pari-devel-2.13.3-bp154.1.44 >  A b|1!M@eee{srD!'Lt%2v󈗫BǓ[v|[} URnGele̋{"Ⱥk8g8sh;Ű(L$oWrFޡ1g@eBmk)gg¾n}y; /NUԌ^tyEFv%&#yRFFHi/5;CV(P ) 6qG0רHBHe_`oQ tcccbcb7a4b3cdf6b25a95f6e86113c9a7777932cee827ef6d4782baf319f9f8bfd57999c32591af7ff9d5c68236710882971b8b5b|1!M@eee.q-?Z^[ \p"AF wrI Rh2lA YYU362XN !OKa?qۤWPw81-6y)D!H(#؆iF [Iǎ6v4M!t;x8;'pl]mIXQ-bVl9ϮynX`o(@XZ/Nl?+H^:)!glߡ `(*gЌb>p;Q?Qxd   V  -3<     3 hr   ( 8 9 : VFMSGMhHMINXNYN\N@]N^ODbOqcPdPePfPlPuPvPzQQ(Q,Q2QtCpari-devel2.13.3bp154.1.44Development files for the PARI Computer Algebra System PARI/GP is a computer algebra system designed for computations in number theory (factorizations, algebraic number theory, elliptic curves) and other entities like matrices, polynomials, power series, algebraic numbers, and transcendental functions. This package contains development files for the PARI CAS.b|1=obs-arm-3WSUSE Linux Enterprise 15 SP4openSUSEGPL-2.0-onlyhttps://bugs.opensuse.orgDevelopment/Libraries/C and C++https://pari.math.u-bordeaux.frlinuxaarch64tWgF"% A4d# +Ab|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|1b|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.hlibpari-gmp-tls.so.2.13.3rootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootrootpari-2.13.3-bp154.1.44.src.rpmpari-develpari-devel(aarch-64)    libpari-gmp-tls7rpmlib(CompressedFileNames)rpmlib(FileDigests)rpmlib(PayloadFilesHavePrefix)rpmlib(PayloadIsXz)2.13.33.0.4-14.6.0-14.0-15.2-14.14.3a(@a~@a{@`@_@^ۅ@^`]_@]=@\\U@\ `\ `[YX+X=mW@VT Anton Shvetz Anton Shvetz Anton Shvetz Aaron Puchert Jan Engelhardt Jan Engelhardt Jan Engelhardt Jan Engelhardt Simon Puchert Christophe Giboudeaux Jan Engelhardt Todd R Todd R Jan Engelhardt jengelh@inai.dejengelh@inai.dejengelh@inai.dejengelh@inai.dejengelh@inai.dejengelh@inai.de- Update to release 2.13.3. Fixed [last column crossreferences current development release 2.14.0] * zeta(-2 + O(x)) => division by 0 [F25] * (-1)^(-1/2) -> I instead of -I [F56] * GC error in ZX_Uspensky(, flag = 0) [F58] * ellisomat(ell/nf not integral) -> oo-loop or wrong result [F59] * (f(~v)=v[1]=1);(g(v) = f(~v)); my(V=[0]);g(V);V -> [1] instead of [0] due to missing copy on write [#2304] [F60] * hypergeom([1/12,1/12],2/3,3) -> wrong result [F61] * overflow in mulu_interval(,ULONG_MAX) [#2309] [F62] * ellE(1) -> domain error [#2312] [F63] * log1p(-1 + 10^-10) -> oo time [F64] * bernvec entries were wrong from B_{2*4064} on [#2311] [F65] * plotrecthraw for multi-curves [F66] * RgXn_powu(,,1) wrong result [#2314] [F67] * erfc incorrect on negative imaginary axis [#2315] [F68] * mfgalpoistype bug for dihedral types (when conductor at oo is not stable under Galois) [#2293] [F69] * [32bit] forfactored(n=223092868, 223092871, ) -> SEGV [#2318] [F70] * Fp_issquare(0, p) would return 0 [F71]- Split '%make_build all docpdf' into separate executions due to non-reproducible results during parallel build with varying numbers of jobs. Thanks to Bernhard M. Wiedemann for reporting the bug.- Update to release 2.13.2. Fixed [last column crossreferences current development release 2.14.0] * rnfidealup(, non-integral ideal) -> division by 0 [F22] * memory leak in ellheight [F23] * memory leak in bnfinit [F24] * nfeltdiv(nfinit(x^2+1), 0, 1+x/2) -> SEGV [#2277] [F26] * znchargauss(g,chi,0) -> oo loop [F28] * bnflog(bnr, ...) -> SEGV [F29] * elliptic functions: incorrect reduction of z/w1 mod [1,tau] => catastrophic cancellation [F30] * powcx(x, t_COMPLEX with 0 imaginary part) -> crash [F31] * nfsubfields(t_POL in other var than x,,1) -> SEGV [F32] * extra terms in power t_SER substitutions [#2281] [F33] * k=bnfinit(quadpoly(-2923,a)); bnrclassfield(k,3) -> SEGV [#2280] [F34] * rnfdisc mishandled polynomials with denominators [#2284] [F35] * elltamagawa(ellinit([-1456/243,93184/19683])) -> wrong result [F36] * mfsearch would sometimes miss the trivial form [F37] * typo in allh [affects ECPP tunings] [F38] * mfisetaquo(mffrometaquo([1,12;193,12])) -> 0 [F39] * polroots(1.E-47*t^6+1.E-47*t^5+4.E-46*t^4) -> bug in type [#2286] [F40] * ceil(quadgen(5)) -> 1 instead of 0 [#2288] [F41] * floor(Mod(0,3)*quadgen(5)) -> crash [F42] * wrong ispower(t_RFRAC) and issquare(t_RFRAC, &z) [#2289] [F45] * 1+O(x)==O(x) [F47] * qfauto([[1,0;0,1],[0,0;1,0]]) -> SEGV [F49] * bnfsunit(...)[4] (the S-regulator) did not correspond to its definition in the documentation [ was using log(p) instead of log(Norm P)) for P in S above p ] [F50] * rnfdisc could return corrupted result [F51] * concat(List([1])[1..0]) ->SEGV (instead of error) [#2299] [F53] * List([1])[1..0]==List() -> 0 instead of 1 [F54] - Build PDF documentation and place it into separate pari-doc package. Move examples from pari-devel package to pari-doc. - Add %{_sysconfdir}/gprc to packaging. - Remove patch pari-nodate.diff (replace with the sed one-liner in the %prep section). - Remove obsolete stuff from the spec file. - Apply spec-cleaner.- Update to release 2.13.1. Fixes the following bugs: * GC error in idealinv. * qfminim inefficiency (initial bound from non-LLL-reduced matrix). * mfshimura in weight 3/2 => infinite loop * matsolve([1,1,1/2; 1,0,1/2; 2,1,0], [-1;1;-1]) -> SEGV. * qfminim(Mat(1),,,2) -> precision error. * subst(p, v, t_SER) very slow if p contains many variables. * mfsymboleval for trivial path returned 0 instead of a vector of 0s when f has multiple embeddings. * 2^(1 + O(3^4)) -> type error. * Zn_quad_roots(8,0,-1) to compute roots of x^2-1 mod 8 -> [4,[1,3]] (1 or 3 mod 4) instead of the expected [2,[1]] (1 mod 2). * tan(1+10^20*I) -> overflow (same for cotan and psi). * Mod(2,3)^1000000000000000000001 -> Mod(-1,3). * subst(O(y) + x, x, (1 - y + O(y^2))*x + O(x^2)) -> SEGV. * (Mod(0,3) + x) + O(x^2) -> x + O(x^2) [now Mod(1,3)*x + O(x^2)]. * Precision too low for units in mfgaloisprojrep. * Missing GC at the end of RgXn_inv. * (-1)^(1/3) -> -1 instead of exp(log(-1)/3). * mfeisenstein(k, trivial characters mod N > 1) was incorrect. * Missing GC in qfsolve.- Update to release 2.13.0 * New libpari functions: perm_sqr, perm_powu, perm_orderu, quodif. * Added asymptotically fast quadunit. * Faster intnumgaussinit and change default number of points to B/4, suitable when b - a ~ distance to the nearest pole. * In libpari, perm_pow now takes a t_INT exponent, permorder and perm_order return a t_INT. * sizebyte(objects containing t_LIST): would assign size 3 to all lists * permorder returned incorrect results for large orders * cure SIGSEGV on [Map(Mat([0, 0])), [0, 0, 1]] * cure SIGSEGV on zeta(I+2^(-64)) * cure infinite loop on p=[4,54];lfunmf(mfinit(p,0), mftraceform(p,0)) * printf("%5.2f",M) transposed M * bnfinit instability at low accuracy. E.g., at \p38 P=x^7+22*x^6+184*x^5+764*x^4+2020*x^3+3792*x^2+5712*x+4; bnfinit(P,1).no -> 4 times too large * Accuracy problems in bnfisunit after bnfinit(P,1). E.g., P=x^7-22*x^6+169*x^5-568*x^4+1263*x^3-1506*x^2+2295*x+2; setrand(1); K=bnfinit(P,1); U=bnfunits(K,idealprimedec(K,2)); bnfisunit(K,4*(x^2-18*x+85)/x^2*Mod(1,K.pol),U) -> error - Update to release 2.12.1. * New functions in GP: asympnumraw, bnrmap, bnfunits, dirpowerssum, ellpadiclambdamu, eulerianpol, eulerfrac, eulerpol, eulervec, fft, fftinv, halfgcd, lfundual, lfunshift, matreduce, mfisetaquo, mscosets, msfarey, nfsubfieldscm, nfsubfieldsmax, parforeach, parforprimestep, parplothexport, permcycles, polylogmult, rootsof1, zetamultdual. * New libpari functions: absZ_factor_limit_strict, bnf_build_cheapfu, bnf_compactfu, bnf_compactfu_mat, bnf_get_sunits, bnf_has_fu, bnrchar_primitive_raw, bnrconductor_factored, bnrconductor_raw, bnrisprincipalmod, bnr_subgroup_check, checkbnr_i, checkfarey_i, closure_callgen0prec, cmpss, cmpuu, cyc_get_expo, div_content, ellQtwist_bsdperiod, etaquotype, expIPiC, expIPiR, F2m_row, F2Ms_colelim, F2Ms_ker, F2Ms_to_F2m, F2m_to_F2Ms, F2m_transpose, F2v_and_inplace, F2v_hamming, F2v_negimply_inplace, F2v_or_inplace, F2xn_inv, F2xn_red, F2xqX_halfgcd, F2xX_to_F2xC, F2xXV_to_F2xM, factorial_Fl, factorial_Fp, famat_div, famat_idealfactor, famat_nfvalrem, famat_remove_trivial, famatV_factorback, famatV_zv_factorback, ff_parse_Tp, FFX_add, FFX_halfgcd, Flv_factorback, Flx_blocks, Flx_Fl_sub, Flx_is_totally_split, Flxn_expint, Flxq_autpowers, FlxqV_factorback, FlxqX_fromNewton, FlxqX_Newton, FlxqXn_expint, FlxqXn_inv, FlxqXn_mul, FlxqXn_sqr, Flx_translate1_basecase, FlxV_Flv_multieval, FlxX_blocks, FlxX_invLaplace, FlxX_Laplace, FlxXn_red, FlxX_translate1, forqfvec1, FpV_prod, FpXC_to_mod, FpX_divu, FpX_Fp_div, FpX_FpXV_multirem, FpXM_to_mod, FpXn_expint, FpXQXn_expint, FpXV_chinese, FpXY_FpXQ_evaly, FqC_FqV_mul, FqC_to_mod, FqV_factorback, FqXC_to_mod, FqX_expint, FqXM_to_mod, galoismatrixapply, gc_const, gen_sort_shallow, gen_ZpM_Newton, groupelts_conj_set, groupelts_quotient, groupelts_to_group, group_subgroup_is_faithful, halfgcdii, hash_zv, idealfactor_partial, ideallogmod, ideallog_units, ideallog_units0, idealpseudominvec, Idealstarmod, init_Flxq, is_qfb_t, Kronecker_to_ZXQX, lfunquadneg, minim_zm, mseval2_ooQ, mspadic_parse_chi, mspadic_unit_eigenvalue, nf_cxlog, nf_cxlog_normalize, nfhyperellpadicfrobenius, nflogembed, nfsign_fu, nfsign_tu, nfV_cxlog, nfX_disc, nfX_resultant, pariplot, pari_realloc_ip, pow2Pis, pow2Pis, powPis, powPis, QabM_tracerel, Qab_tracerel, QabV_tracerel, Qdivis, Qdiviu, Q_lval, Q_lvalrem, QM_gauss_i, QM_image, QM_image_shallow, QM_ImQ, QM_ImQ_all, QM_ImZ, QM_ImZ_all, QM_sqr, quotient_groupelts, QXQ_to_mod_shallow, QXQX_gcd, QXQX_mul, QXQX_powers, QXQX_QXQ_mul, QXQX_sqr, radicalu, random_zv, rfracrecip, RgM_ZM_mul, RgV_type, RgV_type2, RgX_halfgcd, RgXn_expint, RgXV_to_FlxV, rnf_get_ramified_primes, SL2_inv_shallow, sumdivmultexpr, sunits_makecoprime, uis2psp, uispsp, upowers, vec_equiv, vecfactorsquarefreeu_coprime, vec_reduce, vecsmall_is1to1, vecsmall_isconst, vecvecsmall_sort_inplace, vecvecsmall_sort_shallow, Vgaeasytheta, ZC_u_divexact, zlx_translate1, zlxX_translate1, ZMrow_equal0, ZpM_invlift, ZpX_primedec, ZV_lcm, ZV_snf_gcd, zv_sumpart, ZX_compositum, zx_lval, ZXQ_minpoly, ZXQ_powers, ZXQX_gcd, ZXQX_ZXQ_mul, ZX_realroots_irred, ZX_sturm_irred, ZXX_evalx0, ZXX_Q_mul, zx_z_divexact, * Allow nfinit([T, basis, ramified primes]). * Allow nf.p, rnf.p [rational ramified primes]. * Add flag bit to ZM_snfall_i. * Allow real t_QUAD in floor, ceil, divrem, %, \, \/. * Parallel support for lfuninit. * Direct formulas for quadratic Dirichlet L-functions at integers. * lfuncreate: support for closures of arity 0. * Compact representation of units in bnf (bnfinit(pol,1)) and of principal ideal generators (bnfisprincipal(bnf,id,4)). * lfuncreate(znstar or bnr,): allow a vector of characters => vector-valued L-function. * Holes in multi-assignement: [a,,c]=[1,2,3]. * nfisincl: new flag: return a single embedding. * qflll(x,3) in place reduction: return x * qflll(x) (faster). * galoisinit: support for group (3x3):4 (GAP4(36,9)). * Removed obsolete function rootsof1_kannan: use nfrootsof1. * Removed obsolete function checkbnrgen: use bnr_get_gen. * For additional changes, see the included changelog. - Update to release 2.12.0. * New functions in GP: airy, arity, bnrclassfield, derivn, dirpowers, ellE, ellK, export, exportall, ffmaprel, getlocalbitprec, getlocalprec, hypergeom, idealdown, idealismaximal, mfgaloisprojrep, nfdiscfactors, pollaguerre, polteichmuller, strjoin, strsplit, strtime, unexport, unexportall. * New libpari functions: bid_get_fact2, closure_derivn, constzeta, divisorsu_fact_factored, divisorsu_moebius, F2xqX_disc, F2xqX_resultant, F2x_recip, F2x_Teichmuller, FF_preimagerel, FF_var, FFX_disc, FFX_extgcd, FFX_gcd, FFXQ_minpoly, FFX_resultant, Flx_fromNewton, Flx_integ, Flx_invLaplace, Flx_Laplace, Flx_Newton, Flxn_exp, Flxn_red, Flxn_sqr, FlxqX_disc, FlxqX_resultant, Flx_Teichmuller, Fp_divu, FpXC_FpXQ_eval, FpXQX_disc, FpXQX_resultant, gc_bool, gc_double, gc_int, gc_long, gc_NULL, gc_ulong, gluncloneNULL_deep, guncloneNULL, hash_init, hash_init_ulong, has_str_len, identity_zv, identity_ZV, maxprimeN, mpsinhcosh, mulu_interval_step, nfX_to_monic, nonsquare_Fl, pari_get_histrtime, polint_i, polintspec, pollegendre_reduced, psi1series, qfiseven, rfrac_deflate, rfrac_deflate_max, rfrac_deflate_order, RgV_is_arithprog, RgV_isin_i, set_avma, setunion_i, walltimer_delay, walltimer_start, ZpXQX_liftroots, zv_cyc_minimal, zv_cyc_minimize, ZXQ_powu. * qfbsolve(Q,n) now supports arbitrary integer n. * limitnum/asympnum: allow closures of the form N->[u(1),...,u(N)], which allows to handle efficiently sums, recursions, continued fractions, etc. * Optional flag to pollegendre and polhermite. * Allow subst(e, x, vector v) for vector(subst(e, x, v[i])). * Optional v argument to nfmodprinit. * Support call by reference in GP function: f(~L,x)=listput(~L,x+1). * Generic fast linear algebra using CUP decomposition. * Implement lfunmfspec in odd weight. * Support for rational model in ellratpoints and hyperellratpoints. * Fast algorithm for zeta([a + b*n | n<-[0..N]]). * ellheight(E) now returns the Faltings height of E. * lfun now allows non-integral weights. * example/parigp.sty to re-enable PARI's \pmatrix with amsmath. * Removed member functions .futu and .tufu (deprecated since 2.2). * Removed inferior hash function hash_str2: use hash_str. * Removed obsolete binary flag '2' in matsnf (make it a no no-op). * For additional changes, see the included changelog.- Update to release 2.11.4 * fixed "factor((x-1)*(x-y)^2)" going into an infinite loop * "ellap" could fail with division by 0 * cure wrong results from "bnfsunit"- Update to release 2.11.3 * Avoid division by zero in Flx_extresultant when one input is 0. * Fix crashes executing "ispower(27,2^60)", "issquare(non square t_FFELT, &x)", "polcompositum(x^2+x/3+1,x^2+x/3+1)", "polrootsreal(x+0.)", "qflllgram([2,2,3;4,5,6])", or printf("%10.6f\n",2^-100).- Enable pthreads [boo#1142714] - Avoid duplicate shipping of documentation.- Update to new upstream release 2.11.2 * Fixed minpoly(Mod(1,t^2)) causing SIGSEGV. * Fixed segfault in ffinvmap(m) on bad input. * Fixed factormod(x^3+1,[y^2+1,2]) causing SIGSEGV. * Fixed incorrect use of graphcolors leading to a SIGSEGV. * Fixed [a,b]=a possibly leading to memory corruption. * Fixed a memory leak in cgetalloc when lg overflows. * Fixed a possible segfault in padicappr. * Fixed core() possibly destroying its input, if stored in a GP variable. * Fixed stack corruption in quad_disc. * Fixed an infinite loop and stack corruption in ellmoddegree. - Drop the separate changelog as RPMLINT warns about it being a duplicate of the file CHANGES (which is already included).- Prepare the KDE4/Qt4 removal in factory.- Update to new upstream release 2.11.1 * Fixed a heap buffer overflow * Fixed mfsplit(mf,,flag) could return uninitialized objects causing SIGSEGV * Fixed incgam(-1000.4,2) causing SIGSEGV * Fixed mfcoefs(mfDelta(),0) causing SIGSEGV * Fixed segfault in rnfidealup- Use %macro instead of %{macro} wherever possible.- Fix building on SLE 15 - Use %license macro- Update to new upstream release 2.11.0 * fixed uninitialized memory reads in lgcdii and red_montgomery * fixed memory leaks on pari_close [s_dbginfo, s_frame, colormap/graphcolor * polcoeff is deprecated and renamed polcoef: it now only applies to scalars, polynomials, series and rational functions; no longer to vector/matrices or quadratic forms (use [] or "component") * libpari: rename polcoeff0 -> polcoef, polcoeff_i -> polcoef_i, truecoeff -> truecoef- Update to new upstream release 2.9.3 * Expression "issquare(Mod(1,67)*x^4+Mod(14,67)*x^2+Mod(49,67))" and "polroots(t_POL whose coeffs vary by a factor > 2^100000)" had caused SIGSEGV- Update to new upstream release 2.9.1 * lfunartin was using too much stack * fflog in char 3 or 5 was slower than intended * modular algorithms could fail for very large input- Update to new upstream release 2.9.0 * fixed nfisisom(x,x^0) causing a crash * fixed crash on BIB in ellpointtoz(t_PADIC) * fixed wrong result for nfroots(non-monic t_POL) * fixed division by zero on doing e=ellinit([1,-1,1,98,126],O(5^10)); ellpointtoz(e,[1,14]) * fixed rare crash in bnfisprincipal- Update to new upstream release 2.7.6 * fixed O(1)==O(x) returning 0 * matsolve(a,b) and a^(-1) gave wrong results [or SEGV] when t_MAT a was not square and a,b "modular"; same for x^(-1) * fixed a memory leak in pari_close: sopath was not freed- Update to new upstream release 2.7.5 * forprime engine could skip (fast) sieve in favour of (slow) * corrected return values/exceptions of functions- Update to new upstream release 2.7.3 * "??bnrL1" and "??ellL1" did not work anymore and were fixed * thue(f^e*g, ...), e even, (f,g)=1 missed solutions such that f<0 * nfisincl(t_POL, t_POL) could lead to wrong negative results * ellcard over non-prime fields could return wrong results * weber(1+I) was missing its imaginary partobs-arm-3 1652306237 2.13.3-bp154.1.442.13.3-bp154.1.44parigenpari.hmpinl.hpari.hparicast.hparicfg.hparicom.hparidecl.hparierr.hparigen.hpariinl.hparimt.hparinf.hpariold.hparipriv.hparistio.hparisys.hparitune.hlibpari.so/usr/include//usr/include/pari//usr/lib64/-fmessage-length=0 -grecord-gcc-switches -O2 -Wall -D_FORTIFY_SOURCE=2 -fstack-protector-strong -funwind-tables -fasynchronous-unwind-tables -fstack-clash-protection -gobs://build.opensuse.org/openSUSE:Backports:SLE-15-SP4/standard/5e2ddc87d56204dc07c8542117aee4ec-paricpioxz5aarch64-suse-linuxdirectoryC source, ASCII textASCII text-xwvW%_zD/utf-8f33183a47e3234951e362610687c0ee8357155e6075dce7da330a4cb47895dcf?P7zXZ !t/] crt:bLL &oxAO,iN-8~(B9'a'넂Sn,AVJ*w$t\! 3v9ϹEVT.궵ЗE[7Brc=7 Hm0Pݐj P)ˈnU~fmNNf pⓎqޚaQ!(8&C[8ox)u;W } gaL.ziwB=C92̈́%tE.ǡp,!_ 'tPjB([Y-MMȡ>D06mYr57i(H|IKJтCXķ/kQE!He1HB\ 㲃xґT)f0 !+TqwӇnrZTSLgy܄sAЅC)`5]=krDU?lG[w\2: )+8}z.+Π WiR1rJ˩ 6D/wJ}@"nj/`*6%\!Ѕn<kbV}B ▚JWڻ9zsG~9c ͮ2a 3+4g< pܐ],8  emmuU%jNj%܋.ՏMv4Ca_^RIPOdu^ZtwH̬<>5оw|,/>g DafE&lY`b ΙLJ!#&jAsPȏP- d|Ϙwˌ RƩ*~h_ K.g}|H<\޻# *wwY@&>IQ&d8NŨuUj,;eCɁ!3#K|U/A "(} a1VuBR SyT-2|P rgf^aRiSBawn4=:騗'g4e**p|J)=)=Tvhq=//tqc zknI`7kʻerK)<Jl7#b6T3!  7d*x8+lPV)$9q}#}vH>wXC'#1L g`}$>-j`CK)PcZ&5Be.Dqoܻ+ M WKǣiQh<L"҇v?qE ap9 Wi] k fj]]KWcYB`OgYzdIdQvXi{v봒9{0L+Qz[xRUkБ$i7i/ 1zSND5Ȇ(YX~9d.@8U VMކ^y#>˙meeЀІ Zf*tn)# 0Sn'0Dm֫]鈴dO rWGV?p\gZ_9[ @EIù=p9pԅG!c~iXD) Έ&J.mK78D<)k!8tp*& .5m1FCwrS"~I)Y~ShH\mEv;u೴\)ZYq2 mG)3K1ęL7@5sܭ/G#=Z/%y:RkMV]íCxf&>(Nq")}PG[ СI'W ؀/HbanaGXnGbN|/*dS1z5*>snDx{M%ӛd?HFs܉蒜QKg݁ũeYn ؞@3%˷T#{ 09h<%\ 92$`"IdI=Jcf:Qg6S{,C/&leGgbzX@Ϊj9*0#/QBmpx-m*xJ Na/$l{E@+Qs/qnqPҔR9N> ʉ XPۃ%[8_pA!1L} .IoreYmVB R>Hr \\r⳺_FHnx\ET۵~uJ!b 9P֌O<ʑZvFöGڪ (NIA8>:'$Zm=NT(!3ElI=_1{1!;~0?b⫈2'f*M#]z;QXVelmv7)>LOЛ|]Xynu' Q]nv6ִ^ GYk-S9Ol@6H`ci!gxdNOSݪ Hwq] FE@3\OR+b,֪k\V9[8+pҪw^4Š)쁸eWN87haNxIdpMA"]H2+ޝ0T0,r76`t$ ʉV`wY* rc$=.zɀlMAW>vץ)y ԭFdӨQU/B픮Fr|X^!B!J,# -54݂x3"HޜJqI갣, QVHU*҂C6lD!41':m9\nTr8 leUqKk?},!PiO^<Ƈ*ڡK2J Hm;%#@t7L/a@\nBAMP.J=ݮ,ig KQS6sxSVOY]^mhAOC*4]ql҇"Zb/xH\POF _T^&&1((P[ ffyam w30Y\Sc`A=DGr꒥tD0R),֬l>uU\b$gDD:td.ng3|12"-mtzaXسeY[C UUƾ$LdW4r d=zZZYǏnuS!/`:scQ%wc:=Q4^Z5y{ G@?zܢrEGy!!`Mh|q)e\F04019#206mBBKSJQt-ChKJowNmw =1CgσdS=۪7.X{a Uy_&^3S)fP;-n,ΩB O)1 WC)S1r* Qv>S{$W)a?E C'H)IQ4 7 " &T*92oJ׸ࠒٳPHęw27f<d-g4/24-WTIG߆ybG=![U%Kx=]u;Κ15<]fx $=3ȃ~+En_.Vm!i / Aq_, {3 Z\J@(Gg歬͕xƘ0=ӖgQrJ7K` ]:o!Z*p0B#I#@7ƹ 1k2tzc+S6Ƌ$_ӬrQ!) `);kmڃSYTm./z{MH: :2<=%yڽm y2)I짚]ۉs-h -5LqxeOOU[_K\;?{ x.ӎ+/W=;ʮ j/l>#؇em63dF"G2QM_ʼY$k~nKAݫff(0OXj-_[sZT廣:2(ՖZ;c|y-:2ԃ̶CuqYjщtt"cea2`%0xe>|Ng}^eSЅ䢐1KI5h-h3FZiUrƦC(aT @0] T%[ԁښt)ڑ9b.q4р%`j:kq\:1UL s mM"V5 n.HmdTqC/_SYRd[b\0WbݰKޞ ,\g^匥yj"b_` WtDSVu{VB2b٦UD 7#=Y8Os%^M%umàhiwL7{.7uzxMh @OՅ=ooRIVC բYB̂h ;@0q:h,0-xIG>}kB'ajurCz͍qO)9@ᄁz3`rzd8 sCR}y M 'ea G hWRf\u;> ~J !ޖvMuKөyISlUo8ߌJ>`7NbO<{1 :Ul1HF dm9F,D8ǔXRSY&ݴݷ#oJD]W X^W| =5qwL 6vzjѳ Vُk jwiZo9*G^,}$_2Heg*Yu w9%<(|{=U\-*rCKݷu7f?hhL4sJbLadѷGj,cAA<R7s&?_ÑjՆ̱UHM ؽDL{^[z”[/54IkWw?ȲSx\ TuA&`vm4DGkG%{얇f1"prK8^>%C+H*u W2aDu:ZP}6WwHhijrte&o)0MWBb`+ʇXL]$vppj|J€x o㨀S.psScW*_۳d18N )%/"gZVkb66TieV^e#rmBqFnq X kJSp҄KW'q[:AxiR$J+-Gq:9h05=˻lk]C[)Lb.. ߍDY'L"pYDN{D_t}|Hn:.uy"[>u.wdbڴpf,5x8qn1nv)>*&wvVpQR^vS}?bI&QlĨ̕O 7rTx=Rs t:&{tbⲙLafVxR@bUTFYze57XE]%b6_Hotzcаsޤ?ͭC7e1S0|,Hą?h>Zc7޺J/>G)/7n,?لSAhzk+[*ǻ_}wjZ$*2}%h%;ǂ~'Y+}~YJ XT wN7wtc;vJ.=LJeXE?K Qzr8[ˀN!|N'Zs MQ` ڙ"v!oa cPO)I*g}_5μݜAtjR7pzZ^dx2ϭSTZ=] QDlDU4fbM3@8}2/,(LӋ5˘eŏu:A^xWu"R$׺҈eMW.2VAGqPQT~bOk]0aJggHCJ#J}2BOy~ k'NxCA B{g~`KDvzF/k:*)T8>1'z%%,F)ߔu [MVAb薉]зBӤbWhMGFDT`UPa#TCyv0XLim RMCQZX)2߄4vOm9Łm)bŲ7͸'ؕ~bc'|B/mLYI&0H;Rj"s!0 T֛A[)]`bG(YV@4M=ݺ'Сu5hQ0a eImF G0ʹ8|`ǧR-lUiQf CXkv(뱾gm)[21nHȠD݁HRTZJTݑ vK{PZF5Syqh'b Gȃc$ENywyI؆9卤5֧EҘ~pɲ30a*~kbOqG ?RhIe1U#45ME~>- u5S"kZQV([0 ?1]:n.bd͕ƛYA>,wl9>`&M=ax> l(Sm׾$lF!OF>Y80դ;g+Hܹ,[Y[<0.@ ݫl$f]< 4Zczje-pw57KuӆT E/Z8P յ@ VbIzNj3 |X<~/7o ?ȰlBIB]ml`:P0~:Fl?'AbbJQ#ҶsNFӋbN,Qerx\CR*Qӑh& ʜBBV9ypl٤HX8L.$煚7M$v =dULj2bڬBCV$̻[^(,%l]=d% y):hr.L⬈I+sPf-`aecvU9/*mqf&"3r &R?W:b:}Bk= :X=;߲}v/7 "eSǶZGڝGPx@HnFF8?!#6؄=9l0@$|u4}8%8!- d)܉VKI3ovxlЩ1z-|{Z/L#70({gF*|a8VAzTBZcm#'Ѵ|kmNin?.ʠ'3ZyT뀞yOy,MhpP:A Fֶ{VG=&FLq7oW!5<:e7L ɅUF`2<*TZ#BF<3^R^0]SwH客_CFcqÔ0PD9@hѾ)({B 6amy I_I cU#ԧ_$ [hry2*nUaѿÚCs `0 g>&NϩV@h(0]tZ`ڀXR΋ٱUjNջV鵲O@TuRStBpY]STF^|p[3=1Dl,LWOzSr|U!i k^B -.oʹUF}7Mi(Nl-IfRQ8cp-F>v&rAP*؃t0ħV},6BWt(57}x+OܦqxGuELyB'\&$ (?][Rgף Eo8Vq\VSy B"U^e',*^'BM@JTz 90F@iu1:\!F w¶hjLT y"j7 7+;T{*}9uz_|(,'YШo7[,t~$D=vKC>C9{x,Ї)+&s$dYMw.AY,lӿ+kL'\8G΅Ev~JGSnDR" &=Uݲhk@<8Ȃ]E^ 5S*lnh5YiDG1E/ 98zcz<84͊іk=RupJ5%fz(y c" ^fZ(=}N;QI%a A/?iQsXA9& X ܢ׋Dei,h`4+Tm-8g[|D=+ E:LWQ^M퀇\[>Esj<~7kʦ\Cih\4f7Iv)URlK=2ëX\'3.lͥGdBV_l}1ik; Xk6lI ʐl27OGU4vQi_+ рtuKߎΎ@Kc4ה3K~{i_=]U4,K)ȑK ^\/7f3&+u\nU N[~(' RS:Ow^C_,(jazc9;P@:{x.r{~V G֫뜥z I7Y qBcv3K4{)һ4J3@qlFs#xá?.)IPZT-GcEe^S_$udZ":KUDLCwVeh%,!ЖJuT?\0\&rX@Z\.l#̜&Dr uQ^nn*jZY-h"Infncr`ܭ, 6Wuys X,O[ j6ڸwh#mV^H0X/bmEaiZJOa<[avy&g<Ѵ1w"E/m `B'B <|sMbo{n %;\A#ĖaÏ>CˤaJ  3)ŎقX3v"TտtTn?pUe+miY8[N*yulwÜ+$lpeDjzo dB\*:49n{I~EGsBm2}xE2f&䠼.I}:RZI'*I=ͽUV>^T3XZ{U\\ Zn6}Ye%S+/ɀ4rΙ ;@W乯@xZia` 4"ejf1xlbۧ(C:\axeW5$wY/Gqxǭ`n_xy2%K1'>^,"J;$p!Ϙ:yMG")0_k @n,(4U(Ri$ 4!(HCY྿ 1i9tBr; D`Z_P[fk/uSn/$h K{$AӭЗ;#A2nh`zJg,{P 񯷳ԅ}'"0{zrO[E!Ja޹T2xԚio*jr'HHBȔ) ! :F)߳O\ h(*am7avfĈqţYT VD֓Lm| eq(03^0:gt( x>)kftu-Z,Yg,}v\yY2r]~gP|}VQE~a$"Z{:L o<ߖOvK:9;~@??2&hP`W(q輠/'I_~\VZ._WU\BT"qwǛ8mV$ Zp9t2NehcJ۰f G(?|VedG S) -tigS 8FIG3^JWjZϴ8Z -`bg)[Tu!\@񅲂=gЅKc=!d9z3W%QIK' 9OK_)||mbj,;ifS'5}sJQNZ &(PzĶ`98j~LhT8ҹEcgg兟/bSݔ_(C_,*@?0eJyBROH9y $0+>=-h7Nc 8!/1(̈xT_&][:l5~5G5KLq[Dn)E$gU=}UC?-'t/Z\2bucl>ɽ 1b7gif.F"lBmFQUL&8Fx !Bj ~\ |`ČZ~EyHgÐ"h(ދ2 _L(&ܵsЫ1/IVUd \' Ҟg'IyotNCʼcn1,cA]2fazìk)b6#GZF¸ZJ<-8R.G Y&PV9smTH\-ŸE &vwRw˾k6rWδX^-[|Ri1͔zr˕[ٴI9t~>nd!4@)}qX#E1]`- XQ< |M MgeRwanU\,U֩ 7űgue)\6^{$w=ژ%e5g@8]3$CKϴɌ9& ?kA6~y_&3PIl/(E;H((M$ev>WpO)T(s$ ~A5鈽E_2։W|B-bE/ɚ^W,*Sp=4Չo ښ&mu Q[M_ R! cdx$b4PpM g0QԒ ˖Kq46EHw߹^d ƨG J<;L8daQ'D| 2?$R{ë91bE(y_WNkO r(Fz 0t>!RX~ϦKCA9 S*cFs*-$nM]5']od\fZzx?#5>X3qOɃ\D=]m̳EhLGwkBuTN& U<]Ո̻hW_~-q@F'ڒ?ۣ7 F{]X;upPX&%?Zv1;" ޱKse77?ng" dϺT: (`WIڨY~ϪVڭ o^eF$k/rSG [Q-Z`_^ ..Z_Ӻ x1x= t2Fp[%ܭQ%|u Ѫk GϼG^+5;^/YS y n_5]_70oW"+ZJ(ĵ=Ꙃj "=n?#pCs*1̐:}K#SD(!P!r"v${nF--%zĬ&8|ش;,NcL?4OȾ -ُ@R!e69MN,:YS m4klBeS{RF73OlZG'[5웉D3ԿzLCP3qq _7JCPUvPu(*1|[7ufz1$' lW,koT}1}gY]/2qnr^SEqD6.*h 2N窀JC kXnM|aC1c(S/~UnÎ *7K7Na*> i"w#.J.i;>u_|Cm K6m/iXu(/ԨJf #p–U-=eTSFIf\4zt$m"u bc aj5Iv>-iQ~ԣ@UJhwy\"DWO%q8)ڋz/34ʉV"eaP^??8ajԱ!bIPBYaG8N>UGȡiqԥ?,A܆SRcR;Œ顿(H7Dh b9 n姷NS$V5?ΘxqCnale(L_#)EStOyc'sхT#ޱ\Ly]"%+If{Pb4y~BXd.6@"@CaV6*\x|ؠSP|< b)>8cgtIN &!@+yNA501@yl;@3 U<&w;e!bl]] jd6#Y}zjZQoT{\Fc=(u@]5=1#o#d"yx[5MDY9kKIe! I֤NB>(¬&nN^Aw7]O #}M1g 6IqƲF@)|:Rǯ҈^p`VWh1PHy͏,tLNGCNOIHRd1.Ccihy 51 6Bj">JCL;x%ankh  `9m1I0m5'ui8O;.k m?/0y#nŶ&N 9Dk qx#^3+q02<*ruӟg!s(Et \$ iQz;K}_C+)d}q@5 "<7҇}i^pj^JsK9^ϗ]d=<pi3]^3^8uxs9@2e`P"䳿裺-1X}\T w4YjU~Ȇw:m&L>{g뿋Odsi&nJBળ8d:*qϞ(*n.{sr|6D.zEl,@-'f={uyȓo@k!A?ɋ#)H%6V2Z'kN9bN 6T܌etUZ=04 \ M^K xkLo٠sa$1Q毳AW̞2vFS-tCL/wouQ\?˧ۢjpu\y1~~ُ3Yh^O=)9rʬ@ Խe'>uBTi Y礏GQ"΅'$W$;::y/9D\LZr"4yO%6OHKmItz_HWTdUkv}\ 3fN^AQUz!毯T Q|~%U_N,#^Ѷք9j"1dI~R,R%oq)vQpeDp57)(8)_4ǎ`6p6^M X|UDBuu:H{ Yr1wf(tWnپI_3 Dfq㞲T7U9жTc._: amd7'p^zIleǬG+y.P.ԩAKŲ՛nm8NHi7F̾5?C+giuUO `P &aJz~ЮpvC}}&";b3" %1W,Fx+lT/!h]BWvyWw>XtuikΆx8nȌ,?6daL_wA& vj`1 T' =ScOmpάC,ƌ=6=S~\vvT41f'g8 gzDDg ;$~>-j|Q⊠6" o3R?S nM(}\4S1yMUE|WǮ~OIR% ylcI~'׀Tsݕy>`ХW:&e?U~8C3`18Pz&#J*cw &UuuC.p0Jocѻa|R<3ɕGj.4X euŽxVS@lˑI!lg)[ ai6 !=m`ȮԡUR5%hc/,nq$9_q?v‘daY T O-SƬ[G#=b]ua@ݝ*S;YS'GkO@@N5DE҇}tcmc ߙG;h9h=uM (,ӛ[5,:mlUsRb {&f|Wڜ)Aѱm%qkyq~^nk[ ,`-ӽ8PN}?³} Ί@6V+v4QlkXW MddvV<(7fyCU󷷳{W8?TH_E9%RcV @!Zގa_0e"wD7|@E8 4u@o(O N6:6+nY+n1z'klx\SRͱI,>'bV-iܩsxr~ML\8K">ÒY2m!e*Ƌ٩QIWsnw_ᔟpL#kn-3퇻AyWhtf,6D߹NtIίI=O~u xrxq*J:Xsd:CԲNJ)Q(FǸsF' d@(]g~f4 ܚ) qy4AH(%x_{ 4];65cw8 ^LA⏍)ɐupD<9]PIBX7yṶJ[BOߔEOu6 SGƉ_Ouc(!͓5U {q;|}@}O; _كR6+ϛpodgMJX)\8R*qfE_i'#-oXNĞɃԪvo*Ξ6Bke)2︃ bfr!tEQф xB:%+H]nƓS7"ceqIéNlZT)>k#1L+Jfs(,B]M":exp{E; EZt;$&2tKAI`H2{nB]XOZ ˢ(FTqYCS:`}uwaBK.J.6п(_%Uk@'A!Ql_sP#Zޡ'Fo:xwC/w^]*吚^biT.xnNDĆb]&mx(rAF4Fg3Ƙkp?ok}dW[Z0ȭ0 ʋfQzMdպrq}!^"O$^M<B7꠩\u~`^r:nW$42Ek~K &AVsjv w7MzQVT7QtO=u(^fUmP;|Ht R1ɀRy`G;o6ĹvP% _؇_SvY'A0F݈X T|w_~C8u]ˊmA N_Z*~M*4L1̴a >C~}"@^tt{&}YU>eU p|[xFFac_uDRTH풡]qDaF LsB`#n(~\eZ|&s+R">0qQR":yS.f7ySE%tjf4@,7IlL,@Fa=Fo [\<82q6I-Cc!ƺEK-8⫕ݔ!iJFSMM@qp֌\yq=Mn#YB ]Oh柩{l xGHRiMN{XiL ݄,,_½Dgp̎. 6=X}$/^TA"=>W%(=iɃXj'/=JUq~{MgCzt&М)g S^DVЕoj\w^.=b0o1Ӿ8J/KA_v6 o7"C.q&fBy1'4DlI~I4Phb:Wf@E?j4[ tT+{*&s?.WFWĈX?DK_]K+^ӑr:h\&ځ)u!-oSҒN|K)q--'dgEt: n5!'ݩ z{"Qa̛n?xGzB~SBAn:sf5ю?t=1l%^\ J.u!ad$vFpB2^wt h\\s ,$Lݦ`2 {C`k ^A">.D1~0{'oͲy`e,]tWLgx(Wx Gk 2ș -J`*7s%NJs @ƫo`s–K {DłnbǝG7;O<`]o$.+  Ɛ$[ϡ۳ۄo,u4M^A㨰~>e,TӹœK*):y N8rN-9=IԭR0h fjП膉aΒߛ%Kk[y4raJj[`Da91[rzd3J")Rl^ yT &攱Џ8EsDh(psu}k#6xJ0ols_qb9Djn9gOթx6x9TZ7@ Wa%R>=RH2ڛìBEǃo,I.WV2ݶԔ¾ K[&^뺺;[)g)bLehiPoI|< Hh |ACZp h>,O_Hd \EoU%{ʆƟx7= ;Yj3?\Jp@B f=TޫɬsAFVx7 ^3퇗0<]SG~PLf;z|r)ޢ JŰ`fVI6y$@*[4^;RO"ea-ͱL>WJLMmҵcIyfLa(L įLx8;Ԕ]1 rQR>.`FtIoqX oR2&Te7J՛0 jf7J道S68 toOZ} 2U: *vCHlbjLw^<!e &U7 Nj-F3T x}c7fgPfy88mDxeHA'^;q rdeZ1-˅^L#Jcb2h|NFSvlSkz~ZgQI8[~^*%,[jwCgX&48E댷uz>Uӓ'}znYc.m@U:wW[0e0b6q# Kϝ7<~D9+gCrS =J2cKPkDY= O12n>0"x[pv)Ni^.9Fܓͼ%7/ [ȎMs=H h=*)n J1:Jg%WvOI QMcǙEk@< h|B'&i8BdI^ v(Dں.ͱ]:fhM WY▴qܖn; D#/[kXow\7~-+ǡmE3-!Ń\w|"&I-Cq*˅6$ ={bGXWئux}maTVuD$rskn%ShI(;VES xR:/pI>s"Xޮe9_mdI))+>/T;Kqu3\~X4Z+ nftK DaI t]8dք#8ޟ6#Kxc$Rڔ alHhNTPxͽAڥ}.NxȢjdGwi%8 }Gێ &B<ٞO0 ɶ m@V!yf~pf%n1eU DR *K\Jg>shx^&0(|'e`w+ק/ j~/vg,i`̻[U`? 3_#+S@fctv"mNr2ƕV shZĎi`,S(re(ؼH|ź1@@ Ԣ$,ޙˮ*(yg[q3H3&B0av7%[ؼm3{rK0\f&CɈP: Hkg-DԞi -/V&=wfN'f׉\92=;^C15In _2X {sH =SDd̘}jSOc+~^aH˸sJ(?UC)s\-7`E%ӁH[ٻZT8LTo&HY\X{Daxhn(#p Gb0u0`jˡRHgf\aj,4Б J17 ﳦ;Zǟw^5wv'-ǝ&!lYi^p^.FV7`?01%prdV(mE&&d/m,Y6%i|#4:+VQ,Sm>yX>Pz[cycr OAotA`Ԣ/.˄Hl!CIgO\ [`&F&rz4Y퀅{oš}V} r svzrE}WX;)Z#}?Յ+W7.>#@* P)KIRbGK).k.M,_aL-! 5aM?qZQ ˾%6 jCuHd7$4+>?Fі|0^|[|k#[ 8Gp0e;'wOȧěZ?qP+tWDFpZ?[ZZ6,R# Si-(076' ,.՞( (}7Ezqx'J}A L[sWaC)Y;jeU:Q,߿Cɽ(ΪGO9wN&!BDTqh)]WTj4=sv`2%u*u#ITqYԆ-5~`s6j]P_t9r&t<6(pgL,\eio6&9:Y#|5QinI/Ac?K2x>,QVD}QVvgL+H E 8QAМ#$X_1-T봴oSt6M;J, {3xrLæfvԾB8l6+4 L#SLIg?(^6UiwK9.@7kefRC#iׅq"b{CTOigR!eɣ=l!AϹ SlԈ h\2CqXީbR,lh)&!nⵑ˴Z?1d1R ~$sUG$4dN@0[ҟ"{J\M̡J" Sm~O8ob[칥Mձ KsUp2 ŴHzZjR[g,Gw5Kִݳ_3rOa+v6=Fk+Qx!* 5bF>,;So ݴ@ Hw2ϓZcܣ\C}8 hDXx*KyoP-#R7?V\]S4mFze 7H}_BUG3,HVCټc"^P3myx,QJ1l\$.6' G\سjxGMʄ$XZ_-%XS5p/X[]*[nZSҫgj2k.eM8H. StObm%}ϰ&C.29rǽKu ipȟOgnkd r_jxZ[0-%>[:5B~żRװ´w{ ͮ1/YHko,햳@-$C¾mW @u/_ũwvc!.m\>%no^OHt3&/^4 3 .UȰ ) q;"HJ leNj*:}E!ڮF7.37@oj[!ҢOAwgn*@'՝:GHM6*`PЧN)|9Nwl Cm,HB 3₱`1]AEeWmD [G9uɲN 5>nDOSMh.^?}~PQ@;kPe]Rg*5گn$ ŧl|_:yȷ&|5$|PPg I=8|'3Ƕ{c=k<"0:L˧k6V{љKc0މ_迟k;ym1 WFo Vu${7zq){'ShOIcayrɱv o>_#9[2lHʦv@:V5 0^{sNĮӅ^I00uVלvxD[d H7jc-^Ȫa<kLtHjpz\2E%!c 7gx 4PUpY9b&׶2|d*EjMIgtgmr84d**UzDO5VV)~ Ct|_X$'wFb<~:yhsі*9ԸFmxd cXƹ(gRGU/ C9NwCpa8B6Կ~F%vbj%ju% wU`,'Av':ǭϔhl$iP8 vYy..6i:a1'#gcH"l w'ګvM/&Do_dD7ci"K!wG',7Dbۡqs*].Nd$n(ɚO` N:}j:pȻvYuwR1QYVPYb3ou;=jD@_.&1b$l,}ikS[*;ܼW :ҺyX͸Vg-Ě$CY6yCnIŸ6 #kdtaԌZrR}۽KkYr^]r,(NR[phԊEBl+:>G BZnxDUJ81kjrs6l WBZJ 726ˆ)XFaSvQǷ7Yzy 6o }&v:7: =ajb uc#:FV`X0__1 Q┫c +ҽ64]&l>9"¿!Gcd܋)`u7#gGO4[{aʝaRE2VZ Ѕk `o2|RAOMχ/m@)<JYA{2@ۗy>%xT x4zuŨG"4-Axa@U<\6ph(6Y)\*#?d@S  xLkP Ol!]>[ia5g$o٠  h )M,C#NiwL9b;;'SFjgF {KY/W'ؽ8F@}fUX"F (Y y6 ^ӱ?hL%1m7pswD8ƒe0bg~i skw:qk> KgQs x9U#(|j,/fܠ$"Eq *84(F[0ǁt tbp=@ȡY}$I"Oo&(YHʜ1HSwabIHd2+5Ȍ;|x+]#碴)}1K`K24`ȇk^ v{SRΈfcq*Ÿ+T~K`跟AjF)(r=$L2'$Q)樂6DY=Ӆn&@NhenSw`Pq)li^Re*L8^%u-6S">3*…'O=iXs*n5iIct&e('y7)*XF9)wN|2uP#r$ö\sz 7`Yƪ\X!=AU-+ի\HOFo{%m#J/P~9VOΧ c5F#.C$L mJn6kbaj|;hIľQ'IhIŰǪb0&+ \X3/k5z- # GƟ1.CV*A)·f%2}Vڏ[[o%3">ݛY61߉ؤWWmFO.ҝS7àܞϚ {lBEfObI?t\>ne>v U 2=/O dJ s+X0.T,]C!i C xT@ͪ)( ]f}b쉁ʴ{ȣ*Up4U:b.ȚK MvDͯW:r{$`b)D6,sTCĸ',*# aeR=glP|*Y\y;\QP (~/tnaq`-%b~4µCO!{e1vym#Ce41' :Ǎ**Vg/:2ed_;QE:\Fn{E-Ƅ|HuMQ UTi XVwxO Iq2s!B,4!rQ+6y b`AjGcuMܐ 1=JL5)^N=smt魫'}V2 ̃\q`pDzmyS'~%-F]-9C^PIΧP:X_PEfaLوW@Fﯽ5/Jqa<-L8qԹ%t6UO ~a1:K|Ͼ}'EEY0nZAOܨ&Gt!yZ&r) $  n(P['_Vtu5e5_C;|9ǝd 0}u4H#NA2(%x.TG{UIXgA; t^탨h2HE9Dga˺.q&N$Hb-v  ^zvI35. J-B+ 8+kct4h^fx-HxIZO/nu)A 4bTc A;$])U#Ӑ$+}@1Q>3jbD 3$-ĭlm{pkݏNm; mi(RV~Zpj"QI,}pZ~`x#jf31s052*Y8?=P.cFjx?*Z*:O4R1?6˟BK}.b7.昄,@HjKk* y (r; S^ioU#{rI=L5dWQi^U B] @<5GLБ72VxOiQa̠V PA>XMM; m3zhZng_wbF0/mV)SotTIG_~~7rbQ̀, ƶEA={%7yf\ $bP&h!!2+h=#:ړ a9_rTajoţ.0~g@ _am#wlL\R*~>] q 0W+!P}B޹Dg,%cL{NlfG|ݤ̀?!*P/a~\6^~_Ky7BlpQOe5j;}{E{BG YSuWg&SB+Cӕ"Gz;%d_#TMR+"^ E%fZ^HVI'2אָˑ&|GaoX "[fP߉5qfujly̒E)č~5cȒҾSFb57dnӽ(6^Ű츎;`BڽUXj$;m|dmCjm5>yOm8x}[%#b$X*_blD7BI [BW*iiK{Wh]3\\}S",YPIkP)#&<.>7d>9B`֌W'o 3vQL{gxEPBnaT'lVm>>󃪔n^r6ރb?^ԃTB_LNݣōˎs7̳mAԭܰn[@?lIەwd7 KcL\p&ҩ$5%]IZ{of$rXU4tڊ qBhWL4 )FG!jd+s.@;N@c|;.sҧ=ߛ8biҼqFޱ'Yrd#vb-bq n K;ü f 8H~|z:lpx|>Dx;DO8t\FM 49aAV_qv2J7패h%"[!deD))\ڽYHRR]NJ:1ʎ?UN4]U%C2S 25@H,[8 Q\v"a7Y\Nio"S_Ѹ:Jz',jqLcX팑zaSP^ ɇuʍO<u<]+wO[xacG0Cn8f}L"f v;>2Tdq̋mX]N~܊L>־6f0$dži`zș"rmH˟_2ӱf@]q[D`"LzH\"N𪔦}I}G `mpB6TfY=) Br 9]ŁER׎(iR7w^Q9(Vh0BHgG6z#f9va/d*x:&D3-uQ ͮʡC]ċawPl|}Y?fqDN@m(J{ϫFz#~D~VE-$mčYZJ$.DU `4:AbiaB-p2c )/-RϏv8T11̰4tGҫe3#Z^(;NFnzb۸'p\{bY5zXk+S~ _Wv'HV1K3f"U̵ ey&K֜57ޞD8eb&&PYx#933@~ +(=ŧ7 (}ϰi2B+,;x"?{AK7vp; Ԇ\.Ď* cΚo2L w G s⠔s?Ī7LO xyխ|BylGM j=/O ۥ9;itiktdl=;8X{_QluGiⱐ@vpL^7fg)0 I"AbRcV6. a-pq5T0)SF*qb %ۺ@ahN*$s˥EP|Gydh|A]cħ[ѽY-ǰYD9yyˈL S[U>{BFvlA]OYVĀ]qDS{ׇf`ZR;G1J3%#( *Opby 2Z|ϭICm7 ?T;YbftD/TS6K~ 9QRfzo{eY8=% >^"@j&v 'NqVqKB^oFfƥp! ' 9[Zbm Aݬyj{ׂ+kNrCd0Y*P9zU7-3:Б J@b{(#ޭhwXNevBepJ(27$ƞ4UaHte7DO ؆`,TO.'Š2Z!:u}"Ҋ)CGd&$!ϧ#ɶ:F@g}ynR|h(5K4٫7Mѳ 9|S.] QkK& oY={Vi}ףu2~ή}U]2n}1f}Bn&zbnTT; \:STWߴ}g~g:YHt)kJ BsN}gp*DK/V[ʘʱ3JT`nYXk=z Vmi}cʶzGW񂘕~$'<@|E!cX&m[RZS Uol 2R7w_ԮX/}4_W,!?(k_D3N33+C:b\$W;N}r8{;ŋ܀Q :X ڱH?JrVM3zhrJ8gDoOņ]I)v40KRt9꨽7k.Qq)m}ޜ4?z&ő2,FEQ/]¦&#/ݷ'j|s=ԓ6JO˙̄6F:H!6Sp.j-;T{e" uq-io^P2÷ 9%2?AI*v.dQ8vII(Ei3:PXT7ۀ~& ^ oR`S vw&4Gcc[|A/F^ ` :L}t,}  y=zZj/X9i{#XU@O&p'Ơjm[&Oh&Z;=;6} oA`dk:\>q”/sWZ D2)Qo!^b*N5+#ǵ<1T ̌O@`l{(M]c5TFtw47=nxQUlLHXJ=y "և9IK~&_=c*g5l%1x._%P-;y"haإomVQ&9}P4 8qkKp? }]CDJTĉ6~/ (Շ^GE=)CN";[HfbIh*n',&ذk~XPgև$8J*,9.;!)Ɋa\BOHӯ9X"1t&. hK GY<Wi@pIUwC h 4qydbL-B÷Bۃkxn#Sf4]Qs`4dFf݅W'-(C7 SfYQy}=+3Ί9Rh\Hq|J.AHҨ{}<~?\hSX=V#Ϊ9Y t\mMbk97QL][lfS ;;_uܼsr,nXIa+UT֎髴 gyu`v4Bցه:CM+:-R<6C}_RyCS\ZxA}m=ba}%-e7eY'pOE1Z) FCXll,7T8 ˍ?gcģڧūXB{x7>e^B6xQ i`!ՆޯmU֬RbT_qlya煹0k_< t`= 1-P; IHoKRcC{&QQ46p5E`ᣣF/ۧ{)F}6a7 |#Ǩn:f(a\0b HGBLpXs)o"9-IJP,+y Z"b[&Fz9nPX jH:&0 5F bŀs>񹢗4b@7ζU3\Q?{sYeK ~t6sio(S2\x٠u%IDfBG|xl ŗŽ^йYwH!L`ƹc9} /DoGg kH)!_ܭfPQ!@$˗Iٮkg=3״ďsu3{8=EaٺEyՒJBo0|Ͻ/@FGR}XN5X/Eb(m<ߥ&դI?l[E oop!KT_e.e 2|3L,Y?@ աZڌ(K'(rK[ؖ2޼ʈ->@Vb\+Z KL-t#$'يU.@uܛ R [v; Jh"^e&_M~ީ 0~m gF^'ǸXOePTSb4JÑbS8Oޡ]!hϤr mFֈGWY5$ytfTXk=1lf7?i\3ovĵpA6ANiGv̧__&>SỲfo͟.L2! r/Zp&kX-SK-'2A~'aq'zۦM[ q'\2Ea4w;f ֊ 9@q-pa7 MQ~*~fܬ痣k`^iK)eVvBpqxL|UM>o.̑AA9_QfG/ Q3{IH f#5[J>9|ήb/Yȁ X/xܫl##6 şl,LTgֽ]* ]uzy|흿[PmRTυ?Z>D愲+V\ٷ{lBWJ3UpUs2tt}t"IcȩC밽QTyn4H'$)IYD( p_CG@:3`@ r0'B#|ZاDM"W1L;l(3Pfi&pxND%TڣQx|~ +PGe=!5lx o8E<(sց92 $LkV' ih}8džuitIXZF(R3w<ld9_3{Qf6YmmG@< 8áA $7ͧFGz6LU~8}3Sg\9)+bZ94℠d2(WT3rU|],MǦPaD [n(1>LFd]jgN2NH d< ejқX >~y- V*` <Du$&L&3^B*9$Y|9_^U۟z?C pϧ[):@M#yZ;Wc/)ª jUC(O"L uųM\̺_C>6/^?V643=A6(#`^8Bs(0XPea_tllNs͙*]?5a|d)({!>n4|@a~=ݫmR"^= O G.vY"F(ni dd0QTJdu0W´ƕҝy3 @#5LʜajcmIwT6B5+/>h=9"=͢!{6K!i",g֏{,;,'Ǚ%5(Dct7QnHske؃f_ (#+F[W.rE,蒓p<{J7k),Ck"Lxݏ+~@pK9hDXu+VLb"BΓHO tI4clM^ɠ2wFSҚs="fuSF ,ߞ 9@qnEORr~d{~Q36QLJFDQQfi=P⬠ȗD? <;#p#ϩ<:Il:Šθ Qe_+ O))3f.m54[EAT/rDbaAr,(c(at+sf_-rEfx\d'6]J2 oPQhݨ<,n>|xsWOѤS^=wbCW`Ċ GsOϕP]q4J 0/E½R#1]/F7b5\>JmQu2_$#7hE=4>tS]`PPjB@ҁ5X}c=,q,X?5n L`[` {B]cs}D杝gNCe#j`E:ڄt+iND+3XҜdI=cWh*9Z I(=퍱!ykJ`i\婥="@l^YaB㌟1|l~d/ 󙖭Zc i52 ?&P6⠊aQAC]~{sßS0߲BQVUN.KFAI؈%reOniXmMcY8 (V`$UwQ<瘼$_m48,bqB,Ɏ`Y[m禱H+7A YJEd&r C(ywx Ԁ?چqˏs|2@1{СR6?ړ_HhJmJ6u[X9cEslN~~W!c^+FGF4!}X$Z9kms,hSN p`&$xLgy%RhD3s8ޝh!MXh~mZ~܏f۬P@>]J%'`vXU!/gm9Tt۹~ ]p! qzXVlef;v}܅ջR_dJb<0muX܌E8]+_A%͊/"#p 6H|H d#2TvZ Q0z?LS: Epb<:L:_Qs Ř{FUfsu/Iuَ ڛ7w o`2f f(%$p|g y`9{.9;WV=iarM,K~@;AԆ7Mk7|,cAq7l1ggu?:b𒉗:pZMɩ"IHc-wI, ڢ& (+3UH^PpHXfm[Xvpw{DB|gS7CmHM6a)WSÛ ]FVZprԛ9 /Jg6ʋ@u[J!莔tXqA> {.\)s^~c j vFkv;T*i IL)JB ]I9#pP lկ~ĠqK@8V>d\I .L,gyE>{Yw$,tys's\iF'$Qz8n$W<*=?_'TLHS!IMu^>Ny20Egr n0>G$2KZ*@NorO|049jI$Ж8`b\(Хo/JwM$t2D5~Ϡ ^8dzt6$Nt@ )$@w@wvȐBl-`r0Gĭf /V'kпt[C"PD|U *޳),mɑ?ӯ.~Ֆ0ÀN2e 9[g p~X^Nz:g~q P5Gɨ7=w_pt `UroBb5cPf2u;]k=җmi׍+Fz-Kվ%Yo+5ny8t$*T!&k@ Yð;v98-*3f{j_X]Gi-e^vkb 2eIZgfKݝF3GszW?XJpHsTWuיB)1snV'?0񼎲s^&Ѷ2M)7z=aYt=idNZ uzӎJ4'cr YKk՘kU nGˊ}{bGl+iÒpyI6xjB^Z 22.[R$mþg3fT&IfI˦K / nlw 45.dꅍ3 >a(J.ՎT%KaďҫsH,V r[(7MS|<:L󍾒C u7 ZiRRn= |ֽN gyA͊PI(j% -ةOq;jj=chT)!'0R-Ss߰frm0ի.~ϸx\ [Y˼.|y9 :HcV_.vQ <`;N9dwPдO׫.4 lfT5:1fHnd -W=/|5 t e# Y``b2~|]oA?z˫~Ъ q^-4r["$Y 6hC,IҡfOI?.ŸE16EoE8A,ɂ8UZO+șO#N34ּOȊ{<1SU9FFZet? <߶4_!gvQ4nYTE3 6;AcMrD W- 0#Ļ*]s0V?j.v-zmH*hv IYi ?PFєaRdw %X͚:ٌ2g޽  [cL/.7%Dh(9h+_(vn }@cs`*ᴲZg$s<Q|1cWBe{2a|Bvld~<66[c'~ě 2jeg} yn: 8lki7ق|+Chh\P?ݦsDINjko7 ?([&Һ*͡!B n0 O^=!ۗ]AN'xf1|Ja+~-сX.!;~e!52RܓL/Q3if3X= 7Xe4 + &ng%2f> l ݈zkg7~qN(ȿҏDڻ}wx=qNg tm)sá]0A2%iych4ƦKuˁȷD(1LA6`"_q`*-%鯆=_>U"M͐7LE=kz~V$DZ#ѻӇ}]ws3u!nY$V6?R3{qI _gs9tl G) Y)";ݡzv@SܰgKsv2 R])%0+^p' .Bg p;ܔ!_[wb*-fJA҅:[-Sx%!=c 9&sݦZU>\^MvmǴ8öKm󁒳j1=3(bLqP\JGHOl@Kҭ1Glw bZ`:-W,*#Lթ"42*Rt6^Lj0znbnMRhFj$k`h:^]k~;mY;fH,1CAYIל,[e ˟VP f>SsνamAx@ONLE<3baUS<uJ,,9^5J㛀wQ!0/SH4Rsħ3J'"-0~kMP8wif,1W&Vp}صA8A&SۨJ VVnf'I"g5g<\ kAY MI\9gOM\SkoPv ҽ16j0 3Ih#%.DE$L= @J\/rJOT-TNZ8Ƈ3!e>;CEr)<iN ND11lV$"3Ưx͛q @7k"RP&ڗjMml'NՐM)EY)@ db&H@ I jKkǗZS2#bz,k[jy@`G:XlDIϨلFc[׈. Q֚uHJ<րe& =TCG;d`_2df"Mk ;>!+މ\tJ҉E P΄fW\`8Ke;oq UL3qu=!r&)Fe}"Kqe|֞#Ϛ֘ʌ db{s5匄#iu DmKF6d){τ}`G^ cF1kua2jϻb Ev1k~̏#\EB܈&0S ݰC(gtd MG긍#m7܅Pl6^!2N{J {3T5b[V5acGZF>!hZ^? >TضcZ73 ͳPM0< C[ɭ`j3r'i{f.hR!Z8lUР[ZsTpJTiieAٷdwN"x-t!Y4tRz>{Rޣ.h'տgpŔ^f_1ԜꉴX$WKp!GC8 пB3#,K ݺHW^`GR7ϓ|SYڕ]n[>TS ų)_8: j5 ,,:%< #LMlEOS9Pȹ-{VN-.iW1S@lfϷ2q/,L)%1L7A. 7ܗCKk ` C`b6sT8zFYR\m) 9* O8Lvzĥ1F~Xϲkaٟإ31CzAR:052XSbIRG%D9RVlQDzP,P\u$Z<󬍦0Y-k խ[Yīv`!K(:+*fp+6Or,cG s݈BMPFabxćO6&RzDF0+0cgYAf>#a PP5)>̎"{>cӚ?ipeG/a0i݅|ty oW869\d ܊1Vo'zss >`51 5 To)ۤXԮkuRė]^G <2~җyy;?K"ږxj(4NRc PS(vPHpJK VL,i K=Ǡ̈"8 63{Ԟ , h$6@:yh|b}OAr'\xў4:_Cf5bJH6A2*P̃OQBj.:c?Y~3͙!^+Z5<O6&`TcQ*?#9biԵiO\4\-6)w#iYЫ^8/N. +n Sk09%OI>I TV,[z:\=Hљ gs@F'JTY³c'4f?'NjZ^f]%4;r;3Κ"1,\8>T7hD-}LpXQf>=s&0e- k` z}NN㵫E;_@F(¼fG5IQ>gD-C1l_p^;xEyTk>K"|5 2mѷ {02Iy=L\69aΫMu L1~# 9t>M2[a~:҂}6-P'ʺCWlh&f &+wF-d9{goɕjhϩhdTkj"2 .}]PYC%fԞjhds*Ĭ0) D$%KD]N5"[_{|8σbFHDt>j`4"]?U]Z }zJr2I1J*$0F6K.|:zϝZ#ȋ <ʶU2p%j/SwT*cƫ7_4v[؍b,ձeqLeFv?[d7 yAxiPG2qPgƿh:ucg!#zuRùDؒD0?:1ÀMq Wk,56yȌ ]'" -@#dĵ7XZ4e=wĭ 2y.I +\E 91;0!_,1iw8d&M^65ӥ}=Y‹ ꃸ7FWk9կ.٣݈0fM&sٔ>Jϗc+=e4haP i5#khH z-ka?ɖ93ଞ@iUo- 5 C(SpPEYWO<=3:םOxjء0,]+c츮E<͔FTTdO.,P]E}l{heʚe/JYmJO[Sv-%{.׼}gŁN(M1}O@>.CprsN#s4Z90#4|?`='l=J( @#k;DW+97x%E"#{湄bց_Ka*v&3_,`8򝲬5 Gd>D{,^QN'|U:2~Η[IÛ<Ny1\w v@s)^9 YkZ:.=|/nM$aB0[ %:I;LoF9凭HDžu&RJFs(6=mfc?d u]'R#م oѻl}8oLM;pLX/-t3y"I}FB;U5`S{*=)B>l,Cy=rSNR^d]47"[Irs4AY'RcZ*q  DZTǀ/#©܁mv%*!WkJIN24=8VkW}kX^ex5T-Җdir5oe%R\- 6#H>scʾ#"v!b7(<@~:˫ʑkeK'Fqޡek}A{ |8Ήp-52h76لߎ `O5{<=`BоG5 .ǦXyIskJ,hbʉ_tr3$΋g@u6ٲVg 5*e`W]qSE+}:Ia^Bwmq!X&f:Im ?ky81aW# &ČR Xj>S0+=9#񯚢$%,qs^b.XmV#gKo#t*(yS/x$%M,jtzl"=!{VF7I?[roDpIwJ=$([^xvM}F , Tt =TINGGw$FJNۉ;|pV-Kڷ]D@ FJ% !kUOEY꠯KNbdEW[hO֘Ng Yo֌3qTOyYCw 3bGs[z(GV 8.YYh@]8N<}{_x.)zUb,pz+%<{3:L8Y9 Y}6BN ,L{t#\%) 3.AM\0홝8nM: ~}Ԓ Cd}ˡTb޷'v$B{8PaIbs`bTyoP˦bѴ,@\+WW'M qgÃ`\wmsncȝyWbh%~E^]iiw[6Y{Ra(SmaF:rMN56j1Si}s8^GHa°}O ȢoJ^%EZR\>/r(YI[ě M%AV8c>! pXő1n1Y 6m>h}g?Z\:c-ړ5ˆHrQ=CdzzQN?bFX?;ޠ+8VUZu+4z):{tPi KF>ՐkU`A:.aeP w98=w;t'sr'^oUn"WZGeCxY`~lvaݩ؈[_$4"6 tkx^`QGY̯_D"B52>↩!D?{AK_Z-1|E)A{/&0^7x[ ANgť6>?$7ݥ&jzn| l9еPmi}-aup³~ͳQJJlW5hoa1PG(z_.Y^jE;>ֺ6Fp*4qy4(Ɨ!"s'[a`"|?o>]S]] VUfx$ڸ<5-mz*OVͿ-Eb@#^ԮQw">VH8i4>@.ďsB Y@uLSIZD"J\5[;o6y# oMivjIWw`G+ա%ŷɂc|I3c\x—dok+u.0,.?c"$i]LX+չb.mRY.\-nx2x&ðm_,݀i!̂3b+i)o .l[J>-<El#眞͢ ӨԴҧw9+άfab R3Q2^^$Ȩ|CVwW,!G@=ɇ8[tv^4\apS(I2W&Y~~]TiPbv:l *&}OCA4hD8*VAU͊2wds^kw уYiz<MwQp*&c%7R<ofž0,z@# ]fҼVCvu2}1Q;f\\  QKX-Giُ׾19xiŒa&*4v%h퐿'fJ,b=$%esu9r<'~dfɠːŁݏTPJYv@;~3ZVZNuxf"eDA#V=yr17bv!&: Q6"9DQKPf| L)K o),FD* [>[?U``}a$UI0mnJO\z'Ӌw8` qWEfEc{$M )ѡjjtLmCͺט8Iac@>M:ָ>U=M `r}S91݅No_ fxAC*Nbx),Hj<u;_tP򦚩e]4~B/|e\7k)oN;ÿdE qL h ۶'EcWʍWVh᧺jLK-oY(np8zEck?VoPz[|HQh8. P](IL5^( #J%9p^+ϕ* 6^Hm3x\z@xo@6ϱ]c)W nz/gڙ>୧,\Rr>cMqoXpup'r{`jEMҁ{k(}¦oN i|AqhX".䱼:Cwo\Ɖ?0/gM{ jm˓]T&"P>>,Ox0 ?* ә`RW" MTc*O$L(/o%&}dxi})p15;|0~|msAhǘVio1K,^*;+OKjo@zd Il-Ɵ}WSĵʆ%IҪ0TACnG1^i uet5M7k͸39#ca"FYَmY{UTf)ǣV (8NfۿLPn&4loY_; !0sUEҬY+^.5{+DyJ vP` W)Eާ/5!iiym0ײA'pVx' ﹚]XkﯡTK/ vHg9w<``'ܐvJ~fEbRK38*`K-%K/[(H &@Zo-k{|qHsU 1 WUJ10 gz-Ҵn)UBw6Ek3 Bf+n^0=rMv+lW7`Udo.R}Vp~b^C?cT JJ+"e:f>E;ЪXņַbE)x? i(`K{2^"ק+(LqM9!U1=.!P<~ Hrࠔs]{ب/:y1Hk[ë;lO2+5)'ӦkoўE1+aſh%vA~blH`D zMf{mo_-Š;$IUY`7.u hh9)Q* 0f)Â.MCQH jak  T[I_F_1T"V bYE[#}KG)Jwo@a@ꗟ￙O"JsI@?B ۵)^|ޔ$~.\>_:IsX)̨XpVUblZTطGs/9:@m"HI%_'C?!k%bb Y#8A$b,ڽn)ORŠ襷sY[LG\i$?Q;@pȼYr"l'#.)VDtdO,i(k@vI1$2L.ml%ΐDi5BlP<."FyRn`჆QT~][Yg=eSX=[<~{W]jZ&-߰ 𔪭F~B Pf+AC8D0PrCR[+NөH0CW;[ЂZ\9Y'UD*}lƋz]9^Fmt[P34_-#zԆW.?5v􃤎 L \.Ýc`(Ď('?0(>^r<$P5[ }V#,ˆG}ѷ@g9YIߤ{`FέVìSk"{5LŽr3\7b{*j&V _\1 2RNb1c +^|ɘ !-!]{uPhZ]wVOdX>`ܱBl@\bv2o3#YO vPc r8S!ga JbA_ +s=xR=dD1xY@hCֵoF]aq Y!W 5)l7[6sW&-lJU67ѝPdE%{dC/;mn'c5<`nb1aEz]m+&[d$C=,%r4~&;=mDE N-ŕcDR |Q>獁lkѡJ*,FX,c*ux1֙Cq"yl 3oh #3z?*Аq*ɝhɐ2dSј8&1.qK$6z9 t+!sN_Yg4"ݺ{!JpD,?#MEݺ2Rݖ_7 nZI^*t_mLԷ=J~٘x"ƻ yXgًlrd}h9g/mc&̜#79#AY lGh#kY(^ktNt'{pOy]ڙ"0 .t$dκ} _h z{]%h;_G9 !LԤo88ḙ;^W1~>z*I+vz#dJ-'mu_7Di8dR ,/D R13֑Ym!AH$8RFH?Y ]Q[Dq44Px5q4WTǡhSF by|~Cv+#`%cXan&Ewt |IڽTd#z{0q't/"X27 )$+h=nR+A,+aL֫ !V.zezl1!\lYQ^ R>ϔj#Ǟn{\pEF.-#}%BS\[bt"$QJBK~]+b /1{n'w3 Uء3.},@ڒ Ǎ0 .VI i.0Cs@:{n^r uIW"nUYu7$p:I&;41&J B %~LA/Q ҿ笙*ha I_$fȭ7{HI:dN, @Gڪ=/g_ h4# ].mשO#+tǔW+j> H$ $uA[Ì]586NooUV@ h9@>%ZtP }5zK`[ (-|cDqRNE2qm`҆=JH^%ګ%w#2Q0;7֏X@o2t ij7ф!<:/^h#]{=UԼn _mh?'QST[qR5mgLa ~:VB!BJChᏦmF&.z\kI*&~3f@0|#52w|tpskJqӨc7Sqon@L̙3'>,B =GQ(; $)g)rL:g32O=6'd#Pi!MYo?lo2/! xpq EB>_CD N=\L+MI&\zuuw#1Ϟ ʞ>aʂlȐ6[pHwރI<-{b=@l84,q]~dUcDfx6юg#ú626>?naVY!oQx*͉(r̴de.S|6Pd(oa/*tRF`TT@ l89a7D˽,%3=l y.ZtwXGȹ:&puOUoɋ1tj7=be39oß9Dr'(;R <&*r em?vCi<} vĭJ-Pk~GkڮDQxĬIGW@9|юgF8?Ǩ8?TY(qB>:P`:p4Q3; y)kaeŎ Ic(ށ!? MϼQɆyE0Ty9hR%1 Cn0Mr"zV_K찍gʟ~>KA0+F1VN r[xe r` &+C$'="ѶD>mЁ;u]#S"#H4YRG*;ӴtU/'jk/8Se"-^v?2Gc Љ_?XEM=qɥHN`dF"0 B6&%$ BF\-nFCcn3ttQx r$D77sU>{ƛ|wյe#>C&.GqٷGwAz<rf:rKAAhCu#Ezvӽ!Hl[ "P mX"8_Qc<*}ǣ%T+&COEkP?/VD}a>'A9=bU2;.:,D%VMw_+iyW|2)Lo7'P$:tqBܗB]FF?-Pvۈ LuBc%(= 9_ ˽3 f [B61m[ P;V~C@ƫveU䎐TpD0bJ c:I]b2&\#y7o T8,rk4n7*zyXfWY7PNLWf  ztZUCeºN/ /R V2kR|iVRƳ:\;xHS\+aNѡn|%W%Z3~Fml5<m.wz.l8D~Wx apJ({}P% :w.v2:qaEb Ufc|Wu}\\՝5Aݾ'z5M ;MvEz:196{f^Bյ=ĺ4}(昽HD'i`a5Ӻx੔JG[P7V%% VOX^hD#NI?eʐc=՛~{*8}K$' ع\,cADw(C{Խ\?}KB|OnG$Z[_UXFՑ$;ސ|P>á 4^{kX>p^ٜJ#iU Gb ח/1O dS XRd#f~~+ƽ`ˮU S>?)e(FX̀㇝, }!aF <.6|5rx(Gh7VE%:{g XUL)Y* 84Vc~Ԁegm}ŋI82kB3ZgSX3sPۖ4$;-ÅJ k<-EJB+$3lۆgTIJd$SY)oR@R483Esb ѾmT\d6& _rS65'ί(m4b]\'X3$~Ǒ%/KsfOI5ήᝨV,ԮOCxG@i "-3+٧ŗ!%.L:mfeU#A\tCy!D~O0T߆fcO+e R-dY"x˥sd[AW>c5|8鄃bj4i.SЯ)w+&]5)2PX["39Z}Jh4C :X)Ƚ42{[)=e򩒠n|X <7A dէ X\y4}R܏o҉+}OEoJrJ:w⢫=b5KP 3mBlN$˖D$]ë1#7 wyBRIʓ%>gۍ,UʎF]OHZؤΗ@ѦuqCmkt9O8W+ݥRɆ]+ɰbD5=5T[zL\ ."`nĐp'*wM:yWcd;ot:?aHL]̉6k{;l3܁pY9@jcqW*M뙧KV(rN;•1M/)#̢XN;u{K;0Q'@^%YUpR42LxL52կ5ѧXylp)e;ua^V̉ć7O4A(BO|w~*M6C0Lo fi9{A,.t%k.!}Pq+VYWmm(U :(tו,M,6 1G։OHC>XډZU]Y!O&yNEH'?xul3 Bx?e?p ̮@NЯa\:x}$}քv56ts?<'s:E dƫO3'+3_h%.<"kP\纊ci@ s@.p˗u~*[#i ۔bZ8K,HV@g&@$:mfh/ori%GfE۩ۢJ_F k%QId6\#]6,[0L_֗4΀RLElWm7~H1c??m"o< " S>FryK+8{6}3b^~\u !vuۖdU}g{wv7u1jXRˇ3Œ`kFdസ$C!{D]'hf6P1Emxs[_~[LB^5W4\] Dʸxtr{&lrY98=aCj!5 ,sV;-Ta[:PɲY ѬDض#> 5xZ2羟hKT z m (G(mo},hP"yRY'!;uxۦkl2vZQAоL:M (ȴ;k!&^`HZ硨,P%BeB hsu=Rw>x S%*aL(JcWm엮8N?(#<>?ZmiCw5Ct;%g@jCdiu ;o{+z?ɫG i~RwwʽV_E bBK|UQ< ߘ0TQ1/l6h^?{C&! }:r> ~͠^#N0(OK>=:k 5fze|_<ߓ(!{ }ʊiT([(2Xр>(~4T`qqTs:xL?xSlt,F>Fc`ES]洖g Z}+Ҋ3#Zke%z`d]i/)P:׳ M4.X-heɘGf"8>%:c~WUb<Z7ygxc0Q?=>W3*alJ_ Owkn]#1nT_+3Ze誗KI^F=ƶ.']' 2g=7RZTXTjJgYeűký"hg[ɻCt y}h򣍢jMɻǞ5}%+)(=I'gSc"$`ug;!Tt7Qi_}Hx[A 9 \^`65̏U8HHnc i$fΑVxlM{ U,:iq[=>?=`Џi3ce7c䌲W(k)zM=!E/x>  P'q -CmJ)e2rbTF)I ޤ-4/T޽/{U@2%GC]Če~~b9@b#z(+U40I5KTP*Q G:,9?P2ZJ ʵj%ݯOy(-[NMʜ}m7K.d0W"̼3<MRŃၰ(kA9nIf?}(a (9_BJP]l(ŸV`9 06.sS?!776c4wc;*|XOYY#-/"WR$x6T/lLҋ_zyh<ɽ 8D)MW!JPdWIKѳ %(h 5(/"DN6RL96=H"Wp|)%ζ!g0(>Rϴaw[2)rT31&/tBZR1d־)N߉v6^bZB]Vdyz?]ʴWj^h6{mOFD_YKnOrMˆˆ ϊG1vk/Z\>pf~/bUɑ:GzO-^ѱ<)Ջ$@I93ʡ@6"^yGxZDagծʃO9;Cw Xly>HUα}@)q~m:z-\Öi}f$TՃcf f ˴"uY PZgrg*Cޱ5dه`\JabLnx-^WkseV<]hvd$\۷ix oP~ڐ5KGs/YK=+d=agB]ꅵfJ-w^ւ@Usj[]2y 8p摣‹X5aӪKmp덧 r-,c\XmM3;xߩ۶ YI3??WL~Z8%4eG/fʉ(RAIG֮u슏7bnŬPBi6{5DG#  nͶp(d'BPqWmdv>k;{>~0槛iAft5pi,-'5Hg# C `Rٌ*Vj!j >mRGz8z aL1[X5K>C+WҨ$LV ۯ\>F# ġeuAɵeܫ$4"$$˼5V\[O/+/<חY>9 C뛄}x#?ּ6ZAӑ<ՍI:Es$)X}$ aa⎴Yv OiBv߻rPR҄p?P-X릀Q&Alw̪v2iMX>џF!ΒgSaX:stN{W2{'p!kZz`)R?ͶWM|V>/N`_%ŎoH(V]6iiOXv0у([JO[Ol(f+SICG4D\dc5msb0w9g䭹-+YV\&l|SRctċ$:,"ظK'& я)Dٱ5qT%٬3¿xCp$&Y~yY#"!QU$6GD,2%Pg<5SR3+kMU-YRbtDr.KL u˘eu!ٔ}5e8Jʝ5^d2я3\џ 9Y<"D ( m<8Ư,Qs|l>vNW2\_[ E,5%;g,@2TN4*_yh#K ԀI1|k"yu1wO/:)Owջ:c Fp8`&M)-Ҧw?8+->5*k(`3i_6vةLOOcE+ϻ˸6Dhc%@5v^k|olk_7ᶀi4Wa k ,bا_K_;o1)iN> ~:OAtdR$#C!ZI'jرƫKuJ~q|(Z'3diek.Ă ?}E{J"72ZH$=LKRI8q^5YrsN܍YY6V2ֆ, !.z \mVLxz}Rzjt$TMa$4R~GθY-eQ꫕U R|Qxo%{olk59H+Wy>V@뎥bi%1RG1=_J:vWo9 =}`4nfhk'xƯ dm<7cB^tZQnV++ t72yT_F!J8MX4_bOEm t \a{"ӗ\,())4$`Nflp]_PuaY-F2aiOt~y\MpI2*@ګE#O}h}ty^ЏcI☭+ Zǔ?A8`\+`t87m: /Wxl—+H, % ӆ d֎ҫ}8x:>o]vg