From 0bd40c4e76b0d10b37943c14c8550c215156eeab Mon Sep 17 00:00:00 2001 From: guyotv Date: Wed, 21 Sep 2022 15:13:45 +0200 Subject: [PATCH] Fin des deux derniers exos sur les gaz parfaits. --- Annexe-Exercices/Annexe-Exercices.tex | 63 ++++++++++++++++++-- Annexe-Exercices/Annexe-Exercices.tex.bak | 69 +++++++++++++++++++--- CoursMecaniqueOS.pdf | Bin 12856471 -> 12861768 bytes CoursMecaniqueOSDF.pdf | Bin 12856471 -> 12861768 bytes SolutionsOS.tex | 49 ++++++++++++++- 5 files changed, 166 insertions(+), 15 deletions(-) diff --git a/Annexe-Exercices/Annexe-Exercices.tex b/Annexe-Exercices/Annexe-Exercices.tex index c00b824..65af5d4 100644 --- a/Annexe-Exercices/Annexe-Exercices.tex +++ b/Annexe-Exercices/Annexe-Exercices.tex @@ -2711,12 +2711,63 @@ Les valeurs des c\oe fficients de dilatation thermique sont celles du tableau \r \end{solos} \end{exos} -%\begin{exos} -% Un énoncé de test. -% \begin{solos} -% Un autre corrigé de test. -% \end{solos} -%\end{exos} +\begin{exos} + Deux moles d'un gaz parfait dans un volume de \SI{16}{\litre} passent d'une température initiale \(T_0\) à une température finale de \SI{450}{\kelvin}. Cela se fait en deux étapes~: + \begin{enumerate} + \item on chauffe le gaz à une pression constante de \SI{100}{\kilo\pascal} jusqu'à un volume double du premier et + \item on le chauffe encore à volume constant jusqu'à la température finale. + \end{enumerate} + Trouvez la température initiale \(T_0\), la température intermédiaire \(T_1\) et la pression finale du gaz. Réponses~: \SI{96,27}{\kelvin}, \SI{192,54}{\kelvin} et \SI{233,7}{\kilo\pascal}. + \begin{solos} + La pression restant constante lors de la première étape de changement d'état du gaz, c'est-à-dire \(p_0=p_1=\SI{100}{\kilo\pascal}\), la loi des gaz parfaits suffit pour obtenir la température initiale~: + \begin{align*} + T_0&=\frac{p_0\cdot V_0}{n\cdot R}\\ + &=\frac{100\cdot 10^3\cdot 16\cdot 10^{-3}}{2\cdot 8,31}=\SI{96,27}{\kelvin} + \end{align*} + On peut évidemment faire de même pour déterminer la température à l'état suivant~: + \begin{align*} + T_1&=\frac{p_1\cdot V_1}{n\cdot R}\\ + &=\frac{100\cdot 10^3\cdot 32\cdot 10^{-3}}{2\cdot 8,31}=\SI{192,54}{\kelvin} + \end{align*} + Seul le volume doublant, la température double donc. Cela est vérifié par~: + \[\frac{V_0}{T_0}=\frac{V_1}{T_1}\;\Rightarrow\;T_1=T_0\cdot \frac{V_1}{V_0}=2\cdot T_0\] + Enfin, on peut faire de même pour calculer la pression à la fin~: + \begin{align*} + p_2&=n\cdot R\cdot \frac{T_2}{V_2}\\ + &=2\cdot 8,31\cdot \frac{450}{32\cdot 10^{-3}}=\SI{233,7}{\kilo\pascal} + \end{align*} + ou, comme le volume est constant~: + \begin{align*} + \frac{p_1}{T_1}&=\frac{p_2}{T_2}\;\Rightarrow\;p_2=p_1\cdot \frac{T_2}{T_1}\\ + &=100\cdot 10^3\cdot \frac{450}{192,54}=\SI{233,7}{\kilo\pascal} + \end{align*} + \end{solos} +\end{exos} + +\begin{exos} + On chauffe un gaz à volume constant, sous une pression de \SI{100}{\kilo\pascal} et une température de \SI{20}{\celsius} initiales. On le dilate ensuite à température constante lui permettant de revenir à l'état initial à pression constante. Son volume a alors doublé. Quelle température a-t-il alors ? Peut-on déterminer les volumes initiaux et finaux ? Réponse~: \SI{586,3}{\kelvin} et non. + \begin{solos} + Pour chacune des transformations, on peut écrire~: + \begin{description} + \item[Transformation à volume constant] + \[\frac{p_0}{T_0}=\frac{p_1}{T_1}\;\Rightarrow\;\frac{100\cdot 10^3}{293,15}=\frac{p_1}{T_1}\] + \item[Transformation à température constante] + \[p_1\cdot V_1=p_2\cdot V_2\;\Rightarrow\;p_1\cdot V_1=100\cdot 10^3\cdot 2\cdot V_1\] + \item[Transformation à pression constante] + \[\frac{V_2}{T_2}=\frac{V_0}{T_0}\;\Rightarrow\;\frac{2\cdot V_1}{T_2}=\frac{V_1}{T_0}\] + \end{description} + De l'équation pour la transformation isotherme, on tire~: + \[p_1=2\cdot 100\cdot 10^3=\SI{200}{\kilo\pascal}\] + Avec l'équation de la transformation à volume constant, on a~: + \[T_1=200\cdot 10^3\cdot \frac{293,15}{100\cdot 10^3}=\SI{586,3}{\kelvin}\] + Ainsi, on a finalement \(T_1=T_2=\SI{586,3}{\kelvin}\). + + \smallskip + L'équation pour la transformation à pression constante et correcte puisqu'elle dit~: + \[\frac{2\cdot V_1}{T_2}=\frac{V_1}{T_0}\;\Rightarrow\;\frac{2\cdot V_1}{586,3}=\frac{V_1}{293,15}\] + mais ne permet de calculer aucun des volumes initial et final. + \end{solos} +\end{exos} %\begin{exos} % Un énoncé de test. diff --git a/Annexe-Exercices/Annexe-Exercices.tex.bak b/Annexe-Exercices/Annexe-Exercices.tex.bak index 8886afa..ed5f4a2 100644 --- a/Annexe-Exercices/Annexe-Exercices.tex.bak +++ b/Annexe-Exercices/Annexe-Exercices.tex.bak @@ -2545,13 +2545,15 @@ Les valeurs des c\oe fficients de dilatation thermique sont celles du tableau \r \end{exos} \begin{exos} - Une boite cubique de \SI{20}{\centi\metre} d'arête et remplie d'azote à \SI{0}{\celsius} sous une pression d'un bar. On la chauffe à \SI{20}{\celsius}. Quelle force s'exerce sur chaque parois ? Réponse~: + Une boite cubique de \SI{20}{\centi\metre} d'arête et remplie d'azote à \SI{0}{\celsius} sous une pression d'un bar. On la chauffe à \SI{20}{\celsius}. Quelle force s'exerce sur chaque paroi ? Réponse~: \SI{4293}{\newton}. \begin{solos} Le volume de la boite est \(V=0,2^3=\SI{0,008}{\metre\cubed}\). Il ne change pas, pas plus que la quantité d'azote qu'il contient. Ainsi, la loi des gaz parfaits peut s'écrire~: \begin{align*} \frac{p_1}{T_1}&=\frac{p_2}{T_2}\;\Rightarrow\;p_2=p_1\cdot \frac{T_2}{T_1}\\ - p_2&=10^5\cdot \frac{293,15}{273,15}=\SI{}{\pascal} + p_2&=10^5\cdot \frac{293,15}{273,15}=\SI{107,322}{\kilo\pascal} \end{align*} + La force sur chaque parois est donc de~: + \[F=p\cdot S=107 322\cdot 0,2^2=\SI{4293}{\newton}\] \end{solos} \end{exos} @@ -2709,12 +2711,63 @@ Les valeurs des c\oe fficients de dilatation thermique sont celles du tableau \r \end{solos} \end{exos} -%\begin{exos} -% Un énoncé de test. -% \begin{solos} -% Un autre corrigé de test. -% \end{solos} -%\end{exos} +\begin{exos} + Deux moles d'un gaz parfait dans un volume de \SI{16}{\litre} passent d'une température initiale \(T_0\) à une température finale de \SI{450}{\kelvin}. Cela se fait en deux étapes~: + \begin{enumerate} + \item on chauffe le gaz à une pression constante de \SI{100}{\kilo\pascal} jusqu'à un volume double du premier et + \item on le chauffe encore à volume constant jusqu'à la température finale. + \end{enumerate} + Trouvez la température initiale \(T_0\), la température intermédiaire \(T_1\) et la pression finale du gaz. Réponses~: \SI{96,27}{\kelvin}, \SI{192,54}{\kelvin} et \SI{233,7}{\kilo\pascal}. + \begin{solos} + La pression restant constante lors de la première étape de changement d'état du gaz, c'est-à-dire \(p_0=p_1=\SI{100}{\kilo\pascal}\), la loi des gaz parfaits suffit pour obtenir la température initiale~: + \begin{align*} + T_0&=\frac{p_0\cdot V_0}{n\cdot R}\\ + &=\frac{100\cdot 10^3\cdot 16\cdot 10^{-3}}{2\cdot 8,31}=\SI{96,27}{\kelvin} + \end{align*} + On peut évidemment faire de même pour déterminer la température à l'état suivant~: + \begin{align*} + T_1&=\frac{p_1\cdot V_1}{n\cdot R}\\ + &=\frac{100\cdot 10^3\cdot 32\cdot 10^{-3}}{2\cdot 8,31}=\SI{192,54}{\kelvin} + \end{align*} + Seul le volume doublant, la température double donc. Cela est vérifié par~: + \[\frac{V_0}{T_0}=\frac{V_1}{T_1}\;\Rightarrow\;T_1=T_0\cdot \frac{V_1}{V_0}=2\cdot T_0\] + Enfin, on peut faire de même pour calculer la pression à la fin~: + \begin{align*} + p_2&=n\cdot R\cdot \frac{T_2}{V_2}\\ + &=2\cdot 8,31\cdot \frac{450}{32\cdot 10^{-3}}=\SI{233,7}{\kilo\pascal} + \end{align*} + ou, comme le volume est constant~: + \begin{align*} + \frac{p_1}{T_1}&=\frac{p_2}{T_2}\;\Rightarrow\;p_2=p_1\cdot \frac{T_2}{T_1}\\ + &=100\cdot 10^3\cdot \frac{450}{192,54}=\SI{233,7}{\kilo\pascal} + \end{align*} + \end{solos} +\end{exos} + +\begin{exos} + On chauffe un gaz à volume constant, sous une pression de \SI{100}{\kilo\pascal} et une température de \SI{20}{\celsius} initiales. On le dilate ensuite à température constante lui permettant de revenir à l'état initial à pression constante. Son volume a alors doublé. Quelle température a-t-il alors ? Peut-on déterminer les volumes initiaux et finaux ? Réponse~: \SI{586,3}{\kelvin} et non. + \begin{solos} + Pour chacune des transformations, on peut écrire~: + \begin{description} + \item[Transformation à volume constant] + \[\frac{p_0}{T_0}=\frac{p_1}{T_1}\;\Rightarrow\;\frac{100\cdot 10^3}{293,15}=\frac{p_1}{T_1}\] + \item[Transformation à température constante] + \[p_1\cdot V_1=p_2\cdot V_2\;\Rightarrow\;p_1\cdot V_1=100\cdot 10^3\cdot 2\cdot V_1\] + \item[Transformation à pression constante] + \[\frac{V_2}{T_2}=\frac{V_0}{T_0}\;\Rightarrow\;\frac{2\cdot V_1}{T_2}=\frac{V_1}{T_0}\] + \end{description} + De l'équation pour la transformation isotherme, on tire~: + \[p_1=2\cdot 100\cdot 10^3=\SI{200}{\kilo\pascal}\] + Avec l'équation de la transformation à volume constant, on a~: + \[T_1=200\cdot 10^3\cdot \frac{293,15}{100\cdot 10^3}=\SI{586,3}{\kelvin}\] + Ainsi, on a finalement \(T_1=T_2=\SI{586,3}{\kelvin}\). + + \smallskip + L'équation pour la transformation à pression constante et correcte puisqu'elle dit~: + \[\frac{2\cdot V_1}{T_2}=\frac{V_1}{T_0}\;\Rightarrow\;\frac{2\cdot V_1}{586,3}=\frac{V_1}{293,15}\] + Mais ne permet de calculer aucun des volumes initial et final. + \end{solos} +\end{exos} %\begin{exos} % Un énoncé de test. diff --git a/CoursMecaniqueOS.pdf b/CoursMecaniqueOS.pdf index 8b5758f552a559506eeaf5645d259032ba427a7e..273ec6543367611985156884bdfda8d40d6a55d9 100644 GIT binary patch delta 49606 zcmWjJQ*b8C5(ePdwryJ*+uqo=tuMB1+qP}n*w}V*{&VrvR9|)V%~Z|2owgAVF&>xz zQI7`z z)`;Bp<{P0QICKLDQud`YZyQ0ol7}C%CrtvIidri&U?oykb zlGVnn_2-Pr%qhOh^tZxH;HF~+-ams@L zAyA#zh!~{vp~+?lGtA8j0rxf?W@P-i>+^Gm3k=y!`xifaZ!|BHxaDQbKI(-XT1h_I z;(vqNrhgwsmYxj^*Nz*s;JRX%;1=2Ar|^u*xMZ1eFZ_FDRY!+?;OO44OO6Rmb>yi-BMY1=|4wqhvc{WEKen@Le`|yVfev%qMa6p(i zgJwX&W{}04}ApZmPAL#$U{0H_waQ}h-55j*C|AX`&4Gjly?15~{4wf0CHnNaN zKthsal7anLBXx_EXXSJ0q<5H3apXg!gH4s43qaB0Zp^f-EF?bOy<*?>s8QR{Uu9pu zch@QFe7zqB(xp{h52pidU2(N_{9oJax;lj_vsbl!os)6nIRN-5DB+v#mnfC4OZ&Q? z_TLpDMrjz+m*2=dFy3T=5^F-jSUY58u8v>Oo^trFxU|nb{8*<2ajZ7|eKktVy1%}a zyd(!xUdN9?jZqC|zn4QwbQF?R*FOY)YT}aCU6;=Vj0h5@&0*YWua+8M-3oNOPzSFM z4$U&*%9|X}U4UOUKKek!;~M#k@7sH|^mw?>ID=&|T6py-8r9^_Uuy+lr+6k>RHF>Z z&Npx!wgH$&!nI$Y=lkasb9I5MXml?}%eXi*==vEWM_{*&ejs3}=Y^gs#9QA+@1LuY zqAJ8+U&{Z+ru>?d$os+h+5Vil>8Xmlz2@I4rubqM0mva{LHq_}bjVINB7(GHz6^-= zgj>9>h2^Ia8Q#n-zQVX&b-A5Jb>@HPAxJX}4Ega6ek%$hxBX(@p!oqKtOJrbbTnJ~ z5HZo=tp5FM1qJ@e;W$4;5x)B*3=qIDY_7_aRpcs7L4MJ@C9JLU5rC&gmu=$vG4Vx| z*8pKh2Y425V;1cS=raC`TY{j>4vystA((*qXw8h2ByRui=7`LQ{tfOl!EdO zybc}qZ2fl7VcS{!S*4iQ3-KXdIW&##Dgq<+hD!EC2sDTe!c4(!VRpSVxZVS$tsD_2 ze68DD#dMOQKQDY#aLmMFd=AB0TM#<0DLdTjambo6#k7<#9V zPpnQ7?sn`NChx1VlQ9@-A{75>Ih@j}NpnGGn?b6v&&&pnUka}0AhpV7 z_ylhV;GDH~{p_qf@BJ`SU(nfBlYku0TX&MBy=0d*jiX^&bpmNE=#-!HUg$N@02cJJ zfbgrq;iE1@kHTEy%vL5aX=O+>Lo~#p889nW$X3%#^;8Lv71Q$0m0jZ^trCEs^_9?d zH_XtSvXzmY$jynz!j#5E1cTL0vFZ}tIpoQu^DCz0u+@?0mGQWA#gdprj4x1$AU1B5 z2qdeZhg3C&h0>=_db|?K&rM3t0EpqD=tP%ROSITZJmeV@pV|F&G{GnVTV{<>MSmOm zjnc93SQTsJJmJ}oj95wU$rGc4R^5FE(jK_%XLf)F+e??A2N!2dBpi(>5Ui09kn0(FyV0)SB#!$0{M zI~9^cXWIS=d=jaV3}2Yw46GocC6nm221@yBZxBGb5F#2T?lDije%B7*tyCfX;|l{@ z3HoK!?&^`F3${{y*#sOmFeqA=%KhHEO#QbzM&WxT_f;4J>|=tXj{+O zFW$88zMl(~`a>h@rjE(39{02@9_YUO1&SYlG0_G>kn`I_qkf?M1}xC=5(v&P0q-%d zvOopj>S@{Y7dG{MP+=`<_CJ6m{kkwk!SWZ0hrpl=A7EFLX&fop2HBI6QqeudV&1wo zjy#hXakK5`Bl*P{2lhywfz<}q{DtwvKOkR3{B^p7t_PU#`De+qce# zu)=;tF)0O{!m{l=08Ue!VMnDihvbk(a03S>!^8r}^Ri!2G}1lGZ&ohqkz&4Pzuf!E zOA}Ez!lhAdg8YG-iRq$<5@w_9#~DOmIj^A8U9py~f0tdzp7Snpf@NqP6zztR?AVCM zi`O0vZZR?0?eqR51|7x&w;%N}mtusZ4jUX?q-c=cso|b=0nEmuJ|SPgPHhtOU2pqP z$0(Wg-B75CeIy-B;sj94o9CCNFygHGd%$6ovO~1k?rhpD;H43h$M(5k=IIwP?#{Ch z2PnI@13JJG{kS8A1{~f~fJ2&NrE+iQlQ8lx;aNZ++L)Jp@<`7u<>=&sDQTuQO9La~ z8l-ux1JOTL0hdr*_Sl#QoIxS&03PL+QzaV_Jn{!45d=2RXkE?yazPZ050BswCJI}}5U5^jRV z)Or-@MX5jOk^!*Z8xw$MH)^E=BON^WdL=2!NJ(&T!2HH3leZFdK84`3bs`GGx#H-~|W@m)|T+;~c+C+sK@~&z+{vqIFF5fx%^olX6zI$FZnua~3(OXNdx>qYH6h9Y z*rADZKoW>gIvOl^NnQ<9^@hWs%pMX=^(15p-gteQ-y)aDzSms|aJ@ICeKHvfh(Cp~ zJY=s`py1%T2op!(5EdQk+O_N6zX3$|RH*KOW|hw@Pik2$`f^DCT|Vf++Wy zFJP#dvR?%d;H6A%9BVYRr$TDa!w;JvC43%A-Dbzabsv!AN5c~W?TN*sV@o+e z8=Y|So4YilxjG^qT%aBku^e$E?r-j907k>@aJ2Z0W%#9<$F!&G46zt8J0!qm!Xspj zt_-T(85>6;BMnV=WyT}5w88xv4Io0#AF)9rG~UAIfg^6`c#DUhvI)<~tX|%ZL`d0) z>WBWF6qtK{c#67skYp`pEkIJkS=zZtCzu}nSnQv?ZA4ffG8{q zTrO~+4Ho*@FTN6G8|3DZ2=%PzF@HpjG5PD_u=M5S`i5aM_T%lWZj*}SPF`N30fl>G zh9G(^Cog%(@l*s4#646)oP;TY_T~<g>Xl&B zRtr&vNxtCr%I3GksqyZ?0lk5~>{?vAmS_8afT7u{U*lEIdz?c;;0K>7{@9Yv*G3t$ zCSSt^f$J1RohLd>r@4L%&ITs0Adv^s*n@A4pwO*-d@?c!NTr{|0f@8Zi@CJmPT&oX zTTv_0zDd4rQcEa*}7{92pIzk2Q@%E5s~v{?a@8TcxonyKUh zUputW{5FbPtOsYDU%g(y%D@Of2X2J35Hi0W;HQ<5WhJs@MDi^1ktdjuIP2^bnWsqA zEwnsDB^>DFSV7B40r15gGHJRYy!EHjJ~}0PVZ(w+91kUFd>NE>)$Y^{8jCR**hb^w z+WPepBOzH9=g5z)hAOt7h=@2}s=JtUAhl#-lZ%)Br1OeYGoL4nSyE-3EohHJs|U-B zug+VcU`4AAL`!k&F~B`Wvd~eAZ3d{&x}+5T>b!q}H~mAc0L&)W_eYXDOa~G?&QV92 z+gZk?uuoK(&?=R04INE9wHIam7S5dEfwG%Ud5MYS7ulUu%9KiSbLDBCSA&(hKKkIw zGp51h#Rrkp?y$5atuBL;iqv(aOOx{J1%g6#4X5)mtf!6arOtC9`lhi!iI5PiWz?af z^bqS)GJHJp0HUs8-lslPv~-8M*!PVkMjG|_l;iH@ML=?&lu8|L}Ev5lV`J9iPXKHU87|Kk@l!)Mvn_{ULBndHp17I`)#^xwANnptgCiJqziaoz%dyj3w#Q5OaS zgIH)3H>FtQ%0gSb$*r=dlVft?q#yPz_iTJRkHKBdwD8QmfTv0LH!?gB8_(2 z43`}P$rO4cGa1Q%y)kbUFUj~oNaqr;VMA(5R=Y=1V4t|*=3Zo_;AT5Y$>4MLR~ zy;|-bp_dI1C(77wx!GwCm7IS}PhOWhp!S0eGNEi(VQ1R@=$R+Peb)2FG0C1|D&(Um zfRb2N6gV8`k`|13Rg_+X&|64hd@5l_4r>>d^2E}Q z4V}Z)`mP8ZI9YkPn?kY)XkuwKylUzkz+z4&I2~B{!|c2H`~=qfYd`U9TT$Idzfwhp zIY@lk`iH8G5G+-OlL*KA@YvM6u(eNSYqLTt9%C%BT%ybzCDA`MCDhWJFygs-rH?8& zGsv&4nC^cLbTbz5@?kGr9qX?1{e(8!CalUT349L>Hk>wa^>L#QFd^|EC(9qD0BC#G z9hR&XYLUibCNEMd+7V~LqVqZoV>7GYt=uvc(vdQ*H578^EhswtantNKtMA8$oP?x$RI`RDVT8h&5Zl`{9$8UCI+20n`$H{0hk+xxQv z?G#?GxU&1Viv{D7Dmg;iyXrXfkI)sJMo}KA&J*PutifbtLF6XqqY?{zX%NK;g$+=& z8#4ZZKN3ELYl)-_jp*p;00WV9LZ?T~v&-na0uIu^%Tllm3uw}z4J|zlL54!^2$d3^&7=JR1iO+MYEBw@ z-hw#YNO?ynu_Mhj{vd_g`)tfCDzEvWXu}X+*<6P#!BvCvvaal*R}1xMCmOD5%k0jh zB%8%hC!s$IqMIi)iRzzN zCX997;FR%edg+F2!i z6uMDeW+fX2imba!C_MFS&LkOS3If!3F4|q>#ND3dc0hl$$AbKTrqxIf4Js#QJ;97&Iu_=@!l23HP)-;momsYFYde)t0$j!|)^ z72&hGY6>!#i#4#Kk!!rALxek2>49mOtbWkLuIpkqSF{m}OlGn~Gl zWv*Q=xxt#rb>X@ymeOvQUbkor9pIx0Q`%?5`|$ic29G^jkj`+@f*ZS5`4%Z%Yw$j~ zmEW2N2qxg^@6Sdf&5p0FTN2)^iol%=e8$YtWpb@4Z4)o@0I>lR4|jZUN> zmaY9M$1B5#xz>0C#cx?Ut)ApIr%@oM9*6#`El3xfX|ZHUp1kTsigM~rliie%J&VQZ zj+T7`e%piHX`76#wuLD=xuU*BX(NgrTF}A?h<;Yo##K!RznG~spbAxDZhMdLVbE5G zeZ)92yP6y;J{V=fWl)#=bP*8fvLQD_`xTF?nKtjLk}F$;bYZa1MRI3CiM0 z5*hQtOIwyx3m)eS6(5&$U(10RwfSJ;>JZh0>LR7Tgtnd?QI#Q7z{n*4yHxdEQ9&jL z7~uIb?j~BOvAsuAq!$|F7a(&Q70`V$^y`{8bTx=66mb+v7q-6Zom}&1Km@GfA7~^% z$GM)`uN2*!He$cHL5;DOEeKX@tJHnKxLUV{b-!95-RDOmJ)v zzpO~|fujc3K(F0xx@5l}V*tWfybV-L?RZ?SE_4kWwnWSF#VY{svt**p{F z78)7TjiRy|ju5rFuLl{9l+H_f|BEHoUp6mCZq@D1{fG-+>X-w7*r7}Y*{m4};od8g z4s(}ey15-YTYNf=qQ)L7ToQkKr-X^#*H`4tt6vT#4?HZcM4d`u9hq8K5GQj03pW5* zR?rk8YgpD*N47$T%r<6Zw>JX;AzAdCNucHjXBJB?&v@ADoGm{RM*Kge>TU@dHVjQH z3Efgh?i#L=b|iy46RMTt^QlAz2wlJg161iW0i7n$0M~vLzb)Rq0ui#HZsXT!S9b`? zE2#(JyIeHU^1F(!TAdEcga4YR3Ml4%mXkR&8_s#v(nU#7YCpVumqGFlp-s7^shvp! zoZ@KFt+E?j5j0I(^D-j+7mLvFtQ)GtkL7{OKSchq_9>J{k{KTr$T%*FPRO2dw`44T zRsED`#wj>j^(BDO_R$pmiQ={N%wFs)9H(Tf3O$qm5R5_Va&FUa&A10(2a!|m`=^~N zU>Ip3)E6|?1;tB3&%_tzG=`QN&t~iFDr;E<>Vm!QUoj|r#?~lv&0|>ICb4vu5Cj1r*-S}gFuz548rtSViVfYIg3i`2E1RCI0|geToRJMN)Yc-OlHb1) z+rgT*cV5uwv_x#|lPSyPvFa9hzE08jR>?)u`nWy+PAz{ur5y-kp{8}IVL^j&u(5E2 zjjLh(2m3!bZR2XVA6Wp+II=NE3jI?;D2!-7KO+Z~FSOpzvlj!1(Ts!7-(r1f@ZWl$-}~zTL}g~v7f>CmH-nOK_Y!Tc zuk^n6E44Er%a-4X>j3ykNBZXL5X<;$EmV&Ik`l6b6b=g9$=_`#rqflknp&o4R@LU^-Drppg` zD>dXSFE+r_@)2IToMUuwyg&ls--sI{nXkb9oSsD(NWV}6e{aWUmcCmVtE(zaNDK@p z&IBL!J*ZE`0U;}CtO{igkzA^#lNsHL#Of?;KYnSoh4t;(@z-<8nTKiDicv z2X`7WCUfF&$}PhSUbB=}*~5svqS*ZY zyB(lz$KY&b-a5WEz`G4otm*r$VT&)FoO7w|#F7T9&XK5_H?Sp+$;rH5L$Yki2Yjsb z4$=Ak#oa-OH;orQ#@j0j8w@`KEQ3YXc>zB#V9#K4J~;_8n*~dqn=Y^KN(NXG3OS=s z-!r@LNa^Uv#uHCL>)Jz8DlW~5wEy4Pw>=A(*qPIA0kRu))~rc7@i;E zw-nb}iM=4JBW;3Mq%UaXp2-|xMWCzHhL!H`nnipy$1sGSwx9fKe$ z4`^sDE8ldrWZ`&DCvQ!eM*p*HG{N0KaDCTpg4P5+5+Z+L!o@%g`=3^gzYKRvUffZbff8Bj5I<%a<1fJlUPZzfR?N)5Ky zKeTi1roN-S_a->umt$Lx&iP|gdRv?fpGQ=xy51Me6b5#yj|bIHJq;mm22}t~yX@gO zK@>h`ad&M9{8C+>$vFT7rpR`Q?cSVob0RuV#>cw^`)29yjKv6uQ@R1=g|ULqWGXt> zr0*pQkm~^Ov=ItNU@*8(N!ME>Z40n|gnu1T>cz{HQP(8LTciP62SoC8t0e||EZ$38B1bsCN{Ix7lmMGKS;Va`JlN66J6nwf%!NbzT66j>R|mk%Jq(~z6S>R4iF zbnW$s6*G6@8T_ZEtu=S*YUb*}BbJ#gH8RE;5|u8(s(N+U^}%z^Q)ntinnQk6NllwU z%U0y1y(Rf?l>x@)3htJTZ6#zCQ0o9$BgJND?Kc=H*vsE>DM>USYh2WW>%X#SvgwTu zoQsD#e-m`knZcwb-`D|H(pPVBe@@!c7uVStx=Wwb({ifT$77aNm78!bem?2bQU6ft z5|MA&TBG)3g6)jI;!$X}5?93vD)*39(leH9#^jLDsSAqxsJC-NsvLs->eTD+|m29xS zA^L=70+QOADs5Fj(y7>yb)25qPu}Ox$#<=>!{}wpuej0;2MebJx|ZROWs81+00kj? z3m48riHZcUUDEmc!}WPDB7Q@jQ_YL$>3-)1M}h*Lix_n;Hg5oq0(mrogKBHq zcU#{XuwAqHtKE!_=N&LkObImMgHcd{_b$|+VFdE(0&>OP>Xg91&xgNF4CgU`=@r71 zUtW@%b{u}Fvl|p$PR_+BkFMjhiDA%^#lnMms0jl|JQ>;6^S$v(_hNBHpDN@m`ln#$ zSw3mKScl)JiD;{+Up7~i;P(BsBh#Eq6rr{%B>+;@e;caGEp>N&0?WTi-37ufO z!qy5PW=ze7LNTOBRu9J(P=@6}882gEKxa>$#0&|KR;<)(MluYjl&KC=!K~1;8O@x; ztclBoS(7V%7=fPHt(SEqm&bY6)$zDBODx2r4+|A@7_nE2f>758Mp=n5+L0G`uW3DL+^x)U`wz6`cnIHoI+)hLl-r7?eJ^$FuaA}t{u}igazkyb6 zXKVXuUfVrWS#nm-0qGV^Ue}hqM*1 zxl0lIbAuyY~R{G-?|na8iz%Rve-fmnB)i2vqQH?84o-pWvPuJHi{ss zk~QpZUXR>MI_9P#6a4z(mN8&DGmCJb4$`{yRyK4(=XE1QgU6$xI~d6io>RDs(@OO% z6vcn^w1?YOm9hNmk5=@OEPuNz-zNZHij7tkn@H4Qw|3sDw`AF)YS5S3N&w=ViN7ja z0SeFjMphGWGo;Frd=!v<)J*^sZ7vD8RPav53-#1Shn5xTKx!PiqbP4hD+~+aQS{06 z2y7?(3TAr;1~ucP(&!NhijJwC9*Jj~JvJ3UWj#c=x{+$i6U}xUsG)os*cYI6w;SXJ z3awjV%Ws2OV@|sj2^VKE`OIo<$v1>Oz6ueXi~d>Wa462<;X`hNG=cg6D0g>qN5$yud3aM!JPKiwOV1NTnE@I0~q0zKW5t zsV6siLgdmbPRYtDWm{1_R0r^_(V-ajrMt#po3hJTQmaxwlc_in|M}BCjyHiuUlJ98 zeZwv{xS36*$YI~tlwx2Sxh=|Ceh?{jyqTFYhMknNtlINvpo!g|hn^BcZ;6y0!Lls2 zk$g}m^9#>AIf=UDE0rC%#!=06B~5`AjEy9Wx_LD@z(Jbv#v;Y*$ z`-P)z9yfbu2p3I$n**c^I(`+R1JUnWnS_#Jv|Y8m`*An-bX zc;?ZKC_pY(3ZCjjPr}*?)bc?su{jKte`q`mZr){&Q3C?N|0LF=9Gzh84W@Ek&p4h=aIqkS-Q~{8=cHp#^jy4#$~j*pGE3H9&34 zT|z*jh?TmS+D8o+D)%*v8mFQ#)>7x+Ej??7@H&%v@8lo{|D7?|W+SgNM%PJuJYTIu zfoMK4T9U7q8w)P)jJ4(#R0QEZX_db`Gv;uTnrzHK zVyMGp0TvCaZ3FmLsP24n@mG(L|9$UNEvC;EIk=Ml!)KzOgOJ}pfpSpf)~YSHgeT(Y zerZyV&{S+g#lK*u+=pA}Aq{IfbG9n0zNxycG;wCq3Y0+v71xrSgC;ah8+@qI(~3DR z@fAzliuL!*oC^vH@|28;8NoIDdOCXjS(=DHAOWkkISUZM`Tatl7V~ddG7DRR)D~K; z#osZ)Q&3U<$iRrvc~wndIaT8aey+iwTovr7F94lmH2f#Fyfpl&JfIGIlZ0ScIb`8^ zF(ASkCNefU-(dLZrl^oAx2U|8t+s{cj3@!Ek^tR2vcZpAmy-dG!M(@Io~82mCZieg zU3#bMsTzE#o~_LC`+Xpx%n@}B$8(@njqS$X z;)@s&0d;WBiSJgasJDgxJ^Nk#Yem6C*RZz*{K?kN zsfhZ)i1;Q*m5Mwfp82L&=@5pKgYLLFry#WM1NZ?grrOd^l0srx&IwC=ITX?ZvG6|g z64vZm^XcN3a&`$@_%y~;tdO>GYEO$U>Wv_rAJ=*18P5*#)qmhWS{T~Pd=k&ZYk>O{ zeCMarvZJ}AhX&zXc{Y;V$5nD0#tv)Oo>US=nLzo=EXQ3hmG4F;U`shYr63eb!z_|( z4c_7=lJ=bbo3ND=%-&le{>QdpdgPa@sOAdEPE-Gfxvn7{9LCsD`&HyL=89XM4 z0Sx)kfEa1}_R9jwcDNPH>{N;_IzN7#$OL<}Qs-(r?sG2T5D)Rdh2@anTB6Prt78xd zHR^|kdEX9_-iliI@_hIVVGQYn$(~zW50qZKwuA>}1n0l~nt87ICjGogNrp(WYC<+Y ziBHYE&Hafyyx7(N%F~hJbpQ)!rv&KmxL>eam$-mgwPwgY*35Z93VU&sX@pTVcHSMN zl*1EF{1LaQ6GQ4BepRg@r^cG3ErNj*@3*5NCm;MN>QK@AhXSnUPHOx!0u6R1vpCqP z81zOJI?jYBiRfb^VPn$NExp5aC_~3JBlNL|N9jL=;IT3nhS6ONu>e*A1zxpHgoiow zv4r^WeXhpUXQc%hDP#wJGiClRiL{M#1yOr*f|X9HRA?vj$03Bj~qdf*fh4)Td`e6jXPlP2yRIg zm$}w~w84~w9(=hz_4rD&iw;SLN-a|%mfE!LvQr>6axR-se1Irta|$iiu+Z}lRCqTO zy!{T;p6CQe71&hXze(TvZA42B0nFV3Tb-L?&rl#RtIPc%2pjw)8^dbu``WJWT~Pt* z5PT95#uB%j;iMV_k7`eP#31F*KRT6NMK3(l>Qx^NHpz7$2HMx#x_U)FCw1f*N;NGO zrlmWr{(sPb`T>&4by$1f!`ZI?$o;R8FW(|efT|iH0>aKhmw$L-Mtrz}53t;*dyS(x zuated)P%(L=889tqI#YvoFcG!?-NdXyEJJZytUgGO(rI`#%Y+)cfHNZw5_&`!l4L? zvyLk|!JE)arN-W(_*F#LX*&-a{C%HwNgc`%v6T{bqX1q`5H{D}?C{2ocHWkz{o2J? zvl}0l!jnb7aAjO94ZzGA2?!;NAisKu%o?)Iw~DzBvNuQzJ0_ZaC%OTcs#r7dX)8 zm)S3Y9srQ*`}Qv!zX{EC9whP8a~UmrNyF9jwS0ks6VCLej>fQTEp6rCA~u0o2+=5bj_x+a9qgr1!~i}-p;ro>1e*y*sY3R4R@NmC7y@rx z)|#vQkqy?JUUw^$CCD+InU~OXKT*>%G!;9L6u{uc?ECiqOFqAdI7$3gMQ9P2GIZ#x zo<0$Js@2oKd#VQ$%|}Eel}(RnKj~@Pnljz~gh6o`pHXg#F~X2u;xSIWE)aNA-px{; zJb)oE&I!XwbYt08u8+aCyKn}qY4T}&0i=5uDoPxsjT@gFtJE6TjnM=D;QgBb5Lk3Y z#u0-bP)tmTfnau_Is)JL9!4mm29wXMvet<4 zkJVXK@yAx94li>%3~QU*w$7(`uc@1Y$zb?LcPQRz1!N(o|#x-%Sxm z1)gxpW$^C7I?r&w0q#8>^fPH-A~iVo0YX=xEn466(p|DS$Qa_fTTfUa7!!&xWm$wH zYT_n}Gc~Qdbu~5AD10 zH#5qof6jVgX}Bn`Lk(4%C=8FGQSA7vaqK!W3NUO#G#+D~-TF(OOA7}?1xOt`0vFF( zM)zmCeoTQi-x1!D<(6mkK}IYXbvYR6alh&sOVT}Mqg9nY9u*&`9XV0gfdXS!j8L<=)`8p!|r?HJ;~)_*TNgehe477rGLi#x3i7EcUttt-`p_g`*OcgwgQ*3mGw%4VhiZ(pd`0=Jba0j*n9 zl3x%=loZS#B;<5|?pf&zbGEwjMyt~+E8~W9PMImto@q%}rdHp~^ly(qd@2Fd59Uv= zhqna6-fmA{(an~~+vDN&L6f<=LND@zfp%3oN|Y z>Fdy=kp6Tvyp%6d4c02c^6j2X+qnAp?plg^(`q(TpU{#vnym00{YO3oT+w>~`-nUzD#HY*a_3#PAJEBiQ;Frg+%o;mj|3RSkjn^>3B z>hbH7CtM%ks2_)W5aukUXi27&~$%@E@7dwIH*4k0mAs_7#$}t}9ZbL$FhD(b4ltLH_Q%rV*c&Q_zYFD< ziz{rwquS^OJ&_q~Pn^k%Wm1K~Yni!?gA0{8$hq||rT=^IUpV%N(J_*YG0Hh4sKE~e zUHng)z3yJU2K#o;2NFwtB^WFzlp zyUS(|Lj|9N1(|$Ck^H%3f~%~!-fe))7T{d$0bx-n4^-C*_&C)!oG&6tY!nTr8b^v^ z5iLQY;+>>|0C9&Wo}^roLUvh(aa6=9Uw}o%fsj8R2P6w#ggdH$klals=lTpe9hqo3 zGWC;?g?N80&BCZc%N5WU*99s)iDnhCjz=(@$zsf7qv4%*@#P3%wrfe4+osT;$vW|< zh{Fs5CuquF?hy!4?*rFI|2-kkmeSyc6HAtC&_KQ>#yG;u+*gtA5<Lgg(`2A< zDWK~&ZH-b2jO~Zlm$gh($uwi}Da7G%9L)ws|H2i3>7UJ~FVwK1ef@)mss>_p z?K}ExSh&4cx>MYjI7-hw5*(-k=DO#jmb;fK#yDofpXll>5h$1<3#7gKA#%v3N`<5D zo*@GPO2=JNcD?SO>&2zENsq7Z#H}yc_jDA8sj+$mLSTIg@1u+p-~4hHXjRW`hD%q( z2S`4AD&$kfBP0Cql2f$~7o(!hBS0qRejna!?0r)dDB@|J1zXr)JDAXB<;ml+!ziP6 z3pBzlOTqlblsPPJD77^1MX|Mhc`M7kT+W=O0cE^A(JwNK%Qz_{JU9&gF~k`OhU1TI z2R@5qxT$jhU-_|OD=sGAya)n{kEFTT1)L;tsD?=>Z2aNFw|%lJu&0c=OOOss-1#D| zd{URNG60$u2QSw~y_1?Y9x`YHxPi^>N}t^TVxwCzNF&r2Y`XpP1GV3B?ClMbnUFx{ zPfROKq(R_2X5=D-*DcSBsij=$RxWL2BaA@!a7R(4Y0TqE`HUqTF%rbtvksy`0GC$- zQIf~E(toJI6s}CjB+V29E*I;c%vY2nTwLk+z=R!6+>yhf=P;0TV0Y`?}~3(@u= zh_G4MrXLB-s+-D@!2jvIOeXBJ0ig7j;vx3I@>!u3i0OLqN>Y$o5G~=}vVxWkMxrGw zv%C{J*CyfKldJ3ViD0v#MytD97^<&ag_BZQ2-5v`GA*i>$zB%}iDdPMeM3XJoe2L$ zk{qr!zOS)hQ8ClYLd!x7>?^tZmCFEnVki1=&}6$IahPkhrhC!Fr%Uet`?WX1E0mke z>buT*h;bT1f&Hc6$OPiF&p^klka${ErN*zZOi5k^K`nIUri|7D8#p|2CdLXdlz{H_ zQ`EqnubC=@H5rnz-30BnpXblnhc0`&Ng$Kp0}o_k>#7UagkL{RymSagkqM*&{}6$u zk4Fyssn8%av4x7ET4x=^1F#J)gH6+Ch^=`Px+$$CHNZoy9(Bc^@Dr>14iYh0gRTcR zV1oW;2mM2|FazSy%6PLc?)rfFN21uvMN3}Y3ouAMc zMBh#_ft1?kY~pC(OROTCT4g>pN;PfO4bBai7|FP{6i&;q1+Ue*60#T>_^u&!xlNQv zd`8W<4qk1_u)X$K!*c19)rKMKCR%(Ch~HveRWo{52BwzVa6!e4lk#~$ZiPSRf`eK z(r*wffJY|W0&CM0?Xf`LekLC8y<28d>^M>*-#;zN|8lp{g^ z)B+J8DCQ#VYe0z1q8hXF<{;AzhZ%v@&?CTX4UU_YAW$BHIE3I>btAc#4yNEr{zZXtNT9h%q9BMk`@JDRfc6lKEQ;08=Af9X0@;vZy~BNs z23r#&WoPs40YE{#N$aNzB;65oe#pm{{MgXVFiNpz9b_!fLK&+;$<5Xk6f#n;5k&6R zG{ehB>2IcZi-M%Wtr#`Zf;~G%2u^IwG<~!p3=|uNRmX)jGp#YN#8l3PgjS#0eJTmhL-A}*hy|=r7EE13uJqPpbEM1Peog>ZBPaeKrIxKW#H6I1!K* zLSCMQ^lhRW39T7X2$G0=3e*0t=1vF?r1d1t-i|}q{!>6Iv+I(Z5uIGZ1|-d(^I{IH zg6#w_fb2$h{uq=Ocr|S)V%Hp#|*9eGSZ0am&e1N{NzU`w5n-ZhOe~8 zM7w-)SKvVGf3_A)GwW^(?hu zm^9@q=?3Fn1T*A?%9IuhIWt&ji&FopMe)<{H%|z=QMba50=z@Y-LG%iAO2waE!y+w zMT;lTjHGk5mm!I}R(U}52yZw9c;c?yZYGFhOhhz3nj~=5^pP4-2>GdB2sewFb9TQ3 z;8dqliDXZ=a$!FDJaxi1-458~R5q^_TK9tV=slY~pWsb@IyS~uI5UT&QtnZu*3Svj z&)};{Qw(~{Fu-Lnmz6AUiK(SnFiW(d691ynrVZyG$UsIo9T?%TMjz1_T^nhXl;`kr zjqG0)={+@EkJzIip!A^N7g~w)NCoo^0Az>`DzNU_A8}2z0@N<1$-#Y?v_+BCF&WP^ z#g5XMcZvMAMU!I7om@HI-|?=Y$Wdd;r~a4R@lgef%c_~+u1JxWlVZHA#Y0GZ4t zA3`T4@$QC;d65gDYQy_;jO6Q#@&5`t6Q~=j?txd53`I(#B8AM)o$r+)p~w)WOd*5} z5t3xMCCXUJTvUW2giPT>p)w|l3aQV>_ccf*rIP-?eeQeT_u2btt$)i|tF=9QIQ#6g z&mPXXcK=mk?v=m%I%f99^ydHVJGuSCZvq4R-fQKmjy^uST7_4eS8sd4(QWlh6uIodwogg&K|x0d+)L}?{z;u zcia9`U000k_Vo3Q9_d$mz$<;fO|L$@a?_Wc?^+bDbI2=JE&rMk^XFW7W>MMVvp-(2 z@=%pm_W$prhdVYOJH5)VCvN=wqOPgJYu7~|t#Y#bC-=9?e|gJSFMqM^($x(&4ytr{ z%l^aDiB+px)m#3~yW?M~_*VCa*S2dv_-LPf(+?*R^v0@An>f=z_(gtABZX z%cjVoKOgJyMg1a!PluY0xckta=f>~M-{`kN-M{QweAcwy7p)!qN9>itCtp2vsMw11 zUH81V_RdbB?Mp7a_~kRj*FSJxV$3r~9;?@Hisxm+Tu4xEcoe> z|GrRV@{T^I56^$~KLsAV`dHI%8=gD8&zqmGefh@E=eIn*<@_P_mv#C3>^I%lMca02 zvS($>vOTv|oLOgY>r>xWY<1@P>&~{Q`*O+B<%)D!_Qbr>jk?8779W%Trr2i}OjJ=FVTYRs6Z=gVACmc5K~MdPJwi?K__Stj+TMQ@8$paq&Lucb6aB zrP=7&yQ?j1*!=auf1O=0?9cg!e;zP;{ra(G_nlgJ*{-Ksb-QiFiWOrPx9C%}?7eUN zRWWFZZG`!#?9|lDtBZ0y4{m{HQIWr_Wdnu483vm zj&p0=|4W^Y7a#cHuXp033t8q;XY?tT(xugq@7n^GJV^|Q{yje{bK5l z%fGn1)D_K(JUI2fzpnf8{9*(9)E_zh?#EY>`)z-IX{RC`i&k3sTG3WB@^`qda)(*P z`hC4)|L5NtMwmrQ>@;hR0jXBG_C-1|n6SnU(DZkhL7|92mH z_E^s9S)xX~xA6D5o>4njkdULmJ zE;8?{$6tQ9>;*r4^~5F9UO0U!=GCt_Z03{(m6&29TGn%reY`nk8djA(st$wni#f71TW_P1Zr`oba8w|=*y*ZT`5CmMbq z*}tXzkQ&>Ez23OR@6T^|?}yFxDl{s$t4Z0#gU3%vzH-wC@3rla-rZ-~-<8f(ANYIC zQT>W{sQpQN`_f6h`nDLm_0HdSzdN$unxD=VT=-$lW?uOl4wS!l%*PKm8C&$??$hf` z===QX@Ue8w3D=f6Z~wvW@gW~}4%Wsw85b~V{trdWL5 z^({YqvP!Q%&K)_s-;}=xO`krY{dW`ZdaX_0LBk%p{+|6u%A_A@_tb(O&s;h4;>!l_ zDL>}?XGV_P`|FBb|L%EU|MRi;)_mE&;i9$m8(e)~#V?j@YuxeW0?(b?KehW`Yj*eC z(R}l^|Be`ZbEhrOJbdB)Ry8gzwD(Y{+ut5han-@2@s(GU8{1*to<|D*(ym9_XKsIM z*HwF`O|3AZ#6!On>Ue0+oM)eTu~@v=z~A@m>y*BJ&gQ53zdo*U*&}mri=X;!{gV}H zZ2Nh$H>AR^$+IJq1;!OmRH^gpt|ymHX+Nsq-yI%%CV&1_B|D#Ky>`|Y>q_>zrvK6_ zhb(^hmTOPX=zGfxFEzgZ<^s!CY%Ek`WxWTA|2b`U%^QYod1TS0cg<}$xL(r+U+A@_3y)20piJ-!pH#S8{3RnMca@ zJMdk_cix}7|EbM;H+~xKcy!^i2A@?swJcTT^>wk%j~<^==g$`L@U9iDW_*9!$)6s$ zT4^7n_G+e{cYPIA`1&wRb!+_sP-sjNg9IxFy%Ly!3*6H|(gF`g(Qx$<}MyG&|gL$?mS- zcYJnN<0VyE-?VzmUE`OO=<(=vj}@uVd*p%!Cw_0!cEzh3!^>y9wEgB^JAYbn(4CF{ zw`a`!HR}$y-||Up+lvcY*Qj>?h-%FyHG1y%gDVy`e0o!vxf|*Yn^~a2=58YkH0$x* ztz}M}`|8?}lj}7qcC7xzrGGf`S+_=e+9aACXq}#N?G+z1@w&Yf`RLzQbt`yc-s`t^ zIl5%^$gz|1m%r}ziZgqx`r++VDX&|V&2x&6@3Za7wi9b#b*$!{1NwiqU}CjuRm#2f zd#}YK#y)<2blo?*ZeIN3jdwqp7&mHcyI()8{K>DHSQ3t#-a z=FhvAwA`_%b>&e5Zs{`SgYWj8>G|JFx)oS>cv{1uqwbiprc#OF-3M;@-?7G1i+s1b zWrdYLuWI=66_wNXg$~!Md|sjN7tUzrP5HR$l0z3=lYiGk<*tAF$DuohZ^?H$5iMN4 z;_3}+-s<=E$DL0d96Pn=Z*7OK@6r3M4vnWT?b&5TmyMMUel>o{OHW_8xn1>wmlSL_ zD!lZIe$569o!n#l?AOj)v18hY-4czF1|q2-T^TKj&_svj&au)0azwin#iruD!+ z>Erv#j4fPr$ZZc)d-I(ZuZ}%Crp2c%KN|XMyH_K#y7z5gHcVB3A`HiLSefONdAMX6^Tlrc~TT<-U=sCrs74AM0uln8DRHer% zUoi6UA79jK*!_<#Z!}rHV?c?0m8MK>xNq>!Q-@f&h zx0f`X)bOiU-mJRlll0jud$u1sx!lQtcWkb>bI!uppvRhBb9K+iMI};yt{wQrk%kxE z(sW0;sgWB;E-W~-%-$srUfy`&xwDTQU0ZVbxb6Sh`atQe)84-0K<^#ZhQ2oG+pk+! z$X`Bu+uEk}@16P5=qtYJbGrJXs}_%K`Ja!zJA3!f{r9AY-1_q2Q{&f<9#LrIj&kWY zPn2rideRr~U;WJ+bw_tPI(h4T!!OBKeoBX?z0TQIsrifso!>3ey#4-TrFwoltzgsN z_Kdx$>Sq%#e{kBEAAV}|e(^HH?wYW-dDq?LiqG41lP0kaQ&61FFze!(%`e9y65Slh;oick<|YMaPE!`j2euZ zj9QG^j9VCW7`HO&GU_qvGj3zt&S=1B$hd>ih|!qQgwd37C!-moIpZ$I-HaBDdl>gJ zS~6NOS~J=(+A{8Av}3eqbYR@i=*Z~A=*)P4(S^~K(T(vSqdTJqqbH*m;~_?GMjyt* zjJ}M1jQ)&A7y}rOG6pgpV+>+E&KS%X!WhaJ#z-@sU_8kf&UlJ3f-#cuG~*e@D8^{U z7{*w}IL3I!vyA5$6By4kUSLdQOkzxCOkqrAOk+%EyvTToF@rIa@iOBT#;c53jM!B;ZP_R3Prt2UbwvH zm9J2!T9ZBx)a&?2mz(NU4}0OTm&$%Ib<3Jf@j9tcJRC1AM7`3zOBeFIP&gS0$HHMh z%nPOXy`fadz@pJqJTbM#+D+xt5%X86P$H~gp>RAJ^O6RZ48pGqjH9t|Lh+D^AYU@=CkTv1Os4!WW)hCZ zLy91}IUXPwjioeW zp*QvG4>nzzj)wxPfH{Tjs)iGBFGwP!?Oo;=XJ=TE5^Ny@L$x7MxTrU8hetxmz-q;# zfsFxjMC-!yB9T-=!(@(OW7{HN+;7I2CrI`r9MA9w-xN-fR=SA@% zL3-&(RIip0OliM_ia-t$3`e{m!KkP9iY!UOGy4L1VN@ea!u)g84=|eiCxSs=g;&$I z;Bbw30!xO>(uoG6$`s)*5=H_l1UaQOgFj?rXjKbAHn}n`p=Ufh69qS}zZ3tONdJRX z$5H_!Ojy_AkONj7i{W>bFd|?)qO~OgCUZ2H&Qm|fpz&2O;Sde3aXhJKA_P;$=?ZQt zWQ~yB9#;aUahxG|sQn2H1;&)rz@qV_CdgUD;iI>md>0MblRt^^ds?fanM5e9q!C+4 zh9Y{6JrAjq_Hc|Rg94&yZRs4q@o+?+dHB*~B$AB~a>5Iwjzr=yqlE^6?a!Vylu%=wc&0bxwQ=$9H*vrF_=^umZ2F-s!qPsTK3CyddmCy`U05vDWYg%C9B z1i=(rPYL6Y1HPY#$f^~3G5sCOBoys(reipN1$48E>b3I-t#Q_RI|(@(FCbttWxn%5 zUNjKAKo5eYUHp-C!NMeFj!%iUZA>bRBXOe{VPYLu$V-xPDGi2Gk|yL$B<-TRR4h&o zr9Xr*=|d1^`~uqn*QNKi2#6C*2G6^Y;2$XW}+BxzqkoDhuYpalDf;+EA! zBwmPyRE$Y_$A>lt^Vge5m z^X*UBp0XsIvwkK3(L!7?0hS0w1N6etr1pBA@W{pxx$&O^n)*fpzvr2_UxYDroeX1r zQVJ{{*Qp(vi4YVjA3*$<;B+!uOc)b$sTm7n8|64AnjnmmVL~j0EA*`M5qhae+Nu@g zq*ZG&71trT%!C|7eaA$iA)+onV`mE}Tf-=>5o%{(+47P|7&UPK5{5i;Dl)rNBBW=B zfyD7EekQDOn5aaqUh}ZqASs|G`)?bHg}604oLAVo*>l> z(4*9=<3AyY4^baFWD|aK;DkL>WFypw+7b;~2%$wqPc)PAX~xBWDNLArMSUp35S1vH zW30U%v%`GNRup<<5(*c3l+EleNu=oqs5A+JxPE=idP2~~bwV&~3sr(^0~P!BWH;gTIg{u+KF(;`nR^|Uy$v#qZ&iLsF1M)0%5CuU?w9< zNtj|_G7*AuMGwAl;%~FXDEg8-sSkyq&t*EVCj?`rbjvIv98U_DJeVZVE=fWM*L>OZg0d1Hr^oT$VJ#e+LqW?&OW}jv(1gVoNWCyeRn63$M^&O03 zBz+3zcv!bgH7n_*H8S0rsAocG2h+)gY+3qSmI(xP(SgZfH9mLix}Y4#xjlv4`X9PC z)+(nT=clp-U~#Ii3Py-XW@5rM5s)r`(E`GlTp;a5NhbaiAt0(LXR4%iT?!IN-b{2s8tBYjq?$LR45e_axAuqwj-7|g*VIjE+_sIf(cXe z5rQeZXXPu~a-{IZA}hv1?;j$cIMoF8ok#tH+O&2w9@Qr(st*bOyrc=uU_xB22#U>E z{{f70g|U8zi>ns@mzxZvD5}PcuSN^RqKXM?jDSHH{@Vx*yg@4rcmG}qWe*fV92Hf zAk#4R3j>oBg$8vVIeHu_>N^pTi!lo3aMOVui3RK6$q}@jc_Bze(-OovD`Ds~@JF9f zjvm*I9Iii5q84o=6l7hWb_8kk`56nr5b>fP<}`?9Dwqh9)aM)PPbGsAhyTM2!Ki{c zf*7p-y9}p7|~tD2WPV+R|ml+<>tHf~+fVFp=VjS~~FydC^$z4kPZ;_96GMD4uB*3bMU2 z;$Y?ig}^xT0*vjQE53_J%hInI!KKQe3uOW%K33}_Fp6;jSQtld333lk?FhjoPEs0l zjPvrCOrYd|rbi_(vLLmd4n~$?8B@0ie8-vu7~_157Pu%xM5VTlGp>Z*V$K$9>Bp_R zW{fS6!)t?c^lY(QY)h`y$@!CY!5L(80^$IqC8A~w1~XRc?gUKc#-EwnZ4Ni!KL`-= zavK*YiG&nt)EYw&Z=u5m1eBtT{tg(~msY={XA&);hp+Ze1bXQhS*rZ3Pz2NGhLZ1bCk;hviZcIa{LYdM|nm$PPeKl8_5ZB zfFOaPPU=KJ?u_ciLO?dN59SOyPKnPJ`KT3#b?od2(!%o3E(6m?4=}3K+TF-RLSZc+ zT1X|+6b}6av2_jsT~`x=#8X;@LXg@=5ZA^qREA06{NFixL{9=^{<-SM_36q2AEv0u zY5NeyCPYAJnCJu_7-p>P!_m{J5d4K;!mN`+wxK3*xk+OkLHbf=cH}a;JAoYRQSD3} z-&ES9DKO?Bv}&cqsx#3L-=$2)*)bt`(89o&io1p-xZ9SKviJfj>KuCAQK8(&G5(7J zE0z=>Xqtxzh{ra4IPM?I<> z4TntSNra(pr#1S#z35#;Uo0#N9+cJ%jDZbK<;u}o32Qtbn{;(!y-!tfnTlpTe_X}mnmAU|UvNEuyQx?BMWTxX!* zNE=n-CTZvzVVE&@Ks93rBk*$PPu2yK6%ppDnYbn4QnjB+MhjX%fsyWLCPI%JqzYFw zjm2eQIh7|twy7oQ7)~zxq14+$LXcKr0G3G}Twz@2k={g@(r_*?qw28q4*W1DAbEmexS~N)0-p~Wr9&GIFOpGb|_Zf|?Gz&rc35FoZ+6A*D_&jsnne$k# zH7Q)7rwTA`{Xw>OYaxigRThj2dHtcYIaw0vohv2|R|h2sh_ULvo}-th-$cz6H=FKOw1KDVXun7ll_qNnWwJ;(eo6!hJDrRHMG~tjf z|B8hFP}#t(D9s=sxF)<}UyHr^8H)x9X_U}ziREpgJAZOrupkH4T`o#0^*e&*agPv` zu*A<80m0Sw0W2vgQTDr#i|cSvT)xpv*mBf$gEN^r>o59nG(N3%p{tW6c=4z?5Qng* z%z-Jgb7>P~w8=8#W5sU`cm~N9^V-8X7xdvb? zopqc9Au8L4zewns$8rGX34;~dH6{<&xrl@fJc?AaBW$2UW4;qr+v~oiE}S0eoMqz?+RRv|EK)y5&*cO-K2BXjc@H>ZOlsmhWjC?*I) zKA`I$z|dbLt=8B{9o2@!8uQ}-rVL1fST6i(VUW+f6AAI68hNZ1&`j2Vvt=VU<18@O z2zh0xPg{h+-t+}DVDbP}Et6x+!!W;qET;&lVT29IsPSB=pEj+HQ<(`j9|8nE-JqMNz8>HN2 zPg`beUeY>(_6HWklDN=mm~cbirjbHV=P_O=jj@_F=CGp3ql;p|sA}n%$c$MNWxygJ zhqqp1!8J8bp~v;mlnNUhK?+`aCbFB%wHSx2FAG3W9y=;acl0O=1n9-`3^P+Ua>(Y& z3QFMqpY~=lW13$9g1Qxe;}TrGJq1P&PuT)&({w5Vg)-u3n-U0eP(V6tYTez8Z3}`W zp@E@{RfHjUMKf~#=N>w2F!R{d5u_t!XN)nJWfEMiEtpUsHU0w)O8B2k&y|ftLK1*n zAeojR6Tw>;;lB+cAZTD>ggle70)lH}h)^<(x5)0r%&*#rg#70hMzla@!K#{$hFxQM zaTr)SvTk!B1fNVXNa%_Fv+*C#$nCoynThQ~3UVN#kxsl%tu9w(7Hl2=M4Vye1gV@j5(W8kRfbqEB!SdoiyhkALr16Kf`;nPRLOSFI#v5o8Wa5uV?A6kVrg`(J zG(-F+52&qG6YiR_0R9Mq`pkC(?PX>THtbCqru>KzVUvH|#lMBAL#358jv&|V^z1-R zVy2iyp0RSlAmF$l$g3g!9W%BM;t_^)BS$m2@gG${6J9w9@lyeUNgGfKu4PQ)iP+eW zEA(h1sO=d_J7C^93{3pmZYL)Xq7fqdj{Dy#Em<-Hr zW3hBo*ueVb_h0#ZZx|mRq1KyF= zsm^{JJyY=$0VVsi^wQjL&66g>1YvBfhk$`R9~j+9KS2Vif7r$_=HZY3JC=!OCoZ57 z{bvIZiutw(E(B>mX=DiU$V$TmR|`WCj=HW+Ttz^3j?a#Szo^Ds+RPy9`5A&vAz6@4xAy*XxKTaWE=_)9=@;d{5TafsJ8JlPK4#tfKzZQfsF5Or# zGqLyeozON=VIsDRBlJ>f8~H$xt5AN%P7CB>7DjPX9VQ}R#9TYb!1Pg0EGlZqXdxT_ zxivBO%Y-pcUCfLrn%QgfLJ-fT1!N-TeiQV-)p;iRCrS*cMsB!T{|!OvVVViJ>?aGO zFl}rGdgfA=n=lWSjHT1FH6gUzUyGOr>`sNOsAfz{A#mwNaBWdao;qeHmu(xOLR^TF zS|sF(wt)$8g>hLaMS_zz@l=|T{%r#^H9xlON-MZiG0PH?R) zkR0UvKw);fJ9^Z~Rs82>%qnXpf^4H(_se|#eJmLk&lBzWj({}(3_UWj+?qo+{*za9 znz18jpIVdpQ_ZwXLMPEQn22s^sHz>|=p}Ol&zx=x59Vm3C{?3=ko5@&j0&$Q$;yoF zOE?jbkk`x@TpOB6X$b$};*T5`ED~b>%BipbKngfK*j)-P}s)%XubFQ?CwU3W*% zS1HMf{{&fIe56Fq*{e%)j-ahzi-3WQNN{u4I7ii7mEd=!{F;GYnsmc%Cvq-wG5?1m zOyEfjVHB6_EJ1o_HbR14pk5@n639CJXHP(yr{<-kn{gnngP^&6fq+zAY^qKt$>bJ} zp8x7VPW_LLv<|-^2(l`b5UB9LFQ)6hjv&FT))oTNh}AH`)ovMj=%0?L|3e{29H3xg zGLAK#HzXlr!HW1MM2qgkiiZ?qVnhLAIST$(XhCarF4Hr~o~4mx&3dqFh_D>m-kYl>>1E zgQp!o7HZ>pT8Q=sPD9es33@^iTLkpQf2fe#5?X3Oww{nBj_I3xB4FTGab-z(S8eEl zs|;B5PX=f%M>&G_8ZiVZw3sCkTwV7SdSo0*tBzjYuViLB?G#nhc1sAd-$29`s7#n+ z))6!fE7>Jv`o?hyu8x+W#~u2dlr05rzOs z9lcVcQy%g1Oe3wSM_s z3wv(xBq)%;B&oCLFwD^-Zq4#=*T&q8X)9!bnaUT)=4mWih{mQq|E>IdgD-~6e2z?k zV3^O%ojgd8LFtN)lPNbN%bQ~`3;~z80Wn2w*$>H)c`@pj-4P7fr@Jp_R{>nz^Flx} zRZ~KgvX5%A3V#e4x0I{N9HoJ5V;FvrhTnoW0@8xhK^8(2W$7{lFu7W#EW+_klaBZa zA~j5GErU`mfw=!WN048U@xvTJeVLod39jze3ye#%t|-I&GwOE)xto#v;hgx#7dCK}K^vEokR00(lxsHu z7;aK&%gs1Y3q?TlYk}yWRws1|!-O1J3zH$J*3Ru5p5yt~Q()lgbr%>Z9~7MIeSI-%^U&Re4f5E43`-7Q4{^Xq<&9tA5iIUGoC9+M3l1UV3);goeAlOY%|xFp?0Wn3%?%F-=I zfpJk?EfcQ|xt?GuFfgIWY(FIHwhy?tia-tA5F|$k#yaxLZ)!>4!NHHs_`?Q({Hl_! zISCA-R#xp`COrg3qg00y0>dF$T;4t9?Gjfu;zQcXfv{fEG&?&R_jBxtT zo`77v#R|=bvQBDy!bE~0OHh8R$bQH58kHn-*pXuRFIT#@p}dbWAr~L=1N*w32~1w8 z8@1vu&CfH*{bg!SW+DXUFxQil-x)M5JwfKDnADziFq1L@lOG*0$1IU>KwG@$HF*rU z*uN7-^q*BfWd?gw3zsR~a4j_jKl2J11D3LuiVYl$E4dbzqsXU)0vuQ%r=~Wq=ze-5 zZ)Zpt$Y06NJQz)KpPhT;hA#1JHWkgzhhGCV&me>zd&WEuDlpo8mjFHBkDf|mVc^P4j0n4FhcB%Zr zcAzUo73MBoS`fzZV5x%aL>KzyJMO!fUBcnP#+rJ%(&kzn>DDcd)$NF{YS_l_{WkeH&%9gEv=WT`l E4|^oQ!vFvP delta 43072 zcmZsC2RzsN_dl{TGP0r&+4<~YODScRnJt?lp%5PcWMn3LWK<+O*{h6>*E#2P#_RpL&HfRTaYIij3%N;gk*rXshu!iYBDnd*k zuGp%ldec1;YD1o0UHus3qx-~tJTXRhYq?G@M{h{M`06;{#dQm{@v~2Ia~O)S2lUW_6M;>EC_7t(ZzsKU@(ppbgM(CGHVasTHc2(RlljXDT-)vhRG}ckSep$XNKPf~L9;@+d zNIE#3{i;gACN7;ZJn(?V{$O-G`$19n&Rbu-x6F03Uvd#zD^}hvGbu@hpO?m@xHAg1 zu#=k=t0m=Eu>-ON;c{}^Wk}L#qegfkHHXGSvkW>fH;fch)YW{o4~z1jUR%)>J(`Qb z4dHwXK0MGKeoyn3Hl1EZ;#H^0;z7^#w>V9R*okZLmwdLNGNoNAyIXDY#x-|5R=XMo zq~~8U$t|yTJ*56B9{8lNjZG@#p0?BIyEksTdm~X!$#QSrYz!n-z1g_JF+0xk5GIC)s zZm~VfO>uXb;d&^Cnf%FbKDHR9_Xnh-(Tcw03-TQ&@{>l#0)x4v%Ipss6zda42Y+jR zFHHagF zLFXzpuan1gFJ&vVEY-KjkX|V4uUGhf;l|AoDg9kN-iO!Uuy*fzeBE&|Y89@U&3N^6 zt|dPEM?$B3cCfQ$(-*sm;aekJvKU_uE6u04Hf^^Pm-A1>1qE=3j;lQ^8+mUgBbn5_ zz1gds34WsT6xu<*Fya(*>$)6i(WxF zZB|+=%Yqr>V)B}fZXPmVsV~0h*x=^RE1pKYxMFp34L>Jr{dwnrrof9o&E~gmb{#ou zE19QadFzR@qh#XdZ&9Ja4;e_o+(HT`Ih&0KJ#}{OW_s%j+`?}|&ri4fh!u%?0@R{iGph7e~id(4eg>Tjt{Re6a^Qh9fTIc+SA$&E_Ep9()?#2#(lBb)igZ6;32 zT8|@ZZF(g$5r0`knddBHPM1JqT#V6!C*&{1J_TRxx+o;U3i&X@n)>R~Bm2kKMD6qY z@}>tl`ec*^?&*ZBig1>Miun0aK1;Zs&+;?_5mKp+x)yY%O9(^PIvS91I$enNngLUj z85^gKN8LcPBGP%zzI~o1O;;2as)xN`ni{Z#ldq_^JaRE=LLt)j#oOO@30BxP(`1ii zH@+@XiRG^AV%lrH=Zf@ylAAU(aCw&U9AidRkZBul?rl8s$oA-zrFeEk@^t?mGP1aw z3d6!E#p-#xR#|=Sgw}Njv*0}I_=Xvq%gXaMW;Z=zzxk9tHo3W`))}!fSbqARPe{-d zL<-lZ%ynExa8meg`19gI%4swcoxosxO6ox2xZQ#C1Fct5+<_E*3_j=@DY}^lFNIr+ zVmfm2)SoVXyEFOJLMKl%Mu|4 zfkS1c3GGs$NhiNR^X%?y&+>Z*eU-heoih=UtqP@M&RJjMj|Fv4$_{#uM~yGK-kl=h z7WH@i&5~}f!gYa;J>TR?szUkoi>9amlVSNnF^o;{n!Tq`GDgl|n@z~?L$mh>A+M8> zg1B^w7s+KI+LKEX+97k|Wf0zyku-YW&vTKppl|fu>t|&bmyrEdqr(hy z3_5!IKs9ZmqhzR2=JIw!gJ3T!#B-$7M*!E(8MccFc>JwhW`CJ#}cA>n`I|u zWKhgnn2I^>lH)_Sjy+RNQG8IBYD~w*k$C2+(&H+%AlXxWOblAwYLJT(q%aOgW|A``JM?~`))FUC=XuGxv}8MfJ-`O((0M+= zoxzMJ{n8q@;k?D>U2b;m8r_j|%F*pD5q$5uUiM?|QZX8^=OdRbxXqqC`03MAcV64A zB~nL~6u~n+bQ?l8s z$zA8vFBv}{D<_my=+EfSJ?pG#elC&EQx><~t1uj(fxgUQKyy9{niXJ#yue$uz{inL zd;8Jj(D}_lw8vU~g4I=Ddb+Q(mQ-WpPJNiUcO4OTSoJ1;qUi(_3+yx?87&|A?48YM zZ%9(&7&sEmjp@2uqCLu>A>~RwWT!5hspKUkH@CAke{LV)_Gr7>Rqh5;`L!Dy&^v_- z_TKy)m^i#EdntEA%K9y745>Cm@Bo86`7!to^J1b0fjy*?r$F0*6-0I>)T*&b{uL zpc}i9+sc47d`@0I1-=%cj~B zk84U_W0@=XhM~!fcq8E7A+74d*gzu|`at4t-eVV|V9pzCoFTjGmff_myjRa&2#eiz zm!%*#6k(x%?1-rdG-zn&fIl4<<_?uW-fC+!%#DEb_EmA+ltS6q$vre68M*Vg00&oC zJH_0cAO2=xc5q8O$Kd)0BYl@gZz%NV-JaPzxl=Wu`F^LIk z$*o!Jb+ez6r&kTdvh$&1zHj&f`Gx~GfbUirZ&aV4>m_nIMtZfK$Pt73j8ZP?%#>!~cY&q38PLJ@DH*jeY zr5?1VyWi^G-G3rZ&UVv&{^{zGcdwrv57;RBRC`vZ=N@yd?R08DR!4Hb&(Z+n70Hu% zBNZ!`J}`+re!_R+RiA^r{86|~Nnr)!?3whfwmI5__q(YtrN}y%sUP9SsF_ZL%8Nl_ zF1)KB7la%S3USr3>ercI4!v)Tz1_;iiYsyZe#AV1wmxCW{iLq@568HwYP5e;-$OUo z9gYi2Dp1|`nJC#Hl3_nDvMZ@oO`_EmnPS5%6V^TW9G zWV5H2CRu8H;!pO}w-3(#9!xK8d*Kcz-fseI$g_`9OcsA`6iX$yq7%N|ok ziBi_s6vDmZ?sm$yWL(ONBVsBOlLh6LIMR5U_*3z;d{!(Sl}l2p1p=xj{KK_wX7%46 z2o>k7ygPH_p_QO`2zJibOYeik-F1}Uk6#ZT3FDh zl=!@^AFf(!r|*vrhzq-ECo(BA@P)ORZ~A%J7B=Y@^HLf8D`EDp+CQahZ$`vA+`Nl> zDj_w0ZbG<~=?Lki^F`mLxo+nfWV5m-q(rHlxc$(?h^_rvfYgNAX)|9#eZ6bDj)C3J zdZaa;g_1sZXEd53Pxp=fm60dr^zqbFB{GJ}*AR-gwr=51HzeO5jY57IYPH?C7Z^sV z9Zc4dI%D)=PF3>V@}woVu-^<-r?L0)4^mv_Hss{3pN~f;dgVH=B=RnD-FSI@XuIdK zbh8NE=_E*4P5KrI0+xHt^Ho@a^!!pDud=_TuTeJKZL+G(nwtmfQ6X|`_}4lL@XtxnwSNR>Zc%)K zOQL3&zNTOn-DKD=spPDj@!J0eX|#K*-!3P6OV`N4nV7l+jd#7F!$x+>UP#xIE@$eJ zv!0+#1@*V~RH{inx5x|%*LIbbWH<&!{mPl}R*bwcFb$^Qpi?RmyDIB;cZS>zTxi@k zq_PFkFY;T$%W+@QMJT`xcwcU9(qS-%I^!- zbnJ%}vDvxIDtQezOx)%YiT5oC^}8DypZth#JkrkdYIpPzbOiQY)YX&lv9eAilZc@k zE25wX+GqSY(cAIusOjQqD#P1OEPk{&X*uOf%T7OEhcPBzQ|wOEdTSHOwd5${bP-ZF z@RaG+On>>k9b=l|iRY9(u?yoPYmko~u67f1<=54!xlZ59iD4tdL>H`%>o_R6KVZ3V z=1jlNL0@&bC0fI(`DjFM_Vs$-U!qQ`Z&jnY9QW2NyvuSEu0)n!c9zW$w==0Q-p93Q zeASY7*sc1cRORV?p2Ddyl_VuYsJ+DiN&muLy>M&eoEth~)syZQMW6xHP;-HFM0O># zYq+b`KfHKLs0GZ8o4dk% z+J%oqR@l-SuG4+o^;b>Lgh}`JwL3C6gYKrXjeG z7Y|ESOylZ*V4OtQ3o4s7<4Js^z zvr6-Y>D`kkcJud1x~zcgbB{NXbn`CNWg9B{rw3{nJ8(NJ@AHFLB$+3d9RlC1&VB5?c(y!40q*K-Df}Yl zqp8T3wcFzRv3lj69`d9fgL^d-k5nsJ#OqOSP2AR{r`4hAD&yW8?1Gr}pfH_=*jxqi zA{FzyuHTBjuAVjAtqa~sXKO>Ib6Zkx&raZSu6V7-MU>aG#N9IDpdm+KQHWqKBMtyg z0ImuzqZ2y`IKwD`i*B(dGp8^sO7C;1dNOKE7gho&$olyT!PHK@Qg3_L0M)s~-+8RI zU`?a@^jg6R)*vQEsHFIotj=qb5=HW_&+|XE%51GCMGcwq=+`sS9SrR4{_LZdu6gro zE-3i@$tqm(JE{Awch|>fE}yzT84j6q-kMKvrn?xgxc$b?_ zNV^T%lqcG{80xnq)Q91fb$E27Rcw?xcwu+8r9D`~$9;Qei?PE=?svzL_rF%MwsEJt zca*kgTAna0kKF$~wK60eJT5QB?Vh$eyc=MpfbDVF#)&LluPy(ys+JP7ZgSEz_=1?= z6P&LaQdQ;7Z!T1BH0ir{bW_K#KYcIzQ^4ED>#7O*)0fG(y@1sxwOIpuQB#2hw*u{a z!>6||9BeGt51g~*3^MG$H~+Z9UebTOkmmF*)_B!rINjM?y0D%=#D zO3l4{A<}i)+w(C?PS96j=jKOf6|A%;beguDrP1x$9s@3u*(}veEgJgfbgD?%($R8* z2I*YGvE{2_v69@$`=0eA7kUpyiaMrDXKbK zx}Y5LfpT3r-MV=52kusTu+GL0&JbRf)$teO^=6tiKa$xh*8;kuvc_H*VQr&+sy76i zraw%nTkq4sRX28KnfLJ;({C*aM_TXh-*EF#5JVT3PuvvcDDXKg^VUD60J3IQtA8m= z+LNLwbLG_Zm+@sjC7HOIuUuQMA$H^=@#OI^)jL`v{(j58j<&5WM?VieYU7T5g3G%? zdWo7T9{1cMDQ#D4Z{E?9XSwvt>PM9)Ph3vdPR&j_Md9l1Yl*ja#|4s(`ch^$PB2Sz z`JcQUP*8`f_N&Z(Uij%v>u0|Ds(^-71$gk>DdTIUoUyqM4o~w?A1U{d-Xr0p@2H}t zI59k=D4K>&1?TmI=XYA$IrP0DADW!11UVJGXT7;%#3i8~jBmg5yve%dfyudJ-AnGr zL^_$Zz8Z<6DQsWbZZagj8s2reo$(AhF1vTRc_tb8>C%{shJg>+k0>sEw{yXp;vbo? zG!cqhll$Ja@_dR{UNc%=5Fz(CUC$y(bEFF^LhW%)eA}vFaeSE8l9LQEfu(k1(Ro_c zif%o1fc8%M?aC*O5xHMe(4w*vt!onX$vwWceqrnkj_*fY9t)P$U}m0`@>ti-ovR(C zyKz4#M3y}JrLRo5-@%2buNZWQL{l+EN2!i@IAtEEVK)`9m+2gb=6R%aB}LbmpG!$o z8Xn=`_Y2T39l5KW?8JiGDO>%FI5zO4e$vaVp~vJa``O(n-R#`W-W%$*!`U-RxxH_T z0)Lz3pmAptKaTkccuqgc|4b*P8duudfn#7)8qK&l(s8FW(!dq=b6v0OtHoZ!t%mbc zkdUP8C$j4jS1^UG-t(oTW#g2}H<qXe}__W7i26*e-$;VDv`GaN^FjtL)F zj5FAAyv4oXWiZChgAy&atp5? z8E9!To(YOQ5tAp>DEdl5=yf?C;;e)fO6*x+q}N_zhT4YN@mka~hCI8QN_{^5Ok}&F zQ@nz-qz>^c<16Aqv}aTeIKm4tdIr{UR&=Dy%syvv?t<>Wm&K;h@!jrrM)%al3q+;j zQX`J0=BT%?X>Q5is!JS%{vZ=ExMdhdE_b0b@cxqqfgY4)Khve$yXVWk>*g8{iuj)s zOc87Jnapjcj?s-D=49F6h>|Y6il`kn7ZW3uIZI_dC%%%;X5@eH3Pb*4`_h8DtfP6j zR?GDQS{&Sf;?Y-`6WG(w-m}H=3K{#G(MIn(N7njn{?gAXIo9ek6m#dEpkq6fwlL+n zqLHN0E%Wr8e2RuLslhvmRQJ*8wv81?%ny&_G2&Wj->6M`6rR&v9aZAUiR~LY*V#4h z>{Ih8D1ChLd^|ln+SJ-1=XmY8Qvvz!TGt%Y)i@Ll$M?ee@i zkMLI0s)~uO$Z>LZU1o8Swg~3OUjEuSOy&IQm{|=>RA4+^yj^~=juO3H==@88XCxW3 zws}hSoyWiDmPvdlX4~r><#>pUL}qXZ#Lza`$1;A;l+xC=zf|xhvCY0Gi@Qb4*5ANA zV2?b%3s;`4U=c+cXD{oalUaG8lVfhHJil&ASQ^-_j#hwSGfei(m)4yxe$}MI?b8QTrN_DT{34XZNtiv)q_%MX zQYk8LAaB%WUci>RFrSrs&uv6XckiL(PdYP&^w`9+J)8|UZZj6AGk+WA79C73Q4fSaFy1&H0`OGjS)-zl?*Z^abqV=ujU$ZIlF~5 zT8r~9leo+zJq9oQhQ6a({F2CM9Uau886u^!xc^)bP}|=N@fG7Ncg3lkPtHjHRBU8@yTViNBicMO zSuzvrK9h)3o#{BKGD~_=?;I*l(ZSO`=}Et9ReRkj&F|C0Yd6cPd(+jc{p9Jz!$m8; zYUo+2>7gW3^}h1XwDs9+ZLC69snYE07Hair+PKc{WHrUTg!p2G&Rj`Ty-rVmDTlKD z^-si0?I&*H9MmhXIXZvVsh4nO@tJ74+cc zTStE{zS|qMt(1T;)t(6#;aIo^ITQTD{mB)~N!n|z&y@R9>hc8GvUcwrR3JveK0=F^ zPVtro`sX*MP?BxCnMfKsIx1zmq#ZeD`G}@cLt^|_6f`3)bJX^!`@Z7PM@-*U4l?tm zl9Ds^8y+#Z$*9$g2M)#+eCHU(M*CAn6{W&Un0wIy`{%GxuhJ@xjLmtUxOTp z*ZcNL!uh?D&JR#C2y|91$JD~=gFRf`U&LN~GRj8Nh1Hg%QLuS1l*ySV73%bqt)x<= zt8v0mpz`5cZ-os}2Cg6SI)g_(!lA9#J&z|h`604sab){Q`5Lk%YStQtulxBHg~>6t zeCoZf0$oEnS-ax>3VCvfZ_%BSEk~mq~Je}4;e<@Hcj z6G*|(iVqD|p8WC6Yx&{bK8|x6TtYGSibzGN-i9=lqgUBTbyNFIle1+_qeBf}c|I|* zcZo6T)WZeodyiE<&HAk~aQ3F|sK)F3db5P%Igxym`!>wjNaONeS=CR@H|-<)8_)R_ zuWl!`lZ&03%0vcmC3Cpuw;Oo8e3loTxfVs$(@L^0p5rJTMOnuwtTY;}#8bB|pL|u>av(Uc~*d8fI!WXPE>~Qff5_Z;V$0FXBVy-D6**sTXfP=q&G9 zvZD?c-NGGQqi)}mP_!+htaE1gexJIX;s~FkS4c@eihbU1{pKByBd*Bt5c*Ei{9~s% z^){QZD z9npvN?61-jbT>cx`|r4npBM8iAIF`ctg@Zw;e(N|*IC15EzKdxa?=90#+O>#WP&_SEbgsx~w8!l#wno3L(_aXa%WE&m#tQE88V7kjGuQL7X+CHP_tg7QpVt+j5SuV_z z$Z-@E$*sp(Go*1c6vz%;g)76f^Xl$J*-=WWZco#QUMdp%QN1BS(^i?yNcMVmGGB!w zF_dfeN(i(1(5uYAlDUBT@=M)A#_Cr3d#pyt<&!vb!DecwmX0q;7*D+#yG!Oq4Pl+( zC%fT%l61i@b{rFzKI$#q%1*ZAH<;*oFd)ymFa2f<_gN4AV@*lJ3gSZc!k0c(ipOET zo~iN-_b&u@u2o7Mg4ZK}{UUNyQT6ICQ=qL3zmqQXCx=HTF+f&rI zbNV>9n7zRv#e}WJO9c7vGo7&IKjJ*&beaFbaXm&7G|X; zk6!+;H9Ds_uX;~nyt&8EhqW73GeCPFmF*kU(mEPvUPiB^qDuz5-Mw@^Meo`MA`z}@ zrGw++E=I2wWS8;pTNU%0yx@#Fo5^uwOE+Ieed@~sj&=FNU- zUY(X$VT=f=k-Kwh2b-vO19~YoVSkPdE>69Zln_3%{^(Yd#BV0Y5cXn5oVU-(hr#{D z3ujZ-`a@u5{i~m!{N7Jd|M-QBqtN}O?w1Rl(Uw8=iT6ocIQ;0pc(0mVZS|&j`1*_9 z-8dyHQ$;h}*KlZuvYAKB_dClPv@T4izR6aGZxl29X!(6E`SD(gW!unu!T81@Q^6kb zgBELb?i0dCXft+1Hzqy}`qNCbJ&;?d(jYl6n7MV+TPo-$mzV5_qC>#Y_s1>yb^D0{ zLEAw#$G^YSJU#9n>yl4f6(!3zZoFrFKNlmN7QY)@ zyflW}sIk|oV{k)iNp`-?4$lf!+tEEADU~&x<7ms%F+I@_X_(+Zgu)tVx5|HMHypbo zqWdZD%gJUQwe}}|!;NnuCem)^OTXTskr5Bn-C#c7^$E9;o%TKGy+Y@4*Kl0{b1zEk zs{z#2&$BLi*Hz>=bAQrT=WNEQ^DM z+?&fBFPxfR`KQdR*qf`5u3m;}lzhDibuiL8FMA^PUf|JfOo(i)@%<)y3;!F(Jkq?G ztWu%$(_;cvxQ``Aj%x6^U;g}}e-<{dgNdk{HyGH}DYW$>2?jY?~z^Q4t$RS2I&YAccv0!NA&&Q?FW=R)6q~>_;)0?8s zYQ2Q;rW%~rLQWMcd&ke!$?Z~W@m>LUn>1_p)+qY6mv5GJo(gYr$Go3e!JIGMnM^73 zikYcaKNhV0Q%0$3?ewllc_+(+fIhcb)YZ>fV^H6q zNm)%#RU6JO>1PzZs!}iVUT=+G&N8h5iBi{scax@#a{KG8AgV46(hqsLRNqi1igR+? ztmzD{lRjR&)ZNf;8U1py-%?yv`Zk5%$wsS3MsKesa?a(uwx(<>2w!BcnVX=Fr918& z!uK0ByEUlD5_rOYOTl6=b*!hKyrW(f`O^4vGOKMnj&jrT{Hy-oCLTp&Vc#})t7DIO zQoXgQmCK+0c~Ww*Qq{{?NHaFP=*D1Uk`#Gdz{CXYE^Z)x0eZM5trO3|7mS;XCl(q zVaKZ&9C5ftYlMkP_So9J3z!b~w|g~VdJi_jVapRSdlScHGQ>V4@p*nGsl65__BPLb z8=0tYIa2cJf!y?>5g5LDImQx0ei7s8Uc|n{>^OsDB)`KpJgVjzn;u^`HtsDCJ85${V9!1P?nAACu|{m@~gY4Wjary1u_$ro^Np_ z)>maiq^NFA<<~LI zOnxu=owvO-4V!UgKDK7Pqx|v$Iv8k4wJizD%EwQ*mq9-dFJ6-wA2ugeOg5(h?%Ep!aapR*1rX0`sTTv+pz45Q?}B0|G(`EFF!mG*U0 z+M|}g7O18VNR*znSH`V|onVRcVB$VXhJwZgF>znO^%;JB%w56cW-`OR*6p+uD$8on z;6Ng)Urgd;CLQrskq+abDPRCGdwsT_a(`;U^kuG-K=ly3rv!eJg0e;%?WB`6ryXIu zo*#KmC-Pu^Uk>*+qVH9Eb+~=9?#PRof>##@5~#-Pu2C?F>l+&%l-dPnx1M0qrjAh( z64xFmz@g>)O`Yyu=A|rfD2n-Dcl>3+?P~ak-D6Lam-2Kz@b!*4#dMBdGCqhI6I*me zn_Rg$|K3T;-Y}&^478=tDdF8iW$*VRd|cy>mrQz;6uxU_?}VB6 zJFUkeLN-{wBt7kxHa&pUWCmydIF%pw`O5L{kdgr0Z0foB`Q>u62PoZvCx(gwxvGz+ zZo>vrl5xfdR_jxq>#pnh-O6c&;rn;5-}C3C{y{_fn*3hSYFFQMT_3tHc&kDZ&A6|X z(;iT;jeD}c`E1|F+rYcn!$n6n>B95Y zic!XIa6560$7&V!B2W1{^YuywB}*FQDC8Dy>{_4Ed>P_?=BMUCB7=sfy)#+B>laN~ z9cf8jJHjuO4RPwm8Ce(9_RhR}KTgy9+pgEJm?0%eG$!9!+HvKG+l9HyB<@G=4ZNjf z*@=mUwWP`44P$=n6dWqGTFbjkeyK|_*yljud5r@uf%3Pu{O{xpUFFW-t8UsIr)Zd9 zE*U)@?ll=CjU~rL*18MO1Gt@{v4^fX%>@+-5@A&i*c&|qXve0;>rGsW=f{ute_X~tcPNqXP@2N z89hi1$5B1Uaw9ilHF>|5o6QBw8hmO=RbAPuWud?b9PP>$8e68?SAJ!Cfx|6{Z(U8& zQgmBralgy_w*9R$UR)YHqGJ9^PG9!ET3eHupu??01j0(DR;=RP29PJt?HH4c)XyfK z;>WV-t&cF^7`cswHDn_*`yl6Lr)WPhvQ#QR6UANGzhL6Rs9J>Hqsg4|(f`QWb$n)^ zhV!}ni8W`l+V8xAb6-U)Pp0oZvmEspwk!$u+8JAY1BITH%;{#mpV9g$Ldj=u$R}0! z*_rzOWA-_AbW3tbdX_}7=Z$s@iC=>5v^#uZ+K_IQ(LQ}d<-4$&pMR(EzNOJ~*$Dcp zK@(zEaJTAl9Z%)LH~YS8L{mme>adBJ|Gc^58ba&oS-}$-ehD{t!cpxc6NVx+kE$qy z#N`9$jrQe9ftT*3_nOtX6ZYktHK@&!WV3@Dz3!|ePZ`y7lYO1%zr#y*{^^@yta!NF zOqfidZ`uaY}M%sBsU#1Gm{23F?Z{C8}2rj9o}gOj=Z)H6_Zov|K`grL0FCU>a+#ygwbxn6@7kk3}`wW^Zaor9v-bWJ@b|A8%{J zT-$i1$2)trM6n7goc{{p3(uX2ZSkNK>$}&UsA9B8a0KfWWt7&fUe) zvjnpm)6V9_S4FQDLpQ?GZ`nP0n&xv*o&BT1KVPOg^=DHR+Zbs<;Esw%+es8%v`zEz zlp{3lQeNEd$#g=~n5X8vUbfAh<>A-hg$J)3(>f@S589L=?PI6J0)$rvsWT0^*``^N zsM>LsA6d@c{bgr=(B3yYyP@@KIz%@>U9;>lH<&m^#|RsFS~^w|E78lsTqkebT77gi_460XHq+;dK4k`qQLtBcm>(B(ZmDhOAXA zCw_;V+hUm2PwV1&$6#`rJ4qIO)+b9s85Ur&eXcPr@%;*^B5MAU@ zQ$11Lem*BXVddi}%ryx_ZXvcdaabmUYjS%Vai1k2OoJj>r^&`RHiqFIPR}^h=Hd*0 zCknSR5FBPG{%o`H){};_=|eTsE*I@ye)Hmfdh_^s_|)yIWM5;ZQm4B=?gwZ(b~*6Q z=$w7ExEr2K`_!o5m%H$5)j5f%{Gx}@*ES2U=+?O|f8$qmYO7a~O!-lh<$CpqC%f0X zhu8MdVlE4>1fsf|R4(wdqpgpJF3vnmKYDtX_7d(#7W{eVt5|tHI@Sc z=&#$FXLoACCS0xJPjZEYy2YzN=Zzm!8tXYE#@_HO#BT066ph%a8L;$^b=r15caQ09 zQeK>jDgKx*H>=ftHZs6!`e|O&!gl*gpq%dVJKGs;$cPmgD*Y+nusG)xpGpU7z3b?V zT$MW9ZL-Bz=BKnC>6-A^{@RuzmDAna_j=}X^^NL&+|q1j0qHG>_QHhyb+d%%iyG1S zis9U}JQtuDF4vUM`7bk7pu%-1@8;fz*%y2x*Cu@gb1t@diRGzntp2!EK$ayxggl+vNQ~5;c&_cqj?bj zTtrUe9@1{q>T~GtAqMEL7_#&N9=B;x>teEf+1iB2CYN7j;~M<=3ti|N=3o3>dy})< z``KGQrX z{l0Jscm0{_M+?>?v;oroWpJjCFrBjdCnDqSC>HIJUZzynMo?J1Ov$OsOlO9BKsRU3 z-J4zy;qtnem7>>R@FM(8Jg!pncX-{+Q1!?$Oo$fqkK(BdC_Ux=$D;cYO=5=gn@%Fj zd=cHurfbKnTFSYn+AVLtOUdjJW)@en=sRj>(Zx`o0fMSybvN&x2pE&wP4Tm-lTpaO6i;0k~$ zfEs{0fChjjfEK`2fNKES06GA=0D1uW00scp0Sp0*0E_`l089bQ0L%d_0B!(S0$2f9 z1K0rA0@wlA12_OU0^9_+1>gkW3~(F31>g>VD}Wn-JHTCldjK8)o&a6|_W`^Cd;o9& zz5spz{r~|04*&uIf&hX6LI6Sm9s+~`JOT&@cnt6a;3+@^KqNpEKr}!MKrBEUz%zh& zfad@S0Eqxe0LcI^08#)_0nz}{0bT-R0AvDW0b~Q@0OSI^0>}e+4Ui8|08j`}1W*i6 z0#FK222c)A0q_Q(5}*p88lVQ?ExaiyiesI26%eVNeJd0SyX6!Leuz5e)-{ zAh86Z@av!`IQ+l-pfEHF&>{b&;Z*`0|K*4KM|TJe2}dKK7@~!6pgn=$KgUHAoe>a` za2SCQAQXm$5$*-bAiy#L8BiQph(scZHlu+d(L^Uf!Qcou(TUMe6dF#z@SlSq2^<4X z419ngkbyr45{`i42u}RRiCEZwY2YMaJCuMSpkc6BD3LNKC>nt!RvHETNkIFfAQJXB zBKZD<4$u$*fx-y{0|lWlEEFCG?XG8$C6NCQ4-ERhdj4Sn+)Y3OEZ`68m!8!;8289y_6$FP5aS&Dn3-NYG|IZo!_~OrI^dW`_6ogRlAAT6Z zb$EW5Lr#DpK=5i32nIs%SCfE-XNVyTalEOa5E!9L{_KUrYnU>#5iB*lLX!|-o9#&3o}pm7oXKqo?@{oz4$SMWTD zvMoNpLE$LEWc1Hj>g5sB9cjyQZSP!&IQPy%n^ zYc~XoCZge!A#st#KtM+OSEc_HPtZCLD1*PaFklm+1e-x6Cp08}9mq=rP5|p5XyQwXcMK9qc(^|_D1@+h z!jKrC;-M=Ghd>Wm0d!%+G&BN1nAq_OLZD~@YXKS-{{Is@?w>RQ8XOdcDBI(e!4O6N z9~zq+X;zy!Jz*mScs=#2qPU>2J~e_F2S20i6j*KM;RikLcn!E9STA`Ln1%n z8G^e*pv<4mhq4nETzBGwU@@RN{C6*K6BMNEzqEgX5D*bq1W^japAJgsJ5bBf5D1#^ zI^h)rndZMjK>7yC5UqniA&5gw!#ThZh9I~me}uq@N*@e^0fqgLU<3q(jpG|RRAzuI z42Ztd%{5Q5;zF2CxUPS z1U)cNkfb|t zf2>u!k3(HQKA*hO=q=HTuPM{2)A&^Uu9r5dcM+lSwmH|o=6*iDP5HO-U z2rPro%l|6;fO93UNG@R!&?F0yxah}^Y5F?KSBr@0vZMe zQpA6K3{D4LK8bE0o*~hQ{LfwtJnr@cxM+VZ{wH$)-9f%Ta@(D(HBXz;yPH>i_?ufl2`*JP+QfAjup$BaDcKXGna}z+Mm(f9u=7qZ$k( z4I&y2uOXP_4+%jK^}XN?4h(LD>wsWT$_Qx?ybz+jV3LP|7a}4VNbpt%(L78fs(EP0 zpN55C9bPba6d|Df5rPJT=oGP6L13VeaKfh^d<%sF{}QtRb|i8FxE)ZUjt9?=I4l04 z{XOGfucGm(_i*k-p%BD^fe@mU3j6}{B7q0-;fe1g|En|zJ5Zg7$_oxJ7;*UF1q@;Y zo53pt5JD8Qpc6UtPJ-w6e|aDKx61yVdGUK;h`90Z^(=%_7X;4&Lv-#xG$KEu5y%+m zM=&v?K~M7ElLBQynIP_PVIcGgCm=BXfYuX6U^%?I(Zs14@B;;pup65{Wp*WVlXhe%Wt zun;&3OEg#F1%o?Cpx_@N#FqnTj3kO!zz>WjgrR`LGbH*70D<5)6F+mpK{Y2z5qO5g zIS0=VNmN0>GX_3t2$hC|6agW6sl+n`k8}hJ|Ii4hA`n|h(1j4D2)tnM%o(@(0|W-4 zw?GpMffHRcJPQ<2mw;yhy4^U%IS?3xb^k5qJhSrXj%pe!ogHd zunr#>;DMP~L$I0XJrD#b8ch_Dc!n^d3XbQ8B?Mjw5CWj}MrjgggJ($m!1#wo zd{?31C5C9&!3zf8o8tHu4qtch&VKm(}=2_ly;JfT=5$jpQe#No98 ztrWqDA)wVhm5T_yR!Go#GjSKp{9Co*_uV1T+ZP3%*bg z(ZC=__?U)w3HDGcf&&aO#J3dGb_n4|DlqwfQEnR`PW(||K=~e z?nt6O8u%RsKA!x~taz*b5rQFB2898KBv^;%hlV5K{HDPf|BvNFkqe&N!S4?Uq6Fv( z-ku1jRY1d{u_!{7@S?DUXT;wkV6uPL{e98=BLt0z(^?0vJ9HJ15W){Le|TUB-x0v^ z!T1A(#--v}5SSJ3IwbhAL0|=-1{{1rB%p!ci$L+;Ygh3s4&7f6+lLa&|10d=buBxJ zFf0QDVz`cwxCnt}07K|~IcM*)B{X6f+mL}DfM5cgkL`f$$d51qTCqbS#3NXm7nnzw z2OzKnM1cAJT6?YC|6fNUI7ywZ>gww1>bmvXG;5>;bxQHY{s9ReE-sLp%_uJR!P(}p z!683QFGQj*g!EJ+fr&MkNKk2-Uf<2d@ya<97l(*(A;GPFnzsMElMC(=n^7dF0~>5Z zj+vdFJ{F0#sRsg98!i%LRSX6Rx=6OuE0OTcLY!oi90rLiQXxS?HKWb+=wIna=?G!~ zY{r5eJmLjLi0O%#f<-|>F#3jU%LJ2XW|l5~6gt@^-Vq|&#(<33_AH8EBt1-Yf)Ony z3@^&7Eovp&P-8HaEe@k6t6<^#YZ9_gCftG%fR6$fjAUe!0`9g~Lp2F5eG()}@+5@D zVd`D$wflM3X!l7vkIZnAlz~}biyuX}f>zl;5zHK~2u4E{1i_7Kfa6M%-L_6Phs&U#D$x4+EB<|iP8C|uNT6;DDO}eN(W45!2|r2%Tb!=Un@?QG5kqbc z>Vs-$n#Kj&cNuEAe+z?G$Bxr;ML@|D!=rwIy*lAFH4<4I z5>FYF6>ho{L<0oRGri@a5>Hsh>Dk}!;EC~>WrPMMq49K#4Hr*j`fZ#l_BV|lDzL;s zORO!Pj^T-mASwJH2y&#hh!d!(`KE~;P{S>lUmII|Npgd3VzlF2K8{?IL_tPbW8%Sa zlC9_+W5uGkjex0e@fIHZyP0&62&FEvCy%&+-Qba}in;jr^v1*{kV6eiO?0Zmd6wB? z(nWBH7*>M#KjRu_6#_9W&E^Byj6@r%Nj*Ph+@-ZK4uw_aO|YfA<;dpe6?)Usw+)QGC~ z9-$NyA4!=_PyWjq{lZY!&RVpdJ?kppla%#!Q_@E>I?My5!ae!TC$Xa%t{5zwi6ftZ z&<>Hn5kWF8ZstUg29A*#=z$wq1qB=jzgOz6CnaSBxk~9m^NdhUOrdt1q+m1-H`vZy zJjRi%iPJ8ou>sSo&)Ebweeg*zm{XCSaWA^aQi+M_X(*2HMpL0e<2dBQ9Lr{16zztF zrCbl$YtH~OF|hF9z=yqNT!XmYZqxRIP3Rffbe|Kfj00E9VHxU`rLwCGxRT5oNva6Y$8G2@z^MG*L?eQ!q=KcJkDT}9zDC@d z7A)610=z4<$@sQ~%YexzEJQNp{xs0>I&HNjUIZQQ< zo9QiLUtAW+6Rn~k{CB6}&I*ztoI2qti$rcXX-98^EjHHj;@M(|1PQU} zZ;;5F1n-Fd85fvEQg1dD){f#@-voS0TS0M)Uq8|-4~)QIhAqxEHv|E$Pb`^|`!Zzl z&eR4g+;lK+PQ=ws`8jWniTF_T88CSLD>C3Hswk;r8dsx0k9(1Du! z2`(K>BQr<~3w#HI`^Abbs(6dIS{+cxp1^=0MO)7+7K7Yrv;Sveki&{v$n5cyib_5qZ!r@|hP?5(?-ox#5@-#Uc8)Dc5yL9Fe|Ane@|olI5B5{Ll8QsgcuIn zI8L%4-u4X?y`8(U6s?3DnG1|2Nm=8%2xddR2=er3oER?_+)P}+F+Hr~xT421RI_~& z;hq+daUcZM)odpb7@bM3EJZN#szvV@HGslhiymj&Cj*O%KTcc(Bi~U3c@;U16EmdJ z%{T+ww+3Cdgeq~2!}eiIQ-mOg&dQaK9I6;3^0I9bgL;e=41(LXm=;2u^s!x);7553 zLq_{~4&mN>O`M&VnwZcjCT0=}9nZhTK{F3dan|A5olAvJBn54!HICLJ*KHgRN`toU zVkx_E#1b{2nWZIMCF_rQHe_~-47$evMKB-LiQpm2g~C1Z9P-<&(Rs)5=E0S1I1!YZ zOkEbF!RRkE(J{SRZH!G|2*{K5VpFY!wnptExjH{@)DUTi&q)p>2m(gCX}tI;rMfxX zOz%BNgNf*9h4l-F=}CpU4g$MEr(Lx;3|txp(^P6H2{ppmUbbv;77-8`2J^cp-r&Ks zC;|aBy#&`cfrZeh;H?Tp4|`=qrizN(Ih2rzy_KZsULn^fC(>VPR~oX6Z_R>Ivkeezu# z*qmQ4_Bx5kKkJ06HG29C5)r&(Cn0Z3fLp>k&#)B4>rp0;F1A~`cE)i1Mx~UVM*bg{V2&Jgi9?YRw*D#S=$+dMy%md%*_Dq|C1DN#N#fOo&ZzI&Ht- zZz^3&u64#>Ppc7`P-hF-(KIDB)toc6z*PhNu|K%!KZ6y!hl$4|Pq` z_5BhoM;yp{{S(Y6PwSE?-0Y=QPDdAd5sVzi40GQN7}=D(hM728Z^)N_{==8|QVGd38#&&w~XLCL`~~Q+ON&ECmIrcKD6n1UdV zW>X-t_kK}o#rUZv!5KGQ9SR~mL<;M~ig`h49Eu>-VTTF1nLs+sJ?bb4MmDV&B+YQ9 zw^}EVJ&1*CQh(`V5w*358m7r>jSS)#=@VYTGz;PC8^>Xt{`&Ccz4SlGWK-@K2NuEW z=!ruzWTuYOXAk>DO`MGNX(W!#b4GJ0l|FgYy&xWrMRldP=x>oBdfHDfL?Tv9%U0fK zNQUJZXW9}9#oOuiU0l$ns;L|EjLNGe0Y<~o! zd}LE;dfpr7I9_xv*^={_)<7D~6B$F;HJmq>=1C|GNq3aFNd?0q#HQjthG(KPO;2RFqHi5B5msV)Pb5NwG{oalkHd>Z_8_t>z7R%i zC=#~e`qYG+oFqXnh>_K9q2c@KGf1S1MFT3KU?b7H#d&|?-U`!$o4z8Am3Wnn9qWUQS*2u7<}F&Oy-F{8xx zh>H_MkvXhwaoEBv7;F_8;Vvs#94Ip9&GN%wbBxr4e2g!1QrxB^-c|?KWCYSBfFNz- zwi33aC#8k!_m$|;p1)irvlCP+&Tr6(V16!3$OLmfv9he;%xjPF(|jEC=$&`iZKY^^ zPx!zlD{Jw}Dj9D=GWnIBOETQL}V(GXv_WP)Oj!>zv2FanDpIx)huB|Ra786*$v<2cOWz!be+ zfTSt6ZehuPJp>?oLKm*F-k$XlL0s=x37#@-^TCYb8e1In$Xt)bKISiixG#<@*V}{p z8QCKm!TOh}VK7saNbt1JN+Gy>bTd|h?q_{oD{lG$!FDwXH@$drmZT%c#npn(@61{M zB7O+A#DI|9`ywV#*RWaQBG?~WQe+G-pl~h!D*00*x#QwRS~dwvNIk}1?#;M)@zN3< zpN|!TS1nwF-uBkdI|M;a?Wg55zCBw6iH=6G7K8aHh7*EnnfRH5PbZ%5P9AHOg)M@7 zMY$2=lNt`=Q9?Md5TpmeuZ5!5JV#c%I=b_`eBKV^t7w)4MuyXlP7!Qw1q8#wi5}-T zjv^Y!xf>T!^bY9%2rLnjPIQ=%(=MP{-1FnOBG{{fu;(EX41&AdWvgFI&X`g~5Udxq z0i!VBF}^0I$01BLmA{>5FPWG*S|WkFk*r@#LRrC&m?X1pO~1nR@-mYUTxW6t2C3JK za}+&13`-8q$W8qCXLk_fHRVXKq;Tcwlo^)k8JM|Qi#khkkkws!63#vcR|NOTI0+2u z;}yA0q^|R3Q{gpDwQ#*SsLu=HK)VSR*YIeolenmyCJfwklql4Z7#x`{dZAlIk8c`8 z`+<1W_oEw zkzh+Pop4Fp4Tw{TZ`W2#rg((aiuJ`4Jc!{E1Glx8bCJ6zRSecMLirz;8xZHfH63Cg zy8|MaZuoKHBFHm{5he!dOiP`SwYW&@?EjIR9Dr&`kP_ZuZV7qQVuIVwwmPxyU@)_3 zr<>dM`6&H9MRe`468sN0!Nnji#@mW%8weP<&0XUeOI=u!|K$dx$E1ree>4O{zE61( zVFgu0K(soJ6BmQ=<08PQX^rFLe*olj3MN*;^gYoac%=Um&O23VKB!5 z|HD@-AP2%$Cm6OX2_l5X3@ulFO2Eab_Ts%@DuinxtbY~1zL}G&LoGAUN&LzuO+pGJ z1JVW%o5#0UxQXR1jOH8vgOA;jB@KdP{rJ$9PePWNkS}4R6oP5OI0CsCN4_Tu6tswL zZr#qqOtk|9vI^mLjv1$(%!JWV<~}~-P^0y>JG*)WAxngH@&6RSme4l)|_S^bF9B?5%+Ms%#)r0li!jY9C`9$@r8Onh;S9A=X z7e{4n5V_avYyNJWFdWB=KaW{fYyni)^TbAO@~6L-isQ zlc!WT!Z~p!_4M?Z`^xP%qM^~$LuUCs?0l|- zh^QlD`Wrz^SBLT3I;4OFUKM@Ki{hX5NmQIqWWJM>;-?wS8#GyneyOO9;{i)Z@RlbO zwC}|vdtS%o#Cy`$shG6VH!0}DV~rk#hz?V2qWq7G3FZe~vbsfXI3Gl@I(>~UnI`xT ztA{f*sRU{H{X2c IckkZ+AGwOD5&!@I diff --git a/CoursMecaniqueOSDF.pdf b/CoursMecaniqueOSDF.pdf index 8b5758f552a559506eeaf5645d259032ba427a7e..273ec6543367611985156884bdfda8d40d6a55d9 100644 GIT binary patch delta 49606 zcmWjJQ*b8C5(ePdwryJ*+uqo=tuMB1+qP}n*w}V*{&VrvR9|)V%~Z|2owgAVF&>xz zQI7`z z)`;Bp<{P0QICKLDQud`YZyQ0ol7}C%CrtvIidri&U?oykb zlGVnn_2-Pr%qhOh^tZxH;HF~+-ams@L zAyA#zh!~{vp~+?lGtA8j0rxf?W@P-i>+^Gm3k=y!`xifaZ!|BHxaDQbKI(-XT1h_I z;(vqNrhgwsmYxj^*Nz*s;JRX%;1=2Ar|^u*xMZ1eFZ_FDRY!+?;OO44OO6Rmb>yi-BMY1=|4wqhvc{WEKen@Le`|yVfev%qMa6p(i zgJwX&W{}04}ApZmPAL#$U{0H_waQ}h-55j*C|AX`&4Gjly?15~{4wf0CHnNaN zKthsal7anLBXx_EXXSJ0q<5H3apXg!gH4s43qaB0Zp^f-EF?bOy<*?>s8QR{Uu9pu zch@QFe7zqB(xp{h52pidU2(N_{9oJax;lj_vsbl!os)6nIRN-5DB+v#mnfC4OZ&Q? z_TLpDMrjz+m*2=dFy3T=5^F-jSUY58u8v>Oo^trFxU|nb{8*<2ajZ7|eKktVy1%}a zyd(!xUdN9?jZqC|zn4QwbQF?R*FOY)YT}aCU6;=Vj0h5@&0*YWua+8M-3oNOPzSFM z4$U&*%9|X}U4UOUKKek!;~M#k@7sH|^mw?>ID=&|T6py-8r9^_Uuy+lr+6k>RHF>Z z&Npx!wgH$&!nI$Y=lkasb9I5MXml?}%eXi*==vEWM_{*&ejs3}=Y^gs#9QA+@1LuY zqAJ8+U&{Z+ru>?d$os+h+5Vil>8Xmlz2@I4rubqM0mva{LHq_}bjVINB7(GHz6^-= zgj>9>h2^Ia8Q#n-zQVX&b-A5Jb>@HPAxJX}4Ega6ek%$hxBX(@p!oqKtOJrbbTnJ~ z5HZo=tp5FM1qJ@e;W$4;5x)B*3=qIDY_7_aRpcs7L4MJ@C9JLU5rC&gmu=$vG4Vx| z*8pKh2Y425V;1cS=raC`TY{j>4vystA((*qXw8h2ByRui=7`LQ{tfOl!EdO zybc}qZ2fl7VcS{!S*4iQ3-KXdIW&##Dgq<+hD!EC2sDTe!c4(!VRpSVxZVS$tsD_2 ze68DD#dMOQKQDY#aLmMFd=AB0TM#<0DLdTjambo6#k7<#9V zPpnQ7?sn`NChx1VlQ9@-A{75>Ih@j}NpnGGn?b6v&&&pnUka}0AhpV7 z_ylhV;GDH~{p_qf@BJ`SU(nfBlYku0TX&MBy=0d*jiX^&bpmNE=#-!HUg$N@02cJJ zfbgrq;iE1@kHTEy%vL5aX=O+>Lo~#p889nW$X3%#^;8Lv71Q$0m0jZ^trCEs^_9?d zH_XtSvXzmY$jynz!j#5E1cTL0vFZ}tIpoQu^DCz0u+@?0mGQWA#gdprj4x1$AU1B5 z2qdeZhg3C&h0>=_db|?K&rM3t0EpqD=tP%ROSITZJmeV@pV|F&G{GnVTV{<>MSmOm zjnc93SQTsJJmJ}oj95wU$rGc4R^5FE(jK_%XLf)F+e??A2N!2dBpi(>5Ui09kn0(FyV0)SB#!$0{M zI~9^cXWIS=d=jaV3}2Yw46GocC6nm221@yBZxBGb5F#2T?lDije%B7*tyCfX;|l{@ z3HoK!?&^`F3${{y*#sOmFeqA=%KhHEO#QbzM&WxT_f;4J>|=tXj{+O zFW$88zMl(~`a>h@rjE(39{02@9_YUO1&SYlG0_G>kn`I_qkf?M1}xC=5(v&P0q-%d zvOopj>S@{Y7dG{MP+=`<_CJ6m{kkwk!SWZ0hrpl=A7EFLX&fop2HBI6QqeudV&1wo zjy#hXakK5`Bl*P{2lhywfz<}q{DtwvKOkR3{B^p7t_PU#`De+qce# zu)=;tF)0O{!m{l=08Ue!VMnDihvbk(a03S>!^8r}^Ri!2G}1lGZ&ohqkz&4Pzuf!E zOA}Ez!lhAdg8YG-iRq$<5@w_9#~DOmIj^A8U9py~f0tdzp7Snpf@NqP6zztR?AVCM zi`O0vZZR?0?eqR51|7x&w;%N}mtusZ4jUX?q-c=cso|b=0nEmuJ|SPgPHhtOU2pqP z$0(Wg-B75CeIy-B;sj94o9CCNFygHGd%$6ovO~1k?rhpD;H43h$M(5k=IIwP?#{Ch z2PnI@13JJG{kS8A1{~f~fJ2&NrE+iQlQ8lx;aNZ++L)Jp@<`7u<>=&sDQTuQO9La~ z8l-ux1JOTL0hdr*_Sl#QoIxS&03PL+QzaV_Jn{!45d=2RXkE?yazPZ050BswCJI}}5U5^jRV z)Or-@MX5jOk^!*Z8xw$MH)^E=BON^WdL=2!NJ(&T!2HH3leZFdK84`3bs`GGx#H-~|W@m)|T+;~c+C+sK@~&z+{vqIFF5fx%^olX6zI$FZnua~3(OXNdx>qYH6h9Y z*rADZKoW>gIvOl^NnQ<9^@hWs%pMX=^(15p-gteQ-y)aDzSms|aJ@ICeKHvfh(Cp~ zJY=s`py1%T2op!(5EdQk+O_N6zX3$|RH*KOW|hw@Pik2$`f^DCT|Vf++Wy zFJP#dvR?%d;H6A%9BVYRr$TDa!w;JvC43%A-Dbzabsv!AN5c~W?TN*sV@o+e z8=Y|So4YilxjG^qT%aBku^e$E?r-j907k>@aJ2Z0W%#9<$F!&G46zt8J0!qm!Xspj zt_-T(85>6;BMnV=WyT}5w88xv4Io0#AF)9rG~UAIfg^6`c#DUhvI)<~tX|%ZL`d0) z>WBWF6qtK{c#67skYp`pEkIJkS=zZtCzu}nSnQv?ZA4ffG8{q zTrO~+4Ho*@FTN6G8|3DZ2=%PzF@HpjG5PD_u=M5S`i5aM_T%lWZj*}SPF`N30fl>G zh9G(^Cog%(@l*s4#646)oP;TY_T~<g>Xl&B zRtr&vNxtCr%I3GksqyZ?0lk5~>{?vAmS_8afT7u{U*lEIdz?c;;0K>7{@9Yv*G3t$ zCSSt^f$J1RohLd>r@4L%&ITs0Adv^s*n@A4pwO*-d@?c!NTr{|0f@8Zi@CJmPT&oX zTTv_0zDd4rQcEa*}7{92pIzk2Q@%E5s~v{?a@8TcxonyKUh zUputW{5FbPtOsYDU%g(y%D@Of2X2J35Hi0W;HQ<5WhJs@MDi^1ktdjuIP2^bnWsqA zEwnsDB^>DFSV7B40r15gGHJRYy!EHjJ~}0PVZ(w+91kUFd>NE>)$Y^{8jCR**hb^w z+WPepBOzH9=g5z)hAOt7h=@2}s=JtUAhl#-lZ%)Br1OeYGoL4nSyE-3EohHJs|U-B zug+VcU`4AAL`!k&F~B`Wvd~eAZ3d{&x}+5T>b!q}H~mAc0L&)W_eYXDOa~G?&QV92 z+gZk?uuoK(&?=R04INE9wHIam7S5dEfwG%Ud5MYS7ulUu%9KiSbLDBCSA&(hKKkIw zGp51h#Rrkp?y$5atuBL;iqv(aOOx{J1%g6#4X5)mtf!6arOtC9`lhi!iI5PiWz?af z^bqS)GJHJp0HUs8-lslPv~-8M*!PVkMjG|_l;iH@ML=?&lu8|L}Ev5lV`J9iPXKHU87|Kk@l!)Mvn_{ULBndHp17I`)#^xwANnptgCiJqziaoz%dyj3w#Q5OaS zgIH)3H>FtQ%0gSb$*r=dlVft?q#yPz_iTJRkHKBdwD8QmfTv0LH!?gB8_(2 z43`}P$rO4cGa1Q%y)kbUFUj~oNaqr;VMA(5R=Y=1V4t|*=3Zo_;AT5Y$>4MLR~ zy;|-bp_dI1C(77wx!GwCm7IS}PhOWhp!S0eGNEi(VQ1R@=$R+Peb)2FG0C1|D&(Um zfRb2N6gV8`k`|13Rg_+X&|64hd@5l_4r>>d^2E}Q z4V}Z)`mP8ZI9YkPn?kY)XkuwKylUzkz+z4&I2~B{!|c2H`~=qfYd`U9TT$Idzfwhp zIY@lk`iH8G5G+-OlL*KA@YvM6u(eNSYqLTt9%C%BT%ybzCDA`MCDhWJFygs-rH?8& zGsv&4nC^cLbTbz5@?kGr9qX?1{e(8!CalUT349L>Hk>wa^>L#QFd^|EC(9qD0BC#G z9hR&XYLUibCNEMd+7V~LqVqZoV>7GYt=uvc(vdQ*H578^EhswtantNKtMA8$oP?x$RI`RDVT8h&5Zl`{9$8UCI+20n`$H{0hk+xxQv z?G#?GxU&1Viv{D7Dmg;iyXrXfkI)sJMo}KA&J*PutifbtLF6XqqY?{zX%NK;g$+=& z8#4ZZKN3ELYl)-_jp*p;00WV9LZ?T~v&-na0uIu^%Tllm3uw}z4J|zlL54!^2$d3^&7=JR1iO+MYEBw@ z-hw#YNO?ynu_Mhj{vd_g`)tfCDzEvWXu}X+*<6P#!BvCvvaal*R}1xMCmOD5%k0jh zB%8%hC!s$IqMIi)iRzzN zCX997;FR%edg+F2!i z6uMDeW+fX2imba!C_MFS&LkOS3If!3F4|q>#ND3dc0hl$$AbKTrqxIf4Js#QJ;97&Iu_=@!l23HP)-;momsYFYde)t0$j!|)^ z72&hGY6>!#i#4#Kk!!rALxek2>49mOtbWkLuIpkqSF{m}OlGn~Gl zWv*Q=xxt#rb>X@ymeOvQUbkor9pIx0Q`%?5`|$ic29G^jkj`+@f*ZS5`4%Z%Yw$j~ zmEW2N2qxg^@6Sdf&5p0FTN2)^iol%=e8$YtWpb@4Z4)o@0I>lR4|jZUN> zmaY9M$1B5#xz>0C#cx?Ut)ApIr%@oM9*6#`El3xfX|ZHUp1kTsigM~rliie%J&VQZ zj+T7`e%piHX`76#wuLD=xuU*BX(NgrTF}A?h<;Yo##K!RznG~spbAxDZhMdLVbE5G zeZ)92yP6y;J{V=fWl)#=bP*8fvLQD_`xTF?nKtjLk}F$;bYZa1MRI3CiM0 z5*hQtOIwyx3m)eS6(5&$U(10RwfSJ;>JZh0>LR7Tgtnd?QI#Q7z{n*4yHxdEQ9&jL z7~uIb?j~BOvAsuAq!$|F7a(&Q70`V$^y`{8bTx=66mb+v7q-6Zom}&1Km@GfA7~^% z$GM)`uN2*!He$cHL5;DOEeKX@tJHnKxLUV{b-!95-RDOmJ)v zzpO~|fujc3K(F0xx@5l}V*tWfybV-L?RZ?SE_4kWwnWSF#VY{svt**p{F z78)7TjiRy|ju5rFuLl{9l+H_f|BEHoUp6mCZq@D1{fG-+>X-w7*r7}Y*{m4};od8g z4s(}ey15-YTYNf=qQ)L7ToQkKr-X^#*H`4tt6vT#4?HZcM4d`u9hq8K5GQj03pW5* zR?rk8YgpD*N47$T%r<6Zw>JX;AzAdCNucHjXBJB?&v@ADoGm{RM*Kge>TU@dHVjQH z3Efgh?i#L=b|iy46RMTt^QlAz2wlJg161iW0i7n$0M~vLzb)Rq0ui#HZsXT!S9b`? zE2#(JyIeHU^1F(!TAdEcga4YR3Ml4%mXkR&8_s#v(nU#7YCpVumqGFlp-s7^shvp! zoZ@KFt+E?j5j0I(^D-j+7mLvFtQ)GtkL7{OKSchq_9>J{k{KTr$T%*FPRO2dw`44T zRsED`#wj>j^(BDO_R$pmiQ={N%wFs)9H(Tf3O$qm5R5_Va&FUa&A10(2a!|m`=^~N zU>Ip3)E6|?1;tB3&%_tzG=`QN&t~iFDr;E<>Vm!QUoj|r#?~lv&0|>ICb4vu5Cj1r*-S}gFuz548rtSViVfYIg3i`2E1RCI0|geToRJMN)Yc-OlHb1) z+rgT*cV5uwv_x#|lPSyPvFa9hzE08jR>?)u`nWy+PAz{ur5y-kp{8}IVL^j&u(5E2 zjjLh(2m3!bZR2XVA6Wp+II=NE3jI?;D2!-7KO+Z~FSOpzvlj!1(Ts!7-(r1f@ZWl$-}~zTL}g~v7f>CmH-nOK_Y!Tc zuk^n6E44Er%a-4X>j3ykNBZXL5X<;$EmV&Ik`l6b6b=g9$=_`#rqflknp&o4R@LU^-Drppg` zD>dXSFE+r_@)2IToMUuwyg&ls--sI{nXkb9oSsD(NWV}6e{aWUmcCmVtE(zaNDK@p z&IBL!J*ZE`0U;}CtO{igkzA^#lNsHL#Of?;KYnSoh4t;(@z-<8nTKiDicv z2X`7WCUfF&$}PhSUbB=}*~5svqS*ZY zyB(lz$KY&b-a5WEz`G4otm*r$VT&)FoO7w|#F7T9&XK5_H?Sp+$;rH5L$Yki2Yjsb z4$=Ak#oa-OH;orQ#@j0j8w@`KEQ3YXc>zB#V9#K4J~;_8n*~dqn=Y^KN(NXG3OS=s z-!r@LNa^Uv#uHCL>)Jz8DlW~5wEy4Pw>=A(*qPIA0kRu))~rc7@i;E zw-nb}iM=4JBW;3Mq%UaXp2-|xMWCzHhL!H`nnipy$1sGSwx9fKe$ z4`^sDE8ldrWZ`&DCvQ!eM*p*HG{N0KaDCTpg4P5+5+Z+L!o@%g`=3^gzYKRvUffZbff8Bj5I<%a<1fJlUPZzfR?N)5Ky zKeTi1roN-S_a->umt$Lx&iP|gdRv?fpGQ=xy51Me6b5#yj|bIHJq;mm22}t~yX@gO zK@>h`ad&M9{8C+>$vFT7rpR`Q?cSVob0RuV#>cw^`)29yjKv6uQ@R1=g|ULqWGXt> zr0*pQkm~^Ov=ItNU@*8(N!ME>Z40n|gnu1T>cz{HQP(8LTciP62SoC8t0e||EZ$38B1bsCN{Ix7lmMGKS;Va`JlN66J6nwf%!NbzT66j>R|mk%Jq(~z6S>R4iF zbnW$s6*G6@8T_ZEtu=S*YUb*}BbJ#gH8RE;5|u8(s(N+U^}%z^Q)ntinnQk6NllwU z%U0y1y(Rf?l>x@)3htJTZ6#zCQ0o9$BgJND?Kc=H*vsE>DM>USYh2WW>%X#SvgwTu zoQsD#e-m`knZcwb-`D|H(pPVBe@@!c7uVStx=Wwb({ifT$77aNm78!bem?2bQU6ft z5|MA&TBG)3g6)jI;!$X}5?93vD)*39(leH9#^jLDsSAqxsJC-NsvLs->eTD+|m29xS zA^L=70+QOADs5Fj(y7>yb)25qPu}Ox$#<=>!{}wpuej0;2MebJx|ZROWs81+00kj? z3m48riHZcUUDEmc!}WPDB7Q@jQ_YL$>3-)1M}h*Lix_n;Hg5oq0(mrogKBHq zcU#{XuwAqHtKE!_=N&LkObImMgHcd{_b$|+VFdE(0&>OP>Xg91&xgNF4CgU`=@r71 zUtW@%b{u}Fvl|p$PR_+BkFMjhiDA%^#lnMms0jl|JQ>;6^S$v(_hNBHpDN@m`ln#$ zSw3mKScl)JiD;{+Up7~i;P(BsBh#Eq6rr{%B>+;@e;caGEp>N&0?WTi-37ufO z!qy5PW=ze7LNTOBRu9J(P=@6}882gEKxa>$#0&|KR;<)(MluYjl&KC=!K~1;8O@x; ztclBoS(7V%7=fPHt(SEqm&bY6)$zDBODx2r4+|A@7_nE2f>758Mp=n5+L0G`uW3DL+^x)U`wz6`cnIHoI+)hLl-r7?eJ^$FuaA}t{u}igazkyb6 zXKVXuUfVrWS#nm-0qGV^Ue}hqM*1 zxl0lIbAuyY~R{G-?|na8iz%Rve-fmnB)i2vqQH?84o-pWvPuJHi{ss zk~QpZUXR>MI_9P#6a4z(mN8&DGmCJb4$`{yRyK4(=XE1QgU6$xI~d6io>RDs(@OO% z6vcn^w1?YOm9hNmk5=@OEPuNz-zNZHij7tkn@H4Qw|3sDw`AF)YS5S3N&w=ViN7ja z0SeFjMphGWGo;Frd=!v<)J*^sZ7vD8RPav53-#1Shn5xTKx!PiqbP4hD+~+aQS{06 z2y7?(3TAr;1~ucP(&!NhijJwC9*Jj~JvJ3UWj#c=x{+$i6U}xUsG)os*cYI6w;SXJ z3awjV%Ws2OV@|sj2^VKE`OIo<$v1>Oz6ueXi~d>Wa462<;X`hNG=cg6D0g>qN5$yud3aM!JPKiwOV1NTnE@I0~q0zKW5t zsV6siLgdmbPRYtDWm{1_R0r^_(V-ajrMt#po3hJTQmaxwlc_in|M}BCjyHiuUlJ98 zeZwv{xS36*$YI~tlwx2Sxh=|Ceh?{jyqTFYhMknNtlINvpo!g|hn^BcZ;6y0!Lls2 zk$g}m^9#>AIf=UDE0rC%#!=06B~5`AjEy9Wx_LD@z(Jbv#v;Y*$ z`-P)z9yfbu2p3I$n**c^I(`+R1JUnWnS_#Jv|Y8m`*An-bX zc;?ZKC_pY(3ZCjjPr}*?)bc?su{jKte`q`mZr){&Q3C?N|0LF=9Gzh84W@Ek&p4h=aIqkS-Q~{8=cHp#^jy4#$~j*pGE3H9&34 zT|z*jh?TmS+D8o+D)%*v8mFQ#)>7x+Ej??7@H&%v@8lo{|D7?|W+SgNM%PJuJYTIu zfoMK4T9U7q8w)P)jJ4(#R0QEZX_db`Gv;uTnrzHK zVyMGp0TvCaZ3FmLsP24n@mG(L|9$UNEvC;EIk=Ml!)KzOgOJ}pfpSpf)~YSHgeT(Y zerZyV&{S+g#lK*u+=pA}Aq{IfbG9n0zNxycG;wCq3Y0+v71xrSgC;ah8+@qI(~3DR z@fAzliuL!*oC^vH@|28;8NoIDdOCXjS(=DHAOWkkISUZM`Tatl7V~ddG7DRR)D~K; z#osZ)Q&3U<$iRrvc~wndIaT8aey+iwTovr7F94lmH2f#Fyfpl&JfIGIlZ0ScIb`8^ zF(ASkCNefU-(dLZrl^oAx2U|8t+s{cj3@!Ek^tR2vcZpAmy-dG!M(@Io~82mCZieg zU3#bMsTzE#o~_LC`+Xpx%n@}B$8(@njqS$X z;)@s&0d;WBiSJgasJDgxJ^Nk#Yem6C*RZz*{K?kN zsfhZ)i1;Q*m5Mwfp82L&=@5pKgYLLFry#WM1NZ?grrOd^l0srx&IwC=ITX?ZvG6|g z64vZm^XcN3a&`$@_%y~;tdO>GYEO$U>Wv_rAJ=*18P5*#)qmhWS{T~Pd=k&ZYk>O{ zeCMarvZJ}AhX&zXc{Y;V$5nD0#tv)Oo>US=nLzo=EXQ3hmG4F;U`shYr63eb!z_|( z4c_7=lJ=bbo3ND=%-&le{>QdpdgPa@sOAdEPE-Gfxvn7{9LCsD`&HyL=89XM4 z0Sx)kfEa1}_R9jwcDNPH>{N;_IzN7#$OL<}Qs-(r?sG2T5D)Rdh2@anTB6Prt78xd zHR^|kdEX9_-iliI@_hIVVGQYn$(~zW50qZKwuA>}1n0l~nt87ICjGogNrp(WYC<+Y ziBHYE&Hafyyx7(N%F~hJbpQ)!rv&KmxL>eam$-mgwPwgY*35Z93VU&sX@pTVcHSMN zl*1EF{1LaQ6GQ4BepRg@r^cG3ErNj*@3*5NCm;MN>QK@AhXSnUPHOx!0u6R1vpCqP z81zOJI?jYBiRfb^VPn$NExp5aC_~3JBlNL|N9jL=;IT3nhS6ONu>e*A1zxpHgoiow zv4r^WeXhpUXQc%hDP#wJGiClRiL{M#1yOr*f|X9HRA?vj$03Bj~qdf*fh4)Td`e6jXPlP2yRIg zm$}w~w84~w9(=hz_4rD&iw;SLN-a|%mfE!LvQr>6axR-se1Irta|$iiu+Z}lRCqTO zy!{T;p6CQe71&hXze(TvZA42B0nFV3Tb-L?&rl#RtIPc%2pjw)8^dbu``WJWT~Pt* z5PT95#uB%j;iMV_k7`eP#31F*KRT6NMK3(l>Qx^NHpz7$2HMx#x_U)FCw1f*N;NGO zrlmWr{(sPb`T>&4by$1f!`ZI?$o;R8FW(|efT|iH0>aKhmw$L-Mtrz}53t;*dyS(x zuated)P%(L=889tqI#YvoFcG!?-NdXyEJJZytUgGO(rI`#%Y+)cfHNZw5_&`!l4L? zvyLk|!JE)arN-W(_*F#LX*&-a{C%HwNgc`%v6T{bqX1q`5H{D}?C{2ocHWkz{o2J? zvl}0l!jnb7aAjO94ZzGA2?!;NAisKu%o?)Iw~DzBvNuQzJ0_ZaC%OTcs#r7dX)8 zm)S3Y9srQ*`}Qv!zX{EC9whP8a~UmrNyF9jwS0ks6VCLej>fQTEp6rCA~u0o2+=5bj_x+a9qgr1!~i}-p;ro>1e*y*sY3R4R@NmC7y@rx z)|#vQkqy?JUUw^$CCD+InU~OXKT*>%G!;9L6u{uc?ECiqOFqAdI7$3gMQ9P2GIZ#x zo<0$Js@2oKd#VQ$%|}Eel}(RnKj~@Pnljz~gh6o`pHXg#F~X2u;xSIWE)aNA-px{; zJb)oE&I!XwbYt08u8+aCyKn}qY4T}&0i=5uDoPxsjT@gFtJE6TjnM=D;QgBb5Lk3Y z#u0-bP)tmTfnau_Is)JL9!4mm29wXMvet<4 zkJVXK@yAx94li>%3~QU*w$7(`uc@1Y$zb?LcPQRz1!N(o|#x-%Sxm z1)gxpW$^C7I?r&w0q#8>^fPH-A~iVo0YX=xEn466(p|DS$Qa_fTTfUa7!!&xWm$wH zYT_n}Gc~Qdbu~5AD10 zH#5qof6jVgX}Bn`Lk(4%C=8FGQSA7vaqK!W3NUO#G#+D~-TF(OOA7}?1xOt`0vFF( zM)zmCeoTQi-x1!D<(6mkK}IYXbvYR6alh&sOVT}Mqg9nY9u*&`9XV0gfdXS!j8L<=)`8p!|r?HJ;~)_*TNgehe477rGLi#x3i7EcUttt-`p_g`*OcgwgQ*3mGw%4VhiZ(pd`0=Jba0j*n9 zl3x%=loZS#B;<5|?pf&zbGEwjMyt~+E8~W9PMImto@q%}rdHp~^ly(qd@2Fd59Uv= zhqna6-fmA{(an~~+vDN&L6f<=LND@zfp%3oN|Y z>Fdy=kp6Tvyp%6d4c02c^6j2X+qnAp?plg^(`q(TpU{#vnym00{YO3oT+w>~`-nUzD#HY*a_3#PAJEBiQ;Frg+%o;mj|3RSkjn^>3B z>hbH7CtM%ks2_)W5aukUXi27&~$%@E@7dwIH*4k0mAs_7#$}t}9ZbL$FhD(b4ltLH_Q%rV*c&Q_zYFD< ziz{rwquS^OJ&_q~Pn^k%Wm1K~Yni!?gA0{8$hq||rT=^IUpV%N(J_*YG0Hh4sKE~e zUHng)z3yJU2K#o;2NFwtB^WFzlp zyUS(|Lj|9N1(|$Ck^H%3f~%~!-fe))7T{d$0bx-n4^-C*_&C)!oG&6tY!nTr8b^v^ z5iLQY;+>>|0C9&Wo}^roLUvh(aa6=9Uw}o%fsj8R2P6w#ggdH$klals=lTpe9hqo3 zGWC;?g?N80&BCZc%N5WU*99s)iDnhCjz=(@$zsf7qv4%*@#P3%wrfe4+osT;$vW|< zh{Fs5CuquF?hy!4?*rFI|2-kkmeSyc6HAtC&_KQ>#yG;u+*gtA5<Lgg(`2A< zDWK~&ZH-b2jO~Zlm$gh($uwi}Da7G%9L)ws|H2i3>7UJ~FVwK1ef@)mss>_p z?K}ExSh&4cx>MYjI7-hw5*(-k=DO#jmb;fK#yDofpXll>5h$1<3#7gKA#%v3N`<5D zo*@GPO2=JNcD?SO>&2zENsq7Z#H}yc_jDA8sj+$mLSTIg@1u+p-~4hHXjRW`hD%q( z2S`4AD&$kfBP0Cql2f$~7o(!hBS0qRejna!?0r)dDB@|J1zXr)JDAXB<;ml+!ziP6 z3pBzlOTqlblsPPJD77^1MX|Mhc`M7kT+W=O0cE^A(JwNK%Qz_{JU9&gF~k`OhU1TI z2R@5qxT$jhU-_|OD=sGAya)n{kEFTT1)L;tsD?=>Z2aNFw|%lJu&0c=OOOss-1#D| zd{URNG60$u2QSw~y_1?Y9x`YHxPi^>N}t^TVxwCzNF&r2Y`XpP1GV3B?ClMbnUFx{ zPfROKq(R_2X5=D-*DcSBsij=$RxWL2BaA@!a7R(4Y0TqE`HUqTF%rbtvksy`0GC$- zQIf~E(toJI6s}CjB+V29E*I;c%vY2nTwLk+z=R!6+>yhf=P;0TV0Y`?}~3(@u= zh_G4MrXLB-s+-D@!2jvIOeXBJ0ig7j;vx3I@>!u3i0OLqN>Y$o5G~=}vVxWkMxrGw zv%C{J*CyfKldJ3ViD0v#MytD97^<&ag_BZQ2-5v`GA*i>$zB%}iDdPMeM3XJoe2L$ zk{qr!zOS)hQ8ClYLd!x7>?^tZmCFEnVki1=&}6$IahPkhrhC!Fr%Uet`?WX1E0mke z>buT*h;bT1f&Hc6$OPiF&p^klka${ErN*zZOi5k^K`nIUri|7D8#p|2CdLXdlz{H_ zQ`EqnubC=@H5rnz-30BnpXblnhc0`&Ng$Kp0}o_k>#7UagkL{RymSagkqM*&{}6$u zk4Fyssn8%av4x7ET4x=^1F#J)gH6+Ch^=`Px+$$CHNZoy9(Bc^@Dr>14iYh0gRTcR zV1oW;2mM2|FazSy%6PLc?)rfFN21uvMN3}Y3ouAMc zMBh#_ft1?kY~pC(OROTCT4g>pN;PfO4bBai7|FP{6i&;q1+Ue*60#T>_^u&!xlNQv zd`8W<4qk1_u)X$K!*c19)rKMKCR%(Ch~HveRWo{52BwzVa6!e4lk#~$ZiPSRf`eK z(r*wffJY|W0&CM0?Xf`LekLC8y<28d>^M>*-#;zN|8lp{g^ z)B+J8DCQ#VYe0z1q8hXF<{;AzhZ%v@&?CTX4UU_YAW$BHIE3I>btAc#4yNEr{zZXtNT9h%q9BMk`@JDRfc6lKEQ;08=Af9X0@;vZy~BNs z23r#&WoPs40YE{#N$aNzB;65oe#pm{{MgXVFiNpz9b_!fLK&+;$<5Xk6f#n;5k&6R zG{ehB>2IcZi-M%Wtr#`Zf;~G%2u^IwG<~!p3=|uNRmX)jGp#YN#8l3PgjS#0eJTmhL-A}*hy|=r7EE13uJqPpbEM1Peog>ZBPaeKrIxKW#H6I1!K* zLSCMQ^lhRW39T7X2$G0=3e*0t=1vF?r1d1t-i|}q{!>6Iv+I(Z5uIGZ1|-d(^I{IH zg6#w_fb2$h{uq=Ocr|S)V%Hp#|*9eGSZ0am&e1N{NzU`w5n-ZhOe~8 zM7w-)SKvVGf3_A)GwW^(?hu zm^9@q=?3Fn1T*A?%9IuhIWt&ji&FopMe)<{H%|z=QMba50=z@Y-LG%iAO2waE!y+w zMT;lTjHGk5mm!I}R(U}52yZw9c;c?yZYGFhOhhz3nj~=5^pP4-2>GdB2sewFb9TQ3 z;8dqliDXZ=a$!FDJaxi1-458~R5q^_TK9tV=slY~pWsb@IyS~uI5UT&QtnZu*3Svj z&)};{Qw(~{Fu-Lnmz6AUiK(SnFiW(d691ynrVZyG$UsIo9T?%TMjz1_T^nhXl;`kr zjqG0)={+@EkJzIip!A^N7g~w)NCoo^0Az>`DzNU_A8}2z0@N<1$-#Y?v_+BCF&WP^ z#g5XMcZvMAMU!I7om@HI-|?=Y$Wdd;r~a4R@lgef%c_~+u1JxWlVZHA#Y0GZ4t zA3`T4@$QC;d65gDYQy_;jO6Q#@&5`t6Q~=j?txd53`I(#B8AM)o$r+)p~w)WOd*5} z5t3xMCCXUJTvUW2giPT>p)w|l3aQV>_ccf*rIP-?eeQeT_u2btt$)i|tF=9QIQ#6g z&mPXXcK=mk?v=m%I%f99^ydHVJGuSCZvq4R-fQKmjy^uST7_4eS8sd4(QWlh6uIodwogg&K|x0d+)L}?{z;u zcia9`U000k_Vo3Q9_d$mz$<;fO|L$@a?_Wc?^+bDbI2=JE&rMk^XFW7W>MMVvp-(2 z@=%pm_W$prhdVYOJH5)VCvN=wqOPgJYu7~|t#Y#bC-=9?e|gJSFMqM^($x(&4ytr{ z%l^aDiB+px)m#3~yW?M~_*VCa*S2dv_-LPf(+?*R^v0@An>f=z_(gtABZX z%cjVoKOgJyMg1a!PluY0xckta=f>~M-{`kN-M{QweAcwy7p)!qN9>itCtp2vsMw11 zUH81V_RdbB?Mp7a_~kRj*FSJxV$3r~9;?@Hisxm+Tu4xEcoe> z|GrRV@{T^I56^$~KLsAV`dHI%8=gD8&zqmGefh@E=eIn*<@_P_mv#C3>^I%lMca02 zvS($>vOTv|oLOgY>r>xWY<1@P>&~{Q`*O+B<%)D!_Qbr>jk?8779W%Trr2i}OjJ=FVTYRs6Z=gVACmc5K~MdPJwi?K__Stj+TMQ@8$paq&Lucb6aB zrP=7&yQ?j1*!=auf1O=0?9cg!e;zP;{ra(G_nlgJ*{-Ksb-QiFiWOrPx9C%}?7eUN zRWWFZZG`!#?9|lDtBZ0y4{m{HQIWr_Wdnu483vm zj&p0=|4W^Y7a#cHuXp033t8q;XY?tT(xugq@7n^GJV^|Q{yje{bK5l z%fGn1)D_K(JUI2fzpnf8{9*(9)E_zh?#EY>`)z-IX{RC`i&k3sTG3WB@^`qda)(*P z`hC4)|L5NtMwmrQ>@;hR0jXBG_C-1|n6SnU(DZkhL7|92mH z_E^s9S)xX~xA6D5o>4njkdULmJ zE;8?{$6tQ9>;*r4^~5F9UO0U!=GCt_Z03{(m6&29TGn%reY`nk8djA(st$wni#f71TW_P1Zr`oba8w|=*y*ZT`5CmMbq z*}tXzkQ&>Ez23OR@6T^|?}yFxDl{s$t4Z0#gU3%vzH-wC@3rla-rZ-~-<8f(ANYIC zQT>W{sQpQN`_f6h`nDLm_0HdSzdN$unxD=VT=-$lW?uOl4wS!l%*PKm8C&$??$hf` z===QX@Ue8w3D=f6Z~wvW@gW~}4%Wsw85b~V{trdWL5 z^({YqvP!Q%&K)_s-;}=xO`krY{dW`ZdaX_0LBk%p{+|6u%A_A@_tb(O&s;h4;>!l_ zDL>}?XGV_P`|FBb|L%EU|MRi;)_mE&;i9$m8(e)~#V?j@YuxeW0?(b?KehW`Yj*eC z(R}l^|Be`ZbEhrOJbdB)Ry8gzwD(Y{+ut5han-@2@s(GU8{1*to<|D*(ym9_XKsIM z*HwF`O|3AZ#6!On>Ue0+oM)eTu~@v=z~A@m>y*BJ&gQ53zdo*U*&}mri=X;!{gV}H zZ2Nh$H>AR^$+IJq1;!OmRH^gpt|ymHX+Nsq-yI%%CV&1_B|D#Ky>`|Y>q_>zrvK6_ zhb(^hmTOPX=zGfxFEzgZ<^s!CY%Ek`WxWTA|2b`U%^QYod1TS0cg<}$xL(r+U+A@_3y)20piJ-!pH#S8{3RnMca@ zJMdk_cix}7|EbM;H+~xKcy!^i2A@?swJcTT^>wk%j~<^==g$`L@U9iDW_*9!$)6s$ zT4^7n_G+e{cYPIA`1&wRb!+_sP-sjNg9IxFy%Ly!3*6H|(gF`g(Qx$<}MyG&|gL$?mS- zcYJnN<0VyE-?VzmUE`OO=<(=vj}@uVd*p%!Cw_0!cEzh3!^>y9wEgB^JAYbn(4CF{ zw`a`!HR}$y-||Up+lvcY*Qj>?h-%FyHG1y%gDVy`e0o!vxf|*Yn^~a2=58YkH0$x* ztz}M}`|8?}lj}7qcC7xzrGGf`S+_=e+9aACXq}#N?G+z1@w&Yf`RLzQbt`yc-s`t^ zIl5%^$gz|1m%r}ziZgqx`r++VDX&|V&2x&6@3Za7wi9b#b*$!{1NwiqU}CjuRm#2f zd#}YK#y)<2blo?*ZeIN3jdwqp7&mHcyI()8{K>DHSQ3t#-a z=FhvAwA`_%b>&e5Zs{`SgYWj8>G|JFx)oS>cv{1uqwbiprc#OF-3M;@-?7G1i+s1b zWrdYLuWI=66_wNXg$~!Md|sjN7tUzrP5HR$l0z3=lYiGk<*tAF$DuohZ^?H$5iMN4 z;_3}+-s<=E$DL0d96Pn=Z*7OK@6r3M4vnWT?b&5TmyMMUel>o{OHW_8xn1>wmlSL_ zD!lZIe$569o!n#l?AOj)v18hY-4czF1|q2-T^TKj&_svj&au)0azwin#iruD!+ z>Erv#j4fPr$ZZc)d-I(ZuZ}%Crp2c%KN|XMyH_K#y7z5gHcVB3A`HiLSefONdAMX6^Tlrc~TT<-U=sCrs74AM0uln8DRHer% zUoi6UA79jK*!_<#Z!}rHV?c?0m8MK>xNq>!Q-@f&h zx0f`X)bOiU-mJRlll0jud$u1sx!lQtcWkb>bI!uppvRhBb9K+iMI};yt{wQrk%kxE z(sW0;sgWB;E-W~-%-$srUfy`&xwDTQU0ZVbxb6Sh`atQe)84-0K<^#ZhQ2oG+pk+! z$X`Bu+uEk}@16P5=qtYJbGrJXs}_%K`Ja!zJA3!f{r9AY-1_q2Q{&f<9#LrIj&kWY zPn2rideRr~U;WJ+bw_tPI(h4T!!OBKeoBX?z0TQIsrifso!>3ey#4-TrFwoltzgsN z_Kdx$>Sq%#e{kBEAAV}|e(^HH?wYW-dDq?LiqG41lP0kaQ&61FFze!(%`e9y65Slh;oick<|YMaPE!`j2euZ zj9QG^j9VCW7`HO&GU_qvGj3zt&S=1B$hd>ih|!qQgwd37C!-moIpZ$I-HaBDdl>gJ zS~6NOS~J=(+A{8Av}3eqbYR@i=*Z~A=*)P4(S^~K(T(vSqdTJqqbH*m;~_?GMjyt* zjJ}M1jQ)&A7y}rOG6pgpV+>+E&KS%X!WhaJ#z-@sU_8kf&UlJ3f-#cuG~*e@D8^{U z7{*w}IL3I!vyA5$6By4kUSLdQOkzxCOkqrAOk+%EyvTToF@rIa@iOBT#;c53jM!B;ZP_R3Prt2UbwvH zm9J2!T9ZBx)a&?2mz(NU4}0OTm&$%Ib<3Jf@j9tcJRC1AM7`3zOBeFIP&gS0$HHMh z%nPOXy`fadz@pJqJTbM#+D+xt5%X86P$H~gp>RAJ^O6RZ48pGqjH9t|Lh+D^AYU@=CkTv1Os4!WW)hCZ zLy91}IUXPwjioeW zp*QvG4>nzzj)wxPfH{Tjs)iGBFGwP!?Oo;=XJ=TE5^Ny@L$x7MxTrU8hetxmz-q;# zfsFxjMC-!yB9T-=!(@(OW7{HN+;7I2CrI`r9MA9w-xN-fR=SA@% zL3-&(RIip0OliM_ia-t$3`e{m!KkP9iY!UOGy4L1VN@ea!u)g84=|eiCxSs=g;&$I z;Bbw30!xO>(uoG6$`s)*5=H_l1UaQOgFj?rXjKbAHn}n`p=Ufh69qS}zZ3tONdJRX z$5H_!Ojy_AkONj7i{W>bFd|?)qO~OgCUZ2H&Qm|fpz&2O;Sde3aXhJKA_P;$=?ZQt zWQ~yB9#;aUahxG|sQn2H1;&)rz@qV_CdgUD;iI>md>0MblRt^^ds?fanM5e9q!C+4 zh9Y{6JrAjq_Hc|Rg94&yZRs4q@o+?+dHB*~B$AB~a>5Iwjzr=yqlE^6?a!Vylu%=wc&0bxwQ=$9H*vrF_=^umZ2F-s!qPsTK3CyddmCy`U05vDWYg%C9B z1i=(rPYL6Y1HPY#$f^~3G5sCOBoys(reipN1$48E>b3I-t#Q_RI|(@(FCbttWxn%5 zUNjKAKo5eYUHp-C!NMeFj!%iUZA>bRBXOe{VPYLu$V-xPDGi2Gk|yL$B<-TRR4h&o zr9Xr*=|d1^`~uqn*QNKi2#6C*2G6^Y;2$XW}+BxzqkoDhuYpalDf;+EA! zBwmPyRE$Y_$A>lt^Vge5m z^X*UBp0XsIvwkK3(L!7?0hS0w1N6etr1pBA@W{pxx$&O^n)*fpzvr2_UxYDroeX1r zQVJ{{*Qp(vi4YVjA3*$<;B+!uOc)b$sTm7n8|64AnjnmmVL~j0EA*`M5qhae+Nu@g zq*ZG&71trT%!C|7eaA$iA)+onV`mE}Tf-=>5o%{(+47P|7&UPK5{5i;Dl)rNBBW=B zfyD7EekQDOn5aaqUh}ZqASs|G`)?bHg}604oLAVo*>l> z(4*9=<3AyY4^baFWD|aK;DkL>WFypw+7b;~2%$wqPc)PAX~xBWDNLArMSUp35S1vH zW30U%v%`GNRup<<5(*c3l+EleNu=oqs5A+JxPE=idP2~~bwV&~3sr(^0~P!BWH;gTIg{u+KF(;`nR^|Uy$v#qZ&iLsF1M)0%5CuU?w9< zNtj|_G7*AuMGwAl;%~FXDEg8-sSkyq&t*EVCj?`rbjvIv98U_DJeVZVE=fWM*L>OZg0d1Hr^oT$VJ#e+LqW?&OW}jv(1gVoNWCyeRn63$M^&O03 zBz+3zcv!bgH7n_*H8S0rsAocG2h+)gY+3qSmI(xP(SgZfH9mLix}Y4#xjlv4`X9PC z)+(nT=clp-U~#Ii3Py-XW@5rM5s)r`(E`GlTp;a5NhbaiAt0(LXR4%iT?!IN-b{2s8tBYjq?$LR45e_axAuqwj-7|g*VIjE+_sIf(cXe z5rQeZXXPu~a-{IZA}hv1?;j$cIMoF8ok#tH+O&2w9@Qr(st*bOyrc=uU_xB22#U>E z{{f70g|U8zi>ns@mzxZvD5}PcuSN^RqKXM?jDSHH{@Vx*yg@4rcmG}qWe*fV92Hf zAk#4R3j>oBg$8vVIeHu_>N^pTi!lo3aMOVui3RK6$q}@jc_Bze(-OovD`Ds~@JF9f zjvm*I9Iii5q84o=6l7hWb_8kk`56nr5b>fP<}`?9Dwqh9)aM)PPbGsAhyTM2!Ki{c zf*7p-y9}p7|~tD2WPV+R|ml+<>tHf~+fVFp=VjS~~FydC^$z4kPZ;_96GMD4uB*3bMU2 z;$Y?ig}^xT0*vjQE53_J%hInI!KKQe3uOW%K33}_Fp6;jSQtld333lk?FhjoPEs0l zjPvrCOrYd|rbi_(vLLmd4n~$?8B@0ie8-vu7~_157Pu%xM5VTlGp>Z*V$K$9>Bp_R zW{fS6!)t?c^lY(QY)h`y$@!CY!5L(80^$IqC8A~w1~XRc?gUKc#-EwnZ4Ni!KL`-= zavK*YiG&nt)EYw&Z=u5m1eBtT{tg(~msY={XA&);hp+Ze1bXQhS*rZ3Pz2NGhLZ1bCk;hviZcIa{LYdM|nm$PPeKl8_5ZB zfFOaPPU=KJ?u_ciLO?dN59SOyPKnPJ`KT3#b?od2(!%o3E(6m?4=}3K+TF-RLSZc+ zT1X|+6b}6av2_jsT~`x=#8X;@LXg@=5ZA^qREA06{NFixL{9=^{<-SM_36q2AEv0u zY5NeyCPYAJnCJu_7-p>P!_m{J5d4K;!mN`+wxK3*xk+OkLHbf=cH}a;JAoYRQSD3} z-&ES9DKO?Bv}&cqsx#3L-=$2)*)bt`(89o&io1p-xZ9SKviJfj>KuCAQK8(&G5(7J zE0z=>Xqtxzh{ra4IPM?I<> z4TntSNra(pr#1S#z35#;Uo0#N9+cJ%jDZbK<;u}o32Qtbn{;(!y-!tfnTlpTe_X}mnmAU|UvNEuyQx?BMWTxX!* zNE=n-CTZvzVVE&@Ks93rBk*$PPu2yK6%ppDnYbn4QnjB+MhjX%fsyWLCPI%JqzYFw zjm2eQIh7|twy7oQ7)~zxq14+$LXcKr0G3G}Twz@2k={g@(r_*?qw28q4*W1DAbEmexS~N)0-p~Wr9&GIFOpGb|_Zf|?Gz&rc35FoZ+6A*D_&jsnne$k# zH7Q)7rwTA`{Xw>OYaxigRThj2dHtcYIaw0vohv2|R|h2sh_ULvo}-th-$cz6H=FKOw1KDVXun7ll_qNnWwJ;(eo6!hJDrRHMG~tjf z|B8hFP}#t(D9s=sxF)<}UyHr^8H)x9X_U}ziREpgJAZOrupkH4T`o#0^*e&*agPv` zu*A<80m0Sw0W2vgQTDr#i|cSvT)xpv*mBf$gEN^r>o59nG(N3%p{tW6c=4z?5Qng* z%z-Jgb7>P~w8=8#W5sU`cm~N9^V-8X7xdvb? zopqc9Au8L4zewns$8rGX34;~dH6{<&xrl@fJc?AaBW$2UW4;qr+v~oiE}S0eoMqz?+RRv|EK)y5&*cO-K2BXjc@H>ZOlsmhWjC?*I) zKA`I$z|dbLt=8B{9o2@!8uQ}-rVL1fST6i(VUW+f6AAI68hNZ1&`j2Vvt=VU<18@O z2zh0xPg{h+-t+}DVDbP}Et6x+!!W;qET;&lVT29IsPSB=pEj+HQ<(`j9|8nE-JqMNz8>HN2 zPg`beUeY>(_6HWklDN=mm~cbirjbHV=P_O=jj@_F=CGp3ql;p|sA}n%$c$MNWxygJ zhqqp1!8J8bp~v;mlnNUhK?+`aCbFB%wHSx2FAG3W9y=;acl0O=1n9-`3^P+Ua>(Y& z3QFMqpY~=lW13$9g1Qxe;}TrGJq1P&PuT)&({w5Vg)-u3n-U0eP(V6tYTez8Z3}`W zp@E@{RfHjUMKf~#=N>w2F!R{d5u_t!XN)nJWfEMiEtpUsHU0w)O8B2k&y|ftLK1*n zAeojR6Tw>;;lB+cAZTD>ggle70)lH}h)^<(x5)0r%&*#rg#70hMzla@!K#{$hFxQM zaTr)SvTk!B1fNVXNa%_Fv+*C#$nCoynThQ~3UVN#kxsl%tu9w(7Hl2=M4Vye1gV@j5(W8kRfbqEB!SdoiyhkALr16Kf`;nPRLOSFI#v5o8Wa5uV?A6kVrg`(J zG(-F+52&qG6YiR_0R9Mq`pkC(?PX>THtbCqru>KzVUvH|#lMBAL#358jv&|V^z1-R zVy2iyp0RSlAmF$l$g3g!9W%BM;t_^)BS$m2@gG${6J9w9@lyeUNgGfKu4PQ)iP+eW zEA(h1sO=d_J7C^93{3pmZYL)Xq7fqdj{Dy#Em<-Hr zW3hBo*ueVb_h0#ZZx|mRq1KyF= zsm^{JJyY=$0VVsi^wQjL&66g>1YvBfhk$`R9~j+9KS2Vif7r$_=HZY3JC=!OCoZ57 z{bvIZiutw(E(B>mX=DiU$V$TmR|`WCj=HW+Ttz^3j?a#Szo^Ds+RPy9`5A&vAz6@4xAy*XxKTaWE=_)9=@;d{5TafsJ8JlPK4#tfKzZQfsF5Or# zGqLyeozON=VIsDRBlJ>f8~H$xt5AN%P7CB>7DjPX9VQ}R#9TYb!1Pg0EGlZqXdxT_ zxivBO%Y-pcUCfLrn%QgfLJ-fT1!N-TeiQV-)p;iRCrS*cMsB!T{|!OvVVViJ>?aGO zFl}rGdgfA=n=lWSjHT1FH6gUzUyGOr>`sNOsAfz{A#mwNaBWdao;qeHmu(xOLR^TF zS|sF(wt)$8g>hLaMS_zz@l=|T{%r#^H9xlON-MZiG0PH?R) zkR0UvKw);fJ9^Z~Rs82>%qnXpf^4H(_se|#eJmLk&lBzWj({}(3_UWj+?qo+{*za9 znz18jpIVdpQ_ZwXLMPEQn22s^sHz>|=p}Ol&zx=x59Vm3C{?3=ko5@&j0&$Q$;yoF zOE?jbkk`x@TpOB6X$b$};*T5`ED~b>%BipbKngfK*j)-P}s)%XubFQ?CwU3W*% zS1HMf{{&fIe56Fq*{e%)j-ahzi-3WQNN{u4I7ii7mEd=!{F;GYnsmc%Cvq-wG5?1m zOyEfjVHB6_EJ1o_HbR14pk5@n639CJXHP(yr{<-kn{gnngP^&6fq+zAY^qKt$>bJ} zp8x7VPW_LLv<|-^2(l`b5UB9LFQ)6hjv&FT))oTNh}AH`)ovMj=%0?L|3e{29H3xg zGLAK#HzXlr!HW1MM2qgkiiZ?qVnhLAIST$(XhCarF4Hr~o~4mx&3dqFh_D>m-kYl>>1E zgQp!o7HZ>pT8Q=sPD9es33@^iTLkpQf2fe#5?X3Oww{nBj_I3xB4FTGab-z(S8eEl zs|;B5PX=f%M>&G_8ZiVZw3sCkTwV7SdSo0*tBzjYuViLB?G#nhc1sAd-$29`s7#n+ z))6!fE7>Jv`o?hyu8x+W#~u2dlr05rzOs z9lcVcQy%g1Oe3wSM_s z3wv(xBq)%;B&oCLFwD^-Zq4#=*T&q8X)9!bnaUT)=4mWih{mQq|E>IdgD-~6e2z?k zV3^O%ojgd8LFtN)lPNbN%bQ~`3;~z80Wn2w*$>H)c`@pj-4P7fr@Jp_R{>nz^Flx} zRZ~KgvX5%A3V#e4x0I{N9HoJ5V;FvrhTnoW0@8xhK^8(2W$7{lFu7W#EW+_klaBZa zA~j5GErU`mfw=!WN048U@xvTJeVLod39jze3ye#%t|-I&GwOE)xto#v;hgx#7dCK}K^vEokR00(lxsHu z7;aK&%gs1Y3q?TlYk}yWRws1|!-O1J3zH$J*3Ru5p5yt~Q()lgbr%>Z9~7MIeSI-%^U&Re4f5E43`-7Q4{^Xq<&9tA5iIUGoC9+M3l1UV3);goeAlOY%|xFp?0Wn3%?%F-=I zfpJk?EfcQ|xt?GuFfgIWY(FIHwhy?tia-tA5F|$k#yaxLZ)!>4!NHHs_`?Q({Hl_! zISCA-R#xp`COrg3qg00y0>dF$T;4t9?Gjfu;zQcXfv{fEG&?&R_jBxtT zo`77v#R|=bvQBDy!bE~0OHh8R$bQH58kHn-*pXuRFIT#@p}dbWAr~L=1N*w32~1w8 z8@1vu&CfH*{bg!SW+DXUFxQil-x)M5JwfKDnADziFq1L@lOG*0$1IU>KwG@$HF*rU z*uN7-^q*BfWd?gw3zsR~a4j_jKl2J11D3LuiVYl$E4dbzqsXU)0vuQ%r=~Wq=ze-5 zZ)Zpt$Y06NJQz)KpPhT;hA#1JHWkgzhhGCV&me>zd&WEuDlpo8mjFHBkDf|mVc^P4j0n4FhcB%Zr zcAzUo73MBoS`fzZV5x%aL>KzyJMO!fUBcnP#+rJ%(&kzn>DDcd)$NF{YS_l_{WkeH&%9gEv=WT`l E4|^oQ!vFvP delta 43072 zcmZsC2RzsN_dl{TGP0r&+4<~YODScRnJt?lp%5PcWMn3LWK<+O*{h6>*E#2P#_RpL&HfRTaYIij3%N;gk*rXshu!iYBDnd*k zuGp%ldec1;YD1o0UHus3qx-~tJTXRhYq?G@M{h{M`06;{#dQm{@v~2Ia~O)S2lUW_6M;>EC_7t(ZzsKU@(ppbgM(CGHVasTHc2(RlljXDT-)vhRG}ckSep$XNKPf~L9;@+d zNIE#3{i;gACN7;ZJn(?V{$O-G`$19n&Rbu-x6F03Uvd#zD^}hvGbu@hpO?m@xHAg1 zu#=k=t0m=Eu>-ON;c{}^Wk}L#qegfkHHXGSvkW>fH;fch)YW{o4~z1jUR%)>J(`Qb z4dHwXK0MGKeoyn3Hl1EZ;#H^0;z7^#w>V9R*okZLmwdLNGNoNAyIXDY#x-|5R=XMo zq~~8U$t|yTJ*56B9{8lNjZG@#p0?BIyEksTdm~X!$#QSrYz!n-z1g_JF+0xk5GIC)s zZm~VfO>uXb;d&^Cnf%FbKDHR9_Xnh-(Tcw03-TQ&@{>l#0)x4v%Ipss6zda42Y+jR zFHHagF zLFXzpuan1gFJ&vVEY-KjkX|V4uUGhf;l|AoDg9kN-iO!Uuy*fzeBE&|Y89@U&3N^6 zt|dPEM?$B3cCfQ$(-*sm;aekJvKU_uE6u04Hf^^Pm-A1>1qE=3j;lQ^8+mUgBbn5_ zz1gds34WsT6xu<*Fya(*>$)6i(WxF zZB|+=%Yqr>V)B}fZXPmVsV~0h*x=^RE1pKYxMFp34L>Jr{dwnrrof9o&E~gmb{#ou zE19QadFzR@qh#XdZ&9Ja4;e_o+(HT`Ih&0KJ#}{OW_s%j+`?}|&ri4fh!u%?0@R{iGph7e~id(4eg>Tjt{Re6a^Qh9fTIc+SA$&E_Ep9()?#2#(lBb)igZ6;32 zT8|@ZZF(g$5r0`knddBHPM1JqT#V6!C*&{1J_TRxx+o;U3i&X@n)>R~Bm2kKMD6qY z@}>tl`ec*^?&*ZBig1>Miun0aK1;Zs&+;?_5mKp+x)yY%O9(^PIvS91I$enNngLUj z85^gKN8LcPBGP%zzI~o1O;;2as)xN`ni{Z#ldq_^JaRE=LLt)j#oOO@30BxP(`1ii zH@+@XiRG^AV%lrH=Zf@ylAAU(aCw&U9AidRkZBul?rl8s$oA-zrFeEk@^t?mGP1aw z3d6!E#p-#xR#|=Sgw}Njv*0}I_=Xvq%gXaMW;Z=zzxk9tHo3W`))}!fSbqARPe{-d zL<-lZ%ynExa8meg`19gI%4swcoxosxO6ox2xZQ#C1Fct5+<_E*3_j=@DY}^lFNIr+ zVmfm2)SoVXyEFOJLMKl%Mu|4 zfkS1c3GGs$NhiNR^X%?y&+>Z*eU-heoih=UtqP@M&RJjMj|Fv4$_{#uM~yGK-kl=h z7WH@i&5~}f!gYa;J>TR?szUkoi>9amlVSNnF^o;{n!Tq`GDgl|n@z~?L$mh>A+M8> zg1B^w7s+KI+LKEX+97k|Wf0zyku-YW&vTKppl|fu>t|&bmyrEdqr(hy z3_5!IKs9ZmqhzR2=JIw!gJ3T!#B-$7M*!E(8MccFc>JwhW`CJ#}cA>n`I|u zWKhgnn2I^>lH)_Sjy+RNQG8IBYD~w*k$C2+(&H+%AlXxWOblAwYLJT(q%aOgW|A``JM?~`))FUC=XuGxv}8MfJ-`O((0M+= zoxzMJ{n8q@;k?D>U2b;m8r_j|%F*pD5q$5uUiM?|QZX8^=OdRbxXqqC`03MAcV64A zB~nL~6u~n+bQ?l8s z$zA8vFBv}{D<_my=+EfSJ?pG#elC&EQx><~t1uj(fxgUQKyy9{niXJ#yue$uz{inL zd;8Jj(D}_lw8vU~g4I=Ddb+Q(mQ-WpPJNiUcO4OTSoJ1;qUi(_3+yx?87&|A?48YM zZ%9(&7&sEmjp@2uqCLu>A>~RwWT!5hspKUkH@CAke{LV)_Gr7>Rqh5;`L!Dy&^v_- z_TKy)m^i#EdntEA%K9y745>Cm@Bo86`7!to^J1b0fjy*?r$F0*6-0I>)T*&b{uL zpc}i9+sc47d`@0I1-=%cj~B zk84U_W0@=XhM~!fcq8E7A+74d*gzu|`at4t-eVV|V9pzCoFTjGmff_myjRa&2#eiz zm!%*#6k(x%?1-rdG-zn&fIl4<<_?uW-fC+!%#DEb_EmA+ltS6q$vre68M*Vg00&oC zJH_0cAO2=xc5q8O$Kd)0BYl@gZz%NV-JaPzxl=Wu`F^LIk z$*o!Jb+ez6r&kTdvh$&1zHj&f`Gx~GfbUirZ&aV4>m_nIMtZfK$Pt73j8ZP?%#>!~cY&q38PLJ@DH*jeY zr5?1VyWi^G-G3rZ&UVv&{^{zGcdwrv57;RBRC`vZ=N@yd?R08DR!4Hb&(Z+n70Hu% zBNZ!`J}`+re!_R+RiA^r{86|~Nnr)!?3whfwmI5__q(YtrN}y%sUP9SsF_ZL%8Nl_ zF1)KB7la%S3USr3>ercI4!v)Tz1_;iiYsyZe#AV1wmxCW{iLq@568HwYP5e;-$OUo z9gYi2Dp1|`nJC#Hl3_nDvMZ@oO`_EmnPS5%6V^TW9G zWV5H2CRu8H;!pO}w-3(#9!xK8d*Kcz-fseI$g_`9OcsA`6iX$yq7%N|ok ziBi_s6vDmZ?sm$yWL(ONBVsBOlLh6LIMR5U_*3z;d{!(Sl}l2p1p=xj{KK_wX7%46 z2o>k7ygPH_p_QO`2zJibOYeik-F1}Uk6#ZT3FDh zl=!@^AFf(!r|*vrhzq-ECo(BA@P)ORZ~A%J7B=Y@^HLf8D`EDp+CQahZ$`vA+`Nl> zDj_w0ZbG<~=?Lki^F`mLxo+nfWV5m-q(rHlxc$(?h^_rvfYgNAX)|9#eZ6bDj)C3J zdZaa;g_1sZXEd53Pxp=fm60dr^zqbFB{GJ}*AR-gwr=51HzeO5jY57IYPH?C7Z^sV z9Zc4dI%D)=PF3>V@}woVu-^<-r?L0)4^mv_Hss{3pN~f;dgVH=B=RnD-FSI@XuIdK zbh8NE=_E*4P5KrI0+xHt^Ho@a^!!pDud=_TuTeJKZL+G(nwtmfQ6X|`_}4lL@XtxnwSNR>Zc%)K zOQL3&zNTOn-DKD=spPDj@!J0eX|#K*-!3P6OV`N4nV7l+jd#7F!$x+>UP#xIE@$eJ zv!0+#1@*V~RH{inx5x|%*LIbbWH<&!{mPl}R*bwcFb$^Qpi?RmyDIB;cZS>zTxi@k zq_PFkFY;T$%W+@QMJT`xcwcU9(qS-%I^!- zbnJ%}vDvxIDtQezOx)%YiT5oC^}8DypZth#JkrkdYIpPzbOiQY)YX&lv9eAilZc@k zE25wX+GqSY(cAIusOjQqD#P1OEPk{&X*uOf%T7OEhcPBzQ|wOEdTSHOwd5${bP-ZF z@RaG+On>>k9b=l|iRY9(u?yoPYmko~u67f1<=54!xlZ59iD4tdL>H`%>o_R6KVZ3V z=1jlNL0@&bC0fI(`DjFM_Vs$-U!qQ`Z&jnY9QW2NyvuSEu0)n!c9zW$w==0Q-p93Q zeASY7*sc1cRORV?p2Ddyl_VuYsJ+DiN&muLy>M&eoEth~)syZQMW6xHP;-HFM0O># zYq+b`KfHKLs0GZ8o4dk% z+J%oqR@l-SuG4+o^;b>Lgh}`JwL3C6gYKrXjeG z7Y|ESOylZ*V4OtQ3o4s7<4Js^z zvr6-Y>D`kkcJud1x~zcgbB{NXbn`CNWg9B{rw3{nJ8(NJ@AHFLB$+3d9RlC1&VB5?c(y!40q*K-Df}Yl zqp8T3wcFzRv3lj69`d9fgL^d-k5nsJ#OqOSP2AR{r`4hAD&yW8?1Gr}pfH_=*jxqi zA{FzyuHTBjuAVjAtqa~sXKO>Ib6Zkx&raZSu6V7-MU>aG#N9IDpdm+KQHWqKBMtyg z0ImuzqZ2y`IKwD`i*B(dGp8^sO7C;1dNOKE7gho&$olyT!PHK@Qg3_L0M)s~-+8RI zU`?a@^jg6R)*vQEsHFIotj=qb5=HW_&+|XE%51GCMGcwq=+`sS9SrR4{_LZdu6gro zE-3i@$tqm(JE{Awch|>fE}yzT84j6q-kMKvrn?xgxc$b?_ zNV^T%lqcG{80xnq)Q91fb$E27Rcw?xcwu+8r9D`~$9;Qei?PE=?svzL_rF%MwsEJt zca*kgTAna0kKF$~wK60eJT5QB?Vh$eyc=MpfbDVF#)&LluPy(ys+JP7ZgSEz_=1?= z6P&LaQdQ;7Z!T1BH0ir{bW_K#KYcIzQ^4ED>#7O*)0fG(y@1sxwOIpuQB#2hw*u{a z!>6||9BeGt51g~*3^MG$H~+Z9UebTOkmmF*)_B!rINjM?y0D%=#D zO3l4{A<}i)+w(C?PS96j=jKOf6|A%;beguDrP1x$9s@3u*(}veEgJgfbgD?%($R8* z2I*YGvE{2_v69@$`=0eA7kUpyiaMrDXKbK zx}Y5LfpT3r-MV=52kusTu+GL0&JbRf)$teO^=6tiKa$xh*8;kuvc_H*VQr&+sy76i zraw%nTkq4sRX28KnfLJ;({C*aM_TXh-*EF#5JVT3PuvvcDDXKg^VUD60J3IQtA8m= z+LNLwbLG_Zm+@sjC7HOIuUuQMA$H^=@#OI^)jL`v{(j58j<&5WM?VieYU7T5g3G%? zdWo7T9{1cMDQ#D4Z{E?9XSwvt>PM9)Ph3vdPR&j_Md9l1Yl*ja#|4s(`ch^$PB2Sz z`JcQUP*8`f_N&Z(Uij%v>u0|Ds(^-71$gk>DdTIUoUyqM4o~w?A1U{d-Xr0p@2H}t zI59k=D4K>&1?TmI=XYA$IrP0DADW!11UVJGXT7;%#3i8~jBmg5yve%dfyudJ-AnGr zL^_$Zz8Z<6DQsWbZZagj8s2reo$(AhF1vTRc_tb8>C%{shJg>+k0>sEw{yXp;vbo? zG!cqhll$Ja@_dR{UNc%=5Fz(CUC$y(bEFF^LhW%)eA}vFaeSE8l9LQEfu(k1(Ro_c zif%o1fc8%M?aC*O5xHMe(4w*vt!onX$vwWceqrnkj_*fY9t)P$U}m0`@>ti-ovR(C zyKz4#M3y}JrLRo5-@%2buNZWQL{l+EN2!i@IAtEEVK)`9m+2gb=6R%aB}LbmpG!$o z8Xn=`_Y2T39l5KW?8JiGDO>%FI5zO4e$vaVp~vJa``O(n-R#`W-W%$*!`U-RxxH_T z0)Lz3pmAptKaTkccuqgc|4b*P8duudfn#7)8qK&l(s8FW(!dq=b6v0OtHoZ!t%mbc zkdUP8C$j4jS1^UG-t(oTW#g2}H<qXe}__W7i26*e-$;VDv`GaN^FjtL)F zj5FAAyv4oXWiZChgAy&atp5? z8E9!To(YOQ5tAp>DEdl5=yf?C;;e)fO6*x+q}N_zhT4YN@mka~hCI8QN_{^5Ok}&F zQ@nz-qz>^c<16Aqv}aTeIKm4tdIr{UR&=Dy%syvv?t<>Wm&K;h@!jrrM)%al3q+;j zQX`J0=BT%?X>Q5is!JS%{vZ=ExMdhdE_b0b@cxqqfgY4)Khve$yXVWk>*g8{iuj)s zOc87Jnapjcj?s-D=49F6h>|Y6il`kn7ZW3uIZI_dC%%%;X5@eH3Pb*4`_h8DtfP6j zR?GDQS{&Sf;?Y-`6WG(w-m}H=3K{#G(MIn(N7njn{?gAXIo9ek6m#dEpkq6fwlL+n zqLHN0E%Wr8e2RuLslhvmRQJ*8wv81?%ny&_G2&Wj->6M`6rR&v9aZAUiR~LY*V#4h z>{Ih8D1ChLd^|ln+SJ-1=XmY8Qvvz!TGt%Y)i@Ll$M?ee@i zkMLI0s)~uO$Z>LZU1o8Swg~3OUjEuSOy&IQm{|=>RA4+^yj^~=juO3H==@88XCxW3 zws}hSoyWiDmPvdlX4~r><#>pUL}qXZ#Lza`$1;A;l+xC=zf|xhvCY0Gi@Qb4*5ANA zV2?b%3s;`4U=c+cXD{oalUaG8lVfhHJil&ASQ^-_j#hwSGfei(m)4yxe$}MI?b8QTrN_DT{34XZNtiv)q_%MX zQYk8LAaB%WUci>RFrSrs&uv6XckiL(PdYP&^w`9+J)8|UZZj6AGk+WA79C73Q4fSaFy1&H0`OGjS)-zl?*Z^abqV=ujU$ZIlF~5 zT8r~9leo+zJq9oQhQ6a({F2CM9Uau886u^!xc^)bP}|=N@fG7Ncg3lkPtHjHRBU8@yTViNBicMO zSuzvrK9h)3o#{BKGD~_=?;I*l(ZSO`=}Et9ReRkj&F|C0Yd6cPd(+jc{p9Jz!$m8; zYUo+2>7gW3^}h1XwDs9+ZLC69snYE07Hair+PKc{WHrUTg!p2G&Rj`Ty-rVmDTlKD z^-si0?I&*H9MmhXIXZvVsh4nO@tJ74+cc zTStE{zS|qMt(1T;)t(6#;aIo^ITQTD{mB)~N!n|z&y@R9>hc8GvUcwrR3JveK0=F^ zPVtro`sX*MP?BxCnMfKsIx1zmq#ZeD`G}@cLt^|_6f`3)bJX^!`@Z7PM@-*U4l?tm zl9Ds^8y+#Z$*9$g2M)#+eCHU(M*CAn6{W&Un0wIy`{%GxuhJ@xjLmtUxOTp z*ZcNL!uh?D&JR#C2y|91$JD~=gFRf`U&LN~GRj8Nh1Hg%QLuS1l*ySV73%bqt)x<= zt8v0mpz`5cZ-os}2Cg6SI)g_(!lA9#J&z|h`604sab){Q`5Lk%YStQtulxBHg~>6t zeCoZf0$oEnS-ax>3VCvfZ_%BSEk~mq~Je}4;e<@Hcj z6G*|(iVqD|p8WC6Yx&{bK8|x6TtYGSibzGN-i9=lqgUBTbyNFIle1+_qeBf}c|I|* zcZo6T)WZeodyiE<&HAk~aQ3F|sK)F3db5P%Igxym`!>wjNaONeS=CR@H|-<)8_)R_ zuWl!`lZ&03%0vcmC3Cpuw;Oo8e3loTxfVs$(@L^0p5rJTMOnuwtTY;}#8bB|pL|u>av(Uc~*d8fI!WXPE>~Qff5_Z;V$0FXBVy-D6**sTXfP=q&G9 zvZD?c-NGGQqi)}mP_!+htaE1gexJIX;s~FkS4c@eihbU1{pKByBd*Bt5c*Ei{9~s% z^){QZD z9npvN?61-jbT>cx`|r4npBM8iAIF`ctg@Zw;e(N|*IC15EzKdxa?=90#+O>#WP&_SEbgsx~w8!l#wno3L(_aXa%WE&m#tQE88V7kjGuQL7X+CHP_tg7QpVt+j5SuV_z z$Z-@E$*sp(Go*1c6vz%;g)76f^Xl$J*-=WWZco#QUMdp%QN1BS(^i?yNcMVmGGB!w zF_dfeN(i(1(5uYAlDUBT@=M)A#_Cr3d#pyt<&!vb!DecwmX0q;7*D+#yG!Oq4Pl+( zC%fT%l61i@b{rFzKI$#q%1*ZAH<;*oFd)ymFa2f<_gN4AV@*lJ3gSZc!k0c(ipOET zo~iN-_b&u@u2o7Mg4ZK}{UUNyQT6ICQ=qL3zmqQXCx=HTF+f&rI zbNV>9n7zRv#e}WJO9c7vGo7&IKjJ*&beaFbaXm&7G|X; zk6!+;H9Ds_uX;~nyt&8EhqW73GeCPFmF*kU(mEPvUPiB^qDuz5-Mw@^Meo`MA`z}@ zrGw++E=I2wWS8;pTNU%0yx@#Fo5^uwOE+Ieed@~sj&=FNU- zUY(X$VT=f=k-Kwh2b-vO19~YoVSkPdE>69Zln_3%{^(Yd#BV0Y5cXn5oVU-(hr#{D z3ujZ-`a@u5{i~m!{N7Jd|M-QBqtN}O?w1Rl(Uw8=iT6ocIQ;0pc(0mVZS|&j`1*_9 z-8dyHQ$;h}*KlZuvYAKB_dClPv@T4izR6aGZxl29X!(6E`SD(gW!unu!T81@Q^6kb zgBELb?i0dCXft+1Hzqy}`qNCbJ&;?d(jYl6n7MV+TPo-$mzV5_qC>#Y_s1>yb^D0{ zLEAw#$G^YSJU#9n>yl4f6(!3zZoFrFKNlmN7QY)@ zyflW}sIk|oV{k)iNp`-?4$lf!+tEEADU~&x<7ms%F+I@_X_(+Zgu)tVx5|HMHypbo zqWdZD%gJUQwe}}|!;NnuCem)^OTXTskr5Bn-C#c7^$E9;o%TKGy+Y@4*Kl0{b1zEk zs{z#2&$BLi*Hz>=bAQrT=WNEQ^DM z+?&fBFPxfR`KQdR*qf`5u3m;}lzhDibuiL8FMA^PUf|JfOo(i)@%<)y3;!F(Jkq?G ztWu%$(_;cvxQ``Aj%x6^U;g}}e-<{dgNdk{HyGH}DYW$>2?jY?~z^Q4t$RS2I&YAccv0!NA&&Q?FW=R)6q~>_;)0?8s zYQ2Q;rW%~rLQWMcd&ke!$?Z~W@m>LUn>1_p)+qY6mv5GJo(gYr$Go3e!JIGMnM^73 zikYcaKNhV0Q%0$3?ewllc_+(+fIhcb)YZ>fV^H6q zNm)%#RU6JO>1PzZs!}iVUT=+G&N8h5iBi{scax@#a{KG8AgV46(hqsLRNqi1igR+? ztmzD{lRjR&)ZNf;8U1py-%?yv`Zk5%$wsS3MsKesa?a(uwx(<>2w!BcnVX=Fr918& z!uK0ByEUlD5_rOYOTl6=b*!hKyrW(f`O^4vGOKMnj&jrT{Hy-oCLTp&Vc#})t7DIO zQoXgQmCK+0c~Ww*Qq{{?NHaFP=*D1Uk`#Gdz{CXYE^Z)x0eZM5trO3|7mS;XCl(q zVaKZ&9C5ftYlMkP_So9J3z!b~w|g~VdJi_jVapRSdlScHGQ>V4@p*nGsl65__BPLb z8=0tYIa2cJf!y?>5g5LDImQx0ei7s8Uc|n{>^OsDB)`KpJgVjzn;u^`HtsDCJ85${V9!1P?nAACu|{m@~gY4Wjary1u_$ro^Np_ z)>maiq^NFA<<~LI zOnxu=owvO-4V!UgKDK7Pqx|v$Iv8k4wJizD%EwQ*mq9-dFJ6-wA2ugeOg5(h?%Ep!aapR*1rX0`sTTv+pz45Q?}B0|G(`EFF!mG*U0 z+M|}g7O18VNR*znSH`V|onVRcVB$VXhJwZgF>znO^%;JB%w56cW-`OR*6p+uD$8on z;6Ng)Urgd;CLQrskq+abDPRCGdwsT_a(`;U^kuG-K=ly3rv!eJg0e;%?WB`6ryXIu zo*#KmC-Pu^Uk>*+qVH9Eb+~=9?#PRof>##@5~#-Pu2C?F>l+&%l-dPnx1M0qrjAh( z64xFmz@g>)O`Yyu=A|rfD2n-Dcl>3+?P~ak-D6Lam-2Kz@b!*4#dMBdGCqhI6I*me zn_Rg$|K3T;-Y}&^478=tDdF8iW$*VRd|cy>mrQz;6uxU_?}VB6 zJFUkeLN-{wBt7kxHa&pUWCmydIF%pw`O5L{kdgr0Z0foB`Q>u62PoZvCx(gwxvGz+ zZo>vrl5xfdR_jxq>#pnh-O6c&;rn;5-}C3C{y{_fn*3hSYFFQMT_3tHc&kDZ&A6|X z(;iT;jeD}c`E1|F+rYcn!$n6n>B95Y zic!XIa6560$7&V!B2W1{^YuywB}*FQDC8Dy>{_4Ed>P_?=BMUCB7=sfy)#+B>laN~ z9cf8jJHjuO4RPwm8Ce(9_RhR}KTgy9+pgEJm?0%eG$!9!+HvKG+l9HyB<@G=4ZNjf z*@=mUwWP`44P$=n6dWqGTFbjkeyK|_*yljud5r@uf%3Pu{O{xpUFFW-t8UsIr)Zd9 zE*U)@?ll=CjU~rL*18MO1Gt@{v4^fX%>@+-5@A&i*c&|qXve0;>rGsW=f{ute_X~tcPNqXP@2N z89hi1$5B1Uaw9ilHF>|5o6QBw8hmO=RbAPuWud?b9PP>$8e68?SAJ!Cfx|6{Z(U8& zQgmBralgy_w*9R$UR)YHqGJ9^PG9!ET3eHupu??01j0(DR;=RP29PJt?HH4c)XyfK z;>WV-t&cF^7`cswHDn_*`yl6Lr)WPhvQ#QR6UANGzhL6Rs9J>Hqsg4|(f`QWb$n)^ zhV!}ni8W`l+V8xAb6-U)Pp0oZvmEspwk!$u+8JAY1BITH%;{#mpV9g$Ldj=u$R}0! z*_rzOWA-_AbW3tbdX_}7=Z$s@iC=>5v^#uZ+K_IQ(LQ}d<-4$&pMR(EzNOJ~*$Dcp zK@(zEaJTAl9Z%)LH~YS8L{mme>adBJ|Gc^58ba&oS-}$-ehD{t!cpxc6NVx+kE$qy z#N`9$jrQe9ftT*3_nOtX6ZYktHK@&!WV3@Dz3!|ePZ`y7lYO1%zr#y*{^^@yta!NF zOqfidZ`uaY}M%sBsU#1Gm{23F?Z{C8}2rj9o}gOj=Z)H6_Zov|K`grL0FCU>a+#ygwbxn6@7kk3}`wW^Zaor9v-bWJ@b|A8%{J zT-$i1$2)trM6n7goc{{p3(uX2ZSkNK>$}&UsA9B8a0KfWWt7&fUe) zvjnpm)6V9_S4FQDLpQ?GZ`nP0n&xv*o&BT1KVPOg^=DHR+Zbs<;Esw%+es8%v`zEz zlp{3lQeNEd$#g=~n5X8vUbfAh<>A-hg$J)3(>f@S589L=?PI6J0)$rvsWT0^*``^N zsM>LsA6d@c{bgr=(B3yYyP@@KIz%@>U9;>lH<&m^#|RsFS~^w|E78lsTqkebT77gi_460XHq+;dK4k`qQLtBcm>(B(ZmDhOAXA zCw_;V+hUm2PwV1&$6#`rJ4qIO)+b9s85Ur&eXcPr@%;*^B5MAU@ zQ$11Lem*BXVddi}%ryx_ZXvcdaabmUYjS%Vai1k2OoJj>r^&`RHiqFIPR}^h=Hd*0 zCknSR5FBPG{%o`H){};_=|eTsE*I@ye)Hmfdh_^s_|)yIWM5;ZQm4B=?gwZ(b~*6Q z=$w7ExEr2K`_!o5m%H$5)j5f%{Gx}@*ES2U=+?O|f8$qmYO7a~O!-lh<$CpqC%f0X zhu8MdVlE4>1fsf|R4(wdqpgpJF3vnmKYDtX_7d(#7W{eVt5|tHI@Sc z=&#$FXLoACCS0xJPjZEYy2YzN=Zzm!8tXYE#@_HO#BT066ph%a8L;$^b=r15caQ09 zQeK>jDgKx*H>=ftHZs6!`e|O&!gl*gpq%dVJKGs;$cPmgD*Y+nusG)xpGpU7z3b?V zT$MW9ZL-Bz=BKnC>6-A^{@RuzmDAna_j=}X^^NL&+|q1j0qHG>_QHhyb+d%%iyG1S zis9U}JQtuDF4vUM`7bk7pu%-1@8;fz*%y2x*Cu@gb1t@diRGzntp2!EK$ayxggl+vNQ~5;c&_cqj?bj zTtrUe9@1{q>T~GtAqMEL7_#&N9=B;x>teEf+1iB2CYN7j;~M<=3ti|N=3o3>dy})< z``KGQrX z{l0Jscm0{_M+?>?v;oroWpJjCFrBjdCnDqSC>HIJUZzynMo?J1Ov$OsOlO9BKsRU3 z-J4zy;qtnem7>>R@FM(8Jg!pncX-{+Q1!?$Oo$fqkK(BdC_Ux=$D;cYO=5=gn@%Fj zd=cHurfbKnTFSYn+AVLtOUdjJW)@en=sRj>(Zx`o0fMSybvN&x2pE&wP4Tm-lTpaO6i;0k~$ zfEs{0fChjjfEK`2fNKES06GA=0D1uW00scp0Sp0*0E_`l089bQ0L%d_0B!(S0$2f9 z1K0rA0@wlA12_OU0^9_+1>gkW3~(F31>g>VD}Wn-JHTCldjK8)o&a6|_W`^Cd;o9& zz5spz{r~|04*&uIf&hX6LI6Sm9s+~`JOT&@cnt6a;3+@^KqNpEKr}!MKrBEUz%zh& zfad@S0Eqxe0LcI^08#)_0nz}{0bT-R0AvDW0b~Q@0OSI^0>}e+4Ui8|08j`}1W*i6 z0#FK222c)A0q_Q(5}*p88lVQ?ExaiyiesI26%eVNeJd0SyX6!Leuz5e)-{ zAh86Z@av!`IQ+l-pfEHF&>{b&;Z*`0|K*4KM|TJe2}dKK7@~!6pgn=$KgUHAoe>a` za2SCQAQXm$5$*-bAiy#L8BiQph(scZHlu+d(L^Uf!Qcou(TUMe6dF#z@SlSq2^<4X z419ngkbyr45{`i42u}RRiCEZwY2YMaJCuMSpkc6BD3LNKC>nt!RvHETNkIFfAQJXB zBKZD<4$u$*fx-y{0|lWlEEFCG?XG8$C6NCQ4-ERhdj4Sn+)Y3OEZ`68m!8!;8289y_6$FP5aS&Dn3-NYG|IZo!_~OrI^dW`_6ogRlAAT6Z zb$EW5Lr#DpK=5i32nIs%SCfE-XNVyTalEOa5E!9L{_KUrYnU>#5iB*lLX!|-o9#&3o}pm7oXKqo?@{oz4$SMWTD zvMoNpLE$LEWc1Hj>g5sB9cjyQZSP!&IQPy%n^ zYc~XoCZge!A#st#KtM+OSEc_HPtZCLD1*PaFklm+1e-x6Cp08}9mq=rP5|p5XyQwXcMK9qc(^|_D1@+h z!jKrC;-M=Ghd>Wm0d!%+G&BN1nAq_OLZD~@YXKS-{{Is@?w>RQ8XOdcDBI(e!4O6N z9~zq+X;zy!Jz*mScs=#2qPU>2J~e_F2S20i6j*KM;RikLcn!E9STA`Ln1%n z8G^e*pv<4mhq4nETzBGwU@@RN{C6*K6BMNEzqEgX5D*bq1W^japAJgsJ5bBf5D1#^ zI^h)rndZMjK>7yC5UqniA&5gw!#ThZh9I~me}uq@N*@e^0fqgLU<3q(jpG|RRAzuI z42Ztd%{5Q5;zF2CxUPS z1U)cNkfb|t zf2>u!k3(HQKA*hO=q=HTuPM{2)A&^Uu9r5dcM+lSwmH|o=6*iDP5HO-U z2rPro%l|6;fO93UNG@R!&?F0yxah}^Y5F?KSBr@0vZMe zQpA6K3{D4LK8bE0o*~hQ{LfwtJnr@cxM+VZ{wH$)-9f%Ta@(D(HBXz;yPH>i_?ufl2`*JP+QfAjup$BaDcKXGna}z+Mm(f9u=7qZ$k( z4I&y2uOXP_4+%jK^}XN?4h(LD>wsWT$_Qx?ybz+jV3LP|7a}4VNbpt%(L78fs(EP0 zpN55C9bPba6d|Df5rPJT=oGP6L13VeaKfh^d<%sF{}QtRb|i8FxE)ZUjt9?=I4l04 z{XOGfucGm(_i*k-p%BD^fe@mU3j6}{B7q0-;fe1g|En|zJ5Zg7$_oxJ7;*UF1q@;Y zo53pt5JD8Qpc6UtPJ-w6e|aDKx61yVdGUK;h`90Z^(=%_7X;4&Lv-#xG$KEu5y%+m zM=&v?K~M7ElLBQynIP_PVIcGgCm=BXfYuX6U^%?I(Zs14@B;;pup65{Wp*WVlXhe%Wt zun;&3OEg#F1%o?Cpx_@N#FqnTj3kO!zz>WjgrR`LGbH*70D<5)6F+mpK{Y2z5qO5g zIS0=VNmN0>GX_3t2$hC|6agW6sl+n`k8}hJ|Ii4hA`n|h(1j4D2)tnM%o(@(0|W-4 zw?GpMffHRcJPQ<2mw;yhy4^U%IS?3xb^k5qJhSrXj%pe!ogHd zunr#>;DMP~L$I0XJrD#b8ch_Dc!n^d3XbQ8B?Mjw5CWj}MrjgggJ($m!1#wo zd{?31C5C9&!3zf8o8tHu4qtch&VKm(}=2_ly;JfT=5$jpQe#No98 ztrWqDA)wVhm5T_yR!Go#GjSKp{9Co*_uV1T+ZP3%*bg z(ZC=__?U)w3HDGcf&&aO#J3dGb_n4|DlqwfQEnR`PW(||K=~e z?nt6O8u%RsKA!x~taz*b5rQFB2898KBv^;%hlV5K{HDPf|BvNFkqe&N!S4?Uq6Fv( z-ku1jRY1d{u_!{7@S?DUXT;wkV6uPL{e98=BLt0z(^?0vJ9HJ15W){Le|TUB-x0v^ z!T1A(#--v}5SSJ3IwbhAL0|=-1{{1rB%p!ci$L+;Ygh3s4&7f6+lLa&|10d=buBxJ zFf0QDVz`cwxCnt}07K|~IcM*)B{X6f+mL}DfM5cgkL`f$$d51qTCqbS#3NXm7nnzw z2OzKnM1cAJT6?YC|6fNUI7ywZ>gww1>bmvXG;5>;bxQHY{s9ReE-sLp%_uJR!P(}p z!683QFGQj*g!EJ+fr&MkNKk2-Uf<2d@ya<97l(*(A;GPFnzsMElMC(=n^7dF0~>5Z zj+vdFJ{F0#sRsg98!i%LRSX6Rx=6OuE0OTcLY!oi90rLiQXxS?HKWb+=wIna=?G!~ zY{r5eJmLjLi0O%#f<-|>F#3jU%LJ2XW|l5~6gt@^-Vq|&#(<33_AH8EBt1-Yf)Ony z3@^&7Eovp&P-8HaEe@k6t6<^#YZ9_gCftG%fR6$fjAUe!0`9g~Lp2F5eG()}@+5@D zVd`D$wflM3X!l7vkIZnAlz~}biyuX}f>zl;5zHK~2u4E{1i_7Kfa6M%-L_6Phs&U#D$x4+EB<|iP8C|uNT6;DDO}eN(W45!2|r2%Tb!=Un@?QG5kqbc z>Vs-$n#Kj&cNuEAe+z?G$Bxr;ML@|D!=rwIy*lAFH4<4I z5>FYF6>ho{L<0oRGri@a5>Hsh>Dk}!;EC~>WrPMMq49K#4Hr*j`fZ#l_BV|lDzL;s zORO!Pj^T-mASwJH2y&#hh!d!(`KE~;P{S>lUmII|Npgd3VzlF2K8{?IL_tPbW8%Sa zlC9_+W5uGkjex0e@fIHZyP0&62&FEvCy%&+-Qba}in;jr^v1*{kV6eiO?0Zmd6wB? z(nWBH7*>M#KjRu_6#_9W&E^Byj6@r%Nj*Ph+@-ZK4uw_aO|YfA<;dpe6?)Usw+)QGC~ z9-$NyA4!=_PyWjq{lZY!&RVpdJ?kppla%#!Q_@E>I?My5!ae!TC$Xa%t{5zwi6ftZ z&<>Hn5kWF8ZstUg29A*#=z$wq1qB=jzgOz6CnaSBxk~9m^NdhUOrdt1q+m1-H`vZy zJjRi%iPJ8ou>sSo&)Ebweeg*zm{XCSaWA^aQi+M_X(*2HMpL0e<2dBQ9Lr{16zztF zrCbl$YtH~OF|hF9z=yqNT!XmYZqxRIP3Rffbe|Kfj00E9VHxU`rLwCGxRT5oNva6Y$8G2@z^MG*L?eQ!q=KcJkDT}9zDC@d z7A)610=z4<$@sQ~%YexzEJQNp{xs0>I&HNjUIZQQ< zo9QiLUtAW+6Rn~k{CB6}&I*ztoI2qti$rcXX-98^EjHHj;@M(|1PQU} zZ;;5F1n-Fd85fvEQg1dD){f#@-voS0TS0M)Uq8|-4~)QIhAqxEHv|E$Pb`^|`!Zzl z&eR4g+;lK+PQ=ws`8jWniTF_T88CSLD>C3Hswk;r8dsx0k9(1Du! z2`(K>BQr<~3w#HI`^Abbs(6dIS{+cxp1^=0MO)7+7K7Yrv;Sveki&{v$n5cyib_5qZ!r@|hP?5(?-ox#5@-#Uc8)Dc5yL9Fe|Ane@|olI5B5{Ll8QsgcuIn zI8L%4-u4X?y`8(U6s?3DnG1|2Nm=8%2xddR2=er3oER?_+)P}+F+Hr~xT421RI_~& z;hq+daUcZM)odpb7@bM3EJZN#szvV@HGslhiymj&Cj*O%KTcc(Bi~U3c@;U16EmdJ z%{T+ww+3Cdgeq~2!}eiIQ-mOg&dQaK9I6;3^0I9bgL;e=41(LXm=;2u^s!x);7553 zLq_{~4&mN>O`M&VnwZcjCT0=}9nZhTK{F3dan|A5olAvJBn54!HICLJ*KHgRN`toU zVkx_E#1b{2nWZIMCF_rQHe_~-47$evMKB-LiQpm2g~C1Z9P-<&(Rs)5=E0S1I1!YZ zOkEbF!RRkE(J{SRZH!G|2*{K5VpFY!wnptExjH{@)DUTi&q)p>2m(gCX}tI;rMfxX zOz%BNgNf*9h4l-F=}CpU4g$MEr(Lx;3|txp(^P6H2{ppmUbbv;77-8`2J^cp-r&Ks zC;|aBy#&`cfrZeh;H?Tp4|`=qrizN(Ih2rzy_KZsULn^fC(>VPR~oX6Z_R>Ivkeezu# z*qmQ4_Bx5kKkJ06HG29C5)r&(Cn0Z3fLp>k&#)B4>rp0;F1A~`cE)i1Mx~UVM*bg{V2&Jgi9?YRw*D#S=$+dMy%md%*_Dq|C1DN#N#fOo&ZzI&Ht- zZz^3&u64#>Ppc7`P-hF-(KIDB)toc6z*PhNu|K%!KZ6y!hl$4|Pq` z_5BhoM;yp{{S(Y6PwSE?-0Y=QPDdAd5sVzi40GQN7}=D(hM728Z^)N_{==8|QVGd38#&&w~XLCL`~~Q+ON&ECmIrcKD6n1UdV zW>X-t_kK}o#rUZv!5KGQ9SR~mL<;M~ig`h49Eu>-VTTF1nLs+sJ?bb4MmDV&B+YQ9 zw^}EVJ&1*CQh(`V5w*358m7r>jSS)#=@VYTGz;PC8^>Xt{`&Ccz4SlGWK-@K2NuEW z=!ruzWTuYOXAk>DO`MGNX(W!#b4GJ0l|FgYy&xWrMRldP=x>oBdfHDfL?Tv9%U0fK zNQUJZXW9}9#oOuiU0l$ns;L|EjLNGe0Y<~o! zd}LE;dfpr7I9_xv*^={_)<7D~6B$F;HJmq>=1C|GNq3aFNd?0q#HQjthG(KPO;2RFqHi5B5msV)Pb5NwG{oalkHd>Z_8_t>z7R%i zC=#~e`qYG+oFqXnh>_K9q2c@KGf1S1MFT3KU?b7H#d&|?-U`!$o4z8Am3Wnn9qWUQS*2u7<}F&Oy-F{8xx zh>H_MkvXhwaoEBv7;F_8;Vvs#94Ip9&GN%wbBxr4e2g!1QrxB^-c|?KWCYSBfFNz- zwi33aC#8k!_m$|;p1)irvlCP+&Tr6(V16!3$OLmfv9he;%xjPF(|jEC=$&`iZKY^^ zPx!zlD{Jw}Dj9D=GWnIBOETQL}V(GXv_WP)Oj!>zv2FanDpIx)huB|Ra786*$v<2cOWz!be+ zfTSt6ZehuPJp>?oLKm*F-k$XlL0s=x37#@-^TCYb8e1In$Xt)bKISiixG#<@*V}{p z8QCKm!TOh}VK7saNbt1JN+Gy>bTd|h?q_{oD{lG$!FDwXH@$drmZT%c#npn(@61{M zB7O+A#DI|9`ywV#*RWaQBG?~WQe+G-pl~h!D*00*x#QwRS~dwvNIk}1?#;M)@zN3< zpN|!TS1nwF-uBkdI|M;a?Wg55zCBw6iH=6G7K8aHh7*EnnfRH5PbZ%5P9AHOg)M@7 zMY$2=lNt`=Q9?Md5TpmeuZ5!5JV#c%I=b_`eBKV^t7w)4MuyXlP7!Qw1q8#wi5}-T zjv^Y!xf>T!^bY9%2rLnjPIQ=%(=MP{-1FnOBG{{fu;(EX41&AdWvgFI&X`g~5Udxq z0i!VBF}^0I$01BLmA{>5FPWG*S|WkFk*r@#LRrC&m?X1pO~1nR@-mYUTxW6t2C3JK za}+&13`-8q$W8qCXLk_fHRVXKq;Tcwlo^)k8JM|Qi#khkkkws!63#vcR|NOTI0+2u z;}yA0q^|R3Q{gpDwQ#*SsLu=HK)VSR*YIeolenmyCJfwklql4Z7#x`{dZAlIk8c`8 z`+<1W_oEw zkzh+Pop4Fp4Tw{TZ`W2#rg((aiuJ`4Jc!{E1Glx8bCJ6zRSecMLirz;8xZHfH63Cg zy8|MaZuoKHBFHm{5he!dOiP`SwYW&@?EjIR9Dr&`kP_ZuZV7qQVuIVwwmPxyU@)_3 zr<>dM`6&H9MRe`468sN0!Nnji#@mW%8weP<&0XUeOI=u!|K$dx$E1ree>4O{zE61( zVFgu0K(soJ6BmQ=<08PQX^rFLe*olj3MN*;^gYoac%=Um&O23VKB!5 z|HD@-AP2%$Cm6OX2_l5X3@ulFO2Eab_Ts%@DuinxtbY~1zL}G&LoGAUN&LzuO+pGJ z1JVW%o5#0UxQXR1jOH8vgOA;jB@KdP{rJ$9PePWNkS}4R6oP5OI0CsCN4_Tu6tswL zZr#qqOtk|9vI^mLjv1$(%!JWV<~}~-P^0y>JG*)WAxngH@&6RSme4l)|_S^bF9B?5%+Ms%#)r0li!jY9C`9$@r8Onh;S9A=X z7e{4n5V_avYyNJWFdWB=KaW{fYyni)^TbAO@~6L-isQ zlc!WT!Z~p!_4M?Z`^xP%qM^~$LuUCs?0l|- zh^QlD`Wrz^SBLT3I;4OFUKM@Ki{hX5NmQIqWWJM>;-?wS8#GyneyOO9;{i)Z@RlbO zwC}|vdtS%o#Cy`$shG6VH!0}DV~rk#hz?V2qWq7G3FZe~vbsfXI3Gl@I(>~UnI`xT ztA{f*sRU{H{X2c IckkZ+AGwOD5&!@I diff --git a/SolutionsOS.tex b/SolutionsOS.tex index ad90da4..67c618f 100644 --- a/SolutionsOS.tex +++ b/SolutionsOS.tex @@ -1008,6 +1008,53 @@ \end{Solution OS} \begin{Solution OS}{33} + La pression restant constante lors de la première étape de changement d'état du gaz, c'est-à-dire \(p_0=p_1=\SI{100}{\kilo\pascal}\), la loi des gaz parfaits suffit pour obtenir la température initiale~: + \begin{align*} + T_0&=\frac{p_0\cdot V_0}{n\cdot R}\\ + &=\frac{100\cdot 10^3\cdot 16\cdot 10^{-3}}{2\cdot 8,31}=\SI{96,27}{\kelvin} + \end{align*} + On peut évidemment faire de même pour déterminer la température à l'état suivant~: + \begin{align*} + T_1&=\frac{p_1\cdot V_1}{n\cdot R}\\ + &=\frac{100\cdot 10^3\cdot 32\cdot 10^{-3}}{2\cdot 8,31}=\SI{192,54}{\kelvin} + \end{align*} + Seul le volume doublant, la température double donc. Cela est vérifié par~: + \[\frac{V_0}{T_0}=\frac{V_1}{T_1}\;\Rightarrow\;T_1=T_0\cdot \frac{V_1}{V_0}=2\cdot T_0\] + Enfin, on peut faire de même pour calculer la pression à la fin~: + \begin{align*} + p_2&=n\cdot R\cdot \frac{T_2}{V_2}\\ + &=2\cdot 8,31\cdot \frac{450}{32\cdot 10^{-3}}=\SI{233,7}{\kilo\pascal} + \end{align*} + ou, comme le volume est constant~: + \begin{align*} + \frac{p_1}{T_1}&=\frac{p_2}{T_2}\;\Rightarrow\;p_2=p_1\cdot \frac{T_2}{T_1}\\ + &=100\cdot 10^3\cdot \frac{450}{192,54}=\SI{233,7}{\kilo\pascal} + \end{align*} + +\end{Solution OS} +\begin{Solution OS}{34} + Pour chacune des transformations, on peut écrire~: + \begin{description} + \item[Transformation à volume constant] + \[\frac{p_0}{T_0}=\frac{p_1}{T_1}\;\Rightarrow\;\frac{100\cdot 10^3}{293,15}=\frac{p_1}{T_1}\] + \item[Transformation à température constante] + \[p_1\cdot V_1=p_2\cdot V_2\;\Rightarrow\;p_1\cdot V_1=100\cdot 10^3\cdot 2\cdot V_1\] + \item[Transformation à pression constante] + \[\frac{V_2}{T_2}=\frac{V_0}{T_0}\;\Rightarrow\;\frac{2\cdot V_1}{T_2}=\frac{V_1}{T_0}\] + \end{description} + De l'équation pour la transformation isotherme, on tire~: + \[p_1=2\cdot 100\cdot 10^3=\SI{200}{\kilo\pascal}\] + Avec l'équation de la transformation à volume constant, on a~: + \[T_1=200\cdot 10^3\cdot \frac{293,15}{100\cdot 10^3}=\SI{586,3}{\kelvin}\] + Ainsi, on a finalement \(T_1=T_2=\SI{586,3}{\kelvin}\). + + \smallskip + L'équation pour la transformation à pression constante et correcte puisqu'elle dit~: + \[\frac{2\cdot V_1}{T_2}=\frac{V_1}{T_0}\;\Rightarrow\;\frac{2\cdot V_1}{586,3}=\frac{V_1}{293,15}\] + mais ne permet de calculer aucun des volumes initial et final. + +\end{Solution OS} +\begin{Solution OS}{35} Procédons simplement au calcul de l'incertitude absolue. \smallskip @@ -1054,7 +1101,7 @@ Cette expression est légèrement différente de la précédente. Mais, le second terme est négligeable en raison de la présence de l'incertitude sur le temps au carré. On voit ainsi qu'il est nécessaire de faire attention aux ordres de grandeurs. \end{Solution OS} -\begin{Solution OS}{34} +\begin{Solution OS}{36} \dots \end{Solution OS}