saj7G/AnWGwV0oaMLDU1o7r9olK04DWcWB4ktbRzp/mtLB69vhJWtYu06m82iAca8Mzwq9q6FOjqwh2vr3VGnumNxNBEjvdztZQZwO7fCofggujAIeTwIBFXLYr1WIVkuUfGZPFpf72nNkK5WODgwSKFe77m82KgT8BgMh4JdXmrDwSCjkTCaDt95YA/z6zmW8nme53JdEya2DEubQivk9bQVxj/MrLN3YACrhw9Xo+W1B+kMF/bN7MrIt8/chFdfv/cl/urrv2YD590aUPeYiPyN7X+Xx78rPuJGqEpkKRQfIp0mjZ0CZyoeA12wUmhPr5UbJjG/j0KtviWwetVzAdRtm3gowOfn22uWYn4f45EIUZ8PTYCjQSXX6OltLgTMDsa5nekfFdo3lOB6xhUfreILXGPTucEowtGZCMSI+/wEDA+6EFjSwadDur5OUPdSsbsNT/NWt3jcxK/3r/ERQlJ3ehuojvgGyTRyPZf59P5fhQmfD3q/1Qit975Cho9MvcjZwQnAFXqWI6lYDXL1GulaCU9I4/Zad+0UwLPCBhcmprnUoyUPwKPsOufGJ7m21C3+hHDTsftGE+w1E9iOQ6FeZ6VYJF2tkK66wksXghMjY5jZ3gqmzRm+VmM4HKLc8gcCwLNslhNjIwyFgmRaBF2947qWqi5L8YaiRJZC8RppFVlzgwNkG1XsUu8b0nA4RMDj2VFgAbw1NcHl1e6bc75eJ1+vE/J4GImFtqJgAcPDeDhMzO/Hq+lYjkPY7+VmpjtCs8m5yUkup3vPFgQ4PzHBpYybJlwq51kqt6euTowmmG+eg1/3E/cGiHp8BA0vCZ8PW1SJRwdwpIMlLUzHpO6YVO06G40cQgqk6H6fTKd3DdXL6GfjIKSgbJUZ8EQI6D58mhePZqALHQ0dELwzOECu0aBiNSiYdXL1KhumxUY1z+mBSM/PAuBuNsn58Wkur/aZMZha5NTYOLfW+swILGzwbXNzlOsNdE2jblvkajVWS8WtmZ/HhkZ4kuodEbOl5G4mxfGxEe70EXutQivq790X53FmnXggwJgeZq1QwtdMcSoUCiWyFIrXSr3pmXRgeJCVSpFivdGzkBhgJByiZDd2FFinJsa4nlzt26nM0ASzg3HuZrZvqlXLbEs7vjUxzheaPQmDHg8jwTAxnw+fbrgmnEKSNStEvT4KjW4/pKlwlJvZ3sIB4NTwCPcL28KjZpusVU2aXXm4MDLOrXzvQvq50ACPCknAj1cz8GkefLoHr6bjEQYN28egZw8aAiEE7n80H4cZ9x1ASolsTi9wmo8bVoC4PoXp2DQci7pjUncsTMfiTiOLQZSlcu9i+zPxPdzc6H2+N7NL7IsNtzV5buVJKU3C52ej3l1zF/f5cTSHs+Pj6Lg59pplkqvXSJXLbFSrfHllniMDI1t9Lju5m0lxdmKC64sr9Mq7mLbN49w6h0aGeNinWH5TaIW93fm+Td+vtWKJoVCQ6YEY+WpNiSyFookSWQrFa6Ru2RweG2I+n6diulGYUr2BLgR2S4plNBxirVwk6vcxHo1g6Bq27VA2G2xUqqTLZY6OjXAnk25brx3JyYlxrvYxGwXYn0hwZ307clIxTeZbBILf0BmJhXhRzAHuLMQhf4ioz0dA92BoGiG/TrYRoGqbFBs1co0aFds9N4GkSreg2CThC7QJsE7GgmHSTRPThmPRcCyKTVsHDdgwJabs3bjwZGwv9wu9o2/DvhiLld71UxLJvnCCqxu9j+tpeQ2fplPv0UhbAhG/0WaSHja8xLwBIh4ffsPDoCdIsWpiOg4Vy6TQqJOplslV6+SqKY4khnmUWqVXO0BbShZKOSYiEVaKvcX31bUVLsxMcXmh9/HXLIulUp59gwmer28wEgmTCAQIejxomsCyHYqNBpl6dzF8LOCjVnTf70y5guX3u2nmPn5cCsWbhhJZCsVr5MTEKE+zG1sCC9wbc9zv32pbMxoOIQzB0x5F7pscHRshb9U5MJQg4PGgCw3HcaiYFvmaK8JOT45zcQez0UQgQM6qddXTtB3v2CiXUtvbqFoWi6X8lsXU+fEJfn+5u9VNQPcQ9wU4MjhEzi5xOj6D3ow0SSGxHJuGYzMWDLBQTVGzG9Qck4pltvU4rNrdM+o2GfSFKdr936OdWK8X8AgvZp+ee7rW/rqQgqDhwa978WkeDg4Pk6nV8Wo6OhpCCKR0rR4ajsMnRmd5ksuSrVcp1k2K9fa05vHYOLd7eFsB3N9I887kNBeXen92hUadgWiAkOGhbPVOl15cXeLt6SnurKwxHA4T9fnwe7Zr5CoNk6plMjs4wPP1/n0vO4vhw14fSbYnZeRqNSJ+LwdHBnmU6vYBUyjeNJTIUiheE6enx7m9liTg9XQti/h9rFerWwJrpxThvqEE88UcpUbvImyA81OTPMxm2BMfIOL14tMNNE1gO5KGbVGs1YiFA9xI9a/DOjM+3iawOhn0B3hU6O2JVLUtzFoJT9lmpdI77aYJyFtBkrXt5QKNgO4lYHiIefyUGg4TvkkMrTlrUAh0IdAQxDx+anK4ud7m/2UzYSgJaAGOhA9t+ZC1IiXowkfZauBIiYPEkRLLcbClQ6HhMGQkqNkmFdukZpvNlFgVqGLg5+56f4F3KDrMWqX/Z5gxSwQMg2qPljsAl1NLHBka4n4Pl3mAxUKOt8enSBXLRLw+fIaBJtzPt2ZZlBp1HuUyHBod5sZqb7NTgMFAkIlopGvixSadxfC9rl1NaLzI5zk6NsK9PmlMheJNQYksheI1cHZmgmsrq65flKG3OgYAEPB4XklgzQzESNUrOwqsU2OjXFlbxpGSXA+/LYBzUxNcXltGF4K4P0DU6yPs9eLVdQyhYegaluZwfHDUvWmbDQqNKpUWUTA7ENuabdjznEcnuJrtjnJtciIxxv1iu4iTQMVuULEbTAWjPCz3L7Y/m5jmdr7/9k8P7OFGdr7v8oORae7k+h//pG+UlWpv76knxRT7oiM8LfQWWg8LaU4PT3Ij3VvgrFWKXBib5t2W2YJhw0PU5yPk8REwPES9Xr7VO43dFH81y6JsmuTrVfL1Ou+uLHFhfJpLfSJeAPdM19/qYaZ3lGm9WmEsHGY4HCJd6nazh3ah5dW75/Z7dI2qZfFwPcOJyTFuL/cXdQrFxx0lshSKD5nzs5NcWtquj/Hq3cZhA0E/2UZ1R4E1EY1QtM2eRqWbHBwa5EE2s2Nrk/NTk1xac2/MtpSsVyusV7frk3RNsHcwwaNcdxTFqxvEvD6ODA6z3ihzanACj6a5qUAhcByJjYPlOEjNYS48SN12i8orZoOaY7XsZ2czpIBnZ4M1bZdmQH69OyrTynAgyNNi/xTYSCjQJrICukHA8BLQPPh0nZDPw6nEGIbueniJZrzNku77U2g0eGd8iicbGxQaNcqmSdk0aW33c2pojJur/eudLq4u8tb4BNdXe0ck67bNarXIVCzKUr53RHGtVGIqGmXADpCt9k7Pbgotfw+TUU/zejYdhzvJJGemx/ser0LxcUeJLIXiQ2QkGuI3Hz1ue83T4dE0Gg6RKpcI+TycCI/ibd6UoVnjY9vYjoMwBMVCvpkM62YyGiVZKVHrk4ICODY83Nb0uRfnJiZ5N9k7gtSwbSqWycNCilS1d+QD4J2JSS6lumcM6kInoHuYCsfI1GpMB4bxaPpWOtD9EWhC4BGCU/G9rjSRsumw6J65lJKA7uV4bA+0JgSb4lICYd3Psejs9s7FdlIRBGHdz6nYHhCt6cbtffk1L6cH5pBSYktnK6JkSQfTsUlWykwH46zXqlRtk4ppUzHddCLA00KWtwamuZLs/37viQyQq1f7Tl64mVnj7clpLu3g4n9/I8WeeLzLXHSTfL1O0OMhEQiw0UNEaUC50WDvcILRagifYbifhyZAuk2gG7ZD1TRZ71EM39p705aS6yurfOrAXN/jVSg+ziiR9ZrYlYPvLv9i36178K4d41/z+uzCvXi3bvWpHimY1pTLZorwcXaj7zYGAgECAQ9LG24kQhOCiNfrOrB7vfgNg4jXC7p7Q5S44sx0bOqWTd2yKDcaWz0J+1lGABwfHuFiH4G1NWZkhEup/mMiXi8P8r2jL7aUlKwGAwEfl9f7p5Umg1Ey+f7vCcCeaIylSv8xbw3McT3bX5wcjk5we6N/lMgQGjh+ylb/1OzZxCwLpd4pRYDVev8ekADPi1kuTM70LXIHuLG+wt6BAZ5le6cmq5ZF1bEYDQaRQNDj1rR5dR2PrjWjaG5fSbNhU7EsaqZJxTQp1OuUGw1y1RrXqiscGBxkIZ2hYvYX6nsG2ovh9Y7vJwfIVmu7+t3ZteP4btd/3a7jr/k7s4clneIVUSJLoXjNGM2//F+lBivi8xIN+XneMtPQkZJCvU6h7hZ2BQyDiYEIT3YQakHDIBDwUK6ZxHy+5o3YwKcbeDUdQ9cIGAZSk1zwTyObxeCW46a2TMemYdtEfT6eFdYJGR6qlkkv6XBsaHjLmLQXHk3jSXHnJsJT4SiZHc5HAOla7/TXq5Jt9I/EgZvWOxob5HqPNjqbpOs7H8NqpcD50Rku9jAo1REEDIOFUpbDiSHqto1fd6NIhtDQNQ2NZlRP0xgNhGk4djOyZFOzLGqWm2JMVUocTAzxNL3e1VqnlePDozxIp7s6EWzyeH2do8PDPE1t0LD6CMNstk1otUayFIo3HSWyFIrXjK5prySwgobBSCzC443+dUG6Jtg3nOB2eiefIsmBkUFupNzI0aYTfOeY46OjbZ5ZnXg0jQk9TKalfsuj6fh1A79h4NN0BgNB8o06R2KjLak/d1agECAQxHxeys52ukkim1m+zVl+ENI9HItNbok9KWk2lpbYUuLXPZiyupk83PrXwf0rXCLxaR6mAommbcRmcENspQY1IdgbCiCasxU3zUw3a700IUh4Q5wemHJb12xZnbpmp5vMjg9TapjN83CP35ZOs1eiQ9lqcCg2TKnRoOHY1CyTmm1hOg6lhkWpUWIgEeT5DrMVAc6OTO7oeXZ/Pc3bE1NcWervO3YnneTs5ATXFvsLx3vpNCfHRrm/ksbqI8ZahdZua+MUio8TSmQpFK+ZiM9LurazwPIaGjPDA9xL7xzxOT05zpU+bVw2eXt6ake/LIALk9MvTROeHZ/g3Y46K9OxMR2boumKtolohFs7zDgEOD481DedCK6Y83ugavdvmXM0NsqT8s6+TIPeGPOl3I5jRrwJliv9032j/hLLpf6RIYAziSku72CFAXBheIaH2d52DAD3NlKcG5/a8bO8mlrm7PgkV/u05QG4tLbE25NTXFneYTurrlnppT5mpQC3kknOTI5za2mtpykqbAutXjMOFYo3FSWyFIrXyGgkRLpSxm94OJgYwtC1bQ8ozY2T6ELD79epWBZvT0w24zfSnbknHSzHNfMcjYSYL+SYCEcwbdfcs2G7NVibiZ7T4+NceonAOpAY5Fp6Z6E2HY1yLbPzmIlQhBt9XNI3mYvEdxRYAAdjQzws7ixaQp6dZwa+KglfcEeRlawVmQ4lWCz3H3Mnt8qAz0+2R6ucTe7lkn3bEm3yqJAm4Q+wUetvwHo/m2IqEmWp2D9NeT29wqGhIR42PbZ0IfDpOl7dwKtrGJrOWrnEJ2anyZSrW+lJTXOjeFvzIIXg2/bNUama7jUoJbbjTgCwHQfTdlPJ2VqtqxheoXhTUSJLoXhNjEZCoAkerfevNdIEnJwa4935naNK56Ym+NJif48oQwj2JQZZKuUZ8gcxdL1ptaBtzRzThYbfMNB0OO4bQ2um84TY7P23TdDnYcKObE7eY7MboJSb/QBhMOAnXQ9sPXeQOI7jpvtwx81Go4iyvWUA6s7cc7e1aQga9/qJGD73tea23DSc3ErJ6YDWTADKlhmFEtlznoiUtCT7ttN9AV3HaKYKtc3eh1vpQ3ed6XCUotnYEiBaMwUqYOv5bHCQF4VCcxtsjdG2UpAw7AuzXqk197V5PJvpR7fOLGz4KNXauwHI1vcAiV/TGfKHMB17S/BYjnStIWwb03EomHWmozFWCkVsR1JxbCpmu7P/Ur7A8cERbu1gEQG4kbH5ncXznkR7MbxC8abySiJLCPF9wD8GdOBfSin/TsfybwP+EXAS+AEp5a+0LLOB282nC1LK738fjluh+EizKbBWS73bl7hIzkxPvjT9d3x0hOsvSU9FvD7yVpV0Zefi7rcmxrm8g8UAwPmJSf5g+dmOY/bEBriZXe7bqBrcAv11s0Bph9l6ACvVPAVz5zFVx8HcqstuVVViy9/CkRq20yeVtTkGDdNVMNsvdlA0G2y8RDzUbYfVYqVvag3Ap68TEX7S1Z3Tj6cGxrmVeonwGZvixtLOpp/74gk8uobdp3mzLSWPcuvsH0zwZAfhf2l5iQtzU1zeQWg938gqoaVQ8AoTW4UQOvATwB8BjgJ/SghxtGPYAvDngV/osYmqlPJ080cJLMUbz6sJLDg/u3NNDsC+wQRP8hs72jDommAsHmG1/JL9TUy81DNrMBDgQe7lrVIiPs+OAgvgxNDoSwXWsD/EQvnl/QjzZv+U2jdCzd75eACeFtP4ehjItrJWLXJicHTHMXXbYs9A/KX7W6sXX5oOvbS2xMnRnff3NLfB4dHhHcdULYtMo8J4NLzjuIvLS5yfm9xxzPONLAORADG/f8dxCsXHmVepUHwbeCKlfCalbACfAf5Y6wAp5byU8hb0nMGtUCiaRAP+VxJYb89Ncmll59qp8UiYjXqFap+mwJucmZjg3vrOwmgmGuPODh5RW+PiMYoviSodSQxxa+PlrVQ2zJ2jagBz0fhLxwgkyeru7Bs22XiJjQNA3bE4GBt66Tihv9xc6FpmmelIdMcxyUqJoyM7iyOAhVKOoWBw5/0lV3l7emdxlK3VEIYg/hJxdHF5iXMzEzuO2RRavZzhFYo3gVe58ieB1oKQJeDCN7APvxDiCmABf0dK+W87Bwghfgj4IYCZmZlvYNMKxUeLiN+H3+thNh7rO2ZzCvxsrP8YgPFYhNVykYjP139buLU7LxMrk9Eo2s5Zqy2rg7nIztsaDoSoyoGXbsuv6cyGdx4X1L3MhBI7jtEATXNeGjnza56Xbiuk+zBC3pdsCeLe4EuP3SN05iI7jwEY90W3HP37oQnBntjAVr1ZP0b8YcKenY/f0DTm4nF22pShCSYGIzt6bAF4DZ25gfiO770uBCHfy99TheLjyIfx58WslHJZCLEX+H0hxG0p5dPWAVLKnwJ+CuDcuXPKW1bxsWU5myfh83Njba1v6xSAjWqVWMjHi0L/WWwv8vmmHcPORfE126YkG+R3mO02X8hxdnycq+mX2C14vcwXczuOWS4XGQr5Wa32t6QAuBCa4v5LZhZ6NJ2F6s5O7wDjwRCp+s77GwlEWCjvvK39kRFevGQMQK5mkantHPUaHogyX9w51bk/MsTXXvL5GUJDs3Se53fe1oXRKS7uYNUAMBYMczeZfmmd1LmRCa4s73wtHBkc4trC6o5tm3yGzv6BBOsvEWsKxceVV0kXLgPTLc+nmq+9ElLK5ea/z4AvAGe+geNTKD52XF9a5fTYWFf7kVbytTrlqslkOLLjti4tLvH2+NSOY1ZLRaaD0R33B/Agk2EitPP+7mRSnBvaeX+mYzMR2DkKB7i2Ay/5k+ppIUPcG3jpthLe0EvHvAoh4+X1QzPBxEsFll8zuLexs6cZgFe8/O/cc0NTLxVYB2KDXOvTFHqTgG4Q0rwvFVgXxqa4+hKBtX8gwdJG4ZUE1r21l78PCsXHlVeJZF0GDggh9uCKqx8A/vSrbFwIMQBUpJR1IcQQ8Ang773Xg1UoPi5cX1rlzNT4jhGt9UqVUS3ESDBEaodZgVeXVjg9Prbl4N6Le+k05ycnuZjsX+dVNk3GtQiGEFhSoguBR3OtHjy6vtXapVirczA2iI1EE671g9a0Idi0KJBS8i2jszQcc8s5fVPjbdkmIDjsS1BzGs1XJW6FVfv7EfN6KdlVNuf7uQ7uTXuG5msJn5+gV3f33bK+a9Xgjol6vZxJTG7vqUVzbq4XMwK8NTi19drW8paxUT3IoC/aunRrr6K59aDmp1A3m8fQcjxsOtpLgrqXYs3i9PAYTtP6wmk6wztNK4uAZpAulxkPhVtaGjlbpq+OhLDHQ6Vu9u2HSPM9OzIwzI21nWvlzo9Ncmlx51rA2ViM9UKFcqN/LaASWAqFy0tFlpTSEkL8MPDbuBYOn5ZS3hVC/AhwRUr5WSHEeeDXgAHgPxJC/HUp5THgCPCTQggHN2r2d6SU9z6ws1EoPkK8TGh5NI2KaTIdihHyepFIDF3Do+lbvlZ60zBS1zQ+NTNH3d6OLLT6VjlSUrMsvmtmL6uVouulJJ32G7dts1oucn50ineTi9hIbMei5uBWVDZZrRR5a3SCaxs734xPDY1xK79zROT04Dh3ijtv563BSW7l+/c+BHh7aIabuZc41CdmufWSMceis9x4yXkdCE9wP7dzmnPOP8KT/A4O9BL2hUd4ktt5zJHYCM8KO/RsFHB4YIQHmTQDAb8riDXdNRRt8T8bD0TYqFY5Mz7W5v8l2K61C+gG1YbJucmJLZFnN6+PTbNRr64jTfd6MjSt56xWJbAUim1eqSZLSvk54HMdr/3VlseXcdOInet9DTixy2NUKD62XF9a5TsP7uFJdoOaZVG3LGqWRcO2MaWNadrcS6eYG4izXq9QaPSf2Rfz+wkHPDu6f3s0nb2DcR5l+9/c311e4vjoKLd36Ft4LbnCiZExbmf7R0ZuZtY4PDjMw0L/m+3tjTVGwmHS9f6zLZ8Xs5tBrr5U7f5pq2+EgrlzKi2gGTwp9G+HA7AvPMTD9Z1b/JwenOR68iVRpZEpLq/sXJlxdrjFR61PYOnM8DhfnH++Y2b2wMAgy9kC1R3SfyPBELW6RbK0HVXVdIHP0PEbBl7dIOzzMhuJ8oXH8zset0LxpqDm1SoUr5n1UpVBf5CbydW+qcP5bI4Dg4NYTp5KnxthvlYjaHh2bMViOjbpUoXRYIhknxSkBJbyRQb9QdZr/QuW0+WKG/3YQeCIHuafAolHM/DpBl5N40BkFJ+uNyNzbhPpzRSk3nRej/qGqDmNLU/0TYf2zUiMX/dwfmiG7bhMNxGPn7eHZnue79Yj22DIF9xKOTq4ucnNVGVY97NRq21HeqTbVsbZajHjMOyNkPbV3JZGjtWVxtMQZMo7+3oN+oI8yOws5qbDMe6md7bmmIvGeZxZ31FgTUaiZIqVHQVWwh/Ai8FyqV3AO1JSNS2qpoXP0BkOBCjVd7YUUSjeJJTIUiheM5bjcHc1xZmp8R2F1uP1dY6MDPMkv0Hd7u3avVoqsi+RoGaZfcXYRrXKPn+CnF7ru51Cvcbp+DiG0PB7XEG0WZulC1cICSEI+0YoWvWtljeu6NhOP5atBu8Mz/ColMK0berNWiITC9O2wIb7uRRFp4S9g83eheFpbu+Q6vNqOggTKfrLibcG5riWne+7POoJsF7d2QPsZGwPt3L9U6Bhw0dqfWW7mbUATXcjiF7dwKvpHI2OMZ/Ps38ggdFM77UKSw1BWPdRqjeQki0hZzk2ddvtR9kwTSKGj2Wrf9Qy5vNjNhwqZn/RM+ALgAW5HYrho14vMcPPfDbXd4zP0DkwkODeapq3pnb2zlIo3iSUyFIoXjOW4wqdzRqtnYTW/VSaE2Oj3F1PYfUZ83Rjg5OjoyyUcoS8XoIeDz7DjRppmobWjPNMR6PkrdrWjbtmWVQtk7LZoGpZXF1b4cLkFO+m+osbTQj2JwZ4vEMKzdB0srVq33RfplbmrZEJbuX610Lld2ikDNBwbMaDYTKNnW0cdmLQG2W9unP0aKfm0QCHImNcrLSfh2weX8Ox8Wo6DzYypKr9JzKcGhjn4tLOacK3h6e41EwlBgwPYY+HgMeDTzfwGQY+TSdkeGlYNtOxGFK6vQxNy6Fmm1RNi4ZlMuAN8niHFjpBw2AsEOFxpv+YVoEF4OzUS0iheMNQIkuh+BDx9XC+bk0n9RJahqYR9/uI+PwEPR4MTePbZ+Yo2SYSieU4NGybqmVRbjQo1uvcSiU5NzHB5eTON+sLU1Ncy/Sf+n91dYVDiSEe5nuLD0dKTEuio/WNRD0rbPDW6BQ3sv1FVN3sH8UyhGC1UmDEF8HBLbjWEc3UolvgrSEYDgQZNkPNmYAtRd3NAu+ox8eJ+ISbOttsssz27L+EN4KQGnZzhp8l3YJvG7fhcsTws1Asb82+7MXKS5z8T8WnuLjW/30IGR5Wiztv4/Tg+JbAAqhapuv635KBvDA2xZcX+jcM1xAcHxzlTjJJyOcl6vMR8njwGx68ujuxQkMQ1Dzkq3WOjAxTNU2K9Tq5am3r2uwUWACO7P4svS9pQ6RQfFxRIus1sUNW4+W8xPX55fve2S/p5fvf3eq7Ovf3Yf3dNH8SvbNr39C+D48M8SC1LVpMq/2Ari+t8t0H9/JgPU2uWqPUaJCpVMlU2ut4zk5NcGVthX4f55WVFd6ZmubdHcwuLy8vc3J0jFuZ3kXYluNQqNaJeLx92+k8z2d5Z2KKi2l3BqBP0wl7fYQMD4HmTTuk+7gwMrUleDbTi450MKVrSXB+aIp0vUDDsdzIj21Rd0xsKSk7FgeD49wvLkKfz2DAP8PTcn9ReXpgDw+L/d+LkLGXZ5X+gnM2nOBJcR008AutWVPmpgC9msF4YIB0uc5J/5grBIWGwLW2kM26LmG54qZhW64oNhsUG3XMpjA5Fhvn0mp/ETYaCPFsY2fPrPOjk1x6iSnp2dFts9FSo0GpY0KFIQTHEqNcWuvejgAifi9DwRBzsThffPy8bXlnDdqpiTEcy9nV747YbcO23a7/uoNzr/s7U/GeUSJLofgQqVsW86ksx8dGubPmzt5r9KiLShZKjATCrBb6p7+uLq3w9vQkF3vcCDe5uLTE+clJLvcZ40jJ840s0+EYi6XuVJhH05BScnZwkg2rglfX0YSGEG7EwnQcapbFWrnI4YEhnhU2qDsW9brFekeG78LYJFdz/aMrF7zTLFX6Cwj9pV9Xr+Kt3B+zRwSmlaq5/TlZ0sGyGpTZFicRPcqDfP9C9POJWb6e7G1F4TMMjsVHSZZLHB4cxq8bTaEmtuqy6pZN3OPnoZnpG007NDDEzbWd7SXeGZvaMR2pITg5NM6Nld6CUwINyyakG5Rq3Wlcy95+H89OTXBzYYUzE+M7HpNC8XFFiSyF4kOmbts8XEtzemKMGytrbd5Wm1RNiztrLy+Gv7y4zDszU7y7Q/TjxuoaJ0dGuZXevvkGDYNEIEjM58dvGAS9HqajMaq2Sc2yKDUa5Oo1io06yUqZZKXM+clJLu1Qn3V0cISG0z9c8TSXxacZ1J3eBfn3cin8ukGtz/KFcq7vtr2aju3YRD3+ZvG4W3mmNWcnCgR+TWfMH8WRciuSJgEHt1i/ZjXwaFpPU09D6Dwp9reiGPCEuLPe35JhwBNse/87cRzJernGfKH/Ob4zMs1XllyRJoCY30fcFyDk8bqfoeFBOBAZ8VKxLAq1GplqpW1yw/mxyR0FlpBwdmyCq0v9i/t9+naK8OTEWNfyTe+s89OTXJ1/5eYgCsXHEiWyFIrXgGU73F5a4+zMBPdS3dGPzfTNqxTDX1pYahNaPl1nKBQi7vMRMDxozWjUp6ZmeVHIsVGrUmo0qBQLbZ5aJ0ZGub2R7HJc3+TW2hp7YgM8L/WONt1bT3F+fIormd6CL1Or8M74FFey8xiaRszjJ+TxEjQ8W7MXB/0+qtKd6ebgNGcsujMSG47Ffv846UYOy7ExHYuGtLEcG4lJyclhi3x7NnGz8AoQWoSi00coCdiwJIZex6O7TvdezcAQOh5NZ9w/zFql1nTA19GF3kwHuisHRJB0oIbp2NQtm4rVoGQ2KFo1LEeyNzzMpVJ/IfzW4BTvrvRffnRguM0zSwL5ep183Y0keTWd2VCcJ9nuAvWI10ciEGBvNE65bnFhchLbkVQsk1y1SrpS2RKWb49PcXmxvzBqFVgAtR4zFxu2zdvTU1yZ39nUVaF4E1AiS6F4TTgSrr1Y4dyeSS513Njy1e36q06hZWgao+EQA4EAAcODEIKGafGd03PcSK2RrdVYzhe6GowmAgF8Pr2r/maT26kkb+/Qeqdu20hLuNGmHtE3j9DIVuocHxjFY7jWBJoQOEjqtkXVNlmrlBgLBkk3SuTsErmOwNe+yBArjf51USOBGTL13rYF6XoBTYj3VIASNoJkmjYGEtmsC9s+x2HvKM/LvQWahkaQOKlaj4J1DfaEE6xU8hxKDBIwvHg1fav1kOnYSClYKhQwNIHVY2Ze3OsnU6zg7FCLeXJwjKurvaNPxUad0WCIS4srVHuIIgEMBQIcHx6lWGvw9vQkjiOpmCbZao1UqYQtZZfAAij3uJb2xON87enODv0KxZuCElkKxWvE0DSuPF/mwp4pLjZ7xvkNo6vx7vWlVb7rwB7uplOkymWWC0WWO+q1BHCmWQzfi41qlUlPlLjPT67e2xfp0vIy5yYmuZLqjmYk/AF8hsEnE3MUHdcbq25blMwGG7UquXqVJ4V13hqZ4MZG/7Tit4xNk270nkH3tJjh8MAILyq9a5tKO3g+NRyLiUCEDbO/d1Q/Et4YmVp/+4ZktX9t3KHIJFd3SAUOGBGubPSJDkk4FB5jqZJHE4LBYICEP0DI8Lr1bwhCwstiIY/pOD0/twujUzsWuo+HIuRKtZ4Cq3kI7B8Y5EvPetfL6UIwE4+xL5bgi0/ai9yLLTVZAjg/NcndlZ0NUhWKNwklshSK14jPMLAaDS4/X+LtuUkuLS0T8/uolbojRau5IpPhKOlyf6f2m8urnBkf43qfZtHLhQIHBgepWSa1joJ7XQjGQmGkI/m2yTlq0qJmmeTrdVKVEhv1Khv1Ko+yGc6Mj3FtvbeYu5Za4dToBLf7mHbeSK+SCIXYMHufx4ARxQrWCegeArqx1ZzabUANE6EpHGwc6WBLG1vaWNLCdCzGAjGS9RpSOlvpRqf5OOI1GQnYaGhoovmDQBMa4z4/kpDb908YzXSgW+TvwUvR1JkIhVxrB8eh4TjUbIuK1cCx+9sTTAcTXEv3r286NzjNpWYEypGS9VqlzWX/neFpfn9pW9gEPR5GgmFiPh8+3SCoe8hWqoyFwyRLpa5Eb9zrx+NoJKv9bSHeHp/k0kJ/kWZoGlHDS6GHYWmh3sBopqPPTIxzZX6ZQA+bEoXiTUX9NigUrxGfoVNuZlyuzC/z9twk69VqW3+4TbLVGg9SGc5Mj3OjT42WLSX3kmlOjIxwu0/LlWSxyDvj05ScBrrQqFoW2VqVtVKR5ebPcDCErTt92+o8Wd9gLBBhrU+EZ61YJqR7KNvb0ZOAYTASCBPz+hgLh6lRRko3NVe1GxTNGjmzwt3CIgMBs2+07dTACC8qvaMuY4EY+T6RLHdfvaM5I74JkvXe/QYPhPZzKz/fc9mwd4D7+QWiPoOYN0jE8BMwvHiEjhACrxMkiJ9cvU6qVmqbSTrkC3F/h9Y5+yIJrq20i+WKaTKfd2vipsMx8uXaVvrXq+uMhyPE/e5kBtuR+ITBzdX+6dez4xNcWXy1IveDw4M9xwyGAkyEI1x74W6nMwqrULzJKJGlULxGPB0mjVfml/nkvlnmN7JtIsrQNNJNo8vri6s7Ci3Ttnma3uDE0DA1xybu9yOEoNIwSZZKZCoVvjT/gvNT/euv0pUyBweHKNRrPa0Nio0G46EIacptJqTDgSDDwRBhw0ssMELWLlE0a6zXK+QaVRarGyxW4WFBYyrmJ1nPdR8/NjPBKe4Xn/Q8NoNAz9cBkO/NxmGnWZENp7+v3JB3iKcsUncsUrUCKbYF3t7gGHdajF4FMBQMMugLEvL4iIsg+UCdUqNBqlpmvaXfZFA3aNRd/7BehD1eNFu01dc1bJsX+Rwv8q4V66nBMa6uubVRo+Eww6EQQY8HSzrkazViHh83l9b6WjB11mBlSt2C228YzERiXF3YFmoS8Ogapr1bcyqF4qOPEllvIrs1tttl2wxh784MVdvlH8rv8T7ssnNru5cyHg633YB6OWGX6w1OjoxyJ5PaGjccDrGW344adQqtoWCA8UiUgMdDw7JJlcq8yBQYjYe2TCc7uby0zIXpaS6u9a6ferSe4dzEJJfT7UJMA6aiMUJeL98d30vGLJNrVFmrlMjUy2TqbhROE4KDQ3GelrojRKZ0SBgDPUUWwHJHJM+vGcS9AcKGD58uOBOfdhtIa5vdeiQSh5Aueds7hNz8TzpIHKSUxL02Pi2CJjRAIJpmoaK5hejgBAINiYaUbnNoy5GUTdgXHqJo1cg1qluCzCMMHuT6R6Jsy9P2XAIb9Qob9Qon4xN8fu1Z2/KIz8tYMELU6yehB90m0hKWS4W2X1kNwb5wgtup/nVg50cnudxi1ZAslUi2uNEfHx7h/lqGiUiU4XAQQ9MoNRqsFIvkqrWeRe4b1WpbvWDI62EmEqdc7/6l8OoGpt3YGjfgD6Dt4ndnt7/z2i5NhHdrhrrr9XdrJrrr7/xd7n8X7Or7+psAJbIUig+RZK7EwfggL0p5SvUGHr37G8TQNK7ML3N0coTH2Q1qlkUiEGgTWeAKre86sJcba2tkShUype70ml4QzEZjvCj07rl3eXGJc1MTXEn2FmJP1tf5zsk5Ko6F5Thk61WWigUWCnkWCnkEcGxsmOeFblsHR0pqdYkhNKwe0bBrmWUOJobIWSWGfUEiXj9+XUcIsKTFCf8e0o1lilaFulOhQYENCzZKsCfkI29173PUN0LV7j2zLewJk6z3jtxZMkHF7o7UjHqneFbZ3l7YCwHdR9gIMuKdIVW1MMQQtnTTZIVGnXS9xJR/mOs9rDkAwoaXpXx3jVTJbPAkv87ZxBS/t7AtwAKGwWQkStwXQBeCkObl6kr/GqoLY1Nds1VbOTw4xNN0lpplsZjPs5hvvzYmohEOJQb54pP5rnVHIiEWsnmiPh+jwRAP19Kcmur2ytpMgw+GgsQMH7lytWuMQvEmoESWQvEh82AlzcxQnIDHg9FDZG1GVu4tpzg4NsRCKU/A0/tXdWE9x2w0RrZa7Zk6zNfqGJrGRCTCSrF3/dTtlSTHR0ZYKOaZjkYJe300LIvVUolkucRXXyxyYGSQuxvdokECK7kSCW+QjUa3SJkv5HhnYobr+RdMBGMkfAH8ho4tHQpWlZjXR8ZeZbVRZLUj0nFKmyLTyPU85phnrKfIyppZ/N+gjYNfC5HqcewAPj0GtHtPVe06VbtOzUzwpNhDSAmBjeTIUIKI4UdDo2paZGoV1ioFDoXHudSnf+FUMMr9VHt0rGpZW/5XZ4cn+cLyPAKYiEQZDYfxaBrFep2FfI7Dg8M7+lztH0iwnC32rZvyGTqDXj+5cu96uJjfTyLYIGr4eJpyj8noEY31GjrTAzHMqs18NsunDsz1PSaF4uOMElkKxWtgIZNjOBJkaDjII9rTabJFLD1ay7BvONEzragLwdJGnrptc3pmnBvJtZ5Ca71SZUwPMxIMkao003ASZuIxRkJhpJSsVyoM+4PcS3d7QVmOw0q2wEQowkq5W6ht1Kocj4ywUa+AgKjXx3Q4Rtjrw5I2yXKJ6XCUxeo6K91dWDg1NMF8pTuSdje3ylwkQtHu3qflwIgvSkD34df0Zv9ADUNAxJCAuyOxVS8m8QkYGpiAZutouWUlGiRvOVhSYjqSumNTc9ymy0Wzt9gY8Y1yu4foBDgUmeVSn9mdRwbGSZdLnBudRBOCQr3OUjFHyTLxCB2f7aPSZ9bl/liC+8l082xgpVhsE87HB0fIFqucm5jEQboTGVpsPmZiMTLFal+fNJ+hczCe4N5KmrFouOeYmN9PtlBlYT239ZrWI/s/OxDn/mKKUm2X+XWF4iOOElkKxWsiXawwVoxwZHR46+YJ221JNnma3mA8EmEwGGC9pUn0RCzK0rqb6rmxsLqj0MqUypydmmR/YpBivc6LXI6FbJ6F7HaqaCgYZDQYJlnpTmXl63UGAgGChkGlJQri1XT2xgcIGV6+e2I/dwqrJKsl7ubaxckRz3CzQ3L3+1Azu7+GBn1BRv0h9kbCGFoWsLBknapdpmQVKduPGfSkkdg0HGi0vGVBbYps43HXNicDJ0jXbne9PuQ7QbreXmSvAwlvhBeVLHvDfsJGFJ8WxBA+QKdhJzBjRZLVEtnG9meiobFc6p0a8widbNlmoZjjeXE7CieAyUiUI6FRCnUTIWA+l23rTZjwBShVzL4RqD2xOAvrOUqNBvPZ3PZ6gQAz8Rhhr4dS1WS51nvmZavAAlgrlAgHvJRa6q0mohGEJVnJ7exDdmpyjPVcRQkshQIlshSK14oQgmeL65zZM871ZXcmWsPqrtJNFUoEHIPRcGjL3mEoFNwSWdAutKSU7B1MMOgPUGmYPFvPcnl+iblEnLRZptCjWDlTqTDjjRH1+ig0ukNO87kcFyanqGLiMww2alXm8zkebLjpLY+mMTccI/n/b+/NoxvL7vvOz8XDvpAASXAD12KxVta+dUtyt9yylsjHlmUtkSZx5ESyEid2FDuZiZ1F8RIncXzOOJkZz0k0sSceO4mdyDM5PWecOHZsLd3q6q69imRxL27gTgDEvt/5AyDxHoBWs8UmWVW8n3PqFPAW8F7iEe+L3+93vz9qRdrj0DovdPZxLzpr2N5ic2HXTLzkHSQvoiQLSTayYVKFdVZz6+TjDbi0RWSdyttGax+R3HTNds3krNn2XRGWups9ll4ki6QKKVKFinCyCjvB1DrpYhaTGXpsDpptXpyaE63oZTaaIpnPEM4aheY5Ty9v1GmdI4EWi5s/ma34Ydk1M8cbfTTabGRyecgLHq7WL3RvdbhIJnN1I1ThVAqLMKEVTazG4rhtVvqbfNgsZtYTCWbDEawWo8DapquxgbFy6rLX5yURy5Cw1/6Mgm4hzLXuAPemggy017d7UCiOGkpkKRSHiEkI8oUiD6eXuT5Yaq9Trx9cOJFiI57E3+Ai0NhAcCuK2VRbz3V/fplXThzjdnCJmbUQM1X7Z0MRBv3N5AsRQ0Rqm/nIFif9LaTzIbLFAg6zmQFfM06zhfVEgrcWglzrDnBzuXZFYq5YJJ7I4zZbiedrb8bBaIKrzV1YzZAuZFlJRwhlI4zHI6RlE3nTHLKqlmozG6Xfd5zVzETN6wnh23nsMNlxm+04NRstZjN+V0+5UXQpnWUCNJOg1dxLEVEyKUVSlFAQkHe0Es9nSBTSpIslgZkt2mp+JkCzbZDpRGX+iUKKRDKFRViIp1NsZkois8vjoc3eiNVkoZAzMbJa34fLb3Mzt2mMDqULecZCJdFzvbmLe6vLHPc10eRwEs9mmAptki0W8VitOIWZ+UT9hQ1Ndgd2zDs9KuOZLI+WK2Ktze3itN/Pt+oUuXtspfkfb2liYzNBLJ2h2Vlrn5ErFEpu791d3JksiUhNPONLwhSK9wglshSKQ8QkyvkzCXcmglw/HqhZ7WU2mdhMlAqz16MJfAUHfT4vyTrRKIDplU0GvD4evE3qcHJ9k9NtfiaiG2TreBnl8gW+r6OXYCrGdCjE8Kqx9ujWQpBLXR3c26g1uVyOx7jc3sHd6AJtDjddngY0k2AlFWMxEaYt28FwrFr6wVwixPvajjObqk3zxXIW2myN+KwO3JoZq6mIII1VhBmwJsgVtpBUBKNTnIXCWzWv47FdYyt/C41SOnBnvqZzNDJDoxkwg0lYMYtGInKN1qYmitjJFE3E83k2s0mWUvXTgV22QV7fqkSqNjIxNjIxkIJOUzeRfJJ+r49Wu7vkaRWNEM6kaTF5eJyp3xfxhr+LW2Wz0KlQiO0ifJumca61Db/FyXSotik0QIPNitdiZzYUqbvfZtbw251sRuvXgBWl5FRrC8G1LZKZkvAPJWvnnskXuNjesSOwoCRoFQqFElkKxaGyI7LK3JkKcqW/k3AyRaacNmx2OVmLVFJw4USKfKGA299Y83o+p2On1upiT8fbCq3Hq+sMdbQxElrFZBKcavZj1yzMhSPMrpf+XesJkCvWijAJTKyE6G/yGawbHJqZweYWNGHipbZ+XtucZj1kjNDcXV/mWkcPY4lam4Un0TQeu51Opwef1YZZFEgVooSykxy35kgXx4kahiMYtEuDwALIFKPUj0HVJ1UwruYryiyYPKynjdEzAfQ4ThLOL3K1yY/N5CZX1AhlM6ynUzwM1ffMOuc+xutLJUE6Gwszq6vHern1OMlMgaGWViZCmwZT1DO+Vu4F6xfQZ/MFrHmNb87NAhBoaCDQ2EA8l2F8YwObptFhb2Byo370zGbWOO5t4nFwHbtZq2seqiGYXwmTyVXGFEqmsJq1Hed6j81Kk8XBrWljZFOrE2VVKI4iSmQpFAeI/R36upmE4O7MEoMdzSyl4kTTGbxOu0FkQekmNr8U4VS7n7G1ShSk1+clEitFG7ZrtOoJLafFjAUT39fRx+3lIMN1mvremg9yo7errit8Kp8jkyww6G3C53CSyGWZCG/ycL0kChxmMz3NPuaTtTYLs+EkToeNZCGDz+rgmMeH3SwI57bod7ezln1Ata1S0XQMitWRM4mmDVIovmncWozTYG7HLCxowrzzz2xy47afLvc7zFGQOfJSI56rtW+QpgAwVrM9XmwhW3zCctr4O+l1XcEiMnjMzSRzRaZjIaK5DE0WDw/W6wudU+42vj03v/PeOMxmzje3YdPMxNMZlsPxmkUQ29xo7+LWXMWqYSkaY6m8krDZ4eBMi59oJoNVM9VEK/UCCyCdL3CitYVxnXXExc52xp6s1vqbSWh2O1neiuF3u3BjZnqpVlxWf3motzpWoTgK7EpkCSE+BvxLSlH2fyOl/GdV+18C/gVwHviclPLrun1fAP5B+ek/llL+9nsw7iPNXt1/D9u92JTfq33x4aUi9vq7lxnJxa4O7i+WBUPVVFw2K/FkhsmlTbqaG3F4LDgttYXZ7Q0exhfXmV8KMdTVxvBKqc5Gq7q56YWWRTNxyt8KRcn46gb3F0pjuNzTyZ3lJWSdX+uduSCXezq4u1YROF2eBgIeD6uxBLachTvRJQpVN+NUPg9pN1aTmWxRtxpR0+hweej0tLIpZ1lOh5jSCbFkwUWH00peGlOh0/FVeuwWJDk8mpM2WwNezUyzxUSbvReNOKK4hSyGgHUatS5MsioKpLmh+HjbwQGAvNZPj2kOhANEE9LUSAEXy4UcHk834XyOtUyEZDGNWTQyEq+tRXNqjdwLrZAuZoHy+2AWnPW00CC7ccskY+F18roC8Qazjc2tjEH8pvJ5Hq6v4tDMdGqN+G1OTjU1M7u1xWqiIrJvtBkFlh6zEHS5Gnh9uhQpdFktDHW0kZdFRtfW0UzCILB2xmOrxP6udHXycHqJYhE6WxoIVq0m9DrsWDWNdDTLfGwLax2vN73IutoToJgpYq5j37FbTPVbTh7c+YU9drnYq2N6nWj0gbKXH3/EM8fvKLKEEBrwG8CHgUXglhDiVSnlqO6weeDHgb9TdW4T8I+Aq5Tepjvlc2u/3ioUR4BcvsCjiWWunQxwZ3Fpx3h0G3dZZAEsbm7R5Hbg9ltrXsdtK23L5ApMzK9xsa+d+0srrERqPaXuzy/zwRP9vDUf5MFCbR3V3fklrvUFeKuOi7ikZIp6vasDoWmsxeLMRiKGG++17k5uhmujXbNbEa4HupjJrDLQ2EyePBPRdUaiS4xG4VqHh2qjz3A2wemGs2zk7gHQYHZwzNmI1yzpsQ3gLH6LQjFSOrgAWenDZFoHIQ33gYKpBVOhfq2SnqIo+0HJFMggohjEhJNsbgQHORwCOu1gNjWzJc7jtZoJ5SQzyTCJctsYCwOki0bxVURilQ3896XS6ke33cZggx9ZhMlIiF5zKw/CtalAIeGMu5X75cbQ0+UpnGhuxut0YCpKbs/WF1gm4Ly/vSLggUQ2x73ye97scjDU1sa3Jmdrzo2mStfcta4Ad6eCOzfVZpezRmS1ulzcX17asWjIFopYrZphVawQpf6FFzrauT8e5Gxra90xKxTPO7tJnF8HpqSUM1LKLPB7wCf0B0gpZ6WUD4Fqvf5R4I+llKGysPpj4GPvwbgVimeau+NBhvytNUaODqsxahWKp8gnC5ztqLpJ6f7SCgXJyJMV3tfbw9JWrcgSwOO5NU42NddEura5PRvkRmeXYZvdrHGlo5PjjU1MLYRZ24oxG4nUnHtrYYnrzcZz3RYr19oDxNI5+lzN3A3P8zC8RLpQCilIYCWmYcaYRvKYbQjg5aZOPuDNccw+DsW3iGRvsZyNVgRWmXwxTF47XjOmotheBWcC4QRTE5g8IHylqFVZ3BbqfM/MaieRGEMfuUKIhfQCW9m30OQtTjhmeMkn+UBTH5DHoRnfN4fJwdhmJQ0Zz2e4F1rkfmSR0542irLIlfZO7FVptBv+7h2BpWdyc5NEIsPIkzWGWlq51NFuWF0qJFxu7zQILD02s0an3c3yRn2Pq5n1EC/0dHN3MmiIWtjNxvFd6uogm8jXeGBti/5trJqZgQYf9yfrt2tSKI4Ku0kXBgD917RF4MYuX7/euYHqg4QQXwa+DNDT07PLl1Yonm1GZld5/6leAt5KSsZmrq1dSWVyTAXXuTzQyd3F0k0rmjJ6MBWLkElkudZlbAwMMNjazPTCJhvRBBf6374Y/tbsIjf6AmymU/hsdsZWNrg3X7lJ2uNm/A4n66naGqaHi6uc6fBjsWiYhGB0c41bK6VxeGI22poaWM0ab/Dz8Qgf6DhB2hSk3+2mSJyl9CLz6VXa7L2YpVEwrGfm6HGdwFSsFKTbzD0I2wexm17BpAXQzF2YtAAmUwfC5EKIty+BlzKNvRjHVliiUAhSLP/LFIpYcyGyhcrc8+ZrxNKVFJukSDS3QFweZyX7mA6nhU5HF7LoYCK2haPQy0ymNuLU62jhTnB1p3DcZbFytbWNVC6Htahx+23SgL0NjSyvR0nn84wsl+rnvA47x9ubWU3GaXO63zbCZTNrnGhs4vFiafztLW5WosYavysdHcS2at3ts/mKmr/e3cXd8UUuH6v5CMdlsxIqF9Id8zdhykmmlurXoikUR4mnovBdSvk14GsAV69ePeTks0JxcKQzeRLhNGcDrYwsrWGtI7KSmSyFguThxBLXT3bx1sJi3bSgWWjcGwty43QXby5U0ndem33n8cMny3WFltlk4kJ7G+HNJM0NTm7N196w1+MJeq1eUta8wfiyxelgwNvMejTBpjXJatpoCRDLZujMNaMRp1AOwflsdk75mgnn4nR6csylRg3nPIgucaOxhXyxUlRtNbmw2F+h0/pJXNZzuKxDmLXaFZa7RQg7mmYHrQUz53e2u4DOpl8kV9gkkR0mkX3EXDqFRfwZOVkRIhbtGMOh0nfInMwxlyyZiQYcx1iMJbnR1slIaIN4rvS7cpgsZGKmHYEFkMhlub0apM/lI5Mocq2zi/HNdbYylQImv8NBLl4gVmXZEUmluT1XikBGI2kutrfzaGUFvZVttcAC6PY27ogsQTlFOB7kygljNBIgFEtiEoIrgU7ujpWuqWyu1l/NXu6team7g4kna/h736UhrELxnLIbkRUEunXPu8rbdkMQ+GDVud/Y5bkKxXOPlJJEKsvUzBrXTwao9XrH0Kz37vgiL57s5tZcbQ1UKFqKMN19vMj1UwHeWgxiEoLZVWNtkl5oNdjtnGhqYmYlxP2Zss3ARpgr/aVi+GrmQhFOt/sZy28w4GvCoVkZWVnlrWjpI+FYs4+IliZTMM5kfHOTF7r6KDqTmLUiY9El7pejdxaTH6ttxbCqIFvMES9eoNs2T4/7Or2u67Q7zmASB7dKzaI143W8jNfxMoFGuOH/CkupR8wl3mI+foupVA+SKusCLExFbCwmSwXwNouZ680dZHIgkk5ubdb+Tr0WO4UtyWIswmw4gt1s5lp7gM10ktVEnEbszMYjdcd4ozPA7enKtdDW6KarpZHR9XVyxUKNwAIIl68TTQgudXRwb7z03qXStdXhm/EEF1vbd44BDK12trFbLFzrCVSOO+LFzgrFNrsRWbeAQSFEPyXR9Dngf9jl6/8R8E9ExZr5I8DPv+tRKhTPKcXyirNiEe49DvL+c/3YzNqOR5bZZCJS5WcQi6UZamllPLxJuhxVcNmszK9X1pPcGwty/USAWCHLxHyt0eXDJ8t8/+lj3Jye53bY+J1JSng0u8zF3nburxjrg4QEGxrvb+rmW8vzNSsSZzbDXOru4FascuP3WG2cbmlhOhKm26oxFjf+vPHoOq90nGe98ACADnsbH2h5kQ+0vECL7elpz6KZrHS7rtDtugKtP8lSaoXXNt7gtY2bbGZLQrbBdJ77umbXmWKeR5EFzjiOMReLcb2ji0drK6QKpffNjIkek4/RWOU9Sufz3F5cwmIy8WJLgK06LY4ArnUGuD1t/F2ubsVZ3Yrjddq5Fujk2xOzNec9WQvT09ZIi9XBA13N1PxaGCEqC9kaHDY6bW42w8bI5FbCmFZ026x4zTbeeDxX2ajyEQoFsAuRJaXMCyF+ipJg0oDfklKOCCF+CbgtpXxVCHEN+H8AH/BDQohflFKelVKGhBC/TEmoAfySlPKdl/woFEeEYtXdKJPI0etqJFTMsBFL0OR2sBEy3uScVgv3J5c41tnEajZJJJWmr9nLWMzodXVvIsjLZ48xbdow9JeDUoTlweMgpwN+Hqys1OwvFCVj82sMdbUyvLaGCbjQ0UEkmuTRbEl4vTDQxRvrtRG1ewvLvHish9lsiO7GRh5trO54bRXXnDT4XEQLxjk9CiX5scFXeH/LdQY9A7v/BR4inY52Ptv9ST7T9SOMRsf4zsZ9fnO8tpdiq8XHw2CERC7HUiJGg9XGjbYOpsIbnLC2cqtOLZWQcMnbxs2pUqTsRGszNoeZR+X+hVc6Ork38/Y1WF0uD7MLmwbRtLPfYua4x8e3H88atsfTWbrbG5kPbdHW4MaR15gObnKmv41guFJPF06kMFtN5AtFunwNaBnIZIwpRKlUlkIB7LImS0r5h8AfVm37qu7xLUqpwHrn/hbwW3sYo0Lx3FKsEjdSSp4EQ/g8DgbbmpHABkZBYirnYmaWQrQ3e3A0WnDV8dICGJ9Z43xrG8PrawZH76GOVh6ML/FoapkLxzvqCq1cociTpRAvH+thdj3CwyfGQvQ704u8MBjg5qrxZt/udkNK0m538+aKUYRtpJJc8LQTZQaEpNnm5vN9N/hc33UarLV98Z4FhBCcbTzN2cbTfDIQ4989ucl/nLtFLJdGQ4NEA4lc5btlNJvh5soCLzZ2I9LQ5HAQqmrV80JbF3emKr+76bVSEflxv48uXyNvTM7XtU6ymTUGfU2Mz5UiY2ePtzEcrPQqdFkt9Lq9rK7X1vQB+D0uNJOJZChNMFaq26ox0JXgczlo87hZXAiTSGXp8DUYDzlsXyeF4inhqSh8PxSe5d5aezYj3dsLmAp7+93t9fN3r+MXexi/qX67wF3T4fHgtlt3lsBXi6xtoROOpYinMlw/18tM0LhKK52tRA1WNmN4XQ4w3uMA6G3xshiMsB6Jc6qvlYmtEJlcHiFgY7Mi3N5OaJ1p9ZNL5hkeWaGl3V13Pvenlrh8rJ276yt47XZONjVzP7jMWiSOy2qlp7OR+ZSxF+ODtTV+6MR5Xu7p4Ye7L2LT6gvEZ5EWu4evnP4wXxp8iT+Yu82355b4b6uzNceddvl5NL1KrlDEYbFwIxBgeG2NRC7HjbaAoQ+gHpfJwp0H85xsbyKjFZnarIi3aoEFILMVYd3gsNFucTE5v44Q4PXaiSTTNa8/tbK+06sQ6gumM61+3ng4u/O3XB250p/jczloctgx1y5K3TV7/5vf0+mY9nj+ng2gD9mAek8ccb2tGkwpFAfI+kaMRmnleFup1qhQ1TYlrysYz+WLpLayXOsOGBrubhcub7OVTLH4JMxQoM2wvdVTEUZjs2sMeLy4rBZOt7cS3DAKn0dTy1xob0czCboaG7jY0sbkk3VmV8MkMlnCawl6vbUr+YpSMhcM8UpXH/lMgVvzwZ2IWSKbxRzR8JgrHkqNNjtffeH7+fUP/Aif6bv2XAksPS6zjb808H7+l5d+hJ+9/H6c5so822xuIivpnd9TKpfj1lwQGxof6u5neKa+19Upfwtz8yFyhSITwQ3mF0JcbevE73bVFVgA4/Pr9DR7aXI5aDE5eLJUEmVSQr+/yXDs5d5OVha3DAILIJ6qfLOwWcxcDnQQi6QNX5aqddj2ZX0m0Io5AVt17CEUiqOAElkKxQGzFoqzOBfiWl+gRmTl8savzCYhuD8a5JSvhQaHDbNmYrXKcLTd6yEUTTI5ucqV3s6d7VtRYwpqcn6DgN2D7W3+7B9NLfNKbz+RtQQjc6uGfdFUhnQkS2eDx7B9qK2VRmljdGSZZlvtsv1gJMqgbMFmMvPFoSt8+7M/wReHrmIxHY1edg6zha9cfh/f+OyX+OyJczg0M81JJ6FkqubYNpuLuw8W6HE0MNhiLPgfaPKxshTdWegAJWHzYGaJYjTP+wJdNQJrm06XB1fezMJqxLC9qPfA6uvi0cgSC2sRnFWGuBvRUtTT73HR7fDwaHwZS5WJaqGqP2JRSq71BpicWCMSr52rQnFUUCJLoTgECgXJ/ZEg7Q4XPnelFimbM4qsYlmETcyu01CwMNTVRnXP4NYGd/lYeDiyxLXeAE0uBzPLtWaQiUSWxEqSJndt/VOzx8mdO7OcaWs1RM62CcVTiITE73LR5HBwua2DsSdrrIRjRFMZTJECzfba13VoFv7bJ3+cr77wCo06z66jRJvTza+99DH+74//hboCs9vdQGQ5QSaXZ249wuziJtc6A3isVnq8jWxtpEjUsU6wmTV63A2MP17FaauNCnb6GtiY2yIar40kzQQ3sVvMXO0OcG+4lJ6UErpajBHLcCzFUFcbIl5kbqm0grW6AbT+y0K7143PZOX+SPDIp4oUCiWyFIpDZGl5C3NccjpQapujr7cCo+ha3YxDrMC5bmNa0GIy/hnfHwlyvq0dk6j98+5tamRxeQt3VqO10WXY19foJZMtMDK2xPmO9rpCa20rzllXM56CpaYQfjUSx5+z76TGHBYzf//DL/O7P/YZ+ny+mtc6ipxpa+UP/srn+RsfuLHzvjXZHZi2imzp6qOkhHvTQbptHrrNbsO+bbZThBMza2xFU5xtN7Ze6mnxkg/nWFrd4lSnv+b8YlFypbODB4+NCxc8NqNL/uXeTjLhDOFYSneuUelvX6cXezpIr6cJR1T0SqEAJbIUikMlXywSiaWYGl/lam+AdNZYD5Ouqo+xWyyMj65wrS/AdjAhnqj1UUpE0pxpaTFEN0xCsBgsRSJW1mNoMUmgqVQx3+f3Mfy44plUT2i5bVau+Nu5fXcOV9KEx17buHp2NcxJq48bPV28+qUf4wvXL9dEPY46Fk3jKy+/j//0lz/PxY522vIOViPxmuP8biep1TQPHixyvaMTm6USAdMLrG0ejy/jbygJ52NtTSRWkkS2SvV78YhRpHlddnodDRRTtRXRhXIaUTOZuNYTYORhEI/DGIHM52vT3Fe6OhgdXiKZytWIMIXiqKJElkJxiOzUskh4MLxIp81Fu7dSsB5LVaWIpCwd+3CRC+3tOK0WgmvGInaA4FKEiclVAlb3TjryZMBv8NzaDCfIbmbp9XtxSa1mFZleaJ1qbaExY2Z4shS9ml8J021y47AYFygLAe8/0cdv/4VP09vk/V5/LUeCM+2t/O5f+gyX+ztr9vkcDjwpjfVwSXw9GAsSMLnoa/bWFVgA2WyBLreHkx0thOajxHTi+8nCJt3lNGCHz0NDzszswibhKqNRgI1IgkannVO+Jh4+KqURq9s9pXTiv8fvxSstPBqtiPTqWkOF4qiiRJZCcYjoC4bNmonp2Q0yGxku9HYAsBU3riTMZivpw9HxZQYbfHgcxvROt7+RSHkF4vxiCFdGI9DUgE3W1gJtRVM0F20U0vVviiNjS3ywr4/FmRAbEeMNeWZxk0G7F5u59DHitlv59b/8Q/zNH3w/pmfZIuUAsZrN/KPPfphf+OyHd4SMx2bFX7CxtG5sqB1c2yK6nODFrq4agbVNMVnAFCuSrNMip83t5lhbE4XN7I5P1sJShAanMUplEYIWaWVqRldIX3V5xFMlAXelv5Pw/BbBFaPQLxRUMZZCAUpkKRSHin41oaOc2ksms4w9WuJGX6CmripatVLLjAm5keVkoFJzs10Iv836RgwtViSXrL3xAuTDGUJTIU5219btHOto4t43pxnq8Net0ZqYW+eMu4UTHS38u5/5PK+cO/4OM1bU40dfGOLf/tRn6ff76NbczK+Ea46xWjT6PA2MvTlPe5OnZv+5/nYWRtbwUN8WQ6SLRBaibMX0tV+SvlZv5TV624nOxbBpxghlOm2MqOZzRS52tDH8IEg2V6zZX5QqkqVQgBJZCsWBYqtKr+V1kSx71dL5leAWnWYn3X7vzraNqvSOzWQiGkuz8HidK/0BALIpY/E8QHujh5XxDYb62g3bT3b7mZ3ZIJ3Os/R4nTM9laJ6h81Cfj1DIV/k8cMg5wNtdYWW02rht3/6s/S3NtXsU+yeoZ52/s+//hm0OgsWrBaNQZ+P6fFVUqkc3rwZTascd/FYJ9P3l8nni4yNLtGtE04AlwYCTNwN0t1auwDBjAkh4Fp/gMkHS6Qz+ZoarC3d6sTBzhbsScnMk42dbdl80TCe6kiWzXw0LDsUimqOruP7HqlujHuQHKp7LyD2aNl+mL87AO0w15VH81zrD/BgcYVsrkBOZz6qL2wGcNqtzM1sYLFoXB7qZGY9TCxUlT4s94wrFoqM3F3g2oUuphc2qKaQypPNFph+uMzlS13cLTcWNiV15qfZAnPDK5y/0MnDJ8ucaW1h9F7FefzxwyDnzwd4GFzdcYZ/6fIAv/KTP4jNqj5K3guaGl3865//LD/zL/4zDyZK75FeYG0z92SDS1d7uP0kyOWBAKN3Fip2CRJabHYWyk+vDgQYvlN65jDVvk/hUIIL7W08uruws81U9SeyGY6jWUxc6u1g9MEixaLE1+Ymo1sN67BadtKI22lwt93KybYWCvE81vj3/sF12J8Ze3Vc33uXjkP++Yf4kfmsJ55VJEuhOECKRcmjewt0mByc6vIbvvFbq6Jc9vLzXK7A6L1FTrc0466qvwpVRbZi60kCdhdeT8WvyuOyMT1dquGRRcnonQWuHgtwosvPkymjgWUhX2TqXpAPnu43CKxt9BGtH/zAGX71p39ICaz3GLfTxv/6d36U95/vryuwthm9u8DLJ/sYvb1QcycaG1mmq9XL5d6OHYEFMDezbog4tTW5scSLrC4aa6oSVStWPU47F9r9DN9b2GkF5apaXWrXXQf5QoGh3jbcGRPDDxef/TulQvE9okSWQnEIrK5GCY5tcLmnA4+zJJwsmvHP0VKVYsnGs3izJo4HSm7gdquZtXXj0n+vx8Hs1DrOhKSvo5S+G+ho3lmWv83w3QW6zA7M5tqPAKfDytRrs1w8Fag79scPg3zxY9f56pc+imZSHyH7gd1q4de+8gl+9IWzdQUWwMXBTpYertRcJ6XzzZxwNTL6wOiBFY9nGOxqAeBkj5/CeoalxTCdfmPzyzVd0f2Z3ja0rTzpqLHuyl5lfrottpsanAw0NzH5cJlwZA8NCxWK5wD1CalQHBKaSTD6MIgzCef7O2pultX1TxZNY2MjztLjDa4OBOhsaayxXSiWGwKHNhOEpkKcP9ZBNlFb8N7R2sCdP5tg0O/D6TBGJI63NxGLpBh9c5ZLdYTWRz54hi9+9n0I5X+1r5g1Ez/9l76faxf7DNuFgEsnOhl+a5bVYIShAWOdna/RSYfdwYPXpvG4jJFPAIcwc/l4gPmRNWLlInhrVZucWDxDq8/NlWOdTD9cIrqVwlkVuaq2dbBZzFwaCCA3s0xP1BeGCsVRQ4ksheKQ2E7bbEVSTNwL4tOstHhdb3v89h9rsVBk+PY8AZuTpkZjv8DV5cjO42y2QHBsnQa0GkuFjkY3SJgZXaHdaqPJW3qdY90tPL4zv3PcSJXQet+1AX7uK39OCawDwmLR+Mc//wnOnix5aZlMgvPHOhi+NbdzzMTdBdrLkaiO1kYcqQKLTzbIZfMcL0etdl7PrOHISB7fXaCoW3QRrYo4tbc00OfyMHy3koq0VEU9zbrIa2dLAy1mO6N3F0gmszW9DBWKo4oSWQrFIaFVpQez8RyFlRSXjwcwCUGxaoVWrqqvYT6VR4vkON1fWhHY7HURChlrtPoCTYzcnOVMR8tOxMphtzAzXDGODM6GsMYL9HT6KG5laupnRt6c5dKJTi4OdfGL/9MPGW6uiv3HYbfyz7/6KQaPtXKmp5XRu/OG/blsHp9m4VhPC5nlGBurlQbiKzMbOwLb2+Cgz9vAwzef0NdlbEAdDIaxlhdenD/eQXopBvmqC6HqqaAktK4eDxCdi5JNVtKJeSWyFApAiSyF4tCoFitCCFKpHKO35hn0etEwRotSVe7v2XSe6FaKmftBrhzvpKvV2NgXQCvf6yYfBfELM+3+Bk72tpJKGF8rvB6nQ7Ph1OoXsYeXovzK3/sRbHWaECv2H4/bzj/9e59kdT5Ud79VQmMO4lFj+5zNtRin+tvoDTRhTxSYmyyl8RqdxjRiPl9koLuFi/0djN9eIJXM1awoy2eNIt9u0ui2u3l0e55croBJV5+nRJZCUUKJLIXikKhO4emfzc1skF9LcmUwgKUcYYjGjDfQWLkvHRKGb8/TWNBo81dMKoWA5dnNnecrixEywRjWtPFmCeBwWJgbWWJxdJkzp41tXux2C7/wy5/C43bUnKc4OFr9DfzDr36y5ro5P9TF1J05IkuRuk77Ps3M5uQGoY3KIolI1YKJnk4fPmnm8b3KSsR0yljLty3ynXYLlwc6yW6mWQpWTFMNkVmJ6lmpUKBElkJxaLzTyrxkKsfwW3N0mO2c6PUbVmoJAevrMcPx4ZUo6YUoQydKLXm6O5uIVKUPm30uRr81yYWhLsP2EwNtRMNJ8tk842/NGvb/7P/4cY4NtH5Pc1S8t1y81MtP/NVXgNI1cOFsgNE3ppFFyepCmLM6gWwyCS6eCfDgjx/jriqAX5zdwFeu57t4MsDm+DrZuDG6uVVlDxKNpjhzrJ2GnMbInfma9HW1pNLqrFxVKI4aR9bgZs/mdns8f08/f6/GcrWBjHd3/p6N+fb2Anv9+WIPfdVMe/zdtTW46PQ3sLQeranJql4pmC5HDlaXtvAmc5zva2NqOUQ8maHZ5yYSrCyzFwJWgiFSySwTN2e5cK0Xs83MctXPb/LYWS4UGXltknPX+xmf3cButzD9UOeJJSXD35nm/AvHGBwK8MoPnN3bpBXvKZ/98zeYmlxhbT7EyM0Zw76V6XWsVjMWi0ZPi4eR70wD0N3pM9brSTjW1UzG4+Lxd0qvEa4S7RsbcSwuM7l8AV+jk65GD6P3Fnf+fLMZY6SrejGEWTORyxXo62zC57BhjX3vKcSieW8fuHKPek/usRfnYd9v9ny/2suPPuIeaeqrhkJxgGwuRwlNh7l0rINGt7F1SXW7t4SubsrjtvH49jyulOTs8Y6d1YDb+Fs8JHWRiMe35tCiWbq6Kq1uTCbB4thK5Zi3nhBodDLY5ycVN5pPAqTDSX7iy9//Pc1Tsb/8rZ/5GKGlSM328HqMi0MBvCaNqQcV4RwOGo8dONaKNZplUnfM6lIEm63yvVsWJa0tHi6cDMBGmrF7C3h012wmbWzfVH0f72hp4HxPG0tja0TDyi9LcTRRIkuhOGBkUTJ6d4HcWpLLg500lG9cxWJFZWmaiXS6EilwlD2KIqEEU7fmabM7aPJV7B5amoxNoc0WjbE7s2xMrHL+bMmC4fhAK1tV6cPw6hZLw4v0DhibQ5vNGn/7Fz+J2aJ6zj2NOF02/tY//OGa7SdOdbDyMEhoxejgvvxkg64uXymFeDbAwv0F5sdXDMfIoqSz3bvzvL21gW63i7GbsyTLItzjqYis6oUY2wGLZq+LSwMdxBa3GHsUVG7viiPNrkSWEOJjQohxIcSUEOLn6uy3CSF+v7z/TSFEX3l7nxAiJYS4X/73r97j8SsUzywmYWLkrTm0UIbLJwPIYuVuVG0QWt1yJxNNU1iJc+F0ACFqjSG7u5vIZfLks3lGX5/iTL8fR50asP7jbWwEwyyPLXP2QvfO9s9/6SUGTrbXHK94erh8Y4CPf+rqzvPzF3uYvjvHykKIk2c6a45v87oZaPcy8toUslAkvB7D32p0em9w2TGbTVw8EyD2JEShKlrl0BmSJpLG6KcJuDwYIBOMM3p7HlOdRtcKxVHjHf8KhBAa8BvAnwPOAJ8XQpypOuyLQFhKeRz4deBXdfumpZQXy//+2ns0boXimWd7JVgykWXk5iz2VJGLpwJYzFqNyNI0YzImnymQSmR4/Po0x/1eRM6Ya2yoSkXODAcJTS7TP9i2s81i1VgYK1Vt5bN5Hn9nknMXujhxNsDnv/h979k8FfvHl//WR+jua+HM6U6GX5vcEeqRqkjWiTOdRKZWmR1ZMmxvbfUYnts0QZfTwehr0+Qy+Zp6Gn06MZ8rYrOasdssXD4ZwBIvMPLWLLly02iTarmkUOwqknUdmJJSzkgps8DvAZ+oOuYTwG+XH38d+JBQltAKxXel+k8kGc8w+p0Z/CaN/k6fcTl+1c0ulajYOcyNrbA5ucqFc1076b1ULGU4vm+glZXZDebuz3L+Ujcmk+DE6U62No1L+UffmOYrP/9xtDr98BRPHw6njb/6lY8wduuJYfvS7AaDpzuwWDWGzncxeXOKhYkVOrubDMdtLwJxOCycPxsgOrvJks72I5cxRrLMOuFkMWucH+zEk5GMvPFkR1xtU89OQqE4auxGZAWABd3zxfK2usdIKfPAFrBtKdwvhLgnhPimEEJ9PVYoylRnU7ZbkWysxIgubtHldnBqsJSyK+aNyxr11gxWm5m1YIThb0/S5rRxbKCVpZkNw/H2sviShSKPvjlGf7eXbNzouwXwyicucfxsV812xdPLtZdOcul9x2u22y0abV4HI69N7GxrbjbW7m0Ew5w42Y6nKBh5fYr1JWMELFEl1gUl8TR0qhO/SWNtaoNoqFTUXiwavwlU995UKI4i+x3PXQZ6pJSXgJ8F/r0QoqH6ICHEl4UQt4UQt9fX1/d5SArF00G1WWNBJ6TMZo2VuRAzb81y3N+ITRdZslg0QwG7v7VhJ020MrdJbj3GQH8LTp030sqMsWFvIZNnZWKJE0OV70s2u4Uv/OxH35vJKQ6Un/i7P2iIHJ252M3kmxOkq1aNxjYqNg2NXictjXbWx1fZXC2Jq/hWCk9jxXR2a9O4UMJu1uhxO5n4zgwbK1Gs1kr6sFjl8m5S7ZcUil2JrCDQrXveVd5W9xghhBloBDallBkp5SaAlPIOMA2cqP4BUsqvSSmvSimv+v3+6t0KxXOJqPqmn9eZO+prsOYnVgk/2eBkdzPd3U00NbkM6cOGRqMTu6/Jxcjr49gKOU6eDRDoaWJT1zgawO22Ew8nmHhzkqFLPZgtGj/6V74Pv251meLZof9UBz/wySvYnVbOnOtk9PVxMolsTXpwfnyZRp+Tsxe6KW4lGHtzmrZOr+GYFl3XgNhWCpvNwsAxPwNtjSSCEUM60WKtiP9qkaUKRhSK3YmsW8CgEKJfCGEFPge8WnXMq8AXyo8/DfyplFIKIfzlwnmEEMeAQWAGheKIol+dJaqchfK6SFZ10XAqkWH64QLLj4L0tjbQ1lHpU2ipctY2ld0iI6tRJr4zTnebB29LJU1ktZmZHa1UAAy/NsbxQT+f+YkPfu8TUxw6X/iZj9LcYGP05tTOtpVZY2bA397IYH8zo98eI15uy2S3G1euunR9Dbt6mjnd28zcnTnmxpbJVtVoWXTRqkJ1JEt3Ddutquel4mjyjo7vUsq8EOKngD8CNOC3pJQjQohfAm5LKV8FfhP4HSHEFBCiJMQAXgJ+SQiRA4rAX5NS1u9wesBIba8Owof3NW3PjufFPTqu77H3655/fm5v55vy3/v5WtWS9ndLPpTkeKsXe5OzxgU6p1shWB0FSETLtTFSko6k2JxcYej6MYKrMXIZY71WrKodSmhxk2w4ztkrfYzenWPgTIDHb04Zjrn28mkcVa1XFM8WTX4PF148TnC6khpeD4boP9fD/PQaZy72MP7WBH6/sS4rV+V3JYDW9kZaGh2M3XqC/XylRi9VZdugb52Tr6obtFnNnD8dILYSJb+VxhI1OsS/Gwr2vS3EKFr3lros7rE3SnGP60j27Dh/mOtY9tglY89u94fMri4dKeUfAn9Yte2rusdp4DN1zvsD4A/2OEaF4rlBSpgbL90Ez57v4sKZAMsbMdbWolWrsyqfLGaziXSicnPTNBPFfJHR70xhtVvwdPtwNziIR1OYNBPLuuiFSTOxMLFCOpFm5NuP6T/XQ/XCQbvTyg/9uFqT8jzwqb/6Cv/133/HUITe1OwmG0vw6JsjAKzNGxdFbCxVmjx7m124LCZC06ts5Eui32qrRKGSVTVe+hWy+fKXl85OL/4GJ8lomrGpcsT0+sB7MDuF4tlDVSYqFIdEsSgZeX2a0MQ6p7pb6OttxrQdYdX12HFVeV7pC7Ky6RxjNyeR0TjnLvXQ1ddMVheZCPS3kNbZPazMrDLxxgTnbhzbsXv46OdfxKNzj1c8u3T2+3nxY+cBsDksDF3rY/KtcZb10a3FTXy6uqvN5Qj+9kbOXewmtRxi8XGQYr5y/Zl1KcFE1YrU7cUbZotGe6uH4+0+1kZWGHljpqYXp0JxFFEiS6E4bKRk6uEiEzef0Gw2c+FcF0Ln7+BwGo1JC7oCebvDSjySJBlNMfzNURqsgqGrfTsCylslnnpPdpBOZHj4ZyP4W1z0n+7kk19+ZR8npzhoPvOTP8Dxc124bRqPvjHK1nqM7hNG9/72ck9Lm8PCuav9eO2C4W89JpvOEV6L1ntZAIr5ouF6tFpMnB8K4CkUWBxeZPZxpSX5M57lUSjeE5TIUigOCX2qRdNMICWh1SjD355ERhKcOdHGwGAbjir390yqUtuij0gAmCQMf/MxXo+V05d6yVS3PtHd+ZamV2lr89DWZVyBpni2OXmpF5HNshGslL82eI1iWxOSoat9OJA8+sYINl1KMBVP49L1KNSLegC3x86J0x2cPOYnH0ky8vok0XCSfL5qdaHyyVIolMhSKA4LfXF7dSPmfL7I2FszPLk1g0cTnLvYs5M2TOlSNu4GYyoxnykJsI2FEI9fG6OQSHLiQg9QMpGcHzO2VfnQ5158z+ajeHr40J83vq/riyXbBSEEp6/2k0+kGP7GKJH1UtSq+kbg1ZmWZsvXVKPPybmL3XitGlM3p5m8N1dazlSmUFX4rpp+KBRKZCkUh4ixuF2P3uG9kM0z/I1R8ptRhoY6cboqUQerzbh2JRaqtMnx+j1M3Z1l/OYEvcdbufD+E4aVhx6fixsfvfCezUbx9PDBT103CPflmTXOv2+Qji4vo99+zOTtGcP+6oinWxfJctjNnD7dTmI5xPC3xijqIltFXe1gPlctst6z6SgUzyxKZCkUh0alMNhcteSvoLNz2HbOzqayjL4+ycxbU/QEGjlzqQdNV7slhGB9sbJSzN/p23k8+2ieXDzJ8bOdBAZKTaJf/tHrWKx7XJuueCppbPZw7cPnAOg7E6BvsJV8PEVwotIQvK2neef4SFUdlt1pYehyLx1+J4sj84y9OU0hWxJRenFWLFSu4Vy+2ttFqSyFQn3CKhSHhKEmqyqSlS/ojEl19yqH20ZyM8P8WBDGgpx78ThDV/tYX42Sy+QJzVfsG+xVBfOpaIqJ29OllNH7T/Hhz6tU4fPMR/7CB9iYX2fiVskT7ewHThv2Nza5CU6vAbC+FMbsstPe3Uxjox2ZSDH8Ruk8q914HemvVakzIJWFIsJiYntRoarJUiiOsMgqWPZo7rbH35zYg6floZuJFvZoBrpXM9Hs3iawF0NRLZF954O+C81eB+fOdbGyGjV8z9eq+rzls/XH6HLbSW5Wog7JrSRT9+cAuPT9Z2htcTH5cJ5CvmiwcjCZBAvjpW5YUkqWJ5c4cbl/T3NRPN1cevkUv/K52Z3nG4ubhv3bhuxWm4Xj57spInl8c4oF4Oz7Kt3PsuksFo9zx8dNM7i8G1OEmlnbSRsKoKPTS0uzmwaHBS1qTEm+K6T1nY/5ruztA1tWd3N/l+xVcFYbF7/r8/eYs9qTGepe75XPuBOIShcqFAdIeCnC6GsThCZXsBYKnDsXYPBUB/aqFYS5bH2bZFtVdEpvUpqJpxl9bRSXXWPohQEyOn+sjv5WUrHK8ys/cE4VJj/n2F12zr7v5M7z1dk1GpoqBe3FXJ6hG8cwizzD3xohq7uWchmjO7t+taG+sXmhqnuCp8HBqbOdDA11Ys8VWBtZYvRbE8SqGk0rFEeFIxvJUigOm3w6z0i5z1ygv4Xjx5pxNLrY2IiT3qrclPSNd+0OYw+4RLn/HFTSOJG1LWLfGkUWCgxe6kcicLisLIxUzrv6EVXwfhS4+pHz3P9G5Y3vHGilo99PLp1hcXSBSLhy/dh0Qj9dVQjvcNmIbMapJpfN093XgtfrJLEZY301xsRsKQV58lLfezwbheLZQ4ksheKw0AWShBBMl9N+AJ29TQTOB8gjQOecbbYY/2Sj4fpirKm9kbUna4y/OQnA5Q+d5fz3neLJ8AKJrSRXP3L+vZ6N4ink2kcv8G/+3n/A19ZI12A7ZouJu/+9JLqEEFgbnDtpZX2tVSKSNLyOXoBpJsHpC91QKJBNZph+sMBieV9DW6VxuQqUKhRKZCkUh4cu01KdutsMhlmaKrVCOXmph95jzXiaG7A7rQghkFLianAQ36jUZ+XSlRRPY7OHtSdrO883giHmhucxWy289KM3aGg2mpgqnk/6znZz5ZWz3PmTh2wurHPqhUqtlZSS5vZGlp+UFkvobUNiYWOEtNnvwe2xEVkOk4vGeXzrCQCtuhWKACaTqkBRKPQokaVQHBJ6XWWqKizVu2fnc0Vmh0uNds+9OIjLbqL7ZAC72870w3m2NmIAJKOVG6PdZTO83tpcSXDlszncXud7Og/F043Zqu0IqMhqxLDP43PviKysTqS7vQ66TnaSTaSZH10ksbHF49szADS8OLhzXLHKtmGn9ybKjFShAFX4rlAcGvqS4eobkt492+CkLSWxzTij3xlnY36drcUNunqbOPfCAK4Gx46Hkf7VfO1eQ9H74JVj7+U0FE85g5cr7/fawqbB58pqt+z873RZGboxQHtnI5tPVkv+WDcnSUZThi8Bem+svHJ5Vyi+KyqSpVAcEvrbkX6Jt2Y2UdDZXOhrrfQnWaxmpJQsjC2xMLaEoIjNYWHgch8Oj42WriY2FkM0d3gJLVb8s5TIOlqc0L3fxXyB9mPtLM+s0d7nx9Po4Pj5buaGF5gfWSC0Wkk/6+uw9CJL6lzeqyNZ1VYkCsVRR4ksheIpwGhMqqGPD+gjWVLnkWbWubXbnTZS0TipWIGxmxP0D3WxPrtKe38r/oAPiseYH12kWJT0ne3e17koni62RbXDY6fndBe+dh+5VIbl6RV8bY1MltOAyVjKcJ5F1zRaL+4LOmFVyBv93PRfFlRQS6FQ6UKF4kBxe+w4q+qlwBgpqGkWrTMmLepElj5q4GxwGM5Jl5tIrzxZIx6OM3lnhmKxyI2PX6pZoah4vmlq93HupTNkU1nG35oiEUmyvhgCjHVY6Xhmp4UTVPXF1OW29ZHV6n6F9Qrf3Q0OHM69mokqFM8mR/bTNtO4N31pTezNddy0B9f0vTqu79nxPb/Hn79nx/j6Rp27Pj+de+eD3gYRT73zQd+F+GqY5NI6bp8bu6nI6aEOzDYLdpeN7uOthFajhhsdGG9k+jYmemFWXege1y3B346E5TJ5pHzG7ZMV3xPZVGYnAqWPMKV1hrVSSpweB/FIyRZEexsxro9klRZomPB4nTS1emju9NHS4iKXzmE3C1yiQHxxjVQohmkvfzvmvX1eyz2eXzTvMSy31w4jh+nYDhQt73zM21Gw7e1n557xdTpHVmQpFIdJPBwnHUsx+toYAIMXe5m/Mw1Ae78fX58PV6Mbs80CSJxuO5srEUPqUJ+a0TvBCyGIRSr+WdlURVT6u1v2a0qKp5jWnhbGb5WuL30rnGTUKHycHntFZOnEvpQSj89FU2sDza0ePF4n+UyOeDhGaCVKdG6F6NwK+VMBFqdL1iNn33fSYJarUBxFlMhSKJ4C9NGFTCLD8tTKznN3g4PYZsmmQXQ10n2sBZfXhctj5/SN4ySiSVy6dKHL6ySm889Kxio3utYe/z7OQvG0on/f9T0tY6GY4ThvawPOBgdOj50Gn4OTl3qIhxKQybA1t8rW3CrZEx0sPakspBBm3W1E1WEpFAaUyFIoDg1R93FNM9liJT2TTWWZfTQPwPnvO8XIt0YBOPPiCVweG02dTbR0+shnC+TzBZJbSUOLlNYeFck6iujf92KhSP+5bpwNTjRNUCxKttajbAQ3ySaSzDwodR4499LZnUirx3eq8mJVKedtc9xqlN5SKJTIUigODUn9+qhqr6GiTmQV36aeTQhBPJIkHkmSz+ZZ0kXCNLMJV4OT5oAPf3dz3fMVzzdtfX66TnSwuRQuC6rQzj6317WTItQXrusvQ72Iqr4GhUkgy9v01+7bXd8KxVFCiSyF4pAQ1F/uXh3J0q8o1N/s9I/F26xONJkEhXyRRDRJIprcMZ9UHC3MZo3FiWWAmmvAbNVdL2/nc/U21x2UrrFiuczLcB0rDweFYncWDkKIjwkhxoUQU0KIn6uz3yaE+P3y/jeFEH26fT9f3j4uhPjoezh2heKZxnCr0t2QRFWiRb9kXuqiWvp7nf4MzVy5aVrsxqXzdmetfYTi+cfusu88zmWN3lZ6S4+3E0YGcV+silCJ+mlvtZBVodiFyBJCaMBvAH8OOAN8XghxpuqwLwJhKeVx4NeBXy2fewb4HHAW+Bjwv5dfT6E48rzd9/yaSJZBZL3NnUt3jj4aYbEZg9U2JbKOJPrVp/rCdzCKLH3vQT16wVSUVf0K38aAVAWyFIrdRbKuA1NSyhkpZRb4PeATVcd8Avjt8uOvAx8Spa9EnwB+T0qZkVI+AabKr6dQKPTpPt3m6puT/p5mEFyG83WO8XqRZTWKrGo/LcXRQC+u87mCscOALr1srKmqYIigFmsL3ytPdOeoSJZCgXgnc0IhxKeBj0kpv1R+/mPADSnlT+mOGS4fs1h+Pg3cAH4BuCml/N3y9t8E/ouU8utVP+PLwJcBenp6rszNzb03s1MonjKmHi0QWt0CwGLRdlI3ZrNpx9ld0zRjU2jkzh3LpJl2zCDNVm3nHIvVXHkti7ZjYGrShKFQ+epHL6BpKph81EgnMzz4xsjOc/2KQM1cfU0Vyo/NO481i0axfE0KzWQQ/kIz6V5Lo1D+ImCxmsmVz2nvbqHnRPs+zlChODyEEHeklFfr7XsqCt+llF8DvgZw9epV9f1H8dxy/Fw3nFO9AxUHi91p48bHLx/2MBSKI8du0oVBQH9X6Cpvq3uMEMIMNAKbuzxXoVAoFAqF4rljNyLrFjAohOgXQlgpFbK/WnXMq8AXyo8/DfypLMWPXwU+V1592A8MAm+9N0NXKBQKhUKheHp5x3ShlDIvhPgp4I8ADfgtKeWIEOKXgNtSyleB3wR+RwgxBYQoCTHKx/1HYBTIA39DSrm37r4KhUKhUCgUzwDvWPh+0Fy9elXevn37sIehUCgUCoVC8Y58t8L3XZmRKhQKhUKhUCjeHUpkKRQKhUKhUOwDSmQpFAqFQqFQ7ANKZCkUCoVCoVDsA09d4bsQYh04CMv3FmDjAH7O08hRnjsc7fmruR9djvL8j/Lc4WjP/yDm3iul9Nfb8dSJrINCCHH77VYDPO8c5bnD0Z6/mvvRnDsc7fkf5bnD0Z7/Yc9dpQsVCoVCoVAo9gElshQKhUKhUCj2gaMssr522AM4RI7y3OFoz1/N/ehylOd/lOcOR3v+hzr3I1uTpVAoFAqFQrGfHOVIlkKhUCgUCsW+8dyLLCHEx4QQ40KIKSHEz9XZbxNC/H55/5tCiL5DGOa+sIu5vySEuCuEyAshPn0YY9wvdjH3nxVCjAohHgoh/rsQovcwxrlf7GL+f00I8UgIcV8I8ZoQ4sxhjHM/eKe56477lBBCCiGeq1VXu3jvf1wIsV5+7+8LIb50GOPcD3bz3gshPlv+2x8RQvz7gx7jfrGL9/3Xde/5hBAicgjD3Dd2Mf8eIcSfCSHulT/3P34gA5NSPrf/AA2YBo4BVuABcKbqmL8O/Kvy488Bv3/Y4z7AufcB54H/C/j0YY/5gOf+/YCz/Pgnn5f3/V3Mv0H3+IeB/3rY4z6ouZeP8wDfAm4CVw973Af83v848L8d9lgPae6DwD3AV37eetjjPqi5Vx3/08BvHfa4D/i9/xrwk+XHZ4DZgxjb8x7Jug5MSSlnpJRZ4PeAT1Qd8wngt8uPvw58SAghDnCM+8U7zl1KOSulfAgUD2OA+8hu5v5nUspk+elNoOuAx7if7Gb+Ud1TF/C8FGfu5m8e4JeBXwXSBzm4A2C3838e2c3cfwL4DSllGEBKuXbAY9wv3u37/nngPxzIyA6G3cxfAg3lx43A0kEM7HkXWQFgQfd8sbyt7jFSyjywBTQfyOj2l93M/Xnl3c79i8B/2dcRHSy7mr8Q4m8IIaaBfw78zQMa237zjnMXQlwGuqWU/99BDuyA2O21/6lyyuTrQojugxnavrObuZ8ATgghXhdC3BRCfOzARre/7Pozr1wa0Q/86QGM66DYzfx/AfiLQohF4A8pRfP2neddZCkU3xUhxF8ErgK/dthjOWiklL8hpRwA/i7wDw57PAeBEMIE/M/A3z7ssRwi/y/QJ6U8D/wxlUj+UcBMKWX4QUrRnP9DCOE9zAEdAp8Dvi6lLBz2QA6YzwP/VkrZBXwc+J3y58G+8ryLrCCg/5bWVd5W9xghhJlSGHHzQEa3v+xm7s8ru5q7EOIHgL8P/LCUMnNAYzsI3u17/3vAj+zngA6Qd5q7BxgCviGEmAVeAF59jorf3/G9l1Ju6q73fwNcOaCx7Te7ue4XgVellDkp5RNggpLoetZ5N3/zn+P5ShXC7ub/ReA/Akgp3wDslPoa7ivPu8i6BQwKIfqFEFZKF9erVce8Cnyh/PjTwJ/KcmXcM85u5v688o5zF0JcAv41JYH1vNRlbLOb+etvLD8ITB7g+PaT7zp3KeWWlLJFStknpeyjVI/3w1LK24cz3Pec3bz3HbqnPww8PsDx7Se7+cz7z5SiWAghWiilD2cOcIz7xa4+74UQpwAf8MYBj2+/2c3854EPAQghTlMSWev7PrLDXhWw3/8ohQUnKK08+Pvlbb9E6YOV8i/6PwFTwFvAscMe8wHO/Rqlb3YJStG7kcMe8wHO/U+AVeB++d+rhz3mA57/vwRGynP/M+DsYY/5oOZedew3eI5WF+7yvf+n5ff+Qfm9P3XYYz7AuQtK6eJR4BHwucMe80HNvfz8F4B/dthjPaT3/gzwevm6vw985CDGpRzfFQqFQqFQKPaB5z1dqFAoFAqFQnEoKJGlUCgUCoVCsQ8okaVQKBQKhUKxDyiRpVAoFAqFQrEPKJGlUCgUCoVCsQ8okaVQKBQKhUKxDyiRpVAoFAqFQrEPKJGlUCgUCoVCsQ/8/83f0+2A9u2zAAAAAElFTkSuQmCC", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_element_values(von_mises, coords, edof, mesh.dofs_per_node, mesh.el_type, None, draw_elements=False, draw_undisplaced_mesh=False, title=\"Example 6 - Effective stress\")" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10,10))\n", - "cfv.draw_displacements(a, coords, edof, mesh.dofs_per_node, mesh.el_type, draw_undisplaced_mesh=True, title=\"Example 06 - Displacements\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/docs/source/examples/exm7.ipynb b/docs/source/examples/exm7.ipynb deleted file mode 100644 index 2bc8340..0000000 --- a/docs/source/examples/exm7.ipynb +++ /dev/null @@ -1,384 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Mesh example: Temperature distribution in a plate\n", - "\n", - "Meshing 8-node-isoparametric elements (second order incomplete quads). Shows use of surfacemarkers/elementmarkers to apply different properties to elements in different regions. " - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import calfem.geometry as cfg\n", - "import calfem.mesh as cfm\n", - "import calfem.vis_mpl as cfv\n", - "import calfem.utils as cfu\n", - "import calfem.core as cfc\n", - "\n", - "import numpy as np" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "# %matplotlib notebook\n", - "%matplotlib inline" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Problem variables" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "kx1 = 100\n", - "ky1 = 100\n", - "kx2 = 10\n", - "ky2 = 10\n", - "t = 1.0\n", - "\n", - "# Gauss points or integration points \n", - "\n", - "n = 2 \n", - "ep = [t, n]\n", - "\n", - "D1 = np.matrix([\n", - " [kx1, 0.],\n", - " [0., ky1]\n", - "])\n", - "D2 = np.matrix([\n", - " [kx2, 0.],\n", - " [0., ky2]\n", - "])\n", - "\n", - "# markers 10 & 11 will be used to specify different regions with different \n", - "# conductivity.\n", - "\n", - "Ddict = {10 : D1, 11 : D2} " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Define geometry" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "g = cfg.geometry()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Add points" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "points = [\n", - " [0,0], \n", - " [0,100], \n", - " [0,150], \n", - " [100,0], \n", - " [150,0], \n", - " [100,-100], \n", - " [150,-100]\n", - "]\n", - "\n", - "for p in points:\n", - " g.point(p)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Add splines" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "g.spline([1,2], marker=2, el_on_curve=4)\n", - "g.spline([3,4], el_on_curve=4)\n", - "g.circle([1,0,3], el_on_curve = 10)\n", - "g.circle([2,0,4], el_on_curve = 10)\n", - "g.spline([3,5], el_on_curve = 6)\n", - "g.spline([5,6], marker=3, el_on_curve = 4)\n", - "g.spline([6,4], el_on_curve = 6)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Add surfaces" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "g.structured_surface([0,2,1,3], marker = 10)\n", - "g.structured_surface([1,4,5,6], marker = 11)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Generate mesh" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Info : GMSH -> Python-module\n" - ] - } - ], - "source": [ - "el_type = 16 \n", - "dofs_per_node = 1 \n", - "\n", - "mesh = cfm.GmshMesh(g, el_type, dofs_per_node) \n", - "\n", - "coords, edof, dofs, bdofs, elementmarkers = mesh.create()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Solve problem" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Assemble system matrix" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "n_dofs = np.size(dofs)\n", - "ex, ey = cfc.coordxtr(edof, coords, dofs)\n", - "\n", - "K = np.zeros([n_dofs,n_dofs])\n", - "\n", - "for eltopo, elx, ely, elMarker in zip(edof, ex, ey, elementmarkers):\n", - "\n", - " # Calc element stiffness matrix: Conductivity matrix D is taken \n", - " # from Ddict and depends on which region (which marker) the element is in.\n", - "\n", - " Ke = cfc.flw2i8e(elx, ely, ep, Ddict[elMarker]) \n", - " cfc.assem(eltopo, K, Ke)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Solving equation system" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "f = np.zeros([n_dofs,1])\n", - "\n", - "bc = np.array([],'i')\n", - "bc_val = np.array([],'i')\n", - "\n", - "bc, bc_val = cfu.applybc(bdofs,bc,bc_val,2,30.0)\n", - "bc, bc_val = cfu.applybc(bdofs,bc,bc_val,3,0.0)\n", - "\n", - "a,r = cfc.solveq(K,f,bc,bc_val)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Compute element forces" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "ed = cfc.extract_eldisp(edof,a)\n", - "\n", - "for i in range(np.shape(ex)[0]):\n", - " es, et, eci = cfc.flw2i8s(ex[i,:], ey[i,:], ep, Ddict[elementmarkers[i]], ed[i,:])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Visualise results" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10, 10))\n", - "cfv.draw_mesh(coords, edof, dofs_per_node, el_type, filled=False)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(20, -90, 'This part has low conductivity')" - ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "cfv.figure(fig_size=(10, 10))\n", - "cfv.draw_nodal_values_shaded(a, coords, edof, title=\"Temperature\", dofs_per_node=mesh.dofs_per_node, el_type=mesh.el_type, draw_elements=True)\n", - "cbar = cfv.colorbar(orientation=\"vertical\")\n", - "cbar.set_label(\"Temperature\")\n", - "\n", - "cfv.text(\"The bend has high conductivity\", (77,135))\n", - "cfv.text(\"This part has low conductivity\", (20,-90))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/source/examples/exmqt1.ui b/docs/source/examples/exmqt1.ui deleted file mode 100644 index 8d7f85d..0000000 --- a/docs/source/examples/exmqt1.ui +++ /dev/null @@ -1,81 +0,0 @@ - - - MainWindow - - - - 0 - 0 - 806 - 559 - - - - MainWindow - - - - - - - - 0 - 0 - - - - - 16777215 - 50 - - - - QFrame::StyledPanel - - - QFrame::Raised - - - - - - Execute - - - - - - - Qt::Horizontal - - - - 40 - 20 - - - - - - - - - - - - - - - - 0 - 0 - 806 - 21 - - - - - - - - diff --git a/docs/source/examples/exmqt11.ui b/docs/source/examples/exmqt11.ui deleted file mode 100644 index 14b8523..0000000 --- a/docs/source/examples/exmqt11.ui +++ /dev/null @@ -1,314 +0,0 @@ - - - MainWindow - - - - 0 - 0 - 806 - 559 - - - - MainWindow - - - - - 8 - - - 8 - - - 8 - - - 8 - - - 8 - - - - - 0 - - - - Problem - - - - - - 8 - - - 8 - - - 8 - - - 8 - - - - - Material - - - - - - - - - - - - - - E (Pa) - - - Qt::AlignRight|Qt::AlignTrailing|Qt::AlignVCenter - - - - - - - v - - - Qt::AlignRight|Qt::AlignTrailing|Qt::AlignVCenter - - - - - - - Qt::Vertical - - - QSizePolicy::Minimum - - - - 10 - 0 - - - - - - - - - - - - - Mesh - - - - - - - - Max area (m2) - - - - - - - - - - Qt::Vertical - - - QSizePolicy::Minimum - - - - 20 - 0 - - - - - - - - - - - - - Geometry - - - - - - QLayout::SetDefaultConstraint - - - - - Length (m) - - - Qt::AlignRight|Qt::AlignTrailing|Qt::AlignVCenter - - - - - - - - - - Height (m) - - - Qt::AlignRight|Qt::AlignTrailing|Qt::AlignVCenter - - - - - - - Thickness (m) - - - Qt::AlignRight|Qt::AlignTrailing|Qt::AlignVCenter - - - - - - - - - - - - - Qt::Vertical - - - QSizePolicy::Minimum - - - - 20 - 0 - - - - - - - - - - - - - - - Default - - - - - - - Qt::Vertical - - - - 20 - 40 - - - - - - - - Update - - - - - - - Qt::Vertical - - - - 20 - 40 - - - - - - - - - - - - 8 - - - 8 - - - 8 - - - 8 - - - - - - - - Results - - - - - - - - - - - - - - - 0 - 0 - 806 - 21 - - - - - - - - diff --git a/docs/source/examples/exmqt6.ui b/docs/source/examples/exmqt6.ui deleted file mode 100644 index 8d7f85d..0000000 --- a/docs/source/examples/exmqt6.ui +++ /dev/null @@ -1,81 +0,0 @@ - - - MainWindow - - - - 0 - 0 - 806 - 559 - - - - MainWindow - - - - - - - - 0 - 0 - - - - - 16777215 - 50 - - - - QFrame::StyledPanel - - - QFrame::Raised - - - - - - Execute - - - - - - - Qt::Horizontal - - - - 40 - 20 - - - - - - - - - - - - - - - - 0 - 0 - 806 - 21 - - - - - - - - diff --git a/docs/source/examples/exs2.ipynb b/docs/source/examples/exs2.ipynb deleted file mode 100644 index 7a6c9e5..0000000 --- a/docs/source/examples/exs2.ipynb +++ /dev/null @@ -1,273 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Example: One-dimensional heat flow " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This example is from the CALFEM manual (exs2.py).\n", - "\n", - "**Purpose:**\n", - "\n", - "Analysis of one-dimensional heat flow.\n", - "\n", - "**Description:**\n", - "\n", - "Consider a wall built up of concrete and thermal insulation. The outdoor\n", - "temperature is −17 ◦C and the temperature inside is 20 ◦C. At the inside of\n", - "the thermal insulation there is a heat source yielding $10 ~W/m^2$.\n", - "\n", - "![](../images/exs2.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The wall is subdivided into five elements and the one-dimensional spring\n", - "(analogy) element `spring1e` is used. Equivalent spring stiffnesses are\n", - "$k_i = λ A/L$ for thermal conductivity and $k_i = A/R$ for thermal\n", - "surface resistance. Corresponding spring stiffnesses per $m^2$ of the wall\n", - "are:" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "\\begin{align}\n", - "k_1 &= 1/0.04 = 25.0 ~W/K \\\\\n", - "k_2 &= 1.7/0.070 = 24.3 ~W/K \\\\\n", - "k_3 &= 0.040/0.100 = 0.4 ~W/K \\\\\n", - "k_4 &= 1.7/0.100 = 17.0 ~W/K \\\\\n", - "k_5 &= 1/0.13 = 7.7 ~W/K \n", - "\\end{align}" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A global system matrix K and a heat flow vector f are defined. The heat source\n", - "inside the wall is considered by setting $f_4 = 10$. The element matrices\n", - "`Ke` are computed using `spring1e`, and the function `assem` assembles the\n", - "global stiffness matrix.\n", - "\n", - "The system of equations is solved using `solveq` with considerations to the\n", - "boundary conditions in `bc` and `bcVal`. The prescribed temperatures are \n", - "$T_1 = −17 ~^{\\circ}C$ and $T_2 = 20~^{\\circ}C$." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Necessary modules are first imported." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import calfem.core as cfc" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Next, the element topology is defined" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "Edof = np.array([\n", - " [1,2],\n", - " [2,3],\n", - " [3,4],\n", - " [4,5],\n", - " [5,6]\n", - "])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create stiffness matrix K and load vector f" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "K = np.mat(np.zeros((6,6)))\n", - "f = np.mat(np.zeros((6,1)))\n", - "f[3] = 10.0" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Define element properties (ep) and create element matrices for the different material layers." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "ep1 = 25.0\n", - "ep2 = 24.3\n", - "ep3 = 0.4\n", - "ep4 = 17.0\n", - "ep5 = 7.7" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Element stiffness matrices" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "Ke1 = cfc.spring1e(ep1)\n", - "Ke2 = cfc.spring1e(ep2)\n", - "Ke3 = cfc.spring1e(ep3)\n", - "Ke4 = cfc.spring1e(ep4)\n", - "Ke5 = cfc.spring1e(ep5)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Assemble all element matrices into the global stiffness matrix" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Stiffness matrix K:\n", - "[[ 25. -25. 0. 0. 0. 0. ]\n", - " [-25. 49.3 -24.3 0. 0. 0. ]\n", - " [ 0. -24.3 24.7 -0.4 0. 0. ]\n", - " [ 0. 0. -0.4 17.4 -17. 0. ]\n", - " [ 0. 0. 0. -17. 24.7 -7.7]\n", - " [ 0. 0. 0. 0. -7.7 7.7]]\n" - ] - } - ], - "source": [ - "cfc.assem(Edof[0,:], K, Ke1)\n", - "cfc.assem(Edof[1,:], K, Ke2) \n", - "cfc.assem(Edof[2,:], K, Ke3)\n", - "cfc.assem(Edof[3,:], K, Ke4)\n", - "cfc.assem(Edof[4,:], K, Ke5)\n", - "\n", - "print(\"Stiffness matrix K:\")\n", - "print(K)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Define the boundary conditions and solve the system of equations" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Displacements a:\n", - "[[-17. ]\n", - " [-16.43842455]\n", - " [-15.86067203]\n", - " [ 19.23779344]\n", - " [ 19.47540439]\n", - " [ 20. ]]\n", - "Reaction forces r:\n", - "[[-1.40393862e+01]\n", - " [ 0.00000000e+00]\n", - " [ 0.00000000e+00]\n", - " [ 0.00000000e+00]\n", - " [ 5.68434189e-14]\n", - " [ 4.03938619e+00]]\n" - ] - } - ], - "source": [ - "bc = np.array([1,6])\n", - "bc_val = np.array([-17.0, 20.0])\n", - "a,r = cfc.solveq(K, f, bc, bc_val)\n", - "\n", - "print(\"Displacements a:\")\n", - "print(a)\n", - "\n", - "print(\"Reaction forces r:\")\n", - "print(r)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.6.13" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/source/examples/exs3.ipynb b/docs/source/examples/exs3.ipynb deleted file mode 100644 index b66a266..0000000 --- a/docs/source/examples/exs3.ipynb +++ /dev/null @@ -1,364 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Example: Bars" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This example is from the CALFEM manual (exs2.py)." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Purpose:** \n", - "\n", - "Analysis the displacement at point of loading on a plane truss\n", - "\n", - "**Description:** \n", - "\n", - "Consider a plane truss consisting of three bars with the properties $E = 200 GPa$,\n", - "$A_1 = 6.0 · 10^−4 m^2$ , $A_2 = 3.0 · 10^−4 m^2$ and $A_3 = 10.0 · 10^−4 m^2$ , and loaded by a\n", - "single force $P = 80 kN$. The corresponding finite element model consists of three\n", - "elements and eight degrees of freedom." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "![bars1](../images/bars1.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import calfem.core as cfc" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Topology matrix Edof**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Define element topology. Element number are not used in the **Edof** matrix in CALFEM for Python." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "Edof = np.array([\n", - " [1,2,5,6],\n", - " [5,6,7,8],\n", - " [3,4,5,6]\n", - "])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Stiffness matrix K and load vector f**" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "K = np.matrix(np.zeros((8,8)))\n", - "f = np.matrix(np.zeros((8,1)))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Element properties**" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "E = 2.0e11\n", - "A1 = 6.0e-4\n", - "A2 = 3.0e-4\n", - "A3 = 10.0e-4\n", - "ep1 = [E,A1]\n", - "ep2 = [E,A2]\n", - "ep3 = [E,A3]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Element coordinates**" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "ex1 = np.array([0., 1.6])\n", - "ex2 = np.array([1.6, 1.6])\n", - "ex3 = np.array([0., 1.6])\n", - "\n", - "ey1 = np.array([0., 0.])\n", - "ey2 = np.array([0., 1.2])\n", - "ey3 = np.array([1.2, 0.])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Element stiffness matrices**" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "Ke1 = cfc.bar2e(ex1,ey1,ep1)\t \n", - "Ke2 = cfc.bar2e(ex2,ey2,ep2)\n", - "Ke3 = cfc.bar2e(ex3,ey3,ep3)\t" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Assemble Ke into K**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Based on the topology information, the global stiffness matrix can be generated by\n", - "assembling the element stiffness matrices" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "matrix([[ 7.50e+07, 0.00e+00, 0.00e+00, 0.00e+00, -7.50e+07,\n", - " 0.00e+00, 0.00e+00, 0.00e+00],\n", - " [ 0.00e+00, 0.00e+00, 0.00e+00, 0.00e+00, 0.00e+00,\n", - " 0.00e+00, 0.00e+00, 0.00e+00],\n", - " [ 0.00e+00, 0.00e+00, 6.40e+07, -4.80e+07, -6.40e+07,\n", - " 4.80e+07, 0.00e+00, 0.00e+00],\n", - " [ 0.00e+00, 0.00e+00, -4.80e+07, 3.60e+07, 4.80e+07,\n", - " -3.60e+07, 0.00e+00, 0.00e+00],\n", - " [-7.50e+07, 0.00e+00, -6.40e+07, 4.80e+07, 1.39e+08,\n", - " -4.80e+07, 0.00e+00, 0.00e+00],\n", - " [ 0.00e+00, 0.00e+00, 4.80e+07, -3.60e+07, -4.80e+07,\n", - " 8.60e+07, 0.00e+00, -5.00e+07],\n", - " [ 0.00e+00, 0.00e+00, 0.00e+00, 0.00e+00, 0.00e+00,\n", - " 0.00e+00, 0.00e+00, 0.00e+00],\n", - " [ 0.00e+00, 0.00e+00, 0.00e+00, 0.00e+00, 0.00e+00,\n", - " -5.00e+07, 0.00e+00, 5.00e+07]])" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cfc.assem(Edof[0,:],K,Ke1)\n", - "cfc.assem(Edof[1,:],K,Ke2)\n", - "cfc.assem(Edof[2,:],K,Ke3)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Stiffness matrix K:\n", - "[[ 7.50e+07 0.00e+00 0.00e+00 0.00e+00 -7.50e+07 0.00e+00 0.00e+00\n", - " 0.00e+00]\n", - " [ 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00\n", - " 0.00e+00]\n", - " [ 0.00e+00 0.00e+00 6.40e+07 -4.80e+07 -6.40e+07 4.80e+07 0.00e+00\n", - " 0.00e+00]\n", - " [ 0.00e+00 0.00e+00 -4.80e+07 3.60e+07 4.80e+07 -3.60e+07 0.00e+00\n", - " 0.00e+00]\n", - " [-7.50e+07 0.00e+00 -6.40e+07 4.80e+07 1.39e+08 -4.80e+07 0.00e+00\n", - " 0.00e+00]\n", - " [ 0.00e+00 0.00e+00 4.80e+07 -3.60e+07 -4.80e+07 8.60e+07 0.00e+00\n", - " -5.00e+07]\n", - " [ 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00\n", - " 0.00e+00]\n", - " [ 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 -5.00e+07 0.00e+00\n", - " 5.00e+07]]\n" - ] - } - ], - "source": [ - "print(\"Stiffness matrix K:\")\n", - "print(K)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Solve the system of equations**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Considering the prescribed displacements in bc, the system of equations is solved\n", - "using the function `solveq`, yielding displacements `a` and support forces `r`." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Displacements a:\n", - "[[ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [-0.00039793]\n", - " [-0.00115233]\n", - " [ 0. ]\n", - " [ 0. ]]\n", - "Reaction forces r:\n", - "[[ 29844.55958549]\n", - " [ 0. ]\n", - " [-29844.55958549]\n", - " [ 22383.41968912]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 57616.58031088]]\n" - ] - } - ], - "source": [ - "bc = np.array([1,2,3,4,7,8])\n", - "f[5] = -80e3\n", - "a, r = cfc.solveq(K,f,bc)\n", - "\n", - "print(\"Displacements a:\")\n", - "print(a)\n", - "\n", - "print(\"Reaction forces r:\")\n", - "print(r)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Element forces**" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The vertical displacement at the point of loading is 1.15 mm. The negative values shows the direction is to the bottom, against the direction of node 6. The section forces es1,\n", - "`es2` and `es3` are calculated using `bar2s` from element displacements `ed1`, `ed2` and `ed3`\n", - "obtained using extract" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "N1= -29844.559585492225\n", - "N2= 57616.580310880825\n", - "N3= 37305.69948186528\n" - ] - } - ], - "source": [ - "ed1 = cfc.extract_eldisp(Edof[0,:],a);\n", - "N1 = cfc.bar2s(ex1,ey1,ep1,ed1)\n", - "ed2 = cfc.extract_eldisp(Edof[1,:],a);\n", - "N2 = cfc.bar2s(ex2,ey2,ep2,ed2)\n", - "ed3 = cfc.extract_eldisp(Edof[2,:],a);\n", - "N3 = cfc.bar2s(ex3,ey3,ep3,ed3)\n", - "print(\"N1=\",N1)\n", - "print(\"N2=\",N2)\n", - "print(\"N3=\",N3)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3.6.10 64-bit", - "language": "python", - "name": "python361064bit3b840f9918f246278fc4b65bf6247be2" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.6.13" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/source/examples/exs4.ipynb b/docs/source/examples/exs4.ipynb deleted file mode 100644 index 76c9d1a..0000000 --- a/docs/source/examples/exs4.ipynb +++ /dev/null @@ -1,453 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Example: More bars" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This example is from Calfem manual (exs4.py). \n", - "\n", - "**Purpose:** \n", - "\n", - "Analysis of a plane truss.\n", - "\n", - "**Description:** \n", - "\n", - "Consider a plane truss, loaded by a single force P = 0.5 MN at 30 $^\\circ$ from normal.\n", - "\n", - "![more bars](../images/bars3.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The corresponding finite element model consists of ten elements and twelve degrees\n", - "of freedom.\n", - "\n", - "![more bars2](../images/bars2.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First, import necessart modules." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import calfem.core as cfc" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The topology is defined by the matrix" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "Edof = np.array([\n", - " [1, 2, 5, 6],\n", - " [3, 4, 7, 8],\n", - " [5, 6, 9, 10],\n", - " [7, 8, 11, 12],\n", - " [7, 8, 5, 6],\n", - " [11, 12, 9, 10],\n", - " [3, 4, 5, 6],\n", - " [7, 8, 9, 10],\n", - " [1, 2, 7, 8],\n", - " [5, 6, 11, 12]\n", - "])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A global stiffness matrix K and a load vector f are defined. The load P is divided\n", - "into x and y components and inserted in the load vector f." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "K = np.zeros([12,12])\n", - "f = np.zeros([12,1])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The element matrices `Ke` are computed by the function `bar2e`. These matrices are\n", - "then assembled in the global stiffness matrix using the function assem." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "A = 25.0e-4\n", - "E = 2.1e11\n", - "ep = [E,A]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Element coordinates are defined as follows." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "ex = np.array([\n", - " [0., 2.],\n", - " [0., 2.],\n", - " [2., 4.],\n", - " [2., 4.],\n", - " [2., 2.],\n", - " [4., 4.],\n", - " [0., 2.],\n", - " [2., 4.],\n", - " [0., 2.],\n", - " [2., 4.]\n", - "])\n", - "\n", - "ey = np.array([\n", - " [2., 2.],\n", - " [0., 0.],\n", - " [2., 2.],\n", - " [0., 0.],\n", - " [0., 2.],\n", - " [0., 2.],\n", - " [0., 2.],\n", - " [0., 2.],\n", - " [2., 0.],\n", - " [2., 0.]\n", - "])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "All the element matrices are computed and assembled in the loop." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "for elx, ely, eltopo in zip(ex, ey, Edof):\n", - " Ke = cfc.bar2e(elx, ely, ep)\n", - " cfc.assem(eltopo, K, Ke)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The displacements in a and the support forces in r are computed by solving the\n", - "system of equations considering the boundary conditions in bc." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "bc = np.array([1,2,3,4])\n", - "\n", - "f[10]=0.5e6*np.sin(np.pi/6)\n", - "f[11]=-0.5e6*np.cos(np.pi/6)\n", - "\n", - "a, r = cfc.solveq(K,f,bc)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Displacement: \n", - "[[ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0.00238453]\n", - " [-0.0044633 ]\n", - " [-0.00161181]\n", - " [-0.00419874]\n", - " [ 0.00303458]\n", - " [-0.01068377]\n", - " [-0.00165894]\n", - " [-0.01133382]]\n" - ] - } - ], - "source": [ - "print(\"Displacement: \") \n", - "print(a)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Support force: \n", - "[[-8.66025404e+05]\n", - " [ 2.40086918e+05]\n", - " [ 6.16025404e+05]\n", - " [ 1.92925784e+05]\n", - " [ 4.65661287e-10]\n", - " [-2.91038305e-11]\n", - " [ 1.16415322e-10]\n", - " [ 1.16415322e-10]\n", - " [-4.65661287e-10]\n", - " [ 3.49245965e-10]\n", - " [-2.03726813e-10]\n", - " [ 4.65661287e-10]]\n" - ] - } - ], - "source": [ - "print(\"Support force: \")\n", - "print(r)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The displacement at the point of loading is $−1.7 · 10^{−3} m$ in the x-direction and\n", - "$−11.3 · 10^{−3} ~m$ in the y-direction. At the upper support the horizontal force is\n", - "$−0.866~MN$ and the vertical $0.240 ~MN$. At the lower support the forces are \n", - "$0.616~MN$ and $0.193~MN$, respectively.\n", - "Normal forces are evaluated from element displacements. These are obtained from\n", - "the global displacements a using the function `extract`. The normal forces are evaluated\n", - "using the function `bar2s`." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Element forces:\n", - "N1 = 625938\n", - "N2 = -423100\n", - "N3 = 170640\n", - "N4 = -12372.8\n", - "N5 = -69447\n", - "N6 = 170640\n", - "N7 = -272838\n", - "N8 = -241321\n", - "N9 = 339534\n", - "N10 = 371051\n" - ] - } - ], - "source": [ - "ed = cfc.extractEldisp(Edof,a) \n", - "\n", - "N = np.zeros([Edof.shape[0]]) \n", - "\n", - "print(\"Element forces:\")\n", - "\n", - "i = 0\n", - "for elx, ely, eld in zip(ex, ey, ed):\n", - " N[i] = cfc.bar2s(elx, ely, ep, eld)\n", - " print(\"N%d = %g\" % (i+1,N[i]))\n", - " i+=1" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The largest normal force N = 0.626 MN is obtained in element 1 and is equivalent\n", - "to a normal stress σ = 250 MPa." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To reduce the quantity of input data, the element coordinates matrices `Ex` and\n", - "`Ey` can alternatively be created from a global coordinate matrix `Coord` and a global\n", - "topology matrix Dof using the function `coordxtr`, i.e." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "Coord = np.array([\n", - "[0, 2],\n", - "[0, 0],\n", - "[2, 2],\n", - "[2, 0],\n", - "[4, 2],\n", - "[4, 0]\n", - "])" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [], - "source": [ - "Dof = np.array([\n", - "[1, 2],\n", - "[3, 4],\n", - "[5, 6],\n", - "[7, 8],\n", - "[9, 10],\n", - "[11, 12]\n", - "])" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "ex, ey = cfc.coordxtr(Edof, Coord, Dof)" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[0., 2.],\n", - " [0., 2.],\n", - " [2., 4.],\n", - " [2., 4.],\n", - " [2., 2.],\n", - " [4., 4.],\n", - " [0., 2.],\n", - " [2., 4.],\n", - " [0., 2.],\n", - " [2., 4.]])" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "print(ex)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[2., 2.],\n", - " [0., 0.],\n", - " [2., 2.],\n", - " [0., 0.],\n", - " [0., 2.],\n", - " [0., 2.],\n", - " [0., 2.],\n", - " [0., 2.],\n", - " [2., 0.],\n", - " [2., 0.]])" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "print(ey)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "As can be seen above, `ex` and `ey` is same as previous." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3.6.10 64-bit", - "language": "python", - "name": "python361064bit3b840f9918f246278fc4b65bf6247be2" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.6.13" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/source/examples/exs7.ipynb b/docs/source/examples/exs7.ipynb deleted file mode 100644 index ab66738..0000000 --- a/docs/source/examples/exs7.ipynb +++ /dev/null @@ -1,241 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Example: Frame and bars" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This example is from the CALFEM MATLAB manual (exs7.m)\n", - "\n", - "**Purpose:** \n", - "\n", - "Set up a frame, consisting of both beams and bars, and illustrate the calculations by\n", - "use of graphics functions.\n", - "\n", - "**Description:** \n", - "\n", - "A frame consists of horizontal and vertical beams, and is stabilized with diagonal\n", - "bars" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "![frame and bars](../images/frame_and_bars.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "As usual, import necessary modules." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import calfem.core as cfc" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The frame with its coordinates and loading is shown in the left figure, and the finite\n", - "element model in the right. \n", - "The matrices of the global system i.e. the stiffness matrix K, the load vector f, the\n", - "coordinate matrix Coord, and the corresponding degrees of freedom matrix Dof are\n", - "defined by" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "K = np.zeros([18,18])\n", - "f = np.zeros([18,1])\n", - "f[12,0] = 1.0\n", - "\n", - "coord = np.array([\n", - " [0.0, 0.0],\n", - " [1.0, 0.0],\n", - " [0.0, 1.0],\n", - " [1.0, 1.0],\n", - " [0.0, 2.0],\n", - " [1.0, 2.0]\n", - "])\n", - "\n", - "dof1 = np.array([\n", - " [1, 2, 3],\n", - " [4, 5, 6],\n", - " [7, 8, 9],\n", - " [10, 11, 12],\n", - " [13, 14, 15],\n", - " [16, 17, 18]\n", - "])\n", - "\n", - "dof2 = np.array([\n", - " [1, 2],\n", - " [4, 5],\n", - " [7, 8],\n", - " [10, 11],\n", - " [13, 14],\n", - " [16, 17]\n", - "])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The material properties, the topology, and the element coordinates for the beams\n", - "and bars respectively, are defined by" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "ep1 = [1.0, 1.0, 1.0]\n", - "\n", - "edof1 = np.array([\n", - " [1, 2, 3, 7, 8, 9],\n", - " [7, 8, 9, 13, 14, 15],\n", - " [4, 5, 6, 10, 11, 12],\n", - " [10, 11, 12, 16, 17, 18],\n", - " [7, 8, 9, 10, 11, 12],\n", - " [13, 14, 15, 16, 17, 18]\n", - "])\n", - "\n", - "ex1, ey1 = cfc.coordxtr(edof1, coord, dof1);\n", - "\n", - "ep2 = [1.0, 1.0]\n", - "\n", - "edof2 = np.array([\n", - " [1, 2, 10, 11],\n", - " [7, 8, 16, 17],\n", - " [7, 8, 4, 5],\n", - " [13, 14, 10, 11]\n", - "])\n", - "\n", - "ex2, ey2 = cfc.coordxtr(edof2, coord, dof2);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create and assemble element matrices" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "for elx, ely, eltopo in zip(ex1, ey1, edof1):\n", - " Ke = cfc.beam2e(elx, ely, ep1)\n", - " cfc.assem(eltopo, K, Ke)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "for elx, ely, eltopo in zip(ex2, ey2, edof2):\n", - " Ke = cfc.bar2e(elx, ely, ep2)\n", - " cfc.assem(eltopo,K,Ke)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Solve equation system" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "bc_prescr = np.array([1, 2, 3, 4, 5, 6])\n", - "a, r = cfc.solveq(K, f, bc_prescr)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[[ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0. ]\n", - " [ 0.37905924]\n", - " [ 0.30451926]\n", - " [-0.65956297]\n", - " [ 0.3041448 ]\n", - " [-0.28495132]\n", - " [-0.54570174]\n", - " [ 1.19791809]\n", - " [ 0.44655174]\n", - " [-0.85908643]\n", - " [ 0.96969909]\n", - " [-0.34780417]\n", - " [-0.74373562]]\n" - ] - } - ], - "source": [ - "print(a)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3.6.10 64-bit", - "language": "python", - "name": "python361064bit3b840f9918f246278fc4b65bf6247be2" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.6.13" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/docs/source/exs1.rst b/docs/source/exs1.rst deleted file mode 100644 index 674660f..0000000 --- a/docs/source/exs1.rst +++ /dev/null @@ -1,99 +0,0 @@ -Example: Connected springs --------------------------- - -This example is from the CALFEM manual (exs1.py). - -**Purpose:** - -Show the basic steps in a finite element calculation. - -**Description:** - -The general procedure in linear finite element calculations is carried out for a -simple structure. The steps are: - - * define the model - * generate element matrices - * assemble element matrices into the global system of equations - * solve the global system of equations - * evaluate element forces - -Consider the system of three linear elastic springs, and the corresponding -finite element model. The system of springs is fixed in its ends and loaded by a -single load F. To make it convenience, we follow notation in "Fundamentals of Finite Element Analysis" by David Hutton, where square is symbol for nodes, circle is for element, and U is for (global) nodal displacement. Capital letter shows global variables while small letter follows local variables. - -.. image:: images/exs1-1-rev1.png - -We begin our FEM computation by importing required modules - -.. literalinclude:: ../../examples/exs_spring.py - :lines: 16-17 - -The computation is initialized by defining the topology matrix Edof, containing -element numbers and global element degrees of freedom. All input to CALFEM is NumPy arrays. Topology is defined by index 1, i.e., the first row represents the first element bounded by node 1 and node 2. Hence we write - - .. literalinclude:: ../../examples/exs_spring.py - :lines: 20-24 - -the initial global stiffness matrix `K` (3x3) and load force `f` containing zeros, - - .. literalinclude:: ../../examples/exs_spring.py - :lines: 27-28 - -Element stiffness matrices are generated by the function spring1e. The element -property `ep` for the springs contains the spring stiffnesses k and 2k -respectively, where k = 1500. - - .. literalinclude:: ../../examples/exs_spring.py - :lines: 30-43 - -The output is printed as follows:: - - Stiffness matrix K: - [[ 3000. -3000. 0.] - [-3000. 7500. -4500.] - [ 0. -4500. 4500.]] - -and the load/force vector f (3x1) with the load F = 100 in position 2 (Note that Python indexes from 0, hence f[1] corresponds to edof 2). - - .. literalinclude:: ../../examples/exs_spring.py - :lines: 46 - -The element stiffness matrices are assembled into the global stiffness matrix K -according to the topology. `bc` is an array of prescribed degrees of freedom. Values to be specified are specified in a separate array. If all values are 0, they don't have to be specified. -The global system of equations is solved considering the boundary conditions -given in bc. - - .. literalinclude:: ../../examples/exs_spring.py - :lines: 49-56 - -output: :: - - Displacements a: - [[0. ] - [0.01333333] - [0. ]] - Reaction forces Q: - [[-40.] - [ 0.] - [-60.]] - -Element forces are evaluated from the element displacements. These are obtained -from the global displacements `a` using the function extract. - - .. literalinclude:: ../../examples/exs_spring.py - :lines: 59-61 - -The spring element forces at each element are evaluated using the function spring1s. - - .. literalinclude:: ../../examples/exs_spring.py - :lines: 68-70 - -Output: :: - - Element forces N: - N1 = 40.0 - N2 = -20.0 - N3 = -40.0 - - \ No newline at end of file diff --git a/docs/source/images/bars1.png b/docs/source/images/bars1.png deleted file mode 100644 index d3c08840f9521d82216da1e01d730a529fbe869d..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 24767 zcmeEui940s`!~BC+Y}ip5!+1WIWp|bnUh&NWXLRRA;eDRA(VNZGbSOnObwEu%rYlK zWFAAmELzdkNRoR;3`lNJ>CJKyh77NsoZw zR0;tBVI~3wK8dT)`v(3;=%J^oKv40SaS{ANa!<{~gMfgH2KtYXAT|907*b-dZ;Ub4 z(v-Gxbr!I+cD-XG;O%@5JWW6#<1Gz-bhg1*BE6lRTs)+`Wm!+2kOn_P9}BV~PaeTI z%CZ`3=^_VkykwY=l%iIHVx zg!W0ev5^xI5|-c>66F^W)fX0#77~?~kdzVpuV?<*;mK%4 zcN_tih?EZiK=D$ZOx;nYK-@IpOWdjN9WXQih 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zF)=WZ;k}`EZfbfyN7PvoP+ZTy2C%-ysmb3?9DG8T$xx!^hj9TcBLjPDPy}Gyc)>aaYejt!Ovy zx^$Og)m9qOx8SnD`b`3=xobu8#!Zma>F_!4T4> z_n15jpWlVHi4nw}4hmY6+gev?o?OJW5vPOqMv$)K3h~eAjX}Y*ji^><%AhhE85;n{ zCnaL7?gEBSXsA6zpoKAr(W+-Rz$9G7Shgcm+0iaPB=IvU2z2SE=Rw5FOg6gA>r;JV zrvG0*=z!(1HDMJnY!RbSp5e{ccY%+SfdNX)#W71U@nP%v@$zDyX-A@)`e2LhCIafV q3Ovmx|G(Oi|F0YUbI=237k<1Jv0TGwAOjCPgQl9!p444dm;MjI&snSh diff --git a/docs/source/index.rst b/docs/source/index.rst deleted file mode 100644 index d698d57..0000000 --- a/docs/source/index.rst +++ /dev/null @@ -1,33 +0,0 @@ -.. CALFEM for Python documentation master file, created by - sphinx-quickstart on Mon May 30 23:34:38 2016. - You can adapt this file completely to your liking, but it should at least - contain the root `toctree` directive. - -CALFEM for Python - Documentation -================================= - -Welcome to the documentation for CALFEM for Python. On this page you will find examples of how to use CALFEM for Python as well as reference documentation for the different modules contained in the CALFEM for Python distribution. This is not a replacement for the CALFEM Manual, but contain information on how to use CALFEM in a Python context. - -Contents: ---------- - -.. toctree:: - :maxdepth: 1 - - installation - using_calfem - mesh_guide - developer - standard_examples - mesh_examples - calfem_reference - - -================== -Indices and tables -================== - -* :ref:`genindex` -* :ref:`modindex` -* :ref:`search` - diff --git a/docs/source/installation.rst b/docs/source/installation.rst deleted file mode 100644 index f8e90ab..0000000 --- a/docs/source/installation.rst +++ /dev/null @@ -1,41 +0,0 @@ -Installation instructions -========================= - -The simplest way to install CALFEM for Python is via pip. -This procedure will ensure that all required dependencies are fulfilled. - -This can be achieved by executing the following command:: - - pip install calfem-python - -or:: - - sudo pip install calfem-python - -to install system-wide (not recommended if your system used a lot of python dependencies):: - - pip install -u calfem-python - -to install just for your own user. You can use the argument `--user` which is -same as `-u`. If you want to specify your Python version, use the command like -the following:: - - python3.9 -m pip install --user calfem-python - -where python3.9 is the Python version you want to install CALFEM for -Python. Change this command with your preferable version. This last command is -the preferred one according to the Python community. - -Installing in a Anaconda environment ------------------------------------- - -If you don't want to install all packages directly in the base Anaconda environment you could create a new enviroment for CALFEM:: - - conda create -n calfem-dev python=3.9 - conda activate calfem-dev - -Now we can install CALFEM for Python and its dependencies directly into this environment using Pip.:: - - pip install calfem-python - - diff --git a/docs/source/mesh_examples.rst b/docs/source/mesh_examples.rst deleted file mode 100644 index 2996637..0000000 --- a/docs/source/mesh_examples.rst +++ /dev/null @@ -1,26 +0,0 @@ -Mesh Examples -============= - -This section contains examples focused on mesh generation and geometry creation using CALFEM for Python's mesh module. These examples demonstrate how to create complex geometries, generate meshes, and visualize results. - -.. toctree:: - :maxdepth: 2 - :titlesonly: - - examples/exm2 - examples/exm3 - examples/exm6 - examples/exm7 - examples/exm10 - examples/exm13 - -These examples cover: - -* **Basic geometry creation** - Creating simple and complex geometries -* **B-Splines and arcs** - Advanced geometric modeling -* **Mesh generation** - Creating finite element meshes -* **Boundary conditions** - Setting up markers and boundary conditions -* **Mesh refinement** - Controlling element density and quality -* **Visualization** - Displaying geometries and meshes - -The mesh examples build upon each other, starting with basic concepts and progressing to more advanced techniques for creating and manipulating finite element meshes. diff --git a/docs/source/mesh_guide.rst b/docs/source/mesh_guide.rst deleted file mode 100644 index 5495a41..0000000 --- a/docs/source/mesh_guide.rst +++ /dev/null @@ -1,323 +0,0 @@ -Mesh generation with CALFEM -=========================== - -Included in the Python version of CALFEM is a mesh generation library based on GMSH. The library encapsulates the usage of GMSH transparently for the user. It will also parse the output from GMSH and create the necessary data structures required by CALFEM for solving finite element problems. - -Mesh generation in CALFEM is divided in three steps: - - 1. Defining the geometry of the model. - 2. Creating a finite element mesh with the desired elements and properties - 3. Extracting data structures that can be used by CALFEM. - -The following sections describe these steps. - -Required modules for geometry and mesh generation -------------------------------------------------- - -To use the CALFEM geometry and mesh generation routines, we use the following import directives: - -.. code-block:: Python - - import calfem.geometry as cfg - import calfem.mesh as cfm - import calfem.vis_mpl as cfv - -Defining geometry ------------------ - -Geometry in CALFEM is described using the **Geometry** class. A **Geometry**-object will hold all points, lines and surfaces describing the geometry. This object is also what is passed to the mesh generation routines in the following sections. - -A **Geometry**-object, *g*, is created with the following code: - -.. code-block:: Python - - g = cfg.Geometry() - -This creates a **Geometry** object which will be used to described our geometry. Next we define the points that will be used to define lines, splines or ellipses. In this example we define a simple triangle: - -.. code-block:: Python - - g.point([0.0, 0.0]) # point 0 - g.point([5.0, 0.0]) # point 1 - g.point([2.5, 4.0]) # point 2 - -The points are connected together with spline-elements. These can have 2 or three nodes. In this case we only use 2 node splines (lines): - -.. code-block:: Python - - g.spline([0, 1]) # line 0 - g.spline([1, 2]) # line 1 - g.spline([2, 0]) # line 2 - -Finally we create the surface by defining what lines make up the surface: - -.. code-block:: Python - - g.surface([0, 1, 2]) - -To display our geometry, we use the calfem.vis module: - -.. code-block:: Python - - cfv.drawGeometry(g) - cfv.showAndWait() - -Running this example will show the following window with a simple rectangle: - -.. image:: images/mesh1.png - -Creating a mesh ---------------- - -To create a mesh we need to create a GmshMesh object and initialize this with our geometry: - -.. code-block:: Python - - mesh = cfm.GmshMesh(g) - -Next, we need to set some desired properties on our mesh: - -.. code-block:: Python - - mesh.el_type = 3 # Element type is quadrangle - mesh.dofs_per_node = 1 # Degrees of freedom per node - mesh.el_size_factor = 0.15 # Element size Factor - -The *el_type* property determines the element used for mesh generation. Elements that can be generated are: - - * 2 - 3 node triangle element - * 3 - 4 node quadrangle element - * 5 - 8 node hexahedron - * 16 - 8 node second order quadrangle - -The *dofs_per_node* defines the number of degrees of freedom for each node. *el_size_factor* determines the coarseness of the mesh. - -To generate the mesh and at the same time get the needed data structures for use with CALFEM we call the **.create()** method of the mesh object: - -.. code-block:: Python - - coords, edof, dofs, bdofs, elementmarkers = mesh.create() - -The returned data structures are: - - * coords - Element coordinates - * edof - Element topology - * dofs - Degrees of freedom per node - * bdofs - Boundary degrees of freedom. Dictionary containing the dofs for each boundary marker. More on markers in the next section. - * elementmarkers - List of integer markers. Row i contains the marker of element i. Can be used to determine what region an element is in. - -To display the generated mesh we can use the **drawMesh()** function of the calfem.vis module: - -.. code-block:: Python - - cfv.figure() - - # Draw the mesh. - - cfv.drawMesh( - coords=coords, - edof=edof, - dofs_per_node=mesh.dofsPerNode, - el_type=mesh.elType, - filled=True, - title="Example 01" - ) - -Running the example will produce the following mesh with quad elements: - -.. image:: images/mesh2.png - -Changing the *elType* property to 2 (:code:`mesh.elType = 2`) will produce a mesh with triangle elements instead: - -.. image:: images/mesh3.png - -Specifying boundary markers ---------------------------- - -To assist in assigning boundary conditions, markers can be defined on the geometry, which can be used to identify which dofs are assigned to nodes, lines and surfaces. - -In this example we add a marker, 10, to line number 2. Markers are added as a parameter to the .spline() method of the **Geometry** object as shown in the following code: - -.. code-block:: Python - - g.spline([0, 1]) # line 0 - g.spline([1, 2]) # line 1 - g.spline([2, 0], marker=10) # line 2 with marker 10 - -It is also possible to assign markers to points. The marker parameter is added to the *.point()* method of the **Geometry** object. - -.. code-block:: Python - - g.point([0.0, 0.0]) # point 0 - g.point([5.0, 0.0], marker=20) # point 1 - g.point([2.5, 4.0]) # point 2 - -In the same way markers can be added to surfaces as well. - -Extracting dofs defined by markers ----------------------------------- - -To extract the dofs defined by the marker we use the *bdofs* dictionary returned when the mesh was created by the *.create()* method. If we print the bdofs dictionary we get the following output: :: - - {20: [2], 0: [1, 2, ... , 67], 10: [1, 3, 68, ... , 98]} - -If we examine the output we see that there is a key, 10, containing the dofs of the number 2 line. We also have the key 20 with a single dof 2 in this case. If the *dofsPerNode* property in the mesh generator was set to 2 the marker 20 would have contained 2 integers. - -Complete example with a solver ------------------------------- - -To illustrate the workflow of the mesh generation modules we implement a complete 2D plane stress solver. - -Updated module imports -^^^^^^^^^^^^^^^^^^^^^^ - -We need to add some additional import directives, such as the core calfem module as well as the *calfem.utils* module. We will also need NumPy as well as the standard math routines: - -.. code-block:: Python - - import calfem.core as cfc - import calfem.geometry as cfg - import calfem.mesh as cfm - import calfem.vis_mpl as cfv - import calfem.utils as cfu - - import numpy as np - -Problem variables and constants -^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ - -To make it easier to update our example we define a number of variables describing our problem. First some geometric parameters describing our module, in this case a simple rectangular beam: - -.. code-block:: Python - - l = 5.0 # length - h = 1.0 # height - t = 0.2 # thickness - -Next, we define our material properties we will need later in the code: - -.. code-block:: Python - - v = 0.35 # Poisson - E = 2.1e9 # Young modulus - ptype = 1 # plane stress - ep = [ptype,t] - D = cfc.hooke(ptype, E, v) - -To make it easier to read our code we define 3 constants, which we will use instead of numerical markers. - -.. code-block:: Python - - left_support = 10 - right_support = 20 - top_line = 30 - -Creating a Geometry object -^^^^^^^^^^^^^^^^^^^^^^^^^^ - -We are now ready to create a **Geometry** object describing our geometry: - -.. code-block:: Python - - g = cfg.Geometry() - - g.point([0.0, 0.0], marker = left_support) # point 0 - g.point([l, 0.0], marker = right_support) # point 1 - g.point([l, h]) # point 2 - g.point([0.0, h]) # point 3 - - g.spline([0, 1]) # line 0 - g.spline([1, 2]) # line 1 - g.spline([2, 3], marker = top_line) # line 3 - g.spline([3, 0]) # line 3 - - g.surface([0, 1, 2, 3]) - -To show the geometry you can use: - -.. code-block:: Python - - cfv.draw_geometry(g) - cfv.showAndWait() - -The finished geometry is shown in below: - -.. image:: images/tut2-1.png - -Creating a quad mesh -^^^^^^^^^^^^^^^^^^^^ - -A quadrilateral mesh is now created with the following code. Please not that we use the *dofsPerNode* property to specify 2 dofs per node as this is a mechanical example. - -.. code-block:: Python - - mesh = cfm.GmshMesh(g) - - mesh.elType = 3 # Type of mesh - mesh.dofsPerNode = 2 # Factor that changes element sizes - mesh.elSizeFactor = 0.10 # Factor that changes element sizes - - coords, edof, dofs, bdofs, elementmarkers = mesh.create() - -As previous, to show the finished mesh you can use: - -.. code-block:: Python - - cfv.figure() - cfv.draw_mesh( - coords=coords, - edof=edof, - dofs_per_node=mesh.dofsPerNode, - el_type=mesh.elType, - filled=True) - cfv.showAndWait() - -The finished mesh is shown belo: - -.. image:: images/exm0_2.png - -Implementing a CALFEM solver -^^^^^^^^^^^^^^^^^^^^^^^^^^^^ - -We now have the necessary input to implement a simple CALFEM solver. First, we create some convenience variables, nDofs (total number of dofs), ex and ey (element x and y coordinates). - -.. code-block:: Python - - nDofs = np.size(dofs) - ex, ey = cfc.coordxtr(edof, coords, dofs) - -The global stiffness matrix can now be allocated: - -.. code-block:: Python - - K = np.zeros([nDofs,nDofs]) - -For larger problems please consider using sparse matrices instead. - -To make the assembly loop less cluttered we use the *zip()* method to extract rows from *edof*, *ex* and *ey* to *eltopo*, *elx* and *ely*. The loop then becomes: - -.. code-block:: Python - - for eltopo, elx, ely in zip(edof, ex, ey): - Ke = cfc.planqe(elx, ely, ep, D) - cfc.assem(eltopo, K, Ke) - -Please not the difference from standard MATLAB CALFEM that the `assem` routine does not require returning the K matrix on the left side as the assembly is done in place. - -Next, we need to setup our boundary conditions. Two empty arrays are created, *bc* for storing the dof to prescribe and and a second *bcVal* for storing the prescribed values. - -.. code-block:: Python - - bc = np.array([],'i') - bcVal = np.array([],'f') - -To prescribe a boundary condition the utility function *applybc()* is used. This function takes the boundary dictionary as input and applies the boundary condition to the correct dofs. Here we prescribe the left support as fixed and the right support fixed in y-direction. - -.. code-block:: Python - - bc, bcVal = cfu.applybc(bdofs, bc, bcVal, left_support, 0.0, 0) - bc, bcVal = cfu.applybc(bdofs, bc, bcVal, right_support, 0.0, 2) - -Now, we have some data structures that can be used by CALFEM. If there is no force and displacement, nothing happens. If we applied force `f` and calculate the displacement, then we can solve the equation to obtain more data to plot. These next steps are left in the next examples. - - diff --git a/docs/source/standard_examples.rst b/docs/source/standard_examples.rst deleted file mode 100644 index cd7dd5f..0000000 --- a/docs/source/standard_examples.rst +++ /dev/null @@ -1,24 +0,0 @@ -Standard Examples -================= - -This section contains standard finite element examples that demonstrate the basic steps in finite element calculations using CALFEM for Python. These examples show fundamental concepts like element matrices, assembly, solving systems of equations, and evaluating element forces. - -.. toctree:: - :maxdepth: 2 - :titlesonly: - - exs1 - examples/exs2 - examples/exs3 - examples/exs4 - examples/exs7 - -These examples cover: - -* **Connected springs** - Basic finite element procedure -* **Heat flow** - One-dimensional heat transfer analysis -* **Bar structures** - Structural analysis with bar elements -* **Beam analysis** - Beam element calculations -* **Various other fundamental examples** - -Each example includes detailed explanations of the finite element method concepts and step-by-step Python implementations. diff --git a/docs/source/using_calfem.rst b/docs/source/using_calfem.rst deleted file mode 100644 index 6712d99..0000000 --- a/docs/source/using_calfem.rst +++ /dev/null @@ -1,43 +0,0 @@ -Using CALFEM for Python -======================= - -What is CALFEM? ---------------- - -CALFEM is an interactive computer program for teaching the finite element method (FEM). The name CALFEM is an abbreviation of "Computer Aided Learning of the Finite Element Method". The program can be used for different types of structural mechanics problems and field problems. - -CALFEM, the program and its built-in philosophy, have been developed at the Division of Structural Mechanics, Lund University, starting in the late 70's. Many coworkers, former and present, have been engaged in the development at different stages. - -What is CALFEM for Python? --------------------------- -* Subset of CALFEM routines implemented in Python -* Using NumPy for matrices -* Additional mesh generation routines supporting Triangle and GMSH -* Plotting with Matplotlib and visvis - -CALFEM Python modules ---------------------- - -* **calfem.core** - * Element routines - * System routines -* **calfem.utils** - * I/O routines - * Misc. routines -* **calfem.geometry** - * Routines for defining problem geometry used for input in mesh generation -* **calfem.mesh** - * Mesh generation routines -* **calfem.vis/calfem.vis_mpl** - * Routines for visualising geometry, meshes and results. - -Examples --------- -The example codes show what CALFEM can do for you. The examples are divided into two: - -- Numerical examples -- Mesh examples - -The next is tutorial on using CALFEM for Python for numerical finite element, i.e., solving FEM equation to obtain nodal displacements given loading forces and -stiffness matrix. The example can be found in `examples` directories both on -calfem-python root directory (for .py files) and docs directory (for .ipynb files). diff --git a/zensical.toml b/zensical.toml new file mode 100644 index 0000000..a3f8456 --- /dev/null +++ b/zensical.toml @@ -0,0 +1,75 @@ +[project] +site_name = "CALFEM for Python" +site_url = "https://calfem.github.io/calfem-python/" +site_description = "Documentation for CALFEM for Python." +site_author = "Jonas Lindemann et al" +repo_url = "https://github.com/CALFEM/calfem-python" +repo_name = "CALFEM/calfem-python" +docs_dir = "docs/docs" +site_dir = "site" +copyright = "Copyright © 2016-2026 Jonas Lindemann et al" + +nav = [ + { "Home" = "index.md" }, + { "Installation" = "installation.md" }, + { "Using CALFEM" = "using_calfem.md" }, + { "CALFEM Manual" = "https://calfem-python-manual.readthedocs.io/en/latest/" }, + { "Mesh Guide" = "mesh_guide.md" }, + { "Developer Guide" = "developer.md" }, + { "Mesh Examples" = [ + { "Overview" = "mesh_examples.md" }, + { "Simple Mesh Geometry" = "examples/exm1.md" }, + { "Geometry Basics" = "examples/exm2.md" }, + { "Splines and Arcs" = "examples/exm3.md" }, + { "Mesh Generation" = "examples/exm6.md" }, + { "Boundary Markers" = "examples/exm7.md" }, + { "Advanced Meshing" = "examples/exm10.md" }, + { "Plane Stress Mesh" = "examples/exm13.md" }, + ] }, + { "Function Reference" = "calfem_reference.md" }, +] + +plugins = [ + "search", + { "mkdocstrings" = { handlers = { python = { paths = ["src"] } } } }, +] + +[project.theme] +logo = "images/calfem.logo.png" +language = "en" +features = [ + "content.code.copy", + "navigation.footer", + "navigation.indexes", + "navigation.sections", + "navigation.top", + "navigation.tracking", + "search.highlight", +] + +[[project.theme.palette]] +scheme = "default" +primary = "blue" +accent = "blue" +toggle.icon = "lucide/sun" +toggle.name = "Switch to dark mode" + +[[project.theme.palette]] +scheme = "slate" +primary = "blue" +accent = "blue" +toggle.icon = "lucide/moon" +toggle.name = "Switch to light mode" + +[project.markdown_extensions.admonition] +[project.markdown_extensions.attr_list] +[project.markdown_extensions.md_in_html] +[project.markdown_extensions.toc] +permalink = true +[project.markdown_extensions.pymdownx.arithmatex] +generic = true +[project.markdown_extensions.pymdownx.highlight] +anchor_linenums = true +line_spans = "__span" +pygments_lang_class = true +[project.markdown_extensions.pymdownx.superfences]