From fe815b550e6003dbfe2fa0fcd3ca1899042479d9 Mon Sep 17 00:00:00 2001 From: Bertrand Benjamin Date: Tue, 11 Aug 2020 17:21:57 +0200 Subject: [PATCH] Feat: add examples and new exercises caracteristics --- tools/examples/chapter/1B_premier_bilan.tex | 71 ++++++++++++++++++ .../chapter/1E_premiers_exercices.pdf | Bin 0 -> 13505 bytes .../chapter/1E_premiers_exercices.tex | 21 ++++++ tools/examples/chapter/cours.tex | 12 +++ tools/examples/chapter/exercises.tex | 33 ++++++++ tools/style/myXsim.sty | 2 + 6 files changed, 139 insertions(+) create mode 100644 tools/examples/chapter/1B_premier_bilan.tex create mode 100644 tools/examples/chapter/1E_premiers_exercices.pdf create mode 100644 tools/examples/chapter/1E_premiers_exercices.tex create mode 100644 tools/examples/chapter/cours.tex create mode 100644 tools/examples/chapter/exercises.tex diff --git a/tools/examples/chapter/1B_premier_bilan.tex b/tools/examples/chapter/1B_premier_bilan.tex new file mode 100644 index 0000000..d93be71 --- /dev/null +++ b/tools/examples/chapter/1B_premier_bilan.tex @@ -0,0 +1,71 @@ +\documentclass[a4paper,12pt]{article} +\usepackage{myXsim} + +\title{Étude de la fonction logarithme} +\tribe{Terminale TESL} +\date{Mai 2020} + +\begin{document} + +\maketitle + +\section{Représentation graphique} + +La \textbf{fonction logarithme} notée $\ln$ est définie sur $\R^{+*}=\intOO{0}{+\infty}$ par $\ln :x \mapsto ln(x)$. + + \begin{minipage}{0.5\textwidth} + \begin{itemize} + \item Elle est continue et dérivable sur $\R^{+*}$ + \item Elle est négative sur $\intOO{0}{1}$ + \item Elle est positive sur $\intOO{1}{+\infty}$ + \item $\ln(1) = 0$ et $\ln(e) = 1$ + \end{itemize} + \begin{tikzpicture} + \tkzTabInit[lgt=2,espcl=5]{$x$/1,$f(x)$/2}% + {$0$, $+\infty$}% + \tkzTabVar{D-/$-\infty$, +/$+\infty$}% + \end{tikzpicture} + \end{minipage} + \hfill + \begin{minipage}{0.4\textwidth} + \begin{tikzpicture}[yscale=0.8, xscale=1] + \tkzInit[xmin=0,xmax=6,xstep=1, + ymin=-3,ymax=3,ystep=1] + \tkzGrid + \tkzAxeXY[up space=0.5,right space=.5] + \tkzFct[domain = 0.01:6, line width=1pt]{log(x)} + \tkzText[draw,fill = brown!20](5,-2.5){$f(x)=\ln(x)$} + \end{tikzpicture} + \end{minipage} + +\section{Dérivée de $\ln$} + +\subsection*{Propriété} + +La dérivée de la fonction logarithme est la fonction inverse +\[ + \forall x \in \intOO{0}{+\infty} \qquad \ln'(x) = \frac{1}{x} +\] + +On en déduit, pour tout $x > 0$: +\begin{itemize} + \item $\ln'(x) = \dfrac{1}{x}$ et $\dfrac{1}{x} > 0$ alors la fonction logarithme est \dotfill + \item $\ln''(x) = \makebox[2cm]{\dotfill}$ et $\makebox[2cm]{\dotfill}$ alors la fonction logarithme est \dotfill +\end{itemize} + +\subsection*{Exemples de calculs} + +Calcul de la dérivée de $f(x) = 2x + 1 - 4\ln(x)$ +\afaire{} + +Calcul de la dérivée de $f(x) = (2x+1)\ln(x)$ +\afaire{} + +Calcul de la dérivée de $f(x) = \dfrac{2x+1}{\ln(x)}$ +\afaire{} + + + + + +\end{document} diff --git a/tools/examples/chapter/1E_premiers_exercices.pdf b/tools/examples/chapter/1E_premiers_exercices.pdf new file mode 100644 index 0000000000000000000000000000000000000000..e60c95ced993da9a94f696d3c7c37c5f12d6b4fe GIT binary patch literal 13505 zcmch8WpErzvaZ-7i!5el8Zk37vn*z2X0p&?W|l=3vt%)|EM{ir5j=VCIWP9bzKFel zb|+@0tGcqQ>+8&}s?7M3OhH794nWTeOExvvzX;1h$Vg~sXbH>11IwV|VQ)gnpdoK) zX=3CI%b@IH==_f}Vs?%;una;%cJ74Qj34p<#((^DVHy6k{NpMBEQ73pv!lg_1mHvB zqy5kShlG-elbwsBk%&F=-SOysrTQg^KLI5k_U!RX&EUcYP90?i3tPPw^L`;nA zj7?zq_+Xu!9Zd{uVBMEz5hoNVCpN)AKD~lo!kX9`|JCwQ`ZIL)kBx{l`H3_lybfAG0Q=KRW*JXoBgF(*Gmo#KipH1Mz1P{Lg@3 z`|pAHW4Zqk5X^txw!h8kuj!kWll^}^eV?gu+pRDnt>4jbC<%qJ}!I6Rn(%ZB{ zVwp>_E^5RZMcCe4czG|Del8HzMuf6-Z~k&|=hHqrj7oX-B%g>bPpK2GCf4uklYQJjZsJ1o0;t}5F zt)>EB_u}yel4PO^3mGmw;og#xcWd!wt~1N58Y?$|Kp1{RkxXbwDzA7lJDbX~`yK?) zu6C$>c^an=cKFzg<~hcf71_88mRlygUXDx&w|e(3aAS9Qrse50i1kBK7rkhZ;|puh zJ|&CM2u2hk|9(iHS1vO>B%9Sq{BlgTh(cvrem>CF6XUljt~L8!)V8f-x4dDww!~Db z0hUi|QW~3wq(elFZiXXH)(`ld&F7|FTejC!9>aa#jv)QeN{h8v`({#g&$!DH_*n$t zm>$m*S|K`^@!^7j-LItN=7mu~FIB@1rs{J#LU7@xX^#+a-Jha|_L;dsjd<#|yqvPz zJ6;!fSxpX`gNf$#R~)%P;A<=s=c9$G)e~|ptNr!1QG+#b_*Jh<1jb-^(QpeCnBQBZ zQc`en%!RIfrW-#$2qD@TAE6^(F`44{I}=f|P)MCbdYH^G6eBLgBUIq04=+7Vfd=K` zeop3>3flY4qCvD;2+glS+Ck&TcQ;r~Iu&H1GS{Uo)Zdb#&@Twqr)N#{l}ahw2PV9g zJc=4b0ZFv~3I*1h!InZ&61DBT@I-R9hjSp@p#4aY=%fsMi7#9zxc14 z0G2Hlk_076bqj=wh?OoU7v%*=n+KIWFci-gRqj4c0S%m02SVx#22Gv|dd5uXu< zge859A**Rtli(9cJDi*aU>;+HtJBA(6M<2ds1+*{fnFjREs||aq}41gjP=3rEIIdS zbJ=*f0UkVL-eex|9C#z{`d4Cxn*w>s0qh5 zMV!byR8);IZip0YpP>MfkrH86)J?BaLqJypXd@#u7;Zljz_^hV`!WxFV>~@>$QQE_ zUFS<)MFs4TVcDF34dz%%*7a+4ppti<2s|43psk6N2u=bt1bmznDA6Vec33_bA0|I8 zG6ax*PXMtG1R5mz>J?6#q|8`{audqzdoal6Mpup>zV(7R3bOorm~9ZLK1ga&Qe;hB zbdTK%P!hmI90CSU7L1Lnprob>iZr4HEdZAXn)#+XfgTQAL3qhAgv)1unR*^&O-Fy! zJLvYi5Wl}z8wKsMT8b^@K!u8ZHTnKtoH~8^NN{fA*YL_uO9~oR^4rg`3L>A=#^k+bk?|wmZBh3dG^Td3sAyc&9_ztZgR9gB% zbKu{f2lfpUHstk@UkQ`=S&vROoDv0F{1!a%_Z%o`T2x`s=IJLjHDz#2XpliQSV+da z({)D5I1!T+kN}or3x6N>+zU9h1u*^M4PpLRbeue2VhA9DeyUzBHc0O)7%M2|8^%x- z*$X)Gsn(2q>4;qXw=Q!c6;RA43gZpfDC}!Qyl#99^k?ulHo6Eg@;V0KpvO=3E4|Z5 zqYIoMnEqS=A70YAIEnX}q2=F(!ox^K-_J&VyvXkxp}S?`vZ5irITQD2nAr%DQ8X_6 z+`7{^T^>4@-1FL?2G11T0?qCXh`;Y9YPB(He}i zuvmsnf9Jrc811}R=;*V;*X4nYoFRGZW-NxDLH;zW2n}rP%=iVxv>91~MNQr`1EKP@ z$YKD75?p!M@Op@vX1lj{)4|zOI!>~cp8F272C}Aq_Du(M4agP*-)B^17_`PV;1lme zK~>K%l!CjdQm*>i$XaP>Y)33k^ru>3ej0KI`wUFP%I+v!*~t4FzH84hNv`p>a0#g zw^m$5E3R(lSnJ%3WKe4nNn6#?LfC~(z_k1lQw@#GXUNpWVhL*H(|!RV;G{>#H%K~L z?V}>m`s#ZDanf>;i{6y?6>QRfHY0FROhwhBHZ&b>NIwg?J=1jW3>RjWmm3dDDyn z7GqF32Do4z=bG(?Rd2fphq63%LO~$6WbLs9Ij*`D$-C};-B0E0=Q{baWeJWyn0mv* z4Xp)gAltXe+>%+v3#V3T6@6&w;%%_++fAXTWN9#)rj24z4_`8g?{%|HX~3QkhQfU2 zeDak9wCp_ot~)WhEz0C}5Q|n9`M9hhYnpCJ++srwop_=~LvvBCqU48XOx95zARqc7 zdq~=m{+R5ML+mF!`tnZ%$ViB_>lAJXFqDR{WsUGr#&bc4k_9B$na8Jwg}R#DqH`y` z_SRP?>&pqJAex1hMet80K_$@0qxzj$xeL@<@LuxcZTgM4yXgz;a*@4iVYI;SKBJv0 z4JRYCekT^!qE}1z+I5?Q6Ev&w!~0CPbx{sDkmKrYJvd-bY|U9E+8aM+?{m`~JQMm? zq|G*9h=olL?n1OV(!eZV0%^o(RIli;gvBhW>21sAGlb965u3y#n%lR%sOA?b(=>8l z@5`N|_i|4!5%OdME)$>lanB4~vFtieL96B6Z*8+~l+vdCJR9!?2S7Bkf?%9rDRJ5` z7l3;!0^4QlGnLB%)8Fwb)<_EqyT6CPRK%VzAz~J%zZq7at?Qz(!xcULh<%S*NKtqG z)>5slHcjRzYDd_)&E*#s4)CPsndJ<+3c!ukz}s^yM~RlHIuy^eb6v(?)DaJS=%tSSKSP`EC3r7gLy% z;;Gp++_l}c&Sn69>~ZrbE@2$fwol`oUOQsm4RwOllH6HpO18>P@tvuC%-C)?HtY*o zvrE4A=RV$+O^lC3q%Grb%BD6KD(j>LO0?=p%-`Q3;@x1B`;tsK2pc9ZZqJ++Y;pPR zCbnvFJm?H;y1Lq(PeHeo)u^YG?-}c0(c@VltjDx~=`$~l@Jg_<_49h}h0ASZKFfS z5*>4_qg<}|RcVSflFh`1_?)p&y^@T+(j!iA>F}7IW%N1$cOPL9<)C9E=XgW-hVz`4 zi}pL7Ofv!kTy(F=Y)5m^x+mBlx;hBZ!@L1llb@)%$iE^J&6g7 zE@r56eRuh-U{L1~Lls;%!`OQzR2gYNjkR151ZSnuy)7MNh=0O5F56R$o80s(P)M`- zW#u?l&#_&apflx()=MhC&p(-M52pw!$%topHkw$~O`SMq*E&{u2nkjiE~{x?74kr;$b+_^QFG;luK@hnR!&m&5BS8kcW||qj|q`u#3&GN?t(j#^ElYzw|&g zxG&h_C2To(G^}8U?Y-~*ppRDa6b>V^&jp2}y5BV#zV^q;KHmvihF(O=n?7^z593^L z=Mx`(aGYv8gn2@Hsd6VLj<_2F0!X`tvsTrG!4aj1Q-VOjd(x*pSJwpM#uio@djB}5 z2#jqS@;$DGt3oU-`Hr=w<5Ec_2HI>yLHing>OK_46mlB-&cz_w40j=VaIpF~!TvuXr9xWFL_0 z06KKw9Xz!UUxdd9B?r7Q;g3{Zuf7On|;Brhm%U%3jlN)Hi)gHzwAn6cjC#3}>pt6Mi z@z`ogxF#V>tT2^1`dnUjNLQQ{NqaaHd*@<$-%iP5aeN03ueUS`OdcFu@wic!#qp8| zcRh0;|8@_$dOm%Wg#Jm7?8x>`sycGJ0gD$ZCWS<;UHc~UkvP%TYQuz4M)k=Tv7ec81Nuo@8DvGft3|L=_P(K@nSPkiQwkm}by>l4_g+ z1T)<^Q{1`tV&Kw*hlHJaN2Fj<--2t66jZEr1ELKCw#`}`YiL#t-^zUDmPOmoiC!zrv-tfjcR|Xeb?dNT^bQTlYpBiC8l<;#}0z1Luk^xmG zb-!Xvd9P>t*03A3VG(%F)bxqGc&=tTN&1(?(-9(qOlYzvFN?8Q+%xljOi!9|+`0}N zg!CWHAk5OrISU@si91$H6zfED0ULYB4tC(^(r&ka_#VM#8TI%P$Z@_F)DybpA^hgc zFUI2I2F^E-DUI}?FkC~j#@d5guiUY#he_*|#14)=?xj-3x4r}Q&)iCJn$2fWlWV+U z*e38m?(fuhZ3y^#LiFu)AT!q$%;PILoGrhh-9;IWjW-Cs_?52RO0vuFwgtC{4`&&H zc`Qx0|2TeKTOpwZEzRRvN+jXu)~}%)Nczpy;Y|XC<3M#b6`paj|$%7DY%QL;GgNsAu3wZ&e)!=5v4ly`?EW%pNBYNDiYYq`B#-J zjce`t%_)@JC?`Fjxoz9;VCf5PicNxCL@X`C(Bepzt`KS5K$qqwx(%XsHIDhY)ox|F z@AZ*lYU)4UJ|)Kt^!%%r$okKbvHuBW00`MR+5UD0nFv`}0W5#l{@F`pW#r)e-+GBI zf4oHP_a+)+t05(CI^o)A)@bXc+G}*Xui(=K^xA47qETof%{sG4Yh?O( zo7iCShn7j7Y%jm+jguFriG$a-_DNtn|EDoCYw{|nUansaKQRNF6CogAQ;GWSR{LbP zX9MUqIe1_r1Kto7@jf+CWd3G3g)#G{!-Z9F>IGH0 z_D6-FE&@pk0hvK6>-wgFi>e^Lt>6we{~4wPyxeH5-GP#V6cqNQ>~ki}YyhYY2UHAq zLNF-8`Y(nyEse}CFEViXgk*Gda5|zW(6$Pal6_dgkC2j^$S9Z`f=aum)Uxn0cqhlO zgGiUoN=P7~j-((6_7te0a@Q$|EloJMv0(c4eO;4K_Yk-vaLtIEUh$|PPYrL&OPMX9 z1_1Mm_nFUUx?BE*^BrFMYEb!plNSsVmD(B%ztnZ4P8Pt|NLo>$ zs({qp0sy2hqN91aguMdD&th~t1p;iO`i-jbcTaj(2Rc#Tp~Fe>`0b05bXK%Pi8Mr2`Ce)q680OYv?u8htsE)b z49M4WsT6T4Ve`y1YFm3Crix734R@>Kx-9mWk^G@WJZZ6hUrPmvuJ{f@$CojtQn8gs zAK+c$VPHp1n-mUJ{M?cn-CNc{Ck$_=ZZS2#ugv@2kMk>~PmWTL-CfeF0sP=gN)@I(u_=uR1Y_Mo#tWTKgPw@ zw=J*>cCq*@Ng}uR^eVFaflq7fOe(4w_UR%!z4%DVS2m6tTRuBiX!$7XbA}^Lb!RlUX z5;Vgfyk6fa$8)^S_k^$t*aU)9<+FF&pSJh1x;FSf|MJA6+UCy{a>$=PI)htX_Kh2c zTb|V`4umx7DYG{gdvWlxGCNs;@td0yyP{=9?pN9nRzcP@5;UBR(XL6f*U8q5?5)7Q%BRIf() zDx>@o+N?tYT$9$5lo6NK=Ekvg4+=P_tMQYZPYovwoVjTsRn;dd9kmPV$tyT`Nl8#` znWcELx~-72o~OJFtkaaozsRsBXW53GPM*$xbm^5o`W`8j_QP0hPbyudWq&i6o<`G< z#(dQeiwp5f@*)?XlhSZf{MGMzPt@9}j?4}z^hqEUb+5=}&NsAGp2-hk<vN6w3sG?pb`n!m09lEkTIyVKz*RXa`qo@9I7+cVJH-;zap%;~;^7G1EI2U|=7lUt z2fzPC(la6osmcj4hX5bfS58JmO!oyHr1W~P*&9GwQ zNFeO%wrAktQt_k|(|ftLyx%7E&}l9@>kyawW!jKIcK$0$3W44G;| z&|6a+x~YD~CQ;U<638vi-*!2KXjuh~^A#`BcX zeZ=@Af)j0S;>3+WgP+NCRByLQvmSwatq%Q3&TL~eYd+kURm$^7;XL^#*%#NCo!c~& zt8Zpk9zGGid~nmjrk;{f9cKv{yYksV`3K4P{0Xq@2VKA3qfBrajI5l69P!~nswrZ8 z6J8b(x+|xDb_xF&V+~l`(o`5nIr>E)Ty4YBNVbwam0W0!QU5IF!@=em3oKmN^c*`Z z#sGLb&%upoBn20RJonZq8< z#S0e!kr&?8HL@O|uI(Y{H#8j`F$J%mCiG%MS{11)x8j;O+zvj$ zQ`SvWt5JCfYzd;p30dV{P-Nq)>QQvthkJY(g-f=y*?C9mb-a{o&0$*g+Lz{?@SI`d zt3ULHON>378;IwyK15d&-`~#;QQ-AX7~ekhOIfIYhPxolDC$5R7HL{ftLhFUX5h7N zeaQ_s5VBh|>MmTcnvucdJcQShY3rix`w5mI#U`{#W1TS(Lc6{Z$l}%*ivv7WXf!Lv z!9I-ZEE!TvOLlgf?*h5#2YNoT;lTKvbyDR%u-e;>a@}K#DzD4Qu5u5cY0X(HzE^#E z_E}6tHoL$GD`7{-D>4+vCm7U|UWUz7hLXYe#m5A`b%-ve0FbELTf`ZDQ%|+y>}rBbT5%yCnc9fDsj6i5(|}Fg0WILa^`M+9c5Ojpo+HcQ%-5b z4N!u#d-2r$?AU5Ht}MW5V6ql!dAF#qtNz+P^aS0VNeGEP>@d}oEAM;CS;J25!i|mI zf#Hr_@Ph@aR*Vy;@ngCL7D@uBN2FZX4Ahg(b zBU8GdCoW98doY;~Ibv>?%QHpvp$}-{?PoePPQ>tu3&1!?Jva~;AIU{GaB>%Ntr%n( z%;*;VC4JrVGZGDP&>54H@t2_VyO0WvpT*cuQHone=197J^S)n|6>1Bw(P~HO%T8Ip z?e-wol8U_3pfL$ra&*=^r=nf=CnhqoG^y?S_VUE7+JLK_R)W3&T*z&muPqhEVm0HC z(ab6Bt=?;iNmdzY=^ISZSN=<~t?b@xRUz#SLnW zgyN|VcF5qw7D7#-htQfCJ78Xir_lQJ?82yatcD0TA)v@u_S`K>2FA+^N$)hlFvHcb zJWL?NZEIBGN$K1PY#TQMWh)}g!=&2C-nDYW@zob%;-;;m(PiQ^k_ma)(9l`)*v8{! z?2dTdlV5+~NQ!7K_=&T$Tgb_SV%3QyjoXEc(!F$Y;Sfp_!KP?t@mvAxF|4=Sy_lX4 z9{2_B-J2GUzQyBf3)}DZGCwZIz)p1#tE0Z9Uo2k&8nvi_5VHy1G;B;PT2sPRiMGz( z>FU=k81$qy;uXr6JDoK;^`ULOFLeav4&Hw5s;koHJH-jCidUdzMc?Oe>qk=B1m^Yw zYeb&iMEHNeW4Aq13*ewms`5^1WTQ@Jhe=T=HmhyemgKL#D7p@D+Sh|l=LQGc5Y*lK zckrE@ROI07|2#s?y!m`hb4s%L6O`fZhAev^s=Q=qRMkfXfKIfSsJPC25bkAl*hJh? zX-6R|O9p*r_aqzI$J<{D`HZ?T!;8k|QGFq{VyEXoKAyr(@XeH=j`xJw^R~=xyal;i z8#KyH3EhTfyDN<-Qdp zXjWNkVQJq=q5I4RA=$OKb`HCdjHQM)ATe1At=-r5pipNCN3%N|r4h=fRWX4ImM#65 zh2NRZcVKT;y|MferoCuTgVB3$z{pa=Qi$?*%Me))_gO&XyrM@uz%%wSRR~idV_}8w z$tDk`!tlhe?n2FCwQ-MogTvAmO7=Q<=xcz{3z8n)>;SS^QQ+V;jC){qNBGN!c)e%C zHI?&3TrjbuN*ncc+!ZfXu!CB<#Zu>u;_P<6*cZ$2EESz(z zBFnHmY>XHD#IZviHPfAuR6-hcWwj#!F3YOJ)zg9Lv zl0@w8dI|6riTM?ekh&{Cmf~tEK;OQblniM|oF+9|m$1x^z!u`!K|&br_Wtyih$i-#wWmyU)S@2> zFx$~|;ARSWj)vl5!|ZvO3A)v8>^IbA-CePwAN4&A%a%@)ip0p4UFJ>cJpQc@uDVOI zhjXRII+kG3*gOytm0H9h6zByu+{HrMB$m!r3&_3Jj3A<;w6Y+okSN-Z8)Mx>8Vj6spCr+ttrHg-xlT=MpT^Hk*4XNm zdKxzlT-{d#mehl$&(U8HXoJ*$B~9XhM1~nrfZoO5B7|oGg+tHko zkjbm9wqWST^Q&7MbFh$2gYoko=5Cbh%ws?)=^Wq+&;5MFlOb~BAh*;FyZ~~ENp;r? zqK$Z3BDNxS9?ywOY}~1e@+{|^&0Ssekqe$1|eKW1+ zuGx+F+W1Re#Z4y~#{q+Rv&&}C`YGw^Wv3=Fm{N&GNaj#fwM1qpBKd6dlrL>ed7Na; z6V}tiwq^s%yH@3)s+ku`$0se5D3|27TWV7uZuuHb3TMLuq@G%X>-u@ipl}u;U_j~7#7u`4g6O3tfz3smcZQX4n*0Kd0TO-2wc?O$p1Xg7 zo60vWT3KHc_Dm30kMFPmfgVk#=(*S%>9a`t6QxMsK@7cJ((& z{y$;Ge`XCTINBMz7=7?rDea9-RZKKK$hItu^h^LMSO!5CXLCD8N-72w3ukMSkK+f$ z_7B(gqa^&nb#?w|lQHD|uy}gO?2l3Xx+Q|f#K|w`S zgI>(V+S<^-*7gqo6>|$G!jJF&0HGyRGjVkKxHTa&J%9zk%E`pWO29EL0zEs zqbfcnfOaA3&lm@RA*X{nMiXa9t_deuNv6|Ci1w!oqY|{?dnX~`|FVBEybmP z?!>pxm!f%m@kV^^2*NB;4BEg7v=v5p#e%|nbcD&nZ$RisO3Gg3r;!`Eid9pCKGRHU zMWClZ4h@gCRQU}|Fhr8H9;n_UJnzsIuj67E0pJbug`vuqIlGSSs`|`0zrvA_0vdVo z5SMGQDOhh(3I};;?d3kDxjo&Igi3HJ1@qgMpWJ_%D=)vL)jUo24z1vP_oHY@=$ui^P=d`m3VJI zv5Z28xnS%3g!gdC1Bn}{#^+??E;9GfbDCUAQ4QaEQP>A?L5QOuDyS@}{^h>)OTp)? z@cyF&IUuV~%J%Zh2XcV_bJPJYGd}X2-dArKJ&TeXyMQw+fACg`_DTe54LR}9@#P?8 zlTmM&*kM48HoOs{KDMy$3KD`c;c0lsqROl%5>98NB=5zJq-KRWMph)fn-3n3iP~M= z3#J+>D@1HVxM#7U;7v*IWTEhe#wEw^rkQDXE^Iu0k#v{Bk=ra*hVLx5c)oZ1VwO>- z2Xczg#qag{kS9P;+{i+9HMH59Q*;}g6Ts0q+LUM82D*)m`$|FfA{2Hj=PwLzr^Cx4 z9dQT5<37Q5^Ml1UU!?HikDxkY*VJ^<`bj^X!Igw|C!o(*z@~#J<%j~U_+Z;dF53>M zpgmw5>h_tlMbuA>Pxo4~_T~J^ResAqH9;_+jhOg*oEt&J#6#s_kl96C8bq8z zoILv-NItj*B?;_U=HNWAm)QkzmO;=~Q-neRD*}cwhu5z^7dC?sXxb8y$I4f4aeE647h}&3=Vxo1D*Pi&qD810$<&AZ zHLRf8PrDUq^ZR#8G!P~)kC|m=7NhCP;qCaF`b%*uqQeR#P)Y*Wvfrho0?uZmU^;Nj zM8^}3qZd)YkwvM*wslnUvBec5@2jPBXkEx{Qewfa8E6|fuAP9Fmzy`hv>Y!74m`9w z;TUY!xn4yGHg(T#MLSzAOIwa~{!MdJf=ega({DbC-xx046tZ$Kwjq2G`q+|| z$ATV?YSV`ejc%0+YZw`b!41OSIL9*<6_Qq1h%C&rhR2NoFM?FmjFd9yb`yLk(^Y?z z#H}h{fgvkXegR(E9;fqm9oM*jR%@#jL*?mdSd!Wy;2{5^mR)c5*^gGT@J9bqJ>IM4 zCRG-Z@UU1>ZVfQ9&M2jevzMcfN}zzvmnUNY=Dv~SoqXKbRi4V!GYvGY!=^Q2C|@Ca zgX;JCo#BprBDmDoskMC}#}2$j@$-`M`En@9vPS<@9DelpAbdP(cL&HhqDA7~^H^F} z>Xh&p94f|^^PM*eeoaY#inH6#K2b^?SliRuK`iY5v$X#+ zuk^1386^`_SO!U3W0Qa6!?1FGq`4?tc$yHheymOEe-dDr2myamU+nCh30eQFYag_1 zNn2ApLe{@H+L9uK+B~d`LL!`;!T@GQAtnw+F*aeAk1Ep#WfdSI^l=d8BmDOwA9wk` z`7})bYeF{KxHdw!0&2)sgQs%JeWH?71O0bWl;Z7vLU?gQ=z*PnkSO7p27=BCer`@q zfqigN9?9sd#(m&yf|%y5<22USbR<5av8PZ7zuZ zuPIV`QsicBh{lv8!=xA#AuP4YH8O=sNn