diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 6ba4a97ce..120e9fa60 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -13,18 +13,18 @@ ci: repos: - repo: https://github.com/astral-sh/ruff-pre-commit # Ruff version. - rev: v0.4.7 + rev: v0.5.6 hooks: - id: ruff exclude: docs/.* args: ["--line-length=88"] - repo: https://github.com/nbQA-dev/nbQA - rev: 1.8.5 + rev: 1.8.7 hooks: - id: nbqa-ruff args: ["--line-length=120"] - repo: https://github.com/psf/black - rev: 24.4.2 + rev: 24.8.0 hooks: - id: black # It is recommended to specify the latest version of Python @@ -33,7 +33,7 @@ repos: # https://pre-commit.com/#top_level-default_language_version language_version: python3 - repo: https://github.com/psf/black - rev: 24.4.2 + rev: 24.8.0 hooks: - id: black-jupyter language_version: python3 diff --git a/.readthedocs.yaml b/.readthedocs.yaml index 65ace69ce..44855e056 100644 --- a/.readthedocs.yaml +++ b/.readthedocs.yaml @@ -32,4 +32,5 @@ sphinx: # See https://docs.readthedocs.io/en/stable/guides/reproducible-builds.html python: install: - - requirements: requirements.txt \ No newline at end of file + - requirements: requirements.txt + - requirements: requirements_dev.txt \ No newline at end of file diff --git a/CONTRIBUTING.rst b/CONTRIBUTING.rst index 39f85a111..784d6f6e9 100644 --- a/CONTRIBUTING.rst +++ b/CONTRIBUTING.rst @@ -41,6 +41,19 @@ install the slsim package in development mode with python setup.py develop --user +.. note:: + + Development mode installation uses the file path to the repository you work on. + If you do the regular installation, a copy of all the python files will be made in the path of the python version + and the path to call the routines will be to these files. + +.. warning:: + + Make sure you uninstalled all SLSim versions first before installing the version in development mode. Otherwise, + due to path hierarchy, there is still a good chance your copied files will be imported instead of the files in your + development repository. + + Create a branch for your new feature ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ diff --git a/data/SkyPy/lsst-like.yml b/data/SkyPy/lsst-like.yml index 18d748b2e..98d4326ae 100644 --- a/data/SkyPy/lsst-like.yml +++ b/data/SkyPy/lsst-like.yml @@ -1,13 +1,13 @@ # See the ReadMe file for parameter definitions mag_lim: 30 fsky: 0.1 deg2 -z_range: !numpy.arange [0, 5.01, 0.1] -M_star_blue: !astropy.modeling.models.Linear1D [-0.9408582, -20.40492365] -phi_star_blue: !astropy.modeling.models.Exponential1D [0.00370253, -9.73858] -alpha_blue: -1.3 -M_star_red: !astropy.modeling.models.Linear1D [-0.70798041, -20.37196157] -phi_star_red: !astropy.modeling.models.Exponential1D [0.0035097, -1.41649] -alpha_red: -0.5 +z_range: !numpy.arange [0.0, 5.01, 0.01] +M_star_blue: !astropy.modeling.models.Linear1D [-1.03, -20.485] +phi_star_blue: !astropy.modeling.models.Exponential1D [0.00312608, -43.42936] +alpha_blue: -1.29 +M_star_red: !astropy.modeling.models.Linear1D [-0.80, -20.46] +phi_star_red: !astropy.modeling.models.Exponential1D [0.00278612, -1.05925] +alpha_red: -0.53 cosmology: !astropy.cosmology.default_cosmology.get [] filters: ['lsst2016-g', 'lsst2016-r', 'lsst2016-i', 'lsst2016-z', 'lsst2016-y'] tables: diff --git a/data/SkyPy/lsst-like_triple_SF.yml b/data/SkyPy/lsst-like_triple_SF.yml new file mode 100644 index 000000000..95fc2f034 --- /dev/null +++ b/data/SkyPy/lsst-like_triple_SF.yml @@ -0,0 +1,107 @@ +# These are the luminosity function parameters according to M = a_m * z + b_m +# and Phi = b_phi * exp(a_phi * z). As in Lopez-Sanjuan the model is given as +# M = M0 + Q * (z - 0.5) and log10(Phi) = Phi0 + P * (z - 0.5) we have to convert +# the given parameters as a_m = Q, b_m = M0 - 0.5*Q, a_phi = ln(10) * P and +# b_phi = 10**(Phi0 - 0.5*P) +cosmology: !astropy.cosmology.default_cosmology.get [] +z_range: !numpy.arange [0.0, 5.01, 0.01] +M_star_blue: !astropy.modeling.models.Linear1D [-1.03, -20.485] +phi_star_blue: !astropy.modeling.models.Exponential1D [0.00312608, -43.42936] +M_star_red: !astropy.modeling.models.Linear1D [-0.80, -20.46] +phi_star_red: !astropy.modeling.models.Exponential1D [0.00278612, -1.05925] +magnitude_limit: 30 +fsky: 0.1 deg2 +filters: ['lsst2016-g', 'lsst2016-r', 'lsst2016-i', 'lsst2016-z', 'lsst2016-y'] +tables: + blue: + z, M: !skypy.galaxies.schechter_lf + redshift: $z_range + M_star: $M_star_blue + phi_star: $phi_star_blue + alpha: -1.29 + m_lim: $magnitude_limit + sky_area: $fsky + coeff: !skypy.galaxies.spectrum.dirichlet_coefficients + alpha0: [2.079, 3.524, 1.917, 1.992, 2.536] + alpha1: [2.265, 3.862, 1.921, 1.685, 2.480] + weight: [3.47e+09, 3.31e+06, 2.13e+09, 1.64e+10, 1.01e+09] + redshift: $blue.z + stellar_mass: !skypy.galaxies.spectrum.kcorrect.stellar_mass + coefficients: $blue.coeff + magnitudes: $blue.M + filter: bessell-B + mag_g, mag_r, mag_i, mag_z, mag_Y: !skypy.galaxies.spectrum.kcorrect.apparent_magnitudes + coefficients: $blue.coeff + redshift: $blue.z + filters: $filters + stellar_mass: $blue.stellar_mass + cosmology: $cosmology + physical_size: !skypy.galaxies.morphology.late_type_lognormal_size + magnitude: $blue.M + alpha: 0.21 + beta: 0.53 + gamma: -1.31 + M0: -20.52 + sigma1: 0.48 + sigma2: 0.25 + angular_size: !skypy.galaxies.morphology.angular_size + physical_size: $blue.physical_size + redshift: $blue.z + cosmology: $cosmology + ellipticity: !skypy.galaxies.morphology.beta_ellipticity + e_ratio: 0.45 + e_sum: 3.5 + size: !len [$blue.z] + red1: + z1, M1: !skypy.galaxies.schechter_lf + redshift: $z_range + M_star: $M_star_red + phi_star: $phi_star_red + alpha: -0.53 + m_lim: $magnitude_limit + sky_area: $fsky + cosmology: $cosmology + red2: + z2, M2: !skypy.galaxies.schechter_lf + redshift: $z_range + M_star: -17.00 + phi_star: $phi_star_red + alpha: -1.31 + m_lim: $magnitude_limit + sky_area: $fsky + cosmology: $cosmology + red: + z: !numpy.concatenate + - [$red1.z1, $red2.z2] + M: !numpy.concatenate + - [$red1.M1, $red2.M2] + coeff: !skypy.galaxies.spectrum.dirichlet_coefficients + alpha0: [2.461, 2.358, 2.568, 2.268, 2.402] + alpha1: [2.410, 2.340, 2.200, 2.540, 2.464] + weight: [3.84e+09, 1.57e+06, 3.91e+08, 4.66e+10, 3.03e+07] + redshift: $red.z + stellar_mass: !skypy.galaxies.spectrum.kcorrect.stellar_mass + coefficients: $red.coeff + magnitudes: $red.M + filter: bessell-B + mag_g, mag_r, mag_i, mag_z, mag_Y: !skypy.galaxies.spectrum.kcorrect.apparent_magnitudes + coefficients: $red.coeff + redshift: $red.z + filters: $filters + stellar_mass: $red.stellar_mass + cosmology: $cosmology + physical_size: !skypy.galaxies.morphology.early_type_lognormal_size + magnitude: $red.M + a: 0.60 + b: -4.63 + M0: -20.52 + sigma1: 0.48 + sigma2: 0.25 + angular_size: !skypy.galaxies.morphology.angular_size + physical_size: $red.physical_size + redshift: $red.z + cosmology: $cosmology + ellipticity: !skypy.galaxies.morphology.beta_ellipticity + e_ratio: 0.2 + e_sum: 7 + size: !len [$red.z] \ No newline at end of file diff --git a/data/redMaPPer/clusters_example.fits b/data/redMaPPer/clusters_example.fits index 84c5aa481..b1e655d2d 100644 --- a/data/redMaPPer/clusters_example.fits +++ b/data/redMaPPer/clusters_example.fits @@ -1,9 +1,7 @@ -SIMPLE = T / conforms to FITS standard BITPIX = 8 / array data type NAXIS = 0 / number of array dimensions EXTEND = T END XTENSION= 'BINTABLE' / binary table extension BITPIX = 8 / array data type NAXIS = 2 / number of array dimensions NAXIS1 = 236 / length of dimension 1 NAXIS2 = 10 / length of dimension 2 PCOUNT = 0 / number of group parameters GCOUNT = 1 / number of groups TFIELDS = 36 / number of table fields TTYPE1 = 'ID ' TFORM1 = 'I ' TNULL1 = 16959 TDISP1 = 'I4 ' TTYPE2 = 'Ng ' TFORM2 = 'I ' TNULL2 = 16959 TDISP2 = 'I3 ' TTYPE3 = 'Name ' TFORM3 = '20A ' TDISP3 = 'A20 ' TTYPE4 = 'RAJ2000 ' TFORM4 = 'D ' TUNIT4 = 'deg ' TDISP4 = 'F10.6 ' TTYPE5 = 'DEJ2000 ' TFORM5 = 'D ' TUNIT5 = 'deg ' TDISP5 = 'F10.6 ' TTYPE6 = 'zlambda ' TFORM6 = 'E ' TDISP6 = 'F7.4 ' TTYPE7 = 'e_zlambda' TFORM7 = 'E ' TDISP7 = 'F7.4 ' TTYPE8 = 'lambda ' TFORM8 = 'E ' TDISP8 = 'F6.2 ' TTYPE9 = 'e_lambda' TFORM9 = 'E ' TDISP9 = 'F5.2 ' TTYPE10 = 'S ' TFORM10 = 'E ' TDISP10 = 'F6.3 ' TTYPE11 = 'zspec ' TFORM11 = 'D ' TDISP11 = 'F9.6 ' TTYPE12 = 'ObjID ' TFORM12 = 'K ' TNULL12 = 999999 TDISP12 = 'I10 ' TTYPE13 = 'gmag ' TFORM13 = 'E ' TUNIT13 = 'mag ' TDISP13 = 'F7.4 ' TTYPE14 = 'rmag ' TFORM14 = 'E ' TUNIT14 = 'mag ' TDISP14 = 'F7.4 ' TTYPE15 = 'imag ' TFORM15 = 'E ' TUNIT15 = 'mag ' TDISP15 = 'F7.4 ' TTYPE16 = 'zmag ' TFORM16 = 'E ' TUNIT16 = 'mag ' TDISP16 = 'F7.4 ' TTYPE17 = 'zLum ' TFORM17 = 'D ' TUNIT17 = 'solLum ' TDISP17 = 'F8.4 ' TTYPE18 = 'PCen0 ' TFORM18 = 'E ' TDISP18 = 'E9.2 ' TTYPE19 = 'PCen1 ' TFORM19 = 'E ' TDISP19 = 'E9.2 ' TTYPE20 = 'PCen2 ' TFORM20 = 'E ' TDISP20 = 'E9.2 ' TTYPE21 = 'PCen3 ' TFORM21 = 'E ' TDISP21 = 'E9.2 ' TTYPE22 = 'ID0 ' TFORM22 = 'K ' TNULL22 = 999999 TDISP22 = 'I10 ' TTYPE23 = 'RA0deg ' TFORM23 = 'D ' TUNIT23 = 'deg ' TDISP23 = 'F10.6 ' TTYPE24 = 'DE0deg ' TFORM24 = 'D ' TUNIT24 = 'deg ' TDISP24 = 'F10.6 ' TTYPE25 = 'ID1 ' TFORM25 = 'K ' TNULL25 = 999999 TDISP25 = 'I10 ' TTYPE26 = 'RA1deg ' TFORM26 = 'D ' TUNIT26 = 'deg ' TDISP26 = 'F10.6 ' TTYPE27 = 'DE1deg ' TFORM27 = 'D ' TUNIT27 = 'deg ' TDISP27 = 'F10.6 ' TTYPE28 = 'ID2 ' TFORM28 = 'K ' TNULL28 = 999999 TDISP28 = 'I10 ' TTYPE29 = 'RA2deg ' TFORM29 = 'D ' TUNIT29 = 'deg ' TDISP29 = 'F10.6 ' TTYPE30 = 'DE2deg ' TFORM30 = 'D ' TUNIT30 = 'deg ' TDISP30 = 'F10.6 ' TTYPE31 = 'ID3 ' TFORM31 = 'K ' TNULL31 = 999999 TDISP31 = 'I10 ' TTYPE32 = 'RA3deg ' TFORM32 = 'D ' TUNIT32 = 'deg ' TDISP32 = 'F10.6 ' TTYPE33 = 'DE3deg ' TFORM33 = 'D ' TUNIT33 = 'deg ' TDISP33 = 'F10.6 ' TTYPE34 = 'ID4 ' TFORM34 = 'K ' TNULL34 = 999999 TDISP34 = 'I10 ' TTYPE35 = 'RA4deg ' TFORM35 = 'D ' TUNIT35 = 'deg ' TDISP35 = 'F10.6 ' TTYPE36 = 'DE4deg ' TFORM36 = 'D ' TUNIT36 = 'deg ' TDISP36 = 'F10.6 ' CDS-CAT = 'J/ApJS/224/1' EXTNAME = 'J_ApJS_224_1_cat_sva1' CDS-NAME= 'J/ApJS/224/1/cat_sva1' UCD__1 = 'meta.id;meta.main' UCD__2 = 'meta.number' UCD__3 = 'meta.id ' UCD__4 = 'pos.eq.ra;meta.main' UCD__5 = 'pos.eq.dec;meta.main' UCD__6 = 'src.redshift.phot' UCD__7 = 'stat.error' UCD__8 = 'src.class.richness' UCD__9 = 'stat.error' UCD__10 = 'arith.factor' UCD__11 = 'src.redshift' UCD__12 = 'meta.id ' UCD__13 = 'phot.mag;em.opt.B' UCD__14 = 'phot.mag;em.opt.R' UCD__15 = 'phot.mag;em.opt.I' UCD__16 = 'phot.mag;em.opt.I' UCD__17 = 'phys.luminosity' UCD__18 = 'stat.fit.goodness' UCD__19 = 'stat.fit.goodness' UCD__20 = 'stat.fit.goodness' UCD__21 = 'stat.fit.goodness' UCD__22 = 'meta.id ' UCD__23 = 'pos.eq.ra' UCD__24 = 'pos.eq.dec' UCD__25 = 'meta.id ' UCD__26 = 'pos.eq.ra' UCD__27 = 'pos.eq.dec' UCD__28 = 'meta.id ' UCD__29 = 'pos.eq.ra' UCD__30 = 'pos.eq.dec' UCD__31 = 'meta.id ' UCD__32 = 'pos.eq.ra' UCD__33 = 'pos.eq.dec' UCD__34 = 'meta.id ' UCD__35 = 'pos.eq.ra' UCD__36 = 'pos.eq.dec' UCD__37 = 'meta.record' redMaPPer cluster catalog from DES data (Rykoff+, 2016) redMaPPer SVA1 cluster catalog (Z_LAMBDA_ERR) likely center central galaxy (SLR corrected) central galaxy (SLR corrected) central galaxy (SLR corrected) central galaxy (SLR corrected) luminosity likely central most likely central most likely central most likely central most likely central (ID_CEN) (RA_CEN) (DEC_CEN) second most likely central (ID_CEN1) central (RA_CEN1) central (DEC_CEN1) third most likely central (ID_CEN2) central (RA_CEN2) central (DEC_CEN2) fourth most likely central (ID_CEN3) central (RA_CEN3) central (DEC_CEN3) fifth most likely central (ID_CEN) central (RA_CEN4) central (DEC_CEN) Should Not be used for identification. (link) END vHRMJ042820.6-544342.9@PŁQހK]As+>+<74B -@C33?bN AfALdABAѷ@9??>A7=x=R @PŁ^9q@XK^yrK]ڃn+RMJ003626.4-432711.3@"8LlE3C><$AG@1G??`A7K~A -AA@OA!@3%ᰉ?PbN>w<; ?>~@"8Lj;ECބh@"=$`؉E88y@"8_JE0@"5׈Etix@"6#Ef t:RMJ050422.8-524108.3@SJWjeX? F;`"9@#Y_E"@#TUEN@#W'=[EXYO@#VvE~I@#Q#E<M$IRMJ041842.8-555458.6@P+iJKH?< CB&@\)?3.AAAA@83\N?^=;AT:3.@P+j%KH˒<2@P+&iKSޤe)P@P,% J$K+)?@P+=TK-k26@P+/{~Kt>=ONRMJ044836.3-514217.3@R )I7za>YK<# -B:@;?֜AA4A0A@;EO ?8m)7=!7V֜@R /ۑI7ML֖|@R ؑIچ߂֗@R VFIB& '֥(@R =TGI6~AN֖@R DIX>v8RMJ050100.3-502036.2@RI+J>k<74BQ@W -=?K٬bAߤACAA@7r Ĝ?u<,=<;d|٬b@RCI+ ٤v@R{zI-~<u;l@Tn~bpL7ޖl@Tχ\KL{~l@T϶.nL}l@Tϔ+L~ <5AӮ@G?Ĝ{A(AAwA@2 (?>ȴE \ No newline at end of file +SIMPLE = T / conforms to FITS standard BITPIX = 8 / array data type NAXIS = 0 / number of array dimensions EXTEND = T END XTENSION= 'BINTABLE' / binary table extension BITPIX = 8 / array data type NAXIS = 2 / number of array dimensions NAXIS1 = 10 / length of dimension 1 NAXIS2 = 80 / length of dimension 2 PCOUNT = 0 / number of group parameters GCOUNT = 1 / number of groups TFIELDS = 3 / number of table fields TTYPE1 = 'cluster_id' TFORM1 = 'I ' TDISP1 = 'I5 ' TTYPE2 = 'richness' TFORM2 = 'E ' TDISP2 = 'F7.3 ' TTYPE3 = 'z ' TFORM3 = 'E ' TDISP3 = 'F7.4 ' CDS-CAT = 'J/ApJS/224/1' EXTNAME = 'J_ApJS_224_1_cat_sva1' CDS-NAME= 'J/ApJS/224/1/cat_sva1' UCD__1 = 'meta.id;meta.main' UCD__2 = 'meta.number' UCD__3 = 'meta.id ' UCD__4 = 'pos.eq.ra;meta.main' UCD__5 = 'pos.eq.dec;meta.main' UCD__6 = 'src.redshift.phot' UCD__7 = 'stat.error' UCD__8 = 'src.class.richness' UCD__9 = 'stat.error' UCD__10 = 'arith.factor' UCD__11 = 'src.redshift' UCD__12 = 'meta.id ' UCD__13 = 'phot.mag;em.opt.B' UCD__14 = 'phot.mag;em.opt.R' UCD__15 = 'phot.mag;em.opt.I' UCD__16 = 'phot.mag;em.opt.I' UCD__17 = 'phys.luminosity' UCD__18 = 'stat.fit.goodness' UCD__19 = 'stat.fit.goodness' UCD__20 = 'stat.fit.goodness' UCD__21 = 'stat.fit.goodness' UCD__22 = 'meta.id ' UCD__23 = 'pos.eq.ra' UCD__24 = 'pos.eq.dec' UCD__25 = 'meta.id ' UCD__26 = 'pos.eq.ra' UCD__27 = 'pos.eq.dec' UCD__28 = 'meta.id ' UCD__29 = 'pos.eq.ra' UCD__30 = 'pos.eq.dec' UCD__31 = 'meta.id ' UCD__32 = 'pos.eq.ra' UCD__33 = 'pos.eq.dec' UCD__34 = 'meta.id ' UCD__35 = 'pos.eq.ra' UCD__36 = 'pos.eq.dec' UCD__37 = 'meta.record' redMaPPer cluster catalog from DES data (Rykoff+, 2016) redMaPPer SVA1 cluster catalog (Z_LAMBDA_ERR) likely center central galaxy (SLR corrected) central galaxy (SLR corrected) central galaxy (SLR corrected) central galaxy (SLR corrected) luminosity likely central most likely central most likely central most likely central most likely central (ID_CEN) (RA_CEN) (DEC_CEN) second most likely central (ID_CEN1) central (RA_CEN1) central (DEC_CEN1) third most likely central (ID_CEN2) central (RA_CEN2) central (DEC_CEN2) fourth most likely central (ID_CEN3) central (RA_CEN3) central (DEC_CEN3) fifth most likely central (ID_CEN) central (RA_CEN4) central (DEC_CEN) Should Not be used for identification. (link) END  +B133?>dB\>$tBT\)>BH>tTAG?IB{?:B>~B4(>wB'?i"Bd??aB>䎊B >Q>B0>6B%\?0B$?4Z=B?z?JBR?Bu%B>zTB>CB*{>]dA?H7B%>KB">FqB(?N.Bf>͟eB?]?B?33?'B%?:{B\)?`B4>Bp>O'B +? lBW?N2Aff? A?:^5Bff>q aBF>A +?~4B%?QB R?! B>)B ?-;Bz?DFA(??/B(?}VB\?rB(Q?7KAp?K5B33?#f*A33>B +?p;AH?BN>*0BI?+"B$?BR?2<B{?GEB>!B'Q?;AR?N!NB{>]Bs?6]mB{?HB =q>kQ,Bqz>B&z?U9BR>F B%>āoB?$tfB3?DBT>ܞB_?;BM +?Bu%B>Q?6+GB??}iB>̿B +?]-B?KXB?+j_B*{?-c \ No newline at end of file diff --git a/data/redMaPPer/members_example.fits b/data/redMaPPer/members_example.fits index ba35210c1..840d34c5f 100644 --- a/data/redMaPPer/members_example.fits +++ b/data/redMaPPer/members_example.fits @@ -1,123 +1,250 @@ -SIMPLE = T / conforms to FITS standard BITPIX = 8 / array data type NAXIS = 0 / number of array dimensions EXTEND = T END XTENSION= 'BINTABLE' / binary table extension BITPIX = 8 / array data type NAXIS = 2 / number of array dimensions NAXIS1 = 94 / length of dimension 1 NAXIS2 = 619 / length of dimension 2 PCOUNT = 0 / number of group parameters GCOUNT = 1 / number of groups TFIELDS = 18 / number of table fields TTYPE1 = 'ID ' TFORM1 = 'I ' TNULL1 = 16959 TDISP1 = 'I4 ' TTYPE2 = 'RAJ2000 ' TFORM2 = 'D ' TUNIT2 = 'deg ' TDISP2 = 'F10.6 ' TTYPE3 = 'DEJ2000 ' TFORM3 = 'D ' TUNIT3 = 'deg ' TDISP3 = 'F10.6 ' TTYPE4 = 'R ' TFORM4 = 'E ' TDISP4 = 'F6.3 ' TTYPE5 = 'PMem ' TFORM5 = 'E ' TDISP5 = 'F6.3 ' TTYPE6 = 'Pfree ' TFORM6 = 'E ' TDISP6 = 'F6.3 ' TTYPE7 = 'tLum ' TFORM7 = 'D ' TDISP7 = 'F9.6 ' TTYPE8 = 'tRad ' TFORM8 = 'D ' TDISP8 = 'F9.6 ' TTYPE9 = 'gmag ' TFORM9 = 'E ' TUNIT9 = 'mag ' TDISP9 = 'F7.4 ' TTYPE10 = 'e_gmag ' TFORM10 = 'E ' TUNIT10 = 'mag ' TDISP10 = 'F7.4 ' TTYPE11 = 'rmag ' TFORM11 = 'E ' TUNIT11 = 'mag ' TDISP11 = 'F7.4 ' TTYPE12 = 'e_rmag ' TFORM12 = 'E ' TUNIT12 = 'mag ' TDISP12 = 'F7.4 ' TTYPE13 = 'imag ' TFORM13 = 'E ' TUNIT13 = 'mag ' TDISP13 = 'F7.4 ' TTYPE14 = 'e_imag ' TFORM14 = 'E ' TUNIT14 = 'mag ' TDISP14 = 'F7.4 ' TTYPE15 = 'zmag ' TFORM15 = 'E ' TUNIT15 = 'mag ' TDISP15 = 'F7.4 ' TTYPE16 = 'e_zmag ' TFORM16 = 'E ' TUNIT16 = 'mag ' TDISP16 = 'F7.4 ' TTYPE17 = 'zspec ' TFORM17 = 'D ' TDISP17 = 'F9.6 ' TTYPE18 = 'ObjID ' TFORM18 = 'K ' TNULL18 = 999999 TDISP18 = 'I10 ' CDS-CAT = 'J/ApJS/224/1' EXTNAME = 'J_ApJS_224_1_mmb_sva1' CDS-NAME= 'J/ApJS/224/1/mmb_sva1' UCD__1 = 'meta.id;meta.main' UCD__2 = 'pos.eq.ra;meta.main' UCD__3 = 'pos.eq.dec;meta.main' UCD__4 = 'pos.distance' UCD__5 = 'stat.fit.goodness' UCD__6 = 'stat.fit.goodness' UCD__7 = 'stat.weight' UCD__8 = 'stat.weight' UCD__9 = 'phot.mag;em.opt.B' UCD__10 = 'stat.error;phot.mag;em.opt.B' UCD__11 = 'phot.mag;em.opt.R' UCD__12 = 'stat.error;phot.mag;em.opt.R' UCD__13 = 'phot.mag;em.opt.I' UCD__14 = 'stat.error;phot.mag;em.opt.I' UCD__15 = 'phot.mag;em.opt.I' UCD__16 = 'stat.error;phot.mag;em.opt.I' UCD__17 = 'src.redshift' UCD__18 = 'meta.id ' redMaPPer cluster catalog from DES data (Rykoff+, 2016) redMaPPer DES SVA1 member catalog of a higher ranked cluster (P_FREE) corrected) corrected) (COADD_OBJECTS_ID) END O@Rn!{I5~f?LD=h???:~A%z;$A`;> A;;QAO;-֜`O@R/!IK..?*=o???u$A$<.A;AO<tA<`u֞O@RI&?bN?/???A_<>A^<A1[<74A<֧O@Rb&IsO?=-{?9X???AF޸R?#???AU=,1A#:IҪcI?P`>???餏XvA??4ݶ?l!-xA=RAix?q???A <A.}< 'AI<ARI؋ѹk>@?-O???A9$<A=<_A~<49XAS?pbN???Aٴ=hsAKƨ?wK???A=HK^A=&?]???A!n>D???A=[AO?\(???A3<A<A(<> A1<\)֥O@R=I R>7L?S33???Ax8=A[<-A< .A["?n???Ao< AW; AM;As<N֥(O@RԥgIW/?.V?9???`Ï6jAj?nV???A>w<+֭O@R RL8ՒI.m?%< -??1P?JwAv`=6A4(???ЮA8R<AM;K)_A;tA1';҉ִO@RعRIgP? >u???AV<A;҉AG<YKA33?;dZ???A;<ۋA;`BA4<YKAm/>?|???Aj<ڹAh<%zxAOv?}?U?}???A ֎HO@R7r-IZu7??$???Ap?o???A =A<Aiy<5A<@֎O@R%yN)Iۂ<tN?@=u???ӄvA lj?]/???AɆ?h9??/?Ax=kQAGz^5?49X???Al< AG;Ag;A,<֏vO@R +IkE -T?:H?h1'???AO=%TAAv+<֕SO@RQMI%{?%7L>ȴ9???A\???/:NA&L=uA<,1A?H???A?O???A4=YKA<9#AC<^҉A<gO@R -I"-ȿ>=q?lD??1"?A=Ab<SAFV?\???A<ϫA~;PHAG<ATa<`B????A< Aoi<A9M?eT???A49B\?wK???At= A`?Z???A\<_A`;|A;)_Av< '֍@O@R -9m I-:>J=+???A;d<'A<oA'<5A l<&֍O@R g+LIۉo>bN?y???A=oA \<rA<A0<[֎O@RDoyIJ,ض>?["???A=A -<NA,q<uAJ#"?tz???AF=oAS<-ATIګ -=-?yX???A<1A<A[<0|Ayr<}֖O@R OIXEV<9X?yX???A AQ<*dA.<> A><M֖O@RJwI$&>Xb?-???AO=.{A<-Aʌ?zH???AO=74Achr?p???Aۥ???7@%OA> A= .A<ߤ@A=-l~@T`NZLC%5?YX>??.Yn?!{jA+>%A=xA=YcA=}Vl@TM bgtLDy?Vȴ=@??? 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JY~dAA<AUgAPJ;@QKJfkJ6((AͶAAdZAOJv@QK>pJt2A + A AAJ@QINJrGDA7AA>AFJ@QJJE/AuAq A9$AkJ @QJQ.ƼJ6FA8A$A_;A \ No newline at end of file diff --git a/data/webbpsf/F106_SCA01_2000_2000_3.pkl b/data/webbpsf/F106_SCA01_2000_2000_3.pkl new file mode 100644 index 000000000..bcb348262 Binary files /dev/null and b/data/webbpsf/F106_SCA01_2000_2000_3.pkl differ diff --git a/docs/conf.py b/docs/conf.py index 4e53171df..fd4ce9193 100755 --- a/docs/conf.py +++ b/docs/conf.py @@ -32,7 +32,10 @@ # Add any Sphinx extension module names here, as strings. They can be # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom ones. -extensions = ["sphinx.ext.autodoc", "sphinx.ext.viewcode"] +extensions = ["sphinx.ext.autodoc", "sphinx.ext.viewcode", "nbsphinx"] +nbsphinx_allow_errors = True +show_warnings_types = True +suppress_warnings = ["ref.python"] # Add any paths that contain templates here, relative to this directory. templates_path = ["_templates"] @@ -41,7 +44,7 @@ # You can specify multiple suffix as a list of string: # # source_suffix = ['.rst', '.md'] -source_suffix = ".rst" +source_suffix = [".rst"] # The master toctree document. master_doc = "index" @@ -95,7 +98,7 @@ # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". -html_static_path = ["_static"] +# html_static_path = ["_static"] # -- Options for HTMLHelp output --------------------------------------- diff --git a/docs/index.rst b/docs/index.rst index 4758cdca3..d2e59e22b 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -10,9 +10,8 @@ Contents: installation contributing onboarding - usage + tutorial citation modules authors history - diff --git a/docs/notebooks/agn_intrinsic_variability_tutorial.ipynb b/docs/notebooks/agn_intrinsic_variability_tutorial.ipynb new file mode 100644 index 000000000..a87a82384 --- /dev/null +++ b/docs/notebooks/agn_intrinsic_variability_tutorial.ipynb @@ -0,0 +1,611 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2d4f9385-9fe6-4c1b-b71f-f6643185b0fb", + "metadata": {}, + "source": [ + "# Create a bending power law light curve" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "70899dcf", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from slsim.Util import astro_util\n", + "from slsim.Sources.SourceVariability import accretion_disk_reprocessing\n", + "from slsim.Sources.SourceVariability import variability\n", + "import warnings\n", + "\n", + "warnings.filterwarnings(action=\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "df85fc8f-23a2-4612-9b97-ee0a18957cce", + "metadata": {}, + "outputs": [], + "source": [ + "# define light curve parameters\n", + "length_of_light_curve = 1000 # Days\n", + "dt = 1 # Days\n", + "mean_magnitude = 10 # magnitude\n", + "standard_deviation = 0.2\n", + "# I am defining a random seed so the light curve\n", + "# is consistent through all realizations\n", + "random_seed = 14\n", + "\n", + "# define bending power law parameters\n", + "low_frequency_index = 1\n", + "high_frequency_index = 3\n", + "log_breakpoint_frequency = -1\n", + "\n", + "bpl_kwarg_dict = {\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"log_breakpoint_frequency\": log_breakpoint_frequency,\n", + " \"low_frequency_slope\": low_frequency_index,\n", + " \"high_frequency_slope\": high_frequency_index,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": standard_deviation,\n", + " \"seed\": random_seed,\n", + "}\n", + "\n", + "time_stamps, light_curve = astro_util.generate_signal_from_bending_power_law(\n", + " **bpl_kwarg_dict\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5047b6e7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "mean: 10.0\n", + "standard deviation: 0.19999999116369654\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(\"mean: \" + str(light_curve.mean()))\n", + "print(\"standard deviation: \" + str(light_curve.std()))\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 4))\n", + "ax.plot(time_stamps, light_curve)\n", + "ax.set_xlabel(\"time [days]\")\n", + "ax.set_ylabel(\"flux [mag.]\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "08a711a5-e650-46a8-8d15-921d0d816433", + "metadata": {}, + "source": [ + "# Create identical light curve using variability module" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "ab973a6f-3e26-4c10-89f9-d75c137b1198", + "metadata": {}, + "outputs": [], + "source": [ + "variable_light_curve = variability.Variability(\n", + " variability_model=\"bending_power_law\", **bpl_kwarg_dict\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "ad96c76b-765c-483d-bd20-8838ca1ca961", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "some_time_stamps = np.linspace(-50, 1100, 20000)\n", + "interpolated_light_curve = variable_light_curve.variability_at_time(some_time_stamps)\n", + "# interpolation to timestamps outside defined light curve default to 0\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 4))\n", + "ax.plot(some_time_stamps, interpolated_light_curve)\n", + "ax.set_xlabel(\"time [days]\")\n", + "ax.set_ylabel(\"flux [mag.]\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d20e7dfa-59cf-4b6c-b58b-ccea648433ed", + "metadata": {}, + "source": [ + "# Create a light curve using a defined power spectrum density" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c928b860-8db9-4cd0-b47e-cb58ea4f07eb", + "metadata": {}, + "outputs": [], + "source": [ + "frequencies = astro_util.define_frequencies(length_of_light_curve, dt)\n", + "power_spectrum_1 = frequencies ** (\n", + " -3\n", + ") # Note the slope of (-3) suppresses high frequency signals.\n", + "power_spectrum_2 = frequencies ** (-1) # A slope of (-1) becomes very noisy.\n", + "\n", + "other_time_stamps = np.linspace(200, 800, 1000)\n", + "\n", + "psd_kwarg_dict_1 = {\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"input_frequencies\": frequencies,\n", + " \"input_psd\": power_spectrum_1,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": standard_deviation,\n", + " \"seed\": random_seed,\n", + "}\n", + "psd_kwarg_dict_2 = {\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"input_frequencies\": frequencies,\n", + " \"input_psd\": power_spectrum_2,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": standard_deviation,\n", + " \"seed\": random_seed,\n", + "}\n", + "\n", + "psd_variable_signal = variability.Variability(\n", + " variability_model=\"user_defined_psd\", **psd_kwarg_dict_1\n", + ")\n", + "psd_signal_1 = psd_variable_signal.variability_at_time(other_time_stamps)\n", + "psd_variable_signal = variability.Variability(\n", + " variability_model=\"user_defined_psd\", **psd_kwarg_dict_2\n", + ")\n", + "psd_signal_2 = psd_variable_signal.variability_at_time(other_time_stamps)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "08331c86-ebbd-49bd-b4e9-feaf35aebc57", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 4))\n", + "ax.plot(other_time_stamps, psd_signal_1)\n", + "ax.plot(other_time_stamps, psd_signal_2, alpha=0.5)\n", + "ax.set_xlabel(\"time [days]\")\n", + "ax.set_ylabel(\"amplitude [arb.]\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "7cf50e8b-fd31-4b90-bb71-ddb5b72dce1a", + "metadata": {}, + "source": [ + "# Use these as an intrinsic signal to be reprocessed" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "6f791368-9875-42d9-9651-d3d802416d21", + "metadata": {}, + "outputs": [], + "source": [ + "outer_radius_of_accretion_disk = 1000 # R_g = G M_bh / c^2\n", + "corona_height = 30 # R_g\n", + "r_resolution = 1000 # pixels per outer radius\n", + "inclination_angle = 45 # degrees\n", + "black_hole_mass_exponent = 9.0\n", + "black_hole_spin = 0.3\n", + "eddington_ratio = 0.15\n", + "\n", + "agn_kwarg_dict = {\n", + " \"r_out\": outer_radius_of_accretion_disk,\n", + " \"corona_height\": corona_height,\n", + " \"r_resolution\": r_resolution,\n", + " \"inclination_angle\": inclination_angle,\n", + " \"black_hole_mass_exponent\": black_hole_mass_exponent,\n", + " \"black_hole_spin\": black_hole_spin,\n", + " \"eddington_ratio\": eddington_ratio,\n", + "}\n", + "\n", + "agn_reprocessor = accretion_disk_reprocessing.AccretionDiskReprocessing(\n", + " \"lamppost\", **agn_kwarg_dict\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "f14d01a2-dc90-4c82-b5fe-93d8c21c2040", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "agn_reprocessor.define_intrinsic_signal(\n", + " time_array=time_stamps, magnitude_array=light_curve\n", + ")\n", + "reprocessed_200nm = agn_reprocessor.reprocess_signal(\n", + " rest_frame_wavelength_in_nanometers=200\n", + ")\n", + "reprocessed_500nm = agn_reprocessor.reprocess_signal(\n", + " rest_frame_wavelength_in_nanometers=500\n", + ")\n", + "\n", + "# Note the earliest times do not have enough signal history built up to generate a reprocessed signal\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 4))\n", + "ax.plot(time_stamps, light_curve, color=\"black\", linewidth=0.5, label=\"driving signal\")\n", + "ax.plot(time_stamps, reprocessed_200nm, alpha=0.7, label=\"200 nm\")\n", + "ax.plot(time_stamps, reprocessed_500nm, alpha=0.7, label=\"500 nm\")\n", + "ax.set_xlabel(\"time [days]\")\n", + "ax.set_ylabel(\"amplitude [arb.]\")\n", + "ax.set_xlim(50, 200) # Zoom in on a small region to see delays\n", + "ax.set_ylim(9, 11)\n", + "ax.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "86efd24c-7cc7-45f1-a6bb-4f034f9b21cb", + "metadata": {}, + "source": [ + "# To understand what these reprocessing functions look like, we may plot them" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "95b24a72-aa10-408b-b676-f04f1ec5a4cb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1.0\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "response_function_200nm = agn_reprocessor.define_new_response_function(\n", + " rest_frame_wavelength_in_nanometers=200\n", + ")\n", + "response_function_500nm = agn_reprocessor.define_new_response_function(\n", + " rest_frame_wavelength_in_nanometers=500\n", + ")\n", + "# Note the sum of these response function is defined to be 1\n", + "# so the convolution doesn't change the amplitudes\n", + "print(np.sum(response_function_200nm))\n", + "\n", + "# similar plotting, but changing time axis to units of [days]\n", + "grav_rad = astro_util.calculate_gravitational_radius(\n", + " agn_kwarg_dict[\"black_hole_mass_exponent\"]\n", + ")\n", + "maximum_lag = len(response_function_200nm) * grav_rad / (3e8 * 60 * 60 * 24)\n", + "time_lag_axis = np.linspace(0, maximum_lag, len(response_function_200nm))\n", + "\n", + "fig, ax = plt.subplots(2, figsize=(10, 6))\n", + "ax[0].plot(response_function_200nm, alpha=0.7, label=\"200 nm\")\n", + "ax[0].plot(response_function_500nm, alpha=0.7, label=\"500 nm\")\n", + "ax[0].set_xlabel(\"time delay [R_g]\")\n", + "\n", + "ax[1].plot(time_lag_axis, response_function_200nm, alpha=0.7, label=\"200 nm\")\n", + "ax[1].plot(time_lag_axis, response_function_500nm, alpha=0.7, label=\"500 nm\")\n", + "ax[1].set_xlabel(\"time delay [days]\")\n", + "\n", + "ax[0].legend()\n", + "ax[1].legend()\n", + "fig.supylabel(\"response [arb.]\")\n", + "plt.subplots_adjust(hspace=0.3)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "ec8190a7-be7b-4fa8-a2ab-13d762a9e0c3", + "metadata": {}, + "source": [ + "# We can define our own reprocessing kernels using this agn reprocessor as well" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "349a42ce-46a7-4d5c-97ca-ca1b7f9d9e7f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "time_lags = np.linspace(0, 25, 25) # days if defined like this\n", + "\n", + "predefined_kernel = np.zeros(np.shape(time_lags))\n", + "predefined_kernel[20] = 1 # define a 20 day delay\n", + "\n", + "reprocessed_signal_with_delay = agn_reprocessor.reprocess_signal(\n", + " response_function_time_lags=time_lags,\n", + " response_function_amplitudes=predefined_kernel,\n", + ")\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 4))\n", + "ax.plot(time_stamps, light_curve, color=\"black\", linewidth=0.5, label=\"driving signal\")\n", + "ax.plot(time_stamps, reprocessed_signal_with_delay, label=\"delayed 'reprocessing'\")\n", + "ax.set_xlabel(\"time [days]\")\n", + "ax.set_ylabel(\"amplitude [arb.]\")\n", + "ax.set_xlim(0, 200) # Note we do not have a 'reprocessed signal' until time = 20 days.\n", + "ax.set_ylim(9, 11)\n", + "ax.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "a96e49b3-27c1-49fa-9630-08ee5e445f5c", + "metadata": {}, + "source": [ + "# Comparing the difference between normal variance in magnitude and amplitude" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "b7f99b51-e344-43de-b9c0-90c1616715bf", + "metadata": {}, + "outputs": [], + "source": [ + "mean_magnitude = 10\n", + "magnitude_variance = -0.4\n", + "bpl_kwarg_dict_mag = {\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"log_breakpoint_frequency\": log_breakpoint_frequency,\n", + " \"low_frequency_slope\": low_frequency_index,\n", + " \"high_frequency_slope\": high_frequency_index,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": magnitude_variance,\n", + " \"normal_magnitude_variance\": True,\n", + " \"seed\": random_seed,\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "3447110b-c015-4dd0-80a6-14d652a7355a", + "metadata": {}, + "outputs": [], + "source": [ + "variable_light_curve = variability.Variability(\n", + " variability_model=\"bending_power_law\", **bpl_kwarg_dict_mag\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "4bc0d2df-7d14-4278-982c-251567fbfb32", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "time_axis = np.linspace(0, 999, 1000)\n", + "magnitude_light_curve = variable_light_curve.variability_at_time(time_axis)\n", + "fig, ax = plt.subplots(figsize=(10, 4))\n", + "ax.plot(time_axis, magnitude_light_curve)\n", + "ax.plot(\n", + " [time_axis[0], time_axis[-1]], [mean_magnitude, mean_magnitude], \"--\", color=\"black\"\n", + ")\n", + "ax.invert_yaxis()\n", + "ax.set_xlabel(\"time [days]\")\n", + "ax.set_ylabel(\"magnitude\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "e51c55d5-c35f-4623-ba20-e4fcbafc3dc5", + "metadata": {}, + "source": [ + "# Creating a signal with normal flux variance" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "9c19af1e-1c98-462b-a848-5b5054e47399", + "metadata": {}, + "outputs": [], + "source": [ + "mean_magnitude = 10\n", + "magnitude_variance = 0.4\n", + "bpl_kwarg_dict_mag_lognormal = {\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"log_breakpoint_frequency\": log_breakpoint_frequency,\n", + " \"low_frequency_slope\": low_frequency_index,\n", + " \"high_frequency_slope\": high_frequency_index,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": magnitude_variance,\n", + " \"normal_magnitude_variance\": False,\n", + " \"seed\": random_seed,\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "ce6b6046-46d2-4568-84bd-9f200f6fd1d7", + "metadata": {}, + "outputs": [], + "source": [ + "variable_light_curve_lognormal = variability.Variability(\n", + " variability_model=\"bending_power_law\", **bpl_kwarg_dict_mag_lognormal\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "e8de3412-1d17-4540-aae3-225f342f1966", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "time_axis = np.linspace(0, 999, 1000)\n", + "magnitude_light_curve = variable_light_curve.variability_at_time(time_axis)\n", + "magnitude_light_curve_lognormal = variable_light_curve_lognormal.variability_at_time(\n", + " time_axis\n", + ")\n", + "fig, ax = plt.subplots(figsize=(10, 4))\n", + "ax.plot(time_axis, magnitude_light_curve, label=\"normal magnitude variability\")\n", + "ax.plot(\n", + " time_axis,\n", + " magnitude_light_curve_lognormal,\n", + " label=\"normal amplitude variability\",\n", + " alpha=0.5,\n", + ")\n", + "ax.plot(\n", + " [time_axis[0], time_axis[-1]],\n", + " [mean_magnitude, mean_magnitude],\n", + " \"--\",\n", + " color=\"black\",\n", + " label=\"mean\",\n", + ")\n", + "ax.invert_yaxis()\n", + "ax.set_xlabel(\"time [days]\")\n", + "ax.set_ylabel(\"flux [mag.]\")\n", + "ax.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "5592d864-1f66-47b8-a130-14315cbffbb3", + "metadata": {}, + "source": [ + "Note that by converting fluctuations into amplitudes suppresses the brighter fluctuations and accentuates dimmer fluctuations. " + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/notebooks/cluster_lens.ipynb b/docs/notebooks/cluster_lens.ipynb new file mode 100644 index 000000000..03e728c66 --- /dev/null +++ b/docs/notebooks/cluster_lens.ipynb @@ -0,0 +1,928 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "1309f725-3a4b-4d20-bc09-ac44328c4c8e", + "metadata": {}, + "source": [ + "# Cluster Lens Simulation Interface" + ] + }, + { + "cell_type": "markdown", + "id": "d8d41f63", + "metadata": {}, + "source": [ + "This notebook shows the current progress in the group and cluster scale simulations.\n", + "\n", + "Implemented:\n", + "* NFWCluster deflector class: a NFW halo and subhalos that can be any deflector, accesible through the Deflector interface\n", + "* Integration with Lens interface to simulate lens related quanities.\n", + "\n", + "Not (yet) implemented:\n", + "* Draw halo and subhalo population\n", + "* Catalog of cluster halos and cluster members\n", + "* Integration with LensPop" + ] + }, + { + "cell_type": "markdown", + "id": "a4e168e0-af2c-4777-b63a-589281ddecb7", + "metadata": {}, + "source": [ + "## Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "db69cd01-ebfc-452a-ad70-3b152e7c79e6", + "metadata": {}, + "outputs": [], + "source": [ + "from slsim.Deflectors.deflector import Deflector\n", + "from slsim.lens import Lens\n", + "from slsim.lens_pop import LensPop\n", + "from slsim.image_simulation import simulate_image, rgb_image_from_image_list\n", + "\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from astropy.table import Table, vstack, hstack\n", + "from astropy import units as u\n", + "from lenstronomy.Util import param_util\n", + "from scipy.spatial.distance import cdist\n", + "\n", + "from matplotlib.patches import Ellipse" + ] + }, + { + "cell_type": "markdown", + "id": "f63d103f-15b7-460d-97d7-beeb116e6421", + "metadata": {}, + "source": [ + "Generate a population of sources and elliptical deflectors" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c988a829-d091-4e3b-93fb-93ebb1a7a0ad", + "metadata": {}, + "outputs": [], + "source": [ + "np.random.seed(0)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1a749fac-e1d6-43ee-99aa-2368373955a6", + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# define a sky area\n", + "sky_area = u.Quantity(value=0.1, unit=\"deg2\")\n", + "\n", + "\n", + "# define limits in the intrinsic deflector and source population (in addition to the skypy config\n", + "# file)\n", + "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 26, \"z_min\": 0.01, \"z_max\": 2.5}\n", + "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 26, \"z_min\": 0.1, \"z_max\": 5.0}\n", + "\n", + "# run skypy pipeline and make galaxy-galaxy population class using LensPop\n", + "gg_lens_pop = LensPop(\n", + " deflector_type=\"elliptical\",\n", + " source_type=\"galaxies\",\n", + " kwargs_deflector_cut=kwargs_deflector_cut,\n", + " kwargs_source_cut=kwargs_source_cut,\n", + " kwargs_mass2light=None,\n", + " skypy_config=None,\n", + " sky_area=sky_area,\n", + " cosmo=cosmo,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "ac4fa562-827c-4a90-b639-a3fbda39a9f2", + "metadata": {}, + "source": [ + "## Basic Example\n", + "\n", + "This example shows the implemented features. It generates a lens from an slsim sampled source, and a halo + subhalos with manually set parameters. It is not intended to be a realistic cluster." + ] + }, + { + "cell_type": "markdown", + "id": "0d77e9dc-e507-45bb-9e41-b0a5d1080128", + "metadata": {}, + "source": [ + "Set seed for reproduction" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "227e8442-d713-45a8-a6db-be4c1381cdf6", + "metadata": {}, + "outputs": [], + "source": [ + "np.random.seed(3)" + ] + }, + { + "cell_type": "markdown", + "id": "758f43f6-5929-44ff-8f6b-35786ba10ebf", + "metadata": {}, + "source": [ + "Halo parameters:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b552db1b-5996-4d97-8cf1-e2eecf383f94", + "metadata": {}, + "outputs": [], + "source": [ + "halo_dict = {\n", + " \"halo_mass\": 1e14,\n", + " \"concentration\": 5,\n", + " \"e1_mass\": 0.1,\n", + " \"e2_mass\": -0.1,\n", + " \"z\": 0.42,\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "a19e5249-ca68-450f-9492-5da5d7f68b5f", + "metadata": {}, + "source": [ + "A random sample of deflectors as subhalos:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "24d168d4-d64d-4473-8189-b44cc9307572", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Table length=10\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
zMcoeffellipticityphysical_sizestellar_massangular_sizemag_gmag_rmag_imag_zmag_Yvel_dispe1_lighte2_lighte1_masse2_massn_sersiccenter_xcenter_y
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" + ], + "text/plain": [ + "\n", + " z M ... center_y \n", + " ... \n", + " float64 float64 ... float64 \n", + "------------------- ------------------- ... -------------------\n", + "0.40961161750606623 -17.74659351948313 ... 3.919514530899428\n", + " 0.4116468964498543 -21.33484897934431 ... 0.8279203242106586\n", + " 0.357742197708797 -17.70016474314204 ... -1.2971386999655654\n", + "0.43321408312382476 -21.624890597703676 ... 9.373582206571212\n", + "0.40664485199633355 -20.323923719919286 ... 5.00295994058848\n", + " 0.4376178752381092 -18.7936006252479 ... -2.681860992222449\n", + " 0.4099796727538578 -16.512141575263364 ... 9.268773948886318\n", + " 0.4127768279274331 -15.721344032029277 ... -6.2521801083342154\n", + "0.43371538809999644 -19.906496833927086 ... -6.801424536872165\n", + " 0.4470202859737583 -21.25808349208964 ... 3.5504779276895233" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "subhalos_table = Table.read(\"../../tests/TestData/subhalos_table.fits\")\n", + "subhalos_table" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8209473b-92c6-447b-b477-448786a1ec87", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "10" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "subhalos_list = [\n", + " Deflector(deflector_type=\"EPL\", deflector_dict=subhalo)\n", + " for subhalo in subhalos_table\n", + "]\n", + "len(subhalos_list)" + ] + }, + { + "cell_type": "markdown", + "id": "bfd14a15-ed27-452e-921d-1e3da2dbfb82", + "metadata": {}, + "source": [ + "Initialize a ClusterLens object to combine the components into a Lenstronomy model.\n", + "\n", + "Draw sources until find a valid lens" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "66990692-366d-4c27-9f84-6700ea5a7e8d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "valid!\n" + ] + } + ], + "source": [ + "max_try = 100\n", + "i = 0\n", + "while i < max_try:\n", + " source_dict = gg_lens_pop._sources.draw_source()\n", + "\n", + " cluster_lens = Lens(\n", + " source_dict=source_dict,\n", + " deflector_dict=halo_dict,\n", + " deflector_kwargs={\"subhalos_list\": subhalos_list},\n", + " deflector_type=\"NFW_CLUSTER\",\n", + " lens_equation_solver=\"lenstronomy_default\",\n", + " cosmo=cosmo,\n", + " )\n", + " i += 1\n", + " if cluster_lens.validity_test(max_image_separation=50.0):\n", + " print(\"valid!\")\n", + " break" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "682a7fca-a706-4961-b378-3596df246c63", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "21.033852434910667" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cluster_lens.einstein_radius_deflector" + ] + }, + { + "cell_type": "markdown", + "id": "85493ea0-73db-499b-9452-cff5c34647c6", + "metadata": {}, + "source": [ + "Visualize the result" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "191e0ee3-ead0-41e8-ac35-c0acbe449b92", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "img_g = simulate_image(cluster_lens, \"g\", 200)\n", + "img_r = simulate_image(cluster_lens, \"r\", 200)\n", + "img_i = simulate_image(cluster_lens, \"i\", 200)\n", + "img_rgb = rgb_image_from_image_list([img_i, img_r, img_g], 2)\n", + "plt.imshow(img_rgb, origin=\"lower\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "cbe4ebae-70d1-4ecf-97b6-940eefa36bba", + "metadata": {}, + "source": [ + "## Example drawing redMaPPer cluster\n", + "\n", + "Draw a cluster from DES redMaPPer catalog and assign an slsim deflector for each cluster member and a cluster-sized halo based in scaling relations.\n", + "\n", + "This feature is not yet implemented in slsim, but is a possible way of making realistic cluster lenses." + ] + }, + { + "cell_type": "markdown", + "id": "f527e78a-b0d9-46eb-a7e8-ff095e7dc966", + "metadata": {}, + "source": [ + "Set seed for reproduction" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "75500121-d82e-44ff-a4bf-0e729bcf77ff", + "metadata": {}, + "outputs": [], + "source": [ + "np.random.seed(0)" + ] + }, + { + "cell_type": "markdown", + "id": "24914ec5-6eef-4cd3-8ce6-8864cf6aa489", + "metadata": {}, + "source": [ + "redMaPPer cluster catalog" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "f1d46c60-2476-4e3c-8ed7-c8876409c3ca", + "metadata": {}, + "outputs": [], + "source": [ + "clusters = Table.read(\"../../data/redMaPPer/clusters_example.fits\")\n", + "members = Table.read(\"../../data/redMaPPer/members_example.fits\")" + ] + }, + { + "cell_type": "markdown", + "id": "30818d3d-89f9-4f52-bae4-142808634357", + "metadata": {}, + "source": [ + "Draw a cluster as an example" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "9db92104-3de4-4f18-97dc-e59c1aee48cf", + "metadata": {}, + "outputs": [], + "source": [ + "cluster_id = np.random.choice(clusters[\"ID\"])\n", + "cluster_data = clusters[clusters[\"ID\"] == cluster_id][0]\n", + "members_data = members[members[\"ID\"] == cluster_id]\n", + "members_data.sort(\"R\") # sort by distance to the center" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "cd094771-a4e9-4e58-8af8-15b9e02a7af3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "209" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cluster_id" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "c32e92da-0caf-4032-b4cf-57ce1c14aecb", + "metadata": {}, + "outputs": [], + "source": [ + "_bcgs_ids = [cluster_data[f\"ID{i}\"] for i in range(4)]\n", + "_bcgs_iprobs = [cluster_data[f\"PCen{i}\"] for i in range(4)]\n", + "_bcgs_iprobs = np.array(_bcgs_iprobs) / np.sum(_bcgs_iprobs)\n", + "bcg_id = np.random.choice(_bcgs_ids, p=_bcgs_iprobs)\n", + "bcg_data = members_data[members_data[\"ObjID\"] == bcg_id]" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "94fd5dc5-522e-4e9d-bf6d-d2f7c081c212", + "metadata": {}, + "outputs": [], + "source": [ + "members_data[\"center_x\"] = (members_data[\"RAJ2000\"] - bcg_data[\"RAJ2000\"]) * u.deg.to(\n", + " u.arcsec\n", + ")\n", + "members_data[\"center_y\"] = (members_data[\"DEJ2000\"] - bcg_data[\"DEJ2000\"]) * u.deg.to(\n", + " u.arcsec\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "677f9c0c-3f22-48b4-961b-410745c77b54", + "metadata": {}, + "outputs": [], + "source": [ + "members_data = members_data[\n", + " \"ID\", \"ObjID\", \"PMem\", \"R\", \"center_x\", \"center_y\", \"gmag\", \"rmag\", \"imag\", \"zmag\"\n", + "]\n", + "members_data.rename_columns(\n", + " [\"gmag\", \"rmag\", \"imag\", \"zmag\"], [\"mag_g\", \"mag_r\", \"mag_i\", \"mag_z\"]\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "537cc93c-2b17-437c-8272-bd537eea583d", + "metadata": {}, + "source": [ + "Draw some deflectors" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "f4e4414a-9027-4738-ba16-69acc9f660fa", + "metadata": {}, + "outputs": [], + "source": [ + "n_deflectors = 5000\n", + "deflectors_table = []\n", + "for _ in range(n_deflectors):\n", + " deflectors_table.append(gg_lens_pop._lens_galaxies.draw_deflector())\n", + "deflectors_table = vstack(deflectors_table)" + ] + }, + { + "cell_type": "markdown", + "id": "3dcf537a-7d4f-4d5c-b152-ccb1de11843b", + "metadata": {}, + "source": [ + "Assign a deflector for each cluster member based on magnitude and color" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "6d8842c0-6ee7-4123-8763-13cae72fce59", + "metadata": {}, + "outputs": [], + "source": [ + "def assing_similar_deflector(\n", + " members_table, deflectors_table, cluster_z, cosmo=None, bands=(\"g\", \"r\", \"i\", \"z\")\n", + "):\n", + " mag_members = [members_table[f\"mag_{b}\"].data for b in bands]\n", + " mag_deflectors = [deflectors_table[f\"mag_{b}\"].data for b in bands]\n", + " dist_mod_members = (\n", + " -5\n", + " * np.log10(cosmo.luminosity_distance(cluster_z) / (10 * u.pc))\n", + " * np.ones(len(members_table))\n", + " )\n", + " dist_mod_deflectors = -5 * np.log10(\n", + " cosmo.luminosity_distance(deflectors_table[\"z\"].data) / (10 * u.pc)\n", + " )\n", + " distance = cdist(\n", + " np.stack([*mag_members, dist_mod_members], axis=1),\n", + " np.stack([*mag_deflectors, dist_mod_deflectors], axis=1),\n", + " metric=\"euclidean\",\n", + " )\n", + " nearest_neighbors_indices = distance.argmin(axis=1)\n", + " similar_deflectors = deflectors_table[nearest_neighbors_indices]\n", + " return similar_deflectors" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "e63b4cd3-9e25-41b5-b495-28f750051fea", + "metadata": {}, + "outputs": [], + "source": [ + "subhalos_table = assing_similar_deflector(\n", + " members_data,\n", + " deflectors_table,\n", + " cluster_data[\"zlambda\"],\n", + " cosmo=cosmo,\n", + " bands=(\"g\", \"r\", \"i\", \"z\"),\n", + ")\n", + "subhalos_table = hstack(\n", + " [subhalos_table, members_data[\"ID\", \"ObjID\", \"PMem\", \"center_x\", \"center_y\"]]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "fa2167ac-0ded-4337-88d4-62eaf2152bf8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.hist(subhalos_table[\"z\"], bins=\"auto\", label=\"deflectors\")\n", + "plt.axvline(cluster_data[\"zlambda\"], c=\"r\", ls=\"--\", label=\"cluster\")\n", + "plt.xlabel(\"redshift\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "2cace81f-3815-4a92-9e46-48d31921c348", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(members_data[\"mag_g\"], subhalos_table[\"mag_g\"], label=\"g\")\n", + "plt.scatter(members_data[\"mag_r\"], subhalos_table[\"mag_r\"], label=\"r\")\n", + "plt.scatter(members_data[\"mag_i\"], subhalos_table[\"mag_i\"], label=\"i\")\n", + "plt.scatter(members_data[\"mag_z\"], subhalos_table[\"mag_z\"], label=\"z\")\n", + "plt.plot(np.linspace(17, 27), np.linspace(17, 27), \"k--\")\n", + "plt.xlabel(\"member mag\")\n", + "plt.ylabel(\"deflector mag\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "4e92cc55-eaa8-4737-b41a-0850ffbb618f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(\n", + " members_data[\"mag_g\"] - members_data[\"mag_r\"],\n", + " subhalos_table[\"mag_g\"] - subhalos_table[\"mag_r\"],\n", + " label=\"g - r\",\n", + ")\n", + "plt.scatter(\n", + " members_data[\"mag_r\"] - members_data[\"mag_i\"],\n", + " subhalos_table[\"mag_r\"] - subhalos_table[\"mag_i\"],\n", + " label=\"r - i\",\n", + ")\n", + "plt.scatter(\n", + " members_data[\"mag_i\"] - members_data[\"mag_z\"],\n", + " subhalos_table[\"mag_i\"] - subhalos_table[\"mag_z\"],\n", + " label=\"i - z\",\n", + ")\n", + "plt.plot(np.linspace(0, 3.5), np.linspace(0, 3.5), \"k--\")\n", + "plt.xlabel(\"member color\")\n", + "plt.ylabel(\"deflector color\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "7b7cd5f2-0c22-41fd-beff-5027f19e45e3", + "metadata": {}, + "source": [ + "We have to assign a halo to the cluster. By now we set the halo mass and concentration by hand, the ellipticity is chosen based on the distribution of the subhalos." + ] + }, + { + "cell_type": "markdown", + "id": "ec6f7e9e-db93-4c0e-ae48-d616376c5522", + "metadata": {}, + "source": [ + "Set the halo ellipticity from subhalo distribution, weighted by stellar mass:" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "7d01b641-cdcc-4541-8674-7752bd92a363", + "metadata": {}, + "outputs": [], + "source": [ + "cov_matrix = np.cov(\n", + " np.stack([subhalos_table[\"center_x\"], subhalos_table[\"center_y\"]], axis=1),\n", + " aweights=subhalos_table[\"stellar_mass\"],\n", + " rowvar=False,\n", + ")\n", + "eigenvalues, eigenvectors = np.linalg.eigh(cov_matrix)\n", + "largest_eigenvector = eigenvectors[:, np.argmax(eigenvalues)]\n", + "phi = np.arctan2(largest_eigenvector[1], largest_eigenvector[0])\n", + "q = np.sqrt(np.min(eigenvalues) / np.max(eigenvalues))\n", + "e1, e2 = param_util.phi_q2_ellipticity(phi, q)" + ] + }, + { + "cell_type": "markdown", + "id": "bb8f09a5-d1b1-4d2e-a5a7-5655612fbdfc", + "metadata": {}, + "source": [ + "Visualize the members distribution, along with an ellipse describing the shape of the halo" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "92e475b0-8de3-4071-bfb5-ebb93a45ea8c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(\n", + " subhalos_table[\"center_x\"],\n", + " subhalos_table[\"center_y\"],\n", + " s=subhalos_table[\"physical_size\"] * 10,\n", + " c=subhalos_table[\"stellar_mass\"],\n", + " cmap=\"Oranges\",\n", + ")\n", + "plt.gca().add_patch(\n", + " Ellipse(\n", + " (0, 0), 400, 400 * q, angle=np.rad2deg(phi), facecolor=\"none\", edgecolor=\"k\"\n", + " )\n", + ")\n", + "plt.xlabel(\"ra [arcsec]\")\n", + "plt.ylabel(\"dec [arcsec]\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "5f8a3c54-9e82-4f64-b93a-f33fc44b0e54", + "metadata": {}, + "source": [ + "Halo NFW parameters, the mass and concetration are arbitrary:" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "a069331b-b56c-4039-9a70-17ecdeee26e5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "halo_mass: 2.00e+14\n", + "concentration: 5.00e+00\n", + "e1_mass: 2.29e-01\n", + "e2_mass: 1.53e-01\n", + "z: 5.74e-01\n" + ] + } + ], + "source": [ + "halo_dict = {\n", + " \"halo_mass\": 2e14, # TODO: assign mass based on halo mass function + mass-richness relation\n", + " \"concentration\": 5, # TODO: set concentration from mass-redshift-concentration relation\n", + " \"e1_mass\": e1,\n", + " \"e2_mass\": e2,\n", + " \"z\": cluster_data[\"zlambda\"],\n", + "}\n", + "\n", + "for k, v in halo_dict.items():\n", + " print(f\"{k}: {v:1.2e}\")" + ] + }, + { + "cell_type": "markdown", + "id": "ae1434cd-0887-4378-96e2-6b73038cd2c0", + "metadata": {}, + "source": [ + "Initialize the subhalos as deflectors" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "deb6e6ca-c949-45c7-8bfc-a578c5d25d4e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "73" + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "subhalos_list = [\n", + " Deflector(deflector_type=\"EPL\", deflector_dict=subhalo)\n", + " for subhalo in subhalos_table\n", + "]\n", + "len(subhalos_list)" + ] + }, + { + "cell_type": "markdown", + "id": "113d9fff-5143-43f5-bea8-6ca3e4dae284", + "metadata": {}, + "source": [ + "Initialize a ClusterLens object to combine the components into a Lenstronomy model.\n", + "\n", + "Draw sources until find a valid lens" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "847045ee-1472-4b08-8f7f-5ef9b3724af3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "valid!\n" + ] + } + ], + "source": [ + "max_try = 100\n", + "i = 0\n", + "while i < max_try:\n", + " source_dict = gg_lens_pop._sources.draw_source()\n", + "\n", + " cluster_lens = Lens(\n", + " source_dict=source_dict,\n", + " deflector_dict=halo_dict,\n", + " deflector_kwargs={\"subhalos_list\": subhalos_list},\n", + " deflector_type=\"NFW_CLUSTER\",\n", + " lens_equation_solver=\"lenstronomy_default\",\n", + " cosmo=cosmo,\n", + " )\n", + " i += 1\n", + " if cluster_lens.validity_test(max_image_separation=100.0):\n", + " print(\"valid!\")\n", + " break\n", + "assert cluster_lens.validity_test(max_image_separation=100.0)" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "44855ce2-9817-47bb-a483-b6b627e74031", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "8.821158724189685" + ] + }, + "execution_count": 78, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cluster_lens.einstein_radius_deflector" + ] + }, + { + "cell_type": "markdown", + "id": "0be95cad-6e13-4c5f-92e6-f4d3640fb149", + "metadata": {}, + "source": [ + "Visualize the result" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "73b481d2-3a4a-4427-81c2-85e53e22327d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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G2oP1RwZCA3QRCp/n1ssDQxAzXlE1IdGO7RvsnSEwqXtmKnoqmvCKA1knb0sRUcZuPKTqUXcZi5hOthOTzoHgCGfdLg14zhftXJWNIXRtXA7yvL7Kz3rXRpHE5IVJ0h6GS3DNCXRMqpbREQbK6E9EOorRjwVNb3KAEFGI6TsLdSF+r1oUXodCQ2ihpDn5qMyOm6zyxxny+VC//jyFiCrIT/9A/YT7QBAAGfgb+MP5uMkFhiFTaCpICsyqDTy4ITSAc2EIvS84Pr9P2NIRFaI3tO91EBmsWcX3ukKlaSO0vu+vpgwVEjhwgkRn4BHkrLknOD0bEate1GpEdg4g8a+pJB20BWnKd0m6+j2jDtyFFklTQ7Px4t5brk8oqqoU6Dtus75TA92SmetfcIPHA6wFsykhv9+kmlZrDohIhlZa8Q7EEF5tsVrRGkRqI7esa1eAeCFtIfZGz40nAwjCky6NaMZMmOf9dq/6PQJIZu0PM+oano6wvkhU8QgC4d0Vv98VQF4PBg1NkE3Ag65SUC2g2WgWvHVD9QftY+NQZZH0FSjKkiqdJaCPu2ZrRdaZsyBnOjAFGXd2KBfPnsyj06+tamkslI28BI6soJgEf1W9rXeUJ/pWQbN44UQALpNg0T1p0xi9EZszTHkyQQJpHzwsv0olvW7380xmkBgXqZPscDpFvJCkIWwIw2rjygU5hUHStg3ptRa7KMyksd/n1uAMZYsH9okn/yvjT31ILRJtDZ4Fu6gGNd1+ppGPLrQBXRLLxEjIyTpP0oSPPVl5wF71qcyjMjB9sK+qAwi/0T6L0jX1GAnqgCQynhRbTNjY4DphXmh2jM44n+CKNyFikkyWCroEjhfbOjGXu+a6gddEycvZ7C54t4Vsi8yKZbetscvCz6BfJ7nLTxYjzuwbce9Uqyuv5WQG8wpogtB5w1ircHEcpi9MlaZGCuxDSIGPCvhIKqJNmYgE/pr4syGi5KsmqiXEBZd3/AzQgbQngePpLCatDywX1/U7fi624eRb0l2JgNXaDeN0Ur6x6Ehv5CV0jLUFMUB6J9ZivjqpQr9g2DdE7a6vJ+wJJuT+STW8IBy14LtsdP0GuhEIqyXoRbyc9YLm9aydhLOzIrhC2HagG7MJ1pWtD1SEKRdtCbJtZBd8C0Kd8MSvyVoXIa3gSDn5iwQ7O87EzSvz8eBHLPYQfgM6dahEGsMHQzviiQOXK00++VhPUMEskDxZcid4S3mshTZnjaovtseTzjfOdCbKjIUsw9MQNhDQ3GpOh8NatQG2ndyUdTl/SUOuB8MGb9+UtjaO/hfCHZnCykQIxvcOb539oZxakKTgBW8uof3+xDdwreM6rOo3MgYrHkyHziR3410mIYbSmXmRKxhsjDUKAhQqK3KFuBgPBVP0IeRx4TSmAsvIqUiLqhVTtSqAmS+8C9En60YGVgywjUHHm7Hm4mNOQFhcZDpvJqzvgg+HM9lGL3LNFaSARB0wDeizoVNZ2Zhzkjq4LjgEQp2zOUmwbYMpB73KPHhAH0UKIyeyHNeFfwgyKXLC57gSiaqp6TAeujD9oK3FrBuG3Dj3bxBvWMJiFPFkA2zgd7ATAWtCNsWZd2DW+GAh3lCUrt+R/mDizFxIMXKoE9lxvfCeiAeYs/oHZ0z+kfGnhvs+hwkFE2RgfeN1Bi2cMMUzUXdUlEjhCby0ioOZozgLuQhNNJNM2MaGuzN9FY8Y6L0xV0IukA3iBbojHpgsViadgXP+PCIVNBrJQroS2xv8+L2itqZIGJmQOW8SQLBQTDvhF9kUNJEQMoNhncWgXe9cKK0lEsHKwoYbVxFwVTnYiDhpJE0GmcFlk2jCPgsua80ICebayBtAt1ZQw2edKgl4DvRaWBgSjqpyPYJ4OQx4XA1kcRjkVJrkHShmZYifc1Eb20jWAl+O6ChyywbnUc8rbrRuSKPz4OLFyiAt+MbgoLH847+bERXNqTQiARZmDfGrsHLApDKTyITW2STpoZwMVhyQwhgwm9MOYQaYDTQvXBNfRboBR3iS/QNWbR7WCncPcZoHng9S6t1kTMCgD8Rf4EaTQJ6L6TAWnDepYWTVBa2B5oPNlZN3JkUaSa87fUTn5KrKmAgXhuRiB6J/45zvWDfCHY3GzuRlFbo9dmHNwbyOO9HsaM4qnPfAxesiRKBtsC7IwHoj3O+iOBXFh5Fx0t1I3TnFaX7iEqjClnAquBhMBZls2w6nc94boMn9/K1huaA3yOTpjfdcRPgnAEJXweKeqbqhemI3BDFxxpuxLiPnAoJNleOu/yVwp4ewFKHTvjvyQ7k6PAKOqIx8UOUkWmNEIyRYXhA1pvQ1WaawisCTPchQcjmC1ZrZDbuKwapVFYcO8yaKPEkOktj1i5QkWQW1TzLO3p6cK+mPgykwPhTvg3BQNdwn2El6Q3pgs+F5oTSc4C9i/EhBuZjAG42XLfaE171J6SgWpIRT9JhJt8bsoBdsubgamCdnwMbOqQeWBWogoCJkJLqD0IlrVu1238DPCixpaJxIDBaLZoG7khn/vuG+z6EpRQcHPj4uUq+qG/lE7zPYbtbejzbYovHdjKEADTali6JSCiXPk6WfYLuDBKmK9KKqaa8Nwd4c7dygDcD5ky0DnyhSyStWwPnxpeKwm2v09SGDp4FIp+kT1UZLQVYibUCAryCudy4VmuZdvC1qOHKhm+ICk0DlQCSKAmwnLo44PLzS+9DBgXB9HiAyII02dwS/gcMbGjogwrFxsQgMx16JNaGrcLI46GQUkwvtxV26acxfs0w6gqHLKBDtAS4cH1WvsCjF0MZ30pQPK8DD2gMMTvNiIv4xYqQiVJUAOREJisC/WL3qAt3qcIpMrNWByl3fQxbgqCYREzmEtJoXi8kVimZHgU0dU8Mo2u1DAUZl3tdEugIbki8ecxU0gyBqsE4kk42i+M9Vm0DBiXLXjxRDeCyDOPlgMmnwvGERK93Nk8VokFZkDklIhFfvrKiMIOc9tUQ5H0XR36XOHJajatR2XNovkSIcyHk/235DYNahyWddHhjsKqgmKxcecLDw/AFe+XZdALyyanhyb2a9CWuenHqn3BnkHZU8Uqq+G4Zn8uGKttrn/ricllGqgziJ1ZncrDJRHmcit6yq6Rfq+i/GWAUVKxP5PZEMxBeeE6UCf38I1hTpb7QokhW2Va0UKUapWcmZEmwlm47SAn5CpBHErqQoN8DGnNw7e/CBYPKAU9CH1+H5qPeFPgFlPT7oEogqMgXXIDgJu4h1Qp4/9VNXEUiqcLHYzLhswJjknWu/UzHA0QATxqa0pUibyFaQXLMHiNGqKM8Hycrk1LrvhfIscUlJRpT6PEZekFF7UlcYh/BtCbakiB2PIi9BBarP/MeOnz/1IdX7LajdhAhnjcb3Ks6w4maoRBSzKITAQU9effHflvPKBfkirlUYcKMYSRMSpWtHUVoq7XyR5wIGecLMgf8ItrcL30BHY8kDeCJ/+E+w0F5QILPYL/SkN6OFk1YHgUfwe4DEhcYPoBg61ju2EpOBB9xIN46yeYkHBUG1w5WY3QSMZqBvbPuDo8HS74QOpiuZoGZI3HiyGj0dYVCyraImFx0avskFIehZ7KuPSBbJiEF+KBLfSKvolXT6Klq8bw9yKtx6iM7JOotGT2u1h7JBN4Ykqgsegus7YhNbF/LWkZjgwpyB+wnIz6hYKHVHFlRYV5a0sSETgsbq9VEzcDckjGszZhtFmkjBw5mpvCnM6ZVZxoK3ict1M5NgheN2wCa8HJ7fLqQn0pP8cbHmwU5w9AuLiRAoB00mEclltxTyMui1kTsJAhfFoIzhIIl+u0+aY5EzYRYz7u9Pxd2K+su4D8OEOQkfdz2gKrKeJ+tYxJWcXvMwNLEt6iSLk8wE3+mrVc0N4EraPHj0C+lGy6LkS26sJfirYMAtO7sM8hZ5+xNyCJ5vkIpnIw0sJ2NCfgqWVtEJjMrMjnDWesOzw0qCymBj3sEO8ExYThVA9ydFZyzCi2H8vhI5ncmDmY0/CluHKJgwAVWnSRI4pwRIY7oVLT4hjiR88Nt6cY7iAhN1fmxZ8N11TWY4sQvZGue8wBttg986aG/oqyB2lclDBUORUYGYSOB6oOkFyjxXFX0IBgdKsH7AUme9gr6C7VGZ2VCgTboaIxS1BipEc17WWUO4fHKsFz4TJ3jTOjyvEx4OIzvnFZyx0Bm0C/4iP1jt4sqFryeQBSQtwJVuQpPkjMDTaW3HveqiUyGi4x5FggEmJ69MzlyFZHi/IcCsfftfCIv/1+NPfUjNgE1hnh1CkavxIc743L2yIW1HVRi9IAubg7wPi2yPSsUTsjXsikq5Aaaz1DERNO6oLEHEsTbxu7Zx/C6QgUoifSF4qel7I61WlzTF76JWF8jZmdfJohiCKrBZRfCJMGPD1MA21uk4Bx43n7W+sKCrnjhW21F2RJTVqmq2WAgv8nT2SxD7HWSCCk06MV+0vGgE5hdBw+xF5sklZ4lNpAgOPxQg+UgwMRIhd+HMq8gm/GBEYvfGU38q2PVCU5AAbDDVWCJILlrfeG6/s/VF+kKkYC9e9RzmqjA1r1W0W5I3thIUvyVtDNqdPn9rG8/tjSaDoRt9OOtVWattQZ5S64zCMJonnI7khVpnbw8MpclgRUAfKFUMtA8Yfp+JqxwNIhXL32BTPn6AX4FfeScRyZWKroZLkK0RUZlXoyFyInJLXFfD5K1qPwPa1m8BbG2qtp402xD7hlnVHKcb8yVowpiloYkWqAxUS0xpM+mfENONdZmWnueciS9nHo2vrEcewMXkJCjEAYypyrmE5kla0kTINrnaxrhh8AvnECEuw8zIoyFTkHaQBDODNu2m61OsvJSqGe6N2R1rgnVh5wNbP5BMUh27gpmK3aL2H5+Rd3pR960ycqyRrY6qhd86taJ5o9xzsgTcqgWHt6xAj96w3EkW1/04hoK2yd8Y+KXgClkw5pFFyiIrSCYM5oJ0komL89/ciI+JC4goLrPqcWbICsyMvg/6w0itdRYfSl+QqhwhxYSlBMqjFdDx8TLShcsDEeUK53cP3B2znTdVLBZctQ61G2oVmFwZJND6zkcU25EsneMw5cg6sCWcTZxhP0q8vATprdjHK2vNaydJ5rVQiiFMOMpCviXNgxYdRPEOqZVFxyWwkm9WGtValf/6+FMfUjhcq9cuL4N9nugs1YTyKOJABhmVXq7LQc4vB5Hf2ovHthWVfSXetArwo6yQrMGmyYXSqYNj36HnABoPM4isTShgaCcjOX0jCvkBhXmWSJANlhUT6M6tisGcJbDUqbQmRJ5cayHthE2IqEX6BXL5hHDmWAhBY4AeXOH4UdTsTMEjEBNcC05Kh4VyyV5bmLaKalvQH2eJdrkp1QtM7hA2ko2y41kMpBmcDfILbceklyvE/iBbr2zRq6a1c9SknRPJ5Ld05HjnOJJXaj3DFCrjSvbYSXcWg2yzGCoJV56ogRxJnn7Ds8qhhvF3UgPxQFfwuDenTIqay+PG/YsMY5LkDLRdrLzoJJGTMwXLUQSZrJ+XWyTrBE0VspPrQOTJrlI6uL2eg6iyU1TlbA+Y65MMCiQWhfi0vyipD/JZr1QdJE8iknnB9J1YA/GT5zzxLKhFKPX+BGwMzHptOI+bySonOZQpxb9ShL+iqDyKrv3plZXwSc9rcrJJfM2wsNuTJQomXaveYyo8pGJkv9l4SYdYZL9ZGTnJrGfLVr9niJGiTDXMLzKygkIrdsea4C1Y5uRm9Lax3edP3qCzAU0Sxdhlv6/f7utcNBZNkkcr4hH5gtBiGCKY7OipZGys6HyIlSWVX3j+rHF+MzjEcGmwjs8HVc8ppAgBn3RrIH1xn1ksFdYRdIKWxpZ1GGiChiGywyg93rwcOUAlK4W+GpJKy7IjkAhUHFvBcVFFskLcGF410q+Rk+YbcQp7JsbtKJGTtCcuFTQ2jKaTNoKzgYxEpPFRSBzvKUgMRJUZQoiQIlgm+5bQYMeJeNW9R9SjdhCD1oT+t7qds/CBwhftDvL9Ym+1X0rA73/UL/xvxp+fOCFWQLIsVISeO0FgOjj8dzrCUxp/S4cRcNXkTOpnkI3gN57yX3gJhCTmnYhO8kGzJKWijfOKYp31JGZlP1dU1NJ5gCQei2zJWwRnJlOeaLyARuyl6UqvpMYYFJB0FmSH0XRxBvxUz2ipOW9HmHKc0WL8raCzkVoF7yi8CxFhU+PSRa676nzTYLUFfryhHMgj8bND3EX0UWd4VXmSxw0dOoqpMXJyhtBt54yLzBsLkIBn53nCGasyNe8sfUGULdW6+YEFVhYDd+0NPxZGZ98G7/kBKDILW8mU+v6kVP7aadtFHBePFA6ETeClv0F8FAzk7wwxJkHbFI7GvPOToA7T7RG8JOBdEAkia7uLIeTayr4nrtvdoKjDogIxv4raqlvVM3Tg60XeGcgYimNcczEElhc8tCF4JvM2LduGsc5FF+G4SSrFv6+NK7yqdvU3/vVOhkBmWWudflXWwR+20ifY1fFVxUa7r9fQ0rRsHQnINUGKCDNagWZzZWXKmaQpkqvOmaHMK+rQejaiJ+13WJGMvnOtF5LcWVgv8aZPQhd0+DaffPiBYPijNt/4AD6TOb0hPTcyF0jZ88CG7ZM1KzDAj7t26qX9yvPWk0mRjbIKZ5/PwlTw2PitT15pZT21JnpXXb/STLgvZmEPgVPxdCSrRpwq/CUaf7cP2tqZctZltyTWZ03wHgqSRssifCz9TsbvZFP21TjaAm302YqkkheDJ2d8UEUGQ+yNFQdtm6wj+dZ33v24iXJV4wpeNSMkeUvuf1N2c44Q0LiJNhvt9j6pKVZkhZsDhLDT+omu5CpQCLUHEQefIrf2ADsrBpE0mjw45AN6wLkDDZFypDCZ7Nl4ZcM56U3oa/F6GHYaySLWk+TH137+rxEn/tSHlADNdjIqO1oKXImKEDYgTtDOYHLdmWWXB0sXEoOnvVcQE/c6iQ0bi7YGi7PwVS1mlV1wyo6F4HxQjK1EpDRQ3TsiqwSb3xvxSlhRtYovpuXtIaiTnnBmp8jzSTcrsdys6EL6xm958mM9CC4UJwzeQviQjfIHSnbbS4QrxvuaX+w4MyE8kbGj64BWQtC2Kf57MLLR2uS1PhNLY6qAOn0pE0dQuiVXU3DjQfCKVZsctcRVOs7ChiLeWessqEyE6NDWQmJnEfR+lqYvOtoCibtwrTvuC5fatD2SpwgfeX9/d3LWZ021hLwGLlsRJSQRF9wXW2u12HLB+hRUKkODMylo7a3RjiSWsbWLw2FYJ8K53DANdDjzShKFHdoJnkHeReEZVQtTMx6++KFy1y02MhepxdbKcKwlw+Fbwn/Vur/cdroH4pMrDWmLbA1xsDs671k+hqSyK5wRhCpmHVsXl9ZhD7D8PmBIMj/FncmD5HV/xtqGxHnrYOSOzJNtF/wUpifSlHSnieCq9GzFSDNIOdE5aE1Jn6wsm5xYzkOVVywaCWmoKmcY2IEJRTcXI0bHdRXfmlU1G62DJzrYjRq0WEwpjVF2xU8nmhSjcK2Ci1ZWPQ3FzAmxu2jFHTj2Ck2606axCNQEycDDQCszSqLg1igD3NSTmUb3CzG4VoN0xBJSMDFWKjsXZ5YWaMWn/PqTEHUfgQ2eIXw0IMpBJC/AdpDrLiBTFlhSB5u4c31xDOsgFRE6whJFY+HyRieYebEhnFrMQjKJVLAFnnfpVpHt0+VkcF3rJoAERN5oiFYQL4aY8DwnLy/mtEvtj13g5fIVTImD9EasC/KuDZMo5WeZreN51VZ1P5uOgc5yBMvGyvXvm90nGO4nmg9kGXIlz01Qu6mzgOgqOvEtkwm7ypqEA/cdvxOBonVeJIMjS8vS27gDvbwT06gDQzbEAjMlpZX+KM5SaetGXKNCki686U960nPrNCYdu1UZCxuwWeO3dPRZiwVA4+KHCjku+Eyds2z+8hFEeLH/5ERSeZ1F+2w3YSu8IuxgsboUXXkZ8VGR8iK5vLa4EtjWIUAkKQ14Ii2KJbkCjY3L9XZurpE6iJzsKXU4h9K1CCqRC67JIvGbdQcVnCVRG7UONAfLr9ueSciQIsTc0Guq0DKhNzZ5lPodyN7pOsmHk97xmAzgslbFj60WXh+GiqDR6ansmcRr4eGknBxeUO3LnRZe5N0M7Kp5odqx2wGjJWy80eV5zz8lIrhuEXOSRJx12KAQUcnCAt/gXaFtOzw6doFL4m3c0FGjTYO9E9IxeXDdUflnSJA3ZOlxcmUimbQUPuPMSCNTUQ22Z5a+5hMklkaEF7msF0yq+ii68YLpZVSaq6DVBPDg8iKRmBqCkc1xO3G8ssNu5DM50hm5sXJj4cUqleLM+6osa7JIe5EZZaqfRUZImUR22lUHc65as+7Jte5JjzG22vS1KzIdNS33fqu60Ygsu6e/AgYTQa2YsXkHM2TSYiC2s6vfYaNW4BXBjMW6iqExbyiylOqCSCMjcU8k+h30NDLKReTJqLTqHrcmn4lh3jB/kp+l5XWgq4Kcp1VAY+asNEKUvi1Uy/oIYOSjLKckqraXH8w8QZVThWdqrTu7GcP+CccOggqSzI2MRsuOSjnEv6nwaErrwb42CCE9aLQyh5a/ovIoL0OHYQ2R4JEbZZ0UN0HUSC12tHVhRRLXRNaT0f4CQ6Ani8W02z7tE0H4V8afOpNqGHEXRLs2jul3hlr6Ik3oDEwOPvpAZ6JdaWewHo6/gl0N58HsR/3sXLX56ycjsA40tAC4ZyorjUMOSHgITDHIYOVnvKB1XdtOznlDEIm2cjuQrAWh1hkZDAa/xwdJRS5NYfqT4AO4DVyzopRkR6yOOLsjr5lVkOxtlKXJA+zHIDjg0eF1MRBCNmYGfVykbYg7mmBLOfICe9L9hZGovHH1k6sHdiStN/xcJQZFcEnsm5A/gqGNS2vxakZtPjwIJk4DjirQSmPmA5G/03XnjEVikCej1WbWKGugxoM1DuJydjFEajv5sBNZDZNbapgF9+xseCqTD278iix1NN/Xk9/jd9gUOwudVwsujyIbEEwpcoMgvJH86B3zIqOUXUlFf6133BcRlQWjDltDTyfi51ISk4LAIstJvSk9nHMkXIrEjvSTEEOm38HOySfFWRP8zhKEYKdzdMF8MlT4SIVwuj1IP9iac0bHI/kLyd+zId3weWf9kki/HSsSQGiieN72TRQUrQI5QM4yUCq+2YOGc8liH1mO9mEMNY4baocNYtY/W4L3+ueoA/ZT64SC9EGe5YzQmyDSuVZBdTaq5NqHQEv8A7IpY96sOmCXwZWLB50zL5YmGjvJLEB5E3Z3ziwuel4L/Xw1OmgWmCdHVhbRk9K4mXHFhuWLDhwiZUWVVecu1uuky4NTjMFH6bCs6jbrhumbGmETjaL1f/5qUWWk4OqY75wyIZ0mb7TvBzHfUN6Zr8ZQmLEIGsEq53OBTKc/FD6KDLKrFiNTnffgprzD3o3jnLf2KagiX4HVupQ9FxdS8/N209ga+DTOW13Y7gzXN9BZ89GsSh3fFH6PP0KmG3AyGKSs0iMiaCvCxecLGBRyBbDznYPf/31nUp96mVjwulax6fgUL5R9iauXE/l58bAg1mSaF5EBOMOZ4wcSilx+tyYoLysxQe56UR1SwjLjaImYlfGsSDGRJMGkiodNMWA7Jy3KbNNUK5K7jR+rj5VxqvL3dqCtFrLnXX+Wi09qbWQi1pB9Bz3I5ljc/l8KrCJisKKcK34AMtGemF/sKIYy86QTbC5lhnsJ1zQYF2YQ/sFJ8gH8sHfmVc4A7nAeTr9ZBElBJc0btJ0pizYdIrBhrAGznTSiQkmqGnW2ReqLSDjjAo0Cu0XIVWX+U0GkzDBz1vu9JOozdiLe0ZbsrUP0goNMOfLFxTtiwr4WPSZ0h+X8vt0Qqgs7sES5vKqAgxJ8Z5V9SFHeKZqy5wcrD0ICvauGqQ0dxQjYxSAU/Ine2ZPeZIRUyFvEsgg8etUKjqL/NxYyO3k5po5EGc0KYGo00aoRbjXNp0x0TbY0onf0JpPMBajzyjJJbgofBFjiPe6sqdG0F+vOhL2Daa+sHGjWYRO+1VQq6I/k0rqP4GLKDRllQ1r1+1pBsV2/P9D9A9PJIMEFY8FWEHZjQ61suSRLinC3UcOWIPOqLJ5P+7Iq3M9Zhqxj3Q4jd101c2GmLBNclNYK8k4cJbEzOVf52LVrvyG64raMRyDdeUVR9NGSFngKs3VMyomGnmDGMm7dXDncLBrnBrndzgxipFedr7Ykq3rWkC/ndfrdW2ofZDaWw8kFsqM0lr1zvDtT/s58CS4nqkH2QdOLvTtqndTETXidwiUFL54RvNKZJmgbDG3FlB3lqC5YPbfTkVMZZ0e84TQ8d4zqmOAo77OIVSpS2eld79wOx0aABd2NYcLv42a2yE0rl5JHbHKhZp+g3xdLV7RhKkxKkzesMffjH9vm/6FP/RsdQdIEohfNvDoc3unuvLgWLP9pvfGaTkZC38iIGw6j5CJrgpVtCVGbhetOQ+giVb8PZYbf2pKCVo7RyNW54jZ60+QakCqcOC7lNpEa+Cx2ghOVqa1ZrhIr7t5U5Y0VsZFZMVSXe/eMTrNAHgmzAtToML/c7hXHWb3YQYGTLujVOQnO/bbXwfmIhNfEbEK7OJYVRg9o79jYkGjsfKPNDuwoUbWNnPhw8iGs1yJWstZNJu2dOTd2F3akTHC1ICygtDE2SR50UZrLzUsWpmTVYAXirRpLpi5ke6MN4Yx5R74LX85769jNwpK1SjB7R4ZXlDM7xy0kvQ7GUzGpaiJUH7LBzkUQvQIQ2xSkoNVcdSxtlLP6RRI2aNeF54X0C7fKM9r1g21t1dPnaTR73MSYvH+boHrSdUOfkD4ry5RqAaOj0fQbtL3c69etX3ElV+C9BJWexTQ9jkmsUnHrEMRuQbEkKxZXJhFX2XhEot3JKK8/W40366hOxj6Q1rjihPVX3lHSOqkNuU1HMh/8JkGzSU4QL7f9g4s1JsQg5kWede0uUCBjIjPYsyG741qaoey9vAvbAFOmRcER8oeFLVK1mhmsB3gOfDVaa5g1PGuGrxaVxdqqJo1WNP/xlbtMfJTv5syNoynn4VxH/b2Rlep0Z0fI88C84ZqsvsPy6jjw6S92Wy7n9SKnlzg3wW7zKoDISWahD6kVwwxJkkaetyXRdjvP26xs3wViIw8htNFTCGbV/YKyVPOFr4TYQewno/C+qrm0yErrgtyIefHZLkhaMaBvsI1gcUWhEN94cESSGchWqJxl3sFVif4XQpwK9hfODKZG1f726jWnZZtDUH3CepQRwHrOqo0p2PqOrV6BbKu5tc3/D+ikRGH2AXFzVz5qonYZdyO327zyrvOIVUGvz0RSsP3BJgUJSgo5IMRoKgwD5sc9PxNMS2CYAdmRZtVd9ZrQJrm1Svkv6Fd5rWWrmlCeF7bAUtk0adoJN7CdcQVYMXPk7smSnHQEt8YUY7OG5zvz47ZtuaNQvZR1U6CzWRUtXYtRw4MRT5ZO5NHKMPfNsFa9jCSD5ZAryyHaGkOMFouKd4LJhcvCeN2l4L023MvghxMa6KOVZc9eHn7kiyuSY928VB+0mdC+lb74sxgbydQBraj+bOWo0cUqE1xVNN7Pi+sKdBe2LFjVcsDxwdKLLeodRxQvuJcRFFBMu+o79+RagVMNDZXFnsrFQkay3cX6OKjNsrciP5DMt0Q/TRGzcwhVV5gb6z4YWyun8q0l8bFYMivTnkW1RbJkEByMj0FGdVxFnZSA2Uh9/wPl2audoHsVvy/4vgHDmFz36SGQQlw/mFcxXFuUrRfNPr+myBtZrgmXLEIm/2U6XQz/WDxvdhxxsJH0LA8Ha6Mo6/nikmQuB77xCr4s2ewSNnkhH9XXLFPJKB1eioIHpznzWIXTkdWT6oQ4CgYfAXklZkVaMPoNEVIw+XGSvdrovObCb32heNWNkBOft3YvIbbkNAVJijsVVdcZFzaT5nn76NVtKwNZVoLYLPcULmW+13MzL7gNat4aJSOgQBG27niJE6qxpII9le4Qy8gQ5hKwiXitrSdaB8G8quNxlg6rPfJ2mk/OpXwPR0bnkCSyoHF7dMQvvpryDqGb8IzvEB81j2WSR8JOZTBZUa1JsI+orMcmv+0Xl36Q9/zPM/lI50LRp0JO0l/sW9H+2/FB9oFko4vwdtUe8Q1Kq6ZF9fgRlWnrxz0HGyz+azEMRckJlosP//9AJiULslOTOgV7AKeysqw3JG41kpfjgYeSJIcfpAS+FpcVG0s3gRdkOK1J+VRtSmTVfOR2IUer6GwxmV74TIQi18QXhYFrBwlGqx5XkQXjuXZCqkfPQxziB1dcPEiYTl58tTGfKOGLzOqV06U2tnzBdfGTtdOqsVlt6jDfyhNucXJwoPqGnoMpSVxG8/gERL/izWgXIYsrncvbrS4vXpyMxqAyo6otBXJvbOHg1wttHZ2NHhORxPZqHd26YHqSnuj6oEXtbqGr6knxYoShpuynVRKc5Y0H9RxezNLSeHJ4lFatX1WKcmXmZEfYNOhNyG1Cq01lzSBzRzhoFzCViI1I5+WLjYs8gmMVI1Tajc/Mdde/hX5tVIPIpMdRB68AKHJTRqctlh63Dc9tj59W2ic+ySJl2vviIhGmBNBAjTOOu8OI3LU348V3lI5IMSWnUG1IPgs73dj0blMjBynC7Fsdz8tLbqB7uVKE09MQFdSUvJl4yuK1rFwFVPgwYZnSm7KOi6TOliME04HER839hIcqoTBvc15hoaLV1yuSFqWxiTWwXt4C1aBwsVzrvgJeNK6AtRZmi9S7EC+Pm6Rj+CxXfhNhE0PahrZGz8BmocbpjUxhbNC0Qdu4brp/3BZUjSIWVVuOVvpBqn/Va1TG+5T9BtnnvWesr4XiUgd0E+g+6RKcU+spGbxf4CH4R/AuioQjN9qDC0Pr4L9mcnndW+pErPKw9QEPrdUVKH/X0iFW8aDqirkWjzaqSSuCztqD3uWFjE6ogbeyS3rB6ANfdybYhI9pJe0w+JvD+6gA+bOdiA0HDfS1YCt77R8NjlwEAvNApExlz3Dwck0RrpJpYCj55ZnZdYPZaLeD39PqnTgVzPwj4099SC28YKts1bYgB9lGkQvY8FhMksdvII+OPEG8ouwNxXzR2ypqajo2QLayCyGFOfN+eQ8YJcLFL3Tcbtc5eYZANlqvRylR/mSMYK4SwVYWMiAW0yevNZnJZxcDbklI/bx1yAef8k+2LLZUFuyEwqatDCbZEZe7OFqHn34AJKEFRak6xAtOI1cw+YNHvJZwDx1FMmkUBZ1gror64lwc/e7Ay6fm5la4U0W0/RrVDG0VUy7PYG2OLyGyVPhJ0rLMbjdPhIK6RmhptQa4CD4UpNwLuhd+3ZswXNFnR7NxfvYdtxPswbs1ZjruWVG1t8Las3oUZTgxlJRFZQnG9x6sWx+EDVwEse3WMezI7Wu3okx/v8uDRdL8RDe5FW5FwU4vTUq6gnbkWSysk4oif0Nrp/TkqcKuQX/Lu3ll1eL+gtGtMfingoB4kbftT2ZyXgCdvSnaEmvKymqzLtz4yarDfzPo0ZAs6v6K6gLwmzfaAl0LKQ4wUMbKFh9oBH/NJO727/CgWRlvPW9RKpl4wPnpLhqfNUeIrP5Ai1V+d8/qXdUdhEbPpMte9d12U6Izvmpxe0R1MPYduanLtHH7DDYmyWxJ+snMxWXJ8MHUpOVCMrl+yN0LZWHXYPCktUZsyks6r3tzN75VMHaHRP0EGlx5sEvnrUnp1fjZ9qRH2QQdYrcgHx73kfa4XZjMEtsE2O5k9/8COkMbM6vdimjcsGiwrrztzoAcXCLwNhANUpxA7r54USSGKzhvWPqNjZ4Nb1YRuwP5DVhF66cx5ztB8tvN+CUDrLF2paUhXgcL9PIUFrD2wKdhc2OzpB+wNIlHHdwrTs5Z77oDqz9JF9K32uYoK6ags2yhFgRBWOd1C4An5f34j4w/NbuvGywXivz5Tg6hLeFMkC2ZRzI+63qxobb4OJ0uZY1yRtyRZmex6ALDGx+qqG0sn0i+SofwrZN/n+WqMBJ9VbfRQAkLesBUweTWDSBFrAhnx7gycErvgA7UL7zbvcgF2RRejrQ3Yr7fB0JH+OmKrFBGqKaICH6VB1sCcnKLFOunzs96iFQEKpHVTTgbJWUsruBvw/iIDq0T5zsmyRlGHX2GSzUa17ytoLrSstfCacJYs9qjC9B3Yp50gevuT7CHklrtQrobcHGq8gjhXE7qVuhONrgFfk8tAsXmge9KvKKcwNXQ1ML9Be7/oQksMUY8uPhBZShArKI4I+VG32uRPvXJdZ23vFfZbSI6mBakLfxVfogZCuMqnz0V1KKcFAbk9S/z0ereXEf4Q4IjtWjL2sphf55E2N1C/XbZRosvNlq5j2bVtOQsUoyK8FszfsT6lP9wNyup/UgFjQ3Rcgs3tnIEkXc0O5udHKElLzDhjGpaqRgxgu1MQjoxAs4gWmPcljyrF6HBSDJaoRP3oao60LUIXbQEV6vuz9yHjUDm4JBZorIrGbfw4gJCDY2KtUMH8mmKKwoaNIddhBfFKNsoIfMl7c4k63cNEd52+PuhN9GF0giR7F04ZgUJLYxpk2cKs30jzt9pXauO1pKMo1wQNiVmsmvjUEGuhQJPHbzHJO1TRpFf2dUmysxELfGlNyMy2RvkMk4ca4r7fdRVHyDYwM5b2mKAKk2ddXLLOJIIJSWwBNFOiFdjSLjhPi3vQaigSi+ygV0NfVRjyHVeX3NUrSHZgapXbU25VjmJEHoHCwIaeHhZIQEiDWuw5uItO6sF0/0mbhYEr0gJ2+O89WeU88y6AONNnfcGssr2TN2ILAHVv2t2n5TvEaLvmBlxlTV/z8RmeZPPCecsttlxFUU9BI4lfG/GkMoRNIVYykdWhrT8HdEnTytMmNfkIR0VI46NC1jaQMrKKFslzbHm3fAsyazf56mYtDtegaHVls6iWEetGxr196SVhuRWwKtIZVdU79ieQrhUzxzdoW2YGDbK/VykcbenQ2kFNYWwdGcbnWzlPKAYXQcfmxGejPNAcsdiVIrOp4vcJPOdpHBw1RI4k5OckxdewmEFjQWpeDy/NrQTWPuGGxx+cVB9tHQJaQPyoOfB8z6gFLAWZASHwHkon+tbDfxbkmalgxL5+hnCuey9diWpCL9tClJspc6sIFKUI94RdbCAPjmE2gCvoHtBkhILuG7XV+4/K0fqnGUx87l4BEoIqYZE47XeEAtkefUW8wvRzk4D24hWPYEaSjJunrLREOSV5Xc4gGzFvhShtyLmmBhqW22+StW1dBZ8bQ6Pi5SF8+LDSlrpt4NFs/JIlFTsHJwYMxdtajk4LGHE5K8kciYSzlyB6KzMVUGiyAmqSdNyHH98nqB3o0YXY+rFaFtV39lYN7HZMDIWIXeDy7j4NDIu+n090I/U6iBLQUMugChdhNYrcFqZ/NfrzujKk5eNHUQ4ovGgHPdnOQ3zsQyO33GpPSHbyeoHN3OmIN6Ea220eTFadSB+H0GYltjSi7W3V/JPjCIOxIIHQqcK4NO/MRW0N3wlKuXG0bWzIegZVd+Cm9LrrLOBbBXMKNhQnm2AaMGOVIaGPrmGcmqgm6CqNfcUzMFzkVeiaRhyd2morsm9O5KOajCtDkxvhlsFDSLrPuhLo1gmB4HnwPaBt8RVq8wC96GbFaCNCVq1aQW2W6sKwhHJ46qOACLfqk/ZH8ky/5vxpz6kMpPeqoD5ckf3as998OQIQ/StNoFQcik7Hbre2gXnnA1fneknfrdCDi7cAIWc/5VjJbiR8266nXq3UA9gEd8mfkbZo7jRt8FSwfQb2gcqA3on2sD1yczkmpP+CJoEkYJfTlyTljDixWrbDScU3BAx2Xph6lc+2GWRfrG9HfjHWV5gq2aNE+TzEz8QkCeNQOLkWNXl9a9v5aowxZk/JisvPlKZ++IAPC7gDVeDljQT3nRHnjsx74aCEkQL2IQzS0S51roT/RdEw7yYVnoc2CXltZeF83+wiuWWtY+d9/UGhqcS0YmsNht5b1ziSftwVHf+epVey57C3B5obzC+VVT6uLOYtKKBC0x27Dbj3ASe0XhGHf7igs+DlXCen0ylT+bRzRJIRwM0dzqGs+jaEGls0tBLq66YF72/2FKJzQpOXG9oZGUjWYLRmoEL56xDikW0YnWiSbHmF5dcJcLeqp+VcxJWdT73YvHFqvWu7TZevenrZUoy8aj2IGtZdalmElwl+m0g0VhZzTh/kPxtBU2uLxhqfrIEVmJbIuuDGeWQ+R7VEFNo5aggG9IHEobIVdeCEyrks1ULHGmIblRJV5HW2dTIUYfaytJtJYvsHad85HprBYHpvaGqMbThWay5TOjpaAa7TGBVzcdhyIYmPG9nECLxLdhP4cmkd6naTSZIeXTMWMwtiHNClCehqd2w3AaprDMoYA0ONU65+MZO5Kto7HiZT2vD42LlQsQL3Zdbpv8mmBqqXubDrSQR7s78lJpp0mRD2gOTk0GU9mxBSjD8IkOKnrd11gqu61MOocieiE7O62LJYEZjnp1tCEWDBihpR79JQ12LLCIk5pO4JqtVLZM2oMEbDxrGm5VWUNMrkB7JEqhwojSGpyTWJnm9s2iVvf0D408N99U2VbCVIMWUun3AVL6xx8lhRZMWKcbWkLx9q4yLpDXBAiKFmUrTizDI6wk4Y3d8KWtBpyF6sEJpQ3Bm6TpQ3rbGeVUdaInSQ5hSBfjsvcQYnOxDiDTmqixL222TZA+O88ZvI7Ase5s0IcPo4riXe7uKYi1g/oUlHyBORoF86IO2H8yj2PifMeqsEKseoH6jOttB6V0X0geeSfOJ5oYVyReX+ieRDWRH+BsqwkqpdF4v2qvAQ6MzWVTI72w+7j40Z7VA0BJ4yiqdTkspSMiDTrXOwA/MGrEWba+WFt4v5FMorMIpwnYVU2jezs9r4yaevJF+Vsi/UWyy+z5LclB1o5bGai8YyXgHTLEo66TPI75bkWLIRtMHnj/wLE8917I+qrqMYlEsL6gpaCieO8Fxy3GFymE/w8c7A+Dn8nsoXFFtNj6FE8aO8kD42+1SUhVIQ5kUdDM6hG/EJ4DZv9H97/hKUgbSKgs+ZkNsEDrpMTETLhH0CjQbzsCtoCCNhthJuhCWXyXST0+orkIfT+Y6WctvK7hkyM7FwZBRLU680bSRcdxwsxIsnipcqWTrRWzonfCTCMWsMm2TF2cmJuWTODp8RDC8+qSlgnQKVVjKA+f1+TzVIH4amFZOkYjtTH+h1sGLaXcUB7f6vFkrmUnWe1hS2Xi7+03NpNYYV5kVJ8yWoEkuhd3JK9AFDzVmBrYb5wXhC2mQm9JWYHI3+4RiI0ehZztW+s2sbrszgxjK0wczoMfEzfBtsj4aPB07ynlks2CKkQ4RzsOElcrM4EFyfM3vYsKWafG891Ghm3KSqAf7ndEaQmqwRZUTJq0ILgRdi89jTdFIphUQKeu8D1cYOpjrolF1fYXS8ZnAlf++4b7PhS5Va0dRTKG1JPrFYVXoFPJ2F1bG3b21WK5artMRN95c2H+GIT3pjyRm4D4xDZwPpDVya0wavoS2w4PGJdUuu0lthTKEu+cBuhzTavgXdJxkw6jgc+IJ15loaDVC8wddNyKD9GBE8FTl0QpqMQrGnJRLRWULhopCvJgJFp2kPPjmXZmuFiYN4gemQcsqc7cGFl6QDoLvjltnsSHZyqtND9AfGFatCgzaXCXGhNsAsLbWhmJdudoFcf7c4PTe7BIknTmKptg6uDqNk9YE9aiWJudkjklegdwsyXPWd7iAtCRl0dTYL71ry+98mtJWR8iqq3m97hv6MGz/gAn2DjqqydzcegkgW5FT9q/mihc5/o6Q7Naq7YrCthq2F3wSwKMruu+IdGYK0ZLxKMeJkvTWc9KbRVgdx2oRbsB1N9D8Y1Nt52Btn1UIQL4R7fak42If5QkoTBCnhyPX3+l9K32e9EIaFqAL2dftaALXFHLtNzl2gXx6QSVoo5XVyQ1g3WPeNRFL5jwpIU9it6PAzHXnoDek3ZyZ1XZZ2dnvLWdq1WOWVxvNNV/VeYML4kXywYGSNlhZHQOWTzKcU/Kr72Vbiq7AWLzI0gRJ6YLk7mNWz9HLossnYhs5qpZ7inzNjeiQTRg3u3TdMoGmsyD1e0lrvkrooFU5jiwvSmVgHwKrDgI3p1vCa5U+sy4E3pOQDT9uPTDA3aNtpvFDYKqRIz9nDXIJMwRncZF4JLy+MXqDwxgRRCqvUeCbSufRjEOUiIL9P/5FOpKkxZfgWICxl8uO3b3e6vNBatBsoKJcWlZNn626ppS5ti9hhZGz/AgjAdtKssqnn+JPeL4L94n/r48/+SHl7J8MJN1JafgU4gK5GmMFORu7/UbrwID3KIOTpWDm4I0QZW3BZ8t0WclmB21Ohn/jkW/sGcjDaNboMxiqsHVygm4bup48Mm+n4GIbsZIUCBEiP6p0fE3Ei0hRVGVBU/inWHQulr/TH9WHRxEembgEp5Wlvhhse2fbBWTCvmANyBeeWc3djqyWAKOwdpoDT5YkDwFtvVo/SG0nc8Fyh2ui0sq2x050OIawVqAupBdFOdt31MFFiRkszdKD3BvHQtEr6auzAd94kCHYvAUmkuXafpXuJPxBhLJWsLZqebD3ZOSgrVZeg1eRUwRDvUNTThfMRx3EWgV9aVovmqwV5A5a2L+k4AM0TuJ6guRdLzYuF+IsYsaexiOEj6mYZtFXlpC5cXjeZnTJ5KK0oknriq/B4yzvQtEG62QeyfXFEFPw6qisOe7olfu4Ac6BoGx3LaSKTrBff6O1z8L7B0RU00p5Y87kb57McJJyEgmEj2XV5ig+GL4V9BmKXsHbJahKBUFxFHCdELrYpPSFKS+ulYxRwcHdnYKunaQOvenFjKWNm3gMgZP6wHPRPVk+yOxM9oKVuUgB5cFbdjQcy3eEJ/266N2I++CwzVDrPB7HLbp+QFNMO2oFY02/hfBKiUTztqrynfxEC4r+UAERk4yLNgXa9hUmPDE23Zkz7qypaEjfFJoLrsnRuMkZ1XrCY7IInh7YGmxa1lPf7lP9uD93YUgqfDNaVrgRV5INVitShI1R8LV1vkmi4XUFUfqv7a38QXssVjOQG+ac1YAzdLATDDd8BdNPXpIEgUo5ytC+lXjkzvSrRc6kSbEur1NYuYh5IXsd8Hs9NFYG71uw5Ru+rNrD3/9dnDfMv+jyFwTHePDUB3szzPMOxIqS7yS25KdV1b8y/txwn+ntpN3veGPSeCK8WCPIWSm+ZgOuSi+9Iv2wHW2LcU5eW9GId5zL69AYKK/mNJVqhOfw22ZMnI+o+kr6gnW3ne/Cuq6fFykF5YxtsM6L1owrpFTuAWQveKgX885ksVa9TNNGUMXHSCekk3LcBo//RMh/K4uUBbp34nTEoxzeLcg1MfnGylLTqQkyGv66MJRoitgizrpGbYZmEE3YVXhdHXmssrH5CNwX3ZS5G3rc9YkOGTvqF/JYzKn0ZsQxcet0SXwZKqtafq/gKY3rkcQVZexL8L1v/PBJfGra+kbMj3I2pzYEpch/uQq2QZR4E3iPu/Op0XWRDJYMYr2AVZz6uTBtbBlcOlh+a/TFINdPwE2qqGsSLClakzKqviYCuTFuVt3AuUyxdDwVTxjaCJk0h2tX+qxOuNULq7FnPYd1U37bFjQ2OBcHk2okUb2Iqj6X0AoWckCsETQ0lOgn/XJUG0tu62MH23o1wFvUM0on7npIWqKX0wwaxkczWCdNH+R8VVuJz51Ahb7VRrKyk+uiUXXD6gRcGfCX5lYbTTd8fYA00pyWjeT6SswWVuankbQOSwZjOlf6jdmtcoowLbPnUQfxcTU0T4qI+yRYiF53l4Oi9asaW8DZHeZWtbuxkOXFpM+sQ1SkNuDWyIjKtO+x951jLUwD4gFykBHIDjEHw5WTFx27N2QQrUNELXikcZB46k0m6JhOemoZFiO8iNKk+ajuy589oVrVvR8kr/ad5gddHPHGycWWxke104a47nDgJyytwK7KGa2OABFsKCsMDaeNIEaw/laAvHS4tIPrbalWLWv2XLykGNHn3CEPdgYH170IKXZybGVCnT8oCtEg9YMIIbcOZ9UiTbXmri7aun2C5V5+RTMj+ffO7uNuZscELY+S5L0QpYtbg1EMvLI3KfrO6kHYhay7F+m1aOPu0JtZtFuC1F6LFEW0bJVmjmIBnUkuuQu7QJTe5Y+jQbVNoBhqEouRsDUjOWlMmBdJsu4mddXnSoibZdiboxw8qL1S/QfdgdV4itBkYS0xhD2dtgpPa3KidyM7M0Na9Q8K6RXV3RDcY6M2u2xowhGK5EV8KD4bTQPoBYketXFiSb4l+Elwm86Gkeed2KeXbRRFtuOGIM501sftAUgdDnOed4ZUABFx952SKpaP/X6qdZLcTdhmORy0gjHDhO5btZnnR7WLgNvYrt7plYHeFtRdSvEu2uifPL1b77SWFRZGOWqUWLbRtxPThvDGqZ14JOheDhnAvJ/D0YQ4nMsDw1Ea0oK1jerCWgAtHknYwvWmNYtXs7kvF+0HtqBJPcfIBD0RFtuqmpU3KW3Y7Xjv8wKvytjKIsnoN0XbuMkgSvjgzGfBsAk5At9+lisbYJHMF1QPJ0XYme0TDc6bZThIhKbbbZj8TlKkE1ag48K2u/z7uSDUfpbhZJUDgXXo29d8CCu2zOVSpKU/hNBPmbc7C/V7CDpaOrLPunRXTCdyXYW2+2J/FKkjZgWRuhQNvYuHhXcdcUEuIoPtvo8ky+fHL+adlU28YEDeIJXntiEGHw20f6Ixn/lxcuJMTc5exBdJRVlsXdCt9gsRw9JZ3kA+yH7e2fpFinBVuEbvE1V4sLEVQAe2k3K7wbUiWiGJWJTLRXhlghfozYosFG/ebU2E7BdDsjI0re10lDiLg8lGiXex7YY5E/KF6kaniDhFshkQdyffBJcFtpCpLBG0K+yfTyd4/oP0vj/1ITVC2MdBs1K5U4c82x+4WSaLyJM0pb2V3kUEZE3aGKhY0c8/eglsFeSZHCTGLBrlCkIEeb6Vat+/leceWXCSGcuVkLwPqm9YVi1i9QkYtqqT7RVSfYEkiVE0XJrDmqTWpJxpDAvcwF3xKEfmTGXI5Lgd0WcIz1fnjSQeyWv3svjHOG2Q+n/xT3tH1iAvRXpCnqRPvmG87ckZO+uaSFPCd/LsRAzEDLws1FImYww6jXFexSr7W7JJQT9cVOv67GxUm5IVk4ddbFPQV00zbxUwqN91u/7kBZwEu91ZpQVjwOPuBpzzKkq/F+V7z3JdNR+0bGgmT3cmi+u5F2HhpvtrA7Viiq2tHMJp1cHLpeoweZvP3o7CXxAblDDT1YgI1lXtxoUfsEF/31geWAZ3n4eKNL2h7F8kDaO0VeuaxDQYUgy5Ce0jWXHr4DRo4jCM3jqqB6HJ2YJNOj2DzRO323dNhDUnqndDRkpI3TYlpQg8IkkcnbwOlEQZuAQeH+DGzht5lGTibcD3BnT5goQiZxnstovcKoEuabNCc8ySYXeLlyxX9BJpK3l2tlNJUbbWMB7IdB5B1TOO4PsOYzW2+V7idBH2K8moxoC0gTCxO0D50YvYU+XjWaxMq5YliOIjyPXiiotNGqJeMo93QwyKwt4pHu+61y/s0e4iZy+dWBqRVUmsCsAd8zdg6/ch8AJx1jzKtf1y4ipnltGBvhUb9I0iiKpBf2OXqjNdrwr6mhh5+X1yTJ5X6ZUurcwr3H866FxvEI3jAVffUJmIXKTB7wS+bsYfyZoGcxHS+bgW2xGEfzD7RlpD1uPOyBoSG1cElyfqWwWdugCj9WTqIqLkGStgxYXcwdZ6dnI8MBpPU2Rd5FxFtnJAhU2TR47q5nyCbkpj8I+ZIv3J4b7O3c9mLbpVT5yuncuDSnxLKyREQWZcRS7IQFoSD0EP4IKmySlOUqwfkWrFMIZynv7pRA/AozUu1o0WKGJBTiF7Ye25jq/6Vj3cvaz3c2EpuHn1bLnZsJaNaVXs1/EkJHhek/MpxGHkPPnMlGPvsJym1cXTWJwKcXzWYu4ite7VXXN7w3xi7cIPpTevHj33Xhy7wOsBXGxZ+vqFsHUvYSMbP2xCKhmrlPN2R9UBsRws2XPjisUyhTUZ8htX/n6DWFDVpPruwKEJXQW54CJhU2R2mp3Mz4Jq3xl2VRuNSxgB3RqnXIzofLSEy9lo1YdnO+hz54rk/+biv3XQteE5Cz6hcw7F9CqoA0GpFhvrlqFolo7uDl6xzZCzDEJDk5azWIURDIXHDj8qqQSzO3IFtNikkY3ojiwlLWluvJnxu58gsEXiZgURpbFSaJolXJaLSGGlfQXowWKjcw0h1+2PBeCCamPc6v5MI/VGBKZ89e7p3Yr+m4uMjlkQ67rnacPypgyrfsFhXQcS5SrpVp6Tb23h51lWUAaKITfL77q/66mNKYvp1WSvoYg41x0MasKu+5eHW2/GRhKj8XE4G8GZ1cNKomMxCerAPtGv3zSscUVHOes+BVSMFs5FacvYHD+Ah6Gv+7kMhTDwRadssXx9ZkKFwtWXda6YtzC8kjjTRvpEGwVz5U7mgUnBwPNTAtCo+uFRTRnVnHDKOi25my46GDwSXv3JtiZD4Pc173VTWXDDcATZF5mNEY5M49Sr4HJ5o7WjyCh3pNETXHYyzxIGq9I9+CxMBDB0w2Pi2uly4gF7dj60GI1jKOcltOb4LOsujQF2op6cHZo3VIJLwFbQG4RbtffQJDJZUrjX2YN2gWXJF/5dw30TiLlK+NjgKcnlpa73ljQrWu5iEu0kCSIXosFjb/C+WAHerDZXbXx67iezkIurEusyD6uN7YqdkdXeXALafKBNi62yTsiBjGqRAKCWRDjJwh/VZhkKYsksG5HPN5HzA86TlQN/OfnT5pzEsLM4Ye6C5GJ6h7MjBJ0DMWXXJPT2eZEX4Re+HkUpDxiihN3Fz4/Krnpyt5hWvpEsSWyDH3ayRRWwhfIy7KlIDGJGwVAJp1+oBdsIZFeylVnqFMNFycfOvNUvNGD/Rq6ObFaOuSPJOMtZGupdeDKPYJuG2bfSU2kSvpdx7lqg33FGuXSfVcwWW/wuiXsxsp4oZr/R9mTrJ35BzFbMTku2VnRzlYHuny+i9v/tLGq9U4aoTQYrFJEn1975sUDOW/Ywy8ssAdFiOAULy4bpLXo04YfX36l0FkpLxeM3IpUHgYkxGayAXKXZsnTGLfN2FnnNL2o9N9QikhzTSwfYYU3Hrzpg2R8VJkzB8sSWQxzkWp8IJJ9ATEG2P2PXyWfkDOrGuN7Lqd3qR6p22gpmVGMoIIvZj/K3rDvHGcxPFehNCDjyxOwu4Ubw+ybM0wuezO1OMJLMC21lR3X1ey2OHYA1Gl1O9IZKyy2k4FNTQ3fBXREGb16ECVDa1bF4Fus2Bc9GSkHUUklWtebI6hHfBuXYkJSoF6Mt7rq4893ARnDZre/L2qTUy/PXcvx8rHd3hrypG92FVwDnBx7F9H3rvWQYJsgeOJOOIhp0vziWc7JoUc6amR+s8K938kC54Qg2kscO7sEBxNZobUNF8CwTI/JkabGELwl0CKHCOipbXbNg58hgcBCpOK2eRy8C1ae3ZEjnalXqWAlrq/c7pWFLSNVqcfUPjD91JvW5swsbPA7kSqwP/BRkXKjvuE8iF5+tjUXuqPUGZwtqAa3yDaEdYdG0M70Vg06Tpy4+EMhkXMKbVnuKHxE3D6j81LYlHFSDtiR5GoQYs0N+9Cpo81FR96b01+JKaG2DJWws3iWr6Lgmd2ULa6sMbO8hupF93dmd0/SNTCGz6kSCMCyZrjx5YnaQGlxLOam60EUionQTciVjT16z6KFnCqM1dpLfRcnr/KrUSpOKuH0gcvA94cftQfchQW+JN1hHkRFyLVIMkeSZcDbA34j4IDRvqjjlJqDJzE5I9dFinJBF65VF1aF2ZVuNc84iwvSawuuP3O2aGPRhLHdyCfRiN76yWgZIs3Ko1weaB25KRlZRHXg0Sud1lSND5EECao1hb1z5d3Q1pngx7rSVdlWU8NsE9640XnAXm1f5JUYxMQXnygbqhO48PHmZfzkHQEN08bYZrwvcH9B/v9n+G6IXD4EjjdEDXfI5Jbh7BdezeDyQSHQeeEqZjBLY9h0/q4HJJ6D5aQ76s1FhQzcnV5J9v7nJn63NqR29C1ygqmRX8pzVnwq5/fwSFf1ZtxIomlDQ0nAJ8pHYhxUxpfiYJNUldmq1GwHY2e5+TELmE3gHntjekONkcfBs4Fu1jLdXMqXc1SULlu+pN+nkQeZHreB7TzCttXMtig2qRdO3M+jpHD+rbIhoCbDrTaHYLUep59KzM2+NFnnwFOUdv5uYGoONymscF+WhyodkwZlaRAQ9J0Gy3ZokR6iUpKQsK6rp56UHPRonZ3UFBo4BMo19BK+rGsEGYJuiLrg7ropIkKsy0OIUBfG4UaVrIzlAvoP8jnSpgDyK/CDVCxKVz9qmfsGBdmsqkbjJNImO6uf3md3/u86kuCdyF8eOzu6CHBfkSSOZvEAXqg2z0qD0LO8+gFRFB7RHrbGHUtCYdiIW2EcVMOfi4wTOsuDvAh88wKpzzeeUjZWct12O3Jf3seCYjl1VA7H+QR9AG+T75IrkmwriztZfnJIQi8yLEtMIZY/U2bQIHI1qAMhV9YryzToZ8lEYRTOsDy6HJs4HL14e/D3govrdFMAjjOywAtHGSkXdOJdCKOu6eJ9CTkGbIm1DrFporwiWXkSD/yJwmfBSI6Vx6cDdyKgWA5jA6GCddy13cuQd2QTrVq7KoiCN16p38JZgsQoPWFmiW+vsAvpqnN4rI5Ws7qn3ASWbffkjipTANEerqTIhLkGyIIsxL1QF01WwBM7IRzkAdSBqI+kYkSdN6udSG+c8GDOrtmFl7DP6hqWzZbVLAbAhXHvZy5hVsNRaIyU5JbhSiDbKOy4vXgZk3OX5HZENbZ3XqkwcDm5CH7tciAzcO0nnkM7FDj4od8agFGCg14unlrBYUJANZaefP7iNh1ChmI2AmFaPNup64hrV1ff8f8j7m11blmSvF/yZmXtEjDHX2jsPB3FbSDwAoo1o06PJSyDRgA4N3oAnoscLICTegR5VxSVzrzXniAh3M6uG+VwrT6POyXurU/tUSFupnOtrjIhwd7O//T9OfviDNKXaoB3uwkgfoqgPVOrosGWVZJT7Or3TpLFvgu17+dRpxWLwUfT5F4/qL1Qx2bFem/inOOom0AZmBnxQ1eYLl8FsA0H5mMJ9Jv6e1XlJWXa15YAxuMoWKz8QFXapxAIEPIzX0r73C/Q1kPPEMn5o2HT9h7WKsV+H+82EVtxcSRh5k3IR8iJF+cDpBo2OShDtZm+NQzryODhlFukBaJG082YPBYFLCp1EtIyQU5gGSDB5R1IZvQQPF8YLSG+EBh9Xwt7XCATs3iFaOXC4/qCDRwq0Vg4dYyAzkW1Nj9o30HLvQcD2Blsjo4CP0ikUoUPls4EQuhrYXiGVgGen2774y3/39bs+pIyiE7s5nhWVfFOVwjXK3n7vnS8pjCZoe5AiPFbI2pHlsLyr4E8tmixCH72gMP8DP+lFG+ClEhdIufgYVc1p67XpYctypmjvfR7FaHrUwtA/OHOuDfU66YDRGBGMHNy+4QFGR/edXTewxI6DGI5nlsaCVQ7xawny+sYMZ4RSc/wo808ePNmBiokgkuMHsqiglU/kCp6DvJSQdTBmwUDxdCSVHSv9THox9gRaBJrCTtHDZowiDtwTvR3b3tBsJWadF8yb7ht/hWAG3oK8Wemv4NHZ6NwoHxZE/2RgGVxwR69xdw7wD54LObyiDlEo4oK1gycgsdfDuh8/+NIXuVzAk4gHLYV7ljR2TJh2FwTrkLnXUKECKEqDJLDlQeTkRcEffVT+louTauXufHe6Ci2TnEtfE2uo/Zm1Erqe5Ud1dQRbzBriYysI84UPR0eSuWPNf+h6J0n4zWARQMRRe5HbxPYyOb3qrcVdeJ1UIOKyDkoG5ya0hdjMz4ELkJH4mtvVYGNtzw5tebq1cLb1nlRIU8Wy4xuxVwN8YoQ8OQzSnRyTcSjjTuJ+8fSEPflkOiXBl22SXwp6H3nx0npHVJL+aIQ6naT7z/nRloG+TroI+5GIJOl1mImDzbJ+Heo/vuNGoFTgn0ml5i7qGwRsVv/uxJdjRTmePNtPhHSfFb0iKvUyUi9zMlHdoQlyZLESpXLX7gZDJtaCiCQZvOdNXpOcjbw+Rw5l7XXS68VbNkL6tfOZS5+jEZk1YkXWM1sDYygI0p8/94D1uceujLj42BJpgvKVjZ1NhIzJlZ2ciYbwNcAQZPJDKJYOvo3qotOIENyEtzUb0UxUGw/tIANJZ80KKn5IyyfoL7l+13CfYmziBS05iAkhBqPErbbSRcMTkQ1lo7XvzBB2hw92kLO0C7bBPZGMH8dSsNhhIth8FExHoo8duQWPzpt84xUbiZcTsgcpwqbC9I1jH1yXI/IJo0hZDC3oSKR0Ky4Pwj+WJ1exz56p/IbzhvCBsXVlyCSuoLViN966kwqHnLxftqCfEuFuZKUW6I55WewDS6gYJDv9IYifjLsWRcPIozFmGeZi5VYsakXVTyn2nnzCNmtBGOX/JbW43yb8kc8txKAFzZK4oB3QB5wOYhuk4XGTuvOQiejgYzbIgWhn00rmbfELyju3TraAaRBhJVRdRN0v7SDduOzkmM7ocM1G2qwDb9TSSFFsGYt6DITPWBbYbMP9Jh58GtMVbZ8g5Kj7sl9EYXiodcIHX9j4nhdmRrnuOJHlmiCzqtHH3jhnI/KGI+E9q21LQbbS3W1RrMFhxUSdc2nDsg63fatZiWd16E6WOFeLvCBrGipWAuxPOyWhFTGId/6MF1Hng5b7SkrS8ivBR62lvKmMm9c66N8QeaebEr3mFDKFt4Wdf5gS80B4p1LYq3pOgdE6Ik7e5V3nQKqwq/Cate6aLshIWmHwLiXDGJWF9cpGi0FKufoT/gNmMr7S7MX0TvFzBfl8TymaTLOKb/d2cyicK133SedWxaJCFY0HziRa+U2mX3R54O1aNEcrWF2MZ27cDGyrwkVSyFH94yaNsQ9kNsIDctK3xhxrsST8wZQ/uqPSCsrbBr8k/HaDiRCZfwalCV2euH2Q0crVPoWQLDLS3AkJlFGHF18hyzoN/crT37lJrFEEqmVCk2uEzVy3fi5uEVoksjAyL6x1RE8OCiUS6nZUd97IrHUoetD2wbyi0IiMel6fhDMBzU4w/n7DfU2LvSNjVeO2we1gBemlKZpW1OZd2NQhGqRwyQZ7MezsMEId2xSzRV1urIFmEQOMD6zkpvjrZvpE9BvfoyxXlCBsOYSrcvdA7cRH0hogj9JDtC/lc7Xw76pgA/w7RhA06Ik143oI+wYD4aBxT0NmHZxbFqtIZ7G4Zivn8jPrkaYUEFIu6saUCQc0Njqdo4HJxf1y/H4QKCLJ7BObJw9NJJS4LuwObMGkUybe4diqnDfdV7m5skJTuGm8I+Q6KoWGZWPeq767jI9cG2kruvpGg7i4MnnNmm13KcPVUQps5v6nglOUio1vgkh5HRT1tlJBX6t7ufWJRwOrHCWZSuu16EwLfuo2kE3RXWimiGnFwG+NvPfqINd8saFIXjxzI2+wtvGQ5K2XFu3airHXe2PcO+41s5C4kW6kNsYV9FyQ3XsNmVGt4mgA6XhTPhqICyOShv3wjkPgHpCz0e7OvhzyNRf6qYqq0RcHaIjTHpVhZEQF7O2KmvyAWwJB27PSaQUm3xC8dHo0jFfdEwHlna4ljSCKNNDpvKvyvg4ua2cFAwrcUofkyETmzeM2mmzcYnizVUSu9Uy5ldRs1egKkuUio7oRFqRUxIpaW8bDguSjOnsbDC8D1HgswT2JoqjsbCSXZTELp3AvElETOKWyjy4pa6xp1wrCdCyKBLS3D2w6rRkbj5onpfG+YL55Q7uppF+AFtxysTk0aYh+RUyQ20GE3jvSO7+Zr8IpOSSQ2fk+1sNellAmrNDIJPuFitIjUO10KfeGLUuvt0uWbVtKnTbW2fNA4iQ4CIScWgkQUsSNnUJEod6tHaHZQgLsACmNoXlCU17PHVuHbH3SrAIWKSmlONsQNBWy4Rn0mEQTkDJo+wme/u3X7/qQyhWh3XlwTEGu5bHlxUbJ27FsNG/kHIw8GVsQGQQDFSfD8A/g7owxuVnppGa0r3VAkMIUZW5OdErsR5Rrc62kqr7u2oxxx0440miqDN/wuMvmRw3U8XijmBplDJk8CDp+JNeshz4M5v1kZIWxiVxISx5RC+2WmqPINZF70qw0Yk9ryFMX/JDEfdLN60Xuk9GN17J4KVK4sxEECv6V4cY9bjw+BdKKzVlQIg90D3wdUvFp5vqpO9kLI2lqKLFyb3JlM3X6o4bZciTTqEwsFYbccAQRg9w2/B6LOBBkOsykR6eX0KlEl5koN4H/YE098gaZNR+IMqbFT4JKJPVlSxRzAi+mGbuUcabLRqYyPIkZ4OVIYVsjrdhKIhB8p4diHoxscN78H55ss0EejOtC9htFaTqRveYTRIVXzixHbxMwTZoMvrZgyySjM4dDwLBAjB8xF2mKbAXHZnNcgpcXwO1QnSol4j1DCqKSXs4fK6JFImAmsRt9K13ZsxnBVXEQq7taXERcAvLJ7vBcRdVwiHTmVXH1zs0uAtORV7LTyedWZr0ZfFnATok6JiFes9MoO4prPbx9O9g0OTY4UpF5ENw1v8vBfeePAXBGoRAHWZvdimDvfWdq8nZHQdhZTgeyFVQsviH5LEjeK8gwElo6xzCwCkE0T0beBVtnUQHCO67Ppb07iYdxmHOo0vSBiSGtJBbRjEXvhNEwDzK+kbFxt1KtZVhR+28W8PggRDlkw7bSYa7eijugUqEPfDg+vVR4XiSnAGZoiVC8XNthp+cLVsJD6sZJMe6CZGgrWHtWQ/VEafJlFWVGHzsqG9v4QHqrbpuL9pHY98lcbj+CEocyucF+QZpx+FaIzhZsMkiEW/raJuYPt5K/5Ppdw30Am+3cPtYcxcu+R4qVsh07ETfzKnghHjvjXNqKVh58F0ZvzmuWVkECntn46DvqH6uVNY6jMU9nbAO9yxesYczmdBdCnlgMUisKkQi2TWAY7wDWEIfMc8FtWoRsLYy3dsOqZszgDfjmfS3s5Tkmwm6djzmJDhyBfVsomzVSDPVrMZgKlsMe9Hbhw+nSGDHxbMgqm57SmNK44wRbA+6sHmhmEpE8N5AQXnNxxQSeuXNL4DJILVp6hCJWc7eDgqFAEE0k6nBKU8ILkjKEYw/uEMbs1S1scI9fIf9YhWTqwr0/79HKuHFZ33eRF9bV+UqYIxLMuDCMsEqobSxmk9aQ/PI3hHfkAXIFpsI9tLrDFvg8afk37YLUvpL+WtHgHeeq55bwzM6rjhO+7J3rdtwebCOYnLgmkULPjjOx1aGRidjPuVVdbdki3fgm5J01Fp3Cbg+YH1zZ2JQKqNvKmTozmdcDkxvXQW4GL+e5Ga/hNfiOBNtRNmJ+B5TOA/i+RAgdlxsTQR8b1/uF2I6EV+Kz7ehdgoWDbc2Bz4KuU5f57drY+TycChpOhId2hp/lRtGs9HI47sJsgkzFPynavcMYC0Iq+MtVS5+X9T58OsWQJRQOQKNTNtDKJR3fHc5gkyjOQQO9qiNHoCbKF57B0TfGHCX+luRhxulvRP+G3QWYniJsvDH0nSMTbZ2PLD1cVCIojShSCMnDhHMEn5GFvYFZMRbdF2z9w25JibCCiAB5lD3Z1pQZJcq+oxh8KX3BgKMcaYRCQCzZMrnSysB5lOMFQr17rFEIQN+KICZfgPeSROTk0RQbybl6nsYb8fxAPsCOhJOle1xrExB7ILM6prc2mVMY05e7urK7r7K4cgGS+PsN94EwYhQMYWCtgv/Ii67Jfc6imQoV8PaaHEktlpm8SzLl5jXlB11nV+WdWWSiXD7VJlg/K+7iripKWO6+SkVctJvcRjHkUEJgHMm7TkQnYncxqPqGtRKRGlJ0Vy0ho2q13i3hVYl2XBI4ytVqSP/da2aVU8hrHVAPCo6ZsVxrDJFyHBD/WINc4ZI1YNWDLhsiGx8hhJxFmZ8QU4gm3PG5oOA1nowQUnfQhmnnJNAslwP6irvuFSGvJrBtZNOKVBC42HHry+m6NucdreiApYPpu+Kt6LD1dKHJOr2BEv+ADK0fqbNJIAhqwiEN5MTjxucsKKgvGE0bqnUfYjPmUxC561591OwmRxF3xapb7SE0W8xABJMNWQwnMSO1bGXwWvBDxiKgCee9c2snxuTFyWiykkwBvHy2M9DWUVFCGz0Nk339HqOHYxtlzQPoKFbVHc4lVNptPIrhNwYxnPSyBgsZ6GZw1f35iA57UbohsTkJr36pnPW+0aQ0WZ/R6FPAP6qoE7/RrPgVGdCbILZE7dhK86Q0bxR8VBHmQsU51r1HOpefdd5SG+rtykXHH4rcdUDV72+IbyC9WIpSPERzL9cYgE3RraEqdOAhZb4qTEIaQ46yBDsBgjsho6N68AWp90ui5AEaSCbXfTEjCrDONRPMj/IJXK+iiKDyDpJcQPqgq6HyVvMZTaQZW9/JVC7/cy/5yYjBOZxwxexATH4IaurUHHRT9HiQ547KgZvR9UAeTtPaskTKwosF+9bnKpj9CrBU+l1kkbdMLGo+rpv+oC20GTUG8YumRc3PrPDHD6mojkZjchGvxKwzzyKpNTpdGl+s+DWpLzqDI4JwZewGunE1Q2znkiqEe01d/qLrd35IJWTQrf5LFBz2gIisXff8POTL9kZ1K9hFYHtbLLxPBeaAoW80oMWLPQPbAhTyfoAHf42x08A68jDyXgjETEKNPQdNHNfG/QEsyrgGFXs+J8Od0R51Gs0oqiuJzBrd3ymMm5pPpUMPcMP3TuLMdEhnv42mHZ2tNhyZtEfh0hFJlNaxXsIEiyiGULxX8J46MJgT9hBMCzgSORAxNo5ytssTjcDeRn0eJuhGtq8gwnE2ZAgxgoNy0Z5Sug9jR73RrJhAc9q6KW+8BHz8A3yBDR8h+FQiv9HoWLYy4bXCeP6RgrYDZycnbBOcDduMFnBnMBbbLJnggd/x4z2512GdWf56UKxQl+rs6j2ZSE5ec3nghaNOHfh2k6+EebGzfNG0TO3e6CUMj6JTe5Z3R8onK27HUnmGMJ/OKdWH3PMLQxrbTFr+UpT9BKiNcowfsH/pcSLBvbzRuCt+Im9+Sal3xMvxfctOTAGDbA9kbeL8cK5w9jxRER7treYU1sme5DLSJbQ0LhSj1PbS1bU0bqcSdpnAOy32milJVetlBubYW3DaLPp5OltUn3UCfsC0gUcQvdblXM+6NFRO5snRGlOkrOY82GP5ZyrVHY1Ku83HW5n6uheZRMo4NSZsauxAeyvYV6fzropHgCcS33iErFkJYEWoSzqVNbXR4le0bYyjDGrvSJg7EXAb7DoQ+4b0ossPvxlygiWRS/TREmnBljsaGx5ZJKVF0VYr6uB2CNMNVhR8O27mNTjnxXhNQg3vUqJ7TYRKDXcpmYnYoOvjk2xPAHcvxoJYorER/W1tjlJBptx4lmhdSHo/EXVCtNYhzpcGMwbZqeythbicBUTxNr9WskAkPpR2T5DBlg0bL5RkMpnRfr7Yf8f1uz6kGuWVZYC4gb9hCFeC6hNVEITHs9H0YMubVzqdjmayf5TobFBwr20dmd/hrTEo9rIOYA7mrBzx/4WSbbLk8mB7WTKR9bBI3kORrAG/Tip/yZVda04AYPMuB22B2J+coxh9BwdNjK0lyDuiWka06TDnenkMw4q1JVLMHStYYFjBY6YdPctxIYCQRqSxo6gmyUbOg43GBstsX7FutCmkGXdci5HYylzqW5QI0ZPoF8P/N9A488S1TsSBkBHM6TA6WTVy0cmXFggNsJMuwdNOdktMT6RlUYUyF/W3aLufc4j/Vy8PtUZgUm4Rrid5B6QhfVtUYf9BMvjkdRkbjc4hgY1RDPsoMH4/an4WMkA7Yzq+Gc2Osp9ZziExIE2QVovTWG7aHrwzPjk5AHQLLBw1UHtCnnwBRhMeL0MQcnPM/k8ev9RA/53/jaiztYZqA54Lu39g2mitF3lHg94bmJN8R0l+U6ArYpUHdDHKAT6MZpM2BvfNck0BY2OYk7sy5knaRsZEtZia9qyIDWiICNYMvxVtJ7tMJI2WVjPHDWZeuAiMF+2AbILHA3tRHYgeNZ/FQXrZAl1CZkMysXhhp0I0HoewfZ6mBMNGWUWtn3zn5rkqd8nkisGUB+qjCEJaDNY7nDtuSGNqEVLkfeewSkjOKNo+UrCeWxGNqjsWNilF1WYbk5OZf+K6Jn7XPEjawaNfCI15G99eMCPKhX7WMS0DNk26HTxUsQZHwDBQNh7WOHRH5iDlD3SNmn++ykYn/Bvt/WTeZRqQVDTJgVeo6VIk7P6BhfLFG10b0xv+eJUurLXa6XvirXSPEo5G+WKGTMhJOx51SMaKY7mD2IxbfE2myz4srKNerOnGxFp1si5w8o0REFKlzj0VJRnjJMQQE/5KDd1jOSj83dfv+pAKNl4Yd8I9J9beWVpE3AoqSeB8HQRXDapbtbm5C++7kWvR6gS9BZdOG/W3TxHm2nzR4LE/4GiMJXYt+vFksLzVZsOsxIpihvjOr2w1VA7HSOaqrA3YIwqeONfoW+DFzZBWm64IspUH4V7AOYkwRq9tWJ6U+sM+PVxo5UWJx+CTUi0dOAa2WbF7pBhliXMhpBVS00VwD2JeyPg06U02E4ZWZ/fZb3CVh9zn//co9ploeaDhSXIS2vi+/M2IVmxLQDy4IiDOlY+jdE8sG8JWuicdhWUCKhs5hV1GPawEcsVXLJCKcQI1s/qMC1dKsF22QpM0SFW2TyNZh+vl6LHMfqOKEYaWuerq8wQl9cCsV3x8bAwGlU7W0YX3/2Q7Felia4ZIOTp8719oLTmlUlBTd/Sr8frTQGejY0jocvIQmt5sW6+WMZL8hMHaxjUn4gWZVeLCg5iDmA98NlQam9R9lrsjFGxZibD13ALIKwvmWi9OOAVnvt9F3ybooni8Ie2NmMLJRXITFgzd0bu+e/fqyGMlpSTnjwG5e5li1b0B+cGAKCq2v4qCbtzEyPWrja2BX8Z7dH6BlSO68X3+mYienZkXUq0yRKLsFOh4rIlKuTxM/eDedSXLsiajgja4R3BlsQEbrcgKDczvdSKyikIhGkif3LNYjCbFMH2YYF3YVpzh9Pr5nROXx6fdIMwT14tXOi//jZk33T8wrwIMhF2Ct6bMr/xkMnKAF/27LKeSK5JLGmObvHIwJFG52V7FvA1vEEvqJrHo+/VuzEUHB5DrRK5ZtlbUCEV/GC437Ch43mat/RRhqBNxMZuQjx3bdmjKkFj7T6UD0LPmuL3zmzSaU3rLv+D6XR9SxbJLYg0A8wg8lb19hTk4RuM4km274CFEB9cSMco90WsAlaLbW2NykzHwFLr0Ygz5LC0jG4/7Yh8vhFw+YVosMJImO9Yr1mCKFGuG5LccuCRqyYcuOvS2KOFZ/mXsF2oH6p3GUemx7rxF0r3o1BOQqZAgcqEC/8AGwwfcE6LMWsenALM+HXE8mLHBCWPeiLxqvcWFMPgiY1FX4S0C64prVrVOcgBXDlI3VAITZ9fOl13ILvQU+LJh9JXSkMyxg1glnMqS7ueF9Juwzi7G4cUOfFngt5DxBe+KdKfJEryWwpfycRuYG2PseEyemRBCj06YcrelZmcnsnMzeLaGZrHZbhzXoh27BJ4PlC9gWvTxqzZJXTOjh7yKIUrysQ6cjIuJMY6B9WXKasr8Ylj3z2Bi2OCczgi4r4bPhN7x/GDcUe7qgEayfW888sA3x3sSmoxd6gCQlao8B/5QZu5oBuL3YtUt2v8qmGLBhH5cePjqOSmHdSuGZO4QbS8/vrVBze3JffcSRXsi81ldbA46jrdA+8XmJ1cGXg1WBYHmqK4iy0i+HDKFpMghvsFmVkJcO0qTk4PIQhZwXUJXZdBhKyZbUWGcmWW0K/nk4pdipErDRGqdlEV+CVClCtMmxYgsUPFFl19rRvysbTNeyUwhu2EoR5OVH2bIEoI4G18wDhPOPkpikYLkGzj0mXA5rcFogWcxHc+oMM7ZJ3rUDR5XYw+HuGjxrFcaJeVByAq+FGXK4BUwRxUMVwxmbMiHVnacZM1rTcF2Qg1rT1SEDSeH133bggjlzMnAybzKcHcCs1If5qhnaxQJCSpwc0LN+d92IpTtHFgv1jDXKvowchu8ZdACtlTaSPxszLshfQUaPpNHe2AmS/wrFbHjUeOCn+5Sf+v1+2b3iYJ2zEqEO+eaTAsQSsMX823D1MkMcvaFo0f5sTUvYWgDvYzJBBSORvfGHO80OpPBZr2weZ+cNW1hYOUzIc5T4fLaaICil7N0GkdDLi8GF44+GkwjYlTlZ1aOFdMY3YEL9RLBxmBVUeU5l4u15ARpIGK0GVQvE8udpPOHzflf04sUoInFcoPOB4wLtUS3JD/0R1UqfUc8+KuH835Z0VlbdXZEheOJFsGi+FuNzAtE0WaIO+1Q/J7lLP759wrVgYjR5ebqkLchm6PXgWvQzZlSO1T6n72WamgENCFiVctLXIsYZoZn5TcRD0yUYd/JUWSaozde+UDu76RttHEz3ox8/aRcV2x7zTGaZWHuo3Oqwn1VN5qGdiFcECn7Hb8TnlXrtVcrt4ks2WxRfSvQUGQn3y76d6cSxB6wOeaDGc8iLeQLlShZhBbHWlOIVNgCHUJqpRl5oWbkUMiN9jlJUuix4XqiXcj7K5kvOsotryIvaOfhN24dtDPHSbQOs7zFEzArMbq1q8xZO+QIHiZcoeXsfnW+PoL3y8k4ECqkXXsnx6ez+rre4MvHxtVhrHDQY4d5faHxwakdjQtBOZpyzYmjdNGa90SRAtInJs5NuYNfWXPKiBPYIS/avg7sWUJYrMGcZc5KJSIcCWMvFwU/nPleSrimO24vcKF50bSJF6j90Bhe8a2CSaPiVW5TMhXxWe4qUjIM0So+x7gXFyZW6KWU24SAuGIoMz6l/m8kZ81hw9AmfHXht3BEN5558WGN0Hon5HsCTvaqNFXrPUUDjV4M4gyeBCcb2Sddlbiq299ovNvEEjJ2Dm5ukqGG7l95u3/j3SvuBn0gFCV/5oXYAe7sVDzQQNhkkk154YDRZxV16VbFNPCFXhlbUf//7zm7r5h84v6512BZ2oeaQLRVKdzVktefYKOvmYWV0wRBjFrkjWeRBeZA58UOzD7K4zQm1oRHFw6oQWezUmi3op47+ZnSAdR5WarxZdspCz78DNfzoEuyzcme9T0232EqvyRlK2Ra6cLpJItBJlIefW3nh09OAc8AeA/+z3Voq5axbf270Hitu5fYLagUNWsj2caNxMW3eXB/jlznXQu1GRbCFrpgbiG5YWtIO/j0sQjnpxnu4kkY4Ol43JwhkOXKYDeonuA3I4x2FyVbV5NgrdOimI4qG58cqf0p0J+QGz7vmhHSgBcjrh9Vmk84PWC8SpYznJud/JAfBxRAke53IpPhIBcrX2egpuR41MlwO4QTN4QrZGIfil4KDBRZO0X9rTUDcqZN/KM6o+pzz0rn6LURS75XoRUFYwmLk9614NPcCnJC8NzRrM1NU+lMOgewQ9RgOqz+ruQDI7jxOjzT0BAGytjlhzkq03mofPIoq5u2q96d3MCDhxkvL0/ASgUQPsKL2m83+hiYws7nAfVze5F34ZVeg3QKXh4Bk++cBOQs5x+Bu/V1oPRi687JxSClo9a5+kbunegGHFhAzw1y0A3mmfTBeicSYhR0LvJp7kEnuc+Bzxv5KKse5UL0G3Z0tnQOXbPnT3cSOxn2jQJrJ7ZVkdhVi3GI0JriDJqB05h5U8HqlfX0tnXeDhB+qSJKAhUtazEgWxlZfe5vOZ3rMLIHuZ/YVhCs5qQUvw77Tpu1MjYpDVtksnPz7HW/Pyj4brODmVWUDowp5bM313IYn//63pHrnZErWgeAF8+4VpcKqoNHO7hRLiZjvd1Z5EYyk5GDfPHjgKq/ZbCp/hwd/B3X77qT2ulclD3BMRuDF7IOCpG/QvMbpQrofJrDiChdjKngc2APIWYiLnW4vAnyUYJJaYO4q7Is1cVEjg2Go+JECpYHQjk17O5M25F7MqUixW+/SElI6GmkFOTwtifvt9WWlc6uwu1VeT9RTpLcDuKuA6XpViLU/Pmw6xEbXZSRiSolyFy/lkbB8kN5S3iP5KE7GoP3JfMvC52dwcnxBca74lm05c5G4MweKxRwdS+tvMMEJaNczwtmLGjusxy34yt6ftRhqMFIfiYki3KkcOL0VjTfJNA0QgI5dni9EJYTgcrSENVsYBflWgOPNwHfk/v+qTNSOmoJMYlWGq5HJmcUvwjWgiaZqTw6vMYO3KsomNyWRXkHHtnKQ41RYYkpWM/SyGVZXkUmXZS3PfjjCZt2cnfGmetLyA8IEYHWjJjCnoJr4iSHOe8DrB0cNpkzmGK4AVfhiSormDCNnSeDj3rnt1izK6E3JafzSPi27kjx/3352Bh0o49grgJK9RdUv+MWHF6srZ7GK5K+CeHth7UWCaqNDOWrPPhNvmNNiHtiuj5fwEOF79Shq6GkOpKznPbZ+arJb3JjQ/ksNYV61TKKJHLkzuuvnPzjpFG5Yq+1v2VCKwCqfBkp0fMv+Qtn/xPXBapWhtFrvUDQbBGa5FG08uMqR9wMxIzQ4C3guyvliViwaojQsvNLm2wh/D8j0RxUBJoi0igrKSNFaTHqbessPaXVAemJre/rKkjrxF1eoDvJSGiiXBlLC/aFzG+15khkB65FkV+uE55RZCA+1wDkJsitRI+yBNOD2CZ2lXly5vWzqIrErNipkUYzSmqZyjCBWXuMmmIb7B8XH5RZ8qRcNJ4dzrGTMYqK1ToyVsYZCrKj+qo4pbu+/9/rTipYrg3TmbwKf2cxnPIbk7Y0H/eyrld+kWCEE9sEMfyVZDYiGg3DPhqRk1hK8I1P7Bv0KAy7bU80pCpT7XQ5yXtyOfUiWJCRXPPEJGkPQaQxWzDTcNn57VQ8JsEgcuflXjMGE4ZuxN6J+1wIsNEtMXNkq7nJtglqNffydOSY2OFsHbRrNTCP0hXp7LyXMyuvmLx/ij1Yf347QeF6lRgTKnxu8qkDKohC09AnyBhIFN1cqCA1lpnmejBg4C/HxQl27izzW7YHQsfYuOXAujKHVCVrVrCKNGy+UIGwmk/0vkJ+6uNx215Nypa8FMbUIgsVy6GmMVEwxL4l4s4Kpl/f3BjWmQkqwRyfuhFnernTM6pT7U24bcG0MtmfhmqjDWWEcIsRlMP2sz/5HlazKkv8CixtuUxvaC/dD9rxCKw1JoM7JtGKMKqtbLo+tsncAu+Pyn8CeoNNErbK5Bn9N0RL7p2j5pdklniz93VACdBpUrR8AG1OmzdTJ2aCSbENfb6RU+iuZRAbG0jN+8XuxTOuuVDERLn56H+qw/FODMWige44jdf6PpkTUUM2xRNGGMTNewQMcGJJFbc1GaqwvdyLBr//sTSAIckgeZBsWbV46hcuFZoVDR5PzvxgXFIH+t/YuH8tme0nsiAXfTuJqeV5JxuZZUz7ntUFqyldVxErhuzJH2/jfzOxPtkM2laK7pRZcHsmLZNf1t5BVuJ22XGVLRDFkeFA6KMypzQ7Z5GBGXuW0/szeUQJy7MfIIa6rELaaBIMvdGYqAq/0kiVBTs+cdkryUCKdaoJD2TF42VBi+mgW+VFScfYmU0JVaZMcgZd6/MPuznfL/4kMPvO7EXM2L2TAzROmkTN3EfSJTFJbLnO7xRx5adS62+/fteHlNuf2LWa1InzpCLZA8O3pMv5A75IE3zrDBWsAR/1IhlW7rSM+lv+bJpngFmWh8Cyss5rEK/vjEwyDojg0gdvWRj5YwtMy28BNqQr+W71wkSiNtB+lthvV0QUFvym9gEJswcpcx0CSfKsd2huNefKstkp3ltV5umUhifKw2sC8Vo6iHZ/0qIgk21ZaFYoYlU3DUNdKYAzV7RzET6gcfREdCDXp7RW8OUTeN4B/qqMGR5V2QrAB5GQ+arTBuBVQuvMqz7XXWebobzNwKJcxttcFlMiZDPGlXyVRmsN5obOE90aXQULoce+utIN9p3RoGeZwV7nOpgqf6Oehc6ae0lZHtU9/5teYk+yYLN2oLmj+400rc5IjMvKhIgY0Gr++RofVSFm0LJmFfHmGDuiV0FSLBhpsZ7QDbFHuUnMJ6w5ArG64fvC0aLU+Dqnr4C4S/amULlTHaQ8EZ8IY2hRz8ilhajxovyy6PTSK+9nQYzcL5J38ORbBhKt5reaIF5sMpfSZpDQwb8Yc7IsnuqdESZiZUb6yE9WYjHOZFa5mCrkVvob7es5K6Ar2F0LA8lXMDg5I5EvINsnN7Bct5/bRlpCOB6VzFQg30YSpBmbCN2KLt/7i4lj/ed68JFlLt1LLN21fi9ZvpvhCneyaUHf47owApkbfn/h0ieqG7rY3oOtgO+c/G/WYhQpw1+pLnpSazW88RHJnY6n4Nx1qG31jDwTTuVkFI3JL+hRySOZzA7uddCHrCBJcbRnFYhjVIGtD7ZU7lFu69+50bxr/+tb3fA8K3XYhOTFNrw6IknoE/TEXOBc44UNcr7zHBe0IouIJpHK/LPYjswytP3cWsOf5PnnBePffv2uD6nw6oIayiYd7wl3Aw/iDiaGS3H+pycyKx9lzLXQV2VwfG67upGaHEh1BhjTBTHFU5HoZAbOA7OO6otoL2SenNSm8/0cjFELCW78VvZt0rh4axAOj8uQELYbniy2DsUItA30upGzGuRfEaR9MKNV0FupLBkjOXWrRFuoiHA63Rvdk0ZD/cYCYiS4Y804Unh42dB0UTpf2ZyK9yCAFxtvyN5r6JvOL33yhyGkGjLru4km5M2++qIfVN5+4iRbgMpf1X0FjMFhIOrcPgsz9zqcQpU44DvAduP9GzODjcRmsnvlur4C2tzZZb3g9yDPmpGccVYwSSicF+mBd4XjjRQtOu08S5vx5ouI4myyITNQ3dltR6XRpQjMnQrvi9OJqAM6RhAetLjqHRFFrBwVtqx8rDRlk2L1SQZ2KjMHmxvPWU4dxERDmK/BiMIp0x7cDFQV4yDfhXwvsZ345GYwtL6CA18QuH5B58GvvEgviyDXg1cD8sYmPGVDtwch0ByO9ydow33SPGlb8odMJGreURYmMGLSJPnqBz3qrCKTfVQSbRuwXVnOLHswdEHtKH7JigcXDq/N8/b5Ay6MAPVil8WckDtbbOXxSBnNzpVoskkZtr69K3KW3dadiZhy+iRG9YuVwcaalH6vdTEHI5Ppge4b9zxLSXeWsMO0l5ZIIK9gxs2Vk3Mmv2SUCBtjkBQ4n9U16k2zi8Z3/H5xnycRMO8A7oK2+EKyIaps8QUmjAHX/YK+DH69AlaPrWNhvKnBigw5PGkqiB+ECM4F7uhdEDMJ+XK0KXoIZEF1V5agGykrTfIiODmJQuwVHroz+VomtK/Bj6NgA+6bXeFeGTpZPgEML1PvTx69noLF8hWcifvGa6wgxJHsCdJu3ITLIbZiXUX/WIXEX3b9rg8pkJpVSHVQ06RWcKvOpUlW4BZlr6N94ztgWlqBJg2PYuop0LJewAtFI9FWOULdBdPEc5LWQGoYKrEx714QHspsjTzAj8Gnf4po8jEhsvN9aSReBCIbaTsfUZ1AVdSGDsOtkSiijW+y4zNxqbgMbW/Le86Y40a83Ls3wLrhllySTJt0Hfio2BCjDG9vafzJNhQYzQneK+Jd5aeDu31QBjTFPDyn8/8QqbROktQihwxLRpMaCtuzOsmRNDVevhPtgoehWy3v09dGJ4aIcvogLPFwZDbyUXqz64ZJ552iap9ZmgvRJHgvQXF+jlY29r1B63yXd4ae1cWZkPOjIhMcxJPWVsX4fQM3eiYmQacj88KykktpQWvGN5xDFLhhH7gJ3pUEQo0mN6TQc5aAE+UOq+rcFZUsEbQ0LMBbMKSgMlkwsq33JDNo42RKIiNo+VGuH7rRZ40WG4IcVEK0lsHw3r+DXfyJQHF2VZATl5IBRCqDCf7O0RtD4bF9oLHc6rIstn6Thu0VHa6aPBqoGS6T71gF3YXQEC5RgmoQ5no2GnBYOdOPXt6Jt1e0zU2FdapRuUIEfSut29GKSGI2cRyTcibZEHatof7VykX8Ow3Nuv9tt7L4agKSaIOme6Ef6/5ghpohUFZBPmgtCRWiKeXVl5yiP7kKwGIV8Ceg2Q1arMOPoNY/BVleWgfyLsmx5oyfOENIx+W1fpbc/g2RdaCbIi7cFeOM9OBjuxkGlx40By6pHMkIeFS32Xqt0eyyROMlNEpN4jZClE4vIbxQyIiXcFmy7rMGpNahofknQJbGr1izbcCx5sYtgl2gm7ArfFFj5PwRaHhg1XUWCw3iWveamvvLF3a1YmY2weKg22MV8Z8S+b/7+t0fUuGTSMVH0GfQVDCclhUS6FmVm6vic/KkYgAsjdNfNazmqgrDBuWr7CQ3U5zBk8Dq2A+pIDxxRLNeFk5MahCyu7M55CgFN0A8EttLe/FcGGyQdC5ELvZs5F6tP1qbr4piLZjpzBwFwOUD0vFxEZHM8AXlCaNAcMzP+nkKzZUtA/maZXWzQWRV9jpvnB2G4zkJr7Rej+qoVMtmynPQ2ZGEN6mhdACRDSirJ/cl2sugc2AmVXbpBvMFt69DF3YM9FdAOEiOLmgmnb0MQ30wIzExWi8x8p87nnmU9mj2izcpJ4jhk9cdC040Ug9S9tpo9g33q2AR4HavQ2pZnhYVfIA42Tcuv9ia82VuRFTa7YxE9Zcyz13arHLybIQLjzchbGMT4ZZZoocInBtPKuUqFtafysiKrXiQnDgeNffrlqg6HFV03TN5a4HFBVow1g0Q20IOjEEhBBFJ/wLgRBYRhbjpWx0IUEPzcxZB8fugouZJpCmxJV1zzUgFsRudOxKl/dmeF6EBfStT3+UxqQqxkEsGzJFkA0d/uNIriQm80Us/ldDtuSj98DHKL9O8ZqBuRTKZM9g+3SDSkSwUI8T5YhCatNtXF1bVvkdJq91yobpalH6hwiITQnYynMIdQDPYPeFh9V70n++byIPWpCQXtn4h1/1sMJtyZdKzVAilwV0zbLmgH/XBslKlc6UvZCStFaMQYIxArurIZ1z4n/UZO6DXxTHLrigS0stImPUd4q7OfPlR1CO/WbRxhTVni2c5wVcWli/j5IF2hbZIHGG8pHP2QisCaNK5HaZbSR4z2fTBi8mVweuT0NSVOGoPG1nM6zHK5ScjifnC/fzxTk6Ov2iX/50fUgEbdFuV/Wyl1/BesEMaD3ZUpF7MbXI3KyNEWWO7rlyquOoisNXDSkDGE/goQdxmmDg9XkgUYbn8uIpVc5jhaUR0iH1Rr418T7jLKujjs8GVLOdoV26cdvblGDErr0lvKqA1SHMu7SDvy528tA2CoLnDfcAV3EhFkVNJuWGNj3TyXaty6Y2pFe0ROKZRgmVquEwKog9Uk02U+9VWaujkyr1yszYr2Ew2tqOqaRKsJRon3m5GdFygrakWqfAaFRWxOcFv7Fn09bklrkYs6O1t1iwgM4gRqCb38ahMJooxtiNsA05Jzp6lB8lAeSHp7AZWnkfMs+I+lK9sYrRMRCddPxDeECp40VOJaxAqfHjyx7x5xUkelf0c/htf8IqH8KIMz3ESEVzvjoybK6jdeiqNL8Byh6bCCoOCXEPKULayFLX0ayR7TDITGeMTVOK7w0drBWuLoJroazJMiWY8nkLEXjqqU0i03FfiAdkZdy7mp/DcYYtBwxjaidk4cWIGfWwQe+VzbU56cKbg1mpIf86ChAe8iVfCLuV8/8mVubMkGnmtKHipcEvfyznlFQNs52E74cH9DsGGiJGtQjRNanSGCWIbtzvKhnrj5gNtTrbGO4adW3kxOvyiD75Yw2zy1Fmzj4S8Z6UMCIxQzlS6lItJ48mNVOTINHh1fiX44kLfNjY2LCd7PjF/kH4vWWZUcThhOwP2ndfz4I+sDCbZkdbWPvyBSh30w29SHmUEm8nbvWH6ZNOtCscBkoN9ueiDoJvxLkLv1cXFFJ7PjS6Jtr1qVNXlDFKFwSTWfleFZHsqzMXIfNXMtWFIS/bta2k4h9asUBT2So7Iu4rpkSv6wzqnTuSroqqQhfZk/iRhyQj0fqIYWxYCYXSatireP6uJH334+Rft8r/zQwr0boQ00EFDaPqNbknflJDJi6Kc70A/Yc5kYIiWXqotAisR0BTZrxqwayP4DVTp2hDpNCntQ1LYcy+lMPCGtyyToHTIsbqctnhVQfu0F1Hovf7YiAlyVGbVZ/Prity9fKOD0sqogyVKwY6XVJfRdEdtOWBYI+iENF5cqDjbLmAPmnV4D2xOZq8OLCWZMulAi1wHwQttVdlpTnbRsl/KixSFO0oDpR+M6cu5uSHRaa2R0yFvImHmqE3bi86+Ty/LJoeLyTuBX5WyuuuNyMYJWMChBb9WguerGHayf3IJS+cUHcTZtnKaiIQuyhWy4heMhtLsQfRvDFOmJk0LWW36sYAZR+UqXUcErdfon63TRmUVQ+e3sUMXmihtUVaQzoMvOIqvokc0mPJR8PEip5jdQDFDuxZsmVRkiK34ipmNkVYMRUl2aeVlGEGTHdVykNfPNNoIXh9LZElpoppURpXkKPFzsuQYxvcLrg4TR0bCPpc+DiJuVE/8legNu1tpYaLewVcI5+qE7j8LS5y9mGJ1Ti22GQJagXmZHS6IEBqK+uQVN07We6ODNOf2EiwnRcfmSkKdC+VoV7ESBd4sa3Dv8NDPOcpGxIuPCFKNi17hgFbzTkLYRehiKM5NQ5vj/cKkodKXwfDJCbwHzHlzU5/zf8+TzxGzbYLerHypWppcJ3EOIibjCJQPho8fao291VruCNoneA3a/shJ48UdpcEMmUQ4Vyqtlc3WvBriyYwKtunsvMYgTWjNf8CiTwGzA1ovFCI3lDeg49+rMJZWM3i0I1pCYZuVVWX6XFV5kpdTwHIVECqKilZIZyT27mCdkQXlYjWX3VqtG1sxJQMBaQRByGSq/tBLAoh10P+/6KQgcWJmQSp9MDIYEUyPIlDZB4Oo1nYpsXNziIaIV+UaAwL6HTxOeOT8SUXJycyLeV7cUQ2wiNBbZaI8npONm7iSkxWNnKXg7gtqGhG4PatSCdDRfjgqRD8Xc+anRqQvrVf9YEfetCyRMB7U3q8d7vwGJG/PAuK6TAxnZuJTuYbAPIkxSjxJQXWbSdmxRM18htW9qYy2JKUjbEQKG6V7qbC9ddNnEUB0Jl0OpigjTqLB1Yu+zAGfwuXEMaPMbxXsK2w7WGzMTsWC5Cw4D7j/TFvCAPcbNq/05a0G40pDvZTz2moMGflExonEVrYxXYkWP3wNLY2MN14JI5LJF6C6gHgakMQQdjpEw8NRjdoAJDAviCY+saxwrppg0ncrilurrDCTxdTirPeTsqgZkgx3Ps1pJRKTjbtVhXnIp0Uu5AG4cHGgjwcdY7ZJ5s/3+3PZJ5XALClYOF9s8hDBSZomdhhbr6IsjmSOwNQL8gt46eoQzBgaiCp9VRVVPilpVcAclKtJznqnlNIKkkm2RAliHrxpIkcwaNw9UQ8kO5/mSXtFVpMiCJPDGgeVWl0xKMHHrWTsKMLrrk4h5MHpdZ+ULGlBJDGClkW73vMXpGeFXgoMnxRf5YFKILczbBZrN4Ps8tNvLqGO28nuk/ASL4QqIfq5n5enwrGV2/qz0eWTj7vszrYsETLPiqwZs0g2WoXuku7zFgWfSoJI0PsoI0QusA0xA8vygkhlXsk4g32rrKczIL2Sei1Xxpt9B+0LsIPMo9xaoiDi3idnXKR25PlHzMrKaLdKB6vOLDCpdSCUc+cUaH7Rf6i+X7BGBZAMPog3R4/llZiOe5LPrHcLqSJZJ+WT+Xdfv+tDSg3QwPYAnHtIzWu0EnNN4JcBGkEXGFKV+q8i6B8GdwY7FYYnTRmUTuUlgnZFtl8R6lB4qqFbx7Ra5hAlDHSUALf15RS82WJn7cQmPKSGrDpPhMTswdBO7tVlHQ5ttE8ecS2WzymuQrNge6/PrwIfnzjuWAP6Cd9HL/NGCdKC3Tp5LBukdEKSqwWPX5Vmwj0F/AGtEZbknCX2y3pv9CjVyrTgbFk02OVMoCqYGJpW7Ga9aVujfPOE7l8LJroU5aRGw/CujfAg0/C7cZ/ClBd+C42NfXW30eBtU5ReO+CETGdS1kxzztK160XaQYgRAw7f2dpJKDjfYH6weaKjElHKFmuCftDWXF35Tm8N1JDzpmkS2Rgt2CVRHcuR4TvyNov23JTZ7s/xOCV/EPwuhwi5xzrI+tp8jd6q91ARxOowMEq0jCgji7TRDE4c2UGa0MajYmjyO/kxOVsvA9i2EVrR8fvqa0Qat7+YrWZUVwjj8RV4MDPZL5CzMr+4grCNqYEKmG70sQMlADbyx7BJpTLa9CgijWNMlKCgRlD8a5nyCorIWznMy8m8J3Ib23ZW+mtvdWA+jUSZY3JsUqJRgY85ObsTD0PuOhqdA9eG55fqjLZEshwonEHIoEDBHRFh5IXw4tKbyDK+vRzqGD+w+EZ4lIBfSxhreyL+5I3kocqe9XlsV87lG9yPL8QpZOwkO24PoDzwXIO8nOt1FTTPV0jQS8snU18YNRfqEuw/bNM6T4IPTcIgZSNDeF0NGxumZWAdL2dL6mD3RKzxJIgLZugqZx3XQL4aKcFuIPniIY+ioHslgKs4HM4cgZoTefPxEfSU8ihdIuNPafSIRc7A0X1bZBlhuHNsWXoXESTrfshu8O7Ms+bA2hQ5lPwu2GxofZGSq3y6gf9d+/xf9Lv+f/QyX2yV8XPI2BU2cb7cHRp8oxyqzlYCstDkO8H1rREG763TRUnfMIXDOtZbOU3It2U4CsFY+hch+wauqMOJIZq0KaBPxpxECEMFaVqbgpaPYLG+XlXdneUROB0mJ13KxFRGcrAX3CfClMGcsnBnweOitcbW4yc7ZlxkwJSGzAdB0M7JPAZIL0aQwPxjst2TboLIO6ICVrMZk0n5cDfax8rY8j/j3wSIdLQJvgmBciVIOOYnvyq0UK78qG5yMQqXaTSxCnWRtnASAZK9KchN20rLkip8o6M/3FoLqojxQlN5UC5hvzCRuNg0MDOmCecUtAlmxaTVWA7Ni7RgrWFah5YCYcbQrMNapBaVChKde9y4UzMRUbhBtRd2P1bQJmV5Ze2t4luowwUpNwmoP2+ui3CyLLPawWyzosbtgfSKOYgAyZ15J8ON7Xb6Gl9LOHlVx29L43IJuHyU5Y8rvD2RYyPkwLsS4x046bpzkgyTZTqeiBczUYAZhkrn6L02y13pvTMGgNQzjNJ9SYPJk2pzl53s94Y8CgrtXt8xE87jwMLI+wk0bi9U4fmRdJ00EfKV+Bn0DdTKS4+rMpdoRudG4gV854rAzkA413ooRwshuGUQUnKIxNjmxZZaZq4L3v4ig5ZC8yr0ulsFRl4g8c6ZVGfSWq3VqngQYIwX3YTEMGnsdqEHqAePURpDRDBuJH9ba6qic3orJoMcinnFdwj1mT6o+q9POHz9giTFfBBylgNMzwInRiuR9SArFqeVPtAINILrNWi9MTyQDG7uSurlBGtEy7IpqiVderHHzt2Nu5ezS2qDw0qvsH+UnyWdPU9SDnxPnlJvQNNCNkp52cmrRiMiG2gQ0xf0HBXTE7Ic/quj/Euu3/Uh9cNnKqBp1FylC3MOPkwQF56Ut2/PwKKT7Unazhdxtuika3lV7BeR8AonRp1+fQTeCmY7Z6nPZxZFmBVi5hnEI7glEPMf4XLbPPHbcYSWpcfQLvQOTlXiBQJFBRdukF+FtOCywa2PNZNSgskVBy1rY3d3rpl0g69sNQjF2OPXYtbsD5xODqPhbBgM4ZTk5sCttGP4gPssiG/ZEhVf8Vrj28bX2dB8khZ0FaZCu4MnJfrDkvsOpr6BOp2JpZceLes8ytbQ6HSFjBOmYxQNfIRwSecjnKEb3EmEMW2D4w1EedDYRPnChHjjjUclCk+4PAj3CuHDaVHSAEfWFprsVo3qTMfuB5cmkwPLgOlsreBD4mDr4O2mlCYVBT6mk7M6zk9LpVDIbgwJTH+D6ewsYWUmI19rjjh45U+rqn0m9JvMDckdOT7oWyKpRfaIgaawPy9I44XiCAcbRskmcmqJauOu9zEfRBd4XeT7hBy4J+qtJBgJR89yUunVtacn6VnebE0ZfDCO2tHHGUz3KjS+QKbgozO/wlvU7FIYvO1UNZCTvJNMZXjFpTwQjheYdfK4sTY5VsVnVs9k02I6ohC9ILvNGuqJTmguTPs0P36w25PxRUkTvtqG7fD0MgeODOjCWH3eQyhtlIFErZXWhU4SdtK2Wle6/3SjSCAfRo/6nLs7mBCm2CwL4oMXsr3o0WrzUfA+CIo9SLTC4gF00rpwBcRejiCXwGvbinClzmeg56QOHhIkk9Ef+CPQNipBYTsq924mMEp+IHt9B4SQhb70nTkrgTsW0ePzXZYUNIovG1Hvr0XCx8Dvs0YQmTxpfBnJwzs2yk7swnn3Vu/dnZwJ7+OJXMdizL7K9DYnkYPIwW41tPCF6gWJRQ2Fw6zGLH/B9bv27muqzDA2LRbPzHrx3d9IXrSIihz49OvqyphRzDypl6ppLcJmWeSX9qz5xj2RvBGD1jeuGOhYGuk0TJPMjvdG3u8AHLozBCIKJjJT4gjyvWKqp0YxYwLCY0VgFzVVcFS+Mjlp3XHraExsekW3Z9GxZ4dAYeU9OQIHtHuHLKPV6tGstEv+jWUDW+SHlW2l2lAxZgxk38h5ln+hCuZKA0w6dwqTF7sIm+28R/luMYXYSumesaDX/Ym+yr7llKJsS3daCLcIHArvi2GYG8ms2PkiaTKlL+ejgbNVvLzUXG+n7Ft3KT/nEEPVSgeCL2kBnLtgN1gL7tnINpDeyY/V/ayO5cnGaxmhanuQVqa03bX0cLqR7YD7NxDl2YXLvVw2IkCMnp9OkXDYV05+q/zJMt1GtwYz1zy0DEjfmuLZOf0qggaBoqR0minmZ8WRJ/VhM+j5ldQBNrA9Cf/CeF11R1on5liUEsFbuY9oVhrtzCR1w+OupOO2gZ60IdACn4FSEgndkkqUz5q5ZiMEuCve3HwweaHaeUunZvLCQ5OXb7zJyUcWZZsEy51blCaBy0WL6goqAtrIxyCvDXPnUwZsBIKRWkLfO5aJ82HEa2Ae9NboFny/hcgd9AOxZ9HpX9/pStldWVXt27DywrSOthO/EqWza/LKKLshDVKU4A3lhBUC+Yvf/ImNlkpwkaak/zzYdumEBa0bt9z0VzFlTYqdewaAIvoLGd9AAuXgyOCjB5gh51jyDkUksK0QlZkCmRySXFku7C4Tb7Mg0w8rAXbchRTQGFKO9TonEo53w2Z5Yt58tnCKNMX8QeSJMMgNMo1NnLuDfNRkNFJ+EIZ2r/y5FsKLpHUjU3EV2j1w2SA6nd8QgUsEdK9iOIMHWjID4HHAx93JGH+/vftmCDtO5k6nqJHXAM+Jk1z8ZB5FkxL7ZgksVTdC2tpg7ZOdWdYnebKnU4h/Z+aoIDIpMWhNwCr/db+LPdVU8bg4fHAsU0gXyNeGaaISZcglzx/DTKRGjYUpNGY6shkZib0mcZfKWzaBQ3At4aXY5yi7/pJ27mRebEJNKATa1sheHU40q9+csYR4QkbNG8idvE66N7Zm4IJr9XnOhfNCUVyS73KteUq5Cezjxw1GHNp5sZG4BE8RUK8cH5fK3/mYILLmVI60RE3ZN4VN2cTZtGY/D1UuLZeMDsQhpARD3lGZpUPymsORtdlMEu5y0nCK7NEm9LNYb4d8mtQ+uEvCi6E89EVeQQ/Bsp5Oyiiiy4Jd77uIGhoHhzx4yBuuncZGNog84ajbPJYp7ZYT2wWVVkQJlDHh1ovPCBeAzcp2y+fN+UnwaQos5wf5Bnkxh5Mfyrgu4MYMYhrWG6I7Ri8IN6sJP8PhAJcl6MRhvhcDVZKmgYnRN0NU8Gv9wRDGleTM2u3zG+nvlTYNYIOQXBCOMzxAL+6syU9IxdUYJ81uHp9zuB4lyHbYU9b7F2V/RP4QOYc6KQUvQ9Z4LGYlPgsM33mNmv92KSITOYnXqyByM5rWDFDnQZkYTYwX5a1U8P0rJp9wZgplVG0v8EbcH+S8+FMm5IVz0nn8jQMKIETAE503MowhHZXgsupm1g0rqItYr9NgMMA7nDcPc4QO0skU8lLuEOhW0J42oGKENtkrX+5PExk3ySj0nHKE4ThIv/HMIn/MyaPttPZzz0GUZkHI9+o0EeIuu7VrQF6GtLey0FLhsSkRwo3hUsepaSIxKvJnDg5pbBp80d9INqIthWNefAaXDY5qGrpwzVZd519w/b47Kar7lL7VA9sgrg4obHcNxJ3qgDavDiZAtnIyT19V26fgkdLvPDR5BeS2s8WNN2HegeS2Bulepb93zCuqfBKkFlNKgFBD2CBuhCJXVBVj8LVCCBnLs48Vu4AwbaKZzNzIXCenFJ3zyY2J8s0fwHvNvGYZvDYJ7k9CIiB7Jz3QhYdG2UXTTGo4Oj/5SzWQ7eyoBW7GvEu/oHux+HYVLheeEbzS6M2wTYiPm0nRnA9RmsJFLE+/GuCbLs5FSSvYB9wC21EJ23O+oXLXd12sqqTo/LEJ7oK2clXuI7mYC+8vVT0Ix7JftOgkA+UoQrFkWROGLOHAmteasnlyi6IqEJUeKgj9mcyPeiIutQmLCG/Z+M7EUOyR3K+lg1ozBMmaMRRhqxVdVxWfA6JCTXI9f90aOcpT/U6jS2fmTT4CuSBNCv9pB+JjkWIE7VHdzSghUMmShWv5UeadS5tV84Loja7BOXKJWyslNl34wsaLq/wRezCnkC2WUDvZV2+jukJFJwQHu11c0XkcE3klg43JKMq3Cj4cE4EjyXPNPXLHuTms4L0ZoLRyRBcjyuKdpg2kM/VcPpBLNEwnpRigSmmDRsQ6yIp1IdaJ+aI9lTxL9Cp9I++kSSf6B3HDrn11N2vNa0Fs+w7XJZXcPQpGywUdfppRdDMSZ2b5mx2SZR1EEI+NPmfZAx1CvqLmwRl46yAnRHnvbQjyqMDA91R0RHUsK61hk5qxujtb9mI0sgqL9iDGCzOt+qEfcL8gs+QMIryFl7Fw7xw+uWXF/OQnIxTWbSv7zgXHlYGurA1EqrBW0ChPSA/nl27l1amTK/gxtjCBttfavU4Be9RhlgMPZ9MG/cnIb7yp8jrBzcH/nrugJ8AanB5Hg6F0Dja2kuePyeYT7DP/pyyIjivYs6o62xf9k4K/YnVgoSD3zW4wW73Iyo0y0abYLYjfBZ9g2NE/ST3EgnEyTg5NKvhO6Ts8COzba0WdbwiNYGNQjCWyMUJJGVhvmHQ031BublG+eSC8gL0qXQSNZEbnQNhsUZKvAVPZTFfujtQLf5VTdii49vLHwxg6uHwQ82SpXcpIdNYwVbIztXrLaMLrHFyWxEOQrROZfGSsw6LmCwApQrZW8fHZuErnyvmxEj3zndzX70PZioRcbhDDwN5o2wvTwKUqf7Ne7KtHER1uSzxq1nNrcumLoizwwyXLda+4C8BSGEox3Hz+OByRxvFRsXPlmpBkq+H62RrREyc4X1BxG1IH0vP44b9IN7Z7Yh7EGHxGoRid1gGdqM9y7mJBYXmyo/BSHtGRaAjJnieP2PjalWBnDCHGRNcBFcBFw+ioG22RNjZZ1HBNrusBkQgPmuxs0hGDb3kxtTRrdwK7oGO5gJpxzc6cnZFlIFtjmpPLE3rwupIPkkmw0clQLDeqMzngtRNAM2NalULDa71hUodAlDmyrCq/pSBcqCe7dKxVQB66Im2oz3FHlKtDGhIOYthmmAnHRxE39uzgX0lLZn7QRnntDsZSDDv0jRZKy8a4AUm6UiQDbvpWj3UDejMyDoINsqPt4ETXSgdeN6NVwZYz6AZp1a0yR7F/5ETo3AT3C+ZlcEvNI7UBjj2o2JbpmDSyT0JrjsfDmHESW81CZU+4P36Q5IoY5nxTq5+NwWCriJQQjoewS62vdGXPHb1smWhU9y59YbWZRDT6rJiT6Tdpzm/uzM25Yh0erQokb8uq7GqoJBYnEheI03qFyrq+o5F89yzQ78+tqP6W63d9SMkaxEZOzjPI3HG9mP2dTyHDjAWbANAo2Z5wZoL9gs86/ZNY8dvQcqet4ek9BPswrBjGRVePcmVIQHwAN09uHh9FLZa2wS6YNpCjfMgw8oSdhnIsCfEsn7F28WjFTGw2l3M1+CidDnoSW312kc7eO7IXiQKlbPntgdHQSOAJtrHJgaAct7JtS42u9e9kFkSSdEyLEVdlKquTKdvYpoA3Mi7EjJPBnKUtkQBZiZuK8bba99G0ND4IKXsBayJsLsgHbGX2wgdL4nqVR2CBMCdJbW6PBnKf5KutvA5DDy/rqwB9h/ROnlVt41/RBrKIJJYPSOGeWZBXq/5j4NVxzBdYaT9SktwHv2mWNx43jWAPJ+PiD3Kzhf2o7bcWqNVnb99PZDo8Ekapo1rrpEp5qfFi2mRKgjV8Edgllef6fddyK79wchtk2xgTQp3fMtn7T8BjjTXXIhhIXOXYTkGplhXFAI3kff3Gk+HBFc7TpOymbAMpH7iMKq2q279hq5kXLui207JhvcOzowSan/5Bg1su2I2Umr1ueeJcpeWey2FAqGTl+8+NrkDCK8BP4NwGocneDqY6mck7TrarNPO2I3JgKgxL2raga51lLpvwfaV1C0H4bwh18FwJty66dhTUKnEjm2D9E7WuLiE2AQ5SjVlpN3hWDLv4zhsX2S9kkxJcf16v6lT000ZtJnfT8sSUQgd0PX2ROmhUnC8cEJNmwhyganzpO84oITH13upLUBfkTtp8sL8KGUHr/ZdsyAolQuo+71bC6MR5fSQXN7ElYlARnFo+lxZAkp9wjJSr0+zFAPyURR1R75fI4nVJjSR0CHEXGuTr1yTLhmsOymT4VMIMJeldfowK/q7r931IhZXmdn6adJ5E3PRZVSqt4pMjL/oTfu2OIQUticB8h+aofaUh7NSNG9uysaGVOC6jVPNmPFAiCgzYj07bdkKF9wvm1Mr8nTeMIL9MLk6G1ObDBt9lLkr4Rt8qxVP9U8thZV2kjkhizy/MLehtLFruVnk3EuRdG0NbOVieH7xLZSahJ9Yr8sAjQSa5fSE2CNlKc7SYazCZYSUWjrX5tVL/TIFHdHwMDJh+YtbAaxGmKZF1py7T0jiJwjRkVF5Nz8mYUQnHMspA1ovawR7k1jnkKH0FVYkGvzDduaU6ytsHvgAovxv3rINAkHLTANwa0i7UN1rTWpRcP3KDZBpxGnJ0DtPKA7Oi9i/Ejs8g4krAMtJ+4dZi4v+vCcMfJcAUrwPEB7EYhClU+/K2Vt70uk+xVG+R2JAFM9+MuYqG0Razrw6pJOEy/irKzPeSgTbjGudiXgmqwnbAIX9dQYP25JWdaDUgT90YT/Bxc+zlmagk5CA9Oe8k+oH6RHRHfCemMRn0tQkyqfj5mMS8K/ZhTkghRhIy6uBoxRJr94aPovvP3JFPRtkChPKhZO84Azx5UhtsQ+odTcoVP5Jz3rgZfXXYMYOIAbEVI0yo+c2aZekU5HUTUd6UpK/4ctiiM/NA2MGTvW2w7RVr4Y0xDu65fCs3r+80nbBk3GXcuvOs0vLpOO/cCfbq5O24VgYcwB/Y6Rg+ApcHzz0xD95S0esLszcU8L7XnKbn6hRPtCchE3XI3PiYCfGoKBuC9A7LzBdLnJv7obQp5Ey2XqLbCpVsbAlbU845yJg1/3uD3Rq6kgwqQnKWy41rfSRZc6LDmJcj5kwvcTmqpD1h7EgqjV6wbL7hDaZ5fS+V5bOYaDfUjnKrz0neZd7czHjb/mbB8v9xn/9dz6R0CWXzC8q3GpyvWjesY15U73G0qhBiQ1v5t/kIji6c9zqnP4N6Qnlm4Gpc4SCK8ETsRFeCqbgwlyDPAujPyl0xK283v5laFVFzQ7fBvAxhEqbVSmdytI17Bm+qnDoYlshd2pvhya5acIX81J5s/sD6zT2CeDzR872UQy0q+VcNvy/ss/TpDTkbEyPlvWz95Qty/8ag1pcnbGa4JC4KMdmi3BpidiJHQdVJ0fgWpi8ihbmzioLlQp9jQ0m2PolZsQp0sNyIOclNaXfimqQkth0VAT8S6IhF2bAQFZNCbY4thSmVOZUtK6ttZQDNuYN/xlpb0dBbIAyaODaUIBkSbCpM2UoH08tJ/ojEaYwYJLHmnUJaIl3Rc9GcSboeZJwMKdZopVAmvAxZnZOse2IUm23qRo6CUjZeRRGmDFDJTu6DWIdk3eP6tzaDoZDD6ItJaAhTBPhC5gcbNUPZWnJKFslAk5j1+bpuRSnHQYSvqYz9YNwDtIL6Iqi4lm2VwbMcvlMT2RbN4060C34penT6HNy+HDi6gO8QFyqraDShz8HUT2Bjo4RaxUwNbZUkq4rkTtqrnEG0yAwzgFTYAj0a+T1QPQiZMO+C6NN59OBbUgerVoPoUxFLNjVuFex9Q7i56GCBuFdKdM8q9ReAutvBzLPIM/MNOQI7J5OJdCNHqcQ+ilpbjExqXhOixbxNL3jOGjKVbdvw27ntrMK6w3EHEUGk0TevpOGxmIweRJSh84Q116g5XuBsXfGxkTRCL8gblR1wIhxapbpNnzQa/hh0N07fkZy435Wwm0sionsZcuukrc6ILCupOydNrTK4slBB5kZHuTnLhT7AWmcbRfzRta8MOpmDriUjCLIMHYeDDfos2tjf65lUEGQ24FUH1GNbNU+HvD/dcOCayz3mqjnFrOr7zBKtVgtexrOmi0wQynEotjcyv5OUh5Z7scbsE4xWMK4KNBte+C3Q90ZEcOeNX6wh91EWIVGV85DAxTkZ3DMpw/YHYxEHrs/Ih1s+DR+4SaaXu8XX66746PQlEEyaLVq1w5FACpOTbB8YjU7Hx28gQpeNyF7ED3f2Jivc79MRACLH+vBr5tI6qLJRBwpi/GrbCpRrq6q8CL05R7ACRDmECmqj7tln4FmPJK6TtwVgmRQRWQUekoTnD+x6pkAYZdJSZ1pkY6qh3PUXb1b2Lzjqgz5nuZAsOIx8I7zyrmqDqoHyxaJBi3AAm8GbPKsCfUGkFw2fHTNFpGCPzQRRhVfyBaPzKhubH5OjjQjYPXjqLJKF7KANaRvRt9IvnfpjM/qBO/cHHoLlAxVh2xXVR3UnmTjfCByTD6Y438WZY1QqLNQ8QJQhn5a1YE14SXJd72WQvLz0kqxne38umj+77o7cVKdCkG1WsZFBw2iPhuU6kBEiWzkthNWAXitRWOVzslTucAr0vg76HHwRpavxliyT2JqO6mjke6zh/3uRD3KjLeD2/VMxjqBx8Gm0XfBlIy8nynMe7AVxkQzesmZbbQUSsinTT3xSLg32QfNrkW4+PcGFlxT58mFFLJqpRdSQIsuQQnTwa+I+uOZFbIOUBu7kqzSEaY2JMG4h70ZbM0+XMumdW4Wbwicy5nSELQs9Sf2OaXXaEXeFP660ApeJHOUs3+fOGA0L580naiVyHgpopxO1lkS4l6u9aX2WrTeelvSohiDXGr5X2rksbE/mzUPg2DoO3NsiElH7kGSWz19UMKLu/IAy/67rd31IlXvXTVhRVvepfCz2lyI8TGgPeNLZRy3cywdBRVHvWTJJ3Q40ExejP4QpnVuS6wr8LmgwZyn3NnkwB3goj/4E69yjfp8sVwkRYZy1kaA18xiinNxsG4QGiZD3RCNJ+0LXJ+UsvCEBwYPteOLRmRwF60XnH2ydLkbTnfdfhNEFPZ5AbSJjJecGnZONeVX1rdNYoBuoMTIZOcnjB8+J1wkxhXg5batZLyy5zlqo4gPTqoC6Bs2cb1HD9N4u8vqknoJYbViZwnUvKrQEkjWL03jUZ0P4GDXw0xyQF1NGGQdTG3t1FhNWRSuzmFiRg2M2wh2RiYxBezjxdhE5y22+fS7yBH1ViggXet80V/AoceMSFkyBkRsfcVbqyAJ/ZwaTi2u+SGsVZe6xSs+ly7ENvJhnWQAaQcf75NJJaxfDbmSJkfOkQhk1aLqvN7u6KPWzZgd5Izm572TEAHviti/f7SIwxDGxIXSUCLgHIG/M9ga+CjpJIitNWFGUvWaTM9FIIiaC8oXk0TryKKcD3gbSs+aa94bar2Q6dwZDJvOa+HQ8bn5pCnJxSyPDufNgm8I1wBhYT0Q2LioaZA5HWl8WRcKg8S2F1HK+P5SKkfCavUb/dPs2puyk7BVVMRJkq1LnUEJgjo3rCr62wHEmUWLSNBqNkyBGacNyBFzgixCQF0R+wT2ZUkasbyMQrQTkUKksLglMRq2O2LGARwe7K6XXKEp6Hw7Dia18Dgu9KOLP1LIY8ykc9xOZSTtgX9ZQXxHa80Hfq9B697tc4fuGe7ItzSUjUG1VOw+Dy5j2ZHIVu7LdVdakVDh1b0QGdwz23emSwAbyCxIPPIMxJu8LhfhVGjuPtSaV4OCzenYe/DHgGpONA+6GYWy78g64Wrm1ONW+vefPouzvuH7Xh9SIoAmkBLLB8BO1rVhUltwOfhrvOZgivGnn2HayUer0GdycyH2WM0QI/v1gVytSQRZJogLDFDpMraykZg9OAp0Gxd3j67bVAdIBuegdbGv03mlHIyWrFsoOuq8WGPbxfWH8DZNvRdvmwu8PpJ9gxZCxbfBdktsV3ztyOTqqcmzSIRvRy3t7yigRqRRPNFFMs6JEtq9ldSKd7a4ZGdYou9nvi1NaJrkAj2Umq22nOdhMyrm7FltLYwa8XtSuS4nuU6yG4lTUhGgrY9JbuDUJE8iKOhGAKQyzyrcJ4xWLbm5gpmiDrsJmg9TSYzGTIVf1LAa/dMgXPw9LDJ3VfaGQ+4OYB32rjXv2xYbB8OwkQutV/CSOCz/0LlNZtko1B0H3goDkwMz47hfuZciqulW0AyeqTrSsRpQHMZOwgdpVnXx4pbrKJxmhg1n9zIVNFTctQgqNS09a3uzbyd7LqogXJA0XYdOasG4eyPi+cqq0qhdd8JQGKRdYYl3ZEdSSTnKi3JLlidiS/W5sd2f6A9Vgiz8hESCC6CLXrOs3d3Qr0WyTwHRwSfXdbsL0RubNp1quiNcD4+Z2XS2UQgQbgbYkRpaLeiacsTrxKjZ1S8yKmaYySB103/mixq6D3Aa/XXVgFGOhnsMkaVJwepdKPcAOhI3nJogYEu9gDdXSGX4AxEB80O/EtgdkWZslEDqYTTmjkI/JVpl0UaJX00SvF02fqK5ZWDZyr0SE3nZioT2SihM0a5y7kjGIbKh+rTgaFfZxFe2/VxyK6U53QaPhMsvWqA/8hrDkfUp5gO4HnU4fE90FU+FOGDwRJpbfkSWZETFyxQP9lsHFCW0DAtOTDSv3mV6EpsiatZKTvsfyD1V6TDb7WHZWzvbJQPwLrv+vDqn/9J/+EyLCv//3//7Hz87z5N/+23/LX//1X/Plyxf+9b/+1/zP//k//8af+x//43/wr/7Vv+L5fPKP/tE/4j/8h/9QjLH/i5fQaozhRUg6otwlpifJUTDGGrk58FsGdzMygk0N3UuZMHrhpXc6g++84mfOSfb6DxJGEM3IPHF50ciaDbRANHhdJ56zbLURfCr9dOaEcd8l1ItP3OuErnTge1aFm+ll5eLwxCsvbSr4zTmd6wK/PuhdyanMs5wS9DjpXZFUjkjuHegP0CVqzOpI1E/ST/JV2UUhwUE1fF8yiwb94zmC9w5fjPf9ja3VXu5adFJImnhFLOwX5s9iGEgFx8UNRCwFWA20PnUaWjYfaJ6FLKlU4YDTYuLTMDYWfxGd8Ci0hxDQa+X1pIFK5W5twh0bV18F2lyma1rpu4FA2+nqzFQ+VmLr1q3gOgLypmdyzfjhHFjs6GJrVk+li6Y8wF/so+Ys0oTQZG6xYNeTDHhSpp36vmOjca+uK6JV+F03VIQ3a7T5XrCVsSrUjhH4mGySJaztzhuDX7JxDuHyYBu95rDbSZhzhi9w6qJlIK0OwjaNvAO2gBRS6iDMKNlFDgF5EPKFY5bU+H2CW1S677bgbBdI6FGGzlGFNV+sNHUtOu4CGczp1ZagFd0hVXmnGBzChjDGBvG1Ornsn1QUQjvXvS1kYACGtZqlhBS0FXPy6J/+cCs+fVzcY1aXeML2a8N6OYFERgnAiTqoW2fogeak50kSvFyxXKmMEzQM++mUuVKLlTnGJ1BawrQucDcyBE+wSlWEefNyx62kIMGJ5MmMeufkDtpmXHMySa7W8PmFxIg0Hh74TIYGbN8LfUnnyiLNzKt8FWcfXOvwlm29u+5El5o7PR94Knm9c69Z8uf88jGT7uX6sa9pWAO2TB76aaNcaMrhA1t6t3pSZUQQdMSS+puNcwSXl7Ztz9K2EZOvgK0k4L/oyv+b13/9r/81/8k/+Sf5z/7ZP8t/9+/+3Y+f/5t/82/yH//jf5z/5b/8l/xv/+2/5T//5/88/8W/+Bc/fn3Omf/0n/7T/Jf/8l/mf//v/z3/83/+z/kP/+E/zP/4H//jX/xv/+lPf1rTliN12/Khz4QjO5bbrrkpKSIpW/3vJmRlN2uKklhP1NJ0S0RT+yPha649MdcSTOWR0kntJPrIZU2aQGrXFGv1Z3Zys0cKpO0920NTWkvMUuxIeks5Wv1ss/WkWwqSbJayaxqkPiSxRyI9H2hKHS8pSEp7JDxya5bQstHzF3r+quVoItoT9vqM+vk9Wv4fnWxNstVoYH1HSZEtQXKjp2EpSOpen03X/bPWEyHVtlR91p81Se09pfc8TLO/tey75P+bvL/ntWXJ8nrh3xgjIjJzrrX3OdWAuh3aQ8LBQTht4SAQwsLnE4CBgcUnaB8H8QGQkMBGSEhIWO3QCKmFwERqg250L1Xn7L3WnJkRMcY1Rsy1T93L7S7Q8+hR8aS0q3T2Xmu+ZEbEePu/3ApRN0L4WSgSRS0wW77aSYM6IL5XYpctnwcSORiSEGsh2xZKDUGiYbEhoUpYbWFo6KYLPvHsPT5fW6MKUVVDtIbILUxK1KRTxWdqFK3BpnHshFUNu2loldDscaRO58ezb9Eg9GghEEVrqEpsTcLKavqbhm0Wohq0FtYsikrsoiGqUeprbMVCRUKye/VxH56fPb+Lhe5bbKXETonFuA3lJZm0SKhZNN0CJMpmYYUomZIGolHFQqqFWY1KC9Mam+Q6qRxRisRNa6h8yjWKxM5riGzBkQOrmxFFNOB1rY+1JtAoovFyk9hejsA0eLWgHqFW1jPU2KlRkXil5mfdSzRKqGzxyYjPaiG2hd2O9ZqEqoQKYbsEKiFKqGmAhaJBaaGmcbtJvIiErf1csSjrfqq+hMhzTViUWuK7XaLYHj9TC8ECIYpKVJPQjzVHmBANC0PDtrWXv9OopYaKBBtx7MQuhOXULX+PFq/y3E/5HFolbLfYJF/70BqlfttvSy48/1slyk3SnrcShXXvjTgoUUTj+E7jRSXEJDZNE/DD8izYROMmt1AsxCTEiM0kEAk58qySSuyVkGOdN0Z8ai0aLUQtdttCnr+vucaUPZDn99RcK/ISWjRk09iQEIhbzT1hprEdJbQRtpeoaD6fQlDI/X+0ECQ+lRqGRlmvwU/+/PDDD3/ief+/FKS+fPkSf+Ev/IX41//6X8df/at/9SNI/eIXv4haa/zzf/7PP372P/2n/xRA/N7v/V5ERPzLf/kvQ1Xjj/7ojz5+5h//438cnz9/jvM8f6X3fwapSonatvUQLIpYNCnxUiwKGijxYi020cAyKKgRanlwlKqhKlGzGxFFc+GV50FiNQoWQo2mL2HtSMc6NNRq1LaFyR7bSz6Ukr2EkELstuXCK7mJ0S1uTSPJNHmwlLIOApMoaLTnwldCjFDd4lYJrSUPdbGgtvVwt9ishK3DfpMtNCfTYS1/ptinkJvGflioEm0dyEBs1mJTi7JZHFjs/EYcrYQIsW25gfLAs6imHxv7p3/MNKgl6voMUjNxkHQ1CjmOaJs9+byx2CPxIhalWS7oSmgpUerPQpDYV2DapcYmR1BKCBqtELuUeNGX2CUPK4y1Dmo0IV6rhJY8xKu20JqbvwjrwLB4aRZqe7CVOI4thPbL32kFkk0SGF4o8YLGoSWsWVAlKJkAUQiRI8RuoVIzQZDX2LZ1r0oJ1RK1yFo3Kf3GesY30agi6zDIe4btIUWjqa6DosS2LIqKlShioWorQGQik/4VElursVEy+GABt0zY1KJIi1LzYE6xgSPUWu6Llgjx3SQsfZOj1OeBXOITW6S8cQ1MgqYrQN7C2Nf7EWoEuoXsLbSUUGkBGlYJlT0EYn8meSKh9bb2WAYZhTzoOKLJFoKEiYaJhlICIep+C9Vva3HTGptINM3vWzliewaOUsJsHdJYtNoyOVj7ZDddnzH55B+v2SS2okGxQPNcKMuIVspKjgpBJURqoIRVwl4s/329X/6/hrWaQXAFMFlnTCFf59Nax3y2KPtrlFsJaZaJCjVq06BmoCpYmBCbaGxaMiCYBHWLTTTK8UyAiCIltBBoWwnRFoaFVYtStrznn0voJqF1D5FbYBJtgdgLGRi3VqPoFhwt1CTavpA4sp45ZBLJSjKUoBFSakgtUdUyOCnxIt/WP2vv/WlB6n+p3ff3/t7f42/9rb/FX/trf+2X/v73f//36b3/0t//xb/4F/nt3/5tfu/3fg+A3/u93+Mv/aW/xG/+5m9+/Mzf+Bt/gx9//JH/+B//4//w/c7z5Mcff/ylP5DmgL0OrJFFTqSm3umTxRNPoIQo2xw0Ap3C6/xWUxQz+rWwM6sCzUI32xVzSyVljzf8CRsi8DnxMbHXQeuQ2lqrSKrCFSfpbp6suN0vxhUkfMpovECUfJ6yUUvjabWS6q4tYfG8UvypIjjRJySmWA6fVwIoy8Sw8opjbDQOf4N7sF1OJS0ZRKHcDkYMZkmFjbTuHvSRoI/rzHszFg9qTCetMw6U77BF7ZszoA96JI5NBwgP9if0+rwzL2crlTES+GfAZZbusBEZzphYv3iR4JKcP1yyMepEIlI+yEFoPJbu1Iu+0mahcKAUZuzce+BDca0MLupMsINzpMcYoJfjs8M5uO6Tp6r54jEvOH3ydwAGgzeM01PxQg5bjH1BTEkFR3/eEYg7diY6s7gj8R0m5QOFEq6Y3OBVuCK9uhL5Juyy0eqDGAlBfhVH9pEorL0ywhgt8kb6xLZkaW01EX3XNbgY1HJyqGPlHd+S/zLiYswNQZd07x0l5Zxe3BjlhdPTDr5VR9zIkeHgtIurwXe8ILwgq/VV48S5iG2NuyzNMrcBPmby8LRBrfieqNPHQnF6BD5O0ImXzAyc9K7aSueKkxQh8rSXwJGwlCxaunQAp3ckjOGNdOPKFrIY9DFSzUKgyGQudZEwoC6V/JhA5WqKaD5FJ9hHYB4cnvtmeoaxAnyO48MmaNtTzit6Eq9jFLanwi6AZvvPp5FCoUKYYFsihOuAU9JP7RjCPu5pe9+To9R2RS0ytMuGHjkH7hFcPhIIOgPtCdGxe8vPs97bRx4oGVWSszeH4+Mk1PD3iczCVhzRDtUW0SHpOyk603E/oSRS9jpzlowK1RS1kvMzaUj5vDq6OUeLzRkykwLjOQnRV6gOWn81yYn/6SD1z/7ZP+Pf//t/z+/+7u/+P/7tj/7oj2it8f333//S3//mb/4mf/RHf/TxMz8NUM9/f/7b/+j63d/9Xb777ruPP3/+z/95AO4I8r50zUQZMpkxGCEMTsw1JfBLScfXHYYIX1YKPoZz9YU3ZUNU+YRRYlAJiJleQ5EghHBhN6OJchRn+oA++dr5mIEI8PBGONxJLkSNB70FwwRhItI56xuuJ1NgWEfG4A1lKy1HVv3C56DHV3i9c8akB1SSC/QyJ+pBm8Kue5ZevDJ4R3ziXNwjk6w3j7QLWAtlvt8pkX1uPys9nLv8mBptVbFd+G6m0kI0sGYghn0PlR+ZksNtZefpmhQmzPbKZ9k5zRELzPMwOvukiVI04al9DkKd4xB6KwwROsLXSO7QJQ33N3xclL0kL/4Gd+7o7IwoPOxBvAxqvTMOR2oegmbANfJg8C2BF/IAO9nUmSroFmtoK+zmTzwBKBw0QoOLSqCIwnHrYM52CvLjZB8OU4jT8bjY4syZWkvi6p2JSWW6o/WNkM6rDwQhqqP1Hf2SxdWuRp8JQnnEnXGmZTey8yYk8i8qeh9YTZK494FHUK5GK4rPZ3oaBIbskgFnksoDLTmA6qnKcOdicmMykVp5s8LsMxXpI7g69Hkl2KQIYwZ6KV/KG+FvaR5pqWgd4pTH4kZJJ6LzGBebBKKOeTDfgfvia3ADXhCBPxOppynqlNtGlRT8PSVThQHQskRrHBiG6VeKJIn3iWd/MHDuqFjqHm7w4tnj8jOwqIRszBD4VHO2dwXBhumGqqOj5rwY6FP5UsA/lCgmwkiu11DeuKNWiVmWILAStRBfQc1RhL06WwX8oo10HUggQsLdx9XoW6oztDE4aTzeJ19DiZHeUR6DPi/8kSaTPTpXF6jKvjeqVDTWPBLnTSHsSgqHFra5UImafnVPrUKRwvdN2EvADObo3O953vAYTKCocJYCozIvUCnUt9ULYc1Lp+BXxedERenq+JUK8jKFIwx7SAZ/GagJxQ7s8Upo8kF/let/Kkj94R/+IX//7/99/uk//afs+6/mT///iesf/sN/yA8//PDx5w//8A+B5NQQlXEFcS4Af8th+rO6kFKR0jNrmayRkqMrGyyiWNkQ61iFt7o2Okmn1zHShkKSjX1RkTD6wnmMM0VMsZx5VwE9T15L40VSJiSGMie06VQRiu5LP08oFeY1OUsyeR5cy2IAqJU+hP4lH5QiGaLkye5ONOfV4PQT0QuTShTLU1cMFUOKIKWyLWOXALouFQIuxHZaKVg1JIyJctdXNt1QWoJSilPfLk4JqpW8P7oUqFHEjKTdCuKKhmKilLKBVYTAYrBBZnizwR3k7sl2x5MLjIAmRNpM0HFSKNQrrcJDBmoFlU6/L//Bx2B4SwUDS/t2FopIi6ER1Hd4FeMyQU5NBOUujApiB6Xk5763SIJzTRWJJsJ4Tw7JieOW2aUuRFkFPAQZHfqkaEEVRvVUJp8XpxtfLbNZ7WnjYSroptzVUz5pL2hRqhkvzSi3C5Fnc6xjBPFUKZc8PRuTazje0mF310SlXWfeqzPAxpVuvpEVwsDzBOSOYLg8kPOk6klYJHGarCZNN8wl4dwl0uoFS7i3GiaCWtbVIxyJQionG5cotgmtDKRUqLaQBBfCiSh8EbCbsasSXOyaih7Jr1nvdQpcQefOZHKOkiRf+DAkledPS6WFMUfjvUKVFH9W6Uy9ICbWf6K8HRcuF9EM5ETKE7x1S3Hky7kneJcgOyoNS4DR6BlGHwvb2zMIu8FdlUeHs6/qn0kbd2wlwnoZoifSlaI7X5MAAqRVjCJcqrS4fYjGsjr+zOx2zDEYu+A3/zjENcCjYnUHrbxLKk2cIyuxKsZnhyLBf7/y8+2R2pYpmvET4JQHjCWo3G5EJEFABEyNW+0oikv+somv5OUBDJSZFdnY8J7BUk0Y5WTOntTpn0h9/UnX/1SQ+v3f/33+23/7b/zlv/yXKaVQSuHf/tt/yz/6R/+IUgq/+Zu/yXVd/OIXv/il3/vjP/5jfuu3fguA3/qt3/p/oP2e//38mf/7tW0bnz9//qU/kFBH29Pyr9SSAKwxklEupII1gzidHtsy5QqCQakT2Srz00HhQTTo3ZnTcRXmq4J941Fk6De224WWAvYJKRsefBwC4Smrr9vGncGoCemdMhBP1RyPIGanOnAGsydx1qOgGxDCNCPW5MCsrgMmM+Vby9ZKHxN3X/gDS1n/tdnjHIyoSIE+PQnEcxKm1FooVFyMuTlby17FNSZ9XsQI7KH5XeaFnz05JgI9NO1hPCgMWgR+S+KfXx0/77zFgxBBd7hwhg/Crw80UADVLoKxCLZZdYXcKZHoq8ZFmDM8C9R2i0xrd8P3lGe6TsAlmU2xYfOke2R7t0wkFhR2RoItEX6Y2dpQgukkUu2C2jpdC+NIlFMZpDjsVpI/R0UG3ESxEEqkOoNtwRQ4wykbaBFc0w5k9ERsnhFpGS1JOHBynYypcB0pEjz5IMeKDd6Hcz5mKgKksHYqLLFjapRINNeXSFz1PI2IwvCgBnw/ls8YcF55otc9CahakgaQ+IxBfSSEPF6NlNDL1i1yQ61Q4xPIATJwT4X55GJ0aq2oFE5TYld0OhJCs08cpeHnSyINZ3Y1DtuRkln1zZOzHGPwOI35LrzNhaqdyR/aldTGi0k1p5LyzyU1Z5ftSso+NZTu71zeYV5sA6YoQzX37gzA2M8HEjuJYz9yAHn1xZMTeEnaQNGKs0j0DjfPNXPSyWP4lo1LTTj/wLFQuJJzxiHrhh9sfOYKZdMOxZh03D8xXehGRohPjVBhrn2h0xkMfCjTD3hAeCAbSG/EcBgDvxxdos2TbNXNeSfGlQjegGFBr9/RVBCz5eQQ3CLX4xTDj7LWaF6C8KoAHR9Xokw9ofyuzjWD2YSIB7jTEXbSRj7UmROu5kzymUbAuByXW7bYtfJ0fvlTr/8ZwMSPP/4Yf/AHf/BLf/7KX/kr8Xf+zt+JP/iDP/gATvyLf/EvPn7nP//n/xz8D4ATf/zHf/zxM//kn/yT+Pz5czwej/8p4AQQ6EJIsdByPx2Cq4XdykJWSfCSSJ9EZxGqGlq2RHtJWWidEqURKk90CyF6xKtpaEmghTSLWrYw3aKtwal8JgRdoYVQqSFWo6qFsMXGvl7PohhxYPFKzYFm3RIgkAj6qBD7ZlFqSxRQrR8gAZ6IJXKIun2APIhi6/X2BHuIfBdiRFuAEKVEkbruUw1RiZ+tz/siEsZLiFoO8/WJdCOqWajmMD7BBMTGFt8Vje14SQCI5Gd8DsC/00TzPRF4hqxhssSrJUKpIKEiYUrcfjKU3rB4YY80nJJAPwVbDa05oJaSoIYNzYGt3eKlyAIffPvcKRVsYbVGrVtQbP2ORIV8/e01mlk0rYkwEw30c1QhNj1WM+c50C/B6y2qbXGrFpVbgEWtEtshIaah1aItrY/nn7prFFuAASygBnXPwXvNdaNKAhLkU4huUaTEzTS0tthLC5N8vqYvidSUFnutUWpZn5X4JFu8yJYDeSFqdiyfyoDf1lDJIbdpS2CPaNim8Vpy7ZkQ255gC6VG2RPMIka87kRtEnUnillUTWReaRKl5Jlfi0XdJVQ0Xuw1B/g/QXUdsoWyhy4wiaCxLSScmAZ7C7MaKiVSG10TzSca1Jc4OGLJO6yBbCIrRSzU8nkIhFquNyEH/bIvBOECNxSRsJLgFSuvoXpEbRbcWr62SBi3hQDWOCTXFIXYIV7WXsjnqmGW4IaX57pXCZoE5Yi9lLBji61t8ck0XkkUYymJ8ix6xCfROFQTGUgCcVrdw/T5HRLUAha6twR1CLFbXShggoVWvC1AiGJRSiL6Xsu+1v0WpUj8xmZxaxJZ5GvYsdZtkcA+R9HcO5iFbi3qel6kKH0iaS2RuvueYA7qEVIkzwMIqsReEvVnVmMzibK1kCYfKOT/r6D7fnr9FN0XkRD03/7t345/82/+Tfy7f/fv4nd+53fid37ndz7+/QlB/+t//a/Hf/gP/yH+1b/6V/Hn/tyf+1+CoAOh+7aCQ6LFgLCUJg5DotkWVXXBeBcSbU946S76caN0wVQhUWHIQjdJHgivSJhqbDWhvQmjldiLhJQtIenaPg7JG4m228tLKFtgL9Gs5IPSBb+2FtaI240Qq6FiYZtEPRJVpCXhzIhE3TSRYVYDeR6C9RvKpklsLy1MJaxK3ChhW4m2EVUTYm1sUaXFcZSALTfzQgLVj3tocQhxa4SpxIbEbokGgxIiCUtGfiOsyjrILGrqmsaBRlUS9v+Tg7qJLuTQWuAmsZnk9zOibhbGlvdI8mBCNUqpARpFjpC6UIrHFtuWcOuabNQwkzCxaE1DW96zzVrYIUkDIJGIJhmgXtCPZ4AkjDfXQQk5XjJ4/OQ7CBa11LAjE5SdGjde8vvYEexbUhyKhJaE4H8gxkQ/0H0ffxpRmoUKwe0lk5qfrENVEsp+a8GR6DcxXWjTbyjBZ6K1oWHlCFVbB1HNNWwaO5bIylvSKVSJIjVeq348f4HYaotXahRrYbUELYOE3vLQL0VCd4km+Rmo9SPICXuuC4hWLYppvKBRWc9sBSNB4sUy4O2SqMZm5QPiLQvJumnJJJNECNaSiEB0jybfkHOCBMXCTKLKS+xyiyI1FOLYjsC22ExDTFbQ+skzVU1UMISVI6wSm+U6NErA5yho0giOTEi1ENtOvKbmeNwkKRmHbtFqIgFvPw1SrATZtkBalKohmt/1hRr2KqFqcVSLYolgtI8EUeJmGYANCdEtaHUFH4nKEWZ7yFZjF4lNSkCNGxqbtJUgtlCOUCzUco0dJlGqxitEM/1IJNlzXXIjW0Bi0VquqZKCaStRJkQT+fn8jgKxaQkVi7ISYIGospK7bDhm4kQmZ/uu/78JUvf7Pf7u3/278bOf/Sxut1v87b/9t+O//tf/+ku/81/+y3+Jv/k3/2YcxxF/9s/+2fgH/+AfRO/9V37PnwapWvKLVuQDNrshcYMoYlGPEjfZA8kgoKbB1kLKFiKZKbcm0UxD6neR+gntI+srWuImdWVMElvVECyMGmUjmu5x6Eu87LaaxuvwsBZSkoeBvmamIhLCHnVlOYiGaGYyYskNKiQUGJXY5Qlrz0VpRsirhFGjWgkjq7+iWR3cag0xopRbLmohdiUqmfGaSdQiUbcnFHZfm/HJWcrs2BbsthaNY7PYWx4I2P6xIEGT+6V7UGwd6BJVNVCLVlpQWtzIA0pJqLlpBguKhpSXD7g9IllRrKyXYy3+eguQsJLGG0DIpqHfPSvCdX9+ykNaz6GhUVRDFzVBVqVFS/6JyO3j9+rzfplE09eQ/WcfmbopoWULqXuI1Ky2ICrfZwbNHkKNwpYJg5YoKtFUQl5I6Dbb4unkAfW5WJitdWD68T1azbWSVV2NchyZsCixlbXZP76fBe0WbFn1F/sWcGppsb0+P2ddicW3wCuyRUNCbs8qm9BbC2u30CePyCTEjo/3k08WWmwF7JUQ7ltWoXwLAMnry+Co7VNI0XgxDcoe8DluZXHH+MkzQ7L6f/LmkCjp3/vxuobGzUocWuKVGgckLUAyETORKEUWBYKP9aGisZE8M2Qdxkry0LafBC4hbuW72BeNAkomIWRCW9prwtqrxi5EXTB5Xe+7W9632oidb7QDpIVY8sOqElIyuO4teVgCoVpDXmp8WpwsNGkpt/UZmqyk5tM3+Hd2VFa1X7fVTdIoe1nBfZ1hlNByxHe1xUFWRNZe4uVWk87Aa1Ix9hKiKzF+nmPP11i8uQxSNc+ubVvBjNDbN96Y1P3jfhpPbtr+7VkfeU/qtv1KQerXWgUdNkx7Ol1G8F4q6qm/xjRCE0w+loeTla/ILJyzsr/e6V8Lw6DFQfcvmIFEWXbMTgnngmTGR6N3iHqmpYMoUoW4Jhsl3TPV0+mVQNVSGXkUiiViZt9hvoPtSj+NwQ4+qXrSfVIk5w9bVXptxONBLYpm45ihwmgb3J8eQYqJITgjFJZOgjyH2TPV3U4urBbm6BwBl5YFvWX1pxU7DHpfGn/O3AUezsF3XPyIqhCapoYUsA5TDuBKZksbPOYn5nxDcQop69IK3ANsktByEpjgKrzO4EcxlIFEA/MldeSYpYWDhKAUUgYnR+TpHVspdLptiL3jHUIO8DuVjcFF00i9QpOcAcUj1Z83pw8wvzH9BJ/s3HjwjqlQ/Xuu8iPeJuVUcGVUoAubKBLBQy9qGMMK5heTjVtc3NXZOejRKVI558lNg/epeNvTpA6w3RiPtC+vEgxRxAW5wXwv6E3ReyUdlRwlfZFmwGgC02hzLPmdBABFhdGf0kKFDTiZVDO8NbjeOKbyTlDaDe+ToR2dSmhC6as0hjsjBpIj3ETPujEp3LRz+mRuUE/hAE7b0gyRCwgMpRic7qgmWGD2eyIoI2kNosLNgvtMiPVgZ5sPxOFkAzoNOFsqsNRIhX7xilrAuNIfKgJ+coRVCq8yuUJ4Q1EmQUvl+KLAQEf6Vpl8RuQrY+TKioWqVH9ALfhYYr1V6F6okqopPoOtGGJG9zPXnqXX0nuASeEWg3NLDUU1S6V9Jm/VaGOmz12ZmCjdBRsllSH6SaXhpA3MJsoVT2fvgsVEjpIqK+8T0eW6C2gxwgefovLOZEQgVonRoUbSVzQwKiPSaiVVzflmQLjQ8xoNX6LNVoxpis60p3nq9RXbF2DwgZPOENVtQdcn5ab0MzHAPiYXDqpoW+Cqa9CZ/3uroMPJdKcTvOPQT4pPjgWOECwVzWVy+Ff8gi4TKyfnWwaTOifDv0AzgspN0tiuLKkzAB7BdQ5CB8yU06mLlwTJpXEc9dS4m3MjrkCmISyfFk2pIQeuhzPdEx0kjw+F8xHQKHhX4v1MaKkLDxfmMdOcbSzEksK2V2akppdgVCvcqlAKqSFXbpwtDeW8wxPWG7Un8lE90fdamQN07EtitT7jHad9ZRYjhWEPXhAYyisgkuaHW9k4A0SePLLUudtUiBCqpyad68LoRw6GvxLUln9X9UIkeHqhaSStIFPT1B80qajlZvb0McbjgktBCnoMYKMvn6FhlaEnvStR3wlxIiRNkS+ABxIBbFwmQIXPwsnPqUOR9xQHHky4BkU7U52+Xyki7JP99VwS7w9OS17Kuz+YElzcCXUepqSowvkEXVIeqcsmJhxLCFxaYc4XYML7ieoDKcqhGzethD7N9ARxpyftBm2ABTqS3ycldRnXCmLGYO8PMOGsy/jvciI6qhu5gwRccHdmaKr6uyZdUBbqb1emGxsGZ6YLX9jpcuYN1TxOJs7pCyUTZzZW1yA4n64QRZiuyA1aN7Q/OCV4YCS6NoOmXmBT6FaJzel2cZJ5ollJuD7fNA+dyilKP2K9Z65610rxE8YgjPX97owFFUxnZk2ILumvpgil3aiu3GpqTM7l8zWHcs5O76nnaAK0VHePrfEFPsA9xivU4E0lTTFD8Jj4EGbPWyI1EM8CpFtnrqLFZVmKAERKbs1zsJ0LHh+BsCZS3Tim8BVluCcCd3h+sPnCZgnq6S0BL0il+YfH6rcrbwFFD4rcUJH0iNNbonMroCAqiF7pAo1SpCKJAcR0g3vCjx8zuX6lSVImTiHGSfuJ1NSfdP2aB6m8pjivR+LuLwvuRsKXq9JiR6ZwSmM0SWn96RRN+4ZZdkx3bgPsUIYIcwf8xkOTZ9PK9rEg8JW1eOXmjQQ8V7a9YiyUrXSGKTMm7UWZYcx5Q2bKai6Na8Iv9li26KVQtpbZ3hYsGg96C9ic8YALBV8OIQL96hQaypVcIC90/Z5x5Wf0+QMvPVFlaV8Cs1oSDz3rnRTwGjCd0TJ7gw4mbAbq/uG2PfzkbDu1Kl+VNKAjeMx3RiToVE0I0jr8EXnUcKTmX/fJFml4sFgbeK+4p3PqaJOtH2xSGLGxOVRR3FoiKOmUGMhkaVVNxFPVu+ng9TFRBqVUEGH2yTYODmqK/gnptxNJ9fbpS9ux434HJvPLQVC40Bz9jUgoGYk0LNOx80YdwXfNOH8QxrvnLTzSxgUPfAgxd7YJ7XLO8CS4kgfFPDRN6qbzdZDW3TKQ/o6R4qqRAC7OOXifIzP+AJlZPQR53zJ3esUZ6OuEcGa8Axe2FdwaMQ78StK2anCVO7PND94dPnEJhjnYICSQvUBUmMKuaeh3lYtHTfpD31N24WUcKcpbHdOGbbAt5XmPJNUGTvjEIlCEzyPY2ZBh3NlxtSUAO4E7Kw6yswi9czCv72A39noh8sJwx7whVtCtgDiV4N0nYckaq9LIaHll+mROtCB6ZNBflz/tPvydsA71pGlglkH6PC98+sfPdy7qdOyWRPPR4G5pVvL5uud+E6Fahf4VvzR/yGOJ8wIlkZraJ3NeWD0XeyZ1CA3hciCuJYLsSSfZlHPODMJNcOugjh+TB0GtF3ZA2wZVJjsXNe7MKkit0B94KsEyBjTJxElYm/JQWrwgdEa8M+MCfTD7DwwzitfcP/ZIBQSBiwkhdEnLmzEvhs6s6mMSJZhj0nunaOdVdh4fCpl/8vVrHaSKpc+OArMLhVco2VZyPxjTOOWB4/QYqAuV7DLPmQdgIwm1597QKdzjpFwDjzfwk4ow/UKqP3HA2UqzyaNkdtrpxCOzqNmXhXtSvelz8FkmR7xn06qktw77gFp4iFJFwI1xTXyka2spJdfql4rcK+IFe0CUB8WW8rI7zpVKF21jNGD8HGHj0BTPfRdLS/X9DkVyc3rCxhup2F3KpJaNuJ6QdhAxtGQ7JV1psqU65kW/Kh+uiiKo5sGsI6fwIkZtluKd1Yl7h5sgW2a6jVRtANjKheYkn/JeuMob55aK1qd+yixtZkuyNeGKmXwMP6ikuZuycQ7jPh0x5zYelACkcsng4is6FZsgati2MWpJ4mc6jIF4GkLm08XsQi+h6IbNDPIVOE0YBJcpP1wzVeUj7wOPi60kZ0llYDp4AO9N2K3S2kbRnUphXp58NlJhu/rk1UFfUpVaKhTpEMnH0VapJe0rRDdklZy1CWqKzQc7G+Vx42jlGVeZ54B+0ZedxOPKBEcCdjd6V1QrZoUI1sR8qYqHUHlZB73THl8JVbwXqEL4mdYjcmdEqi0gnZiFYiVvawVInqJIoUhF9YWvEtz9JB6D4A2ONLZky9rHJziFuwp1V6RVLH5E3iePB9R4gxhUHqhd+DVQgq75pPpX0kJjO1O932smKHtBvFAkBWefl2bRidXGVgu1G9eE8bhzjWyzqpTcuyJJ5hWI96zkyrvAe6OUnbdlvbILjHkxmewxER6ApAI5UObElXRb9sKYyqbJv05IuVJ0OYYPoWjBtRGPmS1zKpwFpqKq2FVxgfOMFHg+C2HKkMQcx8PYulFmrEp11ZkixITjGQ3ehIf/nO4DlVgUm1jJj1OLoBX8keY2WoGiTE31lGYZ3C2yQm26wZWiC6IVceHEPnRa/rTr1zpIYQPFmBNkBBF3WCS6GY8PPHReGV2uctJMkSK0CE5PzeUxl5lgANNQ4LUmL2Bb9tYGNGpGGYnVMsrrpHNXmMxsh6z3jdP5RcDXUDpLeXEx2/FsaXT3ZWn/3DXKtT5LjyzXncGk50OXRsWShUdaUoQHYY+0NhKQPRngAmzTEgeFYFrSpiLWfCOyQhjXe8pGZX+H7RqM6UQ5CP0J8W7MdOLpP+VUQJHCJLgN0LiI09nGgEdklvaeSfLF4JG5MQD3ayyTwvR9mhswJ+WDs+HEctx1D6oWir4i/MAA3rkw2/lOUqfaPXiUJKCmAkJ6CUEeCDjIQ/A+l8EiQJIdbQyIO0ryhVKJu/NLXYnpFL9/9OWzvq0YLavNuQzwdM/ROz+DcN7mgEeHORiibCHsQ7itpSCqybG6Jtd6Jj0i6TxWVxAIFEVNCXXqnrkOBH0k3dX3E0+Zen7axRlMVIyjkrytCd2FqopYZZeBFIhxwuxwRdIx648M6UxdY4u15rcriMv57CnTk7CEwW0ZSY5rEg5yZZb+vKJMhl9LIudJRA14A5vJUasUdgOzvioK56aT3fkAsl+wuL6BXt9IB+I9LctFoRTmBZM7Xju6WSYc1yRqYbsykUynlpLnSVfOKx0RXBqTfP+sClONI/O4wsmRb7p1XpqgckEMpqfaP76eQ4P+0erMalVWPJ7WeJdMNACGN6wvcoVUVOHMBm1yoLyzizGrkrXmhViKeNWPb6MQn1BRtCpFG8NuTCIrnlYWcX6kevqlCMbjW6EIoh+zflSwknmYCnlWOmir5MfW7ATUQd2Fi5IB9GMHr+8+g5gXgdPjjjH5Va5f6yA1rs6MNJi4B/Q2aB81K5QuvIRSVs7gp/NpQJ/GHMK7QliDefJyPrL0Li8MBldRHnzGp3DyCqJsgG05SJ3Hd3ipv9QCCA+8SLYOAm6WUvc/44DmhEzqWJnJY20soFVQHPEzH+3sCxUK0KnbG0gqXMqpdC+8VOGTvCz+u6Ez4H3ZCMTJe0+LehhcNQ8EBkzvtAFI6sblZdRW6YCEUbjhW9BnEhsVRb0S7AgwnhIcAHEwZmBzcKNwF2GgEI7bROorw3dojeqCfZxYDfZK25bvkzTUB/O9ENO5SuD+Y7a1DKhw1dVunSmfU8iZSY8f+SIXd8mET10RDm5rFobIsqQQQichJ8b3eH/JWQSOFpgHuEyQT7hvKa00Jjay595JoMkQpXrLrJq0kSjhxAxmd9CNOS+6D1zfoSulbtCcERf4TE3BYBkgpLdZPzfkjEVC35YTMbSZhnkRkuP03rH7jfEQ3jy4ZgCa9h9fO9IfSPkWHFSCXUaS3cWYqohUiMHlJz7u+GzITPUVVcEinylT0vRSB71lRZXtnXz+X2UwJddKePA2cj2dkW+eK+wViUrEQEdl10zANlMqwisF25IYP7ww6VzemLOhpE3L4zGR0qiRWjCfJf9e0dxoxbDiaXXRKwfKptkyZQijX/g1mbHhIcxrcJdASuoVune22ij7RVBxGi8EvEK9PdUtJqTFQmIRuXACueDHfuBlQ0sywma+MSqfsLkxSFuPWmEvlRGarVrpiAZHHcgAC0e980owo3ONwl5gK0r45M+M4OEKPTsS4MS4mMN5+D1hRRKEv3H3NG69dCL6hu+G05k9nXivSMDNxHmlZIJKfk8l6FKYFXAhrsoWho4ElIwuxJWEe+9gV0EfBXtPCaumE+dG1GDoO2aV2IANmmgKEfDTqPj/fv1aBylFEH1jl1VNXOCaEiwijul9GUA2iuaA8B75ICr50JknTwHGR5+4dURLzmH8pKth8kbpKWFz4py1w5dfYDEW1kxTKkXBpnNFT4mdmdJDP+eOuSC2oUjKOVHBg6agU/Bi2QIo6b8UkhNxoZEGnQN0rlrsjS9z8KMOennDjXRsBc5haXbYA6Jg2pChcAnFBloalzcwWzI2QDj71ddI+0L4SoyUl/I1O1BzGsEmIDrSUrsITTMbllK4pBPFMPXU45PKhrO9DNq8EsEYzyrzgkcnfHKoIX0N9GOwWcE6iRKmJIijK7yzDuovCEZIULcjB/5rfq7A5Y7oSdWeqLVtW+2vDRPhaBvYO/BIMIw09r4UXWalxBvVJpskSGaQjrxiJU+rY8PVGX58rMVztbRqgFhqGxaE5s+D5IFfuoRYYYZy0RnFKXtDVXnwRlOhtUSNqRkmLQWPRXAtNG3MEELe05hFCnzaSKeHToTyqAamGdxlI1C6pzLG1MCunVIcK5r2XzU150RSJSONYNITaV/tqSFCs0B0Q619S6E8tehuktWLD3I2JompraIcbmnCp/DOnccScH5Mx0U5RfDzQkzBExlaLNeZBvyfF8wKb+NKNZhqjNaI2YhQ+n2i85Z+VTrRevKO8xhlTYy/yYTJeVI0z4vCTnFhtILNDX/U9MaKjtaB74P4Unh/tA8DUC6HcEY8eElYFIcUSrxDv/M4B0ihIjxIU8VOtplR6GLEBaaFosGtK64HP4blXidVV94WeAQ656jM6SDKzwkokyopxltEMBMogr4YahdPkXgRaJGKH74SUrGCcawGTOE9BqqNu07SDSazm91S561FSRdfUS4RZBmMQj5vlYryHaGVYYMfXwZXfOUsk13e0SXE654JT3Th7oFhDPtJif0nnvO/xpeZ4CG8x8zDHrA+QXL8fwpgaX9o1JW5BiJ9TVkWX5xYaBqI60whSypzS/tzB/rKlvfuyB3AMFNa05z1AJumGkoA6AZq3CHlY0bKIV1LG63KBUx85nDUPdLKXbKlQ+wcOoHB7Qy0CUVKgj28Mh0+xx2zHLLnJQjBszihpjmaz+xReIXpJweT6DP7AyI5aymFolvKDlXJRT3XcN4nsztuDx6hxCxsuoHCaJ3AcZkJjBpOSB5CEZ7ivNO5epqhjW3SKOzYmiV6Vlh2hxcF+RnRg131owVSVi3cqn60CTkyo28aqVsnoKpI3ZDamD55tEi4/ExQ807HZ/A1JvtPICwU551CV5BycuGcY3BFrqMn/otQigRxnfnZni3Jkgf9htBp1F5RHYQZw3pWIgIR6ca8SRCr1eEj6O/Xqv6EB/7xvuEDRBirfTztpK9PtNdCky217r4INSphjuxKKVB8uR/hWf1Rc0jwqMwrlb/HFG6WB+e7+GpwDq4IHhboDu/hTDnhdMa48pn6T7oHkd2ByxIckRa4wFaoIlzAxRdKO3g2pNQflJ/0Iks8G6xCuWkKj46g1G3pBeY+3WswY3KLXJ9TUjoIAuKRn0UsOx7qVLky2JGo0QTBOTMupMDFI+ehMwg6gzd6T/PRmMHdEyovGFFXVa6r77UX+iLZPSIPXTSwMpm7U5rDIcjW2aN8BDkV5eLEveMkrJ9+Qp+YnBRS8zJb+3mmqQVj3TBn0UYWaCkkvrUWH1vKbDmIHLAkRghgBrVf2CyM+Io4i8aVyETdhEkOklTSqDXwpG54Dhu2mEyFONIvwPAlS/ZIRfthcKb2KXHjPg+2Z688ctaNylK8d2L+au2+X2ueVGVnSG4cQaDu1H5yKXyqG2994KVj0dA5QSpzXjRRLlFCAtPC6HfYCuIV2yfjy/VL72cFzCrjLPgSgoSESLssETLgsyqq8GNx9qG8K7yOoHtA+xln/4JEwqSFKwNHgIhkNt2C62rE/Sug2ObIZckrMcMleTHNlbFweIUErs3QHObGiWIUnZwDNtHUj0PYpAKeQ/R1zgQguiznPbPf2I055vJL34GLfY5VUeSlFCiaw2ifaVshT7yIUE1y8KrKaxTeZfHXQhgW7N24iqOlMMfEo+UXiY4waRhdna02TjvxbgnOIJWzPb8SL8C7JpqszcpdJjqNy8eCZ9wY8o5JiqDG94H8AE1fGcNxHoSkg/Aela7Q/YSSStaPngjInYGxczHpDHShFAGktdWOzWoqeloamO2UKYzobCrcPfHGslc4ByqGtw26ofMrnlt3vWgmHHoI85HHTQ3liqBpZUpjmtKuH5kiRBNevfLWL7pC86Ch3DXRab/hhZ9LBsy5HrxvIOdGxAk3Qx8ZRs4Fy5e4YwghgUuBOdkInJIK6AT6Av7gg2dT2RJHJ0D052KhulG2mWLovfCRIJCCqREZSFTh8mxFJvIi2GxnxB3sO0YPJN4IBrLau1WycYDBbjlTotwwf0Ol0H2iBXwGtlqsqRo7Mh0tjcd4gBjbMbkeefBLjqJpVegzAUcfb0rO83oEGlkxnnGlXh/AzEmMl0JsOXMj5sLJ3HC/oBb2YZz+jsqRQZbBkEj7ESaCp3txW2AI0q9ZmQnDB170ha9xx0xz32pQijGG00KYJgmd9wWKUrAiaR30PP1lPQ4FkRs27+sJQ20pGXvIC2cYdv3AhWYVL4b7nXYYfmX1yxSmNNiV8XZHEDZiJVwQ3FAGISfD+d+bJ1XksRA6SuUF7RdX8YRjnifNJ8dleL8YLRjbCTi2MuASxuydiqDnpHgQZ8FKVkWQz84HxJl20lWOhJqXQtUMXorStPBegrPuSDceLlRRHpHK5eP6OSZlqShnL9ufMymt+DUYD0Pui5CLpo3H4XjLjEkyseaSb93cBWLLwXtk8Jl+4KOhNK4wGgXhlSmBl46+PJ338tIw2kKYDBx/pMW2MpD5FbjolqKldXE2QjaoHV33MooheyNJ/XMhggR15S0urDlFKweV6HCXyRwBD0VHIPOBxoWufL6vSPS4BE6jzdxQvqgsQgprP0yJCY8TfhydzcBL9v9TCvGNUBiy4OY/sAQZB5SO0RAVrE7uPBIFulisMoAxKMvio0cBCmJJkrYsALKTNBzOwXxM7DWFXud4kHTFwX3VQIoiD6eGJFihv7HzhSW6kOAWLCHVKsyUXMca9D15RY+46H5H/cckNlvFT+cXPSutslUu4Ks4x5Gzyf+DFEjtE3y+Uqqil9LqmYPxR2CR9uJSQPVOFWNkUz2RppKj+iETbvn99Q3Iszf9uOqZayKy5ZkQRMm7cCrasiosZcOsZvGcST9zzTN11zUrTNvaPi6mV8b1BY2vWcFKHrQK9Fg1x4THQp7GvDNDGF6IkGwne0n0qWn2oADXySOSvlIxBsLRbtx2o5mxcUsEm0BpSrWc3DQpzKKgqZ81bXK0RDCqCogwTYk+4D7BEkqQ2+WECHScSElfr8pFOtItwVrtpKtZ0pHjyvHGVoXOjteaaDkxvtS31fkwQiTxVN0JjSVWrfjqFGGF+pK0hPSEAsEQtUSlFpD6zi5BXcjpuBSbFZ93vL/hCMq2RKPfcYJ+d3QKMbMirtEYbykuq2xcUpaWkiE28G1ki/5XuH6tg9QQYUjqD5g80BZ8sg0pyhupTCxt0vSWKgbvmb+9edCa455q3M5CsOkk+j0P+si27fMw79xRXb4yVbBDGKUQPYmjM4JxBffrjqgicjD7ZKizm3D7JB+w0q6K/gQxZrMnZ+bs2c5qhTDPWcyV5Xu44NjK8CbSWJujwpVw9BK2HJ6+MnUSMsGU2RR4p/nMzX7/VjxLeWWG8x7OBtwkhdWqfINuaBEijO3GR6Yf8YavjPMmUM4OXztHg51CY1DZiEikk5w7Zx+MBc3P/igMucCET2pU2bBlNxgriwsmITCfFduA6c/PJrRQzOBTSzRS74H6gVaj7xmctgn4nsHNN+jBmI/VcjmJGfRroTdlz3eOyj0afAKvBeSWdIVi6Bw8qHgUKoq4gg6qwkvbaFfyZTigFv/giApQbDJlcLbCw+GTR66JBd4QBEWpEkhsaDjiFb9gswPcqJqHyxik59Rwnh1exbCH8jzm7+eSaN2fNXBJEMoZbNkZRz24eWP6g+FCXOl4MzztN4bvwORoQjQoEag2PCoDaCzfNpI2k3Tcb2mQnEqOFgM/E9iiM1teQxs+srxzLcyj4CE4G8EJ7jgjaQckBydVJhJl5gWKCHqwGLVCeBL5byWQkonpYILNNDYdQpsFpK1W2R1wXE787oxTmNfk8pmAh1U8+RR8ONI2NibtmuAXB85tCPNJC7kMIWjiSMngWUd83JEUe5l4BI+ejd8zJnMRSsRgEyO4CAuq2LLHKbinRcvwmSCNrRBXoVAYsZTPqzGicIQiY9DmTO16SWnoLkLcr0zOrNBwmjs1FL/AL7hq4SJBYANnzJPHHIR2Rgucd5BMTNqyMrlKZ9bCFc49viB7o9Vsq8smnDKZY6AxEpHpv9pM6te63YcB8RkpJ69zMmbhziNL+9hgnrQNRlP8C+nSmXPPzDZmIoWuD/yfoDKReKHbF3C4aeWKCfHCUND4ylxlMwGfETrB5MbFnTQO6N/AlQI1nI7yUuBtrAk/DwyhEpziCeEcgVEooZza8UiuxaXf4/MrKoJH/6USXTaj9pTOFxFuorz5XEx84QjhjUGlMMQxC+YWxL3CLtho+LzDfIoOBXoTrnseBBXwKtxEuHcnijK7ZEq4F7grqj2zqsgPpSRCSzT72Q2jH6/I/Ir0ibPj8gD5zM6DER0PSdGz/oBofNB9b8p2Sc7s/GCQklCt5cG/TXgbbWXIF4xkYJnduMojLUpmYC9CDCMeDiQEmBxZfTAJaoMZQpvGIwbEDXjPG63GRjA3Zc5BRei+E7VTHpoHnOdnWvo/NDUolX5PcnXIBZul5RIBUpFIB1RpW5pozhc8vsInR95Ad6OexjVPwgqtCNdQiDNRV02TjfkWefrtFdxTh8oMuYNExeNC1TFXhOAqgg5dViROiHCL4CRJ2UUKKgfdTqJfyfmJfCqqSyzvTA/okIExkiCxGZxpJCo6uKkQHd4X/y4i+XtZlU6qbNQYnAymZYsz5gJS60b3E0HwkqTym8DZhO3a+CrJU/zGCV09YIKqWzopzwnszETfYAgvFDqTRytEN6Dz9I1Qy1vXge++h/sPKe3eS6cmIp5BQUqkdUYYahOGU7HlPJwdlwTdnFk9jJ6owE8GZzZ29SyINDzumRTMIIpQvTBUmONaqYbkvE/WpreAA3jLLkgsWSRbyUuLLa00yBlXNlct0ali5AJUqIGNDfdH/n3xReV5ni9PBG9gSS9f4JrlTbSuZgqz0rmIrWFXx8OgDfTKdnMiKCEUvvfGf+dKYM/837zdJwL4j8h18TaDYQq0ZWN+prFcB/kaKOlfogpNDZ2pKdYXCmqqMMXR4iBfwCsRwtscTDX6/oXgwcQ+pG0Ohfea0kuDEyHYyyMrGNWcpkthSKBivI2EYCgJzlDLYb1iFBFEBNOEX9elVfIIEP0FSIOjQRGkZnm+N6E+Kmv1YuhHcpJzrEUUNk2meMAcQdwlq7H7YPobuJEG3cEQ0HtKVVpRSoV9FvqsjGIJsS5rgT4GpnOJfLM09QLU0HqABy+qTJnE+AHpwQjFeYAINu880KcADnqdFFmoq3KwmcIDzjB6KIMOsgOCXBl0xPLcF73wyGyxK7jeiWumtKpBOcFGYCW5J5robhxLCH8RbOgabqzePSfPYb+E4joZ9w5X4ZppVy4j8OOktUopArWgW8MwpFfG/fzQGa0CpWu2mwDEKZIOTfQLG4M93nNxfUlPrznSEj69eoLzEmQD3RqlGqpGfRtILMUGZUVbga8T8UmxK8nXM1GtIwSdO2GDospWapK3SRtwIMma9pUyAxXlwZPvYkuLbmaSJSPbhQbbnuRnEeUmA63Cg8LbEZhoQuIDRhSWuxpdJu9UXLLiiKmIKJsEzXN6pFmo4iy+4RlcXNieHmNrIk+xjdJyNjr8QmWyFaXZHXuahBJ8wXngFHewe64pkawsWmUWYTPlyy+ACKZP5Cq4PqHo44m3yQRg5J154KuLAl2dLg/cUlVi153XYuhbViwiYAxUJ0ECoUIMd8ObcKuFImm++klargmpoIIO0K9kkhL1o42MJLH28rlCEkg5eDbRtazkBc3B1BWEPzLcSIUBpRWsFopKfpcAfbHVHpWsDFfopKziNRqmk2KGXZ2tVIp1uMB0R2tlerZyTYWfC4gYpf3/A7pP4daebplGSE5wBxDacvhYtrzJNrgh+IAZlSow3WFzrM7MpGJmpQBIeLraoimZNOBFk4XfQhA3epAmiVRsz4xrLHjty+EwH2R/A8IuWNDXY4m9TLK95+GLbgrdK5PKuNaOKEpxqHrH72/ICGpkVjVGql08ebVizvgp8mp2vpKD1FjVXauwWc5VZGsQQWwX1MahqZ5w7dnvPly5Zg7J4cwP2MoykAOa4T6ZQ1AOXkRTHNM7Yjvbbsxl0kBnwWBzXlNmov3Ec1pfxNGXkkZ48s7UyfA0kGsONRT+TOc59lYr9CJ8vRbHxbOQOGNyi53Rg6JbSuCE0Cn0mMxt4KUsrheLVjxxX+aIxRgumGercelGJQhg7ClVKgMs24Qx0piunzPNJUdSh33mJMpJ7bwgD/vpKwPHadKZOjmr0MOIAtfuWJlocXYqXAWficaLKBAX/sjZV5+DOAcRheBC4kBOyx7fyDq9WGFOR7yDwmWTwHF/UEM5o+PeMe9cTF7UODiSTzaEYbC1JDvHCuvaJxEpRHzFIKwzJvh0xvWGu3M67BqMMbkJ2Gpfy9oBaTd/5MBXxhI6dmASMbnCeKzEaXr8JG9PJN0VgT+C1JTK33MfORsE2LJiM0+ReZuC8YIiNHPEYIajw6gxaNGywnvkWhie3/ZaKyRozAlTU9TZYiLiOO8IBbU1u4uZSibS019gDkY4p3S6DlyCq0+ib7kmJxQdVBb83yFO53r0TFzNebDI5g4sfGtEgoZimQpW3ZFNuUmKai0RKIZda/ChzDnZhvISSgulqoGUzPv8ARFJwlYhygvqM5O54kwfBMtiniDMaHPncxTCO3cn9406Y3SIbMlfAa0/IRjONQJnUEL4wKD9KdevdZAaF7xf4FU5ZRAYu1WUiloKr+LBfCvEnDzYUYUpF29P8MJ7xpJbaOrhnUHjlSoQS6j0Kx3mC9c88eg8ImHiUYUjDFeIx5K4cUNj4/0t2B0M4UApQ5GaAevU9wxOxQnLggsvbBxEhW0+2HTk3w8hRqVOlnSNECNL+Ilz7ILJlk1Gb/QpJAg3lQ/cBOmCzorbzzjdOGMSPokT8IqqcYQRTEzB7w9GCF9j5Gxrd84JxmQfipWWQ93xGZEcJHsNHtvOYGTLlJ9zXs6pCfs/xGjLFSGl6gSrJcmRZWMIzPeJ2I2K0MYDXe4nV2RI335IN9lXDh6zID2D+9UOojZUEs14LYrsPi/6PTKYdIepyNskroINQ1tZlR/559BE45GcHkW4UbmpsZUAO7kQtli9rwgQQ2ZjhhOlsHuwXw+0GiYbRy3oiyQCbbJmKwPVG5fseBxoHFjtiCaPRK1hs2B0hJRkOglCnRct2csPzZ+XFDhuBaReVE8LdTzJzpdnGy0UNBrIxm8slq/PNMeQkg7D83DefHDnznzsoA3zwX0ERWGXBDNc5UasEkcRbhd4KL1nu0w1AS5f7yRfq98oMzPzWgqFr1hUVM4shFYrSyzFcdEDNahLMUU1iHZDZGMTIYoDW/aOYltpoeKR6uIqED24dufyyXsXRA+CBztJPC57EkpTMu2RosRtSzUZ1w9eEdaWEMw7AOqe4rCheFReyw3dnMd0Nim520ekFqYmajE8MJ+MC0KDEKH6yWaTSmcUYYRhCEUHWgajTkKMvRrOQGRSdFLmE64Pjxp8rkp9zYTZr8mPj0nE0yUBVBIhG+SYYOjJu4ylRtMSkNVfnj+ds7fLmdcbaluKQv+QlbIUMBx2o1ZjxsnXY9I19UG3knt7iuWgSgLkkc4Gh8C2YPyvQS+Tn6pS/EnXr3WQAhA7OGKwa6oDPHjg1vFH4DzyLGkpCeQibJqq5KrJswKBVnhnZkYqwj3eOFf5/Mz9cMcX2gWEKRuzW86rmIQ+EDU2C0IupAgPBG+VqwodRc9C8UJxw0TQMx/SJSBb57I3yvWgxuT0wnBB6sbFjVNj9c2zJpolqCqc3ZlyRz4epaOrj01peRgvy1/0v6f9nQoiStELC0Mu5R4PhjhHZXFDNLtepnCv2EI4DXNkZkpcb7+gmuUAul8JwRVD4mA8FDGjek8Elh7f5nRqpCX7xW1Uytu1NAMNGRenZKNtuqAqSSa0yoZQHFzfKdxxWURiP7nPgYbRZYB23ISveCo400AdbSn7ZAzClgYggIEMiPdAFlrxRTKIhqTq9iMkPw+DuzofSAV44u6RXqEk33Pa4IyT0xvycGZpaNkSBafGJx6Iz6y0x2COXAg6nf64MyWz7oqjeyJSZTpdcopWtKO+Q7uBGtcAHxPRLwwZIEFHEYU6I+HUkoCR/zMmRkvUGnDOPO/n4v8JN0Q7cz5STaTlHPdUpTHQ8Y4wCU3AxJXwEYpaqpYLKygCYzDi5F0N1Ua3QRGn6MV+QBdB6kQs2KakErHcOefEU/wNd4HrjsTFZUIUEHVELhKblk8VK9n2cmhi6CPb5mbBlK9ondwlR6n+XjhsoQKBjQnnYPcD3csKfMC8kti/9n2RPEuaVW528BbBOFOn8CEGdkcAU6V5rs+NmlV6FcQLIkkPkCfi7pq5p8nK4xo78xKuKtwfGyMs+UiWSL/nmeQVfuzC+Kp43NFlI9NYyYIo8zEZ/VrVXQJbIlL1w+WimRM1Vf3l2QYUSwkkWy1NKYQKmCQf9QHRDbdIEJanPNQVnnQYOn55jq0sOA3irljvySf7EsgIdFWBf9r1ax6khPCLN0+B2FDByobpYuIbwEXMhUqLB9cQGhX3SN4AAeOFjazAniQSMUfLDlax7SUJjc+sGyHmZIudKQcRTrEAP7nGQNiJl0RhyeiUHqADkcpsn3mogsBtEw6Eowf+7sgw2JQ3wGPwGnArD0zeqVjCV3WpJ3RPzsh0COOkYNFRrUy50KYYDa2FGTMzqR64X+yjsEkhNie0MmfnOxM2Utk/5CAYbGzo2egxMbVEN/XBcGf3Se/KmAIx8XAYM8mez2GvbnhMlAZx0WgJFQmn+0hpFncCIUbgmzMsUtvQoWykyK13hl+8R9AVHpL3D19zJRNkOq+loAfElgP40sAt+/DxG5kKDgLXpRf4PHw6sO1ECWxv3IpyVWXE5BEBnjYshSDEKN54eaItSlZH2cm9uCZ42YkzD0Av54Jon4jP1CecznvdUpsOp3PRIhF+XnLIHAEjbnRutJ4EXzFWUgRTKyYDzjtHOK9siW7UXNvJUbqnOrsJyc1exkekV1Ac8FComgr+OZQvBCezfpsXxCNvkUaydqruKbZMhdooOpeNiFO3JGmXALulIoMMJ8ZkjItywhUbQyLRfhqpSSi3VFB4mTxDh+W4iyZBRdnrhg0lriBipM9VfXBmPQQ+cTqzgLPTB3wdCb0fc2OMtoAPQUint1Q0kVISVhGDPr/wafbcY9vBJ02bndQKCe4e3EQ4zXjnC1GCJiP9kv0prtvQkkCiFEea2CZMa2xlojO4R6QElHw7gndLMo1KRylov6jyRsJ3Yegglpn4LoI8QKsjNTsHOpflsRlFFS8CNRXywhOxmtfk7MHmkxh7Il6LEaTCB36lbJZc0ILv01eSMoJTocjkNQYbEEWACyNQnH1mYJvucFgaKnRhq4G78CTjO+DbN8WWP/GU/3VG9xVJ8y5bg3ckBQ7nZSnBUQMYlB3q18YjlMkjd4CDVEVnAV9s+Sr4DDBFvSSaZSqbnnRP+Djq6KsR9wla2NrE3oUeTtXCfeTBX2rQzsr7ahMgQdQCPYeuTRpR00fn2g25O86GlM42YLaK2yDuPUtuz9S0tIIU6G8XIjviya2ZtoLoJFGAalRXei0g7zB/xjG+kIpZPRtie1BPSzFWnOlBWcPzeoDfNwb3LDtDkRh8T+VHGewR3GtmzHLWPCQ4kGJYPAh3pjS2vTOGQgxiBnghJNj3zP5f+jd/oKotxUfV0qO3xoKeK7sr0jr3YWjckPiSs0M2VK9s65J5ya1WZBS+yCC8IyXRnH1CGcrQCn7yM+AHETYa03pyxMZzLCzobwj1v6cKxKbG6eSw2Dbm+XWtxrWYgE2NsIL2bMENJqJw8w0355o5F6xS+Fw/0fk5bz0RhaYKUTKQlBsiF0pPJKmvzHjC3BS9nooUhkjy415k460OuNL49C5pFDhQihhEZ+pGyLkAFMZoEx8JPDHJ1rmKYRJJfI589DdeeeedzZ2LjRBn18n7dHTLQrIANLKCLlnt/YTLC7phcjFJ7cpUARRCAyuwxhi571qjhNPHmeg5ifQ/E4gZDJGl4JC6c2jQDGY09nElPYAG5Y4NZ6/wPrL1ZnVjWE+VsZGv6br0+Fbi6bui/Z0ZML0lDYJJKULqcuyYPHAHPUDuEPMz8AW3QnjOq8TIChnlyZ43NVwqmxeGXYzBcjVYyhlM0uTTQTxJ6FIovuFcyXfyJDp/b4VfzDROJNbaKlAm3IvBdA4R7u5ofCLsK7JVdA7GmefGvjt3Leync84ER7A+CVLZ4qLvRhnCcMclKDM4KAxS5f9bbZf/Wyn01rFe8Xgq7LxwRtDoTLvYpvIuQPj/3ui+CKEUxUqgu4NV/DTMhWDgU3GH2mHESN5FJovpOiow/ULXIWazUN0gBJ/Jb9rLCQEvKtSVT+k14Zbv//gS+Azc4W3kUB8/6efFnTdo2cYysZSrXwP7Hj0FSUXgnhJNKoNjjJR7uQZ6+WoLrPadCGVe9K+ZWUWcOCezzlXJwU4ikusMelxYWaaA484d51y6gSaN8viU4I9IvyxRkCQVJYqPTkE4iiOiRFV+rs4keFMwKagXRHQ5d9yJeGN6QQOOSHfQOTP4N8v7XELop+LdeFA4l12Gx/wQHHeCOVORAsl26XTJbDn6swmbzU+PlHShEQj34bzHg2AiVdkCfMl4C4FFyqO+kUHNNLhm4sfzfmf6rF8EuRWoxqVZfyAdNU9Zn1I4DuNmxgvg7oxxcnGmyC65gd/k5LTUqdvYISZfx885a84zWxNcarZy9gp2gjmtbKAviTyzyt4sxUt1wXlJcEcRTQvIETSp9AaI0QVQp69ELsSfvoQpY5XKOsnv6Yaaorp0EA1kK6gaZzlTyw8onFTpH68jJ9QoqaR/BwmhqWQXgQxGhiHL/PB5PUHMouAqmFZkKemr35ndkVBYvKlNLRU6FDZSFFZZ7bzc+nhcXCwx1lpRc1yFr4OUy9JC0ZFlYY2EbBvYq+TvSFY91/lgTmEsSoGJUaUQBXzu6eE0FZ+KvgtjFnT7imp8OL84qbF400x6nuvVAJXBVTrHvDAuxp60AGViYguwk6aNFWjqOG+odXZZEGUxfvQOTKR8CH7QR7p3SHfM4XRBpGAo3/kBD8dPXa/v3B/A6QSZcDQ12m686o405ZRGPBQfQilCfal4gm5Xs65RZM95GpLdBu3I0By1WNJ7Onc2ToZlkvIEdvwq1691kJp0YngOOqcSczB90FcKd9iSrT+FE2fT4OUF/JaIN2kK6wABAABJREFUznLBwQvDU2Oslqyo1COHjZ7SQq0od4IUBvrEvJR2Fo7euVE4W2W252dy7FUQbonCGTcsJvtqgj1p1kHg4slPsBvSKnJzLkmG+EZlTOck+OxpiAcQqmkDIbBZsFWoc800Ijk/JxAH7K3ij8EtnEIHa1CcrhP/Pgh7T1O2T/esorwlGdbIdlsdBMrocMRIKHWk9cZBSx00FTQmT1ChiBFyMtW5tondoUxDXTgH7FTGVgkvKKmT19TZX8i2ZMu7iDloIc4Jc2Cc9LKtZG0pIEreSROjFYUtUUxD9sQAuhNT0ACfgWijyndME2gHU0AiuHvHgqxgycF4jMmYg8fjhNExcka0jQLvnpywOTm7c5bEWA3JrR/AToIK8M+Z9PTkmox94lo5Hcbdcz7aKzFPJC6O64KrY+fkvF9IP8ELfk3eelA8Pk4kkUmoU2JRnyPlcsbIbLtFoeUNzTUxe5oxkm2lyZZtJBdszfesDnw4DKX2BY2eHbHFNJKSigd9Y5PEcAxPyTEkq44xO6PsSTYnK/WGYLaBp2iviuCfgjGF4cY4Jl5qPvu6ZzuSiV1JuH8fg3M6EdmGPSNVSeZIbZHxUCgveHlJV+BxEbPQRMjio1NCEBZT/wxmpCCuvBX6I3vHQ3NtdDUCQaQhZowI4lQ0Jvhj6RfeIAwpM4E5AdtQNBSkoKWi9QYcKHvOfEywUfExeHs+yvcE+AeSKvwtKIdQxHlIw2UHwCd0B/OGhePsYDdGX9FfjCKFOiQRvYvTFF7w2507V6o2LdsdlwRYFXfcd6IbJnBdWQnW0eF1sJlR6Gx9Mr92IgpdAmuF2z7ZWmdsSreUTevOkmAK8ERbe0xCBuJj1Yt8VJd/2vVr3e6jaApRiqFV6EsYEmDzzPzYC+USHjJhTpoWQibTUy6mmLHfnK/vFWKmWjnZF+/koP1gw8vJYwQslFCK7hU0dihvBEbMLNG32DllYt7RqvTu7Gac8ykVU1BxWoGrTyaVsnILqd8x5R3G4MUP3sSxz07pF9cDYjO4ClacxuAxLf2BrqVLFgpMSgE/HRNjSqoAhDkyFhUIZcMSZDJz0aSldt6/GoYeziUFzk4zoV8gpTEX36vIjcmFhFNWw++ZHZcArNHnhVjCw81yo0UYVZzXGnyZBdGNrgPOM1s6tSHXRdygXDlHwiMn8UdyTVwkUUb3zK7FTsbp39IuL+iCTAdKKzs+zwwYK4vUzZhnbpqG0i0WUdtAhNoGnMbwidBwW9TfOZL/4KR81K74I9jahlzBFVdK0VjqDBZRpqV7rwaIblnBm+SY02FKVnwnA91soaxSMeTGxvt04MT2G/R3MOMQ5bw6gwRPzbJzRoISdDEGqMLsCZSJGBTNW7m1NECMEDKkPoCGa9a1g1RdZyQIQyIdtooqVXeueeE1BVT9QbrOxkUl5Y1iOfAKgdyM0SfmiSh0BVFDhmfOFmQbte9MTg6bnDNReg3nKoXoEK1yiKMnvNsg5mS3yvvsiBhyVPQuCRzxZ/ss13qTFDxWM8ZUJoPP1bh3x18msjjbU23xenON3KgMhFk3Rv8CraAxkioVcBPBLbgPeOr6bbLsbGxiBborzIoOYQ/ojETErX2oTGTVIjAo5jyQD9i+O7QUSqGIcZ35LKo5mNCvxW0DqAkCeuozahHElYPCV+lYLegYzJltTvPBXHN2iw0pY1EmCnTBZOLbM5kC08o5ByKBWWGMQdkspbJ6Wrx4ZDPXjkmZhccZ2CKyrI+YM86ctPzv3e5jOMIG5YXpwHR2h+qx2NUOffKomvIyIlytM93ZW+Y27s79S7bAkEItG9NAd0s2uO2cBHPU1V65kws4HYDhKz4iP0coEkph5ynMN2JDTbnS/xyzRrAB4J4Qd2MsyDsJsVoVy8VAceYX5Rxp0sH9gDlzg4+gKrRTkR5LvzIHmCmjILRWEx7swejQEVqtoPvKKqHUbIHeRFERCntyOC6BEKStjUIi6bCehnJxp65B/kV+/oMkxHdgjLR60ykQn9GxHGvqxA1+foHOmTYH37B/SO80hXovlOH5yiqpEPK2DBwn2Fs62tYx054bPqrA55W/7ZzjTCa9OSt9WaTvtqqKdCcl4LC0Oe93PhCeQlAdmANBqLMkZ85emPd0UX48hFlScb6WSZ1JhhyRreXnVb1R20u2lN2pmhv3eQ/9XJI75IyoY2jp7LsR5x2VAgMunkaZhbvtOayOTp35WhOwmQdGIhk/MTy5aHe2pSyQMOEiZDvc4SpQVT9ar0c5aAu2Pty5j3eEwTEM/1JSILeA7IVNFtR8haiJMd5zccc0qubnRXdoe4KQVYBl5wHc52/gi4B6D9KmpbYkuvfJG46JYgojUrS3SCCPBzMS1q234MZiF4iwFWOybEHKBRS+eqpt8PYp6RoOm0zKnnjBXSSDTUnGlBjIzMrsqeKuUhm85LrWLCjPgBmZjI7zyN0+L2aMdPEmfa5EDxBjBngEI66F8FNkCOPM2XIInCdp4Him+22t2abdr5/WGIaMJApTn8JYB8HkbXOQPZGmYVSMl9BswS4C9YwLv1Z5txScp2zwgDrAwhiLCaoFxkwM5LgC6XygFYMLKcE4jccIpBhNd6Ckog4JGEuzqj/9+vUOUgCcjP6FOVMh/BJhkNyPVtP+nOuRauWRStJ7SRHH3o6U/Adu3NPNZT64EVznIOiIPhicXLYa9a6soxgL4cUMyk74nYpTLXjIj8Bg7pVDEjZtNQ+qMS8q72gThmu2h8Q/lCIsBnLORAgiEB3xE51OjUC4UyTYcPb5wrgGfVw4ziyp13d4SRViFd7HlWx/FKVQwvCxY/Fgbs7RhHMoc8AllZSH7QnjpmBnwc+ECm8mjLYQkHMQypJNDbZSgMpDlRmCRCM1DcmDXrJZukWBISkuq4WL4K4VumMlrdP3UEYkJ2woHJrIQYnUW7yl4BqOc5dspAaTlwKts74rVBqoIdrAJoNJn84godMjnvCGsajOO6KVx+DDjmLExJoQ2qlcFAxsY1rhs1b2cfK9BEUDsSvlbDAu/w2GpNiWhlMnsCthO5N3tnigYlzAI3LOd3x2KpkMnWt1+wz6fBDTuCIdh3ttFA9GStvxOSYyLoblsRSzUOsLWna8CK9acpoqeW9uBvvIuVylQQl6+VZ3bB3GnIh2xIJHeeBlYlbQ45VtyxZe8Qey5KtqVw5gyA1DyDjqKJPaUqWlMDl9SRDNd6zf8eZs1NQXpLPpxMoPFB34ti2CfEe5M64Ti0GtnTkGMxKyzafCAmESdIYL/sjWnVuWam+j40x07KtSuhLhy4Z/iBllByCOK21t5IURzvDB7B2d32elAVwva97oncHJcVi22GoKw+DBvAz3ky5pWQ8zVfRFqNwQn0nRsKXLudpzcypb24EgZgJYiuS8WQGdN0afOMEbQU09kkTOBdRNkGW94uORBPkeMB4fwIszOg8fVFEMp8zJi2WCFrEh0xEu9vaAtiFyI16d4unwmyyUDqIc9SBmBnB3oRbQYyIykTrAT84YtPTy4U7C9f2JrPlTrl/rIGWkejGAlNvSq9NUqR6fmFcuuoZSpXCzg37BezTsgv16p1jKEfWZbaWuhdMhpC2wjVIaqD9S/qcViPQDOnG+TEHjQY0ljzQ2pgdNjP0B936nh66qJOdbg4nNjtU0NVSzRMlZOuhWCqXVtfA2Ng3KdIoGVTaiZCvloWl1rprf0Xpa3b/JIMrJtlekbExORCa+EDkjvjDD6T14jG/Io3SudUQn5gpzMPxMjyAtvJuvaekq+zznV4XGOZKkGh6gjarflpaqY7wnAlYH2irVJA8rhHblHFBjZ7BxF0VsspfBlI0+FStGrUKrxo/4qm0mIRedCy0FFeNc/6L75FptQvOBzJ98HiK1DBeDvwJiFa2gRyHCUGmoGM0rMhrNhNMGgid0fL7z8ME9Br/QSd2MmBN/TPBJkXumGXW5Qk+Q2WjzwnCuoSkEiqYUT0zefnRmGaTDl1AqEAOxQZGKnwP1gMeV1hkIVeEskXY158XmcGKM/kDGxRyFuyrp/POFMOfdhT6zUjAupBe018UpK5xhxKFMN6oY8gj6SMUCrjeuPiEq7yqr2gqmPbgeg4ffgUqf8rFJyzD8km8W6pEEa41U954yuU0hzLi8pMxQFKInD6qyMWdFIz2cegh7a1ikY0F5LLYJ2xNqAA26BTIrropqznV2+YIWyyqjBipXdkHIPP99GPMHQXrg8hXVgRSo1Ql+QTkToCRfFvcSQcfkmgZe4F7pWlBdKi3LoRedCMFmysvWqHJhKly25Ty3RHZiyEP5ft0pYpgGWgvWGg8qQeVhKVzA+lkhNQx3bbywJdrwJIFAlr5vjIGKIM04kqPDFCdq9hUi4JKDSwzTi9oKe90S7i8nXR7IV1C7P282xQxK8koBRIMiqdwxfhTqlvSFcBIZaU9N0/S5+1WvX+sgNYERGRDCO7o5XgcNp7c7nVT2zlrcOOuA6jA7YcJFwz1QDfozK2hB7EZFkJccOo8nksormy8BMgAC1YpOZdSK7pE4YbIhmGKcyepWy/ZhMNlVwCtTTlTL0v7LgwxgqOLjnWBAvei1cdkrIT9DYjAXz2Ky2oc1B/4BPHwHrdCDxyO4jTPbdQIv65j4uKRyuUOyRTKzHo3CjWZPz5+ZvlJnIaaiqqAF3RtJ/0uCY01aPkLBuJhykYdGjjUQkKFMazB6bkzdaHsQyxm5zzvMib6m6dr7AJl3dvF8XgLXJMnIy30UeWTF1p2rOMWUKinWqfScD7AAKrKANAAc2WaqcBFoFMIG+0i3L7dU3L40OXN9JIJTVRMo8Cqcr4NLU/Ptfn7bdFqUEnfQifpqbwE6JudWeAhcdmW/pgjalVutNEo6nX60fgtSX3LIt9Zca1D3SV+KKQ8fPFwXXwUsghY97VnEUd4JnFJXiyWSPhCmXIfx+JQIwblkdhNK7ugMzIXpqUJASXRmq5qSRkDod3Q2qAcg6U+ljm4XsX9sEUKhvipPhYFNKi+lJjweYYzBj3EugmchinIV0OZ8Jxu1CFog2DBPY7/3uEALPpJ6ckYi1IKLoidiFcYOnMgcWOT3eyc/D0KS1kNwvq7zJKHmCIg5c4JqZQxl6HNKlaTlhAinjmQA+fITdDBiXxzMdU6Z4uGppt4C6ycPgisRJBAHOpJ4LsBmAxVfg4ANDziv7A9M6+lJp04p3xCkMZ3JRS93+k84bmPmgEp0x+sE7zw8oebKxpjCfuT5M/ob6jmvv5j0XfikoFdhDzCLvN/ZCWSWwRaTQ5cgsBs9Jo+eqMnrDGqz7CK1QfVCs4Uwq/pErP+p1683cIIDuLObcRXD+6BqtvKawzUgLJDlcRI43yn8sNS55YlIQ1CpiHWG3wjeOLxyFcdGAgIKqf8mWil+8UowVfkaqb0n5RXmjxBZeHSv4B1MEF/Q6ynMEDpZut8XX+cj6En5qC7yACa18sywhyOlMJZckPfsom0BD0nSnlxjTcsyx4ti6Eyri3B4tZwPvaG4tGSZxEUyJgS0Un1yEDSC/yORAQn9lZxfxXOTMhilsF0pQpTgccPMeJV3rrLxaB37OnGBulX8PdtaWys8eqAhFOlIZKCglTzQ5sBWK2dOzdmZyAJcGLfq/ND7qiJfmNyJ6VStDCYRBxoD51x3UqgUpAXX4qmBYLIsUWYkFyfSpyua4j0+5LAVpZngkbOh86pLmWInohN6pdZflZwThlJrcB85V0lB+oU0PBR5d+Z3AV9yHdYC05XiaYExRVJSZ3aaK2IjqQPD2I7CeQ6IhUYBlORZ9ciEhGHU0NRbOwpy90R2zsdKbDZMT1wi4ecTbuyc5EyEQygpKsc4S6qSFCPsDT/BRNGbwyN5SiUKl/ePuVuRRR4uwAJQfJo7P8RJWsK2BI0MgUjAkJYE9QjgxRIiP0DileABB8RjropD0BmoFDaCu681FoVh2YbWme3mAPBOgrzTUp2XggznZW782O/QCsJAZsF9ItsO550IsFrBZ9q3I2DB5gmrH8sZUcw4x+CzHjz8TjZSUxxWtON8An9H9k48oFVLlYzo9BCmGX4Ndkng4WdpvCk85hOKtNCQAvseydc7U6jYw1N7ejh3l5wbGdDn8xsjks8AIlvxGsRCrPxMgi+lEF4TNFQf6HjBPa04NOKDCXgj8TGe2rHssuGHMR4Pmub5cV6Cxj35Z22jzQuX5D8yA9kL8zGoItz2wg/3/n+R929NtmXJlR72uc/LWntHnJNZAKrRgNBso4wPpInd5KvMaPz/z5TMJFJqEq2mQDRQhco8EbH3WnNOd+eDrzgFyESgHpngfso0ixOXfZmX4WN845+3caLypBZY1okzpZ25DEe4s+Ww14SNja5ZCv/uedqkZzboJrBJZelkeuTQrwkmE2+K10pTJXqhVEfKB5PF71DeMaRuSHUkvuWoWIWpWfZHUeSlwj0HsM/wi6R84U2+dzukUXErK5l2aM4+miCnwcOIbix7gmRyuwJR4URpdaPPlfIAn41E5Bzk2qBEs6b+m0ApL0Q9sDqSYkzejiSUUOdddn6DsmuaLEyMcEdRVIwI6J4W6JOUz9CZRQVfFu+unKcRh+BVcv72mFQxVCrnDMrLlqdCTQ9eK+BroTSGaTaAeruMDaBbQdjwOvhwu2ReJapdUp5gbtdm80HhBNULY1OYOhljfX++KYHFTD0eEmJac84lp+YMYaUG6xIMaxDOMdNAK+EQH3RxtAp7AWkCvTEpPC7HmtS8acsiS/qmc68N+QZs0IuwXKDWrFqvRsRBiSf3dmOwGJYLumKczwSBanM+m5wqwLYoe4ET1BSPmp6x58qNV+ZVoZfU/2HgkVc2EeEpJ1WyzJFnZS3QQ3JAL2A2aeMGW88h+EOYrrQCVq9+r8t/ZCXD32UFaKGq8I0jZfNe82AyhYhBl0ojuC3FJRdsuXBCouC8o2ge0rJWF2mNVnMx/mgJi0ZhSkpaiEKfOcO5bjRFlCrKPZTykc7Xb+uZn9nVYSX6q4RQ1qT1lD9rW3lAI28jGpnbeogw1JkE0QIpyuFn3o7IG+GNRq8V9RNlUr+HmQwx40DZtPDDdeCcu+ICv2uDo47LmJWPFgIe1GeSZ8q9UT0Qd8qREm4UvfraFlKyhn4rjaBQSsN0A1G05zQSCX7Sex7u/UnTA4bg9QEEPSqVxqsoSucDqEORmqgyJ5jnzNslCVemXoJ7gJyLw4KxFq1suVHOPITbVvj5/D/ATOpTSw2efAbgqhZkCj+tHWPRS3DIAFkU0vETFjAS0DFCrrrsgF2BRfGNKgrPSfhibEkodssbTNOgsdiawQpCKuH3PO14wLzhjNTePz5PLfkOrRHUWJfAlV+D5uLhft38xNjUE6Vfgn5bxFJuXtm8geXAlyVEg7hNQjYmRitOb4tyA9fLFVcLX8jQJLsy9Ekrgpiyaj6T4SMH/6EETuk5rbmtSdFykSgWHmDhmAZqzo3cYIjrzPfsqCS2hrEyBHgEVoWDljq2CnEsxOHA0CrMls4oOxd44GaMMKrORFytIDiy08fy7td7Jda8IjpKoSaJHIG+0UuCQmvNeZeQ/uuqneIlN5VaL+IG+LxuAGUSTHpkZUSt4ByZziqSZoyeN7QZC1+RdU4zYBi7TIQO5sQ8r3um5mtdgjdNqobMHG6LB3UMWm1EzRBpmLDON7gYB3qL36sj1cgk7oMABppV4SXotbLRsBC4OoA2hRKWBh0x6swIhc+sRJdIyvaMdC4mblsIVe5miEyijiR8++QpT5Y4EhMfQRmTG3duuiewdhpSnLsKmGJjI2LHLHNvEverKdapMUCCB58GgWysDu+4QVL05gVq5WpOGegKtqUwFqN1oMOLYiXD34mRDOTulEqainpaJPT6e7kMCVWMqBXnKvtcC1npvGVC87RfBidasxuOuLOxJ2H/CLDIEMl1ONHSKNvJkKR+K401hdIUK8JJ4AKHGe8BsW2Y5d+uK2/v/vccr+dlWX0n8AXrPBluFz4LxHbKrLDVdMGWPJx1H8mT7D9AZJjbzvyOl6aM7tc6KmT/0Mif/6UUCsZPEalQAE/SjSpB0kDiDh48VmXFC9ts+X1EcoOOG0TjHMaSK5tHwBA2//6O/kcfv2i5T/ZrQPj/8xc0CiqNGifPvaM+sJHIkPALvBkbEcmKVza8TDCnUxlioA2pRnFnWSCemXBBiE2pMa4bCtQJc+vYMei9sK6NS2xkJoScZ2lftAjGhJQO0n2ocb25ixLlTplPCEs8mgs/UPlJK+pBxCDYgQf3DR6n8IOkchQWROkgacs2cmOSvsEYsDlxAHVHLU8x7pY07e8aemaEssBHkXBuCAMhqPil26eg0fIcLycihb0K7ovhAmEEitYGpnzZDz4el/GjzRyYk+E/Wp7+Q7Km/PVunM88nS/PxXlDLw/Wp3CTN4ASn6aA7MRCM0O1W+VkZOLdDEXQroyxaFroERyyIZ5m7e8M0c+HgMQlu15nuSjXUJ5H1oD4uGzfgXRlmyR/LwSu8Pb3imznsvffmXESYlc3kbKTjbGGYpr25F5gxj1zLHjOJxG2EpyWZplwodbKikaVCRbMWJfQpIzmMAvCYt/yELu0gHXwZ67QFpf0Fpk9a3dUTuroqCxWCFvkxKpS8vRPAJOJ08gQp7tcm3An7AR9pchJU8XmwFqe3kOCMpwmyhkDpbKqg260kXBWYyMEnPPKFQH1iso5EA1n5RxVCkME8SwVvN4FlBbokJRJX5Vs8dnR+sRdCUtPaETOgSobUwa34pl5UoBOkYlLvj8haKTF/PuSo4Fsle2Z4OeoObsUWr4+t8E6Ulo2JIkuRwZtiYREmwRC4UULb2OQAlv+hCY1aTka3ykewyJnOhZ80pG/rrTN/1Qi57p8UiWCrRUO2WnjwYAkzS+/Pk2FuGVFz/2ADz0gUu1pkq/96TVD2boId0QKHobUmhu6pKuRUWitM2d+msp90gc8F9xrga0yj8HyG8SksRjEP2+5T0flHwRQrseUwoiRqfe1WJYvxljCLDnH0WuDKiI5u7DLBCOByA0VoZyZx5EGRStSLm33HKwB5qnPmoAd2bDqI8vqukdmRgo519GJW8OoVKnJmnan1Tx6tS5srSDjA1EoXQkTQoUnE/zM25lkkBayNmij8IYgLmi5U3dHPZ2GLulb0jNdRnWQ0shKLds9N5u9ZHCSrZC0B0G65IxIlAdXXkSyGhE+h8gNeEJpVF0sG0yXrAEJcvF2RXzymGkkecbJMZwhiRYqkpu8eqGKIRjvT2V5SnCiQteEB98BWqWoUgh6OCaLEMF7UFqlh4ALRxvUTdHN+Np6fqZn1mybCB8I+CDU8/SNZPik5iadRbIXW17yPE8MCg9QY82FmdDKC1rzdzrCMCkJ5wS0aD7hjezM0o5y5A1ONWdg7jyicAI3tsT9CFgpoGcennIsjUhj2QblolSrMKMRNqhr4hn8woi0QSxFi1FaLhQr0rCDnxSpFK30JnRX2jXPrj7QsRjx4HRjVedBwXBOjJvmnfKgQm0sFVrvSC351PUTEUXbIy+d60yo7wKfkxiTJo15VVYEVwfUeCKlXPmuE98WtVZO8nVAtisKICiFhmKS9JSXYnQVSi28qtA0kVBDUhDVUSjmlDqvZ3Kn3rP8kqp0FUxOtlY5XPOmvb3QdPseuXOCtnWCTv1kHyHUKNSZNMwgqFe9lRSgOS8zpXaPLefNV8pWaoeiGIVYaTR463n8FFr2lqEs2aCnDDktWFEyFT9I5JoZYoV3tdygolMR7lw5UPJwUsZJXN+zrKynh5Rfy3DiNJ6sLJhswr4VEM8sGjlh2/Drud/QWsjUpbA1oS6hUAk/kU1BFz7h8IR9TzPG01muSB+ELEb7w+5Hv+hNqvqVbugKm8K9wK1QdYN7pfqke3CLQPR69zgs8X/w5oMs3QsRor4inkPbpkotQV9gMYkqmBjl+oDW/RUvN+b1zVzT4i1szDDGHojBayRBoLqxprBCuIlnT5K1rOa27Ot1Teq4G2xUCOcMsiWzFORGhoGAjU6wcsMJQXzRVhA+iOvjuLpcV7lEBbXWUckNunG58yx/v9fPa80CjjtlWg6+yD6cLbZ/8Px/suDEJkrgPT+MUkFfyHmYLaQZa23XzyxAIaJl63DJG64xqdbZKEhEfgAbxF0xNoYkqRobrLA8I7aCKGipOVurC61538P3lP5GcHrHalppndycKffPPyL/xhJIM6qnLFd4BZTOjoYzyRuTRyBVKM1zKL6e4M46J1KVLZJ6ESJ4kat7AVjZ1moB4rm4uKS1f7sFG8JjG2n4q4I6hDslfh/zjcgbVfE8IKnmjat150maBZFyeegcIt/T2mservx2aT1OFxLM7EIpSePWCPY1r89GSwndK6GTuDVEboyr7h4M95xVMpLI7vGK6M69BWUEYwnfs6YRaA+kBKcMrEHdfkVtAi+Z6bOInO0BiOF6IYPlR2QW1jNwE9bdaNfco4hjJuBZkP5uzmmLr+dLzlhrXsG6NsSN06+sx0r3Hm6scL5EBlL3kpy7GAPTMw9mK5/7Y+anm+rs6qnAxD2VE+p1e5Wcpc2ksn9sXFmnd7R8/ndK5UTN+7YGdhrxmJiSJaxkxEL8Pduf4wVC6O60TyLGaNf7InBX8E7ZBr41DomUNmtnhWMYdkvHqolz1NROlxvm19qIU0v+12md5Z23BY5xcuZ61QSLQXgSVAJnWH4uShtp5NBFvQNW8lBcS0KUxcjf2PLW/Qe60H/Rct8m+fF93eE4lPmJbSaH2TEDohE6cjeuWVQm5UzZSwT2huqCj+AaWVyulvwQdAJRZQ/jW03Y5JQbjI8cQ3elnEKQ0p4F/Ejhp3CqCBZOK9+pMdSa9debpmi2cqiG0om2+GEV3jbDh7O7cmjwGspQu8r9MlmPQpwF3ZRdK8c40LURYpRd0COr529qNJx3T4Boa4M4NZtNUV4lOOOzNzNbT6cmYqkVz54i+C4NCUppX9jmk48YKI1eFjOvHoRs+EiQ7w8F3oHN4eGFvBGk465qwcLhRfD3XBY/hbzSwYZSNrBZiLCssS45oLa10eKJSGDbddo8znzj9502k1BN2SnxxFwu8Q2q3igaHG7oxRG7CRy1EmvkGT0KKsYRk1ogyJ/DI2+a0jrBQa+FeThaFDNni+SHuBZsa3ly1kk8UharcuepH3lmsKBfJI/NlY8rPFwFPPRypsX3Z+WG8rhk1q+t83AQH4zfW+oQlLBGlYG5cRfhgwY1UJ9s9SJRnHCTwticUgQ/wf0L4R+oVAx47c77Oa7XRfPrPPI1+1RBIRdeV1RaHp5GsHtw9Mt1OJJ58DNw005ifx0plfACYoifNIVYisrG5CA2Uhb7/NB/WsxqpYZiljHyV4RBZXVHcWIEpQmy4BSoXpOqT8HjHUNpfaMZPK0i+o4b6E2J01D5gd2emBjOxuoP4mywLzjSHRjkZWatL1R9Unjh9GfKpjVoKzfKfJ46lS94fccxyh74M0O6F0UJdIdm9HORMKf8q28bny0dhCi+KXPkwQ/dQUZW9aDcEB5/n9ry/Xm7IfrE15UrLTAF7ivxVasGIUrMRsi41JKU0lttTOvQJmVMWhSeX4LyTXMcURNuq0OpNTjPTydiQcOuG1gl9uDVhI+pNIJVDe+Bzx3m85+33JdUAvg4wK6OJvVCi4avQi/pOikq9Ci0FfQ4aaNSRdICTWcbkn66Vmha8gOppDuvFbxUfoa8iJkln0SExk6swmCgOWICFR5yIVGoBBk+1GfJynkT9l5wFarKZTbLGUZdngPS2cHTWl5aZYkyqlLm4DZXDjk9eWw9jDWfSA0og9gXdRZsz+F6+eQUshA1zIWlTr1Cj0cok+wg1iqYZOOrdPme221FaFs+v1kr986HDJBGyCSsIUuw2Hhd4/sn5LmEsJYLqlb0kikVwbfsEvL338u1mjFmzHO20A2kd9B7ygwRbCOIPfNLKQkqchzZTBtBGyeLWzooixK1EDUBqqVVVA8kzotf+4qi3BRkGb1VvEyWHNTS2KUkz9BAHv3760Q52KYwn8lfKyvzNqcWQo1eKvp8UI9JGXmDXOo8JQ0LNVLm7AoRlY/++4/hS6/orrngcaVZBM5Pa5jAKHkbHAGXvx3xuJqMT6I5opUplSIDYuKaTdblMlQ9w6gzsA8hluPyM1rAJR2QH+fKHUjSkDK9pnT8Rbi1lIdbEYrl7C4cuKo7PoSMCw7FqPxOwKXmYegqDaxzIbaQGLRaCVemBCcHGqlAyJafDwGkZxZLwlmetqP0OwqDQRn53qx1R6MwpLH3K+unT6jvSeEJZ80nTy9s+gGxI1LxkeBk9yNhvBitTPAsRGxnyyJgSaPQMkDeoASn/0ypRjFDzslpC62NfauI3qg86G7ICsoo3zehEvV6Sx3INDJAot8X5eeZG+2zbhxSGM/PEG/e5vBsSFApPMlW7c9/e0XBUJ6fnZwYSrjSVuMJ9EjJWUqhdKPU63ZzIUaLFmoTesC2KdYMfTdMI633kHJnXDPJ32+NKUlvhRAjTucZCy+L2bOPrkS7Boz/9OMXvUl9L9AK8CJsBYJkZPGai6aUhVaS+uCwljBFsOuC7seTWIbdnFhZ0eGmUCoRi5AgZjph1MC9whopAcWTKgtKDm+1wI+W+RQ2KD1bOCuX0y6C7sJcliDYdruAo8G9K6DMO7jPzHoItNU4HGI6azlx5MJQZkC1JHwL2JFcNZ87Iy5ixBaMEBYvQGWJs4pkCRyLq2aPjDhkmh0xds8eJ6kQoWl0fiQsVcIoy5OwrYFKvwb7CrZ4RN7CarwkTaG80MvGFusivu+0HugZ7K7UahcxPBfyddOrmE45l8B40ujYvXB4LtByjoRmSqOODZWU0PYb38GmprBdA1whyRh3n7gHJZRgsewdY/HNDY2GrEmRIHrwXA9mOE7NUyUTyDI49Y25V65LNx2lX5P95XDOJ+UKb4sLG5WyC+gndTxQCsdoKEq9iB+bkPLTXGze0dIRCkQhgL0IqsrpV8nk7TMr5URkhf3ujo/E64xYEEI15VahhjK8JIlbUjI0cdiU5kmmDzeqnyjO1xIUyaB7j5GqwAhmi6vmJiXZektkry1Yl743LWsvDPsuD1pMNstizEUyFMNgTqM0vyxmaRFRkkghJW8Sd5vcWoB3JG6oBrUVnoD0HavOMTZmhWOlK3edhvbM2s25fY5yqQ6tHBcMdaQT1RyfjYiJXc3Qo8j1uwfBRtXC3eX6zCo/iKZxBnLdkHQT503ZmcPQ2xtjO5nFoBk2JhSlbncsg4eotHRe6nY9YxvcO3VL5Ydl0FPE7XJmZdCsvOD4FaUQhBYbfoMmNyyLZVJyfskw+V4EiyTeOHCoZdTiuCjunvi0ncoeSp0DH++JNfpwGj3fbmsR1QlvMFPSXdOTyyeS4wdNWZNbmkKaQfiOrJZb2T75/oL8E49ftNwHnaKTWwkeU+mbcCyjRerPUxKfUzWpEYoS4ZjkeaRKxUhJaLQMbtYAk9SKJT4/YCA3h6GE5imvdngel7umbhAD6YYeqa23ZFZc9YIVrwEryeUL0B8U/Tl7VeS6oawSiEMTZbijNS2pWAbwsBtfOPlZ/t7v9CzfraSbKqdni+kLwc8UvFZkHRQC6sZLF96eBx6NVxyKsjRrC5anY7HRmNdS0Tu0UTi04J71CXm6TZiuUFiSm/hdSzauSgYzA+haoTjjGtxVLekQaoW17Hq+82pR18bqQtGTeebX7xSm7LSAxaCjPOLMehN7oq2mBf2Rv3GUCi0zOq1YDo9vUBccp/GcgpaCukEJ9IKxAmgV3Fu+lgFNGsPl04aQnVlSEdtY8WCjcMpKFXOl5OU++BXBuypTSSyT3DB7QMlac4uSkg2Z3XOcUgZOutaCdFuWG/gjbcCLyJ9jOUsSYEUeMKLuyDrpJYGenaC/wPsMGIFI4RbC49PDKBUJp0kkk3LlLU0E4mqHlKIUdlYYdEtdcuQMSFWY2qlLICayK21mCWKRSttJF6UIJ+kQrZoHxRrBuoKxKoHUhmVLJFnj4cTrDd4epH80WXfp8AGewWsUnnXD4+DVgzd5ocY7EY1G5WCkHFafbEsZ0Qh5gqcvZnneEsw6VZ4YubA3Dg4Fj4KoomWwoqIrUNlYbmyeLJmTlD3//up55/695LSWL1gdKIqNJ3L94C8a+RUtBZlP1/r3h+qlr6frUpuyjo27Vk59IO64F5xFqVld4paGhk2DI5QQQzzobAyZSC14LXBOxNP8pK3gM/vWmHlo6wiVyuSznFOY1wzWViYwG8LcO7pGVrhch5W6FXQa0+FGxSQ3+e7BLLBP5xDNGAM5GqiRL/s/a7kPDKnBWHkFnnYDy5vIIFsti0iidKTg4ZhW2Eu62WJh/mAWp84s7jPgLosaQaEmJPOz4qJ45phKAdszLIqhmlkYOfKN1RCaZOA2r/srXTiiyCXj1LdCEaGIEg1mOKEpi7jXxPQ4hLS8kcXGrThn0bQbSkMfn+YOQapSW0ElXXRvl5m3hNNK2hWWOD8Pu3JBOaQ9VVgmGIY4dApWg12CrToz0vXjfuSHSYBWE/fEYjFT9tmEczNUhWKdmwiIMDSI6dfCmsYT3XMzCOTyByWpYTCpY+HHFXKWRERRjSVH+jnkSijb4zqALGJM6vX9+9bSdh05Xxv2CvPGYUqVzr1pBjw1b1tRr7lKy0OMhlO1ExVmmURdSfMQKCUBsQtLtyiFpOwmnVU2Q6pyILgrdSV94TMOopLzruszmrXl/aSXnSGFFYlRykbxwB65oCwB7jWp0Zct/vO1kD3nZ8nDU3aUUu7IR+bsWtd0aMq6LGeFLq/07ZZFg1vhcxmQAFagkgzHpQ9k80S3SMlSwsiSP5kDYWDFmediWs59JJS18jZxWs52RdKpKpdbNYGPezr05kyarnR0r1TpyDmRS1ieCCi5yLcCqhzimD+IIqQK+7hQUpNTB6W0NGpMwXQR8UQ8/87NCp1C84aWAyRJCuEnQwSrAuEUV5YJnEExx/UBvjhrMNkul1v/B6vR9xZu3Vn+RKagp1MRwoyI4Jt3VmSlU2lylYXmY7/GBZ+iWTHBliLyxPwd80WXl+/GGHWhy06XLyD1QjdlH4zUvEVVVTaTNEGp0OQiSMycb9aZIWCtdyaFwRccRaRwalBF8j1BEMUY20LPdyQULzUPmICfltETlIGg2yJsfs9yIYHonVLzOVMUZecPefyyNymVtIKHp2vFsiuykJuD+cbK0AIuge8K4knr1cZWoZbI3EcVbrVknUdo2splfsYlMM8TrA0Yyzm902LL/pmZwMyoBbzRUUaspDDHE1OjqBNROaMSmny5oxu6Oay0eMoIiix0m7zULBxE7th0PCZPH8wfHXHn5vkiT3eWB92c95XCW4ghW8GrIHaiEZwiyJrZ031Jwas6yxZL8vcTvlBwwo11ywFrcQF1brWgpMkj5sLLpFSh1yBukVXhp3DOworJ85JuimU3EffghZShZ81F8EZNG+733W9jstIecJUw3q1SFoQE9fL3SpF0p5VrIfY7q6TZoI+DW53s7HA3Xl4O/uJL5V98Nf74S+G23fhh39PJPwRfJRltsSNN+KrGynsLxVITk5VB0zEib6QXyicYaHE2TclNzp2IrOtzDK9XmZw9QRRfjdMnvs28UcaAFUx/z9oZd3oBvPKVL9zrDnsSrl9nOj0h8VARuUzacGRm0HLGZLbGweLj+ojEVT9PCHsVoLD8DZsH0xc8R+JOSklzSXg6XqfAasS5wAU9gViUDfotb6FNnc3zdTYWrRqoYSvD24XgbkFbikWS0A2n1xfqktzkrz4QsUWUk+WD/p1yvxCCHkIMQ97y5r0iKA77tKtawjMAXCDcMDuReGThYc0DRrtyrgfZuTajIiFssjFD4Zb5unL+EVGD5blR8nm39YoWRyUFOacS8Un/z8dNFM0ygIwweDo9LW55PtC8PVSvjAk2glJB9w1KHkgxJ0pyMZsasVa2AQC1V0Z7Mi9O4wzl1GCF4XEyV9YRfV2Xu7Q5y40zkhqfGJH4PjoKvuRn0yZuJ6914fLOtqXrV63hJPG+tMIPKDLToboaaSe1T9BufkfIDa3Ngt468WMQuni8BKrvXJBDPJz5nfX/jz9+0XJfI5E6tXXOdUD7kbJ+QgspR5wj6xAaqAZ6puHcLhOgqLLZjjKxCIYuxG+ojOx4YScuN1bJpjYssq8pEJLyJ6hUGsYpivSZId8hOErDrzqLQroOy2UXtZQ27kJ95q1vRsoR34s2RdgcLILYk8E25Q7xQSFDoA/hKhnLF3+jYmIsIescyNHFKolJmibX7wOfDWm1gWpnnYOqWTNuVhAxzF9QeUfjOsjP67mLF6Qd9A2eZyHGYAMqP/KQn8jFVBCt4IO9CE9PXl9I/m3eGqpGzKxZaZdxbGy/Qs5vFK0sH6jKhSHKttTonWIHtSrnMFTvmH1kXsuMjUJ5WXz94YV/9bXzL7+kvf53x8m/+7nyMU6+fZyMkef1d3HEhd46xxzIFvgzpWI02Cksj8xC1V/B+C0KhBQiPm9xkaHMVvCZ+RLvwAzK0uvwY2ipydc7V1qVF2yls0JosTiveYH0km7TkQtkRFrcw17RdiJrJd29SFad02j7mY65gDUtX95Z83QtDTQyHxUwLaCdvFB4RiHWwstX1B54XfneKQXcqbaxJDfa1wu8enrFa2q6YlkMesiJR8rNCfVtlDrzELJegCMJ+wK4YLuwPVO9uBXhsQl2JOpHteEo4ZNQy9vlp0NNYKK8auVhaZkXDcxBNPEnBZK60dIIZefgqwZvNMRJZmOUyyl4YFVoFrRSOXBkFV4JnpIY3CNWzppKCrQlClozHE5LHBpjZQD/UlUv8ZKoWx4O95RMxUmwMHGVgKbpyqjchWygtgfL9ZIDr/C8QMTVjtAGoUqMyFtupAvZbVLlcg0n2vT7zeyunQ8fQJrKFGHayviBVIQTpGNNqevEraI98FMoTG5SeJM0QfkaCIWQzo8ifLtI6BodV6dGIXRgJfDrc7nUPzvn2WqOU0f8M5f7Js4LwuKzVuOZw+AGzIG1wqJR4uokKo1SlG0vdCWdQQofEVeKOr9rgnWc2ua1mSVJ20mjwL3llTzPAQ4yMreB4BNoN0IShdS/v0US25Rx9NywgoCH00SwCmWTtMMasGW29gRGdPyZFdwa71SgygvP0ukVfj9VyXidClAbRQt3hWfSmzj8hVmSYq1aUCYtdqor4xipfVmGPqOULJLkZLusi9/rXwI8Pqhe0AH7MqBzqvC8XGifooX4YFNh+OcJLqtRaq+oDtSvm6Q3pFV8B8bv8jmSi0jORiDs5OK/z8kKT2OABl4faK3QhFqDtoO48uf3jf/qz4T/9l//yH/zX/zA//U//xX/xX+y8bpt3O+Cd+WDRnTBbnCOA9zYTti3dLAVh+nG7IUpizKftCYgisgNuuIlT9uqgra89S0LZCrfe35qTYdjcezMTTFWx9HvRYlTyAJKJZ1iz7wlBAl36w5VfibGgYfTrpqFbCEpzNFxq7lBAcx+CYMtA7ZaabFgCwonOuFchpWBb5Ftq4ycnXplu15vlRPRLPJ89563cgFCEc8brHVoWmmbYHuGm4mJLdLGKCciaXJxy82kHRcCVZ2nKTqEei3C1pW4OCdF0+gRCksKZ+Qx8QO/lu98lE/afLuMFzVv/csX0oWHQ6yJ1omE0WrLXONlmJvAY618QsV5L4tZO0M+5zFcNIeOSGGuhnRJ9WHdoezZylEbN4QiSU3pclLlol5c0JLoO1GV0GwK2ER48aCYwVwY98sOblCTfq83MhislW4FPds1FMvhmGju4p/ddKz+/ZkBYVZHUkvO2pVIgK0UQatQS6OG0dtMU0wPfNr1rBbeIys2/Pu/c4gHQx9QWh5kJTFljjAtL06yshiR41oT5EageP39a/ePPeo//SX/+31UgQcOZdFMmeq5QZwpPbS58YyB9srxyPK6H0rwkwWb3JH1TII2waNlC7tHZ9bF7SiUNTkiX1SX4HYv2HnyUXfYT+yRCJtkCKbtXBx4rPz/XnmsAXGFpCg5mOeJokjPAfnhQo8glmBf05YtR4ZQIZC2sOV8VKC90o4nVhc/2Ma7Q7/K0riei2VBm5PR4cULLz14HAXnBBdcGuWCDK3PyvRcai6bqtFkMCuoO6cnxkVVMwwbaTIYazDjc3jsaYG2D/ainAtQx2/CeObZtqlh4YhvzDOovKK8ocBXNd6iXGDvRFAtd0QqqpNK4oBgYdsNTksih/lVIPdgdcMWhDdev8Bf/Kj8mz/t/Nu/qPywKX/zvrH0ybffTt5/VubaoZzUZ2FK1qHfl3BqGljsEhk2qfi0i4f3wFfepBsPIm5IGYRH1syfQvfKIIkUn5dWl0GPlpJMwOIz/ilsAz7Es2NnVbovrDWMmYtaVrcyeoVPiHs4Hwt65Da4WFTPO7JrR2QQnoT5dP8FsW6J/DoNL4JshaoBw2kzWLwxm7CbcPgd5R2xy4NlTnsJ5kxeHy1gpjKhknPRhxtVleobL035yQfhBRkZlPbxpJlwEBBO63CeSSWBnANpnHhrxBrXYS6fEza4m/OkEFs6UAlYkrfsWygD5fCBjMraHT8sTVMniQdzpexOGXlWDK9INFxOrhrm75918Q18IFGhO3Gm67RgLBu8bumqW57zVNnfk2OoYLY4yZCt3IVyJBcxgDLTWVzaiR1O0YHI62XFSPB09ZNWhHM5UPLvtlwfxCcqcIYReDIh3VgSWLkhtnBfmY9a4+omCJYIYzWI7PtyjNOFcgvizH/z6sIbIO8B0WkY0TbWmBmMZqGxXZVC63sx6GMFSP59EWCrIzJz79wFHvnfhEDZ2R3ck1n5hzx+0Tcpa4kxsuMB4VlhPBflxdj9xqNNpDn1caKQuZDReS2N+sW4deXLrWZraM/Uqs4HbVoOhLvjpaK1Iqp8HIJYJ+bE10a1nVoqjcqQAT0H3U0LIpN9+TXozuzQ1m5QzhT+JIANliJ05lLKusHPglqlXTqvs6NTkFsFF+Lxnria8eAbb4QtTA1Tx2TH+y0rIwgqlfcJj3O7+ls8a7Y9h64imnKVwy4NqY5pahXTA1mCR6NF5rK8QAmgaraIAmY5IwHBvScF/hJDcaE/gq0ENSq6rgZWyQrsIoupEFr4u3YZB+Z1uup50vPm4Iu1sgJFdmGezyRwXMV6m36AgD43Si+sbbDfFi+b8vW28y/vyp+9Kn/6g/LnL3D7lx35E83qiSVMMixcJDAq3m9pNacireE9aQxoCppI5udMnZieIFS5sWlH1mKy8oOVLY+ghWbKiJHW3OIXIWPgOnmPMyWoKJSa86WQC41tClcHj5zZpEqmFZBoTF4RCp90xeSHW+ZnNLjVq2CyA+2JRxAaYEE8FvYhtJKycERQrCfB4MI/5driqEzWB8kAA9qFmKrSaG3ncZ40lxygnw/eTkGXoj7pnogcRDjqnU7Oa87TUVVKDSp33GcekppRTLIYlHLZrJWjObI7jCRmDCq9ZvruQ5QzbRYYi/J0BMWum1k2E+eGcXrBUUb8TLSf8O2gaKPpC7SKYOzlpKuBP4lzUMOShl47oY0365h1WEYUwY+UZa0qdCVKviocd5z7dVa56tgV/LjYjihRspl7cWbWsQLrSDSZBo8IVAsSX5JC07OOBK4aGDzjCi40z3hM94MWzpLG1I3VXkAulyqLKhCqrKMiKrxE5RtCsF0B47TQ+zoAw5h00TQS9TPnc3pDSXo8mtk1AOLB1hYa0B6VXTv8kHNG7JltEGkn+4Mev+hNqs7rpPr3HDLNF/6E4KSx+LHeEBW+Fni9VV5fGi9duQv80Q4/1uCPpcIh1J5IE8MZviB6ZnAguW52cpYgWW6GyWAVg+r5ZrETdDEkmzJn/X7NAHamPS4oJPQIbCamR1qwaWfwwasKWwvEC69Ju6Oh8CTp7Z+Py0pr3VGJa+EUNLk6FK6MzQ20ev5cybbV6DUTUiLcS0qEUS+BLh0BAAQOcaB0XrRTdmUXhZldXO36qsBRSTno83C0fhgZ9LrtCR2VgLKoG8wwZlmMXcA3xAtxyjUqD+7RqMupNdI8QkH1Bd+EoklRV+q1IAfPSRI04qQDYwU24PCTb4fwfgYfZ/BxwHMo9cPZvSEXQioNCZ12QvEJjydrfFrL0+G4JChxoKooDZmLMAcGxRXnxOL8/dMnedOnp7y5TLIqI3J2nefbLGXJxwQMHxBUzCr3i0NI5F9ayYqNennfUjI+8kBw7VxOhxCKN27Xidk0YGTNgvaNiBu1KDcKLoX6LBnKbJ3A+QQffXouAJpmZkjM0SIsOXGSQDFXyrbqStleL5ug0yJZcdkTmpZ6lQ8K+d7ZRfCLcDE5LstjAli5/qIlM4NN5mlaOZJq/m0ErIP5aZ8vV7Dw+oeT/Jn4BC2EBt6+cF4GG0okxWQAI8ky8IQ12Vw5LRgW7EUu6+cLpo0QYRNBraT8LLBp5Fmk5/PEyJvrIgg/oQ5az4ybxkldGRCnNJBCrBMZyk16MkObcAqIREZPyNsq8eRgEWegn+APT1a6uBD2wdDGTQu+p5EkOZQTHefFzfpcPj7LOLPw84w0TzkHRva6cf8MLUMtycsMT9/4ZkEti7rJtfZd3/uev282cmTGboYjj1R97wow8qD0Bz5+0XLfdwOAk1mKMJZuOIsjFq8LnnXww9eKqfNHLwe/3jqyKq1sPB/f+OsFNxrrw/hYwYoXhCdNK3MMXIIV5AlSGm4DInMDEY4MmBEUuSP6gDvoIgfA160kf82TQqXVnblN5mOyNae58D5Phqe76ulOcWdwY4nTQhhMBGdX4fCgCN9lmJiw7oE+AZuor3Q8IujZuIvxCM9woKdbqAVsKjzdOB1EGuYVi4H0mtNMHNHcdA4x6l6JRzCl5pA1Dr5s8HfiSN3g8WR3OP1aIN5Wur7Ok+VX+BOos3FjsVaAPJnALJq5IN0pJRhjZlCwdIKTGsGMJzwiyRpA4/g+jzBVpGz4Gpy90ML56T34938z+B9ePriXO7/alZ/Oyf/rNyc/f/vg57dCfS28/AQPNVYEcbux5omszCGZLerVQ2khmFbkStZ7OsG5YQwMv1XiYwcOtiaUFYzyTHlOCq3dWetBXB1OPb7C+h0nQUWYOebCa+ZWJOCUxSZfWZ5SlCHU8Ouck6doqcY5Fl8lkvQQg7iKOJ8ofhH9ew+a7xzyAdQMfiM5hpwFqwt8En7hmETw7Qs6j5wbmn8/+e45JaNuxnEKJX7A5SfGvmhL0Ras6ZcEHfgNXpZgo3B44XndeIhALGfA9yqsuJqXSROAuEAIMl7QeKQlHM1DRam4zWTFATbn9XtrgqCb4kcunJsvhsNWv3H6JVG2VAGWNPDBcVtwdTI2cv5Yabhl26+7kRIXxI/gJxyPnL2OlfO8Oo1TC22LVPclM0Pvc1G3hurgKsqlsTEt/yuYCCdHgLowXZAIvpyVb1fT92TycoPjuM6bF3XLrqfDY6H+ivPgwLEB++WEdHaifFBciRDKFpynQVtZ9+M7k8neYK4KtqgFbs/Ch6TxIYrzLHB/FKwcrAZSB3KZhVVApbM/jfeShrbMAjoWE6Sx1JnLKARt/f9pHvjfePyi3X2XaxldLTtczkKVE3oh6uJ1QNyFL63z69b5z/9P8J/9eKO/COda/PvfGn/9myd//Xedv3o+KOH8dip1vyNrwDp5Rrk2KPK673l6MnKx2RFOMuPUXBEaowqsg602pi0+n+KNwpIcRHp0SgsWjalPZIF64HFDcAqDSVBKRVxxmb+vpG6KzgRQ1ssV+KXBYykhFfVBACJb1s2jeJ00vzH9mfIm2VsEwd4SgeQWCUU4Kls0YHJ0YHaEk0Ig0plyoL3Bc+YJMtL0sUZgtVJHBvaidhqDtXLo7VEvrfvJlKBFnj5PJx1RW17s+wgmDbmqNrbunI9cPEW+QDlRW3jJE6yMH0B+JlphZzHXRq/Kn3wx/vzlhb/4C+WPX26Mnxf/4beTv/ztzxzPwt8a9DDO8ARLSx4+UmY7r7eXMlIpvXx3SYYYNU/6NfLU2CUJJSfp6nppjfeZVnWRjhSjimQX0TTuRBpvauSG3YTmypSSVuG8E0FRpqd54LM2QwKmgqsiWog1L3d6pceNUhdHQHiChKXCi8LHEiIyA5NVLJ4n+p7E610qNidmF6lAG1/L4OEFm85LFN7rBXOUep2eG2yVTQ5YhSUL9cb0QaNCy26wECHWBmVk7ui65W1cSK7Xxu1cPBfM7CFBYkOYaAR33XhjUcNpETxJRuGKoIliZG+P152yBn2H51rpGAK2Ijk/vfJ7tMCfpIzGzLujprxWR+Xoi07hMEMtfXrW8xahesPXieB0OqcarQZzpkFGV2RdizY6xvDFRmNekqyI4KpEqcj6fJ8JDw9qa7mBPi3pJ7Ukaeaa/2jNeVq/DoOihabBUFLCpbPHZNWgrKwNQZUVgkjDPdgk6fa2AjqUM3gthbMbxzNvPMU3FvPKoQZKz1tjW5QJHyFES6KHijA+8tDecUyEpoHxgnO19JrTVDgvNSjl7oJN+yfdfb/om5QW6DcYv3NiGdomo6Q1dXwYvFbuAT9swn/661f+7Z/Df/0nGz/ehG/T+LUu/u+Hsx4P3qzwd6PyUhfPmR0yzj2DdCUuy4zTpFw5eGcTZcQVcnXIseol8WlWokeAUKgb1FFZZMniV4KHByUCm0rRgjNQUtZwoPc8XXrY5a7KRQeBbXOO8/v+yZvDLoG24DjBadQiYEYLweiYZo121dwgpubQdVjFC9x0Mqfi4pxxouKULYkcc6atuEp6SPuRCzVFWWcQR8PFETfiLsQDfA2sQPTsnem7Mo+TGXfgg0Cx4ewlVa05nZCSCP+VWtMewTySyoE2KAcxFlYEaUK3SufJ0e4sTmRAF2PX4O/WJH7zxk8fG68vwXEcHF747enM1aj7wXjcqKLJ59MzdairMTTIhUA9g8uNBKOevsAEj1wcRBJu/KmdR60cBYrnQu6xYDnRXmh8MAXO6Fk7LxtwIpN872TjHERDYiKvTjzT8VkuidUoqOc8Q6ksnxQ2ijjeTioru7CiESWNB1lmmfOFQMATliq9ITM18yOcQjrSftiD87EYCl6hmmIW6av3CRq0i06AxBWYd4rxHRU0MbCcHW6lMIoR2jPPZI7EK8sHzsSOia60y1eEUmHMScQri5/5FicaFSPwTeA8sfROMEgpuXjnJpMTYxzCl1J4U6M6IHtWyIhS13HxVIStZh17FXjO4GuDk2AfN9bNLr0ruBO82afyuCha0p23Bs3BR37+mSvpDraysVsCnZHvmbzDUSSt71NOLs8IZ7lapDSYw6lbow54zFQkOvAiylsE7rcrMpv9TgnwCEoXzAej3SjHyenwqlmwWHp2wXEuVuTt3S5noLwUzocznlCu0sinR5aXWlL4XQ1CeAyhlKsOfiVwIBk6i5vuuA82TeYg9sjbrTYcZ8TFUmSDehCfWvI/tc7/YV/2v8+Hd+F8A69ONGXtyt0q5wlbF3R2doOv0vlPfzX5tz9W/s2fKv/m14X/yx8X/tUfFb7+0CkNTINHCC4FGQe+JpudFGkpO9yNukNrxnqZfJHF7Geepfp2wTkDY9DKp+WXdCj1ykT54GQVZyd408X04AygbFgMPAomJ1pyubIZMI2yKbGCyo1XXmE4YzT0S+ETSq1ROdk450Sk0HrwWpK5IgLdFZdgb5W7CZNKu/pcNJwfVlB4QUs6DkOTnCGPk1IaVYxNIfxOkvZXdgStBlpQmck6tMAOwTWH/WFQYqU+/hx0yU04HW6OqWAul2SnSANCUJ9A5+xKlEbVSpEbL3tQikC/EwPGVA4GMSdfRmEqPNX5SQ0flb854K+O4N//zTvPnx/85vhgLefYDu5HAzkY+mT0g82cck4qzstVZGLU7GnShUgF62goKfp3ijZqdVw+8bnga2V3mS+KFFSSHTjng7X6dcgZGWyeJ1vNFlXq9WI6tDBMK/ZNYORt2bvwIdfirwY+8ThzjiojGYoTnsNRNURXNh9FcJQ8j2aFfFr3SykQge6aG+kXyKJK4TES2XWc4A/Lmou0dNBbRd0ICr0HNyZd4CZOSNBaSlSF4LUYfIFaHTWIeaQ0Z8EeC+rMI9mC81ruzCwltGhUHqTEJ8TFmvQzPx8uuYCVCGQl+f0ZC+vK2owPczQ2JndOG3gsiuW8RTylujYrxXaG3wjgAZkz5GA9J7VWvAePS2LP/PFi84kvY0i/pokKPdi2G90F2ZQoGYXIZeCa2fSAqEyf+TvsSSsxBy+duxWiBfM8U1LWWxo+UJ7RMYNeTlQXlR/ZWiVKwO0FZiMMfCymJyn2QxrTjToGPiZCENqIqkCDM1gPp+gd0cSPmU1qHUTLcGX90pEe6dYlWH7Swqnh3NyvDESCfkWdpxdkbUQEXwpoTG4dhIwCIE9sVvzvz9j/kccv+iYlj47opNaGjYVWY5WFaQ6kl0x8rzSZ3KJTVDN4KcnCK+GYe9LU3aiifGhq1jUKI2DayMrzD2UVkFgs23jzB3oWWmvM+XE5YrLYbI6PxBVROCQ5cBqGN4HmadF0KH0RdeLPxaZg1VmW4Ec0y9QCJZ4ZpjPJmbIIIIP9+MKqb7gWChuHnzRAXVlj8qEKXfAFUheylIdDr8GyQrGOyBMV4R2jxgOZwU7lEGfWDbOBHErS3J2tHhwO56f0mF3Ul58tLiaaZ2evZuaqz5LilYzk2emD5jAdtCpVHJZwUpNwEJXgkoieg02VooLIN8ZHDvRZ72AV6uCL33njxBqURd4golLmA/dgzcIi+GawZkmY5yP4jYyr2WWn+8HShkuaNbJwNygt5xAqZH38zL+LyFvvspbOf8k6EBUIafg6U4LWBVpZblcwE4oaaht21ZZMCbxCEc1w3DSmeXLWaqPEQt3x4VgT1gxqNAoLN81Fvgq0joyTsCSeC8LUglSD9Y4i7KJUFd43x1wJBDuD0htlOlEbZkGtJ74pZTm+0oEW1tEIYmXdZZRkQM5jUUVZAVGNQYeycDPmZW56n87VnkQrxliGF6esNJA4A/lM14kizWl2cq6Aa8jfZXJWqMvwWnDp9Hm1+VYFW2nxL4UwRdtGlBM5PEnrYrifeCuUkdyIdz3x/gWeH98TV6ZpdlECGUprO7SPDM6WSqHxiIWEEZ/9VNHRsThLsItzd+cYkk24KEqaSGwtrD3T8LvSKdwRhqW8fUjJGAKLGYOiJ1E2Tj9TpUAYEQwH+CkDw16y1ZIMKOfiAhhs/eR4wpBsIdACa4fx4VxOFUA57ONKcjaKViaLMpMMo2XRZqOF8q1IOkkVpi1WhbrSmUl4BoNLwePEDR4rncbPUSit01twmOWuzB92lfpF36QqycOqa2XtxfmFcznFnA832qoMhecu/O0w/r9vk//pbfGXP0/+3W+Uv/xJ+KuH8dt1ZQAW1MOpIZTIgrAXKiUyFNnc2Lag66T1W9qw/UDinh8wMaQriGAerOH5vvEccrYA5o61DXZHIoi1UH6VdPWdnKoOwIOlBSd/j0X25ewU0JfcvHziveGitDGpshgBR4PXH6HdC6UU2t1RBw2hdOXYwbdJuU1agVIrocLaKiediaMe2MxVNWPHNS3nTdHbjfIZxNM850T3rNVI0EHOxFRpZefQPIVpVcIbfm1QAdgwzhE4BabnLeUCC1GcHRjuTHdOy3lP14v5dQ/2UM66scJZlgvl8pPiBy8ubF0YPnG/s20Nj5knYq5Mh4HH4DmyePKllnQp+gQKbEEvBaNmhUq+NEgRXBRx0HLHxPlyfU+PaySsGy5KTIOhlww8OH1j24Mr2YbHK3Qhyi25gh6kPSHABu6VFSkr1usTK+q0UqmyuF2n/FiRGDBAJA3pG1tS80vWw7zflA8Mf+Rr8sOchBTMHZ133CZRFkOgWRDcALAFEgdeTmYkzHc4+JYLorKIssCC/XJM1n55cNY9GYYtn1KJwtaywdlZafXmosJoZv5sZC4un/HFxmClQ4AJSYFncJLzuWkCfaMUCJt0nCUDL40uFRXlaxPUAz0Eb4LS82euJ1WCVjOMv8WN0M4dWJtgVHQKXQplVg6fSDilZ+hfo6L1xJkgB0c45+S6dyapxDRRWVWF5i9saM79pPKiyi6CmDJlp8xFbPk2sAVNDQ/FN0dvORf/fMRMWjzbhhVh70khkdLYINcgwN3YvaBbzbkSQZXF/Z4HaACVrJpRuWydmqG89RaMc7GaZ2wijBqLXSDV3pOombK02CjhhLYcLZCjB/aMPtRnOo0ri/sfuM7/so0T10Nvab8NM2IoBQcJ6qb88db5F38c/J935c++/sC//lXQ787P7/Df/8fC//jTwf98ws//8cmQAu3kPDM9ff9yMp+VaZm0DgkaMCN1hiYw7UYpi16N52nQGttyzsggofmeI3KRJEB/ru1aKThWnXbeMDkITXabDWGVjm9BeSSXMFQpasQulEfebKIuuucH7xGZexDfeNUng2DIRm2LtgpdjFGNbWw8ZNJ/bNRT8DXhBeItKDvEKMSx8JsyshCWsaCVQsRKp94d8J16LJz5XVdXKZmI54JKekARNt2Y7rinM7LIDY8H9IbMicdXVB74taPv9xtyOtMni2sQEwnjtfF7G6100j3Xc+4h5gSdkIn4jS4HWzjPaJS2uPfg5/ML9zIJTt5TOIdyo+rBSt8y8AlthZd948MMnTkrOe4BR/Je54C9bjzLoo+NJ4NaOzEHpp6SzxkU33AOujrDyVLKlafh5judrFg/irBbcGijSmaJTILdhaMEIpoEjA3i+AL8nIMqB/FXKoP5OuBDv9vWhTumDwhFSZflVoJjCjfZ2bbB25nG+b0oZ+zpZuuL9uwXp86TNYixtoCnotW/9xTJdoN55CYcGcmbFOIm6DR0bKxPHs5OuuhE8oC535B1oPOGy0FHeIQToohkIDYdNgJe2W2htnHs0I6TJjfe40G/nIoqwvlZlV07uxhjZtxZuqAjDwdIbpbR4MWNj9+/rdAOGdYOxgAle5G2rqwhLFHkEndzrqKwd2RMQhWWwldoH5HNAVcxpRPQOy8CB4ZPI7ZOGUKzydEqxRqujwy65i532fgrNSZbC95Fkq1oDrXQTZg9GUNZ936BAp7GK8rHdrE1XfJ5DKNU2FbOjuwGPK6ojWRQ31elVmWNkbZ4LSybdDpVjAcCvSIzMDE2XRmJMcmSTUiuXxXKFMYPFcbI1oZq6FKuleKft3Ei3+jAkVfsuQF0RAzdJ35Whge//VtB7s5/XD/zlz836MbHCW9/t/jr98TbWx/gQjnzxiKqvH8EEoGq0Uw5w2mZ1mCp5wmGB6hyeLp2YmWFArWz1nWl1ZIGgxmUkrBSxykeyKn08uAZitwLz2tQW20Qx57v03tmXNYy9KnpysIQg2FxyQ2GmqGbcZyBV6WpUfcNPQ/82PhRz2zTvAfjKNzsZN8qPgtrD36KkxbB2BvVC686mRKsaAQlKd48sRHcSpaQKBUvCSEtOFELZab0tySgCucKiim0O9hB8yNBTuPTL/dBV+W8epOqKe9+JEW+pnKxVhbcaclqAiEzLk5HjsGtZi5txkBKUOdBq/lvGIMRlTiDqCenW+Y4qiG2ETZyFlM23NZVTW543TAZ6EwZcxWQYYQLj8WllkSS67cnnAryoGinKfhZMJylV+1HGWyzYEfgpbLXyXMcLDL7haVo2iPw0Lyl2smzlZRdTslg7ROM3yGqdN84ayfmgxkGT9DYCHnSAdMHXiHWHbEDVeNcsKM825MxhLKnM+48BfaguXM8E9XVzJl0XE9sQTkqUSq+JjcicWH+JByqaNa0aL7+HHYRRC7wswLHjrUzfdRfhHicrKhQT3qD5wrCbuBHHuJCqbPAnu6544LPlmNwVuH0B8QVx3BQ3UlgXcKPbbbrhQpkFSqToJKlfYLF5KlQjGQOXgVtGp3lJ5+8w2WBmaBRkJi0TQkLpguqL8g6IDR72MSJsTPtoJa8AS8toJN2DEarhDi7KscR2NVBpeGoPvOAXaFYOjul3rH1jpXG+7lAFK074U9Kh6bOeqQRBgNhR+aTUHhedfMmFZO0ixBpmpjRck73yHvKXeAsMFeBuOHzgcrGBjxsXKKr40XBZoKmHagb5yIbEEjAcCWxY5VgVZBvLW+bagQ3WkmgssXvkW7/W49f9CYVEdwqPOsdP57YE2BSN+O0IGLyPivaOv/hHOhvgq/LoAhPq8xH4WNzVnXGR9A1/U8BxGU9kZZp+WxYqTwIWnVkE9ZTuFAFqWtIoMW4zcDcOUTYymBJT0DpnoSCsHQWdRoPlHd/5s8LgexEQwNWPDMLM5XqzmpKtcYs6Sj86pUhC6+OWtZlrDnyjOdOaBAnvJSCtAxoDg047/y6HOx3aN2R1Wh35cdvhbgbywd/+zTmqzJW0GUwj5ZNoipY5LzseQv0GciE7OpSfGWp3ae+jzvYifKCzSzQOVWvVL1fsrQx/YVbPHlI4Lq4RU0W+VwXi8xpe7CODaUSchKaNvkwTWlkBpuUrEj3zuN8UjStx5ilnHGcTJHssSILA0wKX3zw89XJ6uppiPDgMe9sfFA0P3hPg1oq0wvEwZyDEpo5qzBm7r7U+jWhtxhIYckVFCvKYoIFlnBEmjojhJ0vSHkHW3RRHp6tvjlVz6juikbRwU1vHDZYVwalqn/WQnHn4D3S+WmuyHCCJ3YTJBTOlGMEpdwX9hyJTZKcCS6SNL8BN+n8ztf3WxPNE1lE0i2Ekm3VJJW71WCu4EblSVq8zRe7NKwOykpcVLhmMNdvmD+QSt4EEDxO4KooCb+iCwXVQbEs9iuLtFC3PS37l8QqTF7YGPcC5wO0crMjZyhwmd5nHrpi0a0w4iJr9JS7OASRLPHr3TnPReCsVRGC0jfmOKG9AI+UkN25S3BSEp+1HtRakl0oDkV5jcooDZ9GK4thsBF0WxwI1hf2yGXglCuSQrDbE9Ga0QEmVMPXE8KJ6zYUl0qsJSkfJht3LZz+kTPVi6rSrr++lcpYiej+nE6d3eCAgrNz8I5RejDmRc8ocJixluSFWCSvnWtStGWBJHGFzTsPG3iBsEgLksMZ8KUqcT6Ytf9BvYe/bLlPOsridXPeRkfDiX3DxyO7a8qN0j7AhD+SwmpGix3WycfKW9Jl5MQbtJlef78LunJByDeFIKtTZ/aJBkrRdJ+ZL1oPogbjkdYsEaFcs5x7gXcDSkdNcQ6Smb5ygcQodJwBovT4wlneEpMjDl2R5TlHiRyS136F+E4y7EhQpaFMPLKDKWrWgt/7C6oL9Q3ijVg3fnU/+XKv/FEFacqv78693Ni6EEV49oOf/kb53bfgbx4nbyX4+f2O1xNdgyGVW1kco9LLZPidYg+qwBEp4+z1qvqQypie8Aa5NqVWgZWcMynIaRcJuuCbUIfl+OcJf0zjTQdeNuxlEA9Bl+BuSIMXFY7RWXFmGjYc6o3dBkcYeocyc87U4ob7g1Ei5yVHnp7lOu2FJZp5K4Ujcrj7udkGmbp3DzwKVS4t5uZXadwO9qQ4V9FHo8q8TvmCsKXk2ipSJva8Vv0GrV59S9OYmp1gsfYs6rsZJQp1NpYPRAviHYmZINvL2hwiidBvBivYRnLgrIDkxQRZn7UKTi3xfVO7LuL539TUCopf7dEBBlV3fB7pjFMHq8TmycxcBa2DMmHIRvOTIFi8grxTSeQVm9Lkxjw+kCshVaRm6Hdf3ER5WFw3ZEWqUx1K2zmmIWrEyjB7kDOOiJSPPhnLBbls+jm70vyjiIBNG8MdoeEcFMn+sAEoN+q2mGsRVlDVpJFozpgjLOUyCUpVRDs2j5Ra86NJ88aUzEXuUjkiNxW91ozYHc4dYrCTMllcphrZd5gHsmDvlWFKlYV4tm8/yNvWLQqPqjnnmo7GAqlYLLRmNb2slGdHWbl8IRTdOEv2gukav89cIqhuVE9JEz2w+EqJD+DOovAn8sZv4pLwUUpJ+n+OxuT6dKRRJwhqkXTuScY00sNRUr6lkFUK5Zqt/XOX+1iwVd4YoINiBbWDZbmAbPWJrsZHqTzNsMN4k0V7ge0MPpbSQ5m22KyzarBNx56NF4Kf+sJPYAayLbR0FkGJlouBnogV5nR8gNQgFtSoNDGiwvuKtFXP3IQkFKuW5O+ieBj32PiIAXTGdoDnkF0C5MyZTBOwKbhCC6GFcKBwtcxGwFShSiJTfBihwlyD+uosc/aRLblFGpxO2Qp/ejv5s9srP3wp/Cc/FH78oVD0hf/45/D//uuT/+d/+MK/++nvqLcnH0t4I2sjxpkGgVMF4qAI1y0037TDwBuEdUoNxJ9oRi5yUVpCbcASeq0pjdYgTmOrhTgUV+NnF6I0NjrxODlW0PYb5wExn7yz89mNsJesgD9YWbegJWGo+wt1HIxRMRF6baxjIiF47ZgONJTYHFywM4vwnk0vPBMc9iWdbbHoKkSZWOz4eqBXyV9RWNJoMTlVv7Ppkwp0sAK6LObIcFtWb3huMCVSljHJUsh4EN7hVLSBqKW5wcD1pFy9TXK5KrsEMxZiCqNyXkdUbRV/dooNQgyNq2cMp5Y0qvgO6+HIDvF0tHIVOub79KUG52d2THIhVBFk5sJDDOpowOJWJuF6KQ9PpFyvdwDDmZe8U+XMzZ7gJE/wqytqkZSMXYhn0KTwWAd4EC4ZReAqgyxB98J5zSlLF2wCEukeJRULjXSpVZ2cnodHpUAXbDga4LqYotSa9G7P4NMFQQ3kDjKEcMnutTWutu90ATbpHJWcP1nO/9pleJJPhJUbEh95U1IhLJ0HL8BxPgnPyveHBfhENAjPfKIIvABPDFlOkfx8FEvnYNsNn8GInFcPdUqrxFwZb9DLFWyWvpwqYIHcC306bvn31HjhFicmwpJ3wuBvS6Woo0vTpXrda4oW1D3faReVyg32mq0HroJYXOYJRVolygQvlJUH9D/k8YvepKIIrKthko35YshzZ2+DYw2OURJxvwYtnKdkIaBH8M0EdONYGaa8+eQozirgL8H7scAr0q7T/7kochCvG/Z8sKmypuGaJojNnfOSCI1FlcrUfBMWk3Tnvd7wt0GPRVEh9kl9wEe8p+oVqfvGdIRC00JU51iRrD6M1wIfU5AtN8IZAw/osrG78SEBZUfjQXiwl2C+k1NShDI6o3Xq6zumDW/O663yr3/V+C//tPOf/ZGylcabO/+3r8K9O+P/88L2/jMfv7uxt8HvRJlPz4xNdNzz7tALuJULeuOUqZeV90jL7HkNZ0tchgxho1LMGXXH1zsEPJax48Cdkyd1FRQ4ROgB6ziQVthnzdoGNVBYaxJ1p/rKupFwbi04nx/ZfHyd38fID1oAUiZ7Cc6DPAf6Hd8/WAdoa8QUhg2IE++Fr21wPJVN4FkGvpQZhSrOiDuynawlcF/IewN2LN6ATCiIlEurShmEvRPH5CXg0cDPRRt6yVyT3RubDT7MKZ7UC7Gro6jmwt3C0g5Ngo1FoIswvLKN4BngLKJVfEywq0Sv7tjasccznaZzUkp2HNXXYB0NZHCOz8AmwIQJzszg73V6t5KikVvmCe2AWiyVOLnnVYNP+VNZJeGw5znQDjIbYSsJ271SR89MVJHvvEtQvHRWnYg427P+fqYh4Cty5KJwRrsanUGGAxW3RtmUJSflcObMxb9RGa6EDWyH7n61fTvtvmMPIY6TWwhWjHXqd/pI7SXt9Ar3ZhxeMXM07nQeycUsDazAOtKxWSVfe1Uw50QokV7MvTkjHiwJpqS5IHd45YyKs/Du6DDaDc7hyDhpq7EsZVihEv6CPw/uBZ6+QJVYBkKWsjZDHaIZ81AiKsREY/JkEVtBzorgxJpISQTYByAR2Tk1G/a9ICpRcEjhDGNGIdvIoUdhtImvi94ThmuhN2F8luf9I49ftAV9c+O20p5ZOJEHhL7z1EGpJEofxxTeSwI+iwjnyOt9+AH+M1UG77FgpI25fAtsBJsuqlsm+IGHCHwMNrsxT8vyvmWILc6QvPprEpaPENYY1IA7kaDa9aRqwTUHt35UZtnT9QNsoqyRiCW64bdAbQe/cc4crr/Pey5GZ0H8IgQI+NYzsNlfKPpANKUsXY3Dg/PISo6lT055cj4bx+kcURBdvHbnz74oP7bCTSb/ogX/9a8r/9Wfwn/5a+Ff3Td+fHHO2tnLTq3KvUDdBiLKEMkNvkRq5hF4BIsPWE6LHNj2uFFXFq4RaWw4mNh8T6WuQVwfyOkf7NU5Y/HYHtlfpUqveUI8XgLvmg4o6bx2R9eD5iOlHIXTcuFUD4STQVB2S+v9/ZW24HgWyovTvSD+QKXg9YVXV+o++drvvKqy5pP3IzjdeUohQ5kVvTlxc9p+UrxlR9C3F1qtsB2U6xi7VmGcSaKosqVr8TmQojz0hXVmTmhccwJqYVJ5Uj7HUgDUlvUQXUFaYL0SUZC14FAsnOUN8JQ89Uh+oDn16l4TEeY68Hgjy+5Gbn6atSxyGMzckEISiVOk0T4dYuS8yeWqjI/FMmMD+iioJlRXqPAyUVlsVUCExk5bxnmcyWcMMGYWMRLodFZJ+PKxrm6Snhm0Ns8cbBwb3pJnWKRlzbmTm8GsSIM6QUY6GmVLmoX6gcz9e+t0dWWxuJeWjd1vwZAXtDUQZTyCLQT1P+KMii1Yovk9P2dOXvA5+HhkaSNU3nnjEIXWYS+IPihygagjZ7ivQh5G9x+unOFgxAehUNoXxA0pkbfuHtn7hSfRqirjA3Reh6s18nZ42Vnwb0g4Z6nUe7obv0S/BldGeUJ1pT2E3e1Ct5UkiBC043ahmySVOYSzXSamslP7nVUOvpdxHYI0BYy5rsxkF+LWeXQjpqbmfL3GneATbfpPPX7RN6kVV/FgVXwFLRKOeDVdIy9QKKxDcxBactQ7TwXOLGYj65cD8tQVyqkKLsTpzBzTpzQVQmjlHB/cqJQZvNcEj9Y1MswoSQSv9WSYQBSWgqxFPMHqCTOIAhaa8LcOPLJzppWUy25eOJ/KwKlYlpIRHPHAG9ha7B6crqgIrXxjTqhnEJIno8Vkk5OmgpKInAOYfhBn47fnjV7gr/adfzmEh5ENo2kwpBX44Rb88Ap/9K3y01r88WG8m1FDU7qzdNhFU5pPll8B5E+pWjWJzdGYTLwcLN1zsRDBYlFKzkoico4GuQ7OUvDSEHf89Ou5KCxW2rJHgB1oVMQXP4uw1YYWg83wD9BSaCZYWcRqvIjxMUHC4Bw8WwULPBZenPYC0W6YTd4qtGfnGQ9GuVG0s8kAfeEZkzoCOPFnYWsFd8PryK4rnpik2aSLMVSwIoSsLIOLhX7eLKewGLA3tuNOyBuK8VyO8EyZTirer2DwM9jUGFbQWmnBVdrpIEZEevO3Wjm9EpKOsGVpHeAu+DNp4jYzKlHq5c+4BtmfLm4AuyKpxLh603L6oC6cfqKyEdsJUzgjCdtFMtyJGPEBHjPvXqpMG/nmsgAdiBVC1+VMI5FOF4Ys3wwdRlLXTy43qw1ibKTXb/EVITG8ndUWzLQ3l2udkJUzzLGCrRpmcb1vT1CY8z2PigKyHpRWsk7HJ091wt9QrgNHTRdGXKYYUbtmXprSpefG6pG/h8QLny3PRA7InJ3pD7YKy35OOawcQDYtq78TkePbJTkLy7lhRixOHO1QqeiAMxaCUTiQopgrHo5PpznECiYDakJ8cztxdLyks5mJjIpfB5Dh3yhovoTbDVVnzoG3F2Qadg5kE8oDmnSmBsx8HlqkBGgK7WnssfH2mQosae73mOlg5Z/5TUpaZ9MdfGfI1dcTr9QlrNjhkCRqx0TtxpzwHBNiYfEFtdR7y+d0vELootfcmg4EeXG8wblyYRNLB8sRlk6/pdzc0Sv0iEDIYFpmlpbAs92x14LL63fpwuIO7nwZA2Fn04JITleWSrLeIkOS3jKseFjPxV8UdjhqQTAsjMczT3i8rqTDC8gtZaMCRIeh6fC7lRsPlKkf/M8h/OVPH/w/fpr8d791/uo0hijPUP72Tfj508G4OT++Bq9qVNuhZhfd2gpdDmw9EXciWhY4XnMDVnB48MyEcg5U14nH/aqCmCzLgGINxzYyDBgKVtiXE60iIfTmDFv4CKwW7ktppNzFcmRBvTkuRnkGNwliLEJzGF5qy6pHh6oFiUVdTtMbfzyEWoX6UOxduT93ykcSTZoHYVn3LvKF6Dn72Ti4tZS1xjzZolG84rXmR284PhuHFEIqzAYuSO1s2vFbzuKDxk0HdSyafGQwGSib492ZS/PrlsAwas/B/efc1bcHTzquhsvv8UFhBY0E25ZuNL0TvaXJIDIoWjYwbZnfWhlQNhGye7xBVMTLFVW6JTQWJ7pzSoDeKJcrDAumBYeN7+9f9/g+wwiMHpZ+76vIUQzE9mT8USgUNjHqyhM9RA7a5fND6qQZweh6sotRAoZWbOvILd1y7J8/8RrGxMIjyYQRZ3IS+2RVwZekc9XTrRZhrDnAgsKWBgqOpJOo8zoHtWyUaN/huYiwfLKFIuxohaqX/N8e3OqlQ3qwW0d8MOKivs8svTFX9nXPQHRwHSwq3Ttt6bVlT6JCy6fhcrba9fzmDc3qVaCpKavPBS47x6Xo8HnpBFZ7cs5JXJvuFs6WRwX8AoPauWBq/szXJ8FB6CAeecAfsXCbvITxebQo0hG/scJ5Muh10TpgnrJupEz8hzx+0TcpHc5gJjaGepkaHni/U/1J9R1kclTnWD/TNSsYIjoR74m5UXKGkDYskFeGpvyhAfEhuOZp6XNTg4LoHddnovdrIWywGUn5LY5axzghNni+X3aCb99/d4knSOUZgY5gepbWd1HOVXniGRoO48aOdWcs4dZhPcGKEtW4m2atc7kh9ciaZql5c3g6p9zBB7cZnGthN3iejdWePOROvH3w3/+ucX4o6zj52w/hz750mji/ezj/y98Fv/sWzPfKh3nmO7YH63eLKo1j3S/Mi3FEUOUgtpb158sp3pFmHNOBlvJFTPCPBJzKlufj64O+HcIZ2V1EDKy/IutJr0lGp3e0PrGHMFncufOUQOSDTWrOB0Y2JJ+itDbZIghfWCzWBvsU7hEsrRSffNjB6jvFEg3yVU4qnXgJ1tkxOemyU56LWZW2dRoB951yLjwqXo33ddA8F3MITAvwlguyJOFAioDPbG2dFdmNekxG9Nws6kSlwXCK/QDlwYhOqd+ISAeWf1IGWBxHyZxafEPZrtPpEwQGT+pr4oDksTPkpLpiayP0gKLU05g6ES+cmqyQwkmRuKjdgjssbrm4F6fUljUmUVnyZHbQodQK5oFZyZZsj7Rh+1XWWCrT7lDeAbuQCuCykAhuOA8E+6EQPyXhf1UBVdooWegZ7/hcaFEOy3qbjYH7QslqeQjqcGq9c8QDomHrWtWB5Z2CUsbi1AyQn03pq7CYeM9fTzzxUJgQGiyERuGDRfWEEb9q4WGBRSTwtgpSAhmBl2xGmENYobQw+q3yeJxo3ZEwqsHsixIFm5MPSaTasEYpA3VjsKheLxtmVopcHZJXjCFddYriuyZaTDRlZT05C8g6Can4XJdElw5Am+v7VrHXG09Pa3tjJ1nzcGhuaNMF+V22ONiVmAFSahbjLch5uB2UWJQxmdIoMehWsdrSnSoHUYzilef6pz3ov+hNyi6zr1WwmeP6QnCuk7sIT3+mdVsVNhizJI1/zYs4TZ6qubP4oErByhM8nWGbBYcGVZNmvihZJ1Eq9Xlg3VgrsDBuWlGCaWm79jrTYj2OvPkIiHcqwWTljcsFZSf8vGYRkV/LgqrIyhPN9CMba3vheUJvAisul9Cl08xsfe2WvDBmijI94KAwirNQthOmPdFlrPbgQ4P3LUOVf/0/Tv6nN+XXr1/YSqCujHd4PxcfvjgsZ239Pdi78G0Ztt5YUpFNwXrah58HDeFE6YWUm4qALxY1uy6e6V5M5iGXzdevhS9YbYIr5/FANEnVncldFx8ELkKrG4Nv1LXRSuFPqvG/RMU3534IWirhkwfpllQNbmWnzsbBwV0r3ks2xYaxtc7UO7U/kVLRBbsN3F5ZPJFaKWswzChtgzqZD0k0kDm6K7EU3wblo1NtZj4nfSR4vOewWaDUvFXYCAbrCkJOmIHVnJ36+m0uNBwJqD0t677FmeMkiiAyKfqKy0kWgZR0gHqlVefxsdg8TTfbBnoKTs7OVizO1mnLKVIxOTOQ7qT8+P2RBiDIOazbhAh2Bgd6yYx5YhcBqrA1kLMw240433GDZUbhQVt5wxt7Qc+UGoco57gWwOdG6We6EGehnJfrZs3LttxBLHNufWAjcE2H3bIBWogwDpsQQiuTSc03Wk1yhq7GIMOwtoK4LO7VKsOcTVry6yxbi92ywVhwonbcBjHgqA3zIMfMRm2BD2Pl3pdSVThPdzo3/LiaDGIQVTktQy1y6awvURjmycRjS+W9Zt1N587k/fsNZK+NIQlOYyQgQC85FlXCEmL7fRfSpLNfIjPu1yp4Xa+iHJTIg8bkmb5Rz1leuWZJQW5YPnMpHDnKorTCOgzkk7+YjEEtno5DW1gk37IWcAvMKn9IUOoXnpOCe+w8OGilUDxLAi91OeetQOyCidNHIRBOUxoZehXgSyl8CIQ0wvM6LXG7en3SqhzhaMmXyZ1kcCE8ryBjK4K1y4dNsBd4qhB/X9xHEC3ULbCnXIYJQViUWqAF5j+y+2DJB92DD9+57vWphS//BzJu5kC+4vEGEtS7sPxH9uMtCQQUqB33k1qy4O1HvfM7G6goXg/ChZcmxF2wo/AnofyLuzGb8nXc+G0TNAbFFk8z/Fy8iWBno8Xg76zgZK+PVHiMfCvXUrM0risvYrydwU7j3I1yeIZr2ZjyuA4L6U1yMgujAYt0NCH5TGmr+MxbxIYirXHaSF7Z3NBy4FJAnThfafqRm8czx8L3r4014LGC2+2VhdN6pZYPqnwljgW15Lzs40nsyhyKrydv58xW3ZdX6hqMedC84F9gDeNmOw8fmQByweTiRbUOY9KrQzQIQ6mMmjJLqwW7pEm/3iPhK00IKB8Utn3xPIP7DWKk/PwK15REOVi52F2G5x0lXpyPj0BV8NgoZSAoay1aE3ymHNY0LfTDAyk93+tS8AseLDSUO8Y3RBSisJWBW0JTp3zOF5xGywTgS8AY6EowsQBR4YtvPF0oHBlfQJHixEU9F/1fufu/UNv27a4X/LT2+9P7GGOutffZMZ5Uosm9VWo0Yuoh1iUHioISNVixEEwoCwrNg08SfDAgEhBBXxR9EF/UR30JgoIPCiGIYKAwoIZKkbJKr6JU7jU5STw5e6815xi999+vtVYPrc+1T+5Vk1PFhTq3Hzacvebcc8w1Ru+/X/u19v1+vgXOSA0YtBrMkVL0PYKikXHtI1tX2q7M45GpA2EYkVgfO4eqh6H9QokH7op5BhTG6dcTgwhD33b0s8pc7pmPJsLYPz+jQENOJdtalFE8Ib5SqCUNsnWCSjBabtZ+diyVjkQKrpdzwvJqEchogYAjaLeOP0Ya5ivIntbYVYyNgvgkzsieq5DBPmUF2fF5yvxFkKiEDrReKXJnZMgZTw4vWggtnK5zVIR6K8geTDP6Ihx7JP+1wRtRXkZAZIBQTvI6k4lKsIrwcFjVuQfcorHLwHrLv78OmHBd4TiUeUr6v/b6tXxS39ibFAVdhHIYUoUaFSvBbgO8pXsdUJ9IC9a48jwnjf1DT7YjWOs4SRD30tFxEKVhGE2V6Y3lAK/GsJkDx8jbt1C/Rp4LyBXiyLwZchLtpC1hxhn2pSCWBrcoCZoVFHenUzDpOBuRxy/K2hKa6cnR80gorHhQ3diWFfYdkawSa1VWdZ4nXyPfzYfFGVwvlftxpfLA9WBpCyMKGgfagmLGQqVa4ePqvHNlWQrvS2C6c9kW9OqMd8GLGPujsBThEQe6FOR+Y/IZhcITV555oUlP74YNKjemPLDFYTt5iOfyuuA8gNeOdejJPFxAj4aqYy5c++T9lsqjsFycsxwIVLPFqaqsCOV6YFG5HoK+PSiboldF94+oNZjN0OJUXdiPmoGTUnBrjHln6oNVBl99uXAZjd0HIwYjBcYpK6+dtho2FupxMH0Q6lhtMFKFicyT9ZYbb844Cj7984WVzPryAmZKOcMfKZXQlKGrGVWVhzdEhRmGhuU8R4PqKSIYmjfLRYVHZDegckq7T49K1IpMACdq0v9TykzWN5GzEgQihMtSiOm4zVNOUXkqznu7IWxoddJDajnjtVQSlpKS5Hny/ZRC1DSedhV2TzahqGCndLmy4mWnWgZESlxQHmdjayHqxD39dUzl5s5z6SAOc6BryfZWFPpC2iYUWm8c20AlAcDEg0Xf4n5n1IGe8nOPlp4oYHqq70QUvRTsPhCU0BXRgyJOGcFRCuqCZSvjNPsKwTV/LxlUnzRqbnkyiWiZ4u3ZZ0m5lyJMZmmoj1RdvtqKBHpTxvC8V6ThPSjTGCW4DXgRAa0Umx+SnD8qcHfFoiS6SZRFhM3zZByA1IZYQWODJuhyw/cXZFYm559rRryU05g7S83PIYJ6bupLSSRTdozyHgi9gqVIo0IWOPivuUl9QwsnIFKuSaWUxu6eRt4JyMAlJ8SLQFDZ/AD29GUUKKrJ2x4BngcnH9ekI4yztXBMpO5M2dj15I+dr72ifN4xPYUTcedMSjr/yasuqZwz6WjLhz5jNnPI7metcGBYbCkJLUv2lh9KPSp2yoGBDF4jAw5S1VGoZfJEUqT3I3IA+zXvlp8PwDYc4Z75QwUOO7Dtjm8L2/tAJhy7EAb/keA9wWd7UJ8HfatsEXz2qRE9UCLbFtNZbWG1oHJnBaqms7/XTLfV0lL5d9tRFNKwTzITOo6dyBZl1lNkKDBLzpwnnqteOPuWN+9aAfp5ahaeROgMysVZ6eiSBINylASHDqFdGx9546P14OM3G09vnKelsq7G0xujXtI1/7Y+Es5Lw6yxtZEsvJ5K0QqwQmlJ2SjvjTgmeyyowBs6OlPVZBjX+vo5nO3eqokUEsHnmqcsTmHb0uASqGZq7LSCjco0Z6uwVcW5ghstJoLTxdlxXiQjI5w0m0at+NmGKQya+IcH/3J1ijqlSmZ82QFLBt9RhK7whasgpQKGW8XVkAJNhCfpvARkElNQimEtMnur6Vk0X04SClnpaxpvFydPDXphvSWX4eJxJkefZMAlOFqhKbS+IVzSOXS27Utx8IZ6YdOCelA85al+OErOJ+Mhr+8GNiYrwcIEH2nOlo0oV07r9fmPEbXgYjRAdKGUgDEQKpUCcUcoKSzQLOxgoclCLSmbV1UWBrUaqKNrChLKKWyAgbqcrX5ICmbPPDdf8gganL/bGwRhnMr8cRWmTvDJQkFHFig51JVzgyqgKw+DEZlGUGpu9bZ64qBK3h/XEtTuCDcuqpRxT9xYnzQNKiuEJZMvCiHl8wVGMjDTJLijlMi/TyGLEuQBMrJoUeXzadh/+fqGPkmtDbbJKYhQdrNU3VRBxpYDw2gwc+T5mt8TQrYCJgkDbTs8/DzMC2/RlAxLoVx2tpd83aLC4heWePBV4AtF+DSC8Kzkr0XZpGI1zrbfcUYNwKLCowdspxKIXCg8GqJOROHSgmmNYYMcKlVUIUTQaVgVViuJW9EN8WyLFYQhwhILEcoh9xNFEudMqichY9zOucXGrXQihBffkaXmPORY8JJD/SWEsVZ81pxfKdTIlNkqAizodTJ28KmUZWCPQAosNRl3MT+vgoIr2gaC8eTGu6jpfA8BJkU+hvhqnqpEMmOnKnVOJkpQ8DhbJJIylJtARGOug+ORlIh5LbRRaP3gMxNWA1zoqqwEl0X55CPo1vnoauhyozdhjcIhwW4Lnx7wPDc+3eA5hHj/K+i4MO3guV+47Rsek3uZ6FWIM9qqnGbSooVhhhY5/XY1eYfs7Oe6JKrUnt6lzQriinPQNShyZeh+woontegHispKYSPvcxFj0ul1Z2w3orxHouM+EPL05ktQ90R/RasgEzmgSWGEIDIzekTgk4D/WKHflPmcFfwMpywLduTp6iIwPUG3dkaVXOgcsqRwpwh+7GjIGafxmhKVKtN8EhtDBlcuKWaRQRDc9MKLTZSFyR2eAu7ZEm8ILgJRMd+hXljm5z5IFckUhPN+6zndSulHuxAjH+JC48Lg5fX8rgvlGugLHDF5wnkvoL3iI03AxHFuEqfS9XyRPPlXNg16c2zPORm6ZkKCTphGbY04RhLomyX9Xmq2GSdsnKpCT3Yk+XRlukup1KfJPFrqYXxkhwXj0oWdNIdHLEjfibES20ZZTiX82eRZmrIXhw1u2nj4zA1XL4y5Q6SHzuXIuKEoMAvuyQlti+CndH1YQIU+K1InQ6+w33kSeNaO+4GU/mGeR3zN3EmF5jAlXkWf//Nu9739uLJtaRy1PdtrIp2iEwsn6iXbPgLNCuH7h8q8WEkiuJd8oHyiWjIXaZzzIgfRwF3RFXy8+ngCpFOflOkF2XeKT6xoyqdFsPE5s6qIoXR6GelFKjVPNa9dQuUUFvRzsGknZiQNu1aD7p2pifeHAteC+JHq3KpcqhP7wkQobXKMhSIweMBMmfYAuihTgosmwukuJPNtNLruqeBRRYtxlQsvl4kfk7YFtd7YfKeLsS+VuGe4oYdQlpLiACoaG4dnNd5OxlfieRXhSlkf2YafF0rc0yrtSQ5ZlpTLHjahdoo9CFNqMcYpDCy9IjIzEuJxtk3P6rdTkcVRd46iLASqDZPOFxnc3sDHDT5elKc3jU/kiW/6JuObrkprBaPwc/fBv3s/+OUvD/7DV+Aeg8mkPpR3EvRj5/0pk1cpmOcgemEwCUxyM6Br4qcEpOdC370k3rR0jAfRC7J3XLYc8runf0c8T1xf+3RKycgMT5ZhscFSlIeBRhLbrzLZ6oX12HmkEJ3kFlRYBjoUxfEoeAirTKIoEs45985bsndWK7zMnarB1A466QJ1r3kvamBTqNrOX/DIYbxoPj8RKI1CIdgwJKNcRLMN3UCmUZEE9MKpggVZSo5i3XgtderbSjwH7vPEgTkWQql2RugUzL4mykWSHn+lMotjbpmLdbYh9aygYoHLgGFJkogKy7rg98lxUtUrn0eT+Nm+SpfSOKdLLS0UUojFUlsuQFwo1dHYsbGgPVOJ6R1/7CSR3WlrzVBLCs1yHBE38JdGQz4IWVZpjFiYPFNQrGZETY2ClZOvF6eq0pIzSRgLnp7S8+pSOMToVThmB89T6QdetlwIO85ZOJlHp2CRM1OfRo+VkA1nwSI3xjrhaBBDaQFDzocfUqDRSnanzjYg/Nqb1NfV7vsbf+Nv8N3f/d28ffuWt2/f8qUvfYkf//Ef//D1bdv44R/+Yb7pm76Jp6cnfuAHfoBf/MVf/FU/4+d+7uf4/u//fq7XK7/xN/5G/vSf/tPM+eu0Hv8PrlWC2wJtwkrlgvJUoZDYmzK39PREoGXQ9MIIEJMkIBRBWiqDCtly65ZtEq8psrATKrmMlTbl87csDuJZ4XGkas1zEXbRjH0nrRoFxQJGHBwWXCuUaZT5oUGIeM98cNsRHNX0bASR0RdaGYtkeF65sEilP2aKAE0pBxwPOGxiERzjithBlStEY5FLdm/6BdFU14T3V40HZaYf6/D0NnlkDLjJA79PrnuOTDfuuDtVGqs5dQ3muYiOadlaqIJMBZ+IOitKk3zfQq74tTKtMaUgfYeIxPrclAC2WTnGq6M0H2iPFAK8Liouk26N46EYINJYWqdSmTLZR/pvVl/ZQtljZ+07D2vYA2YszEvhC8351jfBb/t45Xu/rfMHvmPhD37Hwv/hN1/5335x4Tu+UPnix84ngGqHmmF6IVkNtjWwcEpztDiLQl00e5Ctpx9JGmVZSQdvIzCWU1u6WCU8qdw1GnQnpGOS7eIP/j1y4WgSeTpRKJed+taZTCImzgv1JIa7GweFaOcb1gJphTZAcGaAf5Sb+hZp3N38/N4CT3ph8WALh9sJ1PVCmR0fnpEoHsyZ5PSLG+bGCOGqZKs6ruSrDQYHl1Ndp5GE9UJ623oUWOrZtk/a9gkRoYtSWs3FXgK9Q7gT5zGhyGlKnUJMReIJlQtdlOW1bacXdjdsOq/7V5xm9dVATCkuHDNbYREg/hHHoSyeoWE9FHFBvXxYWCMyZeED1Wdds20dAzajOykGigcxD3yCk2gtbQW3ctou8k2fD8fU6RH0kmOFy65oCco6PtQqRxjBC0IChBMIGUwF1+zqvKYpxBlrgjifb93no0VmSs0R4DvL2XqcnrcqfUfI2aCW7Af11z7rAO2nOTgbqAiFOGoOQGbLT3J9NWOTBRspEFm+ZoP69Vxf1yb1m37Tb+Iv/aW/xE//9E/zL/7Fv+D3/J7fwx/6Q3+If/kv/yUAf+pP/Sn+wT/4B/zdv/t3+cmf/El+/ud/nj/8h//wh//ezPj+7/9+juPgn/7Tf8rf/tt/m7/1t/4Wf+7P/bmv59f4cH17qbzxj6gXENk5+o3nxYjlyrJUvFxynF5yvdjOhl76+I04AtucVxy04zwGuDmceH7WoHuwzTM+fCkUkfQoxKSXSQ+l9oVhk+tw6tmmfUEyw+UcZI2Ah2fuUa1yAjA/Bp0U4FpLSnyZsPSEj45C7ILswtor12UjZOeIfJ15VsulXgiCix2gL8Qy2cd/pM6D4DmTRMaD3S09JjIS6gxYZLBd4nuAcOxI8nKE8+K5GWkoiPOCcuxBn8JTUy4r1LLQfOL7jqD0pdDcOUShCQWlyh1/fJabz3YQD2NGZcRCnwV9WykiUIVmSqsF14624JHRSgiVsJVtHdSb0rVwKU7xjZbnJpZwWg103qlHoVfFXyYvcedXZHB/eRB7tqvW2+Bbn5zf9oXCf/VW+K/eGP/NF4P/5psXfucXLvy2N4Xf8IXBxZzyseC9M5qyyppQ4bVRSlDMeX+uGbLvMANZOloG4zAmGRp5nHEwdtmYBHI8UmDhJ2Q1cm6o56rUa84oIhTzPPGbCLYpY8u4hEAIPkLpWDhtOkMO8KCrsFIpbXwoKD5B6O+cq1SaCtIrTXMhKiZsNniMNGiWewJfZ93Bd6YHPp1GRsgTO+85EEZ6iFxyRsMDzsaUIDyYVJRPorEcKWXvoRwYsQXiiklnIsl5tMaO4NJo5FD+8ImrstogFmUE+CUXUhPF/TmTg5szcHo0dCaRxE9gs1bSqwbcF8XozI0kvodCdG7+jhg75gdgHBb0W2GexcX6WjzIKeMrBbb3CNna41o4+x3MEKp8/GGW7c/O2IJ6DGpkVhVihBhtXpkCLyaMuqJT0hs3C1BBOi6OSyAa5wYXxBSqygfz1FNJmkSJnEnfSiHa+bBr0vw5uxIu6RkzfcJcqShvl4ZsnqOGAD8OpMNWK+pn92QHVSH6ikvimy6l4qVhOTbOExqKaM1EZBcuxameaknK107M//PX/8/tvk8++YS/8lf+Cj/4gz/IN3/zN/NjP/Zj/OAP/iAA/+pf/St+x+/4HfzUT/0U3/u938uP//iP8wf/4B/k53/+5/niF78IwN/8m3+TP/Nn/gy//Mu/TO/9v/RSH67Xdt//7jsu/LI573fj+QG0znZPNd2YRi9ALCw6eXZFxyllLnlcjWZnFhJMqYlmObt5RQX3pCUbRlc4TqTJqsqo2RakpFxTokIV6kjiQ6CI6Emeziol9y7BWqBTMXXCOnUJlt2545ns6dkcK5otMPWK6zi7gyn1LVIRT5mgEpQQtuVK2AMZqf4KjHDllf8gAlFSLaelcgxjkThDPltmxJSBzNQBbmfzRc7/RXUW75SlMfadUZ5o/mmeItuCTcMuSnkIFgkajWGoncbW3pFtS4wUBqUxj0G+6UKrV2a9E0dkS283ZsmBcvWOcaT5UU8jKEJZsrfdDNQ7Q5QpA9FC46CrElq5m/OmV964YmF869uV//qblf/1Fyvf+5sa/5tvu/FxD8IN08q/ewc/9XMP/m///ca/+ZXJLz82vjyM/X1hxoEdF3oP3nPHB+hcUjMXgfSKWapCaiexNbVwtQLLQVpllNavWDP8nn4nizNzXHp6qCRompQKDzsVqTNtFVI5YpCLl+S8sNZE2UxD6yBKZ90P3pfKchXsHpQ2cV8YE5ocXKXxqBORwtgHay346OyxUyisjLNur2e8THzgzh9UlGzXHa2xDD9hFpbD8WowsttzRhGidCjCUiZmyuwDNohQohSInH3OsqBJ+WWVkRHxtVH3kaed6FAzsqX4ZOSZKhVRapQQggWXVK4t4gk3XXOGCp5iF2B4zRaWBxoH1vkAf02RnrKIfxDKtlW4bylMD8mXFE8slhZSDBWfi6ZKuRLlBfeSR5XzXCQpkgPNzeFK8HDLEYJk8KXqzMDjUGpRap/YroySLy5RKHSsPiNH3hdK+tBa2KtGOD1lAtGFOCqdDAfdU+l/DnQFOZLiP9EUpdSCDGVUiGMi1ZFZ8W7IyIiYHoFoZ66B2MC3UwDEhNKh7PQJoRVRz86PKDUSYfc/mbrPzPg7f+fv8PLywpe+9CV++qd/mjEGv/f3/t4P3/Pbf/tv59u//dv5qZ/6KQB+6qd+it/1u37Xhw0K4Pu+7/t49+7dh9PYf+ra95137979qn8AnqTzHUvhN3/8lm//DRe+rR+8WSeLCPSFWYOhg3sY5UzJDUBrAfHEzJSWmrcqECuvNmqPyBuaoJxw2tctdHPHRkW00r0kCqULbp1DO3nr15xaup74H/B6Rn3U5ASqXFFJUvRdT0eG50N/ZdLKSqVCVWpp9Ggga85+zCjFkj5c4oxG2LhJJu+GGBZLQoeLngpCUA2uIYxDqHrj8DRvEoMDS1NpuaWyqBeuJY/pQc6wVALlwGLS/PlsdzQKGfzGmEmmjpkGvilY3MCdMnIwLC5EdGz5fFCcvYadugXVwQ/LBb8V0MliO7gzMJ7OY0aqqxKwG8AuI1NwNT0z1XJduu8GEox9IOVghrI7/Ifnzr/7zPm3n03++5fB3XMT3w22kf64qwofF6FT6RJE7WivhAaHTpqBuXDcBrcKVRz3SWuFW1yIXehku2iEp4rvVEGVGfgxiDjQsHTjlIrEkSrPdmG35LIdgC+TpUCUywe3PwRLpKg8BUIbvjTmhOmDF6CaMd4PZhhzb5gYeMqV79G5TtgfOTvcJ+cGFUngl/z0HeNCp/RPmKWlKbOnorKXoKzH6f0RilaqlldtEsFphCfdRioD68GQQR3CuoCqgw2uZYA4MrPUCz+YVtCpsGc72yOoTGzurCHMLxSkV55eNe+hJ5D39GtEcCzCURO0PORsUMUKUZNx5zsRR34u0qhTPsyMS80T/NnBywDTCh+ntTFbeaeI6aagq1Ml/VjIJb2CgxxmacBSQPScH8FSHZuTd2frVdQIcWQV4qaECqKB4QxPNl5BqeFIOO4bUOmtIEzMnSEZ0OpAVAUFD6fObKOOUI7oVK30qJQNiIWIg4OgIRQP5nTclX7k5FdECJz2mtjhSdoYDnHPZPL8TSddCuo7muxuhk2OkadcP2fkv57r6yZO/OzP/ixf+tKX2LaNp6cn/v7f//t813d9Fz/zMz9D752PP/74V33/F7/4Rb785S8D8OUvf/lXbVCvX3/92n/u+ot/8S/y5//8n/8f/fnbTybf8nbl4/XCPlZ+4auV//bLd/47czwONlsofqT4oGVfVg9hHA/eAu/KgpUJIcwxQS0BiOfMahxOaCqKDgKNrGWfOgS5AN/P8LBazqqrCjGC0grVnljjheNEuMTrHPwh0JQ2Hyn6wLGSx/FsUwcPywpl1EYfD0yCIpK+B1LQcahRd7gGiSTZR548DiGs0GUQsiTQUyWTPo/OC85aJht56sxSMDM6xZ3QZ6YLyxC0r1Q5GDM5zVsY+pDUJnrQESYXHvGOJvmAFxkYQkTljeZsY0QgMx3nwYF0QR6c0XcgtaA14b+Xi/ByF9Y6OQ6QWpk15e2zPBh+RdTAd66zMsgk273AMQu9VurlgY80D5ZS86Riha+OzkdMfumzF756vCe2BTVnp/JbP4HfsCjz2PjyffCL7wq/UoJNAvrO+qgMvfOVx2TOwXWu3KMm8ufRea53huQCIofywoNFwUR4UyDa5JhBpTCq4+ysw6EVisJ2QNikoMnuGxvXBUZ16qPwbMFmUHWwkmm/sQQ6z2rbkvMX80HjDTZ2SnVmnclCnJ6ntR36tWBRGOOFZwmu2hhupwDF6VK4m1MCltYxCcR2xnGa/C4VeQxCCrtD3LOtfmOwWWdqMDY5Rd9gxVCDnZ11FupdmefnNebrzEV4jJV0RTmwUuTAxdNcGq95ARWeEtg87KB9VTmYJ8Qne1SVmv4iUurcXfEijJmMSFw4ZEeVtFFEPnxrwNhrCo5IU28/C4UmFYuOHQ9cMgJliuRssjbm+513A2QkyLqLMsrE5wHRqV1h36i7sYtQ24qPgm9BrXfGKRIJcv6pKujzjSlQlp04FI4MVSwjsb+5gAdzd4YKzVPAHh48BKQtlJmnSWdh+KCxI7eCPwIbxlqEaS3FHS39VfueZ9MwZ7Inpb0EfaRtZ1j6pAwoFzj2hNe2womgAkJxGoohcnqmGvQh3Gl0HwkM/jWur3uT+s7v/E5+5md+hs8++4y/9/f+Hj/0Qz/ET/7kT369P+brun70R3+UH/mRH/nw7+/eveM3/+bfzLfcrvzub7nxxY8K9zn5fz0pn8bkszi4/8ds1N1Pw6w3qLqgtkPAZ6/Vf+i5cGaFD7AiPFTO/lxlaRXb9mSgBbwcsErlQNFyJPLlDrCgY8vh9jEwmXwWeYxqFSYZ+DVJx/ehksDOcC5D2RfH7QR/vg325wMiUURN02HeCJCWs64hRA2ePW8mBXYUqYFPo1Q9o5s7pkHxjQxQM+411VXcSeo0JY2zHpinZHmKYfsJrCWP3bVW4jD8xO/sZjR9oK0yYrJGoiOmK1EXhsw0qdpr6V9AJrYHsfaMYoCU6k6jls5wWFnweSdkUHewmjQGQrF2p0qhbQt3j3MQLwx3ohhRlLIJ5s6rIzUQqMZ23JnaWB0e751/N3aeKXxlPPi3t8FHvVCbc5jx6T756rPxfhqHOdEbc1duWnhWYysPOK44O0PvxKxQDnRazhTIyIxvvQXf9HHno+uDr2ydX3lRfv6+se1GL/mgiznzCstLzqCMpEGMmeeYzTP4ckpW9vf52shZ2S0XRVtBdoEwnA1nsHrWIJOC1I5uG8MqsRtN4pV5yq5pLdgXh3vOOjUKhUl1Z9XJO8vFsoeyn0pAEU2CQxV0GM8uNI4zLLDRyXlw9RWX+xlx3nhhnkpZ/xCoXKj4CSKmdsQnFSGK0RweUikxCd6wvXwKPTA/dWsB9to/i8lM0iOhgfiV2Ccz0jmmZsmPWC/UckceymYOodyrwHxQKnikgvCBE+Rrmxq1cm64irucQoy8jzM/KaN4TMDncSomD2RfM1HboYYw94J0Y46d4ikqoQjNNyz1WFTZU0n5qNAGxSu77rgrGa5WmL4DDXXJGZ+UbOmrIOMgtOF60nPEMau0TZGTmTgkIzp6rYQXKgf7WTAjnDH2htiJbis59rBwVBvjOI3LluP9E4zEoQM8cq58+qPcnY1C0cn0NCX8WtfXvUn13vktv+W3APA93/M9/PN//s/5a3/tr/FH/sgf4TgOPv300191mvrFX/xFvuVbvgWAb/mWb+Gf/bN/9qt+3qv67/V7/lPXsiwsy/I/+vNvulS+7anwrTfheSx85XJwW3v2lC/Cy/t3NGAumTBtLzNVRArrfGKTF4TJTWH6jSrOFvfc9V9RLuxs205zSUhyK9iwVNmcx/0u8BxwKTvb2ai2OVkiX2t4khEyDd6p3rh3gSOQcxg7aVwGvPjM+c89KO4oTugFYyNUCU1lYItg10juWEYH5Y0yM2/GCMZMKbssICPOZkySDm4DXk5sSxTLNoklRDOKfsh9eT2SC52J4e5ES/TONTowuPug3rNzvJc4JadG2At7qYSkkTZVf56iK7Kll7yJHdGWHhQv+H4QZYPqWcVOYKa6bUYQI/kSk8lbVt5p8Ajnk6Z8hYPtcqV85uwWlFp5ip3PZhorS1lZ58EjgnVNIcu//9Q5xp3/B2/4wpudtwT+tLNsyvtqbHtjf1d5F/DwoI+giXBYsBSjYhxR2HxSohHhFJ9QnE+a8bv/V2/53b/pyre+ecuX787/9Reeuf9r+OrWcxYytsQAHQnFpQ1Wg83ArOImVMn2yLkGUy4NHoPleEC5cPiRduglMjK8Ob7DIQ2JQTsm1Uu2k3CsKnYoHpNGIHHGYJywiRFK0StHPGM+P+fQzcb0SeGE9frgGOQ8Iy7AzpDXc9GKyXuWAscQgjXnnjJTWq6gpkgTGHYa2g1ZTsuEnP3akT+N2mHApdw5KIw9W09CGvPnZYcX6BRGFYYqlyNOg3wnuAOCSU1S/razk0nWyTvJhb95zfciHHoQe97Pfqk0E9wc98CfalasU07PTw6oDnJG+Cp+iVBohVEmfdw4FsuU39hOHBTEKvgC7b1wxEpfNuZubGIfWmg6GtEPbkN4T0q7M/TxFF9o5PyXfKY1oPeV4+ggLyxLJ/adI4wjMjk4y4SJU9lH5iQvBAswNDfjOJeW0A5+nPNgKKUlJccbhmAcvFpBWnmiyGTTDfWB6xdo4322Hd2oHr9uM+//1zOp18vd2fed7/me76G1xj/+x//4w9f+9b/+1/zcz/0cX/rSlwD40pe+xM/+7M/yS7/0Sx++5x/9o3/E27dv+a7v+q6v+7V3dz4L493hfHpM3u8bj+NBe7lzvEykF7QqsYMOpVwCC2HQ2eRTVA6uTdhnsPHMiA3n9A+S46mir/zTyLPq/ALQcAk0lEHhEZ1G4dEBCuLZctprzVYIYLtTbguHwIvsyFgROdEoeqGos5+nZCGQWZM8LDDbgVslhjLGQgtnJzlmqrm4FYFwOQWhkemfUggr+HAiHJHKKoVhMLylTPeadGWVluq+9vkEYeFkT1KBlaZLnlTMienYNO5ywcmTl5KJo9F7pibHCuZI7JQjmJ5khNsNosnZW3duUlEdTJuMdRANXAfDA3M9x/YFD3iDc/GCaG7wn113RAwvwrMEeqxcv/rg7hWVwjYH74byVPLfR9l5XpxZhBd/w2bKXoRfejhfeXyVL3/lU/7Nu41//9/Bf/gKfOU/Gu8+c365OrPqGY9+Ydcb1Av4xMqCF8cvwfh4IldJJt4qfNtvvfJ//J0L/+ff1fiB337j//RdV/7Qd/4GvvM33nhTJ2MeSI0Mxosr2hQdlUMTzju1ovXC8armWirDFXuxBME6bLaBC2U//+HCPoRYV6IK4w77DF7CyDMXVDWkOyq5zFsItSsaDekLqwZaNyiOS8sZIorJYIRhpRHSeMxGiwti4LHB1XOgLwXte4ZCWkEls8SU5MxVVW4qSBVk9PyMa87csI6HkrFQccbwBToH0HhwYC3dX6FKWkUCecnMNXmdz01P43M/KQdSqHQsCtPgqJMaoHI75zYCh2NUmi2EKr4La81ZrJmwl1zSXQR5PyghXLRTpeX5wR1ag6KEFDqCVEXkwjlvIPYNkaDrlRaVm5C2lffCtEnVyXEoSCXK15wjxJlReC8duQAoEcFVAqnBtKAt8EYKZukH1WMj6jOEsT8eHO4JGg7wqMwG4S2TsGPLYmXCiIy399R85QzUDy61omWllAWbEB7sHJi8nhhzuRjyzJg7bVZcK6V+il4MaqOdQOFfrwr96zpJ/eiP/ih/4A/8Ab7927+d9+/f82M/9mP8k3/yT/iJn/gJPvroI/74H//j/MiP/AiffPIJb9++5U/+yT/Jl770Jb73e78XgN//+38/3/Vd38Uf/aN/lL/8l/8yX/7yl/mzf/bP8sM//MP/yZPSr3X9+1+Eeg1+YT3Ynif/z3eDn/8s+Op+4952Gs52+mxMgC1bZVoqFpM6Ep1itaCa84Jfpd8vmrikIFsFBWgvsL1WTkduYpLMubEb4oKIcAjUU1AUkoq9cVc0FNGW8QpeuAEv806mSj0xeY8AvTQ2m4gmEVtqLvLuzgvpHXEVfKScU5eBb6nAY5xaaIQuBy5K0cLhSXGIczYRAtxTSFLkoNA55pEnQJwXSek4YYi+pDl4QGsKU3jYRMO5ETxOy+hZTOaGWZziC2aDysRVkHDspbKUTtpNjXs4ogvKwB9ZX11EeKmBFaVXIY6cKd4DpExkZtur7g3B8nNeAjEjtOXiq8HqMPTCtImiyDw/xxCUB8ULfhSOMfFaOMoCj8FFUkl3f1O4bAfjGXZN5V9ZjMscjEN5FM+TCKR87S6pHrWdtsNvK43/5RdWvvVa6Bjtpnznbwi+46OFf7se3F9ytslU0EDlwASqXwjZCduY+hHdbkliVzu1owu+7szd6YswtvnBrNl5oK7YAEPyqH9EvvcIN4SyOe/I/B80TlO6ZVDRSLWrt4OypQgo2PNrUxG9ZOX2eCRVQwYaK4Iw7w9qFSwUsQNq4aVEpuka7C1HWjErLwxqE2pJqdExX1N2D9otkvQSmV81kUQx6ZGR45ulCT0OkFSZiecELBKzTW3BPIT9MBbuiC5seqd6TcP9wTkzCUpAj8EoMG1LHqPmz9tmfr7tGBwCSCcikWBVhN2OpNOoUNwp9uDwgsepxHRjiTtHcY5X4LQHWp4ZERwXaCNVxAGIT4SClhWVB2nFHZnoPQVkQ6zQzZmiPFBiGA0FK5gCXqga7FTUjiyoBRBlDqeuxhCFDYSBnTovIWVQO56G5ThBvqVi7uw2UZ2YlhQ1WafIDpb80YZ9KLaNnr2Y6bhcmPWBVGUeAm2FQ4HnX3Od/7o2qV/6pV/ij/2xP8Yv/MIv8NFHH/Hd3/3d/MRP/AS/7/f9PgD+6l/9q6gqP/ADP8C+73zf930ff/2v//XP1/xS+If/8B/yJ/7En+BLX/oSt9uNH/qhH+Iv/IW/8PX8Gh+u//Yr7/iqHRS9cB/v+ZWvXvj0XeN53lnUeJA0aeRKlYPggjfFj3csp7R6EslPs5ZBeJLngoqzPQIXIDrIAT7I3ka+cR4nfDOUwcoqO1GdMguzVJh5MoszrRbbcJxLWdljoOvk8gg2FBPnEfmBObD5lkBGeWB7Y2Fw4CkjlVNiexS0TMAzdh7J4L8VxgYwaUFWVVSCjTcTnj3lxK/ASj8D6uYJxRzkPqcSp8jYcDfGWYXPYyJtYbWdDdiXQuyO9BsyHrQdRr0S447FwUq2TyJAi3BMyyp9BqUEdkAZC1MNaVdc7jwM0EaZM3v7SyAhyKhMn4QETmWRgc8Ek8a88WY5eMSgV+HhN8IHbalsz871KRcZfx8UgjUaz7bz1jomN2J+lX0aUYN5LTyeBX0nfGaTtyeWyYcTzXAXYNKj8/CDxToSE/SClZ3u8KYoWxiDA4sVNE+aNgUr8GiDEOOiwayD1SfvRwUms1fqSBPs1p5PVpvzxipDCo9ygXEkueNwYi30XbEYjA6gxBgpAnKYtxV/yW3MeMK5EyGYrODPvCpfGcAN7GHEo4KvlJqqRrEd4k22qU47R6UlYFmd8PRClUjagdxKbk5x+u9Ko8bO7rCUA/EVnztSRs4TgRHZ9psv8rkZNSciyLR8D8uN8DtVKmGFhhFdGcdMeglJNJiH8+qwCclpVw9JXNEJvhXpmEcu7sXwASUEjVS1zbPeD2lMSa1ihFFKxeYA6XAxeEwiCtreYrOAfpVS4DguiI/EJVlG1hRabjqSGLFjg0Uzwn1eF7gXlDvmA7f+QUhS7UBqT8aoncGYUWjF055wrcy70S7Qny+MfQMVagU/0nYikaKKBsSR7M84Y+LlbOtaAy8dNqN0xw+hJt8o1ZoGUa9UeWGRPHn5+kTZDhRQPX2nPlIdzYKPSY/KwSPJHfVgbcH265D4fUNjkb54bbQLzLiwvWzUUtnUiSFsvmNn1VKTT0QVqNqZfmAKbkoR+dBDnmcvvfaCDBA3hnSkNrzdKQd4gTgkc2N8IeaWnK5Ik6CfC38pHXQQ1fFH/n+RSvhEWk957r7nwq2K9EocA7OglCSit2iIwjwzY0RWik/EndnzJuOEL1Fy0LOOxsaZZBoBfUFbsD5g48BFKAZVg4MG7qdQtVJwRI2JsBbBhjP6ghzZZw4M9AJyp1RFDpC1IONAZmeWgvkDraTkVoTaClUmzSrv3Og18EHmTw3Hu2JDYBpFK9cobDFOjFJhMNO0bMFFz1DZEJCK1MYcqcLq64WBEnbn2hc4DsQrD+24b8hMD5FxP6PWDZErIpNr2blHqsK+YJWvlEkRYZWcX9Q6aXtjV6NJqivvQ9O8SYOLUNwoLnh17ntjjYH2wm/9X9z4v/zOlf/9f33h294UfunF+Sf/742/+7PP/LNfHNjuyBrYEdThTA9arcxeuD02Ru0cFrgeXE2p1XmJguoVOwYqgxmpB/QaaCy475SlsRyOePCia7IeLRAt3GyyS8G70o84bbfZ11GxjGCownEoVo1i6RHstVMmpEA+PYSlBLUE23HOKZCEIIdhGCIrNzbmW8HeBX4RbE8Js8lrKoCeLTZwbQx/UK5P2Lwjo6GMNDsLoJLoMQrVK0er1Hnks+uTXq+Y3fMEqSB1IaZlrhLGTZ2HFGJGqlk1Ox4DckbmlYsaj573mSKJSfPMPhJejf+CEni/sdgjgyHPFGyhEsUYpkDCcYfDUiZTA52nr7In73w/DkpryDwYURGdp6R9SYJFCdyDKokdW8J5iIA/oXInyCy96wr3I22WVbIV6OT8NlhSM6rODeWd2wnZvhDzQaUgV2N7COiSH8y+ncvI6xZxrjWA6oL6zqydJoaqsR/5DDVRZmRHgxLUwQnBTbL9ZKcUqOcG92v5pL6hQw9/xS6wbej+AlppU/AWHIwTgZIQySYVlXkKUJwhnN6arOQvDhbJ6oWD0kgU7ZGtuy4b+oBNc4iaJGUINnppRBv5554ubPWF6Zm8y5mgepXC7gMTyTiO8jir8UC0Eo+ZMvRCKvHsc9mCSN7smINmOiyuJGns9TgkYMIhOemU0zuE7/gGD7mgrSAzYBXc3kLdkYeQfSrhqQjvzx+nJU9tfjhxKcRjAe6ov+QgU3PoqjN9XpUJZVDi3ETIm3scjrdK7QL3yKynyJRjl06dgdaDaXlaeuyTebacLPwD6qj0xnZ4Zn7JxiKTw9Ic6nEgOFqUfvkCbVZe9JkahhzO0iqjrthMjEsh5xjEjtRA6AQp475j9AhMgocuLD6R7cZn5QUoHCfR4laFxxlJsc4Mf+mjcRiE7ewdYjr/4eXgH/6byS/txm9803m3Hfzff27yc7+4cRmW4ojHipQHC0Fta7Z99sImV/RMQ2ZVeAkenkP0Nu+olvRcxYF4Fh+hEyfwMZi+EpL3n1ZHZqoIQfG44DxwKVwuxn1LGaC0jm3BdlRaPfDs9gKBz50J1CrnxgWYMqJQyiDMsVqROtIYEwKLsc9CvE/lhRehLcK4K72l2VdCmOrZ7LKcq6rdKeZc9MGDTniSVXrNptJujrWDNo0ZzoqkKd3udFW2gGiBjBQ5S1QC5aV3WhiHZbyPaiTPzzrBkQgyd3wLtDtWSrZES6HqQKxgYfSlwj44jhdG0fOBO1v9MRGHUhyzgjlcxNjN8SrJNowCYz8N/wFR6eFE68ScFG5I7DTNNptLng6vCM+eMFjTlMJz7t88Cq0oVGOEg2UQay2cCsBEMb2cKuYwmPZABA4xYqu5D7mRPbtTP1pgs84VeCFAlHaq8qZNtCtlZO6d4tzEeYlrKkTnngIJySdPxNGWcTF7/DqOUXyDn6QQRUXo/YnY7shHA3mpbFEI23M40hXRyfIAUdg8Y5GfFtiPrIgigkbmpVipiL9key4CYQV50K4rx8tGlQuO0yNNh4mlidwkMi0NGYpoUHmCPhkWVAYxLdtUrog6+iqqEKFHZ8okRFg0Uj7tlYll5pGBRvattRbC8nspFRnpQyjkiW7RwmTBPZA2kJEV7iFJNHhSYdNLnjDOCnGhMWpK8onCIQdfaNA2+OUiGXRmB6FB0ZSaNllwOfAl8PspSa7ZICQqWGb6jHFGW89sESmgTVOu6nFCfOHWMotNL8pjyzdHEEKC0lbWNvF7erVqvzFk5zKchQtxc2I3/CNYj8pj2zEzWg8esYJ1MGXaZ6k/oLOvRt0aWifDspnpsnC5TeacjPGG/maw3J3314F8KjzReZadViqzTvyxEOwZTULOAOapDm3SWJdgNOfbnhY+7p3HsfPuq8anuvL8uENYhtCp0qbTBB5xgmFVuUQwS+B2ZUgDf04rgKY6KjwTmp8CAuWuDYkj1VgXJY4nYj4QybPPtQx0Ee4vp/y3NZrnAnq5KtteEXOC4CoLQw5Gr8S2cW3CNiKDpi+deT+QSMal9mQTarwKF1KNKJoIHtqS4op1oo+BS8v2qMOlCqhzDGVpyhyTGed86RqZf0QltomUSvMjq/AKMTOHSwU8LsADUSXcqV2ZWrlgGV0yHYaipyE4F04huHCJBODSnFGyk1J14t6Ylv5IJBWiS4HdIG5CvJxUhukgmdBre3ZtNLJLk59MJJkDoOczG+oJ2c1gKYRy5ltVMmAx7Rq5QgetNpoVrtV4DtitE2WkoMs2FMvZnECU7Ga8VXgfQcSNBLUVlubsJxMtZkD9GOaDyyrM8TjZfXxQelaeMF7QN2CZEc+N4F5grcpxFDzeEMsDnYlQ8iMI+xp5eTkJHvmmU7QiFkzm/7wp6Bd9oreCzXcMhX0ENKF6xewMJYOznZWXiqC9wrB0nZeCjYOSYm8qcZrkes5taNTlwMqS7bVyQY53mcTsweUCj5ezN6/pg6Ks0A7YBjRop+FU5JTHlspixwn1fI1wLhCKlpmZOGQQXH5JTgp6ZrKYBH3CyPkwa3T8OpnHSWper8h2Z0E4iuB2mhgAPd8VBawuCDWH0UewMnkpkuGKuW7kd6oTCm12tBwctaFj5jxOLX/3OdEOy1gzlFE3HgisyjKMGYVJcJXCmMYMaLVhMiCUSm742au40PXB3KCIYu7EpSJbtjEkPBE6LbvkX9CC24VHHPiycpPC5ODleSdiJzzbg1YDRjrhKQtqGSYn0Tn6hu8FFmHxA7VGhBHe8bLDujCPYDHY205YgnmFjwl5R0SwSrCJ4K0h+4EuYHGlirGOQL2wr0J1Y/fA50FXmB18T1Y44ae20tEuuEOZTpPMCZIIPlZhY2X3jS5JU/DBKXkO1qeVeJeUkI1JYT0dSBulVKoXjnMuAx8mPqcgQ2h0BvsZEwP10jiO4DINi/R11WUyRfFHFnLSB64z03otlYecETodyUWRg0LyCB+pQGctwj4FSqCWRRhA6Eqr+6kgS8RRlAdiAVVRS7OS2sqsG1WSMykBLMJ85OkEVcIzkbheA7Ysso6pCIVWC5sdlAJ9Kk2C90UT77NwRu4kKWO0wlqC9Wi8lGyxHa/G3eJsQWZoHcG1V3YL3N6g8T4tF0yspqinjokhaAlqJJJp1CDmhSoDicFQoa4FmyXjT5riFrSysnqw15xrFSvsY/DK1MUVqSvYg/a2czwGZQamWWDEAaWvRIwPqQqFC44RslMDHKepQDR2BrXmvHvEa5vGkQp6hfro7IC64rZTu6ARHCNV0SrZqZLTjC29IUdSR+F/QizS/z9chw/sGEwPZk3zWpbpuTmg+jlpuDWkVgqSqZ16+iD09ax8Xv3pfFeO09g04IC6SZYm+2cQeaN3BXko1M7Uwa1lASLxOBPeoFby9MMZbghUjBPflg9tW3JxjtxkllDcV0BpNMKCPY4UeJRKGwuNkgulFjYOxj1wl+zxz9cBeSPswlrKKSWHdF5JhhBWw+LBIR2n8ZK/EkNO5NB5hSeC3wmsVuo0LjRWmVRItRd58z9iY2eya0lS9OMcPrinIrB+Tk4/5ms3dII5l55Q2WIb6gs1SD4bsDwyHj0EojREjctuXHzh3W1hdCdqYa2Ka/BeFm6Ls6jAaUWoSw7wD+nMmDS9UYrCkm0nYsDmmAqPFmweOEnb9vuBlJ247lByA6eByh3U0WvgKFGFC5FNxb3CcVA8TZDveaBysDMpF6cXYVeYR4ZiRsD4mvddam40kwySk1NH+JmCFGMVYdOGGjQULVlFsxtWd7Sextiys79q/xx88ZyB4qxnoLkQ9H5BaOynXGA6NFHskT66R7uwl2zHboekjJk0Hfsx8Q2YlhDXldP3NvEyUnh03oQxhRsQC9xP4kpYPU31rzEfD+RVCafAmjSDNIpezhaEAxtaL7hVVpRq0Czo0l/H/OTxvTC3ijrsU7MT34MZM9WBBDuZhx2Ze44crxEk+VPeRDA241PfGDOYI7/ieM7svFEtySn7NFqbaH1HUNJE36HOQR0zc66k4yKE5rTLZ2KNpiiH5NvHCOIV3z78PG0Z95iM3VmO/Dtpy79jrvtJB6kE3J8yaZclf54XlIqPpOyLFnoD6Xfilq+TUOO3HATzjGGZM7KFeK5iFzRna+9AbFK8QDVKAZ8ZtlhYgMoSFyTsQ4pBi5aet68NTPwvXN/Qm5Rx8BJ39gAdC6D0qAQVpuI+uZ6mXJkGxQlt2aqaQgnJ1E4hFUxUag1ukQ8nAXXmQNnZEKlIKacKCSJW7hGnphbuOxxrcrfUDtYmxJ4cQI8JXhlx5Rh5WgrPidKII3mCNVsD93AG2VqspbxOlwmcOQpjPbi/SdntB+plSeaeRUkxRFkZZYFV2K3gQHkSXl2/IjDGpNsNHXdWkrTrb5KFNz0XqmgN+pp95T4wbmcUxGBoo2tBbWeRhQZUVToTtXM2FrDXSK6mQuxGb51yBXTHPRcnl059gB6ga3AchaO94SILt7owesZcTBwPWK5PxNuPqe0Nb2OwaqO/ubD1zngcvGEga2VvF/xjwwVi65kWKkGNicQLexkc4VwdLldlKcGUDHoQCVwTH+ThxAbyApfHkr6kUahrynsZDWtLUsSPSSmnMkwmRx0Z693e4Iei1Rj3lAAv0dCnG8d4Q7sEq2RPX4kMqEtVP4cXVoI3CupXHiTFvqkiUxlhzFWxEI5jpD9Kocia1JH2BGUlpFB2Y3Gjlcoujw8zz3FsWDFQp4tCEXZLNVghoadqjTLO09O8gsBywm26dDQUn40yhCYQIucckuS89RVvwbzlCanHjQsLyoJJoJLkbA2oa96LtUDsD8ax4gQxHwSD9Sz8jDtaDkZ3tgIz8ez0mtYPrkH4JMrAirAsDbOPcTNmSb6fz6DhWHieRCLbFKqCam7GjyhIeZPPD86i9YM3yD2zzHQOrlMJy/ToNbH4hBTsfA6HnAt/HJgFW0sKOpIur+YrJZKPOExQm1QFr4BM+jFwn8S5VkRAjABPIcilKhEZyWK8zzUP4xa5TqAJnR6H0RdlmOPDKffB6W7Bry+EJyhZQqjxuqEUrr2cM0RNyo17KvkGqep0pdrHiA4iJo/YibpiJ6zwsAfO5PLrbOJ9Q29SpTRUS6rzy5GRAh7YcHp0ikgG4RZhkQslFqakbuzl9PQMj4zysOCqcNwfEIpVp0tjcmPqkvvHNMIMkZLwxRZn+atATTXLBliqbr2sFC1oUYpoVvX6ktLdIjStlK4ZIx4Bc9JFPkQyz3jgZSKhhCghA3wiO2kYKrlxKQJNkHIHjGuT/AWWOzqc4IFQsEcDFa6ysioolb0MvMCjBDjIp7lXtjPUjTEpR7ZL+lBkPE4YRZ4JEUeu43wgyFmawpSeXXYR4gAkVUnFcwAv20ItSvPTTbEao6eSp249o7bHC7uOVElKsFRhaXCrlXEETxy8vQQXPmF9c2EtNYf6N2WKMR6A7dR3eU8YO4bTbWDuvKuGzSxUHk2pvmS79hEZ+RzgulNlJnhXF6IqUozQlaPBYyNJ+FVow1MdR/BkQdWWMRlHZSnBXZ857KDv0K3hkZtRe3enxmeMDUo0DiknaVy5X09jNMZDB3dXehhqFY+GjgMplrXH+wztKE1OmLBwqwdLfwLg4gq+8yjBwWS6E22hr6TpncwnUwdKZ0Fz/hQdHULbNlQNj4XwPV9LCgeTKoWokyYZGxFFmB7UtSAjF2VVaL5n8sBDKJ5qS+87oc/0EDxDrzBgfwiuHY+0XAgPKq8FWyY4a1FkVsZQ9kiPTxzKzsBqRQXkTs5EplJkYd93iGeaF1qOplLBq+Us7p3WBipOiQIuVBrmN6Rs2a4TcvEt5MIvwgsPDGFGhjCGFIacLchYCMtE5HLxc3OLPF3u0LpwjUGwc8gzTbKzUpi4wPQKM0+oO5VX9FBobr5CAwvaKdhorVFqw+WgyJ0AjgI6J+4HaEEp7I9JtE7TLOCqBcesrEfNSI+c1GGc8vlSmZJmX4onPxKImEhSD7Lt258xgqqkT/QsxKVoKian8fh12nm/oTeprCZ6znT2vLPDs69u5HA0IlJuKhvhO71Nlpb+BK1XIDIPCmFoMJvwQnDYuXHERtU9w+mK07RnRW+FGIkw0rOJJ5Izrg6oVXRTimejrypJczhjO1yEGYM5PSPlT19QjqEyIA6SIRfRUEnordzOiUUAw5LyQLLYbCRxe+xOKgwM6xlDH+FpmHJlIxfg0ADf0AHFLGXhpLdkEahyAtpUiSVwCapGesQAswfHKMjLynIS/kQvGMLlnI/MCKQXGoFHR67Z1x5xUKLgBYRGeeR7NFuwTeewHakwhnHHKdqptXL1wkWhV6e8US7FWWqhLoUrhaeWhOq1KIyVPipxNC59cJ1ZA4sKIbnBMmueJCbYadIWFKkKfUFCU4iDUHRlSKa/BhulGJ/UVDHG4dzXHSV9Ng8Vhkza1RAzhqdhdGHlxZSjO4hwt1S1RROmwAPDPNuorSg6G5S0Iqh2ondm3TCZTHZcTnUaJ9aHlAf7qIztyhaF2QYxn6llsCzK8gZi1FSfHlfGOMntZFdgAUZsYHDxQlsOJoNSg2nOBwaEDerZgpyRBcoexsDo4SxFKftknoOdEoVLtFwwA2xmLT5nIeKSp6QjuJ7G+aUGV9/OTStofSGAUiahK7Pl+xYzf5+ynxHyA8SVcjSQml2Ks50+NU9fSOZS+mygBbFAa9LTISXjvhZmZODnIUbUjWnjjM6AWgrllSQRKSgI6WjNOUxmYOXPqzwAY0eYUihPSgGuFqxn52cgmTsVqVhsZDzHW7lwanWRTXgFChUaxWAfEOfXDyBKScN9CD2UQuPKExaXD40XItmGqwTlyFN9boZgxbE4mPa5+k5azU6LJbRXSnANIAqrKk06qw8kgiUivZRLEtJLOIIT084WbZxr3NfOWf7z1ze0cKKsik3hermy3wPzDblM2qMyVfDzTRb9iNreMYj0P9Xs7h9xSi63RvCg6oXoAx0LQwvreM9O0GRhhCHFU0lUguJ6Rl6fvWCMVtL5bRJwkTP3LYMMRYPeLdU+j0CkIGEUOqMshL2Qks8ngveswNafaIdh7SBCKGvDHztvDN4JifNHCA96V47DqfmS2CLouBAjq6jcfj6/zixChmWke/BM0TTKApTbG+xlZ+2KV8u03A/2q2xL0gQdOefSZtwKvGyvDUV4c1t4bMZweLWzr4tgu9AQPBYOOZBQpB7EWuERn8uNuWFvDN0Pllo46pX1EdQ3yjfPhn+ysK6NWW7UuGPzhcfLhc+Or3CfINvBhlAmzDmT3WfGpOUcCUMXYe4K3pB1cD0mQ4Q9oFfBzFMuj1OrYrZQcRadWAh7TM4YJA6DJbJ6ti7oSD2XlRS/xA5FJedscSPGM08UQoNnDK4Lb7edfTZmSTDv0i4MO1j6zM/KyQWtJc1gYeXdgMZ+8oKFRQujZXFGyd/Bx6mWkzjvmQvITtdI+vnnXWMklAsrJgd7eMqegSvpzwnNzaBQcV0R2bJrMAxjQ3uD4yAkDc4eziVhCMwBFWXkHUBIFky1Jti4RWHEJCrIFFpZwVLkNFelbEmW94uwvSgUpZVCPQbbqwhJgFiBMxrm/CN/FaQUuMYKsvHchHoE5oGKYBEUrjRO9aA/6CzpRConajnzMpAqMBoxDygL5fQhqlRiptE6BOTW4EVZOJjaUDfWs6CowKeh+CtWKCRPV+68qQvvbYLPpMOc984HpAOfO5duRbBrYX9x9ObErFxG5T5HWgsCnEHXnAl7KWCKVM84exS0AQcys1DJ0iLNx1FGqqA1Z8msFxbfOUaeFIPP14YnWXiJnSfShnwAr4YZYSWWA90F1+wA/M9aOGFTkK402/IxiobelVpmusI1q2bkhRkVDkVqoUjFh6ZZb0S2rAS87Nmr1R3hzkalFcXZgUqJhVqEWoVZnSg5dJGLI5cznrsoXQW9J7NLdeGiEJYnneZr1hCSOiblQMr7nMQX8uhe4GhA2TDdiGEscxLPgRu8l6ysa1X6KaM9jhPwIjmXKEMJe6DkZpTQqbOFB2irOU9CabwgXJluvFY3Op+BYDscfbw6zl9n32cUeOnUegEaOsAG6OkriVp5vh84ExGh9fzPji1nPPcwJjvXChe1jBh4dKoIURK6OeqDahOZLcGiPilvCvrmY+o3veULTzfe9BuXRREWmqxs10rxN7RjZq6RBD5zGOwItUZCfqtTNREtEZOlzLNXr7AotS0cR0mIJ07veUqfPDjK4FDnRcCqELVglVwMSOWgzKCJ5RzTM0KBokQD1UI57miFUYPn7kjc4EV4icoeQVWhtELTnS7BtqdE2ZbCujrV0uv1MlI0sfbKvTaUBcSImYwRjj1l1+uNertBUTRLIDJWvLAoQEEb6YuqlRe5M3RiOM/iSBemBk1AuyBLvi+UB6qG2jOiDxqVxsjZXwxaXUEWHp5G2a7KsThFBjBBSz5zE0qVjEGH1HugHLZhqhQN2tgxCjvKtAzO1NoYY/DQbAHqOUuGjaJJSCkKvSjKQqfjARuTu5EIqDjz1gRWEVySBCJzo3luIPhOGR21hZrZBehovDlFDVXSiF/dWcXQC2hJJmE8Josmnmz1bI+9j8kWhU/DEd2hVSI6C4IWQ6ry7Afa5rlvCbUU5IAUVC2pKqSmdcKC8d4otRN3QXfhpTgiSxYCcqCas2GPBV0aYKgYC0IpjW4Tndkp2VsWslKTTuPeUW+MmQph9gf7keCBpjnOKLVQiuBLKqvfAUMF1Ya1C3RBJT1YhVeD9a99fUNvUkyD+2A+6pkAf2Ci3E2ICydfK/H9chhE4KaYDSbONbK865FtmjqTEdemE+4gzjij0/tHA68b3pzjyADARYHLldg6ug3uGNMNs4S8ugs335muXNdOq8EwR0o7LQOC8YYYkhV2AL6dHcFGEaP4ipBJnMZGikMNt6QUjEhl0luUq3oS3D0wy+C1KIKpnp50QHNDLhj34VASVusf4jlTDTUsSMnbgZ7YlSpKODScJylUmxw2gB20cBh4z21uqT3bmgbSRhpCBfyS4oTGAsvC5sFDnbGs2PrANcPjlkLOqqbj14lrp3anfLzwhY8qX/h45Xp7ol1vVFlovXDEE7dHsgVLA2xQHoPmB3IUJAJvhSgLcxSKO9ezvp6RPjbTgt+dtg+42Kk4E8IWxDs9CrXA4Sl5pgqzKGUBjcZ+AllrNGYYy6rJARyRkNLdsS1PGeGRC/wWFD241gmrcHnT0cgTvNVsTUermA8YAy9C6T3nLQxiHQyySnA2iqWiymoQ7UqswtvYkXhwmYb7RkPortgymA4fcYZR0mky8zR+xqtEyfnRGsqIjsrk3I7RUbheKsotJcjh7FOhPNE7DH8gp/FzC8ej5OIkQfSnvN1O2ZfZqbYlR55DnGjB9A3zkeQYOiZX2oB1qdzGHQlHw1joH9peAMWT5G6hBI1WczNoseLx6m90CEMpLP6U3xsD66c9gWREIsFkJ3wjZCJacXdYgluHvuQsNmphOxWb9kFdXDHLE+tzGN7TlH70He+WAFbPuPumzsUU1RXahcVqFgUe6JEmXkpGZ6Tj0/ES7JKHMBsbT57Zd0/7oLKds9WSdgYFxaj7PNFIWUDF3LAwHGecSlMCovh5guOcfy/5vgloLXhkiKTIa0Bi8NgzaObGFa8Jyq42YQa95+zKGl+jY/0vX9/QxAkAUUmAZbkh+86lBBsXYmyUBvWA7WxALQhTHC0XfO48evZG92PQrJzIpD0X9HCIjGAXUcZ7R86MFpdAqibokjvFe9Kjz8yUCKHhuBnvCULPCqgIMff0YZ3mtsF72o0zQjzOTSCVPLZBaH7wkpxP1j1DKg6U2sFS9cH9pvhLIREpBVpy3C6z8eJHth2kUASmCxGFW53cPShSU5xw6/g7EC7ZIupKZXA/5jmH6vhbw19G4nIcem8c+4mU0rN90IRj+zylVQ/hiH5SCXZcYVggu3Krxt0qbtmaschB7aRypWbOjha0LVQmb33lKd5yuyyodmZzqjxzn8rE2PuA8Z77yEGyrY02YI4dLTfsCBYb0EbKkm2h1YxWkbGzh6FygWrInMma8Y1hUNxYBDjgmUrXiUzFdWKPy3kia0x7Jui85cL7O4QeWHRkWlaVOFo2tArrhHJded539oDlpXKUQbiz9p3HHW5eOWM3mcV5uOK+URdwMXQ1liEcR675DwT0IEYGXeoMPosjEUYNZDgzPBfQR2AVNhUsHDkOhi+oKn19MPb0aQ2Ed5eSg/oXKEsQJXA33r93tFSOOJvK5oz6jjrANSfEC7DXwohMxLZQ1oCHT5pcmOxI5GnLGSwlSyTzK3BHRNnnSikvqKxsFhRTXITWhJidnSMLUvJ9GAUubkgPXvZBQTBe4Gw1rgW2KKlQdOPx6l5dF6ZNuhuuQpErq9x5nFBZR4kZhBvvj4JeG1+wAb6y+U7EhVvsHGd2nWswJfOipBrzCLgA97O9RjrUDnnOGZZAjQc6rxnzYSfjkiA8Ya6tK/s8FYgnFKAWYXDl/cku3QS0RAZvDjAtDHdgYrOSzPgsrqNnm3ctBZ/OMQOpS4LJMnoYL8GTZdji4RBPhXYsYAeH5Yw11muymRhs7JRzBGXnXHkrB/VYzva78TU1xX/2+oY+SYkK7pE01bkRNLZZqfOeYoah7GIJZUXZNeltNiahndgn8rjnYqbG0TZKzZDA5ZIMLeA8naT2P1QRLcjhlFKQFlhkmmpfoXoDVgYFL53aLgjO4YaPc/hJSrVNyUP7WGjeCE3Z71SBKNnzVqNT6BTKARvKIYqocpmgs4B05kvKW1M2ArEP5BCOk6gs5/qh1mmAzeAl+41YTMxAHi9wRhpIqZRRkbOaTjXRBu9Gtpp2GFM55skNPCXGssXZYpxkvTc4GCDP4OnV2QdASSWTKS5KaMpvr0BlSbxMg+N2pKlyda4fX/noky/wTR+tLB9duLxprLqw6oUQ4dCdZx0ctaBPd7wM+mOw9BQ7qjkNQ1fJv/c0jrizjWCqszbJZFHZ2EZAhbd7sLjQroO4TJ4rTInTlyLs07GZ4YAFp8qgEjQG764GbdIrrG3StXLTK2tNE2lszleHcjycBWhR2GRnwehd0RLcXLj3g0VhXQrlraBtsmjaJJYK18/gsQuiHUUp5WBxPwnjg6o5pFaEPVFwtFLoIiBXylIScXScOhkxiCPFOaqYVpydeKThttccwi0XAW1UEcR2mmR+lwKXgPCaAiJV9lppxamuSOmECFtsIMKQjSBPHRZnkq8IEg2NB6UWTCsSrxzHLb9nDpxCm/kzwNGWHiiAHslZ3EZLQQvZNkMHvRiPgNLSK5QEyB0w6r7DVCqVVgTmxoNA1zQyh+SpBEC8E8/Be4c7Gxog84GvFW7CrKlXqloopJz9UiRB1jJoqXXD20QWaE2QciVmI9qBy6AujdErYhdU0+s5j6TH1HY6VzJSimYPRIOoykQ5Rj52/ZIZY7rqeTJ3ElsQrDR0TxJ7HNnqhMB9Q+clVywBGjwUKAWKIttkxoHryJZJm7C9g55x9ioCXanaoGX0B/dXy40kaeXXcX1Db1LdszJMXp7kg0WGfnlJFZnHhSUE6sKlB3VW3E8ZpjvR0pXu0fDpTHecO/NxECfxwT19EgA2jKjlVLdlhDXqbOzErskNZKcXofhIqoHl8XgCtVRKacxzUj3JPrF1o1jKwNO5LdQpVHOkBzZXXCr00wflk2d3EtvsfGCYILzy/PLQnQBZNwiMgwdW0//T4i0+NU11reDSKSzMuGNi2LJTTuiun42U3jgHoCchQ87kxJa9hBhCtVNBxYWIDGgskLlL8/XGPGjiKUiQyL+CLgwKU7PFGWOjSqdzsErn1t9wuynL04WnvtCvnX4rSJuoKyIPysuBPIKP36Uyai4LHIZ58stsndQx8sMQBa1wNdRyc1ka1Bb0arAHmxiHKf0lsL1QSmUNYDpjBG8WaG3SmdSLcW+Tpo3oTtkGZRpDKvNtMD+abC1oM4Ek6qC10zEi0v9VUaY4w4LHtiJqPHklWhYf7eXCdShxKYwjW4LxUc7xooGXisSV6jXp9ma4TBDnsMAuYMvK1IKJQD/wuxOncTYChk8sjN0yp8n01dTaCDkY1xMjubWzeAuInoQCz3ujniN9lWx/Ly0IE8wNmZYzK/ecqEilSZ7K3HdYOtOWJCBEJCmkBMEgZmWJAmdYYw/hrk5pWUaFZTeirPVs1U+eNHirnaEQkUbgYQLtDeY5R4KcgSlyQgGMjRsynTHTdS7FQd+Az6x6uIJMWinsez57akLvJTsje3rMqjgamYU1juCwILbEHZle0AUWgrezwDxnb71jI9g9mDboMy0UUidGoD2rzjYbR6Sxf4YzF8fLyhxX8AZaMSr7phQLrsPoTiZ59wpaGK3TBPaypHE8SCVyDfrySFp8LLBpPvN0qis+NUnx9hEd+KYplFgQU2DP3LFN2W3nk5jEh7D4oKl8Htb9a1zf0JuUSSOssragUag1y0EX8pisksd0CZoWxq5s9eTHSWTImyVkUpmsBTpvP/g0vvYqBF0S8aLbwYVGlC+gkcZOFmGns5TC2q/cVuNNSXo5AJFrYpdE/bfSaH3BquI+sEPBr7nea1DmhnlKUcehzNgIFrqdjv5y0iNaIGeLrEme+qQoInKOVJPL/Hp1BKakH4J3XBoQRpmG2MRrOwf7hm6eiKbaEFGa5AMeK6jmuS1CaKXB3ihSWYpwNEnopu5oPV31V0X2HQ3jJtCLMCJPQJlX49SYIIq29/TIh1/rpF/f8ubjlcv6hrf6hi8sK33tXCS9LcOVfU/bwOXR2efgK9ughbAEDOuUs7Lrprz3HIDHXHjDSt0yYmI35WXA4h33ikYqKBF4sY+4FGHxyTsJtDn9CpsVTAubQJ0r/Xnh/TDGnqKL4RdqKOX+Mf4rMO/vebbBlcEVRaPgCDSlXw/etqy0WZWPeOFeV+alMKdTZVLXPH2/MUcVZpscj8JyXDMPahmYPDh6+t/yZJQy/esNdCe7DuMgzLh5oTiUCK4U0j0DVKXNoFyEq2xcquZmegi+g5TCix+gDzwCY+dwJ6RiGA8ziiQqqpfCeDRseHrDLgZyzugiaAQmxhoJUNVjEJd8rALSbDtqtpY5U5e0cpSGtUJYxUY5q3bhIpXYDLTRluBe7UT7GMLGoin1lmNHPU93IJgKTqYXawQi73hcO68+VglH+zNP68IqgXDHubH3nE0iJZWhezDLwFs+99aUXYWDgzMkBuHKWp74uBlhC0sIu2QoZWukCCWEWi8Z+TEnaDD2FIf4NK41YbYajpx0EPYlwyzrM8hOKRMnFZa7L9y1stPRWIhxI3zJtGZtLPN9Go79AnZBBryMmaeg89SFwLZWaoXFK+JKN+cQ5VdMqH0nXnX8NVDP/uVXBucMNZV+fRR0/g9X2f/09Q29SSnGKp3RCiP29Bxphdbpe8YSjIBQwcczXQ6ag4TQ2sJqQdOBFEHJD6VEYV05zXY1F/yiFIEjnIMkAT5kIPFVnIMqjcUKxMGIzna88HwP3s+cGTWyBSJLYY8AWXnMYG47YkapFZErxpE3QaRCLxkaQlsGqTx4wdT4QN+TjtiZhivB7Hnea7Rs2xEUNBd+OsjKoUl4qG2hXBbuXlJ9p0orQLzH/aCIJq/MFZtp5Js8sJnQ2VIbQidMkcPp7YYFzOIZqzAFiUjxR1WW6ShZqe+aarSybEScbMHZKLXSbk6xIEgKxJMpva68LRdulwu3y8qldW61gAr9cGwOzHfsERxLDurXUrGhUJJFBhlxvW+FtgxGC4wH78Yz041aOiyZwnq0QemnYik6K4Wm2+nfchYB34NxJ2GssxB6ZRRn1zy19KUgIQQvyZEc7xCMXoW6FH7JhPfXbMeFOuuJ9WkRbBEsI3jXhFYHxZy2VB4leDx27hh3EVYNeNEM1isJL+6e81K1BR3XbNIOKFJwK7Sq6CKoKg1lHhBFqcADTzICAJle7GNhG4JEYergzaoUM/w4DcRWqTRUsivQNcPypubiMkumQsPO9cRz6ZHq0hpJpBdL9d0B3M/ni+OR/avoZ9Dfg82MjmaoIdmybTqoVBZdqXJFXLjbxLlmuKjlDM7DGZH/3W7B8CAkjQ73pufqKVAMiVSXlgjibmnCDcWPtBHsRyCqNAH0U9gmggIdiQYozQu6CUTLjkwhE22l09cdZWf4zkMn19KgrLhXolekV54o3HqlzR13p7CwnGVnqyum8L4XSsvVIMhIH6nJhrQ1C58yFOWC1hVkJ7fhBE/G+oLIHfzOcGfjtSs1gZ1+GrMZldIrqkJrznLf2IdnbpTsBM9pdkcZR0O1A1Cn0krNglY7q1byrQ5efPv1jKPOdf4b+Iogk0t3I/JzhjDaFOxyRedJQvMcFG/1yoysmqYdCfl0WPdAl51RFoxnxlAiCiycYoZkc1FqAiRRJHqi/0rLzclO3hkD8AzHBTQSJNkKuaG4Y76B7Sdm64IfA+OZWk+Y3TnimZR8TVvRSlZlY0lpjOWDr90pCtdaiKPSIvB6UHHmNRg6uRYQclCpGkh19vEgpqI+uUA+uMOJU2p+sWwU2pJelDJThgyACPsc0HbeLEFbDD3NimaCNAUmbYXhubCPAXZurtaExy74CERg1ca1HdSjUB6BUfGnbIuixloqZe1c10brFalZsZoZxzzYX4T5/h12d+rdUSnYR53RjG0Ko25EMXoJrjKYw7nMyZMuSGlclsoWk7EXdklllujEnwR04zEPBo6USr0GY8mHUADXxlVmVqzDubhSdUHGgWmquLoE1U400xKUxfikF56mcYmDEUa5JWnhMxMWU9CgF4hw6ii8PYy3XnnSS/Zcb3DcCk2uXIeziPEUQt+D3pzpBcK4ElCUx5i5KOt5i6mzlwu7ZPtorspFUkRBLayypHAoJlTn4QP3K4/HPKPLKkijSEfI9GuCBNeetogtUuxgEbztyjazoTZ9QXxHIkgHlOJZsINeKXHh49lo1pFi9DdBo3E1Y7rnpl/hitIPJ/TBmC/MulHckJM33nyjTCX8gscNRtDxz7mU3gmblJB8U+aJSAIs8uygZaI1253uIFFwHww3RqynnFVpFlAeFIwFY8ZxqhYdRpxj2wFlY06luGEx2MZksXeU5WCtyrfXxtveeKNH+u6q00bgy+SoTmgwZm6cPAbHzPDDs6LFbcfN6Q9B7ZakfA5skAy/URPThmBjwg16VCYLt5riLYqzunOglFm5ceAycQ12XUnhibB5JaYTtRGekToRk/DJTch2j6T/jFV4dCPP6wudQvscjfhfvL6x1X3i7KEsDnOtlEeBYtg8sEcO6XNL4sSiZGuicsXtYKJorAwJbtvG1pxJZ5WX7O/voEtDT2lmxEweGYJK5MbVj+Tzeb5ahPIGTRObLOgyiDD2Q1hssnMOTa+NZXfCLVsSW+TDck23NhPGlRRo2EBUqCFMdiyg1ozOGN5oVTjGRJoxpnKdhXt1+mHAwoyFqnfUU24c52bRfTJEma2wWKXLzntP4sTwmuytmf6rWStSkgtvp0tRAnZKuuPLoDbgWPDHQQBlk1OxEFxK5yBj6+fujHCW0xO1x50xgiZ3TJV6rawq2EdwO55orXPpwrI4vkjy+/aD/WXy/sX4TCYWNx48U/ZG6wePlw2qsl6Veij97lhzHj2YR6XVgujgYheWi8NlY74YHFc+qjv3I2Xwx2xonxCOzMBeCk/9YH+TLYsxAzNlLTvPKhSHm1TEG6Uru05GfATXF9qjUAxungq4vijPh3AtlZsMNqss14VFBvu+cHTnqR3crvDpI2jqlFCKg7wEn+nCIw5eSqUtgURhD+HtgAuTZwZfDSjRUSa+GUjDb5XL4yUH/SLU5jAhtFCGgxg2M17FfKQgpwDxgvbCsTm0iYSg4knDt0aTAvuBasr67xJo2SGUl2Go+EnRPjim87Yu7HNnMOitMfyAeUcKPJd6qmud+f/h7t+aJcmSLD3sU90XM3c/EZFZlT0zjUuPADKCgZAPFAr//7/gA0UAEiA4M0BXV2VFxDnuZvumyge1yJ4XTDf5hBwrqZQsqZA4x9zN9tatuta3vkc6wQExcJ8JkUFf8FqQ8y2Qza/JqRuSwlIxR0YYjB+56IRo5GSRteD24r4rzxHhflISyYRtCq+LoLLNxLwUvlIcG05NmTFDLah5wAhNrUy/UoYh5UyfCejIRXOQnNFpzBmBgzclojkeiV9S4m8+V376g9OT03/9xP/zT52XadAgBoguNndOGvUGdhampDhxznEFrkZ1vOoeoaJEooL7vLbnhpBQnxGV02HQL/BxYdlAHM6cSHUhx+K5Z8QsfKhnWHw3TRz6ihn63KgyOUz5hPFO2HYKIwJYAV4XHPdCkyGK/PPipH7fm9SA8N4APCfCFceQE190cYz4sERBiuE96N6TDiwk7fhKuD+ZyZljACOMvZcOIU1neiKXwM/MEYmSKS3SSngLxdGyi+ogcHgFBrUMZl8kjXCWJiA3ReYiH8rhlxz0DLkDJqTzgr/eHGkZd6GVMPhG+yBu2q+ZifWOJcWKsnumsXitQEOYx2AeXsyVIhZD4KHKc02mRQbSnIauoCQkCyn3wQhflO6s+ULJ6PyPJp2iJDdUo7K24og52aF59KSXFxKNZTCy0aWxcUfKiQ9Qj5+5XnLNQQqahbScfTjYRn5svFlIY92VNY3DJ301Tm+c5zfaetHPJ3KeWPnGHM6nBH9VxY7wEi0JNejYYuFrmihzYy6jzc4vJ3yY4/KijQ31xtYeFDXMC80OUi28cIY6MgW3BSpMi5bw1hOnTE4fFMvcJfFz7nx7TpZkXAcpCeKhaPzIidUaGxtjTjw7N1l4WexzsduJ3TLjWZBtcR/Ox6cGrw1BUS/s+0lxY66JJWX3yjSYMrAi0BX1QXJHaqEvRY5JwHKc6QuuGZO8CfINHgnalB/8BpAb5AM6rK6UkhljEBPOxE9UftWvwZG4Ka/XPxaHawSc1iTo8iGRNSpwXLR+AY7e0RTzCk1K7wtEuVUwSUwb+B3WKzYsbzconZsvZjnZJvQleBacFMxJWb9hgGqJ1OznKiR6bMQbPNdVYDr4WOAPzv2JtThy9muKIsyAjA/oFtEmpINBJRqVwiNFKOVy2EdmScjp1YkEZjqeIUtiXmxHTZNfPgp/+99s/Jt/VfnXPyvThf/P22KK8A9/HqyxeC8EvNgd1VAMJgTkDInKtQlikTG2xkDNKVlo06/fN1KIzRVbCgQUNm8hTvIxyElinXOP1AJxZGikF3u0NYconyWUfuJg9s7pOcYQV7jmlBDOpKmAM0WwFMXQD4RXIXP+oPP/J67f9SaVSJhu+DpiE1mNNCKgT5dherXONKNzp5QXfe7AMzhx88RToGfO9g6AsjNX5N6wKdaCj6cNpirGYrnAVIpMTtswGipw88mpi43MWMKaFbdG1sWsOzIa9EVxYXrngjMxgKQbqyySFOZ5Ij385K4nLMH9TvYDBzx71JU5HjrEyDMxrpkWANMxKm4HAvzsk18vJOBrzB8FV8h+l+M5tm4vglomzckwY2cxBJJM+oD6UHoTZDlWK+bBESvtC02+hYM9wzGi9VlS0AL6rqTvP9E+v5CP4HuZA3bD0iAt5a6deXc83Tk6vKWC3pS0Ca6KDiO1E+tRyZ7tnXP8hTqFb7LCG/ZKfGPweRTkc0FX50NgE8EUbrPQ5qQWsDqwLVPN+atA9piV7BLZQEMa1TbmBv66caqwmfD52PirHmF29Z2aJmUt/Mvi9RTKzOimrDz5+oKHPHmXB3ob+DmxkRBzvhzCe/pCroshn/kiL6Y1JAvpNinq+FR+9c5buXFuJz99dF4mrJn5472RXHh3ofSYTaS06DbxHJSQexGWGtZvkSYtxr0sDiEiV4eycmG1g9Lj1NAFWlp4EZgVXx1kA53c1LD7Yns5z9UZVL7bB/id5k/mWGwbHA3IOzsDm4PuHnaGtCO5heJvRqEZdukoNvcCvYcQyH2yWqLKg843ODUK0c2ozWjRnSP1qzVuKwxBKSFc8Rdcr8TIJBlMBouYJWJg/gN7kEi+Yz9aYzXjY7JskNBQ4r24WpkVr4k5T8oUJhnNk5ddTM0fP9tfSHby2rB8UmbEpUtdSBHkgN2Fz/8i8Xe/bPzf/vXGv/1jxtT5n/9+cizh9Vr8fDgf3SGdiEbER5KGpoGMzwgnykC2SCb3JpA2fHuxDidXKHnnOJxTOu6DrBJm6w6rz5DgO2EaTgLLSBZWgpcHKsz9ai268wFky0xdzCSxaxKsQpOY/alm1CajEpisGafVT2qc7rQfguR/4vpdz6SSG75eiBRwuO0a7huHw28sq5gkvC5sGWdLIAfimTmJTCk76a39triLBBdMklPawhVmUaZsaMmkktkkgJMH4NIwSZhLYHJEeKbFkAXecHbOOaEdpFzZJiwNQrtcR+GMYt6YbdLswLWS+ITZC80ect150ISgpE/Bp7IFFB1qQm4D90zKIYTIEubZzSOo7VdZ+NRAIRP0CM0ZyidKilrFhpJ9x+dkqCA5cbLAhM1T+J96Jomx18QnokWp1Rj6K2yOZgulFeAlYR6Q+PR9MOUr/t55Y2cVEEnM3kg5YKIfOWFd2GZir0LaFm9FQmZOYdL5mCdf14vnOHj2g7YW398b5JP1aqwifN4STR3WYq7FVhxyZlsFs86+YJ/GNhNvc3CTANTWrXIrxnMu5hDGnHzcDmY7kPyk6gnrRdsaetvY30Cl4cV5f2xszzgBztsDH43zEDRv8BC25HxaO1tKcK+MLw9ShsdPhU+6eCuTk8z97Y1bUv5QhTt31i58+jlRe+cBFN3Za2H7Obwm7xlsTiwrLoVnnryS0HeNBT+WL1p90XOjVMc8hCoyB3nAOg7SKIwjgMLHjOKljILOCRi6JrIvbIB9C3JEyoqYMRlUOcMcmqC3hKrCHjy9hZNE2euGsrBZ0AQ9hlDYpYOoK9NHDb+c5otN6LzKd7xsqBmftJPGpGsDWZcVJN7dT0lDlts7uyY8h5zBgcWguZBL7CKFSvZQlsoFOV688LKoW8FbmGR1B8/hY5OSAk5MR1sEMJovNlVspUBeIbBBJ5Ke/cphY0K7NrDcIdk9aPplp0jn7+7Gf/Ml89/9nPnvf0r8t79k/vXNmXLjKAPsxIbjNSCva1baFAofTHp4KXu053BD06CcesV4GOfrA+FAroQFc1hTSR4sRlyRLQXtnR2XyJXrGXI21H4o8SKzbkkJBag4LL00oQqyh9o4LyKaiAuhmGOlM+N7S/Th/+zN53d9kuo4kgk/0tzo2YCFyGDqolpl7co6IJfKmpE+e/jEd/AzZpseBhVYwrKT/Ui4lnjQDNwWMytpLG7ZeTpA0Ceq+wXWiaG4SmG1gWugTCSfMFPUdD1wNMM7/UI2bT9E6hIWqH7d2VyNojCa/5a4KsApUUnhg1OhLmEeF9S1DHK7Mctkjk5xGPn8UeT8+Ac5gw6PzY6DSfTMa3GWD0qCmbYAq2oMz3vu+AAwfCXWNFpRTFL04qtQe7RXJ8KWEmNGq0MaccDPIJI5e0dmJsuNh33wGoVdOnnEvTV9cU8PIGM1M7WQrbNGYZ6LPgfHeOf8OBlNMR9wNrZxkmTn/f7ASuONIICczwA+HQ/j84fT7spad7J98MohW7a5SHlyumB6o0pn7VCm0lNiz43ZM7s3RJ31Gpwl49tEVdnfF4ONt21R7UnizuDAy43ebqg7U6O63Ofg83L8S2HTzucHERejymMM1hbG7mydhyhqlY9fJp+HMBI0Ovc++EYQvGvKJDVeLvgLqt/I8yDvd1wOZnPuG5gnzh7+HOWkeqwfD9lAKt0XQ2LemMjoujx2AqjDAS8JkHKehYkSDMCKpUn2yNu0TdEZc4eUdtI86DitDvx0pMAaKUI8EX6sfzuFZ0wcOTT6531yxUR3TAsvH1cMCWHItoifb7J4ekY2x1ucGOUS5mS/ik8r/KAkq/eYLaNMM3Y6Jw7DmUu4idEpGIHxOCj4laSNROsvL0UTnDKjx9eipSwzA4MrFYx1zcQywhJn3gTtnTMtuD0xe7DSBTyzC2UmxsBRbZx9kqvTvZCmsO5+jQiI1jNCM7sI6kBJ+DF+G4ck8Yvu72HOMzC/PvckbJrJm3IsZ9Dgin0XjznlHOs3hNGNxFQl22BSg1W6CsM7Qgad5KUwgjnBD9ybLyChS36z9/zWTv4nrt/1JvXpOuE/3ck6Wc0RNsw7n8zp3rAWMeBzvOPuHOaYAl1ilrIUZ1J7wlhMEm1Fo1pzJFLuAiMNZEvYEZkzaXWwQtsXWwtvlnVBc7QKl2bWNpBTiA58Y9Sd1U9kfgY+MF2BFyEeHBy2WRn0qBAvMYblC8kkRCYODzpfEYuB27KFvkFpDnXgw9EM2SO2flehX6olFWHDOfDIvIJotJOYyclnYgCaQljgFtEENjP7HV5tknK8oC4JnwO7GfmV4VJqlVtsrp9U6DWT2+BWBptWXr7oeWEmHPZk36B651xGdqE8Bt6Fsybe9kuC74s6Fk0m/eUsmVj7ytGM0W9kBk0T+fNnxjnJ8uRvzBirolKYCnnrSC6c5c6YB+n+HVeDlaEFmDOJ0tvgMycmlVd3+ra4+8a5Ore7U56VbzPhj4V/dB43QUoE/mEbTzuoHt67owq7TPic2b933J0+BKmC3x3Twt4G+Q75AW/WWH9wfl43ZCWyLITCyzLVCs81KNviNgekzD4Xk4w/Nl6vFq3rujGlM9To64WPTGJwDCi3we0wmoVp9fQQRwwWrgvWjWonXYTsIapxB4oiS7h74sMXcypOI0miunL6iHmhh3ow+WKTQnsmVh6sqtBXZJvd7nh7RXK1xCz2xk5nwj5YKzLMbClFHd4MewY9fs3JBHYimYcMMuFwx1IODP01hDrnChIDgRjDFFELzJIPWlpkS5FYYNCIotF5gH0wEYx+ZaEBzPBTbZXVouprRAQFs/LDOr/c+IGU35MxvLKsg28sCi4NOQfZErsL4wV/6cr/8GfhX/48UQ3l3f/858n/9HXxfr6T9sQYBSySpo8OyOBuwtMT13SeuSoigU3SR8ZeQaUYHvcgNygtTlGOhTVD3hjrYE65AuQL/dIEpgSFG4MnlpSHZcSNdsXLfBqTDxJIo5YbTRutT8JNKlGdmqDJqCvSy6fz2+cT07wf7db//et3vUl9rJ0ki8jfsGuK1ykKH6ng4+KvZfAZH0acehyxzAxQTMARnTit5g16I2euE1CnKQGHbYsuEyeCCTX5JbUVSIks0LsBFoqxV/huPmSS1xYZKyoYJwHTK3ia1BVy164gq/NQpZtfx2qj3wR5KjUnzjVR+SCTmb5oG5QujKczauCaNhfaVFqZpCmcNcOmaG/4eeNpjRuZ1/V8qALJsCPO5gUh9c5xNUu2Am0YcoZB1RBeokg7kaLogH49eKJOWo64MMTRIzwiRxOeqTMFELh7ZuTFt36j3pS8NZiB25Fc0V15+AzvWj440sYcinwdfMfJa49ZJH/mlZQ9g9lk34CxkT4ZzRrJJ19eylDhy+ic+6SeDodSSuK1Epo6GxOGsn1y7MNI6eQXAbzinxpv74q/FuOtcGPyGonPV1vkww9oi7MaW5rMJZRNcDHslWkfndvbg90Oxh7Wny0V7uKMT7DfN+4i2KbcSmKv8LDFs2zoCj/goxf05ui7sOmd+YB0ntzS5LuFx83NmCvxkZ3aMiU74s5TrnnMUZkpKCLDBERY2dGmLE7ubJxAdadJQtJOnSejJyiL5p+Ab/gK43vblGNIgEPXYuUNr4t5Trp1THYUx3qEI3oztJ2Xbs7hofhT6HmwZuHjjCj3cPiF4GN+AAQWCXFEBmYCKfxguS5sCtai+t+IWasB9SKm+5x4siCFpCcnUdhPHNVCTYPuj+DT8c4qipnhi4vUrdSQQGAXV2peRWW+7XhTZM4LIwVmTrpg7KH7U1JeuA9sGS5KUqO5sFbmHz47/8PzG/n/tfG/fr0xi/Mfvh78j39xPlri27XTZOL9z0kZtnMykOvTDM1uI5XCsEoyI5T1saHeb8KZnOXGlnOodFeAYVkBqX5ipK1jFv6qhbHkH0+7TxpJFPHwWr42Y7XFlhSfT3QvEe5Kp+TM15zQ44GtD0713wZ2WT+z8gd92I/mzn/y+l1vUk6PYELA3WFLQUmQO/vqHBg1F7o4fpGYo/HzZJPBcifIdlEHiYSlMUtmOVge0ZhdmX5c/osUsnHD2UpkLBlhXN0xPn5YI1ZBaLQFsBhlQ8fgE843H6go6hlXw/Pix6+nKsxNGW0xPJRAcuyYHRwX+8/3xZyQesLOi+YsC12O1My9G10IbIkb2gfmNWSshPiiAVcfEd9Brr+7A5IUt8nuymSHMdDs1OrsA47pQWhIN4QDbENLzCveRLCUOLujyzlYlBU8NqshYFjLGWVEDJevcNNP4ydRHgM+9rhv2JgFmimuxpSGp0VpHdIkq9CbklzZXpNWWphU251hhmbHzLGfEnq0CFBeg83gvmW+VeFTL6y8qGXx8Yqh9eftRs/Otzr48hL2uXi/O5u9Yf0ZrO2lrOT4tnh8VFZZvPWF7plBzC0eXThtcLsVvo3Op9virWQ2zdwxHjKortzqE9/fuOXKTYSanC0XdlmkA14qtOKUOVit8tetYHNQt4wdSvYPyJ+Q1pibUlIlM0NEMXZqeuHjjWUfyJbw3fncb3w7Be7BwFcSTwbKogJzZpJMGjPaWy7Y+hphkBSOPCJZIEWZPr1SbDLPi4jSK+JQxqTh0f5emchBV7BJGvF8hjDojPBJn6hUlnfYBOmJbEFNWF4pRTFbyHLyK57zdBVbG4mNoNAXF8x7/J8Lygrk3HPIb5U8KXLMZgduho8DTXBri5lvDGuYGzWEcQy/diYtXL1v9ANairjJ8uO9ApBQ3KklZgqOpSzYi3JORd1/I1mk7/C/PU/63fnTP3RmEf5E4+uHcJhS7ws3Z/TIqBpiFC1MMZhbhLLWxDodG8adg3ER1V2FNRNjZtbrZImE2jDF/dt4RZsQqLWyxkTRSBm3yU5m0SJXj0pJnTljRGFLw8A7I4mYc+AIIwtj2LWmHAiObg5nZivGORvJUwBz/xm71O96k9rx6CMrSCpwTiaO+RFzJt0iH2f8qLISiw8mW7x8oW9DygNfceCXPpmET2nbM304kh1cqTLwpWiB0hUaTHlAavjqvERIqtiesNq4dac75C2jrTOBbxabiruxpcGy2IyKJpYlzDu9a7j0PQaWnwS+Y4gZWq8NNTlg3EV4XrEO0zrJJx8pFICchpRPsN6hd9juMAbFlDvCdOFMndXDkPwZ4Zkz+MQQVIIQ8CVl3u6OPSB9E57F+XZ2bi68lmDWEIXPwMsWJkZ9wGgJu8UJtJqQV6WtyV4qxRPSOlMWuGCSaHdIfmezzG1U3t6UbRiWF3s6eG+Qc8M9Q2vcmXxW+EgDlcJW4VzCeAzq6BQL9FJ3Re0kDeW5BK/K92YUjJEmbxXevfA32fA+IVWeK/NLV/re0EP4JSnHT531Xpk2+YMpX7fGxzeh0smqPGXnTkf1TrHG2jtveaAjh9n6YqXtc/JWBC+LrRhf5oPbPtm3xF53yp4pAtkdfyxOF76d8H4WhhrHEMYQRvdASfU76g2/Z8b74s0cH0Sran9Ry2LYgR8wWJQXfNgLz4r6A+U7JspWlKmJww0f+cpRkjC4hlEKnYs7iTGF5s5u0WzKLA6LlnTSQiqOjRN1h1pwCyWrrxB1pwTeJ0mIanpX8jJswNoM6dDmRvA4iQ3sMRlHBYJAPjQI4UscBPoO/SWUavQRRIwU/Uomhq8KF0oWwJcxLZ59juPafwrNnTlOElvYF9wZAuUGNpw1hE1ScDdlsa3GIrMno2VCqn+FWscGX7GcwQ58GGkTVh6cT8fJnPXJSgXeE19PQ8V4N+gShtp7u9H0RTZhUtn0CFXtCI6KOeThLDG2Cn0kpjo6KyonVRdjTCgZWYOyop2qJTP8monrndwWnuO73qzR3DjzjHGSVsyVs1SKD2SFGEQlMcoIRWTOTBPmHNzujh/EvBjgnNxdfiO5uwv/3Lzd3/Um1eVHTHNmktC0cMukBMMH5MaYULnTaVcPWVAJuqdYqNyEF7MkWIO8YmiMTgbGW4TFMj1agte7ysJpZkj+IC8NqK0o6gvaoradlqJfUM5CV1Bv17A5Npi1oseeMhQcn4NCoq2QkidC5NDSCz2h5MQYRjHFbTCB44q+NmmRWCobZpN8xtlRx8dVq4Q/p9hk4HxHg0s3AemUHFlR2CCZoHfhTZ0vAz7/0fm7PxRyLrzeOv/LMZl/2Vk22QrocbKy0htMDFkJn05fE30qj5SZeZLG5FyJtDlPNbLAY20sVeZb49NwytuTXT6RPzfQN8QK5Tpt3T+MJR33gySJqZA08Ys5xy9Gfn/j5gF+faGUVSgyGMPhC4yzIAOGFu71gwF8kUK/jNbPxxbYl1P423RwCvzMjf2Xjr4rmFPyxitnvqcPvrBxu5+0lWlTyJdxe9lBBXIV5hPWfuKlsn0k3raFbzDvyuNeKHWxb4XHlvlyFz69CV9ypdRQ2PWutHGyZeemysc6IpNMnI+SeD4aVYVvVmjtxcwbN52kDV4niBWe35y3HCQPnZMpkNWZ08l+0lXIanQv6LlYCVI+f2MWJylXSzyEPk0HI/lvRQca8fFOGL83F54SkSRNCMyVHFhSqgtDM5oVnQ0TIvJmbIwwtVH7wqoy88DPMELKMFgV3xb5gJkKKS/MFe+L7Im5dpwn/UquvUllbIN1jsA6iQQSTaM9nZLhK2JoIm/N4RyYht9IORGUTYym0FcoNZIPVBOmhtnANKTbxyLUhSXwVpSQwNsB+gM/L5CGc8wHyAH+ovbMhwp/VWM7YOig+YbJSc3QxsK6sCThMrB1edhuidEvmPRytGyMMaOgcCNjjOykGaOItIG8lI4zNIQt+IVD256MppSV6TZjrSzgI846qo1qSm9Odw1SejKkODJuGAOZ8tsJ83hFS0lSLJi+jFMUOrgsVs3okAB9/xPX73qTMt8o2ljJKT4xc5SFm6BJsPmjW3uSNCKi9/0tTISjX94MZXYLDI5Fh9cZmAS25zDH3oCXhMy0CtIdTQFINE/YxRJ64EyXK4hwcF+ZpsbIR7RAxsU2IkUFiGIU7mvwURdiQtaEz8hZcZRzWGxCQLMYys4VkeUYceIS0CX0FY08r5cUNmnMkSUha+MxD44YO+MIxTYmLR5gVQ4Hp3CvnfcJ/sX5tAv/l39V+Le/ZL4U5U/PyuNPFb6f/IfnYB8RtW7N6J4RuVHN2Gyy6carHHz0eSX75oiUfk0sGfe0kaTH5/Bc6PbAjwm3SSHRE9ScgReqxpBK8SepLjafzM/G0Apnphqst8mn2TDdmOeNWoNJlseknNBkUbYb+0dDduXLXFg2lmWkwKcjU/Ik1x1m4m9vE9kr+JOXv1E0VFGf5IV+qeQPp02h7wbvNzJOfWTsZcwOHxP+iNMQiiz2fVHnTqkLzTs7lbpPbnvm80P45S2oAz+/VfY9JP9HW3x9FrwIKR9ML+zPSe/wLT3xpdhm3JYj551PufNMOzl30gQboabqlmKOapOkcK4MOTEfjj4zuuJZWkyScZ06YgGpxWIBDq4DoomK8aDwrSTMfnAFhOaGjEJlZ9Gudh6kKuxzp1ujpAC+Mj3ArKrcODiI+BAxZ5zRWtObYP2BrydiRrLMZKGAtsTModGbBIG/SAgFNtmxdLI1ISVoutD1wgRmii5IqHodWYp6xSV4cuKC8oZysHBeKaT2eRiOsCfDVtAcpAg3CW9X18ssu+LWzJ28BLt4jqVW1hGyhEgv2MBffNfClIPbsfNNBxgRaaJhkO1WELmooXmRRhQMKf1HIOx7wY4ZZJ01Qe704qS+oCbmWngLgYvjFCKQ8lYu1f4LPt133l8DckJtUeMQTQfSypEqUYCpbNtCVmXRSJqZ85ozAiVHNMqYAag2rzgn9uOQoIKueWWF/We+Sem+M1uPYb4SPg3gzeHDK9wn9uERP50EZDLayS5voQ5iommyWegYfvjfZ4GUMvkMHp987Cgt/A6noQg9B87mtEVKylsynh7DWF8wJDw6kUir8WVZbGYxhl0sKTy007NRcsA+x5oUCVEEGgmdj5T4aJPpBzVH4JhMQBM5P3B5kftErhNeGgTlYjmpGJ0EdWBmSG88nEtif5JNMJSj/6Nc99tQkhifeuFv/xX8n/545//8S+aP1fn7u3F25e9fT34152M+cF7RHz8mnyUxR+YJmB+xMWdj2SeQ75yrkFUoq/PahW2C6J20f+BW+HLbGX3gfObNN5If5DwZ7tz3QR6FrRbym1DaQphYKYgJQ170KhzTub8Zcxa2+SIV40+jojMh6YV8WrSRaKrRdnPhp+3O5iNmao/O7Qb7LXMfnSk/8cdd+PV80mTyWhVZi1WEfFe+fK9QnV/3QenGU3b+mKPVtKYje0aOnaSN133xh1vnnmC7J37OzuMOf3jL/PLTjf/6bzb+q58KX26Bk/p+wL/7VrB/6Cy58Vgdb4u2Te6roqtjLrSjB1BVwQ9h7EJrbzz8O1ICBbTPxfTCpxVQW1uGvBs5wzFjHvpQ6A47RluZtU+OZtyrB5VyJcwSfU6GPCPa3BPbW2H0xj7gaU9KPYIDKUpdSreOP574TKyVyH1hciflMCQf3WI+SUFY3GqmJUKoEGlOuFTMDkp2bHpExc/MrpPpsMqT0YAEzc7wJkkIO0QLLoANbBpIJenAXJGg0GIeI4HhArwYatyTciZldsfc+YzzXMoSQzx2xFgRHPUbsxzULMxVyX2hnwb6jHb2OENEISmEH6WHZ/PeTp4qdBlUbnQdPErjfdkVxzIjsqRG5HoDLC0uXGbc8CsW+5sZ3Z08B8MXD3EOm1AT+7EY2ZgLpscOdNpFngeex4EQzExf0HrgzZTE8OgBfSbU1KNB2gYcJcYj15VRkt3ovEhbRpqSco/ZvApub7DeWUmQ2K7/yet3vUnZeGcHlihadtZURL7zjpBnRZ+LWTYsdawHcHMXYabv6NrAje5GHEYqSsSk3yxo5/cE35eT/cC0Xk1+WEUQXxwRgcbAeWmit/AEqDpeYrMqOXKXssBpA0+QJFQ+yMm5hMdSWjfUE1Kj+bCLcrSJ6+Lo1yATpVcHS9iYuChjNSSDqaALEpnsi5dMdtlp40lOhpMZlvAcTv1hJ0WViYdPSBKqK5Jrc6GuBldC6paUt+o8irCnRN4mxRNlTVZrGMZdlTMFH0/7CRafdUsZ8UEtDT8NTY1yr4xDuTVF84naX3m0yn2beF3c90xJiXKb1DmhF/Z0optzuwn3slAq6eaUmZE6mQjrLPTVg4fog/410+fOoSdf0iIVp7/AZ4L0RuOFSeZejMTB/bGzbZ/5lCefb8rPOkmfM5Md8w/uX+982xLv5+DX6XzPQDPSCEOve8XPxedtcpwTlnBjIw0o4qx6594HnoI6v6/ETuVehS+78ssn5e9+zvztl0zWqJw+VQGttNfgdQhHMp63xfZK3IrhZw4sVLqxNuWZnJQO2pkQ+caxwlTkddJHJmnlXRPbPjhXiF3GNT+xpJzL2Dy8gC4OZ2i9jzEuQZ5x1IV18D2FtHkt2rnIknnKRP1SuaZEkmABylR4L/gG0huTTOVktozv0Q0QF/CguZ99QVYSKXLKbGJ+APkSUshvdPXDQstgPaj/tiINQBBKqiyPucq+x2YsDl46TMi2cFJ0ZTC6TnQVRBdLhecKa5GKkiXx8sEiQzWq76z+ZJaEq5NHY4yYJdEbpgofoMWRseHeUCkwJ6KdUZQ8Nr5dOlql4LmhQ/k2JyohGGpmIeqaxqaRLTb7wDJkDfxSWo2Fc1rkarXs3NbiuwFm5Ga8AFkS7c2kv7mgi8hFvTEsGXk8eeSdrzNA23cpvKSRvfBcjVnjeGWnUX/ENqb4e9NyujxxA5sF44wU8pQiKlkXun4Ygtd//uo+VsFqQ21gswahIQlQ6TnQRQGOi2bxHWIo7EbNjX1lThHW9R+/Ds++IC14ipD5hKaBp8LqnZyFWmDMzLBK8c5aUb3cfdEyvNmdeb54Asuuoz0ZQbiZ08R+6FMB50yhvrYVEiSZUe0oINPpLL4UeB8hK80W86N1d3SEjNVLZq4TwRipwGokzusFNIoJ7UokWG6gIcsWM5KH38Z8C47hBHnER/wakz89jX//TLwy/Lu++HYOvtuk1VAa6biRmNxs4ivC67Y9vFJmB0kylcV5r9TTOGfmXhK3bvjK6CdHnxue4abKLD9TPnXI4ekyUyo7j9K4Z6XWzD3BW3FmvaF9chQ4p2Pvhp7K2WMg/WtK6Lkj+YUNjT46jumTxCIl2ObiXnbeNiF/7vySnF9uG/9ir9wemSXKcX7iT7mTnwls0pYxpdK/KzO/6F7ZRwNROhP9ZNF29huP8RWvjtdOT2/cPUyk0Mi6k7fMVjJve+LLPZExuLJ2clK+7MK+ZbYySElJXkhlUXpFObH5oIhz5kk9HH/dmDg9Kal00kUL0pJJ84nbJ1ZbFHcOM7ISNoMeCLAXIHnCvDhaTLIkFKNb+HUiH8wuS0LBbYTXSRJLV3DuTPE5GDXj3Sg6SVRaLvgMtWx14zzh5kqrO6yDhyqvZaQsFDNmD9tnptKZzM1Jp9I8kVgsfoQ2PjAx3I/QoveEWiLp4CBapHJ1GPv60dYTGkbKB2uGWXcxqVZDGYqxNKM+EZlocnRCGc7g5Ibz8mjRK1c06goJevKF3sJWMftxwZkXkMmrMk1Rf4LeMX+xvLH18EkCIbnXK8V7GhVlTWfmRX4r2GtEIUHHrgI7dmBgdhogUlBbzMuP5O50AR4O7yHQemqsN+HVXJxOiKGKYH3RfFDYabqR7SQvmHm/9PmVMmfkK07nIGb9iQ1bjUoIfLa04T6Z8qLgtKu9/M+5ftebVKaxJiwFKS+078x8wEXqFSSk1BVkXWLIZRQX/II/mm3sKkyLrvrSnVMWkhabGW2+R/yzRTqsLOP5mpek3fBkmGWwq1/vmW52KZ5g+h25fzCPCaXQPKjJMaeN4fJa64ppv0N/4ivMtDUZ53I2lO8CO4n5dHLqnBnsNREpFJnMMXA2CoW+Ptgkhzdh5bDMrR3x98shLIFHmQMXQiF5n3w6JBjJ/pli73x05d/9faLK5C+n8SUV/jQP/se/HPz9u9HaZ/ZhHLfGfJ+0FItVJZ7flHaSL7Ibz7Pjm2CPzKd+4F7onhkJOCr/4lNG9julGJ+/TGQ9WGLY1tn4YM+Jnyc87saXm/NTTdzLA90Fm8Hy+3jBr/UnEgffPbNQbu9PVu081sbLE3sevCSzu8cJvBs8NnwPpt0nCv/qbefvfir83R8Lf3xUTJ2/vGfe/iwkOrMJ36ZyO2F5JqUbzJ2li2WO9UXOylnhex3ktpGm8Egh9rgNZ5SE3sJgnEclS+QwBafnWmgkOCPhN3VMHPEQcEwzmjSeJeaePDs3jQgLqcZRlS/fJ82UqvBhylaNxUazH/PtDeqJTL3oD5FKjGVGuVPtiZgzRVlamOMEnWzTSduOrxM1ZzLwHEJAGWGeV4OkEVyTRmJVofcB7YD6BtoZ1i8Pe+EU2EZneeZlg4cU3sdgrA2h4ZtQmwCJfCRaUnw1FrBJpkji9NeVeK2UFq3vwclKDlNwEyyHHD6twtRwA29TOeZBpbJ8kLRgdiA/JXjfiZCZRLeLHiCTboJv0frWlVkehAdJhLFZ42R964PnNHIs1zjOVoOE/nbRa2TOSN1mo0ukA2Scp4XZ+of5NggSgped8WFkUWZyGAZsZJ3cHGZeHAvMb2Q9ArIdPRamxFyqvi/65VuaqyKXSjB6ohrCjCTIBqN3kkz0EnqxIHIeHLtPphmcMNBgBq6J15iJTiuYdpo3SnLUNCwJcm1Q/7mfpCZcFAYiZE8jpGumAmuiacPXCdPDdZ2CIGzmiDeOfWO1IwrGFjWjawO9o+mkF2GbGWey1DnWRDEQQTyQMWsVqA4rTmB5KY1+7VCAHMh1BBcZzB4x1WwSw6W0IeNFxhk8Ua3YCuXfQYTRdRRrk1eGz5Y4E6QKNgU8JPOaMrYmnQ0hBYE5B7ZmilDKQV4FWZOxOT7ihd/VOZfBkenjpKCc8kGayncXttfk//6nF3//Vch75flyPmxyWuWgs7ORxmKoYKqkrJwEE2xngSUU4V6NU2+IrAhXy5NaBp7vZEuk7LzhiO7kfqfePEbvOVFm5fMyPt0rf7gv/vAl87dvyudboW7ObPD9EP5cJ54H9ky0NNGPzH5LYMLLOmM4x+tBcSOVjOgkSeeeEhKKf76Uwucvlf/iD5X/7l8W/uYeCpU/3RLDCx/d+NNhpP5Ae+P4xbC/GGYn9fPC/pKZM2E3RUeCcfJr3tgRygfk7cV7zvwB45wb3Yxpi3Nljj75fiweb4mUo5U2Xfj6mrxOozejz0lvlXVUttHBThKJDwuueTknX+fOegnuimrDqGhyzgNMjO02aHPgPUgjlI3VGmHwy4gs8nqxroUt+cG8yPqiMXfl2VlZ8B64LizmgiU1XGFY4bYGI8FaCr3HPAbH+gdJod6gnwIpTkrtEjohkUMmtw0/48TjvRKhIfFP+4+KcMN4ZcUnFEm4GZXKUyJiJaB5QdmwGe1P9cYoIWLIKFu909cZAocZm6t/jagNSMi+8CmUOXHNsDZWO0EXi4/figohRRbdmog4zysjfV6nox1o3XARnibk5KhO2ubcjhenC06le0OI5KaB/xYj4glYKyJBlpNHCiiBNHLeeY1Qj8q5LvA2LI/49zFOVGM+Pv5j+bf8o1TfZIYFxQ11SC3Ux5tOfO4cNeNtor7IKOfLgn2Y4vtfa6FEQkQczhSWUEpGZ/xvZbI2AxSO/8yJExCzGHG4q2Nzcp4KnqkywhshymkGFLa5UcuLkRd9gZ+dbBm1aKkZhcRk2Yl7xlanM2PZX4XGxuKEXJHa8MOhWGw215duMiE5lh8IC2ZDW4Ah19ihnFhx9DSKOY0WLDMPVZONGU8yAmdgSvxiY+iELjdW/6BaIrlxXl4vXxYVYD7wbnEybJAEPnlEEqxagI5PJ7lR2ZiW0PSBahj2RhGMwpiT7J/5cxHq82CcR0joz8J7T6GySo3zNvj0NH6lIKsxJ1Cjqu49Yx44IAwKDZs5JNBnCJGyKFoz/TGRHFH1eROSJnKepOncq7In+PTT4o+PxH/xU+Hf/CHzyyNRVOhu/MPXTNXGtAiF+1iJrcRiozORPoRbXhz3RGmDsSb1c6Z5ZqNR1869nKSy8yiLL4/E39wTt8us+su98NNtstdCFucxBx/c2F7vPAXuZP7+ENKtUMzo3alroDehjINaFJNCHiPAtFcEyGDhbfF+GL9+X/z7fcByPt+VJcL7c/K//Aq/fpt8PSbPczI8MaXTRoWjINaoxfnrTOTSQwDDwewbI9UYqkyhqtDTTtcOK1FJjLkiqDBFInJ8UY73iKcYaeHLEVt8AV4zqNqYkEaiE22l7BFfscyvV2GFEMkgR2QkSRTSxGZsMrMLnxJ8Wx7PSMohi553VCa5h6LMcwzzVz/AQ8J0z8Irb2hXlr2wPtg2Z3TD2XgyIwKePd5Z7Jogh7fDJxQL4/yrO2o95kq+c+qJKJF+GW81c25x2gDWGheVzyJb7cIv4Qn3nerOYpB8/qa+S9chLCZP0Mm4jYAGWKghnPB46RzMmnm0ycvsotyGcMunUopADs+TafyEzYQ2Bu7G7XUJRgTO7iBXagIeYplcopWrDbXCp6x8w2DMcPbfXnjjIpE4rI3TO3iDEb9/nAmvWzfB8o3dG9UXicRpKfxZKcz7a4yIasmKyURO4VMyvv8z1vjf/SYlCzYv9LUo+gmxv+K8GKSQjRLmWUtO3xv9tdg8kUSYTJZGrlL8ZUFpQAxJMyTqGpw73Z3UXxRbnDPizXFB+6KIcF6FSd5gDKe2VyCAyg3xzrSJ6hkG+GZYqGC5X3Jg25ybL87mlB7G3Djkh2zTEKoI3J6k141zxnE758I0x32F4icbuTvxemRcFx9GOPjbCAbSMlLKmL1CBWyKa41qyZyxDhpQ9Z1dN1rr/MVg/qr8tHf6yHzRhTRlTuVrWWhe2FQeUxi2aJaYW2Gfg5UyejrssG+T8V5IRdiq0uRFWoqed8ovlbzt3LxSt8FG4US5ycF2dz5n5ed74b/6nPgvf8oUHK7wxPSz8LTEX87KrXb2bnyKOLdI2nUwNrIv+lDmHzLWB1/MuUlmL4vkO0PyRbV3Fv/YelvurKlRwUtmlkbajF0yloz39qIOpWRBy+SszjhC+n+vJ3a/MZ9Kuxn3Z+GoRj0WA+fXJNgxgjaC8O05eFRhivA8nK/vi3/4tnh9WxzPk28Txqvy96kxuqFJ0Qb6EL5+ZFKPmRCPF2kI0xYzbcy5wBNyTJJ/wRgUF7q/4C58Mefb8EuAFHSDfT3w3EIolGFNx1dEjN9JnPIJ5IjTDc4m4bPREmBkcyI0MCsXHJ/sb8z1gZny4bH4Q+O2Fq/rtDTkgdMR6ajuMDtCpC5bEV7dkHFS9gfrTFhV+nBy8gjuU4e5s3EGpxKuwLf4HVxAVqKe8YzEzgnCBqlxA/qWuY9Jd6XrQFfBtgW24Wb4Mm4pVIiw0HYj2QcNuEnCPLHrg1lOVgvSy6nRrhVfSLrypiS4gmfIC0lTcF984JQEy47fErNFlMdwfsVi3iQRdjgBccVZaFGKOUMcTzvST/zCYQgKtrgl45Vv2DgZa5HtFmZcBnU4VhKprdjYveJl8BjGu60Ie4VI7W6QXZnjexSEIqwUcUefDb56mKc9OWqwjYjB0SR8TPnHL+Q/cf2uNynVgttkiCMqnOv7b8+hCOg28Raa/bkGPOM5HQhSKlv3YM5puJ+zxCBxXdJhVEGFPCfr6CwtqEkc6Yf9dnQ+Xa5m9KQtQfSB+iSxmGMxCP+Cr0AwWQ7SMQivOUkUZKw4+XpmMbDNSF1Abrzlzrt5RH68HCFmbg7MeTm65eIJnhtFTkjGXBot9HA8k0qKkZRHhzseD0El42ckrTbkR0eafhnzXBQrC7HF1w5JFx8r/Ce+LyyDvRMy8H0xBrAWb6dx7IkqA1Amd0wHN3NuTKY/EJnU7cGXqqSU2MrOXo1cImblvp6kVSje2TSI15+qhFnSLwGKCiUrtRRUwFIhpQ/OtHH2yMVqDs/UkWGUG4gNshHyfHfYE3NU1ul8O4W/PCf/63flXz4SDvyH5+Iv5+R1OM0Opg6+3yfNMrYMHRtrP5jPjorzSpGQK6WHcZnGjURfI/6tT5YtXjrRD8PTHV2DMYz3Z6HmOF33efJ+KF9fk4/X4DiM91E4V+QciSbaKhzbd/JrktNG1s6zLO5yYzbB5gf3Aq/bJL2Ccr/0gyyVshrDFnxkegraQUKpSZji2HoGUlG44mXuKIOUJx8Oaz2vNtclQiiT3BREwkbx43LnioUm6xOA6euydsSfO+OOEBkMe0X6bLhoceAuARdeZIYKN02kMXhnBdy8KGNEGylnjZP+FHwlcnayOM2cNQzLwkqQm0RUjhhbhmUfqAptCJaheWbVjdpPGhlvnVSDy6gSz7nLFuuOvMKz6FzwXgP5K9vKNMLwf6kbAMN8oEnIIujamNJYH0rKk3lt6GMFbulqjmEiNPPraDZ+6GvICk0HYsLpgV2Subhz8rINWgg7hIrpouHxpZqGgFPCziwGzROsxSqgGfw4KS3xXhbJFfUQBzEEwZkpyCPLoSbBJDamd8/8YJ6LFR55cawNE8Psnw47/HH9rjcpS6H1Xz7CIyUTyyUwLtvATsA7NSmwcZODPJUhkzlKSEWvKPSsN6YEjLb2L5i8gi5uEbQmPjEb4a/y83rMEs4PenLw6RjGl3Ly3ZRdhftN+XYImxXW26B9BAustx89gsRiovMHgy/mX59HuEOWHUFWmMYtPTjWwWIh3LgcE/HXuMNsmE+Oy8MheZAGzGtAumbAIq/OObgyb8o4IOGkR4JnB2oYsdLO9Izt76SZYNzY6uRIC7NJsYz5xLr+FmMghNR2z3BKcNEWQirGVl6Mp1PUeRYhzQN+vjNwplXECnue2P0em5AesWyJkz18XGhEKfi1MCJBZpgTzgldFmuB90xdE0sZ88YpMRxOllk9c5vvvKZStTBuwtmFv9xOBOH9Xfj3mmAqf/o0MBf+9DL+318X/9Aa381BTu5LadpZIux+ozXHZTEs8WkGXZ/WkSS0F4x08qVAS4MimT/bjadMZBnzQ5lr8d4XpRk3m/ScmMNobdLOxrMJf+133tvkxcJ747UV7FsmtYhtSFlBF/mleFGWHIysrDHIktkR+kys3VnpZFa49wfdXhwLStpYPsOaUaJFZWMDGksyYo3lxq43hoYC7JPB+4o2URZl3eIZv3V4lwTbYlvOHPD2gG/PeO5h/dCkQZXrHVhki8aazRRdjW2yGpgnelZ8GVkyXlawOgFnYWv9toGsHoDZKQORhK0UBmIVcg1/pdlkJSdti/z6IXpY2NBQ6jWj+x5ya18EBtqxGYIXm4uOk2jYcrJHggAO6VodmhGAaLt8VeVOHSc5xQktq9DEkDSwGSisYUrqILsjoqy2EJF47h/G67jBfJL5kUgXGXpC1G3LbywJfHsfUSwbFincW8fHVRbYhEfBnhE9KXOScmgUZQbvMFIawou3DaW5ky5ujtnEcwYX+i7YEuZVLOCL8XmD78Yd4fA7H+Mbzkki5Opeg9b2T12/601KZxhRpQp4PKppdXhsLNd46ogBYxynhRxfAXjDd0XGonqm84qUzZyY+o2bFw5JeHLGnLxtwsfUMObOK5PG/GJaDdwjDRRxvs9FFePlwOnkdEd5os84lvcRY1y76qOUnarQeryIySw8RyvEIGsamHDIGQm+HDgn2EZJAyihvCkzEond0SWI3NH0CiK5O24CsqFvmXwuxE+kh2xYXHm1EeVaBoYhdl7Jpx6ZOEy4ZfzMpKrMER6mNJ2igiUNQ+etMLsHakfDJ1TrYLUNqR1fizqEtlUefxrsfzDyTxtFM5ofbGWjyGQMiXA270xJnD54HpM/H8rne+FtU1Qic+hPT+cv7873U3nvcPiiY3zqi+GdbVSkg96VkVY4U7xyTlAXcs4sG/R35X8rB8e3jb8+E5/+4qDO+1h8/Wj8enTO5+B5GMMz41tinZPv68lonfs9scbEO1F1lsrsysiD/SV4Uj7yYHPlj+M78jIO31mPF7MpH7vz9lX5qzJ5GiMAAQAASURBVCpeJmsqqze+rUWfxscB7fnBWJUjG+XZebeBVMNWYo4XCyNn5ViGLYcMWzG2aRwCMyt1vrHkZMoXlr2QDAzhbotnUnoRZGQ2mZy5ka1SxkJuRp+F7gc2QxB0IEiOh1tdmAZNE6MaSRNrCOdyall8n+A4Ika+ZOq2JeiTaiEvaKTI7Frg24adC62BHUpMXKLtKKfRXUg5s5XJ02GdTlLFzbAUwuukTl2TWULCPdbAc8zpnMzswmRcxlhH8yeKfzCWspfJ6Sc2E1IvGsQUloInQbUwRohCxo9WmwvnWlAcGTBfA5GQfzPf6RXW2C5Q7tX5UQllpmd0KFMfcD4RFrlEZFDB0Y9E88EuCcMp+xvz/MD9hqwnhQ0pB32FUfaWE5YmfcEgsVHoduJvig7Fn5c4PRd0WWDhNqMVw5bwsMSRDEtwdiPXHe0DZ5FQdCWGN+wEwRG/c/dGT4X1fiAbvMYiS2NaRpiYOM1CUPEfMTP+d6/f9SaVHXpOJF+kZfQf/rTRoXu01i6uFjaulwMQCbXfuaL8yBXcY3+fJ5bAdAS1WSdFhWNK9BCXU5LSLpimpYGuTCYxPagPpMxyIwlYqswe1dzUFZlpV1ujXkFzy5y2LpUURmKDGUTq5ZMp4Qif7iw1snv8jh7KvZA6TMaUOML/iLmXkAi7acxWJJYUptDTZ/CDHFpDzuvFpoKmQR4xEwkE5sYqLXbY707xAe4oG+Sdoi86/UoJjtaFrZNTDNXwrKykpDXxp5MyqCk+BrYVtCrZMuVu5BrpwzknXJy5EsuEsRav5vy1TPJ3xQV+2hNZhffh/MPT+dO3xfdj0g8nveKze3kYBk8tUBrrW0aTsKVCWw/qdtC9cfjJ27PytTb8r51WlPM2uYvgxXgNeD8mr4/E82g07rS+2MfO9/sT7Ys6hY9maDJYhZTgW51wVj55Yvng+yrsz0BBqRmbVM7NuI/B41T0VN5z9Ox5RSSCn8Y5nXN1ji7005lbLOK9BKBYD0XW4GcT/pQTZ3OmPal5I/Vo7xTbwlUkgxHGAzQ/0SnUdaNLQJCXOd4dtMVi0q5qGjglEqiC+CAUV4TCkhNPGb9COs0WliUqssvlFCmx1xnK/UrHTnAmdocXUCXazpFPcOOHXj46z0FCAPAcJG9dwkCYp+K7R2Ga4j2sKZpNtRsTZY4LCLTi98neWQg+jVQcRpwi1L+xFmjaog2WJVBDV0TIWID3eL8lQ+5XUlCFMS/otTDbBvSrhRogXq2JvU+azavNKWyaaBZhlHMm5FZgfEW5R+DqELKGAk/EIRlrLtLmnP15dRSelB2mDOwVVPvF4pmBU7nVaOWOFZuSPp2SY6N5EQvlkh6b8JnglhnLGGuhKrgoqOHjxMlISvj64b6K71SyMGejzZhQ4ok0F56U6ef1J+VSW+TLZ/XPWOf/f9gT/g93KY20wDchYk8yUisaljJICTXDcoqB4twxztD1A7yBP++BbHFhpI2K03xw5vgSGGC7U0ywLEhfpCXktDHnQV6V4k67n/jzkv3bwjwydIpcsR45xeD6IosbcZ625uAFUyMFsp3ukeBr4hGb8HDs+1V1rIXrhhrsCm12iqxIgfIR0tIfxclYPPTOuwy47eQ50GGxiMsTSMyy4DL/yoTUCkvitCZLEFmBJJo3mh+UXFij0XF0b+QJ00bIkiWTcF5LcQTtEfewp8RrVkZWPuuMhNqyU/tB/sNEfcNSYq0NzQnbrxRUH1e1Hy+/KsDJXINng61OkiuHOd+W8+1YfLxOvqoxWZzJMN8YNFJ+YTmhtfHRd25NGekdWw/qDLnzNwblKMxReWTjtRyTgthiiTJeizYmbRgvdWwMnvadccDySqaB3NnO7xx1IJ7Z54OqJ/LKHPvgp9TxkUjHwsjMNoIEf945a+GLHnw7KoiwieNrIH3QN3jOB08XVJTXAj1C+vvxbtyKMSSemVyhT+E+7lSPwMt0h6Mq/r3zWELLC02ZNeL7KBNWmXxYEEh+UudjXobLCj6DmM1puENKGlT309jUaMupczJKJWHQg/zApmxzo60z4mViUkO+xEAuA9XBEJBVGB5syWwwiUh60tVCWtESYyvgVxacA+vKVGqQJVQEtsNxhGCicUeZiAQAOFlhlcYyKBLiAFYk2OaS8LWR88lrxTpiBvgDn09YoWScM14z7Qe1pNjCfQIbn1Ge8kS2zmyGo6zthvaO9kA4GRWVg+5OdSVUW07RRWvhh3AP0n+Sn3m3d4TJ0o3Pq/EdR3qIvDwaJFiHve68toW1sId0GlaI58WiKxBzs7ChnJetXOtkSWK1ysoHNI9Nei18HxRNjBFDDtcZJ3SEu0NDoNToUElnemKXUBjm8hPWvkFQvpjZgw1ZOmv889b53/UmdV6Q1TTh3A3WpbZDGJfKp1RYR+AbXCKgQ5KErLaBcGCbo683NJ3YWuwUznYN9krBj0GvGV4/8LMbKYFMwa2HsKAHRcBSIidjjhkci2lsCZ4j5lYgiE9SqdeL0Vk+wMqVjRUnIXElS7Qm/bVFXxdYnKg0bkk4EuiZWC6oTqoqr4tGITUcCR+bw2uirwp1xIZkIwyOFvim7TWYLuwohy7wF+UmbAumCL0NhsQkbIgjKaNrcW+VxoFrJqfwomzFaUfMcTJQPdFuxj47ppmjGtkT3+3FT1uYLGUfjFm5TaPOTFLQCum1yNOZy+jT+c6BmHM25y+7sAMq0dJqS3hfk3EKazinJVYbpDnYZ6JlxTok27hJw7OSm6P1g8OVTx9PliqjCNKfrBLm38/nYBr0fHLeIH0LuGefJ9/WJ7b2HR5gPhmr85DFry5oh7wtxnRGUrbHoi7h20fiM45lZXhnpcz8Knid6Gvx3BNWX9x75RuGrYwm+DCjzEY7OssKUWAUXmmRvdDHIhel+klvcBNFPNHMaVmQVdBvgjscaWP3xiGFT9vG+Yyo8myClkqayvtoaAmiQOoTV0XsipjZUrSOlzBYPN1ABbGEyMSa4KXC7GzjdgkoojWoFBaLVCtm7QI/B8z59qlzaIdvRM7bBrssng3SLBQaRwZpAy871m8sRrRUrpDQaYIkRwPpSU4ZXwNjUrTStKHDYMZJXVMg0PAEM2O9UeWFVEFTSL5JgswnRYIgHoDYWB6yxM9WT5gAfvAdpUyJAg6oavQz4TnF97ZGWAQg3nUG6p+wFVtGoTMlNoRDAP/Kj9Vj+cb3Ivh8MfjCbt84MfSElCWy2bZB7oUhhjcFEiqDRJA2oq9YgpBOY41KPjvyeaMfjTqVZZmlR8QwdGeEwZPiwswFlqG58GoNVFBpsDbYCj6Uc8ZaNs6vFCo9T0yE5DPguL4CjfSfu5mXa5O6eeI4Y4AuviiiUfUpDNGrHcZvQ02/Phm3DWqG88DliUkolOwCJiYyyYUumdo7XQQeGXvC6OGVV2ClBHPGT1lBKf/tkhgQ6qHxouRJn/DwCw3y48/5wFVDAKFBzLUkeClYM16s3+7XZOMQj0yY2rF+GQY9NkHdwLrFy3UY7gVLB9qjYhJ3ZPOoPI/L60gAYeQyHy61iKYeMeBO5qQUIpUpBc8wVgNNkQ0z4tSnHrgfc2NKxty5n06fd3I96MvZNmPWiueJzRuTyS01zvTGygZaWCkQRu6FuULFebaBzIOjKlt3XgLUyMOypZy90lnM5aQWOUBMSEXQnrC08N7JpTPzhpTETI6rYk9YeWGp8CrKPjrSE43JKXCeBVuCJ6d9n5y5sJ0HL5nghfkewOCuRtFYNw+rOBPzHoidLujeOe7xnCS3oDTM4Jg9ktCflf04af7kJTcKxsRJu9OPSR6GdKN5ptWE5EyWTqnGcqMlZTwlxDnbgQ5IpWLni7RH14pxUlKE2uWc0aSYZko+SGZI2vB5Ik2wDbovajG2pNy68GoJ14n4pIowLNh6okLuiuXJGhbZgOvJ5iECSgSPcW8rYLUOMiJCpurieBIrklyqsslvwYCTy4MHVNFonZGYbOj8wPMMeTUbPg+EICPVNTnJYSxd4diPc9fk7gTd/ZrBrrTYbaPJoM+A7dpyjuq4VlZ2UIsZ7aZw7iQxlBfqlVnPOBA1IeWCT0Fo2BIqZ3gQx/ZjJfrt6gpuTyBk4xsFlUnzdXnOIgUhbr9dJmxw/cYgaCXunbGcZY3bqFRpnCg9KSJBghkVtrHw/AmXHsWsA5fX7XGeYdnAkWs0EZXFG/CBALsUvs4Yk7idSN3wOalTmTTqwWXWj2ctDL0OOMs3FAE1/uMl8p+6ftebVF2VJZ3XmlALNiOt9RQPqfWC2zAqmW8QT/096OCsSI5N8mJIPNCnOzeMZ1L2pbHgzR+ydVBx7DXJt4LPxL4augofKyF1Bfhy5NhclpO2jA1jngW5LWgK00g5pOPxPX0C+QB37mZ4Es7bTn8GA0uTkYswl/3maF8r4Jh+F8aLuFEXlhj3bTElcD2h5mtXsFy0gk5iZvB4wksjHTOpX6cFkOnkDDaUrScMY9yCZTimUD0C1e6+aO6sZZB3EoJJ5bUaJhXkxHyieaMprPsRg1ItfDsV75l+j4c2fy+Mh7F6wldCxclDeWqm34Q2wdNktcTHdKw5D0CuyAXNndpDJTlFkGRoqmwp5j7dFiqJZAnZO2cP3lz2hM3vvNKdeQXt1Z7RNfg+lNoa/eeED1ivxZEXw5QPPqHyFcsx52vNIRtdwp+yZSe586qGifNzLXSHDzqPKmgfPNONW6/cZfD9y0J7DUrqOrEP5ahC6YW1NZIt3g2EgulkLmd9btTX4l0UJfF+wr4Jt+mcwIsUcTR+59NQet5wEvImbNM53gealXQs1AqZA8+VMRe7hpE2y0BGpxSlk/nsnbOC945bLJwlC46x2QZmTDq2hCydNT8z0jeKhNR5bLDnzLMv8IleuUgpwdgTPBdpCOSNNISu0MYZYb6XwEAlRECpn8wsMSciPEJz3aE0ctlYrxYCiwzZJmsJqiDjKgwdln5hL9+ujWpjm5ccXhOuwlgxOvDzmovNK9U2rMkBTLhqR5EOA5wMGF36Fd8OWXZOb/ixE5O3y9ckV3vbDvJnw16CzsKk031D9oaeguHsFc6ZETE+6+SJMMxYnNxc6ElZy0gUTCqzCLN3lIznjnsiXcXF7M8Yh6CQQ8iS2PARRB3biMrVQZj4PGKUsiYfeQT88ARfBVEn+4rRIRuL8JeuZUiqLK/UdDD8hqaDNB21TCJEYaf90z2/3/Um1bHAcchgm4Nm0U6YaSA3riRS4fAw6tUd+quT5S1MsqkxzmhTnQlYOfT/ZpxXNkyUErGhuGRUF6IH7vB6CPV9gizqvLPWByst1DX8AS2kmsrCp7PrxrSTNR0ToaYbnYMkzhrx+O7L4X0AK3y3PYUTXPy3U56o8lhG75UWUyDQBEV49cmmwvpxGhRhFYFpUTXNmCe8rzAjpqy/5W5dCnzGkkBJpWgxlAVzKcsXXRzG5OXXg0bIht2dIoNbEU6D6Znqi1kH5VAeFmbFJRrwzfsJ07D54PlT5t4W+fOLKV+uCtopDp3CcqXNis332PzFOMri3hZac4j4UyKRuImTdGFlcD80NrmhJHH6d/hISvU7f70JwsEukfKq48Cy0qXwMROpD56qcBpZjCk7/rpDOnikb8gJfz2cVQt7FbIoY4yLBLD4MMPbovIJex2cW2O/CXrc+YZRPfGkkMrkPhLeTj7OEI0kic/wUGdPhapOxnFPLDJp39F5YBs82uJDbtTayS382rlAqiFb7qPxzTQ+F4F8XvEhW7TBWircdbFhwdLbM3ZMHptxembrmbZWRNHMzMpCSkIti3kCy/C0oQ7qG84k5wIlwfFOutR8VTaGTT5egqzALzxK5X02li54BR0l7IaNTlT5NQtW/LKTgHm0Op3zwuzYVaDG9CmPxc2dp+ilx5YQMiRlJImFWKPt2dK3iJLAsYtFlyG6IRYApu2KnwfHisOI4Y+eE/eJ4Gwkjl3wI8Io4x0CNtDlaJqR1zUaklYojw2EHs+6OfO9sHGnRTkNNEqLz84B6VBkoivzzSHrHq26BKcKdV+sQ/E0GW1iq4AIRRrDHamFsiJh2FZwIkUXy3dS4KU56qJMYaBYymCNW4JzGe5RlNymMy1OxYuOp0DTzR6bs6NoMkou9N5AZuTc5cnW434aMPMMHcE/49L/P/eH/2NcKcOMUK1mUCqM/TJ49hjOBpIqIdyY4w4Ie25kPa/hX1yCk3WwqsWC7z80SfOSlispVbAaeCMTaIT72jJDo0JSQP3GdZCL/+aA0c45GGwAOJU1J3hsUGRB3+DcCX8NjlsOfXX6REJJpojDRuZ7CgWVc/JGVDzCAhPWjHuPGxOSxYCzAFUF99s/3vf8x5ajFpi5kPcHcIOLat7apZD0S5DjjurAWGQcNafiLHcOu8GcbKtS7c7ec6Sz5kQl42uh/iNdOODA59h4WuXwzDKN+xIPlZcCmlh9Z53wmplXM3waL4Ehjo5Cns4uxueU+UPe+fl2549fNn7+tPHpVvi8w/7mbKWSS+KNg+KDZpnzUiA9UVJ7MdLJ3BJ3L3Ak7Kvyqwzm+uBQ+PhYzAUpb2wZpsDoEdTXzlDSeamx4vbJATwyyOG8Mqy60XSgtw+OqayPxJmc5S9UT5yFaGVbT5YMtC22JXxW+BnhDzdj8w0lVJH7msjL6cuZAqcbzSaN4NnltKgo99aZZWDlQU2TdFeqZ2ox9I/CfRWmO3dR/K6k/Sf8Zty42jNXYq3kEad4NUyjaCnSIqIBR22idLSAVOgC0yc2PFiaCOqZaSsQLQ6bwl6JHmC4aCjunHZnnSXSZrcoGKHiwMoZT4rXhXi8M7Y5bV5RHRenU22DlUPXsAeSKfQgcZrI7JCVdsu8KvRU2d0QPzgWqEYPUrogGhDV5eCaKVRMnDICXVYpjC1EEIx46Y4ZHXwIJS+38D+JgVWuDokxeZGvE1pKShin4+oUhkO74oKmd/Yf1BuDdezoqnhK7JKYBssNWeBDsXMylrCNO0pC98TGjVuOdnLHsA5zSyFamh000VfYe0QKlJ0nUCXjEvR80WvOxSSOBIOqF5XeL7WxRRfoFIMCaR8XJf6ft/38rk9SjIbePZqgKdpRed+Q3BkWi2atgFVEz1hYEJ62cIOcC9sKJtaxhImS+mRH6VelYNfnuPvG2WMjYhVcdtKwi1DWI6dFbpxrYIRyjkvHVPJgda7TzQ++SSepIwtEPqEL5quBh9hjTnCJqs/Gt0iqdcFLotsEV5IIOcNTQZeivrOlhW2DecVuq90hP2ncWPO8KtvXbx/h1BBSgJGG4upwdmBcROnFpoUzD+ggOi9MqLLLorux5ca45mt5bWSUVzKajXgZ5c7X+YS682kUpr/oXTDf+LyMRzmBxiF3zh5tP3ZHkiMr42vjHB2VzNInVV+M4zNKiFREjVKFR8p8uiuf687bzZE0OU7jr0fhL69BLcEzNBYvc95MkW6kWvE5adVIutDjwbQnfxaldiPfM/kZkSrn6Lzdhdf8xEwvHseiF6cX+JcifGuZ1BNJnad1SjmxbLwOqPJGXgNkUspkc8fT4Nkra1vUO/DXwrME0zH5A+0DS5WVjJ++VP54uzHzg+/9xZ+/F/635LwfnfG+cN3JImy2qN1Znqm505Zy2GS8CfIEqZPqizY3SnHkE/whb8y/KTxmp5rx+WGc7TttddofEvmc/HU4tS1KSrSPjIkyZueeJqfXkGPLiSULM+rK8TvsidFPNlMywvMKjpgGeLQbR56MJmgW1hogEb54K0/Oc2NT6O0N54nIB74nyiCi1J8X1YB1Gfkdb9EDSZdZ/gYx4zmJlTXvzHmAGN1PZCk3FmOFtaOXDbNO/ikxnwXaCSi+jiDR46iNy95bYAl7Es41kCGkO3DCfm70suhq0B2VHK8bM9rVZzTeCjWKZBeSZ9Ld8ONHIjJwzfR+pBK7Lw5uvNnBBzs3wgA9XzE3c19QofcaXtIibPPF6QPbQxm4mLQzIlNcNtw/sB4jBzzQTRvQUqKacY7BPQmvNbEb2BE4ropidTF6nPr6CkybiFN2Z52KeZDkxzRSLiTzizv6T1+/703KK1vvzKSM6SQzZm8QIwIG0NwgTzgFTRqxGOxQAuzYDUZxNAky/PIzeLQr5mUItsXpB6pRGKQFxoAy0RbBbMMGfuFAtBJDcimYd9pIlFQQ6+zqdJdgCf5gOOUX+CJ5AiI2IUVjGCUURec1fJRhaBbMjGZXmu5KiCz6fGGakFGwZFAW0l7QE14WJMXSIq/8G4NuWQetiE0mimoPvmCYxgFoNkmWMAnjc0rOmWo47905esxmqjoLo2HkdCdJJ4lQ5ckHQpbJt88N/QabLB4TRklYnYh8pnws7D7osqgj8rfYhJWVvDnHeZmRDyWXRvUTX3fWDaok3vbE3352/uaz8ce3yq6V5wn/4d0p3w9EM0dyVn/Rl9I2Q1OJPKq0UVpD5wZ2cnN4rRu2Hbzc2WtmuHIbHuo0/2COhaszLUFzvpZEycrdO60ItcOyxDoKqU6+jid1U97MeZ0F04YnIfng/pGYvvia4SaD9Mqs9cTqjfSY/Lc/Z/71L4V/88vOW3b+4bjz//h7Q/+nxcDYSTxl4nny5hvMFwOjqrJmiWDCD2dXIfdG/pz4VDv3rfAoN+6WqVTs7Ybfhad9hWbILOgLXhNushg5MSRYesUiVeBlQnIha8erUhe8kiP3hH9vnCdIuUy+8YYADskRTbisIKQAD3M+SgmKzIBlikpnmFDlPYzqCdYlL98oHL7YquAzMcbEkyJijKwwd1Q6pxk34HBwFownWUKchDu6Cq95tWAAhiKSka+dpIbj7AleDnllUCOnyTngB1jvTAlJd0pf9NeEBB9pUJwIjNN5pXNXXJWlieIwPDF8MczYRfCcWB+TSbs0kdHqn2Lwo8UuhtvJqQns5ARyTtS1OEzQIti6ML8ipKkMhJoSsy8sZXR0VJXpk3R1b9YMsVFs8JF5WdaMjDGgm1NKZrCQrbB1YbgxyJAbu8X6lq724OwrWsE9Iaosc9LZr7IhkL//1PX73qRovIZQy51NnyxT0jQoERw3NcOY+FjAjopiarhNqk/UjbNoWGut4NqwIuQutDnADbGKeUKqso3GxBhFYFPWK3rSP9AupUKLzh5bji/cAPFEsctP4DFZ+nHQSiR8c+wj1HVIfHVFR8TE/JZJEHkiZd9Z549ho+NIwFA34ATTRRorIj5S+HdLMmaQTy7T8R3nPdYJhGVRJSZxpiTMnM8qwUTLweibPejWUw0vBiOzSaOpYwaFMBCbHyQEt4OWQ/VuRdgHoTScO0JG9SBL4tyNt1eNfs/qrHGy5lv4Ji2TJJNVURHQwe11ol54svFKhV9G5zGUsjv7bfL58eC//Jz5uy85COlmPLbB8kxv8P1YzK3wFsl+LDpbXrysIHqixdCUOBHW7LzbBnLyZXa+W6ibTjZKHpgm2jQ0TUBRi4r5NpUmhbIWTRa3Ep/rH1KcqN9V+dmNdzI3nGN37l14n3C7ZUaLPCbXsFG8ufBZ3/i3v7zxf/2vEz9X+PsXFN/583Hy658rT33CKyHzQasv7q48RZGVWAnq9Gjt5YM9VYYqupxid/6mLP7mUfhyT5jd+WYn378p2ROvMvlrW8zvzrAbNxrTG6dFaGIp0IYjdTFuhr0br2ggkFuQFrr/f7n7m17buuSuF/xFxBhjzrn2Puc8mek3WThvqVqUZBolFSoMXQsL6ID4EgbTQEI0/An8ERAtd5GgiSw6vLXcMcINI15UDQqrcCZ2Op9zzt5rzTnHGBHViLlPprlcnObeq6pkSVvnOc9Ze73MOUZEjIj/C9DjaoctPDjBjDYLPQ6CjZQcGrxKno6YsKnxmAl7ryj95sirwMgTf1NjtAF36CNwHyxidJ+oKdEVs4GWwnkc6aB7RjKBOTnDYcByg+M4KfPGxAntIHfCFyZpmRIEtIGc0MukDDh1Qe1Mo08E68HUV6IYNxfuHnwlwaca6fmkJLrt7LgKoZU5+jVayAR0Rlyvl+lI7cb0Byd5LTGBnvfGdLBrjidiTPqc9ERlEbPkntoFwhkM6rKkaoQ50xPjGBd9ABLkwabIw9hCecSBFZjzGeQTETCroHMmj2o52EvDR4cpaevq2QFpkm3OmG9o/U6q3ApRGsMndTp/PGzix30mBelTMl/wy79ka6kh9who8+RJK7IEJjtj7BQ9gEkPYw/LvnEfMAfmQe0bQ4PlgpdTekKCzp0RDTOBcaKvB2W9FNav5JKWPIUYShswr4VlfvKYe1Y/oVgk/0RmYerkdl9o2YqmBlQtyBYUSS0vleBpOSkGo+80m6gaTxXamqNVOcCkYrMh1FRgn8k3ubslYxxhBGh8zuwVnpwkKlECl4S8ugSfzVh1YaERMxezCERrlL0g/plenB6SFVNMRoGqQlkqK04Bbj4oR3JoInq2HEvnpTd+PyZtD/5jO3llcszBEcEpnenjAh8Ziwh6mbF9ipXjpbPvBc6DQ04e4bgpaGUtwYctuNWgmfNchZ98V/jmVnn3HHyjOYtNqpOEToSIlcVO3t035JOwx8arO87gw0unfAxGWSg344iBzRfi7MjMdmhMpQynn8Lszu9rp8Uro3SGpLVGqTsvJVn5davsNS3B4xTOU/meVs73YIfwqRv3ASdB8xO3wjdvzs9+Bd/+oHz7q8LPfVX4yQ8bP7EItziYL43VBfdXHqfzhyoMVz6K8Ognow1EnId8xdcE1Svf6s431+B/+ebk//bTK/+Pn2v8P/8X4//+s4Wf/qmveN42Np44JTCEn+VkFGVK8F6USWGPkhD+7vDZKQJ6WWvI6WxFqAjRNipQceqa5MaTA5lBmQ/UncLCmIUgxZt3D9qUVE8wJe5Zd/cyabYgPpgRhCjTU+L2lFwL5lnAMTtjJJcxNSydt9NSq5kIjnsihYdmq2tFYYLGwGdq+UUI5155miWNICm00Sm+0i7VlkawRJqYPjSVFT4KeLpkJLMEwzX3Xhl7ztpU2dYnagmqLLgGNxZEBI0UflW5QSjrlNSSqC2FrYfA9ETchfBm6WDu6KODBJI674zjIOJkDGjzhrIhkeCOmMn90juoJxE+BBiN3j6DK6tvxCH0kYrmfTd85OwYF+Z0dgRi4ZiFlUbSt69qOQYwGXNSxHBuP1KM/7FOUgUh1qzUFhVagy7GiECJS9bHkVMJFaDA0DRy4x2tVVLTHKQ6gdHtwOQS2DQwmxCTwBkX98A0DeXk0YBGUUlrBEBiEDi7FaQqJonYCoGqloZpNOp+IiSc7oVHyrDIJfGiKfraxFC5sahxnkZ94zB5QWPyuQvnqDQz6qpEUYZcYpHFWBehNsVKth6VlHS6LYZWQVV4QnmWgS3CTQQpFVkUic7Ug30KOlIlQwRcDh5lMCO1BlFBTL6AVEoBOXdEO+upDAp7rNwJOgVb8shf5sltafTI+Vp8Dj65cnrn3DO5hkgKpi4VXxeKLOlG+m7SbefUk/u8MfeEqfczOPrkfgruuemCPIy6gKpgoSzhDHMQx8yYRXjswrDJYy3EefIkcIowlsooT+icSDSWbaEWSV1FSSMYXZxahSpQzZJwPCWJmiUQ2VPMdgov1fGzp84cgYdSJSiyU3cYbfBUBkMgVkG9MXXy/VJ4HbB34ZyenJiYxFCKK7J1fDvxNrk1ZesrYRXOHRFnOOxror9sCd5Hx75Z+UYLvrV84Ge/Wfm/fKPxf/0WfPurws8uxvtlwZeVLYRWjL0a2h2pxr4UljoxEWzRvIdxwbHN4Cy4CvdZ6KKUM3Ap7Ax6r2go2qBWUFPsVpgUEtIaKXiswVkrLpeYaVycmwrnODho6KwUKxnQNQN+zm2Tdu+SLUNi4JabVFQpdaGroaqX/9aJlgdSjC5CXSrGDcQQc2pJZ+SXIikJKgcHziE7B5YGgOH0AA9NKkWtGZcl14JqrhcrhSeMMQvIB/DJcTwYQxk2wIw7R9I/ZBBixHaipdHXG091IeZxHX0KosoShbR1tCs5pKis+IFZQbUm6EMU1JCyg56kRFvOCgtZjAZOWVIEeZB8StqS4DHsS/wVdTRSU1AiLYVMCiaTqc5DTkQmLqnWv4qhWjBvGPNNkOlHiPM/xo/BQnuZDAk+66DOyiiGzJkoI6kM6ZSa0MsUv3Q0nOATURSNRh8HuCOrpO3CG8nWoe9JA64CmwSvMRBWoh7M3jEE88jWHFxEPGPInoxqh7UEo95o++QR2faI0pABzOzSC2S/XcCi0z244wgHqDNmBjVr0B9OyNUvnJ4yT7pymyevkTOTMpKj08MvLbTJs1Sidh6noDNYgVcmpRh+D/S2QZzInl41xxRgp9cLiTRBHivIoNAJhbJWjsfBQKjdGLdBOWGchtaUf5qkz43PyvMY7KWn982evCa7B3t12CfjcXJ+tRPHirSGFEOXShvB+XllRGf6O2J8pERjvt/ZD2f/VPi4Dn7v9catOU2F9ytMd37/xXk5OscJITuPWrC1U4cw6wvjobS987otdIX1U7LivzUndx4spdJPx6unOKQu1DqIWtjHM1ruHNN4LxX8lVMSxOOREkKHZiAZYzCGMdact0SphO5Yr1hLAdn7hJjBWgc2hZNCezn5w693/l/fr3xoxk+swR+8Cv/5Dw8+nTsfiyNN8BcoQ9GvNvoxKHFS12ybypg0OVCtbOTcYhsL82bY7WSzQquVQrAoiaTbXrEXoFa0RvoLuTJ2xWOHtXLuHYZQMTzk4icGM3aslTQA3CerCA/1DKyeRopYMFqB09E6eEfhUyRoopfIofI84CLVuwzEhK0LRwhInlq4jAeH9wuBmMWcARqOq1Gjch7XkFUDn4M2nUOUKu+Y8kKcQbAzNWe+8XxHJslD6uCXfp+/GZxiFPdUliGRqK3m92nhuBivK7AXCLvceRU/J5YwWYhPtCZpMXKr3Jh8ksa14TEVfJ7EQ5iX88BLGBEDbsAjQWAjOgpsa7AfKcxsNakkWoXo+blFlIh+aS5eXCksTQxNuc10eHjsqSLvnKl/OA5GKEFSSGKBuJwcnp6Dr18EijK00OaObcrcwTaI+0xASPOcjdWTGF/07//Yx491kqKcjOFYaE6GQojZEzFEVuyO4Mfb5eggEy3G7JN5v9AlBjdTjl1oRZIZLeelv+e4pXLAHJ4ch9hhCo6hrTPO7LYHnX2dyVO6g4nSzPmMYPpAGngvafc+nlFeqZID85nzUUrA6LkJarmcUwdkVzw5LOAsYenuGel66q+du4HVQulw+oLHjkpunGN0XqUnV0GDKunc7CFIE2QKn4+DpyVlL08/WUw45qUKIAK1XarNWWUd80a/n5QQvGQF1o8KOjlKBqNyg9vnk70F2nfOxdCRnllSnQ915aN3xB/M8cQYr/T7e+5b2nNUhBKN2j8wqzNtx18/IfXGowTnQ0EezDrh06TEgc/JHz42vtryCPVpH/zB6+Rl37mrM6fjB8Q0ToTa4PFOWU7HRueoDZkpDRRAPAk+FvQY3HxhLJ0nBh+PnSoDZor4flxeaXdh2pIKHSpYDc7e8LMzqlHd4R5MCtNfeASMmyEzkKKUuCzaVainwDqZ0fj//N6gzjvf+7TzrZvy8Sj8p++e/L+/FuZYkM+vCW6Zk9fXB9aCGBvFd4YPYn0Pj0lbst2j3yicOPP+wuu98d37yiKTKMr3Xgb3l4OzO/0ItAt+VHq8cK6C9k7DOE6hVmGeqUVXpWECj+VrVC5wj6QY8EskhaFZFkgEjCLMR07p5x3QI2W7xomeAEKJ5K5NiXTrnY1DlGdOXqJjciNYcf+EMCkz6H6yCOySA3zDGUWQMGI6y6yMcJSAG4zlQL6Oq8HveQJPbVmKNMro7FYSTXTxF0vznJWNhXNePCuH48iYEsA8yb0lEM3TLJJJ7fAIpYgQxYkzIfN175QiNBuMW8AdYjgtbgQ7J0FpwfE48pPek1bSbSLFGD65735RjZVFCrsa5/5A3uZiV2q4z7dE29EVzBv17LySe05X8P2g+HtmOTjHwSLO0Qo68vOopuDA169gW1DOydkPogZyTmTAdlcOd0os7F1wA/olbmyXvuMfF+b/9+SI/58/JixLYuDqvKqgaGgFHTA01YmVRlyqW5Dzk6JXwaVKLEo/HLPAJavtrSzso7OuQh+T4cYrF8FiKcgxiEveX7XgfhKSmaYO51BDZGWWkxiT+YBT0iE4m73zGgsF2kCmMCWYo6AMpoJrYanKmINF4bCVGDt+IfFSUj2h547h8RmdK0cZWD8oQVp0jJNLYozTk8Ge5GXg1hg9/Xk8Bo9DCAmKwzEL3Dr+kFRf7tnjrqXgw3Fe0jdHjaFQ10yWvkIRY9yhvcAUpVVBtfPqsE5BVXmZgY6T6sanNXgqr7wcT2zHSb8/mNUokqREa2kzX5rQ128w/DN1pu7ZQwbnMOIejBHcj8EfPHaeEIo4Rzivc/L1Xfj0EO4nvKC84rycJ0fAHDfq4ewinNUSfrw4D1G0dFQqrQsPeWF6xe/K4MTKhs+epEc3pkXOhuLArXAiqHcWS5RkHUahsotd2nAzrQ/CqWtjnjnQlqncpzKPSqjzen/F++D3T+FbIzgs+DgH359KORdGMY77oDQQGt4P5mV+WVzoxwMpyuN5cMzgq31HQvhuvON5NaYEH/0TMhof7853Xh98/HryOGEfhs3JZxF8FjzS4l49QQ6rOKd0nJR5KlcnqriwK7BW6sOIEpw+McsCkmNAbdic+JknkupZJBngJpxzguzJpWo5V3E1PkXJBTwftPbg9MAHdJl5WiAQLfQxCVFkpsQWdE7piGarWfaAqRdRXihURlF4dLTBPDsPU+JSRkiRgMK5K2KFPvcLrFiAcVlywJT0kNrONNa0vtOXjdoPihn3mZ0ISmF2z8/sja/PSUGROlIuA+fkfvG+GvvhaMLCAPAyYRV83jD7zJwgklzDxzxBFBGhlMmwcs3fSYX64UhdqPvJUaFfpMlOJkipoPMTNqA15TGyvce8Ux+KF5JMEFlf7AIbK4ffv+C9TofZFD9g9c7pziRHLsT5I52mfqyTlOCMYXgMTk8wS/ETYaHTKZZ6bX5eJyblwv1n18Yi1YDP6chcWEQ54sEayuKFHWc/glgFOSTbfLKj48a6LMj6kcfryZzXxQ6FbhzTM0jHgKHo7IARpiATehA8GBJEVHQEphupoaEIK2Kd2SexrTxF4e4H5veLuwRTOiWMxSevzaEfCZiYHWOjtnvKCc139Ni5cfJCkpYbkoPmIvQzOVJrCK8+EkABzHKDscPpyLMRnxdAiXjgMfFS0N4z8WHcztR4e+fwskOowyY87oHJJI7y1n/BTIgi3I5su42YiC/sOzyOTzw+vOP1ZfBUH8gmuAjSFBNFV0Xmwf7RebTBh6H4XhF1vt47rzfns1fe7VBKItCmTc4Duhtfd+fjcXk+vTxYjgrt5BgPZg3uvsJ44GWBCTc/6Q9hk4OPYViBbR90hZPCTQ58wmcHe6pXUEzYfCyTmMayODqzlXwQYIUSB3sKoSBeaXJQ9sIhE0/IHCXSPK+fHavG9+4PvvdflD8YhZNKrZW7BvXlxNvImaQWthG82szTxJ6xTiJtF949nohyx4CPcuM9d373+4XXF/jPrx0dO4+58AeflY+Pk8e50v1kryPVuaUQNimqvPaeEWTAO53cfXJOqPKOhQOXgtie9h2Lox7MuTJlJHPcBwvC9IVIhy+E4Ene81k+kZN8gVWpj8HpAiUw+YqujySqzqCPFbPOIgv93WC+9HSv9Y6x4p7Gp4ODqolGDBWaC6FC0NEmcMyUPJoFMOalkadjEssTjFfigOQ4cZFUDcJRmdli4zqrXEajqS6ULbSYO21CCWFHqB4c+0hekjtOT43GPYtfYYIkqhY1wiT970pFNbUhq5/UfeX0B74UqhpzdfwlYXU1Kp2DsRdC/ohYKBgXiEuo06E+07nDmIhn8TN5pAfVSJqADaMzcfMEDEkKXE9S0ffkIIZdwPmZFKATUihUsYCYSm+Dp1joP4JDr0TEHw9U//+zx6dPn/jw4UM6TMzkExEK6wrjoLaGH8Ey0ro9a1ODdUWPV6rBUZXnXjjWBT/vzDN1TN5xcpeChCY8mesaa2BVmU+Of/+SXKFQRVis8zIujmDLX5iXgYwA1irn2bG6MMfBxjNHHITNdLY8En2jumCebp8UIdxT2ytWGGm5/a4ufD6Tj1VkZUjHijDPhEFz8akWhKE3pt9TXyYAlE094dhfCI7kcJjJLCv4kQoS0lBXOnuyGdpC+ER8pBTKzPb/8xB2M2p3ds1Z2ZyTWG8gD3hoQtK/GOB1lEITo6zC632nCizLV1T/xNPzjfXbN75q3+Zn63vWrza0KiMePL63c7x8n5fj4HP/xPbdznwaCRPW4ElPqimlFsoKjYrJK+NpUu/Goc6uBX/pvB6F8+VkDIGS/BeX4OErcj95RZjnRN4NHh2KCms37iN4Hs7LuhEyWel4L5zzZLVsMUkT4l6Y0Um4yoI1Tx7ZODkNwitjDFgd0YX2OukqqE+QDWsT7yczGlID3Rx/7Wy6cZfOk07uYyWqsJxHmnOK4+dKsYPypIyPGeCaGL50bFS6Cc/SUSmUZ2dIZRX4yp36rrBMQfvgP++C6kF/EXqt7HFAU/ZPC2NMZjE0DlDFuhNSmPXkWYTXfqFePRKWJIFFxeVM+SwkW1fyRCmv7F2wuiQMfZAAB68sMjiLo97YuOPRuI8zwTqRoCT3dC04cczgnBMhNSdFLOkeAZssPJpRz1dOC1gK5UidlhiJ9rOmKV8WhQc9gVOjsOIc2hKUNINUXHo7AxhqK1J3ZiQ8Hp8XkIBLtBqqON2hlEIvk9gz7DaglwR9jV3w+o7l3DmjJ4BBjFEguiNqPPu8FCIUXyAOB5S6VdjTImjeQM+G+071bB236ok+VqFCquTQqVqYUlAZTEk34dnTK6xJdpYOF6jPPM/g8Adihk5hl071VIXXWpDhjFbQPmBJoAz3N5C50LRR2slZBR/gqT3Fx48fef/+/f9mvP+xPklpz9aYW44Ax+NOxdCZNhl3goX3FI432cOLGyCsh3D3Aa+B1itPl5NXf2KLM8mzzbIdJwJl5IL+w4StJvyhMCzN7NqS3bD0yRUwIS4PF+kV087CwV1gypHS/pDQxAqgiKeCmKhhXhJyMDvhn4kwqq4cbU/ZZGBKyRlbjxQslhzUZ2B08Nf04jFJfog4jwBiIFJ5lDTKUzVuPnkhNbpE4ZDA5ESKshyFvU9aSeKqmWOqHOfkbjA77CibB0MnUiD2RO5IKcyYyJnJ850C26TN4PO9cksgEvQHvlTOU+BT4Vy/x6ebYa+T8rQycGYxRmmM+YBPzh/chPpi6PPE7zu6wHFU5NYpnmTGJYJ5VpaH0NcEb3gPzmHcQymL8jomR3eOqXS5w1aoL0oPIx4Ft5PbA47ibAEvBjbujAIvl7Ze+IUGnEqbwWBSLNfn8EHvXzHtU6JCe7a1QhzfYSuKLMEM46lPPrPzfE4eslDawRRLsE8xjrOjMXjUGw6Yd0KT5L0auA3YGk62lVw3ph+0Qyi18LA8+Q2ZjLuiMjmWha/7gzgXqu2sOtj3wrEsFB0cc+CuPO5CWZ9Yxve5j85SjPNNnF9zNnW/1mEmitxvEqliLiJZK8WGsCOxc7rQFILOGAEkuo+6Y6JwTKCzmzC9s5SKa1Bmgiv8hEM6U1OlRUhFEZOFpsrJgzmVUx3vJ0e5aEH7YLK8KTCxTCXOhcHJXYMmgqsmOV0FkZ1iBqEMH6gaYsHsE5+vqIOiPFO5x8AJrEK4UqJdSWekMWpPfztKAv9woe+KF8XOVw4dXCYOLAHePcdheuPwV04mVRz6xryNNIs6jVrgPh17TGaZ1FDUAvF0XEiMRMqwKYGxkkqxA7EkCEjPk42F0vVSYQ+Q/uAlBptqnvaLorPQJcWtly5AZRxHctQegG5kRDSUyenBPBpRJjoH4iuTNzPE/+3Hj3WSmig3Bq8RWa0JDCbhF4qnwcELMkjFgK7MIO3kr5mQizNOqJLOl0c86JFGaNZXDvZszk6DCw+XKQHCckYTA6iSnjDjhV5u1POeSWOr9L1iUjlHOo/2qOAHkDD31grnfeCRrHgAL4NxXorLS0WOmdbS97fT0iDKgfjg1uDTAQnKF+Y2YC9Ycea4qiMgFoE9+EYTfDifZvabxJ07ZN/9QiRCWqj6eEvKQulKpydJWTM6+TWQlm1yPlL+BGtsDslCynmLk/dmr8K6K599EubMUdjfOeU1+LDDaTv2udE7fCoH8xQ+MIgi0IOu8JiNsz6hc+cP1+DpZcdX4wzluVREP/PYU4n96/qOdy8JknnsRjuVXo1X25mlcXrOM8oMxnBaLLgP9uG0mt5h8TA+x8BiZfIgQhnFUubmkuJJVwNlwei9o5Etvl2hPE3k8TU2aq4nkryZQsTBYUk+tRNeEgLEHlfzd5S8L6MgEqxhvKpT2Yl5cYOGgzVWPzl9EHsWCq6TLRxujcfrIGanAi/1GR53lueVd+cG5Xucc2MQ+Ai+lvQz62fgbvRbh17YzsFhXzMLrDUYOvCAx2EYCyIHtwhOyxYwl0NrfW6M10AxPHa67LkmI5Ap+b7EZRsRmUW68wCiZdtujmwg9Tlo0xgy8bHyoUw+ep5w4Br3RgICwkgjwLWwH2cOi+LLHyw66SKEK0ODcjtSkmJWOg38QVmCfpKalZ7oxErSGc7pSTOwtAdpi/PYD+bVtA+HUpUyB20kj/OIyJbLNuG8OhmhaBu0Lkwxqi6cUXER+vwMCHhQ4oWBUxdhHME7TvZj5eSg+wPiCYkDD4WeLssp/5YcqmIbU/cLnD4R22B17DXofUAkBQaCUS/lmwqckWhCoIej/kR4R2JBywOfk92UpqBn8qXS2fU1Z3RMzC5SdBfqHdxA5/Y/f5JSTu5kj9cjkMVSs2pmYG0zEA1OccY+v7RjQ5LnlOAFAQXxwvDMR+NMgc/pB0klDKJ4WtNfXI4czWrq3lWQM5jyGaxi552QBeEg/MZmn+gOviyc+8S4QwM5hWHKegymKFMjIeqJqKWoMx386BgF9GN6XF3jRj9TqPHjyGF508npk7JXZkzGSJY7b/pf+8JiJx+nYdppBucBg8FKKkMEgczGEgkoKA6nDBDnTqOGgiX3xLxjYZwE9XHNCLmAHK1Dn0wqxkHRtGzXEE45oFYaECNdh31WPrIT0zjGK3N/Yvu0I7cHy+MdY1H0km5ZymSMRq8PbmfnXE5irvh84WBy/EFLZKGtnPXO3Bvr+47Mha/nZz6NQEvQ5U6gLFPpTPoa3N1pnwy2JCmvfeHQOwUo2rkPWLUSnmiuXVdUglYGVZzXMxBJlQpw1hrM+8TFcT0zOhZY5kbXHdyJPrlF8LCOGFQTeCjlpvTHQROQW2UeO1EcIY8NC0lQvRVlJzhVWRZnfwg+BL0V/MV4ks9EQHfF5kTmC/O2ce47f9hfeEY5piYg5/2G7J19Kucc2Qo7sxUmT4q8evqn7cK8ApculfA73ip970QIVi6rhgn9HpSSs5c4haipYLKUQh8j50ZrRR6fs98RAQqBQRhzdG5W8CIMHZx9pIeZP/iIIK2yHAmV7s8Gr4b6YJ6SranhiW47wahJihehz5ypmgThK8cJlYrwYMoBYvRjQFW24dyT3c9weGIwtOFXAokQxiGsxZIsS037dXFszosRVJLHUZ0WlVM7Rs2YtQsDcDXmbDQ76WMgC0S/3KHLREaBXlnL5KWdcLxewVAY/pozMhWMQsRIfu8GvAa93InzjRobMF9pd2eQfDGtNYEx/aBFNmz8JNXcDyUimJHWJxKOyiNh8WG4C6MIq7xL1Y2Y9NJYYuecQR+OqLLWk707qWT/+UeM8z/GD8dS3BAwhSKOnlsSCkmVg34RmAbgskC9sVaSTCakEGQRJuvVlgI1Iy4eQ4gTyYKg8ErSTBsWJSu/i219OOCKzRVbhfDBORvj6Jwj/a3mnszw2VKcc1qDM5gjAR2ZLFMY2mcDfjDnjEr25EWhydXeg6ealUbKKAURwaknTqAqlLZhoknwk5RaCu9JJ5lfFFE4WYFg7bCWwVYzUW4VClk9Vj0Yy0S3JPC6CiMGTzinD06P5J1NOMbEq2OeHkKLVM5+8nkenAOO2TlL53wXmCpSTgzDlpM4jXH8ITy+pn8++NjvHMeD82UwHj3hrWWw9oYsA9ThPIlYOV9XjlJ5wZmzU7qzb4PffxifD2VXy9lDKI+z0kfwmMZ5Ex6dtJt4SmuVZp1F0o9LPFGhKgXxk70XHkDhuCRrJrvEdT0vW3MaFkZhuezSC7UaUuDgwURwU2IuHGfAXIgO8RCGC/NxrfMCsT8gKq+aSIWlZWJy4JA152DDuQ+wZki5BJB1cvfCdKHKydQ8teA7nHkSeu2BWGcU5z6yk+A6EBYIQy2VG2Sfl5UGbIvzXo3VlHaciBfqPlPuJ0qqEnDS7BLtHUGZkyKaXK5QjrFiuiV8+/gMBiHKskgKL/+Qv7jPzjEn49S3A82F806Y9qBkAP0MJQoXlRefzmOZXyT5RnT22WFMtFqiHBYDPdkY4GcqJOSbptMClm60AAitbfnW40yQwfRrmOA8PKPPYTAwGPMLgq2IsCC0ofju2ITFHYbTgA1YGMCdc5xQJuco+NUZWiX3azA5LE0V/ZIaQi6AoSc4IqZQZMn4dJdEIZ/ZeBMSFp9r1dASqCgydqrcUQb76OjMvcLOdeq/xATgmvltaMrCIM2xwxnljriweUPHzphyff+0jfdBFvfxw9Xzf//xY56klFUrEgnZ3Y88IfnModwRSbJbZiohGCfLOBldrwqIlLZxZ9UHNKFIQ11oHkgTWFamKbN/hWje2dAHUxx08K7lWQFZuanivKBlMnVierKVnVkEKpTFaK5Ic+J8Ql2RUnkYPBaHHhRRWgdtFVdJOXyBpzVw7SwDrE+MJOx97oVZVnpEkgxFWCfXbE6Z+8EpwqlJYrZwqI06FtRI35hmeIF3QziBvTufu2G2sodwXENon4K6ME5n9kFxRSPowDs22lU0WLwirSNnVpn3c3LnxhSQmux8mYXWhXgUrL/PmUAxphakPHiMycvo9K9fOT9+4vV7B/3IDvdrFFYeHH2n96z27nNnt50XOeC+s9J4CedehdeXznmcvMadgtC/HsiRQqDrCfPo7N9XygMYO3MZ9O3gPpQXmYgapwqj5AzH5YI/k+TVUpU+DTs3imxICBPjjIRTiwcSij4pERPfk1Q+R84HpDjnbTCXE3GheuobJ453YQyle55cbv3ExjseFDYRig4aO7e9IAr07ARE35EzcH+gXnG1bAIIyCrMDn1bKdLoFSYn0wdyH4y9owzED1ShlYCYzBXGCDQmUxt3Fw53jsXxuTPC6A5THNHJ6NkmmmNSA+YQ3CdzKmLvuZmkdUj253AFj8l5rkhdMGlIH9zIXBJjJizXSfScgDyB9Il7EAvMFmnyJzl3gSAegS2WQZySavpMYk5WDWI3kMrxpeWVM2OxAuHIXJkjbUrWGMzzlXO8YREH1Sam0BbB/UQkDVXrJad7hiZ45SK2L6F4E6S9owdEKcwKRwnWNtmYlEi5oY1Igdt1cnRoPhiee0uW5FoVK+hMXuFSc2wRFgwX1BUrT1AKrgtOpA0Owoxgj3QyGDh95PxLr6wwYzLORP85WYzKLVVSEKXXA8KZszGHc9pkzonWHKdkee8IC1UFSCUfVbL7cCW9P+7xY52kFps8/LzQLik9ssjJWrMSUhQt73iYYjcDgqHClJXAcCWdbadyVqgSDL3TY+UMp4RSTpLcJx/pfpGNxiT8xMfkZYdzDoidfqlPzM8CFKYYDytENLyUhHZXgZeA+Ax6IMvAa7Z30PSQeZ0wjwNGDuQj4P46kZFq6N0qKnmLSzji14BTFqyuHChXGsM0YbvTA78Y8XoG9zB8KhYjZwejMyPrLGpjkcD7zmnJMh8quEIlmEe2F9HAROg2OHBOlDt3FpnII1Cv2DW3U3nwVDOBhlYweJSg6WDlEx4Hx3jgYyB35fkocAafXna+Mx687sa5v/K4D/oc3P2g+ivshZ7wS8bp1F3oXTh7EFayhaorc9w4z8ofdCW04DP9XT43p61BW5xaCtI7/aMxXgqnkxpw7txuioRTtXJaYVkKaAZBOyfMyslOyIFJlvihzumVe47yaX2CrzmktuSKFAkkjKdX4Ru7MFF2KTxmyswoQnFHi6ZyigYl7sg5ORanDeU84VMcqRMpRqWxiuQaFujxwNogonKycL4GVZQ2Tg4drN445gfKrLhZesvOhWEDKZkgcU2QT6SUkT12QkbOIS67hmAQGpRWKVohFJkNVdhV6dLxEkQrML/mMQM9C6staAiKUpfkvulUnJMgjWUCMC3o2kAuj/lqxEkGXYV6GHE2GkapC6vk08QleTrDKCRFAKtZxJ0li1dJGa4uPR0R6DA7a600P7hFh1C6FEoYilMu1PAxheHGeWhqFkYw8nwNZmDOuKXNjlvhRQUXkOM1vahGwXojovHxgANjqKBewbKLU7vSFuUBqAbIC3LCmB2f2boXAXqjxISZBalKYe6fL/LWgWnSOba2gdwIbimKNDz1/VDQltwqqwgFKZVmqfLud0AG0pzlDEZpODtlGBKwReE+g3QWuzpaXE7OloVFKU5xY/J2Ov3vP36sZ1KHvJ35cxAtGD3S92ghPTPxnVOc/pIZ2UUJO9ES6S2jwkphP9/IsZ3CgRCc3WmWlWOQ622iCQ3XzFdeBT2VMKgx2T0XMN6R0gif1+wKggO71CTWBcoRHA/B30PsUCSAa9joF/dKLTkUEYn5rgv0VzygaJKBiQHPwDiZY0UIrB4JEPHJWvJI/vBgD0dUiKT4Q1FKpOHcnI0yJ3I6Q5wFuPdrUBdGWGX3a9CpTjHoWMKq6gmuLLMkPLfmyW1GhVtnPiafgaIlQSvhzKncx0xYx5ZB6s1IUpZKGZ0j4PXeCf0eDzFsnIQ5533hqTRqf03jw3fK8VB0SR1F7ZP+UMYDnrmzl0ZnYHQ+bk48lLalu6xEkg5PLZTFCVeUy18rTm6ypFxWV7YIYtmZLgkcCTjDgJMPlr5k8wfTe8yFkEJEcAwoc2XYicnEdbKY0PvJjtCnJ/KUSDQjqdQvZHfOLdGcj2oowe0h8MZFisuKOuCM/ZI8BUQZOqEnuVSXbN2O85LyMZjzRAnEUyj2biU5h4cjWphqNBK0ceIJluCycnAwvXHKnuAFVThPeggagc1B1wXz8bZs8HpgNISTEZPDDS+GuOcJAcdaZ0xlrbDvRtfkeiVbNWHlllQrtBrmN07fQT3RiNzopVAQ2hAOKgt7CtJGKo9nCRB4FLruBAkwEAQ0WFwZx8kQ4Ygs0JidA3inwhFBmloL3IL1NM44LgN5Q6mUOBPC/RDU0jFXmyR/E8Vj4HSGFNTlAnbkTG6N4H7mwbEinDMJtEs44pUhC8hroicFdKwYObM8CNLtqiBmXyDzEYoczl33RFvGlfDJTkZMZ+qAYfSZwtnqgylJ3K0UOsbtUA4d1JIuxD2AGbzqQDwPAEVSWYXZUzu1aUqfnUIRYcYfz5GCH3eeVII0wZS57MgxaRROccwq47ia1upQDM6J1aAN5YFfJKaK9CDU08rDK8QjLTS44fW89MME4vJ4irjeuzC0XwkorkXvhOZbQkJY7ZL7T+Ovq1EkCf+MyJb4iIKXFOyUM2HtzkK7lMGiCZySPlGtwOFsAqdPpNTkJoVRGSl1VJQpTu2ZlE6M8AEIIu8p8pHqaa0dqpgXqs5U5z5y1qHAinFIxUpPG+hbgZdURF+b8TiO5I0oaC2JLCNS6XkGaGLMTQtujW08uM+RA97noO1Cm8prdCjK4hA3ZczA6oIdg/Vp4yvZebUnWvSLjf9NBh05P/MiE5WKHQf3EWnHPeHdAkd7pn5Ke4ntufJ4CGMd3E7nMIFpSHdOF2pRZBnsD6ihmBmPcWY12QLTG/XYORgowaELzBNBuElhbyduQtwjiceS7a0nVWYRTs8gHqFQBnJUJA6igHbhIFgKMIQmwl6C0YNFYITxJMo9rvcG6reU+boQ5064UWueyuOeY+nVjD0ci8s23K9T0lZSTdE7fsYXE79Vg90BBC1ZE9ENc1Cd9Jshr8b0jrTLCudIxQPCqUdObI1GxMlTUfqYHOuKH2dCk6UQZYfjmnF4BlXf5nWacDwGtAZ7RyWoeaimmdHPFY8H1FvqAk2n8XRBqAK7DrjTC4kbTMqJUAh6WnlQcA7WgJ1yQaACtcYsnTjnBTJsrDZ5oEQRJCq3MbjPM++Zp/STSM7SxIOQbAKCJmKTwTnT34qAoJBGbYKow5q1xdvwWW4FjoZy4D4pdWPYAo+PCMIqwS55RIxKOl9fp+hNhBeP6/Qi3DR49eAi6uTgnpritBnRCDHqOhmjEnOkkG4Hj8KbQo/UC381W7aBEcIqaxzsAn4V3tk/EigLk5OYTrPGGM5cKsWzkDFfcJ30q3D543hSP9btPtVAZLLYA73nsHDMNVnQ54lVTedWD+QcGSB6VjkljCWyShBL99CQSYkdmmELBJ+TN+CWPY4wpChVyT6xnKm1JZr5zgpbVUrNIaaseQZ3TR4JpESQUonYSY9DI2ZhwaEL9Yzs5ErBRAmtGNBOvwAiFbmGwI85mUGK6HrOyLqAasW9IFOoYhzNCEvFdYqi+kp3yVOQNqJc0P1Q4gqKQiJlT5QpM/2oPLChiA4gE5SK0ErBolLOApd8kbaVwnU60pWYk9v5wvBAmuZw5Eio+e6CyUINSdDFa0H6Uzouz879uPO7Pfj+3nl8FF4/Gn5+Rvwzo2RS8Ify2QvtbCwqrLd3GZT3zijBWISXMTBrrLvyOpU4lFMXzk3ZZOGIid+DbRMsnKnpzCxMxlSOfWDhmCz0CswDlTS0DJvIYXBf8v7iSI6X6Sz0szK8MM2R6dhZmMvkTamml9yM5wpdC/smhCxYMfaS4JUoSpX8d0OZr4odSkLfYekw70ZQCVVeNfBaOSWLplqg6mTuTvQTPyomSrFL9qrkLKxYQbUQZ5ppDshW8MvES4fS8DOlwUQUHpbrotXrFDFZrXBncqig+4FQ0ClE7zAV88tOQyKlfXZyuBhpQGodTHLuesxsFhwV3FIhRfpL/llanuJKKpkUCjINr4EYNMsCMiQLtD2cWo1iJZNPfjvkar3WVpK3aOAWdEv3bEXQ88GrZuIkgubpoLAaqL7DrFC3QlsuLVFNJRzUKUvqFt50AYJaVsLTfqRq7rc8yA1CD6aCrIXgQTy+vtJoKtG3uOLeU+BtBU3PsHtLtZrERToPTw6m4GgVrEFtqXoOoKIgG/EAk46VoHllkm4NqqnZGdn5pLhzK4kiEq9EEWKUVA8xo2aP5AKsZBLVMSk4dnbmMHD9csLjR2z3/YmS1K/92q/xZ//sn+Xdu3f81E/9FH/1r/5V/v2///d/5Dn7vvMrv/IrfOtb3+L5+Zm//tf/Ot/97nf/yHP+03/6T/yVv/JXuN1u/NRP/RR/9+/+3WTf/wkfaRHfryPxBssGbdJ7JSSI5SDirTcK4om0OaLnfAjFQ8B3ns9xnYiACSOEH24myvlMs84HTyRRv/rd/dSrr6tZIUVjHsKiBbu+U0TLtpwKy3p1WEVBGqaB88QZCfF8RDAj+SUeBz1OzgvFhRXed4U5EL8+AAVO6DR0BoriUak+keLc1ak+aHYtC58p6lgrYxmJXDyzdbJGVpAHCQqaCJNO8c5aMuHOkW0BkTMh5JFiknXCmCexBsM37OHXLKpjngaSWpWpqYn+QUbaexBI64SsDIdiStMDkzutBntr6H3w/Fi59Ve8vVLqg92Vx6ujn53mhZCD55mTsfsodA5e6JzD2W2yDRhHIDO4XDx4ssnsj4sGd7C2oBTYD2W3SnOF9cZQ4SkKCwedoOuk6kbbGiZOj04dM3UfLQBHA54j00f4QNoOOpHe8HBUk8+0D0FCKHIZisWKx6CfkzHOdNXtCyfveEmtaj5oUBbFxwTtqAqTIKdsOe8KDbwH8xxUKYi8Y8xJl4oQqN5QUUoVpkxCIOId54ViFCbDB+cIRgzcJ2cEQxMkIVjyjTwwBhYF74ayojwRzBSMp5LubIkofSoVXChmRL0gZkVQrVRAIit59Wx1IqBV2ADpH6AEi65Ao0VDvrBNoUSjj6CT93kY7BMW9OJGBU8G4fOSA0rNPK5iajh4P1n6tfGHM0YBNbwP5tV6pQktBC7En3hD/MDD8Z426hJkMek5KxrnZcw4U5LK4wf8oK1w2dJAkxsbE2ZDjoVxZnGrpL1FrOm5plNZjqCf+4VyXNBjsohBe3fhkQG7cVbLYnbfGIcTeks+pAL+ggI1hFZgt4KWAijhSeFpbbkSaHCeCdCa8ULsjjDRusHtiZMVWdKFAgIZgkrjSbKtmWQXJ2gXF3P50QJ9/Akev/RLvxS//uu/Hr/zO78Tv/3bvx1/+S//5fj2t78dLy8vX57zy7/8y/FzP/dz8U//6T+N3/qt34o/9+f+XPz5P//nv/z7GCN+/ud/Pn7xF38x/vW//tfxG7/xG/ETP/ET8au/+qs/8uf4+PHjW/5I0xkIrRLou7DFYrtpZHdZwyC0EEUshBJAFNHQJwk2DdC4aYl25SQR4rmUoGooGiK3EMnnmZaoVQIhFtMopcVmzwESwi1ULIpYKDUWWQOIVQnBoukacnsOEWIpJVQ1FiEKBLKF1rSNMSTUNBIiRJhaSNVA3oWIhFzfe+FdCBoIQWmhSwmta0qRsYWIxtokzEqa8wihbQ2UeIIQqUFZA9YADdEtbrrme8gaioTwIYSvQpRYbhpFNQotntiiVA2KBCohRQO2gOX63DWa1JCVKCqhQkhbQ4RAJEQkmhJrldishKLBdW+kEusqUcjfNfsqZNmiUeMnzeKdtHiWJW7PGu1J4oM9xYf1Kb5V3seHtkUVi7VqLFZCn2t8q5WwolG5xVYlnuyruDWN9el9qEjUtcRaLNpi8a600NuS10AlVImlaliR0CcLWTRMtzBpoVhU8nrSCF1KiBLGGk/UoLZYWaNmOIullZC6RtMWrXwVoi22dYlFnyIbVJbrWJ7iqVlUzb+b6nXfNWglZLFY6i2WskSrEvZkQSGqSpSSVCRUQuot0BY0jRQRktiQqCpRhTCrIbQw/RAFoqIhaiEQBlHrGlVbbHUNXTXXadnCxKJpC0p+PtY1yqrxRAu1GlosTNdQngKRqK2Fas31JhIqEiIaVW7xztZYtISV3COLSbAugeUaUdEQbrGphC6S+8Q0nlSCJdeVvSM28r4IJYoQS1lDxKJqC1tyT2v2QaIKURYJLUROI2sYGptKVLMQtah2kUuaXjEh/16xuFULlSVKTq/eMmTQNGolKBJqRBqJZQyQIrF+ID40yb0Gl8yN/CCOiUajhUiNKhJlWUJsDTG+vMdKjo2kaZRaYqkaKsv1ehaKRqsWy2bRLOsOuWmU+qXeDoVotYYh0bSFWAmQUFpofYrFluAH9XlQl7DyLhqaxlG8C6jBZiFC3juRELEv18OwKJqxqhUL0fzO9e1aKUGT0PVdAPHx48f/brz/EyWp//rxX/7Lfwkg/uW//JcREfH1119HrTX+4T/8h1+e82//7b8NIH7zN38zIiJ+4zd+I1Q1vvOd73x5zt/7e38v3r9/H8dx/Ejv+5akLpWVWITYlGhCiLbQW8kLiMaFhwwzi1prBpKWv3fTFipr6FKT3UnL5GQSUKLqElgJrORCEA1KDYMrORDvdQ2sxLO1+LBorNViUY2bSJgQBQ1ki1K3UJVQiKpEKTWa/SDpKJYbi+UKVjVYJD+vtDAroXoFciy/l0pghFGiqUWrGsvbe7DG03OJZcnvoHp95iZhKqG2XElKA1oGF9FMjJRoaw2VawEb0TaisoRcDLFaaugPbX5q+bLpUkayRUVjayXMJIwWZluIroFYmOX9q1rC0BC9hakGWkKeLZqWaKrRdA1t2/XcGkVLyLKGrhbbusWtfYj3ZYtSS1RbY1vWKFVCaLFJiQ9oLEZYaXFrGtti0RaNb4pEUwldNLQSPEvITUNUY0FiLXntaS3WalFbiXVtUbYatWkIJdYL3pdBZQt9R6iWMLOgEcIWTZ/CRKNcSUdZr+u4XQHSQtCoUqNguYE3jXdSokJs13UsqlFr3sflKe9bsyWqLSEsARJWLIplUDIlsHIF0xplWfN+isQGoSJfgtZ7k0BbyLsWRSQ2sWhao+gat2LRkBAkqtUwatQl14kWCbRE0xrVShQtUazGuyeLRW8hSCyaibOJhGiNYhJqFqvU/NwiYUqIvg9Zc2RVr/0p1BAkVtFQKwEaGy2/kxLLIrEZIdwy2EomBCPXYqtLfEBDs/seNzRulSwCza71+lakZeww/ZCBVjTWK/CaWSZ+satgJYtWal5D1RDRMMm9fSsSaa+ZiWJta5RCFNlCbAlRDZqGLlnkLCKBXnvRalC3MMnCgutnue6riETdttiWGptI2K2EGWEqUaSFsYWxZIwir722esUwjYaFsEa5ihFZlkBblJJxR5QQe0ueJZAt0CXMNLRJcCX9gkUpeb8yBi2hVxIyewpMwgpRbI0qLbaisWKhrCFsIUiUVn6kJPW/ayb18eNHAL75zW8C8K/+1b+i984v/uIvfnnOn/7Tf5pvf/vb/OZv/iYAv/mbv8mf+TN/hp/+6Z/+8pxf+qVf4tOnT/ybf/Nv/pvvcxwHnz59+iM/AFokRZJJsq4ZSQg8g2KVicNl+iczmLPzhX7yhrloB3UOihS0DuiBWOO9WbbdZoOZ6D4NR30ipkgVnnzhTvZZdx88ZhCrMhXOeGsr5dobUvAwXFY8YI6OT2O1ZMALiV7yp1SWjhipmVIgZKLmmN3IkXiiB1uQQAOpnJ5+NeNqZTknr/fJaQlHfXaAQjsFiYa2E+zg1gobJ8/jajM6TAZRuI7oQSmF6aDFkWUlCHz0L/IyieDJ57ZSKOpUPVlweh/4DCYnEh3xEyJbQbJBuOC1UHSyLA4+WQ5l8ox5o8eRxGS54ZJILMaEU+iuPEzZY2BMVgaLJ2LuvQpWnfuqDGmEKn0kbFZn45XCXJSYhSZQX5Pb8ixK0Y3pDQKaO0Nh9Mk5Bi0GMbKFvCNsDdSC29EpjwUvqZ3IgCg705ecUGm2lZyOlwORB5tVUn40LumoljfvEV84VsfiaQ7onhwWV3R0qMGITveDqAo3gSG8s5y7xtV+lidBtsnwjsegaJJ/67X1w4QQRZnEwxjxnr0KoQMrzmMm9yZa4NJRq2jAVw6LB7pNpjhbTPDJmM79UZj2IIAjyjU3BVkiW7pz0sNpN0clcoDvd+JMlJmMBaQRMgkJ+maEBDynfmLVkq35DidCsKfqflaSTAtkAWNjrDX59iSo4zHJdrdfTrJ5FS7fxM6MV8iMRS9kQDHNdR9GFUHZMF2YBMsCKs6t5PxxirGPdGSImmrg5zgTiSid8DMtQ8600CHAIygcCS33SfW0q0eC1d6mUZ483QjGo3Ocg0dki08diKAISFGcy5/qApnqZS8fxAXq3xkoU4wYF9LujXJ7tSfRdzksiwP8YLpjp7BMoxggjTlS4y95gY5r2sG73ylWqA3cD+IycT1IxLC+n4QqEv8nk3ndnb/9t/82f+Ev/AV+/ud/HoDvfOc7tNb46quv/shzf/qnf5rvfOc7X57zwwnq7d/f/u2/9fi1X/s1Pnz48OXn537u54Ac5q0FXqrQL46IWCdGcorEFqhBqDHwZKoXiJED4vvD6ceNY4DIkQrHq1AYvHBwYyWxeDlHckiPGKB5cKZzHiInowpdG+d9ImIMjKCwlKBph3MkR+HWgRWxZxqCl86ckGqBwbw7NhvGStVKobA49NMZ8xMwqSSM+IzKKYlaAiFsSXkTkhMmWyH2gWrgusCWZNhRTsYBHMGwk7kK+8WzaFxGaq8Toab76pEAjRYO/Z6fdMsAKyrX3Om6WSOVJzowVohaqdeAVGSyiVDtGaMguzLp0B33wrELxRb2Ppjta/Zlx4BiFX+fvfmqQsxBa7CcysIdWwJ3eN2EgdJR7u3k5Uxx2/CTzU468KKB64HIEzKFpQzWgKrG8yncPRhtR5dObUZ444nJGg0fcpFZv0FRx2RyDsNn5ZRgjhsyBsfsbE5675ROa5YDfwmqJADmPcrpzpAbWAKHTS9EDHERqAv1dOYUNrIfPCn0viLDLn6QIn5Q7gm4ufeaK9aDxSNnpo9gG6nnRxVYDxDhtiyIwMtwQoQaoPIJGYM+gmNksPvcgzYLLAtzTtw3PskHjljw3ahz8ulSw06ex3E5VURuNsB55gKLkaOaynF3MAErVJxngRrB8I5pZ9Uc8c/d0RnIq8BcePig1pXpwpyR8LORBZZ4WqjHGUzu7PuC1uRUnaReYqYOWEntuHrpMASCLKnE6j6Q4QQD7YN2PLCtE9VBdqY/oEJg1KqcAyIUmwZoohHdQVO2aT6uucxmWD2oUogZWJQUriZBJBu3LBgEpBSOi7vclyyuRZIUm4asB66VebVjxAboDjJRE7oo04wpK8uYFBPMJBVoSkmwydyppVNsfgFLFQme/TP0gbGxWOHdmioT5yz4gBk7S12YzUA/kHISd1SEIoUYlxN2zXUxIwiCQ07mZ89zaPs/mcz7K7/yK/zO7/wO/+Af/IP/0Zf4kR+/+qu/ysePH7/8/O7v/i6QZN0zFO+GuPKCsnZhlXS/XWwmq9kHb6IedoKoMIZg60A1tWemKFoUcWP6hgvcI8Ud8yIJ1MJWDa1ZEXagyE6RBCRIP4gQpqbLKgSPkRI36INJYF3RkrXOSfocvcmNqBkmwlIKoo74uBJYPi7rF1xIJ1/ydwuSsiT9Tp0pHjkRYk94fAlDVKHnBpUeCckXZUzl9EpMRxRUNcmmWhA6svccLkflCEcs+TF29DznuyKSzHdVOA2MNDU8d5hnCqUaikWSjPu8zBIj7RVaMVweVMlAqyVVqc2VtQk2Tvi0c2PSZNB0IXTgfMZPpx5O1ZV6LxwzUvh1D4yZoIqA/QjMSyoTAMPuzD6Y07mb4HXlUwG3ynk6x3DqELrvfO6VnZMiqfrtywvclLgVtkYGft2YfD/J10UJNuoUfHzmZQQyCxL10jasPESoC5h9JnwQkoP7NCpKnp+KXUrVFx48OsGJtlfKMrCa4qjhmutclH7bM2YTifTqkyD1IMMrPixVNsLpkScVVcVCGDNYa6GZZFdCkpMkRUCNuqfkmM6DiE+EHEiMSyK0UdhoVr5oMv5ghS6If8a6o1ppCrYcIJPwtKw3geRvFxZV3AP3RpOLs1YME+epXt5MOFMFpEFLbbCiKUemkjKpvXeivjC7EPPiAr0lKQXXjm4wilEjr6V0IIJaGlX1el7hDMEf0I9USljEEpY5Cr2nHQYajMS2obKmkZcVOFJc1qqk7FqkUDMYU1KBxZHsDbYXpux8wKl9IpKi0dsOi4CWJ6oaRcHUkKHY1ds7fGEOQ8muTfWCSAr/HuYUM6oERqHPE+153c9Q+pGyTeGN0o1XMYT0iTqAz2lxRQvnliB05nTqnBhnNo5JEPTi/YpVAufF9JGMU6bZFHQR7n+8tuwV5/8HHn/rb/0t/vE//sf883/+z/lTf+pPffn/P/MzP8N5nnz99dd/5Pnf/e53+Zmf+Zkvz/mv0X5vf397zn/9WJaF9+/f/5EfAF0kGfvMFGXtHWXhDADBJjAkIa1ivCuXhFfksdl7/tlY8TGZp+F1oqNTxw1XxW4nq2VVy5jcR4qI+sWDsu2SgpngcYNw4hwsc6C3ia4NEaeWbL+U2dMEMRISC8JSBCmNGU7xoM8H3Q9ONXwOTibt7WJEngavaIEvkylBHclgePCBIsrN4I3sdNpgHw/KmEyFWK4NFmldzTkoLOAFkZKJIgpeW6bomDRNMd7ZA68tA6gaept5ZmzZhRcnWzPTKQpvSl8hQZNJiTwtnEQKGLgx0qDkuo4d1kR5mQT3Mzj7SfhkbytTOx4pejqrMGLy6pUjTpCRKuzyxGyKqXMyia1SXFgoPC8wZ1B7ZRNhMaUNYZzCFpW1HVgIDNhnWpokITvdUK2s+FRGn+gu7BOGOGfN71ApqAd9nW+DFVgnMpxCBlNX6HGj0mkubEUoNrCS1wqFIYHQediBEpxe8C3vpx8Cc2PsmusoBoVgE652bnLAdzrrusBivKogMVkl/YjcUpW8yI3pk+kd6IyuHGXDJU8fJZSYwaDScaZ1uhnrqtyW7Ehk6kpS6hxHcn+AJkKDXDsobSlUmaljqfldonWOPtlXRXpQi7O3GwkrSMt0i8DnpHnadFCg90TSrurQXykOcbsSeixX+y4Ndd42jsnE6yBp8kGPcdFJBu1qCPoMbFmR+oFHPo0Zb8MlwTAcZVNlYUMnEDckApEbwXP+kjw4mhPSWEh/Nx8QQ+k9p3zNEp058ET/DhguWFjuNcnpJbXyALrC5i1J1wHTJyrpVCws+DyIq63rMZiUbIO2iXSIMWAE0yS/Uwr5X150nm37RdhF0IBvpE8xN5tfTsGdzitvylSJFNYBFjMNJV3YxUCMWw9WK1iDERCtMmJcSOjzjUz6xz/+JEAJd49f+ZVfiZ/92Z+N//Af/sP/6t/fgBP/6B/9oy//79/9u3/33wROfPe73/3ynL//9/9+vH//PvZ9/5E+xw/QfRcK7ikHu1YshKcLQaJhJtGsXoilEnZ58VbNIV8pacxZC1+GnBlXEk3VlucfoGI0kUmaJ/wLkUPcFgvZ3obomogqJJAaSgu2BCo82xIqEutFL8jPmAgZSoIXWuqd5GtfIAkrEiLEk5bYkFCT2JpEQ+Kp8kNInDUoLZ60hWmNm1qYWEh5G9onkgkkeGfXZ9Uo5MA5X+ddDpFpARbWEl30Ho3G9d2pIbZEtTXWarGuhFqNJiXRhFJDpIVeABCuDmtj+YKSghLKGmoWVp4SqCEEtxKiJWyRWG2LopZoxSZR9TkWfR9SLwSRtAS+WIumNVQlNmlRjNAnQmqi6lbWKGi80xwuLxA3LXHjq7w/ZtGoUUtLMIS2QJ+iImEbYYvE1jSKEE92IRlXC7BYhQALJAfVhsRmNUwkRFqgt6hFQ1Wu630NpiHWlahiuSZlCZUt6oXwQySwFlJL3J4TWKDUMBItpu0CLghhVXLwXso1/CdYLlTr21pthMka9V0CblqrYbL9ALRjmsNySWEbtnIh7EpYI7RqNGqsIlEtD4rFaqhorCKxWA1diNuaCLOyaFA0pGpsusS6PkWREmIJznkvOQpLAFICEW7lqy/rRazmdVULdAuWGlqW+AZ5bSk1TBMQoQvJQq5biG5fXuOHfxTiZsS7H9rjkCi0pJQlcMJUw+wW20JYtUQYaouUUG95j0xDpIRioVu99k7GobrUMNoFMpFANG7kvYOnoFroWq84olGshK4lFv0q2s3CisUiFtUS9FVN4nmxMDRaqWFbi6rvE6VYiKdVo7CGqPxX39kSGVkvkMMFEjFqVFpe41KiPC2hqnFbNbQQq2muFyVWSiKm5Q2dW2KrLWQtIV8AV0SDLyCNtST4JP+7RpH899sFtODtcxrB0qJe9/7/UHTf3/gbfyM+fPgQ/+Jf/Iv4vd/7vS8/9/v9y3N++Zd/Ob797W/HP/tn/yx+67d+K37hF34hfuEXfuHLv79B0P/iX/yL8du//dvxT/7JP4mf/Mmf/B+CoFe70GVKVGooT6E8hRQNKSXEahRqVCTh03oLikV231sgEs1yQ18mFIl0kacoWkLVgpo3uNUacgUjyhXULdGAVuoFOSWkLMFyweKzy59QX4iy5e+1RYLKDwJJ2aJZiSoSaXN2+8GGvWDe1EyYWvSC3NZYLni6Fs0AZ++j1KdY2y1aIXRrsa5LbLZeSWO9gsKVTK3GuytZUS3Utty4ZY2nkkE9qfjXd24lRJbQKmFli5tZLE+EKrFxu1BVF8KttisQaOi1qVRaIhPJRF1rvRJi/l6FqEWjiCaiCgktEvLBYl1qiC5RzBJppC2qaWjbwmwNqRfEVSSWWmMrT7FUCytJJVioUVhCmkVrxA2LIrfQW/lB0UENla9CzeIrSRh9gVg1EYAFyWQqNYSnaJRQyyDfkPjJusTz+y3KlmgnEWKza1PWElQJMULVYr2QVgWJ5aah8o2oXEjUclEoTKOUhIWLJtzYxMLKLe+5SdRbjcUS/pyfJT/PezIhCwnrR7Moo76h7TJAFS1RLgQnWyZHlGiLhrY1tCZlAQiz5ctasEJUEoEoNYsFU03ItOiXn6IlIeQqsbRbLLrFs9b8LEIgV2I2+18nmOs5WhLhViRRbrWVKGI/+N03JVks99kP0UlEc028BdLF3qgdckHwS5jUqO9aiHKhCK/iA4l1WaJ9+TxboDVE1tzvkHvnWrsrS0hbwlSjShbOFBJxyZKBXkuUanGTEqXWixqTCOUGYVKCsiTilSyOCjWLP76gKMI2iVozvlDe9hqBJWWhWQ2xGmoay+19FFlDuGXcg7CV2JYWIktUSjQSlZtw/BaF3GM/gN/XRBizRG1Loh0viH5thN0IeZYvqNEqxMLbNbqKtAvebrJEUWK7ruv/oUnqv1WlAPHrv/7rX57zeDzib/7Nvxnf+MY34na7xV/7a38tfu/3fu+PvM5//I//Mf7SX/pLsW1b/MRP/ET8nb/zd6L3/idOUm8cnLJmABG5xZPULycDkTeOiIaIZfC/YNvvJU8o2nKRp+hJLgywELkFomGbhDUNWRIOu6DxXPOkprcf5lFIWCOqLvFsW8h68YhEw/hmGFnpKnk6SO6GxkJWOktLnkpDshJ6q6ppeUp7gwy/yxOh1qsau75HQaOxXps5F8dWnxPKKvk5ylON50Is78kqtSxhQqzFomgLREN0DdUlWiuxyVtiup6vGuvF7VpribVmwDAkNrLafluUi7V4ujhiZttFF7g2lW6xbC3WW25iw+Kd1KgQS8nAWqUGkpXn83sJu9XYWgtpFmIacPFDrMUqb/yMGlVKbO+eo20WstV4WsgTqK7Xd5C8L4tE3W7RNCs60zzR6gUdbpKnZ6oFtUbTNQp5KleIBYlmmXzz3mi8K2vUWwuzXEfLRiyl5feWFjfJZGBFwuot2ltweAvsV1ATy01f6xIiFqW0sKphyxryfgmzd5mgF00Iv/yAjtGwECmxscbyVgRd44568erEiEqL28WHQxL6T03eClv5ska5TjwZNO1LQH47kRQtcePDVYxJPK0S0mpW8eQ1fEsUWiSLKsoXOgNt/aPxRDX5RW9JU/NzPC3l4gAmZJ9assBJW+2EWmsLRcOwaMv1erZEkVuIEWXh+l4XX+vDxYUSDSlbCBZS3ronF1dKl9jIU3u76QWp11hXjadycaUWopYtnqlRlxLv7MMX+Hi9rqNcnZYiz1kcy7uwLROvltt1jfN5laQOoEsWqVuJbyLJv0ND2hrPTy22m10w/RYf5F2otCw2F5JTpVeHSdfsEpSvQu19SHpzhJjGUmpYs7wWRmyS9ARDMsnUErZcp/eyRqF8SVzWLBZdc58kTiyqZqJ8Xlu8W26xvt1XIWTJ9b/Qrq7Mj5akfqy1+4DLuzr/s9xA7g1IV8rlUgJXXVJkdk4SjZcwbi1p6jc8ME2hxHzNlc2MPk8mHakCe0rtg7FI4axgYzJjsEXjwPDWKTMwj7Srvl5PtUGMFMmxFJIsMThVKBGpMq0lZWEuhn3jPfN8wRblnEIZJ6gyaqQ8RB+U+YTySOUMn+l2qWmFkLou6cdjVtBwhl4eU1M55kC0sPrkoYYxma5gQZlvRmiTcHhahZdDEHFUDCSBGSyBHfBhwGtplBAeMRD5gMcnVnUes0CcqEDVgpO2CpVCr4KdTimN491Avt9JA9bUXatyKWnESA3ECtKvfrjUBH+Mk1WEI5znttDHzojLXbgaFpMxgZrzp/JQHgwwWEtw75dw8DBaLKzAZ93RJcALpSoxTs4jNe7CjOKdN1yAaKoZrPLEzgsIvJvwWSFViEuuMTwpdyMAIWRiRS4DOC45IWimHCGYT2J9wntHtMMauFX00wAXmgZnVNYaPM6cvyw6eKwpKTRHzhKfgRdSf/i1CnUqgwqLI12Y40T1giJ48MVPHWcxxXUSNIpOjtMpGpitzDHppGxfzk0bVRyNQUJTCk/AoQnyOUKwSICIRMVkfDFNLJEqe9osFRYElgZ0ZS+GjgdciinnZTEla6XtqawuRbi5cM55KctJQt6ZhBimMEduRpUUBV4vUMTpDbzjzwbH4HkEr0Uw9wvq1ohTEe6MSDDiRuXUQZ+KhuDqPAWcmrO5mJUhgyYL3Q9Ki3T/nRMJxaqlbl0kCtdCqDLpks7WUoRyXm7PYoxwKEH1pHuYw6KDPQrD8hpWv+HlzjzhSWBXmCvwkEuPN+dzhjIl52fEHV8NlWs+Pwd6S9FeOYQaRpdBK9CGcteFiAdm0DtIa9RzXAqJRizO2h2TwomxFeeQ4DwCj8lKodbJYwTP2vgsxhyP/7m1+yAXtFw/8yEptWJ5o06BLnAvAvNEa4ph1lYSATOSZ1EayNpSpZdkIu3+QGxgE2JU/AsUveLRQWFTIWzlUSu6eApTzhxGLrVBkfTRlbhU3Bphwk2FU8Au7duNlSaa/BoR3JXjTESTHAsyg2pGl5S6CZ9Eh1FemAEzSiIHixAOiwVfMiQwNSWKIoyIyjHfxMLgQSDiSLFE6ZkwFKSsQAqXvAJL+pETLHgprNrgFeYUXmhMH6CdTQTjM1wWINWcooaK0GdQvsB9lRgjcYjjoLwkg9Mk76vAxcMSphoLDemVKWmi1gQkDiyCQxI+++gnu4CKAIXSJ3W01D6cwTiD097g+soIKMnYZcXoPHiUrKHjEdhZ6A9HZk4poaUvmSrLRUuIYqDO1FeqB1sIr0iS8xHsg4GcFHHcnamR4JW4jDLflnHN7+Rk81kAjkSmioA/gK+hmlEs0uk54Dw7sma5noVZyfe+eEMv11t0IEZwmuHSse6JmrwCaABPb7whyc8+ZsO7oD0YJxcqrxJ6EB4XVPrqfGunX0ah0yAYvAic6+QoA5POlLjkyLjACyAmDAtcSr5Xm/CcZqWnDDhPXIRW5AcJigvizEFpCd9/jfiyzwYTRLBoNC34SOQhrSJSk7sk0ENw7wgT7nFhvI1Cisa6G6MeTDmRopgpUxtDg3EhUb0MtiDlzK5B27QTEUXaCasTp6RNvUAsATMJKjdPx+tZBqddZK6bYl7pomxqjEhgEpL3UEyYRXlxIYqwNBCrjOjk0l4z3nlu3CfqFbc0AU02iXCEB25OjASecXEk5aEUrxCVzkDKkiBGcaIMFuQNQ4Gek1HfRHULcQiPEHZbGQw+9c44BhFpHHQSfO7BZOUFAf/RVNB/rJOUIshYCS+EN8wD6ycxC4crN7+Uic8zF0kXOIPuI09FkSjb0yvnvVNGKgird4omZ1S3SozkuNg2KXqkC3Dv7BNsnsQ86P3MNvWzE+rsR4cZTCY2O63CWjscndd5spQ3PFTafo/oCT9+86vihWN2DnYmKSYbU9EoFFZYBB+JUMLu3CSIw3GB7sl1eEu5jMKIAnPio/OOk0SCjgtgWNJ8LwbbqaiDzjuLS5qW7JHBksCm0A44znQwVSQ1+ULZm/MoTveeZEiBScPU8vMymTKScBwTSiaTTrkw9YZQgE6g6aQcB/hgqCbJ+O3gbzMtAYgUt4xKNUVGQqmrTYpWJoFHEn+nB6OmXUsdxu00fDoxlYNC2YJ1OfCyJDclHvjsnL1eV/JgnINjCmfdULOEfq0LI5y5wOkCa2o/yhz453u6xq7GRrCJsWoSNWM6rDfWcqMW5SjKnJMlBoHxzEuSfM+gDvgGHdwZIulLJmf6/swTiYE5nA8455vLq0BdqDRaMWDjNpQ6gybPOIZ0WJiskfYOIgMDak102RRDrbOEpy3DY6P2RhA0X+gRnJKozuJwcqOKpYizKuwGPdGvCapzjJ1NkkDbLmRsRJ6sJgH7weLpqvseZ3PhfATWCpukEDTTQFY4ja0nyb5H9jwrqf230mlMlppQasZIsioCM52C3xiKtOQI9nBUGu5JZq+P4D0jidQDZHTmWHjXk7T9dFFEJklw71zx/gY+DV3eMQlUJ7T3LFp4Mkml/61R4wkZgnfPPfEQPIcXl2BsnmufEoCHz47ZyOj3pIwDbj6RGJyRXQum0GTh2RaO6Ih1rBpyM/BKEZhlsk7Q7ozHN7DxTDO9Etggap6PfJzYdRttON0l/a9WCCYyhYjGTDVodAlmHIQZEcIgocgzy81UjGcwsRx2/AiPH+t2n0ISFBdBhzDOJFC6BWVm/fAAkIYtTpk3zvEZ0TxoiAU6U5xWJQg9qbHQfWI26WWiR7aDwiHWxq07Rxv4oVgxnufke22FY0eK8zQK+0wOR7zZPpMngmOL/EDPoGfB++BZoEej24mPlLo3gmBj6IHKDfxBC+eukRupVNZT2elwKTnbopQR2TIoRt0dUcdDGHIxApNKwxeit4BgtEiW+jDHpmUyEENLw0NQv19HfKGSwrM5xnimxysFo/RMig8ZlCfgsLQSmcExBTFQn4yAZoXBzM3iC0UUlYOjQOvCMa/kqZr8LewyWggEoy6D4cqqcJzOotnWPSYseuPUwQhPZr/v6V2kAxdBSzCOkT5aw9kUHqKMmerYApy9YpLiuNniWTDZGW/XzvNE0FiSAybB1oIXd2pkU2UOWMqgl8CPrIRnQL01pCvnuVOuib/n+YnBAnJQrTCtYnNnDKUaTM9WDS0DE+wULZxRENmRaLheiv8Nyhn0UmGmCKi582bGfqNyp4MmQ1TLyHONA16Axg3nzgNEea/Gw4wxJvHWbw3DLL976MI4D0I0pynSszG+BOVUDkkY+XTg1ijHme3SgKYrw2cGaFPkFkRPVfQ8TzeMkyA15ZNHFkg4bYUj68d0k40b4Q8EGJGqM+7pf2Wa5NV5KsjBTQp377myLCHuCKy2YtEZ7hwlICoy8/SBaqpsEOxJgwQqzZRzHtn6BTYJphdw4aSzlMauAv2AptgMnIUiB6sYs1fOOFGZqCwcsVNEGe40Kh2Fp0Hpk5jQZ1JXkhINzpvqumIF5plCuLqAXn5UoplMY6ZouUbuLQ9FtVBrZ1gQovirg6wsHEkBUENiXl2b64VjsFZnhtCvlnWWnJfcQM027hwnbYVzv0R814nuSqOyS0Cc/3O3+4zsKslQaodGBVuIWei0TFAA0pHFiHogkb1dI6GBEzA5IDbcG8M6TdKSTaioZI+7VJhdeBnCdlfKNM7S+UN35EhfGxyOmfMT1SQNQ2XXSpcNHtljK+dFHGDlRRqnJTFTfuhuWFXwoPgLwkK/Zm+nL3B2TrumxQwWlKU7RQwpC7ZnRhrOBUICRL+0ReEHQvmBc7SrvdTKpVKcY3EfAuMOAToL1EJXoRZjodDnoKgiJnRSTklF6PvC7M7nnnYgKtkTf2v1jQAvhbMZ4Tt93tm54acxyVZkWSCXZ9pOLDgqC8UGJQ92nG44sDfnMNAWzHoySfb+2oRS8101RpJzumNNKNNYEV4xZgQblsmjO6zJjqcJtBuer5gEhi/UDiWKX/oWg+MsGHkdxjyvpOmMPfK+XCXxPJ2YWSVMcVxS1WFUKOuBxEaMgc/94uJBt0lZso3Uj4CLPltx6qWm7SXvQC2OH5mQpDixVrwU1BakrtxMso0DUEdG+AHL26HaJkUf9GUgbUHLO17d8TFoDrZsVBQrwkyKHf08cu8BDWdYpdSVOSQNIWu2V0HgPJkzPacuGBFWK+0SKGIPdM+TYL5iZ/LEQkWaEDppVilozpADUo9D8TqJIm8jakpAWIV14jrw+YS0PGGPlvtiXvaSXN5/XU7uMjkMmBXEUlZNBFuM4xox5GPDQjmGpAOp5D5Lh27Ha+eSw0xWewQy0gIkYqf34NWVTtrPnxGEDkKhPzu0jdgKqLIegnjBNLlaANrSyQFyH1RzbDpqyV+bHdA1M5SW/COrofR0Ckl7DT85EXyHeuROhck0wUXp03ExlKfrunYU55DK6E69Pk/jhqAEndIdic4TDR+JYlFRdKQezk78ULX833/8WCepLoWFwhgr98gyd74ZFL55Dq+5dubnQd8PglwMk8FCZSmFGYEtL3lUrXDEzp1A+v+XvH/psWVL8juxn9l6uO8dEefcfLBZhCiqAbUAzQRB3/9TSBpopIFIqcmqyrz3RMTe7mstM9PAPE4lAXWyJgL6dvskgbxx4rHdfZnZ3/6POysi4cCp1JV5l+84R53E+V9PJmUVvlz+zQHNmO7N03+90dACa85ckMaJ1MluQjlqkrV7T8x3PYjaGFTq/WRZPgiiA92hh1Fes7vTW+eIymM5dhzYli9IlLSByTbTaaWwe6cImEgeVZrkg4lQV05IQrCj7By5Ro+N4QsW3FxZyxjuYAcxDBkTb8ooYBSwDJCktHQAIAWhA2fTQDdlmwueBdcXRJRYn+ADs0WtsE6uw3yBL54C3iazCE+E2pxlE30ryBm0CW1qwhs2EDFYE1mDWUZyqzjT4WDC626cW0lcHlhqDF3wvVJOzwPuFGI8CJkMa4xV0O0XZL/nFH5Fv8xWmLrw5fTlELCqpdgcwUun9ReKKl0W0yadjapClR3ImHUDuBn+S+MuAV7opaIGY2TYtsrCv6SnmvZTOMgUbrZfqcIZvcBpyNPZx2BZI9ZJsS33gXunWqPXSuz3hF497336BE52H+h8x0sW0ykLC0NIjK5/xVx0YbaMY3mykJi4n7Byd/c2AJReguKFW2m5C9LKkEKMZzow2OVbJ8JRC6OCFgU9OGSkqYHKFcy+U1wJFzY/iZvgnhEZe21s+43TNQP+hqDLwH/ANIyJr78RkhrggmrJkFAr6ApEK8yTVzLGYluLN5xKYa9wU4CNTQYxc8woKhQNtENZQdCw1Xl1pwiICHsUpP2S77MPVh3MyD3YsIQyvx2KzImNhN3OtfI5mF+yW6W6UmQjZIEIc2a6tLtguiMvhbovlMJaAbPglpPX8Ix7/Ep0cu94aDq2bJGWXsszp+6tsCx4KU9a76xoeARxeZr+0oK7gHHwQkKud61owFGMYRlsqfGGlD8mOUoX/+Kl8/ev3zXcV+kscVoJlm5s49rgpH0WfWoGDroiWpE28TMu2EBSJd5II9NrQR1BtstRIIwmWXCEirGgQzVwz+6qXzHSbk6pLZX713zdRFglSQ5CZyd41jSQFZPsqsgXq8sGcoPyG2tmq+Z1oy7HdfB1l6QGZlCjsSQgktwwIlX9nmgvKhnYhuT0IBXCFKTQsYyTVmFGZMs6SGZhh74Kh6UtSpET0ZyaUNh8Z8hBRMbA30vjaTN3Q5IQTWudFxaPZWhTzkUyiLTgZSXlS5RuCytv3PXgMSdRoHpjRfriSVRcDUfY1HlK7q1awCyCxOJlBR8haGmJ10t6i5+xuHImkQq6BC+FsEWE0m+F86yUGGkJ1BY20wJLtHEP5zPpKIhkhCG+oFRqGMULJ+X64K7OtjmxhOie/7cWigRSoJ4JhhwcaW+nhebZ9ZsYL7UxbTGkQTnZHGx1Ss2909KaBJehDCaK5nNd0zTWRhbEkaA/jeBWCs+oTP/CFApc7iUDzS67wT4emAjT/+UoeG2Nj5mLpK12Rk07rfCZXTFKD2GKIWVnrQPYEQ7uUqEIz6X419QnYFWo84WpD5oEswd1pm/imMKSci3T5Wf3HJCOBTMZjL3nJG4W3PZsEOWAs0tO/nqRboql44w0iGRoSmmoKy6BlEFZadE+rRJx0KSxwqAWqkfuVMLYZMO2iY4CCLZV+vFgboUyjKKNJ4Vmk6kTvNBUoOY7wyhM2ZLBh6d5NCBW6fglZtvxeGAFmAUpTpPK+GL8Rk5S1Ix2d4y4BdvRUVVOWehaF/+40EoQtnOq0X2BGFeALrHdaPNJaKFYsBSwfiFAeX65KuqJyQZC1RsSB1YrvtIPlTAkjNrSgeWbwocosTJ5+M83+C+HAzs10mRae2AmoNlYBf6/bLjPSUftWNliHF+D/rWkdXG2SJNIu6KLvX39yfv1v7moJNLNvH5hzZpVPsjkTf/itEQWMqWie0noyoNNwWJ+nVfAjeWeHlakYOUUSzz3gJideg3WAYQudHtwzkhHYYJmBzOtRkE3XHZsKtXJ4LxLWTFQNnY0ieHJclKliCJTkNJR2y+sL6egRSawypZMoAuyx084QigY93KmRU+kX9m9NbTO6/DPh/czIgvU16cZlWWL31aj1YQc3fMrPByecBOnxwU5xScHBasbYQVv6YsWUUAXuybr6skGM2hz0cJRc+oIPm7Q205JZQlFhBE3gkLvnVIVucO4XaFaoTh3zjNo8sQo2KaUCT1LElYXh1RK+06JRY2EANsGxdLcc2R/ez1BChg+nSDYneQ6X4toX4WDYGkyywTAjSWBST5QU2cGH5oh/kJpHbZgLmVKJ06waYww8O/5XNWkv88F/l0yIjwMbTBbOpjXMhOqun6yNL0siVJKwDnSPifyK8pV2A9zvrQd0UYm+Yb9TAxyLdhGGqTGAIKvv+4IT6d2jgR4dac0obZG1AchAltBB2xFMt25O3DyQjZdAcilRnbbLoStMleq7RrKkMpqBW4NHZrsPLdEJk4BU9QC9ERJRuWME/d08G+3grROKVuyaq+DY1sBIZhslx/fE7HFdGO6Uf3BbA13w8I5Y3HjRItn7mkUqJ1KxY4tp44wrCg9sW96NCJmpkG7Me0T8+BlVSoLlcip6qJDliAtt7hRNriVCs9kKJ4BfuUPAUgTxIQsWYPZN5SaR15RdCXByiX3vKGC7BORQZECWriXFOx9nbQiJ3N3LAxt88p7TPd+nYZGBqwGwcsVb/9PJ4g0CgUrBhRskF4F1tHbT7O3v3v9rotUoWbXpDs1RdDc8lUDy/82gp83bzenGDlp1DyAiR180fAsW5ZxCCwghBV3HpHjvTZg1SuCY7GR8BMRmaoRUC/n19IeNAqbtXQulpHFxnbQyq2kZqJqGkhGCOUMkuG2EaWzNDu3N99oCBsHyY3ZcRyPRi2GymKSDuDZ9QTmgqzUX9zccVnXG+9QXpGinNNhBN0LYS3NZxsgC6/BIQ0zIa6l+zgT2yzxJU5z5DLzBIEQgplcHj9ZM1iWjL0Xj5/1e1y7hLXvUCKd0NfISIo5OZnUppgrT3vJA6tOmhSMjYc5LKPUhpzCmAdTHyDBNCf45JsEh90Z4eg78DTMjMDZ5AkRDM+oFx9GLYq3ypJAixJyUu2DqjBEkGewXLENZN+4spJJntvgVhRte/rszZI6GyYeoDZp3VhvC7YXTCvbrkh0brshtyzmT5vJevODxzTKDO6aJrFNArnYcfAgbg3FsmFw2FfuJaRWxIwSyYE4VyB0XEBbYZ+3ZFqHI2bJnlOhtIVcpqIgrCJfqwzGEKidr3G+NVAWS4RVC5Q0w61yotepOjQuxXpJ0koJxmMws2vJSbMV1CsfQ3lMwCuPkpqpILAzIHbcJ+VW6LvhFhyWxb9/Fuwd5JwsjD82EE9UIUpGz0xf2ADXyGh5MrXbVhDPgR8PlvyAEsRLQ9p3UGeKEfpEItC4YV5ofRFMOGGNE5+RuiOMsxjWckMkEvhqHKZYjGTWxkDXgY1MDFBd2ciIYDToimrhpNHJaeWmdnkPVgLo6ug6GMt50slxxJHeLoi7sSnIWqmezMMRlnOw4BBUN1osqgo+A+4vWWhWGh0VFo2VpKxIhKTWN4QOR0ZnhmzYcVLc2FSwSNjXDHwZn5HRIhGZkmACEkbbjFo78gH4xMb/H+Lj/+d2Tc2FtkTST51rIQegN7wLUwtfw5NRqJ40V+fSrq8nvep15BpZrvx62IB4gFeOJehF01YVtlYY5wslAkih6KKky7VseOwMyX1MpV7Po1Mi4Ruzi5rpnVqD2o1VMuOm1sLmJ0pHpbGYLD85PRK+kJptJh8sdyycpk8ad6QUplQQY5HxDAOHlrBVQoGZ9VOLQZNc2GKEJtsRg7eqyJrsBGhBpWOa2hGJfEG0wO1FaKX9dE8qZH5QKZKC4EgX9h8UWPm5VmBUxYahVYmrk21USqkZUeAzGUvlQW2gZ6RwVFLn5ICvmT+3dIr19DDQRivCRwt0nal56iW/ru35mUcj+kZV0DqhFp7mxFwpzjzzsD9q46DQ6xudTl0bIoKMgdaGyMbolV6V4Qmhpu3cwkJgKETJZDgr8NtJOT/BF/MUXCfPKXBWWiS54lksM8v2zqjOozrUhm9vRNwAoZZk5LU9O+YmwpoF0QKa5sdlSWrfFNBBoKg0jjpAoWin15zjHxKcnpF4N9WMm59C69CKIB7cZ05NVTuJoQd9LgoHWtN1+1k30IpV4ayd0IrHIppQnl9LYhJmXgs7goddL1pJA2J1fu5Jsvk5QIU1G21eSq6SYt2nnhSMh+fU+pcJSemRbBalUkrOd8WFcTH/pHQolac0Vk8dWFlCHINqB6M2ijuydV567i2bFnzoz6KRJKQ7VjvSQU9Yz3QqTxXmg25poLFHThFYwQtE7YRCaxWpymsJtBY2bVicTE0n82WFyi31aChWgimd5nfCnujmaJ/Y8SDECa5zMARQPCZdDGkH9Cye1SZDA4tOk0p/fEBo7tBLYZEMPjWnX/dA/RPXzP6qNtNZX4Ba8/yRjtGSBVg7XVuypfcKETQ+ud06ZShmgy2gyX4xO/7b1++6SF3gOyUcnX518kmSxt+xmbk6X1D7QTCASqWUwo3GDjz9TIhNt3+BYyDV8RUqJzuRw1X7zmbwHMqyPZ2bJR++e2nc9TUfYE9W4KkZ4evrorFLYtK5AjK0QLTGPBvnLATG8oMFrBg4i+e2uMVOpyEqVB4g6SZeu3LbldMj4y6igrfUWxXwqKg4cp5JT0bRatRSLnfnBhH09jeEDyqHpI7JbrmLsRhIVEzB6riW5zCOYLWE84KN2AXZO6t/zRqKi/LaGvRKoLkPmcHNK3YIhZXsSdJVIxzU92RvWuBSiCK8e8Z4pF1a7lVe1ytYJZphBUw1MW8Poj8hYMxIg0FbRI10XZ+P/N4DdDko1JZ0cDBMjYiT2gSJwYoD0ScvUVAvdFsExv2mqJUs1DdHV8Mv5469WbIKpSJbBflpJk1EHpxbC4qshOxCaeuSAZ8HTCdiEn7Q/JNe01UcN/aHM58pnPUCaxxENGLkK70AG2fmPxlJ3Z6DrneqFqweLA4+BJYJWMXl4F2SWBA4dsIcgfQ7JU5gMXwyGTipmavxRuDUNtH5RNRT9TscbCIRcDgur3xxSjWg01GgxwQ/KTOgaU5QQOLm+ZnJlmT9Z8vIPsoCL9T4fn1dkkxUdnQ3RttQCl2dhvGHWv5m7vXUPZoRoaQfUL7n+9XwtHGmbORzcFqhRuBzYjihhbMmiSP8wJbABCkF3hS7wRLjjIRW7lJz1xOdCPDVYRbWqCkPWGmYJKdz+iDB/klIts3BSeFGjYKvxQ0oDDov1PqGWsbqVAn+UJxSAt13Wrn4Urzik9RE3YAwqld6KFs3VqmIWxKNAjZLyN4jpSY3EWYIZZE0/LZS2B5OeAKkt23xqoa4UckGalVgDvLDgefTOCNh/AT6B9J/7kb+7vX7Jk7INfVELrCdLcuQJqzVUJzKYlCA7btiPyozFlEVcUt7Hje8ZKcjDNo1Sc1a00kBaAirFGKWVC1GakLcnwSZlxSlUM0RAus1SRQLQu/AJ+GJK2egyGSUSnADe88OkUBFMFm5G/EbV0whd24sfTK9o5yZGTST16w1yQ7n37BlWtsY7qgJUiruDwhFJXUjDcGvwguwFS7BfUZmRCiCEVHozZhTgY3gCQhFYNt3Hs8nlE5tgR0rs6hQ3I7ERzMmlkKhS+coKyMDvibe0i/xhWXX75LHVIXXVfhUo1fACqcZO4VFsEpA5D38eoDLBjI0oUQCpCMx2arjTXBLPY9obtTYXtD1yIW7XELISPJHXKQUNNX6KjOzqSQ4wyCEppJ6rLQnoGgGvi1p2AKRRyaslhc2Gxh5X08sJ2Lys9HXin82iCddtjyoehaJhmeoXQAItSXsmIzSb1AOYFFtsSl8hrLFlvT2mERVuicB4B7Kpxh+vfLb17BnX4BtEol2h/PSy/L1rMiFNEpQPDPRuMTyUxRvDdHFdjYGuaNAO60/OU8lXhp6nsQSrEdaPlwL23arrGEUC0RAZefkgFoTGxYSi3IuolC9nttEUvwL1iLQHXQKpo7MNIKE62C9JhSRk+qBiHIQhKeIP6pwo3O4UdhYKMU/kK3hc6BVuE3lQzPDK9SRZsSZ+j2RiddG18KUAs8Hr0U4zCkinLIRcaQkQ4WI4LKhpdwKZlkovKVF0801dV4X1aUqzFtjnZa/r4PsRh1gpjTZEJ6M/Q0xo8aJe811u+1oLMQ/kUhquauzycYUqNU4T6ftd9QG57kSxnWBWDQVTldaEd6K8dfhKdg1ZS89Y084WSF4bVAMPxURz+Imef9U4K11fpuTLXZO/hdui7TionL3L5ufJIB3JGmuzbM7J9lI/lunBtwQmhVqrUTf0nYEyZRZGgthInR3CkIplaZpi1nIg7z6pPBAUTZgR/EymQpeIw8JV4qC+oOLPcvS3FUYhbAJ8UBpSIHAqLFQb7SyIeVJVUMkWHUSHgQTQZDZ4VJz52LeKJJnqlIYPnj5EjSaE9dEZaqZiCnyXwUnDhNkEwaCSOEWuTPbaAlz4lzSaJRCxMY5QGkUBnoaXYKQQdiVZuaTDL+6xIZ8FaiC9JIBaDbIYG/lpk4p16GEYgmSc66cCBtwiCersSUMGSho6rzsTO3REs/PJiZdGue64FWdCMHmeRAzsiNHK6VMmiZ5QBGu3S+1CFJzTzXEMqusZNTkqpF/3lUmv4LepAzgAa2nv6B9cCbdjykVKS+I2s9Osn44pYykEeuZZI61gRSWJLom1+duocnSrErjV8QOii9WaXwmNZGoT/Y42bVQliE+iXA+8Z/EiCppGRY9dW5VlU2TlHOkrhasUMjnvkuKMylCRdGebEknSQwyJ3puPONINmpVpj94juClGHwcxBQsHM6ASCq3oNgT1APTitcbZxxIB0kjx6zQ9efHTKu5QMnd4UX6aYLWQjFBrFLml8v0Rqm5h6IWPJwoAWXDoqaeMZ9Iygoe68A9mP5B+Cci0Obk7i3lBLKglkxRNkOsULXQW2UvG20Ytzkox8rmUGEJDBVaLKQ1fC/01tlDUS80gZcVmZi7gM+Ue1hNWrxdqMkqgh1OWSnhrXGDs+E0XAFSwF4fn9zOg9uu7M2poWj54HscqAoiPX/fW83n0iZzTJoa/XkgLN5qyYDRbFWZ7mhfrDAecQGBxdGiHGq4dA4vGfKzPP/oNpNFnOaWVFWagpVFk4qXn0rWv3v9rouU3hvSlLnm5deWTBXbclA23bMZ7mAl8GKwLUYl9R5DWOfANLGu8Ikx/gbu83wRa+FhzloHmw7ECh57ju+k98CjdHSW7KQ9+LYEjcKU1CtoSTV6qZEH6tfUc/l3hQrcGoM7AGMtNg/qJty3wtKOtJoFi7iYO5NsTxqlgkSh1Hrt1Hpa1viRIn0hO05zNIIR/pPWntHVAqvQSklNjKbvxeLALrgk2AGhqCNM1I6cemJnaO6ZwpJJpBdNokhi2b4HZwpd6Bg7SaRQJSEKKawtm4FvAX0FZwt26+wNPHJOzACFa8qxBdySh9yB/ofstLsgkhyxGYOoBQtjLYea0xBbHnZiBjaIKRlwKJKwztW117nQmca36gVigTlBRaxwp/48PP2mnJZ+ZcC143K4WExrW+g+rgMuKCMniUn6+iE3cKGjqOfiOnLIzB1czWdIXwLdF3bPJzUHnJRVVL9CBYHhE60VuXbsQftJM/cL6r2dhZcLiprbjlshNhilgQaFF57hHCt1bjKDg8UxS8JmpTC6XPkBg02CMPBLHRsOjzT4IKrD9rWbykn+JkoUp9fkk7slfbnPwlZ2Nt3pQP2yedO02dOi1z0Sbqti5rgZc2YzhOxpDM3Azdga1HnisVirEBZMFqVVWuErTzdflJ/4glFCOFx5iGNlw8qW3nte6L2gLGpbRDs5wimvyoc60h33xXMGTRubdCwWilF852UtDKVtwRQ4tcIRtLtS+guytUR4km5FF2XNzPdRXZRVUrRbHTNHPWi+6HWn1oyj//ycyFrENokVfMZGxI3YHdeT8Zy8uNAqvJRK1RfuXUANjUAlDY8vbg4vWilesOmph1opSZB50v0AqRzAjEXNY+1KBuFyDqhMzc8ysxi/Ttq/f/2uixQPpVZFQtg93eKLVmIaQ0HbTKuVWdljZ/niMZ25DGVx4ngM9jbAs6MvBKWlkvuwktHeo6Jvqe15eNA4cXkQ3GilMTHcHkhUhp24w2/V8B5QD9YRuHZEhHsNarvQCSpUzZcqJm9tJgtQBWmNEzhPYx0VmSc2nRqVzi3hKhI+LD6xJZgI48gdiIdfqabG7kINocgdBA4nndSB3u457YkzerBGsoGWBLcG8q2zVrKW3q4s6NxJ++XHFZgfiAlwy9htFCnO1r5TXguhwd0LcktH3SFvHF6YFztFekE5qZ/Oczo/gEHFT+VoE1vg0WkbaE0/5zLIcej7kx2hrwLjVyLgPIMtPqktoVCJkg2EKc0XZ8AxcnL9ek+8SbIOyfcpPx1hcUvlmQiLSS8gIqgswhfPZTmJ1Ts8EzYSYKNDVMKgHAn3cEI8szPv9YZx55Y/hihK9ZPaMqXpFhdeL5WXckOpCRe3ZDb6A+S85wTQClIM5nW8auVJGoG2mDxXQrkqk1JbTorAze4MLzz8xKPQiyFU9GwwJ+JO9QfaCk1zh2SSU4fOwCh4BNvVqg0mZwDa0DW46c69VLwUpjeKCaqWZAyE+HJZiMpznrQIqoPoxmlGrHcilLmVJOFwOXq7YLd02AjpzChU71SpSdyg0spBC6PpRKRzope6THgJYYTh4ZzHhEhW41Y3NlFoKYjueufEaGKwQz0mHsrdndInKwpagz47+tnAFnEkmeVVg1YLLy3Ftup3Ur3WcFH+UpIBJxPElWGZWPk8DBufKJ1XF4YqtqePX0b3Bqs63o0axjgNxXmRtIMLOSnuRE1jgh+10s2pVPovwnZXZNyQquxSqd2hG7NWQp78ymRQ+DCYU3n6pKb1JodvSRor7aczTCYakVmvmqScLoJKgyX0kSa38kMwjTQ0eBRcg8dPoP7vX7/rIuUM1EDb4geXPMqdujT1LcPAHCuVI4IthNaVrikZqKVQgeOEcmlYqlbGrVMkIalmIPpJvF8iORSx7G4o5A6pX/5qP3UzEEuQZcgZbFawM52jPx7CspZRARRYr9R2g6oc1hAJRDZsTopuNG2cujBRtFVMF9LWtdNIKrxjIJforuxEGOmG6Sjt2oHAStwu77pcva4dFFW0KPIwupz5JSKwBH8ITZVeJZmTkl3Vkq/9QZKzQgyWMS0F1VaEae/ICLoITwFdK0enCFChNsUtiAOKFh7Xfa0XbFWqoLXSqqAM6gnN6xVdr8kY+005BMbFPvqi8B/AmpfwsA0yqy+p9DnnddbU3HsAMo1NJ0VTuzYVVCuLByJOvRhawxJ3Ep35+anmbkZT71NLKu4Xg8ak7vl3NK10lKg7g8IpghTlkJJR58uxJkQsPjlw+XqBF4c8k9rtIwkWBjSh2cHGjRiNsjXqZZmjei2T4CpUWYm1kJRwFNPCg98Q4N46gnN8KEHG02hN6cAioz/C07e8XizMWt5QUWoU5qn0nh6LCEhZLBaHP3NJblCY6QP5DJZeQvFSEmqsK8W9JHnmJ1wsyl4m4kYphU0rVYWmhXjPREMIxnbiDFpXvqHA4LmCszhmSjG7RkfHZeNkESU7kk0q2xUYe/iZ+8aZRdf9waZ5/6Qp511wgw8KUy7tkqe7v3HSEO7a2LvwuTeiZpO6FWHEoAN3gU0mL0ug78T9no7rM6iyMa4hrvjJqcotFJ5BOwXVhnS9dp9wlCdNQevG8BTjiluyPK3y6iBnY2lQ+2A+Bus4+V6f9FKJXnh6p6wbsk7alfJVh3Erhb1nKtamikVnjgclCsMv9aYV4jMh8nM6rdzQXpkbhAhVv2Rexq2ChuPbwEgZgvT/FVDQITjHwpeiklBIdXKJuW6sAXepqJ94HLgG6+pQRb4gpLT695aODUUdHgPfDHxLUM4gwvAQnMoR14tvB4cNWEbbf6I+7JRc6FvOO5NF2fKAr3Jly6xOL5OqB74mMoT5yBPobp9oGGqNtSwP9c3QEvRQqju1GOX1Jcmpch1AsTAbSXW/qOMJGMyM8psTdVLgejFzznBGDdZ0QHD/wpuNjNwZTE87/n4LEElq7WWFtyKImnBWxLwmUoPh6D2Y04krgXtbr+gS4DMdwgcXgChJr887g9eGRsI07dN4nF+O7q/MarhOhvvVv6/cncnXDOO5txO47de8eQYL5wi42PiIXOPFuqA5YJphUbLV0JwP0oVEEAl6dbgytsyCFZEOGjFZ45kmqZGTlhfoTblNYYZhZeECzfL3ltsnvj4vV/c3Qivhaa0UDJ6Re4g9khJYNDG7qIJwQ5YkEsCRB/xomDuOMTVdsmvJXaNduK73yh4zoTDxi0B3cJjjWgie+LWPCxzfDN9gSf8JgDnBKIvh76hfegWdLHUCZQu9MrMaSLpj+AVu57O4EZoknM1gsX6awCY3ZOeVb7mCKjCq4Vua554RLG54KBFC9cyo0qUUaYw5eF4ZavQtSQjhuTukXafdwSogPZ/Z6cYTeNnyPn8diYKy9c66dUYtrE/DjsmMI4Xos1GbUyWYxem3O00TVfDN2dfJC8aMho7Gd3nyXRZWF+XuyF7Tv3MMIoKtDqQegPBSQWNnSuPUSqXRmiNVkJk5dXEG20i5h+vk3A1MmeE8LVcQaAcdSEuB+csUXuti3Hf6GXxbyp/a4s8KW9s4fykUV75twlNOVqvcStA8WJKT3qoD7wt22Luz4+CZRbbGiZxGrErzZ1Lq6Zw4M5yCs573ROoJfH49VX//+n0XKdkubLpRQvleSyqpgZS3Fh4C901A4PQg5mT5xg8a/rZB30E65XSaBA/T3BqfBvZJFOEmSilQbvmiiQD7LWN9JdDmPA9AU+tySLoJ15cdKZW6CX6Wy3Kp0Rksngxz3NM0U7pc0J/wQEC5PMoqGt/hdIYtShifZqxl2Ocn0sGiwhI2GjlP3ShUNusoN4g7Zzl/Buv5dF7bdYAH6Mil5k7gutDWcC08rGErUC1U29J9OypTCh5QaVA7uibSlCp26cISx94ihaP2AP+AZ5wJbRKEOx6Lg1ymRwRNe/6OYybtPK68L2Bt4Hzgs+XkIpKuDDclYnBOx6KTQbNQ5cbSdtFwK9IcuhBFOKskO02hlSyAdb8lVOdpw6Q2wY0QQUUZK9dR4rDRaF3ZXr46wUhZeZUUE4ckE9DTQVsjNXpR3tLRWjvxIbnELg1Vp5eZBrblMqOtmqQXvuFaOP3Iu3dWtD/B7mxNeeKsfsJ8UqRxV2AU2ArLhSo3ytde4UiBs4fTiyB957sJJSZ7N5ok6yuZncI+IDzgtgg6RRoeKdqsknln3wJkC9aRRM27CEWE3iev8oZcEKqQsQxdT3QMCk+eXhDLleIOl2Ti4IMfrCKM6RzDUYQvqVHr50V1TMsfJyhFGDGpt0C0sLU97X3WRZZYTrWcdvfyLbVz54CSHf80Z5wtd61FEJRanceaeDTK4Vko+o2ydWZALY1qN7x1pC6WHbzsne+1EP6aHphTuRP0m8EbzB6EFWwuxgRtgrTFd3akKHOlziussvkBHMR8wpbi3bUG1ZQ97tz2zlAjqlK88PayYa1w86C2He8Qe6XdgtcfeX61b4ObKG9zcOsg25O4KZ9yQ1/u/MkmvBbez5b2aHNy1o0fvlFwSijDYdFAb9SA572C3hEqqdNy1OBDb5y3eem3CmpJLIrbJ6gitaDxN9q5v3P9rouU6CC4IxilLt4l2FouZLskDVk1eDy3JBaUK2uGMxeYx0mMT4RgSeOsFa2vyMipQutO9ZouwAEy8oDdojDOIz2EpBC+81oT95ImSNkR91xahjCHgRqywZRUQnxdPcnSxKnIDIR0Xt50Z2eRLs0fydryXLL+/PuB6mlrHJJsoFYT8hlqnHtH+AA+/2uNDvC8FtHykkLaTGdVwjdsrkwiVgPNRe2nH8mT9EGRhDuXBaxAIpK9fU0R26aowGM+kZsitYI4ZZtoF1QqtW3IRTWrbDQqJgdLA25JfBAahc4dKFNYnWTaSbArGcUxCrWnIwfdKNFItH9ij6TtNt1orpSZItRYzhiAZ/aWCxRf6TogN4rWy1UDKDlps6BLpBdfLaj7xUrTS7ypsIIqQteKNZhWeFdBPegKUU42yclrl6T3ii3QJ0tLekR+0aSXs8QY8ryYadCaIlvS29vtyd0u7dXIp0FkckQAA2KimzPjcblw3KhVKSWnKhmCnAd/uTr2INBNrm234ypMVbp2XuZCNbDI5wFNxtdaxj9vnu7oJDPwRDhDGAM+/Qf1MtL0CwpfZIPhCsFBldzVfiLUuEMRCt+yKZSaJrLPzMvyWIzTcXYKj587+TWN1oXxmZMRDFQ6W1VoSaARnZSiHDJRV9Sv516Eovm599IoIhQp6FIqwTYzdkQ02C2JDyI5MY164FR05alScFZLclCLwr4V6Buz7OhZqdJ4xehbUFYy37SByxMdAlEpMrBqvIdR71B2sJrmwlWDeTNOf3D4ngda6Yk6/POTWoNMCFn0dvJ6Gl2cl7dkJEepzLtxfzPur40//iHtqG63H7T4QazFTYK3W0LqZgUfk3Y/qCWdz6tCK4Y9F4cJ+yMdUr72nJCoE/5kfV77AIyzC6sofIB6z7NR/lcg5g0L7j5pNV12YznnTKeFEXvi3lGAkxpKoV52LwLR8PNy6I+JxMpMZH9n1yuqISYrLHt/T4fiG7DjSARWAzUhLHhMze/hgduB1hvrdPCJaqNqR0zSrmbLFxPgxHixnfTATnBQYzDWScfZqOmjly63SYH++vvvG9OMLxZ0qdDvYDzyC89JbEmxJo2SQRTWK142tPTkG0dlrMJ5rb+VRgtykuiN3RIaaRfF2gRqvyNSgZWsO3KCMXFO7dDufFuFegarG/CCRSd6o0Sj+SJWB4LJgbZFmHDzgpxcRqaLxckTQZG0aBKyGtpG6MEGaTtUQa3mLicM8+RrLYfF48rBIUXRHtc+SSitwqtybhl0qXKmhqQkWy454JPXlh/pCjhsstbG8pnBhdcmJ22lHJf0aVvtiasyA+I0ZB6sknTw7o5l2AbNKn4aiLLGwCJNYIs2KErj2nMSyHJYBYuNHzovYgiIOlYKTZXXuEMIdfzt2+KUOZnrQXAyKPjf0KrP5Zwj0BL5bA7DzDnOg9mN8Ct1z4IaNSHrlonQT6/ps9eCQ42qSmnJolxf4qav3yICC8WlcqcxJSf3hN8P8EBuT8roCbFfcFJEEhJqBB6fqAi3ory2dMKQlZDvtoHXxj5zZ8oY1FswtWKt0D3hUcEoK3jBUe2YTtacRFv4Bn7PBOW5BvDKWo6OyWsY+y9pGxX14KU9uN2N7pc+a2/c6iffY7EV5y4HIQ96K7gIS5x1vhKbIO4c785RAu+CF08EcEV68ZWNJSCl43Gkk8u6Z9jnGPxSKzE97aQaGeoaucfbBaYNyhTOUim3nTdxtn3jVjb2e+MXafzbFrz1nTs7+/dvtLaI5dybw4sz1bkd5EqkOGV31nPxCxkbb80IVawZlZ6IEI7syrYr3Y3vCnXCXfOd2+UkaW73f9U5/7sW8269UBd8ikHbkZFd/gKIF4qfXABddqO70I7USjjXgtGTcvpSlIc5G52jZyz2bsGzNjgGRTpacoEfK/iv3n/NLihl2SCW/AArwEo9xx14EDTLFNu6wzwMI0WgvRWOc1Fvynqmg0Orml0zfvEOnc7lfCE3Qk88hB37GUVeyQlIPCenTV+o/mTiqFSOaGyAq+C+MDpSBxrpi9ZbZ64j9T0eeWjUTCoNmbC+9jSNyqVZinRZL7yyeKAkDbnIRvGZObsiSKvYXLTYcCZOu/RTuSjfucIXEbwoxYQ3alKerznwSpTI3QnpoiwUGndMD4g7Jd4xvULgLGPi6Qa7wLsn2UMFWwFs0Bcy8jt+UX43YJUdYrEuQXe/LAtnpM/hvTgfkbDpz7RYlE12znjPfyOFxQbxYNvhOJIeXCkUgrOlYzjH+VNzN8RTEtEzAHNNuJyucLkjPKhe8fsiTqGV9GGTopxXVEgunDwJFyUJKslty/1QOj4McqCUZA9S2OWg0XmIs0qFeVDKjRrPZO4Jlwtthivy1Ovv2dMdI5wXeePJB6U4sipDKn17chxwvzUeT9g2w91Z0QlXiqeFz4j89laUW3SecaJbIU5lUaGeyFBuTE4F8x3IZmWRa5g5Ekrz2el6pjgdqC0TmT2Uk8EGGcgI2BVcqpcfqJGuIWor2dMq3KjMrWLtoB6FvRRiDvay4W1RllHujSKVWz+ADfHglMkxX1AOzmW8x52hn5SVVPtxW8Sj0V2Zq7DkIDpobfg80WUsaRS/4/FB78Fa8A3ndEX3go/F1lLecmrhLjulHdxD2LaO78arBje5s+2NFw/i/sTG5FOE93PnfB581sXxUVifC+s3ThnoD6fS+bxN9JHm0yctEwHqgc2CeGbJyZW4vVxZHtCUGk6sGy6fif4UJfwV0we+1v+yxbzuwvNyVbgd2VEuU7oUlE90W7gEgeeTPyJV+Bi01EFpW4gKx4VknEx8GHFWplSKzQQsJFB3qmUg4t9+cNUDjfSUoxaQF3S7VIL9hodwhMBN0hak3AirtCtStHtjnBWKYksusi3cV+qwzr/5WfurXiDYSAdzaZftbDb+U3Kxr1/App98ki/wGUori5AnWg+k2qW+B4088Nc6ucUdVmY/VYG2BrsngUNQ9lTyZJe85YQX65qpiqBlZ5NGhKf+A1jRmfOkV+PkefknPihlXfer47JhermjCYQunhLQ/SeY4JLMw7tW9H5L+qvsuCYrYo/PXOLXSlyTa6PTJWAEt9Io9XLO3qBvg5ule/OXm3uhcpSepBD/+tmCx5b7iC3p65+1pr7pulSh1ZkFShMutLiouWRGVnLO4QU4iZzeh6Ug+QanOtoVKRt93HBLkZvPtKyKmLglk3V9gq3gWMFdYcwvx5HgJ7grgoSkcFaUUOVVQNWRXfhjTdaYl0lcrcA7I9NuOVNjVw9mSWgRJ2HpovRTuLWEy6JkAsC9BUOSDHAuYTQl5EmmCMLxnHQW5+mIN6R+xXMEM8pFc095/eETjyTfmA/YJjLSVfuZm0R4+WICAl0yjkJBpPHlUs+tApU60x3kvDKKB1C0JkNzjXROKSkJURlIGC8iyJai4UOcHidM2NtkjkXpN+beKe1GeancJSht51U7N934VgvfBd7qwV52/Ob8IQ7+FKktq0xeH8rbBGsHmwY04TbTG1GtsGlav+W2OsMmW4VfHVZxTiavG9imDFW+L2XKSTkrpwSbKn+m8O1W+PMfgn/35wf/8KfCv/3W+Lffb/xvi/CnPfhzMb5ZsOviZQuWZfxHvStRF1Ap4sxbICUDZNdqrLj2zOUiY60r3kiELZTEnk4Klc5FbfJxrRj+29e/bnP1P9er5z7n5vCUk7gwHbMbUk5iZayEBXCFnJkIlMuPy5ONpQ3sdGiCuyZrKSZrkfsWSZ3RAIjGIA1ahVy8Li25W1gOK4j2xGahhGNxgOd+7A9DmDKxIqx5RV7ExsmJl/QOO8yJmvDi0zV3Qi8On07x4LdH5Evo4EdyPMI2gjM9CgXkRVkX/R4PdkoWgHgivjNfnPqZXnHBwmLjK1BKI+h1cugLR0yinXBCres6uMCYF6wGWOFOAxFcB2Mku25tgZ2pQnXghQOPwlwb8LgIFJJzk8CrbPy4LJTuO5QjWGROTsxOkZGWK7TcN/kkjnQBi7ZgnJSuaaA7Oj4Xfwr4JAXJbW7sZXKaE8t4Lc7HTJaRhXAvGw/1LBpiFAnMndiV8IqMhcmgbcrcJjrrT3unEpWoYDMITwj0++78iDt+nD+TeAnok4RH1JGVU1gLYcaCUDytznFLyohYBU7e9p2PdcKalJovOg6tZSzFZ6n020x5908hfz7zmtb/1Fk4ovF4U/g8kalMd7wL7bycBQK4oKd4BvEN7LNdrM0NOBFRbqdwEkRXbDq4UapwrGCTI/V0teCxQECjQbnh8cAbcAZumaH0TQrrQjxOCsQL+/q8DJJ3ohzEBhyFKAua0L1wzkUbcs2+QixLh3ERbC7uFB495ReZFMAlQkhZ+gG4GUGj6WT6ZNeK3zd8DDDnEQ2fEw3gm2AuNGA+v1H7gx6KvB58t0W5v3JbJ9/7O7UK6AlH45Q7LyE8qtB/dKw4v47gFzrDNz69sbdfKR58+AMmPIt/uXTx+gLxNJ7hVPZ88UPYvrLfTvhNjDcvrKXEa6DW2LdBv1X4LvxxL7yWO7/8IvzxBf4YMPc7zxP+8rJRPgb/JB3eK5s/+afotHlyBDzqxGYKxb2+IOVIhKGua/8UTA361TzVGkzsknU5HsaN4BEOVfAFTRezGv81JPX/+/pdFyl5grSNh50gFekOkfN+Zf2EwCBp6WAUFYg3ln3QWvq+xbZzO5/MGTiNbS9wGrMHvsC1czIRvzFjpONBbWximWRpzqsI7xEUGj4XwqBIWtpU3Zh+8j47PSY6B94jaeiRhdbtAr3uShx5skdZeci/kyabAYxFuzr+XLQbjrHXzvPSt+hxZ8mPBHRq51wHe2RZsDJon8qIC8YAXBfiirARdfBXD1gf//Lh9Ww09Q7yKIzIg4IZYMbjiibW1bipcFjAET+9v6JKUsdPY/mXGuryAqwDHYXn9kCnJkq1GqcOhjeqLsxyL5jmfhmxEpaEBH0FPpJNuYZn2ZMNqvLrcpQt90wIOhtFK/DkMRUtgYcQ0pg2qa0SnvugR0CRliQSMglVPXCMGBsmJ5JDJI1BWZ2PQra4B/w2HNVx6asqJo3GkfIFLTxssWs6QGTQXMOO64G1hG02CSYnK+D9yJ1lKxWrlg2Rg581C1YJ5jPo156nSmP6IlAoV6qrbuAPfECPytLISe88qWyUMhghsCq3sXHoJ/HuWPnyNBzX+wOf5QUxx+bjCrRr+GoET0Iu7dnSnGjkpMTBT5OV8w30nVUeVN3wODiAvhzxwLeD5+qInamZUuATthacMx1OCKVuQRXj6aBFuGnhOIKg0NpijJ3iJzGM/RLQ1xIcZ2W6XvvikkkDakg4UyMTt8uG+MGNQGtLAfUSeDaCxUs/GQJbdXQETTp/PoL+3flWX7i9CRqO/bLxeSjv52AfB+dN+PWsfCvGe3+mtu4B0oSojT6CWpXTTqw0JJzzcEYvtGNLC4IezBHJ4izOS4NtVD5K0G6vuD/Yy6Lcr12ULm7V+NM34d9/K/zvvhf+9NqgFN6PJ//xV/iP1Zgl9YKmBanGWwTFOo85ubXOZ1tUO2EGey8cK6HrJVD3nXGOyzQ30R5j4SbQKo8rzLIteJKUdR47X1Zrf+/6XRepXCSCS1IawxYiT4Q3zqvLVYFyk3RSuFTm7h+AsWZCa16MQ7+mkuC8pgRfQTH4xQa/EoQ86UVYoRlA12HvcDzToOgOrJYWJBaCixDmLJ1spTBxVskNk7rjDKIU1gItGx4nHPJzzyxF0ZeKf4zrBUrxYpBu31oU0UUsmOTBVkbH5cwuRhxWwiHPq6suEcR9wSdMbihPhE5KKZ9pNnpRfFWM6EltEIUYec4IN8SfXG5LDAF6ZZvG03JHlAvzL7aYMpZQpCOSewuAV5w1hBmKu4B14MD6wqm0M66D7fpAQn9CTskYE/w0St/YlrECPoGCYXNhAno/gUo8jIGxeTqH3zE+XGleLo3SkzgXJdJargq4B1oDJLhb58FIIW0JuPZpIsZWCo/liC+KTxaeZIZwomiGOcYiVTAFMccjeMa6RMawhXFeqbpx3YKBM4BdSVdtUVDlPoxJglnGTPB5COmPndOoXd3r8VVGbXJj8gA2F86+6F7woilru2gzEpmP9ckiNNJq4DPoFNggpnNX4YiZIvHlhLbcyYlezY5lJMXK76WRHNNUdwbuR97SCHycPCl4TFw3bmI87cpeIyH8OvL9KuuEXlAG5zA49SLSpI3VIYKrUnthnJmLNFZQIxiXjtyGsmQj/ERJRmVmh1mmE+PcQhljpJzlHgiVp02+iXCq5TbxbHy7LVZt/EEetFfhrRW+f3vj2xv84SXXAoPCj4/BX9+dTym822RVRUyJJfyzO/eXSPu0w7i/GMczc8jq3ViPYFVJ8+Ya6ToSLXfMFA5LssW8Z9GV8Y71iZ+dW1S0Dmq/sanyp77z73+B/+Hf7PyH7wVV4b88QOTkXJO/vr/xvh3YCF4+Bw/Vy+u0c/aTOpW5hJvckPqZ9klW+BbBc8xEjsiwSI1AqlJWIa5UB9XGDM/dAM6/pkDB77xIhaZCfUc5zoM34APNEes6CJ2GjMmrGZ8Ise0UO7AVuaSm4MdKWO0O/nnCkSusMGWp/9z55IpYWJlngYyEDCrB2gttCVPTiuheCh8sRJSXXrGxk142wb0WDu3cRflcBzcJnqy0fFFHWyGG09eGP48kCkyjYdhFGHB3du88JHcPvoyigcfz597cFfaZ9OAb8E8FzJw4O9IGd3ty+oaH0NrCJrTIqAS9RJj1FBwl5E6sJyLZcYYJuxQ+faFS8HPlI9crfRSQgtkgamrYzAa0gbYbfuTRuW/Gg4r4yffeOKfwNJhnZMqpO6XkQh/LpK/E9xSVypKBzcC2D04P7ijvUpLhRC7I/THzIL9gW9snFsHnAbIZ1YzVK9uj8YxMM5UScBEbNnOO+M4HDywCWbCv4NRsFyLgXZymAUQui2tlW5aaJISQz4T6CJYZ0ZS9KONIOfLRK/JcdGqGDC5FCEZkp3nKxUz1xvQnS4IauVgXzWVVq5Xji09/xdWMJui8U9eBv8FzNWROhqXGbcSk2AWBA5Q7XSZbCB8iqAn7Q5gMFs424BnBDxzF8gWQRAFEguAkQojS8sAkNWNFKyaO2obxoOuildzT7tvG48jDyj3VjWFC3+ILrU7WSCzsBjyMIRuqQaOkeS5gErxG0FHej0FIpMGPd1YzxJVld6pMwh5A4NtOWQdVU18pI1gGk4EWqNF4Htcj933jr79Nii7+eAcTo6nzFhv/dkuL6f698w/flX/4Y+Xfv1VeVDlC+C9vyn9uJ/+pFg4t1PXkr/vO6+PkpsZZBD5Gels+U2ivpVIfhntQThB+odivSTgdzje9wf1EvFKPivWT51PZ6uLlsTHuxl/qk38fv7D1k+2+88v3J//2/gv//R8qf9yTdnSvG78e8I8/gtv9k3IsXmzxqUlJWuI0V44ZrGa0WXn0T1jBFimA/5QUt+8KUeBmkafHAuOJlC0HhDKhKfsQJhWxnXURjP7e9bsmTjSEugeH56HyDvSvF+jrikmU3E3QCvUcmDVarRiaimkcccHelWLQSsFqZs+Iw3AhGlgoyzaQnrY0dAJFtROH8xSnLEh1kl5OFZ3zmJi/g8Bsiw8Exp3PeYIbz1T5speKeKCXfODTjTWVeglKTTNWUCVhLJORjDUFNMiAvbSuCUuLV5dGaOGdkqM4EGuwmTLbhlfDNV3ag8ZxAaP33iianK+GE5HTpyp5OGjl2BPejPgX07synMGZU6AIRQw0CCmYgZ4JQRWcv5yL5+mYNR6fk2dNaOceO0vTjd6pqKVVE2KpSyOj0kWSms4QWoGHOroLcDLagDbTASqCIiBaGU9gVtA0nHiuFDcfJaAuSnHMFY+kGT8KwCeqk1YyKilw3lQpl87LzDkikBf5mcp+EBQeBB/X5JUTcCdYUzlnvViJhfo0NEvw5cR+I33dH6gq3O5YBMon4OkwTqGWSYRiXjjsnt1rB7Qke3VWhMEhJ/YOnAfFSxrplkUR4RUSui2KjpPlyrsXUKOUk8+aFk2tVEwvZ5F2MUijIN4RdVot1EraegU0qTTdkcgPrSloGEW2jOKYgjXnaUdaOUkm8k4VQivjrBll3iurCl02zkfunoiRGVooA2FLuS9PVf6ilcDRluSmWhcyjWITiXeinZdyC7ZpuAnnTGcNKVm8m4JVoCtVO1WU8l7o1bmL835AZbL6jvbF59b4w/3gH+7Cv/m+8b//087/6d/t/J//w43/y/+m83/8041/9+fOL98q931Sd+ePKjzkjh0vTLtTHVpZPMWZRdOJJNJw+QSiPzkq7C/Qd+XB5ONZOc7GKsH8bGwIYsGnFjh39v5C00XTk2KBUqktaDWnfMKvZ/qy9IrGNgoSQugrZ6yLNj6ILmzeoGayMAHPriwhxeJSMYMoylMnq0GOAIGMA/WZ2rNHZ6xCLKfE36wU/s71uy5SIUIdCtfiFGAW0or/um4kTCUX+yswSh28XG7Xhy76Di9FKXVjU02DSVFupSYxgoAztUCFidDonnCMIoTfaE3ppE/Vo7TLgA7ggBqYBBEFZoNvRtUDLZX0U0jR4bELUWBF5uRsddBohKfhZYgk0YFU/LtEds6uODsiyaAa5og6omnJZLGYTLqUK1gOfHNiHxCD7vVa4gdUJQo87cA8gwv1b54SMZhMIlJH43WRnL+XVJDv+RIUGSCNiGANB19gwYqRUtsb6DeSKufCjODmSYKxCMoabK0QcV5eg9+ZUSiWRTHCWeY4KaAdXrAil24JIoRRc/eW/0c2IOmNaHiikOxdCT/SaYHCNrlg4ZkalICo66K9K0HDyo3DF5KLGurXdPsZl2h8od8r9fKo+yLaTcCLEsUIG1jhJ2GgVEUKSHVUD+wlP3SPIM6RTMx25VVc+VfjLJS1k7PuQaXxEluO0CV3jcEz7X6CjL7wyner6S1Jimh19CT84LgMtvvJq7/9JMescE5dSIw8yMs1TaNQjOBOmCOro3rDr2du7E8QYR3CcgddhJ9YXIfXcyODlo3CngzaCw6qlHTqdyfmJMq/vOM7G0zH4sT3YFw+kssMlcmk5V7kpiwJQjqy9WTPnoaRCdLe4qf5pB+aWaEEZ+zIUk4bbPUzjdNi8C0KUHgrN0yVaTPh72KsTdko/Gkv/PvXyn94q/x3u/Dv3gr/4Q+NP751XqqyaeFuN9YKzAexDfyZO8nTg/qHDEHcsDR+dUWlU/pCpvB8wjyFxZ4GuRif1ThKMHfHqzKL4v3l2t0dnPFKuPNjBu+H89enZQMoyl8PeD8X48wpf1TH9Ma0gzZ3njY5NyHqztkLZzhbJFF/Owp31Yw/8SSmxEjneCTZo3H/8liEqk6VeYlMLNmt/4rrd12kqhVG3UDTV22vIFZYK0WKpfXc28gVIb0JWjK59bdIdau7MI6klyInn9uV5Op5EL5qoG1DpOaHFTeI57WbcARj8s7cjbVuCU0xqDbonbTKWYLFjdBJbIt4LxQuWnd1igT7POE5qbb//PuGV6wqusO6VSIK5YqGsCjMeyHZIU6L9KbwSJF9L5LsIBFGazh3RhjbTAsf947+qKgJoxQyWDvYXGhSMt2WpC5Pr3TRq1/9jvNKC8WLptZIC84nEYJbg9U5p1IujztYeRhU0NJwVSidl4dS10FwAp0pN1YTnnJkLAnBCnAtSPyg3IP54kjfoWZpTN2FXZZMUC6HzlieiadSc1snbyyB6Du2glfd4FRO3zAXfFWazzTCrXJRyJ3m0EMwBG8wxFj2wSB1PgRQg11Laqis4964vy/CjXtXSqn57a6dDO7Uul9RDzmZTRsgzvvzimJ5dnbZE+pyw2PDY4JCbZUtN3JMDkLgHotV4FgHL+WRmqpwQgr9tlOK8k0KpTvPngWt1sCKAgd7CfYXpZRCeTbccsrYitD6nZK+q6kBPIJ7hyKT4sbOkS4SMeh+oD194+RobFEoMTEU29N9xOSGb4WQTMReEaw46AE3CYpvbCxKUVoNyt5YDKTfQe8cF4W8lYZ6RsqUC1BoBrDY3fGx4TMnr3U6mym9CdIrsxm+oHjQYqMtp878t8iEW0FiI47KWE7tisWd7e74OCiPSrU3VnX2MAovvJTFXo1bF2oVBEMluDXljtIpbJ+3zIurqR2rGvjWsD3hW/u8sUfq1k5ywm0N/JlO55dfAPft4FaErQevpPGuns60G+0+kfmP6Ege8joXv4XzlwP+049P/h//5eT/9k+L//s/Ov/Xf5z8P39d/I+PweOjEj8qj/ogmjDqk4idMl/Zi/OHMXhZOcG+tjubJmJQN4VNUCnUfsNYMFdKKA7QUDrfGRYcl/S/sP+ri8/veid16MQ9qCrpph3C3tJfajpICE8Pou74nMSs3Eoue20Pyll+aktsNYQO8mCLoLCYKpwGzSaz7ay5iPoDrnwcJdBdsKnIj8KQTwqay9iueEbcojSEzPnhzIjnj7LSf246hjIku2mfltORQKmLiMCPL9W+owozFBjcHs5TBBHFfaYnmVbsnIgGW4fH6dQ1spvZCseRnf+agxXwSuPhJy0qJ4spSjSDlXqnEYtlCbO9lsVjLQofvNCYzxvBB5tnFo+bkgangC+a7FxJ7gglKdvbTJr4gndrtC7Igh47az1oVFaZrLVSlxWgFnSpPB9Qe+DLQXpCczE4k9vAFsou8KHZVcs5rp8NNT6Smecgt43Pcea9Wk+EneDBl9/lyww+vlIPS2NeOU3r+HIFST5IzjWZ9ltYVCrLBsh2OYMozwmtlzQKXs5oGXQXq1FiMFD65oRL5hxFwjIRF9VFQF468f6JoPSSQmfzE1nkPrAED3F8DO4oD7uyFhGqCeUcLA+OCNYxsV64+UBG4VU2VvtkR7DuuO+4TdrLhLNyY+PH+KDWDJg0n6ju+V4VYE2epSGmCGmdFcPpIRCGaDqY4ArHzLYiHvjwn/IPN6EUwcyZpVA5sQhsQRJtJ6oZV7NqwJeRrzVEg66DUTrVBqOnsPQM51VPnlIZZdKnMdxgCk0aIwxwOoXFwkLyd1bwqHRTnrujh9GrUnUyNuPlU9OwVZ1qH2xFOOqOrkxs/jyDH4fzmM6tKtPhr0/ntwkfEpz95JDFxPnUyue28cuvzvCJ3I0ynUcHG2lwnaOaoTXJX0UCj8XDGqKdvR78OCf3EUiFP7QnD+uYKCbv/Cid9lvwsTm/6cF/nBvnsfhPPwyk8rEG//Q++M/nyT+u4Dd3jqPyvgaclYiBnRMX+GiVWxl8rMG0Qo1FoxAPgKBqoc6DhxYk4IwH2hs2CsSPfLe08G6L8SVh+Vdcv+si5Q5t5BLTIw1gH+aEG4QgrkTpqAys9uxIlyBF8MMxW5e8XQjdQc6M9kCyV4svF3OIeFJfCn4UymWBc3hQVlwR8wVKzdA2EUIuTcdKdlwAiCQ543QYgbTMgApRimRukmLct0LI4nlkIfz5Nkun8pnBdZKdfSWwkdlODSAWW4djkl0kweIOOGppprqkJ/zGxrOtCz7SZFu5JXHk2gW53lPvoclwQj9QKfxqRmGkzoiOl4rbgWijrsICjs1xKnWRRQfYJmlSWQqBMWzlXoUPTDIqvfhGsOgqrHbH5oOF8yLGEMXlTtEHsXLHdndlIkz3FNtGIFJxjDvKE+PESVu1ypgjYU9TCveL2filKro4RxdM2FDazCDM968ChdCkMiJD7wKoPafW7YKJxlZAUmw95yQut4e2MmxyyQdHbdBhTBAPIhYqLckrJXJaD7jNwQNQvdym4+u5guoX4YYUT57aYTspM50qBovbgteAH+xkKvKiRMPUWfEAh16D+lB0u0iWMtm3ndMPXg1OszzYBUZdvJlwNoXX4G0cfJ6FXZXPaZSw67m44FIa8ES9kv8lfp5PESm0lXJklId6Osy3XBoeHfwhlKWsWDTPAE4DphxgCRWbJWNMZlDCcRHe150oD7AUCPdiDHPQEzVwCWyHdTpFC+dyenVWGQzvuE0evuMe3EfDysBK4yzOKI3vzfmx4N/4k8dn8P698tfnyf/rr5WK8O0lOEfwH/8y+Oe/BL8eB89jcRCspyAGL6fQdXGEUT/hfiv8xSatdNQGSmWsBVaRLti+KL+VK5n7wWHOpjsPPblL8DzvVBlYCMOc23Ieq1I+HPrJmsavo3F7VESMcw6O8eSv74X//KlYSUSif3bUnTUPpLxwhiHr4LPDdmSEy8kLwqSWE92V8ekMCUqt2Mi75DVoerKfwfjKobLFz8TVf8X1u7ZFEhQ0UFd66ZyeXXpsjo8kQeOpj8qIHaVKZ8TICnddL9z55CABg4UibKVyyEQ8rWoOzynG8ksQGloDM89EXMmzvvikt8rT19UFyWV6unCcVoTYwZ5BLcpcgd6C/iycV1HUKoQbxdN6aOCUki9jVUnBaB34TKukEoVXcX4LkkDhl9qXoLQvenDB17x+d80o+VDAkyhR4MNaHti1Qnyj2a+UEhwWlKLcXXlqIGEEmhT3vVEfSYNlVzYzhlcwEFn0VjnXoFQom7JZ5f2RCr7ghSSN15z8ymXvFMIe28UqCyiFWyyOpB3Sgc0b7wLSMhIlcc5ORPKVpRZi/Q2BBlC54ZFRIuVL5A2U7xAfmkazq+I6EFoKUUvASpKOiiTdmXRnV6CWzrB0NrhTeJIvv7NBfH794Ou+AFujPheKYmqUCsNLslHt8govwXLQ+MYsJ9SKnpNv1x7yRzREjVe/8c5vJJkgQJKRaDQkThT5uVeqt8bdYPWEfKf3hOFelft5J2SxlYPZbthpzNV4xgMlneCPCYUOb4FfJobVhZuUjFxHE1Yln7u43qbb5a51eP5mXxlDXkBnNpARgpUMjOQK2zyLECN4sx0n+MQRm0koaWlkSyhlOd4rNmdmsCyjycaykXlw4w0rJyuSEvQtRr4ngEojVAk70VshhoBfTEUP5DvcPvPOniLU+QQN/hzKfU/xxvZW+ZO88ec//OCX1zf+4W3y391v/PlbZ+vC6c4/fwZ//XHw//44+OsP59fz5K/PYPjOP5vhPwryuuDD+WgDOZQuwWEgpbLWQiMdUkpMjtF5pfB5D/Q8Ed3QW7JbfSxGBK8SFC281oK2yesvG69jcvvWuemNJsqQhbljh/LpT9bR+M8P5azv6Bl8mHKsxSFKiUCbwVnoWjgmzC2bgm2lJMLaHd0O4riauTRSYbEh4+RNgiFw3AV5Twsy4L9pi/S7nqSUO6YPzI1nNVgVt0E58iWWEqh3nIMvh9GxrTzEY4fbiZ7Gpz8SPqDTU73EDIP+gjxPju7s1plt5VhFJ/SgRMdD8+ZFdo0GnLaQrSNj4hZYGzCFLoXhwAOI9FBrEfCEWYRYoChqidaqKEedEIpbWjvtDqvFFcPQWDrYrPCQQKISpeaUVNKbxMzQDeSY0CuY0kWQMvGZB27U1NyErNzhlAB+MDWYM9K2vwTPkTRUDnjdgo8B5XOy5EYKsyamBXygojiakGjkA3t+KGcsOpI0an0wK3AuamlYGGqCVWFZQgkrMsLibEqE026wDMYRhCyYjShfkgBL7ZZk5/xTPUp67NayWHMn4jOLiJwQUH7LSSRLfiAFuqebdxGhifOMbIhECmGWOxgPrgR42kXaRyZ7gWcswgsSSujVsAToOQktrJI7kRQn5eGKlExT1sgJWh8QjsSJa+ejLqIqcjwJg3c8xc8IrQtz3anrmeqq2qjLWbXgstgl/6YxCp9z8Yey+KRTx0DbwU5naudeDOnG5+7UdaPoycdvQqtOw5hn5mJFhUB4yKI0YRs7DzO6pnaLSNKHR2NE7meSFHTptFQpsght2LXfjaUQk8cTSis4ix/qdK+Um+Jrss5grkKjgRysCjoTWWCla8cM6C2IaZz6TrsEpSB8XszZSkKlU3JHos/cmbWV2somcDyEqbm3gid7CaIX/j/rxque1KacAdbfiYezton+MJ7n4Mf5xOtG2ODz8877YXw8gt/s4Mdn4Vda/ps60LLjR4ri5zMlI+/hlJKxFxIKFGw+OTXtqk4KjM4vvfLjaTgvTE60Kns9IQpnNVbZ6MOQ94PH7Rtvz8WuD8Qmp+zpBLHgB5OyFhqL8SHEbhiNiJ3bedBIe7a14iKFbZQ5EtGRBw0l7Il+BLPkgoMI5unUmnvH9wvhk3dJCcR/Zfj2P339zovUk/A0JWWkd54S+ZJ4RlE7x9+Qfx05LencccJw3KFGMosGI526OQiH/Tk4sDSUjUBWpb7C+pFYy4g3tL7jRfk24TcLoOL7/KlTu2nqc6kkw2kLtkv8q+EYGxqDelnneCHThSMQOaHAbeYhWbzw9LReahJMGcQS5t6YR+pS6kxborJaCjtd2ObGiCdtGdSEu+LKctkYDEvzCAiips1JncoqG8hMd4eVUQFLGrItjg63BYES0vD1pEXBZtC1Z6HWtHa5A+9e2EphrZXuD7FjMdFlQMt9H/k7yMp9kF1hRG5GaReEncL1ZA+JED5pK/OavmazJxAtJ6qiDZPKZk/wLKLpF3stoErCj6pQVLMjNzgvkWuYZFBmDbCU3oo6Yg5yIyJvtF0Fjrg64Ljmis2QVWiymAHuglZ+iqYT0ru8YWLxsoOtynRni4sxZUGr6XAxztT8KC+4GBSH4dgUin+mxVUJwhYngaxCXGm008iMQkn6t6zFa4ddjSonf3p5QyZEGFoncjsZ746xU/pk2qJaUvNlOlWUc6XpZbcnbwSPKBiNpnnADjcqNzopYl2+MfwAd6xEMkctkFGJn/dE8WsKjhicAhwJs0Z9uZJ2J3eETw88jBLO6w7jaDyZLA96D2Qk+0/J+/4VV2O7QJvIZy40d+DTJr8U+GsUVDbCTgqZ2IsGnyrcxPhTf1BHMLtxfypuN37cnPLPir4O/uoPfj3znVltMm3yOIXjwzg0+DjB7GS4Yk9DR+dHSzHz5gP1QgvFYoAvqoDK4BmNfQ90LZ5hxDw5G9zO4H3+YLY7YY1NR+oZVzCfT9Zm2QCfi1DnL8DLanA6pk/OzVMvdwTv5YWPtnhbTl3CZ3/Qj2C4sRxa6RxLWfFJ8cUUwQJemuMCNgCvbFX5tNRD+hqU0jEf3KNx6mT4mS/f38qF/ieu33eRul1ivnHD5fmTMn0ZIBHV6FGZpvTiKSCLmgUKsq0DlgYqi6KV5YlXG5fAlsjcn54H7OtvyrMEFLDxzzmwHoUnO1oelBDWsyMxaHSOzYjTqHG9gk+Ye2UfxkO3jHZ4gkbBZLF1zRj26XgoMoW1wX4KmdqSk4VbwlO97Zg/uECUpHfWO7Ysy7I6z8t10xckoT7JG9accQh1h1iBzzwQiSyWzZKLIw6fydugxsZicbPCw52qQdg71EIpxhpw2qCXxiyV4Z6FNZylRnwT/CnJ6NOfw0wSBDaIUF61cbCYMxsN86BPOF1yHwfU10CfhYnRufMoD8Jhxo5sBy1gtqRWix+cdQebuJ8Jv/nPWpfkihJZ5JuyphN+pBlmCKsKupz0sR6YfTmfP3M6otCKotvk1MptGJ9jZOU7k005gVZ2hjXc3lEyNbW4sLY3ZDyAxeOEqouF0P0GPPiC8T2g7IXNlAfvCeOtCi0pydI/6SMJQzOEO0KIUdrgqTeiL4o1bgu6dXhztu78+cX4pTe+qxK74yH8+qj889AM1Xsr/ON05nTKWtxbML1gJRmUd1V+WLBR0dtiPXIarA4fsjF8MGmUgGlPquYmzw26NVY1wiW9mZdCc3wWbg4DS8/GdafxAW1SVDgIfpTK3QpPTqLBwxRL6gZuivnl6leTxeovjn6m4a6sRgyjVeXsgg9LmyCXzK5iYi3YUF7ISfmvpmxOxgFVuBkc35ztryd04Tcm8yjcnweft7S00rFhMTm8MZcip/OICQ3q6kw3bJ/cxkK7sbqjx+Thjjcox4aUxao7BbidzocvSqusMH78yEb4pWZa93NMHnbjj3qAVurdqFM4VuXl+OAIQV5ufEgqb49a6b8thm3M24mpsZ2Thyl7LF5HYPrKcf+BlmCdOaW5rzSAuZhJIckmbnvgx+BzfkkGsllrlplYUhbmX8Xpv12g4HdepDycNS8niLrBzBNPK0R0CGdGLvdPU5oELTpP5fJIMZCWuhi/Fh4llfYIeBN0XOw/yVNibIZYULwQ6pf7tjEYaBFiWLpKS7v+jUJvlDMLH0A5hKFQ2wHpYMTQQLQSngQKJ+EIakGekykrLY1qYxWjmCMLxJ9Jhd65RjbBbg/KoyXDEaGWg3DBQsgNm+EiiNeMfB+ZBZU7AdgInuZEISnJS7BIcsiSAaackYtxt/ThyKkDWnSGDIZNKIKv4M4EeeHhD9rInQm2wXqytWxva1Q+j4kW54xB1IpY0GrQCjwDXkoipaWAjUoxAYwpSfV1gVmMZp1jTkoTSgc/QW0hd2d/BA9NyHORKFGPnli+kDhPrQjOWJ4u4AKlCCqNFyYfy6/inca+ghHqPAN0pJccZNBTlyAiWW1hUMtnknBjMEMoovh40GUxotFCGBagxpSD4htSJ2U6Z8nd52Rl3lSF5wqSHx5XlMdk8hU7AsuNMkD0iUYltkBegnYYWwz+6C/86db4hz91/vuboq3wtMX/+E9G++3BP94cO50NJUalijG7wNlAjdYnP66iP1joARDYhFFfMmVgREoaxkSApQ4N1DNPLZ/Dg0WBLnA4GxnrniDdCWKMtlCHum5oKcQanDEzcmclWaoAsmcTl/ZkEBOMhRwtQx9NuLXgwwpT4PbZedQnGBxaKeGMZbCCR1eaOsMdXJkWrFLYivKDIP4axF4gFnoOfAk/KnwbL8zyyVGDeSRMVuYrfZu4LfwIxjp4FqXZBAvGSiKHXMzHahBtIhK0Wrk9Pnn3SS/gc2GRTN2owQjlc07aHtRx8uiF+zn58M7uRz4iUnAaL/PkYzkP+8atLVwEysEMx94XSyq7BSuMKsKHPMAr5xO0O9UuuUfNgMjzrHyOhDhiBOVCNYIAUUrwk4wm1zsLoK0km/m/cf2ui9Q8Fmydek5kyc9AwLAbxMkmSo80OnynMCNYnJgH5c2xh9I82CJ9tUQEn45voKegKw+ybAEd2NnmgyMqI+4gP5CZRdHWTNHwlh5a4bD2Vzg+qQ1OAe1GnIrdEobYu3DMy9WY9B9L/WgukCMmIca8V8rT2DEOL6gpC0FuyjxK6qdiJsWiBnymd1stylpfpRFSkXNFG8xrlMCZBjdXjpZxHecENP3N3tRxGla2dB5fBkge6PtOPK/vF34hcZPkJgeMgcqdeRU/IljnngJdHKQyrLKVneXvGadtwnCn6qRrw1YB9XR6vz9oRbh/Vk43HpfX3YjB3aDGnWdbLFnEjBTMBoRGxmkf6U6AVzYGK15Q0oNwFUV8wTB6EU7vsAecg7Jlgfm47MWrfgfNgD7zfOV8XmClBeLpymF2hULIRmknax5Xcq+wRtCR9L9DMXbYThZKP65pFgVpeFgawVqjPZPpJ4D7DeEgJtTyZFmhc6PJJ49unAYvlk2Q+M66G90FNyG2RmOj/mnwD28b/8Ofdv4P3wt7Fd4fG6onD1t8/nC4K20+8Fr5WEJ9GrI34rhiZNTYtkwc8QE3vWQY/qTMLJS9gc47i4SwLkT+Yso6I6AuQ26g9c5cCy8N70/K6RSuPOtV8bpwCyQ6BaP6xiIYHJSaPEpf6ycxZitwUsEW67Yh5+RjTIgX7hz46ye8AxTi9WCd2ZlINb5H8BlBjcLt7pzFuZ+KOnweaZvVNuHzw9nE0AjssfHryzOjXv5aeL4chBjbszBnpdfFr+aMJZlZZ8qKoJdC/Bps9QZ+UsN4Yty98TnfGR5wE46l1GncdjhmIiD3Dfq68YjBqy8+LD/zOZwRSqexz8rsDx49Bbl/kE8+l7OonOuG6xNpUMOZzXn4lqYBT7DZQAbdvuQwYCMzq74T/MoOOMLAMOjQRBjnC3ObyDnp7Ex18JFazfUv5LW/d/2ui1QTmGcaQU4HkUJvwhwPHOGMwoOJXkK6qZUSKfxcR4bqpX2HpKp9XVTkpdQmTO1onDDbxQp78GywzkXlB75X/P9L3v/s2rZlZ73gr7XWex9jzrn2OWHfe7FBIl+BChIvYIkST+AiEu9AhSoS1JCQeAOKUECiQM0Vy6IMupkok5ScQNhpwnHOXmvOMfqf1m6hjbXDRld2oCQLhztDOxSx19przT9j9N56a9/3+46JWEF9UTzYPhM7dEH/QFYmVmpJcnFo0Hqga6P/0HFeQKUwch51LeYYcBjqD2o/cE86QK3Q+4RWKOfFS9PgFsq0xnGpq0wSYgrQRFhhlwdkEtwRW9RCnvwi8HDqFHQzhk9YGcLnEgyFQkdLZkKpJmNhfx18cM0KCJoIPXuR5ExfuOvgFGebyjAojwNeJcGmrdP6ndm/ZtuuGytSITY7TAYtHvT1Al7MZ55Gf7CBWEPKJHqBMJ5xcOfJiAJds7BYglhGZ3ikpPmjNugHX0X5Xj4YAYd0NMjZE84IQ2wRZ8r5ZTozKqaLEOOcP6KS0dulZ+zGQpGZIoXvN/h6cp1mBHQQE/YQDm20kem9IWmWnr5wDswLNiSp0mbIOljxfkV27QyOXGwluwdfyuI1g5BC2I0aX+lx4uGUaSlMNMM1KR96Ttq9QHwGQd5AK49t43/bld/6UnlrwS8M/uQF/+/a4PHO7Yc8sdy3wTqFrsZ4vbPFnVV7oo+eWRFLK7x6WjvuCgNFVOgDiiyyU65kgldhysT3DY4TF0eeMHjyKBtjHvR+Y/qB4NS54XJyRZsloVChe7+aSoG5Mk6haCDLCYS+BBhIacQzI9BnGHZ7ca6Cvzby7nL8HSo3lk1sOk8VljvULbs20elh1DKoByiN83DO7yoaSvxwQBu4LyyMj3LwOILZg6/1A23Cduwog/smLA+qn5hBTCNipQAD4ziDUvLkbBGM2mizMB4n/rURZaAzaAHHmXQJHYsfQ3gbG752ync/wkdj7M53ctAprB8TvLuXzugbXQY6N8J3+pqcZfHFg83XNfIg1amt0D0y/BPH14s5C19vQnkukA6uhAbRLQswGTzG4kkCnhVAJf2fpfDNnPgXPH7SxIkRgBkW+8VoK5wd3O5sqoR0xJKR1sWyfxoHG5M1j4Qfjs4YneydkV4miQxe6+mkD8tQNpWMrGgUEEVWA1V8KKGNLnfeQ3jFyvJ6pmxdV6eNgVwb4hnBeTspF/stZe8FmVDXRvGchweOxEGPQSFl0L1fQ/axUE+zrwicHc7YQAJRydTMFDQnXbsaGikaQToRi31cqaRxxcOF0PsX8EYjk0jLuvGaI8Gbsihiaf8BvFTYCkX2bEsCm1aEQmNHUL4ymS580FM52Ek23nJ8Bj6eDIEvVcD8ggRJqrfY6RdAF83T6KyK75XlgzRVPa6ruPFEKW4pDl+BIdRRMlK3phIp+sFnIPtL4XVl+SU4w9B6uY9XtlyOKQwVRoyk0NdJqxBhHB1Ob0jYRTZJg+QvzyS0xxYX0iljEw+CqgvXBBWLC5uDkmzGOTJXysvkWAcj4CaK1MLkYCFsCI0klRwjOMOSYNAndwGkY8CuyU5EKhpwmxtv60F7OSeT+eVJ4SttnJzuTHfGcvrKOdChDrEIK7x64eY1L2kWPcblIXwiQ9Hy9vky8Z7JArqEpyiyFrVcJtkCRRXe8t4VkYT5Pl/gzl2v0F/gKWcKNFYndZdK+MyC6+J0DfJjSjnLQC1brKgn1Pb6niD9gWWluCo0aDr5IkHMyeKZF0HJa+fOC4tMw1bAakXPjpSMtOm+eH/m5bf2FEtxCOPrwWnOMYM/+aqcp/Gaxi+X8ItiNFPmS3nOxRRj9IWXCbsSIsgs3FSJH5OcUtXxVdgsOzrhnTKf1K+ACcdTmS48VRikqrP7wiJYtjjL5PnM2Jn1Cs4oVC7PnivPSOtDXxvYQdUDayDVLhxTJjjvTWm6oyMIW7xW4BI8TBJR5hvTkg6TYLbER22iaBRe6sRNER5I2wkPvBq/krH8xY+f9CZFzerJDaLVDIxrAmuxSINv+EpMR7xwXswt3fmEYhg3q6g4DQXdkDA8DPdkAvq50OtUGgDKRZ4KzA7EHfcBMlA9v3EDVRTTBJUGN1Yl6UCRMQ7RM0qjAXeE4Y0Vlbl6ro/ZJ6K4ICq8CKwFu5CDfyt0UZbVK6nVuXOylZRJ25qM1VEUc2HNwS4FxdMLsgrv0ZEGIo0vJWcFwY/4BlO+42mDH9ZATdG2Q3dGLOaaDB9M2QmBEZ1t/QYzCmNNdMvU3lUDWYF4onxjBdb35OKFED1Pq8TimNmTN5SHwKNMSnSKXtOVmhfrmzqlLyQCXQvxd/CRby7GmtdnIMLSxdk60p3yFKpXjDsiTgml56rLqgUTQf06BD4UiZ1aHkm70GsBHpNxwMAIuV0m2pO+FvOcrOIp/VcHjmx9icNcLGsghow9LXqx0GoUuzJ5PNDI64pZ2G/Kro2lYKdeNWjwZNJR5jJOq8R9w1vQ5eRHL3zBeJjwnBOksGby8w558tWe9G3gB8izomvQe/DL9+A//+nk//nLzv/jTxf/8U8nf/Tj5H2+4Jdf2aRxLuPrV2FLkAT5CnMuOc+vGSBItntT5+gwb3S5My3Y4401CsM646WU2Bie6tQAttvOa9UsPKvkqcLlUvxl2fIgDfS+nHsxrmgrliyWgleSQr+SgC4IO0qThPeOCIQTx+hFeL0cCygrf1CdDRXl/W1ner6O2QY+Jx3wV3A7BF0lY4IqmA4+RufjfcHcmbIhXfi+ZdK0nCf7dKIPzjHoNihrIudJU2e8GvNI8YGWVwZqtksZ6wqxmAvYFBPhKcIoBRmd/8WV4hWLwl3j6sKk7/+FU/WDR3FuxSkbfF2DpwSzTb4CpyrdJ9/FiU/nORJXdpPF0EBa4I+SHtBy0FYnOpTiyIJZbzgVP5554wA0x6uAdXacqM8EHJyeGKw54CHE8KuE/ssfP2kz73UOZSt3JJ6c06lk1eGAtB2NQYyVDLrL7c7nASYSx5J+liBssq2dl54UU9ZcbGpMgznSDe8a13pYYA42KieDqspDnB9UiamYeQorErfGVshMmxBqU159waaEwzaMoUlrj5UVfVtOv9SKAGobO4OTlM1HgMp2JbmmqMMANvApWBSWT0oxXByfQjFB50qllQ1oxjwSCOkFSnXKqQwv1ALPmae2ezOeI9ILJo0SSbiwJniJvHCnMKxwKyfLjT4mancazohU2/XL2ImTEluSv2ey2OOyjyksSkLYFtS5c7POKYraYAyYUSGSSr5aQc/KujA9xkSXX3k7iptQlhGSiKQAhCRlG04BuubpSZAkUmkgIinzX0psBTkHRjC05NEzMhzRa9pzuNpP2AOPwabOsRZ+SdEpDVsLr5HtsRmYSvL4rlN+hLOqcL/Um8ugE5TwVMKpJl0hgqqFEQFlp8rIbkDbeRvCSwRlgedmPnA2giXZevu+bPDloHnlDvz2b/2M/9sOv/mzoFgebH7xy+A/f7zzJx+T87jT+wf/dWWRM5cnpftSwwrGps7ZlNYXXS6JfQkshLKSzogIKbvcvkmRKRVdHV+DUKhiTE/IcHqg10V7a1kIYol7YiYCzCfeYO+FM0ZyIVVSSJFl/fX5p6JMIteHUjbmfF7bXyOkpwlaO6ECS1LaDsmYitzAlndYi13htju/PBUpSrjSIlMDhkxaC3rZkI+JN8fEuPngGUq4Ee68hTLE+bocrQ2bkxFJlB9zENXQkTNl2zZsJpKq9hcDy3tQb7xs0uzME+ZarFGyMCxKWZ72GfL6HFsmR9xehsgdnSc/tM46oMSDkMS+Nrmh+uSQB5WvWIHRCx6e89EIRAK9wTqyi6UK0iY+8vzQQvlKqpUBrOzE28SehdkHJs4M/0vNvD/tk9T1mP5iTadgXIdv0CAqhFe8NFzTSa7XhbuT98xnrEGQi2LnwDxPOZXC6SAsiIkvp80ccDKdG1f6sQhDhK9h6DI+kR+aatj83zN3xmHBqwO7oT1XzRDHPRH5kHPlI/eDDJ0TIVQ4wr9tWmw568jtuGXVDKwTcEN5IFVTmkwD3RgzvTNOT5XSuWjaroBCpx+Fw52Jc7Tx+U4y9w2V9ufec1NFaio9QvRa7oUXRpeSm/+tcyxhSUEvUY8seAOGGonnXQwa71dxsRyoyewTEZzguRZzXvigUISMnNfEtbPkQPWEdVxToHyXbCu56Nl/m1G9AE+vTGbuErT0OZE3mC9SQEJ+yBIpCM1TUv67K0fz22O7TrCUSYKcPj98QWLgsXJ4OnJX60uYLtTrJLAjSW/3b6ALyk2orYBupPpDwKBooZjD+CD6yniMcXLGyVpPNJwinu1fGidZkHWHMQZDgw8GPeDjT5/8l68n//svJ//+j1/8338e/Jdf/Mj5CuxU0M7XlvbLTmGr8KiGNkM3oDUOD6IrUyq5O1RE70jsKaiRlHFrFzClcxC1ssp7apJEUDP6cmoYaoI8MvUVuCZYRomsD09glEyXla54sZxx4FDgLiRPcCmThWjOAbMJXXAOqgUlTRu4BcZipU3wAtII6I22BJ0nZT1hTUS+8CrBn77y/i6RJ6rjNjliUEOyBDo6MJm9EC/nw4RzOH1kptkv3enmVHHazEBW0Y1ZrsQEFvCAqNxPTdGID16W9phVghHvtDEZ5/eEV9aZ90VFiLVQDaTmJi9SKaMxf1Q8dt5xfumDOIBQnJxDF+CUF0MD4sk5C89X2lcen/cyucytZ2UXIWLia7KWcJs7YyQWDZ8UBFVhrUX8OKk+EJnfwk//ssdPe5MKUAnunm0n0zuTwKSgrsjzQNYrHWZhiCRBvBkMq4Rc5s3wq66+SEYUbDRmBBrG6L86fOkmjDWBlZQGW1g05LNqVkV0wYpMDRVJVpsmt5oAboLO4F6D/3UCNSnuslLxp6q5KjrItZHpVC67Eaob1gUtWY1LTKz+6gOPmIz4AZ+LYkfSKnRBeQO+57PEVN+uKPj0UBFptEUE7zv1ssjOj4tUfs08Vkt+XEzPm2AMNj1hvdCe+TGsQM6EjhJOufBSBjzjli+kAi1nWZ8LemFHtgpzow0lOJnAfiGqZhT0LQgT1Ncl7c4+d9YOGVdgVZEYzDWyL6OV0JJQX1Mqd6pXFhkHcRNoeqNqyxhtTX+NNEG1Y/JgtYr0O00C2EALvxI73fm45oPy2X2M6/N3EoCsluMugSXtuuKC5YaI8bLIBGYLPmyBS5IgysJdOfbB0u+xMFasJMzrjdkKNFg1mKVglp2Bk2BuG1qyWjrmAl34NrBnwDN5gT/MJ//7n7zz//ovnT/+L5M/fHX+P9P4z2vxh2vx43HnOTbie8H9lfR/GdzPgamyF0ep6NWeS5lxWjImEwxCjRKL7wlu7ZXhkvFkP0BM0984FvkvT2xN/CPfQ7ENFPq2Mdoi5kBNKPNF0YWbp3KRgvAG57pSkINqAZoEk6bwuowgsoIVv4FX5caJeaWFobwhdt1XF1fzkCxjhypRKxGDTeB+S+N97453sI+dbRWeE87noHbQ1bDprKh0z9+735VK0LQQKHcEN+G72Kj7ndYXbxhb5woxnXzEREvO1EQLRd8usY+kJ5R3IiabFEJO6iP4cttY5cEuxtLB2gIpnXgo73OwRs/ytBmPIogGtg/YFqUp3p3GokZhY2Ms+DBFLqlUBWDRV3C3mpT6CSInocL3XTFtyCNPYETn7sExJxbX7PjXePy0Nymy6vnQD2YRxv3JVoy5L0ozimTUxXZLiadbsGn2bFcY1Nuf+UkBklFz35XBmww2LSxdoJZnCmkcx/XWSqHUHNCv68IPAveBtvQQxAZs9apq4lvbz45AZuW9C/+VoI8db7mpnUcga+QquRpFt/zJ8UwPiILIoIji3WhmGYo4kq9nahhytWMExuReC7e1KPMDuaIhARYHoUktyCgJYcttAiUYUpBWqKKICyIFCWMbO1WF5gWumcJnW0tlsZGVLKNzU7DWeNfGaoJXwfTAcGwEeGHfdlQKIjtSHH48KLGIa15jpfIqGXKPKHIqzKBTCb0h2rmhvBnIXhEptBL0nmm8SMauaDgWkScMfRJzEM1o5fLHtcXaekaxe6E4xLxhxZjxwp6OSmd4YPLEJBtPQvqQEDg1CMv3t6CYFiA/I1PJG7sZ8AKbiCpTK9ua6YtZoKNAa4Q472dndkGY2OHc/E8JX1RGCjJq0lZMwYYg0imxsFKx3WAe6BU6CEkHegaAMG3jfSjPUNo58fHkP53w9eODr2fn6H6ZnH/gbZ4sb5l42xNgnN69ymvGJW1Y+HWdK8aaH9kWkJo5UcAPQJyJCPPuHC6U1RGpdK5rSSQTeqMgJU3AEou9H+xectw+s206h6BLWT8MFp3qjkRFb3mPjqWI54JadnB1qItlivuf4sP5QOlMPvQk5IV2MHeoTr11QsFN8SWUKThPzjOwIxXFYTXP4/qOK0BlCbys8GQglvOwOsG18jwkX1MZLIUfanCOzoe9GM93cOXQlPdXKVgVXJxFZYUxA0IOxgoKLQk76thKnFs49GewjslcTzo144rOC3HZJ6rCXbOwkyU8LaD9jP0l7H1Dj8WDyjELgxcnZ45KRkd8IQouiukNQTmi4D2Vxu8B2ip9RdLbr8++SYFdMqNPIepn6f8XP37Sm9RO4furNWMhbK9gRd4ocw3m1ZNnLEpVYsA54TgBP9DzxUZDUKp8Qa524XskUDY4aRE0UdZ9AxyVYBPy1HFZje4al4YjBy56VmQZsXY4erIAtzQVRycVMRe3KgDMmVOIqDkI1gpsrHDmmtDkm9cpPFVSXpLy3aUTkieaFRXzx6/eoA3ClGN2RjhIpbRE+gNgiqwUvkWCBFkMDjoejulircU5c8S5i7CpUHUQkeqyT4brmStTtsWAdy4GRhjb4dwlmJobsZdbzof0jbImTKVFRkyHTCgFLyQtAVg1eXFOgB7M7tfJVjF9UbVw1MLT0/U+/JOyQbZ+RkC5ILG0VCHlyoOvjDgZnJzds/WBUrXgvgh/4YfjsThZ6KWiCVKv8WeJ3rU6WwncEiCrAr4GKpNNBeKaMZ6XW/uakYWui6hePz9lOAfF4W0FpezczYkSFNup2jgEwoM4U79WZiGIzL8yeHHgZ5qJiy5WEfiuUl1pvLFqDgjfZ3BG8EsrfH068nFyHCnk6FHYjsoHTtQBP3RwOFcKDo79hpcBY+RJyAS5268QUZ/t0ov8/pnveRJIU+SKrR9SEH/LhNg9Z1EPSdlluBPemZd5/PBFBBl2aJN7OBRLc7NVprzY6sq2tyzKI29SBz4OuEXhsSbaQCwtAJuSM0kvqC6coO/OfW34GtgKthDMsnOzXffPe8BWFPUkYMyArj2D/eTBBd5j08HGgXehRBa2hwVzLvw1+U1NvVdf19oQBTwoQMNSZKSLNTtNTooEW8kG+7yMs9fNhkimCzcVnjhsIKODLzpJmB8dTDpTQSIotojT8fGVr2x86KCwcTYDG0m6IC51MizNnD57gxtX2necfAN5E8TsfCXY1snGBJQZzmtBodAi1+xf5/GT3qQOJoPgZwq2gkow1pbdvZUS7vDgHMpkoOWBi6B1R6TiLM6agoWx/3Bx2IQuxtDMExwa9DUoNqj1RhTjFZfT2+M6PTm+G7DhcgPuTBnEdCDbL7YypTVKzo7K43NcFRcx9YFcDQuJScERnYg5OnZCClUrWgyLmiF5EdghSAEp0GIxeWfZht4EueIa3BpTUgXlM/N2AFScGt9xd6VQkGGo3oAd9Qzhy+j1Ayc3pGMVzjUyKFAsj0xfbtTINkAJOLiEHRXWvhg35yMW+rpjo7HGC0Opvpix8PlLBh/UHVZkamyMxMgsQI9KGUanEH7LNgw1cTErxQ0+K2MprIGuRVmJ2WEGL6kwBI3CfKQPaaqz9g21Nw4P5gSxSVx4pL15MkljZYAmmfI8I4gSeFN0y5ywokZEY46c91ifRCl0u7q7BlES9ruAWnOBrO2OOsiYGIsDA8n8Z3FYUnlGsF4vXiSQ9lnSF7Qm2C0LJ4iMc/DCpPL0Bq3id6fHneMDWr/DB4g4bUz2p7BGZevB+zu81uIYhY835Vkb59wZa/Ff56DtwjkzCsVKQwVeBPF6MZ4OdkVwBOhsqBqVDVGjlkZ53BERlqTaVR1uayV42IJNheCXGfxybhBGCcNiUdX5pDoOf0OjUMoX5ASGsAr46ExSZeohMJKcsbmzno23a2YqS3lReO5prJT2HQPyZNwCu2WB25qwdeW1OmNa5n/pYjAvXFihlKSxnFPQHOrgFaqDb0GrmUvHpWs6dlBzVjhSdrZZ6JFoM+8bQVoNyn2H0kEXE3jGkRxD21giLIMxgud0QhuNkw147PDmG0RQbXJKgNwRr8zIRPLNChJKrY0+g7NP5iJzqihsPigyiBW8SiKwdk+j8CTnyVs4X6Qh0VjHxocPYMu0ZJLuAhWflbIbczTOlyI4Vpw6IscT8Ss+41/2+ElvUiC8XHh6BTF+XEFC/AtN0ptBFUTfkKE0jhxyzn7JzmviIriQEGQ1RlzeDoRYNY9LT2fEk1iLosJEWSUwUSiVdVwsqjgJzsTA6OImBfTzjQ6m5VFjfCTF3OQynvJOlCdLNY19F4HCV/KHy4XxKaJY128iiymOiRJnGnURReqZBqBl7BZoP7IiFQdRvKRBLybY9iMfEsAdrTe6L0QP7q2wPAf5FukrGgywI8WNtkF05JmScJc0UB6Si7CWii5jvZTmTtidYFLy6MhUy4G2yDf5ss5BmR2RAe2Ea3lyOmEzZzhxZBw6k1hGhFLipMSBSOZ8geL3QjGltAoMVCddHT8HzFRV6vgg/IMIZ9MUTEhRIoT31+Sc2TFVSQ3Yi0x5pmyUGdSZ76NEpKdALwEkgHXKJV0fC451/Sxgpc2I0S9ximw53+QEXSg9qdIWlK1mBa8kL/I8KGYgsKTzeZlfwfKUpcQy/CXYe0U5qVQmB6zBs8PhB//fcI7i9Edg1aiz8rrt8HUlZV0+MnjPlPneQIJ7KZRR2IohmplaKlnPi25MVWJ1JCaDF1GEsU78452mLTeQCJYVntwujyOcfuKykCpUOojyo2Y0+/DLq4Th8sGIhcyvaQpW5bmUIspdQVcFnKiLbWZEesGRLT05m1YsTsrTqEtp/Qc+pTNbLayecSO+VXpJIZMMJSTtEeneUIYsRmSwZo3O0mzL1SUsFeJ05Az6cKQFpwpMS8pkUVSdj2hYNDRg1A7m+KjM1wfuyvLPXoFi7Gh35FaY9ztaGiyl+smicFI5X86Tk1Xh4M4qDdcX69VRg60W7iVwTbFLNblKrxQjtVroZhCWCsl14LfJoenBHAquwknjq76ydb8fYGm6H/Vg2wFRlIlijFehy2CL/QovzdNzt8KT+FZ8/GWPn/Qm1S4dQifNiHHNWoLBKFcZO4KID4LFkNTmz5U5UC4GcyJ+skderuGDHeEcb2R33ZEbzEf+ZATWakCwDSUis3+IvEFwqJrqwW1lLPYai/CMEbAhlPJIYrAZfimhCg1ZGUcxURYzifiWFWdEOuXd4QwlWqCyEwXWTNVi1tROHMEmSYbO33FdDCt9OHu3a26QKsJ7vSTzrwPoWNw4RpB5DMpqndI8F0M3CjVnPJTcRPpMwYLkAj0XGT8eibNZI5CRp9RDgNZSa87gJhXTDUjaeKBIgf3PwifjanPunrEj5VMksqClAtBrybYIAVvwGMGxHimHtS/4estU2eVsZRFh+AKZ+Slb3OgT4uWEOV4WDxpLlcMXTnqpWALHQuWyGABLnE2SDmBVUzPRL7FEkLiuVO3izfCWH9aSiuudiIWY5UQmhFUvt/6YzHDWgi8CTRtIetBQLuFDzVOlJn1hMnF9gZ2EwJySHjXSovDYM3ZJRlDD6bIjp7M0sNkJrQwKcwmmRpEFOlgz+HCuWJQ7VW9IbKxVr1ZTClC23SkNuLf0XFwtzeVnpgAAW1jqBMtiFqW5sUee/Jc5Hp0wyYLD16U3SyVKlIqrsqNJPtnzZ3YEXxNKKmiHP5gEIyYfh2MKKidOMOpCZTFWGoGtCfMZvK3ARPD3TjB4iGNvA2nGzQRz0JXtuJsZ2z0JMe47yyt+SeeDB9sOWiITfCSujLHBYiVzUl64doJrvnfRp3M9yRay1S+YQOptB6U7/t6xumgoJ4LnkfI6sDl3g5t3rIONoDTYqGkUP0GqMqYjt1sqdDfhhnEsJ0IZLGxPTZOfldulGt4UvswABjaEzU/sCdedi08hZqO11GEGC7tveBVGkyubPDjtC4RhMv8v4pNSwBSTDezEzxzEp+OlX7ENQpPgtYHNRNesKym33IzVCw+Fj7myzRInd6uMEIZX0JO9CEcM1CGkwRx8L8o7GfZ3k0rI4OUBlnSBWEERg1pRn4w1kQLbuHFIQ+KdUIhHgferdfcQHqfw0sLonWpKacI5lOqDUR9EH2ziKStWoa2c27w40CasIUjArdx4jQMTZ1c4ouRMRIXigxUw1cBXVuGarYqTXOjlAXpcDF4VaImcqR1GU24++TpJA7R3dkuA5d0XPwYQacJVhCi5YO8BVOhTCHZKnOm0F2H4QmW7RI0nTSN5bgpiheITDeVlxurZrhRJQK6QiscV2ZoarxR+mBr9M3crkhT/uTnHNaQ3EUY4cn3BPDFFXN6p/D0gIemRc9hEWGQozAq5noezbSn7vanwg6dX5yHwMklO3fqeVpxDPoixEMmjV2w3FEd9MkeFlkDQbTWGDeYKighhQivOOHIjgSNFMgQhgVmKSw4p+CKJJBhVDWUwpLBWvl9323jpSTg8dqVO4b0by4xtHSyrRECUTqw3wt8v1NWNKYWID1QErw8qBR8/QCz2+uBjfAA7WGB6Zkr1cEKCLGOuweWEJPgqXH6xT02/SCKCgAzhrAHHpzUhUVBFlbVORAvLDdOBLGOS5kQxyd85rgscR0X5DEuVstgGfFDSJjAXtcJYDfFAOdMOCZSpLCvIBuPolCawKisaFgX1d6QJcaYXM8/YaTimOetMT5F3gzXYqnHO7BNspkz39DlNz9Ox3vE4UAlkpamilqRdbFIZayC3gl5YoVUNfTUGz2uVrNxIdexBanp/lBQtSDgbjeMqBItVwm8sPnLgXR2ZB01AtGLhxFJWcXQJpzh7OM/rYyxvBTkm59zQS5/pJvzK0AkpyRqEK/OapLllNtv/1KGHUoRYG7ZOhjm7gMrkFGV6mkOLKK9YlA6OEyhVhIrxcU4oi36FDIqk6/9CtQI9y8BJWpFIuKsTTFmsAEGYkmmYVRLbU8Po2plL+G6dfF2C5rXJi3FhXIxZHF6TqAXcsZfwo0/QyU0SAjpf5zW0B/yDW9lZIzIwrGXSZVXFT4GzYGLMOPiYmQobKO+ubJqngxWF5S3zZgKKGCqfMo6SRlfNrJor4gpF0Iu04Ay8O3oD05QcxwgojTkWr2JkzJGxlcEc6VUZmrlVPlLAgAqbCe/T0/uzBdYTVivkX6kJ6pHeEoQqFe/ZIjSSTRiXEtE8hSk9OxApkNCetiYVdO04z4ScN5BhPH1iLVh+0Qc918PVjaLGjM4Nwa0Qrpy3Dq9Cj0lrC1NldgedODvnONAi/LgUWTksPjTjTEbA8l/ymkZDL1L5dUJYGWy4QqgXqaKRTMEtBK85h2BG+rZN0ThTzt62BPlGKsCeE7iDzcnW4UkhtBGWceUUQVfl45PO0gMOoRbBbDJYDL2z5pOWIkqKPSlhGZvBJCxPlIrAeGeJoVqZvvi4Aj7hgFVTTRaVxcBbSepIgMyZ6LFIr59s2RIjMrajyY3ZPlg9EuflghVlxcKonLMTJRURzQ1XIWphxQDX9LOtDNdbMVGprDjxsFRylplzJ438rDznnH00qr0Dube5JOPzZFFisJ7Zhlsj2GKi1ojtHe+ZWCzsLF4ppJKJtApHhTqRke+xeIajFRsptrhDOS1zwzDm5rRx8HJDdFF2x7sRtRBnisFqKchJFsYAcyaCVxqb5GZwEtm6M+E51qV0dbRAXakIfc6WFAhGSsj7ABqqJ0uDsgaHa97nU2gbWBjnJUxSlDXzd8jsSffQTNo+F8DKkcrVERAExTDZWOv4tdb5n3S7L3oOyn13dBk1hPMWhCpac7Cd0emKBxTdcCZTDL5wtQNhrCDqRrAot6DeFuo5pykKRGU7foYvZ8VkAV8DCMuqyR0CarsTR6aXfqrcPgKi+bcFP3vjOd/RGagHtha3FSxfmMJ9E/ymbDMyaZf8WarKiBN5KyRaPS/CPtMoWSlIdIzPiqZeM5NUK/YJ1ctVe6cybe3BsOC+Z/3nLFqkEVKlsllNYYgGyPjWRX4/wMnwOwJOBlKCFQ80GqIw2o1hxtoiDZKX5HQVZcXgw9v1IXhK2UMJjL3cmVFZE8YS3rRgJZjRiQu2GabYbmjL9lUpwe2iojswzIhl7Bjug9ADMeEEnhMOv+IGIlVya6RKdK1F2YJb5CbeiTRBR1p+qy7YA3eoXXnzO2tVtGbVGCsDBxsQ+mCtwui50VeBUi9MF4JFxpy062SwVSCtfDmnC3iF4L6xcaO2yn4TmirSdhqWXjERQhwxRzQgJksLh+WiNOYH59lZsyMe+EWjsFca082Ns98Sq4PlkZog3PBudL9x1Bv23Y1g8vBJjUBlsasTPhJ9Ew1eg9quhUUGocKIA7c34pwwBuHZoiUc5YZhlCnsa9ICvuxB9+NK6v2SZPlheGmYpBwdUsSS3O0BMRjHwCM1ce3CzngsqBB2UooiTdFV8DOSPM5nUSQUq1QGLrDvG1UMLQ5Xe9k90OtfpC+7suaJP5UlBdM3NiyrpLbT3IgxWeXkbouiG2tGiidmwSbsG8jhmZK9UhVZYkOo0FJYMYswY1H7SXtThgYejV5y+a5siEg+V5ILuDjT7B+SbEn4ZqjfKHSHuQRqT1FWWch8p9xT4NEuPdfhEKrU+j3CjdUV6YrIGyK/gcuGn5PowU2CWQdSnIWxC5RSaFOyJWOO7wNXoceC/VPN+hc/ftLtPq0FjXXRQUH1O1r9oL9yTvBtDRxxeYckB6Msyg5yXpw+OqVuqE+KLI55+TzU8atSUVG2W5LMZb2BvggXJgl0FN0obpw8CUAtXfCcuSAVTSXgckCh+v0SIByUFvgpiH9SLJSOMC24rXwda2RQHBFo6hjYey66S4JtF85+acAT9pOrtYHeBX9vmK+stiJlzYvMhtrEGO0z9PBEa0XdU6JNbk6tCBp2QSmBdWIYsjnWCyUWx64YG9ZPOpO4N+RDMmRSBalKnAsToUgqAZ+lECOJELmx3kAOmjjLGkMHnO1aSc5UEERchuxrSDfi+rqy4RwK5rmYOB3RjLCfBvtqSAjnN1eOpFfJV4YuTq5JZP7XXvN3HEuoVvnOF+8X26lf3yiA32A7K0tuLD+oNUgW8ABTqgFD8LJgXP8Gw9nztdsHm9w4eNFCcBrThLIU0QOX9AstV5Yk+PhtBC/ZGRLZLou0otsWuAtRA3lpmmlXsMnGGQdWviDzPYWlElhLZebshRaTIBjq1JqX0WJHZBGxKCgrFGfS9LqeLTsQIRVfAy9G3B2+OmZQvWEyOUikl5hwi8ZrZVEkYhTxpE0h/EydrwsaminLeF7wLfFbbwbPG4x3Ab8h+o4azNnQ6Ei54+sgwqm6c7fF17GgVnx2VBNLdFeS+sFK430rSHHKy9lUaMAPntErUQ2qcjucZzS0HqwW2AcQkplnK1JmG85dGm6dUQtyODWcaEpV4Z3Gtl6ICt4Vq4NzFVZkXBDLQdYlBMpUBSRRXuxOBuIZYn4pQXeId24SdCJDOiVPjPUQumQ1frfCx3Ca7Yz1BFVa3JlxptcKKBhYsNZGcg6dh7zxEXm6LHrDvcO9YrMzexZY3Cb2FLwGO4U5Bi4bYYHPyVaF1TxjhCQVnecVHvo/NRapjLRSmihuxvAP5liMupAUQKVBMi4QjipmG5sUtkMYpWXLAfLfrex+RFPYNqTd+KQzCMZ6QQuh2sSLU4ui98t37TNd9OTvFfckcotSxXAvFM3nWwSmPlHrFN2IpXRRTuCXopySGS9UyxT6blgINw12NcIV6Qn4bFye3TO4iaO7Q+3Uds1SliAvReykqrNJSVPsfGVbj8GIDn4SelIF3tZiLmdqNkjDlb4K3XMRlJWL+8LhFM6o6ckYkyUnr5LS4Gy7nEmCd3hzZZfGKsa4fBziHS1QpKAIpZ6YOOrKHBPOQLRT1BG1FC/IZ/yCIqXk6SMyAuK4WokqeWmr5gY341JramWpUqVi0hA2tk+CcKrusV0oxZAinEs4JnlKEueHy7balWxxSBKqLACFKV9JvZPBljMwVkJMSxg68nopCFYMkSfwQSzo8SImGTHCRqyDpU9sVFY/sXHiOqnWgAzdW0xEnGp5Mty4oaexrQf2Kkg4JYJSHhl5UaHEV1Qy9oRIv8q0BeVkqZB27Ipby9N5W1gZ6Lbjuiga2SnUmpX/yjgYrparTUWfmRgcbhzRcc3ojhKVDeWwTJQVAZWNwpYRDyr86SMLuJPLjH29Y0gwVfkRQw5HbCH6kWrPZRDZpI95opFJBd4Wr7XyZ89sx8VWCFNOnAHsunGrt2x1HxuVG8PJ97fk7/exKD4Z6lg5U+H5nknfk+DQq9bPJFKetjOkIR1mZMRL78L7HEh5cU7PwL8orHXDTDL64EJ7Wc2fVz2BKchEb37FFTgVoxWh2KDoB+R2n95HoAxFJpzREZ+IkeQZdhYTLYo4nPIOIthF6i94sinrRCUFJx/x/mlxy2gVXfiajKlo2dMm87ylWnBktIiQxamvxU7LkUoX5pYbk2uhffKV/pLHT3qTWjJwcc5wPApRnHPlxrRW4H1n+XfcqZjkoHT4ixGZ4lTWooWgfKHYA+Fix3lBpOMzc3iMlHf71Xp5+WJ1OEbHj5TKmi5a6dmzlZK138p++4qBUxlTcK3Io12Kp8kxDs6+sJVIGK2ppDGMel5+Js0E0+5QLRJ1T1b7r6q4JjKpz8A/QM+CnEIp5WplCTEFRAkGG4WpOy0MqblYKTt1JN25u3KjUtai1KysPVKJpXNele3VLy1+mTKVtYR2PBAfedp79UQPArYJUx6ICGU5OlP5ZgJhiosTksGVw+EsDqWyqebrAMLSsU9p6ObEOSnTvvHzGhMhkBnUSGPyio6t3MBohREvph+MWFcsxuCI+LbRETBPvYQDQrSNK8KJmBkXMZjcyWG6Rx7k4tRMc11B4Nx9so288RHltRZeO6WkOOFUYS675PQgpmwh3AROLfR1gAvbgmh5HZyA2WD0waYzYfgxMR/My4jerlNH1wOTtEuIKlqPfA9HQiCGB3GroELvK1OdPQUhvitEGk1fkYPEPmDawboL6opHRb2imrObs6Ww4CFwa06bnlQIF9SUYzqvmZV6vu6ORSLDXHqmMa/rFPExKPpANdgIUis7LxJIztvGFFRTHxaRJ0e9CsoLYpSKsvNS/l7mafZFOQZMZy6o4tQYjNkpY6BFc5EVY9UcylXgTYSBMWa2HudzXM3xvPhiQK3KXaAI2Hpi05nrQlIFSJ15rb4MKJyxMWxx+qTPqy33EGJbzOHQsu27FgmK7tcsq8JqB71P1ihXHDugqS6UUJoMygioyaQ0NboE2z5oTCqRXZeWLVTf0mifDfWgzsW8vgUErBICtQrEHfrE3Firc3encjJlZGr2uKU0TYEGg/4r47Fr3mNjMD7naX/J4ye+SRkbJfutU6Cnkmxcn9lt6zT5kadMQivaFQklWenfYdLpPHF9Z6yvLAMQfHb6MdGbsSwNpVaDUGfpIHzySafQEMRgunCsynmWHC43Y5gStREGb/LkgWPRkR8dcaFEQzQH0CqaP4+MRXBeTAkKldM9A95C+Ere9JWNvQgMx2beyEvyAkAmUWGUrFTvlvLjY05GKE9SubRiEcPQGpmXxCQkTdIvGcyafqLUEQv7JRpJx9aPiUaxnbRKBlUa0Q7qNPQl+OUwN4FxCpMnJwnXnKYgxljwthT1YAtFr7TONTWJ9jVY3ZHwZOKN4G0qfhQqO4yBBezSeCEYBWkK95MqgZhl7hALzomwXWehB2ogK4il6CXou1uhFUHOXMg4F0zhISl9DtmpGN1rQkCbMKkUgv1RMNkpRegiia8pQjXntgl9woiDzZxSnHY5xMQEX87Tgx6C2gQZIDtnSW9KQ4ld8VFRdnp/4CEMC+YesASzja/WqTpxn3RPComOynhOGo0WWTWbwtZXnhzlRol7ooS8w/GBhrOFE1RqFFQqFCfeg5fB0sHmB27XDGYuZE4OjI8+k7joKZ82qTxKduVPnAcBK3he7cm47ArfgspksvzJrAVtgii8Uag1r73Bht4MIbPNEFDLYsdE2axQS6SLui3UJCNaGMRr4Hpjk0r7ojSUHkJ1I7hRZ8/ihWB7paXkFPiw9DRlDM21McnF47ykOqmyNIJCqLJSioi2kkbeYbkhNGNvjtogJA204ouYHe0N6QJh6IJdQVwYgwsqnaek6FDVUlVKoFqRuOZas/DuSf5gXgzFM9Odxzk4ljNWoDtoHzxMUTNM6vV6an4eZOEmZPfGUMbRUXlCKzQ5EZznvhE4232/VL3ZvhcrcC4WBfdJlYUsp9wKl2Hn13r8pDcpPEPpsnYcCEGbio004s0hTEnJ65JkfStGJVh84FclJnpDEUzqJU8lh7/PRCKLVnTAcmFcRNGICdq4odRLHfipHgRF+sVkHx1R5VDlK1l126fng8734lDiW0UmesUDSKBin4Ldb9QDHY5MZXEyagNuaG5lXDZSXApzgZzOd2WD+Lz4AK5kIr8mMqLoJAe5otl2IL0sOiJvcCkQi1Xmt98BcFfBzo5EZ0iGIkqkoVBFKJtxs6unjjAkzYQANSblkiS/+2ISPBnpKVGh3G6MtdhOwSUTjasZ1oxeBtqccnsxbVGpnLoIyWpQV2E8C0PzdYhdQN26EZFbmeoHIhk5keGSeUN+rMk5AvXcPLgqyZcoEQuTYLAuh1j2h4ukR+w1FssP3CtWBlUmqhlXMc/EUfkCZmF0STI55AkiP30USQVkFAoHcjfQyS470oW1Rp4Q6ytp8W7ohCjB9BNWMt6+3djmDA5AE3dFcMb1si75jNqLsA/kI6jXRuFFOPOuSDCtO+1rkt6rZpv1IBLNZ8byIFFQStWKXa08Iwkfx4VICiZPIu+vEt+eQ0MQc7arsFJAzsmcTvjBYjBHQaKmDP0jkHNySWyZMrE1cApD8hovy9FQdAuWPFMYIiDyYsni1pVlgdecUU5/cUbOvkYE536jqWKSlI05J2umnlQV1F7Xm1xIKWRaOHS7PFtsCELRnFEbjeUKLzhP8JWGWpcbZtkaFmbOekthTmXIlu9rW5TRsVU4NX1ydX1Je4hOIhZr2y8s0QkYqlmM1HWdWAyIxsOUCCM6UIWvPomnsl/zVZOCimSXQ6DYjTtOu1ieRXf0zDy7KIE8O0uC9RyY+9UaLKm8uPTj+lA0avodpzH11xNNwE99k2IxYsAOS5T9WmDLNUuZK7E5vJGnjZZS2HlFyq852BBsnjgLn52It3yTHWJNvhNnl0m/30B3eFxDfG2ghZf4ZaULquXwpUlBI+OniQc+glgZZWGkFQGFlQZ/nLf0L/B5yy50S7PpUsOovIhvTLRlwVLFj2TEDRb/K5VL0QfsAADrNElEQVTyqYEJYZuKTfiYg7Ml36/chHoZ9qJUdk9SuJsQbeRmcK2XO4VNHox+iVOAnSt0ERBuvALm3ZltsV38tNciFWaWKJQtBAvhy17ZdWJkmvCSlPy3ljEkX6gkJfXaGDyopdExSi0sCaYP1ur0NZEBsQpftNJlEWzQChGTWIPBQl0510DCYat49ytTSlmRnaUoDal5tlI2zITdnFUSe0WcIO2SNk+mn0RLgcdvXgT3Yp4ijLnQpvgX5xxXG7MLhztDlEhvK6cPWg0Q55MBf31wgFGu2JB1B3t3pC8OPdjCqBilLDZt2KzcQtD4gpWChaLFCJlEgxz9L+quScBveQaGe5L5L9PomLAmGXVR89R9X1wF1yshs9tCvDGKI+sgxrgQXsocSRcRcyYPZktBRQYDRyo3JZfswOltMkaSOIptbFapJrRZ8QkxgvX5bqzPZ5H3u5QgdDAk6HqVdm7oasQbECNN1KtlDEZT5iEQV9xJCMzc6L6Gcq48haay8Yp56ek7a7Mz3DPgk4rVnX1tuVbEos2KfJ8nPcZiWtIWYgy0BuJPpFXmnKmAvKJ1NvXMG1GIOZFyslahVKFOZ5VxCWFyDVutoDNJ8KHXWEAaLz6oWOY7ATbhvgsPE3gIq0XKwSncmvIdwsbgtRzH8RX4uObOMThE2XTDLkuNhaB7QT2yu+KDWIugg3VaBfGN0JoBr1tBRC/Lcvq9di1gg3l4KkDF8LUy2+zPFLx/0eMnre5rkpeVocx9wZnUgX1zjr6uE4RidrJmavozlMN4sLHqM28wMp+l6DXDSboe4OhW8T5BFVsD0MuPkNWCapKsQRme0fNlTjqF2hY+Ml4vcLhX+MhlwjRAjRAnhnCThuqLY/0qVFmbwnBcBNOc+Ug40QLpwW5CD7sQKte/MpCV57QU1E4+eyJ6qRsrgyHZKkA3mh245qziM2DT6kbEmSewJWipND1TfTgqH5/8P1JOXGzDZeAz2yuo4WNejZBcG5oITw8a6bnh7U55LvCTKUKNG6YHp39jZCD8Jhs/MupiD2GwMb+c8EPOCkWEvhU4ArWZkSPXDFqultsbwqv49f5BFSWqMnQhw7NtFzdKUWJ8sHDMBAunR0FbpHBm9px3WqExWXH5FYtSJC4fCKwL9FlFGdHADnSCWUHFGQtWM/CJDcUlQzk1BNGJi6R5sq0MHS43dLy+cRd0V4RGmZMxjWDhovmiZ8JmimX1jjmEMU9HyBmaELjC5sb81ryqbAzOb++8pkkZz+peQT1zd6sKY11KEZxgZ7eTkMo5J7tWhM6UAjqQIbDv+GEIB9MCdTBJuXQ4GXLZFdsKPgd7uTHPk6jKnBfF/pbCFl+VWCm3tqKU4Rl/shn1vEL+ihCqEIqOLMSUSqwMhV8VYtnlFTuQVpAjrgl0p1mGL5qtdEh43u+iypRMzmUIlS+4vJgxkNsNOY0aOWMTFNmdOITdhHPldW3SmDHAElC7+mJayeFTKlpAlLcIQmrOaRU0EvyMCs3AJVMF3LOQ3I7J59lOqhHTKVFYLQtu1qX81Uwbryr0cFQbZWUMyFnTUsIUKgn7PT/Fs4BUUHZiC8pajGPybQcRQ7XgsVAq9mWx5oKnpyvQ7thaxAa9Tx4BHzH+51b3uRQWQtfsrS+fKaQ4IKTSMOr2eROCUlHJG/iDkTy1MujMdJZrDt65UEUQqcBpJWnBnxv/nqxAZOe2K3MKY/g3hMvMw27mUIWkcz6yP/zZtnORi9B+LWwEvipG6svtnvMSxCifSKaS0md60GgMGrKT8h8hJ7Yr8qk1uKz2EM4Du85igy75GwGsCCM0UU8mKbmCLK/n5eYMB9J4+DGFpy2QDaxdUYfgV7VdykZzJea1aTaFki3Zz0HpYKUw5HkipI9N9MHk4PRP4vtn3syfEiKsZbAaUk/ipajJNWuS7G74pF4ZTrKRLdrII+s7KW9WFZqkBHb1AadjC7QGxAdrfSTf0JS1nKpJhPBzEb2gYslJtGtU5VCqsM1c8Jw95wBk5Mumyl1O7reCVViWC8AmwBqUIMkF5OazkBywF0PU8E7u7mNQ2ehkoaXnF+wcRJkpXLkl5kcRHsW+qRl7d0a/ocdi24JHOGIbgnFz547xG8bVdk1a/8OUcgVaqmSQWtuz8DGSVl9DKc3IqJCdR5n4MsbMU+FRzpyVrUEMrs8pW+yDSaykbQxXfHnOcnpKzV3SgzXXC2yxxqDKdcjukjNUN4iauUrhuAkPVTSUqYGVkozFb49r4V95kptMGBNzpx4ZchpnyiAg41RWvRSBllo6UMQqWnNuXFwppgQ/Mq+BZsiEx8Rb3kOBX6BrpYcRpSWWTTx/y2pM9SvY0RNfL0quXMJ8BM/HZMhEff5qWfKACW8OfDjSO/5tg3ojn6FkiCaSdpIgT3zX+VokcjwRsFZnWmTozGcWGsqQwhlGud7KncItCjEHvDtLJDtKknAkwnAcfBKcjB8GdggqwiZBrQciA+kZrjjC/sL1/fPx096kWmFrKeGe55WS5CsXPt8542Sei8e1Xk46sj84L2ftqjkXAGXNO0hhmaKyME10Qd2TVwcLv4OyoWNx2xXkycczNyFFuIuzVmbfigiqO3HNunbs8u5kOyzCmbGuZk+2LU/8ej4P1pFS7zdx4iNYM8u5AFQKvZAYnWOCH1RRmmygmjk8Q5l7Nveb5YnyM1RCCCKUG0H0V/7cmgFveup1UWiqp7675lzDqT1bRCIGDO7uKSYAGB17KWt2zvgz0QzjaiVFJvTmma5RBB44S2fekutAFEKyM7+XYNNIv9Hl4XgyiL5RzkxobV5oK8AnWirjs31wCpvlZ0LLTVDX26UeDJZfCcfNmAK+CmgQlsGVRQwwjgV7MWoDOIjpdAIdC/ssRORC7PjkyyftgKySD5u4CscZ9KX4CNaqvFyoU5LgPlbCHotCG4gpPSLDKB97VrOWCqkqgBm+vzPF6WdjrZbIHTfKmjznolDYJKvg8JNThKML7wS+XiwGoxof7eRlV9bSVW74ujw9IqxW2UXpB8yyU98KQzqnLuZcKCtJH1awOmllIrIhoxGmhFyfpyh+Htcc7ypqYiJ4rm9cab5lxw9lyJ7Gc7tRJenry5O5GW4sT5oH7oyZZvyvvhPnjq/KmgufA1mLGpMv0rBd09wqILoRVJYMZvkzTacLlrsA82wJzpHFb9x3qnYKC19nWjSuf2ie0SW8HH8eeD+QSxIaC+y2WDFpdgGBzDEZCAs/hDffKNPRvmAuZj2JO/irIh+JE8v2XMrKMaFvwoe+XTNc5b5J8j+1YMCannMzzcw3XFIkw2DFp6Bc2VS+jTfOz2JXcjZet2y6ykgD8BI494UXx3XgzxRC2L3zGYQjvhIPVkEfG/cmPDBGBPOYtFC6pwG8838F4sQZHKej3DGMiWAle7fSvhJXr0lELxFCIK+PK68o0BN0VnI5e9KmYGvh5CxIH4U4gslAHMYLSn1hrrQZhDvlmte4OGvPYDUBhgRFTr4TR2/zkggrs91xqVD1OgWRg+rmaKt5FNcTIknrX8PQa+KrVaDmDR7h9MgFXSWY26KPV7K+fCV2bmW4Wo/Bq322ZzaiKMKN4xJTvaFsHrTVuMnCpGKSnqftx6tKEuVlBWKjrIBYV+hdHl88LmVakyS1I0n8ueQkIHgIVbNBdJrQ1ZCZcSie4meqpMdixJ6b5oI3A72n9L3HYMTJmpVpyqENK1AYuCTyqoXRh9OlQ889wGUlLQKhlJb5Tuc12I0OBrYU0ZYbzZW4vFbepE2Vm1RKNRrC0kj5y4TDlQG8a5YcxVJQMLrxiozNBk0WnmTC8dI8ZDYrlGXYSK+VLqdOQaOirwNBsDV5EOi12K6hzBA8OmYfFC1pzL7yqmYRTuWirARRCnD/JsihGlMXvQevVXlprmMV4QW8rjwjiZGsv8jNrh8nWvO14aBhmIOfksIiEYqehHbiSHXGwomLAziAYpIJbtUIFfQMWpwgC9sOGhOLE7TwcWVdhV70eRMKk5ysPSEKD7Xrmn5y168k8vSNUqF4YbDzLoocSnhwK8JeBndW+m5nI0qlKQgL00Yzw+MS8RRBqsDryTkXR89U3SDfr2WSVgDJBd7khouy6aJUMBfKqZgIU5LSwczwzU1mqigLiJSkZZhCCHqOzI2LxcFEJChbUktaBHoIZR2ZhjCcfkaqiv2XLDGWKK/iOE/2zZGaulwzy9iYCIYIg1QvRyjNT1pVtqqIloTeSqFWY+pkWWG7FLY4NHVMFtEDw6lksrR14RZ37HRe0/iqQtlAVHnfHWmVqga/pnbip71JSb88Os+shgTYjKBhvfCgskGSI6TCds/jrwR44C2YpYNmdpDFYjao9wLbRN4HgrDX7LoQhdPzNPwRl2RcP5s7OQhOnhzAYuL8CMyZm17MxW5PQicSRj0r3ixzjzxYVKwGKhlpf6dh1yao5ECZC5O0rcvr4PlHT2CD3eCzQSEIiNFcufnIFFfyZwsf30b2BxAr6Ou48D/CiqCFE9uk7gUaaJvoQxFJFlpcv17IcDYJT7IDyto1++v2eaR3YNL1OmmgHCv/3ViX2lEEve08tsDXk3NlP3yoomO/bFmVmxWGCb4yfDEWaaPOeyc3xsYnHxbbDOKVNHIRyk25wnM/e1GXyj477+7Zs++cTHZGQF/rAuFODgLdSp5+YqF2CSBiwptlcVTIH7oc1paAXCINrQStZFJvX4Ox8mtrVJzKbDXne5qup9XgKUAMxsfA1rj8QymgGr6AjZ6ob2RmSAUKvpKxQgxEbtmmjuuKutm3+Z1uabH49tCGhjEJHkhGSsjGHBleFpYhizNSwPAB+JgpYFFSOw1oKMzz+iDyHp2atoLwz6si987bC/ZaWFXR2L55gvLDyQutFWjcrx/mPC+1qA5BXdBtoHbCJBFIsfjiL4pmO6UOoffyqaW9Pvz9ugYKbD1Vi2Si790rNW60MD5dWyE1bSOxUgRkMHTQ2kbMABWGkMGnZWeEs9xZR7I2KRdMP/LX/si6VK8jkx2m4zNjaFT0kyeArMIIZYoiLTmaKQw34goZz3U/OzXhb6xa+LiGGGLZJv1MbSyAUTMoUeAV+bnQDfOaM6zovGRlyMPszLNS7KpuRRmiV/jnRDgRs/QOznc2F3Tm4NYX9Aj8ALfCYqCfoZh/yeMnvUnVJld1mw5t/w7cT5aPrBStcyxhrYJ6ofqLRRBzEWVhLaXmEs42G69r3uNPTRxMvDH9Tn8KdwuIiS9Sfj4Hj8h2YcaCVKSTm8WVemqrgm0oG7f9hTZHzwfbKkTPxSmOQYlCnQL9A/eKU9AKJye2ZQZVrcZNAs5JUyVEUhRBjsj2tsN1ekn9bTraV2REiUyhDMgpsODsFysvN4H+aXYMGFpwUVwboy/mmeQHP6A9J+cGtzKZ5AkiWs6ZAiHm9wkNPVO+bxe1WTA22dAlufGviSJ0dUyT3IAXOEe2iPQNsUZgHN5YcVIpTA4On+z74EaqE80V98g2r13zPS+oJh6mzZUVqgtbDeZ7z3wgyGOWSgobIs3dIiPblRLE3q9i5MHrfs02IqhjUiId+ds17VMVeC7WZ1//8yjPYFmGJn6Qs6k+dl4T4g5WviNaBupRlIgLfTGdRUFHIerOMHA1pti12ZOryzVTKgZo5S6PFBZEigfyYx0gZxovS+UxKmVV2ppZ6PWFesV44ws7MkZuJMB7AiyJPkDS2M2qif7SN3YctRuBsFanBfhcNAqb5YVlAOuKydE3KkHbMhqj7tl2OhBea2EeBE+EYM1GcSOY1BlMcZa+Li2QsvwylkteV36eECOThc8Oq/Mj0MUw4L0VFjNpFpYUi7IGrtD2STuzY7FfO8OIicwjr28ZhI6kfJRrzuSNGLBPGOcL50g/pQdjLTTD4dIzVARxQ6YxVSn7F0zTz2jhPBDGXKQUDBZnKjaXgrSc8YXDcrxX+jLcknTj8UYKvRSYSCgyKhpB6Y5e1JThwHNSb2mzoJ1E21ns3LYbiyRxhK2L/AlIQdcdl89IlIpEZa2cw8t+dXquFuwsQfE7rzDYz0SnuVA9wCblPGle0F9z+/lJb1LjcA7esQVrGDwFee0kyTsYU5DaGCyEd/oIKBkq2JYgpzBLVgX9essKhoUiU1FOpLwwc8ZVIFYErQUpgku2RdQdJJEsS6CO9Kmk0CJPTfMJejqLD4rlYLRBSsJX+mnChBhnZk+Z5rJ/Wpr5toJv+Rz1WjTEshp6joy/2DxnPjcHd0OL5GmmKk9TFsKmilogdMJKLlAe4DngXA1aPIlw1ursoRm1jkEpPMPho/KBYHEdRzqgBbQx29VnFrI16cIpk0BSgCGep10LmiWtwwUeBSoNJjyPBXEQGtksnwcy9RJZkMTvZ/Dakow9rs1JEWwKe0mllGBUdl6jYmtHpWWKbwhzZjaTTM9TNblZz8/FnkRgyUqS9eKdNtfFuUuRg1OJ+inrBp93LArlm8JmUCxl4ze3nN2jeChFXiCF9iHIfCKuhA9inMhcOQeVSjHHoyEjq+saDpEcvWqKXeF4VhoxKjI7R33nMybBXC+/ijE9hTiiJwfOXBnjUEKpkoXGzgeCZzioFLLsX9wsTbKybdc07qCvlUGGHqifWNGsk8RQTzzOdBCMN8lWrynAk07JpyjGOlNgtG6WJ+RpFAuKdELemNcyNTD6yIQDC6FIp9TJzp8g5MwNFA1DimUBYdAqtOVZePWBXNinTQoqytSDR0A7I+ddhyAz2yfqfhEsLilPKCZ5uWfPIHJNKHLZNwTpkQcNg+VPqlRuCPKdgq6EXhchZsb1iAPVebVsgdm20k4zIjMTSs6R66U9TDbOoIhRI8VgsrJlfaZIj8AIfkQHuARNBPVCE6ehcBqmyjgKNk/Qgzk142NkZcq0GVoFmcrQM5+odKwtNjFmNUor1JEns9OMQsFF6AQeLzLgu+CxEbUiqxBWr0SF/z9tUr/3e7/H3/k7f4e/9tf+GiLCv/yX//LPfT0i+Af/4B/wV//qX+V2u/E7v/M7/If/8B/+3Pf84he/4Hd/93f57rvv+NnPfsbf/bt/l/f39//epwKkqOGIdMBXU9qV+VhDIe7pVYJ8Q0wgUiQhrtgMth+N8B3uA9FUOgmTexgSgYszbNG74iWr9PDKHJ4eLSA8roU8DyPjIim/ZGQWzHoxVYh2Y8biY74w0q1uVbCactea5TvonvE6avRbyQH0x+R8RZosx2SQSbKf6s8xD6YGoVcHKxI7xNXukU+xQJHLXyewOiWSwtuumYYNkiL/Jle7rPHFCnYRzNumqT6bFS25PDcjK7w42c75OZPNLg2BWi52g0FEHv/7hGfskGsu3Y2lH3SbBPf8y3F869k9iByy1/j243ePS4oMMnZu18mwOEjkgjPKBytOdk7wkfMhdZANYyM+3YYmOaOQZAJfOkqipwIkQvEFNbacRbhzDyesMKNcn/2TIDLLiQJborumpFz9RCACWcFwwbxlnIIMvMS3oXVIvm+FA4vAOVmRVnQnQzCb3xPb5AlPnmvlCdZgdWBL5FHTiQYwJmUXjlj00xC58+bGrkGUFHKqxhXvkMSAGpZtw6iM6Rw+8s2xwVZrNr/ig0HOO2S1LN5G4G4IySs0Cd6DPGkvYGZ8iU3DY6IhOXsaK2dbMVhmhNyp/JLPvlATEKvAd1cReJEd4FpAEyfm10kkIhORpwvdGp8RfRfJk3l2Ggtd8CrKO1lvhQldBiqBh3LTG6UJyxfueUoqnSwsZLBK8BGe0ezWKOloyItoBWcsDgpvPyght9ype85AvxjInLjb1V7bcOB5Ib6M7Ei4N3pTQrN7YRWGjBRHBZfpL6+vpBs4bILXhUu2XSvjG2ppRqVfAjLxN24B83ZSSpp4pXX0SuaWWFQ3RCq3rTA8GBxYwE0aHoutCmbBeORn7JyE3JmSMfEeHXfHinIfk3l5AX+dx3/3JvXx8cHf+Bt/g3/6T//p/+nX/9E/+kf8k3/yT/hn/+yf8Qd/8Ac8Hg/+9t/+2xzHr5Qcv/u7v8u/+3f/jn/zb/4N/+pf/St+7/d+j7/39/7ef+9TAa4209WytnNyFqj6YE5QXkzNELIgoxHe/Eaxk9GuCGgRtDrzZRR50G+w9Hs6sKrxSZ2VAXXdEK3clqXq2+RazCIHxJFt7QzMMQhjYagotgVVXmCFKAqqTAmWB2sFViv1luyM3VfSKmIRz87Ns8UYBDqCu6Zyql8WKOOB7AUNeM1CJ9sHcrnxgxzqvsmOrFxsP8nSegNIVt1SYcWiT8++dTFedH70Gz4NkULvg1gHodlWUWCPvEBrbPRL+msh2MyTHT4wGbDl8y7DrjC3SqsbtjXGEubi2uzPhPGaoCkO492dczoiG8OUvinDVxqjgeDgwNma8LEub9n9Rlupsjq/h1JvbKI8vLDFV2rt34zK8ijJPPSslItmpVdViPkCcfoYnL0TeiM8n1N8JCYrX7TAlsFyjoB/ITw9Wd+Y6361znCkPKlFiJ0cPNk9U49Xao3XbklAYIFOmgqBIrvSeTEjX/9aQdVJU//GMdSY2d6xOwX4rt1YI2Ms1AOPDyD4Xh/0EcSQa2VVQpymwaEHpSTyplPzFfgkvNHnpBRlkzw1lAh6nPj47BsbIcbAKZEx6hKFZGoIS5wRd4iSuU0EDGETYzdDqjDVc7YTgpQ9gw+X88YLFeG1JusIhtWU8EfgNiF6+nMuX+BcELEIXnk/6EJl4ralBPxmGbIoAjtXEWF4KF0rzzKJrdDQb4XhwcLVc5w1hW19xxeESWcsoCtRKuGZXefrRfdJWy/KcLQJrQQfkom/MQdfFug68TNrtKqaqDsX4AMZSbpIo4ujOPvqOZ3z/LwTtw8mAx0zlatLeUbwYue87gdlEbqxEYx45+VOWTBGukRjbUQMQgvLF8yBMghfyExLx5qL97lwhFMyxqM8B7dNsA00nphnx6FuaeatTFyd73jn0wbzlz7i/4cHEP/iX/yLb//f3eO3f/u34x//43/87e9++ctfxrZt8c//+T+PiIh//+//fQDxb//tv/32Pf/6X//rEJH4T//pP/1av/eHH34IIDbdQ9RC8t4NoUTVFl/kS5i02EoLrS2AUNnjvt+j2T2DT5QQ2QPeQtsWN7G4aQmpxKYWKiUat0gcsV3TGo1d9lRrC6E8IptPJQoSohqoBtS4jmSx31qYStS6h9JihxCzQGpY3cO+lEA1aq1xfxCihImE7RaqREHiTg1qBvkW2eNeW4hemLCaz002wuwaP9zye40tT/1ClGahPGJTi8dGqJRQqSEQpiXMyvV9EgJRb9drbPn+FSlhtYTJ9d59p2FKVPJn0fI1ZS4GoVpDkChSYt+3aHIPqRpaJVQkimgUk9hE4y41jO9jQ+OtthBpQW1BsSjtek1mIZXQu0StGs2ybmzfJmlExcLa9Z4IUarFvb6FIbGhsdktJGuEuBWi3H7F5Skt37NdEryz8yWK3MP2LcBCqgQQZo/4ordQkxD2QPPMLhDca9xF4tZaVGshVoOqIaWFiYVYiSp7cD1v2y3KI98z4x6KBWxRy5cQsZByD4zQosFmodtbCBZ7aYFoNErkQErivhOWhqcQiL1KXg+7Bk2DTcNqjSZbVKlBeQsTje+kRtEStdRoUvN6Fg12+9V7U0qUUkITJRJaWoiU4LaFbnvssoXaHqpbvkfVQkSj1FsYGuV6jiQHPkw1yt6i6RaNPe8XiF1rNC1RSwmSlBcgYdryf980StHYsLDtes9Nr89G8/k2ibRsE1VqqGwBEk0ltlICLYES25afvUFoy2uWZKjGGyVqSj4CketPiWpb3O+f603+HRBS9DPoOUQsX6sQqi2EGjfLew2Rb9eraYvSbtFuNUQk3kqNLffUwIiKxl5qKCVgC0XCSg3TfB9LBjUHRUNLPkdtNaRuoSIhm+Qacf0+ReNmGpvW0FZjK1uoWewQioRWi6b122tqomGb5uskU6lklyi1RFENVQlrxNYeca9blH2PKhqCxL7d4nErodd7aJTYRcJEo9CiSnJoPq+vH3744S9c7/+HzqT+43/8j/z85z/nd37nd7793ffff8/f+lt/i9///d8H4Pd///f52c9+xt/8m3/z2/f8zu/8DqrKH/zBH/yf/tzzPPnxxx//3B+A7h2NIIEr6Y5fEjxjsMKZcyFzAN8RcdDPzpKDGo1SHkSkADPmYuniiJnmw1hZibLzKdW6C9CcM4Sy5bDd70em+eq62oCeZb8EXzxokYPX4MYMT1xNgVvkKWmNwfpYEM7ykaSIyIpwHQt3SFucwaWWloDhW5qEHRjZ/op50ZKBi+3JzsjLoH7hPt9y7hLGc+rVZpkgFdEFlgqutdLlPqYSZcPbpOyNGc4a6SPCIZ4ZVz5QRAK658zp+rp7CilWKP1Y9DgzQnxG8vIiJemnbrxisPTJoPBcQqXDGFCCOQRQiEYMwc9gzUovj+xyfLtKCuMB4coehUrDWRw8QYKBc/pIRE8p6E0oPpP0gDKv+C2NbwHYGTUwzjT1jktk5U+m28X866g+rhH7jSoTqjL7IDaQ5dACmWlQxReLAaIUBUvpYp645XW1aCYa79xYhB+wIFZQhlPmwa0U5uqYGi6JFaoEzwPWzHZxkEm+vtIA25alcXkKUQaDAetgEXzEYMVklJVpwSU9WxK3b7Hd7rBWcg7vXCw4BTuTqHLEILyz6YbeFF8r4bTxwnEmkadTrmabO7NDj0/z/OVbjMGMyZjJdXxICmq0LG7iyCtVcicL8UtFuRKqCg43aEN5o5I2hoVfFonpwZx29XDfOLuTecyaiboOKimLf0nmqGUzKrhFpgNP74zpBDeQYBNHEYrnNcPV9i66s4sRMdkYHOYpNonEmaHKis6Dzptn52F4Usc/Sy5VR3xSLFA6RmWtwV0CyiTU0EugFWbAb2CxvnH6ctsuyFYpAvEIKEKzyh4ZdCoLClveX57meGJiCCuc1eNKwb7avodeUIzvs2VUN0af1DHSIJ3OROScjJdTroae48wtMsBRBrTINPJf8/E/dJP6+c9/DsBv/dZv/bm//63f+q1vX/v5z3/OX/krf+XPfb2Uwm/+5m9++57/9vEP/+E/5Pvvv//256//9b8OQLv6+CEzNwg8eWvZY8r/xE6RA0pJ/8BKEsSciSZyXoQvfL0RkYZgF8XKgyFPEOOmg7MaNneMF8cB5ju3AKF8k50riqyFEBx2J3awdce3FyE9O8yzMMontyr7za0YqHIc5CZ3v7Pd0mtUMeRaIdPXcOD2RHeFlgF3VLlUc0rIG2U0Cl/4oLCZYHLg5R3hA6Kzr6RqZ5NqJahiXF4eVdCZeRnjRA5JdZ8UaitgwqaGRUk2m1XaLmwlny1cw3FJ3JTo4Dtz2uXmRyoimgIC/1+wNSnaMsagdigncEe2mmGHpUB1NnmBNFgFjxM5PwDwm123hmcS3mqcfhI2aV6oM5+3CxCTmzbaEM73yjHTuilcUt+28ZQ0aZoF92aw7rhf5A4Ej+DkAyL1Xzf/AcjWsr2C13RChfrqOT+6NMddSraUbEfCedlGjxQv5FBcM3F3LoYFzxB237JOKsFMPznHHBTbaHrFc9iRg3NNSsVnq+2Tfbd80VeaWD06pp4eot2RCKS2lCb3nHlFLLYlxPli1T0FKeH53DFOdU5pWY8weciZhvcNjngnXk71bxCQb5QW1/TxTDx9Et4hCueWHiAgwzYViika7VKZNdbM4jCoxJUTNUdSS9hqfhZlR46NHouj9EvxmIYEYcf5AkxMN9Q6arnR5qQ2crMampFOV3NWBFQ1U+0VIoJxFXWyQC5817oYiHYX7lUIf9EdRIKTDGo0S+JJcsKSAPH0xVc61FzOxWC3VACGwOlxrScZHSQBpwEz9VBrOmaVGAviF+hw8J4hrFOImpy8qY14FTrBR+08R8F7gChP6bh53mcxaWKJjSLLnXC/SHw5NFGZaP2Bas56DlxO3s3RKawt39NcC5OqE1umdMsUajNu3Jn9hq71a28+Pwl139//+3+fH3744dufP/zDP8wvTGhibA+hlJwDlQZNDhSlSSDyYuLE5XBHDbspqotm16JK4NIRSb0OGkydCX0tJ+c9PU6Lg1UMUWHqyetwmihNDbFCEtYNUVi2iCn0eEdegWlBaFQpqcKyLa80wNe6evkgW6Dz5HzlUH6oMSXY66XqK3tWOE7Oyk69AEKS1AB1XAYi70BwTmGNjaE5OzBJT0dIDrZDCqe0S0BqKU9cgVSjboWwjbzZO8MHZoW1KcsGZw/CT17PyZKJyYFocuGkZEChiPCj7AyEUgsiTiuGKtwEYl+strhHuSxcyoyJjHTMF10wlaUpezXz9Gxd14aGs6mlWdveke1AvDJn4SwTSs+fJ8INYejkFQOJDIIDWGVRQ5HeuROUSPXBc3bicsXneyeJWyIoerBX58M+ezTC4Tn3XO68rpmwx44SmE0eFcSPFH6syyRioJLpsGddOXTuIKIc5Cy0uCFDk9WGM3zCSkL3KoVTlPAc3F+v6HpzridesumjlkP3OWAeKTLZ1sA9sT4aeZqfMlBZbN7RlRpJ04qQUmIsaCUFFx9mOb8ZQl3XxihCq4JIY4pkHM0X0lQogh5c5dcAF8KyOjxtskSYsjGIhJDOdc01AJmoJjtFuBpZ52U2noOInvXpqkQoqF0y6hPINWH5C49GeOVmacxWckNR8wzVVKGSEnupiQAWuSJ1umPFULl9SvzyvBBgxyewNT8/s+y9jpJaUJGABdaSFD+m4D2RUCOMeUXGhAR95WueUvE6857C6L1B5dss1dcVV0ImVQ9VZhXEW2K1pqMxeAu4rx0Zi3JPJaYyabLlax9H4qhM6LLQmjWhfDvwpNhkGRynMGYmeotJdoB84ceOiXBeOLbNdsQnIRnIqD1YvKi8E980m3/543/oJvXbv/3bAPzRH/3Rn/v7P/qjP/r2td/+7d/mj//4j//c1+ec/OIXv/j2Pf/tY9s2vvvuuz/3B2AVofjAZqbzCs4cyukNZCIN7AHy4GpBDdQa9Zj4GpxjIQitgLUrgI1IXt0aSCQ00yPwSKzdFimcvJdk+52cdHHCnfnmzL2korufrCnYvHwq3ZFtMDlY8SL8xaaB6BVl0Sr33WDEFd0gQKRTW5zxMnwKujQpAtMhNiaZoiviTDprvdDIeOYqkyJO0yej16vdB9MuZWLxTE+dQYjmkT08zWMeeboaKc8lSIJEn6wFrMsubjfkZ4ovYUVGs+8LJAbj/yDv73llWZb0TPAxM3ePyFxr73tvVfMDlLowTYwwwACUiJKpUKNcEsEfQp0S/wt/AEmFSgmcC3CEAYFRKDTYzWFV3XP2XpkR4e5mLZjnOqcE8l4CM8Cc6gQODvZXrswID3ez194PaQu/TDFngujBOTrEoMdf4N2R0+l9UGsGDboOvBleOrNvS7fp7BxsKDXKJ8w3z+DwkaCSg1919TwFO7OD2QYUS73ZCg1Lev/MGPv7zD9rO1DgLpUiSoQsqUDaW13hbJG2OVqUoZK2T1TgDtwzowsB/YreEzgcAPPOcSWJZ2pSrN+KIpcQ1rBQ4vice0NMGg3z+kmGiNoouiMK3QfDU492c+dXW+DRgfrSfn5CR+ZJw+7TWRl8tIAN41z08zRrhqbBzRu7vFzSA7eTMU+CjBKsJV3kbcCvRxoq1w3YjEJNuHreCVKwq96Y3+DlRKooYek8np3+l7TgOCIZbit6T+JF9LfPLxPu3AluGqh4ynplkooyyUBPJlqcGkufVXJE7JIbLfOD8ItzOqPWFKq2Cptgmk7/ExjD8eH0KJ8egx4T6zDLxaW+RLQO1ujzVxwlu6UZM4XPC80cJBxfPdgeCYfzeUnSyu0miZaYvrMEGXhMQjam33AVvsqgaOY/ihvhT2QK9wY2g6LBVgvxBqihW+6NhcFjHCsMNnIf06B7TzH8ElZvQ+EVqeGF8HcKxjuNv6W66I9J2Bk+kalLEhhwu+iRUpqJ8fQBU9i9ECPDaa+aQUktWIT63//6/+oh9Sd/8if83b/7d/nX//pff/7ejz/+yJ//+Z/zp3/6pwD86Z/+Kb/73e/49//+33/+nX/zb/4N7s4//If/8H/o543hfGvK4xRk7GgLwi+Q1MIcHfp34GNQTGkUdJ4oni4TdWAleA6h9aTdoqvDCXhfprA8hBJwiiVVNAKdJyUMkUbM7Bz0mNQ4UrDnisiNKTtqd0pUSu+Z4koCDC5Z3QJwdb4dM+MclvZF1bFnuilHeNK8GYgHpRSsXnwRQyNb6heGnkBiJmw2bQRBFUPZMHa0B00FoyWlGGWvnUIgpmgMmqSk0OLORyIs+e5akAEmAWrs/qQcgVuwIxlLXW4Jv9rBFNC2NufrQr0kI6MZU4J92cFkB7IqRAfmifTI/CfJGd5NUrPTIqi3VLuUtdDV0srl7hPopK/9JK7Bh2f30CdMvVBVQhSZX1JnFuAzQ+nOAr/bnjwtc8Asp0iYFJp+QfZbsgVPZ7iANEIunA/QD4SC6p0mBz4jcWUdDO3MNUc037hcOTV1b2LH8ggphL6xS1awl/1ItJEGuNqY14PBgY+M/vNSQAuhlR/PNCMR7T/N6ULYxXAPrrQXWDPKRrw6tzoZYYQ1NjOmK9/rldK3SIFs2uPMxcGpxPmdOSbD4Udp3KIhY1Jd2F/zJT25VaeWRuiFeEGqgWbXKJ7xJhGDOT8WhXpt2iMjHlRS4/PYXgxMCFE+ivCIzHx6kho7gIFzkYe4TyG4YXbjfQi1TKq98Sr+EEsPxz7Y1dhH6qPCDYYSKA0ImWlYLFsav0pAPTKdYAo8EyoWvyAGJZSWbV9Sb6lpIQVIywDLLm9LeRXU5rTmRI58mOEY31BzumSgapkdiSfY4BuOnLCjiO3cm2CyMd24abBbRZ5K+ZiInyllicY3qWhx1hnKNQeng2IsswoKbzzpQMfe2kJVvjMJHgL/H9/yO1WDN2PWAvuOUpMKdOT4QlaShJbGvjmnZDRBhFOvKwvlAP//Fbvv27dv8dvf/jZ++9vfBhD/8l/+y/jtb38b/+k//aeIiPgX/+JfxK9//ev4V//qX8V/+A//If7JP/kn8Sd/8ifxfD4/3+Mf/+N/HP/gH/yD+PM///P4d//u38Xf//t/P/7sz/7sD/4ML3afkgwb1RpGC4qE8CV028OUoBBoC1TCthq3UkKoISQbx6TEphLoFrS3sM/ac7F0GumEspohM4vWiIIly01aGO+xToYwId40mVtaFttNv0TRr2Fo7PWztg2UsJuszyhRS7LhEAnVZEFpKVGqhliJluHSgRJFiJtK/OpOvFhQgsUmNaTWMCFK0RCRoCWraFMJo0S1GjeRqJIw++uzt12jaQ0ziVY1SiorAvK9qiSLrQph/MRsahDVNBlCWkNuErrlZ5Y38jOIBHsJaYRYC6SE2Ba/EuJd82fd2EKlLZamxS4Sd9s+70ehhHALIG6U+KJbshB1CxOJ1jRENRoWWghEQ7SszykhWBRqWEsruWrlk7UEhKkFdQutNf8eErUQxWqwvUXTe9zfSrxXC3mZOJQ9v9tiQPFOmNRQK6FClLV29KZRUpMZy8o+REquP5HYtERtuSZv2kKxKNseasRWa1irydJEAnvPtaaEbhZSahQrYVh8LTXX/YvR1SSk7T9dw01DpYRQYpMS7Ba1SGTEYrIjlWRz7iqxL5bbmxK3ZlFVcg0UQkVDhahVo3LLz1BqVJEorQSFKCKx7SXUJMxaWEvWm0gNqxJFNVppYXU9u6ohagGWawxC1KKoRmELMQm2XM+YhbxZpJepBKUEImG0xZIkWi2hbQvQ0NpC2np2ioRpXfffItXtNRALU4k3syhV465EK7nGhWQCbkK0KiFaQnULoeY93XKtt1uNZhaQDNymW4gRtZYQkag11/mXmsw5s8XQFE1GJ3nd9huhQliz2EySBQphtLibxa+xaPVLlJZsVWp+vlaS1Vp5D7vtoWZRsWhSoskWb8a61xqiEiLEezr/5veUxZJUiR2Lsq5RXd8fJIqWEEnmsSJhWO5hWwsRCZNk0xY0VDVU5POe7KJRtEZFV3zl72f3/Q8fUv/23/7bz0X/8//+6T/9pxGRNPR//s//efydv/N3Ytu2+Ef/6B/Ff/yP//Gvvcdf/MVfxJ/92Z/F+/t7fP36Nf7ZP/tn8e3bt//hQypLuz1quYVAPnhbDYqFItH4GTWVGiJfQkSjlvyzIhq3UgOtUckLz7oZFQlV4gsEJW9olTxcVIgmkofYi7IrEtSkzxY0ZFsU2q+Wf6dKILegtLzRa+FvQmymoaJRK7G/Dkk0qr5Hk3V4oSG8xY7GRtKiW46M4h1CtIUhIffcCIpK7JCUbCSKtvwZWnKjYY/CLdgIY89NGgkTS0ouBNwiFU9rgyQftlvTaCX/TLGkVasEJnEXommNOyWsfIlGUllLLYui3EKlxCYtGsQuLd9HLLSu74BFZY+7aUi7hWFJHxYLisVNdd1fohTJw19+VmD8bKNm0xDN6yFIlLuELQlB+/m/WQ9mNYsNidv6O9wtsC1Et7AqsckWd1n4EXkAqNUlP8jPsa33rCm9yZ8FsXH7/PXrepayPvu6X79CoqrEF+6x02LHQkVD1uEhWKTcTBZl/vXds4j5ShYRm96Sni2rMHut7a8aW2W9X24eDaKVe9RdU0pQ9qjaQpXYLYsvhaC+5c/VFr8WjVJrlI28d1JD06Mj9nKLaklBNsm1zdcSsktYabGJ5b3ctthEQsTiZhZKiTfJjU+0hBbWBldDaCG15j1i0cyVqMtOT+UWes/N9HVPt5Kf4bMYSVOIUCt5fV73vklQbp8FW9lLFNmi3Yi37XWvblHWxiv6otTLenb3uFk6UNX2uv/6ua5EiL3WLDptD6rE/ZUyb3lAUfbPvQfTaCUPTWSPzdpPkoC39yzKNgJ9D2ULhdh+ldKWqoTJFsotrOrnd8yCvkbZLcxa6FpnRYimksWN3IKyJC11D4W4vb4DFjv3uIlFeX238lORy02i7ITYnjTzF8Vc8/ukJIRQaSkbsvZZIP6+Q+oXHXooYmzb5DoMykzKLYpJkjbFR7KLIiEbRFHbaTqZszL27+hZYKTgVuSkh6e9ycr6LlKYTOy9Mr+dhAK3At8Hu8ExlcSnwORO2KRN54hBTjSSNQUDf/mtRcZdVA9GKYTcsfnB8JmSrLlggreJPAOlEn5grTD6oIQwcbQ1mE7xyRnBTXPmlHd0R3QwfL5iplBLd4grgrm0fzvpUCFUVCcljEd0MiuopGFmDAjN4MWXcBXB9I5yMtuEw5LNdi/olbk9+4AHTmBgnTIrTkPuHTkuila6DJg77+r8ICfawfgjavlgxOCymTg46zpbzg3mzAE3XhE/8/OQ41hFcRvpCBCeVliahpxt5ijuo75q44ko1BHErvQjUot9N8Yz3RCqBUPuxHxAabQRnNrRRDcScDTAhbEpTEeHJe2YZO45TsiN4Mptg/R1m0E2SP6GxonUvgyLnRjwEMXcGQXaAEHpreKzsvkH+i6cRyyItIFeOPlvXAIJxdn51fvFD99XIiSguuHRMa0wrwxjjPwiCfKNxbtQ+qZwDsqdFVw4kcgxEjMjYKQUqic8d5/BN5vUmfdNpdJvwTwyQmVOh2UyehvJRBwxMFNMjGOA0DNGwje+kTPNWjUd/3sSlp7u3EvjGBOXYC/OGVCK4EOZTJh5nDSBSwvhhZw49TSgiUZIEN5fnrXQyJyx0ajt4nHd1nOZJJqyb8iRjDdKQvRKISTv9RUTNUWn08WX17AxbkE9c/brnnPTneBsSZAxgqEllZc1OKRDT+Nm8SQk1QBXgZrz2Nf93CQ4XzAjCtKQeGYgqyelq1N5q99xhXO84fMbYBTdqUzm7vQr9StxN+R70ve3lStlIkw9cn8JYNP1AFSURjy/E5IcghjONZZHE4HUSnTPIFZJtm/fJnHwNzv0MCSIM0kGRQWr4Ei6Qq+NS/jrIcVlOn6BzxPtDR3rb8T8nAXtAjJn6pmYiFfmI2ceaEMeE7PEvRXHJI1EC3tascRYyvaR1iQykgLdMtq+RCU0TUJ9nET5xrxNRIObvMyiT3gMsGC+WEs9tSpRQEtayswSHCQF9vIllwSEgUjmFnvsBIUR8ByL8IWB3risIO3GGpGT3LM1vPBBjdfVEzb56UqqBtM/aDKQwz6vsp6KyETUOe+TdC1Lw/Cco3wQVzIpz7rjo+Ei/BAOpkiFWX7HMYM+wTwDDlk/obrhY0tPKAEtFztGFf28z1tKUWCT1HeMQC4y7tuFhwh1RAY7CpSbUBT8EeyRWVvtkREpIoZLIXggDjuTIzxdtiH92ZZtUmnG5sYbyi47Khs0wYumPXVptD2jyY21WQqpI43OlNT5PUdwShYcb77GywMuCjexZGzJSa/B0QUdmoxDOuLLajyXG0Xy9/1oi8WmFAzxdBKcrS0Sdv47NeNNjL0KewbEY9daM4+V+yQJxjVPoyYho+w9JtMn3zU1OKrCvBuuscIL0/B4J1lwhDBqMj8nSQZ4zkGs/LBB8J2BrnqE4bgHhCRBAeUxF41cSvrC+dL4IehMYGs9xUlICpCtZ8LsluxQ0/I5qtIolK7YyAncwwX0+DygmoFcJ6OmxGWumi00PycReNvy9yznwz3SGadcWehtdkO4A5NDFAtP/ZQIu3TQi+OcvB2GTctCTBR1YwtBaMzXcJtArHBV5TP7QidsB3mEBY1BqqA+mA7XFXlASe4D7kcWWKOvDCrYjkzVrlLoUREG1pZdlqciyqYgl8Ew4vj+ySKd10mpGWwp7c7NFNVkjE6SoTk2iD8sTuqXfUjB0mO8F3oPZCghk2gNRAgGvQ20FprlA9sjuGygdeJdGRhDOlM7Xia2VdqWC+wA3JM1iBy0KdjI6Ot3L/gN/G1HiiPaOON3xFwHSsnqVq5gE9i2Ha5gUph35atdbKsrkT6T+rOn9Y8zsyqLRo3gLikWHmWmDZI7Y850Ne8ZnLjTGMCQSEsng+5/RAhMCYKBuHBzwbsg9sbmhfCstkUm3VnkjARNbMgSIQJMnt4XVbIsaqrwUNAmi16QlPTeJ+Ny/Ao6D8KEEUs0OJcIWXf0eGb3ph1mZ+sZzPYWL1WGUGfiWSYTvRVazZj45p5hjXLjkqwyhyQT8ohBkYKdsUIdNigdt8lFrOEuCBt0GN/gmLlLXbEKHXPCgnmDMQXvitN49sm9TWhQIwnMsSszhJPJCIdoPP2D93BqF3Ygyg2f37lOR9WpTNxLxqFLcHKxR2p/Mj9ZuIAnIPyKvQpNgieTLQQdI62nDk8m2QQXR2SAjxQNyFtq/kvn8DRAjpjIFtzI+yrnB02MV/pszIJjXOPOQwaXbMloQ7hq8Mo26UCXQmgDLiYHIzztpNwJ3jlc8YuULnRjzMEYwSMgU2uDq3+gdOpeUu+20loFcrfUSSurSCmaGsO3ys2dDWC7+GMJqgTHBvhAh+SBpsEKcckU7DZADuICmeBnTUH07JSbcpcdyFBMAaycyBRqrMNa19q9QYxlUaWgFcxvdJ+cDOgn05NY4iG51g28TI6b4HRKO9caL8kC9MHlzjGFGMJbCY7yju65EmbkvrBLMOb1k4o9oERu/DC4aWAq3CP4Yg2K0vdGq5NNJtf0RKqXt+DUkYd4S8F6nUExz1w+LD1A9aSUDPx8m4ZpA4ToyUps02mhn59pAMeVh+jeDzRqyuICnIHPgVx/IGki790vF+5baWPUUShlco5JYIsRMzM/CIWSgthoG+W6GDOQWImUCr0KmzcOP/mVCT9eSrSZ+U0kJHZpXZqOQUyjWTBrOlMXFOkZwJ0cusajPtEhtCh064hJQm4OFJAOwxtwUm55Y0sv+HBUFL8NZO7Ms6PmK1uGzwA9yByrLj9RWYsqzXcOPXF3St1oElxlpvjRbzCDtLvMzBwtgY5kA5o1ykxmV4KUjdBG+JMiFd8uxpnsv6JwxQ3iCXeDBxQmbw1+6AIR3O+F8xhQlHnlPdil8ZQOHvzK4PtcdO4RxMoGkgp1aDqKKMmexAgmpoJ7o3DSN6F143Jnq4rvk3Ialw3KtSGL+v5E0GKUOfFilDG4Ir/fkCuj3fuGkhS5DH61FDWPwKoQw9DojGX7Ib0Czte280P/yKmnFNBJn+mM7RRcsvMlIt3IWRlaZNRm0UKPSS1ZMFw41ALd04Ed4YbyQRo1qhZMjDEuAqFVEM+8q1LWeg6hzo2Li30P5pldxxUjHbxN8KswTcA7pQWBMc+UZFhJIrvX4IoJ3Siz4eQ6Fu2MTn4vh91hUPDmeHdKJGtkRqDhSwy9lm0AZgkvKTAElUKdhaedEBUlnSJMYKphI+2Yn8UgroTcpySdcbFyFVug+6Rxx3Ce9cjTbhF3i2zIcoeROWn1K0OE3jvoCaLcYnJEIFIQdeZLv2iSLhATRihCYNpw6+jluIHPfLbxO8VGFs0Bsh30czVrtq1PC3WeHGuso0VRL6kxmxcXkWOHpH9ic+ZwqEBci4AcsKkyQ6lMzgAsiHlDuZjoigdxvAi2d8qPykVgliGQ/iZsc9KPvH7VGtMm87pSIB5C7IV4DNCKyEmgpOR3YFOhTA6EMoTQSRr8GuqGaTDiJFrQeqR+8IVSLmHy32i4D2nsFDoXY0wiblmhYUTLAyxxpo4ZGCfxkzqN0ODyO3FWDpuoBN+64AyYgUVFpbDI2ago9+E0dTol5T99wNxg2f4XKzx5cvel5NvzxsvLKVsE85LaqIX7x6hwwFBJejSDBlgvi/Z6442ESl6vzZYYN+A9UnuCbPRyEWnvxZgHz2swjkizypZzI+qGr1TgaMFF0ACJwSXrveyNqukpHXLDwxBvbOLYzRZFOUWydebsZRTlhy7sWqhiPB8DD0hT7QmqzJqhKBXj2HZcc7aRWTTZBZTTksK+5j13IJhEM1xB0ziJ6GS2VwnOPrgewXWRm5KfhClP1WWS85ZhjD04orFr4bX8cwy8tFw+8r7IlUJShOmKx8+o3X0j6NxoPPSg1EpB6TEyr6cIaa2bejDtC7aB9bu54XiD05WUNDjde86zzkDmoJQgs1UF2KClFir0JCgZPjd9YZuArxgrFkTcgikQc7mPL6p5nwsYlYRMpwlxgpByhTGC5xSu0+BKSO8uB4oz3HFP4zwsHfyv++qMRs5/dgoYtHaye2dD2fNMZy+GzIkXwQeYCzF7FkzVEqaPPBjqgt2jzBR2vZ2fgaV4yw5CLB0byspTAy4eXPXgbUia1pY7VBDrjJhZqBU4/MDHAfFYg6ukgceeaQMzFgb4eeey84K63PwvmnnKM/y1qVRgMMRx29H3wZgNkdxDWJ+QOF7To3XvDKoRM6WwlIKYYfsNdUuYdius4AXqsowaJRgxefKTQs6RtQ5WKKjnOplPiM251Y2XK3d85OFWmNzEEO/E+VJl55cqnOTKOtkFmIPpF/tKMX9R2GHiUUjl1MWQR4rpQvFLCFkcv9dr8Ae9fuGdVKVug/782UKSbO1D1iEVjrkylwh3N+E5N6IOzB1rO3IenBHorsTlxKx8ll/rfRNwCIIbqhfYDnMScubM4XSkypof7JSWYmGtAZcw18OVkdW5WLObgZAc9k9Jayd8p0jCOh9cfJHCo3oKW+MkEWFJ7N4WpWDCLsZUp3vQrKFDMzakVPCBiSNN6GfOA+qCOqWBXOnRFrA0VzmwZQ3TWcoOqUFUQZ7pvweBaEZGiFq6JAOwI3ZSWjCe8vmoh+RM4XW7NHKAHEzuonyoEHOgTdf8Tdi7MyQYIzsq4gvwI4GzIZwotVVmeHo1Lpsq0eVCbyMFywhfqvNt5rxlMJjaUssUE71tNG08P77xopRsGHvt/LgEz3igN/BubCacs6du5CkUnJvuIIPvtw7fI22jSgomxSsnCa9kpLGwYVxWiXlly5h+FMDyFFprONWbQYXlsQZmhZiexBv9QJoRmzO+OeUrbB+NZ78y7aQUyhDSmS3r9zyk7vD2gX6Xlaoc3FhpzQjaJLs6zY/RYqOXwZw7RT9eoxxi5kxkbhM9ZxIVtg29Rm7oVAonMyJtp0qKyD1AquVG2ip2PtmAsUF/wrsK30O4E3RRNjK9YNLosa5TNegG20W7lKs4RMn1eB0Ir1CI9LlEXp9mIAFbE8alSBN03LjKd0Qb9z4RHXzr8C7wPQTRSIEyABsmJz0EWZ3Jqvxgm+g5CJ2IZ8QKCrY15vOv7y1Wb3h/ZEKAGWNOqoLPN4oMzkif+HKDeUFEzm7jclSFkMjEgGFc4bx5wsQhOa9TqfnzLVAPir3R58fnMttCmZqEMbeS4ZvXgB1sNuS8MnfPI4XY2jK/ysHFUDrllsXo8He8fCeuXxP8+HntRQQzoQ3F22B2oa+j5290J1XdkVlZ1ne85Ds5Ajas3pBpeARNlF3guUvOi6ai4sjxYOK8hdGe2UMXDV6eOUIOz01tRSV0qkLtg9gmdwydLW1QxFGDWk6Os6dqexmqltJQ1Uw/FUOasUmSCAMnbFCsYiZoPajWmXQE5WAwL6fUNCEtKpgIJoatYXBZdIhe8kAd3jkQJpMYR34WLfQLzA0k6DJeJgBMh68AYoQnxqaaR6F9hpUH0Xd4KrYbsoGKUFr6+NFKsgJVCQ50BuUQ3nmRTmLVEQVkQ03ZpYD17BhiImEgS2nfnXIIg51pBTPB7A140mgZWFduFAnmONMf8UZ2W5KVm2pgutG2SP/GK1lUx+yMCeIDyFnffHbm43vGDnEAk24XP/R0n1ABzNCrYRoJB48Gz2R5Oc4zDqYFdhhFs4I9ztRMH94p0lCpSDGoFWTZA20v/b2AOaaW5tvdVzeTRp89cjxuBjHvyRjW78wp9Gdh/E6wacTvDO+dKutpGDfUBJWgNKWxJwMtAj4qt0hbVqVyWdI6RCLPyiI5Mg04daA+ET3QAJ+VNCpyTE/snKjuXEWRI22PjILGuQxcCyJJZthaBn9uETlTOXOdPh38Sn6zL+HXUy0dDlyxYoy4KKQjRWJpD8o10e11EB1EP6jLukipgPBWhWqaJrUVGkq/KkMqYwann2gv+HHyfQ4uzy3yUGCDctsQbTmz0XSjyCNvg+qYOcKDeh7LBSXYmZSSdmmcyZzNzyQoO8U7dyVPlRHZle+NKR8Mi5VCTHaqAlKcuFYBOSuYMXpDp7K78QBMPQM6SyFsol8Cs6BUZY6DmIlEWIFCSc/CKdSrooeDC/qRXuVjjSkkQGdDe1CL4+JYmYjB9VjRQXwgAkFGwSSlWIgozGEcOMcFXf/w3ugXfUjpPkEy08he7JwBY1NuWlB/UF6QDkFvSnw4MZ1q9094wivobtxsYAFlpZ9CQicRA7eR7vwaHGNycMHVec6B0wkJNOA6nWefUDUXhd8J3pGrcwvQuGMlYaqOIvHGFgn5aQ9aN7woT3Kb1FJBcn42lqXNxIlb/syiyeiZSPrjjTxY3dfKWv6AlYFPhxo0ybnIq7J8WzjWCekOK6mQ0mkINwYfwB1ZAxAhsBOYeQDfzkFEIc4zu5h18g3gSXC0hvgKKdD8EyXxeq+en0LWDCfyPSQS7lBRinduNhEPdPxIMBh6EBaEH4mbRyGu9ZBXkto/JzE6vR+cXWDkA7yMormRh6HtDdtuaZFUGup5XDTJ/J6yJY9Zwj59yiSEaxuAc0OosbHJjsjGY440ivUgJW01zUMFmEknxhxrF12flFaRuRPVYPO8rp7AvRb99GabkbOuud5L5cf0xVt+b61Mbgv683BmDWZYGtDiRDRA6UMZZAJu6MlO8NSTa1XS8+WHkIgQVwjlvTI0JdFZayS5Y8prIJ6bWTRllIr3me8j+f+uhWcM0q8n8A7PS1dpJTCDWoWCElVgQqnGpUEJwSILnLMEV8+DV5js+ILNXu7vkpZhi9K91T3nmGUFQoZxk8YuNYP8SsJiSs54G9ktAOw3OLXQXqhqVHzIWuPj03hYtNPjkcwdS9h9RxGpmN547gZ+g6GYb0lmAcoWFOtcMTgCsnvPZ1MeeUA0XxPitlO5Zee09gGl4DrgDMSNXh3egygOv1HCBzICHUJ8JK/h6roCNNf4bGZO8gS439BtkqPhnCtefiHyK5rsZM1yMmWkUQ0Q01PttME9my3SlrJDaYQKaPqdSssCrAHqeY3+kNcvG+7LrTuVHaKMEJJSB+0GejQOTtQFX1PbDbg0d0v1wMlhH5KMH0MJvTM58qCKAlyIKTeEpwlcAzNy9O07Hk/sHeK4YXJkrMGmiDhFhPaAQ4IRgqoR8Q7xI1KdcONNnNnfUCoPfreYiRkDILswIygjcu4eqWShNqZ1OCusKlH1Wx64QzHNOIQXsqaRZpBftdC7c9IxTW1Fkwp245rfIfJ6mJMHvOR79RmvQo+fcPpFVpeKl4lOZ4uNI04oUF2Y2868JneUZ3HivDARPG4EJ4XsDJsYPy7TVRFhQ3EJxiZE0g5zCF2VFkrvgGkGs808bF9jAVpF++QewQeVnc5Ts5KNMT7pxnlpUqmaGEeazsqaE0UT5AK9N8ZxJlxrRswd+IAblOudXYOjP2F36imMCArChTJ3x46fg02xSCmCi3OLwqWTuQ6ltoOPypwJC8otbZfuE8bldM/KV9m4ONAVB34yMYXphRpvnPyQ305vSFx4bMAzpWX5tRdOl8AnpLFsW38wUYpunFxIc6KXhLFmus/vxTjmXAvsDfieB8wCxcPqSk1O52xvG1wnbBv0DKCf80p+myq8Dfh+Y0RF5MFdnWkbV7/wcBqNwYnrLV3ZI8+DfruIj5zC6z3gSsJCju8N2RT1zgqhZXp2IxobW7nolpo7Gem+fvrrOwmqe3aAMRlN2a7gpGHlyrDJI0AlIfApP5E5xrXWo2YH3Jx+gaDEkh00lYxUjyTAeEzYKvVUkieaQpI8gJ1RUloyasAzCUQRwV3gQ99gnBiFIQfohvqJh6D1K9q/I5JhhioF99sqMV4MQ9glzYeLCV2D6NnZe2SAZ5O0bHovwqPAGCmjGGXCFajvFApdBsUu1OG0lrO3CSEbdlfm2ZG+IMAFBf4+uO8XfUh9bkyFBLHzMq+euCPhaCgzdycQRSLWwsmIjdE7shWigHwU4OCG5rC6CIyBiaJ7g6vThWRpVUAMmZEHETCnc9TFCjuW3kklPd4ayRCYE8rOTmf4QLgxfaJlEp5dhYTidbw+cgpqbw2LngK+yOoEdygV4qR4gTKYrsRMMw4lnZGlCkxFekfIiip7s9RRyaIEeHG2oYwN9AxcFA3Pq6pC0co1x08EDpMUO49b4s9CwleRcenBz5eWZJSEjoSNIm/Vl77xaIPowfDMMwpV5Eqm4HW9MeVJ1ImPgpYU935BeGDMreOnINSsiGtW6RTQmbCSLWp4svjIbq6kvmjXykFH5oaUJ2ME0pJpp1tQDqdPCCswJtU2+jJBVSkQjtsEjNucyUgLeJJU3fCLL0wea62aFGYkzHTaRCVzVhkToaLSwYwnoKOCBl5O5MpuaQ/lAH4FHFoQHwlVhmcis0oeeK9DqG4Jh5GjGxGjR6AmyLSkM6smZKo5Zyy+vA09mOqo3fB5gTlxKSKZEk1T5KwE58sQnLvfOPwgZcMpXm4l0qzVQPaCfeyg3xZ5CECRqkgvaBXG9DQULikreSaAnQJQhJAd4pnfqSR3iUUH5yU69Z76OeBRPH9WcfYhdHIWVgHUqK48SBjuc65EpXBltAgg8oU7Dz7CqesQz+GWoWMyQrPKVU+ncwTXQguDdqVJ9fUF4zvNgj6NYTAZbF7oDCISXIdBUWFaLCZMwqkqiktq3NpytPcZsAn0gS3uUbKboS9ny6pZhDwjDZXVHSdd6ne5eOpSVo6ZSQo1mDMLttIbfc3TiEm0HelnoiVa1yB7ggnbDIaljEFNkr0c39iLcEzFYtIMzrktwstgXNff7JnUa41XjE1exOmLLU4kFkwAEE6hctc3kMo0Y4ye8RIVyjB4ToKLO/AwAysUJhtQRdHjZIYhLogmaZBr8r40N2NMjD3thOOW+TG0RS7IzaZ6VpZNeg6fHebtABkoaZzqMTEJ2hTwvOEAnLKqWTAtWExucsMyCx5TxyNjvLNGyUUsN8c8aJ6QWohC23/ya8ERWQ4W3jglmJfiBKM6w1atFYpMZ8pEyhrZeVkD8x8ptISHHJw9D1u+5ohlYbHh6VQeM81r97JxEBkDv2aAsUS2jRQd9vKAohQ2Nt/YLlvK/CCaLyJYAJNqL2JYA5d0BY+JK3A35qwJj/r2crgkZiDD8XhQZrpNbHNQY+JHSWcAKawlQY9kOSnpwu2s2YAnw+qx9hUhQwsd5yFf6VLTWUEnb5oc1JiZvTQGqDScwYjIKI7wZGcx+eqwkYLgKYFK5bv8EdUHB84zXladaaxMuUPAH9EoPaMcdoPbhOl5ito1MR+YKtU2XHMWKa0wXZl7x8PRqcTslEgHcrsZ7ZX3Oo0gdYHbzJHjI56wLBODByKFPrIrRpQ4NuCiKpTy2n4C+hvOhc+eGx+dcwwOLkQuvuhk7PAi8RT2JUR9BdUsxh2TVPQEB84HwaaJozDBI7Dl9tAD3J0zOqJgn9QzJ0ub9eypUuzJY9XznUTRmwQ+siC7ZQVAEdBWCBp1K5x6MS5jjGDysWBFcPV0b3GYMZagOoBEX8wS/IuFXBSFWpxbTbSozwXf45RzptN43GgoFoWLRcySwVRlxpY36D2LhSFBl87hwZwZ8lrI4m/M8jmD7ZrYorokBD8CiYQl04F35kx66dtU35Jd6ALxjbKe6bcoTBLtqgglLnz8YVqpX/QhpShFhDGMqS0D3G6V09aGWRpXy4UlGLJ9oAzuOtKv8wrmEHYbaATNNIPJvMM8GTNp1YcPzoi0I7HC5gW7MvRu1tQhnXrjI858wM4nDnTNmcVeTrazUKIBK/X1NJA78WHJwFm0UYvK9Im3t3RgWPER+EnMTtuh3DozgsOMiFd1r9Rhyey7rQdXlfIh1Cudp6Fl9X85EuOTTWY6UROmX4gJ2+YMUTKXJ53ehw3cOuIFRh5wJs4bk3dVGo2bbWxtUGTmz+EbX4C7B5veFvMydRrdncezcIpBr9RVrL0BZat0EYZaiufDiHExeBIIXeAkKB5oFbYqxF7TJnWmFVVZA28RAa3cHxP1jrsgnDmLZPLkZBJsUrn8xlYbHjs1DC1BVcHKwPtMu1UfsAtaK1EmJbkPGexGFjS+CgBf9mVdOjcVjHdiBt9J2n9BSF+UQdELvmQekAXcZ3Dbgo3BxwgOsoPsETlv4oOPckP3JW3YYFflJ0z2nb+i4zwyhsMl1XG+OoNy5yzG9KD3J94HqoodI51FHobLlg4BJog4OgXvizGmb5lETGBUzgArCrfKHJZ6IIGIg6CzS34ujYu9diALhTfNmBzRb0lkipHeP5856wlV610XWDog8uAy0uEiNDtmIrDqiMMXa6v7mJyX4ckcIsm2CuLZ9ZaU+8aWTvnlDu8IWi64O8WgRkWHLqA20C0d17vVlWMXPOOkSsoKmAPnZD5Pvs7ImXUkB38C3yaox/qCeSS+F0XlCyqCUjgjuLRQi6AqbP7O2ZXj7NzqRrMNvTu1CS7KIa8kXKMJ3HcIyY7JJHKkMRvjSsmBibD5SieOnStgyM7vuMAPWrwz+p6FC1BwuAdf5onHM2/Ms4MW6MJ7OMOU3r8BJ8RBK0YUYVRdh10yDS9OuvhnXMnv3+d/wS/Hs8uRQZ0T6Z04sqQThTE6XEG6th2UZ8YhDK8MV7ZWoO0Mr7xZY/rgW5TPWAqJnUYeLILQvCKb0DTodrFJ4TFYXM8npgKa3bcYGbUB9AaDjeeabcmsEI5qZ2Om4HcEbmC25TD8eVFF0KMjAm3fKFtlnIIvjeL29h0zxcfAKVy8IVQyCHzQSiHE8FKIGbQi2B7s4rRl0d/onBM8NIkEM9gPT/r5nIg2wjRdOKYslhkpclXho1Qed+FRvvP04Lyg+0WJE7bgoUKvwiiJf4a+mIhQ5IHICeSMrBTjKBvzGGg1Ym9YVUa7mGzMApd6UpZRLjHskSmuMp0HijBRbImfEqZElGM5uyo5LxAFTR5BDuRDEDm5ulHlzLTVEVzDGAJIUPxKgs4RCfn2tN9N94rGVoRRhFgiyJ/QznPNJzznSZYpt31zdMsD5sONcUTOVrXwFOFxTo7QRf556fuWwVxc2LyIPkAq0gUtE10z2SLfUQMrjfBV6UpmVDXA5jNxspIXoZlisvzjuNiLoPtAq1DGmZCnKG9ykpLfwegZJYGCtje4NuQBN4RyJuT46nMurYgYqp3v7px+MSX40JR9FE9rK6TAEjFvTdC6MzF+6I2ilSpG1XR5PiEfNHs5UIJ1IxM0cvbYJQ8UkxtFdy4TUGcvlXso1oPGhj0zNFS68KBmlX8pTKFH5/qZJMXdECm4J9RvrSGeEfDtlM9NdRL8SGACQkepdJxO2hx9vp8YDy24fKAFrlTXM+egj2C60rWDvREoxwjQTjyTuOBkls7lJ0OCB9CPnNajyjUsYUgu5IQqwawFR7mT0DWmcH8iu4AIF98gjvzsZvmsHZXnInfkWIWFUhVmE0opFPtJhzotodcw4dJABc6Z+1oyb+UP2ud/0YdURTnciaKJ6VLAAisr7tscMVKAV+G7FmbrSb0muCbQT55lcA3PgIZFR2aD0JE+bSWx4vADe+Qi5hY8LbOPVIJ7EWJZCA0t6Q84khkV1xtRPqBkvH0seo7PQX+Dqc40SR8wzy7p5IJRkTD2WWEue55IT7ugYt83+tyylecgw+LA1vPUozNjcnnH2RjjZJ6Jn1/krImao9lqkylQ1fhA1/7q+Hiy2UH/gIg07XzZlKo7Pi7m45blYKwFWJIkULUxZ3ANmFHYqqyCIWPUwkkbJvP1kDn3uFDNWWHMk6tVrql5YLeKhxM9NWm+spNOj1Vhn0RV5oIzVCSD+/RMOjfBuBUmFZ+rkVxklGAQ4XibPKsSBtvImUGcEHPjXLH3UowRwVukNkUnwGR4Q11xSwcHBN4kPe5wZ3Jk8dQHykCzYec+QMLTKn2OtBWKwGznFjlD2SQoVlnG0RgJDSe8OYmNDKkDiJMZG82TVu2LWNGl4lzcTLlCuGksa65geND7YNhKhI28JzrvHJ7mUrgnq6vsUAZqTqvZpYw5ueJi0jkZOBNt2WEnkWIQ0RnRUtfthoRSR0FpzFIIJdOnAQ0hWkXP/L6lB7M3fEGlGlBotNiR2dkRrMEVjsX+ydyVAKOmu8I80lmlgvSdU4w7MLgYkdZQQwRfnisxrwX8Zb0hltR/3NlKsCHMGdTrQleYxfVisWLsorT9jd1TdJ+TrI235oR4yi+ALQp3h9vK/mJ1WebrwLO50pKzoHOUayR5ZBfFivAWhXsTlEHMdOqze8L0M2AZZxCxGPtTkRL8sN+gpPGAnfA+ktJZSOlAGhR3aJMeB1MWD54T9oJY4NaZTIh8hkyhrD2wS8OPCSO/Vn6GSpHg9teUvf/t1y/6kOrmtBp4HwwBNaUNhScEgrrSoiGbULww54NykQSGFZq5qaCHs+kgbOZG5Ypde268sycOawMxZ9ZHtviHUmdqgsx2ju2nGdmcSYiQtbyDgzLhfUi2yZK08RT6FsQdSmBlo0f/DFOEE7HKMzpznsS4qFoofOFuzskJ8aDyANvgfmElmDOlPt7T0keLUHHsSyWq54ZMMLDlx5aD5Sugz0Hop3weAc4zD5WBoZIiYMGYJfJg9mfG2Qv0cFoUMMGfV87mZKfMCc/KrElenjyYpB1MsUw5lmh81xzuy+2G9EZ5TuQyzrjwR+XFix7XhGtjAs6VjdO7ECVWqEkmvyITOYMaW/46PC2uBdR/Wv6K8y5wt4IfzjWTkVnIWVQTBc3NpY2dJo0fxTjFGCH4nAxP42CbwIpG/4iEd0+5KOJ0S4hVSmQDoMpzwoZj5yqQJLfGUOWQgctGNwcbFAsMJWOnX1W6E1dwjZGHsTow04lffMFpgkRwmfJtpnFb9+zx6tKVEcJshjeYIfisDP8AhJBJsSSFVM70vqvK1UmYbR7p7CGWHrRM4gymnSjG7XxDzJBIZ+zQNNrtRSlNuY+eYu0reFPFp+OPwogL6Dgnoz9Bb+kgzDsuFxcfWDy4SBJPIEyOpFmv02VXBzmQLYWq3uGhP3DGkpvqxptOnAO9DGzd99fcVnJcUKchU8GFMStwUiYckpR/SOh2OqDZBV/Hk16NL1p5s4lz8ug5e9zaQMuGSOF7VE5peAVo2YUWxe0NHEwcfCJvwp2Bxw1HOMzxeTAiOE5LmQRJkOKZxBolYAbK7ad+fPScxZ8jL8iYiFS+rWci8zQ9tV4ocTrWapKElibidipfxg1mRXhjDmVSCQX3gYYR5thbY9t/xW62MJSLPieP/n+CToqpjJfFi4LPk1RPJCVdY+FLJ5n4SmYMvivpLybLkkeNHx3mTCPJshuyvdhvgtYbTGUuEe7oJ95nUmGLYP0gjpcDcZIChAMRKDVdBb7WnWtpJ9JpIGmv0jshgkTFA+4adAbIiTAIBWm6xMpwKxuTB31K4tpa6GLIPNFnCnXnmnVAVvFVFtzZLziTzwerW3/kr3+GPmSVKgXRjTzuBlO+p2Gn5kzIUbwrxoZwo9SClHzfTla7xaDehah58KXORmmSQ12pS+zcX1XvyeZBdUGvQH2iHgQn2B30I53ksRTFciIyuXuuBb4Bp+BW+ZC8F+6vcy3hJ7mcsitaBdNC0Y03MeK+8aw3Hinpx8IRMYqkB9nkzOrc4eSDbldWi4n15fWUJyYbuaXpovZbwqOeoyLpga6j1Q/QmTSAJ2R8CglFUkB5YiVF25gQLtwl6dXNIl0bLDdSsSX41cSaVVI+QL0xLk+3gBBuFhSV9OADRJTphRk5+JfRoCdsajwpZiAHNE1nBSQPkOq0Q2F6zid36BaghlrNxlozMqfKxpOP7Mxqrjx5Rei5M6+DD0lyg5ZgSMoFPJ4rszK/ilVHuZZx8fm67IxIAlBP08V1cGfRepPKUwceSpyLNFOUuFWsvggAA0fYTKE1lqo6xc/hORNrGw64KHt1hpwQcKhSt1vOuEVQSceVJuuELNBH4+GTx5pJs9jq36QgY3KErcXxwXYuk2CEyyfpMCN039K5/gMum5g+gchOXoTOiWGMFK4kzBYJTxcrKfvgYmojgGHOE6HZ5LbnFy4+ki0MjGoMza6aN0WsIOdAHEozqgg9Li59oPLETye8cmNSl8pjAvLs2PPi6j8wJ5g1hpa1vv+w4+cXfUjpe8UlNRcsu6mLdIHYpjPF6dJpoVweNN45Q3hKuljfZFC98DUcFcGXiLGenU06b6JpIhkjY0G2QHvNwbkZ531jGxWfhS1nqjADr4aL4jHxkQygv5JOaKFEp8xOLxvBa+HfiD6J2ZOazWrLpTCGEyOSZhvwcR18MUds0iyokT/4nY1bcab01xMNbFyzUmewyY3nWZkRXHXmfOjXi5JVIgcjrDiMaHhkpEjbDa3CvRZMVlSCKLctocRJx95yo67rII2ZmUFHwDEEPzoxBPWBX5O9Jl4fEyTWYFkCvwvXDM4Y2Mj3vl4u7OWBhtBGY+K4F4yGhvJGxpZoM1q8UeMju9PhVHuHUoh7p4QSDvMxuHfweVFJUkyMkVEiKPUrNGtgO14cfk3GTfAzRukU1C8S132Rc4KYqckJlN2F2/qclYx+WAbzzCl4FeYWOS9oyhsZl+djMfnmr6izUOPJNhxC+ZiKaHDpxbicGAXciFFpKG8Tdm94ZJy59yfTlk0UF3s4g4/ctKUS/oZuQURnC3ibJ3qzNUHLpsUiKYumBtqWmarlMJ5C2YTRK+YNfKbWqW1JInLn4sC0UWRb3nPBJC0MwjuDFMoaym1KxniMlgannia803bmVAaB3SHqzPhyAdlXphUFUUmrpU2Ywzhj4EMpdedte6Y33QQOJ+KBEMg5ONyZc/KlnjSWrZxXquVMK+rFWOhL7wmXnSs+lHnlziHOKCUP6OlsVEQqbTuITZIUAqjvVBf8nEgbwI/AM3f10lAc2/IR/uqR1z/GQqYdG6zMKejTmTPj7tOMuBO3fL4qwYw80F2cugWbZQ6ebIqUkdKATlLaa5LJCm/M5w258vPzkV6ag9Qqzp7v6/FODUtXkPtFaMfDUnAOvGtHyy1bAy10nBmD6oN3Vab8YcSJX7ROigISZc2CZMEk6+WAVPQL+PcOIdTIjcakMKIg2qlRucKRRaVF74SfiCozgpS0nnjk4K8ZHLHlMAGAhFKi+hLWJpxRFKJE6nIiRccC7FZS5DlHDonJzwYb6ElrhSk97ZyuYBNn3O/wOPC9MI8VrK2dKp0xK1YK3S44J2oVtcL9Eh6cjBK0cAZ3fD4AKHdlO4THOlAMQJeqXlIkSLmjkQ+uSqe0xJjHetD2m3CeL4bSjSB1K/bp81cXC6zh/swqeV2FnIKVZB/WyeFjsdJyZnUHvmkKaktUBp0qt1T1Q3IIpiAilC395tohjHBmbbyNi97SWufllVir8BxJ7aYYjMmmcM2ky9d60ofDJuhR0i6Hk33Nc8ZO+ucZ0ANVpUTjWqE4iiC1YepcPbVLKkEtQj/fwBpfx8U3feIRVPmKtN9xHuv2BytcbqJaKTGIbcePM/H+vOrAxcvv+02FrpkR1t6E65G//8ex89CTiMbYBxHzFYeUJa4UrOxMP5PS9vkStBSYnuJSFYoaY4zEvjzYEY4IqA2bF28ifCwLjw3jtGDOnCNVS+JCky2ziqxyi8Epk8tSp9SzLc8LIIWGI23jPJ8gjSaNGU7olZRzHLl14iPxiilw3ybfr3VQzQxNHvETb6VYrumJsjQF1FKpMXi4sHvgqlw+gDvKY63i9MVTE3yJ2YsKQ2FFLCAoTSs9TjTyXs5Ik91DB0pJR/kYjFj+l8mpy6+tkmiPTsoEVaF75Mx1RsK6MwvSIsqcxqVjfSZnE+Vc0o6fv8Ty/Hw/C5eNLJxqxUanauMYF8iGybXCLiOL+bW2jOzIZXdmV2AjxpOijt8UP/zlGY2hjPdKPIO/5fC7uWDCvbFfg5OyxP0Ddkc/4PEyiPS/4d59iFDNFv/3BbvoywkIIajf82DRCFo25cx1YHhYbu5b4LzlHKtduApTOxqTL7GYUbYTCOeUvDmkpQpJ6EN7/uxki6VjurvyrmBt5ExAlFmCUgzqDdHXBuHAEyToI6uVuJLp5aL0jw+6TOblpHtyJ7xzOXid9HGyry/tswMXB8/UPg3HMdyf61AELufhinnjFQs5HbANi2BXsDi5ySDl4qQZ6M9si/3aMDWKgPBM4bLAXFuq00FY/0YzUoJPZIzUXg3O8BcxiwVY8R0wd/YInInpDeJMirqlRq0ooGnvEweci0wnMugY/YIRk94nqehfejF+BukoRD1gP3H7CbZzLqQeaAs+dFXVB2ugHYikMPmKA6wsF4cM+huun9RimcIVG8oHIU9O+SAkPf5O/4HrWEe3AKLrYd5QKbyjOeFW4VZfjLE8LOaiTp9F0rV+r8yP11e68YMqT33HETgNP2B53cC+sYsS/eMzOuSnV3b9vrXPa2E4ajVZgCKryBCq5+zlx7k6zGo8VCiajnSUQuiNinFNSVa5Kx+lcE2BSxhnfndZMw4zX6SNno9SuRh6cSNdSoY5Y3b693z+0mLT+fYMQiZSNt5E6C1dRCwjsrAS6SLiL3dEYYzBHAZhHMsMKb/ZhdeyBO+CRnJRVWpCtlPWTKYi7Dnb9YHHxtw0WZ2AY2gxKBtDLjwyF62IYJrPnarQcvCVe4rAfCGC3pClaUuiTKIOPU7wybwGEcqBpmNKBaqi8p5PmSt04aQSbkgU/OpMh+fIo8jjpMsyN9DyybrNJzGtn6I7Ik7EmWOMAH86t89tV9isUi4FqfylajqqA60PXrR974q6UD+EYxFULf5PAPcxjREnt+ZYkSX4DvzFZClB350y8zZ3C6LmXuMcEAOZljReGzjBuAZ4slGCIMqVXIe4eKtBjSDHzb6YYRmSFg67ZE6LrA6kDOM5hehGjUJE0C/n8gPmM40xbqAbUHZUvmTQYAcXgRhcOuHNkNZADRGnvUCnABkFEWMeg5ukvu6+DszsZmB4Up1tOUWMkXMq4qCUePlyf8Z9h+XMRseghROmjDkhlHJvaS01rzTW9czTcj4Rw3y96KkaP0WTt7ymIgr2zggl/AYGOoKbpdkr+TG4NLvjdzthfyN+JZxKMiojuMkgnjOxUXfeNyhXY0YWI9oKhRtel6iXoNVCe5wUT0iOUWmxLG5CkSK8G8xQ3Cr3DUQrxSQthnzFHLwiWX0uT7xkucWEounxGKG0s0BRvD95BMx5o9qqpEs22aKSHV5c1Hlxj4PfxcBnUBIMpRh5bXxHNqNqxdnY3TLqQgIXwaUz/ID54IqD6T3JPV9zzejh+OosfgIv08dwXz0u17FO/OB0B+4UuYFVRiTDsJRcMwkMCjpyAVwjiBLU2Zj9Ys7J7pm1e7gTPbgHYEFogO8raBMwKM3xK7v7OiH84hETt86NnrRlAb52xj7TMkyUd/L5f5ZkAJkoHi2/zikMFZCOCrwVRyVoOkn88WL4JNiSGONOa0LGDGZQ4/SRHbiBnk5lJKNUGqqCypVUepJ0oVuy87wnQWiWBOtmREJe/AY82GbmMiHCLJV5LUnv7AvCTJriOYXHzB46ouYs2Cs6Jk03ZAoMSw0T5DWdAcVTcrOEA6CZEPF6ueKReqpLYJPUfwprZi+N6EKbjjTo2x025QV+TOBDO+M6QJ807fimxG3jhuFyZ7OB3Q6g8XhP0bGN8ukh+Ptev+xDKgaicHVBr6QDhC0BjCnaG5xtVX/ONT2pnSore8UxHagpeKaSVc8OTAWKKIfODL0L59Gzqq73zI66hbKtQriJckSqwLOlh4wiSzGdWw6mte7cQ3krsMuGPAy57pgfVPmGlZmxzDayOxrAx0SOC/qZhp+8TDA3ggtuadd0WGLBP8ZKoKXzChmRw7I1f3ULkvOovlBH0wxQHDjnNPqRtrJXI0V5rLyay3ArFHPaduHM3ESxT82RCWxb/kJGwpNzFuZUZFM2DJs/IHRsHNR551Yqz7JcYGohnXEUC+HZjX58I36AEg2dQnfj7PbZnSnwHeicTL3yAL86wQMJpYyCYjyuiyiBb7el4ZmMvobeBOVsfPeaqaqzM5+T5ulGf/POW6yQvVhu2+ysLGRuGEU7wwVXxU05+E7vcx3ehQpMr2leO4ziDRmNexJO6QGX63IBgdOdIWUhjQUpZ+6r7igHD9LQV6olHKeL8KOpjo6SKQDzSoWUh6FXpwlslHTApuGlcqR3F7o0MJmPZmj7kcYDXChyctuFc9aUGxDcJOcfaEZfyAgmTyqTChw6kea4nkRcDFnDnRqgB7ZAYruCfiohJQkhlmQ+10AGXC65JkS4fgjmqau53PnugdiTNrOTnb7TxgVDCfnKC2EpCseAWd/52O9kCxJgE9ULqSXlGZ9wXua2WRF0vCNu3DW7ok2/Qh3LIQQI4QCGpeh2riJAXp5+lqLjFqB88GbGhw+stBTx1vz7zZQvRShF2Sxgr7isfaVKIintAukYwpCxcpXTFb5yR1b54F5oTJTX3M6RrX1u/PppNjuR6siWjOJLgrKl2XZjZ6rjfWDjiXXjooAX6r6hXdnajf18T3NmLTx949QbIU9mNbaaKAtPJeKJjvGzvu2///qFH1L5IMVIzdSmgjnY7JTiOE98dSzlhTexhvbrLS5XfDj7LRv4IaB3QWplQ9M+ZPS0qY9Ve/ZJpXFidH37ZMsgidGKFIbCWZ5Aal62cSI4LlcmxM6S5pkUPMbC54NLEvv2ASfG1uzTql9qMgMdT3gq3drSJ3CRifQdsBy+pgIF9vDF4kr68k5J8ZgL6IIzWrDVDGEU75/Y+Q6cIyE7l8mvy4nMYPM7x5VDU9kyh5ZHHvIA/Uj9k38Z2RWiOawHDu6oBbd73pLOxWO+FCkZg6IVVGaytsqF2NI5jZk8BSlYeeHnWVBI5IwqS3JlqhHNiLHxJKOu5QURnxA+0ZJZSSpwK4LPVSLmGU/doaviPunymrz9JFgkPH82cHAga7AvEp8bAOSMAAmCJ+4XTkCD4QdOp8entQgnI0ko5EFil/OmlcqeRccMxqicRZGl9fJrEGKEzKw6Zs3WVgzRBuPCRTE9OHDOgCsTtTDgHGk4Wgzwzo2MstnDmc/geQ1eJr/nE3y9n6J8BJyWEJ8T2cEX4RJhSBqjzusrZcVP+gvfvX4O/67Z4lp3tad8Lj7IxS33ZMQWSQ/CtTbVgq6dWteYONKPEjk5TSh3ATmokhlN1yTTlecHXBeUvuZC2fm89UmteXQlQpr3ulmktk06HxH4Hbz+mG+4XkX2z0KtofgajGk1OOfLHpzO5EnnmnMdMkqRkuvN0wP0+5iM4RyhyJFzsYKz7wFkdlUsqo/IzoWQdmSV3h7oOhCLPdOIGshjrBDHmcJtAaGBbsxw+giOc4mARZiWJJTByfSscCvw5qyg0AF2ZoFVOrtNJjtfovLFHvT44JICw3lchtlE4kTTZOZzD/59r1/2IUXC6nkcdU6/M+LXzHZn9vSIMlXOGYxxZQ8+FPWsHLYCFhvSjOsU0MSmJxuUwUMG2oW7G283ZZQ3APoIrjiIreOW25b7MhsdELEOgYUIqQTVtjSQvCbfA54+GAbUi2AyaVS7Ed2T9kpi86f7ikfQ1ElR2TZBpKDauEcKin0oNivRQWvPoTKOb2+4VpyOA1fc8a0wRYk9qQw+YZwwZjKTluQJIbjGb9D7RmERBS5wCZ4MxK/cKPpgWw+zbIXAiJrVcjw9N5lbp5TBXQO0c7lwmC67prHgiYQaBuAjH5DahN0XGkZC7VVKwjTjJ/fzK5IFqRGUZX+jIilwjZMwZyhMufE8C86T6ZIuGyNZi88xmd5BOlGDLwrfT3AtzBB6JLy0MdPcE9ippLmtpTnrAHkG2yV4fghU9/zgsa9paFpg7Sv5FwtGpNAYIFraPkEeJBPnOQdX/Uhomo3ghOfEmYhqZnmpYnOikaGDTdIiqjZBhjLiwD0d8w2o5TOFjLqTG9PMzfmUJP18jCCyx0wmo1XMviIYNXICWVXAK9Zf20lP9eiCFB3B9IEW551gFENmg1DCC24Vp2GquIJEll9HNd4EbDrizjGCrWSxYAQ9JhqCbpO3843yVnlGoimytH7jOcFPAk+Wt6xF5IGPK/3oQql+p6M8t2CcxiEVidSTQUGvwNszpQBlR7ozR2I0TWuassZBcdDhbFrZWhZWPibysy15TWnWHCyQflHM6ZFC+VnAy8sOpaUcYmbernxXqClWpiZxw8/0O5Q4gI70SERHjat7midDFi+SCcZd31H7QujOb0SoWhEpC8o+eSOwoZg7UyelKUxh1ne6pDP6r4pwV2N/SwE9b87X/+nJtnVuwymz0DTYzLh1xyWWYbZ8zu7+kNcvmt1Xypbcq2EswIFgsa3UqF4YyyNBFhYrsSH24Oe2USoKqsjcmTzAnGbCWPb6n+wqXeygVrEOjcnTcja1ycYVJ9qUeSVt1BdTbmuV5sFHDJiFaoNJRWNyuSc86QOKw8ilaSh9s6SHH45Op5jRYxK+bH/cUYxC0FUIcWwmATTPx9xxTCa6dDpqOcB0mTmYFWAHPYXuziZGJzd7F4XQpEmf6RBvZU/mjtyh/0hpCUu1SzLSncDaG3McWBv4YcSXdLOu52R4wcSIMpmdxPVV8iH7fJQj4ZHpqAl3hdmC8fC1iaXZpUVHmnBc+bgjwQxBdSP8xCSYpGbImQmLBZi+8/Z+8P2bgfWM9JhOqugmtlfkioSo+sSRzziQkEwMNi3M0pfbaF7qVhvMoHtH76BnWm3V8E/dGlSkVNQGOnpOHTxNfiMM1eWcEkB5g+tHYsG7YUZh4u4vU4J17ZLMUfdbDsdnp9TU4sgQWslgBh8/zWth+YOaUFFieg7Z5SJCQYOyWHdjLX0FfCvoKYRtzPEdE0XcuUlN0XJMjI0pinJkPx8sZt5At8k4oVrhEiOmo/dKHA9KEfqVdyEjYQrCWAeu8vRkeupe8OPn6bYARpGdoR8YdQnq0+tfzLlCsistk2MYWgZcwVjigGCia66nN2GOIE6hqjIj4by7VB4BvvkiSjWEgXqKsWdx5shOJMRABuFOkRTFj0iygWtZdPORnbDfUS6iOtJTClO44XREBxaauVoS7DMLzoNMcdCS4415PRExKkGJSSfXfO5chSq+Mu8Klyi2whifNnEpqdlk4kWQIdSmdIwYJyWUUgpXn+zsSHtyuLMP4647f1wPPt6Uv912vE3uAw4KP/zg/MjJMXLb7JHPRtGCajAvo/M33AV96JV28EwoQZHV1qbLBxcXVgrbC4x+F0JzgAcksapkIq0zme2Am8GEa95wMebS6CKgxVAtyNVTvY9Q9I3aoMjEdKeMxPO3fcMC5J6mr9+G4lLwuhinPhcYR1aoRCZhs+dgUwPphj01Qxix3GSBL5bDaN1YfKSgWqFGW5CWZXWtCXHOAJEboRDq1BLM1ehFwHzyGR1/xcTXgT5VmHTKNVIVXN7wsUyR5iOdD8KIUE5ZVi8IXB+YTmJA3IHv+fClfrPT48BHB3qWFpGuB69qSUti4bYZIcLlSWQYATHBPZhrEnREhq0p6QCerjU9K8aXqtMW44z0wRP/IJ4TqYKWxrVYnwvkgfOiWaccNTOs1u/7YnNBZC8VIPKW6dC80/sFvtT+x53QwHXjyqjf9QqYD2Q4pa5DOXjhxMlajImEU0bm/Ww0Ck6bnS2c/edQydJoFRPK1T+z0fBVU9ki71xbuk+9KKlkt+K209XxEoReSJG085MvDNlwhCSG5/yKa+AxqfOZy8Ba0vU3J4pgtTJlcivZRRBg1eg68Da4ehImunRidIxJ64CVz7BMlYqWbR3YOad7esVaQpA+++cgMtWAeRELj5/o7ICIImKkhtYIOo8rUCN/n2SDTtJcd93aTFy+AiSQOrC4ESjPmFQUObMLanvqwUwGpzhTjMsSso5IxxFsY2AMCrss3v1Ynk0m3E2AR5aVxZeDOkw9MraExkkSI8owBm9c8rNibni+H7Hg2MmVR+fnGsn4mKARoBPhwlePvjY2QgdKozhspuhIW6j8LlnkWgHhwK4C5Y59LWxfLvjjxv/118b/8veM//vf+zX/89/7Db/5tfH+65R+VG8MJrdS+NJKdp5XZdSfVUz/nVf5/X/l/39fdgWKQSNddVdAzR14+iQ24bquJEIwmd/XA1064pXTG+EPLvZ0ZtgeHCLM8p67YQxqyp5AfsPsT2Kr6PGdr9X55s7oB6aV55yInMk+k+B5JmDzfjUe45kf6iRbZkDCGZGq+ZfPXQowrxTyRk5vRCulVY4rt9jwJ4+1SHUIakHMgkRNSyc6EdeCoCZsznbU7Mh8p/STc2uYTGRmeNrpzngTONaet4SDJXKMTjj75RxWgA+yt1/S5+HAH6FxgT24JhR94/InZc+Ya6EQs1NbzmYM4TkB/TXON9QrGicvGsR2Kzy+HStOIxgmxHNtYGwEQYm0/IwOD6AsT7tZBPokyIgCRnYeG5b+deTw+bsEdzl49GA4FFXUBxeTGYVnHyBjsRfTsrfImVo7g9OBDjsXUxp7GB8GW0kyQTmfPFWoMok9KIcw5Y+Z+18ilzB9eQICW1GuuSFh9BhYSaeMzc8ktMSdaclM6z1TWFlD8BAo7Pg84TaYZ/AejY9pMC+iJK19ziNnPTFW7pQmK7XPv6YpMlEkKviD9MJo9CKU4Vzr58UmdGkgBxwnR5UVkidM3djiicyMsKAoVQazBaUb4w38w4nNYEVUVHvi5lzfARrxdcIPkywmM5xz+EmMRimkFROveSbYW+H9nGm8ShJ0TAZRJ9cVcIDETMcXAu1BmOBF0FvQlvNHlJouD1f6gb7PHb8OrBxcVM5xMTkBBS8cR860ZmTpso1VLC0zWlHB9EJdiN3p56+J6y/XlW60o3MKwGBTpV9BX/pLp6QzPSkDmGuSZ/KdETnd64uzd1dP14pwZnnDxyO7wgbtglkEmcKTFB7vGBPnkkyvxvdFwUpilqtz8zutXCmMlkx0sBnom6IleBsPVA17E75Y5X/521/4v/xt42+9Kd8v5X/9L8b/Y/srvv9vhe4f2HfjOwc+BPuS4v4m42cIw3/79Ys+pNKL+aR4imhVQEM4PAES6YVYUNd8ZYYHhGeHIExMKiMcl8HHY7WW+khu+AKghgL1d9SrwHnRCZ499SGhAaVgUbjrwQ+adj/ykdVJGZ1d4HiCaGOSiu/nTFZS+MVUy8LfNjwG5SMQcXo405zRM3oiSuofRFLIOuvEXXCfXPKdGvLJ4SlROHF4ClNmnit9MlGkH5krhDB8AhU+AtksbW5GZNSECtULFxdDHJs9tawyU0i9UNCYf4mrpJgRcD+yKDgqhUrVzkDopyEyyPOmou4gY2WuvjbKwvHhCxfJSHHrDWxQPTi8p84IwZa7e+DMknNcnQXRwfTOIuJRrBExKCH0gOjp9f2dWPZuJQPmhMWAX6T8mBS5MeqxZgDBdQlxu2PXkyAyl6xOvg1BEpnFOlwI4jewi3oql3Rm/Fdah9aU54yUDxCcI1mmTjrpF1NOhY9zYlSIH5EQTA3fBvMEZUd54jtMv4gzeD6TAPB9bZJKTTPj03nlUqRpmCKaBjq0Czk3Gs4VjvpOj4N8EnLjEhI6VCk0CSQm53kkTa2B9AApjDFo9UjD3QpyQoyTJcHmEkGfIBFIV9wNLc6jC+25WiOb4BtKMKzTPFLzFDD8YjrpNGIXuwjfZkBvOU/kgjJgGLsUHj1QDcKTpSiuXHEk9D8H8avK/CEDYO5tMq+JWCIMJeDggRhcQ5mlvyzrVuDfpMTEr6DoBnIirmksgCT7Vshg1Qjqs1H5kVIyuNC9YzjXCjY8cShQpuScaXFmqzrDZwpmVSmaTNW59IdWk2kXOlFzQr+nmasF9Lzm1MnbdD580jDmggI1eoYJt9/Ru0FsiJ2EwwcDk8GMSrGWbhP1ZF4Fk5M3C+pQvpzC3/1V43/+jfB/+3Xjj78q384ghvG/PoP/bMLvRJNYpQVTkB/XwXvZ64H7775+4XBfpvCW8EwGTYJ/fqkihHeKJ0S2qSK1oppGiGY5cp9cXBzp+qzJRCIcFnSY8whBj53TJ6Et5weWwtPdldmFIZFsngvkg0+x6FOdZzYEKIFG5TESKx8ijHuhRKH3i3GejGsuu6HEdEIMHATPjBvJRUvNRRqRn9dmTcjG7rgI8x3sng/KFCGOBuThE5GQ47Yv5iCdzfIrN0rCeEWI4Vyv4yNaVrvkIc8FMY2Yqa6/e0E8u4ixNvkmg751njEyfp4g2d5BOvx9wwqcC2kRETb1hEoWVOQeDJm4ObEHsSe9W8SI0nBp7GL4+MkLzp2MbF2dmcfkXJVoBpL8JEp+ORnamHQfxK1hbd0/Ao8nVUBip18JncZzLOsey0pzOEIO8Xe3dcWCIidjDE4k5aJlpxfjccK8wH1ibsgKHIzl2n5dEOdALJjlyiH7DNyd3MtqEj9uwe6RYX3CJ1xWJSEwxan3zCciWLy6JDPMSNcJLj6hn+wCPggmIj0vIVDDEjkN45xBH+8EFTlBRmW6ID7S/GnuFG8cS6jbFt2tAMSSdlrFB8m489TyHQS15TwlzpO5pVbLY1lILYarbhXXvNY2NAGCuq8eOcP5bmw8ImGqOzkTdheCg60Y/XWIHD1hbCs8LqGLJoBSYDZLsszSS1bkEw6EQHWC3KiknCMxnIufeMNC9Qp6Y1u9+MFEPa/yDOf5cpuQ5fHZhU+auKf3xdAdlUoh/UZ9ppu+cvGO49GxkczBGIHPsiDFWMweg2EMz6KlMRcuYGuPaaRdZX65mG25V1xr1tqZ1xObB7M7rlcSMy7Shb9V2tfgrcFtF96bcm/CbRu4flmS5503gd+YopEcgaMZo7xmKf/91y/6kMJJJfWMVNUPwUowVKGn0WNoMNSYplifuH/gMriqEwjExqY1FeW1otIgNm5kFSZNKO/BkGdiVepopDCRMjl0EPFg5+A0Q26WzG4f1Jk6l6yNkm2YT7snzX0++dV5MuOZN94iZze6gUxUDB0XRYTeCv0Yn97qfr4TRxA9q6zmhofg8UAk8KsTV8+gBA/ggrsQbayDLYMHkcouJZ/V5W3oUqgBgWHcUITCmYr99PsB1sGJcjEIy0iIXTZauxNSGS1onqFqUmDeMuv0zZRyu+e8qUPwjkhdw+VAWz6UX9nwKUybzLPw/SHMM3n+qgOfT7AkBWgEZbsz98g8rjG5L21arM2dyE8raB5EZM1bizMaaU5/drTDFqkdM0i6eqRhcGgktLY2LXmDKjvq6VLwDKVJoWm64d9D8Lg4QnifB3FMwh0p6VJxsjRdksCH1eyMRSXjRDqECG9yQ60RM8lAmBGXMbxAN6hK3XZaSSaimHFTZ06nbbGg26QiKLCHEJEhkETOLEI6suW9jYDuDdE715zMujM0bX2GfyxImfRHbOlY0hkMNyYD04ySyO6o5CFVAQL70nmTKyMk7Epiz6+VfuVm6tfMCA9Ldm7RTExmN+hB1En3dJff2eH5V9gSF7tArwcRL5NWOK8n0440wB2JEJzAPnJcoKGoKloaUW+oF7QPqiVZprBlYSs7qT+CmyjYwVkLY05sKj0yhFUAr0rngP5Y0SVZpB0anC5ZWBbBprNpSU9NB932z1HqBx2Xk07niWc0jUxu95S7nFvGgvQY1NcB3RwZNxIku8MjefcZ8tH50MKsSthEWso8tGWoZciFlAstN6rmJLbdodTI4MRFsJgO34ZxyRsaJ49H8F8/Jv/7Y/Kfvzv/5WPwXx+TxxH4dRH25OTG93NwujMtkChrVPD7X7/oQ8oYCF8WStwwCr1XbrKnCzqyxG8FGS9iNVklnyBaCU7cOsGJzskVCRuePnAXxrzRP5QWINEZkcJZKTU91yz5CYcLfQ9i5EMfClFeGm+FEgy/8NLTHfopqBh9ZiW/ocgz3RnEs2IqMXEHdUeTIsVB8EUru0DOJTLq4sGZqbMBb0HSXkvmWS32AHo40qGUimw5/kcHV3GGONNTe1WiMEZFDVrrabtSBOEDwsDT8qVYwpK6wSGCKlxxUq4DjYk8BRupLbEp6JWR9g81Sn9g4VgB5IFF0lpnCLMXpgY/ciRZZArZ/bSEU8YkYluN0pPNloB1TOSIpSGJnO9EDuKF5dkoafPj1wvd6wllDtAZqCs91swJ0tONJK6oSxZGVanWcJ2YQy+DosnkHDGZMhPawvhYpP4Q58dI1qYg6ai+yBwWAw9BW2H2ZDxo+dmjWSofPOgcGEqxJMDvpeE9XcubOzMuxlCcjGvpXvCHcFy6DgxnWsFkp3swxFfBkbOcHBjePh8TdTAuRMDmQOaCZha/RDTX0DyzMxERbH7QKXRPF5JL5ucctnZoQ5nfS8qLAuh76ui+OekOnyLU6YIPY3phSMK0PDNGh1Mo2ngoPDkyK2pFTOiseCed40XoywpsJdJw0sEXJXOCXYLVgBBslLSF8oQcZ1V8rZI3VUyShakUHnOu8cJApOZsRRtadqoW6BcqYJq2TMXSEil0EjGwTYguxKacU6ErZauU04koGFvmMgkIQREjAtQ3xmPNjmdPBx01LsnZ0/gAqWcKrvZHfmkKukTLIaA9kLnBFdRQNiqbLZupDrU8aRFcT/CHMHugnv+VYviAe6n8pn/j26F8/w7/7x8G/8//fPLv/7eT3/6Xg//XX33w4+N3fBuNPjLnr0ewJFi0uD7jE3/f6xc9k8q67ocUTtaJjBseT0qcyDKTzdVzopJBdesffkJpQmH0lPeGJ17/FsJzCTxVTy5x6jAuFUoL7k/n4yUqJZmEEQvq68kg61N498qTYNZJvJ7v6ct9uiGtc1wDj4wHD2DugsxBnYEPYV92orcrCApdhO+RDCvZIM7JOSeVwrRKROc5R7bxR3J8ctsan3Ooy2eWnKLEnJnrczPKM7hmoejJ9MnmO9c6hP2a+B3kmS4fPpPO3opwzUmMySx5wHYtRKSdlDfgdIZm0q1ow8fgVKHIG8O/QVWGJ1uuIgzPDBtYoyl3hHfgSdsCHRUJ4ZhJIHlWI3p8er6ZCGMGfc0FkBPdBcaFjkD9yrUhG0hieO4QRbPLzXQSfEZCkwrmlagXaoZ6pfcDo3A9JqpO9yRkNA/6jNfRBIDuhly5t89SF9YXbNKywpaT4QHXhe3KvJR5dSp3Oo8kXgzgGcx6QinU7itsbtmVhlBkeR2WjR7KnOukjYR3CpPuF8HAN1/PhiQZpSWE6c81yhZgm5ThjEGazAJvpCbvkoovc10nGYVSjKODScUiAymzbZ8pHaCkLnE+V5TEzoyEqSTgXo2jzzUTKsBFK5PTlXuJpDKbUuqvuM4fllPFpIhxeiZRywhEliuLFfDMZysReDhTyJ2/dzrp42k9C8rBlUSCCGbkuihoRjj6RJIbylxyhqtPpOxJsiKFH+GDiIHsih/CG5M0xgjeRDiHZfE7BnVla2mbDFOgc9wUfU6ETFLYsITVRAgVeqQgP71BDZabiThskaDn26Y8pjDHCkEshkrBO4jP3K9kB3lwFkHPnpZlq17p109FWtwCmcY5brSA8Ac1lOs4+MsiFHf+8/kd/mvhL34cvL1Nnmfhx+eD5+8mf3lOxow0qg4BbtR5MTVopf8cef9vvn7ROikA5Y6TdOi9wBFvxPyGcEP0iS8t6ZyLnfqzV5Md+zI4eqQHHAIW7FM4TZLWfV0cInjsIE92GlEmowjjGNltDDjFUJlQjP0qPC2t9OUYa/ScDnciHQ/lTZxumXRagKZGj0bcjoyFJuPkWYxve6/QJyZf4foB0WCIolOYYXib0LM1H+eyTQrYiuGk07FhyEyKKpqBeVMMHZFGoJLVYUTgERQp3EP4ZpNQhb4j+kHxpLBL5CF1Vme/lL4Bz7kYQoAINSqnBDL7OngWO0HhtsMzY3FAQV1oLHGugoWkv5fW1HbRKZIsSCdF0lozMD4up72lk/P30yG+snEwpDDnEyGIpvzREI6aZAXnBvMkJOGwWzE+mDAXTXkoXf4P7v4lV5YkWc8FPxFRVTPztXZEHgLVYYujIEfEFgfCEbDLNsfCPqdQAAvgPSdj7+VuZqoqUg1RX3F4cUFmtVh5PBHICOzHMjdTUxX55X94kgC6UGLLjUySiKAztSpIqo3TuKAQODUCZePiTqcAhCeBSQEUj4EvcoJIw+JF9hLOBuzFuFEu78thIyvQyGYjC612oD7TTWL5AUbAwSe3faFR6eHIHGykG0UXKH4wuNk1IbNSjbtrUvdLQqcxC4pScATnXM/sW+m9IFYVmKoUcZTGPfr3XEZRGpnyWiV4RWquvBl+OxyBjZRGH73wshus5TpnMuOTYz+5r4wgTzeQrMbVwZvwDwr/dBZEM6Ln10w3mMH5fR2GEWq4D34T47IHcwyMO2UYLQkQSzm2XDduRrD+rpV4XUqOacakIlwaUCriO/idgY6aM9HPgK8MTUpo1p00a3zTSPI+1vbJ7F+rLU1o2iBzWSWLHwLkkbgJr9QIBj21kvr9OqGypx2WOGNWpNz4FN7elktSl74mWlEVRkhadVSjGXSfqU0QIASpmodbTudxFfaahgYF44Hx+bkj9sWP3bDnxs8YzN4Z++B6ClwffK3p76s80T6WoDn/+RetkxLRTKUVZaryNRyVFXzYUsfhJPT5ntHVwjeUcofx+lXgbKsdNjDhtEarLYfeapgKwQtCOONG+yR64sIUlg5nUkOJe/JlE5mdcV4Jx0lfGq5k4IgFXQMb6R6nBr3BjJPxTOw3SN0MkF3frw6ncvuL24XBQUhFS5ILuBXxSZm58ZlOFOOFcM3M2dkCaGUNUJNIJSNnWmKBbr8zbQmmpEARnqJs02geyHpZM6EXijqXB/4KzhnMZ6z7LMie5JLu0JRkkolQWVY9BtdLVnw9YJmsOqvhBFWhNGFXqG1QlgXSiMDtAWS4nfeg9dzF50u4nqmMh19cKsz5xPQDW9qPX+6cl6UBhF0IG7opQ4RnQF0eSaJCbw0pgnga7npJU5/0rVJk6W8K765b0ulgy3nnsEBUGQq/yLhxCxhRmGvmiRghJ7PC1Azd7NKYwzhnx0pJdb5DTEljpBXOyXxRx51WQhIYS9Hlg+jKkEGGLio3k26gVbnlTMGrQtTKOSeB0RAYmvAXQsjFJYqYI1b+NH5cu4srEEotml6KvgzHLN+vqjtuwSXCP2KLbg1yv1lFMD2Ni19y52Z73yiNKmD84nUOVArxiAVNSr6manAVvk5D7CZ88jRP01hdukMkha6kA36SjzqmfwX54qIzdSBbunCs1jIdWFbp/l7zSsWGIiP741sMKYbdncdYuWJheSg04VdOO0nbsYuSQDcF2GqeSWYK9zNTmvEFBBubKM1qzm7f/J9eyWwdpb4V5AIMQbXg8TsjYKD0kZ2Xe5pS20rE1WSUUUWXR3IeUE1yIxvd0Ts9LktRmimlB1KWibCk2kx6zktFkinY/eaf/pj8f/6p8//++sUfz+AfhxM3fBXlV+24DuamhKfbymPN1v+Wz9/1IRXhyA6tZpKqNjAfzNKQmT5+aNqLzFkRNmpoMoUA+ELiIuICqyiRIj4f9POmujAodE/7+9iDMOVGM5jOwc8kUXjAXTNqgD0V7OyNroMiwDHYxXG3pPB6kPW90F3RbsjSfIoMHgK1CCw3M48sxJg3JaD0SVx3HpY4eCfUOJcVQZ85E7Fx0XB8PJj1A68Ta+T8AwiUXhunTfz+gplQgIVTmEy96DYZ0/M7OYAzPwt9+4FHsK8u0XHOKYh9wtihO6LO6BOXRomckxFO9KTnEpJZKj24o9PHwGtN4oHmZj+vYMoSLHKDp0fe9GTXvRlrspJjdwqSpmNAw8vEVWlhKy05UjE8Arc7+X3huA96dyJgjKD1TongQSMGzHllB0dwMJn3KiRs/RlPDZjeUAl2v3NAHnCUPDu75OaPPHB3minBA6dCTH7sQYnBk0EL6PdywzPSD0OCskdGcZfKILVCsbV02AackyiTMEH6SAd9Edw/MqU3oJsTs1CHUrwQflOroiIMHoSkRkbVeXlBZ2B955txQqSeanNmH+lTGJ7nUwM+d26/uB165FVJSWZfbQN76xdkoO1twAuOIXGx4oqyoI9J/PKEQwi4d8Z0lE4PRQZ8GugcSZLin4ldPddNyKDKb/wxMw/Kd8B2kICR3W5uxSl0rUkc5u1roTrx2tPq6ggs5mLjCSm59tRHiUEXGoXJkxgvvOepLgLzUxnWksPXKiURyYQAo+MMXubc8+bnHfhQtvggxnuIN5h7duNM4J2eywuiE2NkkSA3oEgftGEIxpiCVLh+O9DoGBcFoUiFmUSXwDB1pitdJ0OdKBC7MiP3oSs8hflxc+83/3Q78Vl43sG04B/HxWsG/+PrwfkKeg9iXnD95PCJCJwWzO1vO37+ruG+wsanXPz1+xsoVgqDjsyMbT+jIw3iLuwMTiqyTWQGOpSDg9wSNCmZ5QIxzHPz7zPpvDfZJ4eDxCeNi3EE3JPiheGTtgWnF9DO1pNMUT4EeRWm9qSoV0U20KegkpV0etAVOj1NMKPQpHPtnuFlZ1m2EY58Bvw0xBshJ60p15VMxqNUrulsMTmzbgScvSr3mLmJlxyqR4GiRtzOrpV7zjQD1aTTqk+swsdWeJ6S+Lv9oPoTYnJJQb5FiyVD8siNNNzWJEx4v+bH5wevVxqY+p0MQo0L2TNrpkxhaMZXxyww02JKphMto9aJtZdVJYqt+VjFjzvFsjNoHDlDXELHqsaYxqhzQTJCtYMxMsiSEuzzYMQXs+zgnc0zPkqYhEGZ2YHfSEIyODqTLpzfWvisMKZxrrlmq2tOZQ8skiwT97Uq9D9fud8Rnnsgl+T1NGNSiH5To2FcnCTpQ5gUU6ZN+j9TQZopcwobAs3T73EWlB2JX4ucnfdODYQt4Vw2Or9WxpFnztOeuUPpCq80D86ZqMGBoPrga35xbCvuijexJDecj2Lc5nBXXHP2YG4Uz2SxKU5TYQTYu6BKznS6wsTEAqbbetipyTvmjuudAaUTWtFMlQVcN/CLzYxrJiu2RIrAvZCL/b7W+syPsxFyfwehruY4d5EpeVirJ+5GYNsHfr3QPfD7zZj98yO10rxjH8J8FVSC605Yq22CDTiXVlMl4zGKZfo2Y2a3WJ06gxClj0FTgaqZr3ivWxxOtdQY9pg8Al4LAs/5bbCrcJqhc2BRs5unkEkPivsNIogEEcKW4GFyZ3rDJAtGSBrLhGQ1k0ZQTmDx4OLJbgLszH3AOYho+FYJ++Lx1bh9MjTtyiRGIhND030jjC9e/7LhvmGTf5ItYV+SyjxmiqWiOKP0PFhuBWucCEhHuvBjJET34km8w/OYaTY6lxnlzICkUjOziUkK9uSZ/sNzMAl8zwV1I6nfuYQTAzZ4GaNBfC5eaRfil6yZjeM1dePveLAeG8VWmuUtbCccJFNBpCCnrOC8FDhe7wlnhS6dVFEISFsNdePsCalMDYa1rPY7eFdmwNdMRqMwUDUakyY7EcbzlzFcaKpY+8UVnUsEorNJoQXp4r4aOn2zvZGksy4Q4/X8Qiu0Lslg5EUj8B5IOJDpohGGaFK8/R6oK0V25FO/q+0YBV4ZoUDp6FQkGjsbH1YSfuIgTLjkZugrHXQlYbG7f+HLoVM4OHlmQN7s4JF5UCXZarS0VDqHMWcwPfAwxjqgBBATfoVy+sSaIUdLokgEEl/pm9hZVH5JRuP6/BWBC+41r9GRjMgtktiyiN4JBq1E9u8DyoBNvq/1NucaCVtPScbmO4uTPfkCTZWhF9jNzc8Uo0dwhyAa+KtTLGdw2gudglHX/CoYK6jzvN62O3l9hdQqvgjGlV13bUJxIWJwieCyZaNBQkX1kRBwzlGCUhU8GbGoUxQsDLqlpsgs15BCHyng3jK4CVS5ZwXb0VISShKoK1JAFrYksjFsw8kQTZckJtUCsgs5ys2ZLAqKcZhR+i8qSuv5XPIm/bl9xkjk5v4KLp+4W9oLPWCO4C47iCJVvnOU5D2LoOFWkLLlhq5ZdE6H+5pwJ0SerU4g40Z88DDlqhW1hmG4KjvCdKFSMFFGdIJB0yeqE/V8fqoJl1tpC64WxIVSgp5GfogpHxhF8vdqMXpRBo2ICw94zsY9L/rTmW1jyoFzs41gcCU6JaCtkhEFSUZxgy85+Vs+f9eHVJuDVjpRCmU/UF4cBI+xY1PYPAfQJkGZa0IfgtuDr00Xuyc4A6wFHA7yA3wmrVVuwNMJugjBJznWUcTg44KHGI/zoETuINETijoU4OaHJ7MvfqVe6ljUAJvCmB/MM9look41JY4zAwY1c6W2kaLCDYg58CtoUbBWs9svgpoQvqezuSnJeL8Rbv4iTtMPRNpCC5JNGCjhA1ogYgzbVzU5GVPZSmMsZw68MkSZZ8Z/YA7l4N5m9kn+9mgIOr/l5iWDOr8nfZRqxF04ozNjZ1Oj1oO2vPhU4EGFPtDh/IPmCKQ36K9JPHOwbZquGvpxspeA8cB7auNuMX7piXEh8cIQ2tgRTXaTWSX4pJEMTLiIMVCMH6FUKwTBq21oZNAhZwpgM0kYtEZmFSzxeGgFdw73DDqELAAUrCgRwi2BudCr4FvDMfj8kfvOVhlq+SaKcMfM2ATbGHF9MwRDB+PW7CTWrLIoPGZQriDCidmSzYYnVBwXxWz9vpyzXN0pKjk7cfgcG6qxzGclXVHuhH1cnIcb7M7UHLq7p8gz9tTFvVOBJgo1+OEQFkwdXJcnRPTWqMXN0dOsd87J6wz21qhSeURjvtITM41YjTkT6txo6Oj02ZEKQ3IeGFPo3ml01CINmv1mjIsX6RwetyMzmbNbLd8aLpXckDUKwQ/ct1xjXQhaWk4McBxbSFuR4AqnmWPT0VgSEN0gOk9bZ850xkxJh10b1dONnm3D5wbb74RYdkgfgey5Hv2Z+9OH1qTh63t7PmGxDWlZBE6gzqC70v3JxJEpq9QOxriy8JZ0iLl6MJbnZWU9TCpzdL6C/DUVRvlcx0glpvOLjulgasYReZ94GZTdUVE+zNOfs0H0Gy+/aFOJrnQ/uFlavfuFzIUUGZyi/9Mh/7/6/F3DfQ0y76hUbnfCJ1UqbsEUycq4FD7uoLNYbSjGDoy0CjKHu2Na2L/nRMvNAacaNEns+Tkc+AT9yhdc4emgZWPKTUwwV3xZzogIYy5TTCJ3XQ+2AuWufL0DdZqgd1C0MEvD7MW8d4oPrnh7mL0FpJ6x1LPhcaFlSycCKZmRA2AFdWeX4EmjlBsL4eo5eG7bYMaWibk3oEvlrp6ztkhzUBX4DONpG0rHXHlm4h5tT7h/MZORoiQRL/B+UOug95FUdxbnbTGsRHeixOpcDCuem9NIWGkjSS3JJtKFw8ylywkOr1xcSK3M2RBPxtS32r9azlqYvMJz/hSCxAQOjCdaDsa80RCmjvwZUtLtYrWDUmQFCjbiVFROnGSyBe8940G1Fy8JWmmMPpie3nB0pwrpPbga3rYr92lZtXLTgR/bweUTmRuXfJHZJAXOkdU2wS4bXa9kfe2CPoV7xTGoH5TyxT1akgviyhDEPpKYoQLDqPVCZqE4vCq0TtKr11SjaGN45m7VtiNy0abxGoMNeLbU9hCGFEFnCs0vf69PKKUx094eWxZDzEArYErMwEYgFEKN5p1hzj0LIoMP1WTNIYz7HWfhWGmMkfPDHeW5Vawbhw9+2UBCcB9stv78yEFgfRl1G9xjEgrzrlQUW0zbCwjdEh4OpXnhxcWbQmkoIYNHgV9DqW3LXK7zxdyU2RVMab1nkGiBOcC0Uujc8UCiY5Ekld4z2qfxwbQnpjUlF9NWb55dFCJE/Qu1/yMzSOh8y2eqnrO9mO/jam0jTbk8eGy/cfPF8TX4CcmYiAwv3crkddYMkpSbEEVc2WJ8x5z8TyJbKUgxZAwiMsTylrWVuRESGbK4/cIphO80u2BMruQQLSFxVp0lOl4P9nFmZz7+pbP7yNnBJUFocmPFdiQGizcJd+ELzyTJUoDJ5MnkyhTJkXi62saJ4SRzLOupkmFkAa/hCAplKemKcGvCdrNUiDRdVUYOSCM3/nYEHsJmlUcYTY3bgy+9//wSPQkAPiGuF2UqESe3ClYfyPYGVgpIRja4Zpfn45VY8/wCg70JIglvvEimV5kpyCuSJeFQY94ZMyExsBByV143duN7E36KMfUFGiRvUhGp3Cf/M6d/Dc7j2nj4wGyyVUutTZHstGLSyPwi8WsNa9N26vtnx06XSlHFVNkkCwoEigi7CFhi/bN38C9gB4OHLMZQnxAZWZ9/beRQGQie6V8o+bOVWHHaimmGIpZEYJZbvaY6Xq7vl314QjEJsebMqFY4X86ci2bencLBDFvC67wMfzkl1pBB3qP6mzGF3Z/oBHnpt4apaqFKJY7B4UZxRZ5reA00KQhPagnggtLZ9vKd1/NQWZXESPq3TF5MNgp3SfbhTkKnkq0dcoDsg+sSfg0jaFyqtJEkHqtpOTZLbopWcnNOP8fg/R/pHiKoKRtbGht6rNjxiU/nxYJ4Y6AopyujB0WNveRsqBjMcSNNMIKvRYQYevFkcgSIZrV0uYHvfESBpyM20Qt0wowN6BgdZXIGSTLwoM9Jc/DiPMzWu5IZTirw1QWl0W9HzjsztOZgi4BwbiZRFJ1JLBmz0xuYXTws7WHbWFZDSu5B4TAvMizF05GGnBWrKHb/EyaVaJJYLVANtLRVvLQ/31epXJ739zl/4ZfzQpH9g+prPfTBNQoZtNqZsy3ocvxpO7Wvf5GaC1xsCZOVkAo1PTM3ETDFVBj8QvuSFdwv5g09BC+FqzmUpK9X74y5oeOkzz8L3P/d5++6k9qRxNxF0PBsb8sG40SasPXgioKoU4pRw9E+U4NDTkpPHjivHJKzVJxLYSbrfwVJ88bSsBiZxinpvp0TaU2zzTvtW1IoSi4MhfBAj7TOTjcEsE9D74LfY8l4c2c0VWq7Gbcz9YA5qEW5+wU8aHplBpUIREF1sFtwkSF11XaYOdfpDfR8sJdXaj5iIC48xSkFRm+pPbJkCH2LPxVKKAfBL2APQ8R5hvOg8iq5S8eKA95mQmJCzriMdMvW5QM43sJOVbTMb+PXqFBmyiV7CNu2cfuNNcF+TZJfuLrQbMioZlgoPW6KNso07nomhORpKRX0HMAfRlwzoa2kiX2voXd2lexk/s2oODcqG5TJNEGu5Y0oCnHlb45ndq1pGYH+RYlrY79OTk+PyOlORFphRXXGkDwIIw1MHxRec+CRpIdmQA98g+sSaBX6jbny0Xa+xsWMgcWO098WlQxxHq1yXiPnm5F+b5eQXpTA1pTrXsQGU+oB+3PyAlwir0EWlWOJo01Tb5Vz/iUWxhHNLio+Ax3zm8yisuqVHIUS50I4RNLdX4XZL0zz50UsYbM0iEEV5YoBmsWhe6yZyIMYr8Q1q1Hvm2m6XFgC06BXZR8wVw5TvnuaeW4UkMKPWvkZv5DRCJ2U6vSp0Pv3SpCNFHNfIPID9y/UB7/tcL+gFxhT0w2iDeL2JRnbie1k98o1BvFdrMImSdyqRdgnfH1CuCBXisebVMq8U+UpheCixSfKL55WYfa8uqTdrVdTkFIwgdE9jVoPaLciFeJ0bhFKBLeWXHORWVSzFGykRs+q411wU2pJd/1ozrGsOp+myEy76rYL5XKeASbOjLwOLX9h+B+oOw9VXgJzTmwhRrMabUw8hCIwKHg4qpOm8Fxu9v+7Turv+pDKz1JTM5EY37ypLFhsvYjvQL1ApWIKfXa0GD493xpRkEjHgPVi+tIuQOVRBr/mgRWI8UWpxtBArpzv1GK4dR5d+OXObIbejSZXVjhViV5IieZ7eMxiUT1SL8KJ8RfYv/DIbZ8rMM02PHoK6JwBS6BcZWeqw0yOFQZt/kbnJ+VQ4moMfyEHtEsy0HBx8GPFou+bcg/F52Azwy1QFfo1iWgENyqFGZNDhVEC8Z17nFlZ2YaNG4sttT2aCv0iPyC+SDPL5SJdQbuyifLy9zMJNHLWgDpgWNw5NA/hZqYt08iDUMxgQRXeDaFTmjHCKDFSi+GTspCLpjuzCnvP6nlygxVkenamPjA0PRGtcKhwzntlaim2OePL+RZ2aFvdmvBZJq8RNMlN3TXPsvECoaUjexj4xHbNw21mgYoraEOuQOvFnDnfipIHZiwyinEAr4TlzL6v2+Kgolw8+VSlh3Mvd4JNC2PezB20V1R3PG6mDMqY6eXXlFHBE4Hi05VLR86PgKnGcEs5q+Z1b+UzmZAzMDGmBluS+ajilFt4ri3F6gc2L1yNOROK68MpkrqtYgJj0s2SESIN/EYtbcHyKHOwRQ+v6RzvJfAzZ4qZyZZAvkPCV2JUnCmFTPNz4m1ALOCaXT1Wci0iTLmYURkoWIE22c6TGmkEfUVQamXGzhGTwZMrAM302hzz5IggQ+Peke1QNaNJb++wJqKDZ+rkyK+etrMLZicLXZPCLJ7ahQX7NnKfmZJkDS0VsZt5JRkF5Nu3kAfwzOcUKmweXJauNxdGU2fOwm5K3yf+HIwImknqXWRwl0C9UMQTnUfXOGRVjbk70tNnLte3FaAj8sDswvrBODp6p85s1pv5ppwS/7LhvvWmQ9y0mPllJBlDRcCL/TNEKtgUnE4njU79n8eUvv9KLHNSVniZmyCm/BoB8cXsX0vA7fiVmpMSgY/OuOGnSA7ESduY6b4ydfKhhhYojVIW+4/K9Cfv7i24mWcnLtI4tO05fC4ZmT3W72uRLKgZ/U/6twomwl1+grI0MUmprz030cKDVjLwzcUIhNedZqhKyayhAB+2Gg9FSfhBzOjiSFf6GwvvFRkjh8rz4mEfNHfQ5E5OfjCTDE7VtAdS4CzpIgCCqaxwyfm9Imfk8P5e8W1bpBO1M4k5UhRJ8vMEYw6I3unjHW2wfSOIw6901nbDoqZF6MIaVFIYm4CMM+bNr56njRBJVjlrcpTfTfa9fO7U+LUmCa8Gc8Ev8wkqD+CmJC6DqlMvwcea5V1CRMXJ/KE+KqOmsVmJhqyKPCUE/XtupPHnK3swOdN4i58yuXQiNb6be8nxFKqO85PgovRJDxhGssa+NtQTSv1lbxmBM3D26qgklCVvluH8WpbD6aFyVOMW5zDLjjH4hrSiw5SDSVli55yA3ThpSZXF2p8v30gI1J3jAYlHJxXSw5k3DFf8zgNKKqTRfyr1d2PBzp3pwbSBUqm6pdaKZJGqCKLpDDLpXAw0hIaj3OgclNfFFfAFaCQcuvXOD3vxXNEyVeExlKWwfLeeWYwggKVjnjs90iG90RmcWMqyEQ6qVGrL+6tApXzDe7l2/vz3+xiMaMT4oCHs80ZSMUDdgpCNspwz5JnA6wzDtXIj2AyuCERTcjK5ueZkvuLbNu4OZZrkiMTAZ2F0qFTqUZMZWP503nO9s7hsHezBNisfYoiejJXozZdDf2WhdCe1vf6Nct6/60PqCL7pvJ3gUOVQQ8K44wceA5FC2yuBcEfNl386s2RL3CSAHzzC0RqYOcTAZ6eaYJsAN/UoOXggMfYxoe4wj2CgDM3huJhn/Ha/kFLpFGIEYySFWJJnzZyBUNMuxQIpIKqLUaiwVXQXysLa5cz65b3zds8spCoC7mnFVzdw4195MqJiLr/CiOQCmDLWiGIihE/2mhuOiOJt4nPy6s497rVFntnReclBjG/sJdBSMsJCLnx0ynR2c8QvXhLggccg+IlK0ujV0w1708hOZOZcrTvp5h7C8k4F3ekLF3TgnpHGviRB4vJ8+cIGISWxQwXam22WLttFdoIDgJMXXRYTCiHCmfOibIH8pRIrmyKkU6jM+ZGOR/PO2Ox181VOStwUB4kHZUVu+6d8JyS4n3gItxSKd4oZQ8dKJ4Zy7Ogs7CNzqQoOXAwmhScmRo2WsHLP+1AsIUStqXf7JS/COmFBzInPHERHFJ6epAyVghH4FNw1IZ9cMkxOQhq1GHN51nWHlxqzbIwzZ5pE8JhGE6NH8JIgPoxhk8s/2Njx05FpvDQSniuKczLngPGkeGX0IFSRIw+S3tfLu362TcFCmUgG4wKb3MgM6kdq/tCLWldibM9581yauFCwvaAUvAiMoI+b6+5QP7Aa1NiQUCxq7qkEk8kpcOrECVydqVlw5AGYJKjn5288J2yzw9zw0XjtxmmCh9LkN5iri8CWxqgsgbURPFbPFwQ3zYPpJyOUPh6oPZg/4JaMlXcG2nM/SsRzISsI1EGX4BWLmCPQL6f5E5eevoVkIkNRR8dF6CCWc0vMwMdkR5mMPNwRTLd0wohOKQPOBtFxcVQG43wRxTKglYz2iaRvckw4fOeuL54lDYKFmy5CXZL7Nws4A0OOv2mf/7s+pF44MqBREQq/Ss3qSZxqP3Nu4oP7HKm1aQoyMSvYaDQxbleE61uj8iqy3F+EuRk2JM0JqiHzgchnjjgjFrVW8AYRmvYkQ6h+UEwp5UbaxlYKpU7KPTEkM4QIorwQEkaJGKjmASa1ocy02R8pibVlj9JKYaoSBk2FK/JFFy34dTPd+ccQhqaKR6RRbeN22MUQObkZOWsrQp2LGBCWWVkk3vyuYCFfls4zGXo1eM7PjAIx4dhSv/SHKK9WuG2iBocqKklvblZ4yuDcOr1JWikFiFY2mZRYB7HMTAy2G+ZbQ7HmekCUP93M1Rv3gDEdJOn2lEq5W+ZVrvnHjEHhiaijYlhp0MBylI+gjEuo50QjQb9SSz4XeXEgtAdc+qJQ2IFtg1FL1tP+WoP/HX2mLk/JClZaJbxmR9gsBaxzPcuzM8pXxo3rsutyQyToOD6WI20zYgfqxmRbHn1JIQ9TmAXV8n2rvvHuqTxCaS24Zs5fizgRmZgrRReFfnCNTjOjbErRkqdsv7iZjOSV0WUQCPJITzn9mmnJ4y/ONhgl6fvmJMaaNt2ovdg0wxOnlex5bqjhyDuX1YAV5x5FKdLYTFMg7UEF+gkaDbz+MyFzBvMJipbfOIfBFLYaNCaPtmfHFI7FzfTgkgu1m+4Jn35UqC3F55GoPNjA/B0+KDxJvZU+X4gGXdoi9Sh6JXGC6VT9mYm4ry29BzPPGTQjhExfq3dwCo1RjF2SyejWcf+Cr6yFzZStbNBa7gchTA82gekX9IuqlmiES+pBQ3FNazJBKLZhtjM895bqio7sOlP9V1MoToGqbJvwkMLmzjGTcWzWgQpWecrM67/zkBMRqGtmhvKi0PX/yl8bjpRBU4jIHLqUKwhSakKK5efftM//XR9SkHEZ55FDYOlK3bJUbZAvbTXYjYie6aqR9O3BIDbHLIjDuXVnuvLb8Axxs0J44R5K74X4Q8F/AhetdjbdsQvKpdT5ZolNwgp3vBg983EivghPF+oucG+VYR2J1PCgn3yQm41twiGGesd7UEtljEda7nQgGn0Ev9Xcv14R1HqjBEek5ittegriSWcleuptRDhHSaaQQqDMpvykozWjJOR0pDViiwWilaRvk+25NMiMi18Um+DO684cK6ZTr84YOUsJ8cxecuMagx2njHdKbhIu4ANv9XtfDVWkpLGZYLlhLIxePgX6laxDBtsOaLoiWERaAGrOc1Knm1EoUlLQOgN804wwoTLtfK+gjFK/lGN0jCDGIMzRrXIT3HewNaHTcQ7uS8jsiBx+exm4X6hv0B84ikrlcENmOrOX6aRbRVp2OZPaSw6v28FzTLY+kdjwmdtYvzs6UgNZzJGZHnXpdrAtg7mRcwBti9GXnb9qcAFnX95uOF0KURYkOX2ZL2/80ErfJnEaiLOoY99QeTQYVDpJzR8rVsX3htGROSDeLoYpV9qHImWDaVyulNoyeNAVGZVbPA9Z1o+L/C6KMNWZz4Ct4bo8S2ajhYPlPJaPDSklNYgEbslOFencMrknzOtik5sDZYyRqc1RWY0pU4Q/oqT0IZK+VALopPsJ6z8IbhyNwe2TWA4PrzhpsQRo9eBSIAp8H+0GXOAPgmBGxqOIKs6L6un+vh2NNlODqAEa0Kaxu/PJpLlziyfpwD7ZrdG23PwzodHXTYqsD1wID2pc9DV/HiV9KbOTUUQDLRe6kxD6SJbvz9m5ZuD8Azctv9vHCWMk5C8QMig4v70tzgKKZYbVNtOsuXghRorU/wyCDHRL9mdQ/iyo/jefv3/ixIK/JCDUMA+8OvGmNxr8EOPnTNeFQ+DyILShFoR1fKblfSEX/CR9TyfCrpXXipEoVLpOTCJpzDOplTvCyYLcTNAZeFPiWqyqtqqdMTCR1BO0idyRgYA2ke2mrP1mL8JXD7wWrBslNq5Ex9d4dSK2Z/hephOie4VfgyBSXDcVhiIzMK00vTmb55D8+Afa85kU5Dk5RJIK7IpoboJqSrBRatCvJ7I8oRKknDQK9wIx7oX2o0AYZp4C40OgF3Rc0BMK06Pgz77YWwJmzGtSqYyaE4oyPukFNj05ZvBPTMQru036EIY5mzrjhto2GHc6rZeduNJJDRHKZunofqfGajd43UDN4jePyorPnLkohsjGxk+uyAPo1rSBaWKoD+6Y6RyNw0FqIIrRXBizZKFSP6nxB3Ok4HNQaFLpcaUWzdetqiUd1Wda1OgIEOPQjXPezMX7pBiMgciePpPrEJGAR8ki4W6TeWZVTqnYpyM/R4b1sTG5+NSc8XWC370sZ/NPbn8yJZ9BxlDALk6Jwk8a6AuJDSiphzlB9nSexwETqgclCrMO+oRSdlq/OCP4DfgDxTD6Wr87uf3PNTuTZQtZ2JhMjE+m/DUjcExQqzzMGVdwRRri1tiZJL+8+FI3anpjJvwesMN2/gMj/gkAJ/IcCZK4UjL7CXIM5AuupQoyhSYVinLfr+w9Ipa5bBJnyoRpgsei1wMmW3Y7LLeanvZTAny0yunO50gg/Qa2XTgHxFjrVixjgySoKZdLqcbqZB/u/DpZQ8fcvqVVtntwAgc/GHwxtaT4ep0GzR7c8UR8R+RGteF+pxCc1V1JygFyEuwsdUbKAGj4fed+NvY09tVH6gevAR8gr4SbQdkchuZ8UKRRrKFT2OInvyQNFPr1L1wnlb4eOagoCrp9ohzgJWc1BTjgnM5HUUopuQGLQrmSLHAZ2g1V0vCw5S0ZwEbwmrEq4GQ7lQ/WXGsk/8/gKUlHNROaBHuF0gtaDK0VFUGTsZydhDhlKFqDIq+czTzT27Y7fA3NYWlPw6SLa42qnUJdHKBJlYLMNVi++uoKQE6wcDLMKbspcUNOEKvI+Qchgc0gonLpwHQgelNLzj1KG4h+4ecALCn4RL6ApfDFXE4MeT2QkBLRmGGMvjP/SRlfzn1VOjuHGjonRSqbKrvnXEw0fQuLK8WVrr+g/yS88zULMishg6trxob7W0irhF9cHhRP8MKqpJBdK3EGWzfKIku8hnBg6Cjg6XcnnlEUWnaEmxE/c7MTGNaZGMHvnONO4WvE4gGSQrR4oN253VAZaAno/4j6pG3GIYIW45ak8yopcj2kUFBsZnyKDUcUNIQv/2KoYJYpsAxfgcjv6j4/AVyRXowyarLXIo8Ceypt6IozuYjq/FLNEMwKdx28UF72i1JmGuDGhofTBK6H8tMmdjxRA7OTnScyQZtQ3dkjD/o2g6jKS0cmLavQb+erZMH3j8BkETAs5RtTs0CwPZHlh+zrvbuQYzDKXwlViiWE14bz6wxowm4FC6fzhSPUrSXhR2FsmhZDsQENTuOKP5hk91ds8TMmpBggoe8GDFV8E9BMJxDbGAz6ndB5tUbQkj03NIXR0SieNhCRbBLmkcGNH/agWs0EBIUQ4dp21J1/kuDEKKpcLshsKXURMviTdN54zXzOmwS2O3LBcxXg7VuAB807nRUYyYsPVTQWLqoGUrht5arJSZVMt24qmDaEPdGIkgH2OdEq1GIUr1iXPKAAm4rFJIbC+JXy063ALwE3NpMs5Ovy7JPKHg9snric/JRg04pdf9vx8/d9SE3N08QTffHrSTAxcbwCHexndkd6GzYnwsaI1OpsR4A4xZKVFFEzTptCRMXCkrcjghlIXMyXM72TUXHZmr8zgpgZd/6cMMWW4/dFG5MQ5yBZdIRT/QOXxjSILdlPvzsgqanZQpM/ERNNFRQwCTlhC8RGKogiF4aGglT8h9EExI0jXiCKq9KjEg5lpHhxcqP0VCL5ml0rjHvNfy6wnvykGp/E2IHAmy/3hKCYYk04dMGMAnCl3qZO+BwrJkAoPjnnQG4lzDkFpAT04EMdk2DMyVi6jm1P37oanSbCPt9crA1CmR2iKu4f6dW215ReLtNSvK971nHNzTokmVczIjE0EVZ6OnhH2GjyySRRjukQfoP/REy5PRZV/U9OmunIzWlJnWUkjFHdmF34+dZtyRdCMkyrGMTB7HcSPzR5KSOCqCng1Qg0srvbYYUv5iFVc/bMx6ZEyxlWG292mFEpdO88JQ/Vezri8NtcTNP7vdFN6ghGaniJNTNxdfzONGgZFcbvSzcV6eP3CLoCUlGtuLQ0T36T2gb58v1P5FlFaES0pFFTOfClxodXjJzNtYa6ZFL1lrocWIw0ArFKhrHnZ2twX9mDOQW7RxZvdS1oTSjYau4DJCE3eXfRE0Jryyi4eBJwIggVStzMOfG4KRXuMZZHCLhNvN0oJ7dfRESKwDvwOlFRboLz6px4Xgsw4wWSCdpY7hPeI9cBO1U/4NGQmjKAGtBMkyCRO0AauwN+OxWl6I670Greo0HnlI5LpRDLJSBgTGJFcl0+uIejTfAyCIxOJUrG1iQX0umWzMq3OPwt7VkcUghlnEqVyW+bU4/B9JmkJE/r4Ain81cGHSKjT17Gwlb/95+/e7hPrBHSQYXa0xj2hwpxVH6+7mRxLcfi1KtvUF5pLVKCuAV2gdOpsjGi8/bvHmQkOnsQUYieZc3DgzO2Rc/MauVo8HKBDfQZ3+LGGhtdhN0n93q98l3OISe+9vcd9N6I2inzoCvM6xeqieOXJRnpc2YcwhtpIXOLknOhIL4QAGGXwimduivzDpBG9I5pMLSsQVeCiJBzJySJEq3B6AWqMGJgtzGXm4YgzC03sAgQJlUbc1S8fSFXUm+lVa47w+fUgmrGfWff5ZLgu034tEr45Gf8ufmIVWJ2pHwgdua95yAic8LMM+ywAKINkUkV4atdbM9GZ2YOWDj2ozCflumn44lUgbsi3JRdua+ghvNhws8R6IKg+oAiNZ9ZVDovWppWo5YarpiOUwmut5POuv4N9ZsQQ/3B4OaDznPNTnTCrIVSC+P5AjPMG9WdS5bd8K7IK//CKopL6r9UQTWTd002PATRvn52MOUtKHXYK94HDM+8KE2WX1jC1n2sSh35Ns19fyrwEOWvtZEWI6n56UTudGudHZJHtBPsNaeZd/RM1nBZsNT6O8VwJnsYp5Q0U52ppBsE2nbwyT4HT4LErp8UlImi5KGOVOqCOIsEZ351rKRR6nTPuHaC4cqOM60i7twZiwBSKH4Ri3Rvmu/QrL9B/ac8QFtlZyCvNM99n8NShdAG18XDMifs69iZ98D7crsRaNa4+83eYNQ1QI/G9F9AI3gBGZcRka7x1QrenWnKvhxhThPmUN5SlTdJRqyiIfg+0ZfzEGUU5XX3zKyiUD0Y+gn1r9+kk61VLh/gaVnl64AVqxBKKQO7g1OyEC/HwYgTOT8wubi5eGuMCyC1Ynpw9S8iMnEhhJxxX0o6rDhbTXurGYF+5pj/XzbcB+w4JjkfSjBsZ6jS31oXNzZyGB9Mti1TfNUFuYVGpZ1pN+SWbZlgDKAVcA/8SUI7M2DGCm+70bSVBgp3ljnIWdemoRmctxhMnSQSYG8tBBxaETFMG9swNK60MJrOvL6SaecJefSZtHNEmSUPihw1B7u2dCleGHIBHmTsBmJwbhkZPdbE2Cs2xroQJXXrsuYFmXYbQ9PbYA7iDt6+GAG4LDhSOrKlX5v2E+InekHQ6dq5728jJUCIMVNMXQxteaEixk8fPMO/mYUHIMvWKsZXan1MwPKAkrJIIus5OTcz7owXeMLFnanGllDD9cedL5g/cyM/S25gHvhTqFIYKtxD2KNwuMJMqK2KEzLox5UH1wQ5SHbd3JI6LuvNrwmrSFVKuzAKVneG3Kg6X1II16y6I+DuzPsFj9SmBRf2edNqSia5JrYDAl2ysgVoGDRdHdyy7tlazpO2pHdrZMS5Tk9oCskkVglGmdiseEnikVhhWPlnqhVhJzVoLxHSWgJMDA1yY4uCimBqRBS0VMwqZzdeEUxrUJa7+CK4FCn0GIQaT5J5aXNSZTBIGYbfJzLS0DRNgJ+p+cOJMjJlQBV34XJnEJxZra2Nu+Xvjfy5w5SmBcHoJREQlcw8QK/VNaT90oxGDUP6oLwkI0Huyd2Na7melz01j94F944ivKbw04PxdX4Talh2Tr3foI3ThbiFMZ8MvxPx4cmmWXFOuTJWxNPhXSSQObgcviLw4Uhb7uTwfQhCp9mNTaHWB2f7yEgMYDflIWVFeNxZNKz7dN8TXZl4cYF02DVntYVKmU5frL2iDn4jfjDlD0IvFikVzBhNskDWX6g5RZWGYVqQ2ZFy8hbu9T5oS1rhfxu57+/9kCqETmTAttTenc7LJ9ed84H6SB87jXwFx/jBHELYMgmVTJKStVgx1mbQmBuJ59Yj6ZYLUpsOSDDvk82Dh8Kjpph2k0ax3IhsVTvEyOjCEJDKwDgP5xopxO3eeY0BvnH1oHsyigKQzXFzSvh64X0tjkibGiBGpbswC6g2PgoEzj2D3zSIuNKtIh75nZk4xu/xye8usBwddI/1ogunCninzz+ZObAK6JjEsyED7Oz4fXFTEas4GbGwXr31j7P78sRbGjQbnv50GmgJhkDUncbOPASN+i2CK0xqryniF4NQNta8jUm446706bkrGuATnYMHA8HWaC5QImO1lxefVsPnTYzgjMB0Y+jGqNkAqE8eBjJyfhdamTfpbiLvMIJcW/WcYFmAyAUeg3l/ASdNJ8qNCbT5Z5ieDOAG9TTZ/boD98qW/HDmgH0dDL4G0uEb8xrLYmFQYnCcJ5+aEO2bV/YQY9yJCQTBpSnIbmJ/Igx1W3OHNGBOXVDQpNBNmD6x2Wis6JJlt2RSCGlgwZDB7Bdz9Dyoq2e72ZONHjNnqESgNMqcJJ3kT/5crjAFVaYUrrLytdZnF0M8oSedmlD1rUhtmXPVC+KyMk7TY3DGltPbxa6VBreUZEhGIEMoket/SiWsZMEoNwcFIWFw0ZqC+VCmGOeCwqrU1GZVy+dCkOZsBfUPfKRuRAnMdRnCgpGEJ4d0mmkQmmncBSB2Ij4pKKEZ06Eb1Pn9Gq5n/8CmMbxgEoQYMTtlJrRNh8tvhgXNbnwkmpStvGfasbT1xGF4FhOqJ+dcyEwM/PhcCPqVtGnfCckAUSW9PCVuWggxIvV6WwKGRSplRfvkM3bOuP9vUPD/+vN3Dfd9alqweHy7mWEiFIWJIc3xHnj9JF4/Uan40ZfpHsBfspf1v2ZhIkKE0bbJHUK5oeu6m+v/jpIeXYjxThENaaA5FK53Y8jA/uED+Mn463r5ZnYKb8MA9Xzet2x4XItOGIi/N/hGoGyk28DgbewUy/R2fEMzYRXTRswvCnBrQ8bgQ5xnSfabRyDWEGa+LJaEEEUo7t/BeMonQc9N3AQbaeGfJ/1EZ2Q8yKyM2Tn4YJSba3Vpu1TO5YBBe7DfT6YJZTZOXhw0Lh1oQI8A/hXIP7I1YVowno5q4dOUP/qdMG68OY2R86pVHb6YKIbP5cJRMjASjGPenMujAwHawSGTi5sSwpiJ7VszfGqadD47WEM83dHDQCKQUEYYyESj4lw8pBARXDpxk1VBv+9TQeZGyB+AwSa0S+lyLc2kYBErT0//3Ph38FOpNESCS/o3NOji6AYx0x2ijcYr7qy4HcZHpXyllVes92AQIAXz7JqnGjKCWoyYIAws4PV2h+Wkthx+hPPO+/u2PFQKIYKWSZmedGkVTiILN9MMNwxlBzSCp4DIkbPPuHAqbJ9w/ZWw1DlGUUyEWSb6Akp2t+6dIYZ52jjdRYmR8ggvivmGxzPnnlHo8+SdUtlmRo0MieVB5zRZOr7Q9NBc3Xtgq5DNQzl5dCzbp4l8bPhrEn2ACLVu9PtGtzUuUCGqsfWbOXOt+vffAb4cK2Yb6A2fRfk102uxquErE2/4RcQ7pSx3AS0FN5A+qWbMsVPrk/Nes7YCo8F4+fce9S5SQhTngcgvNts5+43Uio8biYIsWjvyAXyBfebPnM80nC2GSc5wVSauFZUOz7R3yys1ijhXBJWNuYNwwYDpFQWKjwyNZbWKktTaj4Cv+S8c7nuqsPhPqAxqMWoRphfGnPgFZcBx/WQzMPIlkAJSBPgrIm836ty3HwR+F2RaWsc46XgM2a5mOiBaUhhcgCIdEyVuuLkRHP/1Yv7MzUATnM2/w/meJ10V1C6KFEpXPl1XpwNJTr3oq05X2rJrFXQdUELJ//aJ6iRcuF2+2WAvgXTpSvMgiY44bDw4otFqOoVdLEq0CGEdJRcxI3+2qSHTMM34DrsLbQ68GF/cXKPz5hldIpgVPtU4bufStCm69EWpGbWNxTr8A/hHRBR6BvWxxH9XT9y/GcyWsem2hKxXDOYRqH9QV2osAuGSrMt5rzUh2N5AFYlBv4TwpJmLZ1eiXpN4cqVgkXqjQtbRmpDa0ATsRTXvBZLi1lrReFBGWXM9JWOXg2g/kQiIkTEkmjMm6g5S0zVAoMmyGBLFz3SM7Jz0koC/zsLBR8IjZx4efSov6SumQzBr6GzU2legZMJXCuCDQJEmiAWbFmRUenQk8t7CQMsFko4T3cm5XFG0lnV/Bd0mZo2IPKBeke+g65HfpQW/aealneFrsiuInExuWq3JULx+AsLuhgB1OFsPeOU6tCNgStojjiT2XAHaBbRSSsXmZNorSSfD88YE+fYM0sNQN9D3syE1VppEAsFpvNEvSwTFM1utaDJHBykPsNnRtlJ9peQoQQK/UtAaApyPdGC3DOk8pLI1aPuRm3LzJCKJ8fQ1R5SkxEsLZE8YNLPC8h/TZLNKdORYadd2L8a84yFc3f+UAqw/+edH0JZjg+JXeqb0tPdXU1SMZuSzBxg/wW9UC+IGPbtQSqQF3OvCn4bIvopmYVJwETYzugl+3swT5miIGaUot+zf8SjFPNeEa5Jv/obP3/Uh5cOZLRkFHjA5uLqv1NUUz11FMyHALf3gIqtRdAna5MoFrmBN8OqMGLQt1tQH/B3rGca4HTHDffKpOcyenhYjVeDHuqPuk+ippTF1WOa3arkBmMKxCUNW5677sp5dn42skmXpkPRi7AXk4F5XFkykBBuCzaUPImiSw3WTgvRMAo3fwUulHJakdh/ct+M+Vs0GROB+L3AIoHID0ZwgB/NePxll8IvUWAmLFi2aUUbcuE9On9zSCT0QNtxhjEjies/qP0nYDXGhLYKIbskc6pratCCQ7qgHjY3gAyjoteE1vjfzFoX5Ns4l6BI0zU66NofRGdKJ27nuG1GH+mCEEnYy/ZVOIJ4wT+yBiFOj5IECMAWvCib0zThHB7mxsu6YTESeCW2MfBkrf0E9zXv/YYLt75A+Sa85G6swWaLHbXkSjIFFW0eWU9pGs+z22UgDVp8oweUDnzf3DAijaeDi66obLgUtwjbqYkjmbC9q0OYjN9yZm7zM/FPdD/ROaDjbzKBqMOcTH3BHBRo2nL1P1I3xCv4Y43u2ddNSCjEFP4KrTzxazmMUZiSZo1ZZ84/KoNEdbk/Rbs481yx0z0FI58Zd4c6oc4v0XPznn9ZAhoMX5udIen9LOLQGuNliy0kWhHfCU1sMpi96QuQTHC+HZ/q8EpOdm+3ba28u1sEviNRpNjp9c/ownvedWr2RzvKuTqsJEhcBLY5fJ+M1YHaiHEgzfhfHIxg+kFGpZ2f0Tsx7larpaSHCMuQXyOk7ilBFE9Y3w1x4OVwYk5/skozh6Z0xfydiILqg/i2fA2ZYTGoE9hoZXloV6Ex+8taTIjcjnCHZVYtA+cx1nWnYnow+dbbHIkZFEB5pQv83fP6u4T5RY9PJ6WBh7DghyrTIgfmoBL+yGxJFChjOy6HM1Lc3KoOL95ZS94nclStuCkkJpguOZXpmkqDT8BKykmBQTanuPEOgNbZlDTPLWFERyoc4P1cKrUPaNJ1kRawsN4FC02SuTX/xYQen39l+k04Srg6eCa1SFZ97spXMMOv4lT54IkErMHuKKB1oEknX11WxuWOJNGJV0Z7c/a4fiP/EHgVeg2bGC0enpGvF3fB4sSwswQrbx2DelXHlhiE8IDLP4a0RagbnQgNry+wglYowGL6qLA6iJKQqcVIt0FE494F8FT424euaVDyJEw3qLRgbl56Jnu2wXaloeoanQ3QEmzlnE+BfwXlyaGf4nb7Oorj/A9T/kRc4N1pcSc2f2VYnEy64M4GRdGpzmh3c84VZ1jx7VJ4Mqibcdq5jX1Vp7uhRuF7paX/zzzbYqtnKiKXYeaztoGzgHaXhdlLnmvdI2oJ1HVg1tIPGTKf6e2dYp5qjQwlXrjUBelfckbb06z8ME+MRg5ft+HxmrEYt3P0dX7Mc0iVDJB8IQ3SRiQJx56M0nuGU6hCRMRDJZEFrEF1403TeF1PsN6p/ZTIxqSWbA76jnS/9LiZJYmhCsxv4OXLmU3JNikiyCj1Niac5j4ArwQG2UF4zZ529CPQkiYxWYdyUADPjmppemwSoo2F4JILiAdYaNm6wHxkAOP9KoJg2Or8WzKy0M81bN4zXyiyzCWE5l4oJUrYlJxl5wt4dzJBxIRSKdJaxSxaV+fVyTQGfwB8kwSj0A41f6DSmTKQoHqlgMDPmmFBW8sBcadIYLafy6axvhemD0IrHhZliXbjM4SjwNUAelHIxRTOGCOcgmDS6OhGdo0padFqOPQaTOtdIQgYx/V823Cdm3HUDU9RyC5mbcg3nnA52rpdxo1fDjg2zxeSx9LC6JUV+orZ0GZJaiFKX8C+YZD5Sj4tNQEU5MTKpPcXBfWbeCgrcN5cLVx2JJ6uCGnddlYaCaCOuRuDQOkFPuIpO96XX2NIU1WViIqinx4MgVD2yMrsnzC+23ZF+pv8JgtZK1AdnT2bYAhszsrpUbDlGb7QEqpqgI+ikPabKSRVoo+KkiSXx4LD0AHPe3nqrk5qD/oRxvqnJ9ZuGFOspGMso2vKXRxdqa4hl1HbVDcoHDyb4pMxOjOC+SI3VyDnKjbFJ4vl1L6CGo9xywlvPce/ZQYYjFWoRRHbuEGwotT9R7WmUeShH+T21K7xAH8lG8nwBbeYB1nalSaSbtBi15QEFEJwgn0BGxj9ZEGg0LgmW9WIajwDznBQ9V/Gh37R31Z1jMUNjfNerNBkYjvsJPc8xaDQyj0ujwJnhfe6ZLTZkUvwT6cYs4NXz55Bw1gOQUihR2FzhYJFfJO/Nmnl4LwiFZtCKAI4KoC0JM0gOx1eH3/2m4NxXcHuKjA/Z8wt6IbiJFn/qqoAhT0KP1a3AHNktsClyk39WHkhpQMVMMB/M550wtCnY4GOSw/uY2CZMJsODXwZ1QNnhloZKSy/AkbPEWXRpp5QewuWKWcN5p2o3MlXrZtOJ0PA708B7/ys2/5HWBLRT6omGskdFl7t4kscjq9Mp2fNMlqgYZA7ELzZzGM+cE/kbHencQF/FrfKeEz7eSDfPnAmwRYE1AYowalPmnbBeUnwTUlRNacy7QxEqYYqXBih9BpPCnDlHnR1unDqV+muiEjzkhbgSo6edWXFONrSMRF7k4HULN9lsqoFumXRukYzXv+Xzd31IYYPoA5k7UxsvUa4FW+RbOkF3Dia1d86fF+P6gTuED0Qi4QKU8An34HxV1IPSAylJxU2sQRM+iwd3BLs4d63MZSD5eAjbVsALnxLAnZVXl/RLC+O6PQ02HaINNNITuZYHkasIeShBx/iJ9J06H6gb0+eqPG9CJkOv3GykpElmCBuFMjPy/B6doTcTY1K4yNwmE9DwRaQgoQk2YjSGLgU0k8+VbPsiD4B+OfU4udjoofz2f2vAtSakwdKbEAP1FzVzIADFy8rrmQJDiXDcG+M9i/MO88VLOmiG3/0gzWrlR7LavH1yj5s74EuNm4bsjjfHa353LYWIDDV5ATEKffyGx4sSOxuCj/QrHL4zLuUaX8y9YNtNvTutC/pbWozeQLUgui9AdTHGFoVe2fEJEi+mV4JGI2cVYz+JqMxm/CZGnSXTPiKIEPZwiuVLHAHGi17WemSmCwFCa/kcs5dJ9prmnk/X+s/WR6ysMoMwZvzCzYltY0RaMkEeri+AeTEj4zPqPWE+uWJmBLxD7DC1UEQZLllAUZN44J2+QZSZuUcld9zLYRxZmtSeMBfxguiEnxSOlQr9wVYrtW3ITA+8WnZyKJhhLG0NLtQmFpoxUI90ZbBW2Es6jPTa8dF5ra5dGoz+vn/ZJ1wI9syssr3s6fenUDFiDMbS+JikonKOr/XyB94HPbKwvWay1NKLt6KS79fZs2A775EC1jrSv5KcMw+Als7fvTpUI9ZUvakTEYxpSDGwL3DYraAt//lslVYqfTvW4ZJykVmEuewwTwrRO84GerDf8EMecB3J1pIbb5PZb3SRuXYak5NL4WrKS8HpRNzfRYQ0AVOmJAHHPZ18xkimXswTpvAP2rFZaGVDS87+IHgQqAd+5Yw+C7a/7fj5u4b7SilYc67uMHcO6bgrdyyrfJuMeBDSk69PVqqzQNwDJBALYiSt+3et/PKJir590WmRTJ1ZPmlyIyVwP5aRavpeAfyQZIOdQ6n75LoXVK0gtgaVl6QgVtM/bB/CYggztaJe2NqT65ZMxbVsz7kdjmQpjVspC9aUFszhiByEvGgzMupoFak+dqRcoJWgU0ZkqPD+QEZHbKTI1wo6csCupIXNYocsyqnC8reTOXhLCpOrE4QoseAf5WDyQhbDaySogusPzP9ALGuHPwdhKdZkq5SuTA+UzFhNWA2IpPg/O0Q1bHP8DGJUCs4ucFXFe3YKcyY9+Iob1aQyy/JDU7KriqEJ4wVICXavTIwuJzo3Rrz+pzWX/Kcs/VWSaXWNBX28enaqG8yLPLRkJNTiWUVrhTF2NPJwVB1MdsqcyUCLrNntAf7MuY18q8EUOWJ1qYqKg+acr1rAcLopOg3XF+pLnEoyEmdslApTMovr05WhGTFTdXLNBR0F2eaHYzMRhsBBKo/odB6UNjnjSpahL4is52rQqkSfi6GW70VJ0ByAzRozBnf0P0OSBTaBsRU+XsELoZMhlC5CqLIxUSm8RkF5EjQepTNm4YpGqZ3hA5Ok0g+BKc6ulTmNIUpsL/gKWFZTLkaLm+H5M2LO7F4jrcXmzI055gfIgHml04dqGlCTWUwmjVnznmm/USSzuIDLADdCJhpbiqd1cnhw4fgG+6txcSPspCOo4wrsP4jXFxoOUlDpy7A5+OHGTy2I3PgM1ouWrjOahIrsEEu6OggwLHPvtGcCQckcOEcozYlLmLJBvNGnhKatCnMaNgczPjC5UXN8OoOCxsTrwT5/8vKD4AJJpKjNQUM4m9DvDkUTrp4X3y0c/8LhvjlHjjw6aNyEB8NiaQ4Mn434hqUqlAfDT/Q+MQzVjbaiMAot44/ZcpNecJgURYoQcnK1wT0NuTrmkQuTXAM/I3hKUBXmKUhkeHpeaFCvkXBS5BQ4unLObCpMUgw3ORf7Lmn0ibNFWqTc8JhKaWmyb5p4ssrb+DW3NW6heGGYoeWkuMB1wwzuZd9U1qzBw2iR1yfyyEtdrCf2SFr9cLgvYCAmeNkS+isHTl6rkGxHa8IRHUKQJpxUityoBMifs5AMwDNUBeWZ2iEGo0JY5gNB6npiMcueMynaJpGhgq7sZKfzinRxJqC752yJ+5vwsJlQxdCS8IZPSxErD3YJyhBunUh54lHJ6I9ldQVQMjUFnAeTMGW6sRXBegrBg8oRUNmIpnys9Iw8ZITZG1I7zjrkHYx7Vawjb4oIfvENj8q6t5R0hH+H30UozE5jwjbx8q7TX+kEmjcUAT6zZqWOLCJEFC/KkGBGZnm9NyUB2hKlayu08oZjBi9VvL14jZ7zJYGhQl0OGDs3OvXbPic/RvJQUzLQNaHs+uedRZpxCcx78IeQjFpJWGj7APHOPeF8zHRdAdhunjO41RBe4PkiqWs6pYdDLVzkgVXkhK+gSq6YCMCcvqD//TGRQ/N7LRhNKTSCZh1rN9Isn2OpqGYMRzVJBuf9gn4t8n/es5Q/pD6sNBC5IG5sGQ5FonhpWJ3CEeqCdsOcshw+NjU0OuuFJYpy18bRwFju/zn2RaYQ/U3oyOdGgPlMLRMpNs9fSjq9xSdIpg+UuvR+R6Ga0hS059q6KYSdhA3G7BmMuladj3PtslduWgHEJESTYDVyNptaicVWVr51nv+7z9/1ISWhDIddHnhkdWLFeSSgkpudFzZJBpWEYZLhdSGDcM+hH0kpTtrsxaRQ5AOVxHRH08SMh+N+MfYX0y7C2hLybdRN+dEL6sLU31DzfEG9ER4rtjztH9MTLrHuImnJk1G8npHUvzt/KGwUopSsWiZ8xWRvMA8lvCEjKDF5zIttCq6VogX3dR37xu2e86fxCbMto9h8edJTSyCy3d9JtlWHFPdOI9QpTZLZ1+8cspskE0ng1vSaK3Ny9LRRSXgkY8xHO4hmiJ9JrZ+/gZWcD3tDtFBsY96B9I5WMGlUyVBKdWELW5CC0fqRTvehdFWmfHC0tKWZJBupLKgySFrxPYIpqQRLydfE6wczXgxLUC34gQ5D5r0IHIOPteHIEIrmC3xCQhgOcwhzJC98bPB1C4PO6C9+DYeSvmq3PPIwmZ6deOTmMQqpQQPE01E+8+cruygbW8KgKPdlyRZQhwJWkoU6nxMdwrGG8GZrs+0wmPyKbEXPOCm9UIZkoN+omFfGJOPtQ1E1DiqFRh+TgWIqi43lycqMFeHisO1ZqIWDtgdRXwQdMaf8IDUdlnOcwkRjUFQ4ShrII0r1koQyF4hCzDwoxlTuU4gtoTX5msw6EQy9lR9qyMyiYMyJad5Xj8b0Aqezxc4jgjltMekuxOsicdQUd7syvxSummJ2A/eLwOk39N6ZZxD3YJpTSvr07ZDhp9xphVbSgaPZTrHEGDbgRxHm9SY8HDyKMtyWnRj4x2SUgYvTq+NMSk+vyiM6Jz0Ls3jkPLc75zg57xs9hGKVIikQb0w2CrW8nfVWYWIQ8UqeqK9iWQtuQtiL5hmaqfEEg35O7hmcY/l0RpIcdAqjfDADTlbumw2Izu4HDxEOE4pWBOWItPfq7ln89ZxlmzjNDfl/SEb/f97n/47hvpzLK2bKHOPNn0IlKeny7jIkKBqUaNSYfNUU0JV+5SJzo+KEFEIrViY6OrcrZZFwITcUKanrcNJVQhy8KK1OzlfG1pf4ZPITVDPlc2Q1XSWYZVk27ZFtlKeL9I0hkrh0KZKRAaVhIWyjc/lEHoaOPJw6jkdHogGdrTjMxL6lbbQLbrnSyYnlr6WSAlolB56NhBKLUprRTmfGI0WknBB10cohvCdtX3Ly8WEfjHgyUUZvSLlSVG6BziSihAtVbyTgXFAJqrApfDnVQN25wilbUq98zhUPIMR88+ngMOWegcqGR2dueQo9buVl+SJys0Se+XK2+sl1v7Ig2RRx4TGFp+cx7ZFDfACssdfJfaUbR5GJoXRds7aS1ltE9lhd3g4M49v7YtiDMp6EwrdRBwkFNS10r4TmS90CequoO3MklNqawDi4dRJ+IZ7QlIinzkogd5yC+pV5UJJ6sK0YzzEQaezW+UqGDEUHw5fL97qX2css30bNXCienvDiVtjFM0CwDeychCuOs5txm7N14QrHLA+wUY24Jg+MgTEkofVZD+ReRr/iWKQcvRaju0LZqfOZ+VlbQa+EFwc3D2s4cM17QdCwt9RMS+aE5kzOC28Jc9EM8BRVxhwZoqk7MZ2pA/fJB40vAL2RUKiTNgtXeFJP78nBD2LNuG5Kztrum7pcH8YQ3DbmCKpcDM1mbiehuxSBG9aMeXfCl54qAqlGRrHNhQMEIYEWlimDcHBQj8Efp1AFRowUIG+d6Jp1jGgiG5dSw78JFZ1ORdg0mN645GYzuHQj/EY0qLcSm9L7QPSDmC+MlTVVkkIoXincK0832cfugTZD70ldoaL32h8skuJjdYN+4PGT0MCsMT21qDYGUZLAWPmmXP3LhvvCoFIRHN0/2Mrip75/nZmpkQEx00ngDsn8mOsn7k7apUdiqM0Rv/FJ2vK8iWoE07KbiGs9GA/CwQ9BrcGpqNa04//tQlbc+Bx/Xk0ybhbTK0CHJAz3/vU42FDmkBzKe9D6ZLozpTLOHC53H7iPP92xJb/GoBJhdB9JfQ9w2RBJmDA0dRQyhYiKXOsLzoAxmDiXX8u7DvCOz76ybZTdHY4Ko9L7mcFyY1K5kC3b+SJldTBjEQxyU6fsmFSUgHFTd0csuKoAGXOvkdzFYqxJRvBOI3jNNE4dS/+RWEPhycwYkpU4SniSF6Jxec1o+aOiU/F78muFsAktD6hackg/b84z8Dgg5soVCmzVcIcCKti2hmSxPGqC71DF95Ea/LkM6wJFb0+Yh5hsZNGyzyyiatJp6ALX0Yk9rarrwwktVNVlQLsjPbtub4aocLQHgtLvAaHMcC6U2nZUd8qKQQ/goC6WZ2dXEEsXk4OLrQxCPsAWAWBcWcAI+adqVs8hcDXwmvESyo6JsJG/fnMTBAeBjBNbrMSyZ0cYCO5Bk6DMvvwog+I3ridzJUoPhO4Z3f7epDxyzjsiX/4SSb1+D2HF0wkhfCBHagyFk8FFlTSLfnJR6LQwDGjkgSs7CVMDw59Ev+g+YZ5riCqMUZZAnsXEvfP7RN7VuwrxtuDyybz6MrdOf0MTo1lbScqWbEI1jgWdxUIbX3T+uG8MI0pPopQ4sxutOOJZiO+9Q4xMcSDWgZJ/l3uylCU0fSznlfPRtV6lG4QQ44mII+LJEB3LbsSSWfgAPiRSGJ3fjlrTdukqG6F50SEGFGr0NTeMjEuaHdud743wn/3fn16R/+vP3/UhxVzCPinElV51CGz2bWnKFqD2gR6T04SLmawS3VAVjposqe6D84YREx3GHUqQjsUfbUN9wxb9lsF3y1/O35F+c0ZAJFsifh10cpHbntk0k4z7GCTuHreu7B5jxygU4EVXo4ljN0jPML+LtLzdEOKzZzWOp3vDo6MluG8YDKiTY8Illn5rMcEq5xRGpJXJIt8TkhVe8yBMuKKR0NCLrShl/5FMI0iNjcDxCjYctQMcjlY4SuAzPbzm6OyWdiqPx2S2xstkzSycMh9wf9Av556O9jyshMnYBEy4HUZttKrLr1OgBU0OdgabGNLhYdB0Wa2Ec4iC5+bjFpT2C6Igr8LsI62nAoKNEReIIT7SpUJZ0QE3sim+Gd12KCmRHD0d0cv9galChbolU/1Rcoao40QRPqmUj4MalVoLMGglEL2RyIiTS4JzXsh8MMyJTXA74NVTg1KU6KCPKyUIIxObP3SHKdSrQChf14VX51bFIi2Exu0ZAyJfXC3nR51YIXv5PG+viCrBB9dduD8emSf2TE3Rpgm3yix0uVL4MI+UJFyO9VS9XN4Zl3PzCQpHNlfcKfxjrNTkDAtIyXJ34fLCWOq9Hs7dJa2VisAOYw5m3Cn9AGBjjkpgGbjI5Ap4ykhbNE9YsQe5oZ8jD7SZEoiIji0YbLIE+yHIjIwMeTlyD2JrTBK5KLKc42f6DjIU6RWRYPqLjcx8quKYfdI6bLla2VmdE/BDNopu+CrEeltJyQp7q1xIVihTMCqbGEUeDC66FUKyaGui3FN57INHBGcxRCZnvTlszSXVOBSulutQDe7e2PwjDQ16xSWZdnVB8+Y7qge13jy2TOCOAN+SHbuFwTipB/hIt/ruhvKRbZFKJjrUyT2dWm5EC7UFemzI+UEOl9/2dcYmnwjvIeP/+vN3fUiZCrSKzRvjBWrUWumaN6MpzCpE+cV2BtvcUN1pDjAYDi+cshvRllGiKL0oo/Y0guTm530T/koPscWAK6o8Aa1/ZVjWiC4LhvAnzYQmSpzOVjYOW07pI9BIDzqAO5RbJ9SOSvDpnTuSYuuwFnqhlp2rBu1nBU92TpQdPRvNc2HJkQahVwQHN6c0mnxgo4MULAKrq/sCMCFaYValnDu73zn3qMo9Hb9/EmPmbIGBPA7GmBnBqIMaxhzBz1HhdVMloJQ0hhLn6kHcF8iGh1IZTH1hCw4qx4ZKJWZj75ZhlFIJFO+d22RtqQr3RtFnumE0x5qhXRjeKZJQ1W4bVgWtL9SN6zVxHXi9M2PLSnZA8UJkR2UuyCpJjDKCQsVuhwukD/qV0810OBq4nJz7gpVOQ0L41dc6E2Oa8RW/I18nKhO5BakHI4zQtLb50hRdiirIlUbEl8PzKwWoKhQC7xv7ryTOTE/nhy+/QCoaN2VfmqErYdOgp4sKhYdlB6L3hJYpAForYZmj1TQxM/ebmAP+GIRsuBV6HBkdjoBWPJTpBZHB7QXD2BCmFEQtIUhGMmsNUKHNugbjwql7dqzfu80k7E43Cku40qgUVaI7cgbbks5TFS0gduExsAl1LFo6sjyIk4m7URACE2Mz5SjL0YSSYaBv3F4b5VjXPQ9iGY41MXidbMeaU4eyeAhJZqqTaoPDUxZwsRFmTB3M+Yuz3FwEjcKlRhVDysGvcjL8i8B53YN4JrVd3NPhnwZsGAfOjVsSPjJhsq/Cu+JRcl54w5co2tf7fMHL9xx/+OQKxUI5ZLBZo8mkW1q3Fc0C6LaeqBKwieJyM0dwdf82xvYuFIz/i07g2FnYSTlCMPHxP7ACUh0bJX0YDZ4oxuS8Hf26KDKymLQN4QMD7vhKV5m/4fN/7JD6T//pP/Fv/s2/Yd93/t2/+3f81//6X/9//jvchdonwxs9jJgzkauem2CdjTkDbuUqHwlEeE/qOcGmuTzHNWE5M79NJ5VgyE00wWolSPQjnY6XKHZVFI+e3VIm4abG4I5K1wR/Dk7CB+MH+VJ/85uWX0FIXicwvmW3a2ivgAz6VCSMIeeqDAF35uy85sRejbidOR1X51LwODntD0Zx8CQ6jPGGpiJxk7szhzPixnOCnQa0IVi87aCAvzRqnxlPQud1XXRqYvnibJvRpyYhJBJ4OHqhVEP3yfhwXgYRA5We7tNfSR2GM00sb+XhjkXjIwS7ZzISSx6S11gZqh7gM7toMuMopPDXeWVnpJKMuSBpIJ7x8dInRSwF3SXSu2ymHudS0m6IixEF9IDySHy/KnPZDIU52EDG5IrO+xb5FcRWCB9E/A86KeJ80sGSTCBjsKlgoxIDPEbKCeafA+QH+4JpjVkHr4OchenELWlcEpOLIPpFkyX4XIp+X4LwayRBx10o3SGMIcE2J4eRh+EKESoGxS7MnqldY3LElfoudWiBel9BfC+c4LWl9VKgsII5DfDxgelHMg/fmGdJKyzTbJQERcNyPhpCtMog7YOIWJDXhTPhTji3oDQrIMI93gb5ld6NuuXr5IuyP+Zkin+7O0DncrjXIRWeDu0vVTqd0yojnC4daZXThd0y4JE3GY5guHN58PxYUDTZYb1DCDO/yXGdCTlaJBmk+ypIZB3IJY1n6ZzAZxlUevoaqtJNiKNB/I6cCR92uYm4mPNizpz7CDB7YRPYwikCdlTKntDy/5DgHjfCxP3GK8zYoAfhDwhHKDzjhXr/nqOGw2afHNUQIgefQG+TSztnd5wDizxDwzcCR73kXM0zSJNZ6DjXGMwjHSxc8hBUE6r/jcdP/B/4/Jf/8l+itRb/+T//5/hv/+2/xb//9/8+/vKXv8R//+///W/683/9618DiKPusQsJPq9UdV3d/e/yCOWIPbfDEJFQCDaJUiS0SqgcISIhklIfK4TJFsU+ouoRGxYld8jY0KDkv1ckTCwg2e62EUUIw+KDjzAe8cEjkD0EiaOWkPZbIJp/tuX1mGh8qMQhFjvp70rVaGqhoiEp5QkghBYmEioSgsSmGlvVaPW3KGxRhXiohWGBlZBKiLWwo4VtEmgL7DM9ZEuNticEbkhkX9BS7btp6EFmWqgGSEhtYdJCkBCVgM9In4IWDythooERraXkRCA+kShHXquI5N+3W3yu66fU+H+t+yMlqwY7Woi1+KGPWGL4KEXjYRalSFD2KCV/BiIhZoFI/LbI/aLEh+7RVEK2fD6sv8dEA6lhWuJj2XbyvjZKiH6GVgv9bCG2h6nm73vbJJLPQusRmIUg0ZQwzfu3KbHIeFHXOknOnMUPPUKtfV9jsS1+x+KgBkioSUgtcQhRxUL1RyAlVCVkkyg7UZBodsSn7rHRQq3G76ahWwutErRc3z+QaIX8e4uEUqLKFkaJgoaVEmIaqhbKI0BjLxKP/Yi6a5geoeudAaKu51UoYTthS1ZUigX8HiYfUdD4KFscfIZsWZmpEWoWKKH6WzQsNkpoKaFqUSS/OxC0PVANeWigEg9KiOQzeq9/IKxpHPUIMYtmsq7xR+ytrGdToqz3UyAOLLRorgHVQCSUIx6qsbXfon1ueQ0ioUZUk3wH1rp5iEbGdxOmBLqF0UL3GknFJKRJQA0rLQxie3+nrQRWQzdiX2tHIHZalCbxKRLIFrXY2n8kRH6EIiFSw6TkM4SoRvBJZB7AX0LQ9evvvUEDNNA/vw9Vc41UjX3T2FqN2j7C9COELcxK1LqHrH2sGWGHhVXiKISKfV+zKfEJYZb73i57HFpCRSITxiRgi0/TXPNaorUav0vutSBRRGITC1n3oiBR1/vy17/+9X+53/8fOaT+7b/9t/Ef/sN/+P7vOWf863/9r+M//sf/+Df9+fchVdaDFLUoWDTZA7WQrYahsbM2RIiPQnwqgVg8lKi7hAr570ZIkShGVPmMUraAGkeVkLpekCpRmgaalApZL8KjEvpemLY296KhK+RbITYtuRFDqOai+KBFrRp2EEV/C6XGXvbQbQvRR5StRfksuflhwTqY2laiUaKQiyjHnyXaemmMI4Q8ADeIh0hspawp8kce4nuNDYuPYpH1UP6MWnKhm0pIk9BtC9Bo+78KzVSjsGYhmvdXJfstFQsOCcyiqOaGmt7vcVgJVQ1VohZdm2UNKPED4ig1dHsEorHJFiIaj/qxXjgNqSWq/pYFgr1fiHWfq4Ydmveh5EtWa4mPtoqINC/MfzYNdA+R9ufLLRqbatS2R6v5faiPECx+EwuDXBNY7KZrQygh5Vjfw2KrFlVzM+awQGtkCMF7c93zEBOJCmHbFjwkPkSjypHPtVk0PUKwwFpQPwOxqO2IYkQrFsIRtXxGE4tdLGk9hShi6ztpNNmikkWDUELtEUqLRgvjIx7UsFqS6grB+6AoFojFrhJmJX6YrY2vRlmFShWLo5RYhPFQ+wyVDAMTtdikhtr+vbHmAXIE2qJJC0FD6yNUWnDUXNNScnO1LaglqPV7raMWyBHtvQHLKuLWOq+sewChUqNqCdUaJkTVktdvuYZUNDa174JFVUNEYtdHiJTQotHqWi8110eB+BCLYuSa3gjdWnyWGvsqCIoQjT0LJlbUtNbciJvFjkUtLaBG1dwnmu5Bs5AmkT40e1Q09y2t0axEMeJ3k9BCNNGQqqG1hSLxG3uo7bGXukyOCGjrvbAQ9kD3wPYwiGPbothnqEhQS2zaohTC9vyOhRpaLLQQyvFnQfBoUaqEbSW0aXw+iH2zaEkKDoX42DQ2Wkiztfds8YlkQVJLSCPs2EOlRdEs0PLZ5f75fpb/f3dIXdcVZvb/be/uYqOo2jiA/8+Zr25Zdpda2pVIsQlEQxDU1uLqhRfdiEpEjReGkNigiUFLAsGQgEa4hMTE+HHBjQne2URj0SgQmxaLxFKhdqUVrV6gbQhLVbJtQQqU/b8XMzvtwqb2Vfej5fklk7YzZ7tnnj1znnNmZ2fZ2tqatf7555/nunXrcj5mfHycIyMj/jI4ODjZCdjeKBruiA0qROW+Jep28F4AHQ1aDmjY8whLETowJWCgMt1OVcEkNKi0QcOZ5943CYqBAGiUaz/pWYZBDa/Tt0ATJsu0/7YDUZY5UEFTg449OSI0M41LeR0uTGqUu9crKe2PuL3LkwjMd2eOhjdT9P5PADYDFmhoPaVTNAhbU5umP2qxtKbtfpeqlywdr6P3nt+03APHe7xhuLFwR+ReLKzJ57CVomG6HY+CSQtgmXb8EVdmvzVADdutU8CgowxqKL+c5cdBe/uY+biz20HCq4ODqfsHwjAm46hBw7S9ka/tzlwA92AFvA7PnckZCBDmDTMjKNqmN9OD7XaOAB2tvU7ApgnNijK3Y7IzCc4EtZ5se2483c7U8F9r7bUxTQeG374UbL/dueUs9wNzU/cxU3fA68wNAmXuLVKU9n665RwYtJ3J51OWN/BwHEJbNGztPX7KrER56zQYgEkLmuUGaBqKllbeR861m6SU5Z6lgKIB2xsYGX7dbWVSWUHa5WW0HXf2Znpt1tDGlDaraTraTQSZmQg0NUwGHRBBRROallI0tEFHO345eElh8ndNnWmTyj3+3FmLTZi2+1oEwwQcKjNIB6CJedRwZ/lKzydCBg3D9NqC4x737luL3tkFUJV7baVM054Hasdtt+WZPgemN5tw/zb9duWepVCWpoammRlEGu5sFNqiAbAMAfcYBeg4mjC9wS8MGirIMssdjCDg0L29nkEV0JkLAWlk3ur0X1uTZVPPAHiDXDPTbg131uYeQ4qG/zpk/i6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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "img_g = simulate_image(cluster_lens, \"g\", 500)\n", + "img_r = simulate_image(cluster_lens, \"r\", 500)\n", + "img_i = simulate_image(cluster_lens, \"i\", 500)\n", + "img_rgb = rgb_image_from_image_list([img_i, img_r, img_g], 2)\n", + "plt.imshow(img_rgb, origin=\"lower\")\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "slsim", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/notebooks/galaxy_galaxy_lensing_tutorial.ipynb b/docs/notebooks/galaxy_galaxy_lensing_tutorial.ipynb new file mode 100644 index 000000000..fc194b8bf --- /dev/null +++ b/docs/notebooks/galaxy_galaxy_lensing_tutorial.ipynb @@ -0,0 +1,301 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Galaxy-galaxy simulations\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This notebook walks through the basics of simulating a galaxy-galaxy strong lensing population.\n", + "The underlying assumptions of the galaxy populations (for both lenses and sources) are drawn from a population pre-configured and rendered through [SkyPy](https://github.com/skypyproject/skypy). The specific settings are described in the [readme file](https://github.com/LSST-strong-lensing/slsim/tree/gg-lensing/data/SkyPy).\n", + "\n", + "The notebook goes in three steps:\n", + "\n", + "1. The populations of lenses and sources is produced.\n", + "2. Random draws of the population are generated and realized as images\n", + "3. The full population is generated in catalogue form\n", + "4. the full population is represented in a corner plot" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Generate population of galaxies and (potential) deflectors\n", + "The LensPop() class in the slsim package is used to produce a set of galaxies (as lenses and sources)\n", + "\n", + "as seen on the sky within a certain sky area.\n", + "We use the default SkyPy configuration file. Alternative configuration\n", + "\n", + "files can be used." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from slsim.lens_pop import LensPop\n", + "from slsim.Plots.lens_plots import LensingPlots\n", + "import numpy as np\n", + "import corner" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "execution": { + "iopub.execute_input": "2023-07-10T22:02:02.025669Z", + "iopub.status.busy": "2023-07-10T22:02:02.025321Z", + "iopub.status.idle": "2023-07-10T22:02:35.987416Z", + "shell.execute_reply": "2023-07-10T22:02:35.986246Z", + "shell.execute_reply.started": "2023-07-10T22:02:02.025645Z" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# define a sky area\n", + "sky_area = Quantity(value=0.1, unit=\"deg2\")\n", + "\n", + "\n", + "# define limits in the intrinsic deflector and source population (in addition to the skypy config\n", + "# file)\n", + "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.01, \"z_max\": 2.5}\n", + "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.1, \"z_max\": 5.0}\n", + "\n", + "# run skypy pipeline and make galaxy-galaxy population class using LensPop\n", + "gg_lens_pop = LensPop(\n", + " deflector_type=\"all-galaxies\",\n", + " source_type=\"galaxies\",\n", + " kwargs_deflector_cut=kwargs_deflector_cut,\n", + " kwargs_source_cut=kwargs_source_cut,\n", + " kwargs_mass2light=None,\n", + " skypy_config=None,\n", + " sky_area=sky_area,\n", + " cosmo=cosmo,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Generate images of random lenses\n", + "The LensingPlots() class has the functionality to draw random lenses and makes an image of it.\n", + "Currently\n", + "\n", + "default settings in lenstronomy are chosen for the LSST image settings. These will be able to be replaced with the\n", + "\n", + "LSST simulation tools." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "execution": { + "iopub.execute_input": "2023-07-10T22:02:45.594772Z", + "iopub.status.busy": "2023-07-10T22:02:45.593856Z", + "iopub.status.idle": "2023-07-10T22:03:09.185852Z", + "shell.execute_reply": "2023-07-10T22:03:09.184974Z", + "shell.execute_reply.started": "2023-07-10T22:02:45.594734Z" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# make some cuts in the image separations and limited magnitudes of the arc\n", + "kwargs_lens_cut_plot = {\n", + " \"min_image_separation\": 0.8,\n", + " \"max_image_separation\": 10,\n", + " \"mag_arc_limit\": {\"g\": 23, \"r\": 23, \"i\": 23},\n", + "}\n", + "\n", + "\n", + "gg_plot = LensingPlots(gg_lens_pop, num_pix=64, coadd_years=10)\n", + "\n", + "# generate montage indicating which bands are used for the rgb color image\n", + "fig, axes = gg_plot.plot_montage(\n", + " rgb_band_list=[\"i\", \"r\", \"g\"],\n", + " add_noise=True,\n", + " n_horizont=5,\n", + " n_vertical=2,\n", + " kwargs_lens_cut=kwargs_lens_cut_plot,\n", + ")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Generate the full population\n", + "We are using the instance of the LensPop() class to draw the full population within specified cuts in a Monte Carlo process." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "execution": { + "iopub.execute_input": "2023-07-10T22:03:19.932376Z", + "iopub.status.busy": "2023-07-10T22:03:19.932021Z", + "iopub.status.idle": "2023-07-10T22:09:27.244984Z", + "shell.execute_reply": "2023-07-10T22:09:27.244130Z", + "shell.execute_reply.started": "2023-07-10T22:03:19.932352Z" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "# specifying cuts of the population\n", + "kwargs_lens_cuts = {\"mag_arc_limit\": {\"g\": 28}}\n", + "# drawing population\n", + "gg_lens_population = gg_lens_pop.draw_population(kwargs_lens_cuts=kwargs_lens_cuts)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Represent key quantities of full population in corner plots\n", + "We calculate few key quantities of the lenses. The full population is represented each with a Lens() class\n", + "\n", + "object that allows to compute and return these (and more) quantities." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "execution": { + "iopub.execute_input": "2023-07-10T22:13:14.161110Z", + "iopub.status.busy": "2023-07-10T22:13:14.160678Z", + "iopub.status.idle": "2023-07-10T22:13:14.212114Z", + "shell.execute_reply": "2023-07-10T22:13:14.210992Z", + "shell.execute_reply.started": "2023-07-10T22:13:14.161081Z" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of lenses: 686\n" + ] + } + ], + "source": [ + "print(\"Number of lenses:\", len(gg_lens_population))\n", + "\n", + "lens_samples = []\n", + "labels = [\n", + " r\"$\\sigma_v$\",\n", + " r\"$\\log(M_{*})$\",\n", + " r\"$\\theta_E$\",\n", + " r\"$z_{\\rm l}$\",\n", + " r\"$z_{\\rm s}$\",\n", + " r\"$m_{\\rm source}$\",\n", + " r\"$m_{\\rm lens}$\",\n", + "]\n", + "\n", + "for gg_lens in gg_lens_population:\n", + " vel_disp = gg_lens.deflector_velocity_dispersion()\n", + " m_star = gg_lens.deflector_stellar_mass()\n", + " theta_e = gg_lens.einstein_radius\n", + " zl = gg_lens.deflector_redshift\n", + " zs = gg_lens.source_redshift\n", + " source_mag = gg_lens.extended_source_magnitude(band=\"g\", lensed=True)\n", + " deflector_mag = gg_lens.deflector_magnitude(band=\"g\")\n", + " lens_samples.append(\n", + " [vel_disp, np.log10(m_star), theta_e, zl, zs, source_mag, deflector_mag]\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "execution": { + "iopub.execute_input": "2023-07-10T22:13:17.491966Z", + "iopub.status.busy": "2023-07-10T22:13:17.491075Z", + "iopub.status.idle": "2023-07-10T22:13:20.234778Z", + "shell.execute_reply": "2023-07-10T22:13:20.233839Z", + "shell.execute_reply.started": "2023-07-10T22:13:17.491889Z" + }, + "scrolled": true, + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "hist2dkwargs = {\n", + " \"plot_density\": False,\n", + " \"plot_contours\": False,\n", + " \"plot_datapoints\": True,\n", + " \"color\": \"b\",\n", + " \"data_kwargs\": {\"ms\": 5},\n", + "}\n", + "corner.corner(np.array(lens_samples), labels=labels, **hist2dkwargs)\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/docs/notebooks/line_of_sight_tutorial.ipynb b/docs/notebooks/line_of_sight_tutorial.ipynb new file mode 100644 index 000000000..a588d78b7 --- /dev/null +++ b/docs/notebooks/line_of_sight_tutorial.ipynb @@ -0,0 +1,676 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "920dcdb2c473dc89", + "metadata": { + "collapsed": false + }, + "source": [ + "# This is notebook mainly shows the methods about halos rendering \n", + "\n", + "Including:\n", + "\n", + "### Initializing the Halos Pipeline\n", + "This section initializes the `HalosSkyPyPipeline` with specified parameters such as sky area and mass range. The pipeline is prepared for halo generation and mass sheet correction calculations. After initialization, the halos generated by the pipeline are displayed, and a scatter plot of redshift (`z`) versus the logarithm of the mass (`log10(mass)`) for the halos is plotted.\n", + "\n", + "### Plotting the Convergence Map for the Halos\n", + "This section focuses on plotting the convergence map for the halos, both with and without mass sheet correction. The convergence map visualizes the impact of the mass distribution on light bending, an essential aspect of gravitational lensing studies.\n", + "\n", + "### Render the Joint Contribution of External Convergence and Shears from Halos Rendering\n", + "Here, we render the joint contribution of external convergence and shears resulting from halos rendering. This analysis helps in understanding the combined effect of multiple halos on the gravitational lensing signal.\n", + "\n", + "### Combine the Halos and Glass Data\n", + "This section combines the halos data with glass data. The glass data typically represents a random field that mimics the underlying mass distribution in the universe, and combining it with halos data provides a comprehensive view of the mass distribution.\n", + "\n", + "### Plotting the Joint Distribution of Kappa and Gamma (specific redshifts)\n", + "Finally, this section plots the joint distribution of kappa and gamma, both with and without non-linear correction. Kappa represents the convergence, while gamma represents the shear. Analyzing their joint distribution helps in understanding the overall effect of lensing by the mass distribution, including both linear and non-linear contributions." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "2db4359035a47606", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T20:26:09.027507Z", + "start_time": "2024-04-23T20:26:09.000679Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from slsim.Pipelines.halos_pipeline import HalosSkyPyPipeline\n", + "from slsim.Halos.halos_lens_base import HalosLensBase\n", + "import numpy as np\n", + "from astropy.cosmology import default_cosmology, FlatLambdaCDM\n", + "import matplotlib.pyplot as plt\n", + "from slsim.Halos.halos_plus_glass import (\n", + " read_glass_data,\n", + " skyarea_form_n,\n", + " generate_samples_from_glass,\n", + " halos_plus_glass,\n", + " convergence_mean_0,\n", + " run_certain_redshift_lensext_kde_by_multiprocessing,\n", + ")\n", + "import os\n", + "from slsim.Halos.halos_plus_glass import run_halos_without_kde_by_multiprocessing\n", + "import seaborn as sns\n", + "import pandas as pd" + ] + }, + { + "cell_type": "markdown", + "id": "66e6495899abf46f", + "metadata": { + "collapsed": false + }, + "source": [ + "# Initializing the Halos Pipeline\n", + "Initializes the 'HalosSkyPyPipeline' with specified parameters like sky area and mass range, preparing the pipeline for halo generation and mass sheet correction calculations.\n", + "Shows the halos generated by the pipeline and plots a scatter plot of z vs. log10(mass) for the halos." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "fb919b4bcf357eb", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T20:26:10.876295Z", + "start_time": "2024-04-23T20:26:10.139292Z" + }, + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " z mass \n", + "------------------ ------------------\n", + "1.9067265857484421 345950291375.77924\n", + "1.1287831385121603 312299540965.8671\n", + "2.7884112019062313 205287627332.68015\n", + "2.7853863627926527 244822970882.89456\n", + "3.2164853950517722 1184017005767.262\n", + "1.2111135535849031 209448177392.5787\n", + " 2.638269469619804 268742206152.5953\n", + " 1.117577512361679 548094579052.39703\n", + " 1.886859325427998 231210059518.07574\n", + "1.0453005471192645 43789708855061.4\n", + " ... ...\n", + "1.1765418610272051 621042529830.7664\n", + "1.9834203703302198 231582243604.69128\n", + " 2.027068703396009 301972296212.416\n", + "1.2981025376372628 2290975345541.8716\n", + "2.0185179942389087 265535983776.99094\n", + " 3.752657536838014 500468818839.38556\n", + " 4.477500521471139 321579462949.617\n", + "1.6245356708415077 614013150993.6431\n", + " 1.560604756733728 285573117639.2707\n", + " 3.138519334224035 956310505274.6344\n", + "Length = 73 rows\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pipeline = HalosSkyPyPipeline(\n", + " sky_area=0.00036, # in square degrees\n", + " m_max=\"1.0E+16\", # in solar masses\n", + " m_min=\"2.0E+11\",\n", + " z_max=5.00,\n", + ")\n", + "halos = pipeline.halos\n", + "mass_sheet_correction = (\n", + " pipeline.mass_sheet_correction\n", + ") # calculating a negative convergence for\n", + "# mass sheet based on the average convergence of multiple halos rendering\n", + "\n", + "print(halos)\n", + "z_halos = halos[\"z\"]\n", + "mass_halos = halos[\"mass\"]\n", + "\n", + "log_mass = np.log10(mass_halos)\n", + "plt.figure(figsize=(8, 6))\n", + "plt.scatter(z_halos, log_mass, c=\"blue\", marker=\"o\", edgecolors=\"black\")\n", + "plt.title(\"Halos: Scatter Plot of z vs. log10(mass)\")\n", + "plt.xlabel(\"z\")\n", + "plt.ylabel(\"log10(mass)\")\n", + "plt.grid(True)" + ] + }, + { + "cell_type": "markdown", + "id": "d7ff2e0fbe21339", + "metadata": { + "collapsed": false + }, + "source": [ + "# Plotting the convergence map for the halos\n", + "## with or without mass sheet correction" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2a6fe441b5171d9c", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:09.634612Z", + "start_time": "2024-04-23T19:58:08.860498Z" + }, + "collapsed": false + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# Instantiate the HalosLens class with the halo list computed above and a defined sky area\n", + "halos_lens = HalosLensBase(\n", + " halos_list=halos,\n", + " mass_correction_list=mass_sheet_correction,\n", + " mass_sheet=True,\n", + " sky_area=0.0001,\n", + " cosmo=cosmo,\n", + ")\n", + "halos_lens.plot_halos_convergence(\n", + " diff=0.01,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e75fb8e920b92fef", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:09.960189Z", + "start_time": "2024-04-23T19:58:09.639098Z" + }, + "collapsed": false + }, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# Instantiate the HalosLens class with the halo list computed above and a defined sky area\n", + "halos_lens = HalosLensBase(\n", + " halos_list=halos,\n", + " mass_correction_list=None, # No mass sheet correction\n", + " mass_sheet=False, # No mass sheet correction\n", + " sky_area=0.0001,\n", + " cosmo=cosmo,\n", + ")\n", + "halos_lens.plot_halos_convergence(diff=0.01)" + ] + }, + { + "cell_type": "markdown", + "id": "a958cc2dd3f51ed0", + "metadata": { + "collapsed": false + }, + "source": [ + "## Render the joint contribution of external convergence and shears from halos rendering" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5096349a73a76174", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:23.714176Z", + "start_time": "2024-04-23T19:58:09.959655Z" + }, + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The 100 halo-lists took 28.657554864883423 seconds to run\n" + ] + } + ], + "source": [ + "halos_k, halos_g = run_halos_without_kde_by_multiprocessing(\n", + " n_iterations=100,\n", + " sky_area=0.00036,\n", + " samples_number=100,\n", + " cosmo=cosmo,\n", + " z_max=5.0,\n", + ")\n", + "\n", + "kappa_random_halos = convergence_mean_0(halos_k)\n", + "gamma_random_halos = halos_g" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "555acb889b3fa5f6", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:25.453916Z", + "start_time": "2024-04-23T19:58:23.721128Z" + }, + "collapsed": false + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "total_plot = sns.jointplot(x=kappa_random_halos, y=gamma_random_halos, kind=\"hex\")\n", + "total_plot.plot_joint(sns.kdeplot, color=\"r\", zorder=3, levels=5)\n", + "total_plot.ax_joint.set_xlabel(\"halos_kappa\", fontweight=\"bold\")\n", + "total_plot.ax_joint.set_ylabel(\"halos_gamma\", fontweight=\"bold\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "e20a953f2a1d6948", + "metadata": { + "collapsed": false + }, + "source": [ + "## Combine the halos and glass data" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "2bfcd9b0abe02b1b", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:25.456167Z", + "start_time": "2024-04-23T19:58:25.453675Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "current_directory = os.getcwd()\n", + "parent_directory = os.path.dirname(current_directory)\n", + "slsim_directory = os.path.dirname(parent_directory)\n", + "file_path = os.path.join(parent_directory, \"../tests/TestData/kgdata.npy\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "2347dd5cd6dcd154", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:25.469886Z", + "start_time": "2024-04-23T19:58:25.458869Z" + }, + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(5000,) (5000,)\n" + ] + } + ], + "source": [ + "kappa_values, gamma_values, nside = read_glass_data(file_name=file_path)\n", + "skyarea = skyarea_form_n(nside)\n", + "kappa_random_glass, gamma_random_glass = generate_samples_from_glass(\n", + " kappa_values, gamma_values, n=5000\n", + ")\n", + "print(kappa_random_glass.shape, gamma_random_glass.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "742484a930724ccc", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:25.489074Z", + "start_time": "2024-04-23T19:58:25.469191Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "total_kappa, total_gamma = halos_plus_glass(\n", + " kappa_random_glass, gamma_random_glass, kappa_random_halos, gamma_random_halos\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "fabcc1442ea71311", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-23T19:58:26.501038Z", + "start_time": "2024-04-23T19:58:25.475899Z" + }, + "collapsed": false + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "total_plot = sns.jointplot(x=total_kappa, y=total_gamma, kind=\"hex\")\n", + "total_plot.plot_joint(sns.kdeplot, color=\"r\", zorder=3, levels=5)\n", + "total_plot.ax_joint.set_xlabel(\"total_kappa\", fontweight=\"bold\")\n", + "total_plot.ax_joint.set_ylabel(\"total_gamma\", fontweight=\"bold\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "189321c57fc12040", + "metadata": { + "collapsed": false + }, + "source": [ + "# Plotting the joint distribution of kappa and gamma\n", + "## with and without non-linear correction\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "90063fed3e48d69b", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-27T20:24:11.577104Z", + "start_time": "2024-04-27T20:24:11.560796Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "def plot_kappa_gamma(\n", + " zs=1.5,\n", + " zd=0.5,\n", + " n_iterations=300,\n", + " sky_area=0.00036,\n", + " samples_number=30,\n", + " m_min=\"1.0E+12\",\n", + " m_max=\"1.0E+16\",\n", + "):\n", + " # Setup Cosmology\n", + " cosmo = default_cosmology.get()\n", + " # Without Correction\n", + " nk, ng = run_halos_without_kde_by_multiprocessing(\n", + " n_iterations=n_iterations,\n", + " sky_area=sky_area,\n", + " samples_number=samples_number,\n", + " cosmo=cosmo,\n", + " m_min=m_min,\n", + " m_max=m_max,\n", + " z_max=zs,\n", + " listmean=False,\n", + " )\n", + " nk_mean = sum(nk) / len(nk)\n", + " print(f\"zs={zs}, zd={zd},k_s_mean={nk_mean}\")\n", + " nk = convergence_mean_0(nk)\n", + "\n", + " # With Correction\n", + " distribution = run_certain_redshift_lensext_kde_by_multiprocessing(\n", + " n_iterations=n_iterations,\n", + " sky_area=sky_area,\n", + " samples_number=samples_number,\n", + " cosmo=cosmo,\n", + " m_min=m_min,\n", + " m_max=m_max,\n", + " z_max=zs,\n", + " zs=zs,\n", + " zd=zd,\n", + " listmean=False,\n", + " )\n", + " nk1 = [point[0] for point in distribution]\n", + " ng1 = [point[1] for point in distribution]\n", + " nk1_mean = sum(nk1) / len(nk1)\n", + " print(f\"zs={zs}, zd={zd},k_ext_mean={nk1_mean}\")\n", + " nk1 = convergence_mean_0(nk1)\n", + "\n", + " # Combine Data for Joint KDE Plot\n", + " df1 = pd.DataFrame({\"x\": nk, \"y\": ng, \"type\": \"Without non-linear Correction\"})\n", + " df2 = pd.DataFrame({\"x\": nk1, \"y\": ng1, \"type\": \"With non-linear Correction\"})\n", + " df_total = pd.concat([df1, df2], axis=0)\n", + "\n", + " var_nk = np.var(nk)\n", + " var_nk1 = np.var(nk1)\n", + " print(f\"Variance of k_S: {var_nk}\")\n", + " print(f\"Variance of k_ext: {var_nk1}\")\n", + "\n", + " # Plotting\n", + " plot = sns.jointplot(data=df_total, x=\"x\", y=\"y\", hue=\"type\", kind=\"kde\")\n", + "\n", + " plot.ax_joint.set_xlabel(\"kappa\")\n", + " plot.ax_joint.set_ylabel(\"gamma\")\n", + " m_min_float = float(m_min)\n", + " plt.title(f\"zs={zs}, zd={zd}, mean=0\")\n", + " plot.fig.suptitle(\n", + " f\"zs={zs}, zd={zd}, m=10^{np.log10(m_min_float)}, mean=0, with mass-sheet\"\n", + " )\n", + " plot.ax_joint.set_xlim(-0.1, 0.2)\n", + " plot.ax_joint.set_ylim(-0.01, 0.08)\n", + "\n", + " plt.show()\n", + "\n", + "\n", + "# To use the function:\n", + "# plot_kappa_gamma(zs=1.5, zd=0.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")\n", + "# plot_kappa_gamma(zs=2.5, zd=0.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")\n", + "# plot_kappa_gamma(zs=2.0, zd=0.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")\n", + "# plot_kappa_gamma(zs=1.0, zd=0.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "9b7aac6d5bb4b4bc", + "metadata": { + "ExecuteTime": { + "end_time": "2024-04-27T20:40:28.504868Z", + "start_time": "2024-04-27T20:24:12.162058Z" + }, + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The 300 halo-lists took 108.82744097709656 seconds to run\n", + "zs=5.0, zd=0.5,k_s_mean=0.08760457229588788\n", + "The 300 halo-lists took 285.77021288871765 seconds to run\n", + "zs=5.0, zd=0.5,k_ext_mean=0.01852987195067273\n", + "Variance of k_S: 0.00569622780767794\n", + "Variance of k_ext: 0.003199850292553256\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The 300 halo-lists took 107.83921098709106 seconds to run\n", + "zs=5.0, zd=1.5,k_s_mean=0.09169813308665681\n", + "The 300 halo-lists took 280.50653100013733 seconds to run\n", + "zs=5.0, zd=1.5,k_ext_mean=0.0464118627846506\n", + "Variance of k_S: 0.0058113593741188786\n", + "Variance of k_ext: 0.007315571962385071\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The 300 halo-lists took 104.88360714912415 seconds to run\n", + "zs=5.0, zd=2.5,k_s_mean=0.08427887989253297\n", + "The 300 halo-lists took 271.0216760635376 seconds to run\n", + "zs=5.0, zd=2.5,k_ext_mean=0.080685236492045\n", + "Variance of k_S: 0.005275084895452513\n", + "Variance of k_ext: 0.011697802735166307\n" + ] + }, + { + "data": { + "image/png": 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uHD9+nOeeew4ANzc3zp07x5UrV6hfv36hPtjb26NSqYiKimL8+PGl+m27ubkBont57NixyOXFRyONHTvW7MUBzOf9+vXrNGnShJMnT3LlyhXee+89UlJSLLbt1asXa9aswWg0IpPJ+OWXXxg6dCiCIFhc53379uXHH3/k+PHjdOrUyerjeNiRhFg5cvLkSSZOnMjw4cMt4h9CQ0OZNm0an3/+OevWraNLly488cQTjBw50uKBHBERUS79kMlkvPbaa2zbto2oqKgSH9z29vZoNJpC803ur7KKDYDMzEyeGjQINy9f5N0n0eWzKAAM2WkIeg3BoXV447HGdGvgbXYhTjvXiguHd+PjbGdup6znRa0zcOJWOgevp/D1J++gvnEMzwHT2JXkwK7vj2JnI6dLfW/6NPKlZyMfvJwKP2wKolKpmDRpEhMnTuTYsWOldtmaCAoKsvhsugbudZOZ5hcUoY0bN6Zx48Zl2q81VOT1UNlU5LGU5jss+P1duXKFjIwMfHx8imw3MTHR/P7cuXO899577Nq1i8zMTIv17o0tDQwMLJRfy93dndOnT1vM6927d0mHVSQVcR5btWqFg4MDe/fuNQuxWbNm4efnx+LFi1Gr1WZBVtbfmYl7vyuTkElLS7uvECvqvLq6ulr1W83Ly2Pu3LmsWrWKmJgYi1jBgt/f7NmzGThwIGFhYTRp0oR+/frx3HPP0axZMwBsbW2ZN28er7/+Or6+vrRv357HHnuMUaNG4efnZ26voCBWqVR4eHjwzDPPsGLFCiZMmMD06dPp1asXgwYNYvDgwYVEWUnnCcRrF2D06NHFni9TeE16ejrLly9n+fLlRa5X8DqXkIRYuZGWlsbTTz9NWFgYK1asKLR84cKFjBkzhs2bN/PPP/8wZcoU5s6dy8GDB80Wq9TUVLRa7X33ZW9vf9/4H9ON4n7B3v7+/kRGRiIIgsUNJy4uDihsfbOWxCw1fQYM5mr0bfyeW8jxeA1yGbQN9aBjgA+vfg2DI2ozrnPofdsq63mxs1HQoa4n/6xdwrXdv/LRJ3PoNmQCOy8ksv18AjHpeWw/n8D28wnIZNAqyJ3ejXzp09iXut6OhW7AYP15LQmFomgrXHHz772BW2OBMN2IS0tFXQ9Vgb+/PzExMYXml8exlOY7LPj9GY1GfHx8WLduXZHbe3t7A2KAebdu3XBxcWH27NnUrVsXOzs7jh8/zttvv43RaLSqP8I9AwVMMZL3w9XV1SywKuKasLGxoV27duzZs4erV68SHx9vtojpdDoOHTrE3r17adiwofmclBVrz01ptrWmzcmTJ7Nq1SqmTp1Khw4dcHV1RSaTMWzYMIvvr2vXrly7ds38bFixYgVffPEFy5YtY8KECQBMnTqVxx9/nE2bNrFt2zbef/995s6dy65du2jZsiWvvvoq3333nbnNbt26ERUVhb29PXv27CEyMpK//vqLrVu3smHDBnr27Mk///xjcRz3OyZTn+fPn0+LFi2KXNfJyclsLRs5cmSxos0kMiVEJCFWDhiNRkaMGEF6ejo7duwo1vXYtGlTmjZtynvvvcf+/fvp1KkTy5YtMwc6Dxo0iN27d993f6NHj77vyBKTifx+N7EWLVqwYsUKLly4YGFpMQVoFveDK46L8ZksjbrGum+/JOXfHXg/NQP/4LoMbxvEs+2C8He1x2AwMN3e3vwPqyCXLl0qNO9BzsvXX3/NzJkzmTp1Ku/NeAeALvW9+fDxxlyIy2LHBVGInYnJ4NjNNI7dTGPe1ouEejnSu5EPfRr7ERHsjkIuPoCsPa8Vxb033OIw3YhLS3lfD1VJixYtiIyMLOSCqspjqVu3Ljt27KBTp04lWpKioqJISUnh119/pWvXrub5N27ceKD9+/v7W7XeqlWrzKMPK+qa6NKlC/PmzWPHjh14eXnRsGFDZDIZ4eHh7N27l7179/LYY4/dt53qWonj559/ZvTo0SxcuNA8T61WW4wKNeHh4cHYsWMZO3Ys2dnZdO3alZkzZ5qFGIjXzuuvv87rr7/OlStXaNGiBQsXLmTt2rWFQhYKui/lcjm9evWiV69efP7558yZM4d3332XyMjIUllITYMgXFxcStzO29sbZ2dnDAbDfduvrt9dZSMJsXJg1qxZbNu2jS1bthAaWtjCk5mZiYODg0X8T9OmTZHL5RYm/7LEiKWmpuLq6mrxb0an0/Hpp5+iUqnMcWogWlPi4uLw9/c3W44GDhzIa6+9xjfffMOSJUsA8R/QsmXLqFWrltUjWM7GZLB41xW2nUsgL/okKbvX0KDfKD59/yX6N/XDVmn5z6tv375s2rSJW7dumU3iFy5cYNu2bYXaLmvs3IYNG5gyZQojRozg888/t1gmk8loHOBC4wAXJnSoxdFzlzmXInAwVseBaylcvRXLjeQc/rf3Bl5OKno38qVLiBNfLFqEl5dXubmRS0tFx4iV1/VQ2SQnJ5OcnExQUJD5j9DgwYNZsGABy5cv54033gDETPurVq2iXbt2ZR4x+SAMHTqUb775ho8++og5c+ZYLNPr9WRnZ5vTOIClhUWr1fLNN9880P7LEiNWUddEly5dmD17NosWLaJz587mh3KXLl1Ys2YNsbGxVsWHOTo6FiluqhqFQlHI6rZ48eJC6UdSUlLMo8lBtCrVq1fPnF4lNzcXuVxujskDURQ5Ozubnx/FhSykpqYWsoybhHNR7uaSiIiIoG7duixYsIBnn3220EjWpKQkvL29USgUPP3006xfv56zZ8/SpEmTItcD8bsDquX3V5lIQuwBOXPmDB999BFdu3YlMTGRtWvXWiwfOXIku3btYtKkSQwZMoSwsDD0ej1r1qwxX7AmyvJw//333/n4448ZPHgwoaGhpKammn8Ac+bMMccQAPz222+MHTvW4t9uYGAgU6dOZf78+eh0Otq0acOmTZvYu3cv69atsxB4piH3Bbc/eTudxTuvsPOi6POXySDz7wV4eXszY3hPss9FsvHc3f726dMHX19fZs2axdatW+nSpQsvv/wyer2exYsXEx4eXiiupSzn5fDhw4waNQpPT0969epVyBXUsWNHcwD84cOH6dGjBx9++CHfzZxJtkbPi1Pf5p8f/0QWFMENB0+WbUtjwentGDKT6PPyR/xzMZnuDXxwslUSFRVl3r60JXhKS1ljxE6fPm0e1HH16lUyMjLMltjmzZubqwWU5nooK9b2BcT0BDdv3jTnfdqzZ4953eeee86cK27JkiXMmjWLyMhIunfvDogB1EOGDOGdd94hMTGRevXq8d133xEdHc3//d//WfRp5syZhbavCLp168aLL77I3LlzOXnyJI888gg2NjZcuXKFjRs38uWXXzJ48GA6duyIu7s7o0ePZsqUKchkMtasWWOVO60kyhIj9qD3iOLo0KEDSqWSS5cuWeR669q1K0uXLgWwSohFRESwY8cOPv/8cwICAggNDbUIpK8qHnvsMdasWYOrqyuNGzfmwIED7Nixw0J0gfib7t69OxEREXh4eHD06FF+/vlnJk2aBMDly5fp1asXQ4cOpXHjxiiVSn777TcSEhIsBhIUxezZs9mzZw8DBgwgODiYxMREvvnmGwIDA0sdeyeXy1mxYgX9+/cnPDycsWPHUqtWLWJiYoiMjMTFxYU//vgDEFNhREZG0q5dO55//nkaN25Mamoqx48fZ8eOHebQjrp16+Lm5sayZctwdnbG0dGRdu3aFWnQeKip7GGaDxumob/FvQRBzPI+btw4oW7duoKdnZ3g4eEh9OjRQ9ixY8cD7//o0aPC448/LtSqVUtQqVSCk5OT0LlzZ+Gnn34qtK5p6P29Q4UNBoMwZ84cITg4WFCpVEJ4eLiwdu3aQtsvXrxYAIStW7cKl+IzhbGrDpvTRIRO/1OY8sNx4XJ8ZonnIzIy0tze7t27hYiICEGlUgl16tQRli1bVm6Z9U3HWtyr4DkwfYcFUyP8888/Qp8+fQQ/Pz9BaWMj2Dk6Cy71IgSfYZ+Yj7n+u38LY1cdFt5cuNKqdAim9BX3DkMvLrO16RiOHDlSoefj3qH/1l4PldGXklK6FLyWTNdNwXmCIGbSf+ONNwQ/Pz/B1tZWaNOmjbB169ZCfXr99dcFmUwmXLhwwaq+3/udFJfFffTo0YKjo2OhdpYvXy5EREQI9vb2grOzs9C0aVPhrbfeEmJjY83r7Nu3T2jfvr1gb28vBAQECG+99ZY5TULB4+zWrZsQHh5eaB+jR4+2KjWINZTlHmENbdq0EQDh0KFD5nl37twRAKF27dqF1i/q/nDx4kWha9eugr29vcU1VNx3YvoOTVUbiqO481pcJROwrMSRlpYmjB07VvDy8hKcnJyEvn37ChcvXhSCg4MtrvOPP/5YaNu2reDm5ibY29sLDRs2FD755BNz9Ynk5GThlVdeERo2bCg4OjoKrq6uQrt27Yq8x9/Lzp07hYEDBwoBAQGCSqUSAgIChOHDhwuXL182r1Pc/cd0v7r3eXHixAlh0KBBgqenp2BraysEBwcLQ4cOFXbu3GmxXkJCgvDKK68ItWvXFmxsbAQ/Pz+hV69ewvLlyy3W27x5s9C4cWNBqVT+Z1NZyAThAf9iSfxnGDp0KFeuXeeRd1ay8dhtjAIo5DKebFGLV3rUpY530UkXHxaMRoGTd9LZdi6ef84lcCNZrGKQFrmSnAt7GDjnZx5tEUTfcF8C3YuOE5SonrRt25bg4GA2btxY1V2p0QwdOpTo6GgOHz5c1V2RkKgxSEJMwiqy1DoC/Pxwf3Qa8qAWAPRv4sebfRs89AKsKARB4EpiNtvOxvP+uCdQNOqNc4t+5uXhAS70DfejXxM/6vs4SUGp1ZjMzEy8vb05efJkoezxEtYjCAK+vr6sXbuWRx55pKq7IyFRY5CEmESJGI0CPx+/w2dbL5KcLaaQaBXkxrsDGhERXPr0CA8rd9Jy+edcAlvPxXM0OhVjgV9VmK8TA1vU4onmAdT2kCxlEhISEhJ3kYSYRLGci83gg83nOHZTHLEY6uXI2/0a0DfcT7LwlEBKtoYdFxLYdi6Bf68kozXczRnUKsiNgS1qMaCZ/30TyEpISEhIPPxIQkyiEJlqHZ//c5nvD0RjFMBBpWBq7/qM7RSKjaL4EhkShcnI07HtXDy/n4xl/7Vks6VMKZfRq5EPw9oE0TXM25ynTEJCQkLiv4UkxCTMCILA76di+ejPCyRnizlmBjTz570BjfB3rTmlbaoriZlq/jwdx+aTMZy6c7fEiZ+LHUNaBzK0dW3JdSkhISHxH0MSYhIAxGeoefe3M+Z8YHW8HJk9sAmd63tVcc8eTi7FZ7HhyG1+O3GHtFydeX7XMG/GdgyhW5g3cslKJiEhIfHQIwmx/ziCIPDzsTvM/vM8WWo9KoWcyT3r8UK3OhbZ8CUqBo3ewPbzCWw4cpu9V5LN80M8HRjVIYTBrQNxsbOpwh5KSEhISFQkkhD7DxObnseM384QdSkJgOaBrswf0pwwX+cq7tl/k5spOaw5cJMNR2+TpdYDYnze4IhAxnUKJcTLsYp7KCEhISFR3khC7D+IIAj8ejyGmb+fI0ujR6WUM61PGBM6h6KUgvGrnByNnt9OxPDd/miuJGYDYumofuF+vNC1Di2DylZHUkJCQkKi+iEJsf8YmWod7/12lt9PxQLQMsiN+YObU8/nv5eUtbojCAL7r6WwYu91IvOtlgBtQtx5oWtdejX0keLIJCQkJGo4khD7D3H8VhpTfjjBnbQ8FHIZr/Wuz0vd60mpE2oAlxOyWL7nOptPxqAziD/Zut6OPN+lDk+2rIWdjRTPJyEhIVETkYTYfwCDUWBp1FW+2HEFg1Eg0N2eL4e1JCJYcnHVNOIz1KzeH826QzfNcWReTraM6RjMyPbBuDmoqriHEhISEhKlQRJiDzmJmWqm/HiCg9dTAXiieQAfP9VEGolXw8lS69hw5DYr/71BbIYaEAP7h7auzfjOoVI+MgkJCYkagiTEHmKORKfy8rrjJGVpcFQpmD2wCYNa1ZLKEz1E6AxG/jodx7d7rnMhLhMAuQweberPi13r0jTQtYp7KCEhISFREpIQewgRBIFV+6KZ8/cF9EaBMF8nlo6MoK63FJD/sCIIAv9eTWb5nusW+cg61PHkhW516B7mLQlwCQkJiWqIJMQeMnI0et7+5TR/no4D4InGbnzaRYWDJglyk0GTDZos0GaJU/Pn/KlBC0YDCIb8qVDgvQEEIyhsQWkLSruipypHsHcHew9wME09CszzENeRqBDOx2byv73X+eNULPr84pZhvk4836UOA1vUQqWUUpRISEhIVBckIVZTEQTIioOUa5B6DVJvcD0xi4mXW3JZ44ESA+8q1zJGsY1qaQhROYNLALjWEqcugYXf20qJZR+E2PQ8Vv57gx8O3yJHawDA18WWsZ1CebZdkBQnKCEhIVENkIRYdUeXBwnnIOkSpFwVRVfKdUi9Droc82r7DY2ZqHuNTBzxIY1vVF/SWn4Z5Epw8hVfjl5g6wK2TqLIUTmL04KflSqQKUCuEKcyOcjld+chE61mBi3o1aDX3DNVi1a2vDTIS4XcVPF9burdz0Zd8cdbEAdPcA8B91Bx6pE/dQ8B5wCxXxL3JSNPxw+Hb7Fq3w0SMsVi7k62Soa1qc3ojiFSYL+EhIREFSIJseqESXTFnoDYkxB3EhIviC7BopApwD2YjbK+vBPbCb0gp5WXgWV9HfHx8RfFl7179RIsgiC6QbPiITMGMmIgMxYy74jTjBjxvTqj5HYUKnALLiDOCog1t2BQSeLiXrR6I5tPxvC/vde5nHA3Y3/PBj6M7BBMt/pSoXEJCQmJykYSYlVJ2k24sQduH4TYU5B4vmjR5egNPo3Bsx541hWnHnUxugaxcNd1vo68BsBjzfxZMKT5w5HcU5MFadHiK/VG/vv8afotMOpL3t7J7x4rWgGh5uhN9fTXVg6CIBB1OYmV/96wCOwP8nBgZPsghkTUxt1RykcmISEhURlIQqwyyYyFG3tF8RW9RxQU9+LgBQEtIaAF+LcQ37sEFBIOap2B1zee4q/8oPzJPevxWu+w/4ZFw6AXrWkmYVZQqKVGg+Y+1jQbx7suznuFmluQ6J79j3A9KZu1B2+x8djdQuMqpZy+4X4Ma1ObDnU8/xvXlISEhEQVIQmxiiQvHa7tyhdee8UYr4LIlVArAoI7idOAFuBS677WmuRsDc9/f5QTt9KxUciYO6gZgyMCK+wwahy5qUWItPxXxh2ghEteJhe/g4JCzTUIXPzB2V8UxTb2lXAQlUuuVs8fp2L5/sBNzsVmmufX9rBnaERtBrcOxN/14TtuCQkJiapGEmLlTdpNuLQFLv0NN/dZutBkcvBvDqFdIaQrBLUXA+VLwZWELMZ9d4TbqXm42tuwbGQEHep6lvNBPMToNZB+u2hrWlo06HLv34admyjInP3zBVoAOPsVmBcgWjarU2yelQiCwNmYTDYcvcXmk7FmK5lcBp3qeTGoVS0eaeyHo62yinsqISEh8XAgCbHyYtfHogBLOGs53ysM6vWGkC4Q3BHs3cq8i3+vJPPSumNkqfUEezqwckwbKUlreSIIkJ1oKcxSb4hWtKxYyIwDfZ51bcltRHFWklhz9q/WgwrytAa2nI1jw5HbHLqRap5vb6Ogb7gvT7asRed6XigVNU9wSkhISFQXJCFWXszMLyUjk0NQB2jwKDToLwbXlwM/Hr7Fe5vOojcKtAlx59vnWuMhBVRXLoIA6nRRkGXlvzLj7oo00zQniRLdnwWxcxVFmoVY87ec5+hd5da1myk5bDoRy28n7hCdctdq6OVkyxPNA3iqZS2a1HKRsvdLSEhIlBJJiJUXG56DhgOg/iNi5vhywmgUmLftIt/uvg7Aky0CmDe4GbbKh2Bk5MOKQQfZCUWLtKw4cdBGVpx1blDIzwWXL9DcgsT0HO7B+YMLgsE1EBSVk5xVEARO3k5n04kY/jgdR2qO1rysrrcjT7WsxcAWtaTcZBISEhJWIgmxakye1sC0n06y5Ww8AFN71+fVXvUlq8PDgCCAJvP+Yi07kfta12QKsRKBW74486wLHqY0J6EVNrhAZzCy90oSvx6PYfv5BDR6o3lZ62B3Hm8ewKNN/fF2tq2Q/UtISEg8DEhCrJqSmKXm+e+OcupOBiqFnM8GN+PJlrWqulsSlY1BL1rXsuLElB3pt/Jj2G5C+k3xs15dchsugeBZx5x/Dq8w8G4ArrXLzeWZpdax9Ww8m07GsP9aCqa7ilwGHet68Xhzf/qF++PqIJVVkpCQkCiIJMSqIZfisxi3+ggx6Xm4O9jw7XOtaRtafu5OiYcIo1EUauk3RXGWdkOsP2oqh1VShQIbR/AOA++GojDzbiRO3YIfSKDFZ6j560wcv5+K5dTt9Lu7U8joFubN480D6N3IVxp5KSEhIYEkxKoduy8n8cq642Rr9NTxcmTlmDaEeDlWdbckaiKCIOZUM9cozRdoyVcg5YpYL7QolPZFCzT3kPx6o9ZzKyWXP07H8sepWC7GZ5nn29nI6dXQl8ebB9C9gffDUQ1CQkJCogxIQqwasfbgTT78/RwGo0C7UA++fS4CNwdpZKREBWDQi9azxAtiQfmki+Ir+XIJAs0OvOrnC7SG4NcM/JqKIz2tiFu8kpDFH6di+f1UrMXISydbJY+Ei6Kscz0vbKR0GBISEv8hJCFWDTAYBeb+fYEV/94A4OlWgcwd1BSVUnogSVQyBr0Yg2YSZmaBdqX4WDQHL1GQ+TW9K84864GiaNejIAici83k91Ox/HkqltiMu+26O9jQv6k/jzcLoG2oBwqpvJKEhMRDjiTEqphcrZ5XfzzJ9vMJALzxSBiv9KgnjYyUqF4YDfkC7RIkXYCE82Ly4uTLIBgLr6+0EwvVmwVaU/ANB1tny2aNAsdvpfHHqVj+OhNHcvZda5yPsy2PNQvg8eb+tKjtJv0mJCQkHkokIVaFJGSqGf/dEc7GZKJSylkwpDlPNA+o6m5JSFiPNlcUZvFnCrzOgi6n6PU96lhaz/ybi65NQG8wcvB6Kn+cimXL2Tgy1XfLgwW62/N48wAea+ZPY38pcayEhMTDgyTEqojzsZmM/+4IcRlqPBxV/G9UBBHB0shIiYcAo1GMP4s/bSnQsuKKXt/JF/xbiKIsQJxqHfzZezWZ30/Fsv18Arlag3n1YE8H+oX70a+JH80D3ZBL7ksJCYkajCTEqoDIi4lMWn+cHK2But6OrBrTliBPKRO5xENOTvI9lrPTxbs2HbzMwizPuzm7ckL5/aqWqEtJFolj/V3t6BvuR5/GvrQN9ZAC/SUkJGockhCrRARB4H97r/PplosYBehY15OlIyNwtZeSXEr8R9HmiK7MuFMQd1KcJl4AwVB4XXt3cnwj2K3swpasOuyKtSFHd1eUOdsq6drAm96NfOge5oO7VItVQkKiBiAJsUpCrTPwzq9n+O1EDADD2tRm9sAm0shICYl70eWJgwHiTojCLPakKM6MOovV1IIN+xRt2WrTk8jcuiTr7govuQwigt3pWt+bLmHeNK3lKo3AlJCQqJZIQqwSSMhU88KaY5y6nY5CLuODxxozqkOwFHAsIWEteg0knr8rzOJOQcI5MGgAMAoyTgp12WloxU6hNReNgRabu9nb0Km+F13re9GxrheB7vbS709CQqJaIAmxCubErTReXHOMxCwNbg42fPNsKzrW86rqbklI1HwMOjHHmUmYxZ0U3Zz6PO4IXuw2NGOPsRn7jU3IwjIG088B2oS407Z+AG1DPanv4yQF/UtISFQJkhCrIARB4Kejt3l/8zm0eiNhvk6sGNVGCsqXkKhIDHpxAECBmDN93DlOaXzZY2jGXmNTTgt10GOZbNZNqaO1t4G2wa60aRhKk3oh2CilsksSEhIVjyTEKoAcjZ73Np01x4P1aezLF8+0wEkqciwhUfkYjWJR9MTzkHCOvLiLnLiTyZF0Zw4bG3LcWI887Cw2sUdDK/t4Ijw0tAhwpFmdWngF1hMLotvYFbMjCQkJidIjCbFy5lJ8Fi+vO8a1pBwUchmvPxLGxK51JbeHhER1Q5cHSRfRxZ3n3I3bHInRcCjVkaOaQNJxLrR6oCyR5rLrNHdIobmnnib+Tjh6BYlJaj3qgEcoqByr4EAkJCRqMpIQK0d+OnqbDzafRa0z4utiy+LhrWgbKiVplZCoSRg1eVy9epHDl29x8k4Wp1IUXFU7I2D5Z0qOkTDZHZrLr9Fcdo1m8uvUd8zD1j0AXGuDW5D4Mr+vDXauVXRUEhIS1RVJiJUT0346ya/HRVdk1zBvvhjaHE8n2yrulYSERHmQpdZx5k4Gp67HcCo6kVNxauLyCqeesUFPmOw2TeTRhMuiCZdH00h2CweZOLoTO1dwDborzAqKNLdgsHcHaTSnhMR/CkmIlRMh0/9CLoPXH2nAS90kV6SExMNOQqaaU7fTOXUnnZO30zl7J4OMAvUxTcgxUkeeQBOu5Qu0GzSW38RVllu4URtHcK0FLvkv11rgEnD3s0uAKOYksSYh8dAgCbFyotv8SBYMaU6bEMkVKSHxX0QQBO6k5XEuNoOzMZmci83gTEwmydmaItf3t9XQwDaVBvIYGugvEaY9Sz1ZLHYyXZHrm1E5FRZnBcWbJNYkJGoUkhArJ3K1ehxU0qhICQkJSxIz1ZyNzeBcTCZn80VaTHpekevKZRDiIqOhi5YGdmk0UMQRJlyndt5lbLJuQ16qdTu1cQAnH3DyE6fOfgU++4Kzrzh19Aa5lKZDQqIqkYSYhISERCWTkafjSkIWF+OzuJw/vRSfRUZe0dYwhVxGoLs9Ie52hDgbCbHPJUSZTqgsllq6m9hkx0BGDGTGWC/WAGRyscC6SZhZvHzAwRMcPMSpvYeUukNCogKQhJiEhIRENUAQBBKzNFwqIM4uJ2RxJSGbPF0RRdDzUZpEmpcjIZ6O1HJW4G+rxl+ZRQAp+BgTUeTEQ3YCZCWI0+wEyEkCwVhsu0Vi41hAnBUQaPfOKzhfEm8SEiUiCTEJCQmJaoxJoN1IziE6OYcbKTncTM4lOiWH6JQc1LqSxZRCLsPPxQ5/Vzv83ewJcLUjwM0efxcVvjZqvGVpeBlTUOUWEGnZCZCdCLmpooUtNxWE4sVgiSjtwM4N7N0KTF2LmFfE1MZeinWTeOiRhJiEhIREDcVoFEjIUnMjOYebKaI4i0tXE5eRR2y6mvhMNQajdbd4NwcbvJ1s8XGxxdvJFm/nuy8fRxXetjq8FTm4GdORqdMgN0UUaLkp4ssk2ArOK6t4M6FQlV68maYqR0nESdQIJCEmISEh8ZBiMAokZWmISc8jLiOPuHQ1sRl5xKbnEZehJilLQ1KWBr2VYg3ARiHDy8kWH2dbvJxs8XBU4eGowt1RhYdDwfc2eCg1uAhZyDQZkJcO6vTip+p71nlQESdXioLMztV68Waa2jpLIk6i0pCEmISEhMR/GKNRICNPR2K+KEvKvivQzPOyNCRla0jPvU9qjSJQyGW4O6hwd7DB1d4GF3sbXOyU+VMbXOyV+VPxs7OdUlyu0OAi5GCjK07EZRQv7Iyl76cFMnnpLXAmq52tK8gLJ/uVkCgOSYhJSEhISFiFRm8gOVt7V5xlaUjL1ZKaoyUtR0tq7t1paraWHO0DWrUAexuFWaw52ylxLjB1sVMWmudsq8BZqceFXJzJxsmQiVKbcX/xZpoais77Zj0ysHMpnXizcxOrKti5SulE/oNIQkxCQkJCokJQ6wyk5+pEoZarJUutIzNPT6ZaR2aejky1Pn9aeH62pnCVgrLioFIUFmz5ljdRvBUQdDZGnGVqnGW5uAg5OBszcTZmoNSk31/E6YvOD1cqbPNFnK2TGOemcsp/71TgvSOonIt57yS6VlWO4kAJycVa7ZGEmISEhIREtcNgFMhWi+Iso4BYy1LryFLr81/57zXiNLPgPLXuviNKS4O9jUnMKXGyVeJoK05N7x1tlTjZgKNch6NMjRNqHIUcnIRsHA2ZOBoycNKn4ahLQaVJK+xi1WaXW1/vIhPFmI2dOFXaiSNRlXbwQmQF7E+iLEhCTEJCQkLioUSrN5Kt0ZstcVlq3T1irXLFnAmVUo5zQTFnp8RZJcdRKeCk1OMs1+Ok0OIk1+Io0+Asy8NJyMVJyMFJyMLJkIm9IQOVPhuVNgOlLhO0OaDJFgWdrog6pvcyM6Pcj0uibEhCTEJCQkJCohh0BqOFYMtU68jRGMjRiO7TnPxXtmmetvC8HI2eLI0erb78RR2IpbFUSjkqhRyVUoGtUoZKDiqFDJVCQCkTUCAglxlRCEaUMiNrpgyokL5IlB6pOKKEhISEhEQx2Cjk5hQdD4rOYCwg4Axk51vhTILO9D5brSdHa/k5W1PgpdZbpBwxCqDWGfOtd+UXWydROUhCTEJCQkJCohKwUchxc1Dh5vBgok4QBPRGAa3eKL4M90zvea8zGDHmb2MwChglR1i1QnJNlgOCIJCVlVXV3ZCQkJCQkLAaZ2dnZNKoyipHsoiVA8nJyfj4+FR1NyQkJCQkJKwmMTERb2/vqu7Gfx5JiJUDKpVoZr59+zYuLi5V3JvqRWZmJrVr164x5+aHH35g4sSJfPLJJ0yaNAmA6OhomjdvzqhRo5g3bx4ODg5FbnvixAnS09Pvuw9/f38aNmwIFH1+BEHg6aefJioqijNnzlCrVq1i23r88ceJj4/nyJEjFvONRiPu7u5MnDiRefPmWXPoRXLx4kV69uxJt27dWL9+PTKZDIPBQEBAAAMGDGDlypUW6w8ePJjt27eTkXF3RFZZzosJ0/m5efMm48ePZ/fu3URGRtK0adNSH4tWq6Vr167ExsZy6dIl7O3tS7X9zZs3adasGRMmTGDhwoXm+X/99RfPPvssH330EVOmTDHPX7p0KdOnT+fkyZOEhobyxx9/MHLkSP744w/Cw8Mt2p4wYQLR0dGcOHGi0H7VajU5OTlkZ2fTrFkzPv30U1566SXzuQHYtWsXERER5m2+/vprZsyYYXFdleV7mDdvHnPmzOHq1auFHtj9+vUjKyuLffv23bfNqqCm3XsqE9O5MT27JKoWSYiVAybTrouLi/SDL4aacG5OnjzJa6+9xvDhw5kxY4Z5frNmzZg2bRqff/45GzdupEuXLjzxxBOMHDkSV1dX83rdunUr877vPT9vvvkmO3fu5NixYzRq1KjY7Zydnblz506hc5ubKw5fd3NzK/N5z8zMZNSoUQQGBvLDDz+Y24mPj0etVtO4ceNCbTdp0oTt27dbzH+Q82Lio48+YseOHXz//fd06tSpzO28+uqrTJw4kStXrtC5c+dSbevs7AxAvXr1LI7P398fgPr161vM9/X1BUCv1+Pi4kJMTAwgiueiKHgNpKamMmvWLH788UcSExMt1tNoNIXO+73fhalPBoPBPL8s34O7uzsg/tm8d596vR4nJ6dq/7uuCfeeqkJyS1YPJCEmIQGkpaXx9NNPExYWxooVKwotX7hwIWPGjGHz5s38888/TJkyhblz53Lw4EECAwMB8eGp1Wrvuy97e3sLAVcUJktHampqiev5+/sTGRmJIAgWN9W4uDgAAgIC7tuf4hgzZgyxsbEcPnz4gR5k5XFeVqxYwaeffspzzz1X5n6A9ee1JBSKokvQFDffFIZrNIqpC9asWYOfn1+h9ZTKu7fjoUOHsn//ft58801atGiBk5MTRqORfv36mdspzb6hbN+DSdDFxcWZz52JuLg42rZte9/2JCQkSkYSYhL/eYxGIyNGjCA9PZ0dO3YU63ps2rQpTZs25b333mP//v106tSJZcuW8fHHHwMwaNAgdu/efd/9jR49mtWrV5e4zvXr1wHuG7/RokULVqxYwYULF2jcuLF5/qFDh8zLy8Knn37Kpk2b+PXXXwu5C729vbG3t+fKlSuFtrt06VKheQ9yXpYvXw7ASy+9xNtvv12KIygaa89rRVC3bl0AfHx86N27d7HrpaWlsXPnTmbNmsUHH3xgnl/U+S4NZfkeTNfP0aNHLURXbGwsd+7c4YUXXnigPklISEhCrFywtbXlww8/xNbWtqq7Uu2oCedm1qxZbNu2jS1bthAaGlpoeWZmJg4ODhYWi6ZNmyKXy9Fo7hYIXrhwIWlpaffdX0ErVU5ODu+//77F+dHpdHz66aeoVCp69Ohhnp+RkUFcXBz+/v5mi8XAgQN57bXX+Oabb1iyZAkgWkGWLVtGrVq16NixYynOhMiOHTt47733ePfdd3nyyScLLVcoFPTt25dNmzZx69YtgoKCALhw4QLbtm0rtH5ZzgvAhg0beOutt2jatCmff/55sdvl5uZy69YtvLy88PLyAiApKamQ2MrKymLRokV4eXlZxFNVFn379sXFxYU5c+bQo0cPbGxsLJab+myybt07oH3RokUWn21tbenWrZtV4grK9j2Eh4fTsGFDli9fzosvvmju29KlS5HJZAwePNiqfVcFNeHeU1VI56Z6IQmxcsDW1paZM2dWdTeqJdX93Jw5c4aPPvqIrl27kpiYyNq1ay2Wjxw5kl27djFp0iSGDBlCWFgYer2eNWvWoFAoePrpp83rluXhvm3bNtavX49WqyU0NJTU1FTWr1/P2bNnmTNnjoUL67fffmPs2LGsWrWKMWPGABAYGMjUqVOZP38+Op2ONm3asGnTJvbu3cu6dessXFarV68utH1RDB8+HG9vb+rXr1/ofPTp0wdfX19mzZrF1q1b6dKlCy+//DJ6vZ7FixcTHh7O6dOnLbYpy3k5fPgwo0aNwsvLi9dee42ff/7ZYnnHjh2pU6eOed0ePXrw4Ycfmq+1r7/+mk2bNvH4448TFBREXFwcK1eu5NatW6xZs8YiSDkqKqrQ9hWBi4sLS5cu5bnnnqNVq1YMGzYMb29vbt26xV9//UWnTp1YsmQJLi4udO3alc8++wydTketWrX4559/uHHjhkV7tra2dO/e3WohVlbxOX/+fJ544gkeeeQRhg0bxtmzZ1myZAkTJkwoMX6xqqnu956qRDo31QtJiEn8p0lJSUEQBHbv3l3kA23kyJE0b96cvn378scffxATE4ODgwPNmzdny5YttG/f/oH237RpUxo3bszatWtJSkpCpVLRokULfvrpJ4YMGWJVG59++inu7u58++23rF692iygnn32WYv1srPFosKmuJ/iSE5OBkQX1b1ERkbi6+tLs2bN2LZtG9OmTeODDz4gMDCQWbNmERcXV0iIlYXz58+j1WpJSkpi3LhxhZavWrXKLMSKolOnTuzfv58VK1aQkpKCo6Mjbdu2ZeXKlfTs2dNiXWvPS3nw7LPPEhAQwKeffsr8+fPRaDTUqlWLLl26MHbsWPN669evZ/LkyXz99dcIgsAjjzzCli1bHijmr6w89thj/Prrr8yaNYvJkyfj7e3NjBkzLNymEhISZUdK6Coh8R9h6NChREdHc/jw4aruSrXirbfe4ocffuDq1auSq0ZCQqLSkSxiEhL/AQRBICoqqpCrUUK08t0bpychISFRWUgWMQkJCQkJCQmJKkJe1R2QkJCQkJCQkPivUuOE2Ndff01ISAh2dna0a9fuvvEuGzdupGHDhtjZ2dG0aVP+/vtvi+XZ2dlMmjSJwMBA7O3tady4McuWLavIQ5CQkJCQkJCQAGqYENuwYQPTpk3jww8/5Pjx4+bRbPeWADGxf/9+hg8fzvjx4zlx4gRPPvkkTz75JGfPnjWvM23aNLZu3cratWu5cOECU6dOZdKkSfz++++VdVgSEhISEhIS/1FqVIxYu3btaNOmjTlxpdFopHbt2kyePJnp06cXWv+ZZ54hJyeHP//80zyvffv2tGjRwmz1atKkCc888wzvv/++eZ2IiAj69+9vzph+LxqNxiKRpyAIaLVavLy8pNpdEhISEhIPDdLzruKpMRYxrVbLsWPHLEqDyOVyevfuzYEDB4rc5sCBA4VKifTt29di/Y4dO/L7778TExODIAhERkZy+fJlHnnkkWL7MnfuXFxdXc0vNzc3fHx8yMrKesCjLJ5jN9MImf4XdWf8zc3kLFgzCGa6wuII0Fi/X6NRYODX+wiZ/hdvbjxV5v4ciU6lzjt/ETL9L/48HVvmdgDScrR0mx9JyPS/GPTNPtQ6wwO1Vy0487P4/cytDbllr2tYmfx87A4h08Xv9PPtl++/wcn14jF+90SF9CcuI4+6M/4mZPpfnIvNqJB9WDAnUDyelGvFrvLVziuETP+L+u/+zeEbNeN7rTCOrxHP15pB5lm7LycRMv0vOszdWagygETNpCqedyUxZNl+Qqb/xU9HbhdeePon8ZpcNaDyO/YA1BghlpycjMFgwNfX12K+r68v8fHxRW4THx9/3/UXL15M48aNCQwMRKVS0a9fP77++mu6du1abF/eeecdMjIyzK/bt4u4IMqZL3eKdeaeblWL4PPL4NpOUNrD0O/B1tnqdjadjOHU7XQcVQre7NegTH3J1uh5bcNJjAIMalWLx5qVPcmkRm/gxbXHuJmSS6C7PctHtcbOpugCxjWK8EHg2xQ0mbB3YVX3xioGRwQy64lwQBQcy/cUL0gA8MhPqJp2o+T1yoi/qz2PNhWTrK7aF10h+7BAkZ/Nx6ArdpXJPesxoKk/OoPAxLXHuJ2aW/H9qq641hKnmTHmWe1CPbBVyonLUHMlMbuKOiZRnlTF864kWod4AHD0ZhF/hNxDxGn6zcrrUDlQY4RYRbF48WIOHjzI77//zrFjx1i4cCGvvPIKO3bsKHYbW1tbXFxcLF4Vycnb6ey5nIRSLuP1+okQOUdcMGAh+IZb3Y5aZ2D+NrEo8ys96+HjbFem/ny65QJ30vKo5WZvfnCXBUEQmPHrWQ7fSMXJVsnKMW3wcqr8XE5qnYGriVlEJ+eUnzVOLofeH4rvj66EvPTyabeCGd0xhDf7igJ9zt8X+eHwreJXNt30Mu6AsWKsmOM6ifv4/WQsiZnqCtmHGXl+7UejvthVZDIZC4Y0JzzAhdQcLc9/f5QcTfHrP9S4mIRYnHmWnY2C9nU8AdhzOakqeiVRzlT28+5+tAlxB+BIdBF1Uwvek/TayuvUA1JjErp6eXmhUChISEiwmJ+QkGBRj68gfn5+Ja6fl5fHjBkz+O233xgwQDRlNmvWjJMnT7JgwYJCbs2q4n97rwMwsokdvv+8CIIRWoyAliNK1c53+6OJy1AT4GrHuE6Fi1tbw4FrKaw9KD6c5w9uhrOdzX22KJ6lu6/xy/E7KOQyljzbkjBf6y17ZUEQBE7dyeDIjVSiU3LEV3IusRl5FPSieDmpCHCzJ8DVngA3ezrW9aRLmBe2ylJa6ur1Bp9wSDwnuvE6vFy+B1RBvNKjHtkaPUujrvHeprOEejmaH64WOOTPE4yi0HQsYp0HpGWQOxHB7hy7mcZ3B6J5s2/Dct+HGXn+9yuULCrtVQr+N6o1TyzZx8X4LKb9dJKlIyKQy/9j8TL24gMRTYYoxPPPX9tQD3ZfTuJMTCW4kyX+c0QEeyCTwY3kHBIy1fi6FDAoOHqDjQPociHjNnjWrbqOloIaYxFTqVRERESwc+dO8zyj0cjOnTvp0KFDkdt06NDBYn2A7du3m9fX6XTodDrkcsvToFAoMBqN5XwEZeN2ai5bzsQhx8ib2Z9BTiL4NIZHF5SqnYw8Hd9Eia6m1/qElcn9l6vV8/YvYh3BZ9sF0bGeV6nbMBF1KdFsnZv5RDjdG/iUua37kanWseZANP2/3MuTX+/jk78vsO7QLfZdTSEmXRRhTrZK7PPPSXK2ltN3Mth6Lp6V+24w4fujtP5oB9N+Osmuiwlo9VZeGzIZtH1efH/kf1BNrilreKtvA55sEYDBKPDKuuPEpucVXklhA7au4vu8iouXer6L6AJde/AWudoKtD7J8n8TVlj3Atzs+fa5CFQKOdvOJZhDB/5T2Lndfa++K7oa+Yt/qC7EZVZyhyT+C7ja2xAeIFrlDl5PsVwok4FbkPi+Brkna4xFDMRUE6NHj6Z169a0bduWRYsWkZOTYy6WO2rUKGrVqsXcuXMBePXVV+nWrRsLFy5kwIAB/Pjjjxw9epTly5cD4OLiQrdu3XjzzText7cnODiY3bt38/333/P5559X2XEW5Lv90RgFWOT9N46xB0DlJMaFqRxK1c6y3dfIyNMR5uvEoFaBZerLgm2XuZWaS4CrHe/0L7tl4mZKDlN+OIEgwPC2QTzXPrjMbRWHIAicvJ3OD4dv8cepOPLyXY62SjndG3hT38eZEC9HQr0cCPZ0xNNRBUB6ro7YjDxi09XEZeRxNTGbf84lEJ+p5tfjMfx6PAYXOyV9w/0Y3TGEJrVcS+5Is6Gw/UNIvS7G9dXvU+7HWhHIZDLmDmrG5YRszsdlMnHtMX56sUNhAe/gIVpEclOA+hXSlz6NfQn2dOBmSi4bj95hdMeQCtkPpj9kgnWCOSLYnY+fasJbP5/my51XCPFy4KmWZftt1UiUqrvWB3W6eC0AjfzFh+S1JNHV/1DEfEpUK9qHenI2JpOD11MY2KKW5UK3IEi6COlVG8tWGmqUEHvmmWdISkrigw8+ID4+nhYtWrB161ZzQP6tW7csrFsdO3Zk/fr1vPfee8yYMYP69euzadMmmjRpYl7nxx9/5J133mHEiBGkpqYSHBzMJ598wsSJEyv9+O4lS63jxyO36SY/xZNZ68WZj38JXqV74CVkqlm1TwyofrNvQxRlcKEcu5nKqv1iG3MGNS2zSzJXq+fFNcfIVOtpGeTGzCcal6mdkriTlsu7v51ld4EYlfo+TjzbLohBLQNxdSi+7+6OKtwdVYQH3BVYMx8P59itNP46HcffZ+JIzNKw8dgdNh67Q5f6XrzUrS4d6noWPZRb5QgtR8LBr+Hw8ioVYgaDAZ2u+ED0e5EBXz/ThJfXHSMlI5t5f57hrX4NLI/TvSHo9JCdDuqKi+F6uXMQX+26wh/HbzK4hW+ZruH74hAAegG0BquP5Ykm3txJCuaX43dYsOUsWo2m8IPhYcajkWilz0oDB/GcuamgkbctmWo9l2NSCfOr2JADiaKxsbFBoXg4RXCHup6s+PcGB68XYYl3rS1O00uIb61m1Kg8YtWVzMxMXF1dycjIKNdAxhV7r/N/f/3LVvsZuApZ0Ho8PFZ6S907v57hh8O3aB3szsaJHUqd+0WtM/DoV3u5npTD4IhAFgxpXuo+gGilmvzDCf48HYeXky1/Tels6d9/QAxGge8PRDN/2yVytQZUCjmPNfPn2XZBRAS7l0vOG4NR4Eh0ar6lLRZj/q+neaArL3WvS5/GfoVFQso1WNwKkMHkY5UetyAIAvHx8aSnp5dpe43OQHK2FgFwc7DBybbA/7ecJNDlidYQlVO59LcoBEEgPkONQQBPRxX2qgp4wGTGgVEHTr6gtH7QiCBARp6WbI1odXWxV+LyALGTNYqseDBowdEHbO7+lpOzNKj1RtwdbHC0rVH/9x8q3Nzc8PPzK9d8XxX1vCtVH9Q6Wsz6B6MAB9/phZ9rgefIv4tgx4fQ7BkYtLxK+ldapF9INcVgFPj+36ssVi0WRZhfM+g7p9TtXE/K5qejoon27f4Ny/SDXLTjCteTcvBxtuX9AWW3YK3Ye4M/T8ehlMtYOrJVuYqwszEZvL/5LCdupQPQNsSDuU83pa53+YoDhVxG+zqetK/jyet9GvC/vdf56ehtTt3JYOLa49TxcmR8l1AGtQy8KxY860K9PnB1Oxz5P+hX+u/xQTCJMB8fHxwcHMp0DaTmaEnKUiNDho+HPY6q/FtHhkp0TTr6gGPZYwatwTlLQ2qOBjsbBcGejuW/gxSDKCrcaouWzFIgCALJOVpSs8XEl46OKrydbB/+hJdpiELcJQDs7lqRHTPVpOVqcXdQ4VOOv3MJ6xAEgdzcXHPVGX9//yruUfniYmdDk1qunL6TwcHrKTzZsoAV2q3mWcQkIVZNibqUyIic1bRWXkawdUY29DuLf5zWsnjXVQxGgZ4NfWiTn3+lNJyNyTCP2vz4ySYluvVKYv+1ZOZuuQDAB483LlNfiiJHo+ezrRdZc/Amxvyg++n9G/Js26AKH8UW5OnAR0824dXe9flufzTf7Y/menIO7/52lgXbLjGyfTDPdQgW04S0fUEUYifWQs/3Sh3jV1YMBoNZhHl6ln1Uo7+tLXqZkvRcLQnZRur7qrBRyEFjCwYZ2MjArmIfuH42KtK1oBEEDDJl+VtabBRisK+tCmxLfyy17e2xt9MQm55Hugbs7GRlThFTY1DZgqAWz12B79/JICddCwa5DXYVfF1IFI29vT0AiYmJ+Pj4PHRuyg51PDl9J4MD1+4VYvkxxzUoRqzGjJr8r3Es6ndeVP4FgGzgN3eTZ5aC60nZbD4pJlt8rXdYqbc3GgXe3XQWg1FgQFN/HgkvOk3I/YjLyGPy+hPmBLDlFZx/OzWXp5fu57sDogh7rJk/O6Z1Y2T74EpNJeDlZMvrjzRg/zu9+OCxxgS625OWq2Pxrqt0/jSS1386xTnHNmIQqSYDzm+utL6ZYsIcHB5M+MlkMmq52WNno0BvNHI7NVfMnC7PF0MVlEesIDYKOe75fwSSsjT3WfsBeIBoDS8nW/xdxQdgfIaa1Jyak8uoTMiLHmlqoxB/fzpDzRkp/DBi+t2XJja0pmBKqXPwxj0jJ02jJrNia0wuMUmIVUPiEpMYHj8PgIzGI6Bx2UrIfB15DaMAPRv60DTwPqP7iuCno7c5dTsdJ1slHz5eNpek3mBk8voTpORoaezvwpynmpaLu+bwjVQGfi3mcfJysmXt+HYsebaVZaxAJeNkq2Rc51B2v9mDpSNa0TrYHa3ByC/H7zBg8X7W67oDYDy2utL7Vh7nXCGXEezhgFwmI1ujJzlbW+BBXDlJTU0JfzPVugoohVU+4t3b2RZvZ7GfMWl5ZOQ9fA9BM+bca5bfv41CfLRIQqxqeZhd461D3FHIZdxMybVMr+PoDUo7cfRzgaoP1RlJiFVDEn55i9qyJJIUPrgOnFemNm6l5LIp3xo2pVfp0wqk52qZt/UiAFN71y9znMeiHVc4ejMNJ1slS0e2Kpeh7D8evsWIFQdJzdESHuDC75M60bl+xcYnlQaFXEb/pv78/FJHNr3SicebB6CUy1iU0g69IEd++yCrNv9DfEYFZ4qvAGxtFAS4iddCfKYarTH/FlIJFjEQM7ebAuGTs8vZKmZ+Zj34+CU/FzvcHVQICNxKyX14xVgxFjFlvkXaYBQwGqXxYBLlj3N+nBjck09MJrs7cjKjZrgnJSFWzdBeiaRFwq8A3Oj0WanqSBbkmygxNqxrmDctaruVevv52y6Rlqujga9zmfM2/Xslma+jrgIwd1DTBw6w1huMzPz9HNN/PYPOILpLN07sQICb/QO1W5G0qO3G4uEt2T+9J8/2bstBeQsAkg9vpNO8Xby87hj7ryXXqALJ7g4qXOxsEASBxJx8S0glCTHAbG1Ky9WVs8Wl/KwHMpmMQHd73OzzxVhqLpkPoxiTFZ17TSGXIc+3xuhqUCJjiZpFh3z35IFr97ona1bAviTEqhOabHS/vQLAr/K+tOo2sEzNxKTn8cvxOwBM6Vmv1NufuZPB+vwag7MHhpvdDKUhKUvD1A0nzUlbH29e9sLgIOYfG7v6CKv3RwMwrU8YS55tiYOqZow38XGxY2rvMNo/OgqAJx1OYTAK/H0mnmf/d4g+X+xh9b4bpOdW/5gGk8hQyuVo9CYBWXlC0kGlwEGlRBAEUrKr7/mSyWTU9rDHzV4UrTcfSjGWL17v+fplMlmBOLGa8ydDombRvo446OvAvRn2zdn1JYuYRGnZOQvH3BjuCF4kd3gXZRkEEIj5x3QGgQ51PM2V6q1FEARm/nEOQYCBLQJoV1SNwftgNAq8vvEUydkaGvg6lzm+zESORs+YVUfYeyUZexsFS0e0Ykqv+jUy/kHZsD8A9XWX2P58GCPaBeGgUnA1MZuZf5yn7Sc7eWX9cQ5eT6nWVjKlQk6guz1C/oO4MkuCyWQyvJ3FSggpORoM5e36KsfmRDHmgGu+GLudmltmK1737t2ZOnVq+XWuXDD9BgufNNP9Sy/FiUlUEG1CPFDKZdxJy+N2au7dBWYhJlnEJEpD9L9i5nVghv55nmzXoEzNZOTp+OmI+C9gYvfSJw79+0w8x26mYW+j4J3+jcrUh1X7o9lzOQlbpZwlz7Z8oLiwbI2eMasOc/hGKs62StY/347+TWtwThxnP6jVGoD6af/yyVNNOTSjF7MHhtPY3wWtwchfp+MYtvwgj371Lz8dvV0BQenlg4u9DS72oiAyGA3oK1GMudjZYKuUYzAKpFVzK6JJjNmrFBgEgbgaGBtYLCXE1Zlck9X4/4REDcfRVkmzwCLixFzzhZgUIyZhNdpc2DwJgPX6Hijr9ypzcPyGI7fI0RoI83WiaykD2NU6A59uFXN9vditTplGIJ6LzWDeFjHI/73HGlPft+zlTbI1esasPMyR6DSc7ZSsmdCOlkHuZW6v2tBAtIpxaQsgBp2O6hDC36924c/JnRneNgg7GzkX4jJ56+fTdPx0Fwu2XSIhs/o9wL3y82TJBIG49Mrrn0wmwzN/BGVKtqacrYflrxzk+ek/QBwIk60unYtyzJgx7N69my+//BKZTIZMJkOpVLJgwQKL9U6ePIlMJuPqVTE2UyaTsXTpUvr374+9vT116tTh559/ttjm9u3bDB06FDc3Nzw8PBg4cCDR0dFW9qxo12SBJQiV6LaW+O9hTmNRsNxRDSv8LQmx6sCujyDtBgl4Mlc/gsERZSscrDcYWb0vGoAJneuU2nX33f5obqfm4etiywtdS5+3TK0z8OqPJ9EajPRu5MvIdkGlbsNEllrH6JWHOXozDRc7JesmtCvToINqSYNHxen1KNDmWCxqUsuVuYOacvCdXkzv35AAVztSc7QsibxKl88imbvlQrUagWeq7SpHtExVZt/cHVQo5DI0eiOZ6vJIn1Gxrm4HldIsHmPS1RhLIR6//PJLOnTowPPPP09cXBxxcXHMmjWLVatWWay3atUqunbtSr16d2ND33//fZ5++mlOnTrFiBEjGDZsGBcuiH+4dDodffv2xdnZmb1797Jv3z6cnJzo168fWq0VlkZZ8a5J0yLJIiZRkXSoaxJiBcI5TMH6GTFgqJzUOg+CJMSqmlsH4eBSAN7STkBu70qvRj5lamrL2XhiM9R4Oal4okXpguNND3uANx5pUKYg+C/+PoVL0nHaOiXy2cB6ZY7hylTrGLXyMMdupuFqb8O6Ce1pFuhWpraqJT6NwD0EDBq4FlnkKm4OKiZ2q8uetwrkJNMb+Xb3dbrPj2T1vhto9dUg9iZ/1JxcJt4AY9PzKs1FqZDL8HQUXaPJFZngtRzxdbHNH+RgIK0UyV5dXV1RqVQ4ODjg5+eHn58fY8eO5dKlSxw+fBgQRdX69esZN26cxbZDhgxhwoQJhIWF8dFHH9G6dWsWL14MwIYNGzAajaxYsYKmTZvSqFEjVq1axa1bt4iKirKiZyUIMdMSSYhJVCARwe7YKGTEpOdxJy0/n5iTH8htQDBAVlzVdtAKasaQs4cVXR5sfgUQOOjan90JzRnVIgBbZeljqgRBYEV+KaLn2oeUOi5r8a4rZKn1hAe48HQrKy1yRiPEn4JrkWSc2860uMPY2upBDyyaKibWcwsG92DRVOyWP/WoIwqRIoSaWmdg7KojnLiVni/C2plzxTw0yGSiVezgN3Dpb2j0WLGrKhVy+jf1p18TPyIvJTLn74vmwP7vDtzk7X4N6RvuW3UDF2R3/8vZKeWo9UbiM9QEuldOCSdPJ1uSsrXkaPXkavXVfhStUi7Hx8WW2PQ8ErM0uDuoylwFIiAggAEDBrBy5Uratm3LH3/8gUajYciQIRbrdejQodDnkydPAnDq1CmuXr2Ks7NlCIFarebatWvWd6YItWW6JiXXpERF4qBS0jzQjaM30zhwLYXaHg4gl4tWsdTrYsC+yUJWTaned62HnchPIOUqRic/JqUMBiizW/L4rTRO3clApZQzsn3pXIIx6XmsOyiOLnmnf6OSHwzpt+F6pGjJubEbcsUASVcAGWQpPXBW6EGTCTlJ4ivmaOF26vaE/p+B191ks0ajwLSfTnKsgDvyoRNhJhr0F4XY5a1iDi55ycJZJpPRs6EvXet7s+Hobb7YfpkbyTlMXHuMzvW8WDi0ebkWUbeaAgKwlqst11LySM3R4uagwqm8a0EWgY1Cjpu9DWm5WpKztAR5Vv9bmoeDiqQsDTqDkbRcrdldWRYmTJjAc889xxdffMGqVat45plnSlXOKjs7m4iICNatW1dombe39/0bKOEPgGQRk6gs2tfx5OjNNA5eT2Fom3zR5ZovxGpAwH71v2s9rNw+Age+BuBwkw9IjrKnjrcjTcsoPNYcEIMSn2wRUOob+zeRV9EajHSo41l8hvqLf8PO2ZB0wXK+yokrDi1Ym1SXiw6t+d+0YWBnA+p0SLspBkum3RT/lZjep16Da7vgmw7Q/iXoPh1UjszbdpG/z8Rjo5CxfFTrh1eEAQR1ADtXUcjeOQJB7a3aTKmQM6JdMANb1GL57mss33udf68m0//LvSwY0oyeDX0ruOP3cvdB7KiS4+GoIjVHS0xaHvV9ncwj5yoSLyeVGJ+m1qE3GMuc9qWCQ8TMyPNdqvGZarI1eqt/ryqVCoPBcgTto48+iqOjI0uXLmXr1q3s2bOn0HYHDx5k1KhRFp9btmwJQKtWrdiwYQM+Pj64uLiU4WiKd02a5tTALDMSNYwOdT1ZEnmVA/lxYjKZrEalsJCEWFVg0MHvk8Vs1M2GsSqpAZDAgKb+ZXIxpeZo+ftMPCC6JUtDTHoePx0V/zFM7V1EKaTMWPj7Tbj4p/hZJodaEaJFq04PzsrrM3DpYQxGgf8b1NqczgB7d/EV0KJwmynXYOs7cGUb7P8KrkeyqeHnfLs7CYDPBjczj4R5aFHYQP2+cOYnuLzNaiFmwslWybRHGjCwZS0mrz/B+bhMxq0+yrhOobzdv0GZ3NtlQiZDfBgLIBjxc7EjM0+PRm8gKUtTKVY6e5USexsFeToDabk6c+b9slPxJhwHlfj95JUiNUlISAiHDh0iOjoaJycnPDw8UCgUjBkzhnfeeYf69esXckMCbNy4kdatW9O5c2fWrVvH4cOH+b//+z8ARowYwfz58xk4cCCzZ88mMDCQmzdv8uuvv/LWW28RGGilhb4Is5cpv1tliHGJ/zatgsQ4sbgMNbdSc8UqLjVIiEnB+lXBkRWiZcnBk5yeHxN1SRQg/Zr4lam5jUdvozUYaRboWuri3t9EXkVnEOhY19MyeavRAIe+hSVtRREmV0KnV+Gt6zBhB/SYgT6wHdM3XcBgFBjQzJ9ejay0xnjWhRE/wfAN4OAF8WfoFDmYFrKrvNY7jKdals09W+MI7SJO7xwpcxN1vZ347ZWOjO0UAsDKfTcY9M1+ridll0MHraTAg1apkJtrUSZmadBUUg40j/yg/dQcbdlTWZg3q3jhYIrh1OqNVic8feONN1AoFDRu3Bhvb29u3RIfMOPHj0er1TJ27Ngit5s1axY//vgjzZo14/vvv+eHH36gcWMxybKDgwN79uwhKCiIQYMG0ahRI8aPH49arbbSQpZ/0mSFHyWmUaFljYGTkLAWe5WClrXF1EbmckfmepN3qqhX1iNZxCqb7CSInCu+7/UBUbf0aPRGgjwcaOxfeteA0SiYyxGNKGW6iILWsFcLFgaPOw1/vAqxx8XPgW3g8S/BN9xi+1X7ojkbk4mLnbJs2fMb9OPKk38grHuGMNktNtp9jNLHHyh9kfIaSX5iV2JPWBUnVhy2SgUfPh5O53pevPnzac7FZvLY4n+ZP7g5vcIqI++apXvK1d4GJ1sl2Ro9Mel5hHo5VvhgAjcHG+Iy1Gj0BnK1BhwrIT7tQVAq5Ngq5Wj0RvJ0BpytcKeGhYVx4MCBQvNjYmKwsbGxcD8WJCAggH/++afYdv38/Pjuu++s73xBTDUmSxBiCskiJlEJtK/ryeHoVA5eT2FY2yBwyU/8XQNGTUoWscpm12zQZIB/c2j5HFvOihdJ/6Z+ZXpY/Xs1mZspuTjbKUtdz3Fp1FVzKaR2dTzFnFb/vAfLu4sizNYFBiyEcf8UEmG3UnJZuP0SAO8NaIyPc+ldUAmZakb9EsdTmg85atceG0GL7NfnYedH4ojMhx3vBqByAm02JF184OZ6NfJly6td6FDHk1ytgUk/HGfzyZhy6KiVmIwjMhm13O2Ry2Rka/SkV0JuMYVcjqu9DSBaxcqG+QDKp1P3wd5GFIt52rJZDTUaDXfu3GHmzJkMGTIEX9/Kjg+kgBArfM5Mhj7JICZRGRSsOykIAjjnPw8zJSEmUZCY43B8jfi+/2fk6gV2XUwUPzYpW9medYfEIP2nWwWWauh+bHoeG/JLIb3auz5c/ge+bg/7F4u5V8KfgklHoM0EcShwAQRB4N1NZ1DrxAD/Ia1L70rU6o1MXHuMuAw1ft5e1J/8O3SaKi7cuwA2jhIrDjzMyBVQq5X4/gHckwXxdbFj7YR2PNc+GEGAr3ZeIauUWdzLzl2XoK1SgU9+rFZcurpS6g2a3JMZeToMZRLylTu8z74McWIF+eGHHwgODiY9PZ3PPvusPLtmPVZYxCTXpERl0CrIHZVSTkKmhuiU3LsWMU0GaCoxVKMMSEKssjAaYcvbgADNnoGg9uy8kEiu1kCQhwPNSxnbBZCUpWHHBVHIldYtuWLvDXQGgfah7rS/9T9YPwQybok1up7dCENWi3URi2DHhUT2XklGpZQzZ1DTMlnyPtt6kRO30nGxU7JyTBtcHW2hzyx4chkoVHDhD/jr9VK3W+MwuSfvFJHio4wo5DJmDwxnSr67OSNPT0p2BSY8Leb793K2xVapQG80klSR+8/HQaXATqnAKAhk5JUhm3YlxogB2CrF26+mjIl5x4wZg8Fg4NixY9SqVavIdQRB4MknnyxrF++PUHSMmCAI5mB9yTUpURnY2SjM1VcOXU8BW2dQ5efHq+buSUmIVRZnfoI7h8HGEXrPAuDvM+LF8Vizso2W3HwyBoNRoEVtt1LVdMzI1fHjkVsoMPCFwyqIyo9ZazcRXjkIYY8Uu61Wb+STv84D8HyXUEK9HEvd7x3nE1jx7w0AFgxpLo5wMdFiOIzYCMjg1Ho4/3up269RBJa/EAPRPTitTxgTuoilqpKzNSRWcq1KuUyGf37gfnK2Fq2+YgP3ZTIZrg6ie7I6lYEqFpnFpGZSjEXMYBTMFjGbsqYTkZAoJe1CRffkoRv5dSdNVrHM2CrqkXVIv5DKQJMF2z8Q33d7E1z8ydHozW7JR5uW3i0pCAI/HxNHg5Q2CezaQzdBm8MPTl/if+0n8SY64HPoPw9UJQur7w9EE52Si7ezLS91r1fiukURk57H6xtPATCuUyiPhBdhdavTHTpPFd//8SpkJZR6PzUGk0Us6SKoM8u9+eFtg3C1F13W8ZlqErMqQowVX1TQ2VaJk60SQRCIz6h4IWiKE8vW6MtQaqlyY8QKxtTVWIoRYjqDeHBKuVxyTUpUGu1CxZH/h8xxYjUjYF8SYpXBnvmQnSCW9mn/MgC7Liai0RsJ9nQgPKD0oyXPxWZyMT4LlVLO482sD9JX6wxs/vckP6g+pq3+KCjt4Zl10Gb8fbdNydbw5c4rALz5SINSZ07XGYxMXn+cjDwdzQNdmd6/YfErd58Bvk0hLzU/59pDmp7b2Vd0ByOIoycrYhd2NnjlJw2Nz1BXrJvyHmQyGf6u9gCk5+nI0VRsAV47G9E9KQgCWWVxT1YiD8UVXawQE+fbKCQRJlF5tAp2QymXEZuhFutOupgC9iWL2H+b5Ktw4Bvxfb9PQSk+EE1uyUfLmMTVZA3r09jX7I6xhl3/7ud/undoLr+O4OAJo/+Aho9ate0XOy7frUdZhlJMC/65xPFb6TjbKVnybCtUyhIuP6UKBi0Hha2Y+PXY6lLvr8YQGCFOyylgvyg8nWzxyU+uGpuuLt8Afpll+op7sVcpcHcQA+njMtRlz/NlJWV2T5r7VVkWMXF/NdkgVtyoybtCTHrESFQeDiolzfLjrQ9eT5EsYhL5bHsHjDqo/wiE9QUgR6Mn8pLolhxQBrekVm/k91Oiwi+NW1K4fYROe4YTLE8k0y4Q2fjtULuNVdteis9i/SExX9n7jzVGUUp3Q+TFRL7dLRYlnz+4mViY9X74NobeH4rvt80Q64Y9jATmfwcxxyp0N77Otrg7qBAQuJWSi7qSkq0C+LnYIZfJyNXqyazg+C2TezJLoy/j6MnKoZJlX8VwX4uY9IiRqFxMickP3UitMRax6p31sKZzZQdc+QfkNtB3rnn27stJqHViEteyuCV3X04iNUeLt7MtXeoVUxuyUF+2Y/zxOVyFPM4IdQge/yd4Fj3Sqig+3XIBowD9m/iVuvxQYqbaHBc2ukMw/UqTqqPdS3BpC0Tvhd3z4amlVm2WqdZxNDqVmLQ8YjPUxKbnEZeuJiY9D63BiK+LLb7Odvi62uHrbIefqy31fZ1pWsu18h8eAfkpLOJOV+huTPm9tHojOVo9N1NyqOfjhEJeTsdbgqXLRinHy9mWxEw18ZkaXOxtKiw2ylYpx1apQKM3kKXW45Zvjbs/lRsjZnwYfJPGkmPEJNekRGXTLtSDpVHXOHQjBZrUDIuYJMQqCoMe/nlXfN/uRfC6G9i+Mz/lxCONfcv0MPrrtKjuH2vmb12B45M/wOZXUAgGdhuasavZAmZ5Wy/CjkSnEnkpCaVcxtv9SojrKgJBEJjx21lSc7Q09ndhxoBGpdoeuVwcZbqipzjytMcMcKtd5KpGo8ChG6lsPHqbv8/GodYVbw1JytJwlsLB8fY2CloFu9Eu1JO2oR60qO1mLkdTYXiFidPMO6DLAxv7CtuVXCYj2NOBq4nZaPRG7qTlEeTh8ICiyLptvZ1sScnWoNEbyMjTlUIgWU9UVBQ9evTgfHQsKOzJ0RQtxEJCQpg6dSpTp069O7OE5KQVgb4aWI2io6MJDQ3lxIkTtGjRwnz+0tLScHNzu38Dxvw4PLlleIQpJUeJ4Qf/cWbOnMmmTZs4efJkVXfloaJ1iAdyGdxOzSNW8CIAxIo21RjpV1JRHFsljoSz94Cub5pnG40CUfluyZ6NfErdrFpnYPt5cRThY9YE6Z/bBJsmgmBgk6EzE3RvMLST9WJKEATmbxUz6A9tU5uQUqar+ON0HDsuJGCjkLFoWIuyFaMOjIDQruJN/+A3hRbHpuexeOcVui+IYvj/DvLriRjUOiMhng70aezLmI4hzHi0IYuHt+SXlzry5+TOrBzTmrmDmvJqr/oMb1ubbmHeuDvYkKczsO9qCp9vv8yw5QdpNvMfnvu/Q3x/IJqY9LzS990aHDzAzk18XwnuV6VCbhZfGXk6Usqcib50KOQy86CBxCxNibFiy5Ytw9nZGb3+bsB9dnY2NjY2dO/e3WLdqKgoZDIZ165do2PHjsTFxeHvLVptv//+e+sEBRSw6JXfbTEkJIRFixYVuUxbDcWK6fy5ulqZ19AsxO7+pxcEAU1+qhLbCvgTIwgCy5cvp127djg5OeHm5kbr1q1ZtGgRubnVMwm0TCZj06ZNFvPeeOMNdu7cWTUdeohxslXSpJZ4/R5Oza/4kpNYrQd8SRaxiiAvDSLniO97zAB7N/OiU3fSScnR4myrpE2IR6mb3n05iRytgQBXO1rWdit55dtH4LcXATgTMJjXrj9JiyAPwgOsTx6750oyh6NTUSnlTOlZuhqQKdkaZv5+DoBJPeoTVopcZ4Xo/Brc2CMG7Xd9Exw8UOsMfLH9Mv/be93s5nGyFUs9DW0dSIvabiVYegqfA6NR4GpSNoeup3DoRiqHbqSSlKVh75Vk9l5J5oPN52jk70KfRj70buxL01qu5eNek8nAsx7EHIWUq4XKSVUEDrZK/F3tRJdthhoHGwUOlVCf0dNJRXKWBrXOQKZab47nupcePXqQnZ3N0aNHad++PQB79+7Fz8+PQ4cOoVarsbMTb7KRkZEEBQVRt25dQKydaLI2lSqjfwlZ4isCjaH6CTGVSoWfX9GJnAshCEUKMb3xbjJX2zJa+7RaLSpV0RbT5557jl9//ZX33nuPJUuW4O3tzalTp1i0aBEhISFlTmCr0+mwsbG8Hkvqx4Pi5OSEk5NThbT9X6ddqAen72RwKM7IkwB6NWgywa70idMrg+pzB3iY2LNATLvg3RAixlosiszPHdYlzKtMLom/Tt8dbVlifp60m/DjcNCrEer35ZXUYQjIGdEu2Op9CYLA5/+I1rBR7YPxcy1dPclZf5wnNUdLQz9nXupet1TbFqJOD/BrBrpcOLycYzfTePSrvXy7RxRh7UI9+Hxoc46825u5g5rSMsi91CJJLpcR5uvMcx1CWPJsKw7P6MWOaV15p39D2oS4I5fBhbhMvtp1lSeW7KPTp7uY+fs5DlxLefASPp75ruuUqw/WjhUIgkCuVo+9jRyVQk6eVs/lhCwy87TkavWlf+mN5OqM911PEASUcjmeJqtYZvEjKBs0aIC/vz9RUVHmeVFRUQwcOJDQ0FAOHjxoMb9Hjx7m9zKZjOysTE4d3s8Hr79CRkYGMpkMmUzGzJkzzdvl5uYybtw4nJ2dCQoKYvnan8UF+dfNmTNn6NmzJ/b29nh6evLCCy+QnX23VEr37t0tXZvAk08+yZgxY8zLb968yWuvvWbef0F0JouYQo5MJmPFihU89dRTODg4UL9+fX7/3TKZ8e7du2nbti22trb4+/szffp0C4th9+7dmTJlCm+99RYeHh74+flZHK81mM5feno6AKtXr8bNzY1t27bRqFEjnJyc6NevH3FxcWIptPy4uhUrV9OoUSPs7OwIb9yYDd+tQKW8m0Ps7bffJiwsDAcHB+rUqcP777+PTnd30MbMmTNp0aIFK1asIDQ01Cyy7+Wnn35i3bp1/PDDD8yYMYM2bdoQEhLCwIED2bVrl/k6MBqNzJ49m8DAQGxtbWnRogVbt241txMdHY1MJmPDhg1069YNOzs71q1bx5gxY3jyySf55JNPCAgIoEGDBgDcvn2boUOH4ubmhoeHBwMHDiQ6OtqibytXriQ8PNz8/UyaNAkQraIATz31FDKZzPzZdMwmrO3zr7/+So8ePXBwcKB58+ZFFoL/r2POJ3Yz8252/WrsnpQsYuVN+m04vFx8/8gnoLA8xbvy3ZI9GpTNLbnjguiWHNCshIB3dQasHwo5SeDXlL3N5nHrzHlc7JQ8VtJ29xB1OYlTdzKwt1EwsZRCavv5BH4/FYtcBp8Nbvbg//plMtEq9vNYcvd+zXPb6pMr2OHjbMucp5rSu3H5FzyWyWTU83Gmno8zL3arS0q2hshLSey8kMDuy0nEZqhZvT+a1fujcXewoXcjX/o18aNzfa/Su2DNQuxauR/HveTpDDT+YFsFtBxf4tLzs/vioFLi5aQiOVtDns5AjtZQbD66Hj16EBkZyfTp0wHR8vXWW29hMBiIjIyke/fu5OXlcejQIcaNG1do+86dO/HWzLksXTiXy5fFPxQFLRALFy7ko48+YsaMGfy8cSMvvfMe3dpH0MCvGTk5OfTt25cOHTpw5MgREhMTmTBhApMmTWL16tVWnY1ff/2V5s2b88ILL/D8889bLDMKgnlkoem3MWvWLD777DPmz5/P4sWLGTFiBDdv3sTDw4OYmBgeffRRxowZw/fff8/Fixd5/vnnsbOzsxBb3333HdOmTePQoUMcOHCAMWPG0KlTJ/r06WNVn4siNzeXBQsWsGbNGuRyOSNHjuSNN95g3er/A2Ddb1v44JMlLFmyhJYtW7Jn/2FenfQS7q4uNJz0AgDOzs6sXr2agIAAzpw5w/PPP4+zszNvvfWWeT9Xr17ll19+4ddff0WhKPr3s27dOho0aMDAgQMLLZPJZGaX6pdffsnChQv59ttvadmyJStXruSJJ57g3Llz1K9/17I/ffp0Fi5cSMuWLbGzsyMqKoqdO3fi4uLC9u3bAdFSZroW9u7di1Kp5OOPP6Zfv36cPn0alUrF0qVLmTZtGp9++in9+/cnIyODffv2AXDkyBF8fHxYtWoV/fr1K/bYrO3zu+++y4IFC6hfvz7vvvsuw4cP5+rVqyiV0uPcRJtQD2QyuJ6cQ6JvHXy0p8Rcnl6lT0JeGUjfXHmz5zMwaCGkC9TrZbEoMVPN2RgxQLx7GYRY1CWxNmUtN3tzTa1CGHTw02gxPs3ZH4Zv4PtNplQXta0OPBcEga/yk7eObB9kju2xhky1jvc2nQHg+a51aBZYTF9LySG7zgTK/KhliGeoPIrM5uP58LHwUuVRexA8nWwZHBHI4IhA1DoDe68ks+1cPDsuJJCWq2PjsTtsPHYHZ1slfRr70r+pP13qe1l3zj3zhW4lWMSqGqVCjruDDSk5WpKzNCUKsalTp6LX68nLy+PEiRN069YNnU7HsmXLADhw4AAajcZsCSmIu5M9Ts4uIJMV6W579NFHefllMcHy22+9wRefLyBy/1EadBnI+vXrUavVfP/99zg6inGRS5Ys4fHHH2fevHn4+t5f+Ht4eKBQKHB2di60f53BiIA4eEKZbzUaM2YMw4cPB2DOnDl89dVXHD58mH79+vHNN99Qu3ZtlixZgkwmo2HDhsTGxvL222/zwQcfIM8f+dqsWTM+/FBM+VK/fn2WLFnCzp07H0iImc63yfU7adIkZs+ebXZLfrhgGQsXLmTQoEEA2Lr7MfLkGX78fiVv5Aux9957z9xeSEgIb7zxBj/++KOFENNqtXz//fd4e3sX25crV66YrVQlsWDBAt5++22GDRsGwLx584iMjGTRokV8/fXX5vWmTp1q7rcJR0dHVqxYYXZJrl27FqPRyIoVK8xWzVWrVuHm5kZUVBSPPPIIH3/8Ma+//jqvvvqquZ02bcS0NKbjcXNzK9Hta22f33jjDQYMGACI4j08PJyrV6/SsGHpBlI9zLja29DA15mL8VkclzelH6fEOLFqiiTEypOUa3Binfi+1weFRl/tvZIMQNNarng7Wy9sTPx9RrQ49G/iV7TbTRDg7zfgeiTYOMDwH0mSexF5SUwd8Wy7okcbFsXhG6mcuJWOSinn+a51StXPz/+5TEKmhhBPB17rHVaqbYvjx8O3mPHbGZ6RD2Cuzf8x3XU7dk9/DorKEWH3YmejoE9jX/o09kVvMHL4RirbzsWz9Vw8CZkafj0Rw68nYnCyVdK7kQ8DW9Sia5h38fnXKtE1aW+j4PzsvhbzEjI1JGWpUSrk1PNxRFmalBZJl8QYDI+6YFt8zIt9AUHq6WRLSo6WLLUencFYpJu+e/fu5OTkcOTIEdLS0ggLC8Pb25tu3boxduxY1Go1UVFR1KlTh6CgwkXvHVSm25tY91B+z2+mWbNm5vcywM/bk8SUVEDGhQsXaN68uVmEAXTq1Amj0cilS5esEmIlodHdtYaZfssF++Po6IiLiwuJieLD48KFC3To0MHid9+pUyeys7O5c+eO+fgLtgHg7+9vbmPixImsXbvWvKygm7UkHBwczCLMok2jnpzcPK5F32b8+PFmq58ggN6gx9XlbjzOhg0b+Oqrr7h27RrZ2dno9XpcXCxT9wQHB5cowsS27x9wnZmZSWxsLJ06dbKY36lTJ06dOmUxr3Xr1oW2b9q0qUVc2KlTp7h69SrOzpYxrmq1mmvXrpGYmEhsbCy9evW6tymrKU2fC37H/v6ihyMxMVESYvcQEezOxfgsjhnq0A8gWxJi/w32LhTjJsL6Qe22hRbvuyoKsc71rcz9VQC1znC3NmVx7sUDS/Iz0Mvg6f+DgBZs3nsdg1GgeW036vlYHyy/fI84em9wRCA+ztbHhp2+k853B6IB+PjJpuWS+mHZ7mt8uuUiAPomz2C88wd2OXFw5mexSHgVo1TI6VjPi471vPjw8XCO30rjz9NxbDkbR0Kmhk0nY9l0MpYAVzueaRPE0DaB5rI/ZjzyxW5uijjYw969wvork8kKiBSRYE8FWr0xP/eWgVpupQhQtpGLAe42clBZd0uxs1HgoFKQqzWQkavDq4g/JvXq1SMwMJDIyEjS0tLo1q0bAAEBAdSuXZv9+/cTGRlJz549i+6WQoZJ92r1xkLXokVgtmBEJpNhNApWp6+Qy+WFhEHBuKeSyMtPpltQnN4bKC72p3SxhyW1MXv2bN54441StVdcm0J+oH52jjhK8X//+x/t2rVDEASuJmZjMArUyb/fHDhwgBEjRjBr1iz69u2Lq6srP/74IwsXLrRot6DoLY6wsDAuXrxY6mMojqL2ee+87OxsIiIiWLduXaF1vb29zdbIyqLg92ES5qW9Tv4LRAS7s+7QLY7m5T8vq7EQk4L1y5ML+cG1Pd4ttEgQBP7NF2JWJ2EtwL9XksnW6PFzsaNFUa6+C3/CP++L7/vOMZct+uV4DACDW1mfN+xyQhY7LyYik8HzXay3hhmMAu/+dhZBgCdbBJRJcBZEEAQ+3XLRLMJe6l6Xz4a1Rd5BdCexb9HdhJLVBLlcRusQD2Y+Ec6B6b34eWIHxnQMwdXehtgMNV/suEynT3cx4bsj7LyQYB5dhq3T3XIcKZVfQUAuk1HLTRTcKdkacrWlqdNYtpGjpvxeabnFp8/o0aMHUVFRREVFWaSt6Nq1K1u2bOHw4cNFuiVBfEjZ29lhMBjR3K+KwD3ljRo1asSpU6fIyckxr7Jv3z7kcrnZNebt7S0GredjMBg4e/asRbMqlQqDofC+TVUNrP2j0qhRIw4cOGAh/Pbt24ezszOBgdZV1/Dx8aFevXrm1wNj1OPr7UmAvy/Xr1+nXr16hITWpVZwKMGhdWhYX9zH/v37CQ4O5t1336V169bUr1+fmzdvlmmXzz77LJcvX2bz5s2FlgmCQEZGBi4uLgQEBJhjtEzs27ePxo0bl3qfrVq14sqVK4XOX7169XB1dcXZ2ZmQkJASU1HY2NgUeR2YKO8+S0DrYDErwdlsF9SCjRgjVk2RhFh5Ez4I/JsVmn01MZvELA22Sjmtgktv7dhyVnRL9mviV3i0ZOxJ+GUCIECbCdD+JQDOx2ZyIS4TlULO482tLwxusob1bexHaCnyhv109DZnYjJwtlPy7oAHu3kYjAIzfjvDst1i8Po7/Rvydr+G4j/A1uPA1kWMg7tWffPwFBRlh2b0YtEzLWgb6oFRgB0XEhn/3VH6f7mHbefixQes2T15pUr662RnYxZHMWl5FV4T0s3eBhky8nSGYsst9ejRg3///ZeTJ0+aLWIA3bp149tvv0Wr1RYrxABCQ0PIzclm+46dJCcnF59n6p5kriNGjMDOzo7Ro0dz9uxZIiMjmTx5Ms8995zZLdmzZ0/++usv/vrrLy5evMhLL71kHm1oIiQkhD179hATE0NycrJ5/l2LmHW34Jdffpnbt28zefJkLl68yObNm/nwww+ZNm1apVtkzOTHiM165w3mzp3LV199xZnzF7hy4Rx//vwDixZ9AYixardu3eLHH3/k2rVrfPXVV/z2229l2uXQoUN55plnGD58OHPmzOHo0aPcvHmTP//8k969exMZGQnAm2++ybx589iwYQOXLl1i+vTpnDx50iKGy1pGjBiBl5cXAwcOZO/evdy4cYOoqCimTJnCnTtizd+ZM2eycOFCvvrqK65cucLx48dZvHixuQ2TUIuPjyctLa3I/ZRnnyWgtoc9Xk626AQZZ4Q64uC1akqNE2Jff/01ISEh2NnZ0a5dOw4fPlzi+hs3bqRhw4bY2dnRtGlT/v77b4vlpmHl977mz59fht7JxbxhRWCyhrUN9Si1u06rN7L9vCjEHr23NmVWPPwwHPR5UK839Jtnfpj8cly8SfRq5GN1FvO4jDw2nxStaC92s94alqXWsTA/1cVrvcPKFANnQqM3MOWHE/xw+DZyGXw6qCkvdiswatPOFZoNFd9frojRf+WPnY2CJ1vW4qcXO7BjWjee7xKKi52SywnZvLjmGE99s59ERX7cUcadKuunv6sdCrkojqxO9FrGVGpKhRxnO9GVWZxVrEePHuTl5VGvXj2LuKxu3bqRlZVlTnNRHJ07dWTIyLG8MPY5vL29+eyzz4peUTAJQfFgHBwc2LZtG6mpqbRp04bBgwfTq1cvlixZYt5k3LhxjB49mlGjRtGtWzfq1KlTSBTOnj2b6Oho6tata45/MhiN5mSu1t4LatWqxd9//83hw4dp3rw5EydOZPz48RZB8JWOQfzOJowdzYoVK1i1ahUd2rRi3JDH2LxxPaGhoQA88cQTvPbaa0yaNIkWLVqwf/9+3n///TLtUiaTsX79ej7//HM2bdpEt27daNasGTNnzmTgwIH07SvGPk6ZMoVp06bx+uuv07RpU7Zu3crvv/9uMfrQWhwcHNizZw9BQUEMGjSIRo0aMX78eNRqtTnObfTo0SxatIhvvvmG8PBwHnvsMa5cufuHauHChWzfvp3atWvTsmXLIvdTnn2WEK+ViGA3AI4Z60NOcskbVCEyoaL/9pYjGzZsYNSoUSxbtox27dqxaNEiNm7cyKVLl/DxKTwKcf/+/XTt2pW5c+fy2GOPsX79eubNm8fx48dp0qQJAPHxlkPut2zZwvjx47l69Sp16lgnRDIzM3F1dSVjzWhcRq4ucp2xqw4TeSmJ6f0bMrFb6VJBRF1KZMyqI3g52XJoRq+7Ad96LazqLyYC9QqDCTvMCev0BiPt5+4kOVvLilGtrU7vMOfvCyzfc522oR789GIHq/v46ZaLLNt9jTpejmx7rWuZy7boDUae//4okZeSUCnkfDmsBf2LKox+4U/YMEI87klHyrSvqiYjT8fyPddY+W80eToDryt/YrJyE2nho3Ef8lW57EOtVnPjxo0SczPdS0q2hpj0PBQyGWF+zvf/LpMuifndPOqUOmFiRq6Wm6m52CjkNPRzLvf6k5l5OqJTcrCzUZScUDgvHdJuiINcvO8/Ku9ByNHouZaUjY1CTiP/0tearTYkXRRLchX43m+m5JCRp8PP1a5UsaUSFUNZfv/3w/y8y3cDV2f+t+c6n/x9gT7yo/zP9zd49WRVd6lIapRF7PPPP+f5559n7NixNG7cmGXLluHg4MDKlSuLXP/LL7+kX79+vPnmmzRq1IiPPvqIVq1aWfyr9fPzs3ht3ryZHj16WC3CLOhUtAlZrTOw/1oKULb8Yf/klzTqG+5rOepuz3xRhNm5wfAfLR6C+66lkJytxcNRRbcGJY9EMpGj0fPDoVsAvFiKkZIx6Xms3HcDgBmPNnqg2nmz/zxP5KUk7G0U/N+Y1kWLMICQzmKAePJlyIwt8/6qEld7G97s25Ddb3VnVIdgkhFd1ofPnGfZ7msV7hosDg9HFQ4qJQZBICFTbcUW+ddkGfrrbGeDQi5DZzCSq71PHFcZsM3P0aXVG0s+nyaLmLyC64pSdKB+jUSfb8VU3LW2m+q71vhjk3goMIUBHTfWR8hJreLeFE+NEWJarZZjx47Ru3dv8zy5XE7v3r2LzSx84MABi/UB+vbtW+z6CQkJ/PXXX4wfP77Evmg0GjIzMy1ewN1cUPf243oKGr2RAFc7wnxLV9JCEAR25RcJ71PQqhVzTBylCfD4okL7/uOUKE4GNPW3Whj9eiKGLI2eUC/HUgnGRdsvo9UbaRfqQa8y1M808d3+aL4/cBOZDBYNa0GX+iUISHs38G8hvr++u8z7rA74ONsxe2ATJj3RBQBv0vh0y0VeWX+cbE1pgubLB5lMhn9+FYW0HJ25bmDxG5R9X3K5zJxHrCKO1XTtGwUxhUWxGPOPUVbxA8nz8gWnvaoGixWj4a54zRdiBqPRfK1IQuzhodjnXQ2gSS0XVAoZKbgSrba/++ehmlFjhFhycjIGg6FQ/h5fX99C7kUT8fHxpVr/u+++w9nZuVCCv3uZO3curq6u5lft2iXn54rKTzvRvaFPqV0v5+Myic9UY2+joH0dsWwDujz47SXxRhg+CMKfsthGozewLT+439ogfUEQ+G5/NACjOgSXXD6pAJcTssyxaNP7Nyyza2n35SRm/SHWpXyrb0P6hltR765OfvD2jZotxEx4B4QA0MAhGxuFjL/PxPPU1/u4nmRdvqfyxNFWibOdDQICiZma+6xt+s7LZsGrSCEml8tQ5F+TOoMVQqwSLGImy1+NFiv58WHIFOZzlqe9W7JJ+QBWcYnqRWmfd9UJW6XCnFD8qDFMLD1YDZF+LQVYuXKlebRUSbzzzjtkZGSYX7dv3y52XUEQiLwkjtboHmadi7AgJmtY54IZ2nd9DMmXwNEHBiwstM3uS0lk5ae6aG3lCM19V1O4mpiNo0rB4AjrhsMDfLb1EkYB+oX70TKobLmvriRkMWndcYwCPN0qkInWDhKo012cXt9dJrdYtcNJtCY6alP48fn2+LrYciUxm4FL9rH9fOUPvfZ1EQdcpOdqix3VaEEZvwOn/ID9XK3hbjqPcsQkCvQlCbFKck0ajMJdq1FNtogZCrsl83SikK7RxyVRiNI876ojESb3pBBWbQP2a4wQ8/LyQqFQkJBg+UBKSEgotmyEn5+f1evv3buXS5cuMWHChPv2xdbWFhcXF4tXcdxIzuFWai42Chkdy5A/bGe+Na1Xw3yX380DcCC/3MUTX4GDR6Ft/sgvDP5Ys/sUBi/A2oNiXp+nIwJxtrMuW/3R6FR2XEhALoM3+pYtwDklW8O4746QpdHTNsSDOYOaWG9Vq90OFLaQFQvJVZPyoVxxyrfeGnVE+MAfkzvTNsSDLI2e578/yuf/XKrUuDEHlRIXOxsEKNkq9oAB9rZKBSqlmBw1pwKsYkqF2D99STnnKskiZhK0SoX8gWIpq5yihJhWig97GCnN8646YooTO2oMExNmV0NqzJ1ApVIRERFhkTTPaDSyc+dOOnQoenRfhw4dCiXZ2759e5Hr/9///R8RERE0b968XPsdlW8NaxPiUWxNveJIytJw6k46AD0a+oAmGzZNBARoMRIa9C+0Ta5Wz45864m1bsn4DDXb84uJj2wfbNU2giAwb6uYaPWZNrWp51O62DcQXagT1x7jdmoeQR4OLHsuonTFsm3sIaid+P5hcE8qVWCfL6yz4vFxtmPd8+0Y0zEEgK92XeXjvy5UqhgzW8XySrKKPZhrEirWPWmTn2erZNdk/n5llSPEarxYMcXaKAtaxB4CS5/EQ0fLIDcArgoBZGdIQuyBmTZtGv/73//47rvvuHDhAi+99BI5OTmMHTsWgFGjRvHOO++Y13/11VfZunUrCxcu5OLFi8ycOZOjR48yadIki3YzMzPZuHGjVdaw0hJ1WRRiZRktuftyEoIg1qb0dbGDHR9CWjS4BEK/OUVus+tiInk6A0EeDjQLtC6VwIYjtzEYBdqGeJQ8xL8AkZcSORKdhq1Szqu9ylZPcvYf5zkSnYazrZL/G90aD8dSlNUxEZofJ3Y9qkx9qHaYrGLZYoyfjULOzCfC+eQpMd3K//17g2/3VF7mfXuVEld70UJ631ixBxCIFSnErLKIVZJr8m5G/Rp16y3MPRYxKVBforri42yHv00OAnLOxWVVdXeKpEbdDZ555hkWLFjABx98QIsWLTh58iRbt241B+TfunXLouRIx44dWb9+PcuXL6d58+b8/PPPbNq0yZxDzMSPP/6IIAgMH16+dQu1eiOHb4gKvEtY6d2Su/NFXLcwb7i2C46sEBcMXFJsviZTBv5Hm/pb5eIzGAV+Oir6/IdbWRRcEAQWbLsMwJhOIfi5lj4/zc4LCazLT5Wx+NmW1LdSABbCFCcWvfeue6km45wvxLIsXeoj2gXzwWNitYJ5Wy8SebHy6qb55CfnzVDr0BmKEDPlkPvLMV+IaXQGsd5jOWJK+VJiu+ZRkxUtxB4S9909QixPJwXqS1RfmjqLpcpOJ0ijJsuFSZMmcfPmTTQaDYcOHaJdu3bmZVFRUaxevdpi/SFDhnDp0iU0Gg1nz57l0UcfLdTmCy+8QG5uLq6upUtGeT9O3EpDrTPi6aiiQSmFhtEo8O+V/CD/EDvYPFlc0OZ5qFt0SRe1zmB+QPdvYsWoQ8RC5DHpebjYKenfpPgM5QXZeSGR83GZOKoUTOxauuS0AMnZGt7+5TQAEzqH0r0M1kIz/i3EckfqDEg4V/Z2qgtmi1jh4PyxnUIY3jYIQYApP5zgamLljKa0VylxUCkRBKHEupAP4ppUymUo5XIEQH2/dBmlRJ4vFEvyTN6NEau49BWCIJiPrVQu+OrIvUJMW7ramRISlUlzd/F6PZ1a8elpykKNE2I1iX35SVw71PUsdVqHs7EZpOXqcLJV0vLyIsi8A27B0GdWsdv8eyWZXK0Bf1c7692S+dawp1rWsuomKggCi3eJgfHPdQjBvZTuREEQeOfXMyRnawnzdSpzkL8ZhRL8morvEy88WFvVAVOMmDq90CKZTMasJ8ItAvgzcnWV0i2T2zg1W1tEjFr+beQBXJMymczsrrNqhGYxREVFIZPJLGo+msarFLSIhYSEsGjRIvGDIIAx/zwqKu5GrTcIGIwCMmTYltI1adFfxPO1adOm8u2gtRj1d2PqlKK1VP2QxocVdT1J1Dyaeok3gdOZ1tdOrkwkIVaBHLgmDpXtVIbRknuviNuODriN4lh+5YAnFoOq+Atp6znRLdk33M8q4Zeao+Wf/G2eaRNkdb9O3cnAzkbOhC6hVm1TkI1H77D9fAI2ChmLnmlZPv+gvRuK08TzD95WVWNyOeelF7lYpZTzzchW1HKz50ZyDpN/PFEhKR/uxc1ezICvNRjJUt8Tx2W61h5wEIHpIZ6nNbJs2TKcnZ3R6+/uKzs7GxsbG7p3726xnelhee3aNTp27EhcXJzZur169WrqBIpWxmITuhoLHI/cuhHDZcFkDVMp5WYrXVmJi4ujf//Cg3UqBX1+rKDcpkAOscLxYZGRkTz66KN4enri4OBA48aNef3114mJian0LltD9+7dmTp1qsW8e68niZpJMz/xD8NNjWOl/XktDZIQqyByNHpO3EoHoFPd0guxPZeTsEfNxPQvxBkRY+8mMC0CncHIjvyRj/2sdEv+evwOOoNA01quNA6wbkjykl1XAXi2bTBeTqUr7H0rJdectPX1RxpYvc/74tNInCZdLJ/2qhJ7N3FahEXMhJeTLctHRWBvo2DP5STz6NWKRC6X4Z5fOD713mLgsgcfNQl33VpqvYEePXqQnZ3N0aNHzcv37t2Ln58fhw4dQq2+W3opMjKSoKAg6tati0qlws/P8o+I6V2xetWQf2OWK8sl3q04TPFh5RGo7+fnh61t6X5/5YZePPeCQoVery8yN9q3335L79698fPz45dffuH8+fMsW7aMjIwMFi4snPvQWrTawq5xg8GAsaSBGA9AUdeTRM3DzcWVIJn4fDwdk161nSkCSYhVEEeiU9EbBQLd7QnydCjVttkaPcdupvG6ciPOeXfApRb0mV3iNodvpJKeq8PTUUWbkMK5xe5FEAQ2HBHdks+0sS5I/9D1FA5Hp6JSyHmhFLUoQRwUMO2nk+RoDbQN8eD5LmWo5VkcJiH2UFjE3MRpMRYxE+EBriwYIqZaWb7nOgeulWJYtiCANqfULw8bHTJdLllZGWhzM+8u06vFag/a7JLbuI/FzE551zUZFhaGv78/UVFR5uVRUVEMHDiQ0NBQDh48aDG/R48e5vcmV1JUVBRjx44lIyOD5rXdqe/rzMyZM83b5ebmMm7cOJw9fQlq8yjL1/5WYv+6d+/OlClTeOutt/Dw8MDPz8+iPRAHDA0cOBAnJydcXFwYOnSoOZehWmdg6eefMqBHR9asWUNISAiurq4MGzaMrKzSjeYq6JqMjo5GJpPx66+/0qNHDxwcHGjevHmhUm7//vsvXbp0wd7entq1azNlyhRycnLMy9esWUPr1q1xdnbGz8+PZ599lsTEu4NCTOd2y5YtRPR7FttaTfj3339R6wwI3M2NdufOHaZMmcKUKVNYuXIl3bt3JyQkhK5du7JixQo++OADc5u//PIL4eHh2NraEhISUkikhYSE8NFHHzFq1ChcXFx44YUXWL16NW5ubvz+++80btwYW1tbbt26hUaj4Y033qBWrVo4OjrSrl07i+sHYN++fXTv3h0HBwfc3d3p27cvaWlpjBkzht27d/Pll18ik8mQyWRER0cX6Zq0ps9z5swRry1nZ4KCgli+fHmpvl+JcsbejWYycbT56TsZVdyZwkhCrII4eF0spdDBVJaoFOy/mkxd4SZjldvEGY9/CXYlW4+25bsYeze6pzB4MZy6k8GVxGzsbOQ80cK6fGPfRF0D4P/ZO+84Oer6/z+3XK/JXe4u/dJ7b6QRSiAJCAQk0gQF9IsgNhARC6L8FERpioqiNKUjTUpICElI78ml96u53sv2md8fn5m5u9zW2dm9O7KvxyOPHfZmZoctM695vV/v13vFzEEhd0r+/YuT7CyqJzXByuNfmxLUMQaNfgoRaygWWWu9GZoiFvhkcfnk/twwW5SUf/2/g8GXKF1t8LsBIf9L/MNgJr00jkkvjSP+scHtf3tmFrywDP48w/8+XG1+D0s1sHsk4aW68MILWbt2rfb3tWvXcsEFF7Bo0SLteZvNxrZt2zQi1hHz5s3jqaeeIj09nTW7jvDFvmP8+Mc/1v7++OOPM3PmTPZsWsNd31jBnff/mqNHj/o9xpdeeomUlBS2bdvGY489xm9+8xtWr14NiFzDq666irq6OtavX8/q1as5deoU1113HQAOt1Btik6f4r333uPDDz/kww8/ZP369Tz66KOBPrWA+PnPf86Pf/xj9u7dy+jRo7nhhhu00u7JkydZunQpX/3qVykoKOCNN95g48aNnaJ8XC4XDz/8MPv27eO9996jsLCQb37zm11e56e/+i2P/uz7HN65kcmTJ3fJRnvrrbdwOp385Cc/8XqcmZmZAOzatYuvfe1rXH/99ezfv5+HHnqIX/7yl10arv74xz8yZcoU9uzZwy9/+UtAkOjf//73/POf/+TgwYPk5ORw9913s2XLFl5//XUKCgpYsWIFS5cu5fhx4Wndu3cvF198MePHj2fLli1s3LiRK664Ao/Hw9NPP83cuXP59re/TXl5OeXl5V5H+QR7zNp3a88e7rrrLu68886A360YIojEDKaYxfWrQMnm7EnomS0EXwLsKBREbI4OIrb+WDU/s76KBQnGXQmjLvG7vizLWojrpRNy/a6r4r+7xHzIJRPySA8iSf9weRPrj1VjNhGyGnakooknV4u4iwevGM/gvqEphAGRkiXGPbVWQfVRGDTD2P1HE6pHzE9psiN+smQMHxWc4UhFM//dVcrXglQ3eyLMSuekW5JweSQuvPBCfvjDH+J2u7HZbOzZs4dFixbhcrl49tlnAdiyZQsOh8MrEYuPjycjIwOTyUR2Ti5xFjOpqe3Bw5dddhl33XUXNJdz/3e/yZP/fI21a9cyZozvBpLJkyfzq1/9CoBRo0bxzDPPsGbNGi655BLWrFnD/v37OX36tHYRf/nll5kwYQI7duwgZaDYryRJvPjii6SliU7qm2++mTVr1vDb3/42rPfvxz/+MZdffjkAv/71r5kwYQInTpxg7NixPPLII9x0002aB2rUqFH86U9/YtGiRfztb38jMTGR2267TdvX8OHD+dOf/sSsWbNoaWnp9L795r7vcsn550HfEZCYTlm9INhqyfX48eOkp6fTv7//LuwnnniCiy++WCNXo0eP5tChQ/zhD3/oRAAvuugi7r33Xu2/N2zYgMvl4q9//asWwF1cXMwLL7xAcXExAwYM0N6PlStX8sILL/C73/2Oxx57jJkzZ/LXv/5V29eECRO05fj4eJKTk31OagnlmLXvFnD//ffz5JNPBvxuxRBBJGYyySwUsf09UBGLEbEIwO7yaKx7dhBlwo6QZRnb4VUsshQgmeMw++mSVHHwTBNnGsVg8GAaAxxuDx/sOwOI2Y7B4O/rxd3Eskn9GZoVfOeJJMn84t0DuDwyi8flsiKEOZYhIWccnK6C6sO9nIhliscApUkVfVLi+f7Fo/h/Hx3mD6uOcvnk/loml0/EJcPPzug6PJdH4kiFKKONzU0jzmoW4bPNlZCcBRl+Pt+4wAQ8zmrC7RQp+BdccAGtra3s2LGD+vp6Ro8eTb9+/Vi0aBG33nordruddevWMXz4cIYMCdxscnZldPLkyWLB48JkMpGXm9OpFOcN2jYK+vfvr21z+PBhBg8e3ElJGT9+PJmZmRw8eIjp/UcBonSlkrCz9/HKK69wxx13aH/75JNPWLhwYcD/t7OPTSVBVVVVjB07ln379lFQUMArr7yirSPLMpIkcfr0acaNG8euXbt46KGH2LdvH/X19Zrvqri4mPHjx2vbzZyoBDhbhSre7n2zaPsNxlN1+PBhrrrqqk7PzZ8/n6eeegqPx4PFIvY3c+bMLtvGx8d3+v/dv38/Ho8oaXeEw+EgK0vcDO/du5cVK1YEPC4jjrnjsZlMJvLy8gJ+t2KIIJIymWgqxITEmUY71c0O+qV1k8fSC2JELALYU9yAyyOTm57A4L5JIW17srKJ/7O/AGbwzPwW5r6B1adVihp2/ujsoLoQPz9cRaPNRV56YlDErbS+TZtfeeei0HLD3tlTxs6iepLjLTy8fELkTK8548SYo94eYdGxNCnLQZnHb547lH9vLaKoto2/rz/JPZcGuOs2mfx23/pDHJCUYqLN6aZRiic7PgHiUsS4qbhE3ftVEW8xY8OD0yMxcuRIBg0axNq1a6mvr2fRItGsMmDAAAYPHszmzZtZu3YtF110UVD7ls9qJoiLU5RgjyjfmUymgKZvbRsFwWwD4FbKxiaT/31ceeWVnbIRBw4cGHDf3o5N/Z2p+21paeGOO+7g+9//fpfthgwZQmtrK0uWLGHJkiW88sor9OvXj+LiYpYsWdLFIJ+SnAgmM1jiOmWjqeee0aNH09jYSHl5eUBVLBikpHT9TiUlJXU6l7S0tGCxWNi1a5dGhlSoal5SUmjn4nCg93sSQ4SQkE6qyc4I0xlOyIPYX9bARWODqx5FAzGPWASw/bQoS84eFnp+WMX65xhrLqHZnEbchfcHtc1qhYhdMj64bsn/7hZlyaunDwzKq/XPDafxSDILRmYzcWDwbdyNNhePfCyI0Q8uHkX/jAieCDXDfi8nYqoiJnuE+T0IJFgt/HSpiPD4x4ZTlDfaInRwAhlJ4v6tyaZ0G5rCzxFToQ7CVhP8L7zwQtatW8e6des6xVacf/75fPLJJ2zfvt1rWVJFfHw8Ho+SS+br8NQMsTBvEsaNG0dJSQklJSXac4cOHaKhoYGRo8XnYw3we0tLS2PkyJHaP6PIw/Tp0zl06FCnfav/4uPjOXLkCLW1tTz66KMsXLiQsWPH+ldwrIlgMuHqmI2mNFtce+21xMfH89hjj3ndVDW+jxs3jk2bNnX626ZNmxg9enQXMhUI06ZNw+PxUFVV1eX/Ty01Tp48ucvs4Y7o9F3xASOPOYYowmyBhAzNsL+vpGeVJ2NELAJQ/WGz8/uEtqGjhYlHnwHgwIjvQFLg7Uvr2zhc3oTZBBeNDZxQX9Pi0AaRB1OWrG91at2VdywKzRv2xKqj1LY6GZmTyq3zQ88cCwn9viRELC5JSysPtjwJIrJkVn4f7C6JP6yMrCk4XZk92erw4PZIhuWIQTsRc7rbidjGjRvZu3evpogBLFq0iL///e84nU6/RCw/P5+Wlha2bVxPXV0tbW1eGgbU+ArCI2KLFy9m0qRJ3HTTTezevZvt27dzyy23sGjRIiZMmQaAxdQ9p9z777+fzZs3c/fdd7N3716OHz/O+++/r5n1hwwZQnx8PH/+8585deoUH3zwAQ8//LDvHWplSWVSQFx7NtrgwYN58sknefrpp7n99ttZv349RUVFbNq0iTvuuEPb77333suaNWt4+OGHOXbsGC+99BLPPPNMp4aKYDF69GhuuukmbrnlFt555x1Onz7N9u3beeSRR/joo48AeOCBB9ixYwd33XUXBQUFHDlyhL/97W/U1IjMxvz8fLZt20ZhYSE1NTVeFSwjjzmGKCMpg8mqT6wsRsS+1HB7JHYX1wMwa1ho/jDXpj+TKdVzWsol+8I7g9pGNenPzO8b1NDsD/aewS3JTBmUwcic1IDrv7ylCJvLw4QB6SwIIZj24JlG/r21CIDfXDmBeGuEv2rZwn9D8xkRpdBbYTKJkU0AjqYQNjPxi8uFj+fdvWWcrmkNsIV+JFgtJMZZkJGVId0qEQu/9BKvDOh2KfOILrzwQmw2GyNHjtRmyoIgYs3NzYwZM8Zv+WvevHn83//dwU/uuo3zJ4/oqtLIkmGKmMlk4v3336dPnz6cf/75LF68mOHDh/PGG2/gVBS+7hrDOHnyZNavX8+xY8dYuHAh06ZN48EHH9SM7f369ePFF1/krbfeYvz48Tz66KP88Y9/9L1DJVFfzQ9LPOv3fdddd7Fq1SrKysq4+uqrGTt2LN/61rdIT0/XSMv06dN58803ef3115k4cSIPPvggv/nNb7x2agaDF154gVtuuYV7772XMWPGsHz5cnbs2KH5B0ePHs2qVavYt28fs2fPZu7cubz//vtYrULh/fGPf4zFYmH8+PFaafZsGH3MMUQRie1ErKC0wcuEkO6DSe5JR9NL0dTUREZGBo2NjRQ2SVz5zCbSE63sffBSzMHGNLRU435qClZ3Kz+z/pjf/vwXQZU1b/rnVjadqOUXl4/jW0Fkc33lzxs4UNbEr6+cwDfm5ftd1+7yMP/Rz6ltdfKnG6Zx5ZTgYi5kWWbFs1vYWVTP5ZP785cbpwe1XViQZfhtnsi0+v4eCMJb12Px1CQRxfGtNTCoq1HZH259YTtrj1bzzXn5PHTlBOx2O6dPn2bYsGEkJoY+nN0XzjTYqGlx0DclnkEJdmgogoQ0yBoZ1n5bHG5OVbeQYLUwJk/nIPiz4PJIHC5vwgRMGpR51h/tosHDZIa8yRELdC2qbaXR5mJAZlLIQcg9ClWHxW9M6ZgsrW+jrtVJTnoieenGfb9iMAaR+P13vN6lpxsUyh0NvPgV7Ke3MtH5Im7ZxOafXsSAzOj5Bv0hpogZDNUfNn1on+BJGMAXf8DqbmWfNBzn6CuCImGNNhfblLyyxeMCGw+PVTZzoKwJq9nEFUGQqvf3llHb6mRgZhKXBZnWD/BuB4P+Ly4fF/R2YcFkgjRFGWmuiM5rRgpqd6EzdFXrtgWiBPzWzhKa7JEb5ZGqdGa2OjyGliZVD5U7AsZmr0fXcXh1BNPTVbN+II9Yj4Ykaan6xImLupqNlhBpxTuGGMJFYgaJJhej00VzTk/KE4v9egzGphPKfMlQxhrVnYadYp7ko+4bWDCqX1CbrTtahVuSGZWTSn524G61d3aLGW8Xjs0JWMaUZZl/bjgNwK3z87EGWVNptrv43cdi5M73LoqwQf9spCvksklfNEOPgUrEAgSgesOCkdmMykml1enhzR0lgTfQiWRllI3D7cEtG1eaVJtHPJJsWOmgI/Xpsk91bqIlsiqV2/MlIGJupeRvtmozOVUvX0J31VxjiCFYKB3pk9NFE1RPStiP/XoMhNMtsU1RxEIa9L32tyC5+MIziS3ShKC3VbslF48PrIZ5JJn39ggi9tXpgVvivzhew/GqFlITrCGFhD792XFqWhwMz07htgX5QW9nCDRFrDy6r2s01AgIHYqYyWTim/PzAXh1W3HEfBBWi1mLK1BVESMUsY5dvNEYZo5HIWLWyBIxj6LwBXtD0yOhei+VjkmPJGvdrRH3gMYQQ7hQOtInJ4trdIyIfUlRUNpAm9NDVko8Y4P1t5Tvg/1vAfB79w2MzUsLKmjO6ZZYr3Q/XhIEEdtyspaKJjsZSXFcGER35T83CFPjdbMGB5W8D3CyuoUXNhcC8KsrJ2gja6KGNKV8+mUpTepsOrhq6kBS4i2cqmllr9KmHQlCpgbH2lzKvg1QxMwmExaTWp6MAhFTFTFr4EYXvZBl+ctRmlQVMeX7qaphFrOpdxPMLzFiFvAOUIlYvLg+9CTDfuzXYyDU+ZLzRmYH7w/7TCTn78lYzEE5n4WjglPDtp2updnhJjs1galnG5C94B0lO+yKKf0DEqSjFc1sOF6D2QTfDGDo74jHVh7BI8lcPDaHRaODK68aii9NaVIp5+ooTYLwb105Vaie7+wV74XX2IYwkaqUJ9tcKgEz5qRmsbSXJw1Bh59ilz1qHrHIKWJamCsYO2M12lBvDJTvp1PpmIz6DVcMQUP93Z8dMHtOQilNjjaXEm8102R3U1Rr/HlRD2LJ+gZi++laAOaPCHK+5Kn1cHINsjmO39m+CggSFwzU2IqLx+YEJH2tDjcrlaHgV08LnB32wibhDVsyIS/ouZC7iur49GAlZhPcv2xsUNsYjlhpUsO1Mwby2vZiVh6s5gfzJ2nhnMnJyYZNNzBJErLbSZvHhd0kg8cDdnv4O3a7kN0ebHYbFjn8C4hHOU4Au83e/nuRZeV4ZXDLxhy7FzhdHmS3E5PJhMPhiMhrRByyDG02QAaPGex2Wm1OZLcTs0XCHqH3LgZ9kGWZtrY2qqqqyMzMjIXNgqaIxTvrGdc/nX0lDRSUNQblr440YkTMQOwvawRrEnODIWKyDJ+J4cHNE29mx/YMrGYTc4LIHpNlmc8OiwtrMGXJTw9W0Ob0kJ+VzPQhmX7XrW1x8I7iJbt9QXAhrLIsawb9r80czOhcY2IHQoaqiPV2IhZmaRJg2uA+9EtLoLrZwckWK6MzMyMy6662wYZZdiOb6kUEREv4xKm62YHDLeFpjCcpPvwLiCTLVDUIohDXlthORCUPNFUBJmhJjFjXpMsjUdXkwGICa1vPaJcPGZIbmiro+F412Fy02N3YEq04GmKKS09EZmam3yHm5xQSlakwtgamDMoQRKykIehYpkgiRsQMhMsjMygrkSHBqEiH3oMzeyA+lc/63QKcYdqQTJLjA38kh8ubKWuwkRhnDsrY/65CrJZPGxhQDXl1WzFOt8SUQRnMGBrcZIBVhyrZVVRPYpyZH10yOvAGkYKqiDWVU9loo6jORnK8hYykONISraQlxvWO0lC8/q5JFWaziUvG5/LqtmJWHapk0dWTyMnJweUyNtLiL2/tpaz4NK8l/FaU9+7cFHijAPjXu/vZcqqWey4ZzeVjwj9J2pxu/u/djQB8+L0FJKm/sbLd8Mm9kDYAvvFB2K/jC8cqmnno/V1kpybwxh3jA2/QE3FyLWy6D7JHw/WvAvCb/x1k/bFq7rpgJF8dH1hpjyG6iIuLiylhHaHN8W1gkjKqr6CHJOzHiJjBOG9EEPMlJQk+/61Ynvc9Pi8RHpJ5QUZefHZYlCUXjuoXUDGobLJrkRpXT/PfLel0S7yspOHftmBYUCUst0fi9yuFGnb7gmHkdkOoY12rk32lDRwqbuG7AB4HSx55nwa6KnOpCVb6Z4hh5+ePzua84VlBkd+oIowcsY64VCFiqw9V8vBVE7FYLIafmPv3TWfrQZlEVwlggoSEsJUll8lKWbOHegfGhFBaPJQ1Cz9TXEIiiUqTAU2noKUEckaAgWG3Z8NlaqOs2YM13qD/n+5A1V7xXo1YqL1Xh6vtlDV7yMpI6b3/X+cqmsohPfyB7L0K8cokGUcLUwZnAnCgrBGPJHf7DXoPuwL1fpw3PIiy5KnPofY4JKQjzbmLLX/cBgQfeaESsUuCCHF9f28Zkgwzh/ZhaJb/WviHBWeobnaQm57AsonB/Ujf2FnCqepW+qbEc8eiEUFtYxQKa1p5es1x7f8R4JaEJNJMNvqYWknrk4PDJdFkd2FXDOUtDjfHq1o4XtXCi5sLibOYmDm0LwtHZ7NkQh4j+gUe+xRxqLMmPeGpV3NHZJGaYKWq2cHe0gamDwlx9mkQGNc/nTdRyZ0syn2W8E4rKR3DYg2G1LFLqlrcQJAdWRVXjfeI782dhZUHxGPeRO2pikZR7s2LZlZgDMageAtMvKa7jyK6SFBuzJ0tjOiXSkq8hVanh2OVzYzr370TAmJEzGDMDYaIbX9OPE69iaMNUNvqJCnOwlSFpftDRaOdgtJGTCaCiqFQQ1yvDpAdJssyzysm/Vvm5geVC9TqcPPUZ8cB+N5FI4OOuQgXJXVt/Pnz4/x3d5nWWTe8XwqTB2ZgPp0GDhsf3zmVpCEztG2cbolmu4smu5ujFU2sP1bDF8eqKWuwseVULVtO1fLYyqMsHJXNdy8cyZxhfQ0ztYcMi/I+Su6wdpNgtXDBmH58WFDOpwcrIkLExg9Ix00HlU1yhU3E0hQi1uIwpoxq7vA5dupWVwfE50R2+oMa89Crs7YqCsRj3mRAKOGVTYKIDciIqWG9DuckEVNusj1OLJKTyYMy2XKqlr0lDTEi9mVC/4zEwF2Gdafh2Kdieda32HRYlA1nD+sb1Il6taKGTRucGTBv7OCZRo5UNBNvMXP5JP8K19ZTdRwoayLBauaG2UMCHgfAPzecprrZwZC+ydw0Z2hQ24SDMw02nll7gjd3lGiRABeNzeGeS0YzUan585e+UF1FkqdzWS/eaiYrNYGs1ASGZaewdGJ/ZFmmsLaNDcer+fxIFeuPVbPheA0bjtcwK78Pd180ivNHZUefkJmVn6UUPhG5ZHwuHxaUs/F4DSwLe3ddMKJfavvxQtjkEdBKxa1OYxSxjlUHqWMkhkbEIuvbUlU4c3cR+3BhaxCzT0FTxGpbnUiyeG+zevPszHMVxVu6+wiij/gOVhVHC1OHKESsuCHoa16kECNiBmJmfhCKw85/ATKMuBiyR7LxxHaAoPPDVikxFJdOCNwJ8/YukR12yfhcMpP9B1b+a6NQw66dMSjg+COAqmY7f//iJAA/WTom4nf7HxWU8+O39mFziYvzwlHZ/HDx6K4NBar87GgOuE+TycSw7BSGZadwy9x8Sura+PsXJ3lzRyk7Cuv5xvPbmTwog59dNi64krNR0IhY+KRGPe5D5U002V2Gq5ZxFjP9+6SBynvDLKdC+/gku0FErFNavyqJ2RqgSajF9Its3Iqas6UqY70OalkyYwgkid9bbYuIA+mbEt/t/poYQoS9ESoOdPdRRB8WK1iTRDCxs1mrQO0taejWw4JYoKuhmBGo9ONsg93/Fsuz/w+7y6MN7Q7GqN9oc7HlpMgquzRAbIXTLfG+EuZ57Uz/HU2FNa2sOSKUttuCjKx4+rPjtDk9TBmcGVBtCweSJPP4qqN899Xd2FweZg7tw5t3zOXft8/x3tWpEjF7U8ivNbhvMv9v+SS++MmF3DZ/GIlxZgpKG7n+H1t58P0DtDrCJ0ZBQSVinvBfLzc9kaFZycgy7CqqD3t/3jA0u8OdphQ+eUpUiJhKusOFyWTSVDEtJFb1h6UPbO+mihDUmxSH23jPW1RQsV885k3SnqprbSdiMfQylOzAqPDlXocON+rTFCJ2rKqZlmid230gRsQMxIxAitiBt8HeAJlDYdQl7Cisw+bykJOWwLj+gbO3Og75Hh7AVL72aBV1rU5y0hJYGKAJ4MXNhcgyXDimX1Bm9cKaVl5XBkr/bNnYiJXuWhxu7vjPLv78+QkAvr1wGG/cMZfZ/rLWEpRafxCKmC/kZSTy4BXj2Xj/RdwwW8zZfHlLEUue+oLNSgdqRGGQR0zF7Hzxfm1X5qAajfx+qbhkxSdmQDk1Kc5YIgZgNYtTnUbEqg6Jxwj7wwASFCLWaxUxL0SstlUE08aIWC9E8ebuPoLuQ0J752ROeiIDMhKRZTHuqDsRI2IGIt9fV6Isw/Z/iOVZ3wKzRZsVuWh0v6DIzKdaWTJwt+R/lbLk8mkD/c6Ba7K7eGunIFXBqmF/WnMcjyRzwZh+zIlQya6otpVr/rqJ1YcqibeaeXzFFH5++fjAZRDtjif8fJjs1AQeuWYy/759NgMzkyitt3HjP7fxi/f2R/YOykCPGMAshbjuiBQRy05pN+wbUJpUiVibQaVJaC9PthOx6Bj1ob006ei1REw16ncgYkppMuYP64Uo3trdR9B9OMu6Mk2pYnV3eTJGxAyEXzJVsk3cWVoTYdrXAVh3TCFiYwLPZbS7PKxTiNuSAP6wulYna4+KFPWvTvdflnxzRwmtTg+jclJZEER8xomqFt7bK7w190QovHXzyRqu+ssmjlW2kJOWwBv/dx5fnRFkYKQBitjZWDiqH5/+6HxumiMMnf/ZWsySJ7+I3F2UgR4xQJvWUFDaiN1AlUnF8OwUXCoRM+CYk+LFacnIY/VNxCIfsJqglSZ7IRFzO6FKKeN6KU1mxRSx3gW3A0p3dvdRdB9Uw75TXB80n1hxQ/ccj4IYEYsWVDVs0gpI7ktpfRsnqlowm2DhyMBEbOPxGtqcHvpnJGqpwL7w/t4yXB6ZCQPSGZPnu+Tp9ki8uLkQCD7A9cnPjiHJogFgchDDxkPFrqI6bn1hBw1tLqYMyuB/31ug3bUEhUSFiOnwiPlDaoKV3149iVe+NYeBmUmUNdi46blt7IvEnZSBHjGAIX2TyUlLwOmRKCg1Pkk6PzsFj0LEPO7wFbFEtTQZAUXM3Q2KWGKHUqss9zJvTs1RocwmZkBme2dZbcwj1jtxZg94HJAcXHPYlw6aItYCwFRl5N/ekoZu/W3GiFg00FwBh94Xy7O/DaCpW9OH9CEjOXAn28f7xfzEpRPzAhKmt3aKsuSKACrSqkOVlNbb6JMcx/Kp/nPGAA6daeKjgnJMpsioYccrm7ntxZ043BIXjc3hjTvmhp7UH0LXpB7MH5nNyh8uZM6wvjQ73Nzy/HYOnTGW9BntETOZTBppPnjGeCKWl56olSbrWvSPZVKhEhcjFaQ4pTzvliRoqYa2GsAE2WMMew1fyFR+3x5JprmbTcEhQ/OHTe40MaHJJgh3ZlJsxmSvghpbMeS87j2O7oLmERPXh4kDMrCYTVQ1Oyhv7L7B9TEiFg3sfllcVAfPgf5TgHYiFkwoq8Pt0fLDLgvQoXigrJFD5U3EW8xcFYBcPa9EVtw0Z2hQw5WfWH0UgK9MHmB4AF55o41vPL+dRpuLaUMy+cuN07ULckiI7/xDiwTSEuN4/puzmD4kk0abi6//axvHKw18PZNxZT4VEwaIz+ug0aQRRW1Sjrm6MbyxTNBeyjOyNBlvESTC5ZahUiEXfYe1z/WMIBLjLKQqIbWqt6rXQCViuRM7Pd2oELFgbiJj6EEoUoz6Q+Z273F0Fzqk6wMkxVsYq1SNutMnFiNikYbkgV0vieWZtwOCWG0+KbrvFo0OXJbcdKKGZrubnLSEgBEZqvH+kgm59PFTNthX0sDOonriLCZumRs4jHV3cT2fHa7CbIIfLR4VcP1Q0Njm4pvP7+BMo53h/VJ4/huzgiKGXqGOBzKQxHhDSoKVF2+bzeRBGdS1Ornxn9s4XRM+CQFAVgiI2bi5kOMjSMQA4sxC1q9oDv99j4S5PU7tXPRIcGaveLL/VMP2HwhqCa+2xRG11zQEmiLmg4jFFLHeA48bihRFLH9B9x5Ld8HLjXpPyBOLEbFI48Rn0FQqghDHXwXAjtP1tDlFbIWqVPjDx/tFt+SyiXmY/XQN2l0e3lOywwKVJdUA1yumDCAniPLfE6uOAcL8Hyg6IxTYXR6+/fJOjlY2k5OWwMu3zfZLIAPCYKO7P6QnxvHybbMZm5dGdbODG5/bSkld+KU5LYvLbFzesvo9O1HVHJEYBatJ7LOyJfz3PTHO+NwttTTp8khwZrd4csA0w/YfCFmp4jtd05sUMVmGyoNi2ZciFiNivQcV+4RJPSGjU+PFOQUvzVw9wbAfI2KRxs4XxOOUGyFOEB61ozGY2AqnW9LS9AOVJT87XEmjzUVeeiILR/lW2sobbZrn7PYgIiu2nKxl44ka4iwmvn+xcWqYR5L54et72V5YR1qilZdum82gPmGWilQVyYBg0WCQmRzPf741h5E5qZQ32rnxn1u1jjLdUEmkyThFbGBmEhlJcbg8MseMLKMqiEMcsxFETFXE7C7JMANtZyK2Vzw5cLoh+w4GWSki5iHs70Y00VwOtjrxPTxr+kCMiPVCFG4Uj0PnGaq29yqoHjGlNAkwTTHs7y9rxO3pns7mGBGLJBpL4bgyV3LGN7WnVSIWjD9s88kamuxuslMTmJnvJ8gUeFMx6V87Y5DfvK2XNhfhlmTOG96XCQP8d2DKsswfVwlv2A2zhwSepRkCHv3kMCsPVhBvMfPcLTON8Z1FURFTkZ2awCvfmsPQrGRK6mzc/9+C8HYoGV+aNJlMjFfeX8ObCwAL4pgNKU3GtZ+WjCpPqh4xubUGGkX5Xh1gHQ1ka4pYLypNqmpY9ijtJhLEtItmuyBi6TEi1nugErFztSwJXpu5hmenkpZoxebycDQCN6nBIEbEIond/wZZgqELoJ/oMiypa+NUdSsWs4n5QeR2tXdL5volV2UNNjYcFw0A1/opS7Y43LyyrQiA2xcMD/j6aw5XsauonsQ4M9+9cGTA9YPF50cqeW6DKI8+ed1U42Y5dgMRAzFK6Nmvz8BqNrH6UCVrj1Tp35lsfGkSYKwyvSESiphZOebqViMUsfbTktOgO1RVEUuqVRL1+w5vjzqJAtTyf0VT93VmhQwfRv1mhxs1BcTo2aUxRAgd/WHDFnbvsXQnNI9YuyJmNpuYonSVd5dPLEbEIgWPW3RLAsy8VXt6naKGzRjaJ6Cs7/JIfHpQdEtePmmA33Xf2lmCLMPc4VnkZ/tO+H9zRwnNdjfD+6VwcQBFTpJkHl8tvGHfnDcs9CgJH6hssvPjt4RqdOv8fC6fbOCsym4iYgDj+qdr0wl+8+Eh/V4s9dgNLh+MzBEnoeNVLQHWDB0mlYi1hV8SjjO3n5ZcBiliqsqWVKfkh0XZIzMoMwmA0npbVF83LKjDvnMndHpaja5IsJr1dTbHEH2o/rDEjC7E+pyCj3ij7vaJ9Toi9pe//IX8/HwSExOZM2cO27dv97v+W2+9xdixY0lMTGTSpEl8/PHHXdY5fPgwV155JRkZGaSkpDBr1iyKi4vDO9Djq6D5DCRnwbgrtKfXKrEVFwSRpr/pRA2NNhfZqQl+5yt6JFnLDrtemY3oa73nNwkV6vYFw/wa/wFWHargcHkTqQlWvrMosHoWDFRfWF2rk/H90/npsrGBNwoFUfaInY3vXTSSfmkJnK5p1d7rkKERMWMVsVE54iR0wmgiJkmYZNWsH35oqdlsIk4pJRqliKm+s9SGbiJifQQRK6s3oJkjWlBLk2e9VzF/WC+E5g+bf+76w6BDfIUPIhZTxALjjTfe4J577uFXv/oVu3fvZsqUKSxZsoSqKu9loM2bN3PDDTdw++23s2fPHpYvX87y5cs5cOCAts7JkydZsGABY8eOZd26dRQUFPDLX/6SxMQw1Z9dikl/6o1gFUZdu6s9tuLCMYH9YcGWJTedqKGswUZGUpzf8UerDlZoAa7XTPPfVSlJMk99dhwQqlVmsjEJ2s+uP8mWU7Ukx1v4843TtAukYehGRQxExthPlwpy+ec1x6nUU4qKgEcM2hWxsgYbbU4D358O77XNY6LJHv6+4y3GDspWy50Zjeq4nuj5wwAG9mlXxHpFur7LDjXi999FEYv5w3ofTm8Qj+eyPwx8K2KKYf9EdYvmf4wmehURe+KJJ/j2t7/Nrbfeyvjx43n22WdJTk7m+eef97r+008/zdKlS7nvvvsYN24cDz/8MNOnT+eZZ57R1vn5z3/OZZddxmOPPca0adMYMWIEV155JTk5vomSw+Ggqamp079OaCiG46vF8oz2suS203XYXRJ56YlaiJwvuDwSqw4FF+L6hpIdtnzqAL+lgn8qkRVfPy9wgOunBys4UtFMWoI1qM7KYLCrqI4nlFLnr6+cwAgDYzA0dDMRA7h62kCmDcmk1enh0U+OhL4DlYgZ2DUJIstKnQ14qtqgzDPo9F67sVDdHL4hPd5qPBFLwElGq6JSRrk80z8jCZNJNB/0igiL6sPCq5jUF9I6n3+aYopY74LH3Z6or4OIBbze9SbEKc1mrs4WgezUBAb1SUKWicgYuEDoNUTM6XSya9cuFi9erD1nNptZvHgxW7Zs8brNli1bOq0PsGTJEm19SZL46KOPGD16NEuWLCEnJ4c5c+bw3nvv+T2WRx55hIyMDO3f4MFnlQN3/xuQYdj5kDVCe1r1h10wJnBsxeaTtTS0uchOjWfOMN9G9vpWJ6sVH9nXZvkuS+4prmdXUT3xFjM3BwhwlSSZp9cYq4Y12lx8/7W9eCSZq6YO8NtQEBZ6ABEzm038+soJmEzw7p4ydhbWhbaDCJUmAUZoPjEDDfsd3msPZkM6A1VzvZGlyZGmMtFUkNQX0v17Lo1GvNVMnuKxLGvoBT4xrSw5sdNoI4Amm/i80xON/37GEAGU7xNxDTr9YQGvd70JcUKZxtUmcvI6oDvLk72GiNXU1ODxeMjNze30fG5uLhUVFV63qaio8Lt+VVUVLS0tPProoyxdupRVq1Zx9dVXc80117B+/Xqfx/LAAw/Q2Nio/SspKWn/oyzD/jfF8vRvdNpuXQj+sA/3iWDWJRPy/JYl39lThtMjMXFgut8oik4Brmn+y66fHOiohoXvDZNlmZ+8vY+yBhtD+ibz/5ZPDGrAuM5Xi9B+Q8PkQZlcN1OcsFRSGzTcyoXaakxzREeo5cmTVQYqYi7he5Iw4cRqCBEzXBGLMzPJrKhheZO6kItoQPWJFRsR+htpqEQsZ0KXPzXYhKIXU8R6CQq/EI86/WF+r3e9DSoRA3B3Pk+pRGxPNxj2z+lbGkkSJ/mrrrqKH/3oRwBMnTqVzZs38+yzz7Jo0SKv2yUkJJCQkOB9p9VHoL4QLAkweqn29KnqFk7XtBJnMbHAT9gqiETxlUqI65VTfN+5y7LMa9tFU8ENs4f4XK+0vo1PDoj9fWuh/zKjR5J56jNRPrxtwTBDZsm9saOETw9WEmcx8cyN00iLZMu7Ryn7WH18PlHEdy8cyZs7S9hwvIZjlc2MzvVfjtZgV6T/RP8Zb3owLEt01BYZSQZsDeLBnIqMWTNzhwOrcvPhkYwh1glWM2NNJ8V/RDHItSOG9E1hR2E9xbUGkuBIQUvU70rE6tvE5xvWBIwYoodTiqgwzPv1LBD8Xu96G6wdiJirrVM+nhrsurekAVmWIygWdEWvUcSys7OxWCxUVlZ2er6yspK8PO8G9by8PL/rZ2dnY7VaGT9+fKd1xo0bp79r8qjSlTl8UXuKL/C5kis1Z1iWNgDYF9YeqabZ7iYvPZFZfkJcdxbVc6KqheR4i1/C9tLmQjySzIKR2QFDUz/aX87xqhbSEq1aFEM4qGqy89uPRafaT5aMZbKS1xIxuBUiZun+u/XBfZO5ZLxQZF8IpYPSrngUIpBzNTRLeCQKjZqLCWCrFw9WcbyGEDEtCd8oImZhsqqIDegeIqa+90W1vUgRyx3f5U/1ynSAvgY18MQQQbgdULxVLA/XR8S+VLBYwaxcG9ydG6kmDMjAajZR0+KIun2g1xCx+Ph4ZsyYwZo1a7TnJElizZo1zJ3rfZL83LlzO60PsHr1am39+Ph4Zs2axdGjRzutc+zYMYYODTwI2yuOrhSPY5Z1evqzw4IQBpOm/8G+MgCunDrAb8TEa9sEWbxyygCfKlOz3cXr24WUfHsQatjTihr27YXDDSk9/Pp/h2i2u5k8KMMQYhcQqiJm6Rl3cGpp9909ZbQ4gvStORRFLMF4IqZmzBXWthrXvWdvAMChErG2nqeIJZtdjDEpJZUozpjsiF5DxFqqoK0GMEG/cV3+rI5pyowpYj0fpTuF1SGlX5cxVecsNJ9YZ7KVGGfRhIpo+8R6DREDuOeee3juued46aWXOHz4MHfeeSetra3ceqvoTLzlllt44IEHtPV/8IMfsHLlSh5//HGOHDnCQw89xM6dO7n77ru1de677z7eeOMNnnvuOU6cOMEzzzzD//73P+66667QD7ClGkp3iOUOZcn6VifbTwvD9qXjc71tqaHZ7uKzw0I986dyNbQ5+VCJt/BXlnxzZynNDjcjc1JZFKAk+r99ZzhZ3UpGUhy3zs/3u24w+OxQJR/tL8diNvHINZP8et0Mg0ep+/eA0iTArPw+DM9Owe6SWHnAu5exCzRFzPjS5BBlRFWz3a2VmMKGooi548XxGqOIie+KSzLGI9bffoI4k4dmSyZkRKhRJACGamXhHl6aVNWwvsMhvutIs/q2mCLWa3Ba8YcNO79bfJE9Eh0N+2ehu4JdexURu+666/jjH//Igw8+yNSpU9m7dy8rV67UDPnFxcWUl5dr68+bN49XX32Vf/zjH0yZMoW3336b9957j4kT2ztHrr76ap599lkee+wxJk2axD//+U/++9//smCBjryVE2sAWdxxd+jK+uxwJZIsktcDzWr89GAlTrfEiH4pTBjgWxF5Z3cZTrfE+P7pTB7k/YLt9khaSSxQgKvbI/EnxVT+7YXDwvZxtTjc/PJ9kdf2rYXDAs60NAw9qDQJYsbjNdMHAvDO7tLgNtI8YsYrYolxFvpnCF9EoVFeJcUjJiVmAtBgAMGzKOn6HoNKkwNaRXm8KGFMt12Q8hVFrLLJgc3ZPYHDQaFKGQPlpSwJ7YpYn5Se8RuLwQ80IhYrS2rQiFjXjMfu6pzsdWb9u+++u5Oi1RHr1q3r8tyKFStYsWKF333edttt3HbbbeEfnJodNuayTk+rY4qWTPCvhgG8v1eUJZdPHejTLNjJpD9niM/1Pj1YSWm9jb4p8Vw9baDf1/1g3xlO1bSSmRzHN+eHX0L846dHKW+0M7hvEj+8eHTY+wsaPaw0CbB82kD+uOoYW07VUtlkDzwqKoKKGIgSWXmjnaLaVqYP6RP+DhVFjKRMwCBFTLlpcBukiOW0CCJ2Mm403TXgJTM5nvREK012N8V1bYwJkCXYbfDTMQkdzPoxRaxnw+2Asl1ieej87j2WngSrH0VMMezvL2vE5ZG0GJ1Io1cpYj0ep5XulA7+sFaHmy+UYdz+Uu8BqprtbDohkvevnOq7LLm7uIHjVS0kxpm5ysd6sizz3IZTgAhw9Rf06pFknvn8BCC8YYGaCQJhZ2EdL20pBOB3V08KGB5rKNTSZA9RxAAG9UlmyuBMZJnghoFH0CMGMLiPUGZK6wwypCoeMRIFqTMitV8Vbw2yiJHVKNTZ41bjBtfrgaqIl/bkUUd+jPpOt6QpYjlpPedmJwYvKN8nzofJWZ3yLM95qIqYu6siNiwrhfREKw63xNEKA7MWAyBGxIyExw4ZgzuF5q0/Vo3TLTE0Kzlgmv6H+8qRZCGPqn4Sb3hdUcMunzSAdB8lxN3F9ewtaSDeaubm8/w3Hny0v1xTw74xL9/vuoFgd3m4/78FyDKsmDGIhQF8aYZDLU32EI+YiouUkVafB0PEIqyIDVKJmFEDqDVFTCVi4ZfdTBhYPnS0kNYsbkqOmruXiA1Uhn/32FBXySMieMBr+Ge1khEXZzHFFLGejpJt4nHwnJg/rCP8eMTMZhNT1DyxKJYnY0TMaIxZ1ulLrxq0l07IC5hL0l6W9K2GNdtdfFigmvR9JxyrAa7Lpw6gn587V0mSeeZz4Q27bf6wsNWwZz4/wcnqVvqlJfCLy717TCKKHliaBLhI6ZbdeKIGh9sPUfG42k8QESNiBpMBxSNmTs4EjCFiKgxp7KwowIRMudyXSjnTgB3qxwCViBlFgo1G3WmhFFiToE9+lz+rs1Nz0hL9ek5j6AHQiNjs7j2OngY/HjFo94kVxIhYL0aHbkmH26MpIEsm+i9Lnq5pZV9pIxazicsn+yZiH+w7g83lYWROKjOGevf3lNS1aQQwUGTEpwcrOFYpcsPCVcOOVTbz7HoRmvnwVRMMCYMNGZ6eZdZXMWFAOv3SEmhzerQOWq9Q1TBoH1BrMNoHUBtUHrOJ/x9risi8s7sMIGLKNV42YlJC2W4A9kvDDEvq1wuVBJf2VEWsUpRwyRnrNYW9slFcvHLTe9aNTgxnQZahuIMiFkM71IklXhQxgIkDxQ3w/rLozZyMETEjYUnsNFR184laWhxuctISmBogyFRVw+aPzParYL2xQ2QhXT9rsE+F7cXNhUgyLBiZzdg83z4jWZb5k+INu3Vefli5YbIs8/CHh3BLMpeMz2XpRP+DyiMGRZ2JlJqkF2aziQuV0VZ+y5ONSmdlSr+IkUmVDJxpsCMZYcJqEN9JSx8RC2FMaVLAEEWsdDsAe6WR3U7EBvZ0RUwlYj5mEqqKWMCGkxi6F/WF0Folwku7KTevx0Id/O3FIwZoKQTHq1qMuakMAjEiZiSGzu3kTVJVqSUT8vzK+LIs88FeMVvyKj/ZYQfPNFJQ2kicxeSzC7LZ7tLI2u0B1LDPDldxuLyJlHhL2GGraw5XseF4DfEWM7+4vGsIZNSgqDMk+55I0F24UPGJ+TXsNyqho5m+s+HCRV56IhazCadHoqo5zLmQzjZxwgfiskV4rc3lCZvgGWppKd0JwG55FI7uJmJGl4WNRoVCxPImef1zpfJ9iRGxHg41z7L/lM7zFWNoH2vkQxHLS08kOzUejyRzuLwpKocUI2JGYthCbdEjyVqafqBuyYNnmjhV00qC1ey3hKkm5F86IY+sVO+q2du7SmlxuBneL4VFo30b5WW53Rt289x8MsMw3jrcHh7+SGQP3bog32+jQcShGcd7HhFbMCobswkKa9s44+tC3KCM1oogEbNazOQqquuZxjAJQUOReEzMID61/T13esIjPEaF/tNYBk1lyCYz+6ThYR9XuMhTCExti8MYNdJoVPonYqqSp2bRxdBDEfOH+YaqiLm8n/tMJpNWnjwQpfJkjIgZiQ6heXtL6qltdZKWaGXOcP+k4H/7hBp28bgcn2b5Nqeb9/aI8uWNPpL0JUnmpc2FgCg1+lPhNhyvYV9pI4lx5oCDwAPh+Y2FFNW20S8tge9dNCqsfYWNtp6riKUlxmk/cJ8+MZWIZfhuxDACucqFtKrJuzwfNOoLxWPm0E6TE6QwmZRbISlxljClMaUs6eg7DhuJ3U5+1BseSYYmu0GTDYxCW127Iutl2De0D4tXxzXF0EMRI2K+oXnEfJ/7Jinn6YLSGBHrfchuDy5ddUiZLTkmx28onCTJGhHzN9Low4Jymh1uhmYlM3d4ltd11h2rorC2jbREK9dM9z3GRZZl/qyoYTfOHkq2D3UtGFQ12TVl7adLx4bddRk21NJkD1TEAGYrQ9y3+SRikS9NQrsyU9EYLhFTFLE++Z2ImDtMwqNubzWHeYpSypKOvBkAeAyT2vQh3momRcnVM2zElFFQ1bA++T49lsXKNIYhfbtR9Y7BPxzN7Vlwg2JErAs0Rcx3s1K0DfsxImYkOhhbVitE7JIAsyV3F9dzptFOaoKVC8b4HgiuJulfP2uIT6XrhU2FyjqDSfFDiLadrmNHYT3xFjN3LBru9/gC4dGVR2h1epg6ODNgen9UoCpiSQYkxkcAcxQSvf10rfcVtNKkzqHzQUL1+FQ0hekRUxWxPvmdSFO4ypNHSdS3hKuIlSiKWH+FiBk0Mikc9FGGZaszG3sMKvaLRx9G/Sa7SyOPQ2KKWM9F2S6QJaGqZ/SAc3JPg+oR82HWh+gb9mNELAI4Wd3CqepW4iwmFo3xH2j6gaKGXToh12f6/eHyJvYUN2A1m7h2hnel63hlMxuO12A2wS1z8/2+ppqi/7VZg8Iy3e4prued3aJc+tCVE7o/V0iS2lPee2BpEsQQcJMJTla3Uu3NKK8RsciWJvOU0mSlUaXJPkPp+PGHrYh5VEUsjO+U2yHSxQF3/5lA9yti0D4aqL61hxKxvMle/1xcKxSE7NT47le+Y/AN5eYjVpb0gSAUsWgb9mNELAL4TFHDzhue5TP5HsSg7Y/3i3DWK/yUJVU17NIJuT6jLV5QvGGXjM/1O1h8b0kDG0/UYDWbuON8/WMvJEnmof8Jg/61MwZpIXjdCkejuBOEHluazEyOZ0yuyAfbUXhWedLWIP4fIPIeMSUHKmwi1tBemjSZTFp5MlxFTCVylnCIWMV+bcSL1GdYp/12J9oVsR5WmtSImHejfpFCxIb4Ob/E0ANQEssP84sgPGLRNuzHiFgEEGxZcsOJGmpanGSlxLNgZLbXdewuj2bSv36Wd99QY5uLdxVl6pvz/Bvv/64Erl41daBfwhYI/91dyr6SBlITrPxk6Rjd+zEUalkyPhWsPXf8ypxhgiR2MeyrRumkvpCQGtFjUJXQsIiYLHdQxMT3TuVN4SpPbqW7Mayhu6oyMGgWFmU/cg9QxNS8PiOGoxsGt6N9tJEPIlao+MO6tSs6Bv+QpPboipgi5h1qPqPk//cXTcN+jIgZjNoWB7uKRYTC4nH+idj7CsH6yuT+Pi84nx6soMnuZmBmkk+y9sbOYmwuD2Pz0jjPT4fm6ZpWVh4U2WbheMPanG4e+/QoAN+/eCQ5aT2klb0HR1d0xHRlIsIe5XuiQS1L9omsPwwgK0UoYnXhlMdaaxR53wQZomTuMULJAuwuQcSS/AyrDwj1gjRopnZcgcaMRQPdXcH3iuqjILkhMVP7LM+GOgR5VG5kbxJiCAM1x8R0jrhkn16/cx5mpazu8U/EomnYjxExg7HmcBWyLEbaqHPlvKHV4ebTg0I5W+7H5P7WTpG0fu2MQV49WB5J5t9bRXnom/Py/V5onttwClmGi8fmMDpX//icFzYVUt3sYEjf5IAKXFTRogSlpnjvKu0pmD5EELGDZ5o6G0FrRPeptxl/RqOvUh5rsLk0khIyao6Jx4xBYE1AkmTUXYXb7WhT3hdfvsmAkOX2Es2g2Sjefyw9gIj1AFGuKyoKxGPeJJ9puscqBREbmxeZ0VsxGICSreJxwPQeN+atx0BTxNx+V1MVseNVLf7nAxuAGBEzGB8fEJ6vQCGuqw9VYnN5yM9K9umvKq1vY9PJGgCfJv31x6ooqbORkRTHVVN9E7rqZgdv7xKk7o5F+r1hDW1ObZ7kvZeOJt7ag75Cql8pwtEP4WJQnyT6pSXgluTOsveZPeKx/5SIH0OmMgdUlsPo3ivfKx6V4+1YjgxXEVOJWFK8TiLWUARNZeLud9As7djCPS4joL5L3X8kHaA0Nfj67rk9EierWwAYlRMjYj0WxQoRG3Je9x5HT4ZZIWIBFLH+GYmkJVrxSDKna1oje0gR3fs5hsY2F5tOCOJ02ST/sxbfVcqSV00d6FPF+u+uMmQZ5o3I8unnenmLIB9fmznI70Xrpc2FON0S04ZkMitff7TD39afpNnuZmxeGlf4GU7eLVAzrSIc/RAuTCYTMxRVbHfH8uQZMZw6GrPh4ixmzauku3tPI45TATopa+F0O3okWZsJqbs0WbRFPA6YBvHJWsBsD+BhGnqAONeOclUR894xWVTXhssjkxRn0eZlxtADoRGxud17HD0ZqiLm8X/eM5lMWmOVWpaPFGJEzECsPVqFyyMzJjeNkTm+fRTVzQ42KoTNV1lSkmTe3i3M2ytmelfDCmtaWX+sGpMJvn6eb/LR6nBr5cs7zh+h2ydT0WjnRSWr7CdLx3R/XMXZ0Dr4ejYRA5g+NBPo4BNrrW33iCnEJtLIUsqTtbqJ2F7xqBDHjh2J4ShPHcu1yXoVsaJN4nHoPKC9i7NHKGI9rTYpSe0dk/29E7HjlUING5mT2vN+9zEINFdC/WnABINndffR9FyoHrEApUmA0XkxItbrsPqQMMIHUsM+KjiDR5KZMjiTYdneO5C2na6jpM5GWoKVpRO87++VbUXIMiwa3c9vJ9MbO0potLkYnp0SsJPTH55ecwyHW2JWfh9tgHWPgqaI5XfrYQSDyYMyAdivlibLFXWp7whIyozKMagxCroM+/YmqFU8bQOmAu2djhAe4bF1IGIJekvfRZvF49D5ALHSpD/UnQRXK1iTIMv7iLITVeJC5O8GM4ZuhuoPy53gczJCDHRQxAJ3LY+NEbHeh80nRRzBskn+/WEfFggfmb+RRqqf6ytT+nstOdpdHm2dm/2oYW6PxPObTgNw+8Jhui9EJ6paeFNpHLh/6dge0X3WCZ2iFHq+IjZxYAYmE5xptFPT4oAyhYgNnB61Y1BLk816Zh6q5u6MwZAiunnVTkeL2RRWabLZLu5U0xKs+r5nzZWCXGDSspQcyrElWMPowjQITUpsRZqfjMGoQvWH5U4Ai/eg1sPl4kI0JmbU77mI+cOCgzm4+ApAa2o7WhkjYr0GLo/E8OwURvm5ayxvtLGzSJSjLvehnLU53XyimP6/6mNm5KcHK6hvczEgI9HvaKRPD1ZSWm+jb0q8z30Fgz9+ehSPJHPJ+Fxm5vfAeIi2WnFXDxEPQzUCqQlWRvQT35P9ZY3tfqso+MM6HgO0E5+QoB3vVO2pNqfYT3K8JSyirhKV9CSdRKVYUcPyJmrqYpszTPO/gVAnKmT7CGeOOlRS7aMsCXDwjFBuJwxIj8YRxaAHxYovMuYP8w/1ZsMT+LynesRK623a+S0SiM2pMBiXTsjzexH6eL8oX87K76ONmTkbn+yvoM3pYWhWMjOGejfWv7JN+ImumzXEr8r1z42nAOEh0xsFsLu4npUHKzCb4CdLuie89WR1C69sLaaiyYYkiVKTLIu4BLMJVuRVsQQgbUD7LLEejkkDMzhR1cL+0kYu1Iz60VPEUhPFz7/FoYeI7RWPHfxsKtnR7etS0GRXFSOdp6ezypIANlc7Sexu1LQIItYvtYcQsQAdk812F4VKqv6EAbGSV4+Es7W94SKWqO8fIShifVLi6ZMcR32bi8KaNsZH6EYkRsQMxpIJ/j1YHxWI2ZK+1DAQqfUA104f5JXUnahqZvvpOixmE9fN8q3+7CqqY09xA/FWs9/ypT/IssyjH4vE7RUzBjMqjPwxPa+9/XQdz204xWeHq/yum3h0C0viodKaS6bb0yNKUIEwaWAG7+4po6jwJDSXg8nsV5UwGmmKItaqi4h1VfBUb1dyfHinlSabOB7diphGxOa1H5tTlCZ155IZBI8ka80R2ak9YPqDLAfsmDyi+GP6ZyRq+XMx9DCU7gTZA+mDIj6nttfDrJwDZMn/egqGZadQX9zA6ZrWGBHrDchJi2eKYsL2hrIGG7uLGzCZYJkPIlZa38bmk7UAXD3de0flq9tEN+VFY3N8qmoAz30hvGFXTx3oc0ZlIKw9WsX2wjoSrGZ+eIl3I6/RcHskPjlQwT83nGKfYmY3meDisbksHJWNxWzCbDJhNoHZZKK6xYG84SOQYGNNCn94bB13XjCC62YN7vYLrz9MHiTUBZNq1O83FuKjNz5GLU2GrIjZGxUPFp2ImFb+C/M9VxUxf3NafaKtDioPiuUh7USsY9m0O1Hf5tQCXXsEqWkqA1sdmCyQM97rKgeVZPHx/WNlyR6LmD8sBCjiRpDdy8OyU9ld3MDpmpaIHVGMiBmIi8bm+m3t/kQZ8D0rv6826+9sqDMj543IYlCfrtlhdpdHU8xunOM7uLSkro1VShfn7Qv1pd/LsswfPxXp6d+cn0//jMjnB5U12Pi/l3dy8IyYeJ9gNfPVGYO4fcEwzVPlDe5GC+yF+rgBVDTZ+dUHB/nruhP87esztCT7nobxA9Ixm2CI/Yj4JUbRHwbtpcmQPWJqKStzCCS3+wVtBpGddo+YjtNTyTZAhuzRkNpPe1qNxAiXJIYLtUO1T3Ic1nDmaBoF9bPMGeezpH+oXPwWY/6wHoySGBELGmqVKUhFbHg/cXN8KoKhrjEiZiAuGuc/0uGTA4IY+SpLyrKsBb1e48ek32hzMTAzifNH9fO6DggPmSTDgpHZuscZfXa4ikPlTSTHW/jO+frT+IPFrqI67vj3LmpanKQnWrl1/jBunjuU7CC8NNYaUT695YrFJNgn8Nd1JylvtPONf23nlW/P0eIiehKS462MzEllYf0B8USUvR0qYVKVrKBRuFE8DuqcVaQSupSE8E4r9W2CiGUm6VCM1GM7y7Dc4jCmbBouyuptAD5vxKKOIKY57CtRjPoDY/6wHgmPC4qVcV4xo35gmNQboGAVMUHEIpmu3wNuyb488GWsB6hqsrNL6Zb0Nf7oQFkTp2paSYwzs3Si93Xe3CnKktfOGOTTpG93eXhjhzDz3zJXvzfsz58fV/aRr2VORQpv7Szhhn9so6bFybj+6Xz8g4X86JLRQZEwJA9UCjITP2gqN8/NZ829i5id35dmh5ub/7WdQ4rC1tNwXq7EFJNS5ht1aVRfWx1P5fIEd2eo4dQ68Tj8gk5PNypKVoZeb5eCulZhZs/S46Eq3CAeh50fkWMLF8d7Wh5X2S7x6CM2pdnu4phyzNOGZEbpoGIICWW7Rcd4Ul+f5eUYOiI0RSxGxHoZ/BnEPz0kBnxPG5Lp09f13l6hhi0el6v5dzqipK6NTSdqMZl8p+0DfFRQrkVbXDRWX/Dq+mPVFJQ2khhn5ls6S5vBwO2RePjDQ9z3dgFOj8TSCXm8/Z25XsuyPlF7ElxtEJcMWSMBoXw8f+sspg3JpNHm4uv/2sbxCGfB6MElcQWYTTJF8SMh3X8QsNGIU0pjDncIRMzeJIzB0IWIhVVS7IDaFlG+ywqV/Nub2hPiOxj1oQcRscoeNK9RlsVFHGDgDK+r7CtpRJbFfNSctB6i4sXQGYVfiMf8BWCOXdIDQlXEghxwka+EpTe0ufSPgwuA2KcWJaj+MF9qmEeS+d8+0VHpa3j3W0qA6/wR2X6JysvKOKObzhuqy4ci1LATYh9zgisN6kGjzcVtL+3kXxtFU8EPLh7FX2+aHnppS81Byp3Q3hGDMKO/eOtsJg3MoK7VyY3/3Map6sgZLvVgQqvwdqxxT436a8cr3w1nKESsaJPozuo7ostwdaPIjtpVGLKZvXSHuMvNHArpncOSm7Rj697S5PEqhYjl9gBFrO4U2BvAEg85E7yuos5C7ak+yxiA095V4Bh8QEsiCI6JJcVb6K+IJ5HyicWIWBRQ0+Jg6ynRCenLH7b1VC1VzQ4yk+NYNLqr90uSZP6rEDF/alhBaQP7ShqIt5j9Rlv4w5aTtewqqifeauaO84fr2kcg2F0ebntxB18cqyYxzsxfbpzOjy4ZrW+OnWo49tJ+n5EUx8u3zWZsXhrVzQ5ufG4bxUomUrfD46JPuTiJ/s82iapme1RfXldp0kdZEowkYjpLk346xxrDDYk1ALIsc0IlYj2hNKn6w/Img9X7e91OxDKjdFAxhAS3Q2lQAfIXdu+x9BaEaNaHyJcnY0QsClh5oAJJFnEFg/t6V7LeV8qSl03qr10gO2LzyVrKGmykJ1p9qmoA/95SpOwnT7eS9SfFG3bDrMHkRMBULMsy9/+3gF1F9aQnWnn7O/O4fHIYZbkAyeB9UuL5z7fmMDInlYomOzf+c2vEJOaQULwVk6OZBlM6++QRHCyLro9NlyJ2cq14jCARq9NKkyF+f/10jvWE0mRFk50Whxur2eR3NmzUEMAfJkkye4obAJgWU8R6Jkp3gtsOKTnQr3vCtnsfQouvgI5ELDIVlRgRiwI+VsqSvoaBO92S1lF5lY/5k2pkxZVTB/jMxmpsc/GBUt68WadJf0dhHVtP1RFnMXHHosh0Sj76yRHe33sGq9nEs1+fwcRwurGCCKQEyE5N4NVvzWFoVjKl9TZ+8+Eh/a9pFI5/Kh7SzkPCLEYdRRFxoSpiTWeg5ihggmFd776NIDs2p4dWpYuzbyiKmMcNpQqxGNwzidgRZV5jfnaK15utqEMjYt79YSerW2i0uUiwmhkXyxDrmVCbU/IXdCi5xeAXmkcspoidM6hvdbLttDIM3Ecn5KYTNTTb3eSkJTDLyxzHVoeblQpR8zcv8r29ZTjcEmPz0nR7Ov60RqhhK2YOZkCm8blhf19/kr9/IcYu/e6aScwbmR3eDoMIpFSRk57IU9dNxWyCd/eUsfaI/7T+iOPYKgCaBl8MwOHy6CpiahU46PvCU+vF44BpkNT1+9WekaW/w1YtzybFWbTk/6BQuV90jiVmiGDcs6COFYqU3zEY7FHKfGqQb7fC42q/gfFBxLYodooZQ/v0DOIYQ1do/rBYWTJoqATMFPx3WssSq44RsV6JNUeq8EgyY/PSfJYjVMVs2cQ8rx6p1Ycqsbk85GclM3Vwptd9yLLMa9tFZMUNs4foGrq8q6ieDcdrsJpN3BkBNezNnSU88onI+3pg2Vi+NtOAURzqxaTf2KBmTE4b0ofb5osu0J+9u59me+B5YxFBfaFQl0wWkseL2IpoEzEVQSv0qj9sxIVe/6ya7HXFTiioUgZi56QnhPYdVv1hg+d06Rxrdbi1rDS9EyaMwK6eZHyvOgxuGySki8YLL9iiTPiYNyIrmkcWQ7Bw2aB0u1jOjxn1g4ZKxMzBhzsPyxaezqLaNiQp+JJmsIgRsQjj04NCybrUh6/L5ZFYpURb+Bp7pIa8Lp820OfFaU9JA0cqmkmwmlk+zXvXZSCouWHXTB/o08umF6sPVfLAOyJa4I7zhxtX9gzgD/OGey8dw9CsZMob7RoxjDoUNYwhcxk9VHxeRXVt+uY+6kYIREeW/Rr1nW5JC3TtG6q3qwMqm4QilhtqVEJHInYWqhVylxxvCTtsVi88ksxexW/lL28walDLkgOmeY08kCRZazCaGyNiPRMl28HjhLT+kBX5wO0vDTRFLPjz36A+SVjNJmwuD5URaKqKEbEIos3p5otj1YDvYeBbTtbSaHORnRrvtSxZ3exgw3Gxj+U+Yi0AXtsm1LDLJ/fX5YMpKG1g3dFqLGYT371wZMjb+8PekgbufnU3HklmxYxB/HRZ19KRbnTs/AoSSfEWHr1GrP/qtmLtzj+qOPI/8Tj6UrJSE8hNT0CW2wcsRwNa81AwxcnKA9BSAdYkGDS7y58b2oQaZjZBZhg+rMqmdkUsaMiy347JaqUs2Z1q2LHKZlqdHlITrLonXRiKMiULzodR/0hFM/VtLpLjLT1yKkUMdPCHLYz5w0KBpEwSMQWviMVZzAxRxInTEShPxohYBPHFsWocbolBfZJ8Dsz95IAoS146Ic9rUv7/9p1BkkUQbH6299Jmk93FhwViPzfO9j1/0h/+vl74tq6cMsDQjq4Wh5sfvL4Hh1ti8bgcHrlmkq6yqVd43FC0WSyHOGNt7ogsbVbnT98pwBbqmJ9wUHcaTn8BmGDC1QCaGfpQN5UnA+LQB+Jx5MVeS8C1HfxhuiJIFKgesZDCQ2tPCpJoSYCBM7v8WVXEutMfpsZATB2c6XMiRlRRtEU8emlsgHZ/2Kz8vlrwbww9DKpnc/ii7j2O3gZZJWKhfa9Vw34kssR63S/sL3/5C/n5+SQmJjJnzhy2b9/ud/233nqLsWPHkpiYyKRJk/j44487/f2b3/wmJpOp07+lS5cacqyrDoqS45IJeV7Jh9sj8amyji8jv5q2f7WfcuMHe89gc3kYlZOqq+xRUtemEcL/Mzg37KEPDlJU28bAzCQe/9pUYwcdV+wDRxMkZPidlecLDywbS/+MRIpq23hi9VHjjisQ9vxHPI64UAtFVYl6NH1iWqxhIEFMluHQe2J5/FVeV6nTG8J6FqoURSw3FEVMTRYfNMsrSVSJWL9uJGLqeLMekcfVXAl1JwETDPE+33TLyRogVpbssXC2whllKkIsPyw06PCIQWQ7J3sVEXvjjTe45557+NWvfsXu3buZMmUKS5YsoarKe/fb5s2bueGGG7j99tvZs2cPy5cvZ/ny5Rw4cKDTekuXLqW8vFz799prr4V9rJIks04pSy4e570sub2wjrpWJ5nJccwd3vWEV1zbRkFpI2aT7+gLgLeVoNfrZg3WpTa9uLkQSYaFo7INbVN/c2cJb+8qxWyCJ742xfjogNMdR3uE9qMCSEuM47dXTwTg+U2F0SFBHjfsfUUsT79Fe3pMnihXRXMMk+o5DajQVB+BmmMigX2095sUtSsxHKM+QHmjjqHY6qBvH51jFarvLBRyZyBkWWbbKdE5PdOL/SDqKFZU5NyJXrtfnW5JK9fPHxFmV3MMkUHJdpDckDEY+uiLKjpnoaM0CTBM65w0PkusVxGxJ554gm9/+9vceuutjB8/nmeffZbk5GSef/55r+s//fTTLF26lPvuu49x48bx8MMPM336dJ555plO6yUkJJCXl6f969MnfDNtQVkjda1O0hKszMz3vj9VMbtkXK5XpegjpZty3ohsn2WVU9Ut7C1pwGI2+RyN5A/Ndhdv7BCDxG9bYNxMySMVTTz4viC89146hjleiGbYUIlYGKM9Lhqby5IJuXgkmQffP4AcQsifLpxcA83lkJwFYy7TnlaHQB+vaon8MShwK/lhAYnYwffE44iLIdE7UTeq/FfRKEhTfx/zWLtAltuJWP4Cr6ucaRDkLhJxLMGgpM5GWYONOIvJ57kgqlDL+UPnev3z7uJ6Wp0eslLimTAglh/WI6F9hvP8r+cDkej86zXQWZocrnROntOlSafTya5du1i8eLH2nNlsZvHixWzZssXrNlu2bOm0PsCSJUu6rL9u3TpycnIYM2YMd955J7W1/s3bDoeDpqamTv/OhppRtWBUtlePhSTJWjbYUh9lyY/2i3BWf2qY2lF5/qhsXWbkN3eW0uJwMzInlUWjuo5W0oMWh5u7XtmN3SWxaHS/iERh4Ha2G7TDzND51RUTSLCa2VEo4jsiit0vi8fJ14O1/fMa0S8Vk0kMlq2NUuq/RzkZxwUaFHzoffHooywJUKOk4YdjiJdlmXKFiAVNmmqOQ0ulT38YQHmDQu66iYhtVsp80wb3ITm+e2ddAgEv4mpz0IJR2WH5/WKIIIo2iceh83VtvjmEBqVgrne9CpJamgyN/ozIEYpYSV0bdpexnuJeQ8RqamrweDzk5nYu8+Xm5lJRUeF1m4qKioDrL126lJdffpk1a9bw+9//nvXr17Ns2TI8Ht9v9COPPEJGRob2b/DgrnlYalnywjE5XvdRUNZIRZOdlHgL872EmhbVtnKgrAmL2eSz41KSZN7ZLYjYNX6CXn3BI8m8sEkM3L5t/jBDTrqyLPOzd/ZzqrqV/hmJPHnd1MiczMt2gasNkrOh37iwdjUgM4mb5gh5/6nPjkVOkWquhKOfiOXpN3f6U2KchUF9BFFQ5xFGGi6FiPlVxKqPQvVhMMfBmGU+VzMiMLWhzYVDGbcUdNek2jk2eLbPHLkyRREbmGn8uK5goF70zusJfitbPVQeFMtDvBOxjcrNyEKDbsxiMBguuxhtBLqJ2Fu7SoJeN5jrXa+CFl8RWmmyX2oCaYlWJFnkiRmJXkPEIoXrr7+eK6+8kkmTJrF8+XI+/PBDduzYwbp163xu88ADD9DY2Kj9Kynp/KWubXFQUNoAwKIx3k9mqhp2wdgcryOL1LLk3OFZZPm4uO0orKOswUZagpVLxnsna/6w6mAFpfU2+iTHcc10fdljZ+PV7cV8sE+ML3rmxmlhm7d9QitLLgz5zsYbvrNoOAlWM7uLGyKniu17Tcjig2ZBTlfyOCpH8YlFiYh5lDtDq8UPEVPVsBEXQlKmz9VUIhaOIf6M4g/LTo0nwRrkSbJjC78XeCRZyybrnxF9RUyWZa0DsUcEoxZvA2QR4prW9ZzRZHdpo7Z6xPHG0BVlu8DjgNRcXflhzXaXdv0JBoGud70OkhLibQ5NnTaZTJqF5KTBPrFeQ8Sys7OxWCxUVlZ2er6yspK8PO+lvby8vJDWBxg+fDjZ2dmcOHHC5zoJCQmkp6d3+tcRXxyvRpZFJ5w307Esy6xSgl59DfBW0/b9DcNW1bDLJvX3OX/SH/61UahhN80Zqmv7s3GiqoVf/0/McLx/6VhmDI2gMVkz6hvTMZSTnqipYk9GQhWTZdjzb7HcwaTfEdqPPEpEzO0R/49Wf4qY6g/zU5YEqFVKk9lp+om36g/L0+MP81Germ524JZkLGYTOd2QI3ayuoXqZgcJVjPTekLHpFbS8q6GbT9VhySLDrHu8tTFEAAdP0MdzVkrD1RoynMwCHS963Vwi5vGjtaQYDGiX2TO0b2GiMXHxzNjxgzWrFmjPSdJEmvWrGHuXO+m07lz53ZaH2D16tU+1wcoLS2ltraW/v19E6BA+OKYUFR8qWGnalo5VdNKnMXEhV7WKalr40BZE2aTb6LmcHv4WImcuFqHmlVQ2sDOonriLCZu0TkgvCMkSeaBdwpwuoUv7FsLjTP+d0HH0R7DjMvQUVWxPcUNbFfmgxqG4i1QewLiUrTssLMxQunKMfpuyxdcGhHzcRqoOQ5VB8WdY4fGAq+rql2TYaTqn1GJWHqw/rBj0FoN1kSf8xLLGkQJITctwdjolCChliVn5vcJXuWLJIoVf6yPkpaq3p0XieaaGIyBevOhsyz5wb4zBh5ML4RH8eBaQr9p1IjYuaqIAdxzzz0899xzvPTSSxw+fJg777yT1tZWbr31VgBuueUWHnjgAW39H/zgB6xcuZLHH3+cI0eO8NBDD7Fz507uvvtuAFpaWrjvvvvYunUrhYWFrFmzhquuuoqRI0eyZMkSXccoyzIbT6geC++t36qRf86wLNISu0Y6qCOPZg/r67O098UxMSg8Lz2R2Tpa4l/YVAjAFZMHkBNKVIAPvLajmB2F9STHW/jt1RONC231hgiN9shJT9S8ds9tOG3YfgHYrahhE6+GBO/J6upYqdJ6m7Gv7QMOt/BBJsT5OA2o2WHDFkGy7++YLMsdFDH9RKyiUe1uDPL7qKqig2f7vLtV38tBBo/sChablHPBvJ4QA+FsbZ9E4aNjcnNsvmTPhscFpTvEsg4iVt3s0L6T5yzCUsTUm2VjOyd7QAtP8Ljuuuuorq7mwQcfpKKigqlTp7Jy5UrNkF9cXIy5w939vHnzePXVV/nFL37Bz372M0aNGsV7773HxIkiO8pisVBQUMBLL71EQ0MDAwYM4NJLL+Xhhx8mIUHfBeV4lShFJMaZfQ73XXtUELELfChmnwYoW4JI3AdRugzVDF/ZZOfDArH9rfPDV64qGu08+rGY2fjjS8cwqE+EL3rHlTmNwxYZPtrj9gXDeG17MWuOVHKquoXhyh1QWGgqhwNvi+Xp3/C52hCNiLXhUcppkYRanvCq1EgS7FHyznwoeCqabG6cShRGVhiewIpGNcw1SCJ2cq149DPwuKROKGKDI/2d9AKPJPeswdlFm0X2VPogyOyqgte1OrUsvZgi1kNRsl1pUsqCfqGPivvkQDmSDFMGZUTg4HoJwlHEOnjEZFk2THDoVUQM4O6779YUrbPhzWC/YsUKVqxY4XX9pKQkPv30UyMPTzN6z8rv69V31eJwa2Wvi8Z27aisbXGws1D83ZcB3+b08NlhoZpdMWVAyMf4n61FuDwys/L7MCnMH6Qsy/zy/QM0O9xMGZzJN+blh7W/IF4QDitzGsd9xfDdj8xJZfG4HD47XMW/Np7mt1dPCn+nW/8ifvyDzxNGfR/onyEGy7o8wmAeaY+Ow+VHETu1FupPQ0I6TLzG737UWY5pidawvIYVTUK9CipDzO1oH0I+6hKfq5XUiX0O7ht9v9PBM4002d2kJViZNLAHXPjUG5hRi73ewKhDvkfnpnbrXM4Y/ODEZ+JxxMW6mpQ+2CtuwPVcN740CEMRG9I3GavZRJvTQ0WT3bAGoF5VmuwNWKeoXYtGe1e7Np2oweWRGZqVrI1M6Ig1h6uQZJg4MN2nsvT5kSranB4G900K+c7G7vLwijIg/DYD1LCVBypYfagSq9nE7786KfJz9Cr2Q0ORGD494uKIvMS3FooxT2/vKqVWIRm60VYHO5TA4YX3+FXwLGYTA5UIi+I6Y9ujvaFdEfNyGtjxL/E45QaI9z971IiOSehg1g9GESvcCK5WSM3zO96qpL77FLFNJwSxmTM8q1v8aZ0gy3BMuekc6Z24tqt3PaCMGoN3nFgtHkcu9r+eF5Q12NhZVI/JBF+ZfA4TMY9yTtehiMVZzAzNEueSk1XGlSdjRMxA2Jwetilqly8ipvrDLhyT41XWXHVIlCUvHR+4LPmVyQNClkY/OVBOXauTgZlJuiIvOqLR5uLBD0Qm0Z0XjGBsXhS6aVQ1bNRiiI/MxXXOsL5MGpiBwy3xn63F4e1s+z8EYcidCKMuDbi6ShiiS8TOUrEaS+GYknc287aA+zEiQwxC7JrU1J1L/JJbjYh1g0esR8VW1BwXNzCWeBh+gddVNsfmS/ZsNFeIG1FMMDL0m1D1ujE7v2/wnclfRriV0qQORQwiY9iPETEDsaOoDqdbYmBmkhZF0BGyLLNeDXr1Upa0OT1aafNSHyGuLQ43nyuq21f8RFv4wmvbRQbM9bMGh32X/tuPDlHd7GB4vxS+e+HIsPYVNLSy5JURewmTycS3leHn/95ahMsTfKt3JzhaYNuzYjmAGqZCDXVVx/JEEppZ/2xFbNdLIvRw6ALICexDqVHHG4URXdFsd9HqFMcT8CLRUd3xMfsSxAgnNVU/2qVJjySzS7EY9Ai/lUpch86HhK7npsomOyerWzGZ4LxhPeB4Y+iKE0oCwICpkBK6aqn6gq+ceg6rYdBBEdNJxJRru5HB2zEiZiC2KtL+gpHZXpWqUzWtlDfaibeamTOsaxfallM1ONwSg/okMSbXe2fduqNVON0Sw7JTGB/igO7TNa1sP12H2QTXzgw9ib8j1h+r5s2dpZhM8PuvTjYkhywgao63p7wHoS6Fg2UT88hOTaCmxcHnR7wPlQ+IXS+KJPO+w2H88qA2UTtY1dmNkYTNKQhmUnyHz87jgt0vieVZtwe1H3W8UTiKmBq6mp5oDTwGqPaE8K/5UXcAyhvtuCWZeIuZ3LToKgBHK5ppdXpITbBqA927FZqC6P13o6bpTxqYQUZy107uGHoAVH+Yj9KyPxTXtkciLfXTBHZOwKMEulr13TiOUojY0cpmo44oRsSMhFqWnDfS+x2l2jY8c2gfr8Rl7RGhll0wpp/PkuMnB9o7KkMtS765U6hh54/uF5bJ0O7y8LN39gPwjbn5zNIRn6ELhz8Qj8MX+U15NwJxFjNfVfLZ/rurNPQduB2wRRkuP/+HYA6OqPZLFSeHqBAxlxuApI7fxSMfitmNKTkwNrhmCCNKk+WhlCWPrRSPPtQdFWrH5KC+SVGfmbi7uB6AqYMzI++bDARHc/t8SV9ETDk3LfAybi2GHgCPG05+LpZ1+MNWHhSZk3OG+Z7Ucs7ALc41WPXdnI1TBJDD5U2GBX/HiJiBOFohGLIvs6tKxLzNlpRlWYu18DWf0u7yaB6zZT4GhfuC2yNphOK6meHNCntpcyFlDTby0hP5ydIxYe0rJGhlySui8nLLpwkitu5YNc12V2gb73sNmstF1tmU64PeTCUzNeE2CQQBm1IKTO6oiKkm/RnfCPqOUQtzTQ0/VT+o6AqtLOk/60/12Q3pBn+YSsSm94Q0/VPrxFiXvsMhu6uFoGP24QIf2YcxdDPO7AZ7AyRmwiDvw+39Qb2BXzbpHFfDQOTpQcAmJF8Y0S+VeIuZZrvbsMzHGBEzGGNy07y2fnfMFPJGxE5Wt1BabyPeavZplt14vIY2p4cBGYlMDrFbcv2xaqqaHfRNieficfpN+vWtTp5ZK8Y/3Xvp6MBlJKPQUKKEUZpgzOVRecmxeWkM75eC0y2x5nAI5UmPGzY+JZbnfS8kU6j63VHLfZFEm0LENHW2+piY3Wgyw4xvBr2fagNLkwGjK+yN7enwAcrT3UnE9hQ3ADDNR5ZgVBGgLHm0slnLPpwxtAccbwxdcVzplhxxUdDquoryRpv2ffSXTXnOQCVicfrOC/FWs+YBP6Tk7oWLGBEzGL7KkgfKlEyhRO+ZQmpZ8rzhWT7JjRr0emkYZcmrpw0k3ltcQZD48+cnaLa7GZuXpqXQRwVHPhSPQ+dBqveOVKNhMpn4yiTREPFhQXnwGx56T3iYkvr6DXD1BpXMRKc0eZYitlOJ2Ri9FDKC/2w1s74RpclAitjJtSKUNGtkwKkK3UXE6lqdnK4RJ/tuny8py+0XcR95a6o/bPawrJ4xhimGrtD8YaGXJVcdFJmTM4b2CT4s+csMTRHTH9Y9fkB7edIIxIiYwfBVllSl/7nDs7x6RrS0fR+xFx5JZo1SlvTVUekLNS0OTdG5bpb+smRxbRv/3loIwM8uGxdd78uh98VjlMqSKi5X8na+CLY8KXlgw+Niec53/HqYvEEdEWRzeWh1uEPaNlSopcmkOIvwEe19VfwhSJM+KOONWsPPEVMVsdxAiphalhwVeASZlqofZSK2t0SUJYf3SyEzWX+51hBUFIgSeVyy6IL1Am0kW8wf1jPRUtU+mkpHbMUnykziUO0sX1qEWZqEdp/YoTMxItbjYDKJ+ZDesNVPppDN6WFnoTh5+xoUvreknrpWJ+mJ1pDN8e/vPYNbkpkyKIPRProxg8Fjnx7B5ZFZOCqb830QxoigvlApR5miTsRG56aSn5WM0yOx9VQQg8D3/AeqDkFiBsz+dsivlxJvIV6JFWmwhehLCxFqXERyglV4wxyNkDUKhl8U0j7sLtF9GU58RUVTEIqY2wlHPxbLY5YF3GdxN403OlAmTs5TB2VG9XW94uB74nHERRDX9b21uzzauWnh6BgR65E49D4gi8H2aaGRqcomu9ZEtjRGxARcSkZjGDmU4/qL6+jhihgR63EYnZtGRlLX1m+nW9KI1lwvitnOojqcHon+GYkM95K2D+2ly/NH9yMuxPyvd3YLk/5XZ+gvJe4taeDDgnJMJqGGRRX7XhePwxeFVDIzAiaTSfP0qYGXPuFohs//n1he9FO/g7L9vV5aoihNh9wgECJUxS3N4oItfxFPLrwnpNEpagk1Od4Sll8wqDmTp9cLw3JKjihR+0GLw019m3j/op0hppYrxoUYL2M4ZBkOviOWfYyp2llYj90lkZue4DMyJ4Zuxn5lTu3Ea0Pe9H/7ziDLolM/4jOAewucSv5XOKVJ5bddUmejyYDzdIyIGYhpgzO9Pr+vtAGby0NWSjyjc7t++OoolHkjvOePAQE7Kn3hSEUTB880EWcxcYXOsRayLPO7jw4D8NXpg6J7gZFl0YEIMOXG6L1uB6jl5s3K5+QTG5+C1irRnTbrW7pfL1UhYi32yJYmVSI24PTb4rgzh8Ak73NZfcGI6AqnW9L24ze+QlV3xl8Z0LCsliUzk+NIS4xuLtYRpXt6bP9uJjble4WabE3yWcpdf0ycV84f5TsyJ4ZuREMxlGwFTDDh6pA3/3i/KEue8yGuHWFAaTIzOZ4ByrnqSHn4eWIxImYgfBlz1Qv4eSOyvJ7sVKVlwSjvRv/KJjsHzzRhMvkuXfrCO7vLADFgvE+KvtLR6kOVbC+sIzHOzL2Xjta1D90o3iIuJvGpERnyHQzULla1u8wrGkrac8MueVh3WCDQQRGLLBFrcbiJw0323r+JJ+b/ACyhkZZ2o77+/9+qZlGWjLOY6OvLU+VxtTdsBBGOW9JNZck2p5vCWnGi73ZF7ICiho1e4tOrqE76CPW8EkOUcOC/4jF/AaSHNkmlpsXBnpIGwP/IvHMOTqU0qbNrUoVq2D90pjHcI4oRMSMx3Uer+pZT7Ub9s9HQ5mR/mfggfRn91UHikwdlhqQ8uD0S7+4RRExvh6PLI/HoyiMA3L5gmGHT5oOGaiAfvzysO5hw0DclXpOifZYn1/xGBAUOXQBjw4vXSE1QiFgEzfpuj4TDLXG1ZQPWljNiePbUr4e8H23gt5fIlmChGvVz0hJ9B68WbRZlyeSsgGVJgBIl3yfaHZNHK5qRZaEQhjt7MyzIcruC6KMsWd5o41hlC2ZTLMi1x2K/QsQmhV6W/PxIFbIspiWc07Mlz4YBpUnoGOwaU8R6FPpndiUpdpeH3UUNgPdhultP1SLLMDIn1ac/Rh2xc1GIZclNJ2upbnbQJzku5JKmijd2lHCqupW+KfHcsch/XIDhcLa1X0ym3hDd1z4LapOFmgXXCWf2wv43ARMs+W1QMyX9QS2lRdIj1urwYMHDnRZlWsG8u72auQPBiAwx1R/m92KhqmFjlgWVo9QxVT+aUE/K47q7LFm6ExqLIS7F50icDcfETcWUwZnd390ZQ1dUHYHK/WKkm47ZumsOi9iKi8fpO/d/KSHLhpQmoUPnpAERFjEiFmHsKW7A6ZHISUvwasTXQl59hLi6PZLmIbsgxPLBe4oadsWUAbqyw9weib+tOwnA9y8aSXqUvTYc/RiczcK7NCSwChJJqCR6R6GXzsk1vxaPk1aIgbxhQlXEIhlf0exwcbl5G8PMlZDUB2bcqms/RnjEAnZMyjIc+Ugsjw2ua7a0XiFiUS5NHq8SRKzbje8H3xWPY5b57A5Tu+nm+1DiY+hmHFBM+iMXh9z4Y3d5+EIh2ovDCPD+0sFlE1MmQHS2hwG1SnK0shm3RwprXzEiFmGoo05m5ff16g9TT4bneSlbgjD6tzjcZCbHMdFLEKwv2F0eVikBsFdNHRjqYQNiLEZZg42slHiunz1E1z7CglqWnHx9SJ18kcCEAeK9L6xtw64EoQJifMzJz8Vd60U/N+S11PgKl8eYOWbe0NTm5C6rks123l0h552pqGoKvzRZ0SjKiD4VsTO7oalMqDt+hnx3RFmDIHeD+kRXESupE/8vQ7O6sUNNktqJmI+yJEBBaQMg5mHG0MMgy+3dkjrKkl8cq8bm8jAwM4kJA7rZq9iTYG8QjyZL2IrYkL7JpMRbcLolLcBZL2JELMLYqSgo072MDqlvdWodVrN85I9tPN6ePxZKgOqmEzW0Oj30z0j02c3pD7Is89yGUwDcPHeo1yHlEUVTOZxaK5ZDmNUYKeSmJ5CRFIdHkjlRpXgMZBk+e0gsz7wN+uQb8lpxVvE5O93h3WX5g+X4J4w1l9BKkq68MxXViiKWEw4RU8icz/FGqho2anHQ5dMyRREb6MUuEEloSlw3jFXSULINms9AQjqM8B4A2uJwc6JafI8nDw5PGYghAjizW0zniEsOKjPvbHyqpOkv0TGF5UsNu2KsT8oM20JiNpsYkyeU73DLkzEiFkFIksyuIqGIzfRCxNQy18icVJ+lHXVQ+IKRoZUltXFI43N9G6D9YPvpOgpKG0mwmrn5vKEhbx82Ct4AWYLB5wUcZRMNmEztPzp1uDuH3hOJ1/GpcP59hr1WnKaIRYiISRL99zwFwCdJV4jSpE5UK2XFsMz6gQZ+H1b8YUGWJZvtLpqUjtMBUSRisixrQ4AHR1mJ6wQ1O2zMZT6J6/7SRmQZBmQkkpMWM3L3OKgm/THLQlZuXB6Jzw6rRCxWluwEW4N4DLMsqcIow36MiEUQJ6tbaLK7SYwza62uHaGWJX2l8bc63FppM5SuJrdHYvUh5YeoM01ZVcO+OmMQWdHu/pIk2P2yWO5mk35HjFWJWGWzaCRY/aD4w9y7DZ1/qfr5IqaI7X+L9MYjNMtJfN73Ot27kWW5XRELY4ZdeZMgL14VscqDUHNUlH59zEo8G2eUsmRGUpzmt4sGGtpctCi+vm4Lz3Q722Mr/JQl9yllySmxsmTPg+TpUFr+asibbztVR6PNRVZKPDNDnMLypYeqiCVmGrK7diIWU8R6LHYqatiUQZle0/C3nRZlxzk+iNj203W4JZnBfZMYEoLnZEdhPfVtLvokxzFbxw/xZHULnx2uwmQSkRVRx4nPoO4kJGToSpOOFMbmiR/dkYpm2PiECFtMHwjzvmfo68RHUhFztMBnvwLgr+6rsKR69yYGg4Y2l+Zj05sjJssylU1+UvX3vCIexywV5YQgcKZBELtolyVLlLJkv7SE6JfyVRz9CNpqRBzJCN+jqgpiRKzn4vR6UVpOzNQ15FurhkzIje484N4A1SMW5LkkEIzqnIwRsQhCK0vmdy39NNtd2sDQOcO8Xww3amXJ0Lqa1B/i4nG5WEMchwTwr42nAbh4bC4j+oWXtaIL25SA0ek36zaRRwJqadJWfhQ2PS2eXPqI4ceoknZnJIjYhsehuZyGxEH8y7OM9ET9ilGVEuaakRRHglUf8ahvc2nKX076Wcqr2wkFyniraTcHvc9ShYhFsywJaGXJaDcIdMKuF8XjtK/7DefdVyKUgcmDYv6wHgd1pNuka8EaWjVCkuQORCwW4toFmiJmzPd+bF4aJpMY9aZ2kOtBjIhFEOpd57TBXYnYvpJGJFnMwfPVLbY9QEelN8iyrOWOLR4fuj+g0ebiXSWN/7YF+SFvHzaqj4ouRExhmcgjAeH7kfm+4+/gcYq7VR35PsHD4LvZutNa+v/H/e/GSRx9wsiPUmMnfJrsg4CqXmWnJnQlc8dWQlutou54N517Pa5GlYhF1/tUa0DjQlioOyW6eDGJmxhfq7U6KVPe91A6sWOIAhzNcPh/YnlK6LaM3cX1VDU7SEu0atmHMXSA5hHLNGR3KQlWhiqNOeGUJ2NELEJodbi17rpJXu46Ve+XN5IGQjE7qIxO8OUh84aT1a0U17URbzHrSst+e1cpNpeHMblpXicBRBzbnhWPYy4zrAvRKGSlJnC5ZRsLzfuRLQmw7LGwO2+8QZJFuc/wXa/6hSCQwy9kk3U2IKYG6IVKePwO6g6AcsWo75U07VXKklOuB0vwyl1QA8QjAHXIeDjkNiyovsoRF/n97ajnlfys5OhnA8bgH4c+AFcbZI2CgTNC3vzj/UINu2Rcrm6V+ksNgxUxaB91FCNiPRAHzzQhySL2wNsFQSVi033Mp9xVVI8ki6ySUMYKrVXUsDnD+5ISolFZkmT+vaUQgFvmDY1+27Otvl2WP+870X3tIGBxtfCruP8AUD3lzoh1cyo8DEPtHSfXinR6kwWWPqqRhqwwZkSqhCccRaxczRA7+zfSVA7HV4nlaaGNXqrwZ/6PIOrbxJSBbkmp97ja/XQzvul31QNl4oIxIaaG9Tzse008Trk+5DsxSZL55IAY8r1sUmhzKc8ZqB4xA4nYuLzwOydjRCxCUMuSkwdldvmbJMnsKRZ/95YvBu1lyVDUMIC1ylxKPSONvjheTWFtG2mJVpbrDIENC7v/Le4GcydC/sLov34grHuUHOooknI4NPy2iL2MrDAxs1FE2OOClT8Vy7P/D3LGUtcqSEN4pckAQaxBQO1w7OLnKni9Pb4ke1Rox9UYIKk/QqhX3tO+Kd2gMh39GFqrIDU3YO7UAUURmzggRsR6FBqKoXADYILJoXcz7yttoLzRTkq8hYWjYtMSvKJNGVGXYtz7Y0TnZIyIRQgFpYoZ1std56maVhptLhKsZu1DPBt6iFiz3aVtd9HY0InYy1uKAFgxY3DIalrY8Lhh+3Niec4dESn5hYXKQ7BVNBH8yv1NKtoid3ySpogZ9Bo7n4fqI5DUFy64H4BajTToJ2JqWdEIRazTPmQZ9gjlMVQ1DGjvwoy6IiZUxm5RxHY+Lx6n3uTXpA9wsEwhYgNjies9CvveEI/DFkLm4JA3/+SAKEtePC63+7p2ezpaq8VjinFxQ+OU0uSJqhYcbk+Atb0jRsQihP3KyW6yl/bwPUpZcvKgDK+xFnaXRyNyvqItvGHj8Rrckszw7BTyvcy19Ifi2jZNTbtlbjcEuB77RAwpTuorZjb2JMgyfHQvyB72py9knTSV6mb9HTKBoHrEDEFrLaz9rVi++JeQ1AdZljX1JrzSpKI8hVA6PxvliiLWv6MiVrIdak+IkUYTloe0v2Z7e5ZXtBWxhrbwVUZdqDnRbtIPUJZssrsorBUxGxNiiljPgSx3KEuGbtKXZZmP94uy5GWTYt2SPqESsWTjFLEBGYmkJ1pxSzKnqvWNOooRsQigxeHWZk9N9BLkui/AjLcDZY04PRL90hIYEsKolC+Oi7iLRSEOBwd4Z08psgwLR2WHTOIMwVbFpD/jmxDXje3/3rDvdSjeDHHJfDHsXkB0l0YKbkUSsxphElv7/4RBNXcSTP8GIPK/1NfQq4jJskyZEtcwIAzlSe3e67SPPf8WjxOWQ0Jow7PVSI3UBGvUVd1mJc0/nEgQXVDVsFGXQh//N1FHFB/LgIzEsNTQGAxG6Q6RnRiXrKsTe3dxA6X1NpLjLSwaHXo15JxBq7hGGlmaNJlMDFNinopqY0Ssx+BohagV56YneE2lV82yk7z4xwDNPzZtcGZIhvlNOnPHAO1uSu+A8LBQXgBFG4WRfNa3ov/6/mBvhNW/FMuL7seeMgCIUMaX+pLKUPGk+DDLC+UF7blSy34PZrE/NXaib0q87s6qRpuL5jBT5N0eSTuWweoNh6OlPVVcR1myRiFiegNmw4FN+dyS46NIxJxt7d2lQfx2jijnJl+WiBi6CXtfFY/jrtSVS/hRgTh/L5mQF/5548sKZ6vwIIOhpUmAYUrg+umaNl3bx4hYBHBIuetUk9g7wu2RNFPfJB9dS3tLGgCY6qOj0htK6toormvDYjYxJ8TYiRNVzRyrbCHOYuKScd0wm0wNRx1/FWR0AxH0hzW/EXJ21ig4767Ipt4rUIlYWD4Pjwve/64wvE+4BvLna39SyU848Q7Fde0p8npP/BVNdjySTLzFTD/1hmX3y+BsPKYwOgABAABJREFUgayRMGRuyPus00qu0c/ysmkEOoqn1d0vi06wzKEwMnDWmtrZNbZ/aEpjDBFEW52YrQsw7aaQN5dlmVWHhD9sqc6RducE1LKkNSnk+Z2BMDRL7K+wJqaI9RgcKfd913m8qgWHWyK1QxDc2dgTIGPMG1Q1bOrgzJDn632iZM/MH5lNRnKUO77qTrUPKV7ww+i+diCU7oId/xLLX3kCrPHEKXMgHZGaAwnYXGLfYRGxzX+CigIRXLj00U5/qmpSuwr1k5WSOlFSDKV0fjbUJPoBmYliML3HBVv+Iv4473u6GjZqVCLWDWU3m9MAAh0K3E7xOQPM/4GmePqDehPo7SYxhm7Cjn8JpSZvkq5u8SMVzZTW20iwmmPdkv6glSX7Gd4MNkyx8xTGSpM9B4c1Itb1rvOAYuKfMCBdXHzOQlWTnTONdsym0MaPbDop2nLn6yhLfqSZPLshe2bTn4RqM3Ix9J8S/df3BY8bPvwBIMPk62HY+UD7HMiIDeSmQ2lS7wW9+iis+71YXvoopHVWOdX8r3BiJ1RFbHAY43zaRwIpZG7/29BUKiIYJl+va59qun20FTFJkjVyHjUiVvAGNJWJyQNTAyspkiRztEIoYrHSZA+Byw7b/y6W531fF0FYfagSEP7eqJbFexu0jknjg8qHKqXJGBHrIZAkWQyFxvvJTiVivsqSe5Sy5OjctKDNxpIks1lRxOaHONbiVHULRyqasZpNXKpjJFJYaCpv97csvDe6rx0I256Fiv1CUbr0/2lPx1ujWZrU8fP0uOCd/wOPQ5DbKV0JjVqazEnTT8TUAdfhKWJiH4P6JIEktZeo53wH4vQdW103KWIdFVLdBDoUSB7Y+KRYnnd3UO9XUV0bNpeHBKuZ/Cz9n1sMBqLgdUEQ0gfBhKt17UIlYpeOj5Ul/SIC0RUqVEWsssmhnb9DQYyIGYzSehttTg/xFjPDvXQfHlQGffua8bZP9Yf56Kj0huNVLdS2OkmKszBtSPDlTIBVyo947ois6Ocfbf2LGLkz+DwYOi+6r+0PDSWw9ndi+ZLfQGr7D1ftZHR7DIyYOAtqiUvXBf2LP0D5XkEgr/yz1ztsdTRRWIqYEoEwKAwippY3B/VJEin61YchPg1m6g/LrW0JPx9ND2wdTr5RUcQOvS+67BIzYcatQW2iNhGNyk3F6iU2J4YoQ5Jgs5j9yty7Aua/ecOZBhv7yxoxmeCicbFuSb+IIBHLSIojQblJr2oKPdoo9ms0GMerhBo2vF9Kl5OdLLeXBnyZZQMRNW/YUShCXKcNydQUm2CxTskOWxxtk76tHna+IJYX3hPd1w6ET+4HV6sgiNM6D09WuyVDfZ9DQZNdRGNkJIV4Yi7dBV/8USx/5QlIH+B1taK68NUsdY7qiH6hd3hpx6HI+EOzUtrVsJm3QlKm7n2qY4aiTcTUUrXVbMJi6GwqL5Bl2PCEWD7vzqC77I5Xis9sdG7MqN8jcOwTqD0OCRkw/RZdu/j0oPD3zsrvS3Y3NKj0KjQL0SESRMxkMpGjeG6rmu0hbx8jYgbjaKUgWqO8nOzONNppdrixmk0Mz/Z+8lSJ2AQv+WO+sLtImPtn+hiX5AvNdhc7C8W2F+jIHgsL258T3XG5E0X+UU/BkY/g6EdgtsIVT4G580/EYYSRPgDUjLL0UIiYsw3e/T+QPTDxWpj4Va+reSSZ0jCN9k12l1beHJmjn4ipfopxnuMip80cJ4hFGGhPt49u04lKxCJJ0DUcXwWV+yE+VYysChInqgURG5UTI2I9Apv/LB5n3hpyXp4KNU1/6YRYWTIgms+Ix/TIdOarVg89Yd8xImYwNMUrr+sPSy0NjOiX6vWEXdVkp6bFgdkUWleT6ivzNbfSFzadqMUtyQzLTtHab6MCZ6s2LogFP+o544wcLfDxT8TyvO9Bzrguq6j1/4QIXnBVIhaSIrb6QZFGnzYALv+jz9Uqm+w4PRJWs6nrfMcgcVJRw3LSEkJX7RQ0213UKGXEoceUztRJ1/pU8YJFd6XbOz3iexFxIibL7arnzNsgOfjJG6oiFg55jsEglOyA4i3i5mPOd3TtorrZoVVDlsRiKwKjSSVikWlKUyN4qs4FIvaXv/yF/Px8EhMTmTNnDtu3b/e7/ltvvcXYsWNJTExk0qRJfPzxxz7X/c53voPJZOKpp57SfXwqERvjRRFTTfxjvJA0gINKt+XwfqlBZzPVtzq1FP9QfGUA64+JsuSi0VFWw3a9BLY66DMMxi+P7mv7w7pHRNde5lA4/ydeV4l0Z5zd5cGuqG5BR4mcWAM7lDmdy/8CSb4JeVFtu0FebwlNLUuGc0FXj2NSSgNxR/8nnpx7t+79qajvJiKmfi/iI+29KtoEpdvBkgBzvxv0Zh5J5qSmiMWIWLdjs1KKn/w13cTgs8OVyLLorh+o86bqnEKTSAcI92bPF9TS5JdeEXvjjTe45557+NWvfsXu3buZMmUKS5Ysoaqqyuv6mzdv5oYbbuD2229nz549LF++nOXLl3PgwIEu67777rts3bqVAQP0f0guj6Sd7LyRraMBiNghHWXJvcq4pGHZKSGZ7WVZZt1RYV6MalnS7YQtikF1/g/A0kParcsL2lW6yx+HeO9lu0grYk2KGmY2QWowrehtdSK4FWD2HTDiIr+rF9cJ0j4kDAVULXEZUZa8I+FTEV8y/ELIm6h7f9CZxGamfElLk6oaNu3rkBa8ClJWb8Phloi3mtunGMTQPag9CYc/FMvzvqd7NyuVsuSSWFkyMDxuaFE8YmkRImJp5wgRe+KJJ/j2t7/Nrbfeyvjx43n22WdJTk7m+eef97r+008/zdKlS7nvvvsYN24cDz/8MNOnT+eZZ57ptF5ZWRnf+973eOWVV4iLC3wCdzgcNDU1dfoHUFzbissjk5pgFZ1gZ8Ff2RLaidj4EDJ+1C7LaSGqYcerWihvtJNgNXNeiEn8YWHvKx2yj26M3uv6g8cN//u+8FeNXw6jLvG5qt0dWSLW0R/mLWeuE2RZHHdzuUj+X/xQwP2rSpSvMOFgcMKAEldhTStZNHKJbZV4Yp5xapjFbCItynMmndFQxEq2w6m1YhTY/B+EtKnWRJSdEvlmghj8Y8szgCy8sV7sD8Gg0eZi80kRWbQswmVJX9e7XoXWKnF+N1kgNTLdpWmJgju0KKPfQkGvIWJOp5Ndu3axePFi7Tmz2czixYvZsmWL1222bNnSaX2AJUuWdFpfkiRuvvlm7rvvPiZMmBDUsTzyyCNkZGRo/wYPHgygTV4fkZPaZUakR5I5pZQQfZll1TlwY0MgYnq6LAG2nRIBsLPy+0YvgNLRIsp/IFL0rT2ky2fTk3BmDyRmdEmhPxuNNmWws05vVCBUK4GkQXX9bf0rHP4fWOLhmn/4VPE6Qi0rDu+nXxE7pJTQvZXfg8WJqha+b32HBNkG/afCiMDjeQKhQTHq90mOC2lGqxGwGTGWyh9kWfgAAabeEHC499lQ7QvhdLnGYACaymHPf8Ty/B/q3s2qgxW4PDJjctMYHuHP1Nf1rldBLUum5QU1gUIP1LihNueXmIjV1NTg8XjIze0cs5Cbm0tFRYXXbSoqKgKu//vf/x6r1cr3v//9oI/lgQceoLGxUftXUlICoBGtEV4ucmX1NpxKaWCgF7XM6ZYoVNSK0bnB/7A0FS2EcibAdqVbclZ+8GbfsLHlGSEP98mHmbdH73X9oeJAewr9sj8E9GvUt0Y2HkGVtVWZ2yeKt7VfmJf8DgZOD2r/xyr9l8cDoabFQXmjHZMJJoRI/jui5cxRbrR8Lv7j0ocNadhQFTG9DQThQM1+S47UwOWjHwtztzUJLvhZyJurkxCGxIJcuxdbnhHZiUPmdpr/Gio+VIZ8f2Vy5Keh+Lre9So0lYnHtMi9X6qv26Yj0FW3fv/222/z5ptvUlxcjNPp7PS33bt3691tVLFr1y6efvppdu/eHdIddEJCAgkJXS+U/u46Ve+Yr9LA6ZpWPJJMWoKVvCCHMTfaXJQ1iCiCcSF0WcqyzI7Tottm1rDQOi11o7miPStq8UNgjf4swC7wuOH9u0BywZjLhXE2AGqjRsT8fAdaa+HtW0Fyi5iKWd8Kat82p0fLENOrZqmTIYZlp4Q801SFR5K5tuF54swe2oZeTLIyPipcNGqKWPS/W21qCG8kiJjHDZ89JJbn3gUZobffG1GSjiFMtNbCTsVGs/DHundT3+rUZgtfHgUi5ut616vQHFmjPrTfhKk3ZaFAlyL2pz/9iVtvvZXc3Fz27NnD7NmzycrK4tSpUyxbtkzPLgMiOzsbi8VCZWVlp+crKyvJy/NeI8/Ly/O7/oYNG6iqqmLIkCFYrVasVitFRUXce++95Ofnh3yMhUEQMV+lAdXDMTK3a1nTF9Th4gMzk0Ia1l1ab6OiyY7VbAppsHhYWPs7Mdh20Kye0ym54zko3ydKkl95MihVpq5VmWWYEpkTU1UgRUyS4J1vizu8rFFwxdNBq0knqlqQZchOjdc9i7E9506/GlZ5aCNLzduQZBMJS3+jez9no8HWPRliAG2uCCpiu1+CmmOQnBWyN0xFTBHrAdj2N3EO7D8VRuovxa88WIFbkhnfPz3iZckvDbToisgRMfUmrC1aROyvf/0r//jHP/jzn/9MfHw8P/nJT1i9ejXf//73aWxs1LPLgIiPj2fGjBmsWbNGe06SJNasWcPcuXO9bjN37txO6wOsXr1aW//mm2+moKCAvXv3av8GDBjAfffdx6effhryMZ5WOsFG5nQtTWqKmA9vzjE19TqEsEV/w8X9Qc2emTgwIzJ38Gej6jDs+bdYvvT/9YzcsMYy+FyZIbn4110GY3uDLMvaLMO+qZFRXarUOZDpPojS+kfh5BpRovrayyEFQaphw+Ekq6v+sIkhlsI1yDJJ6x4C4LOEi7H0D69TsiPaS5PRV8Rsii/E8KHLtvr27+mi+8VNQ4hweyRtrmdU8wJjaIe9Ebb9QywvvDesc+BHallySuTVsC8NGkvFYySJWJx+IqbrrFFcXMy8eWI2YFJSEs3N4gR/8803c95553XpSjQK99xzD9/4xjeYOXMms2fP5qmnnqK1tZVbbxWz1m655RYGDhzII48IQ/gPfvADFi1axOOPP87ll1/O66+/zs6dO/nHP8QPIisri6yszh2DcXFx5OXlMWbMmJCPr9XhIS7JxJC+XohYlX+z7IkqNZE/+Ducw+W+h4v7g0rEZg+Lkj9s9a9ERMG4K2DIedF5zUBY+VOR7D9oNkz/RlCbtDjcuJQZk5EaKl3Z5Kc0eeRjWK/42a54CnLHh7TvYwYQscNnVPKvk4gd/YQ+NTuxy3FsGPR/GDlTobGDWT/aiFhpct3vReZev7G6Z3CWN9pxeWTiLeagbQ8xGIztz4GjUXyOY7+iezc1LQ6tW/IrkyJHKr50aCgSj5mhNbmEAnMY5FoXEcvLy6Ouro6hQ4cyZMgQtm7dypQpUzh9+jSyHLlhyNdddx3V1dU8+OCDVFRUMHXqVFauXKkZ8ouLizF3GEkzb948Xn31VX7xi1/ws5/9jFGjRvHee+8xcaJxd+FnY1CfJK9ZQqdq/JcmNaIWQiSAqnCEksIPsLdEqJbTQxwQrgun1sPxT8XIoMW/jvzrBYNjn8LhD0Qr81ee7DLGyBfUsmFqgjVi3XHlykDu3LMvmDXH4d07xPLsO2DK9SHvW23s0GvUb7K7NNU3lKw7DR28Ts97lpE9YLiu4/AFVa3sjtJki10oYobGZlQdge2KirL0UV1DoQFtHFX/zMRYdEV3wNkqOpwBFtwT9PnGGz47VIkkw6SBGbEycyioV4hYiN3GocCjcB89H6+us8ZFF13EBx98wLRp07j11lv50Y9+xNtvv83OnTu55ppr9OwyaNx9993cfbf3zKF169Z1eW7FihWsWLEi6P0XFhbqPDIBb9J/p3Eu2V1/PJIkU6QEbQ4LsnQgyzKnVN+Zl1KoLzjdkqa+6bqYhgJJglW/EMszb4OsEZF9vWDgbIWPFKPs3LtCChEtqxckKVIp1h5JplR5jaEdT7KOZnj9JnA0iW6rJb8Ned+yLLNfMdpP0tntuLe4AVkWMyp1ecz2/gdqjtJoSuNv7it5wuDvX/vA7+gbi+uMbuKQZfj0AZF9NOZyGHGh7l01aPM3e0CDzLmIXS9BW63oFvcxAzZYrDokPM9LJgS2UsSgwNkmcsQgooqYJAkiZtGhjOkiYv/4xz+QJBFg+N3vfpesrCw2b97MlVdeyR133KFnl18aDOnb9SKtdixlpcSTntj1rray2Y7dJeb/eQuC9YbaVidNdjcmE+SH4Ps4UdWCyyOTlug9dNZQ7H8LKgogIV34W3oC1j8GjcWQMRgueCCkTdUOVW/xI0bgTIMNtyRKSJoiJsvw3l1Qc1SE4K54SZcyUlJno9HmIt5i1l2a3FPcAMD0IZmhb+xshbXCMvBn99U0kxyytzEQIt3RGsxr9zHqtY+thJOfi4y4Jf8vrF3pml0agzFwO2Dzn8Ty/B+GNUmkxeFmo9ItGUvTDwENxeIxId3v+Ldw4ZFURSxKRMxsNncqAV5//fVcf33opZIvI4Z68YdpreM+pOTCmvb5f9Ygk7nV8NiBmUkhlcnU7szRuWmRDb102eDzh8Xygh9BSnbkXitYVB5qH6+07DGID824rBqeB2RGxmdTonS2DerbYQ7kpqdEGdUcB9f9O6imAm9Q1bAxeWm6x/DsLhbZc6EOlwdgy1+hpQJn2hBerr6Y9ESr4cqiqkplRaiRIqjXNoKIuR3wqZIVNve70De8Eq46CD0zRsSij72viuiEtAFhTxJZf7Qap1tiWHZKbHB7KKgvFI+ZQyPaKKaWJqOmiAHY7XYKCgqoqqrS1DEVV155pd7d9np4m+Omlh19KVdFiu8mlI6mU1oXZmg/yONqd2YITQG6sOlP0FgC6QPhvDsj+1rBwOMWMxkltyj1jL0s5F20lyYj481QM76GqN+hwx/CZ4qvbtnvYfBs3ftWiVioExhUSJLMHpWIheotrC+CjU8AsGfU3Tir45jaP93wG4G6lu5TxAwtTX7xB6g7Bam5osMuTDTFFLHugbNNKPAgZkqGOUlk1SERRH7p+NyoT47o1WiIvD8MhBMH0OXD1EXEVq5cyS233EJNTU2Xv5lMJjye0Ns3vyzwpnoV1fhvHVcT9fNDMF+q4bHDs0NTdVRFzNeYJUNQX6hdeLn0YYiLcAk0GGx5Bs7shoQMuPyPunYR6dKkmvU0tG+yGLn0zrcBWfjrdHbMqTgQpj/sVE0rTXY3iXHm0Mz+sgwf3Svyk4YuYJVpAVAY0jzVYOBwe2hWZrxFqqPVH2qNypcrL4CNT4rlZY+FFE/iC7HSZDdh61+g+YywQYT5+3W6JT4/InxOl8b8YaFBM+rnR/Rl7C79c4h11Si+973vsWLFCsrLy5EkqdO/c5mEgXdFrFBTvLwTLV2KmErEQpwZqM4ajKi0vfIBcNth2PkwIbLNG0Gh+pgIlAVhdNeZJVMaYbO++j0Ym9wEr14vyMuIi8TopTDugCUpfKP+riIReTJ5UCZxoQy2PvgOnFgtvE5XPMVBndl3gVDfKsiGxWzy6sOMJFodbuwucTscVr6cx9Wu2o67EiYsN+T4YkSsG9BcCRufEssX/wriwrMzbDlVS7PdTXZqAlOjFcL9ZUEUoisAmh3id5am4/yji4hVVlZyzz33dJnjeK4jI8nqdeyLqqT4MsefCfB3b1BJweA+watostzelReKwT8kHFsl5uKZrXDZH7s/vFXyiIubxyEGS0/7uq7dtDndlDeKGIBQVchgcayyhRRsXHHwR9BSAf3GwYoXwzL4ApyobqHR5iIpzsJYnQRo80kxJP68ULLnbPXwidKksfDHePqOZH+pIIRTBmfqOg5fUCMactMSdJllw4GqZGYmx+ke+wQIU3dFASRmit+OQVAzzpITohDeHIPAukdETuGA6WF3SgJ8rIS4LpmQG4sgCRVRiK6ADhE2iaGfA3QRsWuvvdZrVMS5jryMrkTKI8lUKBdwXyUtPSWvMsU4Hso2NS1OHG4JkwnyMiJgOHfZ4ZOfiOXz7oR+oYfiGo5tz0LpdohPgyv/pJsYqs0RfZLjjOuM6wCnW6K4ppk/xT1DasMRSOkHN72pK0n9bKgBvtOGhKhmKZBlWSNi80aG0HSx+lfQWg3Zo2HBDzle1Uyr00NKvMXw0niFmr8Wie91ABgyx7H6KKx7VCwv+73upgxvsEVy/FIMXVF1WIylAqHAh5EbBuDySHyq+MOiMVvySwVZ7mzWjyCawiBium7fnnnmGVasWMGGDRuYNGkScXGdpbjvf//7enbb69Hfy0WgqtmOW5Kxmk1e09LtLo+WMRZsyavZ7tI+9FDKZCrhy0tP1N055xcbHof602LCfU+Iq6g9CWuUWYaXPgwZg3Tv6pSfOaJG4HRNKw+YX+Ziyx5kayKmG16HzCGG7HtnoTDZz8zXN0nhRFUL1c0OEuPMTAs2uqJoc/vF6IqnwZrAnmKRgTR5UKbhd/WqWuntNxhpFCvNOEP0qsySB96/GzxOGHkJTL7OwKPrkPofoRDiGM7C6gfFJJGxX4Gh88Le3eaTtTS0uchOjWfOsKzAG8TQjpYqcDYDJug7LKIv1awRsdBLk7qI2GuvvcaqVatITExk3bp1nTo4TCbTOUvEvJEitdMuL8N7qrV6AUmOtwTt4VAJVZ/kOFJCKIVENJC0Yn+7QX/pI4aYjMOCLMMH3xdeteEXwIxvhrW7k1X+Z4WGC+fmv3GrVcw3NV39LAyaadi+VUVsVr4+b8kmJbtoVn5fEqxBXMzdDvifMpx6+je0i5HadRk0mQsBamkyLz36jSFhK2Lb/t6u2l7xlOHlfJs2fsngOZgxdMWpdXB8lbBmXGLMQPv2smRerCwZKmqPi8fMIWF3rQZCi+IR02NP0PXL/PnPf86vf/1rfvrTn3bKEzvXkZfR9YPWyo4+yI/qDxuQmRR0S7JGqELs3ivVUc4MCh6XCB2V3GKe5Pjlxu5fD/a+CkUbIS4ZrtBfklTR3hwRAUXs2KdMKBBhp5/kfYdlE642bNfljTZK622YTTBN50grtSw5d0SQd+Mbn4KaY5CSA5e0j7XaW9IA6D8Of6joVkXsrNiRUFB3yjDV1hdipckoQZKEGgYw83ZDJonEypJhovaEeMweFfGXqtcmWERJEXM6nVx33XUxEnYW+nvxiAUiYoH+btQ2HbczPFG/k8n48e436LfVtY9WWnS/ISZNbZyU0USsvADeuhUzEq+7L6BtgrGTKXYoZcnxA9J13am5PRJbTyn+sBFB+MOqj8EGxWi+7FEtybrJ7uK4oipONdioD+3KckS8jwGgEjFvHdN+4XHDO3eA2wb5C8NWbX3BFitNRgcH34HyfULZXPQTQ3YZK0uGCZWIZY2M+EtVK7OIs3WMf9PFpL7xjW/wxhtv6Nn0S42ctK4fQGWAC4T297OHPPtBZVPo2wBUNYkvSpeB0uGg+iis+71YXvqooSZj3Vj9INjqIGe8SCYPE26PpJGIUUbGfjSdgVevA1crO8yT+YX7NsYaPH9xy8n2sqIe7ClpoMnuJiMpjomBjk2S4MMftnudOkSX7DhdhyyLCJd+Xn4n4UKN/oj42K6z0Opwa0QslJmvAGx6sr0kufyvEbuBcbj15xvFECTczvZJIvN/YNgkkff3lAGwbGL/WFlSD2qiR8RqWvQTMV2KmMfj4bHHHuPTTz9l8uTJXcz6TzzxhJ7d9np4M+NXNfsnP+rfc9KD//CqtW1CI1TtY1gMuhCqafUeh7jwTukBY64KN8Gef4vlrzypay5jl13WtuJ0SyTHW/SVn7zB3iRIWPMZ3H1Hc/uZ7+HGqjvnyxtkWWbDcUHEFo7Sd2FYc1iESF4wpl/g8Vu7X4SiTaIcfHlnZXSL2nUZbHkzBDTbXVQqNxkjojz65XB5E7IMuekJXn//PlG6q71L8rI/GNaY4Q0ujxi9oqdjNoYgsfN50Z2Xmgtz7zJkl21ONysPirLk8mkDDdnnOYcoKmI1ynW5X1roXfW6iNj+/fuZNm0aAAcOHOj0t3N59EK2N0VMzTfyQbSqmsXfQ1EJVCLWL0TmXaOkfxs2AuaLP0DpDjFMNQIm45DhbIMP7hbL078BQ84zZLeHysU0gjF5acZkVLkd8MbXRTk3OZsd85+l6a0KhvdL0dVx4wvFdW2U1tuIs5h0lzU+PyI6HS8am+N/xeqjsFKZj3jRL7qUg7UcsuHGEzE1WiQnLSHqYa7qxIKJA0Ig0K218OYtwlM5fnnEb2CcHhE2GxdTxCKDlur2wOgLfhryDFtfWH2okjanhyF9k5kegQaXLz08LtHFDxH3iDncHi3JIGqK2Nq1a/Vs9qWHt+HbVRpLDqCIhULEVAk0ROatKmLZRgxFLt4KXyhz1L7yZERMxiFj7W+F+TltgDA+G4QjShr82DwDyoaSBO9+B06vh/hU+Prb7DicClQw2UA1DNDUsGlD+oTUXauipK6NY5UtWMwmFo3u53tFlx3evl14nYZfCHM6zxatb3VyuEK8h0Eb/kOAOi0iUtEi/nDgjPj/mhDsZyd5xOiqplLoOyKsbLtg4VaJmOXcvUmOKD57CByN0H+KuAE0CO8qZcnl0wae0wKHbjQUi5sda5K4JkQQagRVnMWka4JF7BYpgpBluYMvyzvRqg5A1Pxukxr8Nm6PRIPS1RG2ImZvhP9+W2TlTL4eJl0b3v6MQMkO2PpXsXzFU4YEoao4rBCx8eGO5ZFl+PQBYeo1x8F1/4YB0ygobQBEvpaRUGMnFoQSwtoBa4+KsuSMoX3ITPbznfnsIajcD8lZcPWzXQIst52uRZbFWK2QyndB4qTaSBGqR8sAtCtiQZL0L/4AJ9eIi8N1/zb0e+oNHklGEpVJ4mOlSeNRsh32/kcsX/ZHMBvTEFHX6tRupJZPjSyJ+NKiRomuyBoRdqhuIKiVr36pCbpIsy5FzG638+c//5m1a9dSVVWFpI4dV7B79249u/3SodHm0soC3kqPsiyHrIhJkqyx71DKmXVtYhuTCf8X1WDw0b3QWCyGqF72h/D2ZQTcDuFVU4nh6CWG7v5IhShNjg13UPXGJ0XSPwjCMuIiAAqUsT+TBxl3UfZI7Wn4C8L0h/ktSx5bBdv+JpaX/w3S8rqssjmC/jDoQMSirIjZXR6tiWNiMIrYic/afWFfeRJyJ0Tw6ARcnvZzc8wjZjAkD3z8Y7E89esweLZhu/70YAUeSWbCgPTIROacC6jtQMQijI4xVHqgi4jdfvvtrFq1imuvvZbZs2fHZFMfUElWRlKc1yDMZocbp9s3UfOGRpsLj3KLG4qy1djWPvg3rO6bfW/A/rfAZIFr/gmJxnb56cL630PNUZFbtfQRQ3dd2+LQohHG5IWhiO17A9YomVpLfqepiGUNNqqaHVjMJsYb2DG5t6SBRpuLtESrrpJni8OtGewv9kXEGsvgXSVuY853fBJg9c4+UkTssOLhM3psUiAUlDbikWSyUuID55c1lMB/vwXIMONWmHpDVI7R2YGIWWOlSWOx60URV5GQAYsfMnTXHxacAeCySbHsMN2oPiIe+42N+Et1CxH78MMP+fjjj5k/f76uFz1XoHUp+vBk1St/T4qzePWXeUODrT29N5QxRa1KllBYQ4nrTgs1DIQpdfAs/fsyCmf2igBRgK88Acn6Yhp8QVWrhvdL0W8EP/2FUOwA5t7dKVJj+2lBdiYOSCfZwOTzNYeFyX7R6CC6Hb1g/dFqnB6JYdkpjPTWiehxw39vFzEh/af4TBE/XdPK6ZpWrGZTaHMqg0RNi4PiujZMJpg8OLJlvrOxWYkGOW9Elv+bUbcD3vqGGILef6qIeYkS1Bs9iJUmDUVrbXsQ70U/h1Q/HsoQUdVs126CrpwSK0vqRlU0iZi4WddLxHT9MgcOHEhaWjePsOkFUIlYXx+lwHodnq1GW7uyFQraHKKjI0Xvxd7jhnf+T8ztGjIXFt6rbz9Gwu1USpIemHC1SPU3GPsU/9YUvf6tqsPw+tdBcokOuUs6NxFsPy0CV2cPM5ZAqmXFxeP05bqtUbolF4/L8U4y1v4WireIDKxrX/A5PmTtEXEcs/L7RqSjcXeReP9G5aRGvWNy8wlxsZwfKOj2059D2S4RePy1lyEueqGzrg5G/VjlwkB8/huwN0DuRJGibyA+LihHkkXwccghwTEIyLLo5AbIGRfxl2sPWdf329ZFxB5//HHuv/9+ioqKdL3ouYJalYj5IFr1im8rlJEIDco2oRKxVm3enE4z6aqfi/DJhHS4+u+GmVLDwqanoPKAMIlf9seIvERY/q3mCnhlheioGnye8r51/smpipjewFVvKKlr42hlM2aTyP8KFR5JZt3RagAu9kbkTnzWPlf0yj/59WCohv+A8Rc6sbu4AYDpERib5A9tTjd7SgQJ9FtyLXgLdjwnlq/5hyFTHkKByy1sDDE1zECU7YZdykD7y/4AFmNneH6wT5QlY2pYGGgsFaKB2Sq6kyMMtTSpd3ygrm/QzJkzsdvtDB8+nOTk5C6BrnV1dboO5suG+iBLk1FRxJyKIpagg0DtfKHdZH7VX6J+MfGKyoOwXonPWPaYYUnWHSHLstbROCXUsTyOFkHCGktEmOANr3VRQmpaHJxUMrCMJGIq+Zk5tK+uxow9xfXUtTrJSIpj5tCzCE7TGaGMglACJl7TdQcKWh1utp0S54ILI0bEBBmKNhHbUViPyyMzMDOJoVk+VIvKQ/C/74vl8+8zvIkkGDg94gYsliFmECRJMejLMPk6baC9USipa2N3cQMmE3wlNltSP1R/WNZIsBqUm+kH3eIRu+GGGygrK+N3v/sdubm5McnbB9TSZJ8ApclQLpZNNn2DRVsd6uDfED/y0xvaO4Mu/AWMvzK07SMByQMffE+U+8ZcDhO/GpGXOdNop6bFidVsYnwoHZMeN7x9qxbYyk1vefWu7SwUJGVMbhp9jArZBU3N0kt+PvOVpu9xC8N5Wy3kTRJNB36w9VQtTo/EoD5JjOhnfLSEyyNpRHn62YQxwlD9YfN8+cPa6uD1G8DVBsMvgAseiOrxqXC6Y6n6hmLvf0SZOT7Npy8yHHxYUA7AecOyQp6cEkMHVB0Sj1Hwh7U53dq1PKpEbPPmzWzZsoUpU6boetFzBXUBFC+1zNgnBFIVriKWHEppsvIQvHGTCMWbeC2c/+OQXjNi2PpXcTJMyOgySsdI7FXKXmPy0oJupkCW4cMfwPFVIivqxjeg73Cvq25V1KJZw4wjEXaXRzP6+g1h9YPPDvtI01/9oBhhFJ8KK14K6HVSlbnzR/eLyM3agbJG7C6JjKQ4hmdHN0NswzGFiI30UpZ0O0Ryfn2hGF107QvdVspXuyZjpUkD0FoDq38lli/4qdeolnAgyzLv7xUhrlfGssPCg2rUj4I/TDXqpyVYdftUdf06x44di81m0/WC5xICkSZV3Qrlw2tRlK1Qk9LdSuSFNdhgu4Zi+M81Irx18By46pnuH2EEwoC5RjG8X/owpEdOvt96ShCaLuU5f1jzG9jzHzCZ4dp/waCZPlf94rhQrvQGrnrD5pM12FweBmQkMk5HAO2JqmZOVLUQZzFxwZgORGz3v2HrX8TyVX8JmM0jyzKfHVIbBiJTllQbAeaPzDJm9FSQKKpt5VB5kzJx4Kz/N1mG9++Gwg1CNbnhdcM7eUNBizJ2Jaxu6RgEVv1CdAnnToQ5dxi++4NnmjhS0Uy81cxlE2NlybBQfVg8RkERKwuzLAk6idijjz7Kvffey7p166itraWpqanTvxgEmuwK0fJBxJqVTsa0xOBPkjbV6xWi6V7NHgvqxri1Bv59NTSXQ854oerE6f+SGQaPW4wHUoeMT78loi+nlZ+CJUpb/9ZuYv/KUzD2cp+rltS1caq6FYvBsQ6rDyndjuP1WQZWHhBDhuePzG6/gSjeCh/+SCwv+ilMWB5wP/vLGqlospMcb2FeoK5CnVBLqBeP1dcZqhcf7Rflo7nDs7qq3Z//P9j/pjAJX/dyVEJb/aFZOwfFiFhYOLUe9r0GmOCKp8FifIfumztLAFgyIY+MEK0nMXSAJEW1Y7LdH6a/lKzr17l06VIALr744k7Py7KMyWTCoxhEz3UEUry0u9UQiFh792NoH50sCyJmDnRxdjTDK9eKqfUZQ+Dr/4Wk6PpvfGLTk3BmtxgLE+EZfRWNdk5Wt2I2BTmoev/bsPKnYvmiX8IM/zPn1h8Tatj0IZmGxS5IkqyRk0vG6yMnnyhEbNlEpezSUCwGlEsuGHclLLo/qP2sOigI4QVj+gVf1g0BFY12DpU3YdLZGRoOPlaIWJewzV0vwgale/eKp7XJCd0J9WbQyGHy5xxcdvjoHrE861t+VW69sLs8vL9XdEuumNED5vb2ZjQWC2+mJd6nLcRIhNsxCbGh3xGFOo3d191os11VxII/SertflQDtv2WcNwOeP0mOLNHRELc/A6k9xCvQsV+WPd7sbzssYgf15ZTQg2bODAjsB+vcKNQ6gBm3xFUxppqqNfr4/KGfaUNVDc7SEuwMmdY6Cn2JXVtHDzThNmk5I85WuC1G6G1WpjzvcyR9IVVhwSh00sIA2H9MUE4Jw/KJCs1+FFf4aK4to0DZaIsuWRCh/+345/Bh8rFetH9MO3rUTsmf2g/x8QUMd3Y+KS4MU3Ng4t/GZGXWH2okkabi/4ZicyPQPDxOYXKg+Ixe3RElMuzUVoffmlS169z0aJFul/wS422Okhv764LqIippckQ/BttqiIWosrg0RQxHytIHhFLcHq9MGPf9DZkjwrpNSIGtxPevbO9S3LydRF/yU0n1PmIAU6KNccFeZVcMP4qkZoeQKlzuD1a2bOTDytMqGXJRWP6hTR1QYValpwzLIusZCu88U0xzDulH1z/GsQHZ4gvrGnlWGULFrOJi8ZEhoipRPYCA4lsMFDLkucN79tOAMsLRHK+7IEpN3Rbh6Q36PGhxtAB1cfa7QbLHo3YkPa3dpUCcO2MQeGNoItB3LQD5E2OyssV1YoIoqF99TcMhXWb1NbWRnFxMU6ns9PzkydH5w3ocdj2d7hKzDp0uD04lPEiPj1iWtkgBCKm06yvliYt3kiCLMMnP4FD74E5Dq77DwycHtL+I4ov/iAIQVJfuOKpiDcNyLKsdR76DetsrRVZYfYGGDTLa2CrN+w4XU+b00NOWgITDJwvqRIx/WVJQTKWTcqDT38GRz8GSwJc/ypkDg75OM4b3jciXhenW2LjcZXIdnNZsqFEfAecLTDsfLgisiXzUNEUU8T0Q5aFN9LjhFGXiskYEUB5o40NSuPOtbGyZPjQiNikqLxcUW0bgO88wSCg69dZXV3NrbfeyieffOL17+esR2znC3DxPZDaT/N/ge+OJdXvFUq2l8MttkkIUfFQjduqMqbB7YQPfwh7XwFMIv17xIUh7TuiKNsNGx4Xy5c/DqmR6cDriGOVLZQ12Ii3mn0HrbodItqj/rSIKLj+taAbGj49KJSnC8f4GB+kAyeqmjnurdsxSJQ12LQgyeWOD9oDfK/5OwyeHdK+1IHFSyYY296vYv2xapodbrJTE5isd/SUDhw608T+skbiLCaWTsgTHcWvfg1aKqDfOPjav6MSHhkKqpsdAFEt335psO81KNooYmgu+2PECPY7u8uQZTHmbGhWdGNYvpSoKBCPUSBizXaXNkEnHCKmq2vyhz/8IQ0NDWzbto2kpCRWrlzJSy+9xKhRo/jggw90H0yvh7tNjN2hvYSYYDX7lJrtrtDHDjk9ysiSEImYStw6DgHG1gCvfFWQMJNFGOD9JKVHHS47vHenMkvymqgdm5qjtWBktvfPRpbFjMviLSLL7Ma3gh76K0kyKxUitnSScUTlo4IK7ZhDzZgT2wvydFfeEdLXPSievORhMcMzBBTWtLKvtBGzCZZFqAX/nd2ijLN86oColnFe214MCMUxK9EEb9wsgiNT80Rob1Jm1I4lWJTUi7v1wWEYic9JtNaKGaEgMsMiNE1ElmX+26EsGUOYsDWIBiOAvIkRfzlVDctOjQ+rIUaXIvb555/z/vvvM3PmTMxmM0OHDuWSSy4hPT2dRx55hMsv9922/6XHjn/CvO9hc4k7G38lRJWIJcYFT6rah/iGScTqi0RJpeaoEtD5Ioy6JKR9RhzrfidGVaTkCDUsSlCJ2MW+8q/WPQr732qPKMgJPqtmV3G9MNQnWgMPiw4BPjv5gsT/9pUzxXSCHzU+BshifNG87+nYjyB080dm0y/NeBWmsc2lDTS/Znr0Llw2p4f39oiwzRtnDYEP7u7gp3wzpNJtNFFcpxCx/8/eWYc3cf9x/JVUqRdKSymFUijFi7sOhrsOtrGxMXdmP+bOnPlgwsY2bLgzZLjTIkUKpaXu7tH7/fFNAmwtNMmlwvp6njxN0svdtUnuPveR97vOPNo8dr4uNMN820HvJ2y2mYiEXGKzinFxtGO0hd/dOq4j/Zz46dm0Sqb9r5UlrctkWpQRKy4uxtdXnKS8vb3JzBT17Q4dOhAREWHVDtVqGncFbRkc+IxiQyN+RU31Wp0ejSG7ZU7j/bVAzLxMgDEQU2n1kHAMfhoigjD3xvDA9poXhCUcg8Nfi/tjv6wyUcysIhWnE/OACvSpzqyAfR+K+2MWCPsaMzAGTHe28bOoob48rmQUcSm9EAc7BcPamp9li8sqJi/lMj87foq9vgxChovJVDNLMZIkmQyLx9rIsHhzZApqnZ7WjdxpK2N/3S23ezaFQpWWpvVd6Bv3DZxdKbLIU5eAf810GCks05BnsF6pC8TM4OqBa60aY7+w6eTdakM2bGR7f7P7fusohyruD4szNepb9/2y6EwQGhrKpUtCMC0sLIxFixaRnJzMwoUL8ff/D0f1Rgug4z/ikHgYqFhmouy6EqE5OksarWUZMXHSl+ibsw5+HX1NkuCh3VX2oa00Zfmwdg5IejGF1npUlW3676gMJAnaB3jQyPMfAn0xe0RJEqDvs2YLyur1kmkycaSMV7/G4K5vSx+LmuP3nDjDUocP8FEUiEmjKYvBzvyTQlSa6FNztFParD9sbYTISk3qEmCT9VeEsSz5UaPdKA5/IZ4c9xWEDK3S/TCHxBwxVl/f1bFOWb+yqIqufce7zTa7P9IcStU6Np8R3926sqRMmAIx25cl4bqJSSszYhZ9O5955hlSU8UH6M0332TEiBH88ccfODo6smTJEqt2qFbTvD90ugdO/0HLg3NppniJeo7ll61KDT1kCoV5jfcavWUmvi6o+dzheyblHBRPtJ0grGqc3Mxaj80xTirlJYgm+JEfVenmdxmV6dv8IxuWelb0BOm1wmR8yJtmr/tMUh6p+WW4OtrRP6SGlCVLchh04lGaKjMpdAnE/e7VFn8mjNmwQaENLepTuxVxWcWEx+eiVMD4TlUXiF1KKyQiIY977XfRO3axeHLo2zVGK6wi6vrDLGDn65AXD56B4j22ITsupFGo0hJYvx49m1efDdZtRRU26gPEGUqTQT7WZcQsCsTuuefaAahr167Ex8cTFRVF06ZN8fH5j4vRjfwIEo7gnBPDZsdX+Uk7F+j7r8WM/WGOdkqzJue0htKkvTlNyjlXGXjwbjzsotChxG7YO9D7yRo1Zm/i9FI4t0aUfSYvtpluT3kUq7Qm/8cbAjGTREEhBPWHCd9XWtj0ejYZrn7vaOMnm9p8dHohUWmF2CsVDDNXtkJVRNmSyTTXx5MmeeNyzzpwt0z6Qq+X2GhQBreVYbExK9UvpCF+HpbbiZjLL4euMk55iLftfxFP9H8e+j1bZdu3lCsZRQA0rZvEqxxXdsNJQ6A9/ltwtm3p22hpNKlzkyr1Sr1t0aqvmX1XmXRFNWbE5s6dW+7zCoUCZ2dnWrZsyfjx46lfX/4o/9tvv+WTTz4hLS2NsLAwvv76a3r0qDh9vGrVKl5//XXi4uIICQnho48+YtSoa6Wut956ixUrVpCYmIijoyNdu3bl/fffp2fPnpbtoJMb3L+ZzF/vpmFOBM/lvg9bM2HYe2B/rXnZ2OvlaGZmy0ilYihVkfA/PPwVHqoCsiQP3q/3EgssaMKuEjIvw9YXxf07XoXA7lW6+V0X0ynT6GnWwOWavldZgQjCitKE7+b0P254HyuLVqdn4xlRVpsgY6BitEUZFNoQLxczpBO0Klh5D87pEeRKbnzp/zHzG1su4Hs0NpvkvFLcne3/nU2UgWKVlmWGQGxWL9tMsJVHan4puac28K3D9yiRoPtDwsKqFnAqIQ+AsCZVdzFTaynLh42G42KPRyDYtqLliTklHLqSjUIBU7vVlSVlIeuSENZ28gAv2x8jStU60guEPEyQFdIVYGEgdurUKSIiItDpdISGhgJw+fJl7OzsaN26Nd999x3PP/88Bw8epG3btlbt4PWsXLmSuXPnsnDhQnr27MkXX3zB8OHDuXTpkml44HoOHz7MjBkzmD9/PmPGjGHZsmVMmDCBiIgI2rcXNeRWrVrxzTffEBwcTGlpKQsWLGDYsGFcuXKFhg0tFIv0aMzO7j+Rv+VNHrPfBMd/gKQTYjLROwgAraHEaG9m072Rf8qB3YBWJa7s9n8KJUL4stSvK2Pi76fMzja9O1ajKYPVDwiPsOYDoe9zVb4Lxom/cWGNRZZSr4M1cyDzIrj7WyVRcCA6i6wiNQ1cHRkgkxq8JElsMAR3ZpXqtGpYdT/E7qEUZ+5Xv8RdXXpZtS+rDZISY8Ma28RbcnV4EoVlWpr7uHJHa9tryRnZtWUVX9l9ib1CDx3vsmiIoTqQJIlTCbkAdG5aQ7xiazLb50FBsvAmHGp+24G5rDJkw/q28KGJd90ghSxc36hfBd9R40SyZz0H8y6Cy8GidMz48eMZOnQoKSkphIeHEx4eTlJSEnfeeSczZswgOTmZAQMG8Nxz8p5MP//8cx566CFmz55N27ZtWbhwIS4uLixevLjc5b/88ktGjBjBiy++SJs2bXj33Xfp0qUL33zzjWmZmTNnMnToUIKDg2nXrh2ff/45BQUFnD171qp9VeuVfKSdwXeNPxBjtCmnYOEAuLgZuJYRszczI2YsY5Ybh+m0cOoP+LqrMKAuyQLv5jD5Z4rv2UIaDcgv1ZjKmzWKXW8K9XyXBpVWqJeTvBK1yYjbNPG36y2I/gvsnYW6vKflV65rDIHKuE6Nze7vq4iIhDwSc0pxdbSrfBZKp4U1D8KlrejtnHlQPZdIWppf1ryOMo2OvwxDCJM6y9+7pddL/HLoKgCz+wZVWRknP/oIky69gJNCQ1aTO0W5qoo/l5aSkFNCdrEaRzsl7QOqbrq0VnJp+7UpyQnfV9rKy1J0eslkaTSte82UPamVVPHE5NUsY1nS+kDaoqPKJ598wrvvvovHdb6Knp6evPXWW3z88ce4uLjwxhtvEB4ebvUOGlGr1YSHhzN06LUpJaVSydChQzly5Ei5rzly5MgNywMMHz68wuXVajU//PADnp6ehIVVPJKuUqkoKCi44favdRmCnSuefeGRA9CkB6jyhRr79lfQqUVK00GOk4okwfn18H1vMfGTnygyOGO+gCdPQIcpeLk4mRbNM/jP1Rgubbum5D5hIXhU/eTtX+fT0OgkWjdyp5WfO5xeBoe/MuzTd1ZZPhWUaUy2P5M6y1eGMGbwhrVrVDlRYL0O1j0MFzeCnSM7OnzKYX17ejSvb5Xy+t9RGRSrdQR41aOLDbIvu6MyiMsuwcPZnslVpR2Wfh6nldNwVag4bR9Gg/t+t2iStLqIMGTD2gV44GQvf4bytqEkBzY9Le73eRKaWpcZrgwHr2SRml+GZz0Hqy6AqorKnO9qBFUciMVkih7Mlg2tH3izKBDLz88nIyPjX89nZmaa3iQvL69/eVBaQ1ZWFjqdDj+/Gz+4fn5+pKWllfuatLS0Si2/efNm3NzccHZ2ZsGCBezcufOmQwfz58/H09PTdAsM/PdVjVE41dFeKcQeZ28VDfIAR78leMtUAsjEwVyrIsNPSQKKs0QA9sMgYTqcdVlk3+58F54+JcavDRo49nZKvAzSBrnF8r0vVlOQAusfF/d7PQ6thlXLbtygf5VwDDY9I34x4CUxJWkF2yJTUWn1hPi6yZad0OklkwH12LBKBK56nfg/n1sj/ESn/c4PKcGA9Qr4G04nG/ajsU2yVcZs2IyeTatGayknFv1vE3HWFhCuDyFt1GIUlbSvqilExOcB2CQwvq3Y+iIUpYNPKAx+rUo2+ecJUZac2DnAJmV8uanM+a7akaQqn5i8nF4IQEu/agrExo8fzwMPPMC6detISkoiKSmJdevW8eCDDzJhwgQAjh8/TqtWrazewapg8ODBnD59msOHDzNixAimTZtWbqBpZN68eeTn55tuiYmJ/1rmhkAMREA0/H1R4nL2xC3zNPucnmNJ6VOiD+ngF2Jqp6iC7eo0kBzBNP02Fjh8S/NlfeGTFiIASz0tFL4HvgzPnIG+T5fre1jfUMfOKqohgZheB2sfFgrWjTrC0LeqZTfS8stMJt8TmutF1lKnhjZjYdA8q9dvFG2c2CVANm/Jo7HZZBaq8KznQL+Wt+g50+tFYHl2hUGE9BfSGg0iwtDMbY3mV36phj2XREl3vA2mJaPSCjgck41SAbN6B8m+/n9RkAq/TUBZnM5FfVPedn+LOzu1sP12ZeZEXA5QF4jdlAsb4Nxq8Z2Y+D042H4SN7dYzY4LIhFQW5r0K3O+q3byE8XAhdIeGlbe6cQaotNFRizE193qdVl0eblo0SKee+457rrrLrRaoSBvb2/Pfffdx4IFCwBo3bo1P/30k9U7aMTHxwc7OzvS09NveD49PZ1Gjco/kTRq1KhSy7u6utKyZUtatmxJr169CAkJ4eeff2bevPJPwk5OTjg53byUYzTX/pcXXuvR8Mh+CpfNxj0zgiB9IkQmCsscI25+4NdeRPaSDpJOih4zbRkvA9gBxuywT6jIIvV9FlxvLh3S2KsesVnFJOaW0JsGN122Sjj4OcQdAAdXmPKLRdOIcrDkSBx6Cfo3q0fAtgeE2K1fB1l61aLSCjgRl4udUiFrWdIobDqqg//NFfolCbY+D6d+B4USJv8Ebcay5aDIMnVr5v1v4Voz2Hw2BbVWT6ifO60bWX9A+iff7YkBRNYuwMvGWamSHPh9IuTFk4Afs9T/4+U7OlWpn6UcJOaUEJVWiFIBvYLr9KnKpShT6BWCkCIJ6Folm90cmYpGJ9HW34N2jWvHNGtlznfVjrEs2bB1lZxHdHrJVJoM8bU+I2ZRIObm5saPP/7IggULiI2NBSA4OBg3t2s71KlTJ6t37nqM0hK7d+82Zd30ej27d+/mySefLPc1vXv3Zvfu3Tz77LOm53bu3Env3r1vui29Xo9KpbJqf4398MryMiDeQZwbvopnf9rGEO8MPugtCY+stEjIjhGp8qJ0iNl94+ucvTimCeZQWTCjR40ltMsgs6b4gnxcOHhFCGNWO3GHYM98cX/0p+DTslp2o1ilZenReJTo+cz+W0iOBNeGMGOZLE27vx2JB2BYWz+rAp7rKVFr2XZOlCUn30xhXq+HbS8ZtJEUIrA0GKdvksmKyGhYPLmrfNk+I3FZxWw2mpEPtnFWyihTknmRIgcfZhbNw9uvCRNtMHxga/4ymMpb2/t32yJJsPlZKMkWXpIDX66yTa8zDO1UtTPEbU8V94cl5pSg0upxslfKYh9mVcOFm5sbHTt2tHonKsvcuXO577776NatGz169OCLL76guLiY2bNnAzBr1iwCAgKYP1+c4J955hkGDhzIZ599xujRo1mxYgUnT57khx9+AIRn5vvvv8+4cePw9/cnKyuLb7/9luTkZKZOnWrVvkoVZcSMKBSkU5/jDk1hwHWaNepiSL8gJgjTIgEFNOkGTbpD/Ra8+dVBoooL6e7bg1AzpRSCDKJzRqPSaqMgVcgnSDroME3YGFUTq8OTKCjT8pHbKnyTd4Gdo9AK82pq9brzSzSsM2Su7usTZPX6jOw4n06JWkfT+i50bVZB6Umvhy3PQfivgALGfwMdpwHiIHI6MQ+lAkZ2sLwsGZtZRESCWM8EGyjdL9ofg16CwaENbZs9UBfDsmmQfBK9kxczS14mSfLlh2GhtS4bBrDNaKNlZe/fbcvJnyFqs+iVnLiwyjLxcVnFpu/LOBt5sf5nqeJALNogltyioZssx4jaMwYETJ8+nczMTN544w3S0tLo1KkT27dvNzXkJyQkoLyulNSnTx+WLVvGa6+9xiuvvEJISAjr1683aYjZ2dkRFRXFkiVLyMrKokGDBnTv3p0DBw7Qrl07q/ZVbwjEzE4SOLoKIdMKxExN5t0a8yUomvuIQOxqdWbEtGr4cxYUZ4ir0bFfVJsuk04v8fPBq9xjt5Pp2g3iyQnfyzY5tSo8kVKNjlA/d1ktTNZcd1VdbhZKrxOTYKf+QIzkfwedZpp+bWzy7xXcAF93y7N0xvLogFYN8ZVZ6T41v9TUW/fEYBtmSzWlsHwGJBwBJw8WNfuMs2fr0bmpF3fWgom2f5JRUEZ4vJiYHNau9u2/zUm/AH+9Ku7f+Tb4V10iYa3he9svRP7vy3+eKm7Uv5AieoPkaseoVYEYwJNPPllhKXLv3r3/em7q1KkVZrecnZ1Zu3atnLtn4qalSStwMkzZlGl1Zr82yBCIxWUXI0mS7KWkWyJJolSWdBycPGH67zbX7LkZOy+kE5x3mLcdfxVPDH4NOkyRZd16vcTvR0VZclafZrL9r9Pyyzh0RYj0lttzptPA+sdEz6FCCRN/gI43fv6NZckxHS2/KtfrJdOJxRaSEj/uv4pGJ9GzeX26Bdmoz8l4UXB1Hzi4kjr2Dz5bVgxIvDyiddV/P2TgL4NMSqdAL/w9a9ekp83RlArRaG0ZtLwTej5WZZu+XjuszuBbZkpzhTcxiN7qKuB8Sj4AbRvLMwVfO9QJayHGjJidzAdz47hzmQUZsUBvF5QKKFHryCy0rgfOIo7/COG/AAqY/CM0qL5pNEmS2LZnL187fI0dEoTNhAEvyLb+fZczic8uwd3ZXtY+ow2nk9FL0D3Im6b/FBLUlMGf94kgTGkPk3/+VxB2NauY8ykF2CkVjGhveVnySGw2KflluDvby545yi5SmXwlbZYN02lg9WyI3gH29eDuP5kf6YFWLzGgVUN6BdeAYRYL2G7oHRxpxXt72/LXq8Ilw9XXYr9YS9l/OZPU/DK8XRwYXpeplJeU0+KndxC4VM1wynlDRqx9gDwtE3WBWDVhrCvr9DfzKvo3rgbhzmKV1uxtOtorTX1i51OrWJQv5m+h9g+iJNBqeNVu/x8cv3iVZzLfxF1RijqgF4z9UtYS6aL9YtpverdAXBzlSTxLksRKgwbRv7JQ6mJYPh0ubQE7JyGTYmjMvx6jMXe/lj7Ud7XclsNoWDymo/yWRt/vjaFUo6NjE0/6h9x8Etgi9DpY94joE7JzghnLOElbNp5JQaGAl4aHyr/NKiAxp4TDBhmWuv6wf3Bxk+gNA9EX5iaPzVhlMWrtTegcUCewKzcpp8TPxp2rZHO5xWqS80qBuoxYjcdYktRVYArpYPCY1JhpN2T0tMotsUwLrFOgF3DNELhKyIqGP+8XzflhM6HP01W37XKQdFoc1z9EsDKNPAc/HGf8AfbWeYVdz6mEXI7G5mCvVPBAv+ayrfdIbDaxWcW4OdnfOO1YmidkF2L3CimQe1aXG+hKkmQ6IVij+ZVfojE1hN8ls0VLan4pvxlKus8PC5W/PKjXC3Pnc2tE1nDab+iaD+aNDecBETjLdZVb1aw8kYgkiSD7X9nS/zL5SbDB0M7S52loOaRKN1+m0bHrotCHtKYdoI4KqOJA7IIhidG0vgsezg6yrLMuELMRRjtBfQUZL6PfoFH4tbLUd7VOHb+zYcrOaAhsc0pzYfldwt4psGe1NucbSV4zj87qk5RKjuimL5X96njhPpENm9A5gMYyal8tOybKdeM7Nb6mMF+cBUvGQuIxcPaEWRug+YByX38uuYDYrGKcHZQMs0LEdf3pZNRaPa0budOxibxBy1e7r6DW6unRvD4D5M6GSZLIyp5eKkQ8pyyG0BEsP57AhdQCPJztebGWZsM0Oj0rDVnKGT2sn/i9bdBpYfWDUJYnTtR3vF7lu7D/ciZFKi2NPZ3pbLgQrkNGjKXJKgrEjP1h7WTKhkFdIGYzlLcoPRqnH83NiHmbMmKW+UV2NShtR8Tnmh0Emo1OI2Qqsq+AZyBMX1ptoq1GpDMraXJByJdsbv4aDVqWP51qKVcyCvnrvGiYfnRgsGzrzSpSmfShZvY0nGgLUuGXUWJiyMUH7t9S4bQtiAAKYGgbP9wstAqSJMnUv3VX90BZM1ZxWcWmkueLw22QDds7H44vEvcnfAdtx5NbrObTHZcAkYGrrbpbuy+mk1mowsfNsVZOe9qMfR9C4lFwdBeBt4yZ78pinFIe2cG/ygzr/zMUZ0G+oVHfv2J/aDk5nZgHQAcZL0LrAjEbcevSpDEQM69HzNvK0mTrRu74uDlRrNaZbFBsxl+vXCuXzVhe5X0Z/yI5Av3GpwBYqB/PwEmPyL6JRfuEwPGwtn60lMH6wsiqk0lodBJhgV5CUys3Dn4ZAVmXwCMAHth+09FtvV5iy1lxQrBGwygyOZ+otEIc7ZVMkFns9Ou/r6DTSwwKbUh3uSclD38D+z4S90d9CmF3AfDpjkvklWho3cidu3vW3kzSUkO2dGq3wJs7LfyXiN0L+z8V98d+AfXluzCqLGUaHbsMk6yjO9b17cmOMRvWIERUBGyMJEkmeZiuMtqH1X1jbYRxWrKi0qTxYGluVsrbWJq0MBBTKhUMDhUB0d9RFftpWs2Jn+G4yDwx6Ycq03epkMJ0pJX3YKdTsVvXmazuL8qu5ZOSV2rKOj06SL6JUL1eYsUJcaK9u0dTyLwMi0eKYMw7CGZvA5+Qm64jPCGXtIIy3J3sGRhqeUBs1PYa0a6RqV9RDhKyS0z/u+eGyuxRG/Eb7DBoR93xGvR4CBBaQMbs3tvj2mFvVzsPhwnZJRyIFpImM7rX3mBSVooyhY8tEnSZJZssjbnsu5xJsVpXV5a0FSkR4mcVlSVT8stIL1Bhr1TQsYmXbOutnUeeWoBxKlJ7q0BMp68wWCuP+q6idJJVaLlx9x2tfQHYfi7N7KnNSnFpO2x9Udwf8ga0GSP/NsxBUworZqIoSCZG7888xdM8POjmgYslLNwXY9K+ktNs+cCVLCGF4WTPON80WDwcClOEr9rs7eDd7JbrMGqH3dnOz+KpLbVWb1qP3BYt3+yJRmeQjgiT84QVuRo2GoZD+jwF/YVEiV4v8fqGc+glGNPRn561VK4C4JfDwje0f0hdkz5g6AubLWziGraGER9V267sMLQpjOzgXyt16Wo8VdyoH2HIhrVt7EE9R/mmX+sCMRvh5GBQwK8g43V9j06JpvLirEbj4/TCMlQWiLoCDG7ti5eLA8l5pfJnxRJPXLMv6nQ39Jsr7/rNRa8XUgXJJ8nHlTmaF5gzNMwqRfnySMguMWVXnhkqb5C35HAcAM+3Ssd56QQozREHnvu3gsetyx0anZ7NhrLkeCusiHZfTCe3RIOvuxP9WsrXSB+bWcSaCGM2TMb/3YWN17IiXe+HO981DYqsCk8kPD4XV0c7Xh3dRr5tVjEZhWWmIY6HB1R96a1GsvttiDsgWiKmLgHH6glOJUkyiS8PDvWtln247aniQMxYlpTzQhvqAjGb4WxvFF4tP1hysldib8iaFZVVXhPMx82Reg52SBKk5JVZtm8OdkzvJmQHjOrvspARBcumgrYUQobJrs1lEX+/Axc2oMWeh1Vz8QhozQN95ZOUMLJg12U0Oon+IT70aSFfkBKfXcyeSxkMU55gVuwLoC4SU5H3bQLXymVxDkZnkVOsxsfNkb4tLM/8GMuSk7o0kbWM9+VukQ0b2saXznId4C7vECrqkk54mY5eYPos5hSrmb8tCoDn7mxVqxXofzpwFZVWT6dAL1mD41rL+XVw+Ctxf8K34Nu62nYlJrOYtIIyHO2VdAuS98RdB2JYqTBVOIhUUeuLUW2gS0UevxZSF4jZiFsp4CsUCtycRVasSFX5CUiFQkFTg9t7Qo7l5t1392yGQiFGq2XxnsyIgiVjhFxFQFeY+ivYyaOxYjGn/oCDCwB4ST2HCGVbPprSUfZeoIupBab+ppdHyHvg//1IPJMU+1no+CVKnQpaj4GZq8Cp8oMAxn0b07GxxX97RmEZey9nAjC1m3wWLZfSCtloKHc+d6dMvWExe2DlPaDXQLuJMO6bG1TU52+9SF6Jhjb+Htwvoxl7VZNdpOL3I+JC6pkhIXWlr4woWP+EuN/nKfHeVyOHY0Q2rFszb9lFj+sAUk+Lnz6h4ORm880VlGmITBbSFd3qArHagbOpNFlx+dBYniw0IyMGEChDINa0gQuDWomm7aXWZsUyLoogrDgTGnWEu1dXq4ckAHGHYNOzAPykmMxa/QAeH9SS1o3k034x8vH2KCRDr5GcYqAlai2OJxfymeNClOhFqXfqEnCofFm1WKU19alYI+K6LiIZnV6iS1MvWjSU76C3YOdlJAlGd/AX06DWEn9YmHjrVBA6Gib9CHbX2gCOX80xef69N6F9rW3QB/j54FVKNTo6BHgyyIoBjNuCsnxYeTdoiiGoPwx5q7r3iIOGAYq+dZlK22AsSwZ0qZLNHYvNQS9Bcx9XWfUhoS4QsxnXMmK3DsSKzLQrMmbEEq0IxABm9Q4ChF1NqdqyfjMyLsKv1wVhszZUmd9XheTGwZ/3gl7DafdBvF86kVZ+bjbxLTwWm82eS5nYKxW8MExGMVBJImblK7zEEvGw5+Mis2Nnnv7XzgvplGp0NGvgYnJVMH9XJFNZcmo3+ZT0I5Py2X4+DaUCnrtTht6w5AhYOk2UxlsOham/3JCV1ej0vLY+EhCip11lvqqtSvJK1KbewafuaPnfzobp9bD+caFX6BEAU34x+3siNzq9xJFYYTdVF4jZiOSqnZg09vv1saK9oyLqAjEbYcyI3cyc293ZsoxY0/oiGo/Ptq6kOKBVQwLr16OgTMuaiCTzV2AMwkqyak4QpioUGZGSbAq82nFX5n0oFEo+nhImu76SXi/x4XbRazS9eyBBPjJlAfV6pK0v0iFGiI+ebPEEihEfWGRSvO6U0dIowOKT9ZmkfKIzinB2UDJGRi2kz3YKIdUJnQKs11zLiII/JoO6UGREpv/xL/Hgnw5c5XJ6EQ1cHXl5RO1U0Dfy44FYitU62vh71Am4Hlpg8A11hGm/V79eIUJ9vbBMi7uzPR1qqWVWjUaSqrxR31hqtkVgXReI2Qg3J3ElfrNsl1GHKcdMu6IQP3HSuphaaOHeCeyUCh40NK5/uTvaPCPx9AvXgjD/sJoRhOl1sGYOZFxA5+rHlPynKMOJOf2DLc4G3Yx1p5I5lZCHq6MdzwyRadpPp4F1D6M48SN6ScG70hxCprxt0dBDan4pB6JFX9dEK8RXVximQUe298ddJm+1Y7HZ7DVkEp+29n+XGwe/TzBMk3YR4sEON5YO4rOL+WLXZQBeGdVGVg20qiY1v5SfDgjJiv98b1j0Ttj9rrg/6hNo0rV698dAlOHYHNbEyyRlVIeM5CeJc4/SHvza2XxzGYVlXE4vQqGA3jaQuqkLxGyERz2R7SoorbgRv6G7uGLPLFSZte72hl6ahJwS8iwUdjUys2czmjVwIbNQxQ/7Yyv3ovQLwt/QGITdu776gzAQY+uXtyPZO/Oyw/+4XOpBhwBPeUuGBgrLNKZs2FNDQuQRh9WUiibzyFVoseNZzRM493kIz3qWBT+rTyahl6BH8/o0tzBbV6TSmprp5fIwlCSJj/8S2TCrM4mFafDbeDE91bAN3LPmX4MMkiTx+obzqLR6+rZsILsGWlXz6V+XUWn19Aiqz/B2/+FsWFa08JE0irZ2vb+698hErGEAKrhhNffK3q4Ys2G+bf510WULjsSIMnNbfw+8XeW/iKsLxGyE0ZU9v1SDVIHNUUODr11mkXmBmKeLA0EG4UbjFIelONor+Z9h0u+H/bGkF9xCEiP9gmjMr0mZMIDTy+HQlwD84vMCq9P88HJx4JuZnW1i+fLN31fILFTR3MeV2X2DrF+hqhCWToXL29HZOTFHPZeddv0tltrQ6yX+DBe+jdOt6OvaeDqFErWOFg1d6S7TCP6+y5mEx+fi7KC0LhtWkgO/TbjmMHDvunI/i9vPpbH/ciaOdkrem9ChVmeQziXns/aUaCN4ZXSbWv23WEVZvmhBUOVDYC8Y9Vl179ENXM0qAiBYrnaFOm7EVJasmkb9fZdEZcFWEjF1gZiNMGYxtHqJ0goa9i3NiAF0MNgrnE2yLhADGNG+EV2beVOq0fHOpgsVBo6knjUEYdng30kEYfVqQMNzwlHYJNTTjwTM5p24tjjYKVh4T1eaNZD/QBiTWcTiQ6I09MaYthYr1ZswBhRxB8DRnXc832OvvjMzeza12IT6aGw2iTmluDvZM6qD5X1dRmulu7o3leWkL0kSX+2OBoSEip+lmcSyAlg6BTIvgru/+CyWI25bpNLy9qYLgLCdsjQzWBOQJIkPtl5EkoRfqC3K7bUCnVZkwrKjwaMJTP+9Wsy8b0ZspsiINZdxwriO66hCayOdXmLPJSF8bnSlkZu6QMxGuDjamXoDCkrL772yJhDraGgAjZQhEFMoFLw5ti32SgVbIlNN01g3cHkH/Dr6uiBsfc0IwjIvw7LpoFOT1GgIM2OGADB/Ukd62aCWL0kSb208j0YnMaS1L4Ot/WIWpMAvoyD5JNTz5tzQ31iSEoCjndIqpfSVJ0U2bGynxhZbcZxLzudsUj4OdgrZynmHY7KJSMjD0V7JI5b+feoS8Z4nh4vP4L3rRUasHL7aHU1aQRlN67vwuIz+n9XBnksZHI7JxtFeyYvDa/ewgcVIEmx/Ga7sBHtnuGspuNUs1XqdXiI+W0y012XEbEAVN+qfSsglt0SDZz0Hm01a1wViNkKhUJiyYvkV9IkZA7EsM0uTAB2aGAIxK0uTRjo28eKVUcLq5f2tFzkRlyN+odfDnvmwbBqoCqBZP7hvY80IwgrTxaRcWR6FPp0YmXgvEkqeHNySKV3lEx29ni2RqRyIzsLRXsnrY9pat7LsGOEbaczqzN7GR5HiwD21WxOLs0X5JRq2nUsDrCtLGrNhw9o1sjgz90++NGTDZvZoallfnaYMVsyEhMPg5CHKkRWop19KK+TngyJz+fb4drVaVFOj0/PBVtGTOLtvkElL8D/HkW/hxE+AQmjENe5U3Xv0L5JzS1Hr9DjaK2XXm6oDyL0qStN2juBr5TG4Euy6KLJhg0Ib2kx3sC4QsyFehkCsoqlIX0Mgll5QZrb5dvsAT+yUCpLzSq3WEzMyu28Qozv6o9FJPPjrCS5djRcB2L4PAQm6z4F714JzDRjHVhWK0lR+AmXuQYzIeIJCnSOjO/gzVy6F9n+QU6zmrY3nAXh0YAvrmsxTz4ogLC8B6gfDA39xtMiXA9FZ2CsVPDrQ8uzNmogk1Fo9rRu507GJZe9VsUrL+lOGJv3u8jTpH43N5vjVHBztlDwy0IJsmE4jfExj9wgfwbtXV3hFrNdLvLouEp1eYng7v1rv9bfkcBxXMorwdnHg8UHy6+HVCi5sgB2vifvD3oO246p3fyogzdBn29jTuW5i0hYkhYufjTpUSUn67yghiG2rsiTUBWI2xZjxyigsvwHe37MeDnYKNDqJ1PxSs9bt5mRPV4Mvn9F6xloUCgWfTgmje5A3gaoruC0Zeq0EMGEhjP7sX9pM1YJOA3/eB2ln0Tg3YGLhXJLVrvQP8eGzaWEobXTwe3vTebKK1IT4uvHEYCvKXPGHrxPB7QAP/IXk1ZSPDVOYd/UItDjjIUkSS48Jp4S7e1re17X5bApFKi1BDVxkEzA09oZN697EfH9HvQ7WPgSXt4nP48wV0LRnhYuvDk/iZHwuLo52vDnW9uPttiQtv4wFO4X0xv9GtrZ4irZWk3TymoF794eg9xPVvUcVotEJ7Uire0frKJ+kE+Jnkx4231RiTgmX04uwUyoY1KouEKuVGEsvFfWA2SkVBHqLE66xp8AcBrUWwoV7ozIs3MN/U8/RjiVdYljr9BYBZJCi8CPnri3QaYZs27AKSYKNT0HMbrR29ZhR9BwXy3zoHuTNonu72qz8tPNCOhtOp6BUwCdTwyw/yF7+C36fKKa9mvaB+7eAmy+7LmYQkZAnJgnvsHyS8EhsNjGZxbg42jHBGu2wE6LH7K4eTWUJbE/E5XA4JhsHOwWPmZvR0evFMMb5daB0EGKtzQdUuHhusZr52y4C8OzQkFpfHnp3ywWK1Tq6NPVialf5nA1qDTlXRU+gtgxChsOIDy3S1asq1IZAzN6u5u5jrSbpuPjZpJvNN/XXedHi0a2ZN54utrsAqgvEbIjfdaXHijBOcVlivG0stxyKybqplVKl0apg81xctj6JE2qO2HVlROm7zNhUYlEfm03Y/Q6cWY4eO+aUPslJbTDD2vrx6+weuDjaxtYkv0TDq+uENc5DA6wQhz27SvQ3GU8o96wBZ090eolP/hLZsAf6NrdKk+wPg2/oxM4BFouvXkor5FRCHvZKBZO7yNNr9+UukQ2b0jWQAHMCI0mCv14RBu4KJUxZDCF33vQlH26LIrdEQ6ifO7MtlP+oKRyMzmLL2VSUCnh3QnubZXtrLCU5QtbF6N4xZXG12xfdCq1OtJk41GIf0xqLphTSxLGYJt1tvrktkakAVk2eV4a6T4oN8fUwliYrDmKMfUZxFgRirRu508jDmTKNnuNXcyzbSSP5yWJ67+TPgAIGzaPJ4xtxdm/ApfRCRn15wCRqV20c/xEOfg7Ay5oH2avvzGODWrDwnq64Otnu4PzO5gtkFKoIbujKc0Mt7D87uViU1vRa6DBNTHs5imzo+lPJXE4vwsPZnkcGWF7yzCgoMxl839OrmcXrMTbpD23jZyqvW0N4fA4Hr4jeN7MnF/d8AMe+F/fHf3fLvqDw+FzTxOj7E9vX6pOhSqvjjQ3nAOELK4spem1CUwYr770mUzHzT3Cq+XIQxtKkYy3+7NVYUs+IY6ibH3jJ07taESl5pZxKyEOhgJHtG9l0W3WfFBtinHqzVUZMoVAwKFSUJ406J2YjSSJTs6i/kFBw9hQHvEH/I7CBG8sf7kWIrxsZhSru/ukoX+6KRqur2D/TZlzYiLT1RQA+1UxlPYP5ZEpHXh7R2qZZgr+j0lkTkYRCAZ9M6WhZ6fPIt7D5OUz9LRMXmcyoVVodCwzWO48NamlV+nvFiUS0eomuzbxp4+9h0TrKNDqTP+VdPeQpg325+woAk7s0Ma/37dCXsP9jcX/Up7csj+v1Em9vEsMUU7o2oVtQDRAatoKfDlwlNqsYHzcn5g6zzQBKjUWvg7VzIP4gOLrD3X+WqxNXE9HUlSZth6k/rLvNy9NbDdmw7s3qy+OcchPqAjEb4utuDMQqzogZdWZiMoss2sYgQ3ly54V09GZOXpJ1RdjDrJ0j9MEadYCH90GrYaZFWjR0Y8OTfZnatQl6CRbsuszkhUeITrfO59IcVLGH0K5+EAUSS7VDWOo4laVzejHVCmmGypBTrOZ/a0Qa/IG+zenazMwTuyTBvo9FaQ2g77PCD+868+4lh+NIyi3F192J+/sEWbyvKq3O1KR/rxXZsO3n0sgr0RDgVY/+IdabJ59OzGP/5UzslAqeGGxGb9jJxbDzDXF/yJvQ46FbvmRNRBJnk/Jxd7Ln5RHlS1rUFhJzSvj6b1HOfXV0a5NTx38CSYItz8PFTUKiYMayKvETlAvjBLyyBvex1VoSq64/bKupLGnbbBjUBWI2JbC+6IVJyi2pUJ6itSFzEZddQkFZxb6UFTGwVUPcnOxJyi3leFwly5OaMqEN9n1vuLpPTKHd8RrM+Rvq/7unxsXRnk+mhrFgehjuzvacScxj9FcH+Xp3dIUaaXKg1enZ9vceVL9Nw16vZoeuK8t8nmb9k/3o0dy22Q69XuL5P0+TUaiipa+b+X6VkgS73oI974vHg1+DoW/dcBWXml/KF4beqReGh1osvAqw4VQK6QUqfN2dGGnFgeO3I3EA3NU9UJbR+68Nk5ITOgXQtEEls2Fn/4TNc8X9fnOh/9xbvqRYpTX5Vz41pKUsJdXqQpIkXlkXSZlGT+/gBkzoVLu9Mc1m73wI/wVQwOSfbjqYURMxehFmVyBbVIcVJJ0UP23cH5aSV0qEsSxp4/4wqAvEbIq/Zz0c7ZRodBIpeeXLU9R3daSJtwjYzlmgkl/P0Y4xHcUHxXgSrRBJElo83/YQ2mA6NbQcCo8fgQEv3lKTZWLnJux8biCDQxui1un5bOdlen2wm1fWRRKVVmD2vleEXi+x5Wwqsz5fRdi+B/CgiEhFKAWjv2fDUwNsYlv0T344EMueS5k42Sv5ekZn84IkvQ62zIVDX4jHwz+AgS/+K5X+/paLlBim4aZY0RSv10ss3B8DwJz+zS2e6DyXnE9EQh4OdgruksHgOyqtgN1RGSgV8OQdlcyGXdwE6x4FJOjxMAx5o1IvW7gvhsxCFc0auHCfFZnFmsCG0ykm0eAPJtVub0yzOfId7PtI3B/zObQdX737YwFGD+EaM+B0u5CfDIUpoLCzuaK+MRvWrZm35TZsZlCzx09qOXZKBU0buHAlo4i47OIK+2PCmniRlFvK2eR8+lhgKnp/3yBWnEhk+7k0ErJLys88pEXC9nnCzxCEkvuI+dB2glm19kaeziy+vzvrTyezcG8sl9ILWXYsgWXHEujRvD739Q7izrZ+Zhttq7Vi4ODvqAx2R6Wjyk7kT8d3aKzMIdelOSGPbKGDp/WlsspwMi6HTwzZlbfGtTOv30qrhnWPwPm1gEKcTLo98K/FDl/JYrNhGu6d8dZNw+28mE5sZjHuzvbMsCKAMgbyI9v7y5JR+mF/rGl9lfJ4vLwDVs0GSQdhM2HER5X6bCbnlZq2NW9k61qt35RbrOadzcIb85khIbXaG9NsTvwMf80T9we/Vu73pjbgYwjEcorV6PXSf2/S1VYYZSv82oGjbb8Xxj7ZcVWUja4LxGxMkDEQyyqusOemQxNPtkSmWuwb2bqRB/1DfDgQncXiQ1d5a9x1/RTp5+Ho93B6KUh6UYbs8zT0e9biD7NCoWBi5yZM6BTAsas5/HYkjr/Op3P8ao5JOb1VIzfa+nuIW2NPQhu5o1RAsUpHkUpLseGWmFvCnqhMDkRnUqwWEhwNyeNPpw9oqshE790c7we2g3vVBGG5xWqeWn4KnV5ifKfG3NXdjD40dTGsvAdi/hZ6V5N+gPaT/rWYSqvjtfViGu6eXs1oH2D5NJwkSSzcJ7Jh9/ZqZrFkRV6Jmg2nhZL+rN6W95gZSc0vZaNhfZXyzIzdK/53eg20mwTjv7mhl+5mfLQtCpVWT8/m9Rnezvb9HLbk/a0XySlWE+rnzkP9LfcarXWcXiayyAD9noMBL1Tv/lhBfUNpUqeXyC/VmEqVdVhJFZUlL6cXcj6lAHulgjFVUJaEukDM5gQZymhxNxFsNRp4n0nKs3g7Dw8I5kB0Fn+eTOS5QU3xvLpFNDwnHru2ULtJcOfbso39KhQKegU3oFdwA1LzS1l+LIFlxxPJKlJxLrmAc8nmlSt93JwY30LBcymf4laYCp5NUd63Cdyr5uSq10s8v+oMqfllBPu48v5EM8pCJTnCDirpBDi4CNHRlkPKXfSHfbGmabjnze09+wfHr+ZwymCibY1m1qqTSai0etr4e8hibLv44FW0eolewfUJu5XuWtxBWHYX6FTQeowIYJWVy2pFJOSy8UwKCgW8PqZtrS7jHb6SxepwMaH7waQOZmeVay3n1sAGg1J+z0fFcEYtfh8d7ZV4ONtTUKYlu1hdF4jJhXFiMtC2ivrrDdmwQaG+Vfbe1QViNqZZJXTC2hkCsaTcUrKLVBYZLPdr6cOQhgX0yt2I41cPg9aQXVPaQ+vR0OuJm1rCWIu/Zz3mDgvl2aGtSMot5UJqPhdSCriQWsCFlAJS8oWEh51SgaujHW5O9rg62ePt4kjvFg0Y0saX9m7FKH8fB4WxQjfovg3gVXVK4gv3x/B3VAaO9kq+mdkFt8pqkxWmwW8ThHm3s5fwQAws/6otNrOIb/YIOYfXx7Sx2q7me0M2bErXJhaXE3V6id8NQrCzejezOpjJL9Ww7JjQInvkVp6ZCUdh6TTQlkLIMINgZ+X+J5Ik8a6hjDelSxOrMovVTZlGxysG0eB7ezWTJRiuFURtEdZFkh663FfjVfMri4+bEwVlWrKKxLBPHVaiVUPKaXHfhhkxvV4yVQYmWuFMYi51gZicrH8ChjwHAV1MT7VsKL6EUWkVyz141nOglZ8bl9OLOBqbw+iOZqRDtWq4tAXFycX8XLhfvKNa0Lk3wa77/dD53irLKAEoDX1xTRu4MKL9tb+jSKXFXqnAyV5Z/ok+PxmWjIGcWPAMhPs2lTvBaSv2Xsq41hc2th1tG1eyLywvQUiA5MSKvrt714Fvm3IX1er0PPfnGVRaPf1DfBgX1tiqfQ6Pz2XvJSEN8bAVZazdF9NJyCnBw9me8Z2s2ycQ6v7Fah2hfu4ManWTknJSOPwxBTTFEDwYpv1ulpfptnNpnErIo56DHS8Mty6zWN0s2HmZuOwS/DyceLGW/y2V5souYeKu10LH6TBmwW0RhIHQkIzNKiYtv2INyTrMIC1SZMzreUN925XsT8bnkpxXiruTPUPa2M5b8p/UBWJycnEDxG4UHoLdH4Qm3WnrL4KR5LxS8krUeLmUn+rs17Ihl9OLOHgl8+aBWFmBEF5NPC7KjkknQSVKgBIKTjh05/vigQQ0H8N7AzrJ/RdazE2zS3mJIgjLjRNl0/s2g7f1fUqV5UpGEU8vP4UkwYwegcyorJBpdgwsGQcFSWK/Z228afD47Z4YziTm4e5sz0eTO1qVeZIkiY8MJuGTuwSYHBos4aeDVwG4u1czq22iyjQ6fjkk1vfooOCK/8aU08JzU10IQf3hrmXgUPnpJI1ObzJJf3hAcJVMNtmKM4l5/HhADBu8P6GDxX1+tYroXbDybjG53WaccE2oZDm6NmCchE/KNd9DuI5yqCIh17URSQCMaN/IZr7F5VEXiMmIts1EiNsMCYfFDfB08mSDSwCn1E3I2heHV8de4NsWHG702+vfyofFh66y/3IWkiSJE5gkQe7Va0FX4nHRfM8/NMnc/KDLLBRdZiHluLLnh6MoTyQzq28LWvm5V9FfbyF5CfDrGMiLB+8gEYRVYTkyq0jF7F+PU1CmpVszb94a165yAVL6Bfh9AhSlQ4MQmLUBPCtOZZ9JzOMrg0DnexPaW21Eve9yphiMsFfyrKW2S0BkUj7Hr+Zgr1RwX+8gq/YJYHV4EllFagK86jGmYwXZtbRI8b9T5UPT3jBjhcnuqbKsjUgiLruEBq6OPFSZYYAailqr5+U1Z9FLMC6sMUPb+lX3LtmeS9vgz1kiCGs1Eib/XOP9I82libf4PCfmlC9bVIeZmAIx2/WHlai1bDojypJTusrjsVtZbq9PfzVzpef79JgwX3giRu+EzChQ5RNGPmH2F+DYDjiGMC9u0BI8mwijbW0ZA9Wl7HHKwalUjf4jsNOJ55HKMfP2agaBPUXTYmBPEdgZDmQ9vWBEu0ZsP5/G+1susuQB2zY2WkVuHPw6FvITRLr5vk3if1JFlGl0zFlyksScUpo1cGHRvV0rJ32Qckpkc0pzwa+9KEe6VZzGLlXreO7P0+j0EmM6+ltdktTrJT7eLsqo9/VuZlVQ9/NBkYkZG9aYRp7WZZW0Or1JRmJO/+bl+zxmXBSl3NJcCOhmkX+gWqvnK4Nt0mODWlS+l68GsnBfDFFphdR3deTNsW2re3dsz4WNsHq2KEe2GSeCsFvoF9ZGTBmxvLqMmCwYpStsqKi/5WwqxWodQQ1cbC4Y/k9q7xGsBhKfXUKP0FYw9E1x06oh6zI79+zi6vnjDPRII5R4KMmCrMviZkAJNDcmYq5vK7BzBP9O14KuwB637Pn638jW7I5KZ9/lTPZeyjDZINUocmJFEFaQJILS+zaBh/X9SZVFr5d4buVpTifm4VnPgcX3d6/ckETCUVg6VZSDG3eBe9aAy82/tB9uu0hsZjF+Hk68N6G91c3wm86mcCG1AHcnex4fZIZt0D9Iyy9j81khXPhgP+v78badSyMhpwRvFwemlyf7kXlZlHJLssVn+p414Gy+J+bKk4kk5wlbKGvMzauby+mFJhujN8e2tWhIp1Zxbg2seUhcXLafDBN/uO0yYUaMmpF1GTEZKEwXlRMUN/Rfy82qk6IsObVbYJVPX9e6+ehvv/2WoKAgnJ2d6dmzJ8ePH7/p8qtWraJ169Y4OzvToUMHtm7davqdRqPh5ZdfpkOHDri6utK4cWNmzZpFSkqKRfsWn/OPyUh7R2jUHvvOM/lAezeP270BL16B5y/B3WtgwkKY+qsozdy7nrWdfmKM6j3eCPgJnj4Nc6NgXhLM2QnD34e24yrVeB/k48osQ5npg60XUWurwaT7ZmRdEeXIgiRR1rt/S5UGYQDzt11k27k0HO2U/HBvV1o0rERWJmaPyISpCqBZX1GOvEUQtvdSBkuOiInEj6eEVdgjWFnUWj2f7xQB/MMDgq0ar15yJA6tXqJH8/pWTxxer2d2X5+gf/eaZcfAkrFQnAF+HUQWsZ6X2dsp0+j4xhC8PHlHyyrt45ATnV7ipdVn0egkhrbxtTpLWuM5swLWzBFBWMe7YNKPt20QBtcyYil5pRXa29VRSZIN+mENW4OzbSajYzOLOB6Xg1IBk61wObGUWhWIrVy5krlz5/Lmm28SERFBWFgYw4cPJyMjo9zlDx8+zIwZM3jwwQc5deoUEyZMYMKECZw7J8Q0S0pKiIiI4PXXXyciIoK1a9dy6dIlxo0bZ9H+xWSUb9xtPMnFZhWTX6YVwVTIUOg0A9pNhNCR0GIwrboP45wUzJ8JbhS7BoKHv1lTZNfz9B0heLk4cDm9iPe2XLBoHTYhORwWD4eCZPAJFUFYFU51AizaF8OPB0RD+cdTOtIzuMGtX3RujciEaUqgxR1CouIW2Zyk3BKeW3kaECXEgTebIKwkiw9dJT67BB83Rx6wIotVUKbhD4NkhRzZsAPRWZxPKaCeg92/e81yYkXgXZQmyuiVCGArYtmxBNILVDT2dC4/61ZL+PVwHKcT83B3sue9Cbe5jdHxH4XbhKQXU9wTbq/G/PLw83DGXqlAq5fIKKybnLQKk36Y7WQrVoWLbNjAVg2tbtGwhFoViH3++ec89NBDzJ49m7Zt27Jw4UJcXFxYvHhxuct/+eWXjBgxghdffJE2bdrw7rvv0qVLF7755hsAPD092blzJ9OmTSM0NJRevXrxzTffEB4eTkJCQoX7oVKpKCgouOEGFUtUNHR3IqiBC5IE4fEVG3O3a+xBswYulGn07LqYXtl/S7l4ujjw6ZQwAH47Es/KExX/PVXG+XXwyyhRmvUPMwRhVduc/OeJROZvE9N2/xvZmgmV0Yo59gOsflCovrcdX6nm8jKNjsf+iCC3REPHJp7MG1W+pIU5JOeV8qXBJPx/I9vgakVv1JJDcRSWaWnl58adbax/D4zZsBk9mt6YpcuKhl9GC484n1ARhLlWIvAth1K1ju/2iu08NSSk1loZJWSX8KlBKuWV0W2q5cBfJUgS7P8EthpU8ns8DGO/uu2DMBB6iUaro4yC2u05WdH5rspINPaH2SYQ0+r0rDEEYtV1cVdrAjG1Wk14eDhDhw41PadUKhk6dChHjhwp9zVHjhy5YXmA4cOHV7g8QH5+PgqFAi8vrwqXmT9/Pp6enqZbYKB4865mFVOqLqe5HkzNf8euVhyIKRQKxhomzYzTG9YwtK0fc+8UE3Wvrz9PREKu1eu0CEmCfZ8IzSBtmRDuvH8LuFWNbZGRP08k8vLaswA8MjCYR28lNipJsGc+bHsRkKD7QzDll0plKd/ccJ7I5Hy8XRz47u4uspTQ3tl0nlKNjh5B9ZncxXKxwSKVlp8NEhNPDG5ptRfeueR8DsdkY6dU8GD/67JrGRdF4F2YIsoK92++6VDDrfjjaDxZRSoC69er8qkmuZAkiXnrzlKq0dE7uIF5Flq1CUmCHa/B3++JxwNfhpEfV9q26nbA18MQiBXW7kCsovNdlaBVXbM2atrHJpvYH51JRqGK+q6O3NG6eqaWa823IisrC51Oh5/fjf8oPz8/0tLSyn1NWlqaWcuXlZXx8ssvM2PGDDw8Ki47zZs3j/z8fNMtMTERAL0EUWnlXy30MpS/jsZkV7hegHEGQc19lzPJL9HcdNnK8OTglgxv54dap+fR38PJKKjiNLlWJcoSewwH5F6Pi4ySU9XKavxxNJ6X1pxFkoRy+f9GtL75C/R62PYS7PtQPB78Koz6pFJX88uPJ7DyZCJKBXw9o4tplN0a/o5K56/z6dgpFbxrZcP/0qPx5JVoaO7jWrHEhBn8ZNDAGtPRnwDjBGdaJPw6+lpP2P1brArCStRaU9btqTtCyp/IrAWsPJHIoSvZODsomT/pNi1J6jSw4Uk4IioPDJ8Pg1+5bcRaK4uvuzEQq92lyYrOd1VCcoQQcnVtCA1uceFsIStPiL9nYueAarMVq51HMxug0WiYNm0akiTx/fff33RZJycnPDw8brgZOZ9SfiDWu4UIxCKT8ykoqzjAauXnTutG7mh0EtvPp1rwl9yIUqngs2mdCPF1I6NQxaN/hKPSlp+1k53iLDEld3YlKOxg9OcwYn6VlyZ+OXTVZLI9u28Q74y/hVaYTgPrHobjPwAKGPUpDHypUieS04l5vLnhPADPDwulX4iP1ftfotby5kaxzgf7NSe0keVBbKlaZxIPfXxQC+yszIal5JWaJi9NJtXJEaInrCQbGneG+zaCq3X/h9+OxJNdrKZZAxcmVaH1iJyk5pfy/paLALwwLNQqEd4aS1mB6KU8/YeQ6Rn/LfR+vLr3qlrwNYgM1/bS5M3OdzYn/pD42ayPTQL5rCIVuy+KHvNp3aovO11rAjEfHx/s7OxIT7+xdyo9PZ1Gjcpv9m7UqFGlljcGYfHx8ezcudOqD1pFgZi/Zz2CGrigl+BkXMXlSRCaTgAbZShPglC1/3FWNzyc7YlIEIGCJNl4kifjIvx4ByQeBSdPIVXQ/UHbbrMcftwfy9ubxLDCIwOCeeNWxtDqElgxEyJXCZ/OyT9Bj4cqta3sIhWP/xGOWqdnWFs/Hh8kzxXcZzsuk5hTSmNPZ54ZEmLVupYfTyCrSE0T73qV64+7Bb8eFpOXvYMbiKGUxONCJ6wsT4gvWtGYb6RIpWWRIRv29B0h2NfCbJgkSbyyNpJClZbOTb2sMmivseQnw+IRELtHGN/ftRw631Pde1VtXMuI1e5ArFqJF8LoNOtrk9WvP5WMVi8RFuhl1QWutdSaI5qjoyNdu3Zl9+7dpuf0ej27d++md+/e5b6md+/eNywPsHPnzhuWNwZh0dHR7Nq1iwYNLGskNnIuOb/C3xnLkwejb1GeNARih2Oyic+u2CzcHIJ8XPlqRmcUClhxItFkFm0TruyCn4cZ1PKbw5xd0GKw7bZXDpIk8fmOS7y/VWQgnrqjJf8b2frmQVhpHvwxCaJ3gH09UULtMKVS2zM256fklxHs48pn08JkKTsdiclmsaGf64NJHaxq0C9V60zlvccGtbC6vJdfqmG5wdz7oQHNIe6QMD83ynvcu1aWcfMlh+PILdEQ7OMqixdmdbDuVDJ7LmXiaKfk48kdrc5E1jhSz8JPQyDjvHD6mL0VQkdU915VK77uIiOWWReIWYZOe61Rv2n553hrkCTJVJac1q16e05rTSAGMHfuXH788UeWLFnCxYsXeeyxxyguLmb27NkAzJo1i3nz5pmWf+aZZ9i+fTufffYZUVFRvPXWW5w8eZInn3wSEEHYlClTOHnyJEuXLkWn05GWlkZaWhpqtdqifbyQWkCRSlvu7waFiub0XRfTb5qRCqzvwqDQhkgSpjKSHAwK9eWVkWJ67+Ptl3h/ywX0cmvcHPvhmuBp0z4wZzc0tNyCxxLKNDpeWn2Wr/4W6uvP39mK54eF3jwwKkwXPU0JR0QGb9Z6CLmzUtvT6yWeX3WG43E5uDvZs+jerrL4BWYVqXhmhfDAnN4t0Gph3l8OXyWjUEWAlzzN7r8djqNQJSYvB9lfgD8mCwPv5gPh7lWy9AGWqnUsNnhhPjWkZa3MhmUUlJmyss8MDSGkptuOmUv0LvhlJBSmiqGMObtESfo/jquTaMEo01RRK8jtRnqk8KJ18gS/drKv/lRiHtEZRTg7KE1VqOqiVh3Vpk+fzqeffsobb7xBp06dOH36NNu3bzc15CckJJCaeq2vqk+fPixbtowffviBsLAwVq9ezfr162nfvj0AycnJbNy4kaSkJDp16oS/v7/pdvjwYbP3r7GXMzq9RER8+dOJA1o1xMleSUJOCZfSy5e6MGKc6Ft1MomsIvmuqOb0b85LI0IB+PHAVZ5afkqeA4W6GNY/LiYMJT2EzRTBjIVSBZaSlFvC1IVHWBWehFIB705oz1O3Kuflxglts/Rz4Oorruab9qr0Nj/cHsWWs6k42ClYdG9XWU60er3E3D/PkFGoIsTXjTfHWWd/k12k4vs9Ihv2/LBWVks/FF83efl2m2SUy6eDthRa3gkzV4KjPP1Pq8ITyS4WpdSxMgwWVDWSJPHa+nPkl2poH+DBw7XYF7Ncwn+FZdNAXQTNB8ADf4FX0+reqxqBMeNc4wS1awvGsmTTXjbpK15myOaP6uCPhwwXztZQ66SNn3zySVNG65/s3bv3X89NnTqVqVOnlrt8UFCQrL1SXZt5syVKmCgPKEe808XRnv4hPuy6mMGO8+m0blRxL1rP5vUJC/TiTGIevx6K44XhobLso0Kh4PFBLQnwqscLq86wJTKV9IIyfpzVzXKV9vQLQpoi65Jo0B3yBvR9tsqnpA5EZ/L08lPklmjwdnHg6xldbt0sn35BqOUXpQkPz1nrhe9lJfn10FWTv+InU8Lo09L65nyARftj2X85E2cHJd/e3eXfSvVm8tXuaApVWto19mBCJ+t7w5YdSyCvRMO9XmfpdfwzobEWOhqmVk7eozJc71358IDgWpkN23Q2lR0X0rFXKvhkSlitnfb8F3o9/P0uHPxcPA6bITTCbkPfSEtxNAZiurpAzCJM/WHylyXzSzVsPit6sO/uWf0XDrfJUaFm0K2ZNwDHb6IVNqydGBT463z5EhpGFAoFjw0UAcFvR+IorqDcaSnjOwXw2wM9cXe252R8LpO/P0xCtpkGtZIkVLN/vEMEYW6NYNZG6PdclQZhkiTx3d4r3Lf4OLklGjoEeLLpqX63DsISjsGvo64pvj/wl1lB2PZzaby9WZScXhweKkvzOwjR3093CMHPt8e1o5WVGbaYzCKWGq7+Xh3VxmrdsDKNjh8OxDLdbg9vl32MQq+BthNg2hLZgjCALZGpJOWW0sDVkalda5/eVnaRircM065PDG5JG/8qnDazJZpSWPPgtSBs4P9gwvd1Qdg/cLCvy4hZjCTZtFF/XUQSZRo9oX7udGnqLfv6zaUuEJORrkFiOux0Yl6F5b4hrX1RKsR0ZVLuzQOfO9s2ItjHlYIyLcuPy6+M37tFA9Y81ocAr3rEZhUz8btDnLjFRKeJglTRE7T1BVGSajEEHjsEzfvLvp83I79Ew6N/hPPx9kvoDb1Uqx7tfWvtroub4LdxUJoLAd0Mfpf+ld5ueHyuqX9rZs+msk1I5pWoeWrZKXR6ifGdGssyUv3htii0eokhrX1lydj9eSKBu0qW85HDjyjRi8m4yT+DnXzpfUmS+N6gon9/nyDqOdY+NfY3Np4np1hN60buPDHYcnP2GkV+sugHO79WTBWP/w4Gz/vPaYRVhrqMmBVkXoLSHDE05d9J1lVLksQyw/n07l5Na4SWX10gJiPN6rvQ0N0JtU7P6cS8cpdp4OZEN0PAtuP8zW2M7JQKHjL0lPx88KpN9L9a+bmz9vE+tGvsQXaxmmmLjvDWxvMU3kTrjPPr4fveELMb7J2FYvbdq63WijIHvV5iTXgSQz7fy1/n03G0EwKZH03peGsV+2OLYOW9QuW/1Qihc2WGxEJ0eiFzlpxApdUzpLUv74y7hS5ZJdHo9Dy78jQp+WUENXDh/YnWC34eiclm5wUhBDtv1C1EbCuBSq3GbdfLPO+wWjzR/wUY943sBs57L2cSlVaIq6OdycC+NrE1MpUtZ1OxM5Qkq0soUlbij8APAyHlFNSrD/euh853V/de1ViM77mmLhAznwRDNiywu+yZ1vD4XC6nF1HPwU62Koa13AZHh5qDQqEwSVQcupJV4XIj24vy5PrTybdc58TOAfh5OJGaX8bvR+Ll2dF/4OfhzMpHejO5SxMkSWhDDflsH5vPptzYQ1eWD2sfgVX3iUySfxg8vA96PlKl1iXnkvOZuugIz686Q1aRmpa+bvz5aG9m9LhFrV+vF7Yr214CJOj2AExfalZj+ZWMImb8eIzcEg1hTTz5emZnWXqXjDpTey9l4mSv5JuZXXCzQqoCRAnx1XWRAMzs0ZSWvlYOEWhKSf9pOpP0f6FHgWbYRzDkddmzIZIk8dVu4ak5s2dTPF2qt5HWXDIKy0z/98cGtqBDE+slPKoVSYITP8OSMVCcKZwSHt5T5dnv2obOMJGurAEZl1qHqVFfflsjY5vG2LDqb9I3UheIycxAQ5P+3kuZFS4zLqwxDnYKziblczH15gaqzg52Jr/Ir/++IovtUXm4Odnz2bQwfn+wB0ENXMgoVPHkslPMWnycuMwiUcr7rg+cXSEa8vu/AA/uAl/rsyyVJa9EzWvrIxn7zUHC43NxcbRj3sjWbH26P50CvW7+Yk2Z6Gs5/LV4PORNofRvRiYnNrOImT8eJatIRRt/D36d3cPqJnojn+64ZJr0/GZmFyGOaiXf7blCbFYxDd2drB/2KM1F/9tEmmb8jUqyZ3/YJzj0edTqfSyP/dFZnErIw9lBacoI1xYkSWLemkhySzS09ffgaSsFeKsdrQo2PQNb5oJeC+0mwYN/gXdQde9ZjSe/VByrPerVjJN9reGG/jB5A7HcYjVbIoWywsyezWRdtzXUBWIyY9QKi0zOr9DXsYGbE0PbCMmNVSeTbrnOKV0DaeXnRn6phu/2XpFvZ8uhf0hDtj87gGeHhuBoryTtymlSvh4OK++BgiQh0PrAXyITUkXNuYk5JXyw9SIDPt7DH0cTkCQRzP79/CAeGdji1mWf0lwh1Hp+LSgdYOIP0H+uWZmcuKxiZvx4lIxCFa0bubN0Tk/Lp0z/wZLDcXxrkJb4YGIH7mxrvfHs5fRCk2jv2+Pa4WnNySA/GRaPRJl4hAKpHs87vknvsQ9YvY/lIUkSX+66DMDdPZuZRDFrC6tOJrE7KgNHOyULpneq3SXJwjRhVRWxBFDA0LdhymLZpElud4yBmFXfvf8ieQlQkCx6EJt0l3XVayKSUGv1tPX3IKwGZapr8VGiZuLj5mR6g/derjgrZmzCXncq6ZZTNXZKBfMMQqy/HI67ZZO/tTg72PFs34ac6LKT7U7/o4/yHCrJga+1E7jPaQF/FTQ1pd1thSRJHInJ5pHfTzLwkz38sD+WgjItoX7urHi4F1/N6Ewjz0qcpPMS4OfhwrPMyQPuWQ1h083al4TsEmb8eJT0AqHp9cecntSXKQjbcjaVtzYZvCnvbMVdtyqvVgK9XuJ/a86i0UkMbeNnKoVbREYU/HwnZF4kE2+mqd+k750TrNYhq4gD0VlEJOThZK/kkYG1KxuWmFPC28b3clirarVMsZrEE7BoICQdF+4Id6+Gfs/WNeWbQYExI+Zc61SiqhdjNqxxZ3C8xdCVGVzfpD+zZ81o0jdS9wmxAYNCfTmTlM+eqIwKp976h/jg5+FEeoGK3RfTGdnh5hN7g0Ib0ju4AUdis5m/NYpv7+5ii10HvU5cAe9+F89SMUGZ23Q4C5SzWHpZiS6uhH1x4TTxrseMHk0Z2Kohbf09rJZEAPFFuZxexMErWaw6mUhU2jXR2/4hPtzfJ4jBob6V31bqWaHyX5QG7o1FEGamQnNijgjCUvPLaNHQlWUP9cLHTR6JhiMx2Ty38jSSBPf2asaTd8gzWffbkTgiEvJwdbTj3QlWDBLEHRK+m2V55LoEMSHnOezqN5NFlb88JEniS0NvWG3LhhndFYrVOroHeTOnf+0KIm8g4ndRitSpoWEbuGspNJBnKvi/RF1GzEKuN/qWkWNXc4jNLMbVseY06RupC8RswB2tfflydzQHorPQ6PTlijja2ymZ3KUJ3+2N4c+TibcMxBQKBa+ObsP4bw+xJTKV8efTTJpkshF/WDSyp4lGYxq2gRHz8W4xmHeAR/NK+f1oPMuPJ5CUW8onf13ik78u4eXiQK/mDegVXJ/uzesT4uteqZKMWqsnMbeEY7E5HI3N5nBM9g0uAvUc7JjUJYD7+wSZr1Z/+S9YNVtY7vi2FVf0nuZ9+ZJyRRCWnFdKsI8ryx/qRUN3eYKwc8n5PPzbSdQ6PSPbN+ItmSYvYzOL+HB7FAD/G9kaf896lq0o/FfY8jzotegad2Ni6uMk48ynQ0JsJkp66Eo24fG5ONkrebSWZcMWH7rK8as5uDja8dnUTrXTS1Krgu3z4OTP4nHrMTBxoSxWVf9F6gIxC0k4In7KrB9mVNIf1ynA6kEoualZe3Ob0CHAEx83R7KK1ByOyTY18P+Tqd0C+W5vDPsuZ5KQXULTBjdPw7YP8OSh/sEs3BfDvLWRhAV64echQ9Yg4yLs+wjOrxOPnT1h8KvQ7cEbmtkbe9Xj5RGtefqOEDacTmbnhXSOXc0hr0TD9vNpbL9OpNbdyR5vV0e8XR1p4OqIZz0HCsu05BSryClWk12sprDs3yK1zg5KugfVZ1CoL1O6NLFsYu7oQvhrnrBaaj4Qpv9utvn0pbRCZi0+RnqBiuY+rix/uBe+cvyvgZNxOcz+9QSFKi09mtdnwXR5Ttylah1PLDtFmUZP35YNuNuSZlSdBv56BY7/IB63m8iXLs8SF5tMsI8rE2xkui2yYaI3bEaPprL9r6uC8yn5fLxdCPC+NrrtLb/HNZLceDENnXJKPB78qhjIqcJp6NuN7GLhV+ztUid0W2kK0yH7CqCAwJ6yrTa7SMX2c+L8VBOU9P9JXSBmA5RKBSPaN+KPowlsOpNSYSDW3MeVga0asu9yJgv3x/DBxA63XPezQ0PYdzmTi6kFPLviNH/M6Wn5STzxOBxcAJe2Gp5QQNf74Y7XbqoJVs/Rjrt6NOWuHk3R6PScTcrnSEwWx+NyiYjPpUilpdBwS8i5eT+bo72SzoFe9AxuQJ8WDejc1Mvy/iOdVgRgxiCiyyzDZKR5wdzJuBwe+PUEBWXC0Pq3B3rKE/ACey9l8Ogf4ZRp9HQP8uan+7rdWvesEkiSxKvrIrmYWoCPmyOfTg0zv1xckiNOxlf3i8d3vEZcm8dY+MUBAOaNamMzm6ED0VmciMvF0V7JYzKJ41YFxSotTy07hVqnZ2gbP2b0qH0OAFzaDusegbI8qOcNk36stOF9HRUTm1kEQJBP3XBDpTHqh/m1h3pesq12xYlE1Do9YU08ZZlIl5u6QMxGjAsL4I+jCfx1Lo33JrSv8GT7xOCW7LucyeqTSTx9R8gtG9CdHez4ZmZnxn59kCOx2Xy754p5I/J6HVzaJmQcEo8anlRAm7Ew4EXw71j5dSGMbbs286arwd5Jr5coKNOQU6y+4ZZXqsHNyZ4Gro7Ud3WkgZuTKVMmR38ZxdmwejZc3Sf+njvfhj5Pm91c/HdUOo8vjaBMo6drM29+vq8bXjJd0W46k8LcP0+j0UkMCm3I93d3lU0x/o9jCaw9lYydUsHXM7qYX5JMPy/6wXLjwMEVJv0Abcbw3pITqHV6BrRqyNA2vrLs6z+RJInPd4ps2D09m8kW9FYFb2w4T2xWMY08nPlkSsca1QB8S7Rq2P02HPlGPA7oClOXgFctDCZrGHq9RIwhEGvp61bNe1OLiDeWJeXrD9Po9CYNzvv7Bsm2XjmpC8RsRLdm3vh7OpOaX8beS5mMqGByrUfz+vQIqs/xuBx+PBDL62Pa3nLdLRq68e749jy/6gxf7LpMr+AG9Gh+C2V4TSmcXgZHvoUcIWuAnSN0nAZ9noGGrcz9E8tFqVTg5eKIl4sjweUnAuUn9QysuAfyE0QQMXEhtB1n9mpWhyfx8pqz6PQSd7T25duZXWQLlJYfT+CVdZFIEozp6M/n0+STNjiVkMs7hmm9l4aH0rtFA/NWcH49rH8MNCXC+HzGcvBrx55LGey6mIG9UsEbY9raLMjYeymT04lCN+zRQbWnN2xtRBJrIoT225d3dZJNzqRKyI2D1Q9Acrh43PNRuPPdOr9ImUjJL6VMo8fRTkmgt4V9mv9F4kT2Xc5A7K/zaaQVlOHj5sSoW/RiVxd1DQA2QqlUMKajeNM3nUm56bJPGKbllh1LIMfQV3ArJndtwqQuAegleGbFKXIrel1GFPz9HixoJyahcmLA2Qv6Pw/PRsL4b2ULwqqFMyvg52EiCKsfDHN2mR2ESZLED/tjeGHVGXR6icldmrDoXvmyVcaePqMv5Zd3dZYtCMsuUvH40gg0OokR7RrxsDkCqHod7H5HlCM1JRA8GB7eC37tUGv1vLtJGJrP7htks6v667Nhs3oH1ZpJydjMIl5bfw6AZ4a0omewmcFvdXJhAywcIIIwZ0/hLjHyo7ogTEauZBjLki42K+ffdhRlQIY45tB8gGyr/fVQHCB6w2wlu2MtdRkxGzIuLIAfD1xl18V0ilTaCic1BoT40CHAk8jkfBYfvFppFfR3x7fndGIesZnFvLDqDD/d101kLTIviSzH+XWQefHaC7yaQu8nodPd4FTL0+U6jbArOrZQPA4ZJnpbzOwr0Or0vLv5AksMqeuHBwQzb2RrWbI/er3EB1sv8tPBqwA8NqgFLw0PlS2zpNXpeXrFKVLzywhu6MonU80ojZXmwtqHIXqHeNznKRjylmk44+eDV4nNKsbHzZGnbKgOv/NCOpHJ+bg42vFILVHRV2l1PLX8FCVqHT2b15dNdsTmaMpgx6tw4ifxuEkPmPKzOC7UISvGQKxFw1p+nK1KjNkwvw5mef/ejMikfE7G5+Jgp6iRTfpG6gIxG9I+wIPmPq5czSpm+7m0CvWXFAoFTwxuyaN/hLPkcBwP9GteKcFQVyd7vpnRhQnfHeLqpdMc+PlP+qsPojBeVYBQkm85BMLugtZjZTdnrhbyEmHNnGs9bgNfhoH/M3vCK7dYzdMrTnEgOguFAl4Z2UY2S50ilZYX/jxjmiT938jWPDpQviZ0vV7i5TWRHLqSjYujHQvv6Yp7ZX3T4g6KIKwgGezrwbivoeNU06/js4v5+u9ow363sZkfm1an57MdIht2f58gGsikz2Zr3tl0gfMpBdR3deTLuzrXDqmKtEhY89C1C7N+z4nJSDMHWeqoHHWBmAUYh4TkzIYdjgNgdAf/Gj2JfRuclWsuCoWCSZ0D+GznZZYfT7ipEOawtn608ffgYmoBX+2O5q1xtxAeLcqElAjaJp3guPcGvAovg8EtSVI6oGgxGNpNhNBRsk6fVDtRW0U/U1meUMqfuBBajzZ7NRdSCnjkj5Mk5pRSz8GOz6eF3VLLrbLEZxfz0G8nuZxehKOdkg8nd2BSF/lEUPV6iVfWRbImIgk7pYIvpneiVWV01nQa2PshHPgMkKB+C5j6izBvNy6il3j+zzOmbM8kGwofLjuewKX0QjzrOfBQLRFA/eNoPEuPJaBQwGfTwirn7lCd6HViMOfv90CvAdeGMGEhhAyt7j27rTl+VYhhd6xBNjo1HpkDsawilakt6P6+zWVZp62oC8TkJCcO3DvcMKk3vXsgX+6OJjw+l4upBbTx9yj3pUqlgtdHt2HmT8f4/Wg89/Rqdq0vR1UEqachOUL0dSRHiJ4oA16AXmHPPm07tuh7EdBzMs+O7VG7JrhuhVYFO9+EY9+Lx407w5RfoL75X7ANp5N5ec1ZyjR6mtZ3YdG9XSt8X8zlQHQmTy47RX6pBl93J76/p6tpolQOJEnizY3nWXEiEaUCFkzvVDlh35xYkRFJPiked74XRnz4rxL1ov0xnIzPxc3J3jIJjEqSU6w2ZcNeGNaqVjS6H4vN5q2NYijixeGhDA61zRSpbOTGw7pHr0kChI6GcV/dVJqmDutJzS8lNqsYpYLa1TtYneQlimOUwk62Rv3lxxJQ6/R0CvSiU6CXLOu0FXWBmJws6gfePmIM3K8dOHvh6+zJvKbZ7EtQs//vQtoM6wLOHgaBUQWUZJtufUqz+aDxKTIzUkj8fRktA+0g6zJkRglx0htQgE8rsa2gvihDR5F4poDVG87D4SxK7aNk63WqdrJjhDRF6hnxuPeTMORNs5uLVVodH227xOJDomdrQKuGfHVXJ1nkKSRJ4qcDV5m/7SJ6CToFerHo3q6ySjFIksQ7my/w+9F4FAr4dGoY48IqIbB6ZoVQyVcXic/d2C9FtvQfnE/JZ4Ghcf7NsW0JrG87YdLPdlwiv1RD60buzJDBX9PWJOeV8vjSCLR6ibFhjXlMxjKz7EgSnFkOW18CdSE4uomgu/M9dV6RVcCO8+mAOAbUqepXEmN/WOPO4vxoJRqdnt+PGiQr+gRZvT5bUxeIyYnSQQRV0TuuNUEDDwIPOgLRhttNmAniXSkErmv1wiMAArqIwKtxF2jc6V9q8bN610cBvL7hPD/sj0WSJF4Z1aZ2B2ORq2HTs+KEUs9blFVCR5i9misZRTy9/BQXUgsAeHxQC54fFipLf0+JWsvLayJNafBp3Zrw7oT2sk7oSJLEh9ui+MUwAfTRpI63LneW5YsALHKVeNy0j9AHK0cnqkyj47mVQuNsWFs/m/lJggj4jOa7b41rV+OnykrVOh7+7STZxWraNfbg48k1WC+sOBs2PwMXN4nHgb1E+d6CzHEdlmE8DozuaBsXitsSmcuS286lkVGooqF7zZWsuJ66QExOno+CkgRR/smOAVUBlOUjleUTk5iCk7YIX8cynLRFgCReo7QHlwY33E5kKDicpsDezYeHxw7EIbAreFTuw3Rv7yBQKHh9/Tl+PHAVvQSvjmpjsxKTzVCXwPaXIeI38bhpH5j8k9l+kZIksfx4Iu9sPk+ZRo+3iwMfTwnjzrZ+suxmfHYxj/weTlRaodDbGtuWe3s1k/VELUkSn+64xKL9sQC8P7E907rfQnQz8TiseRDyEkS6f9A86D8XlOUHh5/tuMTl9CJ83ByZP6mDzQINSZJ4Z9MFJAlGd/SnVw0v3UiSxEtrzpqa8+WUNZGd6J2w4QkoShfHlcGvQN9nK3zP65CflLxSTsbnolCIBvE6KoEkwVVDRkymQOxXQ9Xj7p5NZZMKsiV1gZic2DtBk67idh0KYN/Bq7y7+QItPF3Z+Wx/lJpiUW509vxXuSCkRM0jn+0jJ0+NKrklc9uZ94W+t5fwGHx9/Tl+PniV+OxiPp4SVqlJzBrBDRNeChjwgpiKNHPiM7NQxavrItlxQZQK+rX04bNpYbKVC/86n8aLq85QUKalobsT393dhe5B8oxdG1Fr9by58TzLjRmksW1v7iGpKRW+oYe+AkknpAkm/wyBPSp8yeErWSaJjY8md7Tp9OL2c2kcu5qDo72SeSNb22w7cvHd3hg2nUnBXqngu7u70MS7BvpIqoth5xvXZCl8QmHyjzcMYdRRNWw+K7Jh3YPq1/xBjppCTiwUJAmBcRn8Jc8m5RGRkIeDnYKZNViy4npqfqh4mzCtWxPcne2JySxm2/kMUQev51Vuz4aXiyNvG6Ymv9lzhcMxWWZv795ezfh0ahiOdkp2XcxgxBf7OXTF/PVUKVo17JkPPwwSQZirL8xaL7wvzQjC9HqJNeFJDFuwjx0X0nGwU/DqqDb89kAPWYKwUrWOV9ZF8sjv4RSUaenS1IvNT/WTPQjLLlJxz8/HWH5cTOm9O77dzad/YvfCd72Ff6ikgw7T4NGDNw3C4rOLeWJZBJIEM3oEMqSNPJnC8sgtVvOGodn9kQHBNTOouY4VxxP45C9h5v3G2LY1M3uXcAwW9rsWhPV8FB7ZVxeEVQPa6/qSxneqK0tWGmNZskl3cLT+mPCDoXIwpmPjWiMQXZcRqyLcnR14oG9zvtwdzZe7LzOyfaOblgvHhjVm/+VMVoUn8fTy02x9pp/ZH6opXZvQxt+dp5efIiazmHt+PsbD/YN5flhozUvXppwWZZV0oVZO6zEwZgG4mTeZdiYxjzc3nud0Yh4Abf09+HRqGG0byzMVeT4ln2dWnDbpBD0yMJjn75T//3k+JZ+HfwsnOa8UNyd7vpjeiaEVlVNLcoS47eml4rF7Yxj1CbQZc9Nt5JdomP3rCXJLNHRs4smbY28hmWIlb248T2ahipa+bjwxuGaLoG6LTOWVdZEAPDqwBbN6B1XvDv0TrQr2zodDX4rMukeAcMloMbi69+w/y5bIVBJzSqnv6sikzrbrsbztkLE/LD67mK2RqQC1RhIH6gIxWSlV67jZ6f6Bfs1ZfOgql9OL2HoulTG3aOZ8Z3x7ziblcym9kGeWn+aPOT3Nbi5v19iTzU/1590tF1h2LIFF+2M5FJPFF9M71wwzWq0K9n18LYvj0kAEEe0mmTXhlVFYxifbL7EqXIipuTra8eQdITzYr7ksQZJeL7H40FU+3n4JtU6Pr7sTn0/rRL8Q+aUAtpxN5YVVZyjV6Ahq4MKPs7oRUp5OmCSJRvzt/xNDIiig+xwY8sYtJ4/UWj2P/hFObGYx/p7O/DSrW4XG9HKwLTKVjWdSsFMq+GxqmE23ZS1HYrJ5ZsVp9IYs4csjKud0UWWknhWyFBkiu0jYTBgx//bSC6xlSJLEwn0iE3N/n6Ca20dY05AkWQOxnwx90QNbNZTt4rsqqAvEZGTPpQzu8qlYM8qzngMP9mvOF7ui+XJXNKPa+980K1bP0Y5v7+7CuG8OciQ2my93RzP3TvN9Ies52vHBxA4MbNWQl9ec5VxyASO+2M/Mnk156o4QGrpXk6J5cjisf+Ka2nfbCTDqU3CrvFt4mUbHb0fi+Gr3FYpUWgAmdQng5RGtZesFyygo4/lVZzgQLUq7d7b146PJHWXvudMYlOYX7hOm7P1DfPhmRhc8XcoZgc+Ng81zIWa3eNywjdCIukkZ0ogkSby+/hxHYrNxdbTj5/u621R1OrtIZfJlfHRgMGE1WNPnQkoBD/92ErVOz4h2jXhvgu0GF8xGp4VDC2DvR9fEWcd8ccvMZx22Z9/lTC6mFuDiaMes3jfp4azjRjIuQkmWcPgI6GbVqrKKVPx5MhEQlYraRF0gJiMbzyRzV9+bXz0/0K85iw9eJTqjiC2RqYy9hQ5US183PpjYgWdXnubrv6PpHuRN/5DKByrXM7xdI8KaeDFv7Vn2XMrktyPxrAlP4qEBwczpH1yhF6bsaMpg7wdC8VvSixPK6M+g7fhKr6KgTMMfR+NZfDCOrCIVIFSs3xrXji5N5RNQ3XkhnZdWnyG3RIOzg5LXx7RlZo+msp+cE3NKeGr5KVNJ9aH+zXl5ROt/Szto1cJfc+98YdRt5wQDX4Q+z1RaV23R/lhWnhSCsF/P7GzTK0dJknh9wzmyi9WE+rnztA19K60lMaeE+385TqFKS4/m9fnirk41x74oKxrWPSIuXgDajBVBWJ04a43g+73i4mlmj6ay6BL+ZzBmw5r1ttp0fsnhOFRaPWFNPOldE/s5b0JdICYjR2JyyDRol1SEh7MDc/oH8/nOy3y1O5pRHfxvebCf0DmAY1ezWX48kWdXnGbrM/0tzvY08nTml9k9OHwliw+3R3E2KZ8vdkXzx9F4nrojhOndA21bNrq6X2hbZQnhUDpMhREfgWvlvjjpBWX8ciiOpUfjKTRkwAK86vHMkBCmdG0im0xHiVrLB1sv8sdRMa3Yxt+Dr2d0oqVvJayEzGTjmRReXRtJoUqLh7M9H03u+G+7JUmCqC1iOi5HHPRp1k+Is/pUvt9qW2QqH26LAuCNMW25o7XtmvMBNp9NZWtkmihJTguTVVtNTnKK1dz3y3EyClWE+rnzo41LtZVGpxVuEn+/B9oycPIUpfuO0+rEWWsIEQm5HLuag4Odggf71+m1mYVMZclilZbfjohBiUcHtqg5WexKUheIyYhOL7E6PInHBt1cdfv+vkH8dCCW6Iwi1oQn3VoTCnhzbDtOJ+ZzMbWAWT8f5/c5PayaCOnT0ocNT/RlS2Qqn/x1ifjsEt7ceJ5Pd1xiTEd/JndpQtdm3vJ9oLNjRBARtVk8dvMTzfiV8IlUa/UcvJLJhtMpbI1MRaMTGmyt/Nx4dGALxoY1xkFGUdDDMVn8b00kCTklADzYrzkvjQiVPYjILFTxxoZzbDsnjMG7NvPmy7s6/XuaMDlCNOPHHxKPXRsKZwEzldL/jkrnmRWnAbivdzOb+6/FZRWbGt6fGNyS9gE103cvo7CMe386TmxmMY09nVnyQI+aoYieFgkbn4KUU+Jxiztg3Ddma+nVYTskSeKT7WKydnynAPw961XzHtUi9DqIOyjuWxmILT0WT36phuY+rpWzfKth1AViMvPH0Xge6t/8pmrhHs4OPD0khPe2XOTjv6IY0aERHs43P/A7O9ix8J4uTFt0hEvphdy16ChLH+pp1RdfoVAwpmNjhrdrxIrjCSzcF0tyXinLjyey/HgiQQ1cmNSlCRM7B1hud1OWD/s/haPfi74WhR10e0CITbpULPeg1uo5FJPFlrOp/HU+jcIyrel3PYLq89CAYIa09pVVqLawTMOH26JYekxkwRp7OvPRlI4Wl4IrQpIkVoUnMX/rRXJLNNgrFTw+uCVP39Hyxs9NfhLsfgfOrhSP7Z2h9xNCpNNMG5D1p5J5YdUZtHqJke0b8fqYtvL9QeVQotbyyO/hFJZp6drMmydr6JRkan4pd/94jNisYnzdnfjtwZ7Vr/+kKYP9H4uJSL1WaA0Oe7/OoqgGsvFMCkdis3GyV/JMDS6710hSz4AqX2R5G1kut1Kq1pkkKx4f1KLmtBOYQV0gJiPeLg4k55Wy62I6I9rfXIR1Vu8glh1PIDazmC93RVfqxNisgSt/PtKbmYYTx7RFR1g2p5fVnoAOdkru7R3E3T2bcfRqNmvCk9l2LpW47BI+33mZz3deJtjHlR7N65tut9SA0uvg1O+ipFKcKZ5rcQcM/wB82/xrcZVWx/mUAk4l5HEqIZcD0Vnkl2pMv/c1WFVM6hJAxyZeVv295bH3UgavrI0kJb8MgHt6NeXlEa1xv0WAbC6X0gp5bX0kJ+JyASGv8cnUjrRrfF22SFUopkiPfCvKUQAdp8Mdr5drT3Qrfjl0lbc3Cb+sCZ0a88nUMJvaCkmSxMtrIrmUXmgSuq1xcimIIOyuH44Sn11CgFc9ls7pSZCPa/XuVPxh2Pg0ZBu80NqME6VI99p3lX+7E5tZxDuG79UTg1va1Jv1tsRYlgzqa7ZY9/UsO55AVpGawPr1mNC5dmaLFZIkSdW9E7WdgoICPD09eWfNCX4+nk7P5vVZ+UjvW75u76UM7v/lBPZKBRue7HvjyfgmJOeVcvePR4nLLsHf05mlc3oS3FBeKYpilZbt59JYE5HEkdhs/vkpCfCqR6dAL5rUr0cTbxeaeNcj0LseAV4u1Es+BNvnXdMEa9AShn+AqvkQMovUpBeUkV6gIr2gjPjsEk4l5nExpQC17kZj84buToxq34jRHRvTrZm3TWyaMgrKeHfLRZM/XNP6Lnw4uQN9WsjbBF2i1vLl7mh+PnAVrV6inoMdzw4N4YF+za+VVXVaOPUb7PngWvDarC8Me0/4jJqJJEks2HmZr/6+Aoix+jfGtLW53dXPBhcJe6WCZQ/1okdzeYVu5SAtv4y7fjhCXHYJgfXrseLh3gR4VWNZqawAdr0JJxeLx26NYPSnoim/DhM6vURmoYqsIhWB3i7lTxRXAYk5JUxbdITU/DLaNfZgzWN9akZPYRVgPN/l5+fj4WHFoM/vk8TU9/D50Ptxi1ZRptHR/+M9ZBaq+HBSB+7qUTuU9P9JXSAmA8YP5qWENEZ+H45OL7H16f6VmkZ79Pdwtp9Po3UjdzY82bfSfUgZBWXc/dMxojOK8HFzYumcnoQ2kr+RHCC/VMPJuByOX83h2NUcIpPz0en//bFprUjgeftV3GknJrvyJVe+ZyorFcPQYn9DebE8Grg60rmpF50CvegeVJ9uQfVtlmbW6SX+OBrPp39dolClRamA+/oE8eLwUFwc5UsUS5LEzgvpvL3pAsl5pQAMa+vHm+PaXTvx6/VwYZ1wFTBmQuoHw53vih46C8pROr3EmxvPmYYNnr+zFU/e0dLmTaxHY7O5+6dj6PQSb41ta/M+NEtIyy9jxo9HuZpVXDOCsIubYeuLUCguBuhyH9z5zn9eF+xKRhHbIlOJySwiJa+MlPxS0vLL0F537Gns6Uwbfw/TrUOAJ00b2DYzlZZfxtRFh0nMKSXE140VD/eyqS1YTUOWQEyrho+aicnvRw9Cow4WrWbJ4Tje3HieAK967HlhUI3MvFeGukBMBq7/YM7bfIUtZ1OZ2rUJn0y9dd07q0jFsAX7ySlW88TgFrw4vPL+e8IC5zgXUwvwdnFg0b3dqiT7UKzSEpGQy6W0QpJySyHtHEMzf6Gf5ggAWknJUt0QFminkMeNwaGjnRJfDyf8PJxp5OGMv6czHZp40jnQm8D69apk2uVsUh6vrjtHZHI+AGFNPHl/YgfZm8ljM4t4Z/MF9l4S2a0Ar3q8M77dNRshSYJLW+Hv96+Jc9arDwNfgm4PWjzOrdbqmfvnaTafTUWhEMLARv9RW5KWX8aYrw+QVaRmQqfGLJjeqcZNL6UXlDHjh6PEZhXTxLseKx7uVX1WS4XpsPUFuLhRPK4fLKZgZTI+ro2kF5Sx6UwK608ncy65oNxl7JQKvOo5kF2sLvf3PYLqc0/vZoxo10j2E3NWkYrpi44Qk1lMswYurHqkt001+GoisgRiCUdh8XAh4P3CFVCa/z6ptDoGfryXtIIy3pvQnnuq4BhnK+oCMRm4/oMZnatj8veHcbBTsP+lwZVqpt9+LpVH/4hAqYBlD/Uyy9Muv0TDrF+OcyYxDzulgicGteCpISGyThFWSOoZoYpvnIREgbr1ePJ7voDauyV6vYRektDpJSSgvosjXi4O1XZyTssv44tdl1l5MhFJAndne14a0ZqZPZrKmnnLKVbz9d9CEkSjk3CwUzCnfzBP3xEiFLclCWL+Fv1zKRHiRU4e0Ocp6PUYOFme2UzKFXpkpwymtwumd7qlg4McFKm0zPzxKGeT8mnj78Hax/rUOHXxuKxi7v/lOHGGnrAVD1vfX2kRkgRnlovyfVkeKO2hz9MiAHf4703d5ZdoWHo8nm2RaaaLIxAB14AQH3oFN6CxVz0aeznj71kPX3cn7O2UFJRpiEot5GJqgbilFXLuumy9t4sDY8MaM6lLE8KaeFp93EnMKeGBX08QnVFEY09n/ny0d433S7UFsgRi+z6GPe8L7chpv1m0CmM2rJGHM/teGlRjpXEqQ10gJgP//GBOX3SEY1dzmNEjkPmTOlZqHXP/PM3aiGQauDqy6al+NDajVFKi1vLaunOsPZUMQPsADz6f1olW5dniyEHKafFFurTF8IQC2k+GAS+Cb+UzelVFfqmGRftiWHzoKmUa0Yc2vlNjXh3dRlZT2DKNjsWHrvL9nhiTxtmg0Ia8MabttR6+uEMiAEs4LB47uAij5j5P3XSKtDJsP5fGS6vPUFCmxd3Znm9ndmFAK3knPsujTKPjgV9PcDgmG28XB9Y/0ZdmDaq56f0fnE7M44FfT5BTrK7eICwvATY9e80RwT9MSFL4V+44cTuRnFfK4oNXWX48gRK1zvR812beTOjUmFEd/M0u+aUXlLHsWALLjyeQUagyPd/cx5WxHf0ZE9bY7ONiqVrHjgtpvLPpAtnFavw8nFjxcG+aV/dgRzUhSyD26xiIOyCEvLvPMfvlpWodAz4RvWHvTqiajL8tqQvEZOCfH8yTcTlMWXgEO6WCXXMHVuoLW6rWMen7w1xMLSCsiScrH+ltdvPn5rMpvLb+HHklGhztlbw4LJQH+jWXL9uTckrYq1zeZnhCAR2miACsYQ3z40MECH8cjeebPVfIKxETmN2aefO/ka3pFiRfCVer07M2IpkFuy6Tapi6bOvvwbxRra9JX8QfgX0fQewe8djOSRyA+j1nlqVTeai0OuZvjeLXw3EAdAr04usZnask0FBpdTz8Wzj7Lmfi6mjH0od60amGWRgdiM7kkd/DKVHr6BDgyc/3d5M1AK8Uej2c/Bl2vQXqIvH+D54HvZ+yamKsNhKVVsAP+2LZeCbF1O/VupE79/cJ4o42vrK8N1qdnkMx2ayNSOKv82mmCzAQ+oOjOzRmTJg/LSoYctLo9ByMzmLD6WR2XEg3BYrtAzz4aVb36pc4qUasDsQ0ZfBhU9Cp4MmT4GO+7MfCfTF8uC2KJt71+Pv52tsbZqTWBWLffvstn3zyCWlpaYSFhfH111/To0fF/nqrVq3i9ddfJy4ujpCQED766CNGjRpl+v3atWtZuHAh4eHh5OTkcOrUKTp16mTWPpX3wXzg1xP8HZXB2LDGfD2jc6XWk5hTwthvDpJXomFatyZ8NLmj2en09IIyXl5z1tSX1D3Im3mj2lhu+6NVwYUNcOJnSDwqnlMoob0xADPf+9LWlGl0rI1I5ts9V0wN8iG+brw0ojVD2/jKVhqVJIkdF9L55K9LXMkoAkQf2AvDWzE+LAClAiFYuO8jcfUHogzV+V7xv5NBmDMuq5gnl0eY+mkeGRDMC8NDq6Q0rdHpeWJpBDsupOPsoGTJ7B70rGHWIlsjU3lmxSk0Ool+LX1YdG9XXKvKystIVrQQZk0QPZQ07Q3jvrboBFSbuZpVzEfboth+Ps30XO/gBjwyMJiBrRrarGWhSKVl14V0Np9NYd/lTJMgNIj2BG8XR7xdHfF2ccDbxRGFAvZEZZBbck0+p4l3PSZ2DuCxQS1kHeapjVgdiF3dD0vGisng56PMHkYqKNPQ/6M95Jdq+GxqGJO7NjF/H2oYteoTtXLlSubOncvChQvp2bMnX3zxBcOHD+fSpUv4+vr+a/nDhw8zY8YM5s+fz5gxY1i2bBkTJkwgIiKC9u3bA1BcXEy/fv2YNm0aDz30kGz7+sKwUP6OymDTmRQeG9iiUhOUgfVd+HpGZ+5bfJw/TybRoYmX2SlXPw9nfrm/OytOJPLu5guciMtl0neHGdLal7nDWlVaIoPcODj5C5z6Q5iyghBjNWbAauBJJK9Eze9H4llyJI6sItHI28jDmbl3tmJSlwBZtbOOX83hw20XiUjIA8DLxYEnB7fknl7NcLZXiszXvo+vnXyVDtBppsiA1bd+klCvl/j9aDwfb4+iWK2jvqsjn00LY3Dov78HtkCnl5j75xl2XEjH0V7JT7O617ggbPnxBF5ZF4kkwagOjVgwvVPV9pHotHDkazENq1OBgyvc+bYYxLCgObm2klei5qvdV/j9aBwanYRSASPb+/PwgKoxgHdzsmdC5wAmdA4gv1TDjvNpbD6byqErWRSWaSks05pcNK7Hx82JMR39GdepMZ0DvWrc4Emt5XpbIwv+pz8duEp+qYaWvm61Vjfsn9SqjFjPnj3p3r0733zzDQB6vZ7AwECeeuop/ve///1r+enTp1NcXMzmzZtNz/Xq1YtOnTqxcOHCG5aNi4ujefPmsmXEAJ5afopNZ1K4o7Uvi+/vXun1fb83ho+2R6FUwFczOlvcbJ2UW8JXu6NZHZ6EceJ7dEd/nhvaipa+5aTk9TqI3ilKKNE7AcOL3BtD1/uhyyzwuLlQbXWQmFPCzwev8ufJRFMJIcCrHg/0a87dPZvKqu9zOb2Qj7dHsetiBgDODkoe7NecRwa2wMPJHqJ3iAAs+aR4gZ2j+L/1fdYiMdbyuJJRyMtrIgmPF6KwPZvX58u7OldZuUSvl3hx9VnWRCThYKdg0b1dbe5ZaQ6SJPH9vhg+NljPzOjRlPcmtK9axe2U0yILlnZWPG4xBMZ+AV61U+fIEtRaPb8diePrv6+YxJkHhTbklVFtbNe/agZFKi1p+WXklajJLdGQW6Imt1hNsVpH9yBvegc3sKnwcW3F6ozYz8NFdWXc1+LYaAY5xWr6f/Q3xWod39/d5d+evLWUWpMRU6vVhIeHM2/ePNNzSqWSoUOHcuTIkXJfc+TIEebOnXvDc8OHD2f9+vVW7YtKpUKlutYIWlBQ/pj13DtbsTUylb+jMjgRl0P3SvYlPTowmLisYlaeTOSZFadRoGB0R/M/cE28Xfh4ShiPDmzBgl3RbDqTwpazqWyLTGVUB3+mdQukb0sf7PLi4NwaCF8C+QnXVhA8WPQxtRpR4/pYyjQ6dlxIZ21EEvsvZ5oCzbb+HjwyMJhRHfxlLc8lZJfw1d/RrI0QQa2dUsH07oE8MyQEP3cnIUOx7yMxSQrCjqjrbOj7NHjIM7VYptGxcF8M3+2JQa3T4+pox/9Gtubuns1sLtJqRKeXeG39OdZEJGGnVPD1jM41KgjT6SXe33KRxYeuAsLy5MXhoVWXzVCXwN75whVB0oGzF4yYD2Ez/jP2RJIksetiBu9tuUB8tsg0tW7kzquj28huF2YNbk725V+Q1nEDlT3fVW5lRdcuUi2Qafnm7ysUq3W0D/BgRPvbx22iZp1db0JWVhY6nQ4/vxsP+n5+fkRFRZX7mrS0tHKXT0tLK3f5yjJ//nzefvvtWy7X3MeVad0CWX48gdfXn2PTU/0qFRwoFArmT+qARi+awJ9cHkF2cTtm9Q6yaH+DG7rx9YzOPD6oBZ/vvMzOC+mcjjxL4/M/4ON4nLZSzLWFnb2Ep123B6DBzc3Lqxq9XuJ4XA7rIpLZGplqmkwE6B/iwyMDWtC3ZQNZT7pJuSV88/cVVocnmRqLR7ZvxAvDQ2nh4wqXtokTrzHz4eAC3R8UTdju8gQokiSx7VwaH2y9KHTbgDta+/LehPZmTddaS7FKyzMrTrPrYjoKBXw+LeyWVl5VSalaxzMrTrHjQjoAr45qw0MDgqtuB2L3wqZnRFkfxCTxiA/BrWrKxTWBq1nFvL3pvKlHtaG7Ey8Ma8WUroG10gOwjsqf7ypF4lHhn+rZFLyDzHppXFYxvx+NA+DlEa1vq1JxrQnEahLz5s27IdNWUFBAYGD5ZacXhrVi+7lUotIKWXzwKo8MrFxwo1Qq+GRKGPUc7Fh6LIE3NpwnvaCMF4ZZfnXfxqWAH1sepaRwFS6Zp8WTEugkBUf0bTnlPZx6nabQK7QJbb09qAlJ+dxiNYdisjhwOYv90ZmmqUQQ5cdJXQKY2DlAdoun5LxSvt1zhVUnE03NvQNaNeS5oSF0DvQSAdjaD69lwBzdoMdD0PtJcJXPHunwlSw+2h7FmSShr+Tv6cyro9swuoN/lR6IUvNLefDXk1xILcDRXsnn08KqRJ+ssmQVqZiz5CSnE/NwtFPy6bQwxoVV0f6V5MCO1+H0H+KxRwCM/hxCR1TN9msAJWot3/x9hZ8OXEWt0+Ngp+DBfsE8dUfLqh+OqENWzDnf3ZLr+8PM5MNtUWh0EoNCG9aozKoc1JpviI+PD3Z2dqSnp9/wfHp6Oo0alZ+ibNSokVnLVxYnJyecnCqnb9PAzYlXRrXhxdVnWbDrMiPb+1fagsNOqeC9Ce1p5OHMZzsv8+2eGDIKVHwwqUPlym6SBFmXhXjo+fWmqUexdQX6Zn25UH8oP2a1Y9MVDfoMYEcc7IjD28WBPi186NOyAX1a+NCsvkuVlL8yCsu4mFrIybgc9kdncTYp7wafSzcne0Z38GdilwB6BNWXfZ+S80r5bs8V/rwuAOvTogFz72xFt6aecH4dbP78mhK+gyv0fMQQgMnXrH42KY9P/rrEgWgxKOHiaMec/sE8OjC4yqe2ziXn8+CSE6QXqGjg6sgPs7rRtZmFU7g2IDaziPt/OUFCTgme9Rz4cVbVOEwgSRC5Grb/zzDQohDB+JA3rBLlrU1IksTWyDTe23LBdJE0oFVD3hzbtkJpiDpqF+ac727JVcP0uJmB2PGrOWw/n4ZSAa+MaiPPvtQgak0g5ujoSNeuXdm9ezcTJkwARLP+7t27efLJJ8t9Te/evdm9ezfPPvus6bmdO3fSu/etDbnlZErXJqyJSOJobA7PrjzFykd6V7p/SaFQ8NSQEBq6O/HKukhWhScRn13CZ9PCyteJKs4SJZKYPWJyryD5+rWJ0fl2E6HteJTufrQHvgReLShjS2QqB6OzOHY1h9wSDVsiU9kSmQpAPQc7Wvq6EeLnRis/d0J83WjWwJUGro541nOodEAkSRKFKi2ZhSoyC1Uk55YSlVbAxdRCotIKTNOO19PKz43+IQ3pb1DZtoW5bkpeKd/tvcLKEzcGYM8MCaFnU3c4uxI2LoAcQxnX0R16zBElSBkDsOj0Qr7YFW36vzvYKbi7ZzOevKMlPtXgZ7fjfBrPrDhNqUZHiK8bi+/vXj1CqBVwMi6HOb+dJK9EQ2D9evw6u0fVBAD/FGZt2BrGfgVNe9p+2zWEjMIyXlt3zlQKbuJdjzfGtOXOtn63VdmoDpkozYPU0+J+8/6VfpleL/H+lgsA3NWjaY0Y9JCbWhOIAcydO5f77ruPbt260aNHD7744guKi4uZPXs2ALNmzSIgIID58+cD8MwzzzBw4EA+++wzRo8ezYoVKzh58iQ//PCDaZ05OTkkJCSQkiIMdy9dEpNWjRo1sjpzZkShEGXGUV8dICIhjy92XTbLUxLEB9DHzYlnVpzieFwOI788wFvj2jG5YwMUicdE1itmz7VeJSN2TtCsN4QMh3YTKmwc9/VwZnbf5szu2xyNTs/ZpDwORmdzKCaL0wl5lGp0RCbn32BBcu3vA696DgYtHkcc7ZToJclwA70kodVJ5BSrySxSodbqy9mDa+tq7uNKhwBP+rX0oX9IQ5tOA8ZlFbNwXwxrIpJMAVjv4AY8MzSEXk3d4PRS2LDg2hBDPW/o+Rj0fFjcl4nTiXl8t+eK6aSmUMDEzgE8N7RVtQQ+kiTx44FY5m+LQpJED963d3fBw9mhyvelIrZGpvLsytOotXrCAr34+b5utg9W9XoIXww737wmzDrwRejzjMXeoLUNSZLYeCaFNzeeJ69Eg71SweODWvD44JY2uUiq4zYh/jBIemjQ0qwBpk1nUziTlI+rox3PDa15upVyUKsCsenTp5OZmckbb7xBWloanTp1Yvv27aaG/ISEBJTX6fP06dOHZcuW8dprr/HKK68QEhLC+vXrTRpiABs3bjQFcgB33XUXAG+++SZvvfWWbPseWN+FDyd15IllEXy3N4a+LXzo09K8XqKhQQ78PUnJtl27cM+/SNsN8eg3pWCH7sYF/TpAi0Fi6rFZH7P96xzslHRtVp+uzerzzNAQtDo98TklRKcXEp1exOWMIqLTC0nOLaVQpUWSMIx/a4DiSm3D3dmehu5O+Lk7E9rIndaN3Gnj70ErP/cq8SiMSivguz0xbD6bYpq47BVcn2eHtqJXoCuc+h3WL7iWUXT1FTZE3R4AJ3kyLpIkcehKNt/vu8KhK9mACMCGt23Ec3e2IrRR9Vz5Fam0zFsbyaYz4uLknl5NeWtsuxo1yv/bEeEzJ0lwZ1s/vrqrs+0/NzmxsPHpa+K8TXsLeyKflrbdbg0io7CM19ef46/z4oKhrb8Hn04Nq5ROYh3/cYzfm6DKZ8PKNDqTDM3jg1vS0L3qqwJVQa3SEaupmKOrMm/tWZYfT6S+qyPrHu/zb08+VREUpkFhqviZHQ1pkZB6FgqSyl1nJt6UBg4ksNsoFC0GV+mUllqrJ69UTV6JhpxiNXklaoNoowKlQgwdGO97uzrS0M2Jhu5O1XLlbAx8fjwQy77LmabnB4c25InBLekW4AIRS+DgF1AoghDcGgkR1q73yWbIXKbRsfFMCr8ciuNiqhgFt1cqmNA5gEcHtqjWkfrw+ByeW3mGhJwS7JUKXhvdhvv6BNWYUpNWp+e9LRdNdk739mrGW+Pa2XYiT6+DY4tg9zugLRWTsUPfgu4P/WeEWfV6id+OxPHZjssUqrTYKxU8dUcIjw9uUSUuDnXUHCzWEfu+L6Sfgym/QPtJlXrJd3uv8PH2SzT2dObvFwbdthnXWpURq/EsnwG+geDeSJStJAmQxE9JD0i846WnnXc8mQVlHF34B/4t7XAszTAEX2mgLrz5NryDoFEHaNSROPtgXj2q5FCmI0Qr6FjqybNOEoNDpSo7cTraK/F1d6567z4zKFZpWXsqmd8OxxFtsCIyqns/NqgF7X0dIfxXWP0FFBmkTdwbiwCsyyxwkOdvS8kr5fej8aw4nmCyT6nnYMf07oE8NCCYgCqUovgnaq2eL3df5vu9MeglMZH65V2dZPXktJa8EjVPLIswZQ9fGNaKJwa3tO1nPfMybHgCko6Lx80HiF4wGdwRaguJOSW8uPoMR2NzAOjYxJP5kzpU3qWjjjqKs0UQBpXOiGUVqfhuj+jJfXFE6G0bhEFdICYvcQcg9eYnBQfgHuMdDXCxnIUc3UQw5+4vlLgbdTQEX+3B+drBLwj4paeeRfti+G5vDGeT8nng15OEBXrx3NAQm/q31Qbis4v57Ug8f55MpLBMaI65OtoxpWsTHujXnGbuCBunZV9CsVDKx6MJ9H9O+EHaW58GlySJY1dzWHI4jh0X0tEZ6qABXvWY1bsZ07sH4uVSvb1F0emFPPfnaZNf5eQuTXhzXNsa1Q8WnV7InN9OEp9dgoujHZ9P62RbQcd/2hM5usOwd4XDxH/kOyVJEn+eTOTdzRcpUmlxcbRjXhULCNdxm2AsS/q2BbfKSU98sesyRSotHZt4Mj7s9rAyqoi6QExORi8AKR+K0sWEiEJpOGgrQIF4jAIUCvJKtWw8n0ui1pPApsHcc2dPlB6NhQioGaPvjvZKnhoSwoyeTflhfyy/HYnjTGIe9/9ygi5NvXhqSAgDQxr+Zw6cxSotf51PY21EModiskzSF0ENXLivTxCTuzbBg1I4sQiOfAMlIruCZ1PoP1f4QcoQgOWXaFgTkcSy4wkmQ3AQgwD39w1iaBu/ahe4LFFr+frvK/x0IBaNTsLbxYEPJnaocbYhe6IyeGr5KYpUWgK86vHTfd1o42/DnqT0C7DhcUg5JR63HApjvwTP2m8uXFkyCsqYtzaS3VHiAqVbM28+mxb271aKOuqoDHHmyVZcyShk+fFEQAgz3+7nr7pATE46ToVK1sy9gODoLN755TjaqxLhx935dGqwxf0WPga9sof6B7NoXwy/H40nIiGP2b+cIMCrHpO7BDCla2ClNcxqEzq9xOGYLNZGJLP9XBqlmmvDCwNbNeT+vkEiGFXlwdHP4Oj3UJYnFvAOgn5zhQWNlVNvkiQRkZDH0mPxbDmbisowHeriaMf4TgHc3yeo2hrwr0eSJHZcSOedTRdIzhNK/UNa+zJ/Ugd8PWpOiVmSJH46cJUPtl1EkqBH8/p8f3cXGthqMlKnhUNfCKsqnVpkn0d8+J+yJwL463waL685S16JBkc7Jc8Pa8Wc/sHVfuFQRy3GKORaybLkB1uj0OklhrX1o2ewfPJANZW6Zn0ZsMYEddOZFJ5beRqtXuKO1r58O7OLLNNfGYVlLNoXy6qTiRSUXbMC6tG8PlO7NmFkB3/carHidZlGx5GYbHZdTGfnhXQyCq95oQU1cGFi5yZM7BwgAs/ibDj6LRz/EVQGn7QGLaH/C9BhqtU+mgVlGtafSmbZsQSi0q71+LVu5M7dvZoxoVNj3GtImS8+u5i3Np5nj8GCJsCrHm+Na8edbWuOXySInrVXDbp5ADN6BPL2uPY42tuoMTz9Aqx/7JrOUasRMOaLGmlybyu0Oj2f/HWJRftjAWjX2IPPp3WqERcPddQczD7fFabBZ6GAAl6+ekvZn4PRWdzz8zHslQp2PDdAdteUmkhdICYDxg9mbm4eXl7mN7DuicrgsaXhlGn0dGnqxaJ7u8k2pms0x14dnsSB6ExTqc7BTkH3oPoMbNWQgaENCfVzr/H9ZCl5pey7nMnuixkcupJ1Q+bLy8WBMR39mdSlCZ0DvcTfUpgu+nxOLAaNQVajYRsY8IIQtVVaHvCK7FcuK44nsvlsqmlfnOyVjA1rzMyeTa/tRw0gp1jNon0x/HI4DrVWWNA8PCCYJweHVIlciDmk5Zfx5LIITsbnolTAa6PbMruvjSY3dRqRBdv7Eeg1Igs28mPoOP0/lQVLyC7h+VWnORGXC8Ccfs15aURr2wW+ddRazA7Ezq2F1bNFr/OjB266qE4vMfqrA0SlFXJ/nyDeGtdOpr2u2dQFYjJg/GB+te00T40Is2gdJ+JyePDXExSUafH3dObHWd1oHyDvVFJqfilrI5JZE55EbNaNel9+Hk4MCGlItyBv2jX2pJWfe7UehDU6PVGphYTH5xCekEdEfK6pjGbE39OZIW18GdLajz4tG+BkbwgoClLh0JcQ/gtoDd6UjTrCgBeh9RirJAdyi9WsPZXMiuMJpglMgJa+bszs0ZTJXZrg6VIzsl8A+aUafj4Qy88Hr1KsFsFiv5Y+vD2+XY20oDl0JYunl58iu1iNu5M9X8/szKBQG8mxpJ0TWTCjCPJ/MAsmSRIrTyTy7uYLFKt1uDra8cnUMEbVsD7BOmoOZgdiW16AEz9Cz0dh5Ec3XfTPE4m8tOYsHs727HtxMN6u/w2R5LpATAaMH8zgF1az7YVhFlswxGYWMee3k8RmFv+/vfuOb6s+Fz/+kWzJS7blKXmveGQ4duIkjklCAgkkBMJKIYx7L6vQlr16C6U0bWmbUGihUEpbfoVQLhBIC2EHEmcSnOU42/FIvG152/KStc7vj+MoMXG2bEnO9/166XWsc46kc04U6dF3PA++KiW/vyGTGybFOL0lQJIkKlp62FzazKbSZgqOtmKyDM52r/JSkK4PZEJ0MOOig4gL9SdG60eM1s+pRXxNFhtVrb0cbe7maEsPR5t7ONrSzeGGrkEtXiDX3pwYG8zcjEguz9AxNup7rXjGejkHWOEKeaYbQOxUOQBLvfK8WzjsdoltR1t5f2cNXx8wYLbJ18pXpeTqzGhunRZHTkKI27R+gTxpYcV3lfx90xFH1/SEmCCeuCKdOenuN5vWZpf4y/pyXs4vRZJgbFQQr98+mcTwYRgcbjXDt3+CzS+A3Qq+WvkL4iJrBWvu6udn/9nH+oEB+dMSQ09dOk0QBpxzIHYsf9hNb8vVXU6hp9/KZS9upKmrn2cWjuXeS5Odd9BuTgRiTnDsjRn36IdMSNSz+oEZ592aZDRZePj9IjYOjOGZkx7Bc9dNGNYPR5PFxs7KNr4tb+FAXScH6ox09llOub/WX0V0sB+6IB8CfLzR+HgTMHDT+HihVCiw2SWsdgnbwM1is9PRZ6Gt20xbj5nWnv6BbPxmTvUODPL1ZnJCCFMSQpicEEJWrHboILCzDr59SU7GahuoVRmXC3OekqsLnOeXa5PRxH9217FyZzVVrb2O9eOigrh1WhzXZscQ7Oc+rV8g5975v21V/KugirYe+Vqk6TQ8fkU688e7Zw3A5q5+Hv2gyJEf7OYpsfzmugnDkzeoYS+sfgAa98v3M66Bq/8op4u5iHxX3sIjH+yhuasftZeSn85P5+6ZSWJAvnBG5xSI9bXD80mABE+WnTbZ+EtrS/lzfhnxof6sffzS4z0cFwERiDnBsTdm5tMfYbSreeCylHOuJXkim13itQ3l/GV9OWabHT+VF49fkcZdMxJHpMyMJEnUtvfJQVl9JyWGLuo6TNS19w4a+O8sgT7eJEcEkByhITlcXqbpNKREaE4/bbmjRg7Ait45HoDF58Hsn0HynPMKwMxWO+sPN7FqVw0bS5sdeb80Pt5cmx3NrVPjyYx1v0SWxQ1G3vy2gk/21Dta7JLCA3h0XirXTIx22y/Y74608MhKOSDwU3nx2+snsDhnGNJEWM1yC9i3f5JbwfxCYeELMGHxRdUKZrNL/Dm/jFfXlyFJcpD+6q2TxYB84aydUyBWsgbeXyJPjnqo8JS7NRpNzHlhI30WG6/dNpmrJ15cXeOeO23ODS1dNJ4nPinj9Y1HuDwjkpyE88tK7qVU8PDcVBZmRvHzj/ezo6KN331ZzOo9dSy7MZOJsVrnHvj3KBQK4kL9iQv1PymnVJfJQl1HH/UdfbR0menut9LTb6XbLC97+m3YJQkvpQJvpQIvpXJgqSDYT0WYRk1owPFbuMaHsAD1ubXUtJTBd6/AnvflAdYACTPkACzp0vP6Yi0xdLFqVw0fF9XROtCSBDA5XsstU+O5emKUU7tkncFml9hwuIk3t1bw3ZFWx/rsOC33zEziqgl6t6oPeaJjXZF/zi/FPhAQ/PX2yYyJHIaAoL5IbgVrOijfH3cdLPzjWSeWHC0ajSYeWVnkyJC/ZEocv7p2vNtN1hBGkerv5GV83ml3e/HrEvosNnISQliYeXG1ToNoEXOKE38h/Oqro3xUVIc+yJdPHpyB7gLzMtntEqsKa/j9l4fp7LOgVMBNOXHcf1nKxZdcsWaHPAj/8BfAsUytswYCsLMvJHtMe4+ZT/fW85/dteyr7XSsjwj04cbJMdyUE+fSuo+nUtPWy6rCWlbtqqGhU56M4KVUsGCCnrtnJJGTcPrp4a7WaDTx+Id7BnVF/vraCc4PCKz9ck6wb18GyQb+4XD1i/KM2YvMhsNNPLlqL609ZvzVXvz+hkyunzS6s5ULw+OcWsT+3xVyebDrX5eTZQ/hYH0n17z6LZIEH91/CZPj3fvzaziIQMwJTnxjKtR+XP/aVo4095AaqWHlfdOdkoCypbuf5z4/xCd75GLUSgUsyorm/jljRne3gt0OZV/LAVh1wfH16Qvhkoch4fS/tL7PYrOzsaSZ/xTWkn+4EYtNfvt7KxVcnhHJkqlxzE6LcLuWpH6rjW8ONvLhrhq+LT9eMSDEX8VNU+K445JEl9aqPFtf7m/g5x/vp6PXMrxdkXWFsPp+aD4s35+wWE5LERDu/NdyYyaLjd9/Wcy/CqoAeRLEa7dNuihyMwnD46wDMXMvLI+Xey0e3jNkfVZJkvivf25na3kr10yM4i+3TR6+A3djIhBzgu+/MWvaernpbwUYjCbGRQXx/r3TnZbSoLCqjVfXlzsG8wNcOU7HA5eNIStO65TXcAvWfti/Cra+Ai0l8jqlCrKWyAFYRPpZP5XNLrG9opXP9jaw5kCDo+A2yAPvF+fEcn129PBlbD9PNrtEwZFWPtlTx5qDBke9TIAZY8K4eUocCyboPWJQq9Fk4VefHOSjojpAnsH58pJs53dFWkywcZncdS3ZISACrv4TjLvWua/jAUobu3jovSJKGuUkw3fNSORnCzJGdfFkYfiddSBWsRneXgSB0fD4oSGHjKw/3MjdK3ah9lKS/8Tsi3bGrnsNehkl4kL9effeXJb8vYBDDUbueGsH//fDXKdkss9JCGXFXdM4UNfJXzeW89UBA98cauSbQ42Mjw7ihkkxXJcd47SEsCOupxV2r5Cz4Hc1yOt8gmDKXZD7k7PO8WS3SxTVtPPZ3ga+2N9A8wmZ98M1aq7PjmFxTuzw1iw8D8fKJH22t57P9zXQ0n38uKODfflBTiw3TYnzqA+s7UdbefzDvdR19KFUwP1zxvDw3FTn56mr2QGfPAAtpfL9zJvltBT+5zdW01NJksS726t57vND9FvthGvUvHhT1vDlYxOEoVQN9GAk5A0ZhFltdn7/pdxifdeMRI/6THM20SLmBKf6hVDcYOSWf2yjs89CbpIcQDl7HEx5Uxd/3XiEz/bWO7rZvJQKLk0N58bJsVwxTucZv4ANB2D73+RWsGNJWAOjYPpPIOdOOeP5GXSZLHxb1sL6w01sKGkeFMQE+6lYMF7PoqxopieHulXXo9VmZ0dFG18flIPqY+O+QO56XJgZxbVZ0UxNDPWo4rd9ZhsvrSvljS1HkSSID/XnTzdnMSXRyYGRuRfW/xa2/RWQQKODa16CjKud+zoeoKPXzM/+s4+vDzYCcq3VF2/K8twfZoLbOesWsXduhCP5sPBFmHbvyZu3VfHs6gOE+KvY+NPL3C4V0EgSgZgTnO6Nua+2g9vf2E5Xv5VZqeG88T9ThiUwau8x8/n+Bj7aXUtRdYdjvZ/Ki+nJoVyaFsGs1AhSIgLcJ5eU3Q7la6HgL8eLwgJEZcmtXxMWn7YQt80uUdxgZNvRVjaUNLGjos0RjIKccuLKcTquyYpi5pgItyrX0me2saWsma8PNpJ/uJGOE7pLA9ReXDlez7VZ0cxMDT/vQvCutKWsmZ9/vJ+aNrkawpIpcTy7aJzz65tWbIFPH4L2Cvl+1m2w4PdnrGc3Gm072spjH+yhodOEykvBzxZkcPeMJI8K3gX3d1aBmN0Of0gEUyfctwmiswdt7jJZmPPCRlp7zPz62vHccUnicB+2WxOBmBOc6Y25q7KN//7nDvosNibFa/n7f+UQeYGzKU/naHM3HxfV8dHuupPKAsVo/ZiVGs705DCy4rQkhvmPfGBm7oW978O216G1TF6n8IKxi+QWsLjcIZuyTRYb+2o72VHRyo7KdnZXtdPdPzivWXJ4AJdlRHJ5RiRTE0PdKvhqMprIP9zEukONfFveQr/1eDWD0AA188ZGMn+8nhljwj2jFXMIbT1mfvvFIT7aLY8Fiwr25bfXT2DuWCcXFe/vgnW/gp3/T74fFAOL/gypVzj3dTyAxWbnz+vKeG1jOZIk/x945dZJTi+RJghwloFYcym8NhW8/eDpGvAa3Nr1p29KeGV9OcnhAXz92KUe+WPTmUQg5gRn88YsONLKj97ZhdFkJSLQh5eXZDNjzPDO4JIkicOGLjaXNrO5rJmdFe2OZJ/HBPupmBgbzKQ4LRNjtaTpAokJ8RueBKAtZXL5oT3vyhmXAXyCIed/YNqPQBvn2NVoslBcb+RgvZFDDfKyvKlrUIsXyMlgcxJDmJUaweUZkSQNR0mc8yRJEqWN3awrlsfw7a3pGLQ9RuvHFeN0LJigZ0pCiFt1l54ru13i34W1LPuqmPZeCwoF3JGXyJPz053fClaeD589Ap018v2cO+GK35xV9/Voc6jeyE//vZeD9UZAbnn85aJxbpfzThg9zioQK3oXPrkf4i+Bu78atKm5q5/ZL2yg12zj9dsnn5Sr8mIkAjEnONs+84qWHn70zi5KG7tRKOCBOWN4dF7qiH0B95ltbKtoZUtpC0U17RysN2K22k/aT+UlJ3RNDg8gMSyAhPAAIjQ+hGvUhGl8CNOoCfTxPruWNIsJij+VA7CqrY7VtuAEWifcTUXcDVR3K6lp76O2rZea9l5q2vowGE1DPl24Rk1uUhhTE0OYmhRKhj7IrbLGW2x2dla0sba4kXXFjY6uuWOy4rRcMTaSeeN0pOsC3aeb+AIUVrXx3OfF7BkINDP0gfz+xkzn5wMydcLXz8iVFAC08XDtq3IVhYuM2WrntQ3lvLahHKtdIthPxe9umMA1E6NdfWjCKHdW33efPQqFb8kz3K98btCmX35ygH8VVJEVp2X1/ZeMis/ACyUCMSc4lwR3fWYbv/n8IO/vkH/NT0kI4ZVbJxHtghxQZqudEkMXe2o72FvTwf7aTipae4YMzr5P7aUkyE+Fr0qJr8oLX5USH295qUCBznSUy3q/YnZfPoFSNwA2lGySJvGuZQ4b7JOwc/oANDrYl3EDRcfHRwcxLiqI2BA/t/uP29lrYWNpE/nFTWwsaRpUBkrtrWTmmHDmjdUxb2zksHZJj7Satl6WrznMF/vk2a3+ai8em5fGnTMSndvVIElw4D9yENZtkNdNuw/mLgWfiy8f1s7KNp75eD+ljfL/q/njdTx3/QQiA0fPe0twX2f1fff6TLme683vDEodU9Xaw9w/bsJql3jv3lwuSbm48vqdigjEnOCcq9EDn+6t5+cf7ae730qgrzcPX57K/1yS4PKcUDa7RENnH5UtvVS0dFPRIrdStXb309pjprXbfNK4rGMC6GOBcie3eK9nqrLUsb5WCucD6xxW2WZjIAyQh4AF+6kI8VcTG+JHbIg/sSF+cmmlED8SwwIICTj1QH1XO9rcTX5xE+uKG9lV1e6oSQnyeK+5GXKr16zUcPzVo6ubyGiy8NqGct76thKzzY5CIXeJPX5lmvODgZZy+PIJOLpRvh+aIreCJc5w7ut4gI5eM8u+PMwHu+QfcaEBan597XiumRjldj9OhNHrjN93/d2wPE7O4/f44UEphx5+v4hP99ZzaVoE/7p72ggetXsTgZgTnE8gBvKvg4ffL2LvQHmd2BA//ndBBovc/IPVZLHR2mOms9eCuc+If2U+IRWfEVq/CS+7XKfRrvCiOeoy6lOW0BE9C5W3ikBfb7T+KrR+agJ9vT1qNpfZamdXZRv5h5tYf7iJipaeQdvTdBouz5BbvSbFh7hVd6mz9PRb+b9tVfx981HaBupxzhgTxjMLxzEu2sn52Cx9sOVPsPVluaC7lw/MegJmPAKqi6vlR5IkPtpdx+++LHZc91umxvHUVRlo/d33x4owOp3x+65iC7x9DQTHwWMHHKsP1ndy9SvfAvD5QzPFZJITjK6f6h4mISyAj+6fwX8Ka/nj2hJq2/t4+P0i/rnlKD9fOJbc5DBXH+KQfKV+Yuq+IebgR1D6DVhPGAcVmgLZt6HMvh1dUBROnis3olq7+9lY0sz6w01sLm2m64SWQJWXgunJYVyeEcncDB3xYaM3GaHRZOHtrZX8c2uFI81GSkQAz1w9lsvSI53/o6FsLXz5JLRXyvfHzIOFL0BosnNfxwOUNnbxq08POoq6p+k0/O6GTKY6OxebIDhL7U55GTtl0OqX18kz5K/NihZB2PeIQMzFvJQKbp4axzVZUfxzSwV/23SEvbWdLPnHNmanRfDDWUnMHBPu+hYykxGOboCDq6F0DVh6j28LSYIJN8rFlHUThkw94SkqWnr4ZiCx6u7qdk5sLw7XqLksXU6NMTM1nEDf0Z2AsKPXzJvfVvDWd5WO8kpJ4QHcPyeF6yfFOH/KeWctrHlantwBcmmUq5bD2Gs9+j11Ppq6TPx5XRnv76jGLoGvSsnDc1P54cxkt0rJIggnqd0lL2OnOlYdrO9k7aFGFAp4ZF6qiw7MfYlAzE34q715aG4qt0yL5+V1pazcWcOm0mY2lTaToQ/k7hlJXJsdPXL5pSQJDPuhfJ2cLqBmG9hPGBumTZADrwk3gn6ix35R2uwSe2o6yC9uZO2hRsqaugdtHxcVxLyxkVw+VsfEmGCP6k49X+VNXaz4rpKPdtfRa7YBkBqp4cHLx3DNxGjnd7tazbD9ddj4PFh65Jxy038Cc54Cn1Fc0H4IPf1W3thylH9sPuq49vPH6/jF1eMu6hIwggepK5SXMcdbxF7Jl1vDFk2MJkUUnD+JGCPmBOc7Rux0qlp7eGtrJR/uqnF8IIdr1Nyem8CSqXHDM8vSZJRLUpR+Iy+7GwdvD02BjIUw/kaInuSxwVeXycKWshbyi5vYUNLkGHcD4K1UkJcSxpXjdMwdq3PJbFZXsNslNpY28dbWSraUtTjWj4sK4qHLxzB/vH54gtDSb2DNU9B2RL4flysX6dZPcP5rubF+q41/F9by8royR13UrDgtP78qw22HKAgXp9N+33UZ4I/poFDC07WgDqC4wchVf96CQgFrH7uUMZEX14+rsyFaxNxUQlgAv7p2PI9dkcbKHdW8/V0l9Z0m/pxfxp/zy8hJCOGaiVFcnRl1/ikRbBaoL4LKLXKJocqtYD9eagdVACRdCmPmyjcPHaNjt0scajCypayFLWXN7KwcXAop0Neb2WkRzBur47KMyIuq5pmh08Sne+t4d3s1Va1yd7NSAfPG6rhzRiJ5yWHD0y3eegS+/rnczQ0QEAnzfgVZt4Ly4ul66+yz8N72at7aWkHTQACWEObP/87PYGGm3vVDEgThXDTsk5dhqaCWk2u/ul5uDbs6M0oEYacgAjE3F+yn4kezU7hnZhJfHTDwzrYqdla2UVjVTmFVO7/5/BDTEkO5ZmIUl6ZFEB96mpJFNis07BkIvLZA9Ta5K+hEYWMgbQGkXgnx08Hb84oFS5JEbXsf24628m15C9+WtdB6QqsXyGOd5mZEcvlYuRTSxVRiw2iysGa/gdV76ig42uoYBxfk680t0+L57+kJw9cNZu6RZ0N+94o8G1LpLXdDXvq/4OvkmZduzNBp4s2tFby3vdqRDkYf5MuPZidze26CGAcmeCbDXnkZlQVAiaGLL/fLuf8eulyMDTsVEYh5CG8vJYuyolmUFY2h08SX+xv4fF89u6s72F7RxvaKNkAum3NJShiXjAljRrSSyO4SudWr6juoLgDz4DFQ+IVA4kxInAUpl0O45/1nsdklDhuM7KpsZ2dlG7sq20/KzB+g9iIvJYyZY8K5NC2C5ItsnEJnn4VNpc18tb+B/MNNg5L2Tk0M4cbJsVyXHT18Oc8kCQ6thq9/AcZaeV3yZXDVHyAibXhe083Y7RLbKlr5cGcNX+xvcLTKpuk0/OjSFBZlRYsATPBsDccCsYkA/H2zPOTgqgl60vWiNexURCDmgfTBvtw9M4m7ZyZR19HHl/sa2L6/BHtDEWO7Kpiwr4LMAxVEKlpOeqzkq0WROPN48BU5zqO6giRJorqtlz01Heyr7eRAXScH640nJZn1ViqYEBPMzDHhzEoNZ1J8yEX3JVfT1ss3hxpZd6iRnZVtWE9IOpum03BddgzXZUcTGzLMg8ANB+RxYJVb5PvB8bDg95BxjceOMzwX9R19/LuwllWFNYNKXuUmhfLj2SnMSY8QXZDC6HCsazIqiyajic/21gPwo9kpLjwo9ycCMU9it8lT/NuOyGNsWo8Q03aEexsPcq+xbsh/zUq7jgNSEkX2FLbZx1NqTiDFEEQGgaSZfEluaWJMZADxoQFuF6i0dvdT3tRNeXO3vGzqZn9dpyOX1YkC1F5MTghhWmIoUxJDyY7T4qd2bZWCkWa22imsamdLmTzb9lgh6GNSIzXMG6dj0cRoxkaNQJ3L1iOwcRns/zcggbcvzHgUZj4KqtE9CaK730p+cSOri+rYVNrMsRhY4+PNoqxobpkaR1ac1qXHKAhO1dcOHVXy3/pM3tlShcUmkZMQQrZ4r5+WCMScqLPXwgVNmjT3yjMVu5vkmnrdTfIbu/WoHHy1VYCt/xQPVsjdilFZEJUNUVl0Bo+lqkWiqq6TmpoOmms6sHT1U9LYxWFD16BHeykVxIX4ERPihy7Ql8ggX/RBPuiCfIkM8iHIV0WQn5wd30/ldd5f4pIk0WexYeyz0mWy0N5rwWA0Yejso6HThKHTREOnieq23kGzGU+k9lIyLjqIrNhgMmO1jI8OIjVSM2LF092FJEkcae7m27IWtpS1UHC01THDFuRB91MTQ7linI4rxulICAsYmQMz1sOm52H3OyANHM/4G+TB+CGJI3MMLmA0WcgvbuSLfQY2lzUP6v7NTQplydQ4rpoQddH9QBAuEob98lKbgMk7iHe3y/nE7pmZ5MKD8gwiEHOi119/kYcWZBEVqpW7XCx9A7fewX9bTfKyr2Mg6BoIvsxdZ3oJ8FLLCVTDUuRbaApEZIA+86QCyMHA7FCYnRYByF/cBqOJA3VGihuMHG3u5khzD0ebu+kx26hs7aWytXeIFx3MW6kg0Ncbf7U3Ki8F3l5KVF5K+W+lAgl53JbFJmGz27HaJCx2O90mK0aTdVBdxjOJ0fqRqtMwJkLDmEgNGVFBjI0KdHlNTlew2OwcrDeys6JNHgtX1X5SsBquUTNzTDgzUyO4LD2CMM0ITrboaYVv/wQ73jj+gyH1Srj8F47Bu6NNVWsPm0ub2VDSzJay5kGzcZPCA1iYqecHOXEkhY9QECwIruLolpzIx0V1tPWYidH6ceU4T66vMjJEIOZET5lfI+jrC+zu8faDQB1oBm5BMQMBV7I8ozE4FpTnF4QoFAqigv2ICvbjihP+c0iSRKOxn6Mt3TQaTRg6+2k0mmjqkluomrv76TJZMfZZsEtgtUu098qtWefLayCYC/ZToQvyJSrYF32wL1FBvuiD/YgN8SM5ImDUFcw+W5IkUd9pYm9NB3trOthT08He2g5MFvug/Xy8leQkhHBpWgSzUsMZqw8a+aSzJiMUvCbfjv2YiL8E5v4SEvJG9liGWXe/lYIjrWwubWZzWbMj5ccxYyI1LMyMYmGmnnTdCHT/CoK7GBioL+myePPbCgDumpF40fVUnI+L81tumBxUZeJlt+CDhUiNmsiwELzU/vJ4GNUQS59A0ETKAVegXv5brRnxAcwKhQL9QCB0OpIk0Wu2yUGZyUKv2YbVZsdsk1u9rHY7ZquEQiHXYvRSKlEp5RYzby8FGh9vgnxVA61p59+9OdpIkkRTVz/7azs5UC9PQNhT00lL98nd0MF+KqYmhjB1YCzchJgg17UOmoyw8//Bd69CnzxrF/1EmLtUzjs3Cv59e81WdlW2s+1oKwVHW9lf2zlo0oO3UsHkhBBmp0Vw5TgdqToxM0y4SA10TW5TTKCsqZsAtRc3T41z8UF5BhGIOVHaY1/w8qZa3tlWBW0QbfPl2WvGsWDC6EjMqFAoCPDxJsDH+4xBm3BqDZ197K3p5GB9J/vrOjlQZxwy6PJWKsiICiQrVktWrJbseC1jIjSuL7PU2wbbXocdfwdTp7wuPA0ue0auC+lBs3C/z2SxUVjVTsEROfDaW9MxKPACiA/159K0cC5NjSAvJWzU1xwVhDOyWaBVTty6qiYYaOfa7GiCxP+NsyICMSdSeSl57voJzE6L4FefHaS2vY+fvLubWanhLF00TmQVvgiZLDb213VSVN1OUXUHRdUdJ+U4A3lgfWpkIONjgpgQHUxWnDwJYcRqi56NnlY5EeuON44nAg5Ph1mPw4QfgJfnfZxIkkRpY7djpumOijb6rYO7f6ODfZmeEkZechjTk8NEzUdB+L62CrBb6VaF8VWJPFv7BzmiNexsedwn52uvvcYLL7yAwWAgKyuLV199lWnTpp1y/1WrVvHss89SWVlJamoqzz//PAsXLnRslySJpUuX8sYbb9DR0cGMGTN4/fXXSU09/8Sm88bpmDEmnL9uLOfvm46ypayFBS9v4c5LEvnJnJSRHUAtjBhJkqjr6GN3dQe7q9opqm7nYL3xpBYVL6WCNF0gmTFBZMYEMz4mmLH6IPedTdfbJgdg2/9xPADTT4RLn4SMRR7XAtbTb2VreQsbSprZWNJEQ+fgwFgX5MMlKeHkJYeRlxJGbIjfqGjRFoRh03wYgC99rqavy0ZyRACT47WuPSYP4lGB2AcffMDjjz/O3/72N3Jzc3n55ZeZP38+JSUlREZGnrT/d999x6233sqyZcu45ppreO+997j++uvZvXs3EybIRYX/8Ic/8Morr/D222+TlJTEs88+y/z58zl06BC+vuff/ean9uKJK9P5QU4sz31ezLriRv7ftxW8s62Km6bE8sOZySSKmVQerd9q40CdkaJqudzU7up2Go0ndzFGBPowKU7L5IQQJsVpyYwN9oxJCD2tsO012P734xUZorJgztNyGSwPCk6qW3tZW9zIxpImth9tw2w73urlq1KSmxTGrFS56kJqpEYEXoJwLppLAPh3/1QAfpATK/4PnQOFJElnn0vAxXJzc5k6dSp/+ctfALDb7cTFxfHQQw/x1FNPnbT/kiVL6Onp4fPPP3esmz59OtnZ2fztb39DkiSio6N54oknePLJJwHo7OxEp9OxYsUKbrnlliGPo7+/n/7+41+4RqORuLi4oavRD9hY0sRLa0vZWyuPqVEoYMF4Pfddmsyk+JDzuyDCiGoymtg9EHQVVrVzoM446Asd5HFd46KDmBwfwqR4LZPjQzyvRaWtQp4BWfR/YB3IBK/PlAOw9IUeEYDZ7RJ7aztYV9zI2kONlDYOLu0VH+rP5RmRzEmPYHpymHt1AQuCGzmr77v//JDKvZuZY34JpQK+e2quGEd8DjzgZ7nMbDZTWFjI008/7VinVCqZN28eBQUFQz6moKCAxx9/fNC6+fPns3r1agAqKiowGAzMmzfPsT04OJjc3FwKCgpOGYgtW7aMX//61+d0/HPSI5mdFsG2o238Y/MRNpQ089UBA18dMDAlIYTrJ8WwMDOK0AD1OT2vMDysNjuHDV2O1q7C6vZB5WmOCQtQMyk+hJwE+ZYZE+y+XYxnUl8EW1+Ra0JKAwFmVBZc+lOPKEdkttopONrKmgMG8osbaeo6/uXhpVQwLTGUuWMjuSwjkuTwAM8KjgXBRc7q+675MKvtMwCYmRohgrBz5DGBWEtLCzabDZ1ucHI4nU7H4cOHh3yMwWAYcn+DweDYfmzdqfYZytNPPz0owDv2C+FMFAoFeSnyuJPSxi7+sfkon+ypY1dVO7uq2ln66UFmjgnn2qxorhyvE7OxRlBrd788tqu6nd1V7eyr7aTPYhu0j0IB6bpAJieEMDk+hCkJISSE+Xv2F7okwZH1sPXPULHp+PqUuTDjEUi61K0DMJPFxubSZtYcMLCuuBGj6XjNUY2PN7PT5bQSc9IiCfYX/58E4Vyd8fvOboOWMtba5IaLayZGjfQhejyPCcTciY+PDz4+FzbgPk0XyIs3ZfHT+emsLqrjs331HKgzsqlUnr2l/ljJnLQIrhyvZ25GJCGipcxpJEmitr2PgqOtbD8qZ6mvbju5okCgrzfZcVpHa1d2nHb0BMdWMxz6RA7AGgdKkyi8YMJimPGw3BXppux2iW0VrXyws4a1hxoHlXUK1/gwf7yO+eP1TE8Oc7v6qYLgac74fddRTb3Fn4NSEgoFzM04eby2cHoeE4iFh4fj5eVFY2PjoPWNjY3o9fohH6PX60+7/7FlY2MjUVFRg/bJzs524tGfmi7Ilx/NTuFHs1M40tzNZ3vr+XRvPUebe/jmUCPfHGrES6lgamIIV47Tc8U4nZg+f45sdokSQxeF1e0UVraxs7Kduo6TuxlTIzVMjg9hcoI8tivFHXJ2OVvbUSh8G/a8Cz3N8jqVP0y+A/LuB228a4/vNJqMJlYV1vLhrppBGe1jtH7MH6/nqkw9k+ND8Bpt/2aC4M6aS1hnywEgJz5EZAU4Dx4TiKnVanJycsjPz+f6668H5MH6+fn5PPjgg0M+Ji8vj/z8fB599FHHurVr15KXJ5ddSUpKQq/Xk5+f7wi8jEYj27dv5yc/+clwns6QUiI0PDovjUfmplLc0MXXBw18c6iR4gYj2462se1oG7/5/BBJ4QFMSwxlWpJ887jB4MOspbuf/XWd7K3poLCqnT3VHXT1Wwft461UMDE2mOnJYUxLCmVSfAjBfqOktev7bBYo+RJ2vQVHNxxfr9HB1Hth6j3gH+q64zsNq83O5rJmVu6oIf9wk6NOqcbHm2uzo7kpJ5bsOK14/wuCqzQfZq1dDsSuEHUlz4vHBGIAjz/+OHfccQdTpkxh2rRpvPzyy/T09HDXXXcB8D//8z/ExMSwbNkyAB555BFmz57NH//4R66++mpWrlzJrl27+Mc//gHIY7YeffRRfvvb35KamupIXxEdHe0I9lxBoZBn3o2LDuKxK9KoaeuVW8cOGthf10lFSw8VLT18sKsGkBNOTkkMZXx0EGOjgsiICiQycPQPljxWj7HU0MWBuk721cnlgb6fFwogQO3lGFQ/JVFeekQKiQvRXim3fhX9H/Q0DaxUQMrlMOUuOQWFl3sGnzVtvXy4q4ZVu2oHJcDNSQhhydQ4rpkYNfr//QTBAxiba9hmvxQQgdj58qhPsiVLltDc3Mwvf/lLDAYD2dnZrFmzxjHYvrq6GuUJySUvueQS3nvvPX7xi1/w85//nNTUVFavXu3IIQbwv//7v/T09HDffffR0dHBzJkzWbNmzQXlEHO2uFB/7pmZxD0zk+jss1BY1cb2ijZ2VLSxv7aT+k4Tnw50aR4TrlGToQ8iTRdIfKgf8WH+xIf6Exvi73FT9Y0mC7VtfdS293K0pYeyxm7Km7oob+qmx2w7aX+FApLCA8iMCXaM70rXBV4cxWet/XD4Czn4OrIeGMhOExAJk/4Lcu6AkERXHuEp9VttrD3UyModNXxb3uJYH+Kv4oZJsdwyLY40UctRENzKt3U2LHiTHGgjOULj6sPxSB6VR8xdGY1GgoODT5tHbLj0mq0DpXPaKW7oorjBSEVrD6f7V9UF+aAP9iNC40NEoJpwjQ8RgT6Ea3wI9lM5CnMH+clLlZMDGEmSMFnsdPdb6TJZaOsx09LdT0u3mdZuM609/Rg6TdS2y8HXiTPhvk/lpSAxLIDx0UFMiAkmMyaYcdFBo2dQ/dlqr5S7Hov+D3qPBzEkz4GcuyDjards/ZIkiYP1RlbtqmH1nno6+yyObbNSw1kyNY4rxulcV9hcEIRBvv99t/Q3v+Dt3jzunKDmV/91hasPzyN5VIuYcDJ/tTczxoQzY0y4Y12f2UZpoxyUHWnupqatj+q2Xqrbeunut9Jo7B8yA/yp+Hgr8VV54atS4uPt5biv8lKgVMg3hULO1aRUKLDZJax2OxabvLTaJCw2O71mG939VnrNNsdYn7MVGqAmNsSPhLAA0iI1pOo0jIkMJCHM3+mBosew26BsLez6p7w81voVGAXZt0P2bRCW4tJDPJXOPgv/GRh4f9jQ5VivD/Llpimx3DwlTkxKEQR3Z7exoy8agKljRNqK8yUCsVHIT+1FVpyWrDjtoPWSJNHRa6G6rZdGo4nm7n5ausw0d5to6ZJbpYwmC8Y+uaXqWLdfv9VOv9VO58kTDS+YxsebMI2asAA1YRofwjVqwgJ8iAzyITbEj9gQf2K0fgT4iLeqQ3cT7P6XPP6rs/r4+uTL5IH3bjz267DByL8Kqvh4d50jT5vaW8mV43TcNCWOmWPCxaxHQfAQnU3VHJbknGJTxya7+Gg8l/h2u4goFApCAtRnnZPMZpfoNlnp6rdgstjpt9ocy36LHbPNjiSBXZIGbnKOJ6VSgUqpwNtLibeXAm+lAm+lkgAfLwJ8vNH4eBPg442/ymv0pYcYLqZOeezXgf/AkQ0gDYyN8wuRW7+m3O22rV9Wm521hxp5u6CSbUfbHOsz9IHclhvPtVnRaP1FnjxB8DS7SyqQUJLo1UpksGjBPl8iEBNOyUupINhfJTKSu4q5B0rXwIGPoOwbsJmPb4udClPugfHXg8rPZYd4OnUdffynsJb3d1Q7ZrJ6KRXMH6/jjrxEpiWFirQTguDBdla0AX5MDWx19aF4NBGICYI7sfZD+Tq55avkK7CckPE/PB0yfyBnv3fT1i+TxcbXBw2s2lXL1iMtjkkjYQFqbp0Wz+3T44kKds/AURCEc7PLIE+kmhphOcOewumIQEwQXEmS5Gz3R9bLt4rNYO4+vj0kUQ68JiyGyHFuWffRbpcorG5ndVEdn+6tp+uEWa55yWHcNCWWhZlRHpc2RRCEU5MkiUNGOc1TVrRIK3MhRCAmCCOtr10OuI4FXx3Vg7cHRsH4GyFzMURPdtvgq6imnc/3NfDVfsOgpKsxWj9+kBPLD3JixcxHQRil6jv66LarUGElOVbMmLwQIhAThOFmbID63VBXCBVboG4XSPbj25UqiJ8uZ7xPuRz0E0Hpnik5qlt7+WRPHasKawcVSg/08eaK8Tp+MDmW6clhYhKGIIxyZU1yy32Koh5V6DQXH41nE4GYIDhTb9tA0FU0sNwN3YaT9wtPPx54Jc4AdcDIH+tZajSa+HxfA5/trWdPTYdjvcbHmyvG6bg6M4pZaeEi6aogXETKGuX8f2mKGgi8zsVH49lEICYI50OS5C7FxgNgODCw3CdnuP8+hVIe3xWdDXEDLV/BMSN9xOektr2XDSXNfLGvnu0VbY5B90oF5KWEsXhyLFdNiMJPLYIvQbgYldXLMyXTlbVyCTXhvIlATBDOxNIHzSVg2D8QcA0sTZ1D7x+aAjGT5fFdMZPlrka1e4+VMlls7KhoY1NpMxtLmjjS3DNoe05CCNdmRXNVpv6iKCgvCMLplTd1AWoy/DrBS4QSF0JcPUEAuYXLWActZdBaPrAc+LujBkf5oBMpVRCRAfoJoJsAuvFyq5dfyEgf/Tnr7LNQVN3O7uoOdle1s6uqDZPl+Lg1L6WCyfFa5o7Vcc3EKGJD3DuQFARhZFV3WsFLTXKQKFd9oUQgJlxczL0DgVbp8eWx4OvEnF3f5xciB1v6iXLgpc+Ux3l5u39G+M5eC4cNRkoauzhYZ2R3dbtjoO2J9EG+zE6LYHZ6BDPGhBPsJxL5CoIwNJMVlF4QpRU/0i6UCMSE0amvAxoPQtOhwQFXZ82pH6P0lvN2haVC+JiBZaq8DAh3yzQSJ7La7FS19VJq6KLY0MW+2g4ON3QNSi1xosQwfyYnhDA5PoSpiaGk6TQi070gCGctgnZ8gyNcfRgeTwRigmez26CtAhr3y4HXsYHzpwu4/ELk1qzwMRCedjzgCkl022LZx0iSRFuPmZr2Pqrbeqlu7aG8qZvSxm7Km7sxW+1DPi5G60e6PpAMfSCT4kOYHK8lTOMzwkcvCMJoEqNoAY3e1Yfh8UQgJngOux3ajkDtLjknV32R3OJ1qi7F4Dh53FZ4qhxwHQu6AsJG9rjPkiRJGE1WmowmDEYThs6B28DfdR191LT10mO2nfI5fFVK0nSBpEYGMjE2mPHRQaTpAwnyde8AUxAEzxOraIHAJFcfhscTgZgT7axo4/KJgaJ7x1l6WgaCroHAq65w6JmK3n4QOfaEQfMDA+f9tCN+yEORJAljn5XGLhONRhONxn4ajSaaBv5u6jLR3N1Pk7Gf/lO0aH2fPsiX+FB/YkP9SA4PIF0fRLoukNgQP5FMVRCEERGjaIbAPFcfhscTgZgT3bViJykxlSyZGidmmp0ruw2aiqFmG1Rvg5rtJ5f+AfD2hahsiMk5nhoiLEUeNeoiZqvd0VpV19FHQ0cf9Z0mGjr7aOgwUd/ZN2hG4pkE+XoTFeyHLtgXfZAP+mA/9EG+RGnl4CtG6yfqNgqC4HJ6RTtodK4+DI8nAjEn8lcrqWjpYflXh1n+1WHSdBouy4jk8vRIchJC8PZyz7I1LmHulVu4HIHXTugforUrPB1ip8hBV8wUuaXLBeO4OnrNVLb2UtXaQ2VLL1VtPdS29VHT3ovBaHIkPD0drb8KXaAvkUE+6IJ8iQw8vowM8iEy0JeIQB8RZAmC4BFCFUbwD3X1YXg8EYg50YYnL2NzZTf/KaxjV1UbpY3yIOq/bzpKkK83l6ZFkJcSxqwxEcSHXWStZX0dcsBV9S1UfQcNe8FuHbyPKgDipsrZ5+Nz5VYv3+ARO0SbXaKipYfiBiNHm3s42tJNRUsPlS09GE3W0z7WT+VFXKgfMVo/ogduUcG+RAX7Ea31RRfkKwIsQRBGlVC6PCJvorsTgZgTBfh4s2RqPEumxtPRa2ZTaTMbDjexqbSZ9l4Ln+9r4PN9DQCkRARweUYkl6VHMiUxFLX3KGstkyRoPgyla6D0a7mrUfpe91xglFzsOm66vNRNGLEMzf1WG2WN3Rys7+RgvZEDdZ0UN3TRZzn1QHh9kC8JYf4DtwDiQv2JC/EjLtSfsAC1GBsoCMJFJVTRDT4j92N5tBKB2DDR+qu5LjuG67JjsNkl9tS0s7m0hYKjrRRWtXOkuYcjzRW8saUCL6WC3KRQpiSEkJMYyqR4rWfOcrOYoGqrHHiVroGOqsHbQ1PkAtcJMyA+D7TxI5Kbq7mrnxJDF4cNRg4bujhUb6SsqQuL7eT+RD+VFxlRgaRGakgK15AU7k9SuIb4UH9RV1EQBOEEoX4KUI6yRgQXEIHYCPBSKshJCCUnIZTHkMvLbClrZv3hJraWt9Bo7Oe7I618d0QuoqpQQLpOTj+Qrg8iQx9Iuj6QcHfL+yRJ0HYUytfJt4otYO07vt3LB5IuhfQFkDoftHHDeCgSTV39HGnq5khzN0eaeyhr6qLE0EVLt3nIxwT7qZgQE8T4aDnNw/joIJLCNXiJWYeCIAhnFOLv/pVFPIEIxFwg2E/FNROjuWZiNHa7RHlzNzsr2yisbGdXVTvVbb0cNnRx2NA16HHhGjXp+kC5WyzEn7hQv4GlPyH+qpHpGuvvhsotx4Ov9srB2wOjIPVKSFsAybNBHeC8l7baqGvvo6ZdnqFY095LbZuc2LSipYfu/qHHcSkUkBgWQIY+kAx9EBlRgYyPDiJG6ye6EwVBEM6DD/34+ge6+jBGBRGIuZhSqSBNF0iaLpDbcxMAaOoysbuqnUP1cldaSWMX1W29tHSbaSlvZWt560nP46/2IjLQh3DNwC1QTYTGl1CNmiBfb4J8VQT5yctAXxUBPl74q73P3Ppj6ZNnN1ZulQOw6m1gt5xwAipIyIMxV8CYeXI+r7MMbsxWOz39Vjr6LLT3munslZcdvRZae/oHcmz1D+TbMtHeaznt83kpFcSH+pMSEUBKhIaUCA3pevnaim5FQRAE59FgEgP1nUQEYm4oMtCXBROiWDAhyrGu12yVZ2Ea5KCstr3X0TLU1NVPr9lGZWsvla2nKVw9BLWXEj+1F34qL/zVXgR7mci0lzLRdoDxlgOMsZSiYnAA1KKKojggl8MB0ygNyKZf4Y+9SkKqMoFUhM0uYbHZMdvsWGx2LDYJs9VOn8VGb7+VHrONXrN1yDFaZ3JsduKxlsDYgcHyKREBxIcGjL5JD4IgCG7IXyECMWcRgZiH8Fd7kx2nJTtOe9I2k8VGfUef3GLW3U9Ldz/NXfKyrcdMl8mK0WTB2HdsacEugQI7sfZ6JvRXkmk5ylTTYSYoKvFWDJ7d2Chp2W4fyw57Bt/aJ1Bp0kPXsVavjoHb+dP4eKP1V6H1VxHirybYT0VogHpQrq1jf2tHqgtWEARBOCV/0SLmNCIQGwV8VV4kR2hIjjjNTnYbtJZD/R6k+iKkhr0oDPtQmLtP2rUvIJa28Ck0h06hMWQyHb6x2CQF6ZJEql3CLknY7BKSJPdCKhQKFAz8DXh7KVF7KVF5K1B5KQduCvxU3o4u0QAfL/xV3vj7eKESiW4FQRA8SgD9IhBzEhGIjTbWfmirgNYyaCmTg6+WMmg8CJYeQA6WHG1K3n5yjcaobIidCgmX4KeNIwaIcc0ZCIIgCG7OT2ECH1HeyBlEIOZp7HbobQFjHRjr5Vvb0eNBV0fVyYlTj1H5y7UZo7IgOlsOvsLTRiyJqiAIgjA6+GN26qz4i5n4BnYXdhv0tEB3I3Q3ycveVuhpOh5wGevA2DB41uJQ1IEQPgbCUiE8FcLGQOQ4+W8XFscWBEEQRgcVVvAR6SucQQRiztSwD7r85FYrmxnM3dDfNbDsPvl+X/sJQVfLqVuyTqKQK94HRcs3bcLgwEujG5GM9YIgCMLFyRuraBFzEhGIOdOKheBzIQGQAgIi5EBKEyH/7R8OwTEDQdfAUqMDLw8sgSQIgiCMCmqFTQRiTiICMWfS6MFfDQqlHCipNXLTrVoDPpoTloHy0jdYfowmUg6u/MPEeC1BEATB7YkWMecR3/rO9NAuCApy9VEIgiAIwrDyxiY3LggXTCRwEgRBEAThnKhEIOY0IhATBEEQBOGcqETXpNN4TCDW1tbG7bffTlBQEFqtlnvuuYfu7pOzwp/IZDLxwAMPEBYWhkajYfHixTQ2Ng7a5+GHHyYnJwcfHx+ys7OH8QwEQRAEYXRQKUQg5iweE4jdfvvtHDx4kLVr1/L555+zefNm7rvvvtM+5rHHHuOzzz5j1apVbNq0ifr6em688caT9rv77rtZsmTJcB26IAiCIIwqXgrE7H0n8YjB+sXFxaxZs4adO3cyZcoUAF599VUWLlzIiy++SHR09EmP6ezs5J///Cfvvfcel19+OQBvvfUWY8eOZdu2bUyfPh2AV155BYDm5mb27ds3QmckCIIgCJ5L7THNOO7PIwKxgoICtFqtIwgDmDdvHkqlku3bt3PDDTec9JjCwkIsFgvz5s1zrMvIyCA+Pp6CggJHIHY++vv76e/vd9zv7OwEwGg0nvdzCoIgCMJICgwMRHGG5N/f/7479j3nrRRJw53FIwIxg8FAZGTkoHXe3t6EhoZiMBhO+Ri1Wo1Wqx20XqfTnfIxZ2vZsmX8+te/Pml9XFzcBT2vIAiCIIyUpqYmIiIiTrvPqb7v/uup14frsC46Lg3EnnrqKZ5//vnT7lNcXDxCR3P2nn76aR5//HHH/Y6ODhISEqiuriY4ONiFR+Z+jEYjcXFx1NTUECRyrJ1EXJ/TE9fn1MS1OT1xfU7t2LVRq9Vn3Pf733eSJGE2mwkMFHUmncWlgdgTTzzBnXfeedp9kpOT0ev1NDU1DVpvtVppa2tDr9cP+Ti9Xo/ZbKajo2NQq1hjY+MpH3O2fHx88PHxOWl9cHCw+A9/CkFBQeLanIa4Pqcnrs+piWtzeuL6nNqZuiXh1N93gvO4NBCLiIg4Y7MoQF5eHh0dHRQWFpKTkwPA+vXrsdvt5ObmDvmYnJwcVCoV+fn5LF68GICSkhKqq6vJy8tz3kkIgiAIgiCcJ4+Y9zB27FgWLFjAvffey44dO9i6dSsPPvggt9xyi2PGZF1dHRkZGezYsQOQW6fuueceHn/8cTZs2EBhYSF33XUXeXl5gwbql5eXs2fPHgwGA319fezZs4c9e/ZgNptdcq6CIAiCIFw8PGKwPsC7777Lgw8+yNy5c1EqlSxevNiRegLAYrFQUlJCb2+vY91LL73k2Le/v5/58+fz17/+ddDz/vCHP2TTpk2O+5MmTQKgoqKCxMTEszo2Hx8fli5dKppvhyCuzemJ63N64vqcmrg2pyeuz6mJa+NeFJIkSa4+CEEQBEEQhIuRR3RNCoIgCIIgjEYiEBMEQRAEQXAREYgJgiAIgiC4iAjEBEEQBEEQXEQEYmehra2N22+/naCgILRaLffccw/d3d2nfcw//vEP5syZQ1BQEAqFgo6ODqc8rzs6n/MwmUw88MADhIWFodFoWLx4MY2NjYP2USgUJ91Wrlw5nKdywV577TUSExPx9fUlNzfXkU7lVFatWkVGRga+vr5kZmby5ZdfDtouSRK//OUviYqKws/Pj3nz5lFWVjacpzCsnH197rzzzpPeIwsWLBjOUxhW53J9Dh48yOLFi0lMTEShUPDyyy9f8HO6M2dfm1/96lcnvXcyMjKG8QyG17lcnzfeeINZs2YREhJCSEgI8+bNO2n/0fbZ49Yk4YwWLFggZWVlSdu2bZO2bNkijRkzRrr11ltP+5iXXnpJWrZsmbRs2TIJkNrb253yvO7ofM7jxz/+sRQXFyfl5+dLu3btkqZPny5dcsklg/YBpLfeektqaGhw3Pr6+obzVC7IypUrJbVaLb355pvSwYMHpXvvvVfSarVSY2PjkPtv3bpV8vLykv7whz9Ihw4dkn7xi19IKpVK2r9/v2Of5cuXS8HBwdLq1aulvXv3Stdee62UlJTk1tfhVIbj+txxxx3SggULBr1H2traRuqUnOpcr8+OHTukJ598Unr//fclvV4vvfTSSxf8nO5qOK7N0qVLpfHjxw967zQ3Nw/zmQyPc70+t912m/Taa69JRUVFUnFxsXTnnXdKwcHBUm1trWOf0fTZ4+5EIHYGhw4dkgBp586djnVfffWVpFAopLq6ujM+fsOGDUMGYhf6vO7ifM6jo6NDUqlU0qpVqxzriouLJUAqKChwrAOkjz/+eNiO3dmmTZsmPfDAA477NptNio6OlpYtWzbk/jfffLN09dVXD1qXm5sr/ehHP5IkSZLsdruk1+ulF154wbG9o6ND8vHxkd5///1hOIPh5ezrI0lyIHbdddcNy/GOtHO9PidKSEgYMti4kOd0J8NxbZYuXSplZWU58Shd50L/na1WqxQYGCi9/fbbkiSNvs8edye6Js+goKAArVbLlClTHOvmzZuHUqlk+/btbve8I+18zqOwsBCLxcK8efMc6zIyMoiPj6egoGDQvg888ADh4eFMmzaNN998E8lN096ZzWYKCwsHnZNSqWTevHknndMxBQUFg/YHmD9/vmP/iooKDAbDoH2Cg4PJzc095XO6q+G4Psds3LiRyMhI0tPT+clPfkJra6vzT2CYnc/1ccVzusJwnkdZWRnR0dEkJydz++23U11dfaGHO+KccX16e3uxWCyEhoYCo+uzxxOIQOwMDAYDkZGRg9Z5e3sTGhqKwWBwu+cdaedzHgaDAbVaPagYO4BOpxv0mN/85jd8+OGHrF27lsWLF3P//ffz6quvOv0cnKGlpQWbzYZOpxu0/vvndCKDwXDa/Y8tz+U53dVwXB+ABQsW8K9//Yv8/Hyef/55Nm3axFVXXYXNZnP+SQyj87k+rnhOVxiu88jNzWXFihWsWbOG119/nYqKCmbNmkVXV9eFHvKIcsb1+dnPfkZ0dLQj8BpNnz2ewGNKHDnbU089xfPPP3/afYqLi0foaNyPO1yfZ5991vH3pEmT6Onp4YUXXuDhhx8e1tcVPMctt9zi+DszM5OJEyeSkpLCxo0bmTt3rguPTHB3V111lePviRMnkpubS0JCAh9++CH33HOPC49sZC1fvpyVK1eyceNGfH19XX04F6WLNhB74oknuPPOO0+7T3JyMnq9nqampkHrrVYrbW1t6PX683794XpeZxnO66PX6zGbzXR0dAxqFWtsbDztuefm5vLcc8/R39/vdjXSwsPD8fLyOmnm5+nOSa/Xn3b/Y8vGxkaioqIG7ZOdne3Eox9+w3F9hpKcnEx4eDjl5eUeFYidz/VxxXO6wkidh1arJS0tjfLycqc950i4kOvz4osvsnz5ctatW8fEiRMd60fTZ48nuGi7JiMiIsjIyDjtTa1Wk5eXR0dHB4WFhY7Hrl+/HrvdTm5u7nm//nA9r7MM5/XJyclBpVKRn5/vWFdSUkJ1dTV5eXmnPKY9e/YQEhLidkEYgFqtJicnZ9A52e128vPzT3lOeXl5g/YHWLt2rWP/pKQk9Hr9oH2MRiPbt28/7XVyR8NxfYZSW1tLa2vroC8PT3A+18cVz+kKI3Ue3d3dHDly5KJ57/zhD3/gueeeY82aNYPG+MLo+uzxCK6eLeAJFixYIE2aNEnavn279O2330qpqamD0jPU1tZK6enp0vbt29396sMAAAb7SURBVB3rGhoapKKiIumNN96QAGnz5s1SUVGR1NraetbP6ynO5/r8+Mc/luLj46X169dLu3btkvLy8qS8vDzH9k8//VR64403pP3790tlZWXSX//6V8nf31/65S9/OaLndi5Wrlwp+fj4SCtWrJAOHTok3XfffZJWq5UMBoMkSZL03//939JTTz3l2H/r1q2St7e39OKLL0rFxcXS0qVLh0xfodVqpU8++UTat2+fdN1113nsFHJnX5+uri7pySeflAoKCqSKigpp3bp10uTJk6XU1FTJZDK55BwvxLlen/7+fqmoqEgqKiqSoqKipCeffFIqKiqSysrKzvo5PcVwXJsnnnhC2rhxo1RRUSFt3bpVmjdvnhQeHi41NTWN+PldqHO9PsuXL5fUarX073//e1D6jq6urkH7jJbPHncnArGz0NraKt16662SRqORgoKCpLvuumvQG7aiokICpA0bNjjWLV26VAJOur311ltn/bye4nyuT19fn3T//fdLISEhkr+/v3TDDTdIDQ0Nju1fffWVlJ2dLWk0GikgIEDKysqS/va3v0k2m20kT+2cvfrqq1J8fLykVquladOmSdu2bXNsmz17tnTHHXcM2v/DDz+U0tLSJLVaLY0fP1764osvBm232+3Ss88+K+l0OsnHx0eaO3euVFJSMhKnMiyceX16e3ulK6+8UoqIiJBUKpWUkJAg3XvvvR4XZJzoXK7Psf9X37/Nnj37rJ/Tkzj72ixZskSKioqS1Gq1FBMTIy1ZskQqLy8fwTNyrnO5PgkJCUNen6VLlzr2GW2fPe5MIUlumg9AEARBEARhlLtox4gJgiAIgiC4mgjEBEEQBEEQXEQEYoIgCIIgCC4iAjFBEARBEAQXEYGYIAiCIAiCi4hATBAEQRAEwUVEICYIgiAIguAiIhATBEEQBEFwERGICYLgNHPmzOHRRx919WEIgiB4DBGICYIgCIIguIgIxARBEARBEFxEBGKCIAybL774guDgYN59913eeecdpkyZQmBgIHq9nttuu42mpibHvhs3bkShUPDFF18wceJEfH19mT59OgcOHHDss2LFCrRaLatXryY1NRVfX1/mz59PTU2NY58jR45w3XXXodPp0Gg0TJ06lXXr1o3oeQuCIJwtEYgJgjAs3nvvPW699Vbeffddbr/9diwWC8899xx79+5l9erVVFZWcuedd570uJ/+9Kf88Y9/ZOfOnURERLBo0SIsFotje29vL7/73e/417/+xdatW+no6OCWW25xbO/u7mbhwoXk5+dTVFTEggULWLRoEdXV1SNx2oIgCOdEIUmS5OqDEARhdJgzZw7Z2dmkpqbyzDPP8MknnzB79uwh9921axdTp06lq6sLjUbDxo0bueyyy1i5ciVLliwBoK2tjdjYWFasWMHNN9/MihUruOuuu9i2bRu5ubkAHD58mLFjx7J9+3amTZs25GtNmDCBH//4xzz44IPDc+KCIAjnSbSICYLgVP/+97957LHHWLt27aAgrLCwkEWLFhEfH09gYKBj2/dbqvLy8hx/h4aGkp6eTnFxsWOdt7c3U6dOddzPyMhAq9U69unu7ubJJ59k7NixaLVaNBoNxcXFokVMEAS3JAIxQRCcatKkSURERPDmm29yrMG9p6eH+fPnExQUxLvvvsvOnTv5+OOPATCbzU59/SeffJKPP/6Y3//+92zZsoU9e/aQmZnp9NcRBEFwBhGICYLgVCkpKWzYsIFPPvmEhx56CJC7D1tbW1m+fDmzZs0iIyNj0ED9E23bts3xd3t7O6WlpYwdO9axzmq1smvXLsf9kpISOjo6HPts3bqVO++8kxtuuIHMzEz0ej2VlZXDcKaCIAgXztvVByAIwuiTlpbGhg0bmDNnDt7e3jzzzDOo1WpeffVVfvzjH3PgwAGee+65IR/7m9/8hrCwMHQ6Hc888wzh4eFcf/31ju0qlYqHHnqIV155BW9vbx588EGmT5/uGB+WmprKRx99xKJFi1AoFDz77LPY7faROG1BEIRzJlrEBEEYFunp6axfv57333+f5cuXs2LFClatWsW4ceNYvnw5L7744pCPW758OY888gg5OTkYDAY+++wz1Gq1Y7u/vz8/+9nPuO2225gxYwYajYYPPvjAsf1Pf/oTISEhXHLJJSxatIj58+czefLkYT9fQRCE8yFmTQqC4BaOzZpsb29Hq9UOuc+KFSt49NFH6ejoGNFjEwRBGC6iRUwQBEEQBMFFRCAmCIIgCILgIqJrUhAEQRAEwUVEi5ggCIIgCIKLiEBMEARBEATBRUQgJgiCIAiC4CIiEBMEQRAEQXAREYgJgiAIgiC4iAjEBEEQBEEQXEQEYoIgCIIgCC4iAjFBEARBEAQX+f+NfpDzTlstnwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The 300 halo-lists took 111.96347713470459 seconds to run\n", + "zs=5.0, zd=3.5,k_s_mean=0.0850052033807634\n", + "The 300 halo-lists took 280.1898601055145 seconds to run\n", + "zs=5.0, zd=3.5,k_ext_mean=0.10116006015608278\n", + "Variance of k_S: 0.005689770044690586\n", + "Variance of k_ext: 0.012574285073638912\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The 300 halo-lists took 116.43997168540955 seconds to run\n", + "zs=5.0, zd=4.5,k_s_mean=0.0884201303282582\n", + "The 300 halo-lists took 306.5845408439636 seconds to run\n", + "zs=5.0, zd=4.5,k_ext_mean=0.14236779170294062\n", + "Variance of k_S: 0.006769783606792559\n", + "Variance of k_ext: 0.014657681930254537\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_kappa_gamma(zs=5.0, zd=0.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")\n", + "plot_kappa_gamma(zs=5.0, zd=1.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")\n", + "plot_kappa_gamma(zs=5.0, zd=2.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")\n", + "plot_kappa_gamma(zs=5.0, zd=3.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")\n", + "plot_kappa_gamma(zs=5.0, zd=4.5, m_min=\"1.0E+11\", m_max=\"1.0E+16\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/notebooks/point_plus_extended_lensing_tutorial.ipynb b/docs/notebooks/point_plus_extended_lensing_tutorial.ipynb new file mode 100644 index 000000000..50c014542 --- /dev/null +++ b/docs/notebooks/point_plus_extended_lensing_tutorial.ipynb @@ -0,0 +1,200 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Point plus extended lens simulation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This notebook shows how to use SLSim to simulate point plus extended source lens. For \n", + "\n", + "this, it uses a simple point plus extended source catalog. Catalog has skypy galaxaly \n", + "\n", + "catalog as host galaxies and fake quasars as point source." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulate source and deflector population" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from slsim.lens_pop import LensPop\n", + "from slsim.image_simulation import lens_image\n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "\n", + "# define a sky area\n", + "sky_area = Quantity(value=1, unit=\"deg2\")\n", + "\n", + "\n", + "# define limits in the intrinsic deflector and source population (in addition to the\n", + "# skypy config\n", + "# file)\n", + "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 23, \"z_min\": 0.01, \"z_max\": 2.5}\n", + "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 26, \"z_min\": 0.1, \"z_max\": 5.0}\n", + "\n", + "## create a point plus extended source lens population.\n", + "pes_lens_pop = LensPop(\n", + " deflector_type=\"all-galaxies\",\n", + " source_type=\"quasar_plus_galaxies\",\n", + " kwargs_deflector_cut=kwargs_deflector_cut,\n", + " kwargs_source_cut=kwargs_source_cut,\n", + " variability_model=\"sinusoidal\",\n", + " kwargs_variability={\"amp\", \"freq\"},\n", + " kwargs_mass2light=None,\n", + " skypy_config=None,\n", + " sky_area=sky_area,\n", + " cosmo=cosmo,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Select a lens at random" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Define a lens cut\n", + "kwargs_lens_cut = {\"min_image_separation\": 0.8, \"max_image_separation\": 10}\n", + "# Select a lens at random\n", + "pes_lens_class = pes_lens_pop.select_lens_at_random(**kwargs_lens_cut)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define a psf kernel and tranform matrix" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# load your psf kernel and transform matrix\n", + "psf_kernel = np.load(\"../..//tests/TestData/psf_kernels_for_deflector.npy\")\n", + "transform_matrix = np.array([[0.2, 0], [0, 0.2]])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulate lens image" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/.virtualenvs/slsim/lib/python3.12/site-packages/lenstronomy/Data/psf.py:80: UserWarning: Input PSF model has at least one negative element, which is unphysical except for a PSF of an interferometric array.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "# Simulate a lens image\n", + "image_lens = lens_image(\n", + " lens_class=pes_lens_class,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=64,\n", + " psf_kernel=psf_kernel,\n", + " transform_pix2angle=transform_matrix,\n", + " exposure_time=30,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(image_lens)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/notebooks/roman_configuration.ipynb b/docs/notebooks/roman_configuration.ipynb new file mode 100644 index 000000000..60cd48055 --- /dev/null +++ b/docs/notebooks/roman_configuration.ipynb @@ -0,0 +1,249 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Roman configurations" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import os\n", + "import matplotlib.pyplot as plt\n", + "import slsim\n", + "from slsim.lens_pop import LensPop\n", + "from slsim.Observations.roman_speclite import configure_roman_filters\n", + "from slsim.Observations.roman_speclite import filter_names\n", + "from slsim.Plots.lens_plots import LensingPlots\n", + "import speclite\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "import corner\n", + "\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Import default Roman Space Telescope configuration\n", + "path = os.path.dirname(slsim.__file__)\n", + "module_path, _ = os.path.split(path)\n", + "skypy_config = os.path.join(module_path, \"data/SkyPy/roman-like.yml\")\n", + "\n", + "# generate Roman filters\n", + "configure_roman_filters()\n", + "\n", + "# import filter bands and make them recogniable in speclite\n", + "roman_filters = filter_names()\n", + "# filters are ['Roman-F062', 'Roman-F087', 'Roman-F106', 'Roman-F129', 'Roman-F158', 'Roman-F184', 'Roman-F146', 'Roman-F213']\n", + "\n", + "speclite.filters.load_filters(\n", + " roman_filters[0],\n", + " roman_filters[1],\n", + " roman_filters[2],\n", + " roman_filters[3],\n", + " roman_filters[4],\n", + " roman_filters[5],\n", + " roman_filters[6],\n", + " roman_filters[7],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# define a sky area\n", + "sky_area = Quantity(value=0.5, unit=\"deg2\")\n", + "\n", + "\n", + "# define limits in the intrinsic deflector and source population (in addition to the skypy config file)\n", + "kwargs_deflector_cut = {\"band\": \"F062\", \"band_max\": 25, \"z_min\": 0.01, \"z_max\": 3.0}\n", + "kwargs_source_cut = {\"band\": \"F062\", \"band_max\": 28, \"z_min\": 0.01, \"z_max\": 5.0}\n", + "\n", + "\n", + "# run skypy pipeline and make galaxy-galaxy population class\n", + "lens_pop = LensPop(\n", + " deflector_type=\"all-galaxies\",\n", + " source_type=\"galaxies\",\n", + " kwargs_deflector_cut=kwargs_deflector_cut,\n", + " kwargs_source_cut=kwargs_source_cut,\n", + " kwargs_mass2light=None,\n", + " skypy_config=skypy_config,\n", + " sky_area=sky_area,\n", + " cosmo=cosmo,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "kwargs_lens_cut_plot = {\n", + " \"min_image_separation\": 0.5,\n", + " \"max_image_separation\": 10,\n", + " \"mag_arc_limit\": {\"F158\": 21, \"F106\": 21, \"F062\": 21},\n", + "}\n", + "\n", + "# make montage of realizations\n", + "gg_plot = LensingPlots(lens_pop, num_pix=124, observatory=\"Roman\")\n", + "\n", + "\n", + "fig, axes = gg_plot.plot_montage(\n", + " rgb_band_list=[\"F184\", \"F129\", \"F062\"],\n", + " add_noise=True,\n", + " n_horizont=5,\n", + " n_vertical=2,\n", + " kwargs_lens_cut=kwargs_lens_cut_plot,\n", + ")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "kwargs_lens_cut = {\n", + " \"min_image_separation\": 0.1,\n", + " \"max_image_separation\": 10,\n", + " \"mag_arc_limit\": {\"F158\": 25, \"F106\": 25, \"F062\": 25},\n", + "}\n", + "\n", + "\n", + "lens_population = lens_pop.draw_population(kwargs_lens_cuts=kwargs_lens_cut)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of lenses: 1595\n" + ] + } + ], + "source": [ + "print(\"Number of lenses:\", len(lens_population))\n", + "\n", + "lens_samples = []\n", + "labels = [\n", + " r\"$\\sigma_v$\",\n", + " r\"$\\log(M_{*})$\",\n", + " r\"$\\theta_E$\",\n", + " r\"$z_{\\rm l}$\",\n", + " r\"$z_{\\rm s}$\",\n", + " r\"$m_{\\rm source}$\",\n", + " r\"$m_{\\rm lens}$\",\n", + "]\n", + "\n", + "for gg_lens in lens_population:\n", + " vel_disp = gg_lens.deflector_velocity_dispersion()\n", + " m_star = gg_lens.deflector_stellar_mass()\n", + " theta_e = gg_lens.einstein_radius\n", + " zl = gg_lens.deflector_redshift\n", + " zs = gg_lens.source_redshift\n", + " source_mag = gg_lens.extended_source_magnitude(band=\"F184\", lensed=True)\n", + " deflector_mag = gg_lens.deflector_magnitude(band=\"F184\")\n", + " lens_samples.append(\n", + " [vel_disp, np.log10(m_star), theta_e, zl, zs, source_mag, deflector_mag]\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "hist2dkwargs = {\n", + " \"plot_density\": False,\n", + " \"plot_contours\": False,\n", + " \"plot_datapoints\": True,\n", + " \"color\": \"b\",\n", + " \"data_kwargs\": {\"ms\": 5},\n", + "}\n", + "corner.corner(np.array(lens_samples), labels=labels, **hist2dkwargs)\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "slsim", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/docs/notebooks/supernova_model_sims.ipynb b/docs/notebooks/supernova_model_sims.ipynb new file mode 100644 index 000000000..5b5e77f6c --- /dev/null +++ b/docs/notebooks/supernova_model_sims.ipynb @@ -0,0 +1,479 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "69af6a6b", + "metadata": {}, + "source": [ + "# Supernova Model Simulations.\n", + "\n", + "This notebook uses both Roman and LSST filters. The following cell loads the Roman filters." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "afdab14a", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "from slsim.Sources import supernovae\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "from slsim.Sources import random_supernovae\n", + "from slsim.Observations.roman_speclite import configure_roman_filters\n", + "from slsim.Observations.roman_speclite import filter_names\n", + "import speclite" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "45950c7e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# generate Roman filters\n", + "configure_roman_filters()\n", + "\n", + "# import filter bands and make them recogniable in speclite\n", + "roman_filters = filter_names()\n", + "# filters are ['Roman-F062', 'Roman-F087', 'Roman-F106', 'Roman-F129', 'Roman-F158', 'Roman-F184', 'Roman-F146', 'Roman-F213']\n", + "\n", + "speclite.filters.load_filters(\n", + " roman_filters[0],\n", + " roman_filters[1],\n", + " roman_filters[2],\n", + " roman_filters[3],\n", + " roman_filters[4],\n", + " roman_filters[5],\n", + " roman_filters[6],\n", + " roman_filters[7],\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "49eb3dce", + "metadata": {}, + "source": [ + "Files used in this notebook can be found at https://github.com/LSST-strong-lensing/data_public" + ] + }, + { + "cell_type": "markdown", + "id": "e836d7f3", + "metadata": {}, + "source": [ + "Example: Creating an instance of the supernova class without the model directory uses the sncosmo.Model class, and the source used to initialize it is pulled from sncosmo's list of built in sources. In this specific example, the model does not support redshifts z <= 1.1 for the F213 band." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "25471994", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "class : TimeSeriesSource\n", + "name : None\n", + "version : None\n", + "phases : [-9.7, .., 272.08] days\n", + "wavelengths: [1605, .., 25000] Angstroms\n", + "parameters:\n", + " amplitude = 3.602109142312445e-17\n", + "Downloading https://sncosmo.github.io/data/bandpasses/roman-wfi/roman_f213.dat [Done]\n", + "Downloading https://sncosmo.github.io/data/bandpasses/roman-wfi/roman_f106.dat [Done]\n", + "Downloading https://sncosmo.github.io/data/bandpasses/lsst/total_i.dat [Done]\n", + "Downloading https://sncosmo.github.io/data/bandpasses/lsst/total_g.dat [Done]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data_path = os.path.abspath(\"/Users/sanchez/Devel/DESC/data_public/sncosmo_sn_models\")\n", + "sn_type = \"II\"\n", + "sn_model = \"v19-2013am\"\n", + "modeldir = os.path.join(data_path, \"NON1ASED.V19_CC+HostXT_WAVEEXT\")\n", + "\n", + "\n", + "sn_absolute_mag = -19.3\n", + "sn_absolute_zpsys = \"ab\"\n", + "sn_absolute_mag_band = \"bessellb\"\n", + "z = 1.2\n", + "\n", + "my_SN = supernovae.Supernova(\n", + " source=sn_model,\n", + " redshift=z,\n", + " sn_type=sn_type,\n", + " absolute_mag=sn_absolute_mag,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + ")\n", + "print(my_SN.source)\n", + "\n", + "min_mag = 100\n", + "time = np.linspace(-70, 250, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, my_SN.get_apparent_magnitude(time, filt), label=filt)\n", + " if my_SN.source.peakmag(filt, sn_absolute_zpsys) < min_mag:\n", + " min_mag = my_SN.source.peakmag(filt, sn_absolute_zpsys)\n", + "\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.ylim(bottom=min_mag + 10, top=min_mag - 2)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "bc114df7", + "metadata": {}, + "source": [ + "If we now include the model directory, an instance of sncosmo.TimeSeriesSource is first created, and this is passed into the sncosmo.Model class. Now the model supports an extended range of wavelengths, so this works for redshifts z <= 1.1. Note that only the upper limit of the supported range of wavelengths is increased; the lower limit is unchanged. Thus, using higher redshifts still results in an error." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "0f984f4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "class : TimeSeriesSource\n", + "name : None\n", + "version : None\n", + "phases : [-9.7, .., 272.08] days\n", + "wavelengths: [1605, .., 25000] Angstroms\n", + "parameters:\n", + " amplitude = 3.602109142312445e-17\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "my_SN = supernovae.Supernova(\n", + " source=sn_model,\n", + " redshift=z,\n", + " sn_type=sn_type,\n", + " absolute_mag=sn_absolute_mag,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + ")\n", + "\n", + "print(my_SN.source)\n", + "\n", + "min_mag = 100\n", + "time = np.linspace(-70, 250, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, my_SN.get_apparent_magnitude(time, filt), label=filt)\n", + " if my_SN.source.peakmag(filt, sn_absolute_zpsys) < min_mag:\n", + " min_mag = my_SN.source.peakmag(filt, sn_absolute_zpsys)\n", + "\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.ylim(bottom=min_mag + 10, top=min_mag - 2)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "ac74b9ed", + "metadata": {}, + "source": [ + "For generating a random supernova, a supernova model is selected at random that matches the specified sn_type. If modeldir is not specified, the supernova model is chosen from sncosmo's built-in list of models. If modeldir is specified, the supernova model is chosen from the available models in the directory.\n", + "\n", + "An optional random seed can be added for reproducibility." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "5d7402ef", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "v19-2013fs\n", + "class : TimeSeriesSource\n", + "name : None\n", + "version : None\n", + "phases : [-7.28, .., 125.29] days\n", + "wavelengths: [1605, .., 25000] Angstroms\n", + "parameters:\n", + " amplitude = 8.332249824778664e-19\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/.virtualenvs/slsim/lib/python3.12/site-packages/sncosmo/models.py:189: RuntimeWarning: invalid value encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sn_type = \"IIP\"\n", + "modeldir = os.path.join(data_path, \"NON1ASED.V19_CC+HostXT_WAVEEXT/\")\n", + "\n", + "\n", + "random_SN = random_supernovae.RandomizedSupernova(\n", + " sn_type=sn_type,\n", + " redshift=z,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + " random_seed=2,\n", + ")\n", + "\n", + "# displays the sn model that was randomly chosen\n", + "print(random_SN._sncosmo_source)\n", + "print(random_SN.source)\n", + "\n", + "min_mag = 100\n", + "time = np.linspace(-70, 250, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, random_SN.get_apparent_magnitude(time, filt), label=filt)\n", + " if random_SN.source.peakmag(filt, sn_absolute_zpsys) < min_mag:\n", + " min_mag = random_SN.source.peakmag(filt, sn_absolute_zpsys)\n", + "\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.ylim(bottom=min_mag + 10, top=min_mag - 2)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "56b5f482", + "metadata": {}, + "source": [ + "For type Ia supernovae, the model directory should be set to the path of the SALT3.NIR_WAVEEXT directory." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3f50fcdb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "class : SALT3Source\n", + "name : None\n", + "version : None\n", + "phases : [-20, .., 50] days\n", + "wavelengths: [2000, .., 25000] Angstroms\n", + "parameters:\n", + " x0 = 4.6314195988324025e-06\n", + " x1 = 0.0\n", + " c = 0.0\n", + "-20.0\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/.virtualenvs/slsim/lib/python3.12/site-packages/sncosmo/models.py:189: RuntimeWarning: divide by zero encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sn_type = \"Ia\"\n", + "sn_model = \"salt3-nir\"\n", + "modeldir = os.path.join(data_path, \"SALT3.NIR_WAVEEXT/\")\n", + "\n", + "\n", + "sn_absolute_mag = -19.3\n", + "sn_absolute_zpsys = \"ab\"\n", + "sn_absolute_mag_band = \"bessellb\"\n", + "z = 0.7\n", + "\n", + "my_SN = supernovae.Supernova(\n", + " source=sn_model,\n", + " redshift=z,\n", + " sn_type=sn_type,\n", + " absolute_mag=sn_absolute_mag,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + ")\n", + "\n", + "print(my_SN.source)\n", + "print(my_SN.source.minphase())\n", + "\n", + "time = np.linspace(-50, 100, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, my_SN.get_apparent_magnitude(time, filt), label=filt)\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "c0e75337", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "salt3\n", + "class : SALT3Source\n", + "name : None\n", + "version : None\n", + "phases : [-20, .., 50] days\n", + "wavelengths: [2000, .., 25000] Angstroms\n", + "parameters:\n", + " x0 = 5.061652110982612e-06\n", + " x1 = -1.58688169380922\n", + " c = -0.19537964099282026\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/.virtualenvs/slsim/lib/python3.12/site-packages/sncosmo/models.py:189: RuntimeWarning: divide by zero encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n", + "/Users/sanchez/.virtualenvs/slsim/lib/python3.12/site-packages/sncosmo/models.py:189: RuntimeWarning: invalid value encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sn_type = \"Ia\"\n", + "modeldir = os.path.join(data_path, \"SALT3.NIR_WAVEEXT/\")\n", + "\n", + "\n", + "random_SN = random_supernovae.RandomizedSupernova(\n", + " sn_type=sn_type,\n", + " redshift=z,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + ")\n", + "\n", + "# displays the sn model that was randomly chosen\n", + "print(random_SN._sncosmo_source)\n", + "print(random_SN.source)\n", + "\n", + "time = np.linspace(-50, 100, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, random_SN.get_apparent_magnitude(time, filt), label=filt)\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/notebooks/supernovae_plus_extended_source_tutorial.ipynb b/docs/notebooks/supernovae_plus_extended_source_tutorial.ipynb new file mode 100644 index 000000000..d604dcdbf --- /dev/null +++ b/docs/notebooks/supernovae_plus_extended_source_tutorial.ipynb @@ -0,0 +1,503 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Supernovae plus extended source simulation\n", + "In this notebook, we simulate population of lensed supernovae and simulate image of a random lensed supernovae. It follows following steps:\n", + "\n", + "1. Simulate lensed supernovae population\n", + "2. Choose a lens at random\n", + "3. Set observation time and other image configuration\n", + "4. Simulate image of a selected lens\n", + "5. Visualize it\n", + "\n", + "Before running this notebook, please download the \"scotch_SNIa_host_galaxies.fits\"\n", + "\n", + "file from the following link: https://github.com/LSST-strong-lensing/data_public.git. \n", + "\n", + "This file contains type Ia supernovae host galaxies." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulate lensed supernovae population" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from slsim.lens_pop import LensPop\n", + "import numpy as np\n", + "from slsim.image_simulation import lens_image_series\n", + "from slsim.Plots.plot_functions import create_image_montage_from_image_list\n", + "from slsim.image_simulation import point_source_coordinate_properties\n", + "import matplotlib.pyplot as plt\n", + "import corner" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "data_path = os.path.abspath(\"/Users/sanchez/Devel/DESC/data_public\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "\n", + "# define a sky area\n", + "sky_area = Quantity(value=1, unit=\"deg2\")\n", + "\n", + "\n", + "# define limits in the intrinsic deflector and source population (in addition to the\n", + "# skypy config\n", + "# file)\n", + "kwargs_deflector_cut = {\"z_min\": 0.01, \"z_max\": 2.5}\n", + "kwargs_source_cut = {}\n", + "## create a point plus extended source lens population.\n", + "supernova_lens_pop = LensPop(\n", + " deflector_type=\"elliptical\", # type of the deflector. It could be elliptical or\n", + " # all-galaxies.\n", + " source_type=\"supernovae_plus_galaxies\", # keyword for source type. it can be\n", + " # galaxies, quasar, quasar_plus_galaxies, and supernovae_plus_galaxies.\n", + " kwargs_deflector_cut=kwargs_deflector_cut, # cuts that one wants to apply for the\n", + " # deflector.\n", + " kwargs_source_cut=kwargs_source_cut, # cuts that one wants to apply for the\n", + " # source.\n", + " variability_model=\"light_curve\", # keyword for the variability model.\n", + " kwargs_variability={\"supernovae_lightcurve\", \"i\"}, # specify kewords for\n", + " # lightcurve. \"i\" is a band for the lightcurve.\n", + " sn_type=\"Ia\", # supernovae type.\n", + " sn_absolute_mag_band=\"bessellb\", # Band used to normalize to absolute magnitude\n", + " sn_absolute_zpsys=\"ab\", # magnitude system. It can be Optional, AB or Vega.\n", + " kwargs_mass2light=None, # mass-to-light relation for the deflector galaxy.\n", + " skypy_config=None, # Sky configuration for the simulation. If None, lsst-like\n", + " # configuration will be used.\n", + " sky_area=sky_area, # Sky area for the simulation\n", + " cosmo=cosmo, # astropy cosmology\n", + " source_light_profile=\"double_sersic\", # light profile for the source galaxy\n", + " catalog_type=\"scotch\", # catalog type. It can be None or scotch\n", + " lightcurve_time=np.linspace(\n", + " -20, 100, 1000\n", + " ), # array of light curve observation time.\n", + " catalog_path=os.path.join(\n", + " data_path, \"SupernovaeHostcatalog/scotch_SNIa_host_galaxies.fits\"\n", + " ),\n", + " # path for catalog. If not provided, small size catalog from\n", + " # /slsim/Source/SupernovaeCatalog will be used for\n", + " # source_type=\"supernovae_plus_galaxies\" case. For other cases, we do not need to\n", + " # provide outside catalog. One can download scotch_SNIa_host_galaxies.fits from\n", + " # https://github.com/LSST-strong-lensing/data_public.git\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Choose a random lens" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "# specifying cuts of the population\n", + "kwargs_lens_cuts = {}\n", + "# drawing population\n", + "supernovae_lens_population = supernova_lens_pop.draw_population(\n", + " kwargs_lens_cuts=kwargs_lens_cuts\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of lenses: 26\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/Devel/DESC/slsim/slsim/Sources/source.py:362: RuntimeWarning: divide by zero encountered in log10\n", + " mag_source0 = -2.5 * np.log10(w0 * flux)\n", + "/Users/sanchez/.virtualenvs/slsim/lib/python3.12/site-packages/sncosmo/models.py:189: RuntimeWarning: divide by zero encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n" + ] + } + ], + "source": [ + "print(\"Number of lenses:\", len(supernovae_lens_population))\n", + "\n", + "lens_samples = []\n", + "labels = [\n", + " r\"$\\sigma_v$\",\n", + " r\"$\\log(M_{*})$\",\n", + " r\"$\\theta_E$\",\n", + " r\"$z_{\\rm l}$\",\n", + " r\"$z_{\\rm s}$\",\n", + " r\"$m_{\\rm host}$\",\n", + " r\"$m_{\\rm ps}$\",\n", + " r\"$m_{\\rm lens}$\",\n", + "]\n", + "\n", + "for supernovae_lens in supernovae_lens_population:\n", + " vel_disp = supernovae_lens.deflector_velocity_dispersion()\n", + " m_star = supernovae_lens.deflector_stellar_mass()\n", + " theta_e = supernovae_lens.einstein_radius\n", + " zl = supernovae_lens.deflector_redshift\n", + " zs = supernovae_lens.source_redshift\n", + " source_mag = supernovae_lens.extended_source_magnitude(band=\"i\", lensed=True)\n", + " ps_source_mag = supernovae_lens.point_source_magnitude(band=\"i\")\n", + " deflector_mag = supernovae_lens.deflector_magnitude(band=\"i\")\n", + " lens_samples.append(\n", + " [\n", + " vel_disp,\n", + " np.log10(m_star),\n", + " theta_e,\n", + " zl,\n", + " source_mag,\n", + " ps_source_mag,\n", + " deflector_mag,\n", + " ]\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "hist2dkwargs = {\n", + " \"plot_density\": False,\n", + " \"plot_contours\": False,\n", + " \"plot_datapoints\": True,\n", + " \"color\": \"b\",\n", + " \"data_kwargs\": {\"ms\": 5},\n", + "}\n", + "corner.corner(\n", + " np.array(lens_samples), labels=labels, label_kwargs={\"fontsize\": 20}, **hist2dkwargs\n", + ")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Choose a lens to simulate an image" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "kwargs_lens_cut = {\"min_image_separation\": 1, \"max_image_separation\": 10}\n", + "rgb_band_list = [\"i\", \"r\", \"g\"]\n", + "lens_class = supernovae_lens_population[-5]\n", + "# (\n", + "# lens_class.source.source_dict[\"z\"],\n", + "# lens_class.einstein_radius,\n", + "# lens_class.source.source_dict[\"mag_i\"],\n", + "# lens_class.source.source_dict[\"ps_mag_i\"],\n", + "# lens_class._deflector_dict[\"mag_i\"],\n", + "# lens_class._deflector_dict[\"z\"],\n", + "# )" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/Devel/DESC/slsim/slsim/Sources/source.py:362: RuntimeWarning: divide by zero encountered in log10\n", + " mag_source0 = -2.5 * np.log10(w0 * flux)\n" + ] + } + ], + "source": [ + "pix_coord = point_source_coordinate_properties(\n", + " lens_class,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " delta_pix=0.2,\n", + " num_pix=32,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + ")[\"image_pix\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[14.00699877, 16.4677447 ],\n", + " [17.07628824, 15.42222337]])" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pix_coord" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## See the light curve of a selected supernovae" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "light_curve = lens_class.source.variability_class.kwargs_model" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-22.0, 100.0)" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(light_curve[\"MJD\"], light_curve[\"ps_mag_i\"])\n", + "# plt.ylim(12, 18)\n", + "plt.gca().invert_yaxis()\n", + "plt.ylabel(\"Magnitude\")\n", + "plt.xlabel(\"Time\" \"[Days]\")\n", + "plt.xlim(-22, 100)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Set observation time and image configuration" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [], + "source": [ + "time = np.array([-19.5, -15, -11.35135135135135, 0, 10, 20, 25, 30, 40, 44.86])\n", + "# time = sorted(np.random.uniform(-20, 100, 10))\n", + "# time = np.array([0, 50, 70, 120])\n", + "repeats = 10\n", + "# load your psf kernel and transform matrix. If you have your own psf, please provide\n", + "# it here.\n", + "path = \"../../tests/TestData/psf_kernels_for_deflector.npy\"\n", + "psf_kernel = 1 * np.load(path)\n", + "psf_kernel[psf_kernel < 0] = 0\n", + "transform_matrix = np.array([[0.2, 0], [0, 0.2]])\n", + "\n", + "# let's set up psf kernel for each exposure. Here we have taken the same psf that we\n", + "# extracted above. However, each exposure can have different psf kernel and user should\n", + "# provide corresponding psf kernel to each exposure.\n", + "psf_kernel_list = [psf_kernel]\n", + "transform_matrix_list = [transform_matrix]\n", + "psf_kernels_all = psf_kernel_list * repeats\n", + "# psf_kernels_all = np.array([dp0[\"psf_kernel\"][:10]])[0]\n", + "\n", + "# let's set pixel to angle transform matrix. Here we have taken the same matrix for\n", + "# each exposure but user should provide corresponding transform matrix to each exposure.\n", + "transform_matrix_all = transform_matrix_list * repeats\n", + "\n", + "# provide magnitude zero point for each exposures. Here we have taken the same magnitude\n", + "# zero point for each exposure but user should provide the corresponding magnitude\n", + "# zero point for each exposure.\n", + "mag_list = [31.0]\n", + "mag_zero_points_all = mag_list * repeats\n", + "# mag_zero_points_all = np.array([dp0[\"zero_point\"][:10]])[0]\n", + "\n", + "expo_list = [30]\n", + "exposure_time_all = expo_list * repeats" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulate Image" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/Devel/DESC/slsim/slsim/Sources/source.py:362: RuntimeWarning: divide by zero encountered in log10\n", + " mag_source0 = -2.5 * np.log10(w0 * flux)\n" + ] + } + ], + "source": [ + "# Simulate a lens image\n", + "image_lens_series = lens_image_series(\n", + " lens_class=lens_class,\n", + " band=\"i\",\n", + " mag_zero_point=mag_zero_points_all,\n", + " num_pix=32,\n", + " psf_kernel=psf_kernels_all,\n", + " transform_pix2angle=transform_matrix_all,\n", + " exposure_time=exposure_time_all,\n", + " t_obs=time,\n", + " with_deflector=True,\n", + " with_source=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/61/jz5zv4qn1ml4kvb_mzhpz5500000gn/T/ipykernel_81151/422990630.py:4: RuntimeWarning: divide by zero encountered in log10\n", + " log_images.append(np.log10(image_lens_series[i]))\n" + ] + } + ], + "source": [ + "## Images in log scale\n", + "log_images = []\n", + "for i in range(len(image_lens_series)):\n", + " log_images.append(np.log10(image_lens_series[i]))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize simulated images" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_montage = create_image_montage_from_image_list(\n", + " num_rows=2, num_cols=5, images=image_lens_series, time=time, image_center=pix_coord\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/notebooks/validation_notebooks/image_validation.ipynb b/docs/notebooks/validation_notebooks/image_validation.ipynb new file mode 100644 index 000000000..865170c7e --- /dev/null +++ b/docs/notebooks/validation_notebooks/image_validation.ipynb @@ -0,0 +1,2050 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Validation of image simulation in SLSim\n", + "\n", + "Most of the functions in the image simulation take Lens class as an input. So, we need to\n", + "\n", + "supply all the dc2 galaxy information in the form of Lens class. So, here we mimic Lens class only with necessary Lens class parts which are necessary for image simulation.\n", + "\n", + "Before runing this notebook, please download all the data needed from the following link:\n", + "\n", + "https://github.com/LSST-strong-lensing/data_public/tree/main/dp0_images_data_for_slsim_image_validation\n", + "\n", + "Then, please change data path to your storage path." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import pickle\n", + "from astropy.table import Table\n", + "from slsim.image_simulation import (\n", + " image_data_class,\n", + " lens_image,\n", + " rgb_image_from_image_list,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "## lens_class for validation\n", + "class Lens1(object):\n", + " def __init__(\n", + " self, kwargs_model, kwargs_lens, kwargs_source, kwargs_lens_light, kwargs_ps\n", + " ):\n", + " self.kwargs_model = kwargs_model\n", + " self.kwargs_lens = kwargs_lens\n", + " self.kwargs_source = kwargs_source\n", + " self.kwargs_lens_light = kwargs_lens_light\n", + " self.kwargs_ps = kwargs_ps\n", + "\n", + " def lenstronomy_kwargs(self, band=None):\n", + " self.band = band\n", + " kwargs_params = {\n", + " \"kwargs_lens\": self.kwargs_lens,\n", + " \"kwargs_source\": self.kwargs_source,\n", + " \"kwargs_lens_light\": self.kwargs_lens_light,\n", + " \"kwargs_ps\": self.kwargs_ps,\n", + " }\n", + " return self.kwargs_model, kwargs_params\n", + "\n", + "\n", + "class Lens2(object):\n", + " def __init__(self, kwargs_model):\n", + " self.kwargs_model = kwargs_model\n", + "\n", + " def lenstronomy_kwargs(self, band=None):\n", + " return self.kwargs_model, None" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Let's get dc2 galaxy center in slsim image grid" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "kwargs_model = {\n", + " \"lens_light_model_list\": [\"SERSIC_ELLIPSE\", \"SERSIC_ELLIPSE\"],\n", + " \"lens_model_list\": [\"EPL\", \"SHEAR\", \"CONVERGENCE\"],\n", + " \"source_light_model_list\": [\"SERSIC_ELLIPSE\", \"SERSIC_ELLIPSE\"],\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "kwarg_model = Lens2(kwargs_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "data_class = image_data_class(\n", + " kwarg_model,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " delta_pix=0.2,\n", + " num_pix=35,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "galaxy_center_pix_x_1 = 17.43411518\n", + "galaxy_center_pix_y_1 = 16.92526535\n", + "galaxy_center_pix_x_2 = 16.84335831\n", + "galaxy_center_pix_y_2 = 16.52869664\n", + "center_cood_x_1, center_coord_y_1 = data_class.map_pix2coord(\n", + " galaxy_center_pix_x_1, galaxy_center_pix_y_1\n", + ")\n", + "center_cood_x_2, center_coord_y_2 = data_class.map_pix2coord(\n", + " galaxy_center_pix_x_2, galaxy_center_pix_y_2\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load dc2 galaxies" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "dp0_data_path = os.path.abspath(\"/Users/sanchez/Devel/DESC/data_public\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "with open(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/galaxy_sample_dc2_new_all_angle.txt\",\n", + " ),\n", + " \"rb\",\n", + ") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " dc2_galaxies = pickle.load(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "dc2_galaxies = Table(dc2_galaxies)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(61.99284796403353, -36.9900209621661)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dc2_galaxies[2][\"ra\"], dc2_galaxies[2][\"dec\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## SLSim coordinate system\n", + "\n", + "SLsim follows the same coordinate convention as DP0. The ra aligned with the East towards left and\n", + "\n", + "North twords up. The position angle goes from North to East." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# The slsim coordinate system and dp0 coordinate system are the same.\n", + "rotation_angle_1 = np.pi * (dc2_galaxies[2][\"position_angle_true_dc2\"]) / 180\n", + "rotation_angle_2 = np.pi * (dc2_galaxies[7][\"position_angle_true_dc2\"]) / 180" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "## axis ratios of disk dominated galaxy\n", + "q_disk_1 = dc2_galaxies[2][\"size_minor_disk_true\"] / dc2_galaxies[2][\"size_disk_true\"]\n", + "q_bulge_1 = (\n", + " dc2_galaxies[2][\"size_minor_bulge_true\"] / dc2_galaxies[2][\"size_bulge_true\"]\n", + ")\n", + "q_1 = dc2_galaxies[2][\"size_minor_true\"] / dc2_galaxies[2][\"size_true\"]\n", + "\n", + "## axis ratios of bulge dominated galaxy\n", + "q_disk_2 = dc2_galaxies[7][\"size_minor_disk_true\"] / dc2_galaxies[7][\"size_disk_true\"]\n", + "q_bulge_2 = (\n", + " dc2_galaxies[7][\"size_minor_bulge_true\"] / dc2_galaxies[7][\"size_bulge_true\"]\n", + ")\n", + "q_2 = dc2_galaxies[7][\"size_minor_true\"] / dc2_galaxies[7][\"size_true\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated galaxy\n", + "epsilon_disk_1 = (1 - q_disk_1) / (1 + q_disk_1)\n", + "epsilon_bulge_1 = (1 - q_bulge_1) / (1 + q_bulge_1)\n", + "epsilon_1 = (1 - q_1) / (1 + q_1)\n", + "\n", + "## Bulge dominated galaxy\n", + "epsilon_disk_2 = (1 - q_disk_2) / (1 + q_disk_2)\n", + "epsilon_bulge_2 = (1 - q_bulge_2) / (1 + q_bulge_2)\n", + "epsilon_2 = (1 - q_2) / (1 + q_2)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "e1_disk_1 = epsilon_disk_1 * np.cos(2 * rotation_angle_1)\n", + "e2_disk_1 = epsilon_disk_1 * np.sin(2 * rotation_angle_1)\n", + "e1_bulge_1 = epsilon_bulge_1 * np.cos(2 * rotation_angle_1)\n", + "e2_bulge_1 = epsilon_bulge_1 * np.sin(2 * rotation_angle_1)\n", + "e1_1 = epsilon_1 * np.cos(2 * rotation_angle_1)\n", + "e2_1 = epsilon_1 * np.sin(2 * rotation_angle_1)\n", + "\n", + "## Bulge dominated\n", + "e1_disk_2 = epsilon_disk_2 * np.cos(2 * rotation_angle_2)\n", + "e2_disk_2 = epsilon_disk_2 * np.sin(2 * rotation_angle_2)\n", + "e1_bulge_2 = epsilon_bulge_2 * np.cos(2 * rotation_angle_2)\n", + "e2_bulge_2 = epsilon_bulge_2 * np.sin(2 * rotation_angle_2)\n", + "e1_2 = epsilon_2 * np.cos(2 * rotation_angle_2)\n", + "e2_2 = epsilon_2 * np.sin(2 * rotation_angle_2)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(62.00273461841879, -37.00827463174009)" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dc2_galaxies[7][\"ra\"], dc2_galaxies[7][\"dec\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Prepare lenstronomy kwargs from a dc2 galaxy\n", + "We select galaxies centered at (ra, dec) = (62.00273461841879, -37.00827463174009) \n", + "\n", + "and (61.99284796403353, -36.9900209621661) degree. One can find image of this galaxy in DP0 \n", + "\n", + "data. We download image of this galaxy from DP0 and compare it with image of the same galaxy \n", + "\n", + "silulated using slsim." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "## lenstronomy kwargs for disk dominated galaxy\n", + "kwargs_lens_1 = [\n", + " {\n", + " \"theta_E\": 1,\n", + " \"gamma\": 2,\n", + " \"e1\": -e1_1,\n", + " \"e2\": e2_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"gamma1\": dc2_galaxies[2][\"shear_1\"],\n", + " \"gamma2\": dc2_galaxies[2][\"shear_2\"],\n", + " \"ra_0\": 0,\n", + " \"dec_0\": 0,\n", + " },\n", + " {\"kappa\": dc2_galaxies[2][\"convergence\"], \"ra_0\": 0, \"dec_0\": 0},\n", + "]\n", + "kwargs_source_1 = None\n", + "flux_i_1 = 10 ** (-dc2_galaxies[2][\"mag_true_i_lsst\"] / 2.5)\n", + "mag_bulge_i_1 = -2.5 * np.log10(dc2_galaxies[2][\"bulge_to_total_ratio_i\"] * flux_i_1)\n", + "mag_disk_i_1 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[2][\"bulge_to_total_ratio_i\"]) * flux_i_1\n", + ")\n", + "kwargs_lens_light_i_1 = [\n", + " {\n", + " \"magnitude\": mag_bulge_i_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_1,\n", + " \"e2\": e2_bulge_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_i_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_1,\n", + " \"e2\": e2_disk_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + "]\n", + "flux_r_1 = 10 ** (-dc2_galaxies[2][\"mag_true_r_lsst\"] / 2.5)\n", + "mag_bulge_r_1 = -2.5 * np.log10(dc2_galaxies[2][\"bulge_to_total_ratio_i\"] * flux_r_1)\n", + "mag_disk_r_1 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[2][\"bulge_to_total_ratio_i\"]) * flux_r_1\n", + ")\n", + "kwargs_lens_light_r_1 = [\n", + " {\n", + " \"magnitude\": mag_bulge_r_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_1,\n", + " \"e2\": e2_bulge_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_r_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_1,\n", + " \"e2\": e2_disk_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + "]\n", + "flux_g_1 = 10 ** (-dc2_galaxies[2][\"mag_true_g_lsst\"] / 2.5)\n", + "mag_bulge_g_1 = -2.5 * np.log10(dc2_galaxies[2][\"bulge_to_total_ratio_i\"] * flux_g_1)\n", + "mag_disk_g_1 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[2][\"bulge_to_total_ratio_i\"]) * flux_g_1\n", + ")\n", + "kwargs_lens_light_g_1 = [\n", + " {\n", + " \"magnitude\": mag_bulge_g_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_1,\n", + " \"e2\": e2_bulge_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_g_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_1,\n", + " \"e2\": e2_disk_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + "]\n", + "kwargs_ps_1 = None" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "## lenstronomy kwargs for bulge dominated galaxy\n", + "kwargs_lens_2 = [\n", + " {\n", + " \"theta_E\": 1,\n", + " \"gamma\": 2,\n", + " \"e1\": -e1_2,\n", + " \"e2\": e2_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"gamma1\": dc2_galaxies[7][\"shear_1\"],\n", + " \"gamma2\": dc2_galaxies[7][\"shear_2\"],\n", + " \"ra_0\": 0,\n", + " \"dec_0\": 0,\n", + " },\n", + " {\"kappa\": dc2_galaxies[7][\"convergence\"], \"ra_0\": 0, \"dec_0\": 0},\n", + "]\n", + "kwargs_source_2 = None\n", + "flux_i_2 = 10 ** (-dc2_galaxies[7][\"mag_true_i_lsst\"] / 2.5)\n", + "mag_bulge_i_2 = -2.5 * np.log10(dc2_galaxies[7][\"bulge_to_total_ratio_i\"] * flux_i_2)\n", + "mag_disk_i_2 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[7][\"bulge_to_total_ratio_i\"]) * flux_i_2\n", + ")\n", + "kwargs_lens_light_i_2 = [\n", + " {\n", + " \"magnitude\": mag_bulge_i_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_2,\n", + " \"e2\": e2_bulge_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_i_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_2,\n", + " \"e2\": e2_disk_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + "]\n", + "flux_r_2 = 10 ** (-dc2_galaxies[7][\"mag_true_r_lsst\"] / 2.5)\n", + "mag_bulge_r_2 = -2.5 * np.log10(dc2_galaxies[7][\"bulge_to_total_ratio_i\"] * flux_r_2)\n", + "mag_disk_r_2 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[7][\"bulge_to_total_ratio_i\"]) * flux_r_2\n", + ")\n", + "kwargs_lens_light_r_2 = [\n", + " {\n", + " \"magnitude\": mag_bulge_r_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_2,\n", + " \"e2\": e2_bulge_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_r_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_2,\n", + " \"e2\": e2_disk_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + "]\n", + "flux_g_2 = 10 ** (-dc2_galaxies[7][\"mag_true_g_lsst\"] / 2.5)\n", + "mag_bulge_g_2 = -2.5 * np.log10(dc2_galaxies[7][\"bulge_to_total_ratio_i\"] * flux_g_2)\n", + "mag_disk_g_2 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[7][\"bulge_to_total_ratio_i\"]) * flux_g_2\n", + ")\n", + "kwargs_lens_light_g_2 = [\n", + " {\n", + " \"magnitude\": mag_bulge_g_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_2,\n", + " \"e2\": e2_bulge_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_g_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_2,\n", + " \"e2\": e2_disk_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + "]\n", + "kwargs_ps_2 = None" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Initiate Lens class for each band" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "lens_class_i_1 = Lens1(\n", + " kwargs_model, kwargs_lens_1, kwargs_source_1, kwargs_lens_light_i_1, kwargs_ps_1\n", + ")\n", + "lens_class_r_1 = Lens1(\n", + " kwargs_model, kwargs_lens_1, kwargs_source_1, kwargs_lens_light_r_1, kwargs_ps_1\n", + ")\n", + "lens_class_g_1 = Lens1(\n", + " kwargs_model, kwargs_lens_1, kwargs_source_1, kwargs_lens_light_g_1, kwargs_ps_1\n", + ")\n", + "\n", + "## Bulge dominated galaxy\n", + "lens_class_i_2 = Lens1(\n", + " kwargs_model, kwargs_lens_2, kwargs_source_2, kwargs_lens_light_i_2, kwargs_ps_2\n", + ")\n", + "lens_class_r_2 = Lens1(\n", + " kwargs_model, kwargs_lens_2, kwargs_source_2, kwargs_lens_light_r_2, kwargs_ps_2\n", + ")\n", + "lens_class_g_2 = Lens1(\n", + " kwargs_model, kwargs_lens_2, kwargs_source_2, kwargs_lens_light_g_2, kwargs_ps_2\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load psf and variance map for a dc2 galaxy" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "psf_kernel_i_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_kernel_i.npy\",\n", + " )\n", + ")\n", + "psf_kernel_r_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_kernel_r.npy\",\n", + " )\n", + ")\n", + "psf_kernel_g_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_kernel_g.npy\",\n", + " )\n", + ")\n", + "\n", + "## Bulge dominated galaxy\n", + "psf_kernel_i_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_kernel_i.npy\",\n", + " )\n", + ")\n", + "psf_kernel_r_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_kernel_r.npy\",\n", + " )\n", + ")\n", + "psf_kernel_g_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_kernel_g.npy\",\n", + " )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "dc2_galaxy_variance_i_1 = np.sqrt(\n", + " np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_variance_i.npy\",\n", + " )\n", + " )\n", + ")\n", + "dc2_galaxy_variance_g_1 = np.sqrt(\n", + " np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_variance_g.npy\",\n", + " )\n", + " )\n", + ")\n", + "dc2_galaxy_variance_r_1 = np.sqrt(\n", + " np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_variance_r.npy\",\n", + " )\n", + " )\n", + ")\n", + "\n", + "## Bulge dominated galaxy\n", + "dc2_galaxy_variance_i_2 = np.sqrt(\n", + " np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_variance_i.npy\",\n", + " )\n", + " )\n", + ")\n", + "dc2_galaxy_variance_g_2 = np.sqrt(\n", + " np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_variance_g.npy\",\n", + " )\n", + " )\n", + ")\n", + "dc2_galaxy_variance_r_2 = np.sqrt(\n", + " np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_variance_r.npy\",\n", + " )\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulate image of a dc2 galaxy using slsim" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sanchez/.virtualenvs/slsim/lib/python3.12/site-packages/lenstronomy/Data/psf.py:80: UserWarning: Input PSF model has at least one negative element, which is unphysical except for a PSF of an interferometric array.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "## disk dominated galaxy images\n", + "dc2_galaxy_image_from_slsim_i_1 = lens_image(\n", + " lens_class_i_1,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_1 = lens_image(\n", + " lens_class_g_1,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_1 = lens_image(\n", + " lens_class_r_1,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy images\n", + "dc2_galaxy_image_from_slsim_i_1_test = lens_image(\n", + " lens_class_i_1,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_1_test = lens_image(\n", + " lens_class_g_1,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_1_test = lens_image(\n", + " lens_class_r_1,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated galaxy images\n", + "dc2_galaxy_image_from_slsim_i_2 = lens_image(\n", + " lens_class_i_2,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_2 = lens_image(\n", + " lens_class_g_2,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_2 = lens_image(\n", + " lens_class_r_2,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated galaxy images for noise testing\n", + "dc2_galaxy_image_from_slsim_i_2_test = lens_image(\n", + " lens_class_i_2,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_2_test = lens_image(\n", + " lens_class_g_2,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_2_test = lens_image(\n", + " lens_class_r_2,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load dc2 galaxy image from DP0" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "dc2_galaxy_image_from_dp0_i_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_i.npy\"\n", + " )\n", + ")\n", + "dc2_galaxy_image_from_dp0_r_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_r.npy\"\n", + " )\n", + ")\n", + "dc2_galaxy_image_from_dp0_g_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_2_g.npy\"\n", + " )\n", + ")\n", + "\n", + "## Bulge dominated galaxy\n", + "dc2_galaxy_image_from_dp0_i_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_i.npy\"\n", + " )\n", + ")\n", + "dc2_galaxy_image_from_dp0_r_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_r.npy\"\n", + " )\n", + ")\n", + "dc2_galaxy_image_from_dp0_g_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_galaxy_g.npy\"\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Compute the difference between two different realization of SLSim." + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "##disk dominated galaxy\n", + "diff_i_1_test = dc2_galaxy_image_from_slsim_i_1 - dc2_galaxy_image_from_slsim_i_1_test\n", + "diff_r_1_test = dc2_galaxy_image_from_slsim_r_1 - dc2_galaxy_image_from_slsim_r_1_test\n", + "diff_g_1_test = dc2_galaxy_image_from_slsim_g_1 - dc2_galaxy_image_from_slsim_g_1_test\n", + "diff_list_1_test = [diff_i_1_test, diff_r_1_test, diff_g_1_test]\n", + "slsim_slsim_diff_rgb_1 = rgb_image_from_image_list(\n", + " image_list=diff_list_1_test, stretch=0.5\n", + ")\n", + "\n", + "##Bulge dominated galaxy\n", + "diff_i_2_test = dc2_galaxy_image_from_slsim_i_2 - dc2_galaxy_image_from_slsim_i_2_test\n", + "diff_r_2_test = dc2_galaxy_image_from_slsim_r_2 - dc2_galaxy_image_from_slsim_r_2_test\n", + "diff_g_2_test = dc2_galaxy_image_from_slsim_g_2 - dc2_galaxy_image_from_slsim_g_2_test\n", + "diff_list_2_test = [diff_i_2_test, diff_r_2_test, diff_g_2_test]\n", + "slsim_slsim_diff_rgb_2 = rgb_image_from_image_list(\n", + " image_list=diff_list_2_test, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Compute the difference between slsim and DP0 \n", + "## images of the same galaxy" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "##disk dominated galaxy\n", + "diff_i_1 = dc2_galaxy_image_from_slsim_i_1 - dc2_galaxy_image_from_dp0_i_1\n", + "diff_r_1 = dc2_galaxy_image_from_slsim_r_1 - dc2_galaxy_image_from_dp0_r_1\n", + "diff_g_1 = dc2_galaxy_image_from_slsim_g_1 - dc2_galaxy_image_from_dp0_g_1\n", + "\n", + "##Bulge dominated galaxy\n", + "diff_i_2 = dc2_galaxy_image_from_slsim_i_2 - dc2_galaxy_image_from_dp0_i_2\n", + "diff_r_2 = dc2_galaxy_image_from_slsim_r_2 - dc2_galaxy_image_from_dp0_r_2\n", + "diff_g_2 = dc2_galaxy_image_from_slsim_g_2 - dc2_galaxy_image_from_dp0_g_2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot images and residual in i-band" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.5, 34.5, -0.5, 34.5)" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "##Disk dominated\n", + "# This is a comparision of an image of a galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree. This comparision is in\n", + "# i-band.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_i_1.min(),\n", + " dc2_galaxy_image_from_dp0_i_1.min(),\n", + " diff_i_1.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_i_1.max(),\n", + " dc2_galaxy_image_from_dp0_i_1.max(),\n", + " diff_i_1.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_i_1, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_1, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# This is a comparision of an image of a galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree. This comparision is in\n", + "# i-band.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_i_2.min(),\n", + " dc2_galaxy_image_from_dp0_i_2.min(),\n", + " diff_i_2.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_i_2.max(),\n", + " dc2_galaxy_image_from_dp0_i_2.max(),\n", + " diff_i_2.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_i_2, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_2, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize these images in RGB color" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "slsim_image_list_1 = [\n", + " dc2_galaxy_image_from_slsim_i_1,\n", + " dc2_galaxy_image_from_slsim_r_1,\n", + " dc2_galaxy_image_from_slsim_g_1,\n", + "]\n", + "## Bulge dominated\n", + "slsim_image_list_2 = [\n", + " dc2_galaxy_image_from_slsim_i_2,\n", + " dc2_galaxy_image_from_slsim_r_2,\n", + " dc2_galaxy_image_from_slsim_g_2,\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "slsim_rgb_image_1 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_1, stretch=0.5\n", + ")\n", + "\n", + "## Bulge dominated\n", + "slsim_rgb_image_2 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_2, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "dp0_image_list_1 = [\n", + " dc2_galaxy_image_from_dp0_i_1,\n", + " dc2_galaxy_image_from_dp0_r_1,\n", + " dc2_galaxy_image_from_dp0_g_1,\n", + "]\n", + "\n", + "## Bulge dominated\n", + "dp0_image_list_2 = [\n", + " dc2_galaxy_image_from_dp0_i_2,\n", + " dc2_galaxy_image_from_dp0_r_2,\n", + " dc2_galaxy_image_from_dp0_g_2,\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "dp0_rgb_image_1 = rgb_image_from_image_list(image_list=dp0_image_list_1, stretch=0.5)\n", + "\n", + "## Bulge dominated\n", + "dp0_rgb_image_2 = rgb_image_from_image_list(image_list=dp0_image_list_2, stretch=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "diff_list_1 = [diff_i_1, diff_r_1, diff_g_1]\n", + "## Bulge dominated\n", + "diff_list_2 = [diff_i_2, diff_r_2, diff_g_2]" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "rgb_diff_1 = rgb_image_from_image_list(image_list=diff_list_1, stretch=0.5)\n", + "## bulge dominated\n", + "rgb_diff_2 = rgb_image_from_image_list(image_list=diff_list_2, stretch=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## disk dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree.\n", + "global_min = min(slsim_rgb_image_1.min(), dp0_rgb_image_1.min(), rgb_diff_1.min())\n", + "global_max = max(slsim_rgb_image_1.max(), dp0_rgb_image_1.max(), rgb_diff_1.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## Bulge dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree.\n", + "global_min = min(slsim_rgb_image_2.min(), dp0_rgb_image_2.min(), rgb_diff_2.min())\n", + "global_max = max(slsim_rgb_image_2.max(), dp0_rgb_image_2.max(), rgb_diff_2.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Quantitative comparision of SLSim and DP0 images." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [], + "source": [ + "pixel_slsim_disk = slsim_rgb_image_1.flatten()\n", + "pixel_slsim_bulge = slsim_rgb_image_2.flatten()\n", + "\n", + "pixel_dp0_disk = dp0_rgb_image_1.flatten()\n", + "pixel_dp0_bulge = dp0_rgb_image_2.flatten()\n", + "pixel_diff_disk = rgb_diff_1.flatten()\n", + "pixel_diff_bulge = rgb_diff_2.flatten()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## Comparision of pixel values of a disk dominated galaxy.\n", + "plt.title(\"Pixel value comparison of a disk dominated galaxy\")\n", + "plt.hist(pixel_slsim_disk, bins=20, histtype=\"step\", label=\"SLSim pixel values\")\n", + "plt.hist(pixel_dp0_disk, bins=20, ls=\"--\", histtype=\"step\", label=\"DP0 pixel values\")\n", + "plt.xlabel(\"Pixel value\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## Comparision of pixel values of bulge dominated galaxy.\n", + "plt.title(\"Pixel value comparison of a bulge dominated galaxy.\")\n", + "plt.hist(\n", + " pixel_slsim_bulge,\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim pixel values\",\n", + " color=\"magenta\",\n", + ")\n", + "plt.hist(\n", + " pixel_dp0_bulge,\n", + " ls=\"--\",\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"DP0 pixel values\",\n", + " color=\"green\",\n", + ")\n", + "plt.xlabel(\"Pixel value\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## Histogram of pixel difference. \"SLSim-DP0 diff. for a disk dominated galaxy.\" is a\n", + "# histogram of pixel difference between SLSim and DP0 galaxy image for a disk dominated\n", + "# galaxy. \"SLSim-DP0 diff. for a bulge dominated galaxy.\" is a\n", + "# histogram of pixel difference between SLSim and DP0 galaxy image for a bulge dominated\n", + "# galaxy. \"SLSim-SLSim diff. for a disk dominated galaxy.\" is a\n", + "# histogram of pixel difference between two realization of a disk dominated galaxy noise\n", + "# using SLSim. \"SLSim-SLSim diff. for a bulge dominated galaxy.\" is a\n", + "# histogram of pixel difference between two realization of a bulge dominated galaxy\n", + "# noise using SLSim.\n", + "# plt.title(\"Pixel difference\")\n", + "plt.hist(\n", + " pixel_diff_disk,\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-DP0 diff. for a disk dominated galaxy.\",\n", + ")\n", + "plt.hist(\n", + " pixel_diff_bulge,\n", + " ls=\"--\",\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-DP0 diff. for a bulge dominated galaxy.\",\n", + ")\n", + "plt.hist(\n", + " slsim_slsim_diff_rgb_1.flatten(),\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-SLSim diff. for a disk dominated galaxy.\",\n", + ")\n", + "plt.hist(\n", + " slsim_slsim_diff_rgb_2.flatten(),\n", + " ls=\"--\",\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-SLSim diff. for a bulge dominated galaxy.\",\n", + ")\n", + "plt.xlabel(\"Difference in pixel value\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Let's simulate an image of a DC2 galaxy using DP0\n", + "## cutout for background noise and exposure map for \n", + "## poisson noise.\n", + "\n", + "In above method, we directly used variance map to simulate DP0 background noise. Now,\n", + "\n", + "we simulate an image of the same galaxy with the different approach. Here, we take a\n", + "\n", + "DP0 cutout close to the galaxy image and we use this cutout as a background noise for\n", + "\n", + "our simulation. We take the exposure map of the DP0 galaxy image with specified pixel\n", + "\n", + "size and use this exposure map to generate poisson noise for our simulated image.\n", + "\n", + "Finally, our simulated image have both background noise from DC2 data and poisson noise.\n", + "\n", + "This is the approach we use in lens injection in DP0 field." + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated galaxy\n", + "## These are DP0 cutouts close to the dp0 galaxy which we want to simulate using slsim.\n", + "dc2_galaxy_background_i_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_2_background_i.npy\",\n", + " )\n", + ")\n", + "dc2_galaxy_background_g_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_2_background_g.npy\",\n", + " )\n", + ")\n", + "dc2_galaxy_background_r_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_2_background_r.npy\",\n", + " )\n", + ")\n", + "\n", + "## These are exposure map of the dp0 galaxy with in (35, 35) pixel size.\n", + "dc2_galaxy_exposure_i_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_2_exposure_time_i.npy\",\n", + " )\n", + ")\n", + "dc2_galaxy_exposure_g_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_2_exposure_time_g.npy\",\n", + " )\n", + ")\n", + "dc2_galaxy_exposure_r_1 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_2_exposure_time_r.npy\",\n", + " )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated galaxy\n", + "## These are DP0 cutouts close to the dp0 galaxy which we want to simulate using slsim.\n", + "dc2_galaxy_background_i_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_background_i.npy\"\n", + " )\n", + ")\n", + "dc2_galaxy_background_g_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_background_g.npy\"\n", + " )\n", + ")\n", + "dc2_galaxy_background_r_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path, \"dp0_images_data_for_slsim_image_validation/dc2_background_r.npy\"\n", + " )\n", + ")\n", + "\n", + "## These are exposure map of the dp0 galaxy with in (35, 35) pixel size.\n", + "dc2_galaxy_exposure_i_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_exposure_time_i.npy\",\n", + " )\n", + ")\n", + "dc2_galaxy_exposure_g_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_exposure_time_g.npy\",\n", + " )\n", + ")\n", + "dc2_galaxy_exposure_r_2 = np.load(\n", + " os.path.join(\n", + " dp0_data_path,\n", + " \"dp0_images_data_for_slsim_image_validation/dc2_exposure_time_r.npy\",\n", + " )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [], + "source": [ + "## Here we simulate disk dominated galaxy image using slsim and this includes\n", + "# poisson noise.\n", + "dc2_galaxy_image_from_slsim_i_21 = lens_image(\n", + " lens_class_i_1,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_i_1,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_21 = lens_image(\n", + " lens_class_g_1,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_g_1,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_21 = lens_image(\n", + " lens_class_r_1,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_r_1,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [], + "source": [ + "## Here we simulate bulge dominated galaxy image using slsim and this includes\n", + "# poisson noise.\n", + "dc2_galaxy_image_from_slsim_i_22 = lens_image(\n", + " lens_class_i_2,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_i_2,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_22 = lens_image(\n", + " lens_class_g_2,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_g_2,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_22 = lens_image(\n", + " lens_class_r_2,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_r_2,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [], + "source": [ + "# Let's add dp0 background/cutouts to the simulated disk galaxy image\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1 = (\n", + " dc2_galaxy_image_from_slsim_i_21 + dc2_galaxy_background_i_1\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_1 = (\n", + " dc2_galaxy_image_from_slsim_g_21 + dc2_galaxy_background_g_1\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_1 = (\n", + " dc2_galaxy_image_from_slsim_r_21 + dc2_galaxy_background_r_1\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [], + "source": [ + "# Let's add dp0 background/cutouts to the simulated bulge galaxy image\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2 = (\n", + " dc2_galaxy_image_from_slsim_i_22 + dc2_galaxy_background_i_2\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_2 = (\n", + " dc2_galaxy_image_from_slsim_g_22 + dc2_galaxy_background_g_2\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_2 = (\n", + " dc2_galaxy_image_from_slsim_r_22 + dc2_galaxy_background_r_2\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "##disk dominated\n", + "## compute the difference between dp0 image and slsim image in each band\n", + "diff_i_n_1 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1\n", + " - dc2_galaxy_image_from_dp0_i_1\n", + ")\n", + "diff_r_n_1 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_1\n", + " - dc2_galaxy_image_from_dp0_r_1\n", + ")\n", + "diff_g_n_1 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_1\n", + " - dc2_galaxy_image_from_dp0_g_1\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [], + "source": [ + "##bulge dominated\n", + "## compute the difference between dp0 image and slsim image in each band\n", + "diff_i_n_2 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2\n", + " - dc2_galaxy_image_from_dp0_i_2\n", + ")\n", + "diff_r_n_2 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_2\n", + " - dc2_galaxy_image_from_dp0_r_2\n", + ")\n", + "diff_g_n_2 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_2\n", + " - dc2_galaxy_image_from_dp0_g_2\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# disk dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1.min(),\n", + " dc2_galaxy_image_from_dp0_i_1.min(),\n", + " diff_i_n_1.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1.max(),\n", + " dc2_galaxy_image_from_dp0_i_1.max(),\n", + " diff_i_n_1.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1,\n", + " origin=\"lower\",\n", + " vmin=global_min,\n", + " vmax=global_max,\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_1, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_n_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Bulge dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2.min(),\n", + " dc2_galaxy_image_from_dp0_i_2.min(),\n", + " diff_i_n_2.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2.max(),\n", + " dc2_galaxy_image_from_dp0_i_2.max(),\n", + " diff_i_n_2.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2,\n", + " origin=\"lower\",\n", + " vmin=global_min,\n", + " vmax=global_max,\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_2, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_n_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated\n", + "## Produce RGB color image for slsim\n", + "slsim_image_list_n_1 = [\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_1,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_1,\n", + "]\n", + "\n", + "slsim_rgb_image_n_1 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_n_1, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated\n", + "## Produce RGB color image for slsim\n", + "slsim_image_list_n_2 = [\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_2,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_2,\n", + "]\n", + "\n", + "slsim_rgb_image_n_2 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_n_2, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated\n", + "diff_n_list_1 = [diff_i_n_1, diff_r_n_1, diff_g_n_1]\n", + "\n", + "## Bulge dominated\n", + "diff_n_list_2 = [diff_i_n_2, diff_r_n_2, diff_g_n_2]" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated\n", + "rgb_diff_nn_1 = rgb_image_from_image_list(image_list=diff_n_list_1, stretch=0.5)\n", + "\n", + "## bulge dominated\n", + "rgb_diff_nn_2 = rgb_image_from_image_list(image_list=diff_n_list_2, stretch=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree.\n", + "global_min = min(slsim_rgb_image_n_1.min(), dp0_rgb_image_1.min(), rgb_diff_nn_1.min())\n", + "global_max = max(slsim_rgb_image_n_1.max(), dp0_rgb_image_1.max(), rgb_diff_nn_1.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_n_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_nn_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree.\n", + "global_min = min(slsim_rgb_image_n_2.min(), dp0_rgb_image_2.min(), rgb_diff_nn_2.min())\n", + "global_max = max(slsim_rgb_image_n_2.max(), dp0_rgb_image_2.max(), rgb_diff_nn_2.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_n_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_nn_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/notebooks/validation_notebooks/slsim_dc2_diffsky_galaxy_distribution_comparision.ipynb b/docs/notebooks/validation_notebooks/slsim_dc2_diffsky_galaxy_distribution_comparision.ipynb new file mode 100644 index 000000000..c272300cb --- /dev/null +++ b/docs/notebooks/validation_notebooks/slsim_dc2_diffsky_galaxy_distribution_comparision.ipynb @@ -0,0 +1,900 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Validation of galaxy distribution\n", + "This notebook compare galaxy distribution from slsim with DC2 and Diffsky galaxy distribution in a 1 degree square sky area. To run this notebook, one need to download dc2 and diffsky galaxy catalog from following link: https://github.com/LSST-strong-lensing/data_public.\n", + "\n", + "Please replace dc2 and diffsky paths in cell 8." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from slsim.Pipelines.skypy_pipeline import SkyPyPipeline\n", + "from astropy.modeling.models import Linear1D, Exponential1D\n", + "import numpy as np\n", + "from astropy.table import vstack, Table\n", + "import pickle\n", + "import os" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define a cosmology and sky area" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmology = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# define a sky area\n", + "sky_area = Quantity(value=1, unit=\"deg2\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot Schechter functions" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "m_star = Linear1D(-0.80, -20.46)\n", + "phi_star = Exponential1D(0.00278612, -1.05925)\n", + "alpha = -0.53\n", + "m_star2 = -17\n", + "alpha2 = -1.31\n", + "path = os.getcwd()\n", + "new_path = path.replace(\"docs/notebooks/validation_notebooks\", \"tests/TestData/\")\n", + "pipeline_1 = SkyPyPipeline(\n", + " skypy_config=new_path + \"lsst_like_test_1.yml\",\n", + " sky_area=sky_area,\n", + " filters=None,\n", + " cosmo=cosmology,\n", + ")\n", + "red_galaxies_1 = pipeline_1.red_galaxies\n", + "redshift, magnitude = red_galaxies_1[\"z\"], red_galaxies_1[\"M\"]\n", + "# 2nd schechter function\n", + "pipeline_2 = SkyPyPipeline(\n", + " skypy_config=new_path + \"lsst_like_test_2.yml\",\n", + " sky_area=sky_area,\n", + " filters=None,\n", + " cosmo=cosmology,\n", + ")\n", + "red_galaxies_2 = pipeline_2.red_galaxies\n", + "redshift2, magnitude2 = red_galaxies_2[\"z\"], red_galaxies_2[\"M\"]\n", + "\n", + "# combined schechterfunction\n", + "redshift3 = np.concatenate((redshift, redshift2))\n", + "magnitude3 = np.concatenate((magnitude, magnitude2))\n", + "\n", + "\n", + "fig, ((ax1, ax2, ax3), (ax4, ax5, ax6)) = plt.subplots(\n", + " nrows=2, ncols=3, figsize=(20, 12)\n", + ")\n", + "bins = np.linspace(-24.84408295574346, -14, 40)\n", + "bins2 = np.linspace(-19.1724664526037, -14, 30)\n", + "z_slices = ((0.0, 0.5), (0.5, 1), (1, 1.5), (1.5, 2), (2, 2.5), (2.5, 3))\n", + "\n", + "for ax, (z_min, z_max) in zip([ax1, ax2, ax3, ax4, ax5, ax6], z_slices):\n", + "\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask = np.logical_and(redshift >= z_min, redshift < z_max)\n", + " magnitude_bin = magnitude[z_mask]\n", + " bins = np.linspace(min(magnitude_bin), -16, 30)\n", + " dV_dz = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV = np.trapz(dV_dz, z)\n", + " dM = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_first_red = np.histogram(magnitude[z_mask], bins=bins)[0] / dV / dM\n", + "\n", + " z_mask2 = np.logical_and(redshift2 >= z_min, redshift2 < z_max)\n", + " magnitude_bin2 = magnitude2[z_mask2]\n", + " bins2 = np.linspace(min(magnitude_bin2), -16, 30)\n", + " dV_dz2 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV2 = np.trapz(dV_dz2, z)\n", + " dM2 = (np.max(bins2) - np.min(bins2)) / (np.size(bins2) - 1)\n", + " phi_second_red = np.histogram(magnitude2[z_mask2], bins=bins2)[0] / dV2 / dM2\n", + "\n", + " z_mask3 = np.logical_and(redshift3 >= z_min, redshift3 < z_max)\n", + " dV_dz3 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV3 = np.trapz(dV_dz3, z)\n", + " dM3 = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_combined_red = np.histogram(magnitude3[z_mask3], bins=bins)[0] / dV3 / dM3\n", + "\n", + " # Median-redshift Schechter function\n", + " L = 10 ** (0.4 * (m_star(z) - bins[:, np.newaxis]))\n", + " phi_model_z = 0.4 * np.log(10) * phi_star(z) * L ** (alpha + 1) * np.exp(-L)\n", + " phi_model = np.median(phi_model_z, axis=1)\n", + "\n", + " L2 = 10 ** (0.4 * (m_star2 - bins2[:, np.newaxis]))\n", + " phi_model_z2 = 0.4 * np.log(10) * phi_star(z) * L2 ** (alpha2 + 1) * np.exp(-L2)\n", + " phi_model2 = np.median(phi_model_z2, axis=1)\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_first_red,\n", + " where=\"post\",\n", + " label=\"1st SF for red galaxies\",\n", + " zorder=3,\n", + " )\n", + " ax.step(\n", + " bins2[:-1],\n", + " phi_second_red,\n", + " where=\"post\",\n", + " label=\"2nd SF for red galaxies\",\n", + " zorder=3,\n", + " )\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_combined_red,\n", + " where=\"post\",\n", + " ls=\"--\",\n", + " label=\"Combined SF\",\n", + " color=\"magenta\",\n", + " zorder=3,\n", + " )\n", + " ax.plot(bins, phi_model, label=\"1st SF model\", color=\"g\")\n", + " ax.plot(bins2, phi_model2, label=\"2nd SF model\", color=\"red\")\n", + " ax.set_title(r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max))\n", + " ax.set_xlabel(r\"$M_B$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"lower right\")\n", + " ax.invert_xaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Get galaxy distribution from SkyPyPipeline" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "## For the red galaxies, this configuration uses combined Schechter\n", + "# function (magenta curve in above plot).\n", + "pipeline_double = SkyPyPipeline(sky_area=sky_area, filters=None, cosmo=cosmology)\n", + "## For the red galaxies, this configuration uses single Schechter\n", + "# function (blue curve in above plot).\n", + "pipeline_single = SkyPyPipeline(\n", + " skypy_config=\"lsst_like_old\", sky_area=sky_area, filters=None, cosmo=cosmology\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "## Let's draw red galaxies from these two different Schechter function.\n", + "red_galaxies_double = pipeline_double.red_galaxies\n", + "red_galaxies_single = pipeline_single.red_galaxies" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# These are all galaxies from from two cases.\n", + "single_total = vstack([pipeline_single.red_galaxies, pipeline_single.blue_galaxies])\n", + "single_total = single_total[(single_total[\"z\"] < 3.01) & (single_total[\"mag_i\"] < 30)]\n", + "double_total = vstack([pipeline_double.red_galaxies, pipeline_double.blue_galaxies])\n", + "double_total = double_total[(double_total[\"z\"] < 3.01) & (double_total[\"mag_i\"] < 30)]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Comparision of red galaxy distribution with \n", + "## single and double Schechter function." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## Plot red galaxy distributions from single Schechter function and double Schcheter\n", + "# functions.\n", + "plt.hist(\n", + " red_galaxies_double[\"z\"],\n", + " bins=50,\n", + " histtype=\"step\",\n", + " label=\"Red galaxy distribution from double SF\",\n", + " color=\"magenta\",\n", + ")\n", + "plt.hist(\n", + " red_galaxies_single[\"z\"],\n", + " bins=50,\n", + " histtype=\"step\",\n", + " label=\"Red galaxy distribution from single SF\",\n", + ")\n", + "plt.xlabel(\"Redshift (z)\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load DC2 and Diffsky galaxy catalog\n", + "These catalogs are from 1 degree square sky area." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "dc2_data_path = os.path.abspath(\"/Users/sanchez/Devel/DESC/data_public/DC2_data\")\n", + "difsky_data_path = os.path.abspath(\"/Users/sanchez/Devel/DESC/data_public/Diffsky_data\")" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "with open(os.path.join(dc2_data_path, \"dc2_galaxy2_catalog_1deg2.txt\"), \"rb\") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " dc2_galaxies = pickle.load(file)\n", + "\n", + "with open(os.path.join(dc2_data_path, \"dc2_galaxy1_catalog_1deg2.txt\"), \"rb\") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " dc2_galaxies2 = pickle.load(file)\n", + "\n", + "with open(\n", + " os.path.join(difsky_data_path, \"diffsky_galaxy_catalog_1deg2.txt\"), \"rb\"\n", + ") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " diffsky_galaxies = pickle.load(file)\n", + "with open(\n", + " os.path.join(difsky_data_path, \"diffsky_galaxy2_catalog_1deg2.txt\"), \"rb\"\n", + ") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " diffsky_galaxies2 = pickle.load(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "dc2_galaxies = Table(dc2_galaxies)\n", + "dc2_galaxies = dc2_galaxies[dc2_galaxies[\"mag_true_i_lsst\"] < 30]\n", + "dc2_galaxies2 = Table(dc2_galaxies2)\n", + "dc2_galaxies2 = dc2_galaxies2[dc2_galaxies2[\"mag_true_i_lsst\"] < 30]\n", + "diffsky_galaxies = Table(diffsky_galaxies)\n", + "diffsky_galaxies = diffsky_galaxies[diffsky_galaxies[\"mag_true_i_lsst\"] < 30]\n", + "diffsky_galaxies2 = Table(diffsky_galaxies2)\n", + "diffsky_galaxies2 = diffsky_galaxies2[diffsky_galaxies2[\"mag_true_i_lsst\"] < 30]" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.015004985975324292 3.0784268934021073 14.266190839010237 29.999986591958766\n" + ] + } + ], + "source": [ + "print(\n", + " min(diffsky_galaxies[\"redshift\"]),\n", + " max(diffsky_galaxies[\"redshift\"]),\n", + " min(diffsky_galaxies[\"mag_true_i_lsst\"]),\n", + " max(diffsky_galaxies[\"mag_true_i_lsst\"]),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.012666132057165269 3.0940996130362075 13.834526 29.999998\n", + "0.0029502817793644527 3.009994291104664 14.295469201166938 29.99999790515627\n" + ] + } + ], + "source": [ + "print(\n", + " min(dc2_galaxies[\"redshift\"]),\n", + " max(dc2_galaxies[\"redshift\"]),\n", + " min(dc2_galaxies[\"mag_true_i_lsst\"]),\n", + " max(dc2_galaxies[\"mag_true_i_lsst\"]),\n", + ")\n", + "print(\n", + " min(double_total[\"z\"]),\n", + " max(double_total[\"z\"]),\n", + " min(double_total[\"mag_i\"]),\n", + " max(double_total[\"mag_i\"]),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Comparision of total galaxy distribution" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, '$mag_i < 30$')" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "m_min = 0\n", + "m_max = 60\n", + "plt.hist(\n", + " double_total[(double_total[\"mag_i\"] > m_min) & (double_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim new\",\n", + " color=\"magenta\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " single_total[(single_total[\"mag_i\"] > m_min) & (single_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim old\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " dc2_galaxies[\n", + " (dc2_galaxies[\"mag_true_i_lsst\"] > m_min)\n", + " & (dc2_galaxies[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"DC2-1\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " dc2_galaxies2[\n", + " (dc2_galaxies2[\"mag_true_i_lsst\"] > m_min)\n", + " & (dc2_galaxies2[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"DC2-2\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " diffsky_galaxies[\n", + " (diffsky_galaxies[\"mag_true_i_lsst\"] > m_min)\n", + " & (diffsky_galaxies[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"Diffsky-1\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " diffsky_galaxies2[\n", + " (diffsky_galaxies2[\"mag_true_i_lsst\"] > m_min)\n", + " & (diffsky_galaxies2[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"Diffsky-2\",\n", + " cumulative=False,\n", + ")\n", + "plt.xlabel(\"Redshift (z)\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend(loc=\"upper left\", fontsize=10)\n", + "plt.title(r\"$mag_i < 30$\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# m_min = 0\n", + "# m_max = 60\n", + "fig, ((ax1, ax2, ax3), (ax4, ax5, ax6)) = plt.subplots(\n", + " nrows=2, ncols=3, figsize=(20, 12)\n", + ")\n", + "m_slices = ((13, 60), (15, 30), (19, 27), (19.5, 24), (19, 23.5), (19, 23))\n", + "\n", + "for ax, (m_min, m_max) in zip([ax1, ax2, ax3, ax4, ax5, ax6], m_slices):\n", + " ax.hist(\n", + " double_total[(double_total[\"mag_i\"] > m_min) & (double_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim new\",\n", + " color=\"magenta\",\n", + " cumulative=False,\n", + " )\n", + " ax.hist(\n", + " single_total[(single_total[\"mag_i\"] > m_min) & (single_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim old\",\n", + " cumulative=False,\n", + " )\n", + " \"\"\"ax.hist(dc2_galaxies[(dc2_galaxies[\"mag_true_i_lsst\"]>m_min) & \n", + " (dc2_galaxies[\"mag_true_i_lsst\"] m_min)\n", + " & (dc2_galaxies2[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"DC2\",\n", + " cumulative=False,\n", + " )\n", + " ax.hist(\n", + " diffsky_galaxies[\n", + " (diffsky_galaxies[\"mag_true_i_lsst\"] > m_min)\n", + " & (diffsky_galaxies[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"Diffsky\",\n", + " cumulative=False,\n", + " )\n", + " \"\"\"ax.hist(diffsky_galaxies2[(diffsky_galaxies2[\"mag_true_i_lsst\"]>m_min) & \n", + " (diffsky_galaxies2[\"mag_true_i_lsst\"]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "z_range = np.linspace(0.0, 3.01, 100)\n", + "## These are the parameters used in the lsst-like_new.yml file for 1st schechter\n", + "# function for red galaxies.\n", + "# slsim new\n", + "redshift, magnitude = double_total[\"z\"], double_total[\"mag_i\"]\n", + "\n", + "# slsim old\n", + "redshift2, magnitude2 = single_total[\"z\"], single_total[\"mag_i\"]\n", + "\n", + "\n", + "# dc2\n", + "redshift3, magnitude3 = dc2_galaxies[\"redshift\"], dc2_galaxies[\"mag_true_i_lsst\"]\n", + "\n", + "# diffsky\n", + "redshift4, magnitude4 = (\n", + " diffsky_galaxies[\"redshift\"],\n", + " diffsky_galaxies[\"mag_true_i_lsst\"],\n", + ")\n", + "\n", + "fig, ((ax1, ax2, ax3), (ax4, ax5, ax6)) = plt.subplots(\n", + " nrows=2, ncols=3, figsize=(20, 12)\n", + ")\n", + "# bins = np.linspace(-24.84408295574346, -14, 40)\n", + "# bins2 = np.linspace(-19.1724664526037, -14, 30)\n", + "z_slices = ((0.0, 0.5), (0.5, 1), (1, 1.5), (1.5, 2), (2, 2.5), (2.5, 3))\n", + "\n", + "for ax, (z_min, z_max) in zip([ax1, ax2, ax3, ax4, ax5, ax6], z_slices):\n", + "\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask = np.logical_and(redshift >= z_min, redshift < z_max)\n", + " magnitude_bin = magnitude[z_mask]\n", + " bins = np.linspace(min(magnitude_bin), max(magnitude_bin), 30)\n", + " dV_dz = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV = np.trapz(dV_dz, z)\n", + " dM = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_slsim_new = np.histogram(magnitude[z_mask], bins=bins)[0] / dV / dM\n", + "\n", + " z_mask2 = np.logical_and(redshift2 >= z_min, redshift2 < z_max)\n", + " magnitude_bin2 = magnitude2[z_mask2]\n", + " bins2 = np.linspace(min(magnitude_bin2), max(magnitude_bin2), 30)\n", + " dV_dz2 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV2 = np.trapz(dV_dz2, z)\n", + " dM2 = (np.max(bins2) - np.min(bins2)) / (np.size(bins2) - 1)\n", + " phi_slsim_old = np.histogram(magnitude2[z_mask2], bins=bins2)[0] / dV2 / dM2\n", + "\n", + " z_mask3 = np.logical_and(redshift3 >= z_min, redshift3 < z_max)\n", + " magnitude_bin3 = magnitude3[z_mask3]\n", + " bins3 = np.linspace(min(magnitude_bin3), max(magnitude_bin3), 30)\n", + " dV_dz3 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV3 = np.trapz(dV_dz3, z)\n", + " dM3 = (np.max(bins3) - np.min(bins3)) / (np.size(bins3) - 1)\n", + " phi_dc2 = np.histogram(magnitude3[z_mask3], bins=bins3)[0] / dV3 / dM3\n", + "\n", + " z_mask4 = np.logical_and(redshift4 >= z_min, redshift4 < z_max)\n", + " magnitude_bin4 = magnitude4[z_mask4]\n", + " bins4 = np.linspace(min(magnitude_bin4), max(magnitude_bin4), 30)\n", + " dV_dz4 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV4 = np.trapz(dV_dz4, z)\n", + " dM4 = (np.max(bins4) - np.min(bins4)) / (np.size(bins4) - 1)\n", + " phi_diffsky = np.histogram(magnitude4[z_mask4], bins=bins4)[0] / dV4 / dM4\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_slsim_new,\n", + " where=\"post\",\n", + " label=\"slsim new\",\n", + " color=\"magenta\",\n", + " zorder=3,\n", + " )\n", + " ax.step(bins2[:-1], phi_slsim_old, where=\"post\", label=\"slsim old\", zorder=3)\n", + " ax.step(bins3[:-1], phi_dc2, where=\"post\", label=\"DC2\", zorder=3)\n", + " ax.step(bins4[:-1], phi_diffsky, where=\"post\", label=\"diffsky\", zorder=3)\n", + " ax.set_title(r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max))\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"lower center\")\n", + " ax.invert_xaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## SLSim galaxy luminosity functions in different \n", + "## redshift bins. " + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "for z_min, z_max in z_slices:\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask = np.logical_and(redshift >= z_min, redshift < z_max)\n", + " magnitude_bin = magnitude[z_mask]\n", + " bins = np.linspace(min(magnitude_bin), max(magnitude_bin), 30)\n", + " dV_dz = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV = np.trapz(dV_dz, z)\n", + " dM = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_slsim_new = np.histogram(magnitude[z_mask], bins=bins)[0] / dV / dM\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_slsim_new,\n", + " where=\"post\",\n", + " label=r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max),\n", + " zorder=3,\n", + " )\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"upper left\")\n", + " # Invert the x-axis\n", + "# plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Diffsky galaxy luminosity functions in different \n", + "## redshift bins. " + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Y98Ie82M2AAgKfQqQ/FYrYNayEVAoZVZnpgm5GuHRMSg5eczu+3fvG4090xuSLGcLZrYWJkpERO2YEAIPrdmLgh8ueXSemB4d8dFTiY6feOkMaOwfqNUZADTMkGpTiVbT3qem16QIbnhZOwRAzph/QHvVqgDW12A7jO/mD/VqyIogWbNEyW6dI4kCkiuJUo8bQi2KSTZrKpFg6uJXYKivt7rf/H4+nP7vCBMlIqI2wN1eoVqd0eMkCQCOlVYhNtPxot9q1OH4lVneQ5Z8CS0avhka1elKouWfvyxtcTSjzdnZbgAg0WsRfNXgdlOt1qmFagFAPXgwJE6OT3IYS5M6RwCgr6/D6pSGMUmzlo2AIqjh363ZYG875/Lm1P7WxkTJDZz1RkT+xFu9QocWjkGw0rVV2oUAJq/Zi2OllVDDfq8BAATbaHPoh0vQ6o0BscxTo6aLynqFtdIDBgmAHgCAmyaWQSoXQM94YMZmi8HSErXrpQXskUgkv/Uyid9+LhTK5r1PbV3g/ET6Ec56IyJ/otU72yskbCYzg3t1wnUKPSRXHoWZOTGDbOuc22BamwTZTwecjLhBwcIxqIUKQ5d8CaChd8tdvnh0Z2tRWWsGdR1kfRFbF0oPSOWiIVEqPwAo4L06UWQXEyUiIj/gyYDqpgmGzV4hIRD03jjbycx5AFlWtjuxbIfEoHU5SULkrQi+piPQ5JobEyZ3+PrRXf7D+dYToStsFpJ0VHqgVgv860oxyGe/BTSWa09Sy2KiRDZpNBosW7YMZWVliIuLw6pVqzBs2DCb7V988UUsXry42bbo6GicOHHCo/P6o927d2PZsmUoKChAaWkpcnNzMXHiRIfHOXPtbeH+kGu89egMAIKVMuuPr3Q1gKvJDNDQ06GvdX6KvotLfKgVMgyN6oRDnj429PKjO2eqaTfdr5ar3Z/Gbq/0gOGqweDU6pgokVWbNm1Ceno61qxZg4SEBKxYsQJJSUk4efIkunbtavO42NhYfPnlb38VyuXNf8TcPa81en3DdFWFQuGgpXsuXboEhUJhdWHcmpoaxMXFYdasWZg0aZJT53Pm2r15fyhwOP/ozJrfHqcN7tUJalEH6Kz0XOia9Fg4k8y4u26aM0Ukm5BIJPjoqUSPetM86YmyxutjjwKEEMLm7DR9fZ3V7e0BEyWyavny5UhJScHMmTMBAGvWrMHWrVuxdu1azJ8/3+Zxcrkc3bt39/p5G5WUlOCzzz7Dtm3b8OWXX2L//v3o169fszZLly7FX/7yF4tjX3/9dcydO9fu+Q0GAz7//HNkZ2fjk08+wf79+xEXF2fRbuzYsRg7dqzDeJty5to9vT8U+FwaUH314zRbj8+u5mIy0yzJcme/HeaeGyeemLmzDpo7XBl7BNgZf+QFQggYrywxoteZIDVdWcqj3ggIK8uMePA+zixO2x4xUWpNQrheit9bXCjpr9PpUFBQgAULFpi3SaVSjBkzBnv37rV77KlTpxAeHg6VSoXExERkZWWhV69ebp/XaDRi//792LZtG7Zt24aioiLExsZi/PjxmDt3Lvr27WtxzJw5czBr1izz9xkZGdixYwceeughm3EXFxcjOzsb77//PvR6PaZMmYKdO3daTZLc4cy1e3Lfqe2w+ejMGncep0Xe6vojHHd6lpzgas+NL5a0cDT2CGi5BM68xMiVxWd3ZRwBsLFh5x8PmduFRXbAA88PthmDM4mUQefc4rTh0TEtvu6aWq7G/kf2m7/2NSZKrUlfCywN9817/7nE6b8gL1y4AKPRiG7dujXb3q1bN4vxRk0lJCQgOzsb0dHRKC0txeLFi3H77bfjyJEjCAkJcfm869atw7x581BTU4PRo0fjySefxPjx4xEVFWU3/pCQEISEhAAAFi1ahB07diA/Px8RERHN2l28eBEbNmxATk4Ojh49inHjxuHNN9/EfffdB6VSae3UbnPm2t2970QAXB4b5FQ7VxeCvSoJc6bGkCs9N75Y0sKjsUceMuhMDpcYAYALP1bj7Sbrs13NViKlr7f+uPPptzaY6yRdrTUKQ0okEp8vW9IUEyU3sI6SdU0fRQ0YMAAJCQmIiorChx9+iCeeeMLl83Xq1AkREREoLi5GWVkZSktLUVJSgsjISEivql5rTUZGBt577z3k5+ejd+/eFvtXrVplTuZOnz6NyEjX1iGitsWvlvFwtve56SMvVx+nOeLKQrCNmiRhrvYW2eu58faSFkIICDvLfpj0WgTprizs2sLsxWJqksiM+PpP6Je3FdI3+jdseLYYQqlG7opjuPCz/X8jR4nU1RRBqoAuEOltTJTc4HYdJUVwQ8+OL7iQnYeFhUEmk6G8vLzZ9vLycrvjj6527bXXom/fvjh9+rRb5504cSImTpyIn3/+2fzobeXKlVAoFEhKSsK4ceMwefJkBFnpBs7MzMT69ettJkkAkJqaCrlcjvXr1yM2NhYPPvggpk+fjlGjRjmViLnCmWv31n0n13lr1plXpqgLAaxNAn7c71EsXuHBgrSu1hjqrOrs1H27uodKazACEp15n1rRwe55hBD44ZFHoS0stPs+7wE4EQGIR6wvYusNjmIxSpXAlcduMqMOCqUUUumVwdarGoYdPCwAQ1frj8IEJMitXoELtd2s7m/U44ZQyBXe/cxrS5gotSZ/WQXbAaVSiSFDhiAvL8885d1kMiEvLw+zZ892+jzV1dU4c+YMpk+f7tF5e/bsiZSUFKSkpECn02H37t3Ytm0blixZgvj4eERHRzdrn5mZiZycHLtJEgCEh4dj4cKFWLhwIb755hvk5ORg0qRJCAkJwaOPPorp06cjNjbW6eu1x5lr99Z9J9d5NuvsN4d+uISLNTqXq1s3K7Sor3U9SXJn3FErcrvGkBXWepZCrsznGPVRhsNxTKbaWodJUqN+PwFCW+fR57bdHiOt1ulYVAMHQtKxs8XjUIkEUEhsV0R/OOQpGBb/aPca5Eqpw7XY2jMmSmRVeno6kpOTMXToUAwbNgwrVqxATU2NeTbWG2+8gdzcXOTl5ZmPmTdvHiZMmICoqCiUlJQgMzMTMpkM06ZNc/q8TVVUVODixYsW2yMiIpCamorU1FT06dOn2b4lS5Zg9erV2LJlC1QqFcrKygA0PMaz1vPUaPjw4Rg+fDhWrlyJzZs3Izs7G6+++ioKCwtxyy2WBd6qq6vNPWUAcPbsWRQVFaFz587mwetX3yNnrt2V+0Mtw51lPJpOUffqVHVvjzvyEU/H+ajlagzqOgiF5x0nFYXnC/GLttpmYlZbV2P++slnZFYfrwXpgXf+3pC8qmRBNsfyNLI1WNrZ3isAuOnrPZBetU6bvt6IXQsOAgB6rX0XEqnU+cehV8o7SCQNC97iys+0tRIAhvr2Pf3fESZKZNWUKVNQUVGBjIwMlJWVYeDAgdi+fbt5oPGFCxdw5syZZsf89NNPmDZtGi5evIguXbpgxIgR2LdvH7p06eL0eZt67bXX8Morr9iN8/jx4+byAEIILFu2DFVVVUhMTGzW7sCBA4iPj3d43SqVClOnTsXUqVNRUlJitYYSABw6dAh33nmn+fv09HQAQHJyMrKzswFY3iNnrt2V+0Mtw6VZZ1d4q2ji0KhOUCuaJGneHncUoCQSCXLuzbE6MFyrN2LIy19CItWhQ98lAIAhL38JCOsTMoKM1dh85euLP/wJddKG/8cH97oW7z0xDBKJBKZaLX78+wgIAP9+45jDAdXd+4Rg4uwYi2TJ2R4j9eDBkHW2fPQolf2WoJn3ufNk4spYNiEENr6cgZJT3zloXwNIHYzX8/Pk3JskQoiWewDbxjWOUaqsrETHjh2b7aurq8PZs2fRp08fqDgojloIf868o1ZnQEzG5wCAYy8luVXd2WuDwZvOjnVhtmprcrZqdeNjsv2P7G+xWUxCCExesxeHzpUjpF8GAODyiZfsJ0qfvAgAmDjhRdTLfvtjqPHf3lRbi5ODh8AoVWLXlTFCjozc/RxkJp3N/dZ6jBrZWsxWX2/EW8/uAgCkrhxpXojWXmHIRnKJAZKsns3PZ5Li7ydvs3tcuLoSU6O+dZwDObG0jT+z9/v7auxRIiLyAolE4rXlM/yZv1Wtbqzs/Yu2GqM+ygCEwKF5t0Els/6Hg7b6Ei580vD11/PvBIJCnXpcmrx4CBTK3wY8m+q0+O6e8dhzW0Ovt1Fmu6TINQP7W+0xcoezhSHDo2/G1F63QvKT9fIOT9+0DworvUZyicm53MfVpW0CWNv/v5qIiLzG11WrbQ2ODtLrEKQTeGmDERV/HenUuVRyGaRNxqM1Dqo36QwWbf935x0WPUYy6W/JUWPCZE33G0LR28Y+IQQMOpPVfdbGRhnqnSsMWXLyOLTpG6GQ/nZufX09MDsVAKB44aR7JQDcXdomgDFRIqI2wZNHX81mnZHTvF212lF9IwiB/z02HfXHrScK7zn1Lg1ORAC91M0TBXPPkhB4tXNv9PvVfjkXqUkHRc1P0F8TYbdd2ZlKGHQm86OzRkIIfLzsMMq+r3Qh8t9YKwypr6/D6tTHAACrfz/d9sHKawAlH9c7g4kSEQU8b9VBItd4s2q1KzPEHDnbDch4zP7MxZiegzDxSuwWA/ElEsy7PQ3XGHT4w5VJclPGZsJgJd+rlyqhkGivzJZs/itVX2/Euhf22IzBoDM5lST1uCEUcqVlnSNrhSHlQUEIj45BycljNs/XGsuQtCVMlNzAytxE/sVbdZAsZp1RqxEu1BQKuvlm9N7wnsVA4oZB5nXopVZht4NerKY9XR89lWi1N1Jfb8SGP34NAPjmxfEWPUKNZSH0aJiCr3CxrERTM/82wuL8jVxZ9FYikWDq4lfsDvZujWVI2hImSm5wuzI3EbU4d+ogNfLaEiTkEXszxADbs8QAoANcG1zcOEZIASvnE79tC1bKPUqEHFEEyZolSk1nthma5DzO1DuSSCRcgsSLmCgRUZviTh0k8i9StRrS4JavNO7pGKGW4uzMNmod/DQhImoN7ix0Sy3K0zFCAAAhIBcG6OvqoDddNUZJZ4QQAhKJxOoMNl2dAULoG9rW1wFCZv7a8fR/jjNqLUyUiIhamj8tdNvG2Jte38iZMT7ujBESQuDB0s0Iry/DOynvWD1WIusCZcgUrP3jzquPhu7yJghjBQBgdcoqq8dbm9kG+Mk4I1eS+gCu5M1EiYiopbXBhW79gbOPzsIiO+CB5wdbJBZNe3muHiN09fvo6yzHBmkvVyO8vsx+jMYK1P/6ht02toRHx0DdMdT3CZEtrtRTCuBK3kyUyKrdu3dj2bJlKCgoQGlpKXJzc80r2tuj0WiwbNkylJWVIS4uDqtWrcKwYcNcbuPv3Lk/L774IhYvXtxsW3R0NE6cONFsW1u4P+5ytxZSQNVBaiML3foDZx+dXfixGm/P3e3Wezg7XuidXsnQS35bYVcC4MHSzeiiu2A/NmUYzgxLxoYnb7VIiPyi1+hqiuCGpOdH6xW/bQrgSt5MlMiqmpoaxMXFYdasWZg0aZJTx2zatAnp6elYs2YNEhISsGLFCiQlJeHkyZPo2rWr022cpdc3PNtXKKws/+0Fly5dgkKhsLowrjv3BwBiY2Px5Ze/LZcglzf/X9Cb9yfQtJtaSO10oVtHxSRN9gpNOsHaozMhBHJfO4wLP9pf1NbeGCRnKmGXBHWHVqq2SGw3hj8EubCs8t3s/BI58HMtDDJFYExCkEgaeoacGW8HtIlK3gHwr0K+MHbsWIwdO9alY5YvX46UlBTMnDkTALBmzRps3boVa9euxfz5851uY09JSQk+++wzbNu2DV9++SX279+Pfv36NWuzdOlS/OUvf7E49vXXX8fcuXPtnt9gMODzzz9HdnY2PvnkE+zfvx9xcXEW7dy5P0BDYtS9e3eb+z29P4HMG7WQWAfJP3mzmKQtth6dPfzneK+MYQKsjxcSQkAvleNlN3p+GuswBRyJxL1k39kxTX7Wm8pEqRU5s+J2S3FlGQF36HQ6FBQUYMGCBeZtUqkUY8aMwd69e51uczWj0Yj9+/dj27Zt2LZtG4qKihAbG4vx48dj7ty56Nu3r8Uxc+bMwaxZs8zfZ2RkYMeOHXjooYdsxl9cXIzs7Gy8//770Ov1mDJlCnbu3Gk1SfLEqVOnEB4eDpVKhcTERGRlZaFXr14A3Ls/bZW7tZBYB8k/uVJMUj14MCRNaii5uhba1SQSic2xR66yVgkbAGwvh0vNONuz5GfjmZgotSKtQYuEDxJ88t77H9nvtaUGrLlw4QKMRiO6devWbHu3bt3MY3CcadPUunXrMG/ePNTU1GD06NF48sknMX78eERFRdmNJSQkBCEhIQCARYsWYceOHcjPz0dERPP1mC5evIgNGzYgJycHR48exbhx4/Dmm2/ivvvug1Lp/Y++hIQEZGdnIzo6GqWlpVi8eDFuv/12HDlyBCEhIS7fn7aMtZDaLleKSbZWnaOmxR2v5kyBR7LDnTFNfjaeiZ9E5Lc6deqEiIgIFBcXo6ysDKWlpSgpKUFkZCSkUhs1TZrIyMjAe++9h/z8fPTu3dti/6pVq8zJyunTpxEZGdkCV/Gbpo/qBgwYgISEBERFReHDDz/EE0880aLvTS2EtZFc5koxSa/UOXKAxR1bmCtjmvx0PBMTpVaklqux/xHf1FFxtMK3p8LCwiCTyVBeXt5se3l5uXlMjjNtmpo4cSImTpyIn3/+2fzobeXKlVAoFEhKSsK4ceMwefJkBFkpupaZmYn169fbTJIAIDU1FXK5HOvXr0dsbCwefPBBTJ8+HaNGjXIqEfPUtddei759++L06dMAXL8/5GNttDaSoyECvho+4OlaaLZ6jZwp7gi0fIFHT2Zu+v0jZ3fHNPkJJkqtSCKRtOjjL19SKpUYMmQI8vLyzNPkTSYT8vLyMHv2bKfbWNOzZ0+kpKQgJSUFOp0Ou3fvxrZt27BkyRLEx8cjOjq6WfvMzEzk5OTYTZIAIDw8HAsXLsTChQvxzTffICcnB5MmTUJISAgeffRRTJ8+HbGxsR7dF3uqq6tx5swZTJ8+HYD794d8pA3WRhJCYMZnM1BUUeTrUCzYq3PkiLO9RraKOwItP1Xfk0HdQ6M64aOnEv07WQpgTJTIqurqanNPBwCcPXsWRUVF6Ny5M3r16oU33ngDubm5yMvLM7dJT09HcnIyhg4dimHDhmHFihWoqakxz+Bytk2jiooKXLx40WJ7REQEUlNTkZqaij59+jTbt2TJEqxevRpbtmyBSqVCWVlDMbhOnTpZ7XlqNHz4cAwfPhwrV67E5s2bkZ2djVdffRWFhYW45ZZbXL4/ACzu0bx58zBhwgRERUWhpKQEmZmZkMlkmDZtmlv3h/xIG6mNpDVonU6SBnUd1OI91d7izBR/XxR3VCtkGBrVCYc8nO156IdL0OqNbo3rc7d2WVN+36PlISZKbtBoNNBoNDAaA6jInYsOHTqEO++80/x9eno6ACA5ORnZ2dm4cOECzpw50+yYKVOmoKKiAhkZGSgrK8PAgQOxffv2ZoOTnWnT6LXXXsMrr7xiN87jx4+bywMIIbBs2TJUVVUhMTGxWbsDBw4gPj7e4XWrVCpMnToVU6dORUlJidUaSoDj+wPA4h799NNPmDZtGi5evIguXbpgxIgR2LdvH7p06WJu48r9IT/SBmsj5T+cbzcR8tZMWk9ntbnKn5YEkUgk+OipRLcTFU/LC3irdllb79GSCCGEr4MIVFVVVQgNDUVlZSU6duzYbF9dXR3Onj2LPn36QGVlOimRN7Sln7NanQExGZ8DAI69lOT/s950NcDS8Iav/1zSJhKlWn2teWauN2fKmmprcXLwEABA9OEC82BuV2a1pa4c6fDRm71xSKtTHwMAPJPzL6tT/AORp//PND3eU175f7YV/5+y9/v7an7+SURERG2VN2e1tffZa+4MBm96jDu1y7xeMFMR3JAgNX7tJ5goERGRz3k6q83ZcUgtOXPNlzxNWPyidpmfzo5jokREXuPJwNCAWtiWvM6ZWW3OFob0p3FILclbg8G59I99TJSIyCvazaK25BOuPFqztdRIW+PpYPBGbX3WmqeYKBGRV3hjUVuAf92Sdc48WgPa9uM1ayQSie8fmbVxvLtE5HXuLmoL8K9bcsyXhSGp/WGiRERe5xcDQ6nNai+P1sg/8JOMiIiIPOLuZIxA6EFmokRERH7DXtFI8l/ulicIhKreTJSIyKzdT+8XomGxW2fonGxHTmvvRSMDjTfKE3iyTl1r8d/IyKd2796NZcuWoaCgAKWlpcjNzTWvaG/Liy++iMWLFzfbFh0djRMnTjTbptFosGzZMpSVlSEuLg6rVq3CsGHDvH0JLSorKwsff/wxTpw4AbVajeHDh+OVV15BdHS03eOcuXZf3Z92P71fCGBtEvDjfl9H0m6196KRgcaT8gRer+rdgpgokVU1NTWIi4vDrFmzMGnSJKePi42NxZdf/vbDL5c3/xHbtGkT0tPTsWbNGiQkJGDFihVISkrCyZMn0bVrV5di1Ov1AACFQuHScc66dOkSFAqF1YVxd+3ahbS0NMTHx8NgMODPf/4z7rnnHhw7dgzXXGO9sqwz1+7N++Oqdj+9X1/rXpIUeatfLbfQVrSXopGBrj2UJ2jbV0duGzt2LMaOHevycXK5HN27d7e5f/ny5UhJScHMmTMBAGvWrMHWrVuxdu1azJ8/3+H5S0pK8Nlnn2Hbtm348ssvsX//fvTr169Zm6VLl+Ivf/mLxbGvv/465s6da/f8BoMBn3/+ObKzs/HJJ59g//79iIuLs2i3ffv2Zt9nZ2eja9euKCgowB133GH13M5cu6f3x1va/fT+eacBpZPJjyK4YekF8irObCN/wUSpFQkhILRan7y3RK1ulV9ep06dQnh4OFQqFRITE5GVlYVevXoBAHQ6HQoKCrBgwQJze6lUijFjxmDv3r1Wz2c0GrF//35s27YN27ZtQ1FREWJjYzF+/HjMnTsXffv2tThmzpw5mDVrlvn7jIwM7NixAw899JDNuIuLi5GdnY33338fer0eU6ZMwc6dO60mSdZUVjYs7Nm5c2er+525dnfuT0tp99P7lcF+ueYUEbW+dvxJ2PqEVouTg4f45L2jDxdAEtyyjwcSEhKQnZ2N6OholJaWYvHixbj99ttx5MgRhISE4MKFCzAajejWrVuz47p162YxjgkA1q1bh3nz5qGmpgajR4/Gk08+ifHjxyMqKspuHCEhIQgJCQEALFq0CDt27EB+fj4iIiKatbt48SI2bNiAnJwcHD16FOPGjcObb76J++67D0ql0unrNplMmDt3Lm677Tb079/fahtnrt3V+0NERC2PiRJ5TdNHdQMGDEBCQgKioqLw4Ycf4oknnnD5fJ06dUJERASKi4tRVlaG0tJSlJSUIDIyElKp1OHxGRkZeO+995Cfn4/evXtb7F+1apU5mTt9+jQiIyNdjhEA0tLScOTIEezZs8et44kCnaPecpOPetKJvKFdJ0q//vorxowZA4PBAIPBgGeffRYpKSkt9n4StRrRhwta7PyO3ru1XXvttejbty9Onz4NAAgLC4NMJkN5eXmzduXl5VbHNU2cOBETJ07Ezz//bH70tnLlSigUCiQlJWHcuHGYPHkygqzMgMnMzMT69ettJkkAkJqaCrlcjvXr1yM2NhYPPvggpk+fjlGjRjmViAHA7Nmz8emnn2L37t0WPVZNOXPtrt4fIlcIIaA12E9YHO23dd4fHnkU2sJCd0Mj8mvtOlEKCQnB7t27ERwcjJqaGvTv3x+TJk3Cdddd1yLvJ5FIWvzxlz+prq7GmTNnMH36dACAUqnEkCFDkJeXZy41YDKZkJeXh9mzZ9s8T8+ePZGSkoKUlBTodDrs3r0b27Ztw5IlSxAfH28xJT8zMxM5OTl2kyQACA8Px8KFC7Fw4UJ88803yMnJwaRJkxASEoJHH30U06dPR2xsrNVjhRCYM2cOcnNzkZ+fjz59+ti9F85cu7v3h8gRIQRmfDYDRRVF3j+3Vut0kqQePNgnf7QReaJdJ0oymQzBVxKX+vr6hu5jIXwclX+orq429wQBwNmzZ1FUVITOnTujV69eeOONN5Cbm4u8vDxzm3nz5mHChAmIiopCSUkJMjMzIZPJMG3aNHOb9PR0JCcnY+jQoRg2bBhWrFiBmpoa8yyvpioqKnDx4kWL7REREUhNTUVqaqpFgrJkyRKsXr0aW7ZsgUqlQllZGYCGx3jWep4aDR8+HMOHD8fKlSuxefNmZGdn49VXX0VhYSFuueUWi/ZpaWn44IMP8O9//xshISHm9wkNDYX6yi+Cq++RM9fuyv0hcpbWoHUpSRrUdRDUctcTmpu+3gOpnUSotSaVEHmTXydKzhQ99LQ436+//oqRI0fi1KlTWLZsGcLCwrx8FYHp0KFDuPPOO83fp6enAwCSk5ORnZ2NCxcu4MyZM82O+emnnzBt2jRcvHgRXbp0wYgRI7Bv3z506dLF3GbKlCmoqKhARkYGysrKMHDgQGzfvt1iADMAvPbaa3jllVfsxnn8+HFzeQAhBJYtW4aqqiokJiY2a3fgwAHEx8c7vG6VSoWpU6di6tSpKCkpsVpDCQBWr14NABg1alSz7evWrcPjjz8OABb3yJlrd+X+ELkj/+F8h0mQWu5eQiNVqyG9qtdcCAGDztTwzZX/Nmyrh77eCCEa6qHp6+uAK18T+ROJ8OMulM8++wxff/01hgwZgkmTJlkkSps2bcKMGTOaFef76KOPmhXnGzhwIAwGg8W5d+zYgfDwcPP35eXlmDRpEj7++GOnfylVVVUhNDQUlZWV6NixY7N9dXV1OHv2LPr06QMVa4FQC/Hmz1mtzoCYjM8BAMdeSmp/5QF0NcDSK58Jfy5pU+UBavW1SPggAQCw/5H9CPZigUxTba15Nm/04YJmiZIQAh8vO4yy7yubbdNd3gRhLLF73mdy/sU6Sm1Y0+WSfFF7zd7v76v59Seho6KHzhTnKyoqcuq9unXrhri4OPznP/+xWW+nvr4e9U0Wa6yqqnLySojIZ5xdv41rt3mdQWdqliRd2eowSeIyJW1fIFX0DoworfBGcb7y8nIEBwcjJCQElZWV2L17N55++mmb7bOysizWMiMiP8b12/zGzL+NgCJIBn19HVanrAIAPPlGDhRBKsgV0mY9ClymhPxJwCZK3ijO98MPPyA1NdU8iHvOnDlWB+42WrBggXmsDtDQo+Ru7R0iagXurN/GtdtahCJIBkWQDBC/LY0THHINH6+R3wvYRMkbhg0b5vSjOQAICgqyO3OKiPyYs+u3ce02ImoiYBMlFucjIpdw/TYicoNz5Yf9UNPifI0ai/NdPTXc2zQaDWJiYpyabk7UmoQQqNUZ3HwZfR0+EZHf8eseJUdFD31VnC8tLQ1paWnm6YVE/kAIgYfW7EXBD5d8HQoRUZvh14mSo6KHLM5H9But3uiVJGloVCeoFTLHDX2JU/6JqJX4daI0atQoh0uKzJ49m+tgEV3l0MIxCFa6l+z4ovibSzjln4hakV8nSv5Ko9FAo9HAaOSYDvJPwUpZwBRzcxmn/BNRKwrYwdy+lJaWhmPHjuHgwYO+DqXFZGVlIT4+HiEhIejatSsmTpyIkydPOjxOo9Ggd+/eUKlUSEhIwIEDB9xq4+/cuT8vvvgiJBJJs1fjOnVNtYX702rmnW5YbsTRa9Z2TvknIrcwUSKrdu3ahbS0NOzbtw9ffPEF9Ho97rnnHtTU1Ng8ZtOmTUhPT0dmZiYOHz6MuLg4JCUl4fz58y61cZZer4de33KLaF66dAnV1dVW97lzfwAgNjYWpaWl5teePXua7ffm/WkXGqf8O3q18SRJCIFafa3Nl9ag9XWIRAGLiRJZtX37djz++OOIjY1FXFwcsrOzce7cORQUFNg8punaezExMVizZg2Cg4Oxdu1al9rYU1JSgnfffRcPPvggwsLCcObMGYs2S5cutei5kUgkWLFihcPzGwwGbN26FZMnT0aPHj2snh9w7/4AgFwuR/fu3c2vsLCwZvs9vT/U/gghMOOzGUj4IMHma9SHo3wdJlHAYqLUioQQ0NcbffJyNCjekcrKhoUtO3fubHV/49p7Y8aMMW+7eu09Z9pczWg04ptvvsHChQsxePBgREREYMWKFbjpppvw6aefom/fvhbHzJkzp1mvTUpKCqKiomwudgwAxcXFeP755xEREYEZM2agS5cu2LlzJ+Li4hzfHDi+P41OnTqF8PBwXH/99Xj00Udx7tw58z537g+R1qBFUUWRU20HdR0EtVzdsgERtTFtdLRny3J3MLdBZ8Jbz+5qoajsS105smGdJTeYTCbMnTsXt912G/r372+1jTNr77m6Pt+6deswb9481NTUYPTo0XjyyScxfvx4REVF2Y03JCQEISEhAIBFixZhx44dyM/PR0RERLN2Fy9exIYNG5CTk4OjR49i3LhxePPNN3HfffdBqVTavylNOHN/ACAhIQHZ2dmIjo5GaWkpFi9ejNtvvx1HjhxBSEiIV9YvpPYt/+F8u4mQWq727xmNRH6IiZIb2lvBybS0NBw5csRiPE1L69SpEyIiIlBcXIyysjKUlpaipKQEkZGRkEodd4ZmZGTgvffeQ35+Pnr37m2xf9WqVeZk5fTp024vcOzs/Rk7dqz56wEDBiAhIQFRUVH48MMP8cQTT7j13kRNqeVqBHN2H5FXMVFqRXKlFKkrR/rsvd0xe/ZsfPrpp9i9e7dFj0xTzqy95+r6fBMnTsTEiRPx888/Y9u2bdi2bRtWrlwJhUKBpKQkjBs3DpMnT7a6UHFmZibWr19vM0kCgNTUVMjlcqxfvx6xsbF48MEHMX36dIwaNcqpRAxw/v5Yc+2116Jv377m6vNcv5CIyP9wjFIrkkgkUATJfPJytbtdCIHZs2cjNzcXX331Ffr06WO3vTNr77m7Pl/Pnj2RkpKC3NxcXLhwAZs2bUL37t2xZMkS/O9//7Non5mZiZycHLtJEgCEh4dj4cKF+O6777B9+3YolUpMmjQJUVFRmD9/Po4ePWrzWFfvjzXV1dU4c+YMevToAcC36xcSEZF1TJTIqrS0NGzYsAEffPABQkJCUFZWhrKyMmi1DdOM33jjDYwePbrZMenp6Xj77beRk5OD48eP4+mnn7ZYe8+ZNo0qKipw4sSJZq/vv/8eERERSE1NxebNmy0SlCVLlmD16tXYuHEjVCqVOe76+nq71zt8+HD84x//QFlZGZYtW4aioiLExcWhuLjYrftj7R7NmzcPu3btwv/+9z988803eOCBByCTyTBt2jS37g8REbU8Pnojq1avXg2gYRmZptatW4fHH38cFy5csJg678zae66sz/faa6/hlVdesRvn8ePHzUUbhRBYtmwZqqqqLHpgDhw4gPj4eIfXrVKpMHXqVEydOhUlJSXo0KGD1XaO7g8Ai3v0008/Ydq0abh48SK6dOmCESNGYN++fejSpYu5DdcvJCLyLxLh6bzxdqjprLfvvvsOlZWV6NixY7M2dXV1OHv2LPr06QOVSuWjSKmta/pzZpLKEZPxOQDg2EtJbXcJE10NsDS84es/lzQUlGzHavW1SPggAQCw/5H9rT6Y21Rbi5ODhwAAog8XQBr82/vr643mmb6NM2/1dXX4e3JDqY5ncv4FBT8fyQcaJ2NZ+/19NT56c0N7WMKEiIiI+OiNiPyFEA0L3jqic6INeZUQAkJrfRkUk43tRG0FEyUi8j0hgLVJwI/7fR0JXUUIgR8eeRTawkKXjjHU10OvM0KIhvUY9fV1gJA1/JcogDBRIiLf09e6niRF3gqwuGKLE1qtU0mSevBgSNRqCCGwMeMFlHx3vNn+1SmrWipEohbFRInIjwghYHJheoXRJGASAlqdAUZpG1maYt5pQOlEAqQIBrgcR6u66es9kKqtL5EiUTcsj6Kvq7NIkqwJj46B3EqxWCJ/w0TJDe6u9UZkjxACZypqUKszOH+MQYfzv9YhNXcPfr7cRn4elcHtfiZbIyEEtAb7Y4Ac7fcmqVrdbFYbcOUxm84E6EwAAL3ut5/D5NfWYuPLDb1Rs5aNgEL523qT8qAgrjtHAYGJkhva21pv1DpMAi4lSbYMjeoEtcK9BZCp9TiTBCVvT8aJX/x3QWQhBD5edhhl31c22aY3f73x5UJIJAoAgCJI5fbC3ES+xESJyA/d3KMjpE78tV1XVwd5rQqfzhmBoCv1aNQK15esodYlhMCMz2agqKLIa+cc1HUQ1HLrj8VaikFnapYk2dLjhlC315sk8jUmSkR+SCqRQObEmCOZVAKpRAK1Ug5VWy0w2QZpDVqnk6R+nfsh594ch+3UcrVPE+SZfxvRUFCyvs48cHvWshFQBKkgV0qZvFPA4icrEZEP5T+cb7cnyNcJkLMaF+CG+O3xmkIp4+M2CnjsCyWrsrKyEB8fj5CQEHTt2hUTJ07EyZMn7R7z4osvQiKRNHs1rsPWlEajQe/evaFSqZCQkIADBw601GW0mNWrV2PAgAHo2LEjOnbsiMTERHz22WcOj3Pm2jdmv40bru8T0PeHnKeWqxGsCLb5CoQkiagtY6JEVu3atQtpaWnYt28fvvjiC+j1etxzzz2oqamxe1xsbCxKS0vNrz179jTbv2nTJqSnpyMzMxOHDx9GXFwckpKScP78eZdj1Ov10Ov1jhu66dKlS6iurra6LyIiAn/9619RUFCAQ4cO4a677sL999+Po0eP2jyfM9e+fcvHePXlhVi0KMPj+0NERJ5jokRWbd++HY8//jhiY2MRFxeH7OxsnDt3DgUFBXaPk8vl6N69u/kVFhbWbP/y5cuRkpKCmTNnIiYmBmvWrEFwcDDWrl3rVFwlJSV499138eCDDyIsLAxnzpyxaLN06VKLni2JRIIVK1Y4PL/BYMDWrVsxefJk9OjRw+r5AWDChAkYN24cbrrpJvTt2xf/93//hw4dOmDfvn02z+3Mtb/39puYNG0GHnfz/hARkXcxUXKDRqNBTEwM4uPjXTpOCAF9XZ1PXkK4UMXQisrKhpktnTt3ttvu1KlTCA8Px/XXX49HH30U586dM+/T6XQoKCjAmDFjzNukUinGjBmDvXv3Wj2f0WjEN998g4ULF2Lw4MGIiIjAihUrcNNNN+HTTz9F3759LY6ZM2dOs16tlJQUREVF4aGHHrIZd3FxMZ5//nlERERgxowZ6NKlC3bu3Im4uDi719sY48aNG1FTU4PExESrbZy5dp1Oh+PFRbh1xCin7w/5HyEEavW1dl+tWfuIiDzDwdxucLeOkqG+Hn9Ptv3LuiU9k/MvKK5MH3eVyWTC3Llzcdttt6F///422yUkJCA7OxvR0dEoLS3F4sWLcfvtt+PIkSMICQnBhQsXYDQa0a1bt2bHdevWDSdOWNaKWbduHebNm4eamhqMHj0aTz75JMaPH4+oqCi78YaEhCAkJAQAsGjRIuzYsQP5+fmIiIho1u7ixYvYsGEDcnJycPToUYwbNw5vvvkm7rvvPiiVSof3pbi4GImJiairq0OHDh2Qm5uLmJgYq22dufbGNtd16WKzDfm3lpj2T0S+xUSJHEpLS8ORI0csxhtdbezYseavBwwYgISEBERFReHDDz/EE0884fL7durUCRERESguLkZZWRlKS0tRUlKCyMhISKWOO0MzMjLw3nvvIT8/H71797bYv2rVKnMyd/r0aURGRroUX3R0NIqKilBZWYl//etfSE5Oxq5du2wmS+2OEA1ruDlD52Q7P+fKtH/AN7WPiMg1TJRakTwoCM/k/Mtn7+2O2bNn49NPP8Xu3bstemQcufbaa9G3b1+cPn0aABAWFgaZTIby8vJm7crLy9G9e3eL4ydOnIiJEyfi559/xrZt27Bt2zasXLkSCoUCSUlJGDduHCZPnowgK9eWmZmJ9evX20ySACA1NRVyuRzr169HbGwsHnzwQUyfPh2jRo1yKhFTKpW48cYbAQBDhgzBwYMHsXLlSvzjH/+waOvMtTe2uVhR4dT98WtCAGuTXF/otg1xNO0fCJyp/0TtGccotSKJRAKFSuWTl6sfxkIIzJ49G7m5ufjqq6/Qp08fl6+3uroaZ86cQY8ePQA0JBZDhgxBXl6euY3JZEJeXp7NsT0A0LNnT6SkpCA3NxcXLlzApk2b0L17dyxZsgT/+9//LNpnZmYiJyfHbpIEAOHh4Vi4cCG+++47bN++HUqlEpMmTUJUVBTmz59vdwabNSaTCfX19Vb3OXPtSqUSN98yEPu/3mWzTcDQ17qXJEXe2rDYbRvgaNq/v0z9F0LAVFtr+6XleCpq39ijRFalpaXhgw8+wL///W+EhISgrKwMABAaGgq1Wo033ngDubm5zX7xz5s3DxMmTEBUVBRKSkqQmZkJmUyGadOmmdukp6cjOTkZQ4cOxbBhw7BixQrU1NRg5syZFjFUVFTg4sWLFtsjIiKQmpqK1NRUiwRuyZIlWL16NbZs2QKVSmWOu1OnTlZ7nhoNHz4cw4cPx8qVK7F582ZkZ2fj1VdfRWFhIW655RaL9gsWLMDYsWPRq1cvXL58GR988AHy8/Px+eefm9tcfY+cufbpKX/AovQ/YP0dw3HrrQl270/AmHe6YaFbZyiCAT9IHtoLIQR+eORRaAsLfR0Kkd9iokRWrV69GgAwatSoZtvXrVuHxx9/HBcuXLCYOv/TTz9h2rRpuHjxIrp06YIRI0Zg37596NJkcPKUKVNQUVGBjIwMlJWVYeDAgdi+fbvFIGcAeO211/DKK6/YjfP48ePmopZCCCxbtgxVVVUWPTAHDhxwapaiSqXC1KlTMXXqVJSUlKBDhw5W250/fx4zZsxAaWkpQkNDMWDAAHz++ee4++67zW2uvkfOXPu9v5uES79cwIsvZjq8PwFDGQwor/F1FGSF0GqdTpLUgwdDouZ4Kmp/JMLTeePtWOOst8rKSnTs2LHZvrq6Opw9exZ9+jRUWCZyxGgSOFrSUIYhNjzUqbXe/PbnTFcDLA1v+PrPJe0mUarV1yLhgwQAwP5H9iPYzx8jmmprcXLwEADATV/vgdROIiRRW46n0tcb8dazDY+KU1eObFjrra7OPLvXk9m2RC3J3u/vq7nVo7RlyxaXj7n77ruh5l8jRER+SapWQxrs34kdkS+4lShNnDjRpfYSiQSnTp3C9ddf787bERGRG4QQEHYGY3OgNpFjbo9RKisrQ9euXZ1q21j8r63QaDTQaDQwGo2+DoWIyCoO1CbyDrfKAyQnJ7v0GO2xxx5z+AwwkKSlpeHYsWM4ePCgr0MhIrKKA7WJvMOtHqV169a51L5xBhURUaASQjhco81f13BzZ6A2ETXwWnmA/fv3IyEhwVunazM4qZBaEn++Wkegr+HGgdpE7vNaZe7Jkyd761RtgkKhAADU1raNNazIP+l0OgCATCbzcSRtG9dwI2q/XOpRevjhh61uF0Lgl19+8UpAbYVMJsO1116L8+fPAwCCg/1juQJqeUIImNzo6DEJAWFoSHzq6uoc1lEymUyoqKhAcHAw5HLWjm0tXMONqH1x6dP1yy+/xHvvvWdRrVgIgd27d3s1sLagcSHTxmSJ2oeKy/WoN5g8Ooe8VgWpE79opVIpevXqxV/KrahxDTciah9cSpRGjRqFkJAQ3HHHHRb7BgwY4LWg2gqJRIIePXqga9eu0Ov1vg6HWoFWZ8CTq/Z4dI7Y8FCsnHqzU8mPUqmEVMq1rdsjX9dIEkJAX18HIRo+2/T1dYCQNfyXqA1xKVH6+OOPbe774osvPA6mrZLJZBxD0k6YpAb8fLmhvtahhWMQrHT9312tkLGHiOxqzRpJQggYdCaLbf9aMh+lp06Yt61OWdXisRD5gkcDG8rKysyPl4iouWClDMFKjh0i72utGklCCHy87DDKvq+8arse9b+esHFUg/DoGMiDgtx6XyJ/4tGn+D333INvv/3WW7EQEZGLWrJGkkFnskiSrhYU+hS6X38dfvfswGbvIw8KYs8otQkeJUqs4ULUzggB6J0oeaFjWYzW0lo1kmb+bQQUQQ2PkvX1deZHbbNevRPqEM7qpbbLo0SJ/2MQtSNCAGuTgB/3+zoS8gFFkMycKEH8NvZOoeSYOmrbOF2GiJyjr3U9SYq8FeBUeiIKYBxpSkSum3caUDqRACmCAfY2EFEA8yhRaq9T3jUaDTQaDYxGo69DIfINZTCgvMbXURARtTiPHr0VtkIND3+UlpaGY8eO4eDBg74OhYjIIw2FI402X0TtHR+9ERH5IXuVt71VddtWnSQi+o3HiVJ6errV7RKJBCqVCjfeeCPuv/9+dO7c2dO3IiJqF1qr8rYzdZIAoMcNoZArOfeH2iePE6XCwkIcPnwYRqMR0dHRAIDvvvsOMpkM/fr1w5tvvonnn38ee/bsQUxMjMcBExG1dc5W3na26ra1ZUgANHu01rRO0tXkSilLAFC75XGi1NhbtG7dOnTs2BEAUFlZiSeffBIjRoxASkoKHnnkETz33HP4/PPPPQ6YiKg9sVd525mq284+XmtWJ4mIzDxOlJYtW4YvvvjCnCQBQGhoKF588UXcc889ePbZZ5GRkYF77rnH07ciImp3PK287czjNT5aI7LN40SpsrIS58+ft3isVlFRgaqqKgDAtddeC51O5+lbERGRB2w9XuOjNSLbvPLobdasWXjttdcQHx8PADh48CDmzZuHiRMnAgAOHDiAvn37evpWRETkAT5eI3Kdx4nSP/7xDzz33HOYOnUqDAZDw0nlciQnJ+P1118HAPTr1w/vvPOOp29FREStSAgBQ329xXZ9fZ0PoiHyDY8TpQ4dOuDtt9/G66+/ju+//x4AcP3116NDhw7mNgMHDvT0bYiIqBUJIbAx4wWUfHfc16EQ+ZTXCk526NABAwYM8NbpiIhajRACWoPtIo729rVVhvp6h0lSeHQM5EFBrRQRkW94LVE6duwYzp07ZzFo+3e/+5233oKIyOuEEJjx2QwUVRT5OhS/9fRbG6AIUllslwcFcRA4tXkeJ0rff/89HnjgARQXF0MikUAIAQDm/3m4cCwR+TOtQet0kjSo6yCo5Y4LPLY1iiAVFCrLRImoPfA4UXr22WfRp08f5OXloU+fPjhw4AAuXryI559/Hq+++qo3YiQiahX5D+fbTYTUcscFHomobfE4Udq7dy+++uorhIWFQSqVQiqVYsSIEcjKysIzzzyDwhZeq4iIyFvUcjWCFe4XdySitsfjUqxGoxEhISEAgLCwMJSUlAAAoqKicPLkSU9PT0REROQzHvco9e/fH//973/Rp08fJCQk4G9/+xuUSiXeeustXH/99d6IkYiIiMgnPO5RWrhwIUymhlWpX3rpJZw9exa33347tm3bhr///e8eB9gaamtrERUVhXnz5vk6FCIiIvIjHvcoJSUlmb++8cYbceLECfzyyy/o1KlTwAx6/L//+z/ceuutvg6DiIiI/IxX6ijV1dXh22+/xfnz5829S438vY7SqVOncOLECUyYMAFHjhzxdThE1A4IISC0totYmuzsI6LW5XGitH37dkyfPh0XL1602CeRSDyqo7R7924sW7YMBQUFKC0tRW5urnmh3UYajQbLli1DWVkZ4uLisGrVKgwbNszp95g3bx6WLVuGb775xu04iQKaEIC+1nE7nRNtyCEhBH545FFoOSOYKCB4nCjNmTMHDz/8MDIyMtCtWzdvxGRWU1ODuLg4zJo1C5MmTbLYv2nTJqSnp2PNmjVISEjAihUrkJSUhJMnT6Jr164AGtaZa1yst6kdO3bg4MGD6Nu3L/r27ctEidonIYC1ScCP+30dSbshtFqnkyT14MGQqNtfgUsif+JxolReXo709HSvJ0kAMHbsWIwdO9bm/uXLlyMlJQUzZ84EAKxZswZbt27F2rVrMX/+fABAUVGRzeP37duHjRs34qOPPkJ1dTX0ej06duyIjIwMq+3r6+tR32Ql7aqqKjeuivydEAJavXs9obW6AKtEr691PUmKvBVgrSGvuOnrPZDaSYQkaha4JPI1jxOlhx56CPn5+bjhhhu8EY/TdDodCgoKsGDBAvM2qVSKMWPGYO/evU6dIysrC1lZWQCA7OxsHDlyxGaS1Nh+8eLFngVOfk0IgYfW7EXBD5d8HUrrm3caUDqRACmCAf7y9gqpWg1pMJNOIn/mcaL0xhtvYPLkyfjPf/6DW265BQqFotn+Z555xtO3sOrChQswGo0WPVndunXDiRMnWuQ9FyxYgPT0dPP3VVVViIyMbJH3It/Q6o1eSZKGRnWCWiHzQkStSBkMKK/xdRRERH7F40Tpn//8J3bs2AGVSoX8/Pxm3cQSiaTFEiVve/zxxx22CQoKQlBQUMsHQ37h0MIxCFa6l+yoFTI+MiEiagM8TpT+8pe/YPHixZg/fz6kUo/rVzotLCwMMpkM5eXlzbaXl5eje/furRYHtV3BShmClV6poEFERAHK48xGp9NhypQprZokAYBSqcSQIUOQl5dn3mYymZCXl4fExMQWfW+NRoOYmBjEx8e36PsQERGRb3mc3SQnJ2PTpk3eiMVCdXU1ioqKzDPXzp49i6KiIpw7dw4AkJ6ejrfffhs5OTk4fvw4nn76adTU1JhnwbWUtLQ0HDt2DAcPHmzR9yEiIiLf8vi5gtFoxN/+9jd8/vnnGDBggMVg7uXLl7t97kOHDuHOO+80f984kDo5ORnZ2dmYMmUKKioqkJGRgbKyMgwcOBDbt29vkVIFRET+SggBg85kdZ++PsBKVhD5GY8TpeLiYgwaNAgALJYA8XQw66hRoyCEsNtm9uzZmD17tkfvQ0QUqIQQ+HjZYZR9X+nrUIjaJI8TpZ07d3ojjoCi0Wig0Wg8Wp6FiMgbDDqTU0lSjxtCIVe27lhSoraAU3rckJaWhrS0NFRVVSE0NNTX4RARAQBm/m0EFEHWS1rIlVKWrCByAxMlImqzhBDQGrR22zjaH0gUQTKbiRIRuYeJEhG1SUIIzPhsBooqinwdChEFMJcfWF+6dAm//PILAKCiogIff/wxjh496vXAiIg8oTVoXUqSBnUdBLXc9gK1RNQ+udSj9M4772Dp0qUAgD/+8Y94//33ERcXh8zMTDz77LN48sknWyRIf8PB3ESBJf/hfIdJkFqu5hgeIrLgUqL097//HUePHoVWq0WvXr1w9uxZdOnSBZWVlRg5cmS7SZQ4mJsosKjlagQrgn0dBhEFIJcSJblcDrVaDbVajRtvvBFdunQBAISGhvIvMSIiImpzXBqjJJPJUFdXBwDYtWuXeXt1dbV3oyIiIiLyAy4lSl9++SWCgoIAoNkjp9raWrz11lvejYyIiIjIx1xKlK5+xFZWVgYA6Nq1K+Lj470bmR/TaDSIiYlpV9dMRETUHnlUz/6ee+7xVhwBJS0tDceOHcPBgwd9HQoRERG1II8SJUcL1hIREREFMo8SJc50IyIioraMS0kTERER2cBEiYiIiMgGjxIlmYyrVBMREVHb5VGiVFhY6K04AgrLAxAREbUPLi1hQg241pt/E0JAq3dvweJaHRc6pvZDCAFDfb3Vffr6ulaOhsg/eZwoZWVloVu3bpg1a1az7WvXrkVFRQX+9Kc/efoWRE4TQuChNXtR8MMlX4dC5NeEENiY8QJKvjvu61CI/JrHg7n/8Y9/oF+/fhbbY2NjsWbNGk9PT+QSrd7olSRpaFQnqBUcg0dtl6G+3qkkKTw6BvIrS1cRtUce9yiVlZWhR48eFtu7dOmC0tJST09P5LZDC8cgWOlesqNWyFgnjNqNp9/aAEWQyuo+eVAQ/1+gds3jRCkyMhJff/01+vTp02z7119/jfDwcE9PT+S2YKUMwUoOwyNyRBGkgkJlPVEiau88/i2SkpKCuXPnQq/X46677gIA5OXl4YUXXsDzzz/vcYBEREREvuJxovTHP/4RFy9exB/+8AfodDoAgEqlwp/+9CcsWLDA4wCJiIiIfMXjREkikeCVV17BokWLcPz4cajVatx0000IasOD/zQaDTQaDYxGTiUnIiJqy7w2gKNDhw4YOnQogLa/WC7rKBEREbUPXlnr7d1330X//v2hUqmgUqnQv39/vPPOO944NbVDQgjU6gxuvtjLR0RE3uNxj1JGRgaWL1+OOXPmIDExEQCwd+9ePPfcczh37hxeeuklj4Ok9oMFI4mIyJ94nCitXr0ab7/9NqZNm2be9rvf/Q4DBgzAnDlzmCiRS1gwkoiI/InHiZJerzePTWpqyJAhMBgMnp6e2jEWjCQiIl/zeIzS9OnTsXr1aovtb731Fh599FFPT0/tWGPBSHdeTJKIiMgbvDLr7d1338WOHTtw6623AgD279+Pc+fOYcaMGUhPTze3W758uTfejoiIiKhVeJwoHTlyBIMHDwYAnDlzBgAQFhaGsLAwHDlyxNyOf+ETERFRoPE4Udq5c6c34iAiIiLyO16po9TeaDQaxMTEID4+3tehEBERUQtyu0dp1qxZTrVbu3atu2/ht1iZm4iIqH1wO1HKzs5GVFQUBg0aBCGEN2MiIiIi8gtuJ0pPP/00/vnPf+Ls2bOYOXMmHnvsMXTu3NmbsRERERH5lNtjlDQaDUpLS/HCCy/gk08+QWRkJB5++GF8/vnn7GEiIiKiNsGjwdxBQUGYNm0avvjiCxw7dgyxsbH4wx/+gN69e6O6utpbMRKRq4QAdDVOvGp9HSkRkV/zSsFJAJBKpZBIJBBCwGjkCu5EPiMEsDYJ+HG/ryMhIgp4HvUo1dfX45///Cfuvvtu9O3bF8XFxXjjjTdw7tw5dOjQwVsxEpEr9LWuJ0mRtwKK4JaJh4gogLndo/SHP/wBGzduRGRkJGbNmoV//vOfCAsL82ZsROSpeacBpRMJkCIYYPV8rxBCQGi1Nveb7OwjIv/jdqK0Zs0a9OrVC9dffz127dqFXbt2WW338ccfux0cEXlIGQwor/F1FO2GEAI/PPIotIWFvg6FiLzE7URpxowZXL+NiKgJodU6nSSpBw+GRK1u4YiIyFMeFZwkIiLrbvp6D6R2EiGJWs0/NokCgFuDub/99luYTCan2x89ehQGg8GdtyIiCkhStRrS4GCbLyZJRIHBrURp0KBBuHjxotPtExMTce7cOXfeioiIiMhn3Hr0JoTAokWLEBzs3HRinU7nztv4LY1GA41Gw3pRREREbZxbidIdd9yBkydPOt0+MTER6jY0aDEtLQ1paWmoqqpCaGior8MhIiKiFuJWopSfn+/lMIiIiIj8j0eVuYmIiIjaMiZKRERERDZ4LVH69ddfcenSJW+djoiIiMjnPE6U9u7di0GDBuG6665DWFgYBg4ciG+++cYbsZEPCSFQqzO4/RJC+PoSiIiIPOZ2ZW4A+OGHH3D33Xfj5ptvRlZWFiQSCT766CPcfffdOHr0KHr37u2lMKk1CSHw0Jq9KPjB/R7CoVGd8NFTiSyqR0REAc2jRGnp0qUYPnw4PvvsM8hkMgDA888/j/Hjx2PJkiV45513vBIktS6t3uhRkgQAh364BK3eiGClRz9iREREPuX2b7Fz584hPz8fL7zwAn7++edm+6ZMmYKXX34ZP/74IyIjIz0Oknzn0MIxCFbKnG5fqzNi6JIvWzAiIiKi1uN2otS7d29IJBKkpqZa3S+EQO/evVm9OsAFK2XsFSIionbL7d+Ahw8fxqRJk/D8889jxIgRzfZ98803eOWVV/Dvf//b4wCJiKwRQkBr0Nrcb28fEZGz3E6UBg4ciDvuuAP5+flIS0trti8rKwt33HEH4uLiPA6QiOhqQgjM+GwGiiqKfB0KEbVxHj1TeeGFFzBw4EDcf//9eOyxxyCRSPD+++9j69atKCws9FaMRETNaA1ap5OkQV0HQS1vO2tNElHr8ihRiomJwcaNG/HUU0/hk08+AQBcd911eP/99xEbG+uVAImI7Ml/ON9uIqSWq1mmgojc5vEo3UmTJmHChAkoLi6GEAIDBgyAQqHwRmxERA6p5WoEK4J9HQYRtVFemc6kUCgwePBgb5yKiIiIyG9wUVwiIiIiG5goEREREdnQ7isJ9u7dGx07doRUKkWnTp2wc+dOX4dEREREfqLdJ0pAQ4HMDh06+DoMIiIi8jN89EZERERkg18nSrt378aECRMQHh4OiUSCzZs3W7TRaDTo3bs3VCoVEhIScODAAZfeQyKRYOTIkYiPj8f777/vpciJiIioLfDrR281NTWIi4vDrFmzMGnSJIv9mzZtQnp6OtasWYOEhASsWLECSUlJOHnyJLp27QqgYakVg8FgceyOHTsQHh6OPXv2oGfPnigtLcWYMWNwyy23YMCAAS1+bUREROT//DpRGjt2LMaOHWtz//Lly5GSkoKZM2cCANasWYOtW7di7dq1mD9/PgCgqKjI7nv07NkTANCjRw+MGzcOhw8ftpko1dfXo76+3vx9VVWVK5dDREREAcavH73Zo9PpUFBQgDFjxpi3SaVSjBkzBnv37nXqHDU1Nbh8+TIAoLq6Gl999ZXdpVeysrIQGhpqfkVGRnp2EUREROTXAjZRunDhAoxGI7p169Zse7du3VBWVubUOcrLyzFixAjExcXh1ltvxYwZMxAfH2+z/YIFC1BZWWl+/fjjjx5dAxEREfk3v3701tKuv/56/Pe//3W6fVBQEIKCglowIiIiIvInAdujFBYWBplMhvLy8mbby8vL0b17dx9FRURERG1JwCZKSqUSQ4YMQV5ennmbyWRCXl4eEhMTW/S9NRoNYmJi7D6mIyIiosDn14/eqqurcfr0afP3Z8+eRVFRETp37oxevXohPT0dycnJGDp0KIYNG4YVK1agpqbGPAuupaSlpSEtLQ1VVVUIDQ1t0fcKZLU6Y6scQ0RE1FL8OlE6dOgQ7rzzTvP36enpAIDk5GRkZ2djypQpqKioQEZGBsrKyjBw4EBs377dYoA3+cbQJV/6OgSidk8IAUOTsiaN9PV1PoiGKPD4daI0atQoCCHstpk9ezZmz57dShGRI2qFDEOjOuHQD5c8Os/QqE5QK2ReioqofRJCYGPGCyj57rivQyEKWH6dKPkrjUYDjUYDo5GPia4mkUjw0VOJ0Oo9uzdqhQwSicRLURG1T4b6eodJUnh0DOSczUtkExMlN3CMkn0SiQTBSv5oEfmTp9/aAEWQymK7PCiIf5QQ2cHfZkRE7YAiSAWFyjJRIiL7ArY8ABEREVFLY48SEZGfE0LAoDNZ3aev51hJopbERMkNHMxNRK1FCIGPlx1G2feVvg6FqF3iozc3pKWl4dixYzh48KCvQyGiNs6gMzmVJPW4IRRyJT/SibyNPUpERAFi5t9GQBFkvb6YXCnl7DWiFsBEiYgoQCiCZDYTJSJqGeynJSIiIrKBiZIbNBoNYmJiEB8f7+tQiIiIqAUxUXIDB3MTERG1Dxyj1EYJIdxeb61Wx7IHREREABOlNkkIgYfW7EXBD5d8HQoREVFA46O3NkirN3olSRoa1QlqBWfYEBFR+8UepTbu0MIxCFa6l+yoFTLWZSEionaNiZIbAmkJk2ClDMFK/jMTERG5g4/e3MBZb0RERO0DEyUiIiIiG5goEREREdnARImIiIjIBiZKRERERDYwUSIiIiKygYkSERERkQ1MlNyg0WgQExOD+Ph4X4dCRERELYiJkhtYR4mIiKh9YKJEREREZAMTJSIiIiIbmCgRERER2cBEiYiIiMgGJkpERERENjBRIiIiIrKBiRIRERGRDXJfB0BE1BqEEBBarcN2ErUaEomkFSIiokDARImI2jwhBH545FFoCwsdtlUPHoyo9zcwWSIiAHz05hYuYUIUWIRW61SSBADaw4ed6nkiovaBPUpuSEtLQ1paGqqqqhAaGur18wshoNUb3T6+Vuf+sURt3U1f74FUrbbYbtJqceq2ET6IiIj8GRMlP6TVGxGT8bmvwyB/IQSgr3W+vc6Ftu2QVK2GNDjY12EQUYBgotSGDY3qBLVC5uswyFP6WmBpuK+jICJql5go+SG1QoZjLyV55TwckNqORd4KKNhzQkTkCSZKfkgikSBYyX8aukIRDPy5xL3jmCh7TAgBg87ksJ1cybkxRG0RfxsT+TuJBFBe4+so2i2DzoS3nt3lsF2PG0Jx/x/6tUJERNSa+CcQEZEXlJ6pdKrniYgCC3uUiIjskCulSF050uZ+fb0R617Y04oREVFrYqJERGSHRCKBIoizR4naKz56IyIiIrKBiRIRERGRDXz0RkQU4IQQMNTXW2zX19f5IBqitoWJEhFRABNCYGPGCyj57rivQyFqk/jozQ0ajQYxMTGIj4/3dShE1M4Z6usdJknh0TGQBwW1UkREbQt7lNyQlpaGtLQ0VFVVITQ01NfhEBEBAJ5+awMUQSqL7fKgIC5nROQmJkpERG2EIkgFhcoyUSIi9/HRGxEREZENTJSIiIiIbGCiRERERGQDEyUiIiIiG5goEREREdnARImIiIjIBiZKRERERDYwUSIiIiKygYkSERERkQ1MlIiIiIhsYKJEREREZAPXeiOiViGEgNagdaqtWq7mIq5E5BeYKBFRq9AatEj4IMGptoO6DkLOvTltJlkSQsCgM7l1rL7e6OVoiMgVTJSIyO8Uni+E1qBFsCLY16F4TAiBj5cdRtn3lb4OhYjcwESJiFqFWq7G/kf2222jNWgx6sNRrRNQKzHoTF5JknrcEAq5ksNKiVpbu0+Uzp49i1mzZqG8vBwymQz79u3DNddc4+uwiNociUTSJnqIPDHzbyOgCJK5daxcKW0zjyKJAkm7T5Qef/xxLFmyBLfffjt++eUXBAUF+TokImqjFEEytxMlIvKNdp0oHT16FAqFArfffjsAoHPnzj6OiIiIiPyJXz/w3r17NyZMmIDw8HBIJBJs3rzZoo1Go0Hv3r2hUqmQkJCAAwcOOH3+U6dOoUOHDpgwYQIGDx6MpUuXejF6IiIiCnR+3aNUU1ODuLg4zJo1C5MmTbLYv2nTJqSnp2PNmjVISEjAihUrkJSUhJMnT6Jr164AgIEDB8JgMFgcu2PHDhgMBvznP/9BUVERunbtinvvvRfx8fG4++67W/zaiIiIyP/5daI0duxYjB071ub+5cuXIyUlBTNnzgQArFmzBlu3bsXatWsxf/58AEBRUZHN43v27ImhQ4ciMjISADBu3DgUFRUxUSIiIiIAfv7ozR6dToeCggKMGTPGvE0qlWLMmDHYu3evU+eIj4/H+fPncenSJZhMJuzevRs333yzzfb19fWoqqpq9iIiIqK2K2ATpQsXLsBoNKJbt27Ntnfr1g1lZWVOnUMul2Pp0qW44447MGDAANx000247777bLbPyspCaGio+dXYE0VERERtk18/emsNjh7vNbVgwQKkp6ebv6+qqmKyRERE1IYFbKIUFhYGmUyG8vLyZtvLy8vRvXv3FnnPoKAg1lkiIiJqRwL20ZtSqcSQIUOQl5dn3mYymZCXl4fExMQWfW+NRoOYmBjEx8e36PsQERGRb/l1j1J1dTVOnz5t/v7s2bMoKipC586d0atXL6SnpyM5ORlDhw7FsGHDsGLFCtTU1JhnwbWUtLQ0pKWloaqqCqGhoS36XkREROQ7fp0oHTp0CHfeeaf5+8bxQcnJycjOzsaUKVNQUVGBjIwMlJWVYeDAgdi+fbvFAG8iIiIid/h1ojRq1CgIIey2mT17NmbPnt1KEREREVF7ErBjlHyJY5SIiIjaByZKbkhLS8OxY8dw8OBBX4dCRERELYiJEhEREZENTJSIiIiIbGCiRERERGSDX89681cajQYajQZGo9HXoRBRgBBCQF9fBwiZzTbyoCBIJJJWjIqIHGGi5AYWnCRqeVqD1q19/suA1SlT7LYIj47B1MWvMFki8iNMlIjIL436cJSvQ2h1JSePwVBfD4VK5etQiOgKJkpE5DfUcjUGdR2EwvOFTrUf1HUQ1HJ1C0flPL3OBKNU2fB1vRFSmRH6+sZH9HI8/fYmKJSWj9709XVYnfpYK0ZKRM5iokREfkMikSDn3hynH62p5Wq/ekyVk1kA3PE6AGDXguZ11iQSCRRBKiiCbI9RIiL/w0SJiPyKRCJBsCLY6fZCCAit/cTK5GC/J+8lFQLd+4Sg7Oxlu8f2uCEUciUnGhMFGiZKbuCsNyL/IbRanBw8pOXfRwj88Mij0BZaPha8GUD0lUdujW76eg+kwb8lfHKl1K96v4jIOfzzxg1cwoQoMKkHD4ZE7d6YJqHVWk2SAEACQGbSmV8dBvaH8toOUATJzC8mSUSBiT1KRBTQJGo1og8XON3WGwnLTV/vgdROwuWt9yEi32OiREQBTSKRQBLs/Jgmb5Cq1c0eqxFR28VHb0REREQ2MFEiIiIisoGJkhs0Gg1iYmIQHx/v61CIiIioBTFRcgNnvREREbUPTJSIiIiIbGCiRERERGQDEyUiIiIiG5goEREREdnARImIiIjIBiZKRERERDYwUXID6ygRERG1D0yU3MA6SkRERO0DF8X1gBACAFBVVeXjSIjIUyat1vx11eXLkBoMLu33hL6+rsm5q6DQ6VrlWKL2qvH3duPvcXskwplWZNVPP/2EyMhIX4dBREREbvjxxx8RERFhtw0TJQ+YTCaUlJQgJCQEEonEpWOrqqoQGRmJH3/8ER07dmyhCH2vvVwn0H6uldfZtrSX6wTaz7XyOh0TQuDy5csIDw+HVGp/FBIfvXlAKpU6zEQd6dixY5v+QW7UXq4TaD/XyutsW9rLdQLt51p5nfaFhoY61Y6DuYmIiIhsYKJEREREZAMTJR8JCgpCZmYmgoKCfB1Ki2ov1wm0n2vldbYt7eU6gfZzrbxO7+JgbiIiIiIb2KNEREREZAMTJSIiIiIbmCgRERER2cBEiYiIiMgGJkotbPfu3ZgwYQLCw8MhkUiwefNmm22feuopSCQSrFixotXi8xZnrvP48eP43e9+h9DQUFxzzTWIj4/HuXPnWj9YDzi6zurqasyePRsRERFQq9WIiYnBmjVrfBOsB7KyshAfH4+QkBB07doVEydOxMmTJ5u1qaurQ1paGq677jp06NABDz74IMrLy30UsXscXecvv/yCOXPmIDo6Gmq1Gr169cIzzzyDyspKH0btHmf+TRsJITB27FiHn1n+yNnr3Lt3L+666y5cc8016NixI+644w5om6zn5++cuc6ysjJMnz4d3bt3xzXXXIPBgwfj//2//+ejiN2zevVqDBgwwFxUMjExEZ999pl5f2t8DjFRamE1NTWIi4uDRqOx2y43Nxf79u1DeHh4K0XmXY6u88yZMxgxYgT69euH/Px8fPvtt1i0aBFUKlUrR+oZR9eZnp6O7du3Y8OGDTh+/Djmzp2L2bNnY8uWLa0cqWd27dqFtLQ07Nu3D1988QX0ej3uuece1NTUmNs899xz+OSTT/DRRx9h165dKCkpwaRJk3wYtescXWdJSQlKSkrw6quv4siRI8jOzsb27dvxxBNP+Dhy1znzb9poxYoVLi/L5C+cuc69e/fi3nvvxT333IMDBw7g4MGDmD17tsOlLPyJM9c5Y8YMnDx5Elu2bEFxcTEmTZqEhx9+GIWFhT6M3DURERH461//ioKCAhw6dAh33XUX7r//fhw9ehRAK30OCWo1AERubq7F9p9++kn07NlTHDlyRERFRYnXX3+91WPzJmvXOWXKFPHYY4/5JqAWYu06Y2NjxUsvvdRs2+DBg8Vf/vKXVozM+86fPy8AiF27dgkhhPj111+FQqEQH330kbnN8ePHBQCxd+9eX4Xpsauv05oPP/xQKJVKodfrWzEy77N1rYWFhaJnz56itLTU5mdWILF2nQkJCWLhwoU+jMr7rF3nNddcI9avX9+sXefOncXbb7/d2uF5VadOncQ777zTap9DgZM+t1EmkwnTp0/HH//4R8TGxvo6nBZhMpmwdetW9O3bF0lJSejatSsSEhICrkvfGcOHD8eWLVvw888/QwiBnTt34rvvvsM999zj69A80vioqXPnzgCAgoIC6PV6jBkzxtymX79+6NWrF/bu3euTGL3h6uu01aZjx46QywN7qUxr11pbW4tHHnkEGo0G3bt391VoXnX1dZ4/fx779+9H165dMXz4cHTr1g0jR47Enj17fBmmx6z9ew4fPhybNm3CL7/8ApPJhI0bN6Kurg6jRo3yUZSeMRqN2LhxI2pqapCYmNhqn0NMlHzslVdegVwuxzPPPOPrUFrM+fPnUV1djb/+9a+49957sWPHDjzwwAOYNGkSdu3a5evwvGrVqlWIiYlBREQElEol7r33Xmg0Gtxxxx2+Ds1tJpMJc+fOxW233Yb+/fsDaBj7oFQqce211zZr261bN5SVlfkgSs9Zu86rXbhwAS+//DJSU1NbOTrvsnWtzz33HIYPH47777/fh9F5j7Xr/P777wEAL774IlJSUrB9+3YMHjwYo0ePxqlTp3wZrtts/Xt++OGH0Ov1uO666xAUFITf//73yM3NxY033ujDaF1XXFyMDh06ICgoCE899RRyc3MRExPTap9Dgf0nUYArKCjAypUrcfjw4YAdD+AMk8kEALj//vvx3HPPAQAGDhyIb775BmvWrMHIkSN9GZ5XrVq1Cvv27cOWLVsQFRWF3bt3Iy0tDeHh4c3+6gkkaWlpOHLkSMD/xe2Io+usqqrC+PHjERMTgxdffLF1g/Mya9e6ZcsWfPXVVwE1fsURa9fZ+Hn0+9//HjNnzgQADBo0CHl5eVi7di2ysrJ8EqsnbP3sLlq0CL/++iu+/PJLhIWFYfPmzXj44Yfxn//8B7fccouPonVddHQ0ioqKUFlZiX/9619ITk5u3T+yvfYQjxzCVc/7X3/9dSGRSIRMJjO/AAipVCqioqJ8Fqenrr7O+vp6IZfLxcsvv9ys3QsvvCCGDx/eytF5z9XXWVtbKxQKhfj000+btXviiSdEUlJSK0fnHWlpaSIiIkJ8//33zbbn5eUJAOLSpUvNtvfq1UssX768FSP0DlvX2aiqqkokJiaK0aNHC61W28rReZeta3322Wdtfh6NHDnSN8F6wNZ1fv/99wKAeO+995ptf/jhh8UjjzzSmiF6ha3rPH36tAAgjhw50mz76NGjxe9///vWDNHrRo8eLVJTU1vtc4iP3nxo+vTp+Pbbb1FUVGR+hYeH449//CM+//xzX4fnNUqlEvHx8RZTV7/77jtERUX5KCrv0+v10Ov1FjNnZDKZ+a/YQCGEwOzZs5Gbm4uvvvoKffr0abZ/yJAhUCgUyMvLM287efIkzp07h8TExNYO122OrhNo6Em65557oFQqsWXLloCbqdnI0bXOnz/f4vMIAF5//XWsW7fOBxG7x9F19u7dG+Hh4QH/eeToOmtrawGgTXweXc1kMqG+vr71Poe8lnKRVZcvXxaFhYWisLBQABDLly8XhYWF4ocffrDaPlBnvTm6zo8//lgoFArx1ltviVOnTolVq1YJmUwm/vOf//g4ctc4us6RI0eK2NhYsXPnTvH999+LdevWCZVKJd58800fR+6ap59+WoSGhor8/HxRWlpqftXW1prbPPXUU6JXr17iq6++EocOHRKJiYkiMTHRh1G7ztF1VlZWioSEBHHLLbeI06dPN2tjMBh8HL1rnPk3vRoCcNabM9f5+uuvi44dO4qPPvpInDp1SixcuFCoVCpx+vRpH0buGkfXqdPpxI033ihuv/12sX//fnH69Gnx6quvColEIrZu3erj6J03f/58sWvXLnH27Fnx7bffivnz5wuJRCJ27NghhGidzyEmSi1s586dAoDFKzk52Wr7QE2UnLnOd999V9x4441CpVKJuLg4sXnzZt8F7CZH11laWioef/xxER4eLlQqlYiOjhavvfaaMJlMvg3cRdauEYBYt26duY1WqxV/+MMfRKdOnURwcLB44IEHRGlpqe+CdoOj67T17w1AnD171qexu8qZf1NrxwRaouTsdWZlZYmIiAgRHBwsEhMTA+6PNmeu87vvvhOTJk0SXbt2FcHBwWLAgAEW5QL83axZs0RUVJRQKpWiS5cuYvTo0eYkSYjW+RySCCGE9/qniIiIiNoOjlEiIiIisoGJEhEREZENTJSIiIiIbGCiRERERGQDEyUiIiIiG5goEREREdnARImIiIjIBiZKRERERDYwUSIiIiKygYkSERGAkSNHQiKRYOnSpc22CyGQkJAAiUSCl156yUfREZGvMFEionZPCIHCwkJERUWhuLi42b6cnByUlJQAAAYPHuyL8IjIh5goEVG7d+rUKVy+fBnJycnNEqXLly9jwYIFePzxxwEAQ4YM8VGEROQrTJSIqN0rKChAcHAwpk2bhpMnT0Kn0wEAXn75ZQwdOhRdunRB9+7d0aNHDx9HSkStjYkSEbV7hw8fxoABAxAdHQ2VSoUTJ07g1KlTWL16NZYvX47Dhw+bH7t99dVXeO2113wcMRG1FrmvAyAi8rXGREgikWDAgAEoLi7GP//5Tzz99NO46aabUFBQgAceeAAAcNddd+Guu+7yccRE1FrYo0RE7V7THqOBAwdixYoVOHToEBYtWoS6ujqcOHHCvP93v/udxYBvImq7mCgRUbv2/fff49dffzUnQoMGDcKhQ4eQlZWFkJAQ/Pe//4XBYDAP5D5x4gT69evny5CJqBXx0RsRtWsFBQVQKpXo378/ACA5ORkTJ07EddddB6Cht6lLly6IjIzE5cuXoVKpoFAofBkyEbUiJkpE1K4dPnwY/fv3Nyc/CoUCYWFhzfYPGjQIAHD06FHExsb6JE4i8g2JEEL4OggiokDw9ttvo6KiAn/+8599HQoRtRKOUSIiclJxcbH5ER0RtQ/sUSIiIiKygT1KRERERDYwUSIiIiKygYkSERERkQ1MlIiIiIhsYKJEREREZAMTJSIiIiIbmCgRERER2cBEiYiIiMgGJkpERERENjBRIiIiIrKBiRIRERGRDUyUiIiIiGz4/5CHjeIIK0h7AAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "for z_min, z_max in z_slices:\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask4 = np.logical_and(redshift4 >= z_min, redshift4 < z_max)\n", + " magnitude_bin4 = magnitude4[z_mask4]\n", + " bins4 = np.linspace(min(magnitude_bin4), max(magnitude_bin4), 30)\n", + " dV_dz4 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV4 = np.trapz(dV_dz4, z)\n", + " dM4 = (np.max(bins4) - np.min(bins4)) / (np.size(bins4) - 1)\n", + " phi_diffsky = np.histogram(magnitude4[z_mask4], bins=bins4)[0] / dV4 / dM4\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins4[:-1],\n", + " phi_diffsky,\n", + " where=\"post\",\n", + " label=r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max),\n", + " zorder=3,\n", + " )\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"upper left\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## DC2 galaxy luminosity functions in different \n", + "## redshift bins. " + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "for z_min, z_max in z_slices:\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask3 = np.logical_and(redshift3 >= z_min, redshift3 < z_max)\n", + " magnitude_bin3 = magnitude3[z_mask3]\n", + " bins3 = np.linspace(min(magnitude_bin3), max(magnitude_bin3), 30)\n", + " dV_dz3 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV3 = np.trapz(dV_dz3, z)\n", + " dM3 = (np.max(bins3) - np.min(bins3)) / (np.size(bins3) - 1)\n", + " phi_dc2 = np.histogram(magnitude3[z_mask3], bins=bins3)[0] / dV3 / dM3\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins3[:-1],\n", + " phi_dc2,\n", + " where=\"post\",\n", + " label=r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max),\n", + " zorder=3,\n", + " )\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"upper left\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "path = os.getcwd()\n", + "new_path = path.replace(\"notebooks/validation_notebooks\", \"tests/TestData/\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/tutorial.rst b/docs/tutorial.rst new file mode 100644 index 000000000..126f96bb6 --- /dev/null +++ b/docs/tutorial.rst @@ -0,0 +1,19 @@ +================== +Tutorial Notebooks +================== + +We have included a few notebooks that are useful as tutorial and installation validation + +.. toctree:: + :maxdepth: 1 + + notebooks/agn_intrinsic_variability_tutorial.ipynb + notebooks/cluster_lens.ipynb + notebooks/galaxy_galaxy_lensing_tutorial.ipynb + notebooks/line_of_sight_tutorial.ipynb + notebooks/point_plus_extended_lensing_tutorial.ipynb + notebooks/roman_configuration.ipynb + notebooks/supernova_model_sims.ipynb + notebooks/supernovae_plus_extended_source_tutorial.ipynb + notebooks/validation_notebooks/image_validation.ipynb + notebooks/validation_notebooks/slsim_dc2_diffsky_galaxy_distribution_comparision.ipynb diff --git a/docs/usage.rst b/docs/usage.rst deleted file mode 100644 index 3aff7ef78..000000000 --- a/docs/usage.rst +++ /dev/null @@ -1,7 +0,0 @@ -===== -Usage -===== - -To use slsim in a project:: - - import slsim diff --git a/notebooks/agn_intrinsic_variability_tutorial.ipynb b/notebooks/agn_intrinsic_variability_tutorial.ipynb index addeb92a9..5962bd24e 100644 --- a/notebooks/agn_intrinsic_variability_tutorial.ipynb +++ b/notebooks/agn_intrinsic_variability_tutorial.ipynb @@ -124,7 +124,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -238,7 +238,7 @@ "metadata": {}, "outputs": [], "source": [ - "outer_radius_of_accretion_disk = 1000 # R_g = G M_bh / c^2\n", + "outer_radius_of_accretion_disk = 2000 # R_g = G M_bh / c^2\n", "corona_height = 30 # R_g\n", "r_resolution = 1000 # pixels per outer radius\n", "inclination_angle = 45 # degrees\n", @@ -269,7 +269,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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", 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", 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" ] @@ -369,6 +369,60 @@ "plt.show()" ] }, + { + "cell_type": "markdown", + "id": "5d023cdb-4419-45a6-9dbf-3084a923d142", + "metadata": {}, + "source": [ + "# We may define a reprocessing kernel using a speclite band" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "f178ecc0-05d4-4301-937d-f5a12e4f53a2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "delta_wavelength = 50 # nm, the step size in a downsampled band\n", + "filter_u = \"lsst2016-u\" # speclite band to use\n", + "filter_z = \"lsst2016-z\"\n", + "redshift = 0.2 # To convert filter to source plane wavelengths\n", + "\n", + "lsst_filter_response_u = agn_reprocessor.define_passband_response_function(\n", + " filter_u, redshift=redshift, delta_wavelength=delta_wavelength\n", + ")\n", + "lsst_filter_response_z = agn_reprocessor.define_passband_response_function(\n", + " filter_z, redshift=redshift, delta_wavelength=delta_wavelength\n", + ")\n", + "mean_u = astro_util.calculate_mean_time_lag(lsst_filter_response_u)\n", + "mean_z = astro_util.calculate_mean_time_lag(lsst_filter_response_z)\n", + "max_response = np.max([np.max(lsst_filter_response_u), np.max(lsst_filter_response_z)])\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 3))\n", + "ax.plot(lsst_filter_response_u, alpha=0.7, label=\"u band\")\n", + "ax.plot(lsst_filter_response_z, alpha=0.7, label=\"z band\")\n", + "ax.set_xlabel(\"time delay [R_g]\")\n", + "ax.set_prop_cycle(None) # reset color cycle\n", + "ax.plot([mean_u, mean_u], [0, max_response], \"--\")\n", + "ax.plot([mean_z, mean_z], [0, max_response], \"--\")\n", + "\n", + "ax.legend()\n", + "ax.set_ylabel(\"response [arb.]\")\n", + "plt.show()" + ] + }, { "cell_type": "markdown", "id": "ec8190a7-be7b-4fa8-a2ab-13d762a9e0c3", @@ -379,7 +433,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 12, "id": "349a42ce-46a7-4d5c-97ca-ca1b7f9d9e7f", "metadata": {}, "outputs": [ @@ -426,7 +480,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 13, "id": "b7f99b51-e344-43de-b9c0-90c1616715bf", "metadata": {}, "outputs": [], @@ -448,7 +502,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 14, "id": "3447110b-c015-4dd0-80a6-14d652a7355a", "metadata": {}, "outputs": [], @@ -460,7 +514,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 15, "id": "4bc0d2df-7d14-4278-982c-251567fbfb32", "metadata": {}, "outputs": [ @@ -499,13 +553,13 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 16, "id": "9c19af1e-1c98-462b-a848-5b5054e47399", "metadata": {}, "outputs": [], "source": [ "mean_magnitude = 10\n", - "magnitude_variance = 0.4\n", + "magnitude_variance_lognormal = 0.4\n", "bpl_kwarg_dict_mag_lognormal = {\n", " \"length_of_light_curve\": length_of_light_curve,\n", " \"time_resolution\": dt,\n", @@ -513,7 +567,7 @@ " \"low_frequency_slope\": low_frequency_index,\n", " \"high_frequency_slope\": high_frequency_index,\n", " \"mean_magnitude\": mean_magnitude,\n", - " \"standard_deviation\": magnitude_variance,\n", + " \"standard_deviation\": magnitude_variance_lognormal,\n", " \"normal_magnitude_variance\": False,\n", " \"seed\": random_seed,\n", "}" @@ -521,7 +575,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 17, "id": "ce6b6046-46d2-4568-84bd-9f200f6fd1d7", "metadata": {}, "outputs": [], @@ -533,13 +587,13 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 18, "id": "e8de3412-1d17-4540-aae3-225f342f1966", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -555,11 +609,11 @@ " time_axis\n", ")\n", "fig, ax = plt.subplots(figsize=(10, 4))\n", - "ax.plot(time_axis, magnitude_light_curve, label=\"normal magnitude variability\")\n", + "ax.plot(time_axis, magnitude_light_curve, label=\"normal variability\")\n", "ax.plot(\n", " time_axis,\n", " magnitude_light_curve_lognormal,\n", - " label=\"normal amplitude variability\",\n", + " label=\"lognormal variability [normal in flux]\",\n", " alpha=0.5,\n", ")\n", "ax.plot(\n", @@ -584,10 +638,472 @@ "Note that by converting fluctuations into amplitudes suppresses the brighter fluctuations and accentuates dimmer fluctuations. " ] }, + { + "cell_type": "markdown", + "id": "0aad7274-e931-4d60-9cf8-7dc78845fe36", + "metadata": {}, + "source": [ + "# Calculate many reprocessed signals from a single driving light curve" + ] + }, + { + "cell_type": "markdown", + "id": "914e7f75-6352-4bdd-849e-ec276473e475", + "metadata": {}, + "source": [ + "### Define parameters of simulation" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "e5ca865c-763d-44db-a976-703831684ee5", + "metadata": {}, + "outputs": [], + "source": [ + "# AGN parameters\n", + "outer_radius_of_accretion_disk = 2000 # R_g = G M_bh / c^2\n", + "corona_height = 0 # R_g\n", + "r_resolution = 1000 # pixels per outer radius\n", + "inclination_angle = 40 # degrees\n", + "black_hole_mass_exponent = 8.4\n", + "# Note that if M_BH <= 10^7 M_sun, outer radius must be >= 3k R_g to build a transfer function long enough to see anything.\n", + "black_hole_spin = 0.3\n", + "eddington_ratio = 0.15\n", + "redshift = 0.0\n", + "# driving signal parameters\n", + "length_of_light_curve = 1000 # Days\n", + "dt = 1 # Days\n", + "random_seed = 14\n", + "low_frequency_index = 1\n", + "high_frequency_index = 3\n", + "log_breakpoint_frequency = -1\n", + "mean_magnitude = 10\n", + "magnitude_variance = -0.4\n", + "normal_magnitude_variance = True\n", + "driving_variability_model = \"bending_power_law\"" + ] + }, + { + "cell_type": "markdown", + "id": "6d484ab8-2b04-4662-912f-8b50b4d5e3b0", + "metadata": {}, + "source": [ + "### For LSST bands" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "57009390-e1dd-44d6-b1d2-cba1a69da38d", + "metadata": {}, + "outputs": [], + "source": [ + "filters = [\n", + " \"lsst2016-u\",\n", + " \"lsst2016-g\",\n", + " \"lsst2016-r\",\n", + " \"lsst2016-i\",\n", + " \"lsst2016-z\",\n", + " \"lsst2016-y\",\n", + "]\n", + "kwarg_dictionary = {\n", + " \"r_out\": outer_radius_of_accretion_disk,\n", + " \"corona_height\": corona_height,\n", + " \"r_resolution\": r_resolution,\n", + " \"inclination_angle\": inclination_angle,\n", + " \"black_hole_mass_exponent\": black_hole_mass_exponent,\n", + " \"black_hole_spin\": black_hole_spin,\n", + " \"eddington_ratio\": eddington_ratio,\n", + " \"redshift\": redshift,\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"log_breakpoint_frequency\": log_breakpoint_frequency,\n", + " \"low_frequency_slope\": low_frequency_index,\n", + " \"high_frequency_slope\": high_frequency_index,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": magnitude_variance,\n", + " \"normal_magnitude_variance\": normal_magnitude_variance,\n", + " \"seed\": random_seed,\n", + " \"driving_variability_model\": driving_variability_model,\n", + " \"delta_wavelength\": 50,\n", + " \"speclite_filter\": filters[0],\n", + "}\n", + "variable_light_curve = variability.Variability(\n", + " \"lamppost_reprocessed\", **kwarg_dictionary\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "d6e9c2bb-f716-44b1-9b0e-704863b21a8b", + "metadata": {}, + "outputs": [], + "source": [ + "time_stamps = np.linspace(5, 1000, 5000)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "139eb850-39c4-4b4f-a2f8-c1482764bc51", + "metadata": {}, + "outputs": [], + "source": [ + "light_curves = []\n", + "for jj in range(len(filters)):\n", + " kwarg_dictionary[\"speclite_filter\"] = filters[jj]\n", + " variable_light_curve = variability.Variability(\n", + " \"lamppost_reprocessed\", **kwarg_dictionary\n", + " )\n", + " light_curve = variable_light_curve.variability_at_time(time_stamps)\n", + " light_curves.append(light_curve)" + ] + }, + { + "cell_type": "markdown", + "id": "7e71517f-8dd4-4e84-a82e-8fde29facc29", + "metadata": {}, + "source": [ + "# Plot some reprocessed light curves" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "a979f4b0-e492-4590-816c-97aeb54f9439", + "metadata": {}, + "outputs": [ + { + "data": { + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, figsize=(10, 5))\n", + "\n", + "for axis in ax:\n", + " axis.plot(time_stamps, light_curves[0])\n", + " axis.plot(time_axis, magnitude_light_curve, color=\"black\", linewidth=0.5)\n", + " axis.set_ylim(9, 11)\n", + "ax[1].set_xlabel(\"time [days]\")\n", + "fig.supylabel(\"magnitude [mag.]\")\n", + "ax[1].set_xlim(400, 600) # zoom in to see some features\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "5838400e-c219-4dcd-be07-ff7a2b3a948a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, figsize=(10, 5))\n", + "\n", + "for axis in ax:\n", + " for jj in range(len(filters)):\n", + " axis.plot(time_stamps, light_curves[jj], label=filters[jj])\n", + " axis.plot(time_axis, magnitude_light_curve, color=\"black\", linewidth=0.5)\n", + " axis.set_ylim(9, 11)\n", + " axis.legend()\n", + "ax[1].set_xlabel(\"time [days]\")\n", + "fig.supylabel(\"magnitude [mag.]\")\n", + "ax[1].set_xlim(400, 600) # zoom in to see some features\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "78a8430e-b4e6-436a-98ed-bafd8f2f5375", + "metadata": {}, + "source": [ + "### For observer frame wavelengths" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "d6d2d779-4b83-4911-8dc9-96d44c286680", + "metadata": {}, + "outputs": [], + "source": [ + "observer_frame_wavelength_in_nm = [100, 200, 500, 1000, 2000]\n", + "kwarg_dictionary_obs = {\n", + " \"r_out\": outer_radius_of_accretion_disk,\n", + " \"corona_height\": corona_height,\n", + " \"r_resolution\": r_resolution,\n", + " \"inclination_angle\": inclination_angle,\n", + " \"black_hole_mass_exponent\": black_hole_mass_exponent,\n", + " \"black_hole_spin\": black_hole_spin,\n", + " \"eddington_ratio\": eddington_ratio,\n", + " \"redshift\": redshift,\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"log_breakpoint_frequency\": log_breakpoint_frequency,\n", + " \"low_frequency_slope\": low_frequency_index,\n", + " \"high_frequency_slope\": high_frequency_index,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": magnitude_variance,\n", + " \"normal_magnitude_variance\": normal_magnitude_variance,\n", + " \"seed\": random_seed,\n", + " \"driving_variability_model\": driving_variability_model,\n", + " \"delta_wavelength\": 50,\n", + " \"obs_frame_wavelength_in_nm\": observer_frame_wavelength_in_nm,\n", + "}\n", + "\n", + "time_stamps = np.linspace(5, 1000, 750)\n", + "light_curves = []\n", + "for jj in range(len(observer_frame_wavelength_in_nm)):\n", + " kwarg_dictionary_obs[\"obs_frame_wavelength_in_nm\"] = (\n", + " observer_frame_wavelength_in_nm[jj]\n", + " )\n", + " variable_light_curves_obs = variability.Variability(\n", + " \"lamppost_reprocessed\", **kwarg_dictionary_obs\n", + " )\n", + " light_curve = variable_light_curves_obs.variability_at_time(time_stamps)\n", + " light_curves.append(light_curve)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "5da1d7f0-8cb1-49ff-be65-da95ebf3eda8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, figsize=(10, 5))\n", + "\n", + "for axis in ax:\n", + " for jj in range(len(light_curves)):\n", + " axis.plot(\n", + " time_stamps,\n", + " light_curves[jj],\n", + " label=str(observer_frame_wavelength_in_nm[jj]) + \" nm\",\n", + " )\n", + " axis.plot(time_axis, magnitude_light_curve, color=\"black\", linewidth=0.5)\n", + " axis.set_ylim(9, 11)\n", + " axis.legend(loc=1)\n", + "ax[1].set_xlabel(\"time [days]\")\n", + "fig.supylabel(\"magnitude [mag.]\")\n", + "ax[1].set_xlim(400, 600) # zoom in to see some features\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "20a2b1ec-0a7e-45a8-b642-3fe3425e0d2e", + "metadata": {}, + "source": [ + "### For rest frame wavelengths" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "a99a9bc4-c23b-4dca-ad66-fb617cb0c9e0", + "metadata": {}, + "outputs": [], + "source": [ + "rest_frame_wavelength_in_nm = [100, 200, 500, 1000, 2000]\n", + "kwarg_dictionary = {\n", + " \"r_out\": outer_radius_of_accretion_disk,\n", + " \"corona_height\": corona_height,\n", + " \"r_resolution\": r_resolution,\n", + " \"inclination_angle\": inclination_angle,\n", + " \"black_hole_mass_exponent\": black_hole_mass_exponent,\n", + " \"black_hole_spin\": black_hole_spin,\n", + " \"eddington_ratio\": eddington_ratio,\n", + " \"redshift\": redshift,\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"log_breakpoint_frequency\": log_breakpoint_frequency,\n", + " \"low_frequency_slope\": low_frequency_index,\n", + " \"high_frequency_slope\": high_frequency_index,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": magnitude_variance,\n", + " \"normal_magnitude_variance\": normal_magnitude_variance,\n", + " \"seed\": random_seed,\n", + " \"driving_variability_model\": driving_variability_model,\n", + " \"delta_wavelength\": 50,\n", + " \"rest_frame_wavelength_in_nm\": rest_frame_wavelength_in_nm,\n", + "}\n", + "\n", + "time_stamps = np.linspace(5, 1000, 750)\n", + "light_curves = []\n", + "for jj in range(len(rest_frame_wavelength_in_nm)):\n", + " kwarg_dictionary[\"rest_frame_wavelength_in_nm\"] = rest_frame_wavelength_in_nm[jj]\n", + " variable_light_curve = variability.Variability(\n", + " \"lamppost_reprocessed\", **kwarg_dictionary\n", + " )\n", + " light_curve = variable_light_curve.variability_at_time(time_stamps)\n", + " light_curves.append(light_curve)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "0278eceb-4134-4a71-b32a-6733fac65929", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, figsize=(10, 5))\n", + "\n", + "for axis in ax:\n", + " for jj in range(len(light_curves)):\n", + " axis.plot(\n", + " time_stamps,\n", + " light_curves[jj],\n", + " label=str(rest_frame_wavelength_in_nm[jj]) + \" nm\",\n", + " )\n", + " axis.plot(time_axis, magnitude_light_curve, color=\"black\", linewidth=0.5)\n", + " axis.set_ylim(9, 11)\n", + " axis.legend(loc=1)\n", + "ax[1].set_xlabel(\"time [days]\")\n", + "fig.supylabel(\"magnitude [mag.]\")\n", + "ax[1].set_xlim(400, 600) # zoom in to see some features\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c853c7b9-ef34-4d1a-9819-b02890fae927", + "metadata": {}, + "source": [ + "# Now create a user defined transfer function" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "163a43da-2684-46eb-9159-213e63b05d9e", + "metadata": {}, + "outputs": [], + "source": [ + "response_function_amplitudes = [\n", + " np.linspace(0, 1000, 1000) * np.linspace(1000, 0, 1000),\n", + " np.linspace(0, 1000, 1000),\n", + " np.linspace(1000, 0, 1000),\n", + "]\n", + "response_function_labels = [\"response 1\", \"response 2\", \"response 3\"]\n", + "kwarg_dictionary = {\n", + " \"r_out\": outer_radius_of_accretion_disk,\n", + " \"corona_height\": corona_height,\n", + " \"r_resolution\": r_resolution,\n", + " \"inclination_angle\": inclination_angle,\n", + " \"black_hole_mass_exponent\": black_hole_mass_exponent,\n", + " \"black_hole_spin\": black_hole_spin,\n", + " \"eddington_ratio\": eddington_ratio,\n", + " \"redshift\": redshift,\n", + " \"length_of_light_curve\": length_of_light_curve,\n", + " \"time_resolution\": dt,\n", + " \"log_breakpoint_frequency\": log_breakpoint_frequency,\n", + " \"low_frequency_slope\": low_frequency_index,\n", + " \"high_frequency_slope\": high_frequency_index,\n", + " \"mean_magnitude\": mean_magnitude,\n", + " \"standard_deviation\": magnitude_variance,\n", + " \"normal_magnitude_variance\": normal_magnitude_variance,\n", + " \"seed\": random_seed,\n", + " \"driving_variability_model\": driving_variability_model,\n", + " \"delta_wavelength\": 50,\n", + " \"response_function_amplitudes\": response_function_amplitudes,\n", + "}\n", + "\n", + "time_stamps = np.linspace(5, 1000, 750)\n", + "light_curves = []\n", + "for jj in range(len(response_function_amplitudes)):\n", + " kwarg_dictionary[\"response_function_amplitudes\"] = response_function_amplitudes[jj]\n", + " variable_light_curve = variability.Variability(\n", + " \"lamppost_reprocessed\", **kwarg_dictionary\n", + " )\n", + " light_curve = variable_light_curve.variability_at_time(time_stamps)\n", + " light_curves.append(light_curve)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "3598774f-7e46-490e-81a9-ead9eafaffec", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, figsize=(10, 5))\n", + "\n", + "for axis in ax:\n", + " for jj in range(len(light_curves)):\n", + " axis.plot(time_stamps, light_curves[jj], label=response_function_labels[jj])\n", + " axis.plot(time_axis, magnitude_light_curve, color=\"black\", linewidth=0.5)\n", + " axis.set_ylim(9, 11)\n", + " axis.legend(loc=1)\n", + "ax[1].set_xlabel(\"time [days]\")\n", + "fig.supylabel(\"magnitude [mag.]\")\n", + "ax[1].set_xlim(400, 600) # zoom in to see some features\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "52d7e15c-423b-49c9-be3a-a9034ba658c5", + "metadata": {}, + "source": [ + "## Note that all signals above are in the source plane! " + ] + }, { "cell_type": "code", "execution_count": null, - "id": "14f300ec-73ec-475e-92b8-334f3b3c1d22", + "id": "7fd3bd2e-67b3-4940-9665-21fd3d3c3dfb", "metadata": {}, "outputs": [], "source": [] diff --git a/notebooks/cluster_lens.ipynb b/notebooks/cluster_lens.ipynb index c73fb8998..202fc3acd 100644 --- a/notebooks/cluster_lens.ipynb +++ b/notebooks/cluster_lens.ipynb @@ -10,13 +10,13 @@ "This notebook shows the current progress in the group and cluster scale simulations.\n", "\n", "Implemented:\n", - "* NFWCluster deflector class: a NFW halo and subhalos that can be any deflector, accesible through the Deflector interface\n", + "* NFWCluster deflector class: a NFW halo and EPL subhalos\n", "* Integration with Lens interface to simulate lens related quanities.\n", + "* Use cluster catalog to build a cluster lens population\n", + "* Generate a cluster lens population with LensPop\n", "\n", - "Not (yet) implemented:\n", - "* Draw halo and subhalo population\n", - "* Catalog of cluster halos and cluster members\n", - "* Integration with LensPop" + "Not yet implemented:\n", + "* Realistic halo population based on halo mass distribution instead of catalogs" ] }, { @@ -30,25 +30,23 @@ { "cell_type": "code", "execution_count": 1, - "id": "db69cd01-ebfc-452a-ad70-3b152e7c79e6", + "id": "938c95dc-1a72-4c22-bfef-143d336dec27", "metadata": {}, "outputs": [], "source": [ - "from slsim.Deflectors.deflector import Deflector\n", - "from slsim.lens import Lens\n", + "import slsim.Sources as sources\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Deflectors as deflectors\n", + "\n", "from slsim.lens_pop import LensPop\n", - "from slsim.image_simulation import simulate_image, rgb_image_from_image_list\n", "\n", - "from astropy.cosmology import FlatLambdaCDM\n", + "from slsim.Plots.lens_plots import LensingPlots\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", - "from astropy.table import Table, vstack, hstack\n", - "from astropy import units as u\n", - "from lenstronomy.Util import param_util\n", - "from scipy.spatial.distance import cdist\n", - "\n", - "from matplotlib.patches import Ellipse" + "from astropy.units import Quantity\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.table import Table" ] }, { @@ -56,7 +54,7 @@ "id": "f63d103f-15b7-460d-97d7-beeb116e6421", "metadata": {}, "source": [ - "Generate a population of sources and elliptical deflectors" + "Generate a population of sources and red galaxies to be used as cluster members" ] }, { @@ -66,641 +64,211 @@ "metadata": {}, "outputs": [], "source": [ - "np.random.seed(0)" + "np.random.seed(1)" ] }, { "cell_type": "code", "execution_count": 3, - "id": "1a749fac-e1d6-43ee-99aa-2368373955a6", + "id": "43cea96b-b72a-4831-8697-f135ba2b62de", "metadata": {}, "outputs": [], "source": [ - "# define a cosmology\n", "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", "\n", - "# define a sky area\n", - "sky_area = u.Quantity(value=0.1, unit=\"deg2\")\n", - "\n", + "sky_area = Quantity(value=0.05, unit=\"deg2\")\n", "\n", - "# define limits in the intrinsic deflector and source population (in addition to the skypy config\n", - "# file)\n", - "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 26, \"z_min\": 0.01, \"z_max\": 2.5}\n", - "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 26, \"z_min\": 0.1, \"z_max\": 5.0}\n", + "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.2, \"z_max\": 1.0}\n", + "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.21, \"z_max\": 5.0}\n", "\n", - "# run skypy pipeline and make galaxy-galaxy population class using LensPop\n", - "gg_lens_pop = LensPop(\n", - " deflector_type=\"elliptical\",\n", - " source_type=\"galaxies\",\n", - " kwargs_deflector_cut=kwargs_deflector_cut,\n", - " kwargs_source_cut=kwargs_source_cut,\n", - " kwargs_mass2light=None,\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", " skypy_config=None,\n", " sky_area=sky_area,\n", + " filters=None,\n", + ")\n", + "source_galaxies = sources.Galaxies(\n", + " galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_source_cut,\n", " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + " catalog_type=\"skypy\",\n", ")" ] }, { "cell_type": "markdown", - "id": "ac4fa562-827c-4a90-b639-a3fbda39a9f2", - "metadata": {}, - "source": [ - "## Basic Example\n", - "\n", - "This example shows the implemented features. It generates a lens from an slsim sampled source, and a halo + subhalos with manually set parameters. It is not intended to be a realistic cluster." - ] - }, - { - "cell_type": "markdown", - "id": "0d77e9dc-e507-45bb-9e41-b0a5d1080128", + "id": "026b242c-5d1a-49e3-a300-c68930cd8150", "metadata": {}, "source": [ - "Set seed for reproduction" + "Load a cluster catalog. This is an example of a few clusters from redMaPPer" ] }, { "cell_type": "code", "execution_count": 4, - "id": "227e8442-d713-45a8-a6db-be4c1381cdf6", + "id": "95b8e3ca-a9e0-4a58-8ad7-b2d51f77d9b6", "metadata": {}, "outputs": [], "source": [ - "np.random.seed(3)" + "cluster_catalog = Table.read(\"../data/redMaPPer/clusters_example.fits\")\n", + "members_catalog = Table.read(\"../data/redMaPPer/members_example.fits\")" ] }, { "cell_type": "markdown", - "id": "758f43f6-5929-44ff-8f6b-35786ba10ebf", + "id": "8c3b8fc2-5677-4bad-b26d-5f83eb35edcb", "metadata": {}, "source": [ - "Halo parameters:" + "Cluster has redshift and richness. A NFW halo is used to describe its mass based on a mass-richness relation." ] }, { "cell_type": "code", "execution_count": 5, - "id": "b552db1b-5996-4d97-8cf1-e2eecf383f94", - "metadata": {}, - "outputs": [], - "source": [ - "halo_dict = {\n", - " \"halo_mass\": 1e14,\n", - " \"concentration\": 5,\n", - " \"e1_mass\": 0.1,\n", - " \"e2_mass\": -0.1,\n", - " \"z\": 0.42,\n", - "}" - ] - }, - { - "cell_type": "markdown", - "id": "a19e5249-ca68-450f-9492-5da5d7f68b5f", - "metadata": {}, - "source": [ - "A random sample of deflectors as subhalos:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "24d168d4-d64d-4473-8189-b44cc9307572", + "id": "44b192f1-fbaf-497d-81b1-66a49ffcd0ed", "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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0.357742197708797-17.700164743142040.11749415182192821 .. 0.00099637059188949850.092475424652424680.225172354120096458172885735.9472442.1789243925349325e-0724.55832075353514623.17465455234582422.6035016878848922.27300729138005822.085215345311457239.485347812618130.0234164866441432080.039984807160732470.088181949612030640.23935392522010144.0-1.4313058824457068-1.2971386999655654
0.43321408312382476-21.6248905977036760.08464660764530811 .. 0.00090064451612373720.210601429726903852.3919434702572593260035388352.96562.058095711291011e-0621.00055784490024319.92680322324476819.3304985662180719.01099168621368618.79413875740036276.910218445291430.105905813832651810.0111862716764030.012359011772878920.00086614016059798524.00.59133352874650819.373582206571212
0.40664485199633355-20.3239237199192860.04239681022192635 .. 0.0006429789184526460.32249553431383681.404950486715550282384629856.098111.2551227098076372e-0622.47027430045213220.99032540007169720.3952837248807920.06514454751023619.87646729406098256.2982137470725-0.0290372786047146770.1631091572224996-0.019279750040648650.100694377964713384.07.3695161120113845.00295994058848
0.4376178752381092-18.79360062524790.14206729280250247 .. 0.00166254099609517070.16470232034672170.425400109516700920230857612.758853.6388064941698217e-0724.2187230609285122.79910454619301422.14635237863257821.7939598266516321.565756843217763243.85574045984882-0.07541363864848340.03446838704341557-0.0181109454921803350.0089485049393253574.0-5.005510169566389-2.681860992222449
0.4099796727538578-16.5121415752633640.030875540197497997 .. 0.00022036147333511390.085138936003368050.116863255401985122792649800.87518071.038882899755727e-0726.3954932072787324.8302983651722324.18221028577788823.84050309375899323.65161860291757236.99130742917959-0.04249659567228350.0035772494809909310.09694801706010811-0.0171008073404092144.07.6440465411053559.268773948886318
0.4127768279274331-15.7213440320292770.07559942601411682 .. 0.000274496065645578760.266686682809988750.29850396733228581283273119.24104832.642817163990263e-0727.0426296093457825.6501365708085725.02227924190363224.6809954994505124.48110194359954235.93973169995965-0.03820392112039080.1303179954461028-0.0163117961459994140.075707783508774544.016.833942804162128-6.2521801083342154
0.43371538809999644-19.9064968339270860.1330919972384299 .. 0.00098325749157584230.081637128296556340.638891858618305746629527232.03935.493502154531822e-0722.8063612356777221.64547454324097221.08360473043468620.77394510871699420.535144539362967249.688294408392660.025357417048465660.0320738516738493660.112672804866140650.160643885459985654.0-3.0834953283783717-6.801424536872165
0.4470202859737583-21.258083492089640.03378577389732713 .. 0.0005074037326770160.342141000470442052.381466544421677219084869701.218542.012277977759689e-0621.85988572141898720.42502138134415519.70774715777286819.3527367324795619.15103583581944273.013723750120850.16408640886164540.064732085375738340.108433362761888610.0526784278237035154.0-4.1362056818869293.5504779276895233
\n", + "\n", + "\n", + "\n", + "\n", + "\n", "
cluster_idrichnessz
int16float32float32
26644.3000.7447
35633.6400.4202
21753.0900.4392
" ], "text/plain": [ - "\n", - " z M coeff ... center_x center_y \n", - " ... \n", - " float64 float64 float64[5] ... float64 float64 \n", - "------------------- ------------------- --------------------------------------------- ... ------------------- -------------------\n", - "0.40961161750606623 -17.74659351948313 0.014461312431650886 .. 0.0017553671438891554 ... 2.1991997927160987 3.919514530899428\n", - " 0.4116468964498543 -21.33484897934431 0.23285635798664925 .. 0.0006941668698218637 ... 0.8693181053414824 0.8279203242106586\n", - " 0.357742197708797 -17.70016474314204 0.11749415182192821 .. 0.0009963705918894985 ... -1.4313058824457068 -1.2971386999655654\n", - "0.43321408312382476 -21.624890597703676 0.08464660764530811 .. 0.0009006445161237372 ... 0.5913335287465081 9.373582206571212\n", - "0.40664485199633355 -20.323923719919286 0.04239681022192635 .. 0.000642978918452646 ... 7.369516112011384 5.00295994058848\n", - " 0.4376178752381092 -18.7936006252479 0.14206729280250247 .. 0.0016625409960951707 ... -5.005510169566389 -2.681860992222449\n", - " 0.4099796727538578 -16.512141575263364 0.030875540197497997 .. 0.0002203614733351139 ... 7.644046541105355 9.268773948886318\n", - " 0.4127768279274331 -15.721344032029277 0.07559942601411682 .. 0.00027449606564557876 ... 16.833942804162128 -6.2521801083342154\n", - "0.43371538809999644 -19.906496833927086 0.1330919972384299 .. 0.0009832574915758423 ... -3.0834953283783717 -6.801424536872165\n", - " 0.4470202859737583 -21.25808349208964 0.03378577389732713 .. 0.000507403732677016 ... -4.136205681886929 3.5504779276895233" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "subhalos_table = Table.read(\"../tests/TestData/subhalos_table.fits\")\n", - "subhalos_table" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "8209473b-92c6-447b-b477-448786a1ec87", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "10" + "
\n", + "cluster_id richness z \n", + " int16 float32 float32\n", + "---------- -------- -------\n", + " 266 44.300 0.7447\n", + " 356 33.640 0.4202\n", + " 217 53.090 0.4392" ] }, - "execution_count": 7, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "subhalos_list = [\n", - " Deflector(deflector_type=\"EPL\", deflector_dict=subhalo)\n", - " for subhalo in subhalos_table\n", - "]\n", - "len(subhalos_list)" + "cluster_catalog[:3]" ] }, { "cell_type": "markdown", - "id": "bfd14a15-ed27-452e-921d-1e3da2dbfb82", - "metadata": {}, - "source": [ - "Initialize a ClusterLens object to combine the components into a Lenstronomy model.\n", - "\n", - "Draw sources until find a valid lens" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "66990692-366d-4c27-9f84-6700ea5a7e8d", + "id": "4947a9c5-f6e1-4fc3-8795-5007c8cc0742", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "valid!\n" - ] - } - ], "source": [ - "max_try = 100\n", - "i = 0\n", - "while i < max_try:\n", - " source_dict = gg_lens_pop._sources.draw_source()\n", - "\n", - " cluster_lens = Lens(\n", - " source_dict=source_dict,\n", - " deflector_dict=halo_dict,\n", - " deflector_kwargs={\"subhalos_list\": subhalos_list},\n", - " deflector_type=\"NFW_CLUSTER\",\n", - " lens_equation_solver=\"lenstronomy_default\",\n", - " cosmo=cosmo,\n", - " )\n", - " i += 1\n", - " if cluster_lens.validity_test(max_image_separation=50.0):\n", - " print(\"valid!\")\n", - " break" + "We use real members to distribute the subhalos. To each member we assign a SkyPyPipeline red galaxy based on magnitudes and redshift to build EPL subhalos." ] }, { "cell_type": "code", - "execution_count": 9, - "id": "682a7fca-a706-4961-b378-3596df246c63", - "metadata": {}, + "execution_count": 6, + "id": "1520d347-72f6-478f-b577-fc97c13f2953", + "metadata": { + "scrolled": true + }, "outputs": [ { "data": { + "text/html": [ + "
Table length=3\n", + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
cluster_idmember_idradecmag_gmag_rmag_imag_z
int16int64float64float64float32float32float32float32
7292908868670.210811-47.79970421.84420.71020.27920.009
7292908914370.247586-47.79675921.62420.06019.57819.279
7292908991870.186850-47.78676822.16720.74620.30220.026
" + ], "text/plain": [ - "16.814567035135138" + "\n", + "cluster_id member_id ra dec mag_g mag_r mag_i mag_z \n", + " int16 int64 float64 float64 float32 float32 float32 float32\n", + "---------- ---------- ---------- ---------- ------- ------- ------- -------\n", + " 7 2929088686 70.210811 -47.799704 21.844 20.710 20.279 20.009\n", + " 7 2929089143 70.247586 -47.796759 21.624 20.060 19.578 19.279\n", + " 7 2929089918 70.186850 -47.786768 22.167 20.746 20.302 20.026" ] }, - "execution_count": 9, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "cluster_lens.einstein_radius_deflector" - ] - }, - { - "cell_type": "markdown", - "id": "85493ea0-73db-499b-9452-cff5c34647c6", - "metadata": {}, - "source": [ - "Visualize the result" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "191e0ee3-ead0-41e8-ac35-c0acbe449b92", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "img_g = simulate_image(cluster_lens, \"g\", 200)\n", - "img_r = simulate_image(cluster_lens, \"r\", 200)\n", - "img_i = simulate_image(cluster_lens, \"i\", 200)\n", - "img_rgb = rgb_image_from_image_list([img_i, img_r, img_g], 2)\n", - "plt.imshow(img_rgb, origin=\"lower\")\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "cbe4ebae-70d1-4ecf-97b6-940eefa36bba", - "metadata": {}, - "source": [ - "## Example drawing redMaPPer cluster\n", - "\n", - "Draw a cluster from DES redMaPPer catalog and assign an slsim deflector for each cluster member and a cluster-sized halo based in scaling relations.\n", - "\n", - "This feature is not yet implemented in slsim, but is a possible way of making realistic cluster lenses." - ] - }, - { - "cell_type": "markdown", - "id": "f527e78a-b0d9-46eb-a7e8-ff095e7dc966", - "metadata": {}, - "source": [ - "Set seed for reproduction" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "75500121-d82e-44ff-a4bf-0e729bcf77ff", - "metadata": {}, - "outputs": [], - "source": [ - "np.random.seed(0)" - ] - }, - { - "cell_type": "markdown", - "id": "24914ec5-6eef-4cd3-8ce6-8864cf6aa489", - "metadata": {}, - "source": [ - "redMaPPer cluster catalog" + "members_catalog[:3]" ] }, { "cell_type": "code", - "execution_count": 12, - "id": "f1d46c60-2476-4e3c-8ed7-c8876409c3ca", - "metadata": {}, - "outputs": [], - "source": [ - "clusters = Table.read(\"../data/redMaPPer/clusters_example.fits\")\n", - "members = Table.read(\"../data/redMaPPer/members_example.fits\")" - ] - }, - { - "cell_type": "markdown", - "id": "30818d3d-89f9-4f52-bae4-142808634357", - "metadata": {}, - "source": [ - "Draw a cluster as an example" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "9db92104-3de4-4f18-97dc-e59c1aee48cf", - "metadata": {}, - "outputs": [], - "source": [ - "cluster_id = np.random.choice(clusters[\"ID\"])\n", - "cluster_data = clusters[clusters[\"ID\"] == cluster_id][0]\n", - "members_data = members[members[\"ID\"] == cluster_id]\n", - "members_data.sort(\"R\") # sort by distance to the center" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "cd094771-a4e9-4e58-8af8-15b9e02a7af3", + "execution_count": 7, + "id": "c76b4396-f513-45bb-b343-f0c609caf47a", "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "209" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/felipe/Documents/slsim/slsim/Deflectors/cluster_deflectors.py:66: UserWarning: Angular size is converted to arcsec because provided input_catalog_type is skypy. If this is not correct, please refer to the documentation of the class you are using\n", + " galaxy_list = param_util.catalog_with_angular_size_in_arcsec(\n" + ] } ], "source": [ - "cluster_id" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "c32e92da-0caf-4032-b4cf-57ce1c14aecb", - "metadata": {}, - "outputs": [], - "source": [ - "_bcgs_ids = [cluster_data[f\"ID{i}\"] for i in range(4)]\n", - "_bcgs_iprobs = [cluster_data[f\"PCen{i}\"] for i in range(4)]\n", - "_bcgs_iprobs = np.array(_bcgs_iprobs) / np.sum(_bcgs_iprobs)\n", - "bcg_id = np.random.choice(_bcgs_ids, p=_bcgs_iprobs)\n", - "bcg_data = members_data[members_data[\"ObjID\"] == bcg_id]" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "94fd5dc5-522e-4e9d-bf6d-d2f7c081c212", - "metadata": {}, - "outputs": [], - "source": [ - "members_data[\"center_x\"] = (members_data[\"RAJ2000\"] - bcg_data[\"RAJ2000\"]) * u.deg.to(\n", - " u.arcsec\n", - ")\n", - "members_data[\"center_y\"] = (members_data[\"DEJ2000\"] - bcg_data[\"DEJ2000\"]) * u.deg.to(\n", - " u.arcsec\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "677f9c0c-3f22-48b4-961b-410745c77b54", - "metadata": {}, - "outputs": [], - "source": [ - "members_data = members_data[\n", - " \"ID\", \"ObjID\", \"PMem\", \"R\", \"center_x\", \"center_y\", \"gmag\", \"rmag\", \"imag\", \"zmag\"\n", - "]\n", - "members_data.rename_columns(\n", - " [\"gmag\", \"rmag\", \"imag\", \"zmag\"], [\"mag_g\", \"mag_r\", \"mag_i\", \"mag_z\"]\n", + "lens_clusters = deflectors.ClusterDeflectors(\n", + " cluster_list=cluster_catalog,\n", + " members_list=members_catalog,\n", + " galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", + " kwargs_mass2light={},\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", ")" ] }, - { - "cell_type": "markdown", - "id": "537cc93c-2b17-437c-8272-bd537eea583d", - "metadata": {}, - "source": [ - "Draw some deflectors" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "f4e4414a-9027-4738-ba16-69acc9f660fa", - "metadata": {}, - "outputs": [], - "source": [ - "n_deflectors = 5000\n", - "deflectors_table = []\n", - "for _ in range(n_deflectors):\n", - " deflectors_table.append(gg_lens_pop._lens_galaxies.draw_deflector())\n", - "deflectors_table = vstack(deflectors_table)" - ] - }, - { - "cell_type": "markdown", - "id": "3dcf537a-7d4f-4d5c-b152-ccb1de11843b", - "metadata": {}, - "source": [ - "Assign a deflector for each cluster member based on magnitude and color" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "6d8842c0-6ee7-4123-8763-13cae72fce59", - "metadata": {}, - "outputs": [], - "source": [ - "def assing_similar_deflector(\n", - " members_table, deflectors_table, cluster_z, cosmo=None, bands=(\"g\", \"r\", \"i\", \"z\")\n", - "):\n", - " mag_members = [members_table[f\"mag_{b}\"].data for b in bands]\n", - " mag_deflectors = [deflectors_table[f\"mag_{b}\"].data for b in bands]\n", - " dist_mod_members = (\n", - " -5\n", - " * np.log10(cosmo.luminosity_distance(cluster_z) / (10 * u.pc))\n", - " * np.ones(len(members_table))\n", - " )\n", - " dist_mod_deflectors = -5 * np.log10(\n", - " cosmo.luminosity_distance(deflectors_table[\"z\"].data) / (10 * u.pc)\n", - " )\n", - " distance = cdist(\n", - " np.stack([*mag_members, dist_mod_members], axis=1),\n", - " np.stack([*mag_deflectors, dist_mod_deflectors], axis=1),\n", - " metric=\"euclidean\",\n", - " )\n", - " nearest_neighbors_indices = distance.argmin(axis=1)\n", - " similar_deflectors = deflectors_table[nearest_neighbors_indices]\n", - " return similar_deflectors" - ] - }, { "cell_type": "code", - "execution_count": 20, - "id": "e63b4cd3-9e25-41b5-b495-28f750051fea", + "execution_count": 8, + "id": "e542dfc9-39bc-4a9c-93b1-8473275dbdaa", "metadata": {}, "outputs": [], "source": [ - "subhalos_table = assing_similar_deflector(\n", - " members_data,\n", - " deflectors_table,\n", - " cluster_data[\"zlambda\"],\n", + "lenspop = LensPop(\n", + " deflector_population=lens_clusters,\n", + " source_population=source_galaxies,\n", " cosmo=cosmo,\n", - " bands=(\"g\", \"r\", \"i\", \"z\"),\n", - ")\n", - "subhalos_table = hstack(\n", - " [subhalos_table, members_data[\"ID\", \"ObjID\", \"PMem\", \"center_x\", \"center_y\"]]\n", + " sky_area=sky_area,\n", ")" ] }, - { - "cell_type": "code", - "execution_count": 21, - "id": "fa2167ac-0ded-4337-88d4-62eaf2152bf8", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plt.hist(subhalos_table[\"z\"], bins=\"auto\", label=\"deflectors\")\n", - "plt.axvline(cluster_data[\"zlambda\"], c=\"r\", ls=\"--\", label=\"cluster\")\n", - "plt.xlabel(\"redshift\")\n", - "plt.legend()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "2cace81f-3815-4a92-9e46-48d31921c348", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plt.scatter(members_data[\"mag_g\"], subhalos_table[\"mag_g\"], label=\"g\")\n", - "plt.scatter(members_data[\"mag_r\"], subhalos_table[\"mag_r\"], label=\"r\")\n", - "plt.scatter(members_data[\"mag_i\"], subhalos_table[\"mag_i\"], label=\"i\")\n", - "plt.scatter(members_data[\"mag_z\"], subhalos_table[\"mag_z\"], label=\"z\")\n", - "plt.plot(np.linspace(17, 27), np.linspace(17, 27), \"k--\")\n", - "plt.xlabel(\"member mag\")\n", - "plt.ylabel(\"deflector mag\")\n", - "plt.legend()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "4e92cc55-eaa8-4737-b41a-0850ffbb618f", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plt.scatter(\n", - " members_data[\"mag_g\"] - members_data[\"mag_r\"],\n", - " subhalos_table[\"mag_g\"] - subhalos_table[\"mag_r\"],\n", - " label=\"g - r\",\n", - ")\n", - "plt.scatter(\n", - " members_data[\"mag_r\"] - members_data[\"mag_i\"],\n", - " subhalos_table[\"mag_r\"] - subhalos_table[\"mag_i\"],\n", - " label=\"r - i\",\n", - ")\n", - "plt.scatter(\n", - " members_data[\"mag_i\"] - members_data[\"mag_z\"],\n", - " subhalos_table[\"mag_i\"] - subhalos_table[\"mag_z\"],\n", - " label=\"i - z\",\n", - ")\n", - "plt.plot(np.linspace(0, 3.5), np.linspace(0, 3.5), \"k--\")\n", - "plt.xlabel(\"member color\")\n", - "plt.ylabel(\"deflector color\")\n", - "plt.legend()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "7b7cd5f2-0c22-41fd-beff-5027f19e45e3", - "metadata": {}, - "source": [ - "We have to assign a halo to the cluster. By now we set the halo mass and concentration by hand, the ellipticity is chosen based on the distribution of the subhalos." - ] - }, { "cell_type": "markdown", - "id": "ec6f7e9e-db93-4c0e-ae48-d616376c5522", + "id": "cf976223-ae43-41fb-9266-213312db5943", "metadata": {}, "source": [ - "Set the halo ellipticity from subhalo distribution, weighted by stellar mass:" + "## Generate images of random lenses" ] }, { "cell_type": "code", - "execution_count": 24, - "id": "7d01b641-cdcc-4541-8674-7752bd92a363", - "metadata": {}, - "outputs": [], - "source": [ - "cov_matrix = np.cov(\n", - " np.stack([subhalos_table[\"center_x\"], subhalos_table[\"center_y\"]], axis=1),\n", - " aweights=subhalos_table[\"stellar_mass\"],\n", - " rowvar=False,\n", - ")\n", - "eigenvalues, eigenvectors = np.linalg.eigh(cov_matrix)\n", - "largest_eigenvector = eigenvectors[:, np.argmax(eigenvalues)]\n", - "phi = np.arctan2(largest_eigenvector[1], largest_eigenvector[0])\n", - "q = np.sqrt(np.min(eigenvalues) / np.max(eigenvalues))\n", - "e1, e2 = param_util.phi_q2_ellipticity(phi, q)" - ] - }, - { - "cell_type": "markdown", - "id": "bb8f09a5-d1b1-4d2e-a5a7-5655612fbdfc", - "metadata": {}, - "source": [ - "Visualize the members distribution, along with an ellipse describing the shape of the halo" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "92e475b0-8de3-4071-bfb5-ebb93a45ea8c", - "metadata": {}, + "execution_count": 9, + "id": "616d31aa-0f4d-41fa-a7cf-a52c5dd83e38", + "metadata": { + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -708,192 +276,23 @@ } ], "source": [ - "plt.scatter(\n", - " subhalos_table[\"center_x\"],\n", - " subhalos_table[\"center_y\"],\n", - " s=subhalos_table[\"physical_size\"] * 10,\n", - " c=subhalos_table[\"stellar_mass\"],\n", - " cmap=\"Oranges\",\n", - ")\n", - "plt.gca().add_patch(\n", - " Ellipse(\n", - " (0, 0), 400, 400 * q, angle=np.rad2deg(phi), facecolor=\"none\", edgecolor=\"k\"\n", - " )\n", - ")\n", - "plt.xlabel(\"ra [arcsec]\")\n", - "plt.ylabel(\"dec [arcsec]\")\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "5f8a3c54-9e82-4f64-b93a-f33fc44b0e54", - "metadata": {}, - "source": [ - "Halo NFW parameters, the mass and concetration are arbitrary:" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "id": "a069331b-b56c-4039-9a70-17ecdeee26e5", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "halo_mass: 2.00e+14\n", - "concentration: 5.00e+00\n", - "e1_mass: 2.17e-01\n", - "e2_mass: 1.66e-01\n", - "z: 5.74e-01\n" - ] - } - ], - "source": [ - "halo_dict = {\n", - " \"halo_mass\": 2e14, # TODO: assign mass based on halo mass function + mass-richness relation\n", - " \"concentration\": 5, # TODO: set concentration from mass-redshift-concentration relation\n", - " \"e1_mass\": e1,\n", - " \"e2_mass\": e2,\n", - " \"z\": cluster_data[\"zlambda\"],\n", + "# make some cuts in the image separations and limited magnitudes of the arc\n", + "kwargs_lens_cut_plot = {\n", + " \"min_image_separation\": 2.0,\n", + " \"max_image_separation\": 30.0,\n", + " \"mag_arc_limit\": {\"g\": 22, \"r\": 22, \"i\": 22},\n", "}\n", "\n", - "for k, v in halo_dict.items():\n", - " print(f\"{k}: {v:1.2e}\")" - ] - }, - { - "cell_type": "markdown", - "id": "ae1434cd-0887-4378-96e2-6b73038cd2c0", - "metadata": {}, - "source": [ - "Initialize the subhalos as deflectors" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "deb6e6ca-c949-45c7-8bfc-a578c5d25d4e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "73" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "subhalos_list = [\n", - " Deflector(deflector_type=\"EPL\", deflector_dict=subhalo)\n", - " for subhalo in subhalos_table\n", - "]\n", - "len(subhalos_list)" - ] - }, - { - "cell_type": "markdown", - "id": "113d9fff-5143-43f5-bea8-6ca3e4dae284", - "metadata": {}, - "source": [ - "Initialize a ClusterLens object to combine the components into a Lenstronomy model.\n", - "\n", - "Draw sources until find a valid lens" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "847045ee-1472-4b08-8f7f-5ef9b3724af3", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "valid!\n" - ] - } - ], - "source": [ - "max_try = 100\n", - "i = 0\n", - "while i < max_try:\n", - " source_dict = gg_lens_pop._sources.draw_source()\n", + "cluster_lens_plot = LensingPlots(lenspop, num_pix=200, coadd_years=10)\n", "\n", - " cluster_lens = Lens(\n", - " source_dict=source_dict,\n", - " deflector_dict=halo_dict,\n", - " deflector_kwargs={\"subhalos_list\": subhalos_list},\n", - " deflector_type=\"NFW_CLUSTER\",\n", - " lens_equation_solver=\"lenstronomy_default\",\n", - " cosmo=cosmo,\n", - " )\n", - " i += 1\n", - " if cluster_lens.validity_test(max_image_separation=100.0):\n", - " print(\"valid!\")\n", - " break\n", - "assert cluster_lens.validity_test(max_image_separation=100.0)" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "44855ce2-9817-47bb-a483-b6b627e74031", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "20.71656848859826" - ] - }, - "execution_count": 29, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cluster_lens.einstein_radius_deflector" - ] - }, - { - "cell_type": "markdown", - "id": "0be95cad-6e13-4c5f-92e6-f4d3640fb149", - "metadata": {}, - "source": [ - "Visualize the result" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "id": "73b481d2-3a4a-4427-81c2-85e53e22327d", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "img_g = simulate_image(cluster_lens, \"g\", 400)\n", - "img_r = simulate_image(cluster_lens, \"r\", 400)\n", - "img_i = simulate_image(cluster_lens, \"i\", 400)\n", - "img_rgb = rgb_image_from_image_list([img_i, img_r, img_g], 2)\n", - "plt.imshow(img_rgb, origin=\"lower\")\n", + "# generate montage indicating which bands are used for the rgb color image\n", + "fig, axes = cluster_lens_plot.plot_montage(\n", + " rgb_band_list=[\"i\", \"r\", \"g\"],\n", + " add_noise=True,\n", + " n_horizont=5,\n", + " n_vertical=3,\n", + " kwargs_lens_cut=kwargs_lens_cut_plot,\n", + ")\n", "plt.show()" ] } diff --git a/notebooks/galaxy_galaxy_lensing_tutorial.ipynb b/notebooks/galaxy_galaxy_lensing_tutorial.ipynb index f0a2bf8c4..74dfb3e47 100644 --- a/notebooks/galaxy_galaxy_lensing_tutorial.ipynb +++ b/notebooks/galaxy_galaxy_lensing_tutorial.ipynb @@ -2,18 +2,9 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/padmavenkatraman/Documents/StrongLensing/silver/lib/python3.11/site-packages/numba/core/decorators.py:262: NumbaDeprecationWarning: numba.generated_jit is deprecated. Please see the documentation at: https://numba.readthedocs.io/en/stable/reference/deprecation.html#deprecation-of-generated-jit for more information and advice on a suitable replacement.\n", - " warnings.warn(msg, NumbaDeprecationWarning)\n" - ] - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "from astropy.cosmology import FlatLambdaCDM\n", @@ -21,7 +12,10 @@ "from slsim.lens_pop import LensPop\n", "from slsim.Plots.lens_plots import LensingPlots\n", "import numpy as np\n", - "import corner" + "import corner\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Sources as sources\n", + "import slsim.Deflectors as deflectors" ] }, { @@ -61,7 +55,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2023-07-10T22:02:02.025669Z", @@ -72,21 +66,7 @@ }, "tags": [] }, - "outputs": [ - { - "ename": "TypeError", - "evalue": "DeflectorBase.__init__() got an unexpected keyword argument 'deflector_table'", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", - "\u001b[1;32m/Users/padmavenkatraman/Documents/StrongLensing/slsim/notebooks/galaxy_galaxy_lensing_tutorial.ipynb Cell 4\u001b[0m line \u001b[0;36m1\n\u001b[1;32m 11\u001b[0m kwargs_source_cut \u001b[39m=\u001b[39m {\u001b[39m\"\u001b[39m\u001b[39mband\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m\"\u001b[39m\u001b[39mg\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39mband_max\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m28\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39mz_min\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m0.1\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39mz_max\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m5.0\u001b[39m}\n\u001b[1;32m 13\u001b[0m \u001b[39m# run skypy pipeline and make galaxy-galaxy population class using LensPop\u001b[39;00m\n\u001b[0;32m---> 14\u001b[0m gg_lens_pop \u001b[39m=\u001b[39m LensPop(\n\u001b[1;32m 15\u001b[0m deflector_type\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39mall-galaxies\u001b[39;49m\u001b[39m\"\u001b[39;49m,\n\u001b[1;32m 16\u001b[0m source_type\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39mgalaxies\u001b[39;49m\u001b[39m\"\u001b[39;49m,\n\u001b[1;32m 17\u001b[0m kwargs_deflector_cut\u001b[39m=\u001b[39;49mkwargs_deflector_cut,\n\u001b[1;32m 18\u001b[0m kwargs_source_cut\u001b[39m=\u001b[39;49mkwargs_source_cut,\n\u001b[1;32m 19\u001b[0m kwargs_mass2light\u001b[39m=\u001b[39;49m\u001b[39mNone\u001b[39;49;00m,\n\u001b[1;32m 20\u001b[0m skypy_config\u001b[39m=\u001b[39;49m\u001b[39mNone\u001b[39;49;00m,\n\u001b[1;32m 21\u001b[0m sky_area\u001b[39m=\u001b[39;49msky_area,\n\u001b[1;32m 22\u001b[0m cosmo\u001b[39m=\u001b[39;49mcosmo,\n\u001b[1;32m 23\u001b[0m )\n", - "File \u001b[0;32m~/Documents/StrongLensing/slsim/slsim/lens_pop.py:94\u001b[0m, in \u001b[0;36mLensPop.__init__\u001b[0;34m(self, deflector_type, source_type, kwargs_deflector_cut, kwargs_source_cut, kwargs_quasars, variability_model, kwargs_variability, kwargs_mass2light, skypy_config, sky_area, filters, cosmo)\u001b[0m\n\u001b[1;32m 91\u001b[0m red_galaxy_list \u001b[39m=\u001b[39m pipeline\u001b[39m.\u001b[39mred_galaxies\n\u001b[1;32m 92\u001b[0m blue_galaxy_list \u001b[39m=\u001b[39m pipeline\u001b[39m.\u001b[39mblue_galaxies\n\u001b[0;32m---> 94\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_lens_galaxies \u001b[39m=\u001b[39m AllLensGalaxies(\n\u001b[1;32m 95\u001b[0m red_galaxy_list\u001b[39m=\u001b[39;49mred_galaxy_list,\n\u001b[1;32m 96\u001b[0m blue_galaxy_list\u001b[39m=\u001b[39;49mblue_galaxy_list,\n\u001b[1;32m 97\u001b[0m kwargs_cut\u001b[39m=\u001b[39;49mkwargs_deflector_cut,\n\u001b[1;32m 98\u001b[0m kwargs_mass2light\u001b[39m=\u001b[39;49mkwargs_mass2light,\n\u001b[1;32m 99\u001b[0m cosmo\u001b[39m=\u001b[39;49mcosmo,\n\u001b[1;32m 100\u001b[0m sky_area\u001b[39m=\u001b[39;49msky_area,\n\u001b[1;32m 101\u001b[0m )\n\u001b[1;32m 103\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[1;32m 104\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\u001b[39m\"\u001b[39m\u001b[39mdeflector_type \u001b[39m\u001b[39m%s\u001b[39;00m\u001b[39m is not supported\u001b[39m\u001b[39m\"\u001b[39m \u001b[39m%\u001b[39m deflector_type)\n", - "File \u001b[0;32m~/Documents/StrongLensing/slsim/slsim/Deflectors/all_lens_galaxies.py:53\u001b[0m, in \u001b[0;36mAllLensGalaxies.__init__\u001b[0;34m(self, red_galaxy_list, blue_galaxy_list, kwargs_cut, kwargs_mass2light, cosmo, sky_area)\u001b[0m\n\u001b[1;32m 49\u001b[0m blue_galaxy_list[\u001b[39m\"\u001b[39m\u001b[39mgalaxy_type\u001b[39m\u001b[39m\"\u001b[39m] \u001b[39m=\u001b[39m \u001b[39m\"\u001b[39m\u001b[39mblue\u001b[39m\u001b[39m\"\u001b[39m\n\u001b[1;32m 51\u001b[0m galaxy_list \u001b[39m=\u001b[39m vstack([red_galaxy_list, blue_galaxy_list])\n\u001b[0;32m---> 53\u001b[0m \u001b[39msuper\u001b[39;49m()\u001b[39m.\u001b[39;49m\u001b[39m__init__\u001b[39;49m(\n\u001b[1;32m 54\u001b[0m deflector_table\u001b[39m=\u001b[39;49mgalaxy_list,\n\u001b[1;32m 55\u001b[0m kwargs_cut\u001b[39m=\u001b[39;49mkwargs_cut,\n\u001b[1;32m 56\u001b[0m cosmo\u001b[39m=\u001b[39;49mcosmo,\n\u001b[1;32m 57\u001b[0m sky_area\u001b[39m=\u001b[39;49msky_area,\n\u001b[1;32m 58\u001b[0m )\n\u001b[1;32m 60\u001b[0m n \u001b[39m=\u001b[39m \u001b[39mlen\u001b[39m(galaxy_list)\n\u001b[1;32m 61\u001b[0m column_names \u001b[39m=\u001b[39m galaxy_list\u001b[39m.\u001b[39mcolnames\n", - "\u001b[0;31mTypeError\u001b[0m: DeflectorBase.__init__() got an unexpected keyword argument 'deflector_table'" - ] - } - ], + "outputs": [], "source": [ "# define a cosmology\n", "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", @@ -98,18 +78,77 @@ "# define limits in the intrinsic deflector and source population (in addition to the skypy config\n", "# file)\n", "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.01, \"z_max\": 2.5}\n", - "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.1, \"z_max\": 5.0}\n", - "\n", - "# run skypy pipeline and make galaxy-galaxy population class using LensPop\n", - "gg_lens_pop = LensPop(\n", - " deflector_type=\"all-galaxies\",\n", - " source_type=\"galaxies\",\n", - " kwargs_deflector_cut=kwargs_deflector_cut,\n", - " kwargs_source_cut=kwargs_source_cut,\n", + "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.1, \"z_max\": 5.0}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Generate galaxy population using skypy pipeline.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None, sky_area=sky_area, filters=None, cosmo=cosmo\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate deflector population class.\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", " kwargs_mass2light=None,\n", - " skypy_config=None,\n", + " cosmo=cosmo,\n", " sky_area=sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate source population class.\n", + "source_galaxies = sources.Galaxies(\n", + " galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_source_cut,\n", " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + " catalog_type=\"skypy\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None, sky_area=sky_area, filters=None, cosmo=cosmo\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# make galaxy-galaxy population class using LensPop\n", + "gg_lens_pop = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=source_galaxies,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", ")" ] }, @@ -128,7 +167,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2023-07-10T22:02:45.594772Z", @@ -139,19 +178,7 @@ }, "tags": [] }, - "outputs": [ - { - "ename": "NameError", - "evalue": "name 'gg_lens_pop' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", - "\u001b[1;32m/Users/padmavenkatraman/Documents/StrongLensing/slsim/notebooks/galaxy_galaxy_lensing_tutorial.ipynb Cell 6\u001b[0m line \u001b[0;36m9\n\u001b[1;32m 1\u001b[0m \u001b[39m# make some cuts in the image separations and limited magnitudes of the arc\u001b[39;00m\n\u001b[1;32m 2\u001b[0m kwargs_lens_cut_plot \u001b[39m=\u001b[39m {\n\u001b[1;32m 3\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mmin_image_separation\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m0.8\u001b[39m,\n\u001b[1;32m 4\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mmax_image_separation\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m10\u001b[39m,\n\u001b[1;32m 5\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mmag_arc_limit\u001b[39m\u001b[39m\"\u001b[39m: {\u001b[39m\"\u001b[39m\u001b[39mg\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m23\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39mr\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m23\u001b[39m, \u001b[39m\"\u001b[39m\u001b[39mi\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m23\u001b[39m},\n\u001b[1;32m 6\u001b[0m }\n\u001b[0;32m----> 9\u001b[0m gg_plot \u001b[39m=\u001b[39m LensingPlots(gg_lens_pop, num_pix\u001b[39m=\u001b[39m\u001b[39m64\u001b[39m, coadd_years\u001b[39m=\u001b[39m\u001b[39m10\u001b[39m)\n\u001b[1;32m 11\u001b[0m \u001b[39m# generate montage indicating which bands are used for the rgb color image\u001b[39;00m\n\u001b[1;32m 12\u001b[0m fig, axes \u001b[39m=\u001b[39m gg_plot\u001b[39m.\u001b[39mplot_montage(\n\u001b[1;32m 13\u001b[0m rgb_band_list\u001b[39m=\u001b[39m[\u001b[39m\"\u001b[39m\u001b[39mi\u001b[39m\u001b[39m\"\u001b[39m],\n\u001b[1;32m 14\u001b[0m add_noise\u001b[39m=\u001b[39m\u001b[39mTrue\u001b[39;00m,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 17\u001b[0m kwargs_lens_cut\u001b[39m=\u001b[39mkwargs_lens_cut_plot,\n\u001b[1;32m 18\u001b[0m )\n", - "\u001b[0;31mNameError\u001b[0m: name 'gg_lens_pop' is not defined" - ] - } - ], + "outputs": [], "source": [ "# make some cuts in the image separations and limited magnitudes of the arc\n", "kwargs_lens_cut_plot = {\n", @@ -215,7 +242,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2023-07-10T22:13:14.161110Z", @@ -226,15 +253,7 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of lenses: 3508\n" - ] - } - ], + "outputs": [], "source": [ "print(\"Number of lenses:\", len(gg_lens_population))\n", "\n", @@ -264,7 +283,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2023-07-10T22:13:17.491966Z", @@ -276,18 +295,7 @@ "scrolled": true, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "hist2dkwargs = {\n", " \"plot_density\": False,\n", diff --git a/notebooks/get_deflector_velocity_dispersion.ipynb b/notebooks/get_deflector_velocity_dispersion.ipynb new file mode 100755 index 000000000..b709d3999 --- /dev/null +++ b/notebooks/get_deflector_velocity_dispersion.ipynb @@ -0,0 +1,2011 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "#!/usr/bin/env python\n", + "import numpy as np\n", + "from slsim.Deflectors.light2mass import get_velocity_dispersion\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.table import Table\n", + "from slsim.Util.mag2errors import get_errors_Poisson\n", + "from uncertainties import unumpy\n", + "import matplotlib.pyplot as plt\n", + "from scipy.optimize import curve_fit\n", + "from scipy.stats import norm\n", + "\n", + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This notebook provides an example for getting the stellar velocity dispersion of the deflectors using the light2mass module for slsim. Please down the catalogs 'cosmo_DC2.fits' and 'Bernardi_SDSS_cat.csv' from 'https://github.com/LSST-strong-lensing/data_public' for running this notebook.\n", + "\n", + "The light2mass module in the slsim, has the functionality to get the stellar velocity dispersion of the deflectors\n", + "using the LSST broadband magnitudes and the redshift.\n", + "Currently, the model works for elliptical galaxies only.\n", + "\n", + "The module has following requirements:\n", + "1. It requires 3-band broadband lsst magnitudes and errors, i.e., the 'g', 'r', and 'i' bands. The module runs for multiple targets together, and hence the magnitudes and errors should be passed as 2D arrays with bands along the columns and different targets' magnitudes along the rows.\n", + "For now, the code requires the g, r, and i bands data.\n", + "2. The source redshift: to be provided as a 1D array of redshifts of different targets.\n", + "3. The color conversion coefficients are fixed for converting from the LSST magnitudes to the SDSS magnitudes. The coefficients have been found using the best fit transformation relations for red galaxies. However, if some better conversion relations are know, the coefficients can be replaced accordingly.\n", + "4. The code has the availability to use two scaling relations: one is the L-sigma relation for early type galaxies from Choi et al 2007, which is based on stellar velocity dispersion using spectroscopic measurements, and another is to use the L-sigma relation from Parker et al 2007, which is based on the weak lensing measurements. The user has the freedom to choose which scaling relations he/she wants to apply.\n", + "\n", + "NOTE: The module currently has following limitations and we are working on improving them.\n", + "1. Currently, the multi-band LSST magnitudes are used to get the SDSS magnitudes and hence the K-correction on the SDSS filters using Blanton's kcorrect module for galaxies, but we are testing a direct way to perform K-correction on LSST filters, and accordingly the code will be further improved and simplified after implementing those corrections.\n", + "2. The velocity dispersion measurements using spectroscopy based relations from Choi et al, are precise for low redshift early type galaxies only, and shows a large scatter for high redshift galaxies. This issue also, is being checked.\n", + "\n", + "Pre-requisites:\n", + "1. The light2mass module uses the the Blanton's kcorrect module.\n", + "Please install it before using.\n", + "https://kcorrect.readthedocs.io/en/5.1.2/install.html\n", + "\n", + "2. Also, install the python module 'uncertainities' for error propogation.\n", + "https://pypi.org/project/uncertainties/\n", + "\n", + "3. Other than that, it uses some standard python modules like, numpy, astropy, etc." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Please download the COSMO DC2 catalog from 'https://github.com/LSST-strong-lensing/data_public'\n", + "# Using the COSMO DC2 catalog\n", + "DC2_table = Table.read(\"cosmo_DC2.fits\", format=\"fits\")\n", + "DC2_table = DC2_table[DC2_table[\"redshift\"] < 2.0]\n", + "# If you want to provide higher redshift sources, change the redshift_range in the kcorr_sdss function in k_correction.py\n", + "\n", + "\n", + "# Please provide the broadband filters for which you have the magnitude measurements.\n", + "available_bands = [\"g\", \"r\", \"i\"]\n", + "\n", + "\"\"\"\n", + "Note: Please provide the three bands data, i.e., the g, r, and i bands.\n", + "The three bands are required to perform the k-correction in the SDSS bands, after transforming the lsst \n", + "mags to SDSS mags. If somehow, we can perform k-correction in the LSST bands, we will need only the two g and r bands data.\n", + "\"\"\"\n", + "\n", + "lsst_mags = np.array(\n", + " [\n", + " DC2_table[\"mag_true_g_lsst\"],\n", + " DC2_table[\"mag_true_r_lsst\"],\n", + " DC2_table[\"mag_true_i_lsst\"],\n", + " ]\n", + ").T\n", + "\n", + "# define the LSST zeropoint and exposure time (in secs) for g, r, and i bands.\n", + "zeropoint_g, exptime_g = 28.51, 15\n", + "zeropoint_r, exptime_r = 28.36, 15\n", + "zeropoint_i, exptime_i = 28.17, 15\n", + "\n", + "# Since the mock catalogs donot contain the magnitude errors, we provide a very rough estimate of the error asssuming only the\n", + "# statistical error due to Poisson noise in the counts. For better results, use a sample with known magnitude errors.\n", + "\n", + "\n", + "lsst_errs = np.array(\n", + " [\n", + " get_errors_Poisson(DC2_table[\"mag_true_g_lsst\"], zeropoint_g, exptime_g),\n", + " get_errors_Poisson(DC2_table[\"mag_true_r_lsst\"], zeropoint_r, exptime_r),\n", + " get_errors_Poisson(DC2_table[\"mag_true_i_lsst\"], zeropoint_i, exptime_i),\n", + " ]\n", + ").T\n", + "redshifts = DC2_table[\"redshift\"].data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To get the velocity dispersion using scaling relations derived from spectroscopic measurments (Choi et al 2007)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "vdisp = get_velocity_dispersion(\n", + " deflector_type=\"elliptical\",\n", + " lsst_mags=lsst_mags,\n", + " lsst_errs=lsst_errs,\n", + " redshift=redshifts,\n", + " cosmo=cosmo,\n", + " bands=available_bands,\n", + " c1=0.01011,\n", + " c2=0.01920,\n", + " c3=0.05162,\n", + " c4=-0.00032,\n", + " c5=0.06555,\n", + " c6=-0.02949,\n", + " c7=0.00003,\n", + " c8=0.04040,\n", + " c9=-0.00892,\n", + " c10=-0.03068,\n", + " c11=-0.21527,\n", + " c12=0.09394,\n", + " scaling_relation=\"spectroscopic\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Velocity dispersions from spectroscopic measurements based relations, are: \n", + " [8.42920235188833+/-0.3385725853731657\n", + " 18.168803789607505+/-0.7128635917832368\n", + " 59.28435827585998+/-1.9071643503789089\n", + " 10.617018204566365+/-0.6683835374169985\n", + " 9.069244752721303+/-0.6993901745714806\n", + " 33.52396134584704+/-1.2920561192906364\n", + " 10.600610435554037+/-0.8690138702941498\n", + " 138.41299261131564+/-4.410222532408445\n", + " 10.263400843561747+/-0.9020740457979588\n", + " 3.197495364509874+/-1.0628665555864305\n", + " 76.13708284378836+/-2.734189993382395\n", + " 15.545344317535516+/-1.0153994647874434\n", + " 6.544384038103669+/-0.9881263368145845\n", + " 6.207915243167802+/-1.0021114932892206\n", + " 118.40341518320523+/-3.8927197280873678\n", + " 41.56010382485908+/-2.0233076855230125\n", + " 44.33080550708283+/-2.2197045985020045\n", + " 48.48013244287241+/-1.9356578450300672\n", + " 8.010018152565271+/-1.0832208881694059\n", + " 8.030169328230294+/-1.0940918699692026\n", + " 4.931276572326502+/-1.1180541156854764\n", + " 11.285608586843903+/-1.036161608776587\n", + " 10.896367546954354+/-1.0442104435343855\n", + " 4.38227984409003+/-1.2347096462584193\n", + " 4.41832051676363+/-1.251040089560473\n", + " 3.2588670025813635+/-1.3774985388351528\n", + " 7.866951656703552+/-1.17031587432984\n", + " 6.345332088689024+/-1.2921880126448821\n", + " 4.270259148744227+/-1.3208719746370707\n", + " 10.18100851198589+/-1.1309037036814582\n", + " 94.07465629397018+/-3.4988736378868923\n", + " 9.411922891244192+/-1.2886370181065583\n", + " 4.165835797605684+/-1.3781757505404004\n", + " 3.110997760585567+/-1.4415911933021186\n", + " 5.8069762723618865+/-1.356473256252362\n", + " 13.63138867271694+/-1.2671781520943053\n", + " 4.400307049084277+/-1.344448934716878\n", + " 3.0575179920750157+/-1.4715062779330799\n", + " 62.150186224623376+/-2.9994191735650078\n", + " 9.523629553801412+/-1.353709596722339\n", + " 11.212357222244137+/-1.329288802636078\n", + " 6.511558223391336+/-1.4699016635956657\n", + " 3.0689468430834212+/-1.6342002932969546\n", + " 5.213602605592158+/-1.4874728481979653\n", + " 4.74366257133219+/-1.4269201471720914\n", + " 7.078679949025992+/-1.4121433906305323\n", + " 17.26623069962643+/-1.3732633947817041\n", + " 3.5892832401672807+/-1.5271878268077093\n", + " 5.980167820481516+/-1.3393014938704415\n", + " 4.556885089419241+/-1.4520514556011404\n", + " 3.7190044128097126+/-1.5341442541289003\n", + " 6.366288324663589+/-1.4172563600378452\n", + " 3.5736672647809935+/-1.5824737864636766\n", + " 5.893773549925041+/-1.4092691654258698\n", + " 110.28652065060359+/-6.525361779780811\n", + " 10.52083180980616+/-1.4888933304489167\n", + " 6.8837074859065766+/-1.478964597803074\n", + " 9.742987210672316+/-1.4053254361225294\n", + " 16.19930101701886+/-1.392189213666916\n", + " 2.955401990758049+/-1.6618332021475701\n", + " 13.5151817881107+/-1.4656514071003324\n", + " 7.157595293817047+/-1.6439304170621627\n", + " 4.7946881710567295+/-1.575263129570552\n", + " 13.275840959854074+/-1.542098983074176\n", + " 4.218129729025327+/-1.6849902931276493\n", + " 3.31576789650533+/-1.7249641545046062\n", + " 3.321321210167745+/-1.6669597035018404\n", + " 7.570477012131528+/-1.6172353280185923\n", + " 9.06499946968377+/-1.5315701158948227\n", + " 15.611173930988468+/-1.465985521739379\n", + " 7.087533632298844+/-1.448797237698197\n", + " 3.7584794778617456+/-1.7194753009928707\n", + " 9.947870321436623+/-1.4885997697469757\n", + " 4.219260475033644+/-1.5861929282492093\n", + " 3.5433859582270815+/-1.6997167152554964\n", + " 6.9335599059409265+/-1.5389763085316492\n", + " 7.4957925069957705+/-1.5049167082698542\n", + " 4.852210376273797+/-1.6787881223907464\n", + " 4.812569780062419+/-1.6464170164282874\n", + " 7.653772101340134+/-1.578276644663976\n", + " 16.277594784018607+/-1.5854832275978623\n", + " 4.25397911320755+/-1.6981042875422734\n", + " 10.084606254659464+/-1.6237397590434526\n", + " 9.757067842683451+/-1.735220174332378\n", + " 4.578045757623952+/-1.6791685559734333\n", + " 4.003997278123592+/-1.7389307152526035\n", + " 6.886200066682993+/-1.71685044114482\n", + " 4.515491030427506+/-1.6716159660372096\n", + " 99.13034256795405+/-4.5452313220392355\n", + " 18.710878764726267+/-1.6801517137215674\n", + " 178.9392780841381+/-5.749902053409263\n", + " 15.676535094585093+/-1.6304357698239187\n", + " 2.2323767484508514+/-2.0200964784273685\n", + " 7.402946277634927+/-1.8405401589020918\n", + " 8.632016488526999+/-1.7543871800700328\n", + " 5.448375375428015+/-1.7784127722457754\n", + " 15.364462470082065+/-1.6310828469586383\n", + " 16.985849595940184+/-1.5282604764620908\n", + " 7.469254391995918+/-1.6524503894098728\n", + " 8.953589128419722+/-1.697703741006429\n", + " 7.9026305801632395+/-1.7571212658172282\n", + " 8.130949200840853+/-1.804393500350265\n", + " 5.747979054011453+/-1.8876829532969563\n", + " 9.32907478556533+/-1.6792789346376085\n", + " 14.003035641771321+/-1.6873532457965779\n", + " 5.907205550075055+/-1.7045261991700695\n", + " 2.763850473788396+/-1.9201469378871852\n", + " 9.12004715205235+/-1.7048875397461318\n", + " 26.627439805312836+/-1.7878926764633698\n", + " 18.31995978259037+/-1.6563967003659161\n", + " 96.26177950106337+/-4.225901231035111\n", + " 176.20090832056127+/-10.320292048297688\n", + " 12.358567405911804+/-1.7264570342792724\n", + " 9.335817517845415+/-1.751079558103216\n", + " 18.710975547646818+/-1.792151886352333\n", + " 10.72058329695621+/-1.8203372939440976\n", + " 10.382560844341299+/-1.8046346240236353\n", + " 12.620353594922989+/-1.765388673839069\n", + " 5.673938946312857+/-1.928401208959911\n", + " 21.764028931734252+/-1.767976694065238\n", + " 4.018398428619159+/-1.8623027174961753\n", + " 4.550695117126236+/-1.8348747898049127\n", + " 8.925916248280183+/-1.7874768486904138\n", + " 7.502019979451764+/-1.9254499665085323\n", + " 26.179225392249265+/-1.7649123575581502\n", + " 126.16771623177739+/-10.805919948072578\n", + " 27.720031010548716+/-1.7985511745864342\n", + " 20.62050198368804+/-1.7847832737284115\n", + " 30.691944919362+/-1.8319132185569453\n", + " 12.406356237831613+/-1.8276469673841884\n", + " 6.256395199348017+/-1.9743036688320135\n", + " 9.420466658139128+/-1.9789850075663697\n", + " 8.191987500025933+/-1.817631070328085\n", + " 16.382886508443963+/-1.820242517950738\n", + " 7.904704570309621+/-1.9266283356812108\n", + " 5.1286237706621565+/-1.9246721379607015\n", + " 3.9730215449289124+/-1.9713970015440399\n", + " 3.8433099436645395+/-2.1164233352183457\n", + " 14.783555461685435+/-1.9427110349712085\n", + " 10.107654266320434+/-1.8598098288883997\n", + " 10.255650549742757+/-1.8748968742804304\n", + " 6.372178002075744+/-2.0374480323264197\n", + " 10.029525260580748+/-1.9663226252288937\n", + " 163.21973862088237+/-14.017885171198653\n", + " 23.835677378836223+/-1.9294429161063893\n", + " 13.375890501706516+/-1.7645047723196488\n", + " 6.055011614400123+/-1.981690804722978\n", + " 11.274127741569862+/-1.9922265305164994\n", + " 9.329169688567077+/-2.0577901082701913\n", + " 7.702322465638276+/-2.0982723803489858\n", + " 7.214251947448937+/-2.0972483421533763\n", + " 8.979086035595037+/-1.9993875512034058\n", + " 11.527997595828069+/-2.0400290608893212\n", + " 10.194888417412555+/-1.9340097928162503\n", + " 5.798962739846466+/-1.969264042139793\n", + " 15.84103481667735+/-1.8952950806773174\n", + " 12.913773035957847+/-1.9904524682485956\n", + " 13.371316538514309+/-2.0036813676157426\n", + " 11.128189455432459+/-1.9938676604398993\n", + " 10.440495421658577+/-1.994847101431721\n", + " 12.305358641392807+/-1.9347590391800655\n", + " 12.08742640108315+/-1.9346538014285903\n", + " 11.751332384345995+/-1.960049483724375\n", + " 9.917628598841286+/-1.970786722933079\n", + " 7.630097970377201+/-2.096452677269136\n", + " 8.5203669508344+/-2.0524187614760923\n", + " 12.89279988449259+/-2.074538371175893\n", + " 9.608039661000246+/-2.067842381914132\n", + " 5.902678154272756+/-2.188761660018598\n", + " 30.95144156113754+/-1.939814268224496\n", + " 12.202699629158706+/-2.0687539270541135\n", + " 10.50394410645241+/-2.173128870188142\n", + " 18.165565426475325+/-1.9628162790372616\n", + " 14.933564438607934+/-1.955595961207692\n", + " 12.410910147990839+/-2.0993719062745018\n", + " 4.81559045663516+/-2.172407780292038\n", + " 14.887045416617145+/-1.9861247622117206\n", + " 3.783538514911027+/-2.12982138785686\n", + " 21.811807915277694+/-1.9679092346129787\n", + " 6.808044399118168+/-2.2054566820635024\n", + " 11.023475095617426+/-2.12482508985179\n", + " 25.845299905470355+/-2.0680850917674\n", + " 10.548959442584627+/-2.131262892171088\n", + " 39.61338721011561+/-1.7081073827312283\n", + " 3.310781889403816+/-2.248222272446949\n", + " 4.590982485859817+/-2.155325068322054\n", + " 10.645494895835858+/-2.1414136015608434\n", + " 8.270247448470146+/-2.2482325024054854\n", + " 7.915712673532481+/-2.082144394546263\n", + " 16.34608976467993+/-2.0343558252157607\n", + " 5.538075871640842+/-2.157210327137233\n", + " 11.228049004874876+/-2.051379056715001\n", + " 15.33040504557798+/-2.060489989898421\n", + " 16.213780771225373+/-2.0562110535054154\n", + " 14.728389458871288+/-2.157463844170869\n", + " 5.7015413681647775+/-2.1338675253366\n", + " 13.968516026638618+/-2.093931962183596\n", + " 13.598235880007259+/-2.167037631954911\n", + " 9.889176677171589+/-2.179548060124557\n", + " 10.067933529761019+/-2.2428013066640298\n", + " 13.776860167559382+/-2.1165709786570805\n", + " 11.24338985824847+/-2.2446237507166322\n", + " 472.76358601313314+/-26.289080597601874\n", + " 7.55403899247212+/-2.027967415738662\n", + " 16.854550297490743+/-2.052111606577668\n", + " 4.169109306211487+/-2.2703548642109808\n", + " 6.37404214832688+/-2.4009324468716313\n", + " 6.464436530915293+/-2.3422808611262558\n", + " 4.8170762612830265+/-2.254484927690374\n", + " 11.266520440852673+/-2.1858275395872537\n", + " 21.84207162056628+/-2.1326474658698156\n", + " 14.198311915272562+/-2.190064628138368\n", + " 6.483237329661474+/-2.4442089484674168\n", + " 20.959459438679776+/-2.1434394426762164\n", + " 21.072281428697224+/-2.1683597071400182\n", + " 7.04326713725009+/-2.1421067140780856\n", + " 29.01779950369829+/-2.1708891662277217\n", + " 12.156183528464405+/-2.2212606464420372\n", + " 6.9089721877108605+/-2.3674262185588\n", + " 19.697581053075794+/-2.1759598756188594\n", + " 16.484670746187557+/-2.057950633423061\n", + " 12.340409535987076+/-2.2311783689027203\n", + " 32.255882385046284+/-2.1767466890417184\n", + " 20.651398938831527+/-2.07135348803299\n", + " 11.5313277295206+/-2.229098851495969\n", + " 23.645289904946647+/-2.1274092083128915\n", + " 23.99312282156624+/-2.0390802615603834\n", + " 168.0567024345646+/-6.917643888565948\n", + " 22.404384441260504+/-2.13979532027055\n", + " 25.047069503648732+/-2.1814882796396566\n", + " 14.546097940001683+/-2.292089975811317\n", + " 13.584355120315+/-2.3163774572310842\n", + " 16.01955567874626+/-2.1793982892172674\n", + " 4.458790173475911+/-2.184100256817144\n", + " 14.621095526731448+/-2.2409849082615487\n", + " 4.815948260468989+/-2.6151340217503605\n", + " 10.256256938371152+/-2.31979759982369\n", + " 21.719140813826236+/-2.1556168546392405\n", + " 3.0794121590012424+/-2.5225129415269807\n", + " 19.74814708648238+/-2.2383230975212376\n", + " 14.275877987414056+/-2.172753517707684\n", + " 7.166681424732765+/-2.4493394280647833\n", + " 23.38253338692573+/-2.172066491339699\n", + " 13.537945050733832+/-2.2250788570984956\n", + " 15.161736346846228+/-2.2684043979696615\n", + " 12.679473527117922+/-2.314266143654311\n", + " 5.414412354939498+/-2.279474719776214\n", + " 10.564142173906461+/-2.2298318811030997\n", + " 24.648810497121985+/-2.168942761013477\n", + " 16.96686701442418+/-2.156407482590325\n", + " 34.9429586143262+/-2.215807825963251\n", + " 14.877196317107153+/-2.283154242737104\n", + " 18.781509597503423+/-2.2548963444131345\n", + " 3.0317062059704085+/-2.613566617100747\n", + " 6.628010593248647+/-2.3014675280360946\n", + " 14.349766616881668+/-2.0124511927644253\n", + " 21.205765273418848+/-2.2099312870461234\n", + " 12.084143414954974+/-2.330213964033572\n", + " 16.79999091114171+/-2.242839929724133\n", + " 9.920995826224805+/-2.349746031994612\n", + " 11.683184292677302+/-2.349275016278377\n", + " 11.944529065943463+/-2.376590347518492\n", + " 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9.809073172401398+/-2.857978481512733\n", + " 10.447444409800175+/-2.860017727893514\n", + " 17.58535767071326+/-2.67711465812101\n", + " 7.957015826717329+/-2.976409941327255\n", + " 33.96750531392366+/-2.595657835790536\n", + " 7.487739963264496+/-2.957192599579867\n", + " 13.282947512899359+/-2.752138168895219\n", + " 6.252212144872055+/-3.0171931239107486\n", + " 7.611660307304602+/-2.9452646181180127\n", + " 11.120215995116547+/-2.843560110592534\n", + " 2.7126140895039534+/-3.2340279986786187\n", + " 16.22053271188677+/-2.727673134735917\n", + " 8.233434918784113+/-2.8777341231108853\n", + " 9.660081919145622+/-2.822260382467273\n", + " 8.229724743939256+/-2.979323366802289\n", + " 6.361335834296701+/-2.930003570678963\n", + " 6.178717056920867+/-3.0373941146164998\n", + " 2.8008519097710294+/-3.3579939303478237\n", + " 18.477477233623063+/-2.6408250994460345\n", + " 8.0497614401929+/-2.893642900176586 19.05654150864408+/-2.63751073628155\n", + " 15.645049081423021+/-2.658573143381328\n", + " 8.354937945121248+/-2.9051708055605165\n", + " 4.097742831530885+/-3.1439670902920147\n", + " 3.3340056694093017+/-3.290769993553707\n", + " 13.85227610488412+/-2.771479427020519\n", + " 11.019890329885211+/-2.844808543395033\n", + " 5.441445087361045+/-2.770127556127771\n", + " 8.114792937631663+/-2.674786364180449\n", + " 9.824080924991136+/-2.903427077013909\n", + " 13.215492857831098+/-2.749900884439394\n", + " 7.84421405232399+/-2.9823944977149828\n", + " 10.047652946940321+/-2.8970971047053427\n", + " 19.481864982182636+/-2.685934728755562\n", + " 9.034838161681959+/-2.940124148810045\n", + " 19.672795300763198+/-2.670620427127888\n", + " 8.706351463135961+/-2.958273355677935\n", + " 2.827538245503434+/-3.201942470613117\n", + " 2.281682449965549+/-3.226376312304706\n", + " 17.20942526600202+/-2.6950793604705625\n", + " 13.682407388233484+/-2.783086265533688\n", + " 18.46019893010397+/-2.6798519654012494\n", + " 7.543924838542289+/-2.9571024417443037\n", + " 10.168820346763242+/-2.870286413034043\n", + " 10.131133314845375+/-2.867981022886638\n", + " 3.5037518967912784+/-3.1261224539222296\n", + " 8.590263691092598+/-2.9171743338879614\n", + " 23.928687494250223+/-2.6281109548759733\n", + " 7.792504672000571+/-2.9522251353050377\n", + " 5.380572822113071+/-3.139166313942684\n", + " 15.96130165183359+/-2.722483024111949\n", + " 4.377404525906959+/-3.0701629892681264\n", + " 6.286453802142619+/-3.0634774731290597\n", + " 3.1082774543692384+/-3.2895025339070396\n", + " 18.062511970803104+/-2.692373293365357\n", + " 27.347439869331684+/-2.6089298398371055\n", + " 15.70930618787534+/-2.750284477851723\n", + " 16.530859149536184+/-2.7256519664667453\n", + " 31.531566644103467+/-2.5972097909544\n", + " 18.006331937317597+/-2.721358227054207\n", + " 10.458319746752736+/-2.8384594563238643\n", + " 7.788984862811494+/-2.95241203219761\n", + " 13.912797500741787+/-2.774420380735088\n", + " 8.556852015696002+/-2.913722660120469\n", + " 38.3145016282486+/-2.6420801248215353\n", + " 4.072534139703421+/-2.987313560340648\n", + " 6.767439404745533+/-3.0297976097033317\n", + " 24.411234986579867+/-2.6174820514273547\n", + " 15.336695752764527+/-2.7743199184253253\n", + " 14.866365266467474+/-2.7659059143820794\n", + " 34.78947590369969+/-2.598799996359573\n", + " 64.8613721997044+/-2.935154401044686\n", + " 63.060907980674585+/-2.9106690702020876\n", + " 53.2859312870163+/-2.7635521124212143\n", + " 32.51878025227082+/-2.5900559853194087\n", + " 14.750873206842584+/-2.7058809584852037\n", + " 8.82705384190393+/-2.862564264714659\n", + " 33.424052037472556+/-2.5969295530132346\n", + " 7.909169391408255+/-2.9454927551731904\n", + " 5.426654234841222+/-3.0961445147534667\n", + " 8.242881382567006+/-2.983527105410898\n", + " 1.4338568420800257+/-3.574011372514798\n", + " 2.863440796385455+/-3.1544985381094217\n", + " 16.159521238275023+/-2.6471619828500503\n", + " 8.107291035791581+/-2.9768634333214767\n", + " 7.113066646151387+/-2.832396647123336\n", + " 30.608178210083533+/-2.6005916462648364\n", + " 10.549824369882733+/-2.8190481167931214\n", + " 18.164142132290703+/-2.689954915935829\n", + " 2.672616588810654+/-3.2194219906071813\n", + " 1.8144226518842768+/-3.4460861799773395\n", + " 1.9536339596416457+/-3.3720204730326175\n", + " 14.202289142879382+/-2.769838995449951\n", + " 3.3458454197743275+/-3.119988382282133\n", + " 17.232134885866813+/-2.699870364818186\n", + " 1.3686998695685741+/-3.606428462867202\n", + " 15.182945352512268+/-2.739631420792378\n", + " 4.750227590083817+/-3.1600824515811676\n", + " 10.940608979409394+/-2.8531672592307475\n", + " 5.672040571520698+/-3.141690884249661\n", + " 11.238753732247993+/-2.85406598717991\n", + " 7.9127255268796715+/-2.9643189056089225\n", + " 4.321678160092063+/-3.146898314253298\n", + " 8.838495512111985+/-2.857802950283221\n", + " 8.52200875917902+/-2.8877870277555995\n", + " 15.991351741659184+/-2.720345560009362\n", + " 3.8820932528542285+/-3.162060595376889\n", + " 12.814993731488697+/-2.8035724676308478\n", + " 63.29543045661721+/-2.9014161782003853\n", + " 4.022228583706428+/-3.084818290496894\n", + " 20.412059890781375+/-2.6585498142005424\n", + " 17.535374003870377+/-2.6966585179096483\n", + " 3.3750601001555705+/-3.1289929111998696\n", + " 8.62480376265674+/-2.9058281533930677\n", + " 13.1616442292352+/-2.7861349005375673\n", + " 7.28317635912887+/-3.0223760104543675\n", + " 7.589055076491194+/-2.961151521263983\n", + " 12.60817422193314+/-2.794620029098538\n", + " 14.166391010759911+/-2.722839094992345\n", + " 41.687277287676054+/-2.638805006240988\n", + " 17.388614817899185+/-2.6546513516479755\n", + " 17.322975653252154+/-2.6558884783074994\n", + " 4.34219726528294+/-3.0387103851059254\n", + " 10.450693217250379+/-2.7744274753557394\n", + " 7.714169395587749+/-2.987049563820636\n", + " 16.10850502368814+/-2.722751128678005\n", + " 4.970132271908117+/-3.1419682474961963\n", + " 5.3081157761821895+/-3.1271238920242417\n", + " 8.0002750846171+/-2.9752542819197534\n", + " 1.6543562675490961+/-3.257688087717636\n", + " 11.61557330740405+/-2.8261525626162043\n", + " 14.604289200183725+/-2.753464393651691\n", + " 4.050202109181963+/-3.1171129326455436\n", + " 9.339817387574023+/-2.910222238166535\n", + " 11.053624782037286+/-2.802186698608338\n", + " 4.585204021061246+/-3.175789551279678\n", + " 2.0899590065001137+/-3.5038240060623513\n", + " 8.479896176303047+/-2.958842000165329\n", + " 4.8975862877770515+/-2.8707337920825435\n", + " 22.42231196742556+/-2.639820993281368\n", + " 7.463298010485195+/-3.010140593788748\n", + " 3.848511181987073+/-3.1931108263254004\n", + " 29.399202082507195+/-2.5907679947250375\n", + " 3.88459733945801+/-3.196750730838422\n", + " 9.186599935654014+/-2.8697962257604837\n", + " 2.475774751760294+/-3.1135401034365953\n", + " 5.3751457357228265+/-3.1365932867941955\n", + " 1.954121653192336+/-3.2532909788114543\n", + " 4.78192531236765+/-3.1684502442369524\n", + " 12.36858120417525+/-2.804399051482409\n", + " 2.1591109993641138+/-3.2006561843408656\n", + " 2.377263697035384+/-3.3208619881821146\n", + " 8.43487368661447+/-2.742556282476631\n", + " 11.981046167389534+/-2.8230020294195923\n", + " 5.152177295795544+/-3.1306044945498606\n", + " 10.330474025098741+/-2.8566912488412486\n", + " 4.032628404149678+/-3.2844186594395564\n", + " 14.130754724389943+/-2.7545872313178057\n", + " 5.377583718262813+/-3.14494752395088\n", + " 10.08538508599802+/-2.8459685415351035\n", + " 41.12866566665907+/-2.633448206348599\n", + " 48.28789582205696+/-2.6874695945053264\n", + " 9.71866484180956+/-2.8528580990158976\n", + " 4.605553751815546+/-3.1779918563575555\n", + " 2.0132158004107543+/-3.3795367385055495\n", + " 19.33451937533142+/-2.658452368035678\n", + " 10.8344535115375+/-2.849539793383721\n", + " 13.637387927340372+/-2.7631823799517123\n", + " 8.110792915997692+/-2.939917162565368\n", + " 6.796531507411852+/-2.937266381879257\n", + " 18.443192584246525+/-2.6702303142745145\n", + " 10.75539704402646+/-2.847025444340001\n", + " 1.8801732322690055+/-3.1309326129674657\n", + " 4.6840098479462045+/-3.1815688108794675\n", + " 13.390115314558171+/-2.769882258643846\n", + " 1.9726631635230674+/-3.3715099604348144\n", + " 17.836254758874134+/-2.6911292599085703\n", + " 10.528007019896918+/-2.856647916345541\n", + " 4.90470830734709+/-3.1446449155702503\n", + " 6.283100626161733+/-2.8470202894140733\n", + " 5.996179256903942+/-3.088760601242071\n", + " 9.254595603969102+/-2.866368828772476\n", + " 3.032352409554469+/-3.1581293075046384\n", + " 11.784233519340868+/-2.8323733385263163\n", + " 5.544688866882225+/-3.081083123021945\n", + " 4.409860762557261+/-3.146391565802894\n", + " 12.603783086567411+/-2.7896460408208372\n", + " 5.8917182155196866+/-3.0972162281797284\n", + " 9.436492511494956+/-2.899974326892219\n", + " 8.551435478312884+/-2.9767844716288834\n", + " 2.607155150134689+/-3.285691059426373\n", + " 11.950658413771318+/-2.8181768794616886\n", + " 5.294343015029827+/-3.0287127454196736\n", + " 4.16953059852953+/-3.1256059942978767\n", + " 23.73058390473716+/-2.6067616701322933\n", + " 3.7173968634751264+/-3.1906323515160167]\n" + ] + } + ], + "source": [ + "print(\n", + " \"Velocity dispersions from spectroscopic measurements based relations, are: \\n\",\n", + " vdisp,\n", + ")\n", + "\n", + "# The nominal values and the errors can be retrieved as follows:\n", + "# print('Nominal values are: ',unumpy.nominal_values(vdisp))\n", + "# print('Uncertainities are: ',unumpy.std_devs(vdisp))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To get the velocity dispersion using scaling relations derived from weak lensing measurments (Parker et al 2007)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "vdisp = get_velocity_dispersion(\n", + " deflector_type=\"elliptical\",\n", + " lsst_mags=lsst_mags,\n", + " lsst_errs=lsst_errs,\n", + " redshift=redshifts,\n", + " cosmo=cosmo,\n", + " bands=available_bands,\n", + " c1=0.01011,\n", + " c2=0.01920,\n", + " c3=0.05162,\n", + " c4=-0.00032,\n", + " c5=0.06555,\n", + " c6=-0.02949,\n", + " c7=0.00003,\n", + " c8=0.04040,\n", + " c9=-0.00892,\n", + " c10=-0.03068,\n", + " c11=-0.21527,\n", + " c12=0.09394,\n", + " scaling_relation=\"weak-lensing\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Velocity dispersions from weak-lensing measurements based relations, are: \n", + " [13.387027424007767+/-1.0830641817701159\n", + " 22.965690109137515+/-1.858643750750225\n", + " 63.6854055310869+/-5.116434149222039 17.10809526052398+/-1.42604058298006\n", + " 19.411868284241272+/-1.6163449062840807\n", + " 34.91379456647167+/-2.820794963496428\n", + " 19.334142923287583+/-1.6380916806242183\n", + " 133.81671883962457+/-16.964639335624515\n", + " 18.89024359709237+/-1.6142916584659028\n", + " 8.519473069615556+/-1.1279990146334957\n", + " 78.75527787931124+/-6.334063159783412\n", + " 24.90857926180475+/-2.0701897965255154\n", + " 15.213255252603899+/-1.405936126093785\n", + " 14.36201597996958+/-1.357813911726801\n", + " 120.92467027569158+/-15.332215612027797\n", + " 40.224605553334+/-3.264911489496284\n", + " 44.917512457079376+/-3.6446589683392494\n", + " 46.15951435263578+/-3.7292764860129526\n", + " 17.83853147045121+/-1.6052856517219154\n", + " 17.271685751420236+/-1.5685749508133588\n", + " 11.005054195358897+/-1.2293409260363082\n", + " 20.57924616547681+/-1.7663890531174584\n", + " 22.68517457514295+/-1.9284361648656234\n", + " 11.372531621678558+/-1.3299737384179677\n", + " 11.663366542495162+/-1.3537742848251435\n", + " 9.53965826546725+/-1.3873249692086467\n", + " 18.177310731925648+/-1.6593674978418458\n", + " 14.995695815689427+/-1.5186562050101555\n", + " 11.883620512089676+/-1.411937866013387\n", + " 22.92205921620405+/-1.9712988677437033\n", + " 88.61981109983645+/-7.132611285756176\n", + " 19.615575134138016+/-1.781633577522839\n", + " 11.315641797798525+/-1.421263945569455\n", + " 8.880595239240344+/-1.4169111251529587\n", + " 14.741523499463419+/-1.5451014890278079\n", + " 24.301993822390227+/-2.083931300793638\n", + " 12.047373123600163+/-1.4291541216003283\n", + " 8.453980330254632+/-1.4277549265510547\n", + " 56.823951538003755+/-4.6036703642727375\n", + " 19.998932935721587+/-1.8281756424713664\n", + " 21.18092394662113+/-1.8883496535135507\n", + " 13.57948538611394+/-1.517400864556342\n", + " 7.963998917017469+/-1.537356878975271\n", + " 11.327429503693061+/-1.4489676154319004\n", + " 12.177705654953021+/-1.4704431468015309\n", + " 16.645513344784927+/-1.6606825399079113\n", + " 28.0108733070253+/-2.366539993869242\n", + " 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7.929631188939533+/-2.6567630276937106\n", + " 5.409176300528661+/-3.2282366609463797\n", + " 20.56946672529792+/-2.284843266096189\n", + " 13.685193680620383+/-2.2338959468387913\n", + " 16.102386883825723+/-2.207202896748982\n", + " 11.622288751312032+/-2.3144753118169525\n", + " 11.467977972345908+/-2.3415201397999037\n", + " 19.930470831641628+/-2.2663384826425292\n", + " 13.585636790597945+/-2.232190262753801\n", + " 6.634641880063345+/-3.0338359762585148\n", + " 7.777563262746898+/-2.6637669732074007\n", + " 15.74278078938441+/-2.2042586685460397\n", + " 5.418862805313012+/-3.2312877139637157\n", + " 18.786108778717836+/-2.235060796327894\n", + " 13.387154547164533+/-2.238277797444477\n", + " 8.311123093452373+/-2.6035342822421 12.68735559531015+/-2.318170033624094\n", + " 9.06163587416657+/-2.5039384590699294\n", + " 13.118018570644248+/-2.254179666159185\n", + " 7.516014932829177+/-2.7871265290204477\n", + " 13.913862481784761+/-2.2215911485904343\n", + " 9.145667423651298+/-2.506730090274494\n", + " 8.237341668063712+/-2.6309022396068276\n", + " 15.124183826710103+/-2.2071422550285247\n", + " 8.979119499414447+/-2.515230848017052\n", + " 12.432912625092062+/-2.27149076990278\n", + " 10.469199801089001+/-2.3598017197227197\n", + " 6.336119674258391+/-2.986942768459839\n", + " 14.403964525000566+/-2.2164474033808275\n", + " 9.868073194455107+/-2.4672782752093494\n", + " 8.295501133842098+/-2.628913507786827\n", + " 24.40664051961387+/-2.4377341127613765\n", + " 7.551886212861022+/-2.7349645883915064]\n" + ] + } + ], + "source": [ + "print(\n", + " \"Velocity dispersions from weak-lensing measurements based relations, are: \\n\",\n", + " vdisp,\n", + ")\n", + "# print('Nominal values are: ',unumpy.nominal_values(vdisp))\n", + "# print('Uncertainities are: ',unumpy.std_devs(vdisp))\n", + "# vdisp_wl = unumpy.nominal_values(vdisp)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Below, we show a test example for applying this module on some known early-type galaxies from the Bernardi et al 2003,\n", + "and comparing our measurements with the SDSS velocity dispersion measurements for these galaxies. Note that we donot have\n", + "a sample for comparing the weak-lensing based measurements, and we are comparing only the spectroscopy based measurements.\n", + "Also, the Choi et al 2007 relations fail at high redshifts and hence currently, we have a limitation that our module works best for \n", + "low redhisft galaxies only." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# Please download the below catalog from 'https://github.com/LSST-strong-lensing/data_public'\n", + "data_table = Table.read(\"Bernardi_SDSS_cat.csv\", format=\"csv\")\n", + "\n", + "# Please provide the broadband filters for which you have the magnitude measurements.\n", + "available_bands = [\"g\", \"r\", \"i\"]\n", + "\n", + "\"\"\"\n", + "Note: Please provide the three bands data, i.e., the g, r, and i bands.\n", + "The three bands are required to perform the k-correction in the SDSS bands. If somehow,\n", + "we can perform k-correction in the LSST bands, we will need only the two g and r bands data.\n", + "\"\"\"\n", + "sdss_mags = np.array([data_table[\"gmag\"], data_table[\"rmag\"], data_table[\"imag\"]]).T\n", + "sdss_errs = np.array(\n", + " [data_table[\"err_gmag\"], data_table[\"err_rmag\"], data_table[\"err_imag\"]]\n", + ").T\n", + "redshifts = data_table[\"zsp\"].data\n", + "\n", + "# To compare the results from the velocity dispersion measurements for Bernardi et al galaxies, from SDSS measurements and\n", + "# our measurements using the scaling relations based on spectroscopic measurements.\n", + "# Skip this part if you're not testing the Bernardi et al sample.\n", + "logVDis, e_logVDis, vdisp_SDSS, vdisp_err_SDSS = (\n", + " data_table[\"log_vdisp_Bernardi\"],\n", + " data_table[\"errlog_vdisp_Bernardi\"],\n", + " data_table[\"vdisp_SDSS\"],\n", + " data_table[\"vdisp_err_SDSS\"],\n", + ")\n", + "VDis = 10 ** (logVDis)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "vdisp = get_velocity_dispersion(\n", + " deflector_type=\"elliptical\",\n", + " lsst_mags=sdss_mags,\n", + " lsst_errs=sdss_errs,\n", + " redshift=redshifts,\n", + " cosmo=cosmo,\n", + " bands=available_bands,\n", + " c1=0,\n", + " c2=0,\n", + " c3=0,\n", + " c4=0,\n", + " c5=0,\n", + " c6=0,\n", + " c7=0,\n", + " c8=0,\n", + " c9=0,\n", + " c10=0,\n", + " c11=0,\n", + " c12=0,\n", + " scaling_relation=\"spectroscopic\",\n", + ")\n", + "\n", + "vdisp_spec = unumpy.nominal_values(vdisp)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "vdisp = get_velocity_dispersion(\n", + " deflector_type=\"elliptical\",\n", + " lsst_mags=sdss_mags,\n", + " lsst_errs=sdss_errs,\n", + " redshift=redshifts,\n", + " cosmo=cosmo,\n", + " bands=available_bands,\n", + " c1=0,\n", + " c2=0,\n", + " c3=0,\n", + " c4=0,\n", + " c5=0,\n", + " c6=0,\n", + " c7=0,\n", + " c8=0,\n", + " c9=0,\n", + " c10=-0.03068,\n", + " c11=-0.21527,\n", + " c12=0.09394,\n", + " scaling_relation=\"weak-lensing\",\n", + ")\n", + "vdisp_wl = unumpy.nominal_values(vdisp)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Plot the results obtained by using spectroscopy based relations and compare with SDSS velocity dispersion, for the Bernardi sample." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fnt_sz, leg_sz = 12, 10\n", + "fig = plt.figure(1, figsize=(14, 8))\n", + "plt.subplots_adjust(wspace=0.35, hspace=0.45)\n", + "ax1 = plt.subplot(2, 2, 1)\n", + "nbins = 200\n", + "n1, bins1, patches1 = ax1.hist(\n", + " vdisp_spec - vdisp_SDSS,\n", + " nbins,\n", + " density=True,\n", + " facecolor=\"red\",\n", + " edgecolor=\"none\",\n", + " alpha=0.5,\n", + " label=\"Choi-SDSS\",\n", + ")\n", + "centers = 0.5 * (bins1[1:] + bins1[:-1])\n", + "pars, cov = curve_fit(\n", + " lambda x, mu, sig: norm.pdf(x, loc=mu, scale=sig), centers, n1, p0=[0, 20]\n", + ")\n", + "ax1.plot(centers, norm.pdf(centers, *pars), \"k--\", linewidth=2)\n", + "ax1.set_xlim(-200, 200)\n", + "ax1.text(0.75, 0.35, \"$\\mu$ = %.5f\" % (pars[0]), transform=ax1.transAxes)\n", + "ax1.text(0.75, 0.28, \"$\\sigma$ = %.5f\" % (pars[1]), transform=ax1.transAxes)\n", + "ax1.legend(loc=\"upper left\")\n", + "plt.xlabel(r\"offset in velocity dispersion $\\Delta \\sigma$ (km/s)\", fontsize=fnt_sz)\n", + "plt.ylabel(\"PDF\", fontsize=fnt_sz)\n", + "\n", + "ax2 = plt.subplot(2, 2, 2)\n", + "ax2.scatter(data_table[\"rmag\"].data, vdisp_spec - vdisp_SDSS, s=1, linewidth=2)\n", + "ax2.set_ylim(-250, 250)\n", + "plt.xlabel(\"r mag\", fontsize=fnt_sz)\n", + "plt.ylabel(r\"$\\Delta \\sigma$ (km/s)\", fontsize=fnt_sz)\n", + "\n", + "ax2 = plt.subplot(2, 2, 3)\n", + "ax2.scatter(data_table[\"zsp\"].data, vdisp_spec - vdisp_SDSS, s=1, linewidth=2)\n", + "ax2.set_ylim(-250, 250)\n", + "plt.xlabel(\"redshift\", fontsize=fnt_sz)\n", + "plt.ylabel(r\"$\\Delta \\sigma$ (km/s)\", fontsize=fnt_sz)\n", + "\n", + "ax2 = plt.subplot(2, 2, 4)\n", + "ax2.scatter(vdisp_SDSS, vdisp_spec - vdisp_SDSS, s=1, linewidth=2)\n", + "ax2.set_ylim(-250, 250)\n", + "plt.xlabel(\"Velocity dispersion (km/s)\", fontsize=fnt_sz)\n", + "plt.ylabel(r\"$\\Delta \\sigma$ (km/s)\", fontsize=fnt_sz)\n", + "\n", + "plt.suptitle(\n", + " \"Distributions of the offsets in the velocity dispersions for Bernardi et al 2003 ETGs\"\n", + ")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/injection_of_variable_lenses_in_dp0_time_series_images.ipynb b/notebooks/injection_of_variable_lenses_in_dp0_time_series_images.ipynb index 54d21dbd4..b7aa2a7ab 100644 --- a/notebooks/injection_of_variable_lenses_in_dp0_time_series_images.ipynb +++ b/notebooks/injection_of_variable_lenses_in_dp0_time_series_images.ipynb @@ -26,7 +26,11 @@ "from astropy.cosmology import FlatLambdaCDM\n", "from astropy.units import Quantity\n", "from slsim.lens_pop import LensPop\n", - "from slsim.Plots.plot_functions import create_image_montage_from_image_list" + "from slsim.Plots.plot_functions import create_image_montage_from_image_list\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Deflectors as deflectors\n", + "from slsim.Sources.point_sources import PointSources\n", + "from slsim.Sources.QuasarCatalog.simple_quasar import quasar_catalog_simple" ] }, { @@ -215,18 +219,83 @@ " \"amp_max\": 1.1,\n", " \"freq_min\": 0.5,\n", " \"freq_max\": 0.6,\n", - "}\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6d81ab8a", + "metadata": {}, + "outputs": [], + "source": [ + "# Generate galaxy population using skypy pipeline.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None, sky_area=sky_area, filters=None, cosmo=cosmo\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "2e3f9b73", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/narayankhadka/slsim/slsim/Deflectors/all_lens_galaxies.py:47: UserWarning: Angular size is converted to arcsec because provided input_catalog_type is skypy. If this is not correct, please refer to the documentation of the class you are using\n", + " red_galaxy_list = catalog_with_angular_size_in_arcsec(\n", + "/Users/narayankhadka/slsim/slsim/Deflectors/all_lens_galaxies.py:50: UserWarning: Angular size is converted to arcsec because provided input_catalog_type is skypy. If this is not correct, please refer to the documentation of the class you are using\n", + " blue_galaxy_list = catalog_with_angular_size_in_arcsec(\n" + ] + } + ], + "source": [ + "# Initiate deflector population class.\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", + " kwargs_mass2light=None,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "05d25d35", + "metadata": {}, + "outputs": [], + "source": [ + "# Simulate quasar population.\n", + "quasar_source = quasar_catalog_simple(**kwargs_quasars) # this is a fake quasar\n", + "# population. A more realistic population is available.\n", + "# Initiate source population class.\n", + "quasars = PointSources(\n", + " quasar_source,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + " variability_model=\"sinusoidal\",\n", + " kwargs_variability_model={\"amp\": 1, \"freq\": 0.5},\n", + " kwargs_cut=kwargs_source_cut,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d5f86996", + "metadata": {}, + "outputs": [], + "source": [ "# run skypy pipeline and make galaxy-galaxy population class using LensPop\n", "lens_pop = LensPop(\n", - " deflector_type=\"all-galaxies\",\n", - " source_type=\"quasars\",\n", - " kwargs_deflector_cut=kwargs_deflector_cut,\n", - " kwargs_source_cut=kwargs_source_cut,\n", - " kwargs_quasars=kwargs_quasars,\n", - " variability_model=\"sinusoidal\",\n", - " kwargs_variability={\"amp\": 1, \"freq\": 0.5},\n", - " kwargs_mass2light=None,\n", - " skypy_config=None,\n", + " deflector_population=lens_galaxies,\n", + " source_population=quasars,\n", " sky_area=sky_area,\n", " cosmo=cosmo,\n", ")" @@ -326,9 +395,9 @@ ], "metadata": { "kernelspec": { - "display_name": "LSST", + "display_name": "base", "language": "python", - "name": "lsst" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -340,7 +409,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.4" + "version": "3.9.7" } }, "nbformat": 4, diff --git a/notebooks/lens_source_injection.ipynb b/notebooks/lens_source_injection.ipynb index 9c838ba14..d11544662 100644 --- a/notebooks/lens_source_injection.ipynb +++ b/notebooks/lens_source_injection.ipynb @@ -18,10 +18,12 @@ "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", - "import sys\n", "from astropy.cosmology import FlatLambdaCDM\n", "from astropy.units import Quantity\n", "from slsim.lens_pop import LensPop\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Sources as sources\n", + "import slsim.Deflectors as deflectors\n", "from slsim.image_simulation import (\n", " sharp_image,\n", " sharp_rgb_image,\n", @@ -81,26 +83,6 @@ "Using slsim one can generate galaxy-galaxy lenses." ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "d0d48388-dee5-4488-81f4-b3d636b3a698", - "metadata": { - "execution": { - "iopub.execute_input": "2023-08-14T22:43:59.996001Z", - "iopub.status.busy": "2023-08-14T22:43:59.994972Z", - "iopub.status.idle": "2023-08-14T22:44:00.000126Z", - "shell.execute_reply": "2023-08-14T22:43:59.999335Z", - "shell.execute_reply.started": "2023-08-14T22:43:59.995960Z" - }, - "tags": [] - }, - "outputs": [], - "source": [ - "## Users should change this path to their slsim path\n", - "sys.path.insert(0, \"/home/nkhadka/notebooks/mytutorials/slsim/\")" - ] - }, { "cell_type": "code", "execution_count": null, @@ -127,18 +109,70 @@ "# define limits in the intrinsic deflector and source population (in addition to the skypy config\n", "# file)\n", "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.01, \"z_max\": 2.5}\n", - "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.1, \"z_max\": 5.0}\n", - "\n", - "# run skypy pipeline and make galaxy-galaxy population class using LensPop\n", - "gg_lens_pop = LensPop(\n", - " deflector_type=\"all-galaxies\",\n", - " source_type=\"galaxies\",\n", - " kwargs_deflector_cut=kwargs_deflector_cut,\n", - " kwargs_source_cut=kwargs_source_cut,\n", + "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 28, \"z_min\": 0.1, \"z_max\": 5.0}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "abe0b4d0", + "metadata": {}, + "outputs": [], + "source": [ + "# Generate galaxy population using skypy pipeline.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None, sky_area=sky_area, filters=None, cosmo=cosmo\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c1ac41e1", + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate deflector population class.\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", " kwargs_mass2light=None,\n", - " skypy_config=None,\n", + " cosmo=cosmo,\n", " sky_area=sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "744d5fda", + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate source population class.\n", + "source_galaxies = sources.Galaxies(\n", + " galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_source_cut,\n", " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + " catalog_type=\"skypy\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "639fbded", + "metadata": {}, + "outputs": [], + "source": [ + "# make galaxy-galaxy population class using LensPop\n", + "gg_lens_pop = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=source_galaxies,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", ")" ] }, diff --git a/notebooks/lensed_quasar_population_with_variability.ipynb b/notebooks/lensed_quasar_population_with_variability.ipynb new file mode 100644 index 000000000..b967503c2 --- /dev/null +++ b/notebooks/lensed_quasar_population_with_variability.ipynb @@ -0,0 +1,489 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from slsim.lens_pop import LensPop\n", + "import numpy as np\n", + "import slsim.Sources as sources\n", + "import slsim.Deflectors as deflectors\n", + "import slsim.Pipelines as pipelines\n", + "from slsim.Sources.QuasarCatalog.quasar_pop import QuasarRate\n", + "import matplotlib.pyplot as plt\n", + "from slsim.image_simulation import (\n", + " point_source_coordinate_properties,\n", + " lens_image_series,\n", + " rgb_image_from_image_list,\n", + ")\n", + "from slsim.Plots.plot_functions import create_image_montage_from_image_list" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Lensed quasar population\n", + "\n", + "This notebook shows how to simulate lensed quasar population with variability." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "\n", + "# define a sky area\n", + "galaxy_sky_area = Quantity(value=1, unit=\"deg2\")\n", + "quasar_sky_area = Quantity(value=5, unit=\"deg2\")\n", + "full_sky_area = Quantity(value=500, unit=\"deg2\")\n", + "\n", + "\n", + "# define limits in the intrinsic deflector and source population (in addition\n", + "# to the skypy config\n", + "# file)\n", + "kwargs_deflector_cut = {\"band\": \"i\", \"band_max\": 28, \"z_min\": 0.01, \"z_max\": 2.5}\n", + "kwargs_source_cut = {\"band\": \"i\", \"band_max\": 26, \"z_min\": 0.001, \"z_max\": 5.0}" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# generate galaxy population using skypy pipeline.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None,\n", + " sky_area=galaxy_sky_area,\n", + " filters=None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/narayankhadka/slsim/slsim/Deflectors/all_lens_galaxies.py:47: UserWarning: Angular size is converted to arcsec because provided input_catalog_type is skypy. If this is not correct, please refer to the documentation of the class you are using\n", + " red_galaxy_list = catalog_with_angular_size_in_arcsec(\n", + "/Users/narayankhadka/slsim/slsim/Deflectors/all_lens_galaxies.py:50: UserWarning: Angular size is converted to arcsec because provided input_catalog_type is skypy. If this is not correct, please refer to the documentation of the class you are using\n", + " blue_galaxy_list = catalog_with_angular_size_in_arcsec(\n" + ] + } + ], + "source": [ + "# Initiate deflector popiulation class\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", + " kwargs_mass2light={},\n", + " cosmo=cosmo,\n", + " sky_area=galaxy_sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate QuasarRate class to generate quasar sample.\n", + "quasar_class = QuasarRate(\n", + " cosmo=cosmo,\n", + " sky_area=quasar_sky_area,\n", + " noise=True,\n", + " redshifts=np.linspace(0.001, 5.01, 100), # these redshifts are provided\n", + " # to match general slsim redshift range in skypy pipeline.\n", + ")\n", + "quasar_source = quasar_class.quasar_sample(m_min=15, m_max=30)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "# Prepare dictionary of agn variability kwargs\n", + "variable_agn_kwarg_dict = {\n", + " \"length_of_light_curve\": 500,\n", + " \"time_resolution\": 1,\n", + " \"log_breakpoint_frequency\": 1 / 20,\n", + " \"low_frequency_slope\": 1,\n", + " \"high_frequency_slope\": 3,\n", + " \"normal_magnitude_variance\": 0.9,\n", + "}\n", + "# Initiate source population class.\n", + "source_quasar = sources.PointSources(\n", + " quasar_source,\n", + " cosmo=cosmo,\n", + " sky_area=quasar_sky_area,\n", + " kwargs_cut=kwargs_source_cut,\n", + " light_profile=None,\n", + " variability_model=\"light_curve\", # keyword for the variability model.\n", + " kwargs_variability_model={\"agn_lightcurve\", \"i\", \"g\", \"r\"}, # specify kewords for\n", + " agn_driving_variability_model=\"bending_power_law\",\n", + " agn_driving_kwargs_variability=variable_agn_kwarg_dict,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate LensPop class to generate lensed quasar pop.\n", + "quasar_lens_pop = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=source_quasar,\n", + " cosmo=cosmo,\n", + " sky_area=full_sky_area,\n", + " lightcurve_time=np.linspace(0, 1000, 500),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Draw lenses" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "kwargs_lens_cuts = {}\n", + "# drawing population\n", + "quasar_lens_population = quasar_lens_pop.draw_population(\n", + " speed_factor=1000, kwargs_lens_cuts=kwargs_lens_cuts\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Select a lens to visualize" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "metadata": {}, + "outputs": [], + "source": [ + "# Select a random lens\n", + "kwargs_lens_cut = {\"min_image_separation\": 2, \"max_image_separation\": 10}\n", + "rgb_band_list = [\"i\", \"r\", \"g\"]\n", + "lens_class = quasar_lens_pop.select_lens_at_random(**kwargs_lens_cut)" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "metadata": {}, + "outputs": [], + "source": [ + "# Get a point source coordinate so that you can plot these image center in the plot.\n", + "pix_coord = point_source_coordinate_properties(\n", + " lens_class,\n", + " band=\"i\",\n", + " mag_zero_point=35,\n", + " delta_pix=0.2,\n", + " num_pix=64,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + ")[\"image_pix\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## See the light curve of a selected quasar" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "metadata": {}, + "outputs": [], + "source": [ + "time = np.linspace(0, 500, 500)" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 96, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(10, 5))\n", + "ax1.plot(\n", + " time,\n", + " lens_class.point_source_magnitude(band=\"i\", lensed=True, time=time)[0],\n", + " label=\"i-band, image-1\",\n", + ")\n", + "ax1.plot(\n", + " time,\n", + " lens_class.point_source_magnitude(band=\"r\", lensed=True, time=time)[0],\n", + " label=\"r-band, image-1\",\n", + ")\n", + "ax1.plot(\n", + " time,\n", + " lens_class.point_source_magnitude(band=\"g\", lensed=True, time=time)[0],\n", + " label=\"g-band, image-1\",\n", + ")\n", + "# ax1.gca().invert_yaxis()\n", + "ax1.set_ylabel(\"Magnitude\")\n", + "ax1.set_xlabel(\"Time\" \"[Days]\")\n", + "# ax1.set_xlim(0, 500)\n", + "# ax1.set_ylim(19.5, 21.25)\n", + "ax2.plot(\n", + " time,\n", + " lens_class.point_source_magnitude(band=\"i\", lensed=True, time=time)[1],\n", + " label=\"i-band, image-2\",\n", + ")\n", + "ax2.plot(\n", + " time,\n", + " lens_class.point_source_magnitude(band=\"r\", lensed=True, time=time)[1],\n", + " label=\"r-band, image-2\",\n", + ")\n", + "ax2.plot(\n", + " time,\n", + " lens_class.point_source_magnitude(band=\"g\", lensed=True, time=time)[1],\n", + " label=\"g-band, image-2\",\n", + ")\n", + "# ax1.gca().invert_yaxis()\n", + "ax2.set_ylabel(\"Magnitude\")\n", + "ax2.set_xlabel(\"Time\" \"[Days]\")\n", + "# ax2.set_xlim(0, 250)\n", + "# ax2.set_ylim(None, 25)\n", + "ax2.invert_yaxis()\n", + "ax1.invert_yaxis()\n", + "ax1.legend()\n", + "ax2.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Set observation time and image configuration" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "time = np.linspace(0, 250, 10)\n", + "# time = sorted(np.random.uniform(-20, 100, 10))\n", + "# time = np.array([0, 50, 70, 120])\n", + "repeats = len(time)\n", + "# load your psf kernel and transform matrix. If you have your own psf, please provide\n", + "# it here.\n", + "path = \"../tests/TestData/psf_kernels_for_deflector.npy\"\n", + "psf_kernel = 1 * np.load(path)\n", + "psf_kernel[psf_kernel < 0] = 0\n", + "transform_matrix = np.array([[0.2, 0], [0, 0.2]])\n", + "\n", + "# let's set up psf kernel for each exposure. Here we have taken the same psf that we\n", + "# extracted above. However, each exposure can have different psf kernel and user should\n", + "# provide corresponding psf kernel to each exposure.\n", + "psf_kernel_list = [psf_kernel]\n", + "transform_matrix_list = [transform_matrix]\n", + "psf_kernels_all = psf_kernel_list * repeats\n", + "# psf_kernels_all = np.array([dp0[\"psf_kernel\"][:10]])[0]\n", + "\n", + "# let's set pixel to angle transform matrix. Here we have taken the same matrix for\n", + "# each exposure but user should provide corresponding transform matrix to each exposure.\n", + "transform_matrix_all = transform_matrix_list * repeats\n", + "\n", + "# provide magnitude zero point for each exposures. Here we have taken the same magnitude\n", + "# zero point for each exposure but user should provide the corresponding magnitude\n", + "# zero point for each exposure.\n", + "mag_list = [31.0]\n", + "mag_zero_points_all = mag_list * repeats\n", + "# mag_zero_points_all = np.array([dp0[\"zero_point\"][:10]])[0]\n", + "\n", + "expo_list = [30]\n", + "exposure_time_all = expo_list * repeats" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulate Image" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "metadata": {}, + "outputs": [], + "source": [ + "# Simulate a lens image\n", + "image_lens_series_i = lens_image_series(\n", + " lens_class=lens_class,\n", + " band=\"i\",\n", + " mag_zero_point=mag_zero_points_all,\n", + " num_pix=64,\n", + " psf_kernel=psf_kernels_all,\n", + " transform_pix2angle=transform_matrix_all,\n", + " exposure_time=exposure_time_all,\n", + " t_obs=time,\n", + " with_deflector=True,\n", + " with_source=True,\n", + ")\n", + "image_lens_series_g = lens_image_series(\n", + " lens_class=lens_class,\n", + " band=\"g\",\n", + " mag_zero_point=mag_zero_points_all,\n", + " num_pix=64,\n", + " psf_kernel=psf_kernels_all,\n", + " transform_pix2angle=transform_matrix_all,\n", + " exposure_time=exposure_time_all,\n", + " t_obs=time,\n", + " with_deflector=True,\n", + " with_source=True,\n", + ")\n", + "image_lens_series_r = lens_image_series(\n", + " lens_class=lens_class,\n", + " band=\"r\",\n", + " mag_zero_point=mag_zero_points_all,\n", + " num_pix=64,\n", + " psf_kernel=psf_kernels_all,\n", + " transform_pix2angle=transform_matrix_all,\n", + " exposure_time=exposure_time_all,\n", + " t_obs=time,\n", + " with_deflector=True,\n", + " with_source=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "metadata": {}, + "outputs": [], + "source": [ + "rgb_image_list = []\n", + "for i in range(len(image_lens_series_i)):\n", + " rgb_image_list.append(\n", + " rgb_image_from_image_list(\n", + " image_list=[\n", + " image_lens_series_i[i],\n", + " image_lens_series_r[i],\n", + " image_lens_series_g[i],\n", + " ],\n", + " stretch=0.5,\n", + " )\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize simulated images" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plot_montage = create_image_montage_from_image_list(\n", + " num_rows=2, num_cols=5, images=rgb_image_list, time=time, image_center=pix_coord\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/multiple_lens_injection.ipynb b/notebooks/multiple_lens_injection.ipynb index ea91a5004..50215a51c 100644 --- a/notebooks/multiple_lens_injection.ipynb +++ b/notebooks/multiple_lens_injection.ipynb @@ -22,7 +22,10 @@ "import lsst.daf.butler as dafButler\n", "from slsim import lsst_science_pipeline\n", "from slsim.Util import param_util\n", - "import numpy as np" + "import numpy as np\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Sources as sources\n", + "import slsim.Deflectors as deflectors" ] }, { @@ -87,18 +90,70 @@ "# define limits in the intrinsic deflector and source population (in addition to the skypy config\n", "# file)\n", "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 22, \"z_min\": 0.01, \"z_max\": 2.5}\n", - "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 22, \"z_min\": 0.1, \"z_max\": 5.0}\n", - "\n", - "# run skypy pipeline and make galaxy-galaxy population class using LensPop\n", - "gg_lens_pop = LensPop(\n", - " deflector_type=\"all-galaxies\",\n", - " source_type=\"galaxies\",\n", - " kwargs_deflector_cut=kwargs_deflector_cut,\n", - " kwargs_source_cut=kwargs_source_cut,\n", + "kwargs_source_cut = {\"band\": \"g\", \"band_max\": 22, \"z_min\": 0.1, \"z_max\": 5.0}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80bce20a", + "metadata": {}, + "outputs": [], + "source": [ + "# Generate galaxy population using skypy pipeline.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None, sky_area=sky_area, filters=None, cosmo=cosmo\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "782fe026", + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate deflector population class.\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", " kwargs_mass2light=None,\n", - " skypy_config=None,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "70954512", + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate source population class.\n", + "source_galaxies = sources.Galaxies(\n", + " galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_source_cut,\n", + " cosmo=cosmo,\n", " sky_area=sky_area,\n", + " catalog_type=\"skypy\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80fe189e", + "metadata": {}, + "outputs": [], + "source": [ + "# make galaxy-galaxy population class using LensPop\n", + "gg_lens_pop = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=source_galaxies,\n", " cosmo=cosmo,\n", + " sky_area=sky_area,\n", ")" ] }, diff --git a/notebooks/quasar_population_tutorial.ipynb b/notebooks/quasar_population_tutorial.ipynb new file mode 100644 index 000000000..0ae60b607 --- /dev/null +++ b/notebooks/quasar_population_tutorial.ipynb @@ -0,0 +1,436 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from slsim.lens_pop import LensPop\n", + "import numpy as np\n", + "import slsim.Sources as sources\n", + "import slsim.Deflectors as deflectors\n", + "import slsim.Pipelines as pipelines\n", + "from slsim.Sources.QuasarCatalog.quasar_pop import QuasarRate\n", + "import corner\n", + "import matplotlib.pyplot as plt\n", + "from scipy.stats import gaussian_kde" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Lensed quasar population\n", + "\n", + "This notebook shows how to simulate lensed quasar population." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "\n", + "# define a sky area\n", + "galaxy_sky_area = Quantity(value=1, unit=\"deg2\")\n", + "quasar_sky_area = Quantity(value=5, unit=\"deg2\")\n", + "full_sky_area = Quantity(value=500, unit=\"deg2\")\n", + "\n", + "\n", + "# define limits in the intrinsic deflector and source population (in addition\n", + "# to the skypy config\n", + "# file)\n", + "kwargs_deflector_cut = {\"band\": \"i\", \"band_max\": 30, \"z_min\": 0.01, \"z_max\": 5}\n", + "kwargs_source_cut = {\"z_min\": 0.001, \"z_max\": 5.0}" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# generate galaxy population using skypy pipeline.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None,\n", + " sky_area=galaxy_sky_area,\n", + " filters=None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/narayankhadka/slsim/slsim/Deflectors/all_lens_galaxies.py:47: UserWarning: Angular size is converted to arcsec because provided input_catalog_type is skypy. If this is not correct, please refer to the documentation of the class you are using\n", + " red_galaxy_list = catalog_with_angular_size_in_arcsec(\n", + "/Users/narayankhadka/slsim/slsim/Deflectors/all_lens_galaxies.py:50: UserWarning: Angular size is converted to arcsec because provided input_catalog_type is skypy. If this is not correct, please refer to the documentation of the class you are using\n", + " blue_galaxy_list = catalog_with_angular_size_in_arcsec(\n" + ] + } + ], + "source": [ + "# Initiate deflector popiulation class\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", + " kwargs_mass2light={},\n", + " cosmo=cosmo,\n", + " sky_area=galaxy_sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate QuasarRate class to generate quasar sample.\n", + "quasar_class = QuasarRate(\n", + " cosmo=cosmo,\n", + " sky_area=quasar_sky_area,\n", + " noise=True,\n", + " redshifts=np.linspace(0.001, 5.01, 100), # these redshifts are provided\n", + " # to match general slsim redshift range in skypy pipeline.\n", + ")\n", + "quasar_source = quasar_class.quasar_sample(m_min=15, m_max=30)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate source population class.\n", + "source_quasar = sources.PointSources(\n", + " quasar_source,\n", + " cosmo=cosmo,\n", + " sky_area=quasar_sky_area,\n", + " kwargs_cut=kwargs_source_cut,\n", + " variability_model=None,\n", + " kwargs_variability_model=None,\n", + " light_profile=None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate LensPop class to generate lensed quasar pop. We simulate lens pop in 500\n", + "# deg^2. If you want to simulate in larger sky, change sky area to your requirement.\n", + "quasar_lens_pop = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=source_quasar,\n", + " cosmo=cosmo,\n", + " sky_area=full_sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "sample_source = quasar_lens_pop._sources._point_source_select" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Draw lenses" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "kwargs_lens_cuts = {}\n", + "# drawing population\n", + "quasar_lens_population = quasar_lens_pop.draw_population(\n", + " speed_factor=1000, kwargs_lens_cuts=kwargs_lens_cuts\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Extract necessary quantities of each lens" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of lenses: 3404\n" + ] + } + ], + "source": [ + "print(\"Number of lenses:\", len(quasar_lens_population))\n", + "\n", + "lens_samples2 = []\n", + "labels = [\n", + " r\"$\\sigma_v$\",\n", + " r\"$\\log(M_{*})$\",\n", + " r\"$\\theta_E$\",\n", + " r\"$z_{\\rm l}$\",\n", + " r\"$z_{\\rm s}$\",\n", + " r\"$m_{\\rm source}$\",\n", + " r\"$m_{\\rm lens}$\",\n", + "]\n", + "source_z = []\n", + "deflector_z = []\n", + "sigma_v = []\n", + "m_s = []\n", + "for ps_lens in quasar_lens_population:\n", + " source_mag = min(ps_lens.point_source_magnitude(band=\"i\", lensed=True))\n", + " vel_disp = ps_lens.deflector_velocity_dispersion()\n", + " m_star = ps_lens.deflector_stellar_mass()\n", + " theta_e = ps_lens.einstein_radius\n", + " zl = ps_lens.deflector_redshift\n", + " zs = ps_lens.source_redshift\n", + " deflector_mag = ps_lens.deflector_magnitude(band=\"i\")\n", + " source_z.append(zs)\n", + " deflector_z.append(zl)\n", + " sigma_v.append(vel_disp)\n", + " m_s.append(source_mag)\n", + " lens_samples2.append(\n", + " [vel_disp, np.log10(m_star), theta_e, zl, zs, source_mag, deflector_mag]\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot lens quantities" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "hist2dkwargs = {\n", + " \"plot_density\": False,\n", + " \"plot_contours\": False,\n", + " \"plot_datapoints\": True,\n", + " \"color\": \"b\",\n", + " \"data_kwargs\": {\"ms\": 5},\n", + "}\n", + "corner.corner(np.array(lens_samples2), labels=labels, **hist2dkwargs)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Apply some cuts" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "source_cut = []\n", + "deflector_cut = []\n", + "for i in range(len(source_z)):\n", + " if m_s[i] <= 23.3:\n", + " source_cut.append(source_z[i])\n", + " deflector_cut.append(deflector_z[i])" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "source_cut_less_than_3 = []\n", + "for i in range(len(source_cut)):\n", + " if source_cut[i] < 3:\n", + " source_cut_less_than_3.append(source_cut[i])" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of lensed quasar at redshift less than 3 is equal to 5080.0\n", + "Number of lensed quasar at redshift less than 5 is equal to 8280.0\n" + ] + } + ], + "source": [ + "number_of_lensed_quasar_in_full_LSST_survey_3 = (20000 / 500) * len(\n", + " source_cut_less_than_3\n", + ")\n", + "number_of_lensed_quasar_in_full_LSST_survey_5 = (20000 / 500) * len(source_cut)\n", + "print(\n", + " \"Number of lensed quasar at redshift less than 3 is equal to\",\n", + " number_of_lensed_quasar_in_full_LSST_survey_3,\n", + ")\n", + "print(\n", + " \"Number of lensed quasar at redshift less than 5 is equal to\",\n", + " number_of_lensed_quasar_in_full_LSST_survey_5,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot lensed source, unlensed source, and deflector distribution." + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Compute the KDE\n", + "kde_source = gaussian_kde(source_cut)\n", + "x_vals_source = np.linspace(0, 5, 1000)\n", + "kde_vals_source = kde_source(x_vals_source)\n", + "kde_deflector = gaussian_kde(deflector_cut)\n", + "x_vals_deflector = np.linspace(0, 5, 1000)\n", + "kde_vals_deflector = kde_deflector(x_vals_deflector)\n", + "\n", + "kde_unlensed_supernovae = gaussian_kde(sample_source[\"z\"], bw_method=0.3)\n", + "x_vals_unlensed_supernovae = np.linspace(0, 5, 1000)\n", + "kde_vals_unlensed_supernovae = kde_unlensed_supernovae(x_vals_unlensed_supernovae)\n", + "\n", + "# Plot the KDE\n", + "plt.figure(figsize=(10, 6))\n", + "plt.plot(\n", + " x_vals_source,\n", + " kde_vals_source,\n", + " color=\"blue\",\n", + " lw=2,\n", + " zorder=2,\n", + " label=r\"Lensed quasars\",\n", + ")\n", + "plt.fill_between(x_vals_source, kde_vals_source, alpha=0.5, zorder=2)\n", + "plt.plot(\n", + " x_vals_deflector,\n", + " kde_vals_deflector,\n", + " color=\"red\",\n", + " lw=2,\n", + " zorder=1,\n", + " label=r\"Deflector galaxies\",\n", + ")\n", + "plt.fill_between(x_vals_deflector, kde_vals_deflector, color=\"red\", alpha=0.5, zorder=1)\n", + "plt.plot(\n", + " x_vals_unlensed_supernovae,\n", + " kde_vals_unlensed_supernovae,\n", + " ls=\"--\",\n", + " color=\"black\",\n", + " lw=2,\n", + " zorder=1,\n", + " label=r\"Unlensed quasars\",\n", + ")\n", + "# plt.title('Probability Distribution of Redshift')\n", + "plt.xlabel(\"Redshift\", fontsize=15)\n", + "plt.ylabel(\"Probability density\", fontsize=15)\n", + "plt.xlim(0, 5)\n", + "plt.ylim(0, 0.75)\n", + "plt.xticks(fontsize=15)\n", + "plt.yticks(fontsize=15)\n", + "plt.legend(fontsize=15)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/roman_configuration.ipynb b/notebooks/roman_configuration.ipynb index c495fce9d..64d6e3449 100644 --- a/notebooks/roman_configuration.ipynb +++ b/notebooks/roman_configuration.ipynb @@ -9,7 +9,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -18,9 +18,13 @@ "import matplotlib.pyplot as plt\n", "import slsim\n", "from slsim.lens_pop import LensPop\n", + "import slsim.Sources as sources\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Deflectors as deflectors\n", "from slsim.Observations.roman_speclite import configure_roman_filters\n", "from slsim.Observations.roman_speclite import filter_names\n", "from slsim.Plots.lens_plots import LensingPlots\n", + "from slsim.roman_image_simulation import simulate_roman_image\n", "import speclite\n", "from astropy.cosmology import FlatLambdaCDM\n", "from astropy.units import Quantity\n", @@ -37,7 +41,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 2, @@ -89,33 +93,48 @@ "\n", "\n", "# run skypy pipeline and make galaxy-galaxy population class\n", - "lens_pop = LensPop(\n", - " deflector_type=\"all-galaxies\",\n", - " source_type=\"galaxies\",\n", - " kwargs_deflector_cut=kwargs_deflector_cut,\n", - " kwargs_source_cut=kwargs_source_cut,\n", - " kwargs_mass2light=None,\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", " skypy_config=skypy_config,\n", " sky_area=sky_area,\n", + " filters=None,\n", + ")\n", + "lens_galaxies = deflectors.EllipticalLensGalaxies(\n", + " galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", + " kwargs_mass2light={},\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + ")\n", + "\n", + "source_galaxies = sources.Galaxies(\n", + " galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_source_cut,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + " catalog_type=\"skypy\",\n", + ")\n", + "\n", + "lens_pop = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=source_galaxies,\n", " cosmo=cosmo,\n", + " sky_area=sky_area,\n", ")" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 41, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -123,11 +142,18 @@ "kwargs_lens_cut_plot = {\n", " \"min_image_separation\": 0.5,\n", " \"max_image_separation\": 10,\n", - " \"mag_arc_limit\": {\"F158\": 21, \"F106\": 21, \"F062\": 21},\n", + " \"mag_arc_limit\": {\"F184\": 21, \"F129\": 21, \"F062\": 21},\n", "}\n", "\n", + "# Generating images can be very slow due to having to use webbpsf to generate PSFs each time\n", + "# We can instead load PSFs that were generated ahead of time by supplying the directory to the PSFs\n", + "# See documentation of roman_image_simulation.py for more details\n", + "psf_directory = None\n", + "\n", "# make montage of realizations\n", - "gg_plot = LensingPlots(lens_pop, num_pix=124, observatory=\"Roman\")\n", + "gg_plot = LensingPlots(\n", + " lens_pop, num_pix=124, observatory=\"Roman\", psf_directory=psf_directory\n", + ")\n", "\n", "\n", "fig, axes = gg_plot.plot_montage(\n", @@ -142,14 +168,14 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "kwargs_lens_cut = {\n", " \"min_image_separation\": 0.1,\n", " \"max_image_separation\": 10,\n", - " \"mag_arc_limit\": {\"F158\": 25, \"F106\": 25, \"F062\": 25},\n", + " \"mag_arc_limit\": {\"F158\": 25, \"F106\": 21, \"F062\": 25},\n", "}\n", "\n", "\n", @@ -158,14 +184,39 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "single_image = simulate_roman_image(\n", + " lens_population[3], band=\"F106\", num_pix=45, oversample=5, add_noise=True\n", + ")\n", + "plt.imshow(np.log10(single_image), origin=\"lower\")\n", + "plt.colorbar()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Number of lenses: 3840\n" + "Number of lenses: 122\n" ] } ], @@ -198,21 +249,19 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 36, "metadata": { "scrolled": true }, "outputs": [ { "data": { - "image/png": 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wmi+bHQMAAACAvWpPB2JijJMhhK+OMS7WeyxoLMWi9O3fLv3N31z93F/6JYIwu2VwcOu6LNcbNDl37vpeBwAAAAD1tqcDMZJEEAbXYnhY+p3fkT7yEelTn7r6+bfeKn3jN+7+uA4qL5wLAAAAADB7PhADbNe990qvfrU0cpVKQiFIp09LN90k/ef/LBUKNRkeAAAAAAAEYtD4HnlE+p7vkf7xH69+7td8jfQrvyLdfPPujwsAAAAAgPUIxKBh/fVfS9/93dKlS1c/t7lZ+uAHpa/6qt0eFQAAAAAAm9vT7auBjXzoQ9KxY9KrXnX1IEw+b8GXz3+eIAwAAAAAoP7IiEFDefe7pTe+cXvnvvrV0m/+JtuQAAAAAAB7B4EYNIz3vnd7QZhjx6Q/+iPpla/c/TEBAAAAAHAtCMSgIXzoQ9K3fdvW5/T3S5/8JBkwAAAAAIC9a9/UiAkhhHqPAbvnm79582NHj0pvepP0T/9EEKYeBgetJfhGPwMD9R4dAAAAAOwtDZ0RE0J4kaRCjPHjMcYYQggxxljvcWFnTExIf/iH0p/8ibS4uPE5L3uZ9Jd/KXV11XRoqDI0JPGvDgAAAAC2pyEDMavZL4cl/Zmk4RDC22KMH1kNxjTFGFeu8vq7JN0lSadOndr9AeOafeIT0uteJ01Pb35ONmstqQnCAAAAAAAaRUNuTYpmRNJ7JH1A0ltCCF+3emzLIMzqOe+MMd4ZY7yzv79/l0eLa/GpT0knTlimy1ZBGMnqxvT21mZcAAAAAADshIbNiFndgtQkaUUWkHljCOEmSUsxxt/cTmYM9p6v/Eppaurq573+9daeGgAAAACARtKwGTGrf/6ppIkY4/skPSLppyV1r55DEKaBTE9L3/iNVw/CZDLS13+9dPfdNRkWAAAAAAA7qiEzYqpESXeGEMYkfZOk35b0ZSGE18YY/0d9h4ar+cxnrNvRgw9Ky8tbn3vjjdJ73yu96EW1GRsAAAAAALuh0QMxn5O0KOm3JL0lxvihEMI3Sbq/vsPC1Xz849JXfMX2zv3P/1n6oR+ybBgAAAAAABrZnt+aFELo3OxYjHFZ0t9I+toY44dWn/6zGOP5mgwO16xYlH7pl7YfhPnxH5d+9EcJwgAAAAAA9oc9HYgJIXy9pL8PIXxxCKFp3bEmSYoxfjDG+E8hhOzq40odhoptKBal7/1e6Sd+Ynvn/6f/JP38z+/umAAAAAAAqKU9G4gJIQxK+lFJVyT9iKTnhxCCH/divCGEV4UQ8jHGcl0Gim35xCekG26Q3vOerc87ckR661uly5elt72NTBgAAAAAwP6yZwMxsrbU/z7G+EpJD0p6m6QXhBCaJWthvXrel0g6Wp8hYjv+6q+kl71MGh/f+rw//VNpeFj6zd+UjvKNAgAAAAD2oT0XiAkh3CpJq3Ve7l39+6clfVrST0l63uqpX7R67KdijOdqPlBsy2//tvSa12x9zg03SH//99Ib3lCbMeHgGhiQQtj8Z3Cw3iMEAAAAsN/tqUBMCOF1ku4NIbxXkmKM0yGE3Orfb5f0KUk/EkL4BUnvCSEcrt9ocTVvf7v0Az+w9Tm/8zvS+fPSl35pbcaEg+3cOSnGzX+Ghuo9QgAAAAD73Z4JxIQQ2iS9VdIPS1oKIbxLkmKMpRBCy+rfb5d0XNJ3Svq2GOOVOg0XV/Hrv241XrbyF38hveUttRkPAAAAAAB7wZ4JxMQY5yW9SdJ7JP2YpHxVMGZJ+r/blrokvSbGeF+9xoqtvf3t0g//8ObHm5qkL3xBev3razYkAAAAAAD2hD0TiJGkGOOlGONcjHFM0lskFTwYE0J4rqwo7ytjjJ+v4zCxhT/4g60zYdrbrYPSs55VuzEBAAAAALBXXHMgJoTQFkLY9abCMcZxWTCmHEJ4WNKfSjqzGqTBHvRTPyW96U2bH/+Kr7C21C95Sc2GhB0yOLh5gduBgXqPDgAAAAAaR/PVTgghNEn6FknfLumFkpYktYQQxiR9WNLdMcYzuzG4GONYCOELkl4jy4S5tBv3wdP3678u/fRPb358YED6y7+0jBg0nqEhK2YLAAAAAHh6tpMR87eSbpL07yQdjTHeEGM8LOlLJf0fSb8YQnjjbgwuhNAj6bWSXkVNmL3r139965owmYz0v/83QRgAAAAAAK6aESPpFTHG8vonY4wTkv5M0p+FELI7PjK7x2QI4atjjIu7cX08fXffvXUQ5tAh6dOflk6frtmQAAAAAADYs66aEbM+CLPaZlohhPbNztlJBGH2rl/8Ren7vm/rcz77WYIwAAAAAAC46+ma1BNCeKtsaxIOqLvvlv7tv936nL//e+nUqdqMBwAAAACARnA9gZiXS/puSTeGEA7v7HDQCH72Z7fOhOnslB5+WPpSQnUAAAAAAKyxna5JL5f0hRjj6OpTn5L0Jkk3xBiv7ObgsLfMzUlvfrP0vvdtfk5bm/Tgg9KJE7UbFwAAAAAAjWI7xXr/WtKVEMKKpPsl3SfpC5LuCyG0xBiXdnOA2Du+4zukD35w8+PZrPSpTxGEaVSDg9ameiMDAzUdCgAAAADsW9sJxPygpDdLep+kT0q6TdILZNuTniHp6G4NDnvHb/3W1kGYkyelf/gHasI0sqEhKcZ6jwIAAAAA9rftdE36LUlfIilK+i+SypJ+KMb4z2KMBGEOgPvuk9761s2P33abdUciCAMAAAAAwNa2Vaw3xliMMf6ipH8m6WZJnwohfPGujgx7wgc+ID372Zsff93rpE9+Uurvr92YAAAAAABoVNsp1vtlkm5f/XmGpMOSZiUd2t2hod7OnJG+/uu3Pucv/7I2YwEAAAAAYD/YTo2Yj0m6V9IfS/qNGOO5XRzPNQkhPFNSQdLZGONEvcezn5w5Iz3jGVuf85GP1GYsAAAAAADsF9vZmvT9kv5B0ldJ+qcQwoMhhD8JIfyHEMLX7urothBC+BpJ75H0S5J+JoSQuYbX3hVCuCeEcM/o6OjVX3DAfOhD0u23S8vLm5/zp38qvfrVtRsTAAAAAAD7wVUzYmKMd1c/DiGclPQsSc+W9A2SPrgrI9tCCOEWSf9e0jfHGB8JIXxUtnXqgapzQowb94CJMb5T0jsl6c4776RPTJXpaelrvmbrc971LukNb6jNeAAAAAAA2E+2UyNmTUAjxnhB0gVJH9nsnBrISJqWNBxCaJF0StLPhhCelPQ3McYP1Hg8+8InPnH1LJf3vEf61m+tzXgAAAAAANhvtrM16W9DCD8YQljTnDiEkAsh/PMQwh9J+q7dGd6mhiR9XtKHVn//nqQ3Szor6VUhhI4aj2dfeN3rpPn5zY+/7W0EYbC/DQxIIWz8MzhY79EBAAAA2A+2U6z31ZLeJOm9IYTTkqZkBXKbJP0vSf8lxvi5XRvhBmKMxRDCf5JlwvwHSe+OMY6HEH5H0oclnZD0cC3H1Ojuvtu2JW3m4Yel226r3XiAejh3bvNjIdRsGAAAAAD2se3UiFmU9A5J7wghZCX1SSrGGKd2eWwbCiFkYoyVGOOspAdCCJ+W9K0hhN+X9EJZkGiyHmNrVO9/v/R937f58be9jSAMAAAAAAA7YTsZMf9XjLEs6fIujWVDIYQvlpSXtBBj/HSMseLBmNVTHpT0NZI+ICkn6a4Y40gtx9jovvEbNz/2rndJ3/7ttRsLAAAAAAD72bYDMSGEH93g6WlJn4kx3rtjI1p7z9dI+g1JfyupP4QwEWN882owJhdjLMUY/yqE8HeSBiVNxBiHd2Ms+9Wv/drmx/r6CMIAAAAAALCTtlOs190p6ftk9VdOSHqLrH7M/xtC+Dc7PbAQQkZWBPinY4x3rf59ewjh/ZIUYyytnvcSSZUY44MEYa7Nb/2W9KMbhddWffjDtRsLAAAAAAAHwbUEYk5Ken6M8V/HGP+1pBdIOizpyyR9904PbHXr0eeqHs/EGL9E0pEQwt2SFEJok/RyWd0aXIO775be+tbNj99zj/SiF9VuPAAAAAAAHATXEog5LGmp6nFZ0pEYY3Hd809LCOHWqocXJf3EutbZXyfpUAjhGZIWJP1SjPHiTt1/vxsell796q2L8/7SL0kveEHtxgQAAAAAwEFxLcV63y3pn0IIfyEpSHqdpPesZqU8uBODCSG8TtL7QggfijF+S4zxXSGE2yT9QwjhS2KM52OMYyGEZUmdMcYoqbQT9z4IRkelV75Suv/+zc959aulH//x2o0JAAAAAICDZNuBmBjj20MIH5H0JatPfV+M8Z7Vv592SdfVgM5bJf2wpJeGEN4bY/zWGONPhhAk6S9DCO+QbUN6tqQrT/eeB81dd20dhHnGM6T/9t9qNx4AAAAAAA6aa9maJNl2pBVJldW/d0yMcV7SmyS9R9KPScqGEN67euwnJf1H2XhPS/qmGOPZnbz/fvezPyt98IObH3/ta6WPf1zq76/ZkAAAAAAAOHC2HYgJIfyQbHtSn6xezLtCCD+4k4OJMV6KMc7FGMdkXZlyHoyR9Kik/xFj/N4Y4xZ5HVjv7rul//AfNj/+K78ifehDBGEAAAAAANht11Ij5s2Svng1c0UhhF+U9I+SfnM3BhZjHA8hvEXSL4cQHpGUkfQVu3Gv/eyv/mrrwrx/+qfSG95Qu/GgvgYHpaGhjY8NDNR0KAAAAABwIF1LICbItiS5yupzu2a1MO8XJL1G0itjjBd28377zcSE9FVftfnxb/gGgjAHzdCQFGO9RwEAAAAAB9e1BGL+QNY16QOyAMzXSvr93RiUCyH0SHqtpFfFGO/bzXvtN6WSFeddWdn4+DOfKf32b9d2TAAAAAAAHHTX0jXpV0MIH1PqmvRdMcZ7d2NQVfecDCF8dYxxcTfvs9/MzUk/8APSn/3ZxsdPnZI++Umpq6u24wIAAAAA4KC7aiAmhDArqXozQ6g6FmOMnbsxMEcQ5toUi1YT5t3v3vycj36UIAwAAAAAAPVw1UBMjLGjFgPB01epSP/m32wdhPmd35Fuvrl2YwIAAAAAAMm11IjBHvebvyn91/+6+fH3vEf61m+t3XgAAAAAAMBaTfUeAHbG+98v/ciPbH78D/+QIAwAAAAAAPVGRsw+8Fd/JX3jN25+/M//XPq6r6vdeAAAAAAAwMbIiGlwf/3X0mtes/nx3/1dgjAAAAAAAOwVBGIa2H33Sa961ebHv+d7pDe/uXbjAQAAAAAAWyMQ08C+7ds2P3b77dKv/VrtxgIAAAAAAK6OQEyD+sAHpPvv3/hYW5v0P/6H1NVV2zEBAAAAAICtNXQgJoRwKIRwpN7jqLWPf1z6+q/f+vjp07UbDwAAAAAA2J6GDcSEEF4n6QOSPhxC+OkQQriG194VQrgnhHDP6Ojo7g1yF9x3n/SKV2x+/E//VHrBC2o3HgAAAAAAsH0NGYgJIbxc0i9J+jFJb5D0lZK+f7uvjzG+M8Z4Z4zxzv7+/l0a5c47e1Z6yUuk5eWNj//5n0tveENtxwQAAAAAALav4QIxIYQmSacl/UyM8VMxxnOS3ibptroObJeVStJ3fqc0P7/x8de/njbVAAAAAADsdc31HsC1ijGuhBA+LKkoSVVbkp4dQmiOMS6HEFpijEv1G+XOGh2V3vpW6ROf2Pj48ePSO95R2zEBAAAAAIBr13AZMZIUY7wcY5xa/TtKOi9pZjUI852Svn81c6bhzc1Jb3mL9L73bX7Oxz8unThRuzFh7xoclELY/GdgoN4jBAAAAICDreEyYkIITTHGlXVPX5E0EkK4S9JbJX3bBuc0pN/7PWtVvZk//3Pp5ptrNx7sbUNDUoz1HsX+NDBgwazNjp07V9PhAAAAAGhQez4QE0L4Ykl5SQsxxk+vbk3KxBgrq8ebJLVLepOkl0h6Q4zxkfqNeOd85jPSv/7XGx9rapL+5m+kL//y2o4JOKi2CrRsv2cbAAAAgINuTwdiQgivkfQbkv5WUn8IYSLG+OYYY8XrwaxmvgyFEH5X0m/slyDMP/6j9LKXSZXKU4+1tEj/+39LX/qltR8XAAAAAAC4fnu2jkoIISPpuyT9dIzxrtW/bw8hvF+SYozLq+e9NITQLOlfxRgfrNuAd9DoqPQ1X7NxECaflz79aYIwAAAAAAA0oj0biFndevS5qsczMcYvkXQkhHC3JIUQ2iS9QtLhGGOpPiPdWdPT0vd8jwVjNvIbvyE961m1HRMAAAAAANgZey4QE0K4terhRUk/EUI4VfXc10k6FEJ4hqQFSb8QY7xUyzHupv/yX6QPf3jjYy96kfTGN9Z0ONiDtuqMRFckAAAAANjb9lQgJoTwOkn3hhD+WJJijO+S9AFJ/+DBmBjjmKRlSZ3R7ItMGEk6c0b6uZ/b+NjJk9K73y0VCrUdE/Ye74y00Q+dewAAAABgb9szxXpXtxm9VdIPS3ppCOG9McZvjTH+ZLCWJH8ZQniHpD5Jz5a1rN43Ll6UvvqrpdIGYaXTp6W//3vpxInajwsAAAAAAOycPZMRE2Ocl7Wgfo+kH5OUDSG8d/XYT0r6j7Lxnpb0TTHGs3Ua6o47c0Z6+culRzbo99TWJn3kIwRhAAAAAADYD/ZMIEaSYoyXYoxzq9uP3iIp58EYSY9K+h8xxu+NMd5fv1HurHvvlV78YgvCxLj2WHu79Nd/Ld12W12GBgAAAAAAdtieCsRUizGOy4IxiyGERyT9haQNGjo3rvPnpVe/Whoff+qxwUELwrzkJTUfFgAAAAAA2CV7NhAj/d/CvF+Q1CXp62KMF+o8pB3z4IPSl36pNDLy1GPHj0t/8AfSC19Y+3EBAAAAAIDds6cDMSGEHkmvlfSqGON99R7PThkelr7qq6Qnn3zqsUJB+tVflV72MimTqf3YAAAAAADA7tkzXZM2EmOcDCF8dYxxsd5j2SnFovTDP7xxm+F8Xvr5n5e+7usIwgAAAAAAsB/t6UCMJO2nIMzcnPTrvy596ENPPZbJSG97m/T93y/lcrUfGwAAAAAA2H17PhCzX8zNST/5k9J/+2+WFbPe618v/eAPEoQBAAAAAGA/IxBTI3/8x9Lv/q4FZKo1N0vPfa50993WrhoAAAAAAOxfe7pY735QqUiPPir99E8/NQiTzUpf8RXSn/2Z1N9fl+EB2AEDA1IIG/8MDtZ7dAAAAAD2EjJidlGpJH34w9Lb3y5durT2WFOTdUZ6//ulrq76jA/Aztio+LYLoWbDAAAAANAACMTsoocekv7rf31qEKa5WTp1SvqDPyAIAwAAAADAQUIgZhcMD0u/8RvSBz8onT9vz7W2SouL1h3pWc+S3vMeC8YAAAAAAICDo+EDMSGEEGOM9R6Hu3hR+qZvkh55RFpYkFZWbGtCNiv19Ulf9EVWuLe3t94jxV42OCgNDW18bGCgpkMBAAAAAOyghg/ESDokaazeg5Ck6Wnp+75PeuABaWlJ8vBQCLYF6SUvkX7lVwjC4OqGhtL8AQAAAADsHw3dNSmE8FpJfxlCOF7vsZRK1p760UctC8YX0c3Nlt3wpjdJv//70okTdR0mAAAAAACoo4bNiAkhfImk35D01hjjpaudv+61d0m6S5JOPc1CLZWK9OST0p/8ifQXfyEVi1JLiwVjlpelzk7pG79R+qEfkgqFp3UrAAAAAADQ4Bo2ECPpsKR3xBj/KoRwQtILJZUl/X2McWarF8YY3ynpnZJ05513XvcGkEpFuvde6fd+z7YjTU1Z4CVGKZ+37Jdf+AXppS+VcrnrvQsAAAAAANgvGjkQEyS9IoTw3yW9S9InJH2FpA+FEH47xjiymzcvFqW/+Rvp/e+37UjlsnVGKhZtK9ILXyj9y38p3XTTbo4CAAAAAAA0kkYOxHxM0oslfa+kP48x/kII4UZJvy/pQUnv260bz81J73yndN990uOP2xaklRXrjNTWJr3sZdK3fIsFZAAAAAAAAFzDBmJijBMhhDOS3iBpIoRwKMb4RAjhY5L6duu+xaL0jndIH/mIBWTKZduG1NJi25K+6Iuk7/1e6YYbpExmt0YBAAAAAAAaUUMEYkIIt0jqkvRZSSHGWJGs1ksIoSTpBZJ+JYTwgKTvlvTK3RhHqSR96EPS3/6tND9vzzU1WUbM855nmTCvf73U3r4bdwcAAAAAAI1uzwdiQghfK+k/SToj6UlJj4YQ/ijGOC9JMcY/DCF8XLZN6QZJXxljfGwnx1CpSGNj0qc+JX3+85YFUyhICwu2Henmm6X/5/+Rjh8nCwbbNzgoDQ1tfGxgoKZDAQAAAADUyJ4OxIQQDkl6i6RvjTE+GEJ4k6Tvl3QohPDr3h0pxnhW0tkQQlOMcWUnxzAxIf3hH0pnz9q2pN5eqa/Pns9mpdOnpW/+ZtuKBFyLoSHrsAUAAAAAODj2dCBG0rKkdklHJT0YY/z9EMJrZDVgXifpPSGEl0jqjTF+WNKOLmsrFQvCnDljQZhi0bJhbrpJ6uqyoMyrXiW9+MU7eVcAAAAAALBf7elATIxxOoTwbklvCiGckHS7pCVZV6RXSnqPpAFJH189f0cDMZOT0siIbTcKwQrylkrSc54jnTolPf/5Ui63k3cEAAAAAAD72Z4OxKx6r6RZSS+XNBVjfKMkhRBeH0JolvQnOxmA8Xowo6MWhGlpSe2pi0Xp9tulL/9y255EPRhczX33WRBvI9SBORgGBraeA+fO1XQ4AAAAAOpszwdiYozTkt4dQniv138JIXynpB5J+Rjj3E7cp1KxDJjhYav/UijY4uk5z7HFdHOzbUn67u+2LUnAdpRK1IE56LYKtGwWoAEAAACwf+35QIyrCsK8SdKPSfrmnQjCxGidkD72MQvEtLVJR4/aT3e3nfP619tWpJ4esmAAAAAAAMD1a5hATJWPSvq7GOOZnbjY0pJ0773SlSu2BWl2VlpctC1Jhw5Jhw9bUKavbyfuBgDJVtuWAAAAAOxPDReIiTEO7eT1SiXp8mXbmiRZxksmY1uRcjmpv98yYQBgp12tPgxBGgAAAGD/abhAzE5rapLyeQu8VCr2e2BA+pIvkY4cqffoAAAAAADAfhJ2uONzwwkhMyF1jFp5XkXLkZlbkErl67xkn6SxHRwi997b9x+IMfZvdjCEMCrperO46vGeuOfeuueW8wsAAABA4znwgZidFkK4J8Z4J/c+WPffDfV4T9xzf90TAAAAwN7TVO8BAAAAAAAAHBQEYgAAAAAAAGqEQMzOeyf3PpD33w31eE/cc3/dEwAAAMAeQ40YAAAAAACAGiEjBgAAAAAAoEaa6z2Aeuvr64uDg4P1HgZqrLxBc/Js9tqv85nPfGZsq/bCzK/9Y6fmzLXYan4xt/B0XO1/uwAAALB7DnwgZnBwUPfcc0+9h4EaGxuTSqX0OJeT+vqu/TohhKGtjjO/9o+dmjPXYqv5xdzC03G1/+0CAADA7mFrEg6knh5bSEv2u6envuPB3secAQAAALATDnxGDA6mTGb3sxmwvzBnAAAAAOwEMmIAAAAAAABqhEAMAAAAAABAjRCIAQAAAAAAqBECMQAAAAAAADVCIAYAAAAAAKBGCMQAAAAAAADUCO2rgetQqUiTk5KUy9Z7LNg7fF6USlIuJ/X0WNtrAAAAAHBkxADXwRfbQLXqeVEqebAOAAAAABICMcB1IAiDjayfF8wTAAAAAOsRiAGuQy5X7xFgL1o/LxptngwOSiFs/jM4WO8RAgAAAI2PGjHAdejpYdsJnsrnRXWNmEYyNCTFuPnxEGo3FgAAAGC/IhADXIdMRurrk6RSud5jwd6R5gUAAAAAbIytSQAAAAAAADVCRgz2NdoJ43owbwAAAADsFjJisK/RThjXg3kDAAAAYLcQiMG+RjthXA/mDQAAAIDdQiAG+1qjtxNGfTBvAAAAAOwWAjHY13p60iK6EdsJoz6YNwAAAAB2C8V6sa/RThjXg3kDAAAAYLfsi4yYEEKo9xgAoBEMDkohbPwzMFDv0QEAAAD7X8NnxIQQXi3paAjhQzHGiXqPBwD2sqEhKcZ6jwIAAAA4uBo+ECPprZK6JBVDCB+NMY5d7QUhhLsk3SVJp06d2uXhYa+qVFKbYq8Dkslc2/kbYX7tf+vnQmenNDOz/bnUqAYGLHNms2PnztV0OAAAAEBD2g9bkz4vqSjpFZJeE0LIhBC2DDDFGN8ZY7wzxnhnf39/TQaJ2qpUpLEx6dIl+12pPPWcyUmpWJQmJqTz56UzZzY+r/p8b2NcKtnjjTC/Gtv1zJ3PftYeS1vPjUZ37pxl02z0MzRU79EBAAAAjWE/ZMR8QNLDkiYkfa2k2yRlQwg/FWNcrOfAUDvrMxQqlbSA9oXx+uKrpZI0PZ2CK/PzG59XfX71/YaHJSmX3en3gtqrnj+zs1Jrq2W0bHfuTE9LhUJ6zX7OigEAAADw9OyHjJgmSd8dY/ywpMuSflxSTtIWuQ3Yb9Znq4yOrj1eHURxudza59c/3uh8Nz19/WPF3lM9f+bn136/25k7hYJlz1Q/t1+zYgAAAAA8PQ0fiIkxfkrS34YQvlrSt0j6DUmHJX1dCIH/Hn1AbBVAkdYGUVxPj9TWlo53dW18XvX51ce7uq59nNibtgrIbWfunDolZbPpcVfX1eckAAAAgIOpYbYmhRBultQt6f4NthzdIuk/SHpDjPG/hxDeIOkfY4xkxRwQuZzV6PDtIvm8bQupVDYvrJvJSDffvL0CvH6+b1G5WvYMGkv1/CkW09a2QmH7c+e229bWk9kqqAcAAADg4GqIQEwI4XWSfk7SuKThEMLPxhjvDyFkYoyVGON3hRB+Ncb4eUmKMb6/rgNGzXhtj2JRunjRFsiFgtTRYX8fObL5a55OLY+eHrae7CednVas2Wu9nDplv/v6UvHe9fOlOjAnbb+rFgAAAICDbc8HYkIIL5X0y5K+Lcb4uRDCOyT9qKQ3xRgrIYTmGOOyB2FCCCHGGOs5ZuyezYryZjL2OJeTenvt3M0yVsbGrIZM9TU2CthsJS3CS+Wn835QP+sL9GYykje5mptLGS0e6PNsq/Fxy4ZZH7xbH5gBAAAAgI00So2YX4wxfm7175+S1BtCaJGkGONyCOEFIYTXrj4mCLOPbVWUdzu1PaQUhJFsgf3II1u3Kt6IZ0nQNalxrS/Qu1i14dGDdP73Rt211re5LpWu3vYaAAAAAPZ8Roykf5J0vyStFt9tkTQgqVPSaAjhpKRnSvrruo0QNbNVXZauLstsmJiwx/39KVtmM7OzkofuNmtVvBHPqpGyjfBvCBvYqEDv/Ly0sGBzqbNz7bH1564PCp45I62sPL1MKwAAAAD7357PiFmtATOz+jBImpI0EWMcDSG8UdKPSPpgjHG4XmNE7VRnuXimwsMPS48/bgGX7u50bHh442yX/v50nRjXBl62W4C3OqsGjak642VsTHrwQQumVCqWHfPQQ/Z8Z+fG3bXWf//Dw1u3UAcAAAAAqQECMdVWa8HMSXoyhPDzsiDMH8UYZ+s8NNRIdQvp4WH7u7vbFsqeDeOL4fFxO0dKGQx+DW813Na2tg01nW4ODp9LTz5pmSytrVJLi3TlirS0ZPOnVJJmZqTTp22ulEqWMdPZ+dS5kmWTGgAAAIBtaKhtFSGEICkr6WWrv18eY3ysvqNCLVUXRB1elwM1P792cVwuS81VM9wDNDMz1lWpo8OyHxYWUqHf7Xa66e8n46HR+VzybJexMQvIzM/b4+ota9VzRrLH3jnLtyLddFMKBOZyqfAvAAAAAFRrqEDMaiHeUgjh7ZI+TRBm/7mW1tJtbbZorlQsGyablfJ5O79SsSDM7Kx0332W7XDTTfa66i0lmYwtro8fv7Zx9vX5uMrL1/M+UTtXm1NtbRZYaWqy+VKpSFNTds5DD0nHjqV26K5U2rh9tW9Zon01AAAAgM001NakKn8UY3yg3oPAzltfANW3E1XzbjUtLamdsGfDLC5a62HJ/s7n7e9y2RbX0tqsGQ/ibLfTjd97ZMSfoX31XrfVnKpULMhy8aJlszQ327waGbE5s7JivxcW1l7Ti/F6l6SRkdQ56WoBRAAAAAAHW0NlxDhaVO9f6wugblQQtzq74dQpWyj79pLJSSkEq+kxOmoL67Y26fJl28qUydhr/NoLC5Yt44+v1jVp/aJ+7eYn7EVbzSkPynR0SIWCzYdi0bYltbdbkGV01DKmfFuSB1qq54JvU+vtvbbuWwAAAAAOnkbNiME+tb4A6kbFc33xW6lYFsOlS5btUqlIy1UbhQoFe3z5si2uCwXLnDl/3hbJvrhev+VkK0893hS2+dZQJ1vNqVLJ5s3MjGVWjYzYFqXmZivaOzdn82NlxTKnjh9P29Kq50Kp9NTHAAAAALARAjHYU6q7Im1WZ8OPT0/bgvfIEXs8O2vZLYcO2eNTp6wjkgdhvA6MF2OtvtZmjze7d7JCdtYet9WcyuVsHrW3W3Cludl+brzRMq1yOcty6ehYO2/8tdV/r38MAAAAABthWwX2lExm7baPycmn1ttY361mcNAyF0ol6cQJO6dSseDL6dO2oC6XLdOhUrHz7r/f/m5qsmyHTMa63FytwKrfu1j0uiFkxDSynh7bstbdbfWEslmrLdTTY3Mpm7X5cfas1Y7J59M2ps5Oy6QplWzueIaWlB5TJwYAAADAegRisOdsVFy1r++p3W9OnEjFdXt77bnquhxePPWGG6Qnn0wZM4WCPT81ZbVAjhyx12cyV184e6ecsTEW2Y1i/Xzy7666zXR1kebZWQu2dHVZx62REcuyammxbW4euJuZeep86+21v32uUicGAAAAwHoEYrDnbFZcdf2COpPZvF1wpWKdcEZGbEtJe7t0+LD9/vznLethYcGCMGuL727P3JwFd6TWwvW+T9TG+u91dDQFTNbPo0zG5svQkAVaxsZs61Jbm7S0ZFkwm82XYjFtl/MgHV2UAAAAAKxHIAZ7TiZji+Vi0QImnZ22mC0Wn1pYt7BJGGRyMhVgnZ627SeLi+mYB2Lm5myR7ZkR2zU8/NSWxtib1s8nnwddXfZ7YiJlVFUqFogZH7dA29mz1oUrBNu+5IGa4WGbN9XbjxYWUnBmbMy2NfX300UJAAAAwFoEYlAX67cZbZQxMDVlQZRz56SPfMQW0jffLL34xbYIXliw6zz5pP3d1SU9//kpaLO4aFkx5bIdy2SsY1JTk20/KRZtC4q3Jb6WMYbgxVubyXPYQzb6zvz5hx+WPvMZ+95On5a+4issyCfZ+Y8/bvOlWLRAy/CwbV3LZGxLUnOzBVPyebt2a2uqYeSBPy8MHcLaIOFm2Vbb+XcAAAAAYH+haxLqYqM6MK5SsQwFL6R7//2WtTA1JT32mPTRj9pitbU1BWEkC9qcPWt/LyzY6zs60raS2Vm7RqFgHZUOH7aMhRMn7H6Viv2MjVlL7DNnbGG90RhjtOtKy1XVRVBvG80rz1p56KG0bej8eem//3c73t6e5pEXffZsq6Ulm0ft7dKxYxaI8fmSydj8OHPGrre4aK8pFGxuVQdiNuuitNW/AwAAAAD7ExkxqAtffFYqqa6GZBkKs7OWtTA9bQvhhQULyJRKlo0wMWFbRxYXpXvusQVxPm9ZL+fOpcKqfX22sB0akpaX7RqHDlmGTCZjgRRvfS3ZYrl6YTw/b+dW1xNxvb22AJfyLbv8UeEarJ9XxWLqZnTlStpa5EGUtjbLhPnMZywIs7Jibc6z2RTga2628wqFtJ3JLSykttb5vM3JTGZt9y7PdPHsF++41dpqY/RsrerxAwAAANi/CMSgLnz70LlztigtFOzxlSsW/JictEVxjJZdcP68LY6Xlmzx+ulP28J3ft4yFsplu+7x47aYXVqyYMktt9gifH7etot0dtqi98YbbWF85Yp1xunqkp7znLUZCV7Atfqxm5jwmjKLSzX4uLBN/p15sG5iwuaQd8yamrLzKhUL1p07Z9kwIyP2XGurzcejR+348rJlVQ0MWHDl6NEUxJmdta1MXmeop8d+nzq1cT0Y7+LlgUefs9PTKdi3WeYMAAAAgP2DrUmoi54eW/AuLFiApVBIRXUrFTs+MGCL2le9yjJXMhlbHBcKFkAZH5dOnrTH+bwFZG64wa7f2moL5StXUqHWmRk7r1i0gMujj1q2gxdqPX9+7UK4q8u3Hz21K1MmY6/F3tLTY9/V+Lg9Xl62gEdrq/SKV9jx9nYLqNx6q82BiQkL4HV0WPAvBJsz09MpGHPxYtqyJNk9vI11S4sF+mZmUkBmI+u7LZVKazNs1s8xAAAAAPsTS0nUzPrCpK2tlmVQvTDNZu282dm0gH7e8+z3Rz+aivC2ttr53d12jb4+C8R4jY+2Nnt9U5MFWryDUi5nC/GeHivA+uSTtuA+dMjue/PNaYyFgi3QNyqe2tZm18TesH5u+fc5Omq/FxYsG+rOOy3QMjZm8yibtTkipQ5Hhw7ZvGhpsdeurNi8a2+3uVAq2XXHxizzamnJzj1yxOaPlLJfqgvwVrda99+ZjAWF6KgEAAAAHBz7JhATQggxxljvcWBz6wuTeqcj30bS1GTbSO67zxbJ+bwFWT772RRAyWbt72zWgjDt7RYwOXrUFs3VQZ4rVyyboavL7lUu2+P29jQGX0xLdr9MZnuL4mzWxrV5zyXU0vq51dRkgbJy2TKdQrDAW0uL/Xgmy6FD9prpactq6e21uTQ/b4Wf/TwP0kxM2O+LF9N8aW21n6NH7Vpnztjrc7mU8eI1YkZH0/a36o5Oly7RNQkAAAA4KBo+EBNCyEsqxRhXQgiZGCNdbOpss5a86wuRtrZaECWTsTowpZL0xBMWlCkWbaHb2ZnqeZw8aZkKKyv2+NZb7bhfZ24uZcRMT6dtRRMTtiD2oM3SUtquVC5b9k1b27XV5/jHf7RxSSvMtxrbaH6tn1srKzY38vkU9Mtk7Ls/dizNg5UVm3tHjthcaG62YJ0H87JZC+JkMhYsaW211ywt2ZzxoElnp/2cOWN1Z7LZFKLLZNZ2b+rstOv39trc8/O8axLZMQAAAMD+1tCBmBDC6yR9k6SeEMJ3xRgn6j0mbNySt6cndUPyTIFCwRadfu5DD1lwxGvFuFtusQW1ZIvibNYWsfn82kXsxYuWSbO8bAvqQ4fs5/Jl+z0wYIvhoSFbSI+P28L6yJFU52O7rlzxQAxqbaP5lclYcM2DM1LKVqlUpAsXbE7k8xaQ6+62rJmmJvveT560DBrPopqZSQETr2E0OmpBGO9yVKlId9xh98rl7DXz83YfD/BVb0ny8Vb/np9fm1NF1yQAAABg/2vYQEwI4Z9J+llJb5X03ZJ+W9I3b/O1d0m6S5JOnTq1SyM8ONZnKBSLaaHqHWLGxy3YUS7b49lZO/fSJetkUy7bNqGRkVS3JZOxxW2pZNs+Hn7YFsc9PbaQvnIlbS2RUrvh6Wn7PTcnPf/50jOfmcZ2+bItvltbbcH9+OM2tr6+ayuU2tsrPfCAZMv0tZhfO2s78yufT4GxSsXmjdcAGhpK86m3NwXrTpyweTQxkbp0VSr2uhhtrrW12f1yOQv0jY7aPCkUrJC0lLJyRkbs787OtC3Ki/d62+r5eZunvj1qfj5lbHnQBgAAAMD+1rCBGEkvl/RnMca/DyGMSvq3IYSfkPTnkp7YaotSjPGdkt4pSXfeeSd1ZZ4mX2T6orhUskWuP87lbMFZLqc2vRMTaeG8uGiL3JWVlNXQ05O6EmWzVgT1yhX7GRtLwZbqRWw2a8cmJ20h3dRk1/OtISFYAKhUsuuMjNi4feE8N7f99zwwYGOWKivrjzG/dtZ25tfiov3u77c5sbBgrxkbS92M8vlU3PnkSQvAjY3Zea2tNt+mpy0wmM9bVla5bPPn9GkL6JTLNt8mJ+389cV4vSZMJmP3vPlm+7unx+7nmV2LizauG26weTc9bcHGRu6aNDBg/8Y2O3buXE2HAwAAAOxZjRyIeVjSK0IIPyTpRyT9qaSTkn5d0k9Iuq+OYztQvCaLb6vIZGwh7Ivkrq61xyULwnjh06EhyxC4+WYLbpTLtn2kudmCM729VntjYsJ+5uYseOIdaqanbQHe1GQFVisVO97SYtceGEhtjWdn7bxy2RbCvn2kp8cWx5tZn5WRz/u2lOLCbn2uMNc6v4pFC6JkMpa50ttrc6mvz357wMXnkmetTE3Z/MlmU4CuUrG5uLBg8yaTsdd4QO+hh6SbbrLtbaWSvb5ctjo0p0+nGjKZjG1B8m1IvvXOa8VIjV8bZqtAy2YBGgAAAOAgauRAzD9IapN0i6R/jDH+uCSFEH5B0o9L+s46ju1Aqa6BIdnit7XV/p6ft0Vve3vqTuR1N3z7yEMP2SL3jjtsUdraakGU8XFbJBcKti2pWLTjXvS0oyM9Hh+3IM7Cgl07m7XgTLmc7tnVZQGUctkW4bOzdv7srJ1TLG5eaHh9XRIv8CstUylml13r/CqV7PnLl22OFQo2n7zT1vLy2rnkhXmLRTsWgv32luhdXanVdYy2nc7n1ZNP2ly66SabI4WCjWVlxe5dHVypfh/rtyCxJQkAAAA4OBoqEFPdFSnGeFbS3SGEU5L+ZQjhSIxxRNJDkgp0UKqdnh7b6jM8bAvVvr7UDcZrwiwtpQyWyUlbKD/+uJ2fzdpi+tFHbctIX5/9vnDBOtpks3aNkRFbMHuwRbJMmfFxe31zswVfikVbCHu7aw+u+ELbx5zP23meJTExYddrbU1dnryLzfoiqu3tlm0j5Vtq9TkfVNudX6dPW/BjYSFtX6tU7Hvu6ZFuu81+j47atVpbLbvFtz35FqaWFpsLKyspcLe8bJlVV67YnGhpsblZXQR4ctICN65SWduO2mvFlEo2T/0cD/gBAAAAOBgaIhATQrg1xvhojLGyQYClLOl2ST8WQmiR9GWSvoMgTG14kKNctqBHPm8LT6+t4dsu3COP2CJ4YsIyWNrbU2HUfN7Oz2atXsb8fFrESrb4npiw55eWpPvus9ctLtoCOQRbSMdomQ/ZrL3et6lIqYvS0aNWn6NUssVzT49da30tm+oMhupgjAd2sLuuZX5NTtp3ffasBUikFHBrabEATkeHBe58Lo2N2ffvARfPhunqsgBLW5sd7+iwwMyhQ2krVKFg1zl50sY2P29jOH7c5uB999n1T560IFEu1/jbjwAAAAA8fXs+ELPaovp9IYQPxhi/rToYE0IIMcbLIYSfknSnpAFJ3xxjfKS+oz44/L/wVyq2aPWaFxPrGolnMpZtcv/99nh52YIpnpHS2moZBnNztiDu67PF8cWLdt758xZsiTF1zvnCF6xzzdGjds2ZGfu7tdVe612UZmdt0dzfb6+N0QJAN9xgdUEkWyzfdNNTAy6+ZaQ6myGXs2vTvnr3Xcv8evRRC7J50WXfQpbNWiBmcdGymC5fTpksy8v2XYaQav8sL9vfS0tpLjU1pQyZG26w572uzOCgBWra2lIR37k5u8bysgVozp61jBwAAAAA2NOBmBBCm6w99Q9LemkI4V0xxjeuBmGaY4yrG030cIzx3nqN8yCrzhgpFi1Y4u2EfXvPwoItgsfHbTFbLts2Iy/I29trC9b2dgum9PSkOh8rK5bd8vDDqZV1pWLPdXRYxoHX9ejpsWu0t9s9ZmftWFOTjUuyc7q67Pw77kiL7mzWFtKXL6eivfl8ukdPz9pshkrFC65mqe6xi65lfnkHpMVFC5R4hosXdvYgyfR0KrYbgr2+u9vm2tSU/d3SYsG7J5+0x0ePppbVnj2TyViwZmjIAi1LS5Yx096e5uXUlN3zakG7zWoT7Rd0VAIAAACSPR2IiTHOhxDeJGlG1pb6d6qCMcuSFEJ4rqQvDSH8rqSlGCPtgmsok7GaG96pJp+3hWRHR2rpOz1txzzzoFi0oEpXl3WXufFGC4LMz6esh6kpK4q6vGzX9CCM1wAJwRbXS0u2KD550n68FfXiYireKqUMh+FhW1AfP56yXbq6LNBz6ZLdo6/PMiYGBp5aK0ZKi2ZrX928p/8NNbprmV/eiWtx0c7r7LQgyqlTdp5n0czN2VyYnLTHuZzNOy/Y6wWjV1ZsrrW02O/Dh+1Ye3sKmJw/b/NmetrmodeT8W13HR12r6sFYtYXg66eb/sBHZUAAACAZM8vImOMl1b/nAshvEXSOz0YE0J4tqSbJL0vxrhF82HsBG/P6wGT06fTsUzGFq99fWvrq4yOpmK6KyuWndLUJJ04kRa8c3PSc56T6q6cO2eL6bk5e82FC5bBUKlY0GR52RbVo6O2nejwYemWW+yeMzO2sDtxwrIZ5uct8NLRYa+dm7P7+L06OqRnPjNlRngx4OVlG7cXVV1fH6ZS8VbEcaUGH/2BUKlYJsnoqD3u708BjO3Or+Vly15ZWrI52tVlr1lYsO97YiJtcevuTlvMPLjT22u/e3ps/rS2WqitWJTuvdcCPl/0RXZeqWTb40Kwa126ZPPv1Cnp1lvtXjGmMVW/z/XZL+uLQa9/DAAAAGD/2POBmGoxxvHVYMwvhxAekdQk6ctijFfqPLQDwYMwUqp74QGO6Wl7fnzcFqmereDZKSsrdk5Liy1U/Xmv3/LJT9rCOZ+3H8kyXObm0oJ4YcEeZ7P2momJFJwZG0tbRRYX7aepye7n2TVHjth4JybsvBjtegsLtuhfXLTr+TYp77AkrW0v7AV+LSDgjYzxdE1OWmDFgxAekLmW+bWwYNuDWlps+5tnyBw7Zj9eP6ZYtO/Qv/fxcZsnd9xhz1+6ZF298vlUBNqztR5/PAVvRkbsWs3N9m+ivd2uXyhYMNA7hfnz/j7XZ79sVpsIAAAAwP7TUIEYSYoxjoUQviDpNZJeGWO8XO8x7Xf+X/DPnbMgiG8LmZ+3Re/wsC0ivYPR9LRlAHgnotFRWyh3dtoi97HHLAAzNmZhjI4OC7SMjNh1fZHtC+yuLvvtxVd960lTky2CP/1pu9+zn23HlpftmnNz9rijwxbCU1N2n+VlG5tn2czMWNCnuiDr0aO28Jae2l44l7PtVI9QEnpH+Pw6f96+I59fnjEyPb29+dXebvPhzBm7lmQBkUrFtgp1d9vf1Vku3va8XE6duL7kS2wcPT1pK93oqGWAedHfc+esSO+RI5ZhMzNjYzl8OM0Vb7He1rZ2/myU/XLkyFOzZAAAAADsT9cciAkhvCDG+JndGMw2798j6bWSXhVjvK9e4zhIfIHoWQZjY7bdwxfDFy/aOSGk9r5e3+LoUcs2KJfTNpCVFVv0eobL5KQ9d+SIBUF8u1JHRyp4urhoC+kLF+y55WVbHPf02MJ1dtaOHTtmWRDLy/aahQULGPni+9AhG68vhtvb07aUG26wsRcK9tPVZbVk1uvpsUV4S4skzc3X5EvYx6oDEJWKfY+trfYd3Hyzfc/bmV+XLqWMp2LR5mk2a3Mtn7fXlct2bcnOmZ9PnbiamuzcM2fsmp7tFaPNr+Zmu68XnM7lbAuSB4iOH7e/+/vTNrdC4amFdzfKfslk9ldNGAAAAACbu56MmDdL+kwI4W0xxp8OIXxNjPEvdnpgm4kxToYQvpqaMLXji8bOzlRbJZu1wIhkj6u3BBWLtij1xeWJE6nIbrFoC+oQbBHsi+TJSVvcHjliC91KxRbgvmiuVGxx3NJi956ft2DL8eMpg8K74viivVJJGQ+ZjG2J6uqSvviL7fmREbv+s55lC/rZWa/7YjbbHpLJWIDAFtfVG5hwPXx++Razctm+464ue3678+vJJ+11y8t2DS8IPTFh82ZpyR4vLNg929vtesPD9r0fPmyvvXDB5nq5bK89etQCb95Z6cYb185/LyDsW6aqs7o26n60vhU62S8AAADAwfJ0tiZ5+cmvlFSzQIwkEYSprUzGskjuuccCGIcO2XaLUsmyByYmUlek5eVUZPXUKcsIOH3a6sl0daWMmHvvtVbRXhPGt4Z455tLl+zvZz/bFsyeubC0ZOPxgEwmY1kwmYy9bmjIzsvnbTz5vJ07OWnHDx2yRXYIFoTxujCzszbe+fntLZA9cISnL5OxrUQPPmjf+8mT1rHK67HMzm5vfvX22px45JFUB8jnjW9T6+62+fTkk5YB492SCoVUV2hpKQVuSiULAN5yiwVq2tosMOPztFJJbc49o+dq3Y+qs1/2e9tqAAAAAE91PYGYF4UQ3iHpGSGE51znNdBghoYscOJFbp94Ii0e83n727Nb5uasHfTSki1evcPQLbfYwnp62p73rIVKxRbfLS22cL5yxbIepqbsuj096ZhvZ8rl7Ho33mgL80LBnhsbsyBLJmML6yNH7PVeZ2ZmJtWEGR+3a3lB146OjbcibWR42F6fKoHgelUqFuTzwMb0tAVlTp+2ObLd+fX850v/8A+p81FLi31HXmA6k7HXFQppe9v8vM2XXM4ypzo7UwCupcV+MhnLnjp61I5Llq3lc+3o0ZShc+lSek9e20baPMCy39tWAwAAAHiqaw6ixBjvDCGclPQCSd8g6cSOjwp7SqViC+KeHlu4lssWJBkYsMVlpWKL47ExC4osLVl44tgxW1wOD9vjy5dtAVuppCKrnq0wMWFBk2zWFs/Dw7ZQzuVsMezXr1Qsa8Frvtx4oy2sx8ctgOP3np62RXJTk107k7F7NjfborpctiyfpaXUzalU2n4gZnqajJidMjFhQTIvplssWhaMZM95wGyj+VUsWtCmudmCafPzqdW1b0Eql20uLSxYRkt7u/3d3W3zr7PTAjyZjJ0bY5ozR4/aPJqYsPlyyy02Nx97zMbl5x46ZPPX6794EMYfbxZgoW01AAAAcPBcNRATQhiU9C8l3SRpQtK9kv5ytS5MTbckobZ828TEhC1cm5rS9qC5OVsEz8xYAGR+3v72RW9HhwU8+vvtmG8Hmp+3H+9a09Rki9hDh+x+jz+errO0ZH+fOmV/t7WlOjW5nD0+edIWxpmMXXNmxq57+LAt1PP5tKg/dMj+9lbCTz6ZWhtnszaW7SoUbDuMlG/Z6c/9IKjekjMxkQInlUoK9k1P29+jo5vPr2zWvtMbbrBAzcKCnbeyYsf8+19etseViv0UCpY509Rkz4dggZLJSfvJZq0uTLls53jmzblzFpAZGkoBwelpG6NnX1VnuYyN2fmtrVabaH3dIdpWAwAAAAfPdpaefyHpYUm/JemVkp4j6e9CCL8VQmARuo/5grKryxa6nhnT3m7BC99atLBgAZfeXlsA53IWMCkWLdDR2Wmv7e5OdTaWltJ2kJYWe10Ids8Y7fwY7f7ZrJ17+LBdo7fXfvr7pYceku6/37aczMzYuPN5O/aMZ1jwpaPD7ifZvUOwjJ7xcQumPPCABZO2U3a3UrHF9aVLnhGzXNmVD3+fqw5WdHVZwd22Ngtq9PRYMeSFBcui2mp+eXctz4I5fdqCLDGmej8x2nceowVPmpttDnd0WLDl0CG77tCQ3X952YIqJ1Zz/ZqaUhDykUesns2FCynIsrhowSTPfCmV7L3MzKR5Vy574G4t7/olUbgXAAAAOCi2szUpE2P8PUkKIUzEGP9FCKFZ0o9Ieqek79rNAaJ+isW0xaKvT3rmM23B6rU0JibSglhK24Gy2dS95vx5W+iWy6krTXe3BV86OqzWjHdJamtLmRCeuRBj6pZTLtvCe3nZFqxtbXZ9317U3GwL6KNH7VhTk2VDlMv2WLL34tuUPAtmYSEVah0b27pwqi+00/OZa8ijgSuV1tZRKRSkl79cevRR+24yGfuu8/lUhWej+TUykuoGtbamIr7lsn33U1P2XHNzChxmszb/pqcto6qrK9Uq8gLQ8/PpPA/UtLbaNb0j0sKCjWd62v7+7GcteONBobExe51kc8kDhdVoWw0AAAAcPNsJxPzvEMJbY4z/VVKUpBjjsqRfDiE8uqujQ115u+nZWQtUzM5aVkIIdry11RbNc3OWGTAxYX/HKN10ky2Ur1yxhWo2m2q4TE7aMQ+qeLviuTm77tiY3a9QsAXskSNpK8jgoC2+V1YsK6G1NRVUnZ5eG2DxTjnFoo1pctKCQIuLNt6ZGTsnm7VzSqWnFk5d32p4bi7VK7EMmspK7b+ZxpfL2ZYyn1+Vin0nmUxqI57N2nc/Pb35/Fpetu+xudles7Ji2UoPP2zfkXc+mpuzc3I5m1fd3RaE8e88m7W5NDVl12xtteu2ttpcGhmx6+XzNh6fW+3tdty3LV26ZNc+dChtjZJSsBEAAAAAthOI+VFJ/y6EcI+k4yGEuyQtSHqJpPHdHBzqq7U1Fbb17ALfguFBktHR1OHIuxp5NsPcnBX0XVqyIMzMjC2EZ2dtUTs3Z4Gdnp5UsHd2NnVm8oX2woKdMz5uGTAXL9pit6PDfrq7bZGdzaaFcVeXPdffb++hudkCKoWCbWWanrYx+Nao5ubUMltKmRrj4/Y5ZDKp8HAuZ9e/eFGiRsz16emxz9KDMBMTlh3V2Wnf/+KiBTG8Tfpm8+vkSZsjs7NW82dlxQrpXr5s1/CCvV4zxjOZSiWrRzQ/b3PCW137Pfv6LNB3+LDNl8VFm5OnTtl9m5psbq2s2ON777XrtLbaNXyr2/y8/T582DK1tstr6Eg5unIBAAAA+8xVAzExxhVJPxtC+DVJr5D0XEk9ku6X9O93dXSoC18Eer2M3l5b5HqtDe9i1NSUghVeC6OvzxbFk5MWpPFMFa/JUn2N0VFbsPb12bW8MPDioo3Bt55cvGivHxuzYE5LS9q25IV5fWtTqWSLcN/e4jyo87nP2X2OHLGgzeysve7IEQvqTE/b+Z4B44Vje3vted+WMj3tW0oWl2r3zewPKciQTE3Z9+lbzJqa7PsaHX3q/JqetnkxPm7fjQcCz59Pc3NqKmWtrKykueBFf48ete+7s9Pus7KS5oKfu7RkQZ3p6RSgmZuz+khe42hiwl6/uJiCf7OzFvTp6EjbjnK5VCR6O6pr6AAAAADYX7bdvjrGuCDpQ6s/2Md8EdjebgVGx8ZscdnVZce8OGmMtmXowoUUIPHFtLcFnp1NrahXVux3jLZ1o1i053wLUEuLLXC9OKrX3/AsnFzOFt6VimU69PVZ++oXvtAW5qOjqRbMlSu2jSmTsYXz2JiN/8oV+720ZBkNXrsmm7Xxnj1rr2lvT9kPxWIaQ6Virz90yN4XNWKu3fr5dfGifcbV86tctkCGz6/paftevNCyBzbuvdfmgmefVCr2+qWlVKA3BPvxDkhNTamukReKzmYtu+bGG1NHr5YW++31XZqaLOvl1lvtPk8+mdprS5ZRdcstdk8vPu1ZNtK1FeIlCAMAAADsX9sOxODg8EXg3JxlDvj2kQceSMVvcznpzBlbjHrb4enpVA/G2/p6DRjfYlQsrt0e4h1jWlpsYe31X7zIaT5vC+PFRVsM+/Xyebued9yR0vYSyV6Tz6fuOCHYonl+3q51/nxa2HtNktZWC+Rksyn7oavLfvtYe3vT+7VaOdSIuVbr59fSkgXKHn3UjjU12Xyonl8eXJmdtUCHF1L2zBovLO3Xr1TsGvm8zZlcLrWwLhRsDvm9PKhz7Jhds1y2uXDzzRZs8zpCHlxZXEzt0j0TKwS7xtSU/d3TY/NNSvWOPOC4vgD0Rta3tQYAAACwfxCIwRqVii12Z2YsE6F5dYaEkFpZj43ZsStXbHHq2Su+qF1ZscWzZIvf5uZU36OpKRXHbWtLW0mGh+3ap06lrUiVii2IJybstUtLa7sptbSkQE5XV1pELyzYorylRbrjjlR09ehRa2/8P/+nZdMsL1uLa2+BPDZmnaGktBAuFFInHJfL2ThjlLRawBpX51uSRkftO/EtPJlM2ubW3W3HhoYsWObzy7t15XKpcHSplIJiS0veTjx1VqrOTPHsmEwmbXuTUketzs6UneXPX7pkwZjRUbtPW5tlT3kGjWdatbXZ/O7stHl1+rRdo1CwwGIINj+9APR2uiR5keiDYGAgFQDf6Ni5czUdDgAAALDrCMQcQJWKLSBHR+1xf3/afnHxoh0bGrItFy0ttl1jasrOm5uz50KwhaZ3nZmbS1kIXlfFF1eexRJCylLJZNLrPTjj3WeammzR7Qvq9vaUVeNdm7zeRj5v4zp61GrDXLpk53V22vgfeMCCJidOpGs95zm2cP/Yx1LbYi/qevasnXfjjfaavr7U0tqzfiT7bWNYphdOFf8M5+ctQHHqlP1dKlnwpKXFPs9z59J2N8+GOnbMvgdvG53L2ffknZGamuy8SiV1uZJSHRgPBPoWtqV11Xu8FXaMNrb2dpsn+bzN/0rFnvOg3/S0nXfsmL2mUrF/M83NqbD0yorNM69nc+iQjaez0+aqtzr34s+btUVfL7W1LpV34WvaU7YKtGwWoAEAAAAaGYGYA8izEnwhOzpqgZaODltUeoHUXM4yXzKZlKHyuc+l4qdtbSmzIJtNi8zlZTvui17fruGLZM9c8YKsMaZORMPDFqDp6kpbmzo6pBtusIXv+Hi6nm8l8uyVnh778SyJYtGutbhogaX2dstoOH1auueeVLjVs276+lIQwAu6Sik7wWrC2NhGRuyzkZq3sdHk4PAgjGS/P/95C8b44ytXUhvzYtE+Z+/AVSrZ9qTFxRS080K4hULqhrWwkAo+r6ykei9Nq9V6vFW0Z2p5Jk13t829zs7UllqyY21t9rojR+x7npmxcV68aOe2tlpXp+lpm48ehPFrVCopuOIt1CW77uLi2m1GW2XFeNZQ9bY9AAAAAPsLgZgDyLNYXLFo2SSZjC02vROMF8a9eNEWhcPDqZhuLmev8wyXbDa91jMXikULsnR12Xm+QO/uTttLfEuTZyGUy3ZscdHOzeel48ftGp4Fkc9blsKNN9rCuafHAiPewtg7GnlHnZmZ1Hr78GH77fVmPNMln7eFfVeXLbR9C4uUshOqP7OVFS8MTEZMNf+O3cSEBVHGx+17WVpK30exmLaaeYFcrw/kBXUzGcss6eiwwNf4uB1vb0/fn7cvn5hIdWFGRlKQ0Lcu+WPvqLW8nIJ3p0+nLl7nztm8zeftnpOTtkXJi1D7v41Syf7O5+3n5pttnP39dp/jx+3eDz1kvz3YuFXtl+puSfa7mf+NBgAAAPaZffV/8kMITavttrEFz0yp3tqxuJiKll64YEEG30ri2TLz85bdcP58KmA7MGDXmJmxYIwvjpeWbAnp20NaWlKmQG+vnVcspi1LLS12vgc8xsbSIry11RbfhUIqgNrcbAvjS5csu2VszMZ/6JAtlpub7WdqKo3/2DELFj32mF3Hs3LyeTvumUKVip27PiNhfQFVz3pA4vVSXFNTajPd0pLqBHlnpEzGnvNsqqNHpYcfTnVc2tvtp1RKxXGXlmw++BaklRX7/g4fToV2p6bsee+aJNl8LhTs+d5eG4fPg3vvTW2pJQvqHDtmQUift21tKVjo83R4OG3DmppKHZJ87mQy9p6q581WmS7VW+DsNbl99b/RAAAAABo8EBNCeIWkF0lqlfTzMcb5EEKIMW5ZQDWEcJekuyTplO+bOEC8HobXiMlkbHE4M2OP29rSto7ubnvsBXPn5lJnpHzeruMFVltabPEYY8poiTE9PnLE6q4sLKR7efDl5pvt+COPpO0kkl2vWLR7XLqU2kh3d9u9b7jBMhgmJ9O1TpxIwYDhYVs4z89bsGZy0gJJ1Zkwi4u2WG5tTV2Unv3sp7Yb9i1KpZKdu5mDPL9On15bI+aWW2xbmGRzpq/PAhaendLVZd/P7GzqZrWwkAr4Li/bay5dSt2zPHjjQZHm5pSh1NVl9/aaQ14M2jOvYrRrSak4byaTsmzm5ux79q1Qo6Op09axYzaWXM6+/0wmtbju7rbX5PMpqOSq5836Y+t55hkdkwAAAID9q2EDMSGEr5L085J+W9Jtkv5XCOGfxxiXtn6lFGN8p6R3StKdd9554LreZDIW9DhyxB6PjaX/st/TY4tW3zaSyaTiu/l8aucbo2UhVHdNKhRsQe0LY89eyGbt72zWFtBTU6n1tGfFlMvSs56VCrn61iDvgCSlbVG+hcUzXmZm0tan/n477mM4ftwW81eu2POtrZbhsLSUuurkcnbdw4ctIJTLpc9m/efmtT1S4V7v1ZMc5PmVy0m33ZYej43Z51oq2XclWfDCW4lLaauPz6eZmbQFLZu1z9mzpqan7R7z8/YdeOBvacm+V8/U8iwav35nZ8rWmptL2TheBNiL7c7N2WsLhdS1q73d7u8ZVH19qbaNZ7ycOmVb5XK5p9Z/qZ43V9PTk2oRWeYMW98AAACA/aYhAzEhhGOS/qWkfxVj/Jik3w4h/JGkmyU9UM+x7WXVhUC9sKh3symVrK7GlSupYK4vjL1ttWcyzMykNtG+xaNcti0o3nK3WLTnvQPS7GwKwPh1PaOhtdUW3X19Fjh58EHLQGhttQV7R8faBffSUgrUXLhg97rpplS7JpuVbr3VruNj8Ho1uZwtqs+dSy2H+/tTl55cLtX42AqFVJON5pUH8TxY8sQTlu0So82t9nYLqniGS3t7KtLr9WO8GPOTT9rzG80vD8j5tqPm5rRNyLeodXba73ze5q5nW+Vy9jrfBnXpUuqg5HNuZCTVg2lqsqwYyZ6L0eanz//N5s76ArxbdU3aaCvT9RgcTJlI6/l2QgAAAAD10ZCBGEnzkn4rxvixEEJGUpR0SNILVBWIoWaM8YVgddefiQl73gunTk5K999vi+PZWVtk9vTYYnh21ham5bIdX1lJWQwzM3bct+qEkBbkMVrgxeuBLC9bwOPIEQum+MJ7ZcX+Hh5eW5i3vd22uhw+bPft7LSxVre6HhmxhasX8D12zM7v77exnT1rr2lutvueOWPBG2+zPT9vf/f323s4enTrrSNYq1Kxz3R+3oIM1QWOvbhuCBYUWFmx8y5eTDWB2trsd6lk39f0dCoSvbJiGSoeMJOeOr+WlmyOecCwpSVtNWprs3N8vnhQpr/fagl5JtXsbAqs3HqrBSqKxbVbqHyz4+SkXc+3KnlR3/b2zefO+gK8W3VNktZuZZJWriujamgojRkAAADA3tKQgZgY40wI4aOrD1dijDGEcK+kaUkKIbxa0t9uZ5vSQTA2ZtsuLl5MBU9LpZRNcvmynfPoo7YQ9gXqlSu2aPX6MRcv2gK3u9uut7yc6m/Mztq95ubWZttIqY211/NYXExdbLxb0eSk9MADtj3pllvsvBjtv+x3d9vidGzMCrkuLNjjri479pzn2EJ7asqyIm6/Pd3bt5RIaQtVdWeepqa0sO/r2/4WkkrFsoGk8vIOfEUNyYMw586lIMfUlM2B1lb7rmK073ZoKNV1mZlJraSbmixANj6egoOHDlmAbXFxbQclafP5tbyc5lOxmNqbZzJ2Hc9U6eiwrVOzszbuXM5e09ubssBGRmzeeQcwb8futWu6uuz18/Op1frRo5vPnfXZLVfLdlm7lWn5wM4vAAAAYL9qqEBMCCETY6xIUoxxcfW3/3ff5dVz3iDplyS9XNLZeoxzrxkdtcWf/5f8xx5LxWs7Ouz41JQtkn2B6a2Dx8ZSe97JyZQR40V4fTvP5GQKrmQy9pPNru2I5AGg+Xl77Fs6vN6G123p709FgX1RPzFhW1R8i5LX+8jn7bW5XMp2yGTsfYyP27He3hQwamuzhf/CQqoR099vn8O1ZMKs76B0EE1OpsK45bJ9R488Yp+tf4eVin0XXvvFM1iWl+21pZJtCSoU7LFnwHiNoVzOjm01v3I5m9fLy2uDN57l4tuBlpZsXp89a/dZXk4Fmv3vtrY0V/zfRnu7/e3vR0pb5vr6LAOro2Pzz2n9XGFbGwAAAHCwNUQgJoRwa4zx0RhjpToYs86ypP8saVTS62KMBGFW+dakYtFqdYyOpq0epVLqUtTVZduDlpZSTYwQbCHqRXF9cSuluhu+2PUCqL5YzWbTlqXmZlvs+iI0l7MFuY+hu9vu/+STlj0xPW3jHRuzQM6ZM5a541tWZmassO6tt6bOTfPz9vrHH0/bmTwbxjNhTpywcT30kD3n21bKZc9w2Z7OTlvQS9mG+De0G4rF1FFobs6CMIuL9n15EdxMJrV9HhmxeejdiryuysyMzUmvGbS8nOZePp+CLZvNr+rtR5Kdu7KS5mqhkDJpJibs3iHYz8yMZeD4/D9/3s7zOenXLBTsHl54ulCw67e1pXtuxrcaFYs251tbbV5vVSsGAAAAwP615xeRIYTXSXpfCOGDMcZv2yIYc0ZSWdJ3xxgfqf1I965s1hamw8O23WhpKRU2bW62ji/j4xZs8eyXUiktZDMZ+3txMS2CKxUL0EippowHXRYXbWHqWQuVSsqK6epKY/ICue3tdqy31xbKFy7YOPN5u0Y+bwv1fD5tQVlctGCIF369cCEVf83lbDxNTfZeczlbVB8/bueWy9KLXmQBn6kp++nstACOt/K+2iLZAwkH2cJCykZ58skU1PB21N3ddryry76z7m77jrxoswcA19cRijEFXyoVC/ZsNr+am+07bm21OS6lDl7ZbBrfyMjarKvu7rS1zre4+ZzzwE2lYoG75mabD7fcYt+7z+Vy2YJxra1rM148k8fnkG81Ghtbu63qarViYPV6Qtj6+LlzNRsOAAAAsCP2dCAmhNAm6a2SfljSS0MI74oxvnE1GNMcY/TtSO2S/kbSP8QYn6zfiPemjo5UR2NhwRaZ3mGoqckWmF1dFojo7LQFYqViPzHaorFYtAWtZypUKrYQ9W0cniXjxUtjtAWrtw1ubk4djbwVthdQ9YyU6enUqtrHOz1t2S3d3WnBvrJi421uTgVhz55NC/KurhQ08rbILS32HnwrycqKLeD6+22MlYq9/1tv3d4ieXjYFtY20oOptdWylLz9uGcqec2gvj7pec+zLBOvI+MBMikFQlpb7butVNLckixo4bVh3Pr55UG8lha7rm9R8iCOZ75INr5MJnXe8q1tMVoAcH7e5oq/bn5eeuEL03tdWbH3lMmkedrUZPeemkpZMb29dm0PvHi3JN/u5w761rbtuFqQZasgDQAAALBX7elATIxxPoTwJkkzkv5c0u9UBWM8CPNcSV8m6R3+HNYqFGwR2dtrC8rlZVuI9vWlbSWf+1wKcnjWiWSLR68vk8ms7SLjLYrz+ZRp4JkLIaQAh9fm6OxMWRBHj9p9vYBve7sthn1LS3u7jcVrhNxxhwVc8nnbDnLqVMruOXbMFvLlcgrgTE3Z2LyLjtcmmZ9fWzTWs3Q8WFSp2CLbF8nVmTHVbYjPnfMgQfOB3Vzi86q7O3Wp8i09s7P2OT7xhBWBnpqybJnHH0+1XrwttGeNVG8nkuxxS0vKqlpeTlvlvOV1sZiyZrwtdUdHKsK8spK2EXk9o5aW1FXp8GG71vCw3ccDjq2tdr3p6RRAfOwxy8Do7rb7VCp2H6+b5BllHkgaH7frd3XZWLx1u6NWDAAAAHAw7elAjCTFGC+t/jkXQniLpHd6MCaE8GxJN0n6Y4IwG/MCuefO2X+h9xoVuZwtbO+7T7r3XluIeocYL2QrpUWyB2E8m8GzWXzh2taWiqd6VsPoqC1Sl5dtMexbOnwhvLRki9ojR2zb0MSEXcMDN01N0o03SidP2phPnbLzi0Vb8HrgxQMAxWJqfezdd+bmUivsm26ysfq1Dx2y9z05aYvlG25IQRgvsFqdGVPdhtizgQ4iD0jNzVknrdnZNB9WVuwzvHDBspQef9wCFB0dab54oVzfXrS+k5WUMlzm51PwpTqIsbxs82ty0v7OZtM9vGaRF2fOZNJWsvZ2qy00O2v3WFpKgZO2Ntti5UG5EOw9nDhhc2BpKQUSOzst0DI9bY87OlKAc3w8ba8qlewcD4L6vPKtSwAAAAAOnj0fiKkWYxxfDcb8cgjhEUlNkr4sxnilzkPbc3yxfPGibQ1ZWrKFbV+fBS7m5uy/8HtWiXdM8roqnrHgRXZ9C4BnjYRg5/lWI8+maWlJQRKvAxKjLcA928Xr0HR0pGwXX8R69o1vG/Fir5WKtRQeHU3bVXzx7+eWSpYdk8+nGh5tbXb/9vZ035YWWxQPDKRFeFeXfTaeoVGpWJDG/65ULFDU1WXPdXSk7SkHhc+p4eG1BaBLJQsqtLRY4OTCBduytLKS5oVkz/vWpBjtWHOzzbsQ0rY3D2L4Vp5KxYIb0tpghgdRvIvWzIwFPLzj0dycBduuXLHvLUabD83NNpc8S2V2NmVv+Zzr6krFgg8dsnl6001pjnZ0pAyfmRkL4LS1pX8/hw7Zz9RUqiXU309NGAAAAAANFoiRpBjjWAjhC5JeI+mVMcbL9R7TXlAq2X+9n5+3BaFnD4yNpYK0V66k/1pfLlvb4JERWyj7gtgXw75NxLciecaCZzB4cCIEO88X0F73w7c4+fW8cGpbmy1qp6dTgMYDRPm8LdZXVixw4ov2kyftmo8/buevrEinT9ti2dsjeyHY06ftPba22gLZa34cPmz37ey0AMzUlAULWlstG8dbXD/zmRZo8MyXmRl7z95RybMbfKvWfrbZnPJMIe90NDRk24+amizwd+mSfQfVnbJWVux13vXK24/7Z+jzxLOlfCuSzztXLts9fRxSKgqdydj32dSUCgl7/RqvKdTenrJlpqctWOJb0y5dSkE8D8gMDlqQyevf5HK2ra5SsfnS35+6L62s2Di87o1rbrj/lQUAAACwmxpuiRBC6JH0WkmvijHeV+/x7BVnzlgAoVy2IENTk/0X/JkZC7Z4VkypZJkIpZItsH27TUuLBT6amy1g4dsqPCjjWTHVWzm8yK5vKfGtSaVSqiHj2Q1eq+Pw4VR/I5dLhXT7+mwb0qc+leq9SHbu6GgaczZrf3vnm97eVFdkfj7VkGlpsePeWenkSfv79Gnpn/7JAgyXLqXCvZJdp6fHPkcpFXz1BX9XV8qC8eyK/WyzOTU/b3NqZMSyhIrFlBkzPm7fz8yMzZl83j5jbzU9MZG2xVXXg/H54nOquk6MbxXy+eWdlXweevvq1lb7Tvr67B7NzRYUyWYtWFcs2lg6OlLhaa8j5HOlXLbfxaKdd+edFly6csXe0w03pK5IxaLNv/Fxm2NeW2ZpyT6joSGb0729a9tuAwAAADjYGi4QE2OcDCF8dYxxsd5j2Qt8i8h996VaGpIFM0ZHbZH45JOWaZLN2iJzZsaO+VYh7y7ki9eFhVTLpToroboLjS9il5ZSJoBvGZFSAMYX175lqbPTfk9O2nmtrTbGkyftte3tacHur1lctOyVUskW1OPjqfDp6dO2iPbCrOPjdo/m5pT50txs1+jvt/uOjKRuSsWiBVeOHrVtTZmM/e3vY2IifdZ+rK8vdZiSlvfV8rq6IPEjj6Rix77VbHTUvoszZ+yz9Ywmr9UzPW1BCC++u7hoz3kNF99O5vVhvM5OuZzmopSySHwbmme7eHHe6k5IviXOi0F7sMaDJT09KUvLrz0+nrJ5slnp2c+27mFef8jbWnsGVne3vZfz520sd96ZtqkdO2b38DldKNhc83F71g/FeQEAAABIDRiIkSSCMIkvmnM5WzxOTaVuQ5OTVqR3ZiZlKMzOpswYz1KpblW9sGA/npng51XzrU1e48MXm14zpqXFjpXLqcZLd7edOzmZFunewaY6gFOdJXP0qGUw9PVZIMkX6T7m2Vn76e+3n4UFy1goFGxhfOZMCkxJNj7/jCoVW0gPD9vr2tosqCPZgt635OTzqUtOdYHVXE76/Oclqa1qE0rjqy5ILKVgnW8H+uxnLRjhW4vOnUtdiTyDygvaemClqck+dw9qeV2fYjF125JSxkuM6XkP+nnh3mzWvrelpRS8aWtLtV8WFuw+vn1MsvMOHbKiu8ePp2COdxDz7LCWFtua1tVl7zuft2s9+WTKgpmbs8eHD1vRX2+xffGiBZy8jpBnx/icrZ471cGu6o5cfs5+3/IGAAAAHHQNGYhBWsydP28LuGPHpH/8R+nhh21RetttFmTwVtTlsi0uJyZsgdjenhbPuZwtHL2gb6WStipVL649+8AXuB688RodUmotLKXsB89uKJctA6G62G1Tk3VNymZtMeytqJeW7H0885n2Xrzw8PS03ff4cQvU+LalO+6wey8spC45vjWlWLRggW9j8uK/MzP2WZw8aa+dmbHzvLaM10TJ5Z5aZHVszN/X/thwsn4+dXXZ5/LJT9r3MjtrQa6xsRTIm5hIW8jGxmxudHam+kJeT2h94K46uOJdkjzDxeeTd+nyxy0tdry93V7jASI/NwT77r1LkWfwdHSkbWT9/TaXzp+397qwYO+7rc2CLrOz1m772DG739SUnZPPp9bsvvWtWLT3399vYzp92rp63Xtvyqrx6x4/vvazrg52jY7a797ep3bpAgAAALA/EYhpMNWda9z585apcN99tnj11rpnztjid2goLZ4zGVtQdnbawtNrbVQqqUuNB2CammxRHmPKiqlUUrZDa2tqId3WloI0XmvGt3SUy3Ztz7jxAE1Pjy2g+/vTNpI77rBgyNmzdq/q2jC+sJ2ft2vPzlrtjrY2u04uZ1kPHR32Gg9ESfb+L15MW59CsNd7d5tSyRbFfX2pWK8HJKozRFwIXsDX79CY1s8nz/C4fFl64AHL+snn7XObmrK6OmNj9rrp6TRnvEtRNmvfb6GQsp681bcX5PXtPh5g8QK+XuzZr1Fd7NfbWft2OQ/ueT2XpaUU6PH5u7QkPetZqSV6U5Od43NlcTEFKqemUibNzIwFVrx7WIx237Y2O9bZmTp7eWctny/9/TY/u7vtcXXRXlc9n9bPrY3mGgAAAID9hUBMg/H/ml4sWiBhYsICLpcu2aKxUrHAzOJiqq8yM2OLYd/+4EV6m5osq2R83BbK3kLaF8VeM8azG6qzF6qzY3K5lJ3gi2cvmOuZNdlsqu3hi2VfPJ8/b+9jcdG2exQKll3ghV8vXrStSZcupQwX35ZULNr9zpyxAMGznpUCKN5CWUotk0+dsseejTM/b4tpz/g4c8aCOx6skmxxPTaWFts9PakAa6PXiFk/nzz49eijdiwE+26mpuz53t7ULWluLgUrenvTdyFZQMuDPDMz9lrfpuTdsLz2jGtpSQE8D9R4RpX/7YEbb0ve0mLXaGlJwcNMxgJ+3jK9p8cCRbmc1Qd69FH73hcXU/t1n08TE/b+pqftOocPW3Cvq8vG6Fu0ymWbn9PTqQuTF64+csTmTCazcV2Y9Vvx1h8DAAAAsL8RiGkA1TUlvAbF/LwtGMfGUmZLd7ctPL1OTG+vLUw7O21hOjdnrwvBFoldXbZAPXcu1dxwS0tpy4e3H/Y21x7cyOUsaFK9hSSTsQWulLakFAq2cJ6ctDFms/a7ULDgR1NTag/8uc9Z0GVpKW2fGh+3zIymJntuacneT1+fFZQdGbHnW1rsM3n44ZSJ4Avoycn0meVyqR7Mo4+mrVC+4O/osM/UtypJaeHs20ee8xyvEdNYqueSZyFJKRjl79/rsxQKds7cnH0+3d0po8i3bi0sWNDLizMXCvb6xUU7Jtn3u7CwtpW5Z6l49ovPS3/eAxnVLdW9+1BTU2qP3tFh9/Qi0759ybeqXb5sz3ux5qEh+9uDME1N9t6npmwOhWDBv4EBOz42Zvc4dMiCOmNjazt5+b+vfN7G29mZCkB7XZhqXti3VEpFfatrxAAAAADY3wjENIDqmhKlktWhePJJW/zNz1twxrfoeN2LpiZbgHqL4ampVO+lszNtxRkft2PlcqrnIaVivYVCKsa6sJDaWHtmS0uLBXxaWmwxu7BgC9TqoEyxaItM75p0+LAFSBYWbNy+lcPbQ8/PpzEtLdmCdmXFPods1v4OwRbEngmRy6VFu2+zOnQoZSosLtpj/ww9+NLZmba6LCykbAUv0FvdQcn54tsWzdXhq72vei4Vi5aNNDJic8W3pY2OpqLG3krcA1uXLtncq25/7sVv29rs8/faMU1NqV26B3akVEPGM6U8o2RlJQVhfH41N9v31tpqY/JMl43mV1eXnd/amjo2Xb68thW2Z/CMjaUtbd6G3LNs8nkbg3dc8u15MzPS4KDdd3zc7tPSYtctlSxzJpu1fw/T0ylo5wV41wfBjhyhMC8AAABwEBGIaQDru9h4y2DPUvBCo15PY2nJ6nvMzKTtP75txLNcSqW124N8Yeyqt4f4wrk6S8a3KnkmiW9p8u0ZpVIam5/f3m6ZBV1dKQvCt4B4Vo/XpfH357+7uixgMDubsh4mJy2joKsrtdc+dizdc2XFgj4eDJBSMdTW1lRg2OXzKRhUKtnCvDp7weVyqatSo6l+H9PTKbjmtWE8A8hbgTc12WdQLFr20dxcqrNSXfDW50mxmIJfninldYiqiz57QM/ni2dZ+Rzz4Eelkrp9VW+dq55fkp3rAY9y2Y75diuv1eJbraS1BXU9E6pQsHO7u23eVI/Nr+2ZZL4Fz7Nqmpvt70OH7HOt/rx9zq0PqFKYFwAAADiYCMQ0AM/SqFRsC4kHKJaWUlvn9vaUHTM+njrIeADGa3csL6fASwipfe9Gqjve+OLY67t4horXofGgjv8Xfr/myootdjMZyy7J51PHmWw2ZS/4orxQsHv09aXtR+WybRMZHbUMDl/4ZjIWeBkctPd86ZItvEsly0rw4Etnp43d+xtVKrb15PJl26bS0mILba9P4+/VF9/VwRh//uxZu9dTwzl7W/VcunLFMkMWF+19z83Z5+gZRTHa71LJtntNTqYgiBe69YCef//ewrxUSsc808bnkwdkvF6MlAJz/j158MVrFPn2NcmOe1v1bDYFUA4ftvfjgTvPyMnlLEBy+bL9O8nlUkCzpydtYzpyxN6XBwLb2+2ax4/bfMlm0xYsb8vuha5vu80et7ZaIMa3xElrgy9e5Lh6LpEVc/0GBlJwbaNj587VdDgAAADAthCI2cN8K0OxmLYhVW8jmp62wMTsbCqcOjWV6sB4AMYXsK46YHK15sue7VB9vgdOvKivb0XyDkrV20sKBVuc5vOp0KpntPjC/fRp6ZZbUm0Oz7Q4dcqeP3/e3t+pU7aA9q1F3tL40CHLYnjxi6UvfME+r3LZFsPj43a8UrHPplKxrTXLy6k2TmurBWumpqz2y/qFcSbz1MyFSqVxNiVVb4nx73J01ObJzEzaytbUZJ+/1x7ybBnvOOVzxeeVB+Wk1KnIs12qe0n566rru0hpHnndGM+AWVpKAZvqrCuvP7O4mMbrW968lo1vf/OgYUuLff/ZrAVVPHPFz/cAULmcsquam1M9o4sXU/DPOzc1NUnPfa7NLQ88HT2athoVCk/NoPLf3pHLkRXz9GwVaNksQAMAAADUG4GYPcyDMP5f0M+dSwGE6WnLaJicTBkwvn3It/h4BkL1liN3tQCMtLbDkS9Wq4umenZNJmMLYF9Ye+2PtjYLuHiL6q4uG58X7vVrdXVZZoBvT/KORO3tqVbLgw+mBbHfY2HBsmFOn06L287OtA1lYsLOnZ+38R06ZJ/Vww/b+DwQ09Vl9T0mJra/MO7tlR5/XJLyLdv4KuvKgzCVir1Hf66pyX6Pjtpz/f0WpBobs+eXl+2z8++6ejuatHahWx3s22xu+TysDrxIqUaMj9HnrGffeDvs6uvkcmtbkXd327j6+1P9mqUl+y6PHEmBl0rFjnk9oObmtD3pxAl7j76lb2zM3rcHQRcWUqCmUkn1kdrb7XP1DJdSyeZGuWwBmptvtnH39KQ24Vu1RgcAAACwvxGI2cOKRdsCMzNjQZdPf9oWhG1ttqVmeNgWe+Vyaj+9spIyDrLZ1MlmfQ0YKWUobMbrY3iHGg+0eCthr8vi20ayWVuc+nEvZtrZKb385fbcuXOpq01Xl/19yy228C0W1xZAra4l4oEgX0x7wMW3wXiWR6ViC+aZGatHk82mLCLJPs+REXvtwkKq5zE3lxbR2zE66puSqnM/9iYPcJw9mwrenjtnc6pYTEGrxx9PW9lmZ22ued2h6oBeNpsCdBvNIS+YvF51IMa3G3lgp7pQtGftVM9nr8fiNWE80OcZLy94QfouSyX7u7puTKGQ6g1Vt91eWbFgTUdHCmbOztr8GB+3rUheqNrHduiQfXY9PSmjp7s71X0ZHU3/LsfG7HzPlllf/Jl21QAAAMDBQyBmD/MOMZcv28LZu9ksLKTuRP54cTEFSrz176FDaXG4UYBhO1kxHtTxRXM2u3aR7C2sPcuhvd0CLF53pLXVFqHeGvjo0bSVKpez2hpe5LVSsfN9rIuLKUNibs5e61uvZmYs+6FcXlv/pafH7utbqlpa7JwrV+w+ly+n8z2z4tgxW4h7bZjtfjeNwrfEeBvqiQnpiScs0OCZST5PpqfTd+G/PRjS3JyyOLxOzPptb9LVM2Kkta/z+SSt7Vjk89iLL3tx3WPH7H34FqSjR+37aGuz9+T1a44eTcWlvWhvU5PNCa9VNDeXumDl8ykQWCrZnHjiCXvNzEzK7urpsXucOJFqKHltmVLJxuCBv2LR/t0eOWKPN6o3BAAAAOBgafhATAghxLjR5pvG5lsohoel+++3xZ1v5ZmdTYGP5eW06KvejrS0lLY0bbRY3g7PbKnOHlhcTHU2WlttYd7SYvdsaUmBDa8h4jVh/HULC7ad49Zb7b2dO5dqyPT12XledPjIkdSFZ35+bX2Z9nb7HMbHbRE9NmbXdZ2daUHsmUFLSzbGjg673pEjtni//XZbEPf1bW9hXKmkxb6096deW5tlw1y8mIIPHmSZmUnbcxYXbb6Uy2truXjGU6lk53t2lW+B821E61V3Saq2spKynjwI5Od4K+oQ7Dv2OSVZgC2ft++tv98eLyzY+Gdm0lahTMYKNy8s2Hv14KQHcDxbxVuzd3SkLX233pqyhyYn7XMpl20+tbVZ4NBbWGezaUtSZ6f9nD1rczFGu65n8LiN6g0BAAAAOFgaPhAjqUvSVL0HsROqi/OeP28BmAsX7L/Kz8yk9tBe+8SL1voiUkqL50wmFcPdLEPBa374FqP1vIaGZ6ZUd7/x7AHfhpLNWhBjZSVtBTp0KAVA5uftfXlWRWurvads1hasHR2pJXFzsy2aC4VUbPf4cftMvDtUR4ddT7LFb3f32q5I2WzqZ+TX90BOS4tdp7PT/r7hBhtPX59tW7paN5vJScuGGBqSpL1XEbR6Hs3OWtvpJ56w72Fy0rYgecDFa6G0tqZAzNJSakvt1/PMknI5bXXy4Mn6QIvXjmluTvO0mmceVV/fX+fzt7MzBdA8yOediKoLDPv88gwTrx3jjz3TplCw7/fSJRtvPm/nVRcZ9rFUBxt7eiybqq3N5uHtt9t37xlWt9yStlKdPWvj7O+3LJilJTu3v39nvlcAAAAA+0NDB2JCCF8p6V+EEH4gxnil3uO5FqWSLdy85svp06kj0PS0BWC8g9DycmodfOiQLSDHx9O2iPWFUr1Y7vLy1kEYL7DrxVfX86CLZwVU1/Bob0/blHzhPT4unTxpz4+PW1DD64h0d9uitLpddnu7vZ9Cwcbh24N8kT85aQvhpSXLRPAaIfPzqa5HS4s97u5OW0MWFlLwZXraPueeHrv3xIQFHW65xRbbkm1h8Ywb/262Ktrr7bHn5iRpeRsbvHbP1ebRlSspCDMyYsEZnzveYWh+3s71zJOlpTSnPHukpSXVG6oOwnj2igc8PItqfc2X6jbWnl3jwTHPevLAVyZj46reFtXUZGOsnl+XL6frnjplwTopBfgOH7asKy8CPTlp9/TaQv7ejh61n3LZ/t3dcosF5+bmrHixZ7YcP27vrbs7za2JCZsLXV2pNszNN6eiwUeP2pguXaJdNQAAAADTsIGYEMKXS7pb0lsaLQgjpcWzZL/PnrXFnZTqbzzyiC0kFxdt4Vip2OLQO7h4IGY93xK00YYtzzLwn1xu7VaT6mt45oIHdDww44tYyZ5rbU3FdkdGbCG8uGiBgY4O+/vixdQmOp+3a99ww1PH5lka09N2z/Z2G0uxKN10U+qeMzVlC+CJiZQlMziY6tL4Yre3N213uXIlLYj9mu3tKWOhOmi1VdHeXC7dt95NrLczjyYmbAvYpUsWMPBW3b5Nx4Mh5bJdo/q9+9aj6i1G6+dVNmufiR/3z776sW+h84LOHvTxrKXqNtgeUPMOWZ2dNifm5uxai4v22GvGLC7a+ykU7Pvu6bFgycREyrAqly2oUijY9+0Bkvl5G4//uyqVpBtvtPvcfLNnPaWtUt4CPZOxe3lQTkrj9mP+Hv3zvFqADwAAAMDB0LCBGEm3SfrFGOP/DCEclXSjpOYY499d7YUhhLsk3SVJp06d2t1RbsIXz5It7M6fTzUnymXpc5+z39PTqY1wa6sFOryI72aVcTKZzQMJKyt2nRhTJ5lyeW2mipQKm1YHXEqltOWnqSltUfGATrG4dmE9P2+PFxZs+8sNN9iiOJdLi92pqdQVaWzMAjblciq029pqi2rv3tPSktotj45alo0XYp2ettd5Roxra0stt0+dShkjKyt2rDobpPr9b6a6DfFG30It51f1PJJsoe9dkMbHbZyXLtl3s7iYMqhCsLnkHYQ8gODb36oDcx7M8Ht5bRj/289rabHvyTOcvOuVn+vbibJZO8ezaGK08Xl3I8+o8XF4ho5nO/nfHpTxLlkeGCkWLXPmySftu/WuTE1NliXT358CPpmMBehCsGPNzfa5STYfjxyx9+2ByZ4eu6YHX9ra0mff1ZWKOHv2y8jI2u+HdtUAAAAAGjkQU5L0pSGE05L+TNInJH1NCOE3Y4y/stULY4zvlPROSbrzzjtrXm21VLLF38RE+q/6nr3wwAMWjPj85+3x2FjqTuRFa7147mYqlRRI8K0k1cf8v+h7xyPJFuR+zDvLLC+nhbYHZvL5tED2DjdeV6T6+r7gLJdTJ6TLl21h29RkmQbFoi2Kjxyx9zg+bvf0DJa2Nlvceo2QmZm0MPe21CdPpsKofs/W1pSdkMul7Ihy2a7nwaOmphRA8niJf3abFe31+iteTDmFGZJaza/18+jECftMOjulM2ekxx6zQMDwsH12HpBoabH353V7PAvJA2rra75Ud8jyLUeeIeNBEW9nLqX6Kn7MM6o8G8vrw/j8amqy7zqXS1vq/Fo+v7wekL/G50kmY9/38nKq27K8bO+3tdXu5zWL2tpS8VyvbdTUlOrhdHfbVjnJ5mKhIA0M2NauTMZeXyjY99/VZX/7VrBi0a7jc8+3IPk8dNX/Ltd3T2LLEgAAAHAwNHIg5tOSXiDp2yX9fzHGXwsh3C3pgyGEB2KMH6nv8J7KF18PPpiKgo6N2SLu8GHps5+1heToqB3zwIR3fpmYsL+v1iPKgx8hpAWs88VeU5Nd27u/eJaL1+XwbSG+6PZjngXjQZxczsaUz9ux2dm0VaW6ra9vT7l82e5fKNjC1hfho6Pp8xkZsUWxB2La2uz1s7N2j6amVFD2wgW739mzKdvBC7O6S5dSBkOpZOP1QsPeCcqzHTZaDFcvmmdn7bX+Odd6+Vw9lvPnU5bU2Jh9hrmcdM899vf8fGrP7NuQfHvP2NhTu2p5/Rb/XKotL6dMKm9bvb5denXB27Y2O7e5OQXSQkgZLT6HPVPJ55dnYHkNIr93Lpe2J/n2Jmnt/CoWU5v0np7UBttbdLe32/07O21e+RY4D+oMDdm4X/CCNBc8C8y7cvlWrelpm2feBWlkxJ7z76BSsQDjZu2qq1vKs2UJAAAAOFgaNhATY3wghDAl6fWSPhZCaF997v2SCvUdnaleNPsWiOFhC7h4hkJLiy0mZ2elRx9NwZmpKQu8VNeB8WKnV+Ov8cXt+jH51o9KJWWyeOclrwXjW5iaq2aIF031LksemCkW03VKpfR+PQPCr7+8nIIeuVza9uH1ShYW7HwvhnrokNXyuOkm+3wWF6V777VzPQ9lZsaCQF5fZmEhFW319zs7a/fx7jaeoTM/b+M4cWLrxXD1onl+PgWYpqclKbvr/4bWd9Oan7fP6bHHbE6tz2J66CE73+vD+Hal6rmzsLA288RttHXGs18WF9c+9mwpD6Z4tsfysn3fPnd8fvhc9K5F0tpOXP7Yr+1zsVhcm33jwZFCIb3OA47NzTY/enos6FeppMLNhYJlUPX22nUvX05b4/x9VGfiVCqpJozXXbpwwQI6xeLaOTM6ujawMjpq89sDNdVBRg9eepAsl0sdoQAAAADsfw0RiAkh3CapV9I9klZijBVJijH+ZAihJOmUpH8VQpiT9C2Sfrdug61SvYAfHbWFs//X97Nn0zaK8fGUteD/1d8zX6oXy77o3A5/rfTUDIfFRXuus9Me+/YUf12lkgqqel0Wz0ZZXl7bkam727sHGS/E64vbSiVt2ZBsgeyFgp98UnrWsyzgMjFhmSuVii1cu7rs3L4+qy0zNmbjHhiwjKJy2Y4fOWLX8gyXlpa1GQiVih3ztsttbXa9xcVUa6Z6Ab2R9VtLfEuQLf53f2ebvx/vpuXz4MIFC+y1ttrvqam01cbPX1lJQZfqFuSehbJdHnyrznLxIri+XUxKrc29OK/f3+eCZK/L5+2xZ6Z4d7B8PmVyebHnUinVEfJgmreullIAr7fXgiQrK6kLVnNzqltz8qT0/Oenub6wYN+jlLqRxWjPLS9bdpV342ptXVv7xoNS2635sj4DZnh4bTFfry2DnTMwsPn/Zg4MWAFrAAAAoB72fCAmhPD1kn5O0sXVn3tCCH8YY5yRpBjj20MI/1zSTZKeKem1McbH6zbgKtWLNP8v+WNjFni5cCHVv/D/gp7Pp0yZ6nbK18vrb/jiu7ozjWcaeHaHj0VKrYR98e3bSaoLtHpWRCZjW4JGRlLR35WVtNUpn7cFbHd3ah/c1ZUCNl1d9p67uy2TxQNVxaIFEnwB72N7znNSQd5sNnVk8q1Fw8NW76VSsecfeyy12z58OAWE/L098URqbfy85238OVbX+fCCrF5YVlrZ9fbV1Qt4D1IMD9v7GxmxgMXwcApoeMaPf5YLC2sDJd7efH02zHrVgRoPfHi2imfAeHCm+sfbQntGVHUQxrOqfEvT/HyaRx6Y9ECLj8/n1+JimsPVXZfa2izg4tvt+vvtuseP23mTk6mu0OysnXPypPSMZ6RaQ1eu2Hn+eGLC7tnTY3PW/x0tLKQMNt865RlJ3no9l0uduNZ/h666fowHerCztgq0XEtQGwAAANhpezoQE0LISvpmSW+OMf5DCOEbJL1Y0k+EEH4pxjgtSTHGv5H0NyGE5hjjFmVsa8sLwXrtiKEhy4TxrRNXrtiCbm7OzvOtO16Q1FUHRrajehFbvV1EsgCIL4y9gGp1i2LftlQopA42vjheXEzZMp2dFtzw1sfVxVo9W8KDFYcOpYKqTU32OJu1oMaDD9r7b2uzBfe5c/b4xAkrhLqyYgtkz87p7paOHUvbk3xLlWTX9IotExMWZDl3zhbSS0tpu5TX/vAOVCsr9vfZs09tqS2trfNRKKStT1ast7Tr7aszGZs/4+MWtDpzxsYj2Wd2/rzNMd/q4t+rd0Py7746eOY1fPx5/ww9W8n/9sLG1TzrRbLvwOdM9Xai6te0tKQ54nOirS1l0/gc87Fls5YJ5Z2T/LVeZ2Z5Oc3VfN7mkQdiWltTIKpSse+0XLZsmZtusvG0t9vn2Nlpz/sWKv+34XWaxsftO+7stGudOmXf/aVL9tk+/rjNjXLZ5s3Sks21jYo9ry/a29m5trPXVl26AAAAAOwvezoQs6pT0i2S/kHSBySNSfoqSd8q6XdCCC+UVIkxflbSrmcnXIueHlvMFYu2eBsbS1tLxsctWDA9nQIfXiR3fUckX+x6W2dp62yZ6k5H3tnIF7D+d3Oz3dPrwHgRV18IezZLPp9qknR02ALWi6r6mHwRHWMKuHhmgNfA6eiwwIpkwY/ubrv2pUspw6Rclm6/PWXfzM/b59TbawvgUsnq6Pj5uVwqvOrdbrydsBdBbm21601PW9CiXLaxlMsWCGtutsBOJlPdknotr/NR7dQp62yV8iJ2nwelHn88ZVJcumQ/1e29PdvHv5fqueJtwT3g4t+5tLZYrwdmqoMTnvnR3Gyfs7++urDz8rJd37txSfZ9+Xzz+2Uy9t0tLqYAlwcjvM22X7tYXBt48S5HLS1pfnlh3HLZjvm8bW62udHZaWPz2kMeZPEsmu7u1Ca9OuNnYsLuffRoyvTxzlujoylLZm4uzdP1POg5MWGP+/tTt6X1RXwBAAAA7H97OhATYyyHEH5V0g+GEB6PMf59COETkk5Iel0I4Y8kfamk966ev/sFO66BF4a9fNm2yDz6qAUIFhYsE6apyZbx8/OpjooHUaqzWjKZlHHi2zdcdeaBv05KGSS+cO7psf9i73U7PIhRKKQFqmTn+1altjY7t6MjtWvO5eyx12RpbbVARrFoNV+8BbFvhfHshMVFW8DecEPawjE2lgoGT03ZOE+elB55xD6flhZ7zeysnXvmjC1mCwVbxHqQxjsitbWlBa4Ht/xzbG62QIx/nr29qViwByJaWuw+22kpPD/vLa8XihufsXMqFcviuHRJuu8+e99zcxaUaWqy9zIxYZ+hlFp/e5DMCxl762jfllS9HcgDHblcylDxwIsHJ7JZC3B4IKelxe4zNWXX8u5ZHR1pTM3NNvaWFjvPAzWtrSlYl83aZ+7dlTyg5DVkDh+26wwPp0ytxcX0HXv79KNH7Tubm7Mgm7eV9rl49mwKMHnmTrls82tpyd6LB/KOHrVxebZWd7dd2+fGxYt2b+9+dvGine91eKp5u3Ofpx7koUsSAAAAcDDt6UDMqr+XdJuk7wghhBjj30l6TwjhLknHY4y/Vt/hGQ8sDA/bArCtzRally/b4vmJJ1IgwbcoVG9X8O0cXnejOtjiGQq+YK3m20J8G4lfJ0Y7t6Ul1dGozoTx7RblcgpQzM6mQI1vRfL6MtmsLbDzeQu8NDenArq9vXZsdjZlO3hBUw8IZTKWlfLc56YF7vh4CrgcP27P33efBa18O8nAgP09OmqL6sVF+0zb2myx7FkUp06lwElfn3THHfZdXLmStoJ53Q7PELnjDguOSTb+U6e231J4u0Var9VG82huzj6TL3zBsmEuXbLPoVi079K/a9/mk82mjCivweKPfX5Ja7cQZbMp46SlJdUu8ro0XtvFOxY1Na3NeGputjnlbcx9K48HEScmUpDHv3/v8iTZ+/T7Hjlizw0NWYDyppssILO4aOd4hs7Cgo2jqyvVC/KW6F6oeGYmte6uzgBqbbVjU1P2Gba32xw4ftz+PczO2tzxfzseQPSA6dycBWeuXLH37FuiNpoz6+fKbs0dbB+FfAEAAFBPez4QE2NcDCG8W9ae5t+FEG6XtCSpX9Lcli+ukUrFsjgeecQCBp490txsi8Pz5y0IMzWVuqOEkLrb+CJ3aWltrQjPgPHtIh0daYHpBU2ri5/6wrR6i5EvYJeWUl0P/6/2uZwtPCcn7bXT0ynboa1t7et7e1PgxLvUZLN2jYUFW4S/9KU2tkLBAipeQNYXyt4FyYv5Vr83X8ifPWtjyOdtC8n0dMq28AK1Fy7YYr252X4fPvzUxW9fn72uv39tdkt1S/FTp1JhX6/nU22rBfP6mh87YbN5ND9vwZfz5+0zmJxM33+MFrjxbUFe/6a5OQXdPLDnW31821l10eNCIT3X0pIysHyLkM+r5mabh54141lRUgr2xWjf+alTFoD0LDCvXdPSkuZzU5Pdw+fd5KQFSKT0Hnzb1UtfagGTxUXp05+2IIh3/2pqsu/4+HEL1N1wg31m/l359++BPM9E861MR47YXOnrk267zcbhwRf/bvzfSyaT/t34v4GurvTZX22uUA+m/ijkCwAAgHra84EYSYoxToYQ/l9JD0p6i6RFSW+MMY7Ud2S2QDtzxgIPk5MWrBgetgVoNmuL+87O1J7Xt4r41orl5VSI1OVyKcuhOlDhQRuv/eILbN9S4luTfKHb1pYWiFIqjlpdz0NKxVd9UekFUJeWbGHqC33fZjI7a/fu77fzvAjsiRMWRMhkpMFBW6CPj9s92trs2ktLdt8jR+yanoHR0mLBlvZ2u0+xmLYU9ffb5+mfQ0uLLezb223M6zvUSBvXdVn/vAdlPEOkOlvEH2/GC/julK3m0cKCfXceMPOslEzGPk/fepPLpe92aSlt7VpcTPPN54jPG68h5EE3z4jy+VMdhJFsLvf0WLDEtxKVSinjxOdUNmtZMB7k8c+1uzsFV7q705z2IFFrq3331VuCPOvrxhutuHOlYlvQPKtlZSUVgK5+nWcCVX+3Xsulrc0CMaWSzaPqubTZ3KkO4lXXdblakKW62DP1YAAAAAA0RCBGkmKMJUl/G0L4O3sYt9lDaHd5Ad7xcfsv9Bcv2s/MjC0Up6ZSQV7PNvCFbnU76OVlOz+fT1uNlpbsHK91IlmWwfJyyjDw7UYejCkWU8voQ4dSLY+mJluEekvo+XkLnHhgp7s7Zbd0daWORQMDaatMqZQ6Fo2Pp8wVL97q2QkeIGhtXVunpqUldZjx7jmePSGlwroXLtjxY8ekO++0RbEHX+bmLIjT3W1bVgqF66+1MTJiwQ/f4nP6dKo5crUFc1qs70zXpK3m0fKy/Z6dtc/HawlJFjzIZlOAxoNq3d1rM2F8e1F1wK6vz84bGUntnXt7LWiQz1vwJp+378y3l/X0pO1AbW2p01dzc8ri6euzz3FuzsZ65Ii9L8+sOnUq1QzKZu1+IyPp34fPUa9F5IHBTMb+9tbRnZ0p0OPBnvb2FPDL56VnPjMFzPx8D/RVKvZv5I477L1cbS55MEWy93bmTMqyOnrU7r3RnNkssAMAAADgYGqYQIyLMdatM5LX7xgdtcf9/Rag8GBIJmOLNa/h0dlpgRjPLpBSNozXXvH2wh4M8cK4XmvDF9eemdDSYgvbfN4Wg1LavuOZAR7M6e62+910ky3qR0ftXp2dKftAsgWkn+81YLq77T6dnbaI7OqyrTGVih3zrVT+PrNZG0drq2VClMu2fcMXxb7g/vSnLahw++021kOHbBHrGRdtbalI7KlTqeWwFzH2xbsvvqtfe608CCPZ77NnpS/7suu71rVaP5fGxlIGUCZjn+GTT9rn6HViYkwtxb1tt/9Uz4+uLvvulpYs4Obzobpgr1+nULBAhM/F7u6112pvT8/71rcYLeOpr88CKCMjKaPLM0x865tnpnhgrb/f5kWMFpQZHbU50N9vYx0bs9d7S+pSKW2pW1mx+4yP2/s4eTIdb2+3f4v/9E82the+0AJrngUzNmZjuXAhBQTb2+2z7ey0sV5tLlVnvpw/b3PGM2iWluy+AAAAAHA1DReIqafJyVQ0dmrKCqhOTtpirlSy5yoV+3tuzv7LvW/9aG+3hWRXl72mXE6FVCULwPh/zff/Ou/tnT3bpb3dFrPHj9s4vBaIn5vN2qLW2wR3daX7+8K2tzcVvZVsu0cuZ1kYIdh5/f02hpMnUz2XI0fsuL/OgwXHj6daH37MsxmOHk1ZCktLacvJpUv2/p/73LSVw1sYFwrSc56TMiC8RopvUclmbRzegebpbPMol7d+vJsmJy1w4Jkijz1mn8XsrH2uxaKNZ3ra5pVvHWpuTvVKPLPJ55FvHevosM/u8GE7p1KxoI4H7trb7fM7dChlLHntIm9j7nVP+vrs8z5yxMbhRX/7+22s/f2WWTU3l4JtvtXsmc+054aH7X5Hj9rYQrB53NdnGVden+j8+ZTp41vY+vvT/PLtap7V0tNj7+3ECQsGdXTYZzE7a5/nc5+b/h2cOGHnrqzY57u0ZHPNCwNLV59L1bVeikUbg5uf34FJgT2BQr4AAADYbQRiNrBRLQgvxFkq2ULuoYdswefdUyoVe7y8bMGP+fm0ZcO7w7S02MIyBFt4Sin74NgxKxI6O5tqp/jCtVJJARfv7BOCHfO6L749YnDQzpuft8Wmt472LBL/7XVCcjm77223peK5MzN27VxOevhhG2tHh42/WEyBIl+EHzliHW5WViyrZGnJgjgeLOnrs9oeMaYaMN5Fx7clLSysLXY6PW2v98ft7Zbh4DVITpx4etkwkn3mly+neinHjl3/ta5m/ZwqFi0IMz9vnZAefzxlG126ZJ+hF0T2DKoQ7HPw4raeoeJBsPZ2Wyh6AWLvaOTFaG+6KW2D6+uzIJxn3njwxduq+zazo0ftc5meTkWfc7kUQDp1ygI+587Z2H27mZS2IX35l9vn7G3FvVjw5KTde2rKxlcu2+dz6FCqV+Pz68IFe/25c/a+jx61c3z728pKatldKq0tvOxzaGoq1SryOjUnTtg4fevVVqprvVTXXpJSxhsaH4V8AQAAsNsIxGyguhaEL5g7OmwhNz4uffSj9l/5FxdTZ5neXlvUjo3ZAs2zErJZWyC3tqZuK96Ct7c3BVIKBTvHt+pUKpal0tpqvxcXbSF47JgtXj3DpFi06994o3Tzzfb3+Lidu7RkC04vSprNpi0Z1Vks5bLd3wu6Fou2GHnggVQHZGUlFYDNZGzR7Rk6vrDOZm3s3pp4YsLqwXj2hm9/6uhIi3wPTPg2Kc86qG7xLdnC17fzeFHVp1v09OabU9ZNW5sFenaLz6lKxebO2JgFXx55xB77tjGv0+MFkjs77fVev8QL3La3WxaIZHNm/Vab5mbp1lvtvU1M2FYw/x6mplIHK+9I5Z9tqZTaht92m31H5bK9prfXxuaBq0LBgkZeHHd8PGXZeNCmuTkFZjz4d/myvXffgiRZkMW3QklpW93hw3afri6bgx408Ro2/f1r6+CcPm338e5GXV0WRPL23p2dqSZQpWLHt1tAt7rWS1+fBR1rMXcAAAAA7C8EYjZQXQtidNSCEvl8KqQ6OWmLW9/G4ZkvHR22oPQtQ97Fxrd3eKcb39aRz6caKseO2eL3+HELSnhmzdGjqaVvc7P93dRkC9WJidQuur09dTIaGLD7PPGEdeEZH09FT9vaLAugs9MW3rlcCtB4Jo4XWvUFt3fV8fbE3op6cXFtHRFvf724mOqQ9PXZYrq3V3r00ZTV8bznrS1g6kEAXzhLT10gewaOZyg9XZ4NVAs+p0ZH7Xt54gnbijM6mgo6LyykLWo+l7xYbqFg79u3Z3V3p0yn/n77fn0b2IkTacuYbxfyAM7Skt3Hv8tHH7XXLC+notI9PfbZzMzYd3fkSAosPvGE9H/+T5oPy8s2v267za7f1mbzsq3NXlMqWcDixAkL0jz0UMrwklKWSltbClZWz6+2NhtfdXv19fMrm7VMsLNn07a1L//yFID0OdXXl/5N+ed5vfOolnNnM/fdt/UWGgAAAAB704EPxMRoWQnV/2W7uhbEuXNpO9LIiP3u708Feb2wrgdH8nlb7Pb22uJvedmyQgoFK5ibz9uCsL/frtfebovLF7/YFpT5vAVXPOMjn7cFrXewGR21he/kpAWFlpbWbreYn7fF5fR02l7i9Ta8tsctt6TAkWe0TE6m4FBXV1roZzKpfkh3t70vrwEyM2Nj7O21RfQnP2mfVUtLahfsNWtGR1PGzM03r63NIa3d9nH06FMXyTvZdWazrWe7YXFR+uxn0/s6d86+N89C8YLHy8tp21dHh31P3sHq4kX7HO+804I3HiDxIIR31zp8OGWEVM+jEyfsNW1tKfDhdXfm5uy+09N2jpSu6Zk3MzM2Vu9m5MWaV1bSFjYv6Fyp2Fzo6rJjkh33LLAjR9IWuXJ5bUem5mZ7n9cyv3xb4IULds0v+iKbX7mc/Ww1p65FLefMdnmWDwAAAIDGcuADMUtLtuCbmrIuOg89ZAu5ympvpokJC3xMTaVOR3NzqQCu/xf3vr607ej0/8/enwdHtmfpYdi5ue+JzEQCqEIVgNrf/rr7vWbP0hzODCl6hhzSpESbMk1ZFB0eRliULDusoB1hBx2hkGiJthS2w1xairBoybKDJilqIS3TIXLI6elZuvvtW73aUCgsCeS+73n9x/e+ODezEiigClWFqjpfBALIzLv87u93blad757zfZe0YqVSwXGYtC4taTvMhQtoGSFhQp0Z6nUsLeG9VApjcF3sQ0cbasTQKpo6LuGwJml8fzTC+PJ5JKs3bqhrz84OEstcDnPByozBANtkMkjmX3sN23N8IlrhMxhgGybJFy9ie79f5JNPMM5MBol9s4mxeHFaFr/HSZi9rWeDAV4/LXvhwQBVJ/U6YqtcxnxPJtry5fNhnRgHS0vQVllZwe+bNzFGijHfuAFyguTh0hLep8bObBxRzySbxW/GUigk8t57IHeaTbUhZ7sarcjZhrS3B9Imk9GxX7wI0sfvx/rPxhWrVXheEjfBIIjI0Ujdseh8dJL4arWwjwjGRY0jtl2dZF2Pip1nGTMGg8FgMBgMBoPh5cYrT8RMJkhCy2V1qHFdaK5Qd4LtSKEQ3t/cRPIYjWq1yHvv4XUyqYKlly8jWaNY6t4ejkl7Zjom0T6Xf7NFYzzG8dmCwlampSWMs1TCNqOR2grn80rgNJtIXm/dwnGuXUPLApN2JqvjsbbBLC6CiCqXcfyLF9V1ZmMDP3T8EdEqiHQabkedDhL3VApJ/WTybB1mjpMwe1vP5r0+TYxGICRYPRWNKjlHrK1h/RwH23/nO4iBxUWs6fXrStg0Gqqj4vPhdzCI3962Lm8ciajNMrenJXQ+D8KnWETs8v1qFWs2meC9pSVcQ7OJ8ezvY60vXMBn8fjhcUWXpzffBLlx+zZEoDMZEDC0P794ET8nia9GQ1voRKb1hU6Ko2LnWcaM4eziKEclfm6uSgaDwWAwGAyGR8GImAkIh0oFSW8gAOKAlSDeygBWtbCNiAK0kYjI976HJDUWQ1IrguTzyhUkx0ySOx2cK5vVFopWC4kdHZSYMEejqBzZ39eqgAcPcAwmrZubGCtbjeg4s7SkY9jYwHHW1vAeq32YNI/HWk3BCoRcDp8x4ez1NDH1vk/4/TgPhVG9mh8XL2LMJJ6epsPMcRJmb+sZXz/N8ZTLWEu24uRyKjCbz4PYiEZR2bSwIPL229Nx5Pfjp9tFrHljiPo79TrWkbpF3jiadf7yxtLODtbt+nX83L6N96j94/dj39mYunED9wBjSuTouPLO9RtvaMUYP2u3Hy++JhPcg8Mh/mZL0uOu1WGvn2XMGM4uHkWymKuSwWAwGAwGg+E4eOWJGOpX7O+DyIjHtTqBLRSXL2sVx9KSyHe/qza6sRjIlvPnoRsjom0YwyFesxphbQ2JJAVJ+X6rpYkdqw4oBMrKlnYbCbLfr44xjYYm0DwvE3bXVVFSJsTeaybGYyT8bMdgBcK8xPOo17wWtpV4NV8uXkTSPxw+fYeZ4yTM3rEd1zHnceG6amu+sYFKj6tXtZolEMBrtpdduaL7euNodRVzt7IyHUNsN1pZwbaHxZHI4bHUbkPo9sYNxPfCwvQYSKawYobxwWsgjhNX3m1PI754rnL5yd20joqdZxkzBoPBYDAYDAaD4eXGK0/EOA6IgnIZSRYJmFxOhW0LBbyXzaojTTT6cFI2m8h523FYbZLNanUMk8pZDRNv6061igR9OEQSHY1iXCLahkKwBapUQmK+tYWqg0RCyY/ZJLJUwjk6HSSy47E6E5XLGAsT6UclprPX4U2WX3/92QicHidhPi09muMgGIQgMjVyaC1Nd59z56ZtvL3jJxhHw+HhMZTJYL29mG0BOyqWuO1sVQhjSgTnKhTQFieiekckZo4TV8RpxZfI6blpHRU7zzJmDC8ujmpdsrYlg8FgMBgMBgPxyhMxIki+Ll5EsjUcIll96y1ty7h3b9pV6bCkjInceIwklSKpsxUmrGDgMZiQEt7WHS+Bc+ECql2YbKbT0+dnIjsYoMomkVA9ETrbzKJYRJXDYIBrbzT02q9efbLE9HGS1yd1pzlrCXMwiCoXxwHpQuejWZcuLw6LI6+2zGwMiagbkve1F0fFErc9qiqElVWsmOHxZh2wRA6PK+/4n0V8nSSezlrsGF48HEW0WNuSwWAwGAwGg4EwIkaQLEej05oa3r+97R1HwZvIzSazRz1tv3TpYbLHuy+PtbamIqbxOKpM2m0k1GyTKpXm63IcJS5Kwmn22p9HYvqyudM4Dio2KOIcjT46ng6LI7bnHFbtc1QciRwdS9yWcTobU5nMo9uH5l3HvLiad51PCy9bPBleXFi1jMFgMBgMBoOBeOWJmGAQibFXz4LtGo+Lw9oqDksAjyJ7vMdKJKBP401oo1ElX0S0SoHVEfPaPrzI50/32p8UL5s7TTCICpLHmdvjtOd48SjS8FGxJKJxOhtT1eqj24m8OCtx9bLFk+HFxVFEy8aGkTQGg8FgMBgMrxIc13Wf9xieKxzHKYrIfShx+ByRiQtp1cfGooiUTml4x0ToGwPjcVbE/00Dy2B4/Gs6lWs/pevmWIhjj+k5zLuIiKy7rnsozeA4vrJIcPsx5/Z5XNM352RMeTH4Rn761OPqKV7nofH0HOf2RDg0vvS765nged1fz+u8z/Pcz+q8R353GQwGg8FgMBieHl55Iua04TjOT1zXfd/O/Wqd/2ngeVyTnfPlOudp4XmN/VX8TnuR48RgMBgMBoPBcDz4Hr2JwWAwGAwGg8FgMBgMBoPhNGBEjMFgMBgMBoPBYDAYDAbDM4IRMaePH9i5X8nzPw08j2uyc75c5zwtPK+xv4rfaS9ynBgMBoPBYDAYjgHTiDEYDAaDwWAwGAwGg8FgeEawihiDwWAwGAwGg8FgMBgMhmeEwPMewPPG4uKiu7Gx8byHcWYwGol4i6QcBwbAz/tYTwPd7sPji0aPty+v7ZNPPqy47jh32HYWX9N4kePLe77h8OHzBecYfs/bV+T4Y/3pT39aOsxi+LDYGo0wPp7PcTC2eefjPTAe47fjiEQiZ+9eNZw+Hie2DIbj4KjYMhgMBoPBALzy/9Xe2NiQn/zkJ897GGcGu7sPv3f+/LM71ngsUq2KDAYioZBIJiPi9z/e+R+Fzz7DeYhQSOStt46374MHIvW6yNtvJwpHbWfxNY3nEV+nFVPe81UqON7KCl6HQiKLi4efb3//eGOdheM49w/77LDY2t0VKcxE5coKzjc7tp0dvFcsYrtAQOT11w8f37O8Pw1PF48TWwbDcXBUbBkMBoPBYABeeSLGMI1Q6GFy4riYTdJENGENhUTyx3g+xv1F8LtaRbJXKmmymM8j6X3cBHAwELl3T2RvT6TXw/ESieONj+h0pufJcDw8j/jiPuMxiIcvv0RMnSSOBgORrS2Qb7EYSApWwJCQmD0f96tWn+y6jwPv3DSbeK9WQ2VMOIwqF16/34/Kr3Qa1+D34/d4jP2+/FLfn52feddGAspgMBgMBoPBYDAcD6YRY5hCJqNJ4myC+SjMJmm12snPP0tuMNkrFvH3YIC/q9WTH5u4d0+k3RZZWBCJx5GsrqycLKGMxU4/mX4V8Dzii/vU6yD0SKKdJI7u3VPCotPBvlevgpCZJSvmxfCTXPdx4J2bWExbjkgWDYe4/nodRM1ggL+TScT+tWv4ezLRFr158zPv2gwGg8FgMBgMBsPJYBUxhinwKfjjYDYpY7VJvY7E8OuvsU00enhLw7zKARIw3vM8SQLYbk+/7nROfoxolOMfjh5/JK8enkd8eWNoNFJy4iRxdJKYmRfDT3Ldx4H3fKx4uXQJr3d2RMplzNf+PoiWeh2VMleuTJNJ3pamefPztCt7DAaDwWAwGAyGVwFGxBjm4nG0IGaTtHgcCZ+3XaJex3FmWxp4vm4XSW4spgn1bGtHKPRkCWA8jsS62USlQCyGY5dKGNtxrpnjMjwenkV8cY0YU34/1joS0eMdN47icRAawyFeB4PT5/Bex7z3njb8fq0aC4X0GkVAwPB3IIB2rk4H1S9sSbpxQ+fjqPvseVybwWAwGAwGg8HwssFakwxzMU8L4lGYbb/gE3kimZw+phelEp7GF4tIdil+6vfjuNksyBO2owwGECUtlVTb4ri4dAmJda8n0u8jGa1UcP7jXrNWOAyGJzu7QeTZxNdsTOXzqADp9RBHPh/ioFR6dCxduqSkBWOmUMA+s9fB2JjXtvSssLCAORqP9afXwzy02xhrLIbxfvqpyO3bIqkU5ogETD6POR+PdY5IPj3PazMYDAaDwWAwGF50WEWMYS5OqgVxWIXDyoq+5xVZnX3Szqf5PFexKLK8jNd+vxIygwFIk/EYieLjCIaGQqgAENGWk8EAf3sFX4+6Zl6vSOgI02LDYXgW8TVLrFUq2H5jA5UzvZ7Ixx+LrK5qJdRhsRQKwU3Ie0wRxGk2e/zreNT1PC7G4+lxiOA6SiX8piZMt4vzdToijYZILocWpUZDSaRsdnpM88gmE+g1GAwGg8FgMBgeH1YRY5iLWaLkUS0ch1U4sIohnUb1QTqN16nU4ZUITFK9n3mJmm4XmhfE4+rFeAV3OabjXrP3eg0nx9OKr0QCbUrdrhJ2jKeDAxApdFoSUQFb4qg19bbh8JyPuq6TXs/j4rD5HAwwTrZrVauYp9EIxGOvh20KhcMrwkyg12AwGAwGg8FgOF1YRYxhLk6qBdHtql6HN0k9TKR09ik77XIHAySHJEXmJanBIBxhiMfVi1HBXR3rrEbMYbBk9MnwtOKrVNJ4SKexz3AIgdpcTrfh+agPRBwVS94KHCKfP37MeHHa5MbsfJLorFR0m3QaP4kExnxwoOSo34+5mlcRZgK9BoPBYDAYDAbD6cKIGMNcnNTlhZbAIvj9KCei2cQzmQQxwhYSb7XBYIAEkVUxuZzqdVDYl8n1o9o7BgO1r45EoKUhcvL2kNnk1HAyPK348q5JNjtNkjCmSE6EQtim09H38nnEFePAGy/xuMjamr7/JC1Fp01uzCOkWA1D2+6lJZBSkwmu88IF6N10u7jmaFSrhagRI3I4yXNabVUGg8FgMBgMBsOrBiNiDKeCWAxJXrerid1R5MhsIhqNaiI56wCTz6swqDf5o6aFyPG1K5hUi6DyptlUvZiTIJXCsUSCdg89Axw3vrxxxQoWkemKmsVFkHnjMbaPRrU1jm1MjCNvvLTbIltbJ4uXw7Rgnrb70CxJ6Dh6jvEYJGS1qm1ZrJC5cGF67F7CZXnZNGMMBoPBYDAYDIbTgCWRhhOByVmxiNckSdjmU6ngNxPiw5K0wxLR8Rj6LwcHeM12Ej7xZ2K7v6+VM14y5lFgUn3Y6+Oi0UAVj8hw9HhHMMzDk8bXvOqNalVkcxNETi6HdWM8VauwpWbFDMk+4knjZZ4WDEnFp0lecH4qFdxPwyFIpEgEVT1ra3hvfx96MYkEXvv9WhV05w6qgLzVRBT+9cIqwwwGg8FgMBgMhpPBiBjDiVCtTgvnFovzn/AzcRsMDq8KmJeIVquoVGHLkN8/LeQ7K5Jbr6tbzHHaO+Lx6WQ6Hn/0PvPGb8nn08FpxpeIij1znb06QN596CpExyDiuPFy2BieNWnBcXS7aLk6OIBNt8+Hcfn9IKK2tvC3d17C4WkR4+FQx1yv65zOa6s6bRcow6uHjQ2R+/fnf7a+DjLVYDAYDAaD4WWBETGGE2EwmE7C+NpbsVIs4odtRYdVBRx2fG+ix9dM9NgqwiQxGERSHo0er73j0iWR27dF9vY0OX3wQPeflzzOG79pxDwdnHZ8zQrO0k1JRB2VSiXEVCKB43njyBsvwSBanUgMeokHHmt2DM9a6JZjIuESieDn9m181u/j81YLbUgcW6cjcv68Elsi2r7Fa+LYM5mHq5a8zmfWrmR4HNy/Py3C7oXjPNuxGAwGg8FgMDxtmH214UQIhaaTydnX83CSqgBWwFSrIrUakkhvNUSvh6f81SrImGZz2n74OONfWhJ5/XUkkHzaf5SF8Lzx0zbZcLo47fjykiTVKiyax2OQd40Gkr/RCPs0m4i52fEwXq5exXu0gfaSPyQlZsfgjZOnoQUzi9m5iMdxzbu7uG+CQRCPrRbIJ2ro0P57dRWkJIV6Z+9DEa0qymbxQ3LsqHEYDAaDwWAwGAwGhVXEGE6ETGY68ZqtIBiPtVWIr+eJ7x4FtqKEQngqzxaP8RhETLmMJ6Q+n9oPn+QpPIVbt7ZwvEgE73udmryYV9WgrVWD4aPPaDguTju+MhnEy3gMsdluV6ueej2QFKEQSIhIBOTEbBwdZp3tfc/bPiei5MvT1oKZxWyssiImGgWh0ungvjl3Du5JzSaub21tWiOHczRbiUBCa2trWldn3jgMBoPBYDAYDAbDfBgRYzgR/H4ktMvL8z8/TD/iuJiXaPM4hQKSSAr4TiZIMpn0Hecp/HgMcdZ6Hcm7z4dk8yhL5KftcGNQnHZ8sUUHwspqz1yvY+1XVkBE+HwaS97je+MlGMRxgkF85q2I8e77PGNkNlbZnrS4iGukXk4shuuIx9UK3quRQzKGWk29HtqPajWQVe22zns2C/Jr1tXMYDAYDAaDwWAwzIcRMYZTxTzSYn9/PrkyD4dVN2QyIGJSKWwzHKK9IpfTCoXDnsJ7hUSbTbwXCGgbVDiMfWOxw8dkehdnAyeNr/EYa95uY/tEAjop7TbWNJOBCOhopLHEOBqPoa1SqWCfcFh1YkQQg17C4yzEyGyslkraVjSZ4DqWl3ENnJN0Gq1LxSKu79IltG2RaGIl2mefgbQkudPrqYOVifMaDAaDwWAwGAzHhxExhsfCYS4p80iL0xAspa0uXXRCoemn90c9hffqebTbqvEiggR8dfVhtxzD88VpxVe1CoKNpEm/D60Xis2OxyJXroCAWFiYjqNqFfESieC8rCCJRvG5l3g4C7Ezb87YmiWibUqpFOaA21YquK5MBiRLo6H7tdvavjccQky12cRcxeNoaToLBJTBYDAYDAaDwfAiwYgYw2PhKKeaWQvdcBgJcCymrSS7u/OfpB/WmuR9TUFVn0/kxo1HP4mfTdLDYVTT9Ps4RiJh7RRnDY8TX944K5XUZpzCsgTjxRtLKyuoFPHGkrfapVbTipHxGMdm1chZiZ15c5bJgDTZ28OciKACZjwGGeO9Bq8luN+vZA31YPx+kDPVKvaPxbAGnGuriDEYDAaDwWAwGI4HI2IMj4WjnGq8T9r39/FUPZ1GsjtriTsrjHpUdQOFWb26FccR6PW2O/n9qIJJJJCc0/ranuqfLTxOfIXDqNCgVsk8m3Fv29GjYomta80miLvlZZGNDbzXaJy9mJk3ZyRNJhP8uC4qW27exOuVFfxUKtOW4CLT1UeDAVoD2drX600LaZtdtcFgMBgMBoPBcHwYEWN4LBxFmNBl5uZN/I5E8PS8UEDy561OmBVGHY+RFIo87Jgz75xHCfR6LYvrdRAu1AnxOuuY1e7Zw+PEV7EIQobx1e1iv3nx9KhYGo9R/cG2nkRiuurjLMbMUdfkuiAgJxOID4/HuCbeI36/uofNgro8dCtLJEBMlcuql3MW58NgMBgMBoPBYDirMCLG8FiYJ5rKpO7ePTx1n0zwuc93+HFm9TxmW5O850iloEvhFRk9SpuD+zLppK4ME/N5YzCcDTxOfAWD04RAp6NtSWxDGo+PF0vVKqo+WDHTak23yZ3FmJk3Z3y9uIgqnlIJ15FMgpCpVrHvpUsgKjlX8/RmwmHMuYhqxRBncT4MBoPBYDAYDIazCiNiDI+FeaKp+/uoSmi1kMT6fEh2KXSayx1tczv7VL1YVFJmMEAi6RUZfZQ2B4/HygC+Pg2rXSaqIqHgyfc2PAqPE18bG3gt8rALVr2O9U4mjxdLfI8xE41OH/uwmDlMZPhZYHbOZivMrl3Taha2K41GqIRpNnWcodB8vZl0GtvTLWkywbFnK9cMBoPBYDAYDAbD0TAi5iXHs0wMi0W0g/T7SNaCQZF33kHVQSaDhG1x8fDzh0LadjIYqPaHtx3Em2w+6tqYSKfTOKbI9LGeZD68ieqrhudFNpw0vkoljaedHRAz1IbxxhKvZ39fr4dVMpUKWnCCQXUIOupajxIZfpag9ba34qffF1lawrUUChhfIqFtXcEgro2W4F50u/jcdXGcdBrHymbVzcpgMBgMBoPBYDAcD0bEvOR4Vokhk9m9PfztOEja4nGRd9/VsXiTXe/42C5SLutrvx9JNKtiZtsfHnVt3taMlZXp1086H68qCSPyfMiGo+LrrbfU/YdOQdxncxNtTOEwKj8YT7NtSPPchkQQg0tL6jT0qGs9SmT4WYEkzJ07aj09HuMeoGtZKIQKtU4Hc3nunMjFi9q+1WyCoCHB0umgmohVNOHwdLWawWAwGAwGg8FgOD5eCiLGcRzHdV33eY/jLOJZJYbVKoiU3V0kyJGIyJUrSN78fm0rIcnirUzguKpVJM1EOo02CpFp8oYJMW11WTVDPZh57SYkgSqVh6tsHgePEgp+mfE8yIaj4qvRmK6kKpeh7cJ2NBIHXLPZWGJ1iNfWWgTn42f1OuLmUdd6lMjw04ZXnHp/H+QJ56BWwzyk07iuVApju3kTc8iqMerHxGJKvtDynfMbDoPgmXVZMhgMBoPBYDAYDMfDC0/EOI7zKyKy4jjOf+m6buWRO7xieFRi+LhtJoMBRFPbbVQl8An5uXPaxuCtPCAJw329+i9EsTh9/FYLT/FnKxC842WSzHPNq27g38RRVTbHBatrXkUch2x40valk8QXY4BjareV0HMc/O73cf7V1el48q4hHZKWlvT83vHU6+oSdBjmCeY+TZRK0+TmeIzXjgPixecT2d7Gtff7+Gx7G8RLMIhrTaV0vZaXcVy/HyTM+fN4zUo1Ecxtr/d0r8tgMBgMBoPBYHiZ8cITMSLyF0UkLSJdx3H+W9d1S4/awXGcXxeRXxcRWVtbe8rDe754VGL4uG0mTJLHYyR27bbI5cvQ0WAVSzR6dCI6r6qET+b5Pt1ySiUlauis5N2W1zarbXHY8Xn+eeM7DomgWjWD4ez+L3t8HYdseNL2pXv3UOnSaGDdXVfkzTfh7sP1Y3zN6vWQGKI4L919SFJ89hle5/PTGkLDoUgggNciiOl8/uF4nMWz1MzxxtaFC2tTc1ypKDmVTOo1ZTIgWIZDzEUggIqX7W0deywGciWV0qqxaFTPG4thf1YOnTunpJTXTeowPE8RY4PBYDAYDAaD4azhZSBiPhaR74rIHxKRkOM4/5mIOK7rjg7bwXXdH4jID0RE3n///Ze6pWme+4wXJ20zYaXAT3+KRC0axdP3QADJ1tYWkkE6qTDZyufRMlEuI6k+dw5JH7U92OLgta+mTgxJmFYLrSnVKrZ95x1NPHmNJHfGY03Yg0HVu/D751fZeHEcEuEo16SXPb4eFVMij9++5I2v4VDXdzIBiUD7ZG98ZTKIq0YDZMJ4jCqaSASvqfHS6YBkYBx98QVi8LXXHq7OqlSmhW79fo3HWRyXdDoNMsIbW++++3BskWwiyRIOY/yBAMiYSgVVQd6xp1K4V1ZXteXI58O8iKh4MREIYNyVCs4VieA1tWfmXddZETE2GAwGg8FgMBjOAl4GIuY/F5GvRKQiIn9CRG6ISNBxnL/suq4V0D8Ch7WZHJY0shImGkVCu7mJBC+ZxD58as7qFbY6LC5CpyKZRLLXbkNQNJmEqGilgoRwZUWfxrP6gDoX29sgZYZDHH9zE0Kt3ioFVkgUCnjN6gav3sWj2kW8eiNMxGfxKrsmHQdHtS8dRUh446tUQlwwvkjM0AWpVoMFtd+P3zdvgowZDtGWc/cuYjSREPn5n1d3IMYRLZx3dlBpQ60Txu7Fi9ifLUmHxc1x4kXk9MkItl0R+TzmpFbDNbsu5jIc1sqydBo/hQLmtlaDAHKpJPLBByLXr6uwcacDrZ2VFfwmZrWbeD9ms9Nix9417nanyRm7dwwGg8FgMBgMrzJeBiLGJyJ/znXdP+g4zvdE5C+JyF8TkWMUzBsOazM5LGlst/He+fMiX36Jz6JRVB3cv69JKMmYWc2J4VATskIBZEy3q0/ym02cJ5USOTjAPp2OVsaMx3giTweX2USW1RqziR71Lo5TlUCRU15Hp/PwvFkieTSOal86ipDwxtfODuKB8dVoTAs8t9u6r9+PeOB5fvQj7LuwAOLlH/5DuHd1OiDwwmHEkc8H7RRqoYhMt9p4299IMDxOvPCzo16fFIHAwwLE4zGuuVpVkeLJRPVxWIXW6+E9nw/3JMe8u4v58PkghhwMguBKp+GyJILqo1JJ5MYNvF8sTs8Z52p2TpJJ3eZZihgbDAaDwWAwGAxnDS88EeO67u85jvNPHMf5YyLyL4rI/1lEzovIn3Qc5++6rmuEzBE4rM3ksKQxHkcCHAyivWhjQ1tDymVUHZTLSP6iUU3QqlU8gSe5wmSWT9bHYySBrKphojiZqHVwNIqELpPBE//gQ01BisMqMrwJYreLsXorZfz+aT2MUAiv580bKieCL/w99DRwVPvSUYSEN74uX1bb5V4P60WRWMYXSbxqFbElovoonY6SJHt7IBZIwPR6qHiZF0fe2GF7G8c5r9ojHH50vHiP622be1K9lNk5DoXwM/qmMTMSAYmVzeq2i4u4b8djxLDj4BpGI5Cr/T7mMJsFIcNqmFIJJE4shjnc39cKpGBQndBYAeOtEkok5rtWGQwGg8FgMBgMryJemCTScZyrIrIgIp/NaTm6JiL/GxH5U67r/teO4/wpEfltI2EeH4cljWtr0IFpt0GQrKyATFlYQHsILagXF/G517WIr5tNJIe5HPbtdpHQMZETwXa0C2Y1zXe+I3LrFhLGWAyJNcFkvNtF8h0OI6GMxR5ucyKKRVTxcJurV1EZEY1OJ8bz2moKBYz54QYRw6NwFCFx6ZK2J2WzGl9+P6o5trawxouLSsyRFMnlQKw1m9i329X1pv3y1atoU/riC5A54zFICREVhS4U1K5aRPVjaHW9s4PPqZHk801XznQ607FMzGubO229FFbF8D7M5XCe2QqUaBTX/eAB7qnhEK1MPh9Ik+EQ4xwOcc9zblstbOf3o1ImlcK9HwyKfPihyPo61qzZnK6I6fd1ng2vLjY28J07D+vrz3QoBoPBYDAYDM8VLwQR4zjOr4nIvyMiZREpOI7zb7uu+5njOH7Xdceu6/7LjuP8+67rfiwi4rru33muA36K8LbWMNE7SiTzcc8xHqOChWKe1H8QQUuCdyyVCs5/8aK2RASDmmgy4R4McCwRHM/vx+87d0BqLC6CFJlMoF0RCKgzC/UqrlxBQkjhXSa8nBOexyv0yiR3PEaCSBHWu3dV/LXbRZvU+fPHa6vpdpG0I8V/cTHbqjUroPw03G1SKZAtOzuIk4sXpwmJw+IrkUCFR7eLz1mNUijo/ZDLYb9f/VW0I21tgVxYWsLaM24uX1Yx30pFq7fYZpNI4BzdLt6jPbTfj/ijDg2Px8objon6R/PmlOK/xJO2KM37Trh4EfPS7WKeeR95CclPP8W4AgHcW7u7GHM4PE0vsmotl8O94/dj21YL2+XzSnrynhwOpytgDqsSMrxauH8fRJ7BYDAYDAbDq44zT8Q4jvNzIvJXReTPuK77oeM4f01E/hci8udd1x07jhNwXXdEEsZxHMd1X97/6nlbaygq6hXJPI0n69WquhcxuWOC500ave0n1IRxXSR2JEVWV5G4cj862iwv4zx+PwR3X38d29y5gxYTEgAHB0iYAwEcr1xWosgr2Op9+j7vN6+LNr0HB6gGOHdOE+zh8OHrmgWPd3BAQuDFLoiZ1fK4d0+1PJ6Wu02jgXOw5aXVmib6iHnxRStq3uH9vm5PQnJlBfv+/M+DWOt2QbhNJkra5PN4PxzWmGq1pquhvG1r3S72XVlBHHrpN1Zscd7oJpRMzp/T09ZLmfedwOO227jfWi28ZoVasajtQ66L+zEex/ySYMpmRa5dA5FVKICcyudRCVMqaUtWs4n5S6V0HH7/8aqEDAaDwWAwGAyGVxFnnoj5Bv+u67offvP3XxaR/9BxnLDrun3XdUeO47wnIsuu6/7Dl5mEEZlOVk9b/JNP1re29Mm9Vy9jPEZCtbs7/aSf7UD7+5pgjkb47K238PmshsYsAUBtickET979fiSGTHI5puEQyV0goE/oq9Xpp+/8LTKd5HpJpYUFVA1MJkhSczmQMo8Cj+/zUeD0xU4tZ2Om3Z4mCU5LlNhbtVGpTMeWN3kvlR6u9uKalUoPxxfbhpjwe8edTmsbTSKBqhjqz7TbOEa5rFVawyEqPOJxPU40inNUKlrxkUggZngN+fy0iHC3q8QNSRzvnMZip6uXctR3QqcDInNvD/en4yD2797FerC6LBjEdZdK2D6RUHHehQUlzQYDkFGRCOaLVXPRqIoCi6iD0+w9b5bVBoPBYDAYDAbDi0HE/K6IfCYi4jiOX0TCIrIuIikRKTqOc0FE3hCR/99zG+EzhJcYmX2SflpP1nkO6mTQUYXaK5WKCt3mckjCaDkdieAJ+WSiVQvzNFdmE0ZWMywtafXDZILXIkrU+HxIwCMRJHq5HLZnhQ3Hy2TXq5lRqeBYtNK9fBkJeacjcuEC9EkeBbYtTSZMrvunRFU8H8yuhZeE4OengVm7b8aWVyNmPNYqjb09/H3uHOInn8cad7vT8cX9SMh4r4dkCSud6MiUTOIYPh9iOBxGLLEKi+014TDOx3inO9PCAuJvY2Naf4jXSGFpEX3tRTR6uoTEYd8JgwHug2YTcxGLgXC5fx8aOZ0O7rNoFPdRJoOfc+cw/7u7OEY2q9c0HuM447G6KyWTWB/Os/e+exqknsFgMBgMBoPB8KLjzBMx3wjuNr556YhITUQqrusWHcf5syLybRH537mu23xOQ3ym8OqX5PN4z6sRcxLM6oOQoGCC3O0icSOpEQ6rWGqno+0OIpqsbm0hSU4kkMDdvo39SY4wcZ1NzJlM8tyBbyKTgqmpFJI6tpAw6eO+R7UTlUrqrlMuIyFfW8P48nltFWk0Hq2JwvO8+SaSWZHAC10RM6uHc+nSwxoxJ8U8i3DvWnsJGMYXhXDLZbxP5y22ItFCeXdX7cwDAbSIUc8kn5++HrYH9Xp6fmrILC3hN925RNTieXERMdNqIZ4rFZA+r702XWnFc+3vT1eI+f04biSiFTVP0zEok8F4qW8TDOJebbXwd7WqzlDlssjHH+O9eFwdyTIZJUJ7PVQLJZPYZnsbx8vnccxIRM8jovcS55H34dNwiTIYDAaDwWAwGF4GnHkixgvXdUci0nIc54HjOH9FRP6wiPwrrwoJI3I04XBSzLYHsdKACWM8Pq1tsbODZLnfxxPzXg+kRiaj2jDdLvaLx5E0VypIbhMJraxhFcKsqxHHk81qZQsrYejWVChgW7aT0E2HLS3eRNfbCkNdmYUFXFMkgn2bTRUSPYkmymiE6xLpzjp4vVCYF09PGl+zcUUtoGJR14jtPEzIi0VsVyohLu7dwxp5ybFoFJUroRDWsVJBLL3xBuKrXJ4mIxg7XsFnivuShHnjDW0lajQQd+Uy/u71cM5EQitAaA89SyZ6tWBYARYKPSwY/TTAeWRVkAjiem0NfycSGGuxCCJlZ0dJVOrpnDuH+6BSwXVsbmKOo1HEOu8Lvx/aSny9vq5EC6+VeBYuUYZXA+vrh/vTra8jXg0Gg8FgMBheJLxQRIzjOI6IBEXk93/z+w+6rnvr+Y7qxcVsq8BwOP2kejjUJKvbFfn6a7zXaKjWRiCAxGxxEU/T6ULk96veyGCAbeJx1YqZ52rkfbIvgmSdyR/1QVZXNZnnU3jaHdNZh642IlpRUyopQRON4ljnz4MsOmpODkMsNl2VY1DM0y6aVwHBNqTBAGtWqYBAqNUwt5EIttvdResYyRgRFVemMPSDB/jNNfb7lYDxxpOIEhSs4spmVbz21i0lJCcTHI/td4yZw66T8e4VqX0aFTDEaKR6Taxmmx2LiFa9sN0onQapRPevN9/Ue5oJbTAIsmZvDy1YtJ4fDHAf93pKXvGeZwsTx5TJ4P49bS0rw6uHo4iWwwgag8FgMBgMhrOMF4qI+UaId+A4zr8lIj82EubJMKsPMvtUvVLRhLLRUOKB1r3ptCamS0uaOPf7+HFdJGy1Gn57W1TmuRrNPtlni4s3mZtNcgcDtE6MRkjKi0UlX0RUi4T6MF4R4lk760QC4/Ymkoe1UKjuzXB0gil/JTAbV3ztjS0KP3v1XOp1VDcVi9AeWVgAAbO7q9o1mQy2JZHg82l8Mf5EtCWGhB3PWanoa2+LVKWCGLpzB4kdK1uqVVSLMGa88Pun26nCYRUXfhaVMNRgmufEFI9P28bH4xDOLhbVIn4wwDWGQip+3GiAhDl3DvNOl7NcDtc5Gum1cx1Y3XTvnt73i4vYd3l5fjWUwWAwGAwGg8HwKuOFImI8+FsvuzvSs8CsPkg+Py0sms8j0aS7is+nVQeBACoLVlaQ2LkukrReD0moz4cErF5HwkY9CiaGfv80OULSY97Tcy9hIqJP4eNxTR67XYyJwq2NBpLTYBDnvXFDk8etLXxGMVgSBYUC240e3ULBuTM8jNm4OkwTKByGxgutjR1HBZqZ4Hvji/NNHZNEAjFXKilZwBY0iuyKYP0pwEtr6VAIJESrpWQeY5IuR9/+tsb8Rx+B6FldhV06SRkSlIEAjkdC5GlWwszDrBPTpUsgRrpdzBXFdrNZzNfSEvahBXW7rVU/m5sYeyIBZzFWFnEuRLQiaWdHdXwqFa1cKpV0u50d/Pj92gbo1bUyvRiDwWAwGAwGw6uGF5KIMRLm8TBPRNVLNMz7vFZTEdJOB8ny6ioSX2pH+HyaUJ8/ry1GPh8SaMdBEstqlE5Hk0MRECPlsia4swl7qaSVNWxxWl9H8vj111ppMxpplUAkosfhuPx+nKffV9vq7W2Ra9eUdPImhUe1UKi2ysAalGR+7Hjnch45Uy5jLSMRrJHr4m8SbP3+/PhKJLTCqt9XwV2Kx9briDkvCZHPgyiYTBBHIvicrlwUoA4EsK/j4LyRiOqpTCZo1fH7QeyxWsTrNDXbvvSsMM+JKZnUKrZmExUutOxuNvGzuoprTiQwb4UC5sznA9HK+9nvR4tSvY77NZvFfHe7OGatBtFin0+vv17HvNNePhjEnB0cYH/TizEYDAaDwWAwvKp4IYkYw+NhnojqvATZm0DHYkiwwmGQKD4ffl57DclfpaLJXjgMcmQ8RiKdSqG9RASJrd+PJ+wiKuTL8TQahzssffmlEjHb2/js4kUcj8kyE/GFBW1xWl7WagheU7ut46W4MMfwtKybXwXMxlappBVO80g/EdXZOThQQdx4HPscJ77W11UImGtPBy3aXDNuWCUVCinZsL+vGkTJJIiWXA7kTjyudtmsrBEB6cDKLAr3eq2jn3XMcGysZptnE99sYg63ttRuOhpVS27XVavqVArVNAsLIu+8o8cm8nld04MDVLpQBDuXUw2pWAznIvkloutIwkzE9GIMBoPBYDAYDK8mjIh5hTCv7WceOeNNmOkak0ggCev1QJREoyA5traQ6JXLqBwYjVSvhUmZCCoPWi09D1uNSIxwDMmktnZ4x7Gzozog/T5eb2zgqT3dWLxuPLNVNazYaLfVPYetLUygT2LdzOOJhIKHb/XqYDa2ikXVYjms8oE6O9x3aUlbWY4TXyKqz5LLqWNSqwWSoVbTlhyu59dfI44IxtHiIuIhHleNk3Qax+p0EKOJBOLGq1czHk+LAc+LmUdVCz0uHGe+nhLBqqNiEeQHnc1YPVavgzDj/RcOI/4LBczfygqulc5iHDNt4H0+vN9qaZXSZIL78/p1XdtgUMmYYFAdz0SUuHpac2QwGAwGg8FgMJxFGBHzCmGeaCaTYK+wp4i2I7FixHHwOxJR3RXqbrDapdnUBDmdRoLHKprhUOTTT0F2pNNI4O7dw75sWfAmyN2uWlL7fPiMzjq1GsYaCKBywnVxTFbQiCCpY7tJLIZ9WUnjTVqvXFFBUZHjt0nMap686piNLa/W0HiM5H6W4KJmCxN5EWyTTh8vvgYDFYWl9fW5czjW3bs4F9tuCgXEGUkGkgNffYVqkGwW+iarqyAShkPEZyKB97e38f7GBmKY17y8jJ+j8Ciy83Ex26A5Lx4XFrTyKJPBNVObp9/HfTGZ4HOSMhTy3dwU+eVfxnzt7eE+TCRAZh4cYF3SaXy+vY3vk+VlkDx+Pz578AD3YDYLYoeuV16NmKc5RwaDwWAwGAwGw1mEETGvOJhAHxzgdS6HROjePVSm+P1ITnd2tK1DBGTIa6/hMxI4uRySr0AASZ7Ph7/v3UPSGIshaRNBYkZb4MEAyZ3X9abTUXKE46B2xblz+uR9f18rFKgDI4Ik7sEDVEA0m9j2rbcw3uvXsc3yMhK+/f2TP4U3EuZokFyr1xFbJO+YZIuosDIrXzodkDLRKD5bWzs6viYTEA2ff441zGRAlJAEiMWwLUlF2jC7LgggkoULC2rlXCyCaGm1RD74AGNKp0V+9mdV4LdUOlm8PC375lnb3tm2qGoV80htl2QS9tysVgsEcG9Eo7ivqBuTTuNerNdFvvgCBEqlgvusVsP2kYi2Eb7xBtoKWy3sv7gIIuzyZWznuhhbv68thSTPeO/N2m/b/WUwGAwGg8FgeJlhRMwrBCa+3tdMfno9/NCqutlEIhyNgtD46iskb9ksElDHQWK1toZ98nk8Nd/dxXEodtrtqlMKW5J4zlRKLXdpZ8zfdKNhZcTGhhIq4zGSu60tFUtttx/WJfngA9Xz6PVEPvsMiT3P4XXVOelTeBJYIkG7h2R+bNGZqlZDQn7njrbz0C6cRM3nnyNOUilUbPT7iL2j4ms4VCHdhQXEW7sN0ufGDRA13S5++n2c69IlkIm1mrbi7OxgzLmcyP37GPfenpKGlYrI7/wOxpLJnDxe5glQP2outUIkcGh8BQLTTkmzbVGzZAY1mthiyOqyYlGFkptNVLREo5jT/X2tkBmNsO3yMu7bYFBd1HI5zOVohHUYj0H6tFo4LtukhkMQO3S34jhn7bfpvGStSgaDwWAwGAyGlxGWRL5CmJcQDgZIoCl6SseZ8VgrY2gDXS4jgQsGkXi123A6qlaRnFYq2JZJFZ+YTyY4dj6vT8cpkOoVGz1/XscxHKpQaiKB/Vip0G4j4RuPkWDzWmZ1SQ4OkARSh6bbVYIgFkMCvreHz86dQ5J6XCKGbTXT0qOvLmZji/ovrDihKC/tqUVA8A0GmEfqjrguEvlwGJ+xaimRwOtWC8fK57WKYzJBzEaj+CwSwTkrFcRrOo3zdbvq1LS2pvHQ7WKbQgFxzYoZxm6/D9KDTlz1OsZz544SgZcuHU6weAWxWQ2yu3s4wTDd9uZzZo/nxVHxyjVhRVEoBOKlVMK1FYtKVvX7uG5WqDUauMbhUFub2KbYbmPMrov5LRZBoJXLOHaziXuZTmmTCVqXSNhwzb3E3az9Nr9/RKxVyWAwGAwGg8Hw8sH3vAdgeHbIZDRZZBLI19R+EUGCGwohsbp5E7/ZjlCrqa5EMKhJI0V9YzG8X6uJfPQRnqhTX6ZeB+Hx+uuafGaz+KGzEZOvRAIkyfY2Er9sVm2vGw1NjFkVwGTbi8VFraAJh9EqEY1qq1OxqPa7nY62XR0HJIjUC+bVxmGxNRho9YSIVkJ0u4iNYhExFIshThhfjA/GV7+PJD6RQHwWCnDTYnxRxPfiRWwngpiJx7VVaW8P68YKkGIR708m+HFdVEwtLiKuRiNtoUulVN9kMACJxJVvt0FYHgZanbN1zlsJwjYtL06rLce7BjwvCa9AAGtC/Z1oVMWw43HMC8V3P/sMpCX3a7cxd/0+jrG9jXUQUZvqVgv3KedsNFJiZh5ov33+vOr+PI05MTxdbGyo/fu8n/X15z1Cg8FgMBgMhrMBq4h5hcCE0As+raewaSaj4qncngkc2xdCISTDtRqSURIhOztKptRqSL56Pei0pFI4Fu2lu93pJ/UkUpg4tlrqUBOPq5bE9es4JkVYuV+9ri0RTOLffx9kULMJMuCNN/R8TE79fhUMttaHx8dhsVUuK3GWyWj7m9+P9fX79f1KBWtDMuDePXU8on4L46tSUd2g2fjyVoFQc0YE50ulQPrU66jMSadR1UUxX1bhvPuuikmzGiudxn4iiG9vKw1b4B6F4+jFzFYXPS68a0KRYh7f58Nnu7sYO62r02l8Phrh+sJhdTtbWNDWo04HfzsO1i8Ww+t8XonYVguJdyKhBCjvV6+72by2qpO2cxnOBu7ff1hE2mAwGAwGg8HwMIyIecnxKFtYL9kigvYRtorQsnpnBy0H4zGIkGQSiVi/j4SZiS+tpUcj/GecT9yzWezT66GKIRRSbZDhENuRRGHLz8HBtFUw24nGY+xDHQta7zKpK5dxjXRwYasFwTmoVjGmSEQrZHiu4yCbRWvKq9iadFyrYb8fJMfNm2pj3u8jSV9awsy12yBpJhMQAefOYZ0LBa3UoJCu34/1oiuPz4c4m42vSEQtp9lWR1LBW2mRTGL/VgvHCgZB9oxGiJ1f+AWtJKF49MoKrpdjJxg7j5qb4xAM3lYmkckTpbW8p/b3tfomGlVHsUoF155O4xp8PrhE1Wq4h2j1zs/bbRCbIqgKSqVwfa+9hjlZXlbipl7H8aNRkKK8dtphR6PTjmWHzcGjrOQNBoPBYDAYDIYXDUbEvOR4lC0sE8edHSRZrFihXbTjICG7cAFkjAiStEYDSTMxGOB1p4NkbjRCsndwoO0k+Ty2vXIFxxqNkKxRFySXmxZ9ZXULLY1XVpD8MUFPpzFGEdUXyWSmW53mJXQkn773PVQ9tNuq8zGLwxJrHvtVbE06rtUw525vD3HE2KKbUr2OJP/CBXXs6fXmxxc1ZzodrEO7jWNTr8UbX4uLKhI8GiGu2K5EAWnq1EwmWuXiOIiDyQTbM/ai0WlHLhHEijd21tYQ02xvO0zQ9zgEw3R10Wh07IWZAzonLS5ivIMBxnlwoEQSLa1ZsZJM6vqMRvicY6aYMu3hJxPMTTKJa6F+k+NAMJnzTF0ozrXI0bEzr8LKYDAYDAaDwWB4WWBEzEuOw1ohmCQzcWSSOxwiqWq3kWSxyqVeVxccJmde15Z4HPvt70Nno99HYh0KgSBha1M4DDKFAr5sVZhMpsV22QaSzeIYtCC+eFGrJep1JPciSof4/XgKz+vMZB4mnujGwr/Z1hQI4LzeKobDSAcljIZPlCi/iDiqvcZLXLHygQ5HbBErFLDe6TTeYwsSK2PqdcRPr6fEDR22ej18xnaaefFVKuF4dOtiq4TfDwKFVR6M91oNn8di+NtxEIuvv473abPMmGBVDatNqlWMx2vDzNid51z0LAkGtgAeHKBSpdvFHIZC+J1I4BqCQb0vOh21lq9W8dnVq2ovHo+rLbYI2o+CQWgwsRpmfx9rxmv++mu1v47HVWMpFMLrra1pQtTvP17VlcFgMBgMBoPB8CLipSFiHMdxXNe602dxWCsEkxx+5very1E0iuoT6m3QoejuXa08iMWQNLP6RESTKS+xwTYkinCmUjgHCRURdWFiWxKTL7YXEUxg19bwmy1Ufj+OwSYhrw5MtTpdhUBywO8X+fGPoWlA0dF2W+Rnf3b6Kf080mE8xnFQURB45dLDo9prvMQV3apyObUupiW13z+drK+sIH5YGRWLacsZ7Y6/+gpkXLutLjsiD8cXNWkmE03uy2WRN9/UeCqVpse9tYW4pObJeCxy+7YSfHQFY7x99ZWSL2yTWl9HTFNvKZ1WfZrnhU4H8ziZYB6phdPp6Fy4rlbDra+LbG6CuLlxQ9uY9vdxnzx4gAomWohHo1rV02rp90GlgnXgfcR5dF3o0sRiFLsW+fhjXYtGA7bz/OxxrOUNBoPBYDAYDIazjheeiHEcJyIiA9d1J47j+F3XHT9yp1cAfFJPLQhqMjBpYrLMp/gUHw0GkfwEgyBC7t7FdomEyLVrSHrTadXUEMG+4TBaUKgLUSohuVtc1HNHIkjWVlfxhN3v12SW1RGTydHXRdHWzU1tG3n3XYx1MBD5yU+Q9C0taTI3jxzIZkVu3cJ4mVyPxyBi5ll8e1/T5QfJpXOkvfDLhEfFlMjDc9XtatVKNKrtQ7QXF8H7rIQiYePzqWV1raYEX6ulOkZ0ZJqNL5IyOzuIy3D4YSUfEmrFIrR+qJ/i8yEGOx0QF9yP4r+1GgiLgwOQBo6j9wOrNrhPp4OxPE8wTkl20i1pPMb4JxOIWB8c4D1ef7MJt6R2W+3oeU2xGKpholHVghoOcf/fv4+5pxNVowFyjEQrba6DwWmRb8ZFs6kC4CIqyuytcLPKGIPBYDAYDAbDi44XmohxHOfXROS/LyIZx3H+Zdd1K8fc79dF5NdFRNZYXvGSgeSD348kKhSafqJMgoFP+pko8yn++fM4BjUeEgkkrHReCYdR1TIeo5pgZwdJWiCARJWuNEyCx2MkymyNKJUwLj4pD4VUNJfwCquSBNjc1Mocvx/7FwqostjZwTgnEzy939yEzoiX7PESK1TfoFWxdyzEPE0Ptqkc1pr0ssbXo2JKZHp+02kQI+Mxqi/S6WndHm9skRBj9Ua/r/GwtSXy+edaacL4ungR2wUCKqbLdSLSaZAA2ex0S1GziXh58ACxlEqhRSoUwnh2djDGK1cQt942KBGcV0TbosJhkDKRiLoxUUvoNHHS2KK2Dlv9lpZwD66sgDjp9VQUu1jEe5OJajwFg/j7/n2sh+PArjqZFPnud5XYbDa1hbHbxec+Hz4jGeNtM4vHldTjHPJ+ZrUTxbcXFqYr3KwyxmAwGAwGg8HwouOFJWIcx/klEfm3ReQvisifE5G/LiJ/+jj7uq77AxH5gYjI+++//1K2Mz3KJpfJcLeL5IotItyWWhbcjros584hcWLiyyqFdhuv2QLBRJXip5EI9qXj0Z07KqwroknrnTv61P3KFR0Tx9rrIVkMBlFZQ8FfkemWqNFIE2k6K7Gap9kE+cQn966L812+/LCA6jxNj1AI17y1JSISe6j55GWNr+NYL3vjijFCEoxEybzYEsH7uRzWmPot0SjmutfDmjO+JhMlXJpNxO/amlZmeC3WSyXEHuOpWgX5UK+DVIjFQBTRkatWUyIoEkFs01koEsF2q6sqBhyL4firq9r2RrJnd3e+xslxnadmcdLY8hKJdHza38dnJEibTczHzg6um/pPwyG+GwIBXJfPh7Fyv7t3QYaVy1r9EggoyVqtYj0jEb22eBx/b25i7paWUGlHa3KKcvO7xXWn7e1ZyWT6MQZiff3wukS22hkMBoPBYDCcNbywRIyI/EER+buu6/6m4zhFEflfOY7zl0Tk74nI3Ve5RcmrYcIkJhqdn8CwSqBSQRLV7eK9QkGFMxcXp/VkaOfLxK1eRyJGEU+SKMWitpAsLqL9gaTMeDxtF822j+FQW0bGYxXq3dkBSVOpqB6Mz4d9KcpKjRs65JAcYjUAW5lCIRz7O99BpUWvhyT6W9863tP2TEbkiy8gQCoSnmNA/HLC78e6eDV8iNnYYnVDs4kEfTzGOhQK82NLRMm+SAQJeLOpYsoU/XVdFVTe3MTn5TKqWBhfnQ50TKpVra7huJtNxBk1T1gxUq+r4DT1S7xVLRsbWgXV6aC1bmdHq4OuXAGZwzmgIDDjv1zG9TYaD2sVPUmlx3Ht6b1gdYnfj0oX3nPb25gb19X32GZFnah0GhUq+byKKVMXp9tVy+uDA8wpSUsSObSJj0QwF7duqUvVW2/hXF7iKJ+froxja+BxXLsMrwaOIlpencZRg8FgMBgMLxpeZCLmKxH5Q47j/M9E5H8uIv9vEbkgIv8nEflLIvLpcxzbc4VXw4RJIVuN6KLC5LDXQ1I0HOLn669Frl/HcdptCJYuLan45nCI/ShsSl2JjQ0ka+k0SI12Gwkd25H293Gu5WVNRJNJbUmgi8vCAo7faqGagAROqYQn8CSKWMGzuoofkWkB4HgciZyIJtBspdnd1bniNZwEfr9qath/9YHZ2NrZwfwnk0qo0FFIBPFx7x4IDZKGjC86FzWbGl+XLj0cX42GVmgUCtoS47poORqNQEw0m/j766+R9G9vY/0cR3Vo6Azk8yH+olGRt9/G8alTIqLESyyGa6zV1D3J23bVbuMcrAbh9VJrxatVJDK/uui4835SUoJjpE6M3w9CkpU/9TrmIBzWNXvzTewbDCp5FYlge5JkiQSIldEIJFc+r3bzoRCqE0jKkcAl6VOv69hnXc68LXHjMeZ9tsrKqmQMBoPBYDAYDC8SXmQi5rdEJC4i10Tkt13X/TdFRBzH+d+LyL8pIv+j5zi25womLUzyRPC628XTQ2q5jMd4L5FQG2i2+bA6hUKd6bRWJ/AJ+Hisei/37iHxouPNzo6KhPr9SM6yWSV+IhEc+6OP0FKysoL3KBLa6ajGSKej4r9sd0kmITLKqozxGNfx3e9O2wzPJnG7u1qN8OCBihL7/RgLk8ZHJXLVKhJ6keArUxGjlt36mr8LBRAPrguSrNvFPC8sTGt8jMcaWxS+nSUNWckyHB4vvvJ5rbTy+0EgsKJqONQn5mzBKxT0XH4/qmdeew37e92YSBjSzYuJfygk8uWX+L2wgBj98Y+16oyVXIUCxk4x4fFYiZijnKc4pxAQDs3IDE/jOO1i3mOWSpgbEZAi589j7rguJEgqFXw2GmFN6YDUaIB86XbRytfp4Fg+n7Z8RaNKxqXTeL/Xw3kWFrT1yWsjTnekWXgremivzeqbalWr67ytTVYlYzAYDAaDwWA463ihiBivK5LruvdE5G86jrMmIv+q4zjLruvui8iXIhJ9FR2UmLwVi0imotFpp5pORxOn0QjJUSKB5Gp/X59212rT7kX1OhLwVArnoJjnhx+qY0oigaT1669RubK6qg43TKAXF7EfNSZaLSRUjQaOn0yKfPopxk8B0b097NdqgRxh4tZqIeli0uu1uSbmJXEkj1hlI4Jrbja1VeqwRG4wACHAaodGQ0TE7zul5TuT8JJZ3tYxb2sSHYcodtxooIqq39fWl9VVxA+PIYI4KBax9tmszjst073xFY1izr/4AgTalSuInb09jOPiRa1NSiSw/2SCWDw4wNpeuAAibjBALMXj2K7TUdtlrwAx44PxQs2h8RjnFVF3oNEI5MzeHvRizp9XotPbGkik03ovenWJON+s7HoUZgkdv3+asPASiqUSxki3KjqYsf2o3wdpdHCgbUSFAq7N7weJEg6jhWgwwPa93rSWDiuYej1U1dBFiq1qFOYlMctKNa9TknceWi1tWet2QdpSYLzVQjz5/TjfxYvYl7FkMBgMBoPBYDCcVbwQRIzjONdd1/3add3xHIJlKCKvicj/0nGcsIj8goj8S68aCSMy3aZAUdyoR0qWT+bphsLKlHYbyRQJjrt3te3AcZDkvPEGEh5WFdAlKRLB021qyKRSeL/dRpLEp96rq0gKt7bwwwQ2k8E2rMRZWBB55x3s2+1im/V1JGn9PrZPpdRxhxocInifGhyzSSi3oTtPPA7yplTSJNE7V/MSOZIwIrjmcJgz/fJiNqYajWltH5Fp9y2KP29siHz1lWqDsJrp4ABx6ThY6zt3EBtLS0fHF4VgWZ3S7yNGikXE8sqKVnyRUAkGsc/aGuKIBEEohNf5PK7p/Hl1++l20QbF+4TxwooxttQtLeFaajUk/v0+xksh691djGlhAfNFNyYSJ3Qmm6264nxr/AWObLCZdfWi8xTXxUsoFosgNdhO1e9jrtfXMU7H0c8GA9yn3S7ivNnEsc6dU+Hcfh/7ZLO4blraBwL4iUZ1m4WFh6ugul21uw6HpwXDeU0PHmA+g0GcY2sLLWSJBI7rJZabTZ3P2Qojg8FgMBgMBoPhLOHMEzHfWFT/bcdx/r7run/GS8Y4juO4rrvnOM5fFpH3RWRdRP6067o3n++onw+8Yrp8wu617Y1GkWRSxyMeRwK0t4ckhknncKjiu5EIkqm9PX3C32ggEVpf16fvtRqOtbWFJOjgAAnX+ro+/Y9EkMSWSki0gkFsEwxqIhmL4TyOo0mk34/E1+fDdQ2HOM6tW7iuXE6rVdj6MZuEMgH2VsW4Lq6H1tmz9t6zIAkj4nVWoj/UywkvIUUCi9o7jCvOLWNLRNvd2m2sN9tbFhaQNDNGaF1dr2tlRq+HmPHGFytnikUca3MTn1+5gv329xEHdOuZTBBD0Sg+j8WwUhsbSizE41jHVgvEDwnJeh0x1+lM31O9Hs6/ugoSpdlU23eQclpZ0+kgZukAxHl6VLsMz6eVLkdrEM2K8Xr1j9gy5iVpWLXCc3Q6IEPu3VNBXq/jVSCgTmSDwXQFDdsBRbTtqNfTiqO338YcdbtamcdWQ9fFMbNZvM+2J14L54FEy3CImNjdndb1oUNaJqMOS7POZwaDwWAwGAwGw1nDmSZiHMeJC+yp/w0R+TnHcf5T13X/7DckTMB13dE3m37luu5Hz2uczwPzxCmZvHl/i+hvJideHZTbt5HqDYdIyJj4TCZIXtfXkej8+Md4Yh0Oo9JhOETiy/aSXg+JbjyOH7Z1MDkOh7HNvXua4MZieD+ZxD4LC0iyKPAZjaKdhNokgYC2KXU6qIzwapYwkSa8JAIrB+i6QmeepSWMkW1XnK95iVw8rmQMx/Uy4CihU2/ryyw55Y2rWYtkvx+xxcoV6o9Eo3jfdbHWwaDIzZsYw/nzWI8PP0TMsT2mXldi4Nw5nLNYRIytrKjFdbGIczC2YjEcs93WMV65guM0Gqorc3CgGibJpF4v3bjabdU2cl0l+VZXUW3j96OKLBjE/nQGunp12so7FsOYj9If4nzT6QtnPD6860VSjIRMtYp73XFwreUyCK3JBIRJp4P3mk3M/XCoNCNFeRsN7BON4r1+X13acjmR738f69Dt4n5eXcVxi0XV4OF3TKuFe5pCv17SiJpO4bC2UnEdV1ZUtDeV0rVJpTDnJtJrMBgMBoPBYDjrONNEjOu6bcdx/ryINAS21H/DQ8aMREQcx/mWiHzfcZz/SET6rnuyxOVFxTy3FCabrECh8KiXVGBrB/8Oh5FAPXigyWg0quKpd+8iAdrZ0WM4juo6UMg3lcLT6jt3kFTRCpg6HSsrqGChSCrbCq5c0bYlCobG40jIk0nVyuCT/0ZDWxWyWSSDJERmW2bm6WVkMtDJGAz0aT5buNJpJO6H4dIlbU9Kp0W+9z0RkW7vMZfwzOAo5x0vyeIVRn5UXC0uYs1pKU2tkEJhWlD13j2s0WSibUUiKvDMVqV4HOLIN29qJddopBVarMgKhTS2vv99dQTz+9Uu2u9X0V6SMeEwSAWOldeSz4NQoFMPqzqKRVw/BXwTCezfbqs1N2OW7W/z5ncWs6SWSOdE8eXdX0QJnW4X85BKabXZ3p7qvNy9q7pR4TD2YXWL4+B1Oq0VQ/U6WvtIsmUyIMlCIW3bIpGztqa28ZwHkl6RiBJpBIWeKSIcDiN2WCnF+FhdVWFgc0oyGAwGg8FgMLxIONNEjIiI67ostm85jvMXROQHJGMcx3lHRK6IyN92XfeFT4hPAq9VMK1cvRUvudx0YjIeoxJhexuJVTKp+hr5PDRg+n11VWo2tX2j1VI3FYr4rq5i/+1tfVrebCIhDYfxmi0erHopFPAe9TuyWSSbTEqrVWzHqhZWFrCd4uOPkTCGw0julpe1uicUQvLr1YhhmwUT0du3tbUinZ6uHKJo6FEIhURu3MDfDx5oxcGLDrZreeNpXlJLe2bv+4fFFcmJCxeQoG9v4+f+fRVeHY1A3pFwGQ6x1tQQoYMS3YlcVy3OIxHVIFpeBsHQbCJW83ms5+qq2htzrHTw+fprECTpNLYfj3FOJvp0P/r8c8QLK7voRsbqFyKRQNuTd15IAnodlzjfh2G21eik8O5Pd6H9fa0WSqcxx5UK7uVeD/clrasHAyVgSMLwPvrkE1SwtFq43uEQ8TAY4L2PP8b23a5al0ejOH40qhU5+TzIGpKy/K7g3DMOV1bwe3kZc+7VgxLBMR9nrszq2mAwGAwGg8HwvHHmiRgvXNctf0PG/FXHcW6KiE9EfsF13YPnPLRnDq9+hdf2dx7xEAqh5eDBAySvyaRWn4ggCdnZQaLrOCqcSfHV0QjJ0v6+im/2+1qBQBeU4RDJcDAIAiUYVB0YERyj1YK7SSCAZMzb3jOPELh+HeTKj36Ea6D7zNYWzv+tbykBUypNOyh5HWLo9pRI4GdnR9sfSMKkUjiGt5UkGp0vAtxs8thUzHhxQatlb5LLqg0mrGxv2dmZtnmejavBAPO3s4PYazTUhUcE+8XjSPY3N3Esx0H8lErqYkTCLxBQV6LRCOfx+VC5lEjg81wO29IF7PJlja3BQOOJyXa3i9fUP6pUlIxbXcXralVjh7pF5TLWPp/XmGP1Rq8HR6d0+mENHRF1HuN8E09KChzmkEQi6d49jLPZ1DYstiAxzqnJxDVqtfC3z6djdV2M0yvmu7eHeWCF3N4e5p/rVSxin3JZBYEpyMx7lNdfqWCsdDDjmnpbrbxOUyTYPv4Y15dKKan7qPk7qgLMYDAYDAaDwWB4FjgxEeM4zh+Zfc913X94OsN5NFzXLTmO84mI/KqI/HOu6+49q3OfJcRi2j5E+9atLTzZjkSQnIxG2n6zv4/fe3tIgMNhJLOLi0gS6XhCQc+1NWz/4IG6zWQy6j4jgqRpfV3da0S0aqDRwPFSKU3kw2EkUyRhzp/HmAsFbWWqVDQhj8WQJC0vY1+2f5TLarXrrYIR0cSKoKdRvY7krtvF552OJsz1Oo7nJWcoWuz3zxcB7vVIZB3tavMiIJPRFjC6+5CYYTUHyQy2wHFeZ+NqOAQRkk6rxTfbZTod1QOi5ksyicTbcRATS0tY30YDn129irEMh9gnldL4YoXOYIDKm4MDbTOKRNAmVy5rLIXD2qLE+6fV0qotVtCQPKJ4LYWAV1YwNyQj2GpTLqOyhwQliQASL6r38nBL1yzRVShM6+wchdHo8PZErid1lhoNjG9vT4mbVAr3OvWgKhW1nw4EVLQ7EsG6OA7uc5KvmYw6r9XrKuTMajq2eTWbOmYSLLPXL4K5o7aUz4f5m7X55rlrNbXI9n4PHlVRRNKHguKsUjKr65cX6+tHy12vr+N7y2AwGAwGg+FZ49hEjOM4f0pE/q6I5Gc+eqaaLI7jZETkj4jIH3Zd99Nnee7nhXlPzWm1XK8jUWS7DStlRiN1IxLBf0ZZrUK7aCZT9ToST7ZniCDJoX302po+tY5EQIx4XXHoiEMx034f53ntNSS41SraUiIRkXffxdhodzwe4z/C7bYmUtQF6fVEPvtM249aLejMjMf4DzQrLmYTKb6mu0qzid9razhmp4NE79YtrQpaX8fYFxfVYpfHaTQ02WMCt7+PthWRaOwpLftTwWEVGLR/rtdBYDCeRJSEEdGkZl5cUW+kVML8UVR5NFLyLBRSIVhWKGUyqs+ysKBkHRN8kh20RSZBdv064oTtS2yD6nRAIE4mIp9+irFubIBMYFXN/fvaShePK8EjotbtnQ62HQwQF+MxhISHQ7zO5XBuCgS3WtMtP6xGSaVQRXP9+sPtb15h3ZNWacyqYXW7mKd2G79FcI0LC1jfTgfnr9VwDfU6vkfOnVOdnfEYBBjXw3EwH7T87vdVRDkSUaFcx8F5P/xQ9WA4b8vLmBsSc6WSyG/8hgplX7mC87IVMZvFdvU6xk3dpps38T3SbmMcgYDq/vT7uCc5h/OILG/cs1LqOC2JhhcXjyJZjvYkMxgMBoPBYHh6OElFzH8iIv+CiPxZ13XHIiKO4/wrruv+357KyA6B67pVx3H+2KukCVMq4Uk0n/ru7am46XCI5JIWzr0ePg+FkNQwwanV0KpEvQvHQbJ29y5+9va0muXgAElNKIREKJ9HMsl2lFZLxU3397VaJhDQp/3BIMbIViFWIrBdqV7Hce7cwfa9nibauRyOm88jyaNWRTCowp1LS6o10ukgOSNJwvYlui9FImrjTSJmPMacssKnWMR8lEqYU7o/iWgrhgjO12qJ/PSnFDD2+55tNDwZvO1rg4HajBeLqBQIBnF9sRiIhNVVVHuQmAsEEHeMFW9cra3hOPU65r5SUbecaBTxUijgPCJI0iMRraJIJhGHjYZWr+zt4bzz4isUwnaML5KD1SrWJxxGHHHMmQyOxdY8Vv9cvoxrLhRwHJKLySRigu1W4zHmixVBjBe2AU4muE/YokTRYOqd3LsHjSEvGdZsYq5nnamOU6Uxm0Q2m5iv0Qi/RZQA43z3+xhToYC1a7cxT4EAxry3h2tzHNyHJCpI3LIqjZV2rKARQYy0WlpltLSE9QgEcP0kc/f3MVftttrHZzLqvCaCMfG+K5VwHZ9+qi1WvR7GyGqmgwP9fup29XoJr5U3CV8vGWkwGAwGg8FgMDxLnISI+UpE/qmI/F3Hcf57rusOReRfE5FnSsSIiLxKJIyIkjAiSEhqNTzhZzLCp9Xb20iQlpeR0DAhYUUHrZt3d0FyDAb4mw4xhQISr2gUx2A7yIcf4niui8/DYSRRFFmNx5Wg8fk0IWaStrCgFSVsU6Dw6p07ShYtLCB5CwRUuHd1Fdv3+6iwoXWtCH5Ty4XH73TwBH13F0/Q79/H8d54A8dOpzEvdIPKZDD+nR1ct9+PMVerOA7JqFZLia5QCGuCdqzAC6UR49VMEcGal8u6hqwWIsm1u6uOVuUyYoWJN+MqEsF+d+4gDklOsHKlVsN+i4uovmA1jAi2LZVwrHhcW12aTRzjpPG1u6v6Lv2+Csp2u1hvVuBcvQrSRATnI7Gzs6Oiwu024v2dd3AcEkQkIYZDjYdYDOfe31cnssVFJQNI8IhMt+NQlJgEDKuQjlOlEQhMC06TQOFnH3+sei0kJElwsaqE1XNevSjqxVBvhbHAOSRpk8lgfkhusT2JJJcI1j0Ww7qT0CIRWCjgXCsr+D7z+ZRoZcVONguSq1DQCqvxWGMlkdCqHLZKsYrKC875/fs4fyIh8v77pg1jMBgMBoPBYHg+OAkR47qu+zccx+mIyH/pOM4/LyJW2PuMwQoYERU5pWgpE98LF5RcYYVAuax2sFtbIEKWl9VGdm0NhEujgYRoMlGb2mpV24MKBXVGYiuKCD6LRtF+kc/js88/x76xGJKkZBLbB4MYr1eHIxzG+JeW1JWGCW+hgPF6NUVY8UOrXSajbK364AM443S7GNdnnyGJfOedaQ2LWk21OV5/HeemqOjFizrvTCyZEE4muAZ5xq15Twqv+CnR6ai4crerVQx0MkqnQTqR8KDLEOMqHMbve/eQcC8v4zisvup0kExXKjhGIoH57/dx3G4XMdfva3ubV6uHYzpOfA2HWoVD4iYQQHyz4op2y5wP11Xtkrt3cdzxWBN/vx/7j0YqShuPYx9WmLB9h0QSq1IWF7WNkBVW3vlnTC8vP9wydhx4iYRCYfr+aLW0qqfRwPHzedVh8fsRxyQ3SIYuLOh93Wrhs2ZTxbnZovStb2F+v/pKdWmo3XPhArb3+RA/zaZ+l9ClKRrF2rJljYQP5a/DYcTU9rYSrs0m5jYSwbWztTISmXalmtcC5m1j7HYRB0fZ1RsMBoPBYDAYDE8LJyFiqiIiruv+378hY/6BiLxQ+hgvKvJ5rYqJRpGgiCAJoYUvW3vo4NLvq3Vso4Hf/T62D4fVZYm6KP0+kja2EdRqWm0TiyGhomZMv48Ehpox1HxZWUHrRTwODYhIBKTPcIjk7ld+BecIBpE0uS4qE1ot7N9qIZGfTHB8JqbRKNpHbt3CNtGoyLe/jeT1gw+QiNGpqdXC67t3tXKmWtWKiZs31V754ABJKtuuSABQq4KgAOpgoE/819dZEeO8UK1JmYzqiIRCIBMaDXyWTOJvkmUUb753T0VoWa3UaOAY9Trm7eAA8cKqpFJJXWzu31ftD1ZG0GUrHsffgYASe4MBtqtWVaeEwsxvvIG4Oiy+WIFx/TqO3Wwiti5cQNzkctoalcuJXLuG89JN6PPP8XcwiHFtb2uVBsfhONq+J4Ljx+OIz2xW43A8xmeLi3jv0iVsz/YZEojxOGL5Sasz+D1B+3o6Co1GmMdyWSvegkG0jzUaeJ1MKpmaSGDcrHhj5Znr4vpzOaz9P/pH2h7E7ctlHGdjA2tx9Spijpov0SjGQg2i5WUc++ZNFdmmxs72tlb9UYsoFlONKhGsA1vpKAzMqrndXSW1QiGsMx3cgkElmwiztTYYDAaDwWAwPCscm4hxXfcPev7+O47j9ETkP34agzJMgy0C1DcYj5HkLC1pawM/ZwJIK2G/H6TGrVvUNMFnfCIdCKjQ6uXL2CeXUzKkVMK+dMmJRLT1o15HwnzunMibbyLJaTSQ4B0caNXIZILE8+AArUYkXfJ5FSU9fx7XEwwqSeDzYYzpNMiAQADtSSI4d62GpLpcxn7ZLKpYmNxSl0YEZAufnhcKKhBLUVJWDpAcYNIsMu3EMh6jusNx6IozfKE8V/x+JMdMOP1+rAMrqK5e1TYktg9x7Sn+TJImHlcxW2qqMJmmZst4jG3ffhvrNxhgPd96C61MJDCGQ+xP4ediEfGSSoHce+cdrIHrogLjsPhaWVGr9atXkWyvrSlBsr+P4wSDiPd+H/FG/ZFmU8dJl55UCtcZjWpckfQMh1H5cvEiYjuXUy0Vnw/3y8IC4olVGiTDvFVcp2Gh7P2eCIVEfuEXYPteKk23m0WjWkHEShgSvK4LQuXiRRzvq68wZ4yBcBjjZasi9ZV6PRzv3Dn8TfKHxJ3rahVRq4V1iscRe7u7Oq79fXx/kNghWbW0hHW4eBEkW6Gg2lk+n5KjvZ5WRaXT025StK3nGkQi0/NnttYGg8FgMBgMhmeFE9tXE67r/tciYv9Nfco47CktS+p3d9WqtlhEMpTPI9EpFLDPwYHaeA6H+mSZ+iiTCRIsanL0+2o77Tg4HisV2CIwHmMbtmX4fPihOKjPh6oUasJcv65Pz/t9JMbvv4+kazhEEru2ppoxlQq2aza1PSUQQPJFW1wenwlopYLziGgrSaeDn0QC42RbSiyGY1JgNJVCkvjee0cnXyQyUikmcrPeNWcXs7FEkVuR6XjitiKIqfw3PmmMqZUVdVZaX8cadDr4PRxibrNZxEAqhd+FAuZ6cVGrG0hC0FWH68X2JFY5xOPaLkeB2cPiKxZD0p7P4zNq/ZTLuA9qNW1TevAA5/riC5y329VKHMZpJoO4YOUPXcHabW0TDARwDW+/jeofVqBls1pxRaFeEW1HoiW6yOlYKM8ShqurmAdaZ4tg3mgXvrqKuWm1cE2jEd5jdcwXX2A7iiQPBnoPXbigrY7lMo5JjSWK/LJarlDQVsZyWUV1AwHss7aGY+3u4tgcXyKhYtGOAxJmYwPnZKUPiWmSSdGo2oFTY4aE49oaviNYNeid/3lrYLbWBoPBYDAYDIanhccmYgzPBkc9pR0MUBFCtxu2HJCUYMvPaISEhK4u9+6pnkUmA0cZvx+tAEw033wTCVM8jgSGLSy//dv4TQKEyXY4rGKYrGhgKwKTfRIi9ToSIVr7soWF1RS1mralkPSh4xIrYJaX1cmHujUU76RY58WLGLvfDwKHibXrql12MqmJfiZzPG0OCvouL4uoYs/Zx6Oe+I/HqplTr6sWkMh0TFUqqvOztIT5owuXVzjVW7FQKmHOq1XsMxxibVwX9sV0JfrkExXvXVnBeVMpnIs265WKJtQUnxVRMd5yGWOIxVRXpN1GNQSFarNZvW/291Ww1udDTHz729oGRxHcVgu/XVeJDFYS9XrQGFpdxfx98onO6YMHWg1CInVWq+e0LZSrVdz7N27g2Ldvq5NTtYprDQQwz6zg4Xp73Z4olJzPYx6uXcP1kdQbjbQ1KBrFPPD6VlZwz/F3v4/vmFhM5yuTwXo8eKBkVyaD445GKnzMajeSShRqptU2W5XSaa2iISHT6YDM2dzEWCgAXq8/rAP1NNfEYDAYDAaDwWAgjIg5g/BWLlQqSC68QpTEvXt4nxomFOA9OEACs7qqyWsggKffsZiSM3t7SE6qVa0+YcJEvYsbN5A0hcNI3ii8Sf2Yq1eRzGSzaIPg02u66SwvI1lKpfAUnda2Itrm4b3eREKdnFotJOu1GpK2u3chwEu9ElZ2UPvj3Dl8Nh7jb1pZsx2mXlcx0FgMc8JWhaUlnOO4mhCc87OO48aSiGrpiGC9ez201dDtijFFq2e2dGUySIrX1kCCMK5YucDY6nYxhk4H8RAMomUnmUQsd7vaHiOC2EmnEV/xuMiXX4I84TWxtSWXw350HIpE8Bm3+eQTtSuPx6FH0u+rJXO5rE5APh+qLt59Vysp6BZFzZd6HRVB3S6ueW1NCYtMBnMTiWAu6Q62uDhNfnl1h56GhTI1aPx+rVrimJaX8dneHtaCTmiui+t0XaztwoK6VBWL6qqVTuOeJBEaj+M+oysTNXNoN3/tmrpjpdOIIdfFHPKeY4VeOo19OL8+H8ZPTZtUSq3o63WsfSiE95pN1cjhDyv4RHDt1BOah6e9JgaDwWAwGAwGA2FEzBmEt3JBREvsRaaf0rKqI5fDT7msOghMptiKRLHN69dFfvEXRX74Q2zfauGYu7t4ak7ShXbY166pM02tpmKd1G+5cQNJ61dfYUx0m6nX1Y6WiRpbAejCIzJdoeH3IwH7+muIpoqoVff2NsihdlsrWsZjJPKTiVZmUF+GlTF8ek8h2WBQLY8TCVwLBYFP0opw8SJFbtnEczZx3FgS0QoCb6JK0oZOW5OJip/u72OtEgmR3//7UdnyT/+pxhUT9gcPdBxM9tNpzH0+j+1pGc74CgSQ2H/724ivH/0I+w+H2J/VL7SdJhkTCumKMIZ3djBOEkDLyyAhLl3CMaizlE7j75UVnOvuXa1+GY20uiuZ1BYrjpPtW34/9k8kMGe0lF9bw7gKhWcjBsuKlmQSY2C115dfqsiw42COSBBR04X3Lee628U8DIfakkYhZ7YY0faa1uK9nuoDkSCbTLBu9+9ri9nnn+O+XVjAHEUi+JzVeKMRjnXtGsbinS+6WNHFq9fDcV0XROyNG3qtIvodKaL7GQwGg8FgMBgMzwNGxJxBeBNnPoEXefgpLYkHotdTa9rxGMnmnTt4n4lUoYDE2HGQmESjKj5L4Vq2afz4xxDHvXwZiRmdl2IxJDkUzywWkSRlMvibTitsJ6EmC6sgeC3UaCkUcC3JJMbGFhcm+6mUCgsnkxgfxYaXlzGGVmt6/jY3VVMkHgfR1OupU8rmJpJSOqlksxjPcUEXnbOO48YS3/O2Z4RC00TOeIz1IElB56RKReS/+C8QT9642t9H3FD8tl7X6oTPP8c6/tE/inEsLeE4+/tY4+98B+dnfDWbqssTjWprHeMrnZ62pKae0f37IERIRNJVKZXC2sfjWiG2uopYODhAvIzHIHH297WiLBxWgoHtOmyjolZJJjNdPcNxikxXIz1NMVi2/xSLiPVAQK3ERZQkq9UwVgrjsh2I7WZ0KBoOsW0opFbm3KbT0copVihFIoiNYBBzSKHj0UjbyujWRaKHrW6Oo2Qg28Xqdf3OKJVUc4ik2/4+3nccXNvBAY5BPSy/X3VrkkldB6+zkon1GgwGg8FgMBieFYyIOYPwJsN8wr64ON1mwnL+vT11BaGbSSKBJGd3F0kQCZZGAwnP/r6Kb4bD2GY8xmsSMbkcEqfhEIRFMIgn640G9qHFL5PPYBBJE/U2mOz2eti2WESi9cYbmtywhYP20UySEwkkSyRGWC3BFpHRCPu88462KAwGuF62TVGslOKi5TIS6d1dJIXVqu6XzWKMFKw9DuiwdNZxnFiiM9B4rO1EIkooMKZaLcTH/j7WrlBQUiwQmBZ1DYe1zYXxx6oF6vJkMiBK2C5GfZHRCK1Kq6saXwsLIH/29lTsmc5glQpIw0IBrXKsyOh2sQ3dc1otvLe3p24/xaKKFjcaaFuieHU4jGvlvXbnDo6VSOi8vveeWpp7E/daDcQAnXno7LWxoWtzGmKw89aRVtHUcopGsa1XnJpzIaLaN8Ohzj/t62kz3+upFTi/KxYXMUetlhIxrZbIhx9qW9alSyrWS4FdVtO120rkkSBdWMA2N2/i+I0GjlmroeKq1cK8jsd6H7MCjxVeDx7g+0tEq52SSWx//rxqRs2SLrPrQdLH7KwNBoPBYDAYDKcNI2LOGJgMUwQ0n9cn/UwWxmOtdOn1kABXKkj29vfxVJmtNxsbcD+5fx8JUDqtOh20bO50cIx4XN1r+n0kU59+ivficSTCTLCuXcPx9/eR2D54gKSFLT7RKJKoTkdbhx48QNLb6Yh861tKZnjbZailEQrhs2AQv9ttnItCv3RJoYtSsagElQjOwafcTCpF8JvkUK2mT/MpDHxcNBrc/myK9TJB73ZVJ4O2xSLTiWe3i6oov1/tf2lVffcuyKulJWh1kJwIhbAm5bKSFlxvxpXPh+P7fIgZOhGxVaVcRhxTu6RWw3kXFlQ0NpdTS+NmE3FIy2qK8IqoJXQ0qtbinQ7OzSosEawWiUvGOduL7t/H3yQVaDFNh61KRYV7JxMcv1bD3IjofFarGBcjg9cUCk0n8qchBjtbxXHzJsZNoqzXgzYTq4N4rzcaD2sckTQjMeb3Y+6jUVwvW4tY4TOZaFskXacYB/zOuH0bRO7Skl4/W72GQ2xH4WfHASkcCuEYtRqOd+GCEkskactlJY1ENF5Y5bOwoCQeXZq8VtbzHJJmxXo7nWdXwWQwGAwGg8FgeLVgRMwZQ7WKBIKClGwd78MMTAABAABJREFUYFk+3Wv29kBCdDpIRkolbZeh6w31G/gEv9/XqphWS9sn1tZQgUAtlWAQ2zARp0NJuYxEhAkZx8eEyu+fTqppT1utqmVxuaxP3ysVjI1VLfm8CuuytSibVTeWYBCEC91straQcKVSOG63i+NRLJRVQV9/ra0Pi4u4JibBzSbaZK5exRhu3tRkk+0R856Gp1IkywJn8h7yVk55WzFIojCWxmPM9YMH2v7F9qNaDWvQ66m4K7VP/H5tJ+J5hkPEI8kWarEcHOAzEjAkMh48wP7U9CFhNJlo7FLvaDa+ej1tdWNy3WwijisVxHQ0invj0iVcY6OhmiWsChmNcL61NVw346fTwXVS4JVkSjqNMYzHiK3dXRARb72lmiNe7RQSDl5B2XYb8Xnp0pOv8yyhcOuWjpnfC4MB7l9Wk/G+Go/1nhwOtcqE2jfe74lYTO3sOT/1urYfLi3hmK6rBI/Pp7otgYASHZGIfi9Rg4eVV5ubSryysi6bRXUUW4wWFrRqi+Rhp4PzsgWKGlHZLH7fu4fPd3fVqv7aNa0Wmm1PorU615PVcyJWGWMwGAwGg8FgeHKcySTyZcVsGwH/Q3+Ysw3/888WDG+1gevi9XCIRLfR0PaPUEgT4du3cW4mqv0+XtPq+eJFVCXEYkh8AgE9RrWK5DQex/n7fXVRKZfVSrjf178DASQ/TJBoISyCY96/r2K7uRwSPVokZzIiv/d7GPuVKziX44B82dlRbQkR/P7yS4gP37iBhMp1MT8+n45hMIBwJwmmXA7jqlREPvpIk1S/H4KwdJgpFnHMb38b25RK005NkQiSRm0+eTY4LIZmP5t1SCoWterIG0v1Ov6ORrV6ZjTC3zs7mJt+X3VaLl7EGrbbILWoz8PqAxI/tBenrTpFdFMpHMd11QHJcfTcdPBhRQYrJLzxxfYVxtdkgnGORlrhRVtjXuu1a5iPnR2QQ5OJnoNzFosh4Sdh+dprGPv2NsaZz2O+trZwzSsr+H33Lo7xsz+LGLpwQTVjSJCSpInFlGhg+9Vnn+G46TSEiUkOHAezVRyMg2ZTxY25jpGIthnxNwkun08rWShozZZDtp9x/I0Gfvx+xECrpbbygQC2pTA347TZxDF9PsxFNIpjLy1hPXo9fFe125gzCnyHw3h96ZLev7xutiwuLCA22IZ5/TrWfGdn2p787l28327jvrl1C2tcKKg71qVL2rpEUsjnU1csVhqtrBghYzAYDAaDwWB4fLxURIzjOD7XdSfPexyH4TAxyMOcbbpd/BQKWjUQCiGJymaRfFQq2L9UwrZ8Kn33rupULCyoVspwqPot47HSCHRLYWtRKqUaKPw9mWipf7utlRG1mrYvkAQYjZBgnzunzjYXLuCcwyHGfHAA4oNVCB98AKvh+/fxGUkUtjPxSTsrf+hkMxqBjLl3D4nYzo62tNBZyueDPgQdcahR0mhoy0S5jOqYdhtzycQ7m32YyPjwQ4z7WSvFHCUoepRDEtvdmBh7dU5iMcTIgweYe4qcHhxgLvJ5xNTNmzjm/r7ak1+/Dn0WEa28oc4QZ4ZtbxSDZfyx6qLX09awhQWsLUk3trx44+vgQI97/rxWXgWDeu7dXWyTySAeCgXcCyQoaL/O6i/XVTHezU2cn61cly9jHLkcxsjkfjBA/AwGOMeDB/h7fR1xmM+DaGHCvrs7XVnRbsO9jG1z9brIxx+L/MzPHD8eZqs4rl8HwbC1hc/TaW3lWl/HZwcH2lrFyjaSuHRMIhHDGHEcrHe/r1VPkwm+Z0ik9vuqU0OykiQbxbXZBkZit1rVWOFv6hQ5DsbB76xgEGNn3C0v4zuj2cTcLSxomxM1bBoNELZ0aotGlTT0jpnrce8e1rlY1HEeHOB7yEt6WauSwWAwGAwGg+FJ8EITMY7j/CER+X0iEhORv+K6bttxHMd1XfcR+/26iPy6iMja2trTH+g3mKdLMPu+19nGW5kyGuGz734XbRB0PxoOkYxRWJJiqMmkajgEg0gsqZURDmO7lRUkMSR3+n21hG238ToaVaekyQTJCbcplzEminGm00hmKRLK9qbXXlOC6OZNPAH3Xt/583gavr+v7R5M4gcD/CwtadVEu40kjS43Dx6gtej115HILixgvFtbSJCXllSfpNdT/Y9eT+eVSf7OjlYFNZuqDcLkn1UmdPGZZ1/9NOPrsBia/XvWISkYxLxRMJWxJKLXKKJkCkWT9/fxOTVOGg11vwmHtZKDFVoUeqbGEBN2Vjn4fHi9t6e2xyLYPxzW6qlaDXEfjz8cX6xw4BpdvYoKqk8/hY06tUVGI7xP16ROB/E7meDaWCUVDCo51OkgwWc1y/a2CrySzKJbl+viXCQEqcnyzju4t2bFn2erV0IhHI9VHiK6ZodhNra8LWjjMa5raUmJJ1a6tVq4T/b3lWRhUx2rniYTXBPHRscruiaJaEUat6eQs+Ooi5Lr4jricWzr96vIsbeqjILKbDfjWrAaMBzGsTIZnIvVTpEIju3347588ECrXwIBkCgUCmblDjWhikV8bxwcgCjj5wSreTin1FSiIDPnRuR0xJYNBoPBYDAYDK8mXlgixnGcPyoif0VE/rqI3BCRf+Q4zi+7rtt/1L6u6/5ARH4gIvL+++8fSdqcJuYlYrPvzzrb3LmD5IGtR/v7aAfpdpHcsDy/VNLkqdlE8jUaaTUDE5xmUxPK5WUkmpub2D8Q0CfE1MSYTdi8iScTN1YkpNNK4EQi2L7dxjlppbuzoxa2FFjd2wOBEo0iYWQ7yblzmIt8HolQJALCptVSUdFGA9UwIriOgwNNHGmRGwhoRcONG0jcYjE43nz0kbZ4XbqkLiuRCMbX62FcuZxaMGezqO65e1dEJPiQ5OrTjK/DYuioOBLBXFFHp1TCnJfLSnCRnLh0CYTGl18irqjDQu0PCqGmUti3WFSrZMZnPI5jbm9jDZjYcoxskaEVNCsnfD7s0+spYTMcPhxfJALZBtPpYO0/+khJQFbG+HzqpOW6OMbCAmJqb08FWZNJXEunA2Kn20V10HiMORmNsM25c9huaWna7jmXU20bap2wooYkyXiM8Q6H2D6d1oolgjo6h8EbW9/61vsu57VQUJIskQDZwGoS6rmQAOt2tQKOtvZefajhUJ2tOh21kue6scKMwt0kUViZQkFgVsGwrSedxndXrYZtCwV1YlpYwLh8PsxZKITxUJz8o4+UlGGbG2O/21XNKRKG/F6kcHOvh3W9f19br65dw1p6iRiSRzs76jh14YI6yHnX6DTElg0Gg8FgMBgMryZeSCLGcZxzIvKvisi/7rrub4jIX3cc52+JyFUR+fx5ju0ozLYR8GnrYe+T7GBS2mqhWoT6C92uluxHIlqtEoupxgIFUKnVkc8jWa5WVTOhWMTxWC0RiYCkiceRZJLUoNAnWzk4hkxG2xFYDdFoaIvS7dtIXqpVvMeEazJBwup9Gl+t4je1aKi3QU0atlml06oBwnHF4xh3u40kTwSuUfk8WjLoqtJuq8DnxYuYF7q63LihIq6XLyOhZSLNtpJQCEndzs6ziRsvDouVR33GhJiEXacD0oOtNLUa/u71MK9+v5JfFGXN5VSLRWS6pYjaJ+MxiK52G8cU0SqPdltbj+hyQz2fSgXbtds4luNgHM0mPvfGFwm8eh2xsrmJcZZKStJ5SUeSTKkU1pM27Wtr6u5Dwi2RUCtluiGxIi0W0/ju9VCBlc+rGC/nh05NXj0REjEbGzof0ajI97//sEbMceGt+6PgLt2f9vYw3vEYc16vY04PDpRQpeg1ha3HYyVjm011MnJd1WshwUHihm1PdKDiurEaji2KJD+ozUPRbrpYJRK4p86fV00ib4XNF1+oBlEuh7XMZnEPTiaYY7YzXbiAv7e3cT/Tyj6dxmfptOrUrKzgfF4B5du3MY8keAYDjI2x4K1A2t01a2uDwWAwGAwGw8nxQhIxItIWkf+r67q/4TiOX0RcEcmJyHviIWLOmmYMxS2P+34mo2KZIvqUmE+gmSCReGFCNJnocSnSScFM6m9QpJSORz4fknM+8aYV7Rtv4PfNm0rccCwkQyjQu76OKpN/8A9UuyYa1aoJiqROJrjeUgnHoBUtNRzCYbxmknz5Mrar1XCcQmHadphP9oNBaEd8/TWudXFRNUKof1OpqOUwHaSiUX0SHw4juaKuCZMrvx/XGArhuB9+iHGJdDunGyVH47BYedRnJC9YDREOqxYO4a18yuWQvFN3JRjEfLEqQgRzvLGhJFe9jgR5fx9x0mxiP1YvsGKE1TqxmNqzU2dmNEKiy3VhIr+0hDajt98W+a/+K8RGo4H43dvDNru7SuixmqLVUm2TbBbnfO01vO+6SLpJvFDHiO5KJBxpmxwOgwS9cQPkD1t3SGqsrOAe4FgWFrQaqFJRAWmvVbvIyTRhvKC2jHf92E4XCqkQ7nis683fJBhYRUdhX16zl3CluHappPeRz6frNBwqSSKiRAyrg1hFtrCAednZ0TY2ummRwLpyBfP4+ecgjaiTRSKUZF8shmPVamolH40i/kgM9/uIT7Yt+XwYAx2cxmOMg3HJCsBeT225CV4b14xuVCKmF2MwGAwGg8FgODleSCLGdd2G4zj/7TcvJ67ruo7jfCQidRERx3F+RUT+yXHalM4ivO43uZw+qWbrAd1DmKRAq0QtemmV67WdJgGSTCLh6Pf1STCTbf7Q9jaRmK4AYBJE8V0mlUxS2QbCSgkKddJVR0Tfp7hqKKTOSdQBqVbxWbeLa1pfV3cT2g6L4Cl3OKw22OUyxh2JiHzve0resGonHAZJsLSESpjtbVwT549tHOvrmCPacC8tPVxlQn2Zs4xZh6VLl/Da2z5CsWbGE/VDaGM8GiEhZgULCTDOO9uAFheVuCIxwQoIERV6brW0MuPyZcRjtaqfU6uI8ZtKocrJcbQtiU42JAypJxIOa5sVtU3orsQxs1qGAswUC6ZF+p07WO8338R2X36Jc1++jONtbuJar13TKpJ0GuPktSeTqnviJbq8OI22Fq8l9MoKzlco4NzZLO6hZBK/Wy3EPsV2qYtDAoUiyyJahcL7MpXSeafIsgje4xqMxyqCzbZIViLxWlkhxO8HVsKJqEV6u42xnz+vTk737qnIN0llERVHpsU63dGqVey7uorjnD+P74ViUb+/kkkVpO73lTAU0RbEQADXy+8HL47SajK8OCBxethncMYzGAwGg8FgOH28UESM4zh+13XHIiKu6/a++c0C/dE32/wpEfn3ROQPisi95zHOJwWTZyYffKLNpGowQMK4v69WutSpoF4HSRompEzGmfDSTpZPw1lFwORbRIkYJkKOg31TKW0fYmsKBTRv3lSihE/NKQbMJ+nLy9NEEnVm0mmcm5bFCwu4xkIBiXGvp0/4KShcq6lAcKOhiSKFhZeWcE4RjC+Z1GuhLTfHEQ4jMbtwQZ+A93rzn3QvLMBqm95JZxFeFyVqxOTzmDNW/LBiaTTClXz+OWKu0UBCTMKjWsVcsFqEVTJeN5xcDvszlkjOiaglNveNRPRvxh9jhJoxrFSggG88jqostiSRxKMINdtsSFpSlLrRwD71OsYTi2m7G0mHyQSfU1eHYrLXrysp1eloRRSraHhuCvdubiJeXRei2qx+yeenhWq9bWNPAsbm8jLWiOeoVrGuwyHG2m7j2qgXQ6Hk/X2974NBtbbmfHJ/x9EWR34P8Pp7PdxTrovx0GGp3ca42Arl1cohGUQyJx7Hd9Lv/Z7qUu3toerl4ADHptYMq1moFUQx6bfewjX7fCBlVle1UmV5edqhziv02+nod+zGBs6ztweC5sIFHHcWrODjetKe3PBi4Sii5TCCxmAwGAwGg+E08EIQMY7jXHdd92vXdcdeMmYGIxH5P4pIUUR+zXXdF5KEGY+RyNEal1bPuRyqONpttFOUyyA9vLoIlQqSCbYwFYtqUxuJgKSg7gErRdjS49V8CIeRhLXb0JvY3tan/9xGRLUlvv4aSfx4rLoirRYSq3hcNTiSSW1tWFjAmA8OtOUlnQbpw+S82cQ1dLsYb7ms+7IiJ5XSJHprSyspOh0kuySIxmMkS3RGKpdVfHZvD2NbWsJ8bG9rYkXxzllsbz8f++qTgNUitECnKG0upw5IrAJqt0V++lPMIStbWKXQ72ubWKOBbWlrHQyqK5XXRp1EHdvGvLo/bBOp1zGWvT1182GMUGel20V8sXonn1fdmsFAqxaobcQYZNVXqaSVYc0mxlmpgFSgCDCdwSYTfOY4IGAYy3t7iE3G6c6OilCT/HMcbdG6dAnH2tnB389CQ4RtaZmM2oy32xhvo6GVQqwW4hryniZBwvYkLxHGdRgOtV2NDldeJzW6WJGMYayFw5iLRgNxxMomzi+Fds+dU+txEoOplFa7+Xw61nAY19psYu3YgpnJ4Pj7+1i3pSWRn/s5dZ8jMVks4jW1klhtU6/jGMvLSgiRbDQYDAaDwWAwGE4LZ56IcRzn10TkbzuO8/dd1/0zR5Axt0VkKCJ/znXdm89qfLPtH0clXNyWNszUNfA6q3zxhcgHH6jd7sqKPjm+dQvJzIcfInmo15EsU1CXlR1sOxoMkMT0v2nQevAAv5mE8Uk4kxNWrPj9OGcigUT24EBFXOlSw3aMbhdJTzSK8S8vY5/JRMUwvc5LsRiu9+JFJFGs5KEwsOuCTGFLx2iExK5QUHHXSkWFX6lhQ7ccJpJ04EkkkBB2Orh+kgn1OpIx71zUaiLf/rZaOVO8cx5oAT3PvvpxcNw4elQMcZtSCXFUKmmSTMKE693pYF5v38Yal8uakOdyStKxwoTzvrioYqysXBiPpzWEHAcxw2op6hUFAprIu646eFHYlSLKi4vYrtNRUdk7d7BupRLOEQ6DmGFc0AkoGlXXo0gE608nHbZS0bFpcxPnGAwQu6zQuHMH7UjjMeL+1i0cfzhEvHu1XkolCP/S7ti7bq+//uxFXPf2sBa0rO/1cN23bytJRhKJrYK0m+drn0/XjxU1vZ5WxAyHKtDL1iYSwN2uald1OogrVi9RA4jtW6w6YOxfuIBx0BGtXMbY2m3M/8WLWBfqz/j92Iftbp2OEm2pFI577x50fWat3mMxnGNvD9e2saEEMHVoGEuzGI+nHa9O51vAYDAYDAaDwfCq4EwTMY7jxEXkL4rIvyEiP+c4zn/quu6f/YaMCbiuy3akhIj8YxH5Ldd1HzzLMXqfsj5KtJHb8mk+RS65T7WKZEkEyQDbj957D9vfvIl9dnfV6YiJTSikugckWJg49vsqgDuZ6NNtVsqIaKtJNKpCvK+/rtcWi2F8tLENh0FskLxZWMDxbt3SJIdPsONxECbJJF6XSrg2WmbTDnphAckUk1+fD/Ny5Ypa0X7+Oa6d9rq1mgr2+v2Ym2gU7Uq8/lpNnW/icWzj92tFADVuWMFz5QrGexSyWex/WjhuHD0qhrgNK4n6fVwvhWsvX1atlK++wu+9PezT72PdDg5UQ4SVIIGACjmzdW0w0PYlWj8PBirWSs0XtpCwWmlhAcRFNIpji2A92fbEaic6PFFIudHA2ESwZiQNkkmsVyyGpPv+fZyTWiAkGESUtBqNlPBktYNXq4j3xmefKQG1tKRVNhTSPn8e+3372ziGz6eaIhTnncVJyNuToloFAUmR43JZK3kGA/3x6jS1Wjo/ItqeSKc0tvrxO4Wiv4Tr4vgkuDIZ1bLyVhuRjAuHlYTp9zEH1KCpVDDniQS22drC/UviIxrFb1qbl0rqWsU14zVyPRhj3nYiEjuBgFq4x2Iab/0+YieR0NYl75qROCfMytpgMBgMBoPBcBKcaSLGdd224zh/XkQaIvL3RORveMgYkjDfEpFfEJG/xveeJU4i2uhNtA/73e+DfNndRYLBJ8+sfqEeA5Mpak1Qc2Uw0FYTJkjjsT4Jr9enLaK9T7KHQyRQ168jUb56FRUTXgcZOpMwwaJ1Nl1sul0kMNEojs3WjU5H21F2dlQk1efT9iXqwvCJejot8vM/j2Toiy+gH7G5ieQpk1HHlvV1kd/8TVwnW00aDRyf7Ue0qC6XRT79FAkfrcCvXMHxcjnoShxWBSOiCVkupxVGp4HjxtGjYoh/UyS5VsO18sl+v6/tKKxuajS0SoHE2MoK5r3ZxDHqdfymmHMioSRLvQ5Sp93WKgURJLZ0DfL51Do4m0VstVoiH32E+KjVVK+Fds9sa6LTT6+H7SgAy/aqZFIJh7t3p3VnhkN1w0kkdNyffQYCipVYrMTJ5dTl6MMPcd7tbcTKrVuwlyapORyCiEmlUJnzy7+MbUiK/ezPzl/Dk5C3j8IsQUD7bhIn1IUSwbVSbHlhQavcvKK/rIhiC5O3CkZECRCSYyKYd79fCVGfTwWy6d5Em2lv5RO/79hWRdvsclld4Ch+LKLjaLe1Wq/fVwLPcRBXtPKmCxznmtVXrZYS1PzeOTjAudkiSeJnaUlJaO+a8XvztDV/DAaDwWAwGAyvBs40ESMi4rru7jd/thzH+Qsi8gOSMY7jvCMiV0Tk//U8SBgR/c+49/WjtuVv6lXwM7rVtFraVhQKIdGlpgUrONgecv26Eiu0hKWYpteGlk+B2Ybj9+OYuRy2oV5DJoNKmBs3tGKE2+zvI4Fh9cz58+qOUqsp8ROP48lzOq22w/U6ro36E6y4oBjoaKSVLIOBiqB+9hn2/fRTJFgimsixaubBA5yXY+D7IhhDsaj6KB98gH3jcSTQPNe1ayLf+haum5hXueB9/ft+n4hIo/ks42g2hrw2vLu7Gke9HuJka0tbTaj7k80qkRcIKHG2sKBuUXSf4dpwzfg3HYo6HZyDRJ/fj89ILESjIGDicYiewvJbdT4oJM1r6HZVnyST0fit1aZJO298nTunrXiui7hi7FNMmsLAW1vq6sMf6oyw8oNtKaMRYr7RwFiGQ8TgjRs4LysxfumXcB2FAoiadFqJmnk4TcedWYKgUNDKo3Ra7d53d7VNiW1Yly5hvu/dw7VWq3pcrxbLwgLeI+FCXSZq/Zw7p4Lc3a5qDAWDWkXnJYgo9u2602vM7y+2t7H1zucDObe7C72grS2sQaWC6wmFlGSilXk0qvpGCwtqY89xsaLl0iW8f/UqYiyfx7FWVrT6xntv0kZ7MABZTS2ZVwkbG6g6m4f19Wc6FIPBYDAYDIYXFmeeiPHCdd3yN2TMX3Uc56aI+ETkF1zXPXheY5pNzo96Mspt02m1TuWT+M8+0//wM4Fk2T4tc2kNHQqhcsNxkASdP6/CvMWi6rGEQvq3iNq60pI1FhN5+20cP5VCQk5Nj1hM7X3ZnrC+jkSeFRRM9FZWNKml5kwgoOKht27pU+2FBWxHx6NaDdd5cKAivNR7IdlSLmOMtJplO87aGkiir75CchWPK8mQzWK7y5fVEltEXXPGY1wnqwPefvvhSph5lQt8rcnZ6XhrHDeOvDHU6agQ6mSCeeh2lZxhNRWdouiSw+olkleshLl0SXV+SF4Nh9jeS3AlEog/Ou6w2okuTD4fXK7291Vnh+/nchj7Rx9hfUkaBQIgFbe3cT66EiWTKpzM+4FuYIwvWk6HQrgXWPVQq6nVe7uNa+r3VduEFWe9HuI/l8NnbK+5fh1xyOtjdc9opERGOo1r87bD1Osah/NwEvL2UZg9h9+P+7TRUDesCxdwnZubWiHDKpL338eat9uq4cLKt1gMc8EWK+rqsJKK+lSskqPYNR2UWJHDmBuPlUxOpzGf1JehExarqthal0zi2Ds7ajPeaIh88olW9SWT2ipGEpD6Rmy9KhTwOxbDuXj+XA7EDglkEtKz1S6zLYH8/EmqmV5U3L+vzloGg8FgMBgMhsfDC0XEiIi4rltyHOcTEflVEfnnXNfde57jYVk9QaHUefoP3HY8ht7LwQGe8lKPgM4fV64gUdjaQrWH172jUgFxcPky9uv1NOFiAkTdA2qBtNs4djqNv6kVwyfeN24goWDVCp2Z7t5FArO1hfcGA3URCgT0CTerCVgRMRwieWZlgogmcxRMvXtXCZ7lZZz79m3swzYU6o6w/YXOLxTkzWYxb9SPYbWOiCabn36qrVf5PLRE+n0k/MmkJuK3b09Xw4jMr1xgApZOY0ynlZIcN468MVStIkHd3cW2jYZWELDF4p13sE2phES818N8B4N43e2iGujKFdXTKBYRdyRZuM7nz+O8qRS2pZ7G4iKOzwoJknEbG9iG1SvU+PjiC8z33h7mcHNTk+qFBU3iSSYdHGg7DKs6lpc1vhwHYyJBd/s2zk8SgdfS/KZ2ifHCiqDRCIRmMKjCsLEYxscqMbqCsVKt08E9fPWqtrEwNrxk3TychLx9FGZJHc7D6qo6J7Hdh1owrPxh6xatoCn6zTkVUTHuQEDnbDhUgjeTUdJme1vbnEIhJVpJ0LKtjcLKS0tavdLrQYh3f1/b5SgUTKLL51OXtUQCBHC1qt9P3/0uzrGwgHikftTiomoLjcd4X0QJvnxeWz53d9Vt7fp1vdfY1rS/j/cg1P1k1UwGg8FgMBgMhlcXLxwR4zhORkT+iIj8Ydd1P33e45nFcfQfmEA3GviPPy1TFxeRdITDIAnCYbVePjhAgkRNCyYsJHCKRRxTRPULmDB89RWSUYqoMvl5+21NhqpVdZEh2RMI4OknxW3pjERdB7YR8Alytap2ttSJYKVNOAxSh0/IRZQcoibFgwdIqHZ29Okzr5lP4KkjEw6rKOvGBs5FEdE33sA+e3s47oULSJQjEZE//sdxHf/Nf6MWzPE4znnvHpJBYl7lgjeJXlkREen0nkcc0Tnp7l3ExoMHar9MwmM4xPwzAafeR72uMUbr8q0tbWdjm1ClorowrK4JhUDcsJVkc1NtjqkxdOMGznvhAmKlVkMMdTpoDWNSXihg3J0OxsGxdrtK6NCencl1pYJ1jEQ0vrJZXFuhoJU0kYheKy2sGWckbFIpJRZ3d3EeVoGI4Hp//udxbxUK+P3224hZisSurGhin82SnDuaYJkl3Z4Es6TOpUto33nwQN2S9vcxb+OxCuNSn4WOVVyTQGC6VUwE10nSiyQuq0143kpFiUMKfotopU2/r+1tqRRIjmvXQJqxRYktYfG4thVFo/qa9z+1slj9xe+D3V2Mf3UV153LqQMbbbVJ/i4t6X2/tITvEurGXLyI49NFrNnEuLwuSSTXTaTXYDAYDAaDwfA4eOGIGNd1q47j/DHXdZ9KAvykmH1C2u0+XNlAi1SfD//Zp5PH6ioSBVaPxGJIYtptHKPbRaJF7QUmN/fvo/2n3UbycfmyJtUHB6qvwSQzGlUh1u1ttaimwC+FbqkBwkobnq/V0nYNEi8U0WQCvb+Pc+Ry+kS7WtVELhxWe106rASDKq5Ki2ARdWSibgyf4rda2C4YRIXE2po+6c9kcE2plIq1UuTzT/5JkDV//++rA1AkopUjXKtUStuwvFUpz6IVwRtH4zGIgNkY8rZJFAqYo0wG1R3U3PH7kWjSJabfx36NBipcVleVEDx3DiTDxx9jG5I7wSAS52AQsbm9rXopbFm5eBH7RCJqEd1q6dh4Db2eJt17e1qlQvFmahmxPY+is97KLhGMl9bndHqi3lIkgm1ZfUGxaAoVU8OEcTcea6tWJoN5oaZQOCzy+38/5on2z6wuIWHT6YAQ8/tB7C0uPjvdkHnxSEtvWlZzXqNRJRf43cN2RdqKi6gbEAkaVpqxCo2uUhQFZ1URK6LYVsh14/3KyjS2UL75Js6TTmPfL79UZ7MLF7Dd4qISfKzcocYLv0so4kyXrI0NbYXc2cGadbsqOr6yguNmsxhrKIQ5Y/veyopW5Yng7+EQ22slnIn0GgwGg8FgMBgeHy8cESMiclZJGJGHqyj4VJlJc7kMYiASQZLEp77RKJIKtj3U60gsmXCwUiYUAllAy+X9ffywfaRWQ2VHIKAipOWyaiYMh+pCQ2KlXEaSXK9Pky4cO9tQmNj6fKolwYSP7SjUlGHbx717SFp5jaUSjknBV78fyXQ4jPFRdJWuScvLSoB4XYDockRRzlRKyQcmUNSj2NvDftTGuXQJP6mUVlhQkLjb1bWKx9F68jzEOL1xxMSPZAadrKih8fHHWq2STKogqt+Pa/f7QarE49PtY6uruP5GQ3U+HjzAerICgVa+d+6o/gi1evp9nfduF2OkIPRwiPXb2dFqLFaikMyr17XNhY5X1KHp93E8kgGs4vBqFrmuxhe1lXgctppQEJhtNRRgpVhrv4+1bzZVFJhVGYMBCE7aJ6+toXKI7TdLS5g7CmATzypeaN88z/56cRFW78Oh3tfURaLOCzVbfD7MFwkXkiWcb7pZ+f34TvC2B7KyhsLEFEUejTTO+H1ANBog837rt3CM3V2Mp1DAvFOYnMclsRqNYp0Y49yXlues8CGhfP48vmtrNa344hh5b62s4FjJJPZjdR+JIxHVJWL1UDz+aor0GgwGg8FgMBhODy8kEXPW4HXXIXHC/8hTHJL/8W+38Z/+Wg1JRTisP4mEVogsLOCYlQqOMRggWdreVnFRJtrU0KBrid+vWhu0lGZSyvJ/tg9QU4X70tqYxBA1Z5h4032HFTO0r2byzaSOSW61qpoO1IJhiwiTs0gECVGzicSq18PnTJpjMTwhj8VQeeA4OBYJnEIByd7iorZqra7iGLu7qhni94NQ+OlPse/SEs7Nahu6O3nX6lmKcR4WRyL6JJ5jSyRAoG1vY54XF1XENpHAvFHMmW4w1O5g/JTL0DlZWIBTVjCopMn+vibigYDakNMmmvoxJPhIrIlo9crqqup3eFuGOh2NV1bCsA2JRApbn6h3Q8thv18JzU5HtY1oxd7tYhzUPGGrFdv1qJ2TyeB3paKVNzw325oKBYyZREE+j9YktssEAph/r0h0sYjYfFaY17Y2HsOh6tNPlZR1XawpSUfvfd7tamUYxYhJyIqolgzbDVmVxPWjULdXo8m7L2OY93sohHv91i3MM+MjFMKakehZWlKNmGwW87+5qeSK62pMs5IlmdTWSBEVBa/XsTasVuI+Cwtq7/7224j/L77A+a9fV2Fhkn38Ti+VNBZntcAMLwfW1w+XYl9fRywaDAaDwWAwPC6MiDkFePU8SMAwGSuVkAAQFC/1+ZBcULclEMBPtapP473OL4EA/rPPRIhPtClwSi0G10UyE4tpVQHbL2jtm88jQZ9MkNDev6/7stplPNbjUgBTRHUkmHSz1Yn/YfX7taqFCVi7rboLTML41J3b93pIxJlAMdm9cQNzSecVCvbWakiqfD7VgKGttwjOXyopoRQIYN8vv8S+r7+ulTo/+7MqPEvCgGv1LMU4D4ujeSKw9bq2ZrCFitUpgQCuLRLB9hR5Zrub34+5YuxQAHd3V5NYtpt57apZNUA3HFY7sMWHlQLDIWLqpz/FuEh0sKVkOFQCj2CFE12aSKiNRjrWVkvjhRUeIjjH2prOW6OB5JmVNmyRisdxjrU1nO/2bcw5SYhYDMl/IIC4CAZxrw6HGE+5jN/f/S6SfhJ4rou5f17wxgzJ22oVGix37yq5EothHjj3dNQSmSbRCLYa8XuBbmO07ab7FCuERBAbrHqibTWFfn0+JWipG0M7aX6HkKTl/Uib+3AY15HL6b3Q72MdFxbw/rlzuJ7dXdWF2d3FPU8tmcEAZMvCAtY/FNLqu50dreRi9Vk0iu9L6mMRxaJqxryq7kkvO44iWk7HK89gMBgMBsOrDCNiTgFH6XlQEJRuReMxxDRLJXy2t4ft1taQOH32Gf4D+PXXqCZgAsuEl6QF9VvoJsLfi4tou6GAL+1b6XTDYzCZYjIZCKgAL7VFAgEkQax4cF11SYrFkPQwIWOSH4+rwCuTOLZHeEV8SaZQJ+SNN5AE53J6XY6DeaJF9j/5J9qC02qh9eJXf1X36XaReC0s4JzFIpLyfl/1L/gku9nE36GQyC/+oq4NtWRCISRkh4lxtloiP/yhiMjiqalEHBZHrI5hywRdt9gylk6DqGKVx7VrSDZZdfXxx2oVTeHj1VUlflqtaRHfvT2sPfVcXFetvUul6YqIaFRJvW5Xq1ZGI+wfiShx4vdjfGxjIdlHgq7dVltuxquXsDssvlgZwzhm5VCno3owdIpii8udO/g8EMA1jUZoQ/P5VBfJ7wepkUphHiMRVEvQ1SyZhM4JNZ4GAwhjf/IJkvTvfx8k0tMGY5TrmU5jDb3xLIJro4tRKqV6PKw8YnsjK11IpjAGWcXGNiXqOnnvnXBY2xS5XziselJsbyT5JaLEi4i2hiUSKthbqymZuLGhJEy/j/kfDlUIeGUF1x6LqXZWtYrrZSvf66/jmNSXYmtdt4t1Y7Uh47VW0/bOWcJtPJ6uVJutjKH7Gcl4r4aQtwLOqmoMBoPBYDAYXi0YEXMKmKfnIaLCnnySfHCApKPZRDJYreKzSETkvfe02mBzE4QM2yxYUZBOa8LU72vbETVkRFAdwraRxUX8575QUPIlGESSQ02N0QjJAROwXk81NSjgSXFVanuwlYSWvwcHOAYTbo6ZVTG0n6bFbzA4TSINhyAOqlWtzOCT9NEIx8rn8cSauiWJBK5/c1PFjNkWsbyMz1i5s7iIZCqRwP7VKua31wMR8OWX0JPI5/H7ONbCP/yhisM+7TgiqZBIINEn6UECjpUN58+D0Go2NQm+dQuEHts4ymXEG9u/AgG85zg4p5coiUbVkYoaPakUxhGLIa5IztGFiKK4tJSOxfTYrJph1QMTcLogedvp6F5Dd6XD4otCsLQ7pnYSW/nYUjMc4rNWSzVwaMHs92P/u3fxOpHAfeQlq0h0uS7ImKUlJPRMqgcDkd/8zWkC54c/FPmVXzndGJkXM4xRxo7frxVN166BmNjb06f45TLWNJFQG2aSSSQ0vDbUrExhayPfpyYRW9ZqNf1eYdUNq2lYCReJ6Lyz0qrbxfyzRZPta+WyarKQDGYFEyvXaK3Ne79Q0OobVtGRwGw2sabdLvZni5yIfk9RTyqTwfcIBYmTSexPPaV8HmO7cwfff15CytuaVq3q3HKeKbB8HIc9g8FgMBgMBsPLCSNiTgG0kO128TsSUbtYarKUy/gP++IiPj84ADGxvo59trf1KTITiUYDx0+lcBxWfLAqhOKUjqPJbL2u7TiZjLbnNJuaRJHgcF21AaZoajyO5IzJvVekkq4y0ajqp1AfhgkVj0WSQERbS/h+JKIaMMMhkiIKfzabmnQ1m6q5USohQaJYKJOzYlGrIaJRrY7Z39ck03Xx93e/CzLnhz/UtohoFMc9fx7bHuWK5H2Cvbmp1sfPKo7YviWCc9+/j20uXkQLV6OhWhj8nFoszaa2p9CNq1rFDysg2m3EpYhWEbF1rtWarrBYXMS6VquIyaUl/DARZ1yQXGTcsF0ondb96UxFO/N0WvVWKCwdj8+PLwpcM7nv99XqmiRRPK6tdyKYh1ZLiR/qm7ASyufDPMbjGHcmgzGypWs0wri98cLY4BzF46dP1M0iGJyOVS+RR7JtMNC4okMV3YvqdXwvsSWP8+W9V7mWJFQo+CuirkjFor7PtkSSbBTkJnlMLSzqTbGqiUTPwoISjV478WYT++3taSudt5UzEsHfrL6LxfR+cZxpbRhWE8ZiKloeDiuR2Gzi2OfO4f3hENfE9syVFW1tOzjQdlC6iHmJGG9L4ezrRzmjWXWMwWAwGAwGw8sLI2KeEN7knGQHbZnHY/xnvl5XYVOvS0wohERhcRE/vZ7I7/wOksRGAz8su2fSwGqAalVdjUjcTCbaasA2CiacnY5aYzNxos3x/j6OQwHLQgHHqlT0KTXbGqhNQzA5ZrsACZxZfRUKA9NOmq1KnBfOQzKplrkUEaU18OXLqO548ADvp9NqhU3b3KtXVT+l21Ur2lpN5Cc/wbaXL+Oc3qoTkUfrwZAkodvPN/N2KmoBx4kjJn3jsSaNbL1hi9nqKra5eRPzVq+r1hCvj0koCa/xGDFBy2fGUyym1SnjMRJhjmFrC2vVamF7iiw3m9oax6R8eVm1R/b29Ok/YyQWw3nv3NH1p2YShVzZEjcbXxTZjUSwtpmMtjlRbJiJO8kmOniFQrgeVp6xcqPbxXF43lhMW2AiEdW58Yq/0g2sVtM2nsuXTyMyjg8SLoOBtkR6HcxIcJD04vrQSYnOUl4hbc4ZdV9I8jKWSFIwZhif3u8jEsXUXuF3EddTRKvyRNTtjdc0HOqasQUxEMD7bKcisdTvK+Hk9yuJ1mqBKKQIc6+H74pMRr8vSfZcu4YYY8Ud783JBPcXW5eSSRC/vAZW2+3uKpnCyiGvvpPXjemwCjirjjEYDAaDwWB4uWFEzBPCW16+t6ftHkxQEgkkmKUSkr579/B3Oo0Ej4kOdQT4lLndRjLD9g6RaUtYJgYi2J76B0xMaT89GGgLiYhaWDMhoH5EOq1WvNTOIBlCO9lGQx1lxmMknV4SiE+xaa3MJ+wiKvJJIWFWqzCZzuVwrcWi2nrTCYkW35OJyPe+BzIpGFQrW85RrYZrunEDlUZff43PDg6U9EqlUH2USmH7pSUkTGz/OQqDgepBvPsutFdE/L6nHUd0oTo4wHbtNoiWTgcJLJ1/FhdR8VMsKjHDZJgVQ3Txoq4LST8m6yR1vHov1DhiewfbOEYjnDud1ooACiBz/HToajS01YTxyWSfrlwkS+JxrXhgixVjcTa+vIK90ai65rDai6Ql7a+jUYzx/HmR73wHx7l1C9dFkoZaNCQySiVc32uvaVse24GYMBeLaAv7+GMVnf7+908jMo4PbzXXYCDyox+pGDfnltVVrCxzHCU8qcnjFe32gqSK12FNREkcEXWv4vcBq2cYwyI4LvVlSKbQjY2VM6zcY+vQygr+zmYR443GtNiwVzuLGkYkKSmqSzJqZQXztL6uY2BrG4WZeU9QPJrfUdEovp9IVIvonJAg5fxXq9rW6dWIYex4iTMR/U7k/gaDwWAwGAyGlxdGxDwhvP9h5tPkXA6vWZJPzZZaTZM0OiaxlSge19J2EXVtoWuIiD6J9pasU5uA77MyhJU0HB8ThX4f56ZGQaulbUb1uhI51JHheeliQ+JIRPUeBgMlWNhSNBgoYeMle3i+VArJMHVzqP1BDRO2T3U60OtYWMDYb97EHF69ivcpoHnhglbY7Oyoww5dgkSm3VsWFvA7n8fftKU9Ct4n2ImEyC/9kohItX7UPsfFUXHEtphAANfHailWjzQaSEKTSSVHOh0keuWyJoes+GDCXSziOlxXBXBJZnhFWSlmSjKGFRCsWKF+DYVpucZsoatUcC6uCSuv2AbjrVxxXcSi4yBemAwfFV+djorCkky7cAG/79/X9iS2YLEy684d3AdLS9DCqdWUaKnXMf5MRsnRVArVPoEA9mMLFZFIiPz8z2usPAuh3sMEXxkf2ay2AHL9RaZFlUV0PanJ5HWF4d/jsbYyeUkwL/h9RIJDRFukwmG10u73cb+yOkdEz029K8fBHMbjStR0OroetCen3fXiolbIkZCJRrFuJOD4ncJ2z3xeWx8LBcQLnbboPMfYI3Eioq12bMEi4ULSR0S/k5eX51uae4mzeRWEBoPBYDAYDIaXF0bEPCG8/4FeWEDbzFdfIWFZWsJ/wNfXUQlDq9R4HG0jtF8ul/Gzvz8tbBoOa0LHqpNmUzVRRPTJMO1nRab/ZlsJk1BvhYVXkJc6MBScZHUA9SLousMWDv4waQsGMVZqvYjo+diqMBgo2ZRMKhHFdiuel9oSgQD2+wN/AInRb/wGxum6OE42i8qOaBTVCKurIh98oPbbrBxhe8bSEubryhVUtNRqGN/qqq7lUSCx4XVVEpm4TxxE8nAcbW4iKWy3sf6pFLRg6nUVVB4OQTpRb+XePRUUjcXU/YdtO3TUSSS0qoXtRF67agr7kiAR0aSZbkq0UOfcdrvYLplUwisc1uOL4D0K6CYSmnDPjpNkjbdNhgn+LLnI1iqSkRR89vt1rliZw3hdWMA68hiLizj+lSuIiYsXRX78Y9yPk4nIO+8gdl57De5m8xLmfF5FWUMhvH4WOEzwlRUrxSJ+GOt+P66fa8b1ZSULWycppuwlZEiUHIVZO2qSKdQY4rlYISeCmKFLktexKh4H8VWvo2qJccG2JcZZv49jUH9rZwfvs3JORJ3gSDhTX4mCzN52zb091bLyus6JTM8HBapXVkAql0qPT6Z4q2OOEgk3GAwGg8FgMLwcMCLmMcEn0V7hx0gECcXdu5qsbm9DHJauINRJoNMMkz3+x39zU1spaK2ayUxbYNPhiMeYtQWmMxGrb1hVwGSLei2hEJISap6IKBFD4oZPcqmpwmqFREKrZPhkmC0y1B/p9TR5o2gsXXpCISS32aw67dAJha0AqRTOv7SERJJtI52O2lT/4T+MagZWXtC2V0Qdhd59F+0EtRrm+OpVfJ5MYk5/8hOs44ULmGcSBLPw+7GvN2F6uIHj8WKJmjAi0yQbSbB/8A+0zSiXU/Far803dVREVHS0WNQWJMYSrYspcDseaxtTJoN5ojbQcKh6PN0uPiNYXUStGZJzfr8SLnQ2Coe11UdEW0CiUWhybG4ivqiDRPFpaoMMBpgPxi0rLkjgMdbY+sRr4/ipReM46qrFmB2PsfbUIGo0QJ42mzrH6+sqVs31p434T3+K+2FtTe+vZ5VIz7awdLv4TvnpT6ER9ckn6pjG+9C7ViQWSBp4W4zica0yIjnC7wVWscyC5AvJ1U5H15PfWfz+oyA0K1D4/UFyiO14/B5jHDN22ZJJAoYaVvw+jUaxLpOJxiPJ3eEQ2xcKqifF79JwWAleCk6T9GSFHefDq/lCcXRvGxK/iw6zqZ6taFpeNpFeg8FgMBgMhlcBLzwR4ziO47r8r/uzg1e4lclQMgkigP8539tTMdNgEP/xTybxn/nVVdUt2dnB8RYWNDGsVpEQ5HL42dpCQtlsamsAy+vZYhAMqlBnuTztgMKqFCbcrGygjgw1P9i+wKfabEWh6wx1RGgPTCeRdhvzQRKj0dCqm2hUCRmOqVZTAc2FBTxVHgyQvGxtqR7Fr/0aEtyPP0a1EVtHSDQR4zESUNpZp1IqRvrBBxjzhQuwCb97F9dNTQaSDq0WzvMzP3P4us+65IiEgqcRS96qBgrNkoS4cwdjy2ZVs4TOLWwVKRSwzYMHWmHgdSQKBnG9GxtIbjsdbM92IRHsk89jHemWRFetSESrr1jRwCSTVRC0C/eKOrM6iW1OrJyiBfZkosm2N77YWsKWIrrbMKHn2tMm21vd4TiYD7o0kRjy+XAvseKIlWQ+n15zqYTKIhKHrPBhZZmItpNQWFsEv3d24MxVrSIWn4X7jd8/XYnjFcnlOvN+Z3sbyTtWHTFGvGQLt2M1Fu87Ef0+mQXb2ehE5SWcSQQR3E5E19arJxWN4ruh3cZ3HmOg09HWTn53BQLqGFerYbx0+mIck8BmlSG/dycTVECRkOE6x2K4x8ZjxAznl+Tt/fs41sqKCj7zuy+dxlh2djCehYVpctgrxPukFtaHtaYZDAaDwWAwGM42XngiRkTSIlJ7liek1SitfvmfcxF9GsxEd38fT1fTaSQM2azIz/0cEubf+z39j/9wiISjXJ52L6EbDTUZqF1BkoGOJEyaWf1CbRqvICrPEwxiHFtbmoAxCWLlDJ+cswKBVQez7SKplLqViGhLBMkctrp4hXCXlqYTl3BY54Gis4mEPuX+3d9FRQurKSjamkphfumO0mqBtLlzR52SSPCI4BjUm6HN7ZdfoiWFT7VnnZQOgzeBehLMiyVWwTBJrtVw7bQXZ4XG8jI+++gjrfygVXW/DyKQ5Afdk6jrQgt1ulfFYkr+xOPTyTuJl25XKxpI+nkTe9oE37+v8cDjMGZYFUGdF8YXdWgYe9w+GgU5yXY6HjcUUrtkEU3qWdFArREm4uk0YiQcxpozvns9zEc2CwKGpA1b85aXlZC4fRukx+qqtsx4wYqxJ0msnxS9nlZ69Pu4Zmo/sTKI9xor0djiJaKEAUlT7kOClt8r86hvtiJyXxIydDELhbRKyis0zs+4v+OoVTi/22o1rRpkPFFEnNo2oxG+E5aWcOxWS52NSOLQsWk8BilJEXK20Q2HWrVYqahAOb+/trdx743H+p1Dksfv16o2fq/u7GCf5WUclyQ2MfsdctLvlOcdbwaDwWAwGAyGx8MLTcQ4jvPfEZH/ieM4/1PXdQ9O+/jznjaOx9CP+OILfJZM4v3VVSRztEv+3d9VcsZ1Qajwye/ysrqJZDL4jzqTQj6VjcWU1PCW4jNBJSFCVxi28pAESae1nYjkCtsJKHgqoiQIK1W4jTfpZWsDXZt4/k5Hx85qCFr+RqO4RmpxpNPYv9XCub2ioazuWVjAvvv72s5w964+0ablbiQCcuvSJR0HqyKSSZHXX8f+N2+CVPDa2TL59OroHByouKvXueQoPA4JMxtP8TiqdT7/HKRJLofYuHIF13z7tlZIdTpK0g0GmCvqCPn9SD6//lqJuNnKhm5XxWWZjPt86kxDm3OfD1UhdM5yHMwp2++iUSUgZoVf/X4ljcJhjaFAAJU2zaYmu9QS8grsejVJ/H6tDPK2IzHhJRHDdrZodPp+ISnJ1heSMhSMJmmVyWDuzp3DPRoI4F6maxlbWei0NRzis3v3tPKBmBXvfdw4OQkoEDsYgFj9+mudu1JJK5hE1Hqb7Va8p2eJFe93C/cn+cvviMOui+fyEmZcV5ITbG1ilR7B9jIRrVyheHSxqHpW/P5aWcGakCAi2eYVIF5aQsXL3p6S5CQVu13MWasl8q1v4TWrXmhRTUc1kj1s4WScdrvTwuYi+jcreXjt9TrWyqsd86Qivc863gzA+vq0XtDsZ5ubz3Q4BoPBYDAYXkC8sESM4zh/QET+poj8hZOSMI7j/LqI/LqIyNra2qHb0VVocxPJejSK/+zv7uI/9KUS/l5fx9PVfh/WyY0GxGNffx0J3FdfIdmkKOjv/R6SCP6nP53G+942ITqdeN1J2H4RDKqmChMZPk2mqCl1Mli2z+OwgkZERVtJdLguztvraTWLCBIpVh94HW74ZNrn0xYPthzQUppVLrSEZXLLJ+ErK9qe9P77GNMHH6hNMhNd6owMhyrqur6OOaXYLishSBi88QbmLB7HfpkM5ppPrUVErl9XTYd0Gnoyx8FsAnWc+JqNJwoP0z63WsXfV66IvPUW4oFOSL/zO9gnHsf1bW9jLtfXMXes6qBIMQWFKTjKJJOJJNtRqO/DVrNmU9tZej0lQOJxJTmYLJLEYUsMY4+EBeM2HtexiGgrkDcpJ8k2HOpac1sRJRHYspZOa1sc295IGJCAWllR4o327KwuSyY1zgMB6NQw4U4kUMkQDCK+6CKVSKh+T7utFub1usYOySNvnJwmZmOLcXjnDsihvT3Eye6uCiCfP6/taV9+qXNGcpNVSF77alaskJDiPmxfOgwkrkhAkNQhicLvNCax/J4hIcR4GwywBtks1vniRcRmq6WxRBHmpSUQfauruHa/X/WF6NCVSmH7ZFJ1Zti6NBioZbvrKrnHyi86ioXDOFcoBNKUBJ/ItGgzW/P4PcgxzBPifVKRXnNbej44img5jKAxGAwGg8Fg8OKFJWJE5IaI/Luu6/5/HcdZEZHLIhJwXfefPWpH13V/ICI/EBF5//33XZH51S+DAVqIDg5Un6VQ0KSRT3VHI3U8YvuC1wFnZQVJNysyqKPBp/WJBI4dDiOZmExwjFRKiQXa57Ithy44bAHgeOJxnDOdRhJJnRomuSRM+LQ7HNZkn8kZE7RIBHPhrXLxJmlMsjgf0SgqS7x20UtLmmzTuaTVwjwEg0rwvPEG9DUqFSSVrAKhHgiTIyY1bDPI5VAZs78PUuL+fXXlWV2FWGm9joqH994D8cLkmUnopUs4/0n0FbxWto+KL7qpVCog7xhP5bJWjVDcuNFADFGThVVS2awmsdQDcl1U06TT6hqzv6+i0ax06naxDkwew2Hsz/PTtpvkBKsl2IZEoVu/H8dotbRVhMScN0H3CjZTf4dtVf2+Jo8kQUj4UUyXhCIJFlaJxeNYUxIDtJF2Xczt4iKuiSRQKKTJOrVu6O7E8ZJ4KBZF3nwTMXXnjlZknDsHkoZVHbGYupa124hZb8yEQk/X/WY2tuiM9KMfTTtFNRpq+5zNqvAwSUxaflMHSkSJNG8VDWOA1VFeomW2miYcxvFIFHM7zh3nOx6fJpEZF951VVcyfHblCpyThkMlIxl7bNsjAcjvxOvX9b6Kx7X9bzJRcehcDuRJu41jso2SpDGvJ5nEMZJJ7MsWJ/47wUqXTAZxWK0qKcKWpFDo4bYhr4X148DclgwGg8FgMBheTLzIRMxARL7vOM4lEfm7IvJDEfnvOo7zf3Fd9/9w0oPN67UPhfQ/3CJKUMTjSERpkerz4eltq6WtRrEYkkMmFamUCvAy8UkktF2nVNKEm0/0mWB2u1o5srenySaJGCbWTF7YrnDtGhLXr75CouEVRKW45WikIrAUQKVVMZNotlyQ0OFcsBKC5A4TVT65HgzgMuS6aiscDmObUAjXtLGB8zMZIUFE4oWVNHt7IJguXMDxYjG43JAsikZxvJUV7Ecr51RKE7fxGO+vrmJsBweawBUK+JwuUY+CJlCD4VHbUWOD2N+frhTpdLAOgQCuIRxGwimi5B2FkEncsQqlXldNjGoVMUhii9VX1Jqh7Xanow5Be3sgcmg1PBhoCwgrZRinPp86A1FnplBQ7RmSQySQul2tZiDhk0iowxNbTCIRbMM1p900K09oY8ykPhrV+JpMcB3jsdq6UzuIFVNsqaHYNF9nMjhvKoVEfH1dCQIRJOgkH1k5lMkgZoJBxFChgB8KJ5PEfFYaHd4KFQpiO45qNmUyqpVEgmUwwHXSkYs6T6xoYqwlEqrLQzLQWwU321Lm82E+qSeVSDwsFEzShhba1GeJx7UKhvuwssnvxzZLS4i9c+f0e4wuSNSX+eor3L+rq4jjmzfxN53OMhncf2z3oxZVt4v4OHcOsUCylzbxrOiaTFRTqVTC+Wkrz/jwkiLXr2vl2VEkyZMI7j7LeDMYDAaDwWAwnB5eZCLmxyLynoj8D0XkP3Fd9z9wHOdvisjfdxznc9d1/z8nOdi8XnsKLNbr2s7ABHdvD/9hZhLAKoLtbSQB5TKSieVl1RzY3kYSwGqBdhtPV1kyz4QmkcB/sKtVJHmTCVqe2CZx7960SKRXQJPtU+xhZwUCnzhTs4OVOWznIJnBRDeV0nYMr7U1WwJYDUSdjXRaEyi2OdVquL5r1/T4rHBgSX+xiKSXT5r9fvzNhCmZRDJFAU4mRxcu4FzU4UmlMC/ttiaavDYK3lIrYjJBcsZkj0lgsXh8Iua48GpvpNPa+uW6qMShVTkrD9jaVSqhGqvfx/iZ6LGqhsLPoxF0Lr76Cn/zqf5ohHhZWtIql3gc60cnro0NXDvn2qs/1OkoUUKyMZ/HNbDShoknE+ZAAK9ZSRAIIJZiMdWfEVEhXBGsL49H0oVjYIk/25B8PiUFOEc+H+6NhQXcE6y6ikRwXaurKoRNIVgm1SLYfnVVyVa6bnW7eK9WU3Hp5WW0G4pgvp63SCpji8TJJ58gVtptVJCIKNFHcooVPSQm2a4YCilJHA5Pt0SyUsnrfCWCOWdlC4/BOGALoVeLhu1CbNehvbW3RY3aUKORfjdQ+4r3Dr8n83mNF7pXieB7gNbWwyGq5FiJw5bJXE7bFFlZRVv3XE51pUjyDYdaWcXqIu/88vvaGxONxvFiwgR3DQaDwWAwGF49vLBEjOu6nzuOUxORPy4iv+E4TuKb9/6OiERPerxZG9h8Hu995ztaMREMaoJD291KBe/HYkiAymUkBXSi8ToYkbTpdrFvOIz/1DsOyAo+0V5cVJ0B2kDv7CDZmkxAJtBhJvDNCrIagU+IWalQKqmddjispBIJiNkn6rPW1SRkXHd6vLy+alVdeJJJrdahNXG7jYQ4m1UNl5UVbENCgZVHbDnyuj/xXNQoYRVOKoV52NrSdrHLl/F5u411yWTULYqaI6z8ENEn0azmyOWeMCgPAZP2UEjk29/WFrdgEITZxYuYt60tFabl+tFFKRhUDRlWJrCKig4vwSBarFittboK8uCjj7TaxO9XrRlWf+ztKSnFdWeVDKsBOK+swiiVML8k6lgBNRqpSw1j7PJlFaru91XThtVlTHzZHsfkni0ejC/qb1CMl+5L29s4BtvpmEQ7jh6TJCHFXyMRHP/CBWz3u7+rgtmMg1pNE2ISp7QypvBsr4e1fB7WwSSquI4kJmo1JU0uXlTipVLBelFHhbpUvF/DYVwjdXpYxcJ7KJHQ+89x1EXLSzZ6xX3pqMbvtVgM4xPR1jS2llGEm0TawQH2oc5Nu61ivqzsInFMAigex+taTatsSKixApAtkTxvMIh75PJlEDbNJv4dIOnutQHnnPP7yWsHPk8z6rjCuSa4azAYDAaDwfDq4YUgYhzHuSEiWRH5iYhMXNcdi4i4rvu/dRxnICJrIvKvO47TEpF/UUT+o9M6dyiE5PaNN/S9jz/WKhGKey4vo4KBrQwUaqzVsN2tW0gKWLGwswNCIhwG2VIsovT+xg2Rt98W+dt/W5McOtkEgzhHtYpjzWpTsEogl1O9lFpNrYopvuptCVheVp2bVEo1HYpF1Y9ZXcVxV1bwFNlxVOOGCclohG1aLbWA5ZPzWk2fJrPVgHoVImiPqVZF/sSf0IR+dRX7M+lbXMR4WFlULIK4uHBBk7tyWSsWFhfVdngw0JaDXE7njYQGYknH+zQxG08ff6zVGakU1iiVwlwmElpFFAjAEYckSSwGAoDtEXSsKhRwrTduwAmmXBb56U+VTGu18HexiHXhb1ZOJRJYn1BItWPu3sW8Li3hM4pK1+tqr86WKGptcJ4jESUIqSuzt6fXsbKixIjXUrrT0bX3+7XarNXC5/k8xkYb8mwW88DWI67lzZu47tVVrdRIJkFQXLyI1599hjEnEpjHYhECt8Gg/qZGCKuAqAXDGBZ59pUMJDE5v8vLWilH96rFRawFCUd+T5AkJZFHS2t+F7AFiZVCXpty3jMUs+V+jGMKP7NahevHyqyNDbxHC/N0GnPvtaFeW8N3RLuNdc/ntcWO2lEk7JJJtBVtbCjhx8rA27cxJysrOt58Hmu8u4u4WV/H63pd7yOfD/NWKuGeYhUbqwSXlvATj2tclEoPk/nHgQnuGgwGg8FgMLx6OPNEjOM4/7yI/DsisvPNz08cx/mPXddtiIi4rvtvOY7zyyJyRUTeEJE/4rrunZOcg4KX/A80dVYOQ6OBpIMJBPUYvLbMGJsmd0wMCwXVGshktKqFlSpXriABWFpCJclgoEK+Dx5gnHT3YEJCq2i+V6upGC21HJpNrUbgeFxXqweCQX1CzlYmWkmzmmYwQNLD6oVWC8kGhXV5LQcHSEoWFnCN/T5enzuHcS4vY4zlMo7l9yNh+mf/DOfJZHDuCxdwvkRC14RPzVdWQG6xQujCBZxjPNa2pIUFTfpqNSUM6LaTyaglOR2sThvU5TgsrryxxKf5iYRq+YhoGxjbeLpdtCJ1u5gvkiuMlYsXoU9BnZPlZZzn4EBdpAoFzBfnjHpDJGRiMXW36nZRTUFiji1MxaImvqxIYEtLuYzt83mtphLRlhVWNmxugjQiSccYZPUOq1NaLSUeCgXV/KCQdamEpJpOYNWq6v5Q9JpaTdeva6IeCmmFCOM4ncZ5V1Ywd3R4WltTTY5MBg5E3rV9XpUM0ajeU40GrpEVICTGSEZ0Ohg7q6DoFEUtIX4veLWgvK1zbH9jtQy/72jtzCoRVtew1ZJryjaiWExFwkW0fYqEIa3KWy2tIBwOMW5W4AQCWCfez60Wvj+Xl3X9We3X76vey7lz2IZE3GAAsocW7dQC43dpt6uVWPE4vlOWlhBHXu2XgwN8J41G+DybPd76meCuwWAwGAwGw6uHM03EOI4TFJE/LSL/Y9d1f8txnH9BRH5GRP6S4zj/nuu6dRER13X/sYj8Y8dxAq7rjk56Hq/7DZ/0U/R1HujOwaQyFkPCmc2iaqHZBIERDKq+RamE/8xXq2orTX0NOm2srCghFI0i8aMoJQUl+319MsukiW08IppAbG7qU24+xWUiOploOwIrDFwXY2WLEJ0+Gg1U75w/r6TSwgISoAcP9Ckyn6ozUaMd7GSiOiXNJvZlcr65qWTQ0hKS93fe0QqQWg1zuraG49++jfE0Glot0u0i+WF70tqaOkeFQiAQPvsM5zh3DrbQdC95lk+iD4srbyyNRvj8tdcQR/fuaRyxauTrr3FN1F5ptxFHXLPz5zFn3a4+5U+loIkTDqMKoN3G/mwf8tqR+/2qEdJoIHYWFrTFhNVRg4Ges93GOUS0daPTQWzduYNt6KC1taVta9SyocjuxYs4TiKB92o1beFj3LOqrNfD34MBxtds4rwrK9if9s0cz2SC43tb8uhkRbKS+jvXr+Pa7t7FD8WNvdo2tF5/npUMJFLSaaxLozEt+E1RWZKtuRy2odZQtzvtRsZqPZI6dGhjjJBko7i0iFbmUXOGZFo8jr8pcMyWoOFQSdFz56bjgBVZy8uYd4pGt1pK6vB7xufTlsZ6Hd8pFy6oQxePubKC7wa6zrF1LZnUlk/GleuCkCEhSzKI30XU5Prxj3FduRxIRL9f3dDYQlmtgqjztqwdJsp7HMHdJxH0NRgMBoPBYDCcPZxpIuYbpETkmoj8loj85yJSEpE/KiL/AxH5G47jfFdExq7rfiAiR9SxHA4mM/W6JlbznkryP8MiKrDrtX/lf9TZDsPS+nQaiVyxqGQKdQ9cF095KUJZKIBMENHknGKj3lYlkemEIRLRxIGOJ0zwmbRSQJd2sV4LWrYTiGjLAl1Tkkl1raF7D5+G0+WEpI3XVWUy0daNtTV13RFR/Ry2O/ApPNtdlpdBKlDjgu4u9bpWbrz5JrQ9/H4V8N3eFvne99S95cMPVdB3bw/X8cYbIHUqFby+dg1r9DSeRNNdajau5sUSdWrmxRHba1hZwGMzPkS0WqrVQrxcu6ZxRn2TQkHXutfTygc6WQWDIDYiEXVtyudVa4MCqIwvrj/JMcYIY5zJfCSizkXDIbbv96ddxKhDQzccxgWTYVb+eCtseOzz57XCiY42nY5WEdFxi3FJQWcRxNrnn+NYS0tI3v/pPwVRwLbAv/f3IK587pxWXTzvSgZWhpAUyudVf6hQwFyGQpgLnw+EJb/jvESGiLaFjceqxxKJYDu2O/Ge5f00Wznj1WqhngtJF1YEUtfG59M4oTYUdbC4liSa6XLUbmMd2XbFuOd9lEiAwFlb09ZIEkt37mAcxaKSIgQ1hyjK6/OpKDXFxxcWsG+zqet88ybGtLamYtci6iLGKilWb928ie8gx1Er+eOKg5ug74sDCuUf9tnm5jMdjsFgMBgMhjOKM03EuK47dBzn3xeRf81xnDuu6/6m4zg/FJFVEfk1x3H+loh8X0T+n99s7x5xuLkgyRGLaSk5EwoR/KeXbjyDARKebFY/p/YAf3Z3UcVQKmnbEPUVFhZwnlJJS+xZtt/t4qdex3/YWR7vuqoDwZYQjjsW09aCQECdZWaTW7Y9sYqGxE23i8+9iT0JKSbDbDWgbgJdlWghHAqpDTAFTNkGIqLWx7kcEsXf9/tEfvu31YWGejE+n9rL0kKZFRxefYZaTSuELl3CXC4u4pxs3bpwAWQLbXypPUEHlFu3VLtCBPtQhPm0wdaLfF5Ju9u3kXRSg4TjoKPLbByNx9OxwES12UQVESsH+n0VX+10kJQy2Z1MsE7JJOaFRJWItvwwdjgeun3RkYiEy3iM9+7f1ySWLV4U4uX6B4Mqhsx7jFVYJFjY0sK2KCbd5bImwYkE5o2iwrwfeK/m8/ihkGo6rcQR17rfn67GaLW0vfDiRW0To+Xz+jquoVzG640NzOudO1pV9TyTYRInJFficdwTIqg8chwlPOgcRmFlx1FBZt7bFIIWUcFdfofRcavd1jYlb7LprYqhkC8JY7ocUUCYpBWt2EkM0a3q668RJ7GYVumIKAlLDS7q+mSz2qLkFS8/fx7rtbs7rQEkMl1ZQ8I5ENCWKQqxp1L63ToYYA4nE+zz9ddajcY5JDkajWpbHYkTtoOJaGxTkPpRlS4m6Pvi4Cii5TCCxmAwGAwGw6uHM03EfIPfFJEbIvIvOY7juK77z0TkP3Mc59dF5Lzruv/Bk56ArTTJ5MNPtm/fVlHUahXJ8fnz+sRYBNs3GtiOApXj8XTrBC1yt7bwH3RqHtD61OfDOFZWkODy2BRAZXtIMIin9tRgoLZJLqdl/PwPfrmsiXMshsSdr7/9bVyL42DcXsvgVArnaTa1GoWWwfG4VsyQ0BHB6z/wB3CNH3ygrQA+n5I/gQDIkmBQCRJaf9NGltoKnQ4SnTfe0IRue1uFYOm81G4jMW40VFun2xX54gu0mFDAlNVH2axW8BD1+pNG0OFgtVGng7i5eRPzvbOD93d38T5dgURADMXjSgq0Wlj/eBzb/vSnWPflZRA1JJy4JhQRJaEmggSyVsMcZzI6pmAQT/RTKRyjWNSk9coVJdxEcD6KpVLTJRLBvUAx2Pfewxr7/UqCsOqKrXjXryMpvX8f46PGSiAAQuTTT9U+m5ovwaDIL/4ijvvbv43P43ElDLkNz5VIIL4p3Dsc4p5LpzHeUgnzvbCAcd27h/Gm07hWim2LqNsQK9AoVvy8QRt6JvGxGL5f2DIZCmG9Dg4w3yJq4SyirWd+vwp1UyialW0ktuJxJVSjUcQJq+pEVNiXosl00GKVFUkYajexJSeV0nGQyGg01C0sGkVbXbOJ+7zVwj3QbuM7bm1N47RaxTi++ELbRTc2VLOFBG8igR+6ypE0JyHJ62KbHtvz+n3sw7YtWm3Xavh8PMaYAgHEEe2xCVbMiExX8xyn0sUEfQ0Gg8FgMBheLpx5IsZ13Z7jOP8PEXFF5H/tOM5rItIXkbyItE7rPPyP8Sx2djTJ3N/Hf74TCX1aPBggcaBLz7VrSICpqcGnxOEw2pP6fRyHT5h7PX3iSpHTZlOJEFaY7O/jNTU0YjHVQMjl1OFmfR2JQbOpyS1FO+noNJngmi5cUMKEltjNJrbjdfJJNpNZam/wKTYTkqUlJD29HhJ9JsrdLnRZxmNtW0kkcJ2VCs6fTCpRtLCgJBerJlZXVYg0mwUhkM2K/OhHqGxoNpGAkgyii9LVqzjuRx8hcVldhR35xx9Pky9Mvp8mGF+MJxJx5TKumfoboRCu7do11avo91UX5fJlkBWsHGA8DIfahtHvYz1pEczKKYqt7u+rCHM8rva+y8uqRcO2u9VVxM7urgoJMz7DYU2eqVNUr2OMk4nGRqGgzkZ0G6IQ72SixCdtvr2C1K0WrnFpCbHd64n80i9pfBWLGg9svRqPsR/trP1+vO+teBDRdpR6XeeBItq/9ms4XqWCODp3Tsk7tnGdBSSTqndSqYDo4/cGW2CotcRqEhKpq6uYPxFsR8ciEsmsZOF3BvWddnamK15E1OGs3UaMUHCb+4pgXxKpu7tKBg6H2IatlxRNJglNAvLnfk4JIsdRnZZz57DP3bta+Ua3OBGtNmSbFluleN58XvV2WN1XrSJ2SWgHg/h+Gw5BFLJSjFpfuRy2ff11dU968ADbZbNKolOfKxrFeY9b6fK82+AMp4Oj2pb4ubUuGQwGg8HwauDMEzEiIq7rVh3H+Q9F5AsR+Qsi0hORP+u67v5pHL9SQZLP/+R6e/epjcEKl3ZbHVrYakLdDZIfV66o3bQ3EczlkFCUSvhPfiiEY/R6+E88iZt8Hv/pphguHWNYXcDqjlgM58rnkdgzkQqF8B9+EirjMZIHtrZQHyOXU92VREKThEpFE5l0GtuHQkjAqClBwmV5GT8kfKpVJR1YCfTGGzo+uis9eIDXJHHYEkFdBp8PRFGvh/HEYiAn2JaSSuG64nEQPRSHrVTUolYEc/Dee9PJCxPQbhd/v/vuaUTRfIxGWmVSKmmrUL+vCTNbgkhExOMqwMqn81yfzU2t+vnyS8zF4qK2JV24oHofbM3Z3NQWL4qJsnqGukHRKGJzdVVFgFkJ4hXwZRVDJIJxsD0pHEYckNRYWgJBsLOjItHDIcZZLuOaUynsk06rdtKtW5qAM/bOnz88vi5fxvqzIoMEES2Y2QrDRJ82ybR8JjlDDIc4ZzIJDaJOB9sUCloJdOXK2UmEKbpMXRdWm1EniETD0hLuORFdU+o/8buIpDIJJ4okO45e++4uPotEVAuGcUGrdVbn0Mqe4sgk4Kgrw+o66g3RTatUUuJ4eRn71OsYQz6vJGqzie8wksdssazVsF4UcD5/Hufmd9e772qL0NoathfBOVdXcd25nJLEtCuvVDDOXA7kXDA4LXacz4PgvHMH5+Kc1etKLFIDKp+fbksiDiP4jiPoe5r49NOjdU4Mj4dHkSzWumQwGAwGw6uDF4KIERFxXXcgIv/EcZx/hpfu5FH7HBeNhj495RN5EjEXLiDZ3N9XkmRxUTUWSOKQpBFBgnn+PP5mgkGiIJmEjkMyqcK51E9hm1I0imoI6rhQvJXJLAVVfT6tFCmXsT0JI7ZSNBrY9tIlfNbrqXXv2hqulQkKbXqp3cG2ArZ/UJuFiETwlHhjA+PtdtUadzhE8vczP4MEkC0QiQQ+/+531ZknGsW2TMgpBuzzqaOS3y/y9tvaxpDNinzrWxh7sYg5jESUkHj33fll/yI41nvv4W+SYU8LrCaKRFS/plrVNg8mxYwP6rCI4BqbTcQik0627MTjSAbZNuTzIS4vXlRNDLZudTqYw+1txJjjIOFsNrGuwaC219G+d3tbHXdYRUGR3Hgc+62uqoguWzvCYcTaZKItH4OBViJQnJlVUF5NIZKO1K5hq8e3vqVVGLPx9dprqIZKpZR0eesttST2koyBAI5x7Rre4z3c7SrRwva8aFS1V0IhXBN1Yc4KSNwOh3ofnzun30ms2qBldTCI2GAMcK153fyeYrUdK6hYTdPtInaTyelWRpLEXn2WbBbxWangfGwTo4MTnbL+/+z9SYxkWZamiV2ZJ1VRGVRURWebfQj3mCOnyuxmZVc1mqhNg2STmwaaQLOqCXDHJQGu2CTIDYcNwS4uyAYXvSoQDaKqgCKqq7IqK8eIzAiP8HC3Uc10VhFRmeeRi98/nidiqmZq5mbubu7vAApVFXny3n33nnflnv/+5z/OmQ5MLGa+QloUc9/5uVXFgh02HGqezWR0X+OxXuf+AgG9Ho3quQN8Sac11zx9qmcKDa7RSK/zrMIMKxT0HcD8jt/H42o3oK9zYqkBNA2HEoH+/vcNfCkW533om8p0QYfHN998880333zzzbe3Y+8MEIPNZrPXqox0lRGEXkUJ39qyHd5g0DQG+n1bzHsrbgBg7OxYFaR4XMHfp58KMNnYsOpHqZQJhTqn87JDjVYLwplLS7ZLSxlqxHUpWz0a6fN7e/p9cKDzxuOWnlIoKLgnqEaglUDaC7qgp0A5a42BjhkMFMjEYjq2VDKwaG1NwQ+si1xOQRkaC6mUc//ev6f2nZ+r7YjJ5vOWErWyYto9kYiC8kRCwUy16tw/+SdKScjlnPsH/0DncE7HP35sAQ4VTBbtbWt9kHaGbW0p8CoU1H+JhO2s07/o56yuql/wv5UV/T4/V9989JEYJDBSqMyFWCrBMZpCrZb189qafBdQi4pHwaCCxYMDfbZUUtuoShWLWWn0pSWdizSVfF7nisXkz/i3lzlAAIuAML4Vi6ntsLJI48hmDZC8zL/yeQEu6A05J7947z0LcAGt4nFjU928KcZLNqvy5v/Nf6Ox2NmZr4ITDpumyjdBF8ZrMFEQGS+V5CsbGzamkYjGHH2edNoA5NlMx66v633Kd/PcwV6hyhppaKSkDQYaB6+/oemztKQ57/FjARiAILCZVlYM5IPFFImobWjJTKcmCL60pGuQZrW8bBpYzpnfnJ/rNapfOWd6Ns2msXO2toxV55yu+/HHxgzKZvWsAeRR8howmTLg8bh8qd0WWAhjDfHi01NjxOVy3zwf8u2bZX7FJd98880333z77tg7B8S8DSsUtFgeDi0IYCd1sYoFAQq74+yaE2AgzppKaXFPtR80Stpto/yzU7q8LMBmPNbvdFrHXlyYaGs4rKAT/RWYM9msBcIE5LOZgoJcToFlvW76I4BAMFsyGS3wZjPn/vRPrXITTI67d00Ek7QUNA6iUe0U93oWNKEfsrNjwRasH/Q+Pv5Y99pq6bhYzHbhBwP1PQFeJqOfiwu1K5m0VKJyWcyWfN5K01YqCsZ+/Wv1K8ykRsMCs69S9NIr3IwWzcaG2gtAlEhYehuaHXyuWLTKW82m7ocS0NmsRJe9VY6iUfXnkyc69+am7v30VH2PyO/GhrFiKDcO8yMc1pgdHFiaWDSqtpFKRgpJJGLBA+24uND/Oztqf7stVlS9Ll+CWVAoCEyqVnX/pM2ha+OcaW1c5V+djt3Ls2emmfLggfyCNIpmU22/uDDmBf2RSjn3+7+vdjx4IE2h3V2VQXduPv3km2TegA3fqtX0DGWzYqpFowYuUImqVNKYbm4694d/aKmC7bbmlrMz9Xcup74eDvWTSBh7bmXFUuaiUfk3wrQwV7yit6mUPptIGJuPc3GdycTYKisr+r9UMv+ELYZ4eDCotpZKOg9+k0jod7NpIB+6MqTHIVqeTluKVbVq2lSTiZ6ZUknnKxb1fr9vWlV376od7bbNKYDlzGeUnKfy1k9+YmlapLPCTPLLUvvmV1zyzTfffPPNt++O+UCM08KXhTALY+fmhXivopAD4qBxggaAc1qsr6xoId7pmG7GX/6lgtxqVUEki/hsVoFBPq/jfvlLLeYLBQWGH32kY/78z00E8+FDo+J3uwqOl5cVTNfrCkJiMWMqkILFLnYsJpYJgcmnn1qFmURC1WR+8AO1KxYTyAEIlM8b/Z90mU5H/be2pusTNHur6KysiMWAHgcpU+jVZDLqc0rqXlxYRSnnJLa7u6tzkAZ2ciLwIRbT/aM5Eg6LOUH/OvfVpgKwy0862GRiPuJtw2Tycj96+lTvb28rcP6rvzIxY/SKENuFlYBg7aNHOmZvT+Nx44a0e371K/1QkvfpUwPpQiGNIQDI6qoF36SsoOWDgDMaMPgHFW329lTN5le/0v/oGZ2daSyzWTF6Pv3UgEtKu1/Xv0iRosx5PK73Hjww8BTAKZ+Xb8MMSiZVjQo9pkRC/vSjH1kFom9K2ggG+w6QBKHnGzcszatYVLsBzQIB3fPmpgEUgFLn5yb+jMYUY4DmynhsPuYFrmFtwbg5OZEv3Lpl4EK3q/aNRnrGNzb0N5WUSI+aTOTvAGm1ms0XuZyqbpVK8od63YCY7W31ydOnxuCigtPGhvUZ88Hjx/pss2ksR8SNqThGdaWTEwOSKU89HAq4PD62Mbl1ywSGKcft1aDZ3zfACiCR+3LOZ8z4drX5bBnffPPNN998+3aZD8S4eSFExCgxFsbeY7w7muT+A7h4K6pMJiaCWqtpIf/nfy7whF1k9C7W13V8PK4gaGfHqsYgrrqyouO+9z0F4aQszWaWkhIOqz2Uhx0MrIRrLqfgIxo1Sv+jR0rbYNc6FtPrmYza3ulogbe7q8UeIq8E4wRn7HDv7prmDQDW06e6R5ghjYaCE1gvaD44p+Pu3FFb+30TIGUBSgqYc3qdFIEbN/Qa5+n1LE2rWNQ9A2ysrtoYUj1okfn0piwctiALQwza24br+NG9e7qvf/fvBMRUq1bCuljUWC0vW/Up5wz8+eEPLVWI9KNEQv12cmL9MJkIJKS/0LfJ5WwMJhNjKoVCGsezMyvhTtntWEx+HIkInFlelt9Q1jweV5WfUEgBLelVpLGQloLA84v8azjUs0S1oEhEn0WMl7Q3tC9aLSs7jE6Mc1Zmnv67c8fYb5OJ+toLoL0Nn3kV87InmLu86UoAyGdnuifms0RCwC5ATq2m99ttS2PKZORzz55ZtST6EDFe52wOck7PNimVzabGhBQ2UsOePLGqaxsb8jdYVDdu6LOM8ZMnuq+LC6t6RLpmOKzPJxJW9Y1rxGLWjosLtY/nCkYWrDQ0XQDonDO9LOf0WVhGiBy32yYaDIsGhtvursalUhG4B1sJHSg0qRqNr6csNfOOc9HI27+ab2/KfLaMb7755ptvvn27zAdiFuw6C2OvCCwpP4At7IBCkWfxns0K9Li40P/9vgIcgslczsRZKxW9Fgzaot2rk0GpVSjtGxsmuAlogy4LAcloZOKdlYqlDTjn3OefW8WTXE5BPuchOAdI+eEPdY7jY0shisXULlKUELGcThVklUpqWzotwCiTmWfnbG8rkAqHFcQQvNfrVmq42zUQBsbS7q5p4KRSChofPjRtm+nUAI1FNsNlQr5vKyXgKp96VT9yzrm//mvbYQ8ENA6xmKVjpNPGsCGlBz0XtD9gUDhnAS5li2s1jSnpT4i+kjoCOwdfogLX6qrAHKrDwHb57W+VwgEDhlS8fn/evwHzbt6c969USgHry/zLy7KJRg3kc05/f+97Og6AiBQV58yPEgkDnfp9S/VaZFI5981MI7nMz2jzZKLnLJNRHz17prF3zuYE9HtCIUuLRHsHDRfEgWFbjUYCF1IpA6vwb8qVO2e+MxgIBMRHAITDYUudWl21sudoIwEqBwJqeyRiQuKxmEAbtK5Ib+P9dlvnRtAZLa+NDSsrDdgCONfpGDhJeXDmRAAoxKYvY7g5p99oeKGDw3xEulehYClaXxXrarFSk2/vvvlsGd98880333x798wHYhbsOlUsFhexvZ4CCMrIUoEjFJoP1rpdBQleXYHpVMyGoyMLlCIR7QyXSpZSgFAqFXd2dy21CA0F0otgHwwGqiqzsmJpPZubzv2Lf6HPtFoKfAng+VwyaXozq6u6n2xWbb91S23b3hbNnkB9OFRAsrNjgWyjofYT0HU6JkIbjyvQck7X+f73TUDz4EDHknbinECFbnf+XqJRpdfQv4zLw4f6feeORFsvA9MWx/BtBiZX+dSr+hH6QIgjh0JW2rvXU+AI28XLoAoG7bzhsF4rFOZTwijXS4ngalULe9rRauk4xKKLRS3wt7Y0NjAP2m2Nay5n4zybWRpJJmPAXjKpYDidNlHc3d3X8y+qNAWDJrQaDAqcW1vT35OJ2plOWwU05zQmd+7o2p9/bimDf/iHAhyu8pFvWjB7mZ+dn+s9GHj1urFKvGAU2icnJzqOOaFW0xgmEuov3oPZhCA26Y/VqpVlLxbV9+vrloKE0DfiwAA3k4mBf6QvwrxrtWx+A8RNpy1NDhYgFbgGAytjT7pRMmkpm1RKck6fu7gwMV4q0eE/gFDMj/2+3mc+hDVDlT2vhULO/fjH8uNOR/3EswmbBsbkV8ms+qb5rW9f3ny2jG+++eabb769e+YDMQvmTUG6zCYTLdo7HaOiowHjnFUuYmHNordWU2Bw86b+JsDZ3NTrCEiur1sqzd27astgYNdbWjIdlcHAyl6vrVkKR68ngGJ314L5blc7yem0wInZTOAPFXQQyRyPTWsGFg7BbDJp7J14XAHNgwfOffKJMRUmE7Xrzh3dF2LGwaDuORy2tBDun8AI7Zn33lOfkQbinLRGCC6vAsooXfzRRy8f568yJeAqnwqFTCQ6GlUfkVp1mR/hQ+vr6u9azRgqpJQ5p3OkUgIT8nlLeSMYd07XpZzus2eWXrGyIiBkOtXYAaR0OhrT7W3dy3CoNjYa8luElH/v98SCgalFgPr++1ahqdEQWIMYc6Eg/6PSz+v4FyLZVOHBj6gghFC1d8xJ36P/19ctxe0y+zrSSF7FLvMzfIwS3bBKYKfEYhr3YtHAiHDY2EDxuMan37fKP5SJBoDb3paPnJ+bGC8MPDRqmk2d/+BAn1lelvZULCb/e/rUwApSLHd39bmNDWOnrK8bAyUQUNu2tmxeLZf1+/339dm//VsTCR4ODeyEaQa75fZt+f7hoQBwSsGjfxMKmbZMLqfny7l5EfDLLBq1+cyb0kq/fB2pbYt+7Jtvvvnmm2+++ebbV28+EPOKVqsZPZ9g1Ps/pZ8J0vg9HBq744MPLA0iElEAkEppYe5doJPOBGCSTCrIrdf1+bt3TeD0X/wLnWd7W8FDLqdAJhJRsPHznyuYSSbFZMjnBbBQCjgYVAAym+n9jz+2FJZWS/f15ImqES0tOff3/p7aenysc66ummBwOGw74tOp2n96qnugchQVgNDiIIj22mWgy8uAsuvadZhPX7XhN1f5kdeHCEqp7kLpYOfkSwjg0l/ohAyHBrB99pkCz+FQx7z3nnwhHleA+eCBxhBtmUzGfIoA/p/+UxvzbFbB/R//sfkV/tftWjnzRkOBMowwgJzf/lYB+sGBc7/zO6b3cR3/ajbnAT0EYL2pRJRpfl2Nl2+iz1zXSNlZXrZSz1Ryc05zB+Wp9/fn0x4R7QV43t8XEwbNmOnUNHlyOZ1za8vmNsrc93oau2BQY3l6KkANNk42Kx8BmMtm5TuBgMaaNKVo1Kp9eQEb0p+cEyuu2VQ70NpClBc2ytKSrg8AVS6rTYjpksrU7VqaUblsoKZXZP26Y/BNSGXDj33zzTfffPPNN998+/rMB2IuMe/O5WLAhkCvV4CVYBmhSqp+eIM1jrl921Ix6nXTtCgWTeQRQ0+Dc9TrCmYSCRM8dU67+MvLJq6aSun6772n4Ht/XwE3qQixmAKUP/5jBSe9noKqtTX9ffeuUfTv31eg0u+rrcmk/v/1r9WGQsEEL9ttvb++rrY0m7rPmzeN7YAYZrut1whmKLPrtbcZuHzVQdFlPuUNHJ1TAIimxGV+RPB0+7Z+1+sat2r15X4Ei4X+rtetVDY6PLGYrkeA+sknJoxM+hI+5Zx+HxzIV9JptaNYVKUh7hm9kX7fhEoR0/31r+UjVIMCtHnyRAH5vXsW9F7Xv9AAocS7F8j6smP+TQmkr2P42/Gx7p3ntNfT74sL9TfpWZOJVRYqFAwgi8XkT6RSJhLqb0Sg9/fFaEkmLbWSUtEbG1aVajKRf8xmlqo2Hmt+gcWUSulzsOR6PWPToSm1sqK2T6fyuelUIDNAydOn8rXBQKBKNKr2b2/r9Z0dtWM0kp/ho+jkRCKmo9NsilkIg8e5ef0b/v+6BZtf1cyPh6Ovuy2++eabb7755ptv31XzgZhL7EWinJelJwCUEPhdttPu3U0PhcRkubjQa9OpMWIWDYBiODRhyuVlq8SBhsePfmTirFtbEifN5RTMIITqnN6Hjo/IaqViAUavZzvWDx8KdFlaEnui2xWTIZk04dN6XcevrCjAWl7WvS0t6VxbW3qvWjVxUDQ5SJtwTsHfu8QweFW7zKcWfclb7eoyP1pkZCwvK9Dl/C/yI+ee9yVKQpNmsbSkAJZz/+AH0gyhmszv/q6AFkr7Tib67GgkX+h2NfboflDRyVvJivLHZ2cWKBPQZ7MGUJVKAmIuLl7Nv5aX9XqhoLZdJdb8bTevnwyHGjN0V5aX1W/eKkC1mt6nehLl0IdDA2G8vsXYw8BzTn0ej2teWV4WYAgb6+DAKsKh7+MVTUYM2DnzrdFIx3lFmKdTtdMLtg0GJurc7ep6p6dqx2wmYIeKXaGQgeBoZ/DMra8L3KnXLQ2QeanZNHFd7v+76Fe+vXv2IiHfL3teXwTYN9988803317fvvNAzGymXdlOR4v5mzdfLMr5uuky3mOiUe1UE2Amk6Z7sGgEpuWygqPdXQUcFxcKLNjp/vhjnb/XU6D64x9bFZ7zcwUw+/tWTnlvbx4YIGBDxHNjQ+1CvyYWU0BWrSooQTshm9Uu83Sqdmazuj7VQNhJRvfDW4mG4OfbbP2+c3/zN+q73d35VLVXTZVZ9LNKRb+v40fOPe9LBL+lksZ8ZcV2+hMJ8ylSQj74wEo512ryw9u35V/lso758EO7P34v+lYiYecJBKx6FuKozaYC90ePdM5w+PX967tmw6Ge86dP1c+kHsFmuUwY1utXaKk4p/4+PrYxTCZNNBqALJ/XGLXb+n9vT8fh6wjWIs5cq2mu7fc1hu22lWfv9eZTNBsN3QflzHM5+cHamtpULltlNO4xmVSqGqlYjYb+p9z5xYWxYGCbUUmsUNA5SckqFGx+eleYUL75tmhvCyy5ccMXAvbNN9988823L2PfeSAGIVzn9Ht/X8HFVaKcr5KecFWKUzYrRkA2a4EA1TcWDbACPZD79xXwoMuAtkIioSAolTK2CZ//2c90DdpNasHBgemGsNNLqVYq7gyHusZHH+nas5ml1IzH2j2/e1c/lHhFbHh93XaSv47qIN8Em071ezRSf9+5o/9fJVXmTfiRc8/7UqUiHZiVFY1jKCRWVTZrejN37z4vLEq7f+/39HkAwO1t+cXjx7pftDdIt/L6VrttAfXuroEt3a5Vy0FY1vev6xsVesJhSzm8c8eAr6sMH+v1TPcKIMfbpzD67tzRZ87ObEzQmMF3vGzCDz6YB3haLYEiXGs2s/PCyAmFBPSdnRmrKhbT+dttS2fb2TGWX7EosBif2NnRvXe7AhxhFKbT8/fmfa7eRQ0g33z7qs2v1OSbb7755ptvX86+80AMgTJGdZg3Icp5VYpTKKSA4VUrsKBlkMlYsMHurnPz6QZeW1/X+W/ftsDn+Hg+sC6XbRebc/yDf+Dcn/6p+uTGDb0Og2FjQ234wz+0MsPeIPlNCut+GyydVh859+o+9ab9yDkDZQBu8CfYKe32yyu74FcE584JmBmNFOx2Ojr/2trz6Vbr6wINHz6UP3/ve/Kt+/fNv0IhgaKplO9f1zVAZfwNTZiX+Zs3bRJWEWmLl/lXKGTizsOhgJVkUvPIZCLgzasB5WUSAppxXQAjqqbBcEkkNGfF4/YeAF0uN58m5PXV3/s9gTf37+v9WEyvT6fzosPR6HxqpHO+P/nmm2+++eabb7759tXYdx6IQd8AS6XeXID3qilO1zECX86VSFg6yVVtvux+CEB4PxSy4AhbWnLuP/qPbLf83/wbsWDQWqBSynvvzQdsi7o6vln528U+vo69DT/CXsefsMv86vh4/v9+//LzkE738cfmXwcHAgPxx9FI9+P71/UtlRIYA2MqlbpeP13lYy/yL+/4n5zo96I/eYGby9rBa4tg32RiaUGL75FyeZUBUvK5Xk+gFLv0gEHOma/jg75P+eabb7755ptvvvn2VVhgNpt93W34Wi0QCFScS5xawk9/KKL8a9uqc+4L9Y5w2Lmgh6Q7nZniwZexcNi56Bcg2njiOXfGrv0yS8TmYajp1Lne4MWfiYS/+FzIuelEx4++uJ/QunOh6vzxX2lVDk+/f6W2N5vNCle9GQiEqvKv1/KtL+7pbfkR5vWnwYrG8XWv8Tp+5b3PUNC5WEQ+Npk41+6qz6KR5z/2pfzr6/CX17nmlf4VCATKzrlni686F4+++nz2Uh97Sdu9nw9/AYEMx9f3oSuvv+pcuP76/v//9+0vPh9w5pMv9amva075qq77ir71Vu1deR79a17PXvi96Jtvvvnmm2+++UDMG7dAIPDz2Wz2U//a363rvw37Ou7Jv+a365pvyr6utn8X57R32U9e174rz+N35Zq++eabb7755tvLLfjyQ3zzzTfffPPNN998880333zzzTfffHsT5gMxvvnmm2+++eabb7755ptvvvnmm29fkflAzJu3f+xf+zt5/bdhX8c9+df8dl3zTdnX1fbv4pz2LvvJ69p35Xn8rlzTN998880333x7ifkaMb755ptvvvnmm2+++eabb7755ptvX5H5jBjffPPNN998880333zzzTfffPPNt6/Iwl93A75uW11dnd24ccM5p4Kos5kKwIZf0jNXHcvrmPf9Vzn/aKSfyUSfGQz0dzCo/8dj5yIR5xIJHTebOReP63+KB49GOm481menU/3MZjomFNJ7w6FeDwb1E487l0zqHBw/Hlub+n29Fw7r+MlEf4fDzkWjapdzdq/cg7cfQiHrH841mznX6+n4UOiLYsYha2e361yno+MiEediMbUzkbD2TSY6ZyCgtnMN+iga1Q/toG+4Xjh8/fEZDJy7f/+T5mw2XLnquNXV1dn29o0XjvtlfvGm/Mg59ZtzNg6TiZ2H17n/aFT9xnuJhPo54CkevOhXwaB8aNGv+AkGde5IRL7FWE8m874xHMq3+n2dg9e9/pVKWTsu86/RyNrqvVd+c97JROMXCOi1REKvh0L2rHAO/C2RsDYHg+Zn+DJ9xjmc0+euGqPrjOMvfvGLylVlYL1z12XnpB08v4wd98Wz7X3GAwE9g9wHz1EiYX1N3zG29IP370RCP4zJcGhtok85dzCofopG9ZrXN6ZTuxb+xfERT/Fpzoev4dPe/pjNbB5gbPgs/o8t9t/i/8OhHeeczZvvkr2Kb102H+EzXh+ORPTaYGDfE/gX/Yxf8Rpjgu84Z99hnB//CQY153MOxiEWM9/odPQ635Xe7wPmEs7FtSKR+TnOOV2DIvDB4Pw8OB7P+2YgIP+lDXyn0i9c87I+8/qU18cDAV3TO+/z/HL/l80di2PFeHmPG43cc8bY0RbmQL6H+d68jr3qvOWbb9e1F/mWb7755tu7Zt95IObGjRvu5z//uatUbFE3mSh4XV62IGsy0UIkm3WuVrNjndPrq6v6++Tk+Wtsbrq58y9+5jKrVJw7O3Pu+Fj/Hx4612g4V6/rs6enzmUyWmCtrytA3d52bmXFud/7PX3mN7/RNctl/Tx5YotL7rFSca5ada7Vci6ddm5jw7n33nNuZ8e5pSW9l0g49+CBc3/xF1qoAYb0+7q3RkN9FYs59/3vO/fxx7p+o+Fcs6nzLC1pAV0qafFaKFggFAzqHioV3WeppPdmM+fW1pxrt3XNv/1b9Uc8rtdzOef+/X/fud/5Hd3P2ZnuMxJR35TLer1c1jlCIed2d/V+v+/cJ5/ovmMxvb69bW3f3Hyx3/x3/5368x/+w436i47b3r7h/tk/+7mbTNQfk4kBXd7AftEv3pQfOefc/fvqv3JZ/3e7WogfHupcACorK+rTwUCL8FxO597akk9gi35VLlvQNZmoT2s1nefsTH51+7Z+MhnnPvhAY1yt6jyM7+PHatvZmRb/lYrGpN2WfyUSzv3u7zp365autehfsZjaRvCSTGqM4nFr79mZ3idQzOfVpnRav+/d0zNWr+t4wMbVVfXZ2ZmeufffV38NBs799KfyrbMztSsUcu7iQsdvbcnX19fVN8wdrZYFlC8ax0Ag8OyqcWXuwvCNyUR9e3Cga3DeSkW/ATXPznRcp6P76HbVns8/1+vTqfo/FNIzA1jx5InaD4gzHuv+ul2NUTrt3A9+oHvf2HDu6VOdL5PR+RoNXXNpSfMWgXq9bu2NRi1wf/RIbT060nVDIfnj+rrmY8Y+Hjc/OT7W9QGVjo5sTJaWdP31df1dq2ksw2G1DZB7ddW5GzdsjFotnd855379a5tnsB//+KqR+mbadXwLnz040JisrFh/8PxioZDGoNmUD33+uca2WtUzPBw6Vyyq39bW9Jl+X98t8bgBD+m0+rnZ1GficV0/END1b92y66ZS5p+jkZ7VX/9avp5OG3AbCGis63UdU6lo7IJBnXNjwwCkmzd1bLms78FUyubjDz/U+3xv/vrXOmezqf7Z2XHu7l3nPv3UufNzvba0pO+VYlHnYJ5wTnPDz38uvz87070MBnpOYjF7doNBm3/CYb1e+CIU3dzUM1+pOPfZZ2rX8rL6JJu147zrl+NjtZnNG+Yo7vPRI3t2CgX1gfc7AOO6fLcUCmpbOHz9ecs3317FXjRv+eabb769a/adB2Iw74Ky0dD/y8u2wMjl9NoiCOOcFiwEQZcFWIvnv+x/rxGcTybGEHBOi9p2W4uibFYLyKdPLYi4uFDbf/Yzu75zWsSVSgo+ptP5YOP4WPc0Ghljht3BGzd0/wcHBmi0WsZsaLd1/UDAAq39fV0vGlU/EDyFw1rANptaIJ+e6rrxuALzXk+LTBZ1w6EWpLOZjqtW9X6zqfdhPvC5QsF2JCsV9RlgQKlkY9Jua/Ecjwug8O6yBoNaMIdCNp4sXr396ZzuU4Ht4jvzxs4kPlWr6XyjkT5Zrcq3GPezszfnR5xzeVlBQatlC/pGw3akp1NdK5tVf9brGqPp1IKGO3eev1P8qlQy4IQxK5f1d7ut405PFYhUKvLfdlt/d7sG3Ozv2/0AlOzv69y1msb400/VRq9/NZtqa7Fo/t1s6r5LJdvFfvpUn81k9PpwqP9bLT1DS0v67Pm5fL7XU4DWbitYjEb12eFQQeb2tu7t8WMLcCIRA7Jg+ZTLBjTi27XafDD1snG8jnGORkP3d3KiPmg09CzD6ul09P5nn9l84pz6odm0Hf7RSMcVChoLwMTHj3WtWMyA3WTS2GjxuPy6Xtd9npyY/z98qL5OJuUnjYb6izkpEFCbCwX1aSAwz8ar19WWwUDjfe+ezpVM6rr1us2HJyfyO4DGfl9jOBjofns9m/e8QODt2/rMgwc2zzYaBu7Qfphmzs0ztb5NxvddNKrfjYbmq8vYEc2m+rnZNMCsUtH3Urutvm639XkAPAJ5GGn9vvqWOXFlxYDqZlOfh6EWDtuYnp0JWO507HsuHtd3TjZr81AsZr4Iw3Iw0E8sZpsLzum9SkVz0GikMe509H8+r3N0OvK5btdYJPW6c7/4ha65saE5Y3nZPt9uG2MMcB4wZzw2IHk4tGe6VtOzAOBUqegZoY8BVc/O9P7Fhc7LhkUo9Pz6BaZaNGrH870Dy3QyUZsZJ74LAei4biKh18vll30j+uabb7755ptvmA/EfGEsNJ2zxQl/e827KMXYSXbOFujLyxbEs8DpdGxXMZG4ui21mj5DkPbsmc6XyWiRNhwqUI5EbAG6sqLF3Hjs3D/7Z8798IdaXP7ylwoqWcBC/2dh1e3aDvFgoHNOpwpa2VmvVg3kmExsx7rXU1tCIf1NqsJopPb0elpowioIh3UPLHA5fjhUoNhq2eIQkAb6eLNp9GoYFJGIjvvbv9VOZDZr1xkM1E6C8uFQi9J6XfcXCmnR3Wjo/tlBjUZ1j15fIGj2mpdG/yLjmMVUhssC70bD/l70o3TadmGds53pl9HFazX9vnNHn3n2TP0Ku4HAGZ+gb0cjC1rOzvTaT36iPi6X5VecOxo1Svt0qte7XWs3oMR4rN9HR3q/VtP52clmgZ/L6TWCm8nEgmZS6VZWNH69nsY6GNTxmYxe73YNfHLOnsNk0nyHAJzXazXdGyyLUEjn2NrS6wSP06n6MRhUoPfsmdrGLv+TJ7rvdHp+LABh8AOCKfrwyxrzEj7LnAQo+dFHxtw5PLTAt9vVWDtnfU6qDSkUtZpAGe+YDAaWLkZaYDCo/xmPv/kbXYO0w1JJjIaNDfXtbKbnk2Cc579YFCCysqJnADZLPK7zA9ACGgK2FgqWStJsWrDNvABgwlxKsBmP2z11OromKRoE7smk/b+zYyBlKiU/+DYa/goY5QWnAed5jbQj2FWRiJ4jUg6nU70ej2s8EwmBX3w3rq3JR5aW5lMHnTPQmHkR5s1kouNhWh4eakxpT6Uif8vndc14XD/MJcGggSD5vP7f37f5HgDPOQMCy2X5D+fi+5pNk2hUv8djXX86FVMPlgrARzardo/HxtgMhwUEZbO6Fue9uFAbdnd1/6wpaFupJH+EORQM6rkYj+fBMy/rFzYX34XOWf8CFLEhxGcrlXn2X69n3/2A1G8CVPbNN998882374L5QMwX5k05SqVMI2UxQFpMT2Jn3jnbMR4Otahj96hS0TEEGd2u0Ym95+F472KJ3cRiUUHG9rbtOh0caEf44ECLskZDtOiDAy0sWUjBHoH1kUgYnZ8dfK92xuGhUZaPj7WzHIlYMEOQvrRku3rsWLOTDIjCgvbiQovtQsGYPKQktFq6x+1tHU+AR+AUDitoy2TUd+x+R6MK6jc3df5mU334s59ZWhI73NWqFqb9voImdkChf+fzutZlaUFexhPjRIrFywzdFfwon7eFrXO2q+kNeC7zI/yEgKjRkE8QEF3mR85Z0Aygwv0DekSjxko4PdWYwmh4/FgLeFIDnNP/FxcWxI7HuofZzEA9r18B4N26pfe7XQEVy8sa98ND+WY+L18iaAc0zOcNoFv0r3hc/dFqGUjSbltfkIYSDqtN7EyTMoBPw+S4uFC/rK/rutGo0teWlxV4x2LGIGGHnJQd52wcs1kbl2jUwBaeaQIogpxEQsd/WcNPolHdc7Go/oZBwLN4fKyfctnS1GYztZP5IpVS3wKeoVPV7Zr2BUyYXM4CP+d0f+fn6vtez0AT9IG6XaU+TCb6DO1utcxXndNzXa+r7aSOPHxoYG8oZG1tNjW/XFzo/VzOUjPyeQPymFvef19zZ60mltVopHFHJ4NzwHjI5+UDpNgsLT3PPPSO8VXP47tmAO7MR6mUxoz7AygHJB6NNI80GgbKOad+BRAPBs2XAEVghiwtyb9KJT1vo5HaEItpPABfl5flg42GARNLS/OaTRsb6vvbtzX3FYsGCDF/efXOAEmiUT2T6+t6n3nHOWtXuaz23LwpX6/V7HXnTLOm27V5sly2Z31tTdeBHZhO6x5SKUs1DoXUZ6GQ+XavJ9YmaXj4Z6tl3yHMzzBrjo91bzBSvZtJ3t8YfcL3wtqa5gLn7L65Vr9vLB385U2Ayr755ptvvvn2XTAfiPnCQqH5XTAWmgRRXo2YxWMBGbyUYy+TAtYIdGuu59X78B7vpYE7ZzvF9boWYOicNJt6PxoVeFCpWCD19KmJ2cIeQJsBHQbYEKQYnJ5q8ejVjUD0EuG+YtEWvMmkFo1HR3YPBDsE0uSZs5CbTJQS1GpZisBwqHtcW9NiMRBQWwgQQyHn9vaMBdTpaIHZbOoc6bTaRCC3umo6HYuBZSymhTN9G4vpPXb06M+rGE+M0+amxtvu4mpbXbVgs9czMMnrTwTo6Nks+hHt8fqRV/vjKgYPtP3h0AROWy3dazSq8c/l9BpB7MqKfh480DlgtBwdmWYRYwqjYjTSMem0pY0kk/o/kVAQ+9lnGrPjY90HzInBwFJKNjb0eqOhz2cythvMYp8UAK8Y78qK2nFyYjvlMJ/YDV5dVVu47+FQ1200bLc8n1f7trcNaGk05Jek2xQKCoLicb0H8yqfV1uyWQuUGGPn9Ln7943ZAfj0Mo2f6xrzUiolls7Bga7z0UeaM5hzSPVD8BoQFsAWsdDlZQEWnY4BKwSvCJwCPtEfBGHMPevr8q1KxVhXALv5vPkPgerKij2r5+fmIysrGhc0WopF9R2AdjBoAGWtZoyk7W31f6Oha370kelf4RNbW7rHXE7z5tGR2otWlp5zHe/1pavM+7xexajz2jcZuMlm9Wx4Nx32900/bTRSf/X7ejac07GZjGk3XVwYCFsqyR/Qa3FOvgdgk0zq725XzzEsymZT3wHhsMbKOY3v3p6lFh0eGmM0GLSU2L/8S7X33j0E1o2Vc3Gh+1pb03UnE/ks+kGRiDTXTk4EIPf7Ym8OhzavwshZXpZfwjQLhYxF5WVwnZ3JD0kbrddtrrl71+aE4VC6bJ99pmM3NiwdF1ZKu61roTsGOJ3P696Xl/U5NHfSaY0fovhogrGZBIM0ldJ9OWdMJ6/xHRmP65yNhqUp6jv/OjLyvvnmm2+++fbdNv/L8hLzAi1e8y6YWZjAvCA9JxAwUT4W45ftKnrTXzD+Z7F0fKyF5fa2FpXszDqn90izcc6CTmjI7FQCvAAmkKseCinVpFy2xX+7bYFiLKbF5cqKFltUiKASxcqKgqDlZX32/n2BJ7AKUim9v7Iyn1tOKsDmpoIeqj2trWlB+dvf2i4oqTP5vHYBP/lErz95YikNLLp7Pd03gI9zpksQCOjv8VjtffxY7eQ+aBd9eRXjyTtOpK1YUser+RS+dH5uoFGnoz5ot5/3o6t8yMumWfQjGBfn5zpfJqMfBJ+9mgmnpxYQHB7qnvN5ux47xqQYXVzomMFAC3ao9fG4BHWfPdP9rq3p51/9K/kgwr6kI3mrbLEzjFAwQMbmpvyrXDbB2VxOARFMBwL0Tsf0DdCZGQx0DLvc29umXTIY6Nki/S+V0jUfPxb4kkwKkLp/X0DK7/6udtgfPdIP4BbXZ17odOZZcc6pP7ypHCsr82PlnVtIC3QuGb+Of3nt4EB9Ho+bRlI0qjnj8FA/k4mBMNOp+uD0VGMUDuuzBGLZrKU5wB6azeaZdQSIiYSx4YZDAUCkTpIuwhxBOhqBeyhkLIheT/MDYM7envr45k1jJXzwga7/8KEBOugFAQDDHhyNdB+PH6sfNjcVYEejSttDwDQeFwBDSlu7bSw05+bTcl7EQrvsebzKXhW48drbBnH4zkgm1QflsuaJu3f1/pMneo7oY64NiJ7Pax4LhfSM8WwHAvb9lUwaQyUQsLQ5RHgB9klVAgjkPNOpzRuplAk3w2yp13Xcs2fqH3yUlLzpVPfQ72us02ljDzabSvO9fVv9QMokOkyJhAEgtO/8XPPU2tr8vPDsmdpULFr6UiqleYx00G5XY1+pyB8BRmDVwHKDOQkjNZk0sX6YfjxnfCcOh6adRbsQGPb6oLf6lzeFmmcWUWFSY4tFAUvz+nnBwJvzQt98880333z7dpoPxLyCeRcaUJC9YAtipCzi0BxJp5/fVUTDwRuYwb5hsbS1Ze9tbZk+CIv1RMLoytOpjmGHj8VXqfT8Llmrpc+wQ8wOOjoMwaDaz72trZmg4HSq87fb+h8wBt2X6dREGVstBVE3bhgw1O8bbZr7zeVMKPX4WPeJ0OJgYGCXc2oroEK/r2MBk2D/5HI6/ulTYwENBrp/djELBbWftDEo4lQYQvchGr28UtEnnwDceGsevb4vnZ8rSPCCdF4/KhaNfu71Idg/l/kR2gXr6/ZeLqfgmBQsKp/gT6ORzhWLqULI0ZGlGcA8IkAhAKFtzabaDCPmww917MGBzkkwhU4Rmkm7u5auA+BHUJ9MakfXK8I5GulaCADv7BijA7o/u7WwXcZjBVPn5wZKFgom1otfIZ48m+nvR4907wgsHx3pWASsqRpWrxtbDB9ZDKpDIR2z6EuX+UO1yrmuo0Q0b52OroXOBIHho0empUFqFywi+oky4IwzQCFAbS5nIrrOmeYOvjkeKw0NEI1qbjdu6HxPnphmC/2+saFjAZybTfUvFdoaDef++T9X321tWUW0hw/Vt2gT8YMGEpWwAPs6HfUrYx4KKb0IQLdWMx9jTs3nbdy84MjLWGiXjfFl5hXoXgTnrmNfBsS5rnlZdc4ZS8w5AzlhZqAXBXh7cmKVt9ASIYWtWDRBb+YFgMhk0qqW4VOJhOZkhMB7PfkPbJJIxDTN0ABqNIwBd3ZmKa7HxyZs693MiEYl5p7PG2Psl780bS30Z6ZTzT98dzmnZ8s5Y4fAPkyn7blKp3UviIjD7kkm9Xo0Kt9fXjY9Fpip6Db1+7rm4aHpiN27p777/HMDpu/cMfCTcbwMJGSTAFYmwD0VyPD9SkWvTae2GeAVcfe1YXzzzTfffPPt1cwHYl7BvAsNLwCDQB2LL4RlOW5xF4rXvTuXk4kWZ+WyfpO2sL9v6RDoZSAkmUgYlX82U0CLCC7591tbVgr6/Nx2iknzofLN48c6nsVsMCgAhv8TCV03nbaUjk5HQRnUa3Y2q1XbqaSKRKlk1Rs++EDHb2xYqc7BQJ+DNdFqKej9yU+0QD06UpsyGbWFwB3mBJUuEEwlXWY6VZ/U67oGKV/RqImFxmI658GB7YaXywpqfvaz5xky3DPg0pvwJW+4DSPJ60ek2sCSWTzHi/xoZUV9S8WatTV9tlo1Sj3+5JwW+Vx7b08+cHhoWi3RqBhKy8sKrEllo3qSczrf/r766vTUKmUhPpnNmt4DoCDMI8Rbez35NP4FO4uUPEAZKneQZkUAhCDocGi7yxsbOmcup58HD9QO2B3oEK2vm0AtOjuIQJOat75ujKHpVNcrlay09WVjdJkvXeYPiJa+jlGdxTnTpRqPLRWEgK5e1xiurcn3u11LOWo0rJwwQAcMLMSTKQNPBS70do6PTYvKK/Z5cWGsA7Q88nnNUVRrQwCcuYUUNNKDymVLY3JOY7+2Jt/Z2bHgHF0R+Go7OxJMbbc1jomE5pTVVZuXKxX5KEChc2ojJe5hgSUSNo8uCtgCWl02xpcZgteMO9pP17VXZd+8jmWzJs4KmItWDqWP8ReE2gFojo40XqQbdrumRXVyYqK3XmFbBKEBb7a2NE7xuD4L6B8KGYOL1MCtLdNnWV42cK1ctuvU67r2cGjMEsrdw9TJZHQPjx5Zmi1C5publrYEeyuf1xzEhgViw4CWAL1sWqCFBUC4t2ds1uNjS8eKxTRn8RzzLD19aqmazsk363VjJfKTydgGDnpkvZ6BOCsrlg5dq1nasnf+9c5Rl6VYY5cBPb755ptvvvnm29XmAzGvYN6FBrucXtq6c7Zj55xxJViQL+6SDoe2qCEoRqeEssCUb63XtRCMRo3l0O1qoUtJZIRGyZUvlbRYIxg/PDRtCCrkoLEwGGiRuL09n8YEc2d3V+cplbRQbLet6sNopAUcgXoqpQX6+bmlnywtmTAn+hnsoN68aUyYhw/Vn72e6Q5wLzs7OoZUIhbcBEsEfuyoJpM6Hn0KypMOBhasNZvqw0BAbeMenDO9idVV2zH0phNRmvpN+BI778Oh2nmZH112Dt6/yo/QVzk+tvs6PhaAQmlm/Gkw0ALfOb2+tGTpNWdnVu4cpsDHH6sfez2dDx2OXE7XJ8UFRkm1qn48ODDdjmBQfYqWR6WiIInAG0YXlXMI6vAJtH0oWcwuLtoLAKGwNhIJ7R4TTFNhh6AundZ59vZMcwmfQajamxJ4eKhzobVAu72is94g/aq0x0V/eFFVtZfZzZsCwTqd+VQ9QJZ8Xu09OzOAkpLbMBlg1ZydGQhDueBEwtKxqNQGCOucPbf9vnM//7k+ByjbaBhrhWeq0xHY+vSp+Uo6rfHI5UyoFTYAWlkExr2eANQf/MAESUslS8sgfSqTMUYG8xIVkjDugXmgWtU5CNyTSbF7AHq9czrz8KukCgEGVKv2rCKafJ0Uo1dh37yuwQgiNbJa1TNIO1stS9eCfUhKDSw5BF5hXgHCoqcCkw+gl++gwcCAd4CylRUrrU5p9vFY/+/tiaXRbBpAAsg3ncrnAFp4nbRVUm+GQ+f++q8F6tTrGvNSydhsFxcG5o9G8g02MUhP5lykfwaD9l2L8DgsQVLyjo9N1J8qXkdHuiZAFGlNT57Yd/toJMAIMXHndBzH8t2AT52dWVWrQECVzXZ3zdcLBWNVrq6aP1Pa2suw8ZrX952bfolvR998880333z7bpgPxLyCeRcaXhFfqtd4F+D8ds4W5IsLdMRbSclBz2UyUbBaqWhhSYlexAkRDPz0U12b3dv797W4Ij0JTQd+U54aPQYWwGh/nJ2Z5oZzWuyh90IQxWJuedmqGUF/7nSer7IynWpxOJ3q2OlUi77dXSsJTMDKsc4ZaPLZZxZcE7STZjUeaxEMC+LGDX2+XLbdeu4X2vlHH+kzCDmGw7YDv74+v8uI0CLmTQO4dUuU9TftSwBt3pKh+JG3wpJ3p92rH7PoR5SIxn/YpU4kdK6NDfOn42PrV9J0qDy1v29BE+WlqeiB5ks2a8wIGBGIWB8emghxPK4xOj21CmXRqOnKRKMac1JT8NNm00Qw2X0PBOz14VDaFaurGveDA/kwQdZwqHvf3rbgbm9P5+D+CgX108OHauetWxaUAxLgW0+fql/RP6nXDWQ5ODDNouukjCz6Qy7HTvarw33RqIAJfOr+fT3blL7Fr1IpY/1MJlaqGh8nYKaKUCRi5aABiqiERIl6xgoNDCraEFSTlkLaHGlpp6fGMotG5ZdnZ8ZU+PhjY3uhv1Ot6rluNi1VcmPD0vYQ4v7oI70PgEIf7e2ZSKxzGqtg0EBeUtyePtVrVOh6+tRAIVgRpBjx7Dp3vXH3puOQRsVze50Uo1dh33wZu0y01zmNJ9V9EGontSwS0Zz64IHpT3U69t3A3+m0pYrBiEE7DDC91dL/gYAJho/HxihBO21jQwypTkfgRDZrOlDlssAQ0osAbkkR4tlAYBqmIt/HCHqjO0MbqU7EvZOWt7wsEJDNh9lMf6+sGFMIps7RkQAkgKhPPjF2z8aG7o25tljUdykgKN/L9IlzJgq/yLqtVg0wp3Id/lut6rzr62pjIjH/nYfW3KIIOTYPMtMS33zzzTfffPPtKvOBmFewq3azMRbFVHBZrIzjXTRT2YPFLUADu2vOabGEjsd0qoWac1aJJhCwncQHDxSkkHJUKuk3FXBgsEDPZjH6yScmVOmcBVGUtGYh2mza+Vi0NZtaDOZyxkJgocrOKIHVbGYpRNvbVq1mNjM9kL09K6sLcEJJY9JlCHQ2NnSO27e18AYIajQEYEWjAnEI5GIx02BIp9XOUslo5+T9w3Ai1cG767e48/w7v+Occ9X6m/YlArHL/Mi5eR+iVPJVfgSLgRLj4bCOzeUsNQV/on9gIcGYIM2N8rSjkQQsx2Prv50dC3aOjzUGpPlQ9jyTsQATZhMaOGgprKxYoFGr6Tzo/gDIkf5Hu4ZDvZZOWxnyUklB/sOHFvDhB6TpkZYTDOpzVGlqt40Jws4/lV3YdUaM9P33TYcokRBww+6/l8L/Msr+Zf6gdLtu/5Wda+G8772n+0QbpVRSkJpK6XXS8yg3TZUsWCwAud7yz5SuDgZ1TLms81H2G3C407HqbOzCFwrqD1K80BcZjTTm+bzGYXVV4AmMmGTSue99T20n9YxKaKQOLS9bGXW0StptXf/ePZ3z4kLt2NrSs4NGzNaWpbrNZpZK2e9byh1AIKKvtZqBOZOJ5mHYdtfRe1kEUq5KaXvR+L5pTRhsUQg4mVT/Mv9XKsbUqFTURzs7atPBgeZ5GGsXF6bnBRjL/ARwOx7rfGhFwahD74nfgJ6kLLbbGs9i0XSh8M379+XTzPuk+5Aa1WwKePjZz9RmfOnuXbVjd1ffIzDnmB9JG2w25SfMa+GwiQhTjW5rywBIr84LKVgIEgP2jce6J7TLFqv5IZILs9VbUh42DoxQL2OKDQ8AFdJ7KQvvBRC7Xc0/EqQ3X/OmAfvmm2+++eabb1/OfCDmDZp3UexdxFLphVQTFuhe7RgWt7Wa6ShEItrRd86CwE5Hn93fV0B1eGg7fjAjqHCTzyvQyuetqgmaC9Opc7/4hRZlS0taeJHTPhoZW4FqGJQXbrWMYQCNOhg0oIbc/ELBSnDu7+s4gA0WxCsrFhz2+3r/935PlZMqFQuAKKucz2t3+/TUSh5TzYMFNHTv4dCo25mMPkNgTZoFmjNoxCDeedUOs3dRS4Uq5yJv/Bl6kR/BUvAGbehcXOZHiCtCdUeIeHtb73tTM5pNnf/01HaaSQNgkb+xYSwjQDlAHnyI1IVg0NK4YLog0EsKE6BGtaqgB80MADxSgBoNAxEp/Yx/ffaZXs/nbbeWNJS7d8W0QfASsepMRsAfmgn1+jzQgJAvFYWKxfnqMTBCslnbXb9926j/6DlcReP/Ks3rT+fnxj6B8YT/U7oa9hxVYHiumTcQHiX4I/Uwm9UzDLOAtAwvSwqto1zOSp2fnalvCerbbfX/3bvO/fjHphdD6W3EVwF8SHFCt6ZUsnSTfl/H3LtnVaKWl02biDkkkbDqSQBrzsmPAZh5htDmcs4EWmGyeEusNxq6D4R9L0tV8o7N204xelVbFAKGDUHFINKM8I/NTd0PosvxuL6/YMeRZpRKyX9iMRMAJ8WJuRwghecSUAJgEKbmZGLAPSDObKbvkONj0wELBPTdMZ3qOxFB21pNQAzPMFpZhYJz//JfWuoQmlaMby5nAKVz5t/37qld8bhAxNHINMpmM72WSGgevX/fUiEBh4tFnQeQMp83diTAvHPzADwaS7zHvEb6FLpOtDUSsfkJLTgvSINGEYDPN80vffPNN9988+3bYj4Q85bsRRWWEOXzpjFRxSUeVxAwmQjAKBYVNJLrzuLo4kIBzOGhFnpQjYdDLRgLBS34Mhnnvv99Hf/0qXYB2fkDzECbAPZIMGglatnpdM6qP7CAu3PHKi2x6MvltBidzQwA+d73LK+elA+COVJWYB7s7up8VFEKhQwkQaeBErqIELO7x44pqSK53HwJz9/5HRN7XV01XQr0Y7a2LF0MJopzlzOaYAd91X5EdSUCvcWKGIt+5JyVlU0m1W4qjVAdI5XSOJ2e6rXDQyspDfDW7Wo82dEtFKTJ8eiRrv2rXxkTKRq1yiYIUqIxsbdnQf3JifodgVUARMA9QCAC5nhcYAcpUPjXhx+qnYOBqobs7Fh1pKUlnaf/Ba8E1ge7896qX1R8KhT0+sWFjr9xQ75O1RBYWoGAVSBDXHM8VmBDmdmraPxfpXnBvMePjW3QbKoPSANDlBYQI5EwXZxez0AbBD5nM0u3ANRMpwWgNJuW0rO1pb4qFExPhvFBpHlpySq/MU6BgNp9dGRizb2egXfBoMaElLFEwnRu0KqC4fT4sZ4XShDH41b2GJbL8bHOH4tZSkuppDahU0QqB5XamJ+dk/94tZ4wL5hxVcrRV5Vi9Cq2yMqJxXT/x8f27Dpn7EoEphMJ5/7u39WxDx4YgArQt7WlMSedB2F0gFBKQa+u6nOIl8dixobc3FR/dzqmPVYuy+cADNmkSCb1++hI3003btj3UaMhX9zf1zk3NqycdShkeklnZwawAMisr5s22mRiYuHr6/KL995z7i/+wpiI06ltsoRC6qulJdvkACxeWdGGAM8K30WJhIFdzPeAK4ChBwc6XySieRAQh3QrgPCtLUsLRUSZVCvO59zVfvm2y6b79t22Gze0geKbb7759m03H4h5S3bZQpzFk/d/r1YMzJDjYy2I1tZsgYO4LTtyh4dG70e3AT0Y0jzW1628MYwJ0jMCARNMdM52/EjjWF3VAo2qTM5ZwELVnVzOgiGEDzl/OGwlkslBZ6GJPgvVnti1g43w/e8LkPnrv1bAzC4dqTDNpu3AEwTEYuqHZtNAISjwmYzOgaYDNHnSpRAppswzlVAAMLxlop8PokZvNRd+0Y+81ZW8+jFeP6KSSKlkQqubm/MpFM7ZQj8alc8BLmxuatzCYSvL/OCBpR5sbhroAytqedkCpUrF0tLQtUEcenVVbSQtAfCQ9sPgunlTgVO/rwALxhXMMK9/BYOmR0TVE29wk8vpc6TSRSJWkr1WMyFpWBKDgZWQpTwt4pirqwpinj3TdanCQ0UnhH8BpL4JNH4vmOct18ucUShYoIo4sVc7qtHQM0QqCGMHQ2Qy0fu3b8v3AgE9YwR9VFAjdSMYNJHdWExjwXGRiLGeEMlNJq3UPKlA47GxlgBeAwHdQzJpKZoEq/G4QMOLCx23taXgmvTQTMbYFzC+YI/BEPCCjDxD6LqgubMoZroIZlyVcvQ2U4xe1xbbj6D71paJ9sLoIH0wl5v/Xrt92wAudEeyWdM+2d+3MSdVJ5MxhgYi34OBgbBnZzpPPm/AICxIyp+TOksVoWbTqgguLVlZevSq+C4FJCY19eJC9wjwlkgIYEHEnGel1VJ7i0VL02UTgfRQWI1UA7t71/TM4nFVCIR9hU6RF4Txgh30L/M/KbUrK2pzt6s57ObNeY0XBKZJNWOTw1t0gPG7CmyZTNR/PN9eZqZvvr0Je/bsanU07xrIN9988+1dNx+IeUvmFVAl+CMVAzDCy7hwzhZCxaJpZ8AQaDatdPTTp6I1z2ZasBWLWuCl07brS955ImGaF62WBWEnJwb+5HJaRG1vK5BpNHTe9XW1FTo6KQ0EuYAYsGSoCkPAhr4MooLTqZUT7nZ1D4AjaDXE41pAkv6xsyMWxWCgBX0up8/E45b+Eo3a8em0sXxWV7UQZZdvNDLq+tKS7o/g/tYt2+H17mB7f3stFILp9OZTk7y26EcE+gSXk4nG0rtbGQopEMnnra/YaYVN1e/bQv/83AR8SUHKZNQvgGyUCHbOUjzwYyrUeGn4pLnduaPzoi2Djk8koveoWgL7oFSynWbAkULBAgfa7fUvAi4EZ6lsRbtIy0skTB+iVrMSzpTWpn/6fd3XrVu2Y7y8rMBxeVnH3b5t4AWAAs+qN33tRWkpb9O8QZS3+lYwaEBtJmPPJ88hzzG6MTBdOh29H4tpPGDPAI6Ox2IbtFpivXmFv0sl3Xs4LH+7uLBxQLh1e9s0aQhmKWd/65aBxAB8Z2emdUU623iscyLWjNAr6SWkRs1m5oPO2YIflh5gd7c7z0xhXL3aP85dnkboBSPe1dQOb/vRyqGaVj4vv+n1jGlXKOjZxYZDPTMIJ0+nOifi9jdvakOBtB5AjaUlje/pqc6DZgxaQoDkg4Hpm/H96JxVV8tmNYYw05yTL6ZSeoaZb0grTCQsxRFf5/5gxqGptbKi9gOUeBmUMG3QEEK2lvmWv9GbKRYNyIKZAuvOm+6GBhK+BVhSLs8L9uLPfG8AJAK6YIs+yrhwDHMXY0nJ8LMz9RsgupeZyTPgXDTy2o7n2ztjL2Ou7O1ZJcZX+eze3pdsmG+++ebbO2I+EPOWzCugSkWHdluLncsqa3iZMrw+mZig5MmJFjzPnuk3i//DQwWa6+um6QKd+je/0QL24UOrDDEeWzUkBEgbDQWUBM+hkBZaiDHSVipfeEu//vCHAlTqdcvVR3Sx0dBilTLAzul9NERgpBAMptP67KNHOtfSkhaniCrC8mAR/nu/p3Oxs4n2ztqazs+XeSxmpTmds+C6UtH1Njd1rUXmEkGTt5KJN51MVW0ib3XBeZkfhULyi6v8iP/5TTlxaO18jtLdo5HpDEyntshmh5hd4npdY+2cRGrv35c/np4qgHj2TNdDE6LbNaYNApYALs7NA5PoAFE+tlxWYA/7pNPRuVotfWZjQ397/YuqPPgp1aJg+jin8UafCFFVfvf7BhikUrr+8bGlEk6nCkKcMyABEBQgg9KwMLFepYLOmzSvL6Dhg1g3DDrSTNptm38I/mYz052CvYCIM+ke3a4Fr8GgVaTimohBT6eWEhQOK0AkACRFDc2fXM70gNJpteWXv5zvR9KOCBQRkW61DCRzTvNALCY/PT6WnyaTmivDYY1fPK5nol439gSBL0LnGPPBVcDKZYLsqZSxg1Ip+eu7Yt77OTszoNw50/Mh/RBQ4PzcGEPNpsbk6MiqA62tmXbP0ZHOBRheqVg1NNhHsByXljR++Fo+r2sBQPC9srpqzCqYlugIOefcn/6pftAoouJXOKzPw4yhdPVspmsNh/Il/NI5Y8nAfKOfnLM0Oir0AdR4dddIaQwG9ZmjI7WbTRTvpgpzNuAH4KN3nufv6VRt53sLMPGq0uqXzUlUAfOKSFerllLtnGltsaHDvQJI+fbu2MtAkavAlBcxV5x7MXvlZZ/1zTfffPsumA/EvCXzpgN5bXVV4Em1qgU6aUDForEfDg+tNGejIWDi5ESfb7dNw6Bc1hcd4riPHlkg6JxeOz42ujeARLdrpVxZbDUaYqKEw7aDRklSWC/sMpKOtLSkxeP+vgVxlBseDHTMH/2Rcz/6kdqPaDEijKQTUDY2m9X5SFsIBBTYodFwcWHpNv2++umDD7QIpooOQThBcLWqc6XTVl2JVBfvTisViKBpL1YrWgQ5nj6lcoa34PWbt6v8KJuVSG2vZ6wXRCbRBTg9ndf7ODnRfR0dWQpJImEL5/NzSzlDx6BSsfGdTtWvpZLeJxCGpQDrKZWy3VgqKd2/r7ahc9TtmhD1xobR3Hd3dT+np3ougkGNMylnXuZLvS7fwr8AgrgGoCT36px8u902YKdQ0Hs7O7qvfN6qajUa6mfKfp+fW9oBqQdelgkpL5RLJ3DBrkpLeRu2CBYArHY6eo6Oj9Wv9boxhug7mFeApY2GzQVUkKJksRe0PDmxZwlAgwoziIh7wcB43NgriC7v7KjN6EgNBqrsFo0KxAiHdY3331e7SyWriEYp6+lUPg3QB2OP9Bf8bG1NPzD+0MFBUBVR8UV9DC9LxMtIS6c1B5+emtAqaU5eQex3JYXDm4JycWHVsdAs292dZ1gwr/LMk2pEeuRwqL4pFuUH9bq+f6igViyavgvVh2DAodvSbuvYoyP9zbNKuttopHEGXFlasqpKPKOwpKjGx/2trWls2m0dc+OGwH7SIWGWPX6sa37yiQmh//2/b8AdfVKtGiA0HlslwoMD+54hEB2P1Q5S20jDQw+NCoGIo+OTXjA+FLLUu0LB0pxoz6ukvwH0OGfrAywaNb0kQHTnDFx6u9+Ivr0N81OBfPPNN9++HvOBmLdo3hx7ykyenNguOzv2Z2cWmMBaWVpSkPGLX5gYYbWqYBAqeDarv9m1hYkAq4AKNgQYztkud6ej8xOAodHSbOq9rS0T/KUySq+noJzKIZmMVcXI5fReq6UFbCCgL3eCUtg2tAGaNKwYxAM/+8wqlFAJgpK0pNd0OqZdAfhz757OSd/GYuprStDCvCGHnp1UdB2ofhMKWTDotcUg+qtcbHqFGVkQswiu123BDqsnldLfVJ1qtXTMJ59I3yCV0lg1mxYsNhqmZ+ItJ0sg5JyxEQBHSBUCmHPOGBW0lxQSdoedM5+FTRGLKUBoNhWoVasar3JZbYfxRGnhGzcsRQ4RzMHABF77fV2D0sihkO0qs6hMp008tlaz4DuRUJB/dmYMtmbTuZ//XOf86CN9rt83nQrSNJwz4VYvo8o7jl+VeecetI6Wl020u1QygWOe/U5HP+22PQs8J17wZWVF/UjfI5p9fm46O7BgwmGbb6hydePGfBWswUDXDASM+UY6JVXY0CvK5YxtRNoajIVy2UA2KrzB+AoGBfg5Z0yYYtHmPm/ZaK8ex2WBK68tpm7s7xtrwzkLUPEJjntX7NEj+Uokor4HiM1kDPj13g9geLut8YUhib4T4CTfT+22MTxgsyWTAio6HRON55ltNPQZKjD1esZIYZ6CLQiQD7uFSnuk9pCiy/fY8rKlvzJfwKYDcIpGBcKcnup7D79fWRH79Gc/m0+DIt2nVLJ7ZA5DJ2cwsE0Y2J6ZjLGDYKQhNu4FYZyzdCU0atBwA4y/LjsFxicaY4CsgI3OGcjPs5JIGB+UlGR05HzzzTfffPPNt5ebD8S8RUuntTiH4ZFIWEoAAUKno9cvLlRdCFHLhw9NSyWZNFBhe1ufq9Vstx0WChVcEOyl7CvigKQKrK3pfP2+gnI0XNCEYFfbOaM8k5JEyc5YTOeCio14aqNh5Tgp8Vmr6fos8gYD5z7+WEANrAEEUyktirBvPK6F8GymxS+CtaTNUKp5Y0MpByxmYe8QULF4BfyCCdJu2y45qU2X2aJwZbFoi/m3bfjR8bHuOZ3W31SdQmD23j3THIBBANg2ncofajXbSY7FdOzBgRbU6bTeOz+3Kl34Lj5F4OzdcT4/Vzu3txWokKYDK4rxRaS33TbAbzjU9WkP16J6V7VqoN3qqgk9wyTz+pdXbBr9CqqUACSgU4FAJoyNwUCvHR/L35JJq7jDTvXKioGDpInhG/m8Bd68hlDxIqPiqzAvi4vKQPQRjKHRyEAXRHRhI8AwmE71N6wiqr0sVlhBdLvZlM9NJlathiAS3R4q33zwgQS59/cNuEF/qt833yFIbjaNFXB0ZKXRmVN2dgTyeMXFmRebTbVne9u0MLJZm59hGgKoPHqkAH5RJNVri3NFpzO/e0zZZa+9Kxox/b5AmE7HNKaCQQPWSBMFLMtmNR7eakSAsrWasaTQ6vnbvzVxXc45HBpDMxKxNKVk0ua4dtt8BUCIcyIGjYZUIiH/iUQEnkwmVmUJFla1alov5+c6D2l8zHkPHsinajWrDndwYCD2xobp2cBoOTuzVCOAbCqrwRriu3RrSz4P0A47KJudT0f1ziWAIbWagTAI+lM5z7nr+xtzBUBPr2fgExpdl+nJnJ/P62Kh3eabb84prekqRo2vA+Obb7755gMxr2yvUrax2bQ0hs8/Nw2KUEiLJ6oPoa+xsaHz53LGuPBqqLATvL6uc43HOu/Fhd4/OrJyn9DBWy0LsimXSTAGC+D42PQeIhHL+a5WLaAaj60KBMeUy1r8ImaI/gMsGwLxdttEZtmdLpWMQr22Zp97/30L6gATEG6NxXSf1ardH0yQBw+kJUEePqkjiCbSr0+fmiYEu7UwRAoF0zpYHNNF4crlZfKmw6/9DF3Xl/AjKrvUahoDtFGyWb1+fq7j0MMpFPQaVH2q46BdgRArugcsqkcj84ly2QJy+vv4WJ9vtRTYFgq2C46mAWwXGCnxuLFUqlUFLmi3pFI6/86OATjn5/KDdNqYOuiNUAq3WjX2hBckhDG1sWGaNQBY/E9gD7Ue/6OU98aGzvvsmQFDjNf6unzp+NiekVzOSkIDNMCyehM+8LpGOohXAwWRY5gugYAxFEgl8VZX8u56I0g8Hpv20Pm57oHKURyH5kYgYMLLsK/QPmLeQW8EzSDYWMGg+p65D/ANJk86beLbhYJ8CADsyRONSTptOj5bW8baqFSskgwl0tHCubgwAee1tfmUP8bIK6QNYO2tvpRICDgCZFhMZfoml/yF6US5ZhhFN26ozfv7BrKVSto4CIflB2hvkVLD88czOB6L+ZhKGVMU4AZh3/FYfUbFIYC/VErtyud1flJ4Ycw1mxor5rdaTfPGzZs2ZyDgC/DOJgVCuQC2fA/CLPn5z62CWDKpz66uyveiUZsL+FwiYf3JnNNqGXNkd1ft4plwTueDIYqoOsAL5/MCgPfuWdUnQJN2W+9dVf3ospS7RW2xWEzHnJ9r3G/eNKajV5jYOVufzGY69s4d55wb+glKb8G+jDju12HfpLb45ptvvn0TzQdiXtEWtUJeJMC5uGMKZR0h1F5Pn4edwU4gC0KqOrCYvHtXFUSoWnL/voLCZtMWbaRppFL60mZxOhhocdfpKGiEFRIIOPd3/64JoZZKWmgOBmoru42xmM7FrvhgoAVgPi/whJ3HJ0+c+9f/2vL1ST8iAF5b03UpMRwI6P3RSOfY3dVijmo6/b52Fwle4nFLM8lk1ObVVdvRRJuh0VAfb2wYc4igmOCHXdpk0nYVt7YuH1NvmkKlontXOs7rV026ri95RYQB6HI50zrodo11sLtrO835vNHLEVMulfTZ9983IG53V59FxPn2be1Yf/aZ7YLX6/K1nR31LUH0cCi/JIUE3w6FtHiv1dS/sBtOT20cAAEok5xKqX1oegAivv++zktZ2r/5Gwtqksl5/0Jcul6fF7csFnX+dluf4XzjsWmJDIfyh1//Wue+d898jEAqHJaPtFpWScbb96GQzjeZKFj1VlS5jF3xKvPJqxg++uCBgSFUswKoqFTkA+OxBXMwAryCp4wTaXwEk6SHoSMFUwKtjFrNdkNJGcvndb5y2T5LxalSab46Fuy8YFC+9/77amu1qmMHA0vdyGb1PoEoLKzBQD+3blkqGwzCTz/VGO/saExJS6nVTGum1xP74Uc/0rm9Y5TN2hyNYC2l0Z3T8ZS9Z0zexli/DUN7zDlL18znDYzqdk1fq9lUH1HdjtQ1RN3RzgFU8LKtYK/BymQugx3nrawVjaq/vKlv/b4+g1gz4L5zBuhfXJiPrq5a2W0YYKTo4TPttn5IFR6NrJIgIOHOjtrMmK+vazwBkwC/ndPvmzetMt1kYoxKtM8QDF9e1jGrq/pZBGmduxy4XWRrev0KAWU+w3e8c+aHXq0nbxoVmy6//KXNb6SoekWuKeOez39zwcVvg30ZcVzffPPNN9++eeYDMa9oi+DKi3L+veks+bwWrM5poXXvnlWHYJHJ8XyZUnJ6dVWAAjtiVMChws3JiRZ0LJTZyUYs0ysYSOULhFO7XS0C79yxnH4o6Yi5JhK6vjfFBYDHOX02m9VrT59qUXpyYgvGfF4L60DAgJjRyKq3HB2pnTdvGlumVDKw6uFDLUBI5WIRD8Om27XFL0F9r2flas/O5uncMCtaLbV7fX1e0PBlOg7DoUALpaK8PiPmur6EX1C5gt321VUTOj45MYYLgA1pKQ8fmrgwbA5vfj/B4t27+syzZ1ZNiLSAXE7/k3oCvb/d1th5S69TXYigFL2hUslEkp3T+6SkFQrGRkA4lbZph1XBzy9+oTE7OzMQxOtfe3uWAkdgRHAYCsl3KhW1i8okAD/DodpDSdhs1nbIvaWb79xRikIopD6Biu8VzoQlwTgQuCwG315GhddHv6ydnek+T08NHNndNTYUGkqU1I3FDJidzWxssllLYYxG5Qc8awRhpIE0GuqfrS0FfwCnw6HGPhKxoJPSvrDsqKgEWEalG6pbARix24+4KdWInDNdEVhwwaD5AmWH2emPxdSWTz8VqxDwFhCc6jzO6f4vLqyiE88pKZ9eDZhAQDpCl9mrfHd83ca44ON37swH2FTfgoHpnGk5AVYiwD0amWYPLKNk0lgoZ2fqc34oBw9o4ZxpEqHLFI+buDusG+ZFvpuoiLe8bCmrMHNIZ+t0jElFFUFSYdGHAmziO5jP377t3E9+ouN4rgCoHj82lhylqXM5A4ZgDjqndk0m9r23tnZ1GuNlukWXVUPyGiCMcwaeLuoWASQhVD+ZaP4g/bDV0v+cm/P1+ybuz7ypMXv970XffPPNN998+66Y/2X5iraoFfKi1IPFnGpKV0ejtvPmnO0+5nJiuUynWvSQe081iVhMi0QWYoWCFrboOrRaVmJ2edkC8+VlC2IAIKi0A82f8pPlstHCl5a08ESUc2nJ0hbQ6Wg0nPurv3Lu939fbfrVr6RbgvZKIGAlYxHm9ZbwJE2LYPjZMxP9pKpSsaiFLWKcpDiwE9poKMgiVYGF/mJ5525X77Mjys4htHbo1i9LJ2ExrfKrkddWfbiuL3n96L339Jr33vCpeFwBkHO6x2pVfgSokclYWgr6MDBmnJM/0cf4aLWq8cGHEMQE2IBpEQoZ24TdVISlf/1rtaHdtgpLpCVQ+SOVshLkBFawu/7qrxQIFgrP+1ck8rx/AR4Oh5Yi0Wzq/hMJAxwTCf1G14i0Jyj+hYLa0u9bdZa9PQtOOx1L1UEbotFQYFmvm4gsQdZl6UewipwzH30TVqtZyhV9UCho/HI5jenurlXVWlpSewmqw2EDOWnzeGyCv2hsENySvggLgrFJJORDsPQAnRMJY9vMZjonFY5gs8FGqlR0PsBj5opYzLSwAGFgUZFeQqlrAGp808vWOzy0ylnB4HzZXlhWtMvLGvBWlrmOvcp3x9dtCLBflkIFG5G5JZUS46hctmcBva+lJef+7b/V+e7ds7F0znw/END4TSamL7W1pfE6OJCvxGLGzIOJMxjoucLXxmP9VCpqbzKpMQJ84buPZ5wNBa8/fPCB6Y+trGjsHz82sXl0hFZXTVumUrEUVwR8mScBj1IpS8crFi0dNBTScwfztdvVd/rpqZ415ujh0O5rcR55lWpIzhkAhPEd4D1HpaK+Yj7wivZ7xYLjcUtBRH/nCw/yuRm++eabb7759hLzgZhXtJftPr2K5gM74LAJAB7GYyvJOZtZcLOyMn898sl3d7WAo9oQ+eQsCpNJBRejkdH1UykFNqORCfcC1ADApNOW851IaHH4+LHtmFEOulTSgvmv/1qMBeeMxk3qj3MS6L1xQ699+qkWegSF9BvgFNoA+byC7Dt3dByBVjhs1ScogUvaVTJpKTQsXEkjAUBpt03TIJ220rrXEVWF/aO2vv6C80W+dB0/uqwqF68XCqrkgS9Fo+q7zU3T/Vm8JsyYTMYC8dlM40wJZ4IIqpygiZDN2m5qKqXdYlhM5+cG+gFYvPee7i+TEbixuio/XFoy5tPKyny57H/9r82/0DdZXn7evzodBUKUgEVPyTlL1wOggOVDCh5B38aG+U6rpfsKBu1Y0o/QcCoWTXdiMrFgh1QAr3kDKsQ1X7XKyctsOLRy5QBJa2tq17NnFnRSBQ2wGLYIrKVEwjQwYEFRtQZmAiwS3o9G5/1kOlW/7OyYgCvi3k+fmiApKYeImp+e2hjD+NrasqD8+FifY7yfPjURUSrjRKMaSyqHeedJ0ijCYWNHIZBKOfNw2OYsr14HfQx46dXowK6jzfFNNebDy4zn9u5dPUcXF/acRSJWtQ2RbECSSMS5Dz9UmhLPGQLzlYql6qysGCMPsCYS0fnX100ktly2tDnSkEijReC5Xte1Vlb0WV5rNDTOvZ7piTGvr6+r/QD9XrFxKjk5ZwK9pMZxrnpdwBRC085ZRSi+D0lTpFLR48e2WUJa32gkH9zettLUGOzXy9KXFr8nFn20WNQxlOMm5c7rm2xUUNGRVC6+00lFzGQExDhnz/YXjBg/Qck333zzzTffXmI+EPOK9rLdpxdpPngX5uxkOacFD4v0wUBBB9R8gt+7dxXcej+PjgYL0fV1LQq3tmxB+eSJBVrQoy8uLM0AkVXONRzqXJmMFntUPhoOtWBECJWFpHO6ZrmsQAghRBg16+tqTzhsjKCjI0v5IGhNJhUgsoimP5JJY7dQshZGBSwFgJl8Xq+zk8/1nLPFYr1uu7CjkQCkUEhBB+NBWsVVIJoXrPgyWdkv8qWr/OgyHyJ4JXDifdhD8biJzy4tyZfu3bNUGc7FtdA1abf1OUqQEySsrNiOLRVG8INqVYED1x6N5G8ADAAet25ZtaVEwsSf63Udi7gwgVWnowCOnXCYDu+/L/8KBHSfMMkiEasoEo+bhtFopCC72ZTfozOTzVrFFVgjpCOxC47Wy+mpfBVtp0TCRGZXVuzvZlPXQlyZXf8HD0z01MtGcu7NsSQYd9ghGxtWkWw6tfshsFpfN1AG4GU2U58gwMu9Ie6L+PLGhs6ZTtuOPudAl2Y2032n0/rJ5y0AhBGFXgjPFsFeMjk/XgjJkj4FUAbw1+0aIMs1Tk81jjCrnjwxn+Pzg4Hpf9y4YeW2d3flH+julMsGugBeXgauLD7DzeY3VxPmVYz5Au2tQsG5P/kT9S8AV6Wi5+Lw0ATCAWl/9CPT9KJ8M0AB3y2kl1HJzTkDCQMB+55ZWzPdMpiVpCM2Giam2+uZX5JSlUrZ90C7bWxCmECw6thsyOXUnseP9TqpveWyQGCqFZECxxwI8M0c7f1OwV8AbEj9RbQcNmOpJLYs6U58r9Xrlu6J3sxiGhk+B/DCe4wfelbestvNpsDytTWrjAgLEq0e56yaI+ODdtPzvBvffPPNN998823RfCDmDdtVOgCTiQLJTuf5XPtk0oLVWMwCnBs3tEj98EMd6xV7RCy23bbqMeGwPlutarF0cGCMmI2NedZLryfgpFQy9gG7ivzNYrVSsdQK52wBSyrCYCAdEhZ6sHjI4x8MtAD+9FPbpUaAkWuurVng5911+zt/R4vN1VUL/mHtDAa6Lxa9S0smwspuOdRqcvgbDdMfILAnTWx/37n/4D+wlJyzM9thXwRkaKNzk+mXdppL7Co/IhgkQIhELF0EPQxYJ5RbZvy9vsS5vP7EfVFeFVFnbyUbSoivrhroBRSFgOtnn9k5CEBILVlaMl2J1VWBck+fWoCNr5BuQCnzx481dqQYODe/Ez2bKYWJQOXiwqjy2az8C/0H58QWaretqkinIzACQIA2keYEWyMY1HNFigzpWVQFymYt2MpmdS8ffGDpLs5ZaWBS9LA3yZJIJg1EZV4ol9WOiwvdw/m5pYGNxxb0IcgbDuveAF/Qf+h2TdA7Hte4oIUTCOhZy+fV12dnlsY1GOgYQMDlZempPH1qPuwFvACOSYviGcavLy7mg9Vo1ES963WNOWAuWj7ochUKauM//acGZJPCtrMzPyYvsheBqe+SJsyr2GKKFew4Qm+0RHo9zRcwnKgm9Pf+nsbhV7+SPg+C2c7ZOPT7GovTU0tv5RhEpdfWjD0yHltqHcAEoO/Skj4H0Foo6JhOR5+FAdps6tkF0H76VGmV1apAPipHRaN6FmBcUnVpbc2AQ9hxgLmNhj4DUOLcPAgOcIyGUi5nzK/JRIDW6amexXTa2EMIk5Mmt7pq1cW8TBnn5oGXatX+d059ARBDH+PbL/Jjry8g7uubb7755ptvvl3PfCDmDRlMBZgX3t0j5/Rep6O/oWG3WiaIik5JKmUlWtfW5hdHXmFPyhVToWJ5Wf97y1c+eaL/SU0plYwSfnpqVSEoX8mO+U9/aqBNoWClXdH8WFnR9WALlEpaqFKphiCUKjijkc7z6ae24w7rYWvLdtzW1gxYSqVMqDcUMn0agjDSkd57z/RxlpZMpBEh4H7fKmrABqjXLSWq11MwQApGr6frs3hfZDVhUOidm06+Sj/yCi+WSroHhBehq0OnRxuDVA2vLzn3vD8BYlE+NpvVLixVrKZT/Y+mCJ9BbJLqXQj4FgomDHxyosCc9JjVVbUdpgOAoHMCjGClQM9/kX81GvrM8bH8muBoc9NAQe/OtnPyC1L9SAO4dcvYK/gR6RaUWe52BWJkMmrfyYmO/eAD05+BCUZ53PV18/Fo1M7H+KRSV6eBvK5tbZkOk3Nqx29+49yf/ZkJ7XY6GoN0Wv0Ci4ad/kRCbYfpEwjo+EZDba7XdW7AwGbThE7pJ7RZECNHzBWAMBi0cWX+Q5gVlsJ0Kh8EGBqPjeGCGDABKgDg4eF8JZeTEx0DoMacuLY2z+zIZnXfDx6oPaSvOGf9UK1qLsSXvJWRvEaQOpnMp59+k8tWX8fSaYHWlGrnNdIUKWNPalyvZ+BBMGgg5Pm5nlu+i0h5AmQgra7XM/C307EKVfG4pbXC0AKcAHybzYythQbN6qr8mkpKsPYAFh8+1P+//a3GGhAQzbZSyb5Xm035796e+QPgB9oraKg4Z+APxzlnmyp89zcaBjqurdl3WChk4sFozDin56zTMZYOMrlefbRF4GXRELzGvADkZSmwAJ7edDtKzMu3SQb97trLSk1fZd+0EtS++eabb769PfOBmDdk7D6h+UJw6K0yEI1aTj1sBCq+oLdCpQpShxAzrdX05czi0TkLJgmSAVl6PaNEAwDBQKH8JxVnUim1J5OxFClEB4+PFdA0GlbOejIxodQbN6waVDxuYpwE5oGAsW9+/WtbVCP2mc/bwg3xTwJUFoaHh8ZaQMi1WLQgmlx2gvjBwFIWCKads4pPm5umY0DATnoU6VlU36B09mXBE0CCLXe/Gj/CJhMtwKH9R6M69tYtWzTD5lgs3/0if4LdQjoKKWiANYg74z/o8tDH6BhQWWRpSaKWxaLGO5GQL56cyL+mUxNVRYODoBX2Q6Pxcv969MjSp6D2b21ZehTpLAg7o3OC/kO/r+CKHd3ZTK83GpaORSoPDJJq1ZgxPGekQjinACuVUtBXLNq49HrmS29SF8ZrpCd0OgoQCSBJFWFXfDi0FAzYTZR8RvgavSbYP5S0BXzjOSLVBxYAjCEq58D4Awjd2nLuk09MHJU5EZYg2lihkPrw8NCEVhF9Xluz1KVYzBh8pBiR1vbhh/L342O1k3LCsC+oDgOA5a2EBfMhGrVqVGielMtXs2IA+bypHVcBu++S0ddU9ZvN9F0AuOGcAd6wPUkdjEbFXEPjx/vsU6VqONRnSK2jnDSi0KGQUhIRmgYo4PykrcHSggmHHhTADal0nIOKff/8n+vzR0emIxaPy2/OzuQPgN+ZjM6bySjo5vVeT2Aezx06NItsIu6XeSQSMeA8GpXPP3tmemjOqZ35vGm4UH4eRlc+r/9fBLxQwp51yc2bV+sXedPy0FRLJp9Pt0N3Rvf3oiLL3w17Wanpq8wvQe2bb7759t2xbxUQEwgEArPZ17MA8O58Li5mKhUFPQQu0JQTCS1kYzHbDWaBCyiwu2spTZ2OFp+U393eNvFaKg3dv6/FIAKWXtHNzU0d89lnlrZBBaBu15gPVJzY3lZ70dpwzhbE6+vGvqnVdDzsA1JZuDd2FO/csRLaVKGoVnVdgnZ2887PtTNEcE57z860KF5aEnMnm9WCk8DWm2JzfKzPI1xaKGjxevOmFr7f/75SXmo19c+dO1aK1xuckVaGZkU2q5/f/ta5N723/TI/Io2m251n/xDkOmdBZC6nYIj0kN1dnQP/6nRsRxfNEucE8KTTCiR6PfVjMml6MIeHVhI4mZRfPXyowIVjSQs4P7dAJRy2NITp1MRYLy6ssg4pccWiVf4ikLnKv9h1LhYtVYV0E2+Q5ZylMZE6N5nIzwjoec5GI90Tmg0ffqj7I8Xr9FS+trVlotgAek+fqj+7Xd3b+bkBIwhfIpjp3NupnhONii02mUi/4+hI9w6TCSFwGCqIObdaei8U0nFPnpjWEsw4GEakkgHUwVDgXLCGAO4Q96VazNmZfM3LOiE1jfTDZtPSEClXjCg1LELmo2rVxjyZ1DP0059qHAn2Nzd1/cFArA7A60xGz8edO3pGvGwWmA6FgqXowQIiHe8yu05qx7tgi6LDvZ7Gje+E6VR9v7VloFutZnMMYxQKaU4hTa5atbLQgPGBgKWKNpvGgKKimXMGgCEMi8guz340Kp8mLRHtMPSMYEIiav+LX5j/USXuvffs2lyfNKFmU98blLPu9zUnIh68uWk+SupUq2WpVDzv+BfaUb/+tZX6DgTUx1QZBJiBbYeGUbms++O5Y26rVm3DBRDbKwp+GSvrKnAQLatcbv77if+9nwfccW74nWfEfNPsRQydvb2vtCm++eabb759Ye88EBMIBP7QOXdzNpv9v2az2ezrAmPYLfUuTFiMlsu2KKpW9YXoFRVcWtJi6c4dfQYdC+eMduycsToSCSuZSfoBjJZPP9X10AWhpDCilmjEEMRwLLowp6faSe71tODr97UYpPIFi+rZzEods+sYDKqtAAGIFSLuiS4Ix25vK7AbjearuhweKgA8O1NffPSRBeB7ewqcYLDAYCBdhdx4ggVAMHb/YbsAZkSjNh7Fotp086YCBgIPFssEXrWa+n593TnjCn01fsTraFmUSsZSgV1E0F+p2A4tvsQ91OumYzAcqs+nU/UhZV/RVqlWjZq/tqa2wJhYXrbUHtKG0HDIZPRD29lJRZD55k0tDEn/oVrSdKp7q9c15v2+2uL1LwIvKgLByNjcNAFOhK6dU58eH5tQbCJh5ZiLRUsFzOUUZP3FX6hP+n0THh0M1F5Kysdi2pmvVq2EN5XIqBZEuwCKSPV5UeW1N2noSKENA9iFmDaBL0DqxYX6IpGw3X50VdBbGY+NHQNzCmA5kbB0o3BY50bHyasXNRgIsEI7hkpSMPeYfzodS4skXY0gnCcvnVbg/NvfGrMiHDZGGSKwCH3DqlpaMmHzRMK5n/3MWAswsU5PjckH+wUNkFZLvvQyIO1dKlt9mS2KDpNuRLWpwcDSbDMZjRXAy9qaVdsZj023DCC0XjdABzATodx22xh93a6JpDuna8BoId11ZUWvbW7a/E4lo2xWv9Eee/RIY4uP8B04Gtnz7JyeX1Ikz84MkIA5eeeOgU97ezrX0ZH1HawYPud93mFLIe5LBa9czlhz6LQtMlRgtBSLdiwAdbms92HpLS+bmLC+s17dGH982fs/Ns8M81OTvmn2ugydvb2rWTo+gOObb7759uXsnQViAoFA0DmXdM79V/o3kJrNZv+3L8CY4Gw2m173XFDiv0z+fjY7rwNBgAsAAN2d6j7O6b1AQGCDlyrstU7HFj/hsBZZ9+9rgZjP264YQQ47w7mcFmLFol2z29X1EDWkBPDamha2jYb+f/zYgizADpZVpAug8YCAaq1mn0eokeA7k7HdwHzeUm8KBcvlhzlD4AoAUqmoPWgHjMcmeDwcWnoM+h/oQmxuarFNeU3o3v2+AnJ24Vlcb2worQcQw5tKQnqSl6mCzs/LbDy2fPrr+Nar+BFlTXs9BSzolHgrIC36EqweQMDhUKBXOCzwg8AGUObiYl7TBwFbRHFXV618MUFptWoBK8yXwcAo8NWqielOJjb2CHV6dR5qNavuhH9R4rpeNzCoWNQxsHRSKV0H0BKGTqulYHBvT/9D6ae6Trls2jBrawZ+ffKJGFToVjQaupd+3wAw9ItI32McSLtjPAANCXABvd4Et2oR5Dk70308e2ZiujBcAGfZMQdAg1UCSDMa2f+kZcEWI/2Jst0E587JL9fW9PfqqpUUPj62NJFCQc8trDc0syhXjA+hIUQKBwH7aKRrUPnp+NiCDQRYCXCZM2AgLi1ZYA9wyXgzB+EHfLbZlM/xnRGLmVbHVfaiMvXfZOMeq1XTqnLOQAv8nHRQNLnabYGY6Jp4dV4iEWNxkhoLk4PNClhzAHMIO1NentTFatVEfWEpAUwcHuqYYNCqDW1s2JidnBgTitQ8/B0WCte+dcs2E2BbMQ/du6e5bDrVuep1aTGhgwVLcXtb/lmrWVW+VMqqSVWrAhOZo8Nh+R3f+zs79n3g1SRijt7etu8yQGBKzDunMXkdANCrWQYDqV435uy74su+vb75ejW++eabb2/P3lkg5gugpR0IBP5r59zEOfcHgUAgMZvN/k8vA2ECgcA/cs79I+ec297endvte938/cXg3bn5hQ+UZi+7IhbTwsqrAbIo8AgbptnUAo6dbHb7ZjPbyUawdmNDiz5KP0OT3tw0kU1EDNFU8KYx/eIXJlrZ79vuOGAMOhLn57oPKqzMZgpKCCzzebFNoHBHIgI6mk0tkOkPSlsPBrqPctkCJwLUYNDYDwQCaF04p3sIBNROxpH0Bhb90Mspjfub3+jvO3dMNNi7wCV4Ijj0pguhN/Iy/9ra2n0l33qRH+FDVKuKRrUA99LsvQvjy3wJcMJb2hl2yGxmrwH8NBrqG8CG0UjXDATU55SDnk5N+LLZVL+WShbUh8MGEFLilHsB2OGeEZHmPbRgvMEOVW/wL4LqYtGq+NCPpNOga+Cc6ZhQ1Yk+gU0Ti8kX2c1HYJZKRIOBjolGrbw1/oWWEeKygF/e+eBFZe5fZF7f2vVS5644L/pNaBpRlpsgOhZT36XTarPXZ3huAFZmM9Ob8gKBR0eab0gncU4+QelxKl0hEIzYKPo9XkZDPG5Mo0jE0uiYA5pNjfNoZP0LEIKAd7+vczDfDYd6Lj7+WAE4QtuJhD0ngHL4i3M6BsAI30fc3LsT/LKy1C+qrHRdu4xF9aYFf6/6XnROz9TSkgEsVEBrtzUem5t6XvCFXE7zA2AOWku3bgkg73bN97xi8Y2GzdHZrMYiFjMmGSLupEMBDq6vGyAHI4ey5P2+Ma1Ia2021Y+BgGmira8bC3B5Wfdaqei+AEeaTWOFos/F/82m/Gs61Xlhyd26ZaCy99l89Mg0dZyzctzJpPzr5k35JFWgYOyRYuScMSABrNkwAMx3zoDg1wFivJplaIqxqYL/vYmNLN/ejPnsFd988823d8veWSDGY2Pn3K5z7r92zv3PAoHA/9E5N3DO/a+cc4HLQJnZbPaPnXP/2DnnfvCDn86RNb9M/v5lO59Qhc/PLYA+OVEQ8NOfGlXYW8oSzQvnFNCQNrK3p0UhOiloU+TzWhCj8cDOI+V5yY+PxUxbY3VVQexw6Ny/+leW8kQgikYEu+Sbm0alpipPIGCUc6o2EFDH485973tawPZ6Copv31Zbz8+1iPUyVep1nY8fQJZWy3Yhye0nrYVdeedsR9TLWqESBwKx6bQW0+vrtmhFRwBmCeYNngiCymXblUynpbVje54v96/r+tZVfoRmS6Wiez09VcBKMOP1I29FCxblOzvyieNjLaZhfFDWlXttt630cLlsVHt8k/G4fdsCc8CcwUB+FYspvYcqRN5UFgKkTsfSVzIZjRuBPDohaOCwG00AkEjo+qQNxGLO/f7vq/1PnlgFltNTS6WBucMzGQo5d/eutYtS3eGw6VV4S79SZYdy6jCiBgNLJ6xUdB30UKhGtLU1z6RYZBlc1ze8vvXTn87PXd7z8Bx0u2LDNJuW8kXaFlWHENvd3zfQiM+TigZrAUYBQMZsZjo54bBVW0okdM5+39IPqZ4F4wFwOZUyjSgAxl7PANd43IRhOx39Px5bMBqLzTPt2m0T/I5G5xkE3/ve8+WDuR76Ut5KU/m8GHkE67mcBeZomLxuAPoq4MrrAnevYlfNW6RpAcIsL2tcJxO1AZbEp5/qdyKh1/neAjQhnQhdnvV1+04MBHT/t2/r/dHI0mipepTN6m8AD+aEWExzFIwcdMVSKdtM6Hb1k8vNMzsAjQH+43HNX4jSIuZ8caHX0UeaTMyHmatgxlD9D9YoZa1JOfWmvpHmtL5uzJZ0Wt9vMDuds3kDuyoliDTIbteAUJ6F12GveFl8VHlzzr4L6UuOfdeFqN9189krvvnmm2/vln0bgJj/1jn3n8xms38ZCAR+6Jz73zjn/h9f6MS8NCN2cffgy+TvX7bzSRBAFQWqt3S7WuBftpiB7cIPTBXnjP3A37WalewtFLSYOz3V+5OJFsObm5YWcO+eAidSNtBmgS0RDuu9eFzvw6RAb4bKKuOx5bezQ+3VAmg2dd0bN/T5vT3dK2VnNzf1edJYWNTv7uo6T5+qLxIJ3RcLfNKi6nXnfvQj67NkUm3xslZyOdPkmUx0Hlg1tZp2Kkmz6HZ1/Url+YDIO64sTE9OSGu4vkbMdX3rKj86O5PPIMDIGOzumo7M4qIY3+PHW3GGssJU9ICtNRwaG2RjQwHU2ZkxQJ4+VcDk1YgpFhXkc45YzMSoYT3AgoBxgzAuPrS8rOvi76QxoDsCowXgL59X++JxjRmVfVIpvU/guLWlz7XbxrwAxERkNJk0/9/aMq0RWGNbW/oN82d52cAAhIBJWyFdh3Qxxp6qJBiB2Kv4xssMRgvPAdoT7OADSJJ+BpMHsfBWy8AF0v5IbUSLKpczEWUYZxcXluJHqhl9/eSJAuViUZ+DlQc4B9Nkc1Ptpm0wkUgtQz8DvZBEQkAa/sEzA1PDOT3zzhmrxjn5M/4O4I2miVd3ioC52TRQB1YIIAwVx14nAH0VcGURqPsyGwbXMe/3It8tpZKl5TGH3Lmj+QChZMSgATfREQPsIh2RzQYvawpw5e/8HWOW7O2Zvg9+i4YKQuxo/gSDBm6GQvPltb2VvD791BhuMH1++ENjo0Sjlia7uanzPn6s3wi91+sG9CAs3uvpGgCgrZaOXVnR84HoMz5DW9HSundP6UmX2XXS20hTmkz03eYdO+csJeoywO8qUNCrb+RNO8UWqzO9bb/0zTfffPPNt2+TfRuAmJ5z7r1AIPAPnXP/c+fc/94597NAIPBfzGaz/+plH6ZiyNvK3yeopoQneheAMb2eFrIs9AmCj44UgFA+FgHcUkmLofV12+0tlbQgImgi8PIuKLe3LTAFwHn40Kq3zGZG92enG40GUp+4BwJer14EO3uTiYJWWAXspBOcVyr63Gik+4fdMx5roU1gSLCcyeg3QMP5uc59fm678jCJnBPbgwAqFNLCmV3QRsP6OJ127g//UP18cqLF8Ycfvjgg8i6GvcKRLzICmi/rW+zWkuLCDixB46IfrazYDv9vfmO+RBC9vKzg4uzMAJdEQuDWb38r3+h2TeyW4NpbZYdUMMCWRkPnePLEFuT4EcwXNGgolU3FEyoozWY6Jhy2dDgq1ADyUIoWHQfnTDMmFNJ4BgL6TYANswINFAJpfI0dd+d0ne1tgU2RiOmr7O0Z4+v42NIeKKd+cWHUfUrkYosBCjvib8I3vLYYsKG/5JzmjJMTEwBfWdGY/Nmfmbhpva7AFkHtSkV9Xy6bphBgMqXKKaXLzj4C3YBnVMvC73o9zVnoVTmn19ptnYf5BDFt2FfohwwGajvi4aenOo+35DslsL06FlSfA/wGYMGvnLPnGlHXREIBMgG9c/qfNCavjtOr2quAK1+14O/i9yIAFaW7Gw377shkTCuJlMNAQCDG4aGlslHSHuC72zU/azZNIwrhZ7TGDg8NwCUNcGPDmG0w3Tod5/7mb2xeYYOB5zyRsGeU7yaARAS5czkDFhAQJ/UKrZvpVM/Y8bHaDhjI+X79axOQ/sEPbJ5IpfT8VSrqux//WOcAMCKd6ypm1HCoOZu0S4SCvQabizkPUOplgN9VoKB3PqFqGAw57xyGvWtC1L755ptvvvn2ddo7D8TMZrOTQCBw6Jz7Xzvn/hez2ez/EwgE/q5z7tF1z/E2qbTsNJEaQMWISESL1gcP9D5Cn8fHWuh+9pkCm3TayiqPRpYeUCppEUQ1GRa3BA/Vqq6RTpuQ4mik9IPTU90zlP/jY9v1hu2yvq429XpWnaZeN8YL5Ti3toyCjb5Ct2ugilc/4vRUn4N9wI469wZAMxyaSGE6rQD44UMFxDBnZjPdPyyMRT0Xdrcp5QnV3Ll5MIBdddrr3NUBkZepsrOjfnuZhcNGL3+TPhSL6e9YzGj/Xj+iPyoVCc3iS3fvms9QSj2RULCDZgipSmj/UDmnXLZ0lWRSbfP6FRpFVLgiQCLYoWpNJqNrHx/L39BnqdUsFanb1WeogkRQSLoSO/Ln52I8AYyMx/IrmCywLbgPWEQAK+hBAHQRqG9tyefqdSu9DIiYycgPKMPrnO43n1egNxwa8wojQPFS/YvFNz/3LLK3YHw8eCAmAGk1lJU+PbXKWwAbPONUYkETiTGn+htMoEZDxwGmArw0m7oO/Q7QC1uNVEeC4khEvpLPG0AL8+XiQvPI6amlPAHCMj+dnRmLh6pw9HM+b6XaeZaWlgTwoFVEeXsAbsw7v3gDZC/g+6IA9DpsA853lX0dgr/ePjg50ZwHEIO21OGhxr/VsrRFWGkbG/oeQ6urVjNWFmwntKbQDTo9Vbl15gwAsF7PxNe9gu5U/vL6bySi+eD0VH/v7VmqHFowzaZ+BgM96wD1T57YdyfAsTcV2DljnMKo+5u/0Ry0siKQeGdH7+fzxo4j/ZZnKJeTr7733nzaUa9nz6jXV2o1gTB8d92/r899+OH8MRisuEW9Md5b9EkqL3lTe52zSoSYF9Rxbr7IwLskRO2bb7755ptv3wR754GYL+z/7pz7b2ez2S+++P9PXqVq0ts0FjuJhAAVKoRQLpcdJcp/1ut6bTw25sNgYIshgBrSItD7WF7WLv7ysq5RKlnZ2W5Xu3StlhaOjYYWe3t7truJaLBXqJIFFkEVu4GwENCWIO2jWLRSwtOp2swiFFFgypWSpoHOy+qqsQ2KRcu/PziwFCsqdABEfPqpnTOVMhFBACl+cx+hkKW+nJ7aorZY1HmcM2CANtHORUr37q4FuW/bLvMhaPYASAgp40ejkf4+PJz3JVJuAGMQ6E0m9R47/dmsgp71db3PTvdgoDE9OxNIcv+++dVsJrAMWvxkYjvKpCUBriGS65yuSXBM2gK70YOBjut2dT2qgw2HpjFB+XPKNFOmvVjUZ0lpGY8VaJHu5GVn1esGGuRyah/BeygkwOfwUIDTRx+ZQOtkomerVNI5SQMEAHVuPkB5W8H0YmCFPtDSkphSlOL2Vj3hORyN5Bsw2rxioGh6NBrzwFYkokCbzwFQESTH4/KHWk19Sblv5r94XM/a4aHamMsZO2oyMSYZjIeDAxOC5h6qVZ0nn1cbKhWN9bNnplmzsSGfoF3lskCFatVS4gIBA4Ocm9fZ8fbp+rpVViI1BgbgZWPJ59FogjlzGdvgZf7wJgR/X9fQ6up0DMAHyICFFwhYBT1EdqtV9T96L8GgxprxpWIR7Kjp1AA9/vceh9Az8wEC8wCisK6cs00L5/Req6XjYfbBGHHOdF9Iv2y35Ru9nkAVWFMAy2ieIWA7GFh1sE8/NbYOoAabA+fnOgbtI/yMKlOtlm0Y3Lxp7VtdtZRljh+PrRIV/oRG0iKQ4mW7OCdf81YIQ6wanS5eu4w9k83qPthAymbFEEN3zTfffPPNN998u759K4CY2Wx26Jw7DAQCgZnsGwHCOGcLIBZV7LZTDYR0HSqapFJikaCRgNje1pZpI1A5IpezqhJLS6JBr6469/nntivILnEmY5WFECUtlbTQ3NnR+RDGDQS0iF5b09/n51ZpggVuLGZ6ItGoBc8ff2yBBwvkX/9a1z860jkQIkSwN5VSMJVK6bPn5ybwurysIIwd13BYC8BgUDukAEkwQ9Cl2dxUwIWxsBwMBB6USupfxoV0ls1NXefxY12TfP7FRWko5NxPfuKcc8322/Qfru3cvA/t7mrB/uCBaYFQwSMQMNYRlYAiEStTvLWl8+A/VPjZ3jbdGACJTEbXKZV0z8fHFvTAXsGvEIs+PbUd4mjUABV8C3Dj9m2N9cWFjiPNiRQFL/uHlLubN82/CgWN26ef6vNPnqjdq6u65tGRabY4Z0wPACBKawMQeSshOWe7+EdHtoO/sWE6KuzkA8iRXkOKg3PPs6HeVjB9WbUkrkWlFUAU50xnCMCDZxn2EcEyop/hsAXTVFxDX4c0DDSBGg2NZadjOjiAsujuUBb91i2r5ARTcH1d/fbpp9anaH6gF0KZcgJ7xoGgEv+kVHK1qmOePFH7Mxl9/uxMvuqc3icQvkqIFBAGFo1zAuYuC0IZE8aFvvCyot4FYdNKZZ4ROZuZftjFhT0/6IihkzKbqR8LBflaoaBjqf6Xy8lnGNvT03nNIi+rjapFgPHOWQoa1cwCAfUnYCvgbbttc8qPfqTvI4S3Sb/LZk3UmnF5/Ni+a5yzewRUAVDu93UOWGYbG8YyqdX0/YoGmTdliHnm7Ez38uCBzpvJ6PuwVrOUZOfUN4CngFO87gXL6HP6djGldjLRs+UF8mmPF2BEUNxroZABtsmk7vfRo+dZZL755ptvvvnm28vtWwHEYF8I9L5Ve9UyogAAoZBVXmFBxutepXvKdgKWpFKqjPPjH2s3fmNDC0SEDzc39Rrio1CUWZRWKjq2UDAgJxKxXb5IRLt7pIrMZlrcsutWLOrz3a4F9M5pYcxueDqtdsDSiMW0aH/6VNdHOBUR4E5Hn81mTdCz09FClMUswpBUsFhetmAftsNwqMV7IGCVe1ot3QdVn9hhd073cXpqAo3s6qJ9k83awpOqPgAxzs3vKoZCpKVEXvsZuq4vXeVDzlk/IH5JqhD6F8mkMZRu3FDVmJ/9TNctlRS0wHTa2LBqP6ORxj+Vku88fqz+JACGPbOyIr+k3ejmpFIaxzt3FFwALlLVptXS9bJZBSK0IRSS/8CsYqzW1y3ATiQsoEPzhIA8HFZ/UEkMLRv0hageFgzqfpaW1N5OR/eTz1v6C4F3rabPBAK67tmZ+iQc1udSKUtjoMIT4/ZlfeK61uvN72ZzXwcHeg+Qi1K4pJ8BcHEfsNxIoQSAyOfnRZSpkpXJCExZXp4PsKliRIDHfEeAWSpZ2fpyWdfb3RXQRmohYM+zZzoWdgH9S0DO/bZaOu/6ugXyzFkrK1aRDeHoeFxA0gcfWGU7gCnSui4TIvWCMKPR1ZpSXj/wAjLvmo7G2dm8tgpi2QcH6rdYzAR0eQb4DopGrZIfukGUYX7vPUslfPzYAAWYdKmU5qxy2bTKqNKWyWieB/ik/xHIBaRADBzNsUbDwNnwFzM3ukWkOAFgA84mErrO3p7mhp0dAx9mM50bxgzV2DY3Dcxst3VMJjOfxkMVtWpV35WkYzYaqjhHWi7X2drSs0BlMiq1RaPGPCO1FxDKuXnAz5sGBdOV7x207JjLvSwcr3U65v+Uyma+8ctX++abb7755tv17VsFxHwV9qplRK+in/M61HbnLGC+c8eCJgCTv/xLvUeACUsBRsz2thaJ7Co3Gqav0Gwao4FAOp02vZnJRIu64dDYCV6RXXaxMRZasFrqdS2ub9wwId2zMwX5BHrsaAIcIKbpnKVR9fu2qD84sMXe1pbt1AUCej8c1v222yZAy/g4p4UhKVNUUSH9inQq+pwUC9gCzqlt3t1I7hcjYDZo6tXtur70ohQGrx/dvm36KPW6Fv67u7Zrvbmp/8/PFcQ0GiZ8yy4oqSMIZZ6eWlrTcGjVR2g/NH/EdPErgt7tbUtbgKWA0C5lYfFZSkcDuFCFCwDo/fflz+WyAjfSVmBsIBDtnJ4ffqdSegYQ/UU3aGlJvgUYR7AMAFmv61j0ktiBx6fX19UefJUUDYCHyURA0XUA26t8wsLFF5sXACLNYndX14YVcHZmDCd0fBDezmQ0rqTuobuCKDeC3oz/xob1DQEoDAbKGycSJjZ+cWFC4OWysfAAURF+hfHy4IEF/7OZgapU48FPOh0rU07QTFoj10un9RrB8PGxpd/1+2IHOKf2ZzIGBlSr9szBuKrXrf3ptAFOlxkAzNsSZv6qDCakc/p9fKy+QZcJ4AMgmLkYEB7A3jlja+zsqO8QrN/dNYCHEvB8DgAHsAeQGOYSqW5sMDhnjDW0xwoF+cfJif6OROz7NJ83diUgECXWmX/GY4EgpCEx52xu6jei0TAA8cfvfc/0WhCXx5i32WSAodZoCNy+fdvm3VpNgCHfn4eHxia9eVP3is/CIrt58/k5B19Fz4r0ZSorecEchLIXLZWyub/dtrS+66yHfHu57e09X83T+55vvvnmm2/fHvOBmFe0y4TvXmSL9PPJxFgqMFTYnQU4GY/1mVpNC9FHj7RYy2b1WUCCdFrBgXMmYFqpGFW+27UKFuxUJ5MKjp89s2BxZUWL6lJJQSUlrWG4ILYLiEPlpWDQgrVo1JgGwaBRw6dT/R8IKOilolIopOsBHsFQOTzUwg6x3l7PFqveHfBYzKqnwJhIJCxQHA4NjKD8NelghYL1IxUgyNuHMXT79uUaMVi5bMHJ2/all/kQ/gCTAD2ZXs/ETwmsnz61Mt+kYbBzy99nZ8YQgmXAAhA9nlLJgv/L/GowUJBSrWpMSTtwzkRRy2VdA4Cm3ZZ/kAKB2KrXh7zljjsdA1giETEz2AW+uNDnaGMsZgDBaGRAIIEimjUrK7o/GCT4NKDgyor6AtYQJeNJY/v4YwMbOP5VApTnfSB4xZJ83hYDKFhgKyvq4+9/X4HZ06cm0E2/wHKgfDeAMMEAekPoLaFPsbtrGkOAus2m7h3WDOwI53T/jYYJ9AKyEMhFowqUqfS0tibQkBSIdNpYOKmUnvlw2MZuedmqMMHUWF42cO7gQJ8rFo1hQxCPr4RCpt3l1cn65BPTE6Kv7tyx9LvLzAugFovvLlvAq0OFwC5pswiGO2fgpFfgFs2x0chKQ8diGgs0Wfb3db5nz0yja33dKh7xDDPXw6BC1wR2F34Ci65YtDZTdvrxY6toRroe35OUXGdeB9wYj42RA/OwUDDRaVhTn36qdhQKlqJFRTlS77xsE1J/UikDXCYTA07zefUfwBHGRgxMtv199QPsN/p7f//5ctgAJqQrOme+6ZylM3mPX7SbN9VOrxgyTNKXrYd8e7l5GdK++eabb759u80HYl7RFitdhEJG973OzjcLc6+gHotQFnGtlv6nkgg7XNmsBTDsvJNPHovZzn42a8yZRkOLvM1NCzwpJZxOa6F3fGxaI5R/HQ61a+kVaCT9iDx0b6nsSESAEaKF7G7TVjRvZjO1bzg0gVXnrOxyqWRgDrv0zs2XOkXXZGfHuZ/+VO8nk1oYsjMKEOOcrkHaytKSgqrZzAAvaPDjsS0oKft5VfBcqyHwG37t0MrrS1Dbr8OgWPSh0Uj3RRUnwJJ63VgHaFMQ1HjZIwAcCCcjNovwMwEJQpbTqXyNYAQhZq9fNRr6zGefWQlbxCi7XRP9pexwu63Adn1dAQQlrCk5PZ0q0Nja0nnwP5gRtImSrmtrxgyjegh9cHho5Ynbbb12546xdPBX9CEovc6z1ukYCBgKmaAtJZyrVWPxODevC/IqPiGbXivdcjGAQsehWjVx42xW45BMWuAZDJoQs1ewFoPxBLBCmgcCvrDIEE+9uLBd/1xO/VyrzTOuEPlEhHtjQ9c5PdVr3/+++m42U38j5B0KyZ+zWflJJKLrjkaWsre8rHPSzsHAWH69nl7Hp9Ascs6CearleAHhRELPJYKkCKNyzasYLtfRgHnVVNc3Ycbmi16LzQdbCVZiNGrpOwAx3upW6I0tLen9eNwqiA0GVrHu4kJ9iNZMpWJzPKmG5+dWIQmwIh63eY+xZw68ccN8Lhy2FELYJjs72rxgrp9OBQiFQvI1WDFoqfE3QOzentrUaOjcN27YhsbOjqXPUiEJQJTv7UWDKfU7v6N27O/Lh9fXjS0GqxNgmOcJxtBwqHaRPowgOs/mYtWvRQDG62/XEZCORlWt6cMP51OdeM8333zzzTfffLue+UDMK9riQoXdNedevPPNYujgYL5cJKyN6VQLMIRIEaClmg87v8mkFoXDoYncTiZaNKLn8vChAofVVauM0Oko4EEsMBi0nUNKVKPVEQhooUeaSq+nhSQlealM1OnYgrDRUPvLZWMjsDtNgL65qcV6LGY0f9gopEutr+uc0N95Hxo8bIlkUsFzu637hNWQTKqfj491vdnMud/+VufZ3rbz0I9nZxqTJ080th9+qGPJ9b8qkHoTakReX6JNL/Kjq3yIFCxYBdGolQ4+OlLgUC5rXGs1jSWlVfnc6qrAC9JqCEI2NnSvh4cSgaZkMOODeC1skkDAdrphRCHuenhoQUu9rjYSrAC+RSKqwlEqmZ4JFW8CAdOFiETU5kTCKqtsb8t/Hj0yrYjNTUuFQpCWAO701IK1zU3TBOp2tXM+GJjQ8NaWrnNyYgy2aNS53/zG0gMZR8RfEZh27voByuL8YiHgq33u5k0FdZWK2kAwjWjoRx/p7wcPTN/m/NwqIiGYStvRxwkGtcsOW4nXDg4MzNnYUJ+cnhqbrtPRWJFiNBoZ+48+untXcwdzSa9nACmgRyJhzD8AH9JPAIFhUz19Kt9bXRXDrVjUPe7v63VEVSn7vrws30PgFJ2qiwvzCYSFNzevV5b+ZUDLYvWayUR99jZtsYrOywxNs7MzY3sBrsBMQTeq1zMhX1KVEG9GA6rbtX7tdEyLCZ8bDPRDmg5pTZSqhgl1eKifzU09+1RtWl219DvSmgBTqbxEe87ObN7xVpBjw8CbnhcMqu2kw6INw/dwLich4MlEvgg4il/yXe6c6RTxjKGHA6ux37f0K66FUG42q3nw6MiAKDY0SDHinIvjDQP0Kh97VQHpr6Osum+++eabb759W8wHYl7RFhcq3so8zl29wPUuVoZDLbRSKQvoZzMFMq2WFpnLyzp3o2EgRbWqAOr2bX2G4B2AgpSSatXo8wQaBJXr62Ip0CbSUWA/LC1Z+kazqZ22ZFILvEZDASlpMSx02bVjV3J1VT+/+pVVedrdNfCD9kwmRj+nXDAaAFg6rQDq0091nFeHgx1xgmzSu7zVhRAFHg7VnzA3YGZADycwPD3VPXvFNS+zpSWxlq6r4XGZeX3pOn50lQ/xv5dNQfUNyjefnJgmQ6Gg/lpb031QxQpQB82igwPTbKhWNd6xmM4FU4s2ra879/Of2253Pq/rE6SRDoS/e8e93bbAJZOR31H9xutf4bCJB0ejCsIoTQ3r5OTE/KfVUhv39gx4ROgTZkg+L9/vdNQ3sDOoVnZ4aMEbYObOjs79539uYzAeW5Um0g4qFfWll/r/Kj7xKnbZ52A2wdLpdjXeaDvF41bhhvRCxmlRYHY0MmYKfX5wYIAsP/G4ngtElb078wTF47H6nwCWMahWTRS51dLrf//v6/MEuBsbGtO//msdt7Ki8+3va5zDYZ3n4MBSZYJBBa5UlVlZ0XV2dgzsi0SMtUE6JNXskkmlvT1+bD5yXa2Gl+lAAcLwfrn89oGYV00f8bKAnLN0LtLRSJEEOEBQF82gZlO+wHOJYDZAHmWYAemxycRYOOm0zf2wvPBh+hWwHc2V01OdEwF50tXW1qzdMPpI4SUtlzS/83MDjwIBE4Pe2NC1YXEx743Hmp+8oCDzKqmuo5HeB/SFOXd8bKmBlGX3phA5p771znWI1KO/xnch2jGXjfdV4/867Kx3pfLX69qNG3zPX257e34qkW+++eabb69vPhDzJW0xleCqnW+OQbiRnTTntDhjVxB6PLvQKyv6QY8hlbKUFEQ2nVMg0mxarnwyaUKHzaYWe/W6AkNER2HfzGa2S41mDRVUEFAMBhW4rK5qwUhqRi5n+hGI/yUSAou+9z3bxRsMdA6AFmjhLIzv3bNS1aQuBINqSyajBc/nn1vqCGVNSdcKhxU4ESwCUDlnTB0CwkzGxGNh10ynVgWHih9UaFnUifHqsFyXsfAm/OgqH2Ks+30tGmFAIUybSOg4UoAYt0JB58CfdnctWOj1jNnkZRtx/GCgfmcHFxZOs2nVPyhvTTCVzxu4QooJ94WWTyplQbTXv9JpnXs61d/b23off+K+qICVy1l6C0KdpMbBlpnN9BpC1ASPyaSlADhnwSFVxpwzXRFYbbRveVmMHLSVSFe6DnviTdpwqH78zW/UHwSXzim4fPDAnmGqjCWTGn9SOdBBGg5t3G7f1vhTLhq/IwWRtLfZzNL/lpZ0bjQwvOWJt7fnRbEjEfkF8xrlpzc3Ld0SQDCTMYHWTkdBMiK/VIZqNk20lHvMZi01yvs3z3W3q/9XV9V+ACueta2t58v6vmgcMPSXvm72wPPpb6/2OVgwpJ+mUsZ6JFXn888NBMxm9d0Ri1nKF5Xw0LICmGXOPz+3sQfqjkbV90dH8r3RSOcEQMhk1D6YUK2WlcxOp62yTz5vorbMkVQEe/99A3fwYRh4d+/a9wJi1bWawJhOZ34TAH/CN6NRqw74+LFVGnr/fevXyUSvAX7E48ZA5JzDodibMJIAwADGADUB1p3Tby/rysua8dqrFiL4LtizZy9mv14lquubb7755ptv1zEfiPmSdl1qLoutUGi+BDHpAMmkLfgRCEwkrDTrbGY79wQ/1aoWdATgp6e2uN3eFoukXtf/lJ8lXQKhwkrFUpJ2d62iTDyu/71itohpEqhQtYHdTeeMDVAua8G3tWXChYWCgq/9fbUnkbDgPhLRNcdjtSufN2ZGMqk+29tTcAmd//vf1/ukFbVaej+fV4UJBGARVYT9M52qLcOhMTEQP0Q3Ip/XdcnZ595YnAImfBlGzKv60VU+5JwF1wgsA1QBfq2smD4GASmBIQKax8dK41pZUR8/emQ7zew2P3yoPk0m1Xfs3uKz47H8rFKxVBWCX8oKn57Kp+/eNS2FjQ1j7pByVauZfyUStuN8cKCge2tL43RyYuKch4e6di5nOjmtlt4jKLu4MKDh/NzAHZ4FNFACAX0uGLQKLbdu2U48qXGnp2pbJqPrUtrWWxrba1+FLsj+vrGJSK358EPTzggETGuJ1I+VFY1FqWSiyP2+6b+0WlbOmxQzmAVe4JKqRugMFYuWOjEYaMyoWJVKya+CQY0dKZoYArmwDw4PLRCmNH08rvNSOrlataoxpMwkEvNBLawq0mOcMxAmFrO0JASF0fqgItB1U828oAd6IFyrVlM7rhMkv0ljrnndz62tGRgAeE/FtJUVgXWwnnjW0KaiMh6bDMWi5gksHjewPRrV5ygzfuOGznvnjs7rLaEMIPvwoQnWLi1priAl1zkTEQb8A8whfTEcNsZcNiu/evpUvkcZ9ULBQEG+s8djtenmTXueQiG1le+rcln6ZDDNBgPNP//Zf2Zpad4S9KwFqlX9hhVYr+u6pBsOh7pXr38vAimkgwKikW7mtesyZ3zzzTfffPPNtzdjPhDzJe2qijaLQdZVgTasBlIu6vX5xRjU+fV15374QwXbBLlUL5lMtAiczfQ/O9p/+IfO/bt/Z+wEaM6Fgi2I221buFar+s0OG6lT8bjl4KPzQd481UwAfKBeAwKUy2pvsah7mE5Nm6VatRz4alUL/M1NA6EoEUqqRL1uZTPZRV1bM9o4GhSlku75zh0FYpQ5Rv+BcttoYRwcmKbN3bvzJUZhlmAsTkmv+ir96EVgjdePnFP/l0oGglQq2ond3rbysTCiOh0T3ySoePrU2Cze0sVU5EIMlqoxiGs6Z1VI8Ct0XtBD2tycTwFaX9dYHR6qT5eW5GtUNMEnolGrcjQYWGBeqWg8STkBrJzNFMDFYgakjMe6j3JZ7QHYqlY1zgRR/b581jn138aGzrW2ZhWRtred+7M/U3vjcfkXn+v1TEyzWJwfS1IZ8Kc3ufMMyMP4IUxLGgPgxWRizwvsMUCIvT1L1WIM0aHq93VO5qh+3+4LMAamymxmIrjDoaX+wIQDLITN9N57lvYImINf1+u6Pj4PUwfB8NFI6UtnZ8bIQoQ6lzOfqtf1HnMyATx+0O8rOKYiViSivhiPDUgh7eRlY+AVR/VWscJI6SOY/qpYMjbXDEcvOm5x/sFINS0UBHz0+8Zei0QERjQaAnURaUdUFmYd7EMYfPQR6YOkDgLaMP9dXMgP0AULBg3sS6X0bCKwC5CRyVhpcwTJZzMdQyUtfOHRI32uWDSBcpgqbChMp6a/BUBIxb7dXfkHQDlj++SJgbYwxQIBtffRI4Gklwlus4lAaiHng/0KKFQo2Pc35mXSeNmz/b6xTr3fJ4wB4+DcVycg7Ztvvvnmm2/fRfOBmDdkLL4JbhfL1l6VS00JSoIHqPnOWfCSy4nhsbOjAAsK9vm5AgsWkZGICZ+y603JWQRNo1Et3NBgCAR0fcqywm6oVLTg/MEPdI5czsRP0QZpNKwcbKViJYvHY0sFYuHb69kuKqkspA4EAs7dv6/7IKDjdSrisHOdTttO9cmJFrCUsm42rTpGp6O0jJs3LVeeHfrdXevjR49MZwURYq950yacs51waPlv2l7mR1cF7It+hDZLNqvXZjMBBwBiN26YJgg6H+fnVtZ5OLRgAVZRLGbaPARUpN9Q0pb+JyiYzSyAQEvl4EDXBRRaXTU2AGlMg4GOTyQU2MDModx1uSwfxr+aTfkDrBxKnx8fC0Q5P7dSuJwfJhc71KQvEHyjn5PPqy137thzzBjdvq02wFJDBLZUUrsiEXtenTPGGCVvee1NGYEVFWxKJQNNvCLVp6dqc6Vi8w6CpKurupflZR1LGlc0asFoKGQlrtHaCYdNtJl7nk4NvGE8Hz0yfZDdXUszIbCmJDFz3IcfGoMCXal6XYCRVwMLhgSMsbt3jUmByDeAHX1Vrap/EgkDhBARbjbNb2HqTCZ6neD2siD1KnHUy9IPv6kaGwjCO2fzDwy6Ukn9OR6rP7397Zz6Z3vbvptOT+UjgO3BoJ71szMBOQBss5mOjcUsvQ2dH1IRKxWbj9Bq2tzUcwrrhopHjYbA0aUlY9p5vzsLBflQo6E2p9N6Dvhu3NszFiV+Qvpetar2HR8bG7BQENj90Ufqh8lE1/3lL62aUSikY+7csTn67Ew+vgiMxGK6znBoGzRsCvT7Nlc5Z/MngB+v8XvR7xhT7xjzvXzVd49vvvnmm2+++fZmzQdi3pCxqPHS0F9WthYmC/R/UpBCIRMJZGf48FCLWHaR2eHz0vFJS1lZ0WKK0q+np7ZI3d6eZ6EQVMFiQCODPPPNzfmqDaurAoPQhOC9SESLTgI4dj0p7es1qliwA0/wTzWKnR315/37JigbCGgRvrRk581mtYs+mZguB6BTOGzVVS4uFByTjjAcWklmSj5T4YkULBbDN28+rxHjnJU/flMaMdib8qNgUG2t182Xtrd1PL6Ef+FPwaDuEU0fBJthvnh96vzc7rzf17W2ty3lhWAW4AHtIyqtsDv94x+b3sTqqvz76VNLIQAgi0R03qv8C1YUjBYC58FAx1IqF80Z9ISWl01gmrK37MbDEKJ9i0wHgCcEe4dD/W635W+JxPPB0WX2Jku+4ie7u/Kd/X0DEni+vQAEejlUzAIAIX2NecM5Y57AWorFLLWD0r3xuJUTPjqar+5FPwDgpdPzFYs6HQXmDx7oHLdumZgrzDfS4jY3pUFFClY6baDRvXvGTIDtAIsJK5cNDOOe2m0DjQCwo1ED1Wo19VerJW2Pq4LUq1I83qUKM4u6GMOh+uzJE40HArGwP/h+ODuTPsxwqO8dQO5Mxr5XRiMTpfcC51RKQjcG9ubt2xqD8dhKODtnAHynYyLdgIfhsH7n87pGr6e2jcemC4PmD99947Ha2W5b+i1C9YWC7gcmJqyYZlPXikQE3NBmdNOc02eoELe9LZ+9uNC10M1y7nlQ7uLCfIfxgMW5vm4V4bz+ddl3FUwir1bNZTpB6CKhY9RoGBjjm2+++eabb769efOBmDdkLFYWq42QinCZJkStZiKmlBPe39fCrV7XonRpSYtdWApUU2BXksoVkYgWYQiyOqeFMwwQAp5IxPLT7961NA+qotD2VkvBZCql1wnUd3ZMS6VU0utUsYhGjVa+vW3MAvL9CwVjWcB2IZBLJnWO42Pb8T4+NlZPp6N+W17WedfXVVFlfd0CvFpNAAGATqtl6S+zmXYib9/WAvbkxPR5qKjjnHbQFwOry3YDYUW8aXtTflSt6n5JbUM4ExCDYJt0kUxG/kKJWvp0NFKgsehTH3xgO8+I3Hr96uhIgAoAEDvUlDEmQPMCkKmUAtxQyNJI8C9SitDsWPSveNzSo2DD9Ho6FkCOFCk0gkg9+fBD5/74j8XU+dM/ld8RZA8GOg8Cteg2DYc6DoZQOi3fmkzmK+F4xxIrFN5OOgopIARcH3+stlFiezazUtt37sg/2u35oBtGGiLMAGqwZopF9UUspv5GByeXM8ACdh197xU4DofFUCGw73aVQtloCIBBrwXw8L33dK69PaWxnJ1ZKeL9fZ2D6nChkOYsfra2LC2PKmnBoIGwzqkdAJbe6mm9nglaU3UJEXUvcHZZkHqV8PY3lf1ymS2KkJImS6oaLCnYRdWq+ocqY4juAjiQEtbvC2BD8B2QLBo1QHd52SroRSIG/FerxnokjRBmHqk3y8uWigTL7+ZNm//Q/qFKF6musHpIR0R8t1rV7wcP9DqC372efVegGQV4yecBYtbWjCGYSjn3R39kGx5UirssnZlqc8OhsWoR/w2FdC/FomnDNJtXs27v3Hn+u2OxdHqhMP+dBhhDn/jmm2+++eabb2/WfCDmDRmL76UlLUZHIysheVU1AhZAvFcqacFGBYd6XYuuvT2rusICNBzWInM4tPKc06nOWyppUba7q4CEqijLyzqmUrEKCycntsPtnAKdtTUtXKFan59brj271zduaEf60SPn/uZvdE6EVQMBXXd3V7RsAhjSFGCf3L5tJa9hsFBmtlazhTRB1g9/aGkAd+7o8yxgWy2lUR0eWhWLYtFSDMJhY3v8xV+ojQh/9vuW9lQsqk9elhsPi8K58Uv4Dq9mb8qPul2regRjpFIR6HDnjo6bTPT3/fv6v1y2Ur740/q6lfumT6nsgXZMMqkFe7lsfsUYUPHm9NRYKjs78qV+XzvspG/s7oohk80KzEFM+rPPTPQToMDrX7CgOGZz0/QYeE5Iv4pG1YbNTYE56+tKJSClBj2R83MTpk2l5OcXFxKIrteNaRKNqo31uvpmOJxPO2KXmaDHOT1Xb0N3oVYzcVrav7Hh3F/+pWmmDIdqO6ADzAAA1ETCWGBUoAKs7XR0P++/b8wnni30ZAIBA26Wl63MPYyokxP15dKS2pbJyF9Jk5xMDDDpdDRGo5EF5bTz7Ew+RwCJjgvplaR4UjGGSjgXF2rv7dumcUP6YSqltpTLOs/urgWxAI0wDs7OjP2waO8S8+UqY7703gPsM3TIvGDNxYVp7+RyVh1pMLCNAoBKKl59+qk+WyxaCl0yadWION/5uYGoaLYwdisr5l8IsofDlv4YDBoozGYCFYYom03JaMrUo6uEDhbpesGg3kcYulw2kX1AYRhw3pTWGzdMgBgm0XBoWjb1ugHo3nl9UTOmWNSxzqntMLgASi4DBXnevSWtX8TAGw6tKp+XaeObb7755ptvvr1584GYN2QsvqtV/Q1Vm4W717wsB++ip983ZkgwaGkgBDQwCAhqvRRq50yIczg0XYt+X7vK06nRuyMRLVTPznQt2DeZjBay+bzpNDx5okVuPm+7oLu7JtjJNUslKwHNYpR8fVKCBgP9vb1t4JE39QW2DPozUNmnU4FRGxu2y37jhu6B3VCYH62WVQpCRBYgJx5Xn11cWHUYGD+53Hxfviw3nvQW58JvNJx+U34UieieLi50z1tbWtgv+pJzOmZ5Wf1zcGA73a2WPhOL6dzptH4oh/zee9opPj193q9INWg2da1i0QA+BJtLJQVJwaCAkYMD0+FIp9VuwIOTk6v9CyCv17MqPJSmbbd1XhhY+PcPf6h2UVGFakqDgQVgMLnw9XZbgrDptI6DqeVlmsGS8ZaOJfABoIHZ9KbZEbCcnDMhUKqtra6qrU+fGjDX6ZiuDb5HquLKiqUlTKfyR8AudFrQ1AgGNZbZrGm9OKe+JS2yUrGgE4FwBHpJCSFdkfYAcJFa8vix6Q2h9wMwCFuJ9CTS6LJZBaL4MmysXM5KwHsFjVMpE3pFi6TZNJAtFFIfvMjeJebLi2zxHhCwffJEfRcM2txBha1GQ+NCys3KiqXRNpvq32fP1P/xuF6jal8mY6XN43EBtohe4xNUaeLZJJ0JMBdNq4MD/U6lBApR6YtnPZu1cebZCIX0mWZT77MxwvfIgwfGFkMY/XvfM8HgRsN0qShbn0zqs3/8x2oDDC7nrFIf+i+5nOnw9Hr6PPeLltZkYkwb9GN45i9jTcIAck73uL+vZ845HbsIGgO+8bp3LvPNN9988803396s+UDMa9plaSKwE7y2yFZwzgIzdpoI1qAb1+tafEYiCqABOmo100J49kwLtV7PRDhzOdvV3tjQIjgeN/HNp0/n/6c0c7lsoq3oNty5o2vStlZLgYpz+lytpsXm+bkW46ORBXbN5vzuIbTxfN50RWCUbG3pvVZLgRapROwGrq4K+KFKRrVqgR+lVG/ftlQUqrgkEmI7sEvunK717Jk+v7Sk9pTLBgSQQuEdu6uMe34TdpkvfVk/EkhkpU/xiU7HdlPR/Gi1xIpBMwStHbR5KO+MT/HjnIIRqvN4/QpmFOwBzoUgc6djQEo4bCXPEQE9P5c/1+vW192uaXkAClAJKJ22ktytlq63vm4gEuksgHsIt25uOverX6n/SZVD+ygW0/3AGlld1bXHY9u5Pz3VORD99OqKRCKWhvM2BXq9/gDro99X35HOwXNOqeBWywRHndMYhMM2fuimNBrGmAOo8aaZwcDp9aziFqK3iP8i2Hp+bilOXl0WdIPu3RPDCWCYsteAaOOxBfX039LSfBUeWALttsaASjEIjAeDzv3u7xpzg2cITaBKRW1777159tn6ugnWIvjr1b35ttl4/DwzcHVVYwPzpNkUOLG+btXpZjP1ISLr778vRlujoTHK5Wws9/bkFw8e2DML86pY1LxRq+k8pC5RhWk8NkbaYGB6UXw3eCtd4YesJ+YAAQAASURBVNeRiM1VALqNhq4TCBjDD2Cp3TZA+eJC/QHbZWdHKVa5nD5P6fpyWccC4ESjBmjhcysr0kJqteRL+bwxZB4/tjkbgeqNDRsXUg/xPSrewbKr1SyVcjjUdz7pxM5Z6p9zl3+ffBvYXL755ptvvvn2rpgPxHxhV+lvXGWXpYlks/MaDYjiUXXBOVswOff8zimL+nZbC0XACxZeCGd6q+NAqU6lrFQved/372uxC3WZnWP+XlvTwvPZM2MWIJpLGdFiUQtuGCCplFgMg4EFUtClvf1xcGC6HVRpSad1TzdvWo5+p6OFK8FuOGypNfy/tqbg69kz5z75RNfd3bX7h8bNzqiXcRGPKxiADr61ZYKq0O+pOETKFHYZhRs/QQ/jOqHYZfn/L/KlSmXejwhQEJZEW+BlfkRZ540NgQWAKwAIiFrClCJ1iLGHXTKdGlvoyRNjLjWblgKCLojXr6pVnSOdVr+T7kKfM2aIDIfD2k2mqhHPFf7F2Pb72uWmitNwaLvst29bmhSaFOjNsEufTut6jx4JhBkMdO7NTQtuplMDCZeWTFgan+E4L3gHEEhAh27EZfYmBXrxSUBZAAvey2aNJYY49sOHGgs0b5pN25VfXlb/ttu6P1I5KE09HpvPzmb6LCwbDLbbyoqlNAGQoH/R79uuPCAcgFmvJ7/85S+VDkYK3MOHpk2Uy6kdVOUB8CMVBiFimIawdXo9AyezWQFEaEQ5Z6KwBMCL1Y0uA0O/bQZA52UGkt66vKzvgE7H5rZs1oAOyntXq8794hfqZwCWX/xCY0QKLoAsItI8O92uMUIoix6J6DcsJipx8T3VaGj+gEUCyJxI6G8qEQHIOmf6YamUMVvQYWGem04FkMD6BJBk7L1pSKWSfHw0siqG6JghghuNzoMvsFYaDfuOffbMvteDQavShR+XSgZyDod6dtgI8qYVOac+AJD0tvUy0OXbwubyzTfffPPNt3fBfCDmC7tKf+Mqu4yxgEYDAnvdrgVt7IZDj3buavAHoVkWqpWKacOgh7K+btcAtEkmtVCEys9ild082BDJpBaJBGzFohajBP7r63bvLIoRJPUGOOgC5HJqI6WE02m1jX4IBCxVhDLWw6GVvmbHnRQQzpHJaLF586btFMKEYUeVajmJhFWEuriwRSs7/cWiVft58ECvHR1pQYz2ATuvL9oNZLzW1gBjgi8kbl9WBvZlVVbKZdPwgFGytWWBkHeX9UV+hCgsArKU4z0/n6/+026rj2EeLC1Zigalqsdj9TV9RJURypT3+/IbQLDBQP+TskMwS3ngRMJEfs/PbazOzy0dgXHGvxAOxr/GYwuwAIKePTMQr1jUGHe76jd0LtbXxfoolfS5jQ1jVFWrAu5WV61U9t6ejiU4hY2DplAkYloyPAMATNjbEuh1bn4sl5f1HJydaVxhpfBepyPwqV63crqUCvdWOAOMAtx0zvp4bc3Edp0z9hC6QgCwlKMmhZEKXfjQ1pZVRkI7ivQl5wzM++1vdU9UsUkkdE7mMFgwpNu12xrj5WW1qVZTe7g/fniGolGNJ1WgAIkA0r1j9V1kDPR681pcpJZ1uxp72IsI5VIOGiYKfj+Z6Hkh9XQ8Ns0YwDPnDKTn+aFs+fKydMAANdCaqdf1PxsGnDcSMaAxFjPG59aWfDGTkV+huYa+EML1fP/A9gRYIX0YAeFczuZZmDfcX6cjDSqvCC6VlwCalpdtw4Nnku/qQMBE5bkOVfQoye6c3q/V5lkupHjyPBWLmucxH3TxzTfffPPNt6/XfCDmC7tKf+OqIPcyWi/B0GLe9VXXWaQRp1JKCWKxf3ZmlGzSCBBJjMW0yDo8tDKgsZg+8/77RkE+PLSgLBw2Sj3aH5QRjsVEYyaNp1TSIm172/Qbjo4U6JL6A9iRy5lIp3MKOut1HQfwQyBPfzabYi84p8Ds9m0tSJtNAwCCQbtWqaRgAA2Pzz7T+W7f1vVpI2AR7IV02kqXkiKys6P+ePzYdEVox4sWpt5dTaoNvYwRs1gG1hvU4E+XlRL1+hHCoJf5kHPPV79gF5bWsdOM5gysFgSSYUqk0ybenMnMl0vPZq36B6kjpBOhBcEOMX61umoMBbQZSiWrfEX60K1bJtBJ38CWSSRMlwYfw79gzZAGRcrVcGjBEswZ/KLTUZsRoKVSFBV20mnTPYJ5trenNrbbpv+APkOjMS+AiX5IJjOv3fA2xHmv8gcqyVDZCCHdeNyAMsr80qf0T7NpqR34xXRquirxuPqe5yoatWAVkLnTce7nPxdrbWnJdEJgdDlnLIlKxfRGKIvME9Xvy+eaTWnzDIdWgp17OTgwMV4YLABl4bCOB1AjPW/xeYPNMRqZthb3s2jfleB1PLbvH4A85zSGPJdoqaTTpjHV6RgYSqUqSn6jFxWP6xkifW46tcppCLQPhwaKDIcat1hM453Pz6er8r0Bqyoel98AvpRKui5MJ1hZtZp8BJCWlMVo1EpRw+RBswrgl9SrUknluhF1RmdrPLbUYL7nJxPTg1lasnmE5wZWKt+rpOGFw8Y4Qx9mkYmFT6+vW6lqdJiKRUvD+7YyuHzzzTfffPPtXTQfiPnCrtLfuIopc9nOqPdYzuEtZ0uFD2yRRtxsKl0C7ZFeT4syKp5MJlqEhsMKYGAOAOasrZkuRrmshRysAqo2kAJ065bOy06gN+iYzUwP4Q/+QIu5ctmuCXNma8vSg/7ojwRsEEiTO8+uNVWZJhOjljebJrw7HoulgHBmu20BIIHS0ZFpXkynxvrg71RK/29tGWDinJVMxihvXSxq0dxsqs9eVqbTu6tJNY2XqX0sloFFbJRPktLm9SXEaDHo+F7ADqq6c/PlkmEqUF777GzelwgCRiONa7OpYPXiQv1L+hLsmbU1C1aOjhRI4EuImaKzQDlV/IrS1FtbapO3Kki/r/LKt26Zf11cGHhHShopBH/0RwKQSF/JZJSSEo+bZgv6QgAM9AtCvgCR9bqCPUR5Ly5McwJAEH+C0YPPELAvLak/CPDZac5kdE6Of9sgjHNWGQj/CQZNnPniwsY8m9Vv2EgwimC1kRJE6iE6Lp2OgWXOWV8jrMo8R+pYs6nXz86U7kWlrP19A4GoNEN6I9o1pKIgCF0oqE2UPz47M5A3n9e1w2ELjKdTXROAlbnJWzXLCxrSf/fuWR8SePM8vQ1h5XfJvFpYAFG3bwu4R4eo3RboSWplLmdaQqTLOWcpYaTMcc7lZc0fMCkBYUhHQkeKeXBlxTRn4nHTj0K7KRjUdyGCz7OZMdcARgoFY9HU6yqjvrGhOYy56sMPdQ4AXFiBkYgJT6NR9eiRgS3Vqu4zl9MxVPnyMuVgz6HRFoupTXxPVypWlSmfN2H6ctkYP6T1kjoGIFSr6bsNf3fu7ehS+eabb7755ptvr28+EPOFXUU5v4opc9nOqFcsDy0Pgr3LbBH8IVh2Tp+BnQCVfzazFCN2stFi6HYFhNy6pQUcC1eCp88/1/Hr6xKifPzYUi6mUwVKH3+sALXd1u+nT7Vo/MEPLHXk449tQcpuW7lslXGcU+oPC2NAFFgMgEqAJRgL5Z0dfZaysiyKqSB1empVfdbWdOz+vj6L6C+L8cnEqrZMJrY7T/rTyopACBgYgEVX2XBonz89RW+HHr7cFsvAAix4z3mZxou33DGitd5zvCw4xJdJCcCXnFM/UQb2/FxjRBob9Hov6LO8bOMJsMbu9W9+YwycpaXn/SqTUUnqv/1bXfP0VH51cqJrHB059/u/b2P23ntWwWptbd6/1td1XcpRj8em65NMWgUjBJuds+oojPeNG/NsjF7PNIh6PQMEymW9DsBC39+8Kf+mqhkpOaQfNhqWxkTVIcbqVXWoXsfwHVJ17t7VGBwfGzD2+7+vkvOkURQKFvQBosBcwWd45ulLBLwR1V1aslQKgkS0ZEYj0xoC9InH1ednZwZ4URlse9uqrXmBo+FQ/kM6B6LPVHkLBIzFF4vNB/oEp5elFDE/A6ANBgqsed2r7fG2QbVvipHO6ZzpmzlnADRV1JpNjeejRzoOLSXEahHbhbWI2PHOjvq1WtVzgn86Z/2bz2v80XoKh43xRtUsb5otIA4VryhvHo+bHlEsZsBLraY55e5dHfP552rTT3+qeQJgOJVy7j/8D537kz8xnSPYqKRcAvaSDhiPy4+ePjVdmUjEnk3YMtWqAdewDtGUefRoHjxkM8HLuHVO7bss3TmVMvDGOZ8N45tvvvnmm2/fNPOBmC/sKsr5VUwZ7LLgivM5ZwERTBgvKJPNGo04GrV8ducsL5yAk3KZk4lpaaDPwS4bgW6hoEBlY2N+R5CdwnDYFqKdjha7Fxc6z5MnBgCkUvr73/5bLRBJ2QgG9Tk0I1ZXtYAFnIDFQ2CTSIhK/sEHOh+pDwSvlKiOx60qVKulvxFm7XYF3jx+bGWU0d2gBGirpQV0MqlFP2wP0lgOD7WTi15Muax7Zuf1ZQGWt7RnqcSu+WLy0fPm9SsYQ4v+tOhHzs0vuKfTecaO9xyFwvOsK96PRp/3pcFArAFSDJzT+FUqFqyEQka9n0wMKEun5QtPn1q7SSGLRAzMgGWEPtH5ufyDVBLYEJ9/bmAfmkiv4l+wne7dM/0b2FQwWCIR+djNm2pXJmPPWiplKS20O5nUsV4x7A8+sHEsFNQvBIH5vPkh+g3esq+MxavqUF3XvBpUsAacM82b6VRtpeoTwEg8Lh9gjqDqE9AigS3i1qSLhMNWWQvm0/q6Pg87Khi0tErYA/2++v6DD6wCnHNqW71u6WirqxqvP/gDfQbR6UrF0jMAB+NxSyvp9y3lknOTjsH8znN2fj7PZIRhRnUvmBde+66yY7z6Rt70mGpVz2Qqpfmg1TI9nl5Pc+3urqWcFYt6TpeXNY8fHxuDjQ2McNj0hQoFE9g+PrZUOFiTpD+hY1YsGlCXTltlsExGPzBP+Cz+i+A4OlkPH+p78NYt2wiIRsWYIUW219M9Mw8AbuNnsDRJmRqNdC7YdKQgLS8LCPJqeZEexXzlXVucn9u4wCzle4nvbZ5/UgEBLb8Leka++eabb7759i6ZD8S8xF4mznhZcHWZdoz3f+csIIAhQVDH/1QOIuiAEUHOebVqejGRiKUkEDi321Z55+zMAJtmU8HvxoYWx5SejcdNW4PyoLOZVVmJRvU5qi7lclax4fzcmAS05+LC0hqozPTTn5pgJgHyxYVVdfjJT6waknO2g47Yp3NqNwvNYFA73TdvKhjY3zfRxhs31EfshlIZZxEsazQsUKDax4t8AaZKo4G2zGLy0cvPcZk/LfrRYrnjRfP6kfe1QsHSkmDwXOZLCKnG4+o30sAQ702nLQA/OjIBVqotXVzoB2Fcdn9XVuZFLwmiCJoZJ+j0sEkeP9Z10FghdYVrEHT0epf719mZxpwKQaRLEBh9//vqz/39eRYFaTX03caG/IfdfrSNYEiQ7kUlM3wVgW2qwHjHjrG6il33Zc07xwyHlqZweqo2kbpBCe5SyUrdU0YXjZbBYB6ICYetLDkpEzBhkkkTSp5MTM/D0vY0BrCfSHV68MDGKRSyMuTBoI1JNKr2b2/rPVJfAEqaTdPAYC78/vd1j7Aw+n2Bt6RNoQty1XwNiOitOJVIWGrHmxyzb7p5mU/eOQqAFOYVY9Ht6nuA/50zEXBS/xDdPT01BgmCtbOZfgYDnSuRMO0hUiDrdZu7aBPaMcOhju/3NT+fn8uXsln5xHCo57vf130EApaWS8pQq6U2FYv2GSqJ9XqWLsT3Y7Fo82i7bVoztZoJQgP2opGF3svNm5b+CGDrBf6GQ9PgwUfR+mLOj0ZNhJ30zMnENn0AejY336Kj+Oabb7755ptvr20+EPMSe5k442XBlTcwWlkxyvVlgbe3Eg7VXDodLap2duy8iCPCUplOdfzengJd52y37PFjLU7RiWAXrt22FITVVS0g794VSMIieGfHdp5h2lQqCp7abS1uyZM/PrYynATJuZwJPbKDyY5jMKic++lU9/D4sc65tWXBFsABYpmbmxbY/uIXamMspuMKBaui0WpZUNztmgAo54nFjLmBLsurBsZe1sOtW4AGr5aocJU/vezaV1XdYTffW5XLufmS6cWi6Xc4J59oteZTjoJBjf3WlvyoUtHnBwP5QLOp10Mh00VBbwiga2nJwBXYF86ZPgw7x/m8zoegZKlkFWtIZyBdYWvLnpNgUIHXcPi8f6Gh8MEHYnARsCwvqx3drvrwzh2d9+REbSPdaTLRDj7iwqWSrg2gsL9vqRX4OyAH/Q7QNZlYxTTvWL2MXfe65g3WvOkIBKMAoa2WlS9vNq36DeApTBBYfIhed7s6T6+n57FaNcYawB4pFwBmlK13zsCpSMRKhPMsEjgnEjrXyopVzgJgCwTk35ubNv9Vq7rvGzcMFM3nrRoUfgLQxjPvTTNaWZnX76hUDIDkh/ntTY/ZN93CYQvgvWkyMBwJ/jc2nLt/X+MZCFgKLaXfeR6YN8/OrELV0pKxRbzsSZhsaKkg4I72E981R0dqJ5popBcC8mQyVr0tkdB4Pn5sVZTSac1T4bDG2FtxCTHhZ8/0PM1mmvOZO9HPCoU0V5ye6rz37mmeRegYsXuYZVtb1qeLrBfnngf9FoFDb6EAUgrHYysz32zO69B9V/zVN9988803395Fe+eBmEAg8D3n3Kpz7jez2eziq77+ZcGVNzBKJLSg9QbIlcq8kB4BdrM5H8xNJlpIzmYCXCoVBZHooLCTRxWaoyNbsAaD+mw+r8XyxYXR/wkMHz/Wa7GY2vjb32pRubZmGiAXFwZ0ENyju3F6aiAQO9noOSQSxhpotRRcFQoK9p8+VdsIAL25+72e2kxJW3br2QGHmu6cCewSGG5uGkPCOS2cP//cyqmurOj/fF7XRA/DOf1mJ/dFxlhTStTCzS9ni350GfBymQ4AGguLAsCXgTNnZ+ZLiFbWapau1usp8Fhf13j+9rcWXLdaVsFjOLRy2s+eqX/zeas48+yZMVru3tVrR0fWrhs3BIQg/AxTIhzW/1D8SyXbJc5kFLgtL1/tX6TYeZ8bRF+HQ6sQRWDlnM6xuqqx39xUEJVOG0MHrZpkUr6GeCxpU6OR/idIor8v24l+W6WPveCe1zco3+uclZ0n7aNUsrK2g4EJahP8hkIaJ1IeCwXTDSLFjblgbU2+NZmoL5yzNCHnjDUTCJiP8/xdXFhVLuesPDZgLdXT9vc1ZlSEunFDQS4pSYCwlJ+GmVMq2VwCy4lAvlazKjuI/TabGme0mC7T/apUvjtaMc5ZlTvYQvW6zVcw7d5/X/17dGSaP92uqmch7kua6WBg56IyFwLiABYwMS8uLE2J8WHjotmUT7I50O1ayhxgCOwWtMUQgh6NjBGztmYsEy8giPYYoNCvfmX6afhXvW6MnosLAVYff6w5FrDFq/ECqxKQfDIxBttla4lFgN5bEc+5eaF25zQGXk0yPx3JN998880337659k4DMYFA4L/vnPs/OOeeOOcigUDgP5/NZmcv+dgbNW+6inO2G7VIKWbh7g3EvNTnxUVXKKRgl/QLKMyU74StUK1qEfv0qd6nXOhspkCFlIFYzKrBoBlSLFrJ0V/8Yn7HMxKxakYICo5G8ws/0lByOS2K790zpg1lbwnaJhOjrZ+eWsWj2czah2aIc6alsrmpYL5SsUosiB2221oIf/CBlSZeW7NF78WF+oDy1wA53opDr2rPL45frhFzHbvMj7ysl0VNC28b8KHL26f7vXPHSgvjS1TcQKcB2vxwKKDk5ETHpdPq58NDjS9BPfoshYI+e3IyX9K2XJaYL0BkuWwMjLU104Q5PbUUOVKyWi35D4FHuy3/yucNrFn0r1hM/URQFY9bysD+vqXaIOrcbpsvoHuxt2eVeJ49k88BFgBIJBIaK+dMW8irncE4XKYf9ab1RRZLoS8yrh4/1r3GYgIRnjzRmKAb5ZylfgG6UKWm01Efb2xojqHCFEBoJKI+JK0R/apg0ODJcFjnazRMC2R7W+2kBLhzug7BN0LKtCeT0f/LyzYe47HGajrVb4JTBMTbbdMUqlQsmM5k9BsAlqA9EtHnSP9gDOnPSuV5sHNRYPttCzF/XQZziQpXpBltbwt4SKUsvbNc1jwxHjv3wx/qvfFYYt0w7wBREI9fXtZz2++bFhXpP4D1zab5LNpFgLejkb4rKRFN+2CWVqsmNl2rqU2Iek+nYmmOx/q5dUvX6Pfl86QQlUrO/Zt/YynE06m+q3i2cjm9BwsQJgrMvFZL/19cmJg4peK3tjQ/X7cSo9cu0we7Sgvp2+KP3yTb27s6OXlv76tti2+++eabb++evbNATCAQ+O855/4vzrn/dDab/VUgEPh/O+c+cs69FIgJBAL/yDn3j5xzbnd390u1w5uu4pwWRN4S1IuVU7wgBjvMVy26SAFyTou3Bw9MtJAAkjQCKt3MZhaUkCJBOgnVJRBfXVpS8MyOMruEsGqofMFO3uPHlmJCAEP6z3hsu3GICubzJr7J/TmnyjjD4Tx7YWNDxz56ZOV26QPSi9bWrGrUcKiFzsGBFtJURWHnmj4D/HJuXhhyY0NtYuFO1YqXGfdhFZ/Gk8VjXse/XsWPvD7irQJ1lR+FQpbyBi3/s8+MEYA+A9U60AKC8TEea4FPKVlKAcO8QniXqiZra1YBrNvV36QzAQw2m5Y65JyCCdgJsBxoF7owBOJX+RcMp/ff13kODvR5WBBo1wAG/O3fmnjtT35izxJ9xvMX9sySPA8rK/J3drLRS7nqeX5TQq9e39re3n3p+ScTzRmUq6ac8HBoFV5gmXGv6MHMZtZvjNXhoT2PiYTOQUDrnPqB/gkEdO2jI0snBIDxaujAHEDPhVQxgvNez9q9vGzMKyqpAQAT9AKm7O+bfgiVdPgsY1mr2RwTDM6Xuffay9IY35YQ81dpV81b+AdpMAApzCUwjmClJRI2R66smM4LorqplKWaxWLyj1DImJtck7RJrzg0qb74086OaQTF45p7nj0zrRRSGxHPdc4Eu5nTqADIcVTgGwxMT+bZs3mtmnZb94oAL+DM0pKBsLC+Tk/VJx9+qHstl3Vu5o7lZfOXqyoxXsVwwe9fpjn2Lvrju2CI1vvmm2+++ebb69g7C8Q4586dc//FFyBM0Tn3u865QCAQ+E+cc/9f59w/mc0uZyvMZrN/7Jz7x84599Of/vRLMxoW2QmXsRV4jWCNoDsatR2s4VBgC4EKO3uwF46OFEjACmHnnrK0lJ0lWIGds7RkefwwHNBfID8f0USq6qTTCsw3NhSYx2IS0r13T4tK9F1IYyFgJk2D1KONDec++si0ZkgrCYfVzmRS10UkFbp3uaz2Li0poD4+1u/Hj00fJxi0hftlO9f8zmR0zmZT95nLqW9YKBNceHPrrzKug3ioc8nnQrfX9a/r+pGX9RIKWRUo58yPHj9WnxMY1+vq7+FQ/TgcWmnYwcDKVKOTMBpZcD6Z2C4yLAgYLY8fWxC7umpim0dHBrxUKgJuMhkFa6mUVRmhSgoMqXxe5+e8a2sGfpRKVvmLoGl1VTpBw6GuQ3CNKDS6EbWangEqXrHLHQ5biXjYXc7pGVxeNp2kQMA0JdA7Oj3V6/n8/HPMTrS3ignpCV/WvL71gx/M+9YiOADjhHu7uLBglmcUIAbAj76mzem06fgwdwDuBgIGdMTjllKGphCMFsYhmbTyvIBbMCbqddP3ALTb3dV8yPgA+pAGt7Ji7C78GsbXzZv6If3t4ED3ms1aufZkUr4HuEQq3VVC2C9iJsAIWgTX3yUWwlXzFtX9kkkT3G001KeDgaUBehlRfC8lk8a0a7V0LCm7sN26XWOJzGYG6gGesOkwmagtS0smPJ1Myl+81Yr+4A805v2+vuNgfHmTSGFtwYwBMKJkNeXT8ftQSGD/o0fyQwS/8/l50XK0iZpNzUfTqf4fj5XqmUpZ26jYxHfmol2HZXVdzbGXaZD55ptvvvnmm29fvb2zQMxsNvvMOffZF//+5865/+tsNvsvA4HA/9Q59z9yzv2Jc678Jq951cJosWqJt0qKN2Cm7CUL1ERCgQ3aLwQSs5kCuZMTBYO7u1YVIRCwXUcWxKORAtvxWG2i8tDxsQIOUkJgRAyHWjCOxxZkjsdW9pcAB9HV//g/ni9tzc4xrJBAwK5PSW12PcdjnZPUA0QW9/a00F1fNybLw4e2E0/lEsQcSUMhv79W03nee28+1egqtggL/W7XdtDRekilLA3hunZ4qMDeuXjslR3JXe5L1/UjrxAvKUycDz+C0YF+zmym4/b21NdrawI7EC2mPLA3uIbttLYmP4rHBcrNZupX2AQI6Xa7CkzGYwPlSFEisInFTLy5WFQw8qMfKcC5uDBBalIKOH82az5arZp+B2PqnK5BhSMAh3hcQT7BHgAhu+2kHB0eKtDClzY2nPvzP9d9JpPqN68wbz5vQZbXb0gvGw7t+UPwlYDwTaWwLFLiveAAPrK/b9WjvHo7rZb6Hr8nmAWYCgZNewoh7aUl9el0auXiOWZlxZ43BFXRbUmlDOxNJvUZWCmzma7ZaomhtLlpPj2b6ViqlI3H6kvYB9wz7DGYCMfHCqBJY5tMjM0F4BcKmUgv6Uz022J/wm5YfOYW+x4hYOzbwELwVvdjU6DZlC/AwKQ0Nd9fk4neB2idTOarYQHEDIf6TiF1CLH5cFjXgo3C+Wo1A0up8hUO6/uO75tqVd8Jn39uGlNUZyLNzgvqrK8bCJjLmYAwwA0+sL5uqa1LS5pjMhmda3fXvpfpH8Bi5zTvAHIXiwbIDof6mxTjxfngy7Ba3pYwuG+++eabb7759ubsnQVivDabzf63nr//n4FA4H/snNtxbxiIuWphdFnVkslEC1PEB73VIxAbBAwgTafVslxyAlJ2eiMRBQAsYqkOEo9blaHdXav2MJvZzjdVkEglIpVgY0OfoyRnKKTrpNOWapHPC7igignCqyys2W2He4R2CO8R5KdSVlIWbRAW7eGw3uNeAB7SaaOgk6IAmwYmDUAOC9TL2CKVin6TgjSd6rVPPrEAE0HX69r5ubEI3pQvXdePnJsX4gXk8/pROGwimwS+1aoF24WCael4A85IxDRawmH1y09+Imr+6amOoxIRAA+shnZbbd7dtbSnZtNAkaUlAzDSabXh1i39feeOpcbAnmFXnZQ6mBYE9Ih98hyk0wq8AAOKRQXHAEoI1WYylq5E28Jh+RLMo9NT3QcgBb77m9/YmHkBFMbSq6GEkDCMmWTyzaYMAKR4QR0C57MztRmNDdL9SiV9NhYzjZXx2Jhhs5mJdaPHAUsFv1tbk096gVFAXNgPVJsiXQRwORyWj/Z682y2aNTYVI8f63PZrNoLY8E5A6HPz9VvVLJqNORPMPtGI2lcAbaurZlGFozDUMiCZ+a/y4ROLxO/XgTPqMjknLGfvg0sBG91v60tqwb25ImBacmkAfgAqNOp+vzOHaVv8BqaVJS8ZyOh1dLfzM+kk4VCltrIc9zpCLCDhTWb6VnP5zVGe3umKVMqWboZQMq9e/oOQwh4fd2e8+FwXvg5EJBvx2LaGCkUdA2Ye5mM6cLAzrm4EBsL8GVpSZ9BwPruXdPd4XqLKczOvZzV8iJQ920Jg/vmm2+++eabb2/O3nkgJhAIBLwpSIFA4H/onFt3zp286Wtdh+6byeh3uWw7bO22c59+aqwCNBQWzxEKGcWbhT8pSKRtHB+b3gtAAJVs4nEtMqn6MpspcIQaHYlYwMnuPlox3gXw1pYWumtrWuCyaIxEbGcyEjGwhWDp7EyL62jUKtpks8aEgbaeTus8pEYB/Ny+bUEU4A1BDWKj7JSyE7uzM9+Hly1ACRKwWk0pD6TokGpCn1zHJhPd4+vyGV7mS14/ou3Nplg4GxvmQ96gHiOowJcyGauitbIi8KPdNn2Bft+CU8Zya8tSx3I5XY+Sr59/rqAEPQXndBwsKtLduAcC3HRawTFMKNJfSINC8+XTT82/YjFjLiQSBhY2mzqeNvX7BhYkEia+SSpNLGbBE2mBgIKjkf7f2bGqP6ORpTo4Z2yjaHS+AtEiK8drpH1hlwkp93qXC+5e1xZBHFh35+cmZAwrYWtL4w/IW6moX0nxQguGksDOWanedFrHXVzYPJBKmZYQn2HcAbtgM5ASVK2qH6tVG3+AUZg0VMZaXjbxXucMOAMgBtjypn3he5OJMbEo384YYIvPDhVsFkXWrzPvA/pexUJ4V8V8F+/V+53Dj3MmWvvxx/K/p0/12XrdKl3lcgK/+317DtFdabet/DXfV6Tudruav2BWDQaaf7a3jW0Zj2tOKRY1h52fm64MDM5USu0fDk1rCoHv5WUT0+Y9gBhKt7MJQMWnXE7z2cOHauP5ueZmqpV9/LGB6NvbAnY7HWPFFovGyLqM0fkyVsuLQN2rUpZ8880333zzzbdvjr0WEBMIBCKz2WwUCARuO+cuZrNZ/c026/oGCBMIBGLOuf/UOfe/dM79T95G9aSrFkbeBRHBhVdrYji0HWN2FwncOCcllVmcQutGFHNtTQFsoaBzPnmiRV2rpUXo9rYWjwSwaKVAi+71LJ8fCnexqJ2742MLbGk7NH+EFElvqtcNZOGeej1b5BJYc68sdodD26F2zjQjyMlnd5vFLtV1trf1MxgIPGm1TGfi9m0tyEnr8VaNIfA5PFQgX6+rb3Z2TKAxGLQqH/fuqX2v4gsCYoKvFU5d5ktX+RE+RHlvWCaNhqVULPpRq2UsjKUlY9lQ5SeXUwAQjQr4wJepSARjhhLhiEQj+Aow02goAEmn9fnhUOfO5cwPSHELBAQCLS+biO/Tpyb2GY0qqLnMvxDsJB2HgIyUhHLZtEhIIyDFgGARf6QkMoLQpMucnMin6IvDQwMgYYo5Z6Aj2k3skjs3X8WEFCx8cTIxbRICL1KvaN+XTWcZDo0RRGoYANlkIv/Y37eqMDDwmBcIgjHYJghd53I2DpSX5x4ASqhQtLyse4FZ5BWMpooZzzt+QmDdaMzr0hBIR6N6/tNpEzwFZHr8WEym6VRA8mSi4/B5xsf7fHlTABefQcbjsmf1MmDlRSyEd1U81XvvpLZNJsa8ZEwoXY4/8T00m83rNnlZI6T/xGKmmwKLi/kFcXgAfJhxMCRjMdM1evRIQPVoZCm3sZgxt7ypQ2jVsDnBd8bFhcAUGHqViq67vy+/Oz+3qk7JpOarVssqCwaDzv34x6ZB9uGH86Dbohh0NPp81SPsZawWRKx5/01oUPnmm2+++eabb1+dvS4j5n8XCAT+z865/9I5N3ECQL5umzrnTp1z/4PZbHb/bVzgqoXRZbvcVJap1y3FqFrVIvHuXR1HeWAC40hEiz3ntMAi0IAC7pyuywIUIdt+X4vHdNq0GaJRvZ7LmeBquWxCrCwOodSzUNza0j0i2kqqynBoC8blZbWvXtfCE1HF/x97fxIj2bal6WHb+tbNzBvzNtyjv/179+Xjy8zqshICSyRUoCBAJU0oDiQOShMJEDTSjAMBIgTOBSI5UAsIEEqCQEiakMWsjlWV+dp8t48bER7hfWNu7tb3Zhr8+eXaZmHexfVo71mAw93NTrPP3uucs9e///UvjgsTg7YTMH/0kXNffGGlkVkpv3tX7f7qK0t1oU/n502Y9x/9I+f+4i8UoNNXvd54CpZzaidlvWG99PuW1rO+rmusVMYDveNjBeJXMVKmnBsOLtt2mk3zJTQSMPxod9dYGPW69oOGn89bsFCtmh/55Xn91LNkcrxkOlWTSNuBAUEaAQHm0ZHG5fjYtEJ8oVXARRhIDx8KOCOoundP25ZKYtSgTZJMWlA/GGjfaf5F+eR8Xu1lzLJZ8/NQyIQzqfKDKCci1h99ZMH57q7OAfDUaEinJBodZ23AzgKMQKwThslwaKyNySomiMFSqej+fWsLQJlvL5vOgigyYATtGo10LcOhVZoCqItEdG+dnOiaSA1ptw3cRGMqkVD/wjAgmK5WrRpOq2W+kU479+mnVk6+UtHfBOAE1zDb0PXhmQCbqVjUPTwzo5STwUDX12oZAwLQLRxWKfvtbbWr1TLgb319vK9OT60CD2mY0+7BbtfSH/179Txg5Txw5SqsmrfRJq/Vr/aXyaj/AWLW1uRrVKfK5Uy4NxrVZ8+ejVexc05jhe4P70NAudHI2GuwrdAQA6yv1wWIwNJi0aFYFCvl5MQAUQDdWk33PmBSu23PhmzWmFThsJ59pFnGYqaDBZMQgXTOH4vZc2DSJgE8mFpoEPGcnlaKnnucfWu1cR+cZOW9qyyswAILLLDAAvux2MsCMTnn3P/AOfefurcDhHGj0ajnnPv/vcpznEf3nVwxZXLf62nSx8ouLJCdHU1mWcUixYZJlnMWdM7PS5+DqkfDoVbnCMqzWdOf2duzKjN371oKD6WBWX1OJCwVB6HFO3fUxkZD28fjmsCGQprA5XI6HpNNJnikkxBALyzoXIWC+oEV0oUFlUxuNMZTDtB/YfIdCgkYajRM0NE5S3NYXbXVTfQnnNMk9uhIk+Bk0lI+jo+tXcvLdm6CZ0qVohlxVSNAH08+ubpN86Xz/Cid1t+AV+m0/KfRsFLlztnxfD/C8nn1xfPn8svPPlNfbG2NawgVCgYOMLF//Fjnun3btD9IRQiHrSTwYGCr0Om02pZOK0BLJuX35bLGBm0iqqBkswriFhbU1kbDUoZCIQvoZme1f6FgwGa7bQyJWMyYOqmUpSVxvzx/rntjbk5BOswoKqScnakNBwcaj9VVW9EvFi1VaW3NQM5QyPrMH1cEXH0x4XrdSvdOG6uXFdU8PdX4AsRWKpZ+hMZLtytwjMotpJYhXoxwLqAqjAREbkndQ7MHphUaMX5FK3R70PJYWXHuj/9Y++/u6jcAMc+rcNi0hLirAEIAsNAO6fV0jffujTM2jo/l09mszj0tQL0obWMa+2Xa9tcFVt5V8VSfYVir2bOZdEJAg25XY/f732u7lRU9b2FswnCich8pjaTnzM/LV2HFoBcEKxDxaN4TCDyjMwYDFCHqTMaeLZ984tzf+3sCgfb2LG0OZmEuZ+y9wUDHR6us1bJ0NfyItMdKRaAgFbeWlnQd7fb5jCcf1IIRCHiEAP95jKlJ8A8GKkDLJKj7rrKwXrfduaP3wjS7ffu1NiWwwAILLLAfmV0ZiAmFQv8jZyWh/5lz7t5oNPp9KBT6/lU17l2xSXYDqQcwFh49spVkAgOEd6F7Hx6KEeKcJnORiCaD9bomacmkgJHDQ02GDw+1L+Vl63ULRlMpHb9S0WQTAc1MRsdZWFBbCgX9H49bUEs1CQJOSsYSPBeLlkoCzRzAZ3FRExpWHZNJBUUE0ktLJlI8HFq+PKuryaSCflJBej0d76OPDBTa3dX5lpc1ufZXaJ3TJJzgFnFa59Qm9AH84Ip2TTKPLjJW9CV8enNrjOf50Z07FsjAFiJQxodI0SiVxv3IT5F7/tx8qdczEc2dHeuvtTX50Omp/AP/8pkhiLhmMjpHKmU6DYAao5GCZ9hb6AotLOg6CLQR1wXUSaV0DbWaVeLy/Wtnx8aSMWg0LBCMRg0UQmS3XjeGULVqwGijoftobc1AllhM5zs5MdZZo2Egw+KiaT2cndk+09JVcjndqwSdlA/3g/CbEtXsdi3t8dYtC0a//96uKZUyFh6MJ5gBAFr0K+lcaDeNRvoeMWhKFgPoEIx2u7ru1VV9/q//tQmoUoYeEBEgGmCxVlOK4Gef6TzHxzpmo6H/UQJLJgXckA65va2xPjgwzZFuV+mbPG+oUncZK+Cq43FdYOVdF0+lctLhocYewd1Hj6yqVbOpPoYx1mzqbxh7gA2AkNWqgcykjzpnJdVJISqXLW223TaA5+zMgBOeEYj6lsv2LEgmLYV1b8+enbOzxgyErVcoWOoe4uDLyyYGDmA9N2ftpyLT2Zm2maYFxbNha8v8HqFi5yztk4WFacDe5GfMMbBJH3xXWViv254/t2dLYIEFFlhggb1Ouw4j5v/qnPtHoVDoPxqNRv9355wLhUL/s9Fo9F+8mqa9/TYZeBHQAwSgr0CgNjdnE7FmU9tRGjaVMsr1kycK2o6OTDuBikJUrjk709/lsk0wKcPKKg4pHWjEnJ1Z8Ejp4HDYgvx6Xe2mhHS/Py7qS8nQTEbB6P6+JqOch8kxaSTPnlnbHz/WpH193UoYoyNCasrdu8791V9ZIF4sKgB7/txSQsj9bzQsuN/dVf8VCgY2wMjJZCwvH0o6DIq1NUvLghlzFWNlUXolnRuZ3k6jkTs3PnkGOAOU8ldPnbNrY+wo35rPy+/QHuIYzlkQ3mgI5MA3tred+9WvlEaUTmtVmZXq2VnTQKB60smJtltclF+Vy6bBQwoAukGNhvZbXLSy6lRCKZc1ZuvrajvVf6b5F4KcVJYaDLQSn8mY/ksopO8AZACA0GsBPPjmGwNwSIdwbryEPGLBDx5QulzXinbM5Ao0QdxkOocfhN+UqGY8bgFgJKLAtdWyEs6djpWWJ1WPdA2C5k7HtHd8bR/KkZM6Vqvp2mAcUNYZgPDrr63/qd5Vr5sfzMxof/oL/Q+qcf3+9wbeplLGhABAWVkxZtTz51aanFLFmYxVieLeoIrPYDDOIpu0q4zHVcpZv8xx32bDryhL/fXXlgL04IGxyfp9A8x59lSruo/91EJEfKn8Rcqsnz4EU5LnBs9dUulgYpJy2+1qn8VFSx9qtUxkenlZ5/AZq5RqX13V9k+f2iJDtaq/fabl7KyBeq2W2kflMNKK8A0/Hch/tgOewyjl/UOlQ+emA3uTAA9l2M8D995VFlZggQUWWGCB/VjsOkDMt865f+6c+3+GQqH/8V+nAv0vnXP/x1fSsnfAJgMv6NFoezCR3NjQxOybbywQGQw0GZ2fVwB8fKyJVa+n45ZKVhaTFUTKNtdqVrnEOQWLBNlUTUkmBcgAshwc2Cr/6qpADxgu332nSSj6CPW6KP8bG9rm8WNdXzptpWQBZXzBTV+It9NRgJfNaoJ5cmKr7KxkFovqi5kZAwQ+/VQrkgBYi4uWj09ATZD7z/+5c3/6p1YVhfSvalXXsLGhySkrqIgrttvq81ZL1/LJJ9fjtaAHsLXlnHPRG2HETFLWATZ8P/rkE1XB2tuz8tbb2wosUykFsAcH1q/0ebOpMRyNzJdGIwW0T59aIFwsatv9faPik9ITCingun1bfbq5KZ8l3Qhq/saGxmt5WcdAXBgWBelP8/MCW54+NZYGQXQiYZVVLvIvWDOdjgn7djpq/927lgpYKhlrgwpCJyfaNxQyQeqf/9wCpI0NXc+TJ1ahZ2dH/USKmw/cAYoBBrTbugc3NsYFsF+VTgOgChWmKLc9N2eiw9Go2DKHh/J7Atp229J+qNzW75sI6uGhjn9yovsUNkyzaeAz7DNSnWCzUF6Y9DcYgTCJYP6Vy8aKAlD+/HPrq0JBvre3Z2wM5yyQD4dNv8M5Y+rU6xor2HDHxxcDMZM2DSD1y1nzHCfF6n3V4fBTYJ4/t2dwKKT7rdk0LR/0giijTt9wn+bzeg5VKhr3/X3rQ9JvYWY5Z+wtUn6ouOTceIU0/DUUMn01RM3DYQPpo1ED/XwmTSxmLKvTUx3j3j1j3fAecs78FEASzafdXWMKUoFtYcEWZvAnNGgAGdEroirYNGBvGqvqJthdgQUWWGCBBRbYm7HrADGj0Wj0n4dCoaZz7r8MhUL/Q+dc6BW1652wSaovJasjEZv8s7IORX5uTgHk/r72PzuzCVi3axVoSO1hJRkmDIE5ZTJJI2GCh4ApefWVipgoJydWBQcBWMrOkopBegHsnnBYATefs/rXaAggGQ6tTClMAvQkEEsNhXS90aiVySa1pNnUhDUatRXBhw/VtnRaxy8WbZXz66+t2grU8N1dnata1TEzGec+/NBSRRgjKOCFglg3BwfWlk5H7JirCvXG4wLVBFxFr3MPnWu+LwEGAFL5foTgLOlFBN1//ucWoBDsxuPq/2pV4w57BSDv5MQCC0pLk84GA4JVaKoTQft//lzXT0pQOm2AW62mSf+zZ5b+0mjI3xYWFFBHowI20DAhoIKNtb5uq+QX+RcADtoRiL52OjpWNKpgqlKRL5OSBwiRz1uw/vvfG1Nrfl733dKS2vDddzr/p58KDKNf1teNjXJwoHvt6EjnvXvXgtDrBP8vYwjvRiK6Zw4O1LekaABQLC4KjARE4zlDegUaP1StevRIfULgivh4PG4sgVxOn8fjBqQR/MIW4f4mSIcJU6sZu4tgHVbXvXuWkjY/r2M8eGCVbx490jX5bLZMRmANJdIJ7EkPw6YBLIOBVXbKZDR+1eqLAKmfVuXfq++zDgdBPYwNrh3m48aG6X4dH2sMAe0GA/X/yor2W1mRL5XLxq7ivgdU4wef4HsqdSEYTcoS7BhEfzsdY8lRTQ1dKnwCfTPSGPt9HXt52USondN7a29P9zULHAhaA5JnMlbVqVAwNixACc8HUn/jcWPDdLuWsnURsHJdVtW7zsIKLLDAAgsssPfdrhNEnjrn3Gg0+r/8NRjz/3XOpV9Jq94Rm5YLPmlMyHZ3LS2iUNAkMZnU5KzfHxdFRNwQoAQti0LBwA30Z54+NVo/QfXMjCaGW1smlgszhbx3xG7LZVuxZtKcyejz1VVNGgF/EDBE1yabFejx+LGBJQhpFov67pe/1PFv3dLxEEMFYDg7U3D1wQfqo60tE3dFAJRAcWlJ/UX75+bEWKjV9DcMB0QMYSVgTIzbbV0HWiGUxD07M8bIRTY7K5aBxvNmsst9X5rUEYHqDnDnszFgGkDPx496PV1TrSbfwZeg8lPRJ583kculJfU/KS0IKadStlq8u2ssBHR8CKhhJS0tGcsC4UtADxgQPmDY6+kzVowR6kwkFOBtb+vaJ/3ro48EqsViCp589gSr4/Qt5XCrVaumtLmpa6VKU70uIHA0EvA5O2uBfaejPvzlL3WulRXTJ/n4Y2375ZeWojAaWVrM69Rm4FykewB0kA74+LF86eTE9DwAJEcjq1RDaVzADyrgOKffMPOo4OWnByHgTL9mMrqvlpbkr6en6idEU9HrabeN2YD+zMcfW5odIFyvZ8+1UkltPDrSOe7c0Q9pKvxkMuaDVBHj5+DA9GVgUTQa8g8qrTk3XirYTy/x79X3VYfDD+prNT0H9vZMg6xQEIOJVLH9fatgBrgCIMkzqVbTONPnAH6hkO51WHH1uo7vV4DL5ax0ejYrH+HdFY8boAyL5fRUz85Wy/S35uZ03yI+nE4b2zGRUFtiMd0v6Ng4p21/+lP5+O3bBsyRZgm7MxazctRUJ3TOQLzL0uQCuzkLBHkDCyywwAJ7G+3KQMxoNPp3vb//SSgUajvn/k+volHvik1Sf30B3m7XAATSevJ5K/GaTmuCSSWGuTlL7SiX7RgIsHY6Joi4vKxtb93SJHh93Rg2kYhzf/AHOtdXX2m/nR2jQ9++bbo0h4emWeHn4qfTxgYgH77dtknpaGSshWRSK9cEfpRETiY1Kb11SxP09XUBAGg1zM3pGImEpRYtL6ut9boAJkobb2yoD5aWdC7ahPYN7UFXgrKqVL5xbnwFt9/X+en7blcTfYCsy4xKGzo2BUhvzpdgFQC+4DP4CdAPK/lHRy/60dqarukv/9LGdTDQtqwqV6sWvFK5aGbGQKmTE7VpdlaBRz6vySwpQ8+emUAlQEijoSCNoAuNl3DY0jgIqjod0wvhemBdpNPG+qIayaR/1eu65x4+tDLHaFaQvoReTb1uGimViq6ZcsihkJXgJv0vlRJDinsP4WRSsRYWDAwjQKW8Ln8jeP06tRkACRAuds6YQ/v7pp2ytWVi2ZT7RnS517OS3wh39/s65syM/I9S9bCh1tfFWAuFDNhMpdTP29sCqahg8w/+gVg5zaa+i8XkQ4eHVh0HQe1Uyv6Ox/VcuH3btKXQsUok1AYYBgDa8/NWYSuTsVL35bLuFV/oG+CJMWw0tP8kQDqp+eNXq3lfdTh8BhHMExhyMBMpKX/7tokmU13JOfOdctlYeohKs1CADg3jVCyatpNfVWg0MiHtZtNAeNKDqehVr6utVH0izTGZVHvm5nRP4++ZjP6+f9/84+jIwNtGw6oTttvO/fv/vrGmKAmP6LDPwopE9IwMNFvejAWCvIEFFlhggb2N9tJpFaPR6P/jnHvvia/TKOysvE9SfwcD01OJx21FGKDB15+o1wWUzM+b4G0sJp2KR48s5QiKNSvtzmm727d13E8+0QTy4481eX3yRO3a29PPb3+rgJq0j1bLdD6gjufzVuHFZ4jEYpq4bm6a0CaCgpQCzuUEthDAZLMK0GHZkPLw6ae6bibQTIyZrDJpZsWbQDqXM92J3V316eysrWCm0/ofJgxsGufGgyQmws5JgHZ314SJacO0qknnjf+9e2JjXDc16bzj+b406UcwTYpFq4aF5ghpQpN+dPeu6RPhS72esTuohAWgls/r2H5Fqb/9t01ocjhUwHJwoLQsKqUkk8Y+KBY1bmdnCrLQbwEcgJF1/77a+OyZpSigNwQgSKoAq9KwgM7zr5/+VMBNOm2r5U+eWEodYB2VphDKnJvT/YHf5/N2XtIMT09N+Ng5Y2n5PkPgv7trKRakTVykzXDR8+VlLJez9JpUSvcm2ht7e2ojLIJ224JLgFTnDMjhnqpWBajkcuqDp08tSAacBciB5cQxv/3WSqY7J7/e2JAPZLP6vbtrAuf4YSaj8URXZjLFgkpQMHHSabXjJz/Rb+5156w/AclJr+Ez54wl4Ze6BqT2AVK/Ip6vGXMVHY6bHuvXaZMaVoDRp6fGSEF3a2ZG3yWTJpaby6nvkkkDQqiyhPB6Oq1xTibVV/fuWUUs+hURcF/XJZ02IBmAvdk0jaxCwe55X5Q6HDZBfFLL1tbMPwAoGw097wAt0auKRnWvkS43GOjZCCMP1gsWaLYEFlhggQUWWGC+3Yi+xftsk4K8F2kAoA1DOdbj4/GUDCbvuZwmcoeHmgTCSvj4Y01M19ZsAvfsma3in5xYhYe1NX22tOTcX/yFjpXNKsjJ57U6fXpqKSPOqd2wcUIhAz+ePNE5yOVHSwTB05UVnffkxLRkZmbUdtIFzs60zQcfaIK8vW3XCrjCCjoaNbGYQAAmyN3uOIOBktkEYomECYEiUIt2BDo5VJKgxDTVgvJ5MXP8Fe37943tgCbEVcd/cVGBgnPtzk3706QfoeuCHy0vqy9LJRNh5vONDfkRq62+LyGe225rX1ar19YMjCJd5fBQ23zwgekGHR7qGOWyfqhmtLqqtsFMqNUU4Dx/rn4FwDs91bjV6/J3RDud03ZUQWL1ezg0raCr+Nf9+yYcOxpZ2gGCoM+f6zMYD2iiDIdqTyJh4rK9nnP/5t9YX1cq+r26akCM7zOnp+rH4VC+nM8LVL1s1fs6z5erGKlXCIIjPrqzY5Wrzs6MsZdKGZOOlD2gxXjcWD1HR+orWHykpZHysbJimhuk/VGFCvYTOk4//alzf/RHFqSvrOicBwfynWRSP1Q+ozLW8bFVS8KHKXcOqPzhhy/2yfGx/Q0Yg1YXOkmAP6RfMbaTAOk0IOWq43XTY/06bFrZZUBTQFhEtikT/vy57jl8i0WEft9YalThW1tT/7Ovr1d0fGz+iADv8rLGG+DOr9BWKGj8d3cN3PVBH56js7O2AAFbr1rV8xy9spMTPePzeWMCzs6aUDSgESDSwsLlrJdAsyWwwAILLLDAAvMtAGIuscmc/8s0AKicAGBBYEo6xmAg4OT0VBN9Jot+WVsqlFSrVvIzHtfqdj6vyWu3q8kxaUyIoz56pEkiK/SJhOWsI6wJPbzR0AQ3FLJqFM6ZRg3XOjOja0DoMBSyySjXF4tZ+gn0bVYuczmdn0oad+7YJJcVYZgr/b4dF1YP+fxUrkBDotm0aj8IQfpaKwgNk6e/taXVy5UVTcR7PQED6Epcd/wl7ttsXewRVz+eb74ftdumEwO76ptvjKly+7YJhk6WR/Z9ibStcFjpPOjqxONWThhRWlJbfvlL+Q9pX34qCNW9WHUeDq38KyBHOCwQBPAildKYLi+Pl8Mul3Vs2CQwYQACzvMvRHtJKxsMBA4RKH/xhYlhp9PaN5Gw9KPRyESvl5YUKJVKxnRBrwYWWzYr3/3ss3E2A8G5L/h8ldSD6z5frnM8NHIAowBPAcZIFxyNbL/hUNeF3lA6rft2c9MCYZh1Jye6/0gr6fVM/Bc2UKmkfZ3TduvrBqxQua3f11hS3QzgLxzWWD15YtW28nnts7ysH8TN8bmDAxNJhoV4eGiBss9QgKXT71ua3tra+bodPzSQvumxfh0GeAsrhOpWAG6Li5b6iih0saj+JG2o19MPemj0L4AMmjLOGXNzY0Of89widYg0O8BR5wywHQzUnpkZjTnptKQyAuoOBjrW06cmqg0YT9omLKvTU+17966x52o1nYdnZ6tlwBDsRr+KVmCBBRZYYIEFFtg0C4CYC4z0Gb9KBsEN30+ukM7OKkimVG4mY6yXw0NNZre3LVAgRSCTEW2fAPHuXf0PBZxKIVR7IOgh9ePbbzXhRJwQrQs0OAjA0MRggtxoaKJLXj0gCGKdgDKRiHN/+If6u93WymMmoyCL3Hqf6k0FHVg2w6GV0YXl0+8bMLK8rD5CmPjxYwW+yaSVCUWYM5Gw1dhk0gJetAcI+P0yp87Z6mU8LuBlMNB11us69rRUgUlBZs51FaHmq/rTZX7kVwOiShAlyWGPkGI16Uezs+rj776zUqu0HXFVgl6EcvN5tQdNlVjMrjWZlJ/U6+NaIoOBgW1UynLOALvRSIFMLqdtzs5M2BX9jr/1t0zk98EDfffokQlxTvOvZlPBc6MhHRK0XhCPBtQB1GRV/uDA9ExgdfX76ruzM0tRAIRaXzdwAT0cf9woj+5XSbmKnedf1zW0pJ48sZSjfl8B7taWxhLNlbW1cYAPDY3RSNeAP+BDnY5p8hwemv4NKWSDgY6FTsvqqvkGDAOEt0kzOTkRmAbQlk4r+P70U43N7343njJGGhRaM/Pzau/Bgc5XKJgfwLCjog0i6BxrMHDu17/W/7WaBfeUo35VdlNj/ToNBpHPfuH5iQF6DIe6f0oljTMC0TAn6WfeTcfHApvrdatehHgzaXDhsP6mkhvvy3pd7aECUrercwEMf/KJ2oZAL1pt4bAxuljkqFT0PoOxGYtpmy+/1LlhwvHu4R6gUhjPOl83iHSlwAILLLDAAgsssPMsAGIuMPLWSY9pNser6pxHNafaim+DgYJKv3wrVZSSSQUdZ2e2okhJaajabBsOa/JKKghaHzs7JmAJZbtY1OQX6r9z2ub5c1vZR0A3n7eSvkwmER+EGs7E+M4dTVx7PU28YWtEoxackiaEPsmjR2oHE1i0KdrtcdZKq2VMGgCIfF4BOGKL9bq+u33bUhOWliwY7fU0DrBEsEzGdCgqFQWp9bqOQWnRydXw8/L60eJwLnble+g8f7qOHyGSe3hI+WyNTTqt/p/mRwS+sBxgSUWjlqYBkEJA1Wiof6hQQkpKNqt+b7VMmyeTsRQq+gwNB+d0fCriPHmi/kaDBB+A1RKJyE/u3VN7nj3Tfuf5F/fJ1pZpCVH2+vRUPp7NGqMGIIsysoBisIKaTV3/7q7ajjYPK9+U8PUr7zhn+iIIzV62Es51oDvhA2fXMVbiWcVPJvXZyYkJzaIJRJUohJ9pB/c/qULRqMYAvSCq21AKfXbW2AKkL9XrxiJAg6NY1L7z8/pZWLDAdXvbANPRSP22tqZx3trS/e6csVa2twXUtNvyy6+/tvSWcNhAVDSB/LLvPjOG+7vVsnuHdCjnXi04wrPEH/PzAOC3xQCPYKEAIFOOuVo19gqV5HgvsR8gL6Dy7q786+jIvkskdC/6ACf3IMK/zab8A/YL7Lxk0qrJtVo61smJMd1IwWVhoNsVmMrCQyqldLnlZfkJAuMIEzNWp6d6Li0smCAvaZE+gxTAf9q74yrj/C5rCQUWWGCBBRZYYFe3AIi5wJhIErj7EyznNGHzK2kwESsWLb+d1dzTU2MgtNuWQ4+eRKejyeLmptgw4bAmeAQXBDmUZSb4KZUszQgdkUzGViA//9xy5vt9o/HDBkBYc25ObSDViZKxsG+ojjIcarKLBk0mo2Pu76stVL7Z2jLdgI8+MhYCbBiYPaGQPv/977Wq/fSp/j89tdV2hFZv3dLnBwdq0+efG4DknH5T3pj0C/RrlpfVr1S4mJvT9ZEe1e2a9oxv56UjoMXhXK//Q/2JEq2+L53nRycn6msm6jBiwmEBJFQ6Qlw2lTL2A21otTSWq6tiJcAsYfWY1Wc/JQoWQqGgvpyZMfCv37cqJVSmgAm2tiYw5KuvdFzSYB49Mj2P4dDSnVh5v6p/ZTIKBMNhgTz7++rjxUUb+0jE2D2wVjIZXePWloCHTz9VWxYXdc1Pnui++fhjHT+VsnsWf6HyDn4yM3O18ufO2fixXzx+/bSXfv/F4I/7+/jY9FueP7cxbjSsz9FVIR0M5hPgRipl2k6+P8zNifny+LH5SiKhfqxWTbuK9LREQv5BkI0YeTZr1c1IOUqlTIS13dZ2lBAfDk17i9LE8/M6DumGGxsv9hNsF+f0++DAgmQYFlcRVv6hxrOEyj7Ovf1aMbmcsWJIEYUVCnOl0zE2ZrFomiujkWlCNZvG1kTvjPTdTkf975z5I8A7qbChkPwLVhcADFpSaIw9eaL9l5cl3BwKaYwnUxxJh0sk5HsHBwbM87wj7bFe13UA3uPv7OuDMM4ZePWymkDvopZQYIEFFlhggQV2fQuAmAuMCRUTLX+C5RvbUKkDPQJ/RevwcLycJToK7bZWEkMhfZ5ImPgkgSQCqXNz4ylAx8eWXpPJWOWTRkMB8L17CpwJono9bYcGQ7WqNn/wgY7zy19qIszE9+lTBVzk4LPqnUqpLeWyJstzczrO0ZGuBeaEcyYCDIsBIVVWGU9ONMn9/nv1x/Pnur6VFQvQFxe1LekPGxu28h6JaL9Wy8omJ5MW6FBm2g+0mOjGYrYSfl17GX2H8/zJL7MNU8a56X50cGDaCgSYS0sKEL75xlZx0WeJxTQW5bKBLq2W9vn6a6tyRLlqqhaRgtNuy0/qdYEMd+/qmLduGaBGdRLYPui+rKxo7AheYJ+wz9GRts/ltD8ismg2XMW/WGlHvwI2RrerbaiuVShYCpdzliqFoC0AD2ylxUW1/9NPjY3m3HjFnWnje1W7Cb0QvxxrPG7sDtJz0HKh4hlaTwCZrZYFpICspHocH2t/AnGEmQsFjdXhoaVgbG5ahTeAU4BiWDkAnLCrKE1fqVjq4+Gh6Q2trandaISsrOhzqn8B0sJm2diw5xqGcLdfortc1meFggkuXzeV5IcyFt4lrZhqVWMB0Nrp6J1weKj/qZzknD17SUVyzkpaP3miseKe3tmRHwwGdu+nUsYW5T4EvBuN9DyE4biyouNEo9qOd2mtZvfy48eWHgWABLMuFDKW4NyctgV8BMhE7B2B7nRa7YZtRdpusaj2+ymn01JXrzrO75J/BBZYYIEFFlhgL28BEHOBTVKLCcKYGOXzmtjByCgWTYtgcgULLYqFBSvj226boGE0auKWpZImeKGQJoa1mjFEoEX7k9hOx3LyZ2Zs8kmb/8E/kEDwF18oKL57V+2Ox7U/zBrnNLlEeDMaFcsCPZpu18QU220DfgAGEEaE5dNqGdgxP69rWl3VPgcH2qde19+plKUnVSoGBszPWzWp/+a/0cQekVlW9/N5S3VgpfLgQJN1xgu2iz82MCV8xslV7WU0Ys7zJ7Rf8COCj2l+FIkoEAqFTCQTNgHlqKNRgS77++Z3pHxVq8bsIKXo9NT0MxgzgvR+XyBIr2dpH5mMPvuH/1BaHjBj7t83HZ9USscm+CXIItBHO2R2Vv1OVRQApqv6VzxumiTNplVIgXWAP1Mdq1DQOZtN/eb6zs4s5YhAMpORf87N6RyTY06gP5m29jL+8zIpMYOBgXjZrPr24EB/F4uWYuWPbb1u6WAI83I/Ayb0egZw3Lljuio7O/LRSkVjkc/LP8tlY+yR3oSQ9kcf6XlTKJhoNILbx8fyUZ43u7sah6UlE5NeWNB5cjm1e2vLWEnoXWE+480fj5OT8bQX53S85WVLB7sOkPJDGQvvklYMYAiMIufseVWtChwtlwXMRiJ6DtdqJp4OA3A00lhXq/Ys6HTks4CzLDLA1uIZmE6Pg4WkPiUSlvJ465alSgHEPnumMV5cNEC439d51tbkk4CCaEEBRuIvaA212zpWva53bKdjoNDCgn4mwTnfT5x7ed2oSMRSEINUpcACCyywwAJ7fywAYi4wPxCeNqFikkr1BFZKp03K0emAwcGqNQFft6vjnJ2ZYO7+vpVxpZQrk9do1JgApDDRLsRHCYi//VbHZPXyyRNtQ1oQQdBgoIkmLIo7d/S7WlUARHCLtsb6uq16P38ugcRvvtGx2m1NdkkJev7c2kcqiy8SCluIVIFuV+dZW9NqdySiSjXlsrEcAIfqdV3Pxx9bYAwr4yKbxji5qjHRvo6d509UlaKsciRyvh+RrnTrllUDSiRs31RKvrGzo88JKvb2tE8qZXR7QAr+D4ftty8ijLBxv68gnOD82TOdk/0fPTLf2d21ayIlBrYVbJu5OVtVJnUumzVB3ev4F6LVuZy+pzoLVVLQelld1T7lstrW7Zpg7fKyBXyMMb7hj/lNBETnaQ9dxwhi8fcPP1TAeXAgxsLJiVWA2ty0kuOkN1K9iOuDXYS2Rr2ue39xUceB1ZRI2HOo3VYKSCJh+lc8C2EiIKy7tmb91Wqp//EJxJsBkcJh3fd37xpYOjMjll+zaWl3t27JH5eXp6d3lUoG2HKtAGsvaz+UsXATY/+67CqgUTSqMVlfN3ZbtWpaLrWa6UXF4yYQDphCihAgcjRqKaY8d9BywVqt8RLtMCWPjy29EhZcOCxm261b9qylrHUspu2o8gQYzufptGmj8axBK2duznSUnHvR9152nCf3A1hyLkhVCiywwAILLLD3yQIg5gp23oTqIrYM5tPYAVQGAwUUnY6xCVZWNLH86qvxSkboQBAwJxIG/hwfWx49YoeLiwrIZmbUzlxOq5SlkgIr2AGzs9qXVUDSfKjkUyhoYru5aW1YX7cy0gSyn3xiVVFgy5A2srqqtnz2mSbB336rCW+tZgKoc3Oa6MIImp83BkQ6bZoe5bJW17e39TMaaXINlT2ZNDp7PK5UA4SLz2O7vEw52sm0BOe6vesd4UV/untXIIZzL+oNTTsvbIR4XJ8BdESjGn80gBAk5bgAV6ORaa/wHfogrBIDhiSTxoxCUJVS1d9+a4Euoq6Li3ZewEKEM+fmTFh4bk7tSKUMOFlfFxOiXreS71f1r5UVpdYdHWn7jz+WL21vq60zMwJmYNAsLRkAScoN1zs7a3oUfjnwi/zluukqP7QUsnPqi0mmwuysiQhXq6bRAeOHdAwEsdnPZ8bAsEmntd/KivqSKjHRqGl9lEp6lv3Jn5jYcSxm/hiLaUxgJZTLem7B1PrsM401AfDSklW7ov8AiIdDgS75vI7R6ahtBNjTWAN+CqBz48Day9p54MRVfeAmxv512bR332Bg/T8/r/fE1palsCIYzd/OWRrg48f6n/clQCmV0IZD3Zc8kwBnYHxRGQtNLVIph0Mx8goFY27x3EBf7G//bW3z6JGA6WzWdKlIfYU1yTMsk9Ez6v59vUNYOEGv7SJw5WXHeXK/vb3x74NUpcACCyywwAJ7PywAYq5g502oLmLLYFTJmFba8rvvFEig3zAYCGw4PBwvt4vYJawWqN31uq0UxuOmt5HLad+TE0uf+vpr/W42rVIFYpiJhFb7YjEdD40ZtCKyWU1QUyn9DfNgYcFW5RHdTCQ0YS0WFUS32zo35XNXVxXUVyqWkrC0pHY8fCjgZ35ewdlgYHop9O39+8ZUSKXs2lst5377W/VJNqsqGOganDdhfhmth8m0BKtHdXWb5k/Lyxf7Uak0nkYVj2uM5uao3mS0+3Zbfb+9belKkYhR87NZjR/AHkKWiYT6ADZLKKTAZmHBWF9U7YrF5F/ffquxdM5o/IhcUvJ1ZkbXh17J8rLaREC+uKheTKW0fTSq+4CKKxf5V7OptLt6Xcf56CNLiaIfWy21JZuVXwEYzc3pehFwffLExLTX19W/sKZ8m+Y3b0pgk4pAXOvsrO6npSW1f2tL98XmpqXtAd6ilUHKB6mQVEqbmzOG0nBofU/FGOcsfeujj3RfA/rs7xsDaXdXAPPBgXSnwmG1LxxWkBmPWxoh5YG5H6i+VCyaThZMhGZT5/RTkib7H2DTf/7+UAbKZcD8ZBveZfPLf5+eamx4Nsdiek6QbhSLGbjL+JJai5ZZs2kph7Du0GhCSBfwHcYMFbvY3zljU0ajGl+YNevrNtbhsGmzJZP6n7Qk0t1ItwyH9dm9e3pePX1qKVC0j7TY9fXL++0mKx+9S6lsgQUWWGCBBRbY1S0AYn6gXUY/9sVZez3ptHz1lbYbDhVgAHB8/72JHeZymriRqhMOa1v0LIpFTQqZZBJg5XKaOMIaIGhiFRuKOCVr5+Y0WR0ONXm+f1/tQGMikbDJ8s6OrgOBX8RRNzYEoqAhw3mePTM9mr09m2QzcQ+H1ZZ8XscoFhXA1Wom/Arwg/4O2yO+iejvb3+ra6T6xva2Vun9AGJyQvwygdOLq5Hh0LTtrmuX+REgjHMCyigDTbACKOOcsR/29qwEOCVi+Q3jiQpZ8/MCJ54+tWpeBOAwoQhkarVxQWBSyZwz4CSZ1P6np/LRhw81nl9/reNFo6YZsbFhjC2AgUhEIEIkIhbEef41N6fPKXe8u6tjJJOmMVKpmEg1/uFXpnJOx6pULEDzdSqu4jdvQmATsVvnjEXl+zCgWqulH1+vA9bMcKjt0IwBmItEBI4g+Ly0ZClB0aj+Byg5PDS9jE8+sUC1WhVQNxiYkHS9rvFutUxgtdOxVBFYegTBpJX5Riri7KzO64MwGP/7bCZ/HH9IoHweMP8+i6zSV4OBfIp0OLRePvnE0o2oLMi75uRE7wC0hACSScEMhzXuADPFoqXBOadj8V2tpr6PxfT8IP2IamdoyvA92kUrKyb8HI/reQKY55wtgKDXdu+e6XbBmOFv53T9m5tqYyaj95wPkNwkKPcupbIFFlhggQUWWGBXtwCI+YF2Gf3YX83a3bWSvExkl5asAlEyqQkjpTr39gyYISCamdG+tZomjqzYIWDrV3WBmg2gMTOjY1erlpqCTgYris2mgBY0FPp9TUAPDhQY9/sKUB8/1oT5ww91TKodoQdxdqb/Ox3nfvMbHQNKd6MhVlCxqOtbW9N+g4GxYVottePBA/Vvt6tz7u/rumAV+ZoToZBdf++vE4amTYiZ2G5t2Yo5aQyX2YsivcPR5Xtdbtehse/uqj83Nkyvg77Aj1jFRTz38FA+QrCNL1DdZGdH+7ZaxoogIL53T9dMxZmZGQUh6DT0+8aGoRQzaUcbG1ZaeW7OUvBIfzk9taopzabGZHnZuS+/VDtv3brYvxoNgTsnJ6Y/Q/lqxGads8pOt2/r+2fP5CPLy3bf+GXhSa+ZmdF1npxYuwE1sMn0F+dez6o1rBXfJn34+XNdG6DH7KzuwVrNgK9EQtu2WgbKwJpzTvf+woKC19//3tLVRiON19KSgLBQSP4WjaofAc2++cZAQXSpENuGQUHax+3bVpVre1tpJEtLuoZJceR83gSLMe5l+v+8++omAuVJMMcXA3bu/WIuwOo8OrKy5/m8vZtaLY3P1pZ8KxLR9n46LO8ZdIQATABnOh0d7+jIGKCjkfwkmTSGE+yV4dAqHNGeVks+RWpvo2HV01ZXjTGHKHkioTbevm0M0E5H7xcqF/KOrVT0DCiV1MZ2W31Treodt7FhQMlNgnLvUipbYIEFFlhggQV2dQuAmFdsiPQ2GkbHJpllMqkFWnWlYhNHVuZJo0gmFdR0uxbIwC7J58VUOTvTZDgWs5XoXk+TSIJL2A2kgSC4CluCNBeqWAwGas/OjgVb3a7psMzP6xinp5qYLizonNvbai8VNjIZ0xhpNjXRJsgFTCgUtO/cnAU3jx9belWvJwZMKqXrvXNHwdrhofoR4VXnpk+ISfM5OVE/zcwocEcw+KIV8snVSVv3fbWGSC+sEBgIzk33I6p7oN+ysGAg2syMALRIRIwFSkID0KRSFjCtr9u4sCL99Kn6bjQyv4tGTXiZsVxZEcPKF51Op9WOZFIB0sqK+nNxUQHQ118LPEC0s9WyqlvT/GtnR+1vNCy4unvX0hIKBQVZ6J9Uq9o+FtNnu7v6gVFCIA8TyzkL3KhMdXKi9sBkoyIT7Cwq8bwOuwgAIi2S8W80ND70abFo2jvoxsB+Y3xgzmxvW4UitmPf0Uj9EYvJN/CBaNTYU1Q9cs6YOLCfSiX5yNqavkuljH1XrVpgXSgIdNnZMYaEc8b04dm5vPxi/0+CJtPAtPO29Z8F/ncw9wCHAIDeR+ZCs2nvkWTStL4ocb6/r3E8PNT/W1t6XsG42t3VcUYjE3YmdYnP8TV0rNAJQ1geACcSkR/A2EPEnhSme/fMP09PLV3uzh39DShUKFg6biym5wTaUYhZJxKml0XVuYMDXS/sulrNgH9AvSCdKLDAAgsssMACu8wCIOYV2CRtGVYAZaKhN2ezFjTUalZS+g/+QP8/eaLtYQ/EYqZxQUUJGCU/+5mJWDqn75moLi9Lj6ZU0j737+t4MCQQKm00NDGen9dk8+REoqfRqIJjhGFbLQuUCW5nZ01cEeAmHLbADOBmMDDNgXbbViubTdPJQY8EgcfTU5von53pGkk9OTqyks6sUKbTlu5SLuszf6V8a0vXA0MJFsDamo3feSvkr3N10vcjrpfPq1UTWz3Pj5aX1Q9HRxr/en08QCRlxa/GNRoJHPn0Ux0Hn2KVu9NRv8XjOvaf/7mC33Ra/UJVJrQbqBRG+gm+VSpZitt//V8bKEaQDssnk7nYvwjIwmFrfzyugCwSkW+dnRkDg75jtZzADGbPyYlVTyIwbLUEJnY6lq5EWetKxap6wZh5navXPjAIWEYJ4a0tS7cAwERzg1LeR0cGkPj9NxqpP+bmNI4cB0Cr11N/9Ho6P2LLsGoAjWGyILaLjgf6TaenOk4mo/QWgMZeT58haM61UvGmXrfKcHfujJdYnpbK4TNgWi3zYZg1fkWei1h0sG/yefUbgLFz6vulpVc52m/OSBWNxfSztiY/KJVMABrg7vlze1aPRgLwAdwbDUsHSiQMsFhdtapFsZjGHh2aBw/U9/jkzIx8vFo1jTOqtbFvrycGF88b0iQRzK9WLT3u6MgYdwDPBwcGNNfr8v/5ef1+8kT7fvKJLRpQac05Xc/SUpBOFFhggQUWWGCBXWwBEPMKjOCZfPqjIwEaf/iH+s5Pr2GCz0S329VEtVq1KkLhsCaeuZytFqbTloZTrYr5ApDCCjVpKM+fa/JKRYq5Oef+6I80UT04UPsODhRsHh2pfaQXUBr77MxKfBJsUqnk6VMxVLJZfR4K6efuXWtjJGJMmjt3rNww5W2pQsHKIfuxel2tqp+OjqwkbyplwqyAUny+tWUpJ/5KeS6nvkJQlH2LRQvCnXs79B18P/KBsc8/v5of1WrqW8CQ1VVjigDWAPJR/to5HXNrS+k7g4EBPDCUEEh+9szAB9JV/t7fE7iys2NCsowbYAApScOhmE69nqUv9ftW4t05nfdf/avz/Wt21tIQjo9NwJp0nMVFK9kMowdw7+TEAEC0ZegnrFzWdnxPmW0qFlFCHHvdfuMDg5SYfvxYweLent27ALThsDFbYAakUlZ5hvSQxUXrU8AbUkvOzjReoZDdP4eHGv/ZWRPeBRhdWbF+W1uTdtN33xmLoVaztlHi+uhIPnR8bCmLlLouFHQumIOjkaWFkI4He4xjtds2TicnOubioj1v/TGfxqIjqOY7SjC/76yHwUD9SSpfoWCA369/bVXrFhaMQfdf/Vfq4+FQz4WdHRMGD4dtgQAB3EZD44MuFaA9YxuN6rkMEATASgprMmlls9Np+eLpqVWWu3VLPn56aosj4bAtTLTbui70hgAAm017DrEQQDW1QsEWIfJ5e284Z6ydIJ0osMACCyywwAK7yN55ICYUCj1wzhWcc1+MRqPOyxxjWtnTH2KsMMNcabdtJRXdEwQmoU5TjpPqR6z4kvIwGhlD5OBAgQ2r9pQUbTaNQYN+RzxujIZWS5Ph42NjUywva5LdalkJ0e+/N7HgSkWfk66ytGSpMEzI83kFZ6en+vzhQ9PzePhQ4sSsFi8sqKIRE3WqX1QqViYUWjsiiEdH41U3ul1dM5oT2ayBRgg2woLwV8oXFtQ/vn6Ac+PVdFZWXlwh/yHW71tlmOv6lu9HrD5TPvXDD/VDgHieHw0GljpD6lW9rn51zladOx39rK6q79HuqFQ0VtmsgRaIch4daUwAJvD1Xs80HLa3TVCYlWWqpvhpUwRl9bqVPaZdV/Uv9F6oAJZM2jUPBrbiPjOjwAp/JwBLp40VcnJi7Ib5eQWTnY62y2bHr7dctj6fVib9dRk6Po8fm6YTzwjaDtsEMe9kUt8BmnB/ww6C1UAqULercRqNxoG1ZHK8+gzi3+22CXVvbFglrVxOfXh2ZtpY8/PybYLfzU3T6UDHBsCQIDqbtWfJxx/rs6++UvtyOX1XqZjwKulxiYQ+Y7z8+3IawML//N3tal/YHe8j66FUkh+RagO7jBL2BwfyqZ0dPQt4DgCy1Ovqe/ReYMPgh4i3A6CgKYS/UiHr6MjYKvm8ninLy6aJFQ7rHm635TOkTuH/q6u2oEEKVLWqfQF1RyNdT7NpwA2MGFIpd3et4lc+r35YXg7YL4EFFlhggQUW2MvZOw3EhEKh/8A5979zzp045w5CodB/MhqNHl3nGP3+9UUbp2kIOGefARgcH2uSmUiMn2Nz0zQ+ul1NAFlNRfsFAMY5E1B1TpPP2Vm18dYtsVE4N6v9mYyVLUaA1DlrSy5nFXTqddO/cM6qXiDW2mwqgCkWNXldXVVbPvxQ+5RKpvdAf5JXH48rX59giGC51dJq9MmJ2DqZjAJqXxSV/qlWLbBfXtakvlrVBB3dkcVFfUYFIMboyRPT7bh/3/qSiXo2a0EmVXUoC762pmubHNvrAioAXuf51qQv5XIG0vl+1GxaEAp7hONe5EfFovkSY+yDTJRELxZNDPo3v9GYwhihKtPWlgXnpB4BksViOjfpJ6QPkUYSi6lN7baBfvW6zo1QLwH63Jxzn32m/r+uf83MWGrC0ZG+IxVmdtaOt75ugOVgYKkwVHYiOCsW9Tuf1zkBDNHFYaWdew8Wxk0Aute1eFzXDHhGAA0wSToXjBBYYGh9DIfGJCAgrlbld4OB9fnqqm3TaplPJZOWIpdO6//NzXHm3d6evkM0vNczAdazM7UH0LFWs2pKlNteXNTfvZ58BcCYZ9zxsX786wFgHQz03cqKjrW1pe9zufH7+rzUJnyFSmBra+qL1z3Or8N4L8IYQsAZIK/b1T1Vrwvk+OYbY4B2OgL3k0n9tFoGjpEy2+8bG4U+rdctNRVfojoeKbYzM/IjngGA8Ijw+s/OUsnYN4OB3pe0BwAf7TZ/HuCc6Q5lMnpH1WrG1onHTWA8k7EFhsACCyywwAILLLDr2DsLxIRCob/jnPvPnHP/4Wg0+m0oFPo/OOf+N865//gK+/5j59w/ds65tbWNv2FkXDXQnqYhwN/OKSihwgyVGZyzIBnBXGxS5JFJIFoP7Luzo+M1m7ZC12rZ+Un3gNmQTFrlGsrcOqcArFzWJPLkROyAoyOr5IQ4IRRxGAJMytHqyOdNX4WJLKKpvZ4qrDQaCn5g6MzMKCibn7f+YaLMGPh9Q1rScKgAiipBt2+PpwLU6+or0i0GAwX0iYStlDqnPoPpQGC6tmYr8b7w5rSxvQpY5/vXysrG3wAkfkWr83zJB+l8PxqNjMXwYuWm8/3IOYEO29umEbK0ZEwVxDYJiM7OjCHWaFjgTPoKKQZbW1YlhaBqYcEEMk9ONHbPnpnGDaWuAQgRhT47sxS4aFTneFn/YlW92TR9GUAlRIRnZuy+BLg5PRUA8+SJzpPJiFkCaBgKaZ9PP1V/ZbPqE1hKvZ7ppSwv/7BytReZ71sbGxt/8zkpQltbuo/OzvQTCuleIR2MylKU7iW9B2YaKR+kxI1G2o4SwvPzGqOjIxMvJuVrdVW/9/cVGFerut9I43FO+xwfqz1nZ/q8UJBvbG2Z+C1i05S7d06g2x//sbZ79EifDwa6Jp4r3PflspVGxq9JPQMIJHXGufH7elpaCaLrMPvQnHqfQJjJ96Jzprf0/Lk9B2BfbmxYaWqq8v2zf6b+hRkHCxPhbXRelpYM4Ds8tGdIMmlV0R4/ll8Wi/KtrS1j5FFRyTmNwfKygbutlnyQqoTLy/Y+494FXIJpNxpp240N05Dp9QyMRhS/31ebSH1Mp1/dvR5YYIEFFlhggb3f9s4CMX9t//vRaPTbv/77P3HO/RehUChxWYrSaDT6M+fcnznn3M9+9osRAADmT6ymsV+uUppybc0AD6rMwLggaCK1h5V0gnWC6Pv3LSg6PNTvrS1bCa7VNDkk+HXOgnWOf3ysQPLhQ0szYmJK4EIJUXQVUikTxQyHtT9ATrWqlcVCwbmf/ETb/vKXphuD2GG/r2B/Z8dSrJxTAIWQLhP6dNp0J2o1bZNIKIAk/x8Qod/X+QFbqMK0v68ADC2IUslo786pj5wzfYHbtxXY8ZlzJkzrAzyTY0tqmFVNuti/PvnkFyOOw+ruRdVbJkG6tTVd1xdfWGnqXE5/U/HjMj9yTmkbMEK+/FKflUrGBuh01K6VFY3Pzo7prSwumjYQ56L082efKdhGN4HyxKxiU01pZ0fHCIeNMQHQh89S3YRUgrW16/sXK/GkM/iBIiK84bDpVZCKRYoNVVoQ4Ww0LI0lnRYQwKo7ujP0B/4M8PYqWDG+b/3iF78Y8Tm6KICLyaT5Ub9vgevCglVQGg4NPBuNtA+MBeesBDW6GB9+KL8qlbQP2+O3MAUGA4FahYL69OlTE4/OZGzbbNY0Z5480d8/+5mJdxMQFwq6Bz74QEDlwYH84tEjK0+8tqb9ENwOhdQWnuNUeJuszOacjgf4fZ4B4Pn35tugI3WTNvledM6EmmGE4POAMjDSEgmNOSAprMxUSj+wltAgOj42Zh16MICtgDUAuPW6vi+XLYWO99jGhoGECwsm7hwKGUur1bL0OcR9Uymdf3lZ72mYlYuL8u9QyDSEDg5MHwsg+uOPrd/eNz8ILLDAAgsssMBej73LQMxfOOe+dM65UCgUcc4lnHO3nXM559xxKBSaH41GJ5cdxC/9SwA7CcpMsiHOE2n0dQRgeJycWHpLs6kJbbGo4HV5WZO8UMhWoGOxcbr73p4FLuvrmkhmswIeyI9fW1O7faDHZ5pQTnc0MpFcAqxEQpNcJq4EXVS4oToIaSSplNpP+dtk0gRR0QP4Z/9M1wmTJh4f1ySZnbWKF0zKo1GrlEOFld1dTbSZBPs6HATAlYoBFIWCVUmiH0hXoiJTPG4sIzQiFhZsnDOZ8QoYk2PrM4v02WTx6HEjpYZV3El/QncFy2Ts70hE/XR2ZuwN0kVmZ40NdRU/wgYD/caX+Kxe16o3fXXrlgWuAEhoOVQqlraWTo8zWHy/QgsiFlN763UTi11ashLQsCYIclZWbCV8mn/9+Z+bcGaloj5D08Y5Y1s8e6ZzwQSp1w3I8bWAYIegv5NOK+Brt3V+0l5GoxfZEqS7wFQDVHLu9a6UA6IC0gFk7u4ay4x0q/V1G+v5efUzgqlowqCxk0iYADa6OKQ2Un0qk1EfoRfCMySd1rOp0dBPPq97GRAnHNZzjFSvTkcivrOzFmjfvm0aVVSz6fW0TShk7IpkUm0nRW5+3p4z+bylXy0syJ+o7oN2EvfiNAM8nVaB7X01UnC6XfXPZ5/ZfYBODJZKGaMuHNb26Ayh38KznTRE3ksw00IhjSHsN0BDUuJIB0MvKBaTT9265dzf+lsC6KiUlEiYwDSMyjt37D1M20mVnZmxBY9Wy96x+bylqZKWlU6bhhH2PvtBYIEFFlhggQX26uydBWJGo9HAOffXpHUXcs6dOefKo9HoOBQK/U+cc38vFAr9r0ejUeuyYy0vn1/9Yhr75TxxPnQE/IoMpHPUaraCzPGbTaNIt9vablIkljSCTsfEf8tlY4P0eppoooOwtqZJMCkIKytWJjqRUHt8cdtORwAGlG7n1P5WSxNT9s9kLK++UNBKKBVJEOMkJeXoyEQQCbyz2XGWwMqKdAVg6aAVMhyOT3ZZwUZwF5ZPt6s2kzJzcqI+p+rNJ5+YQPLMzDirBwFXzA+uL9P/cW5y5TwcOtexnFX8YCwn/YlqUZzv7l0rrVqvm2YPJYFJs4DxBFBymR/5/jQc6hhoJQCQLCzIR3yG2MKCASNUZCqVrAIToraUj/X9KpmUn+zsKOCmulK/Lx/JZnW9lNyORgUS3LpllZr291/0r+1t0zhCC4TVa0riDofqC8o05/M6H34FuId2CaXO63XTESHzB0Aln38RXCGVJZ83Ns40QPdVGWlkp6c69+ys+iwc1vUi3s19sb+vfiHQPjkxoV30P2AMMH6U/h4MtH86rfOUyyZoCrjb7cq38KfZWTH7SH90TmO1vGxVZ2DJVCoCju7f13lhQ+BXW1sm5uycgYqAnWg9FQoGhg+HGvP5eSs5TiW1VMqYdY2GPWMmjXt/sgLbNFHWac+PdzF9CbbQ0pLGGUADYNU502GB9UQaG/piaJlxDBhWAP2+1k+7bcAwx6dqUjKpsQFshX3G/ghtz89bCiaVtXi/ofMTCtl7jjRG/3rjcUtXrNc15mheOWeC+U+eGCvwwYNXORKBBRZYYIEFFtj7au8sEOPbaDTqO+fqoVBoOxQK/afOuX/POfc/vQoI49x0cUZsGvvlvNKUVOWJRGyCR2UY6NZMMiMRrf52u8baODgwJsfa2njwvblpeezb2xZUhEIGtEQixkSp16XTsLqqtBbKOWezRrVeXbVVSybPOzv6rFDQanQioTb4+iTxuILj58+NLv74sY5Tr9skllSPtTVNotfXBZC0Wpq4IwILkEBfk0Y0M6N2+kAFwZdz2g5Rz0TC6OdbW7bdv/PvaD9fA+jOHUuxIZ3DD5rOG9tp/uDccPTi1mY+I8b3MwxK/TQ/8mn9VPuYXH31/YhKW6SOnJ4qnQOwwDlLC/IrIdVqAj9WVzWu/b6CZap34VMEQ6urCqqfP9e5CGAn/co5tYFS6KORti8UdL4PP1Q7cjkF34mEMZuOjhTsPHkifwJ8gf2EyDL+NT9v6Ufb25Z2RAUWQKdGw9Kx8JF2W/vgCwR/n39u4ODiooIygk//WcH4Edhjr3ql3BcYReQ5HFbfZjKqfkaqh3MaR+5dtFMoHw1ITKpIsWiC2FRtA4yD3RCP6zz5vJWz5zkUjZq+UbGots7NjYMkn32m7w8PLRAG6M3nTVvLOfkDYs71utoAOMYYr68LQIO1dXBgaWVUd4NNR5oaz2nnDAiYNPp4sgLbNPPv71ZL7SaIh333rgAzAHzFou4NxrxY1LX91V/p2XN0ZN/DFvK10QBDczmr0BcKGctvZsZSNAEFh0Pdq7yH/uAP1BY0Xfp9PducE3h3eqpj+yWwYbUUixrvcln3Luyd2dnxSk3O6fg+OJ5KjTMLqSQFcxEmWKARE1hggQUWWGCBXdfeCyAmFAqFnHMx59yf/PXvf3c0Gn1/1f3PC76duxikmWaTZU5ZIV9YsMmmHwTOzCgIpBpMNGpVig4PNTFEeBBGARTuUMhAHEAYKN6VinO/+pUmiomElQhOp7XST3WKSMRAltHItBM6HQU8aJZkMjpnpSLQhVKerKLXalYpBfbMgwcGfBwc6JhPnypobjRsZXtpSX3z4IGulf5bW3txbPb2bGUaYWEm7rBjMhn13/Pnzv3Lf6nrRXMEsc5y2YI72AswTy5a0Z783iCH6RaNaiJ/XX/ie9JKCKKLRQsgJ/2IQIVgnIpLGEADjIi5OTEP8JlkUuepVKxaEjpEzqm/fvc7XU+nY9o9pHI9fDjuV6SQIKKcyeicsC5OT+UXxaJ8pFZTG7/+2oBJguyzM11joWBg5cOH6oOHD/V9p2PBVjJpZckrFQEpVE8iIMaX6BPSsmo1XevXXysIZCUeJhZ+1O0a8IrAM0H/6yhjC8Di3Hj63uKinh3ff6+xo2x3oWDVwBBORasFQDYUsvtqcXE81Sqd1n6bm/qOviLlCB8lCM9mNeZU/VpY0HHRAmq31cbf/97AQJhN5bLGjZSRuTndwysrBgA9eGAsqWjUQMfNTQuiATKLRXsOY4j2cq/5KYm+nZeKOs387SoVjQN+AFjxLgXtrZZdL8+fhQXpNu3vW9rQ4aHGALFtqqoVixq3774zkWxS5EgLTKf1TIGpgl5ToaAxjcctdQ7wOJ02vS4WO05O9MM7jcpcrZb8hdRCRLxJ61xftwprzaaJ9k76i3NWSeq8/wMLLLDAAgsssMCuau8FEDMajUbOuW4oFPrfOud+eR0Q5jK77sSZSTtggXPjNHaC8HJZQd7pqSaG4bCVYiXAevJEk0gq2ZTLSuVAaPTgwIQSQyFNdqNRMQ2SSU2OCdYBbhIJta3ZND2Ift+YDomEc7/+tcAhwB/0OFotbdNoWNliVkfR8FhZ0TXMz5teA8KvfiltUicQ193YEAOBNB4MLRj6DcBnbk6BG6VuCe7PzgxQYLWz1xtPJzg6snQUUiyKRQNjLqqQ9EMDqavuT3oLTJ61NQWe7D/Nj2BI4UewGwBjWi2NK4wZSpJTmahcll+cnlpp191d9eX9+xb81OtqF4E7/jjNr9ASAmj5F/9CgTKVcBCNrtc1PrduWUD07Jn8iAo35bJ8m1SBcFj3DuOJmDO6FsWigY4/+5nOR/qLX/GG1fJ63YC9WMyYWQA/pIv1esaqOj42lgQADFW5XrXBtnLOKsc4p/4slw247XRMdLlcNuCUfoxE1CfptKUZOWfaLvPzBlSl0+rnblfXjfA3bLRSycrcb21Z6ko8rjHKZAysol/RqUokdPxazZ6JiKrynGg0rBIOIMHsrJUR9kV1p1XD8w2AkW3QLplkrPjlqwEBeHZMbuuDNggEY+9i0E6qkZ8ayk8oZCArVcXwHVJgSaWlMtr8vLbvdMbZgK2WpfUCiI1G8mX8AIbLrVu2zfGxvXtSKdOr2t3V+HAequ796lfjguPffCN/LRZ1/E7H0oenAakwQv0Fl0Aj5u2wO3e0+DLNbt9+rU0JLLDAAgsssCvZewHEePZ//mtQ5o1ZLqdAs9FQcHD37vhEzU9xIZBAz4KUC+ec+/ZbsUfIk6fMdLutY7IqTylgKp8MBgpg+Ztt/Mo41aqCnu+/t2B5ZUWB+61bYj3APGAFe2lJk97NTVuZJJ1hONSqIkKahYJzv/iFsXVqNRMz5Xjr69a+bFYB896eJtDO6ThUCGLi7Jwm4Ajc5nK2ook2wNycJtB+SkmxqH05H2kQzlm1KVbMr1IR63VYLmclw/Ejgj4fzPH9iGpajDnaOQSxzaaCYdgjgA7OiVVycmJgC6yJTEZ/P3tm52blOxazEtvZ7HS/+vBD7QczIZlUMIbWBmKegD6FgibTaL/0++ZffpnqSf+KRnV9VGVCLLTb1TG//dbS5WBdwE5LpVQBjBLKkYj6Gx/jums1HQPhavzKt9fpL76gqh84AmzB9iF9kUpT6Pm0Wtp2YcFAAxhl9bqA3VxOAQ73b69ngqxodKBZhaAvlWlgaM3PC8hDD2ZmRvsifptMGsiKzsvcnM7Bs4xS1cOh+p1y0j6bBdCUPgFAmMZscO7iY/jG/Qb7ybnpIC3H9IW//WfXuxS09/s2rlRmc85S89ptE+GuVAxY5V0GK+7oyJguAPLcg8OhPbvwJfTC8CGAXrTWSO/FXyc1awCIhkMdN5HQsb79VudoNNTWZlNtQEw6m7Vg/Tx/cc5ShQG38cXA3rw9fz7OEgwssMACCyywt93eKyDmVYIwPiuDSSkr4Ogz+IwNKuFMyx/vdjVB3d/XJPKjjyx42NrS58OhJpSUfm02dR6C31bLqtQwEZ6b0zGY+D54YNUlwmEFQ4ARBFzttiar9boCJkCThw+1z1dfWYnhVMoqw7D6CGuDCTUin4WCpRWwOp9O26p9LmerrARklYratr1tAMn9+zoG+7HivbqqdgF6LS5aZSYfCIvHNWn2g4lq1ejvBNbnabi8isDpPF/y/34ZP3rwQKyi01Ot9J6eGqMIFlOrZZVwoOkTKALewCKBfVAqWUWZe/e03e3bOh6BCNogk35VKmlswmEF5f2+jhEOa5yOjkwQMxQyzZh22/wDXSZS3i7yr9lZtSkW0/anp2r706fyr1xO+9LPS0sGnpLqhIAr9878vIGMrJqfnFiJel+36HUH2pM+4YuY1uuW4kNFqmhU4xeNqh9TKfUzYC3piGyHsHImY9VoCgWNK4K8sBmyWWPO7e1pm3xen5VKuof/8A91vkeP1IeViqVHwWDCV5JJC5JTKQOXYaKcV056Mv0vl3tR1wdWx3VKUl8FpJ0U/qasuHPvVtBO6mK5bFo/MHrW1gSMHh7KP27d0r1CuiRgPEK6+BbvS6pvoU2GUDyprYAnvu/NzOg+pFy9c8aS8av/8Q6DlQZQncvpvXLrlnxrd1ftWlkxFgzbTwNYsUhEx35drLfAAgsssMACC+z9tfcKiHkVRtBMBZ5sVqu05bKJVB4dWXBXrdrkkfSSSUNjBbAhElEJzkhEgQkpEZTxdE6T15kZTVQxqpkAJDDJDIf1s7Ghc9y5Y0Km6KBQchehzmpVoMf8vCaZh4e2qkmlGcRK0YxZWLAytM2mpYsgvgs1HNYPbU4mx4MfDGDi9FST7MFAfbm5acEafcPE3g+kACs+/FCgxHffWWoNFX4QFe12NfluNtUeAIDragJd1wYDjX+jof+3tnSulRXzmbm5l/cjgoTjY13P8bGJWxKwZLPGlEA8tdu1lCfYSLOzGvsHDzR+nY6xSdbXTQTTZxJN+lWrpe+Wl3WM+/d1/5AuQKAOUNbraX/EXWMxWwEnleQi/1pYUJtpTygkoIoqLtWqNEnQMnFuHPRaW9OYIGLsl+V1Tv1XLKotuZzG4OBAx7p///UH2jyfSJuhyhZ9Arh2dGQBMtpO6EdRwabZNBCKFKVo1EDXeNxAnFDIABwAWsrR80xAENc5u0+fPjUQ58MP1df9vvZ/+FDjkMnIR9CC6fc1rgTIjx7p2D7bxDkDwSKR8ft4c9P8a5LJchX9F798Neejat20VCbsfQjas1mJvdPXg4HeDfTn3bsCf7/6SmNGFTxSuHh/7e3J/xhLwJlmU89CnnFoGiHKDOtmaUnvNp5XmYzpVM3NaT9YfIhN+xpTMLTW17VPOm0abrxzzs7Or4YVWGCBBRZYYIEFdtMWADGXGJN5Juvb2wpq+n1L2yCgdU6BULOp79AdmLT9fQuOnbNgmuCA1cVqVYEv5YEPDkz7BXZANKrJL4KYS0vah0BrdVUTXLQgKAMM0EBQ2evps6dPjU0wN6fgKBQSw6LRUBvX1/U32gC5nJU47XQUzO7taZKezep/UkbW1ozmz0oxFVwIipi8A8wkk/r+iy/Urvl5natSGS856wdUkYjGhPK1jA0CjZGIAjoqejQaCtg+/PDVimmenhoI8/y5fGlmRmNXKhk9/ib8yDljF4RCOnYoZFWTfK2XcNi5n/9c/x8d6TiAgjMzpv1DSXJENwHItrbMh3y/IoBHRJdAHSHYSsV0Z2Av4P8wbKi2gtDyRf718cc2tqy6U+UHoPD0VH4+O2tpUaS1RSJqdz5vftPrWSqFf32k6XHv12rjwsyvw7iX0TlBiyOd1jUcHKh9/b6uq9OxKlbLy7p27lvAG/SVYNfBJlla0nG55w8O5INnZ3omzM0ZKIrAMoBNNCp/PzzUcWZnVdHs00+1PdWxsJUVAYDlsqUrOic/4f/Jimp+AO0z2/zxdW78OXEV4NUvX725qWPRF9PSk94nI/2v2TRxeBhWMNl4XxQKtmDRbOoZs7enfj07s+24J3k+4HvhsDErFxf1rgVIJB1ybW08pWlry9q1smLgajgs/9nbk5+jAUO57E8+sdTMdlsgKv4fVEEKLLDAAgsssMBehwVAzCU2WQWJUq5U/EHAEvN1Xs6rxMGKPyU6ATru3NEEslBQoNhua6KaTmvyOBjo/OgoIObb6VglIjRjSAcpFrXv/LyAj3ze8vkR0D07U5Dy/LnaRbDebGpyOxiY8Ga/ryD3ww/14+t2+Gkvm5tWJWRjw1bJj49NVNMXOW02Tez17l3ThIhGdS3oeRQKtsoNAEHJ1MnV7Gmr3TA/EACF2eCczjktheEmza+GhMgxvmSVmF7Oj6JRBal+OhJaCf2+BeNraxqn589tzKiQVCopuCZlxNeIQACVoIZA+ODA9EhIzyMQR2D1+XP7DlYNzKrBQP7f65lWz9yc7odOx8CO09PL/atcVuB1546lzBFcVyo6ztyclWFGpJd0vnxexwcsc86YOn753oUF6+taTd+fnZmg8usyXxgWg93S6xm7aThU+zIZMee4b2HFrK+rn9ECgq0QjZoYLj6WTCpIfvbMtJj29izVi77NZKykN6LM9BPpkn/8x+rz+/ct1SyTsVREUsFIf0IEHKHqzz67uF+4lvNYL1cRz2Zfv8LcNFDnfTJEhisVXTOg+empMaoGA4EtrZZ+h8Pqj3pd/YOIN8/xUEhji84KqUswE/N53Z/oSeED6BOFQvK5RELtAcy5dcvu/UxG/vn8ub4vleQjmYyAaETbczm9ZyhHjb2LgsqBBRZYYIEFFti7aQEQc4lNVkGiagjCgum0raZ1uyYgSzA2jer+4IGOtbenCSordZWKpaBA+R+NNMFkFbrXszLCTDwLBQua/OpACLxCn+92beLL6l8uZ2V+t7ZshXJ+XufO5xV0MRGfmzPw6M4d/T460vlGI+1fraotkYiOtbkpMVQAD+deZK+g+0K60ZMn+m52Vucplw2MIPBlou5Prn0gJZezABLqezyu9s3MKPgkzQXQ4aKKSTdhfjUkyrfCWLp1yzRHXsaPbt0ynR0CxVJJfYBQMiyRalWBN5VJHj825gKlYhnXWs1KP/uiwaRpwFyqVq0aFgKboZB85/BQf/vjvriodv3FX8hPENmtVp370z+1MszVqs7/5ZdWevYi//KFWvH9RsOYVZT2RgR7ZkZtoyoSKXywYzjGZOWYTEZgDPoSsdjrZ0j4jJBuV/ft6al8ql5XW0j1AIgrl63s88KCwBNAUoSuEWMNhzUG6HkMBs79/b+vZwKAbqFg7Lzbt+UvADz37hkQhxg02kLOWZ+vrVkaHOchHej2bf3/m99oXzSMrtIvzhnAy+fXTT2ZrJIz+d37aNGonsfHx6Yt1evZ5zxD0E2iVDRpnwi537ql3ycnBs7lcvIptFlgxMGWi0atilYsJh+g9PVwqPcUY9rtqhLSxoZ867PP9D/vLtIwi0V7T/v3Z1AFKbDAAgsssMACe1MWADGXmE9dX1527oMP9L8PTAByxOPG5riI6r605Nwf/ZHy6p0z8IEAstdT8NLv28p8NKqJ5f6+rQam05rAIojIaj5sC1J3KEEaj1tAzEQ2FrMqNpmMQI+nT3WO9XV9XipZG+p1Sx+KRBQk3bqlQOqrrzRR/uILtS2d1gT47Ez9AJsAFsGkNoBz4yK9d+4YSEKqFOWDKWHtaxf8xV+YYCNB84MHlgYFy4N+ptoSKUB+mpNzr2ZlFH+IRMQGIOjNZBRMNBq6Fl9Q9qp+hDYK18cKPqvDCGl+/bWl+VQqOifCtM5ZJRnAi0ZDfZRIjKeDTfrVyYnGstMxf8zn5U/z8wacEPBXq2pDuWxVj0idmZ9XH8DCWVtTAHeZf83NjfsW/QdLZnfXRKW5VgRrv/5a+yJIiubJyYna4wOazuleR3slnZY/ve7VdJ5P3M+AlYC2yaQYbAS4Z2d6hnS78ruTE0sXgXEG8wUNmNNTBd+AdIhnp9M6BwLKyaT8bTTSfRcKKehFM4jAud1W3y4sWDWq42MbL788u3NqR6WiZ025bJV5NjZe7I9JzZx0WuO7ujrOVPIFsy9jv/nvAL8C26vQkHrbLBbTeKbTGve5OdOwOj6WH+TzVp1tedmEnns99T0AYC6n+zmbtfuKd+VoZFWNcjn5wMKC6TfxvGABJJGQL+NvaBGtrRlbEjYOYDvvCtKlZmeDKkiBBRZYYIEFFtibswCIucSmUdcJIPwqST7j5LIVcUQcnbMVx1rNNCmqVRM6LZcVtDin39vblrefyyl16Plzm3AuL1uqCRoipCqRwnNyouPBuHFOk9alJbVhb8/0VMplS4dCa2N2VhPiv/xLTaz/7t+1dKMnT4w1REoROiHOqZ3ffWesC6rTwIbZ3VV/1OsKEJeWFNQtLZkIaSxmASer+/2+rhe2xIMHAnMYq8k0KNrkr5LCpsFexcropD9xXVTMwpcI9C4S+pz0IwA4WFXdrmm5OGfVqcplKxGLJkw+b9WPFheVAgCoQ3Wu2Vn10dGR6T2gRULfO6d24yvOyXe4ZlbGKW1bqVggD9MKptKTJ9fzr8FAQVg0am0/PpZPb25q23TaAngAmm5XDLMnT+R3pZLus48/NtYVOiykY7H/xx+/ep+5yHwwAZBxZ0f3UbVqIsTZrP5+9mxcuNmvdoYw9MGBjtPv6x7d29PY3Lkjv9ndtf5/+lTbUbVsedlYaNzLw6GOv7JiKSzhsL7/3e803p98oushIMafASYBJxGbJpCeTCX0q5HhF9Oexz7Qcxn77SrpS++rzcwYULm0pLEdjdQfiYTpjs3N6f7Z2rIy9sWipfyRXgbISSotYKxz9kyiVHUkYrpSlKquVPSsQKcNQd9GQ+wr3sPlslUYpOLX48cGyACsIqb8LgsqBxZYYIEFFlhg76YFQMxL2FWFIK9iBBm1miabpNi02/rer7DDaj2Bzv6+JqVrawIUzs50rFTKVhAzGaOGA6Igxrm4aOcnRWlrSwFSo6FJ7+qq6T4cHup8oZAm2XNzOs4XX2iCWyioHUtLzv32tzrP3JyV53ZOE2SqTBH4+ZPu01O1gfLH8bgFSX5ZWL+SVTJppZBjMX1P30QiVuEKYCCdtrKmrJqXSuNlyF/XavdN+dJgYOOPRgP6K2trCs4PDhToQOOnslGxqL8fPVKwvLgo/R/S10hlg2VDChACu1Q3IsUqmTSmU7crH4IVsbmpduKbMzMKwvf3Te9lfd364Tr+hd5LLGbMDhghjYb8idSZDz+0fnv8WJ/V6woy0YzhuqnW5fvFecyL17majqCucwZgAGZub6s9sAKoKkWaGqLfsO7m5/WM4DkRDuuaKVEdClm1I0RO5+YEeIbD8hmCdnzj1i0TW6XaWSolQAeGWq+ne31/34SqAWGcs4pu9CvpeqQYToIpk/fMeffQVbf7sRtABkLKgH3Lyxr/Z8+MZQlw1+lYdb+5Od1fPBec01hnMvIJfJT32vq6nlc8t8Nh3fP1uoCeZlO+Vq/Lr+fnBQACuB8f6/9220Sd/+APdPxf/1r/r62ZPo3PbHqd2k6BBRZYYIEFFlhgARDzEnZVIcjzjCBud1cTykLB2DC+SCFCiQTDJyeWnhMK2SS531egzco3QqWI8Q6HVp6z17My2FDHAUIODgSCkIJB4HznjgJOaOilkk2+aWcyaek0rZYmxqSLVCoK9rtdBcVUTllbG++zbtcERp3TdSHyOS3gpd9henBuBGw3NjQxR2/m/n0rdQoDhsn3VdlMN20v60t+agXXT/87Z+kYjx9b2ddyWYFxt2sBCIK//b6lgKFfA8g3HL7oU85ZmgDUfsQ4fb/yqz09farAKpcTy+LgQIH8YKBz3bmj1L/tbbG8YjF9fhX/mptTgLezo/Pfv28pQ7QXVgv+gC+RVnR0ZGAgKQ9ff63A7/79cWYPTIzLmBev0mCz0SeILcNIcM7EVakms7pq6UXxuMZ3acn8KZFQX5ZKlrZIJaV63USAfdbUJ5+o/2o1Y2MlEuqvVEpjGQqpvf2+fGU0UptTKWM3LCzoGXNwoH1IQ8xmrZqWcxY4Hx6O94evlYMB8E6mIPnbAYRzHyHGHATm6i9SiBgvmGbo9Cwu6p6C4VivW4ohgrkwKtNp577/3oA/xtgvY8+xEcUnfS4alX+026YBBitudVVj1u3qXD//uX6c07Zff63zc76DA6vY9ar0wAILLLDAAgsssMAusgCIeQn7IUKQpOYcHIyLYuZymoS2WqZncHIiEdJy2XQ05udtRTqVGhdBRHDz++913GRS21IdhZSR2VlLAzk5sQAaMUQCt2ZT+0I9p1JGMmkVY7JZ/b+zYzoROztWXYT0grk5537/ewVdaIXs7moyTJ/BuuBc6IY4Z+V5qV5DmhKpM4uLOrYfsNM3yaSlnCSTVmL4bVgVfxlf8n0IrZ5OR2MG+ABY8eCB9Zlz8iOArjt3rBJYLmd6DoCDaL/Mzk73KXRIRiP7meZXfpWUXM5SyfyqUPG4fPvoyESnnTOfv8y/nLMUGqq5wLpaWjIgr9sVSAD7KBLR5+vr0toh0PQD/6MjMYX80tRvg+8AhDqn6wNQoHIN5cZJJ6Is99276p/VVQNHTk/1N+NEeeKZGQEulC0/OtLP+rq2f/zYKrX9wR9YH6fTlm5GNbZw2MqFt1oK7mnTzIyBJLCRGg0DnQGHfTBsGnA5WY76PAFufzvAJYAFqnEFgbn64e5dCSXzHmm3VeWsVrPS5aQe1Wrq90bDdH9IKSLFCZDGOQNzed/ApNrfNzF8dKJ49x0e6n/SKZeXnfvZz2wcfeHdcFjHIsUXXyIlFgsYUYEFFlhggQUW2Ou2AIh5CcvlxBSh1Ordu1fXhiClBiHNvb3xiiS7uwqQZmfHtVD6fdNIqNW0HdVpEEdlxbFc1qT38NAqTmQyOsdwqED2+XMrbd3rmXjmzIyJMzpnVZ2o9JPPazJ9dmZVeAoF/f7uO+2DFoffX0yy83kL6rJZ7Xt4OL7CWS6rb2dn9Vk+b6kXflDl66t8/LG2PTszcIKJOUEV4q/OCZRhBfy88tevw17Gl3wfck5jWiqpv1iVxo8iEY3z0dH4mAyHOtf2trZtNjUe7bYFVqSn3Lo13afW19WWTkfX8fy5fCCft9K1AH/9vsYrFjMGCyBNraZzLC5aEFws6jyAP5f5FxWb0I+JRCyFIZGwdCOCQefMl2DG/OxnOj8CzvPzuhbuQz/A537F3oTvRKPjYCSpHJWKximTEdCZz+u+iMet4thoZONNpRvAKgAe7vXtbW2fy9k2R0faDsA4FNK2P/2pBc6Vis5LiiEsu0JBxyK9KJeTr1LlClCO8vR+eXc/YJ4EXXzgEjDOB3t8oWUfaAHAw+iLV13K/l2xalXXHo1q3KkUlkxqPJ8+tRQjH1hB3DmT0fMKUfD797VvLmf+ODcnXwSAA9SF8TYY6HnVbGqf0Uj3K2ypVErPl1JJ4GCvJ/B0ZkafFQqmYTU3p+dLMql7hrQowL7AAgsssMACCyyw12E/eiCm17Mg9qqTMMofE9RfJ6VlkjaPrgaMFNgezlmABEhw65YFNgSbzabavrpqOe+U4iUYRWfFOQWkMzNW/peKFp2OJrUPHtgEeH19PK0hkzFq+N27Ohcr3c5ZcByPjzM75uY04SWgJhUql7NgttVS4DQYqM23b9vk3k8l8IVSfYtElGZBWhdgBO0gfYS+IHitVMZLft+0XeZfL+NLk6u3w6H6DE0c3484FmyZ2Vl9lkyaTsxHH9k+zum7fN6Em2ElTPoUFZcA+aJRbcdKtHMmNJ1OO/cnf6KAjIANEIYUqXBYPtduW8Wnet0C8Yv8q1KxgJ8S7NxfJyc61vq62kqq0qQvZbP6WVsTqNTrWXoOIp/0/6RPvqlKK4ARkYgxWkjZIv2nUFBQenwsdgCCyDBWZmcVmG5tqa+GQ93Xa2tKO7p1S4yoVkv7Aso5p9+JhJW5j8cF/vgC2fPz6s9WyxhK1aqlSfHsc87S42o1jXs0aueaLC08jbUCeAKDDl+aFFr2zRc65v/J8b4odeU6FZjeRaMfSWFst40dQyWu01P1w507ds+dnBhDb3FR2966ZQBuOq33TbdrKbiwaSoV+cTGhok8Ly+bphFsmUzGGE7ckw8eWNvLZb2rAId7PelD5fMmSh2PG9AasKACCyywwAILLLDXZT96IMa56+eIU/aXSRy6CNNscpJOxQYmqZRuRiPGDwgIZBDJbLU0CYVBMTOjFejDQ/0PuFEojK9Ec8xoVO2JRk0DgeCoUDAgI5dTUPbkia18hsNq4/y8vltY0HlZHV1f1znDYR0LvQfSA5zT8Xd3FWTdvm2giXPWn85ZVRR/hdwvz+tXTEHYk+251lTKuc8/V18dHCh4WFsb15bwg8VXOQG/yL+u4kuX+VA6rf8pg+3cixoYfqnualVaLIgi+/70d/7OuCZPoaDjwILyfarfN8YIgdHysglhwnhaXtbPwoLacfeuzvH0qb6npHkopNXyzU0rZX16qnG+zL8omw1DB2BkMDAAxw+QqfhEPx0f65rpw4cPdV5SGNBc8cfkbai0gl9ks+o3v0/bbQNVZ2cFwnA96ODcuWMpV4gvw1KZnbWqWPfva8wyGfkabIZ63bRpAFMAdVdWxu9hqnhVq/JdgvHRyFLh0H6iLDhB98KCfPYywMtnzDlnwtEXAWbTShhfJ/XsOhWY3iUD1KrVNG6ApcmkvtvbM0A1mxVocnamfalU9OWX5p9omiH0TtUkWDHz8/pNlb5kUsfz7+f5eaXrkuqUSMgXHz/W82tSmN05Y9jNzY1XzEMUGAvSkwILLLDAAgsssNdpARDz13adSRg6COznC5JO2uQk3RfjLZU0GaUk9b17mkT64rWAK62Wgp5nz0zPAPHVjz7Sfu22Uf8HAwUDpOnMz1vFo5kZBUD7+wJl7t0zRkQkYiyNjY1xkMM5HT8SURDf7Wq7SsXAmUzG9icXn5XHblcBdSqlVKLJvvGvm899TYhJ86urIFr72Wf2PZR0NGMAMV5GYPmH2nn+dRVfOs+HSI8ZjTSW29sKeCb9iIpCmYyVRUewtlazcSqX1ae3b5uOUKNxvk/hV85Z2sfamlVAoqQx23Itg4ECIz7Dt2hPpWLMDVhLV/GvZFLnS6V0fKqmxGLGFikWXxTWJViMRKySF1Vh/Hb5fvImUpGmGX5Rr6vNq6smSLq0ZADq5qaBrs6ZCO7MjAF0MF5mZoz1dHamzz/8UGBMraaxAXz79ltj23W7GqdEQu1AyHl319Iai0X5UrttqYP4kG8LCwbA8D/370Xmgy4AsgC0F5WnnixhfJ1S9m+DXtBNm1+Ri6pyg4HGbDg0jabTU43n0pK+Q9uLimmkRQLGAPbPzlqKW6Wi5w4ivYhHk3IUDhsw65xAUsqiw+wESHbO2E/O2XMGXyBd07nrjXFgb4fduSN23TSj6lpggQUWWGCBvSsWADF/bdeZhKXTJgoIrfk881kJMB82NjQZpYRvMmkVHTY2bPWPABxti37fSn8mElZN6d49HZ/KRrmcwJl6Xdu32/o8lRKDBsCm2zWAJpk0AKRc1kSWIJgg9fFjq5rjr/xmswrYYjELdiiHTEpMKGQAUiYjVgoBOp/Rjwi1XpbyQclmP4VkWt9P/n+RtsSrsvP86yq+dJ4PAWZ9842VI5/mR7OzVurbr3wSj0sviBS44VA++fChiTRTqcT3qaMjfQeTAG2bwUDfoTcTjeo7/GqyvDD+5dzL+xdpJ7C2KN/unD5rt8fBomlaIuWyrjcWs2Bu0nd89sybTEWaNNrEPfrHf6wKMZWKxgFB3lzOypTv7spf0OWoVq2MOc+VhQX1CSlOoZD84Cc/kS/t7ppQaywmv0sk1J9bW2rb7dtWFr5Y1GfPngnQGQ5N16bTsdQTX4QbDaRY7EV9mPOMe3sag27SLkopus4z4k0Au6/a/IpcpAlSgjqT0T320Ud6v3S7xoyam7MS8NWqfGA4NJaLcwqk/apeOzvmh1TbisU0Pp2O+jMaNaHguTkDVyZTVv1nymVpYm/iPRDYD7Pnz8d9M7DAAgsssMDeZQuAGHf9SVgqNT65O2/iTRUTqn9QzhWwA/YD4qPZ7PiqLX8T2ADY7O9rMrq6aqvEiJEOhwqQYCSQwnJ2pglvOKxVpTt31IZq9fyVaQIVgILTUyspTKpUs6nJM9WT0IqgrHa/rz6gf8vl8bSReHy8fG63ayum9PF5AZNf9cK5F/8/L0B63RVRLvKvq/hSJKLV4qMj/T8/Pw5sXOZHMGi6XQNknFOQTOnguTnTqiHlCIBi0qfu3VNAXSoZeIOo7kcfaZuTE7W5VjO/8gMnABAENBGZjUSu51/oCmWzak88rkCfKit+wIaoL+LQftCO8HSrJRDLF3ZlnN7GdBPEngGq1tclYvrsmVJH9vcNAI3FTOfp4EDfUwltY0Pfw0C4d09pTvm89j8+tnLv+BMi4bCNENflOVWrWdUmDHClXrftOx09m+bnbfzQeYnFlOI0qQ9znl3n3r4opeg6x3kfA3q/IhfW6wkQAXjr9/W8gIEFOyWX0z0LqJbLWWrS/ft6H5ZKuo8PDiwVEgCQKm6Fgp5nPHt49zSb8ktSmup1HR9GDTpEl7GngspYgQUWWGCBBRbYm7QfPRATi02fSF80ibvqxBsNBAI8VpUBFkhLmZmxlcZJg60AffvTT8WACIf1+d/9uzoWQfpoZMGrc7ay3Grp/1TKqmBQNrvdtsoU6KbE42IcnJ7qWKWSJt9UOUKbBHCJfP6TE02QUykTbx0OrY9Y6cSussp9XsA0M6NjMw6wGa47Tq/SQiFr8zS/uk4bCXYwgIqr+BGaOpRtrlZ1vp/9TNWI2m0Be599ZiK+gDaTPuWPn5+W8vHHBgrFYqYPQjoSzJlqVccG5NvdNY2jweB6/uWc9qMyky86TDqC31ba7gNZkyvsBGdv2neuYuj7AHbV68YgCYdt7Mpl3eOhkL4vFAwk7fUEyqysWNC7vm5Uf6oi9XoCZ7pdPQvOzsbvy3ZbY9Zsmhh0MjneXnR9SG0Jh9V+nwm2taUUllTKdJCKxZsfg5tKKXofA3q/Ihdi2lTaGg41bpQjv3NH98r2tvxsONTYLS7qXj481PFYgIANWanI/xB/jkblV52OaciQIgXDbnFR51xd1fOM99rTp/p9714gvBtYYIEFFlhggb0b9qMHYpwbD/Sp3oOg37Tg+aoTb9IF/HK5kYgmnrmcAtPnz22FD8DDP2e1qqAkm7V2/eIXanMopAlsu6329HrS/gBU2drSZPmDD2z1ud/XeX39C+e0HavjZ2c6z/PnagclSdGPQTzx3j214dYtrcAzSU8kdI3376sPWy2BSOm0iXJi/D0NbAGk2Nqy4K1et+187Rr/WNcdp1dpsAVY+Z1k+1yljYPBuA8BJpB6cfv25X4Ek+HOHfnHwYHGamND49loqNpIsSifqlTMpzY3tU2zqb/n53VOfMY5A1Jg1SDA++yZ9vMrkyASjX/F42pLoSAfv45/OadgDr0gUmDoHx+UoTQ29yH94tx4CXM+e9O+c5lRQca58dK77baCVsr5fv+9AumlJY0r6UKplPqzXBYQ02zKP4tFMVRu3bI+n5+31JFoVOeGMeWcxokKbOvr6s9kUn1YKtn9TJobWkLofND/aMqsrVmZYedejTDy+5hSdJPm+3+rNV4BDuYUKXCkF6XT9lzIZuV7CDKPRs599ZX8anZW2+3v63s0nxCMRgy8Xtf3HM+vfMUChS/IzXPufdDpCSywwAILLLDA3m8LgBg3PmlDg2Nm5kW6+nXMT0sCRGBl+uhIgU2xqMAETRba4p/TB3NWV7WvL5YKQ2BpSb+PjvRz65Ymp+22TW6dG696w/FhxPR6CoIJnqgisrSkQC6d1vf+6vRwaNoO1aq2uXNHx0ylNIFfWNB+aNHMz1taEseZtjrtMxK6XUtJ4f+3pYTwZeZXhLqOT8EmKZf1fzarY1Wr+owAhKpEF/kRn0360u6uxgTm1daWhFkHA90DtZrG+OlTHQuR1lJJwTKsFBgOk0LTCL7u7trKdyqlsfTBOdIOotHr+ddgYCBhsWgMjGl6O2gyOWdVfu7effUlzF+VjUbjYEKppHuV5832tumvUDEN8MU30gObTWPN3Lqlz5NJjbNzJpaaTJoezFdfaSyGQ/lVLKZzUdXmzh3tQ9nwgwP5GFW0SiUda3FR2+HTBNnnlZy+CXsbGHPviiGAXSwK7I/FND6jkcaz07FnxldfyYcWFzWW5bJVN2LxIBbT96TZnp3pO54Bm5u2AHD7tgFBqZSNk+/7sC99kD6wwAILLLDAAgvsbbYAiHHjEzpf+I//X8b8tCSo/AAQHNev7uDb5Cot/1MylnKiKytWzQbthZkZnbte1+R0Zka/Z2e1Xzo9HuienooqTpC1va2f+XlNeksl7beyIsYEKVUEc6ORgqtk0tqQSFhpUPoyFtPfVNiYtGmr0/yPAOPxsdpNieeXKSF8kUDnq7LJ4OCqPkU7uf56Xf1MKg3pJtN8aNp5zvMltFd87R4/xYeUr1bLAMBIRH6VzZoeix/M0nZSlyoVK1n8wQcCKEMhnX9hQX6xuKjjXse/AHa4vkLByjFPVkXJ5Wy1nIDwohLmb8JXrmN+ValuV2Pm3xtbW+qzhQV9v7ur+/ijjzR2tZoJ+cI0OzvTM6LVEnCVSmm8qlX1Rbttz5tQSOPf6ZhWEYLH9BXjXiqpXQBf2ayllDEuh4e6n+fmrD2vEiC5KhvtbfaB12U+aNXraYxJiQREOTkxRmY2a8LdlLyGibm6Kh/b3raqao8e6Rhra+rzdlv75fPyxcVFA+/8Np2c6Fnia/sEoFpggQUWWGCBBfYuWADEuPFJpl+9x7mXX1mbTEtyzkAYVquPj01Lwzf/nJOrtj/5iQKsnR0LwllNPj7WBHl+XpNazp9O67OVFYEwS0s6HvoSrZZ++wFVMql29nqaEK+s6H/aTjnRTz/V/lxboWDHabcVZPng03n9OW11mv+5Dr+qzcuOzUUCna/CQqHxih7OXb3dtHPSjzDGAr+9yI+cO9+XSMcjXcU5S82j8hWCyomE/Cmf1/myWW1XLFrAj19xLz19qv8TCQX/iD6nUsbAWl62suo35V+T14s+07S+mTYmr9tXrmvRqIFJ8biV83ZO43H/vspLz84qWA6H9d3t2wacVSoCaFot9S0CuZ2OAulqVft9+KEqMv3mN9qGFJTjYx2H1LVYTGMcDquvjo7UPsoaAwb7ABmgIiwlUlAAPHxx5dcNgrztPvCqDSCq1TI9oUbDwJJUSn7Dd85pnJtN+Y4v8JtK6RmwtSWm1MKCNKoODuQv9bp88+lT0/9aXpa/rK+Piz47J19gceDHDpQFFlhggQUWWGDvngVAjBtfGZ22AvoyNo3hMRgocDk8NOHemZnxvPbJc/pti8cVNHU6VmWiXtdktNnUhBgAZX9fk1sqnKDL8eiRrY5z3lZLwdXKio65vW3tXVhQQL22pnPMzJg2BxoRgCUwfgjO/SpFBFkEi1fR3ZkMpBF6/SFjc1MCnVe1aNTKTF+33Rf5ULergMgvDXyRH/G970sHB/p9cqJ+3d9XeXPnDJDJZAT0JZMG2oTD+gzNnvP8qtHQMX1f8MVz0fihuhdtvyn/mvQp/96mzyZT5Hx73b7yMjZ5fX5KYThsPrO0pOcD17m3pwA3nR4XRr1/X/sj+jszIz9ZXNS5Nja0PymWs7Pql1JJzJlk0lh63a7Os7YmP0LwdX1dzzACd4TA5+b02daWc598Ysdw7s2BIO+CD7xK436pVEwQvliUj1A1KZMReAKQOxpZFTIYjLGYxrlSMTbbaGT37YMHzn35pfwlnxfol8mYuHgup+f/pL0NOmCB3ZzduSPtsPMMAfHAAgsssMACex/svQFiQqFQZDQaDS7f8mK7qYndNIbH4aFVjUgmNYktl7XNxsblJTdnZ1UxCZFV56xChXNWqpq0onv3dDx0ZZwTAIQmBtVTFhZMhySddu7zz00fpNPRhBi6uQ8OVCqaNKVSxpjpdgX8OKdAqlLR30tLmmATDF+lj6eNxUX7XSWN4E0IdL6sT03zoVLJBJX5O5+3VI6r+BHHPjhQoJPPK12AMutopcBEgIWEFg3pJWj2VKvT/co5fQ9gmEw69/Ch+VYiYZot3a7a4DMQbtq/LhuHSf9BPBZ723UnAJ9gRrVaAj12diR2DPi7t2flgZ3T9X7+uRgO7bYAV+4dBKH99Lpu13S08nkrY726qrGOxeQT0ajGnCpM9F82q/+dU3/v7mpbUpSc0zjt7Y1f3+sEQSb1mXwx5x+T+UAYwFk8bmAK75dbt+QPVD0aDCwt6fDQQJp0Wj6ytSUfu3VL/vrddwJjEgn5T6OhoHxjw8rOU54+YL28v/b8uc1VAgsssMACC+x9t3ceiAmFQh+MRqNHo9FocFNgjG8vqxEwLegrlxWELC1pxXBnRys8BDeXARRoKvjliSm3WyqNl+Gt16188DffaAWz09HKNikm6MIkEloJn5nRJGhxUT/ffWcii+jcIL753Xc6N4K8R0fGmiFA9lO9/D57VQHVVdII3rRA53X8aZoPwfYoFDRWnY6CGh8kuwrQBVPKH4vFRfmMz5ohnQpNGDQdsln5Vb9vjIlJv3JO10fFr4t8iwpHnPtN+Nek/7wrYtAY1bloL2DS7dumucHzAYFj54zx5pz2j8UsHcU5PRe2toxBNRppPNttYyGtrwt0gUXX6xlIdnamz//gD17094UFPVOo/kR7nHuzVY0m9ZneRTHnm7DJEtb+5+Gw/Ij3hnPqp2JRKXGdju5vqh4hCk4lORhZkYiOzcIBBljnaz39GNPDAgsssMACCyyw99PeaSAmFAr9B865/0coFPp/j0aj//CqYEwoFPrHzrl/7JxzG1BLzrHraARcNchmha/XGw92rxJAQgvnHJQJ9tkBBFV8Fo3axBmNhtu37XxoyDhnx0RHhoB3sgoN5Ypv3TJ9gFRK+21uju9DShNGusRN5/ZfJY3gdVDZL/Kvq/jTRX0zKbgLg2Fu7np+5Ny42CV+SLB7kU85ZwyXVkvjPs2vMhn5UqViZcuv4lvO/TD/IlXpur412W8vIwb9qs33rbW1jb8pJ+ycc48fG/stl7PgGe2WZNK0WvxV5+Vl8yu0hmBfxWLj2jtHR1bx5uREz6Ji0arAUZnp+++1PdXi6vXzr+nu3XFdIVJQ3iRoOk2f6X0P/qc9txiDfF7vj17PKpQBVjqnMUeXrNsVcOecxrRQMKYLPrWyIh+6c+fFkvLOjS82+PflJNgYsGMCCyywwAILLLB31d5ZICYUCmWcc/8L59z/yjn3d0Kh0P9tNBr9R1cBY0aj0Z855/7MOed+8YtfXEiEvY5GwGVBtg+iLC2NVz2CAn/Z5HJh4UUdkNNTHYOAIRJRIPb4sXNff60V6eHQAjFKWH/+ubadTAEg2EYI1LfvvtPk+ujIgIBez6ruRCImukqlIxgcvh4HWhZcx00EvW9yBd23i/zrKv50kR/54EkqpSAaIOI6fuTc+WKXtGGaT21uCkQ8OLAS7ef5lXPyrWmC1ZO+RdUc9E2o0NRsXt+/ut2X8623xX8uMt+3Pv/8FyOElns93ZPoalSruuYPPlBfhEJ6DjgnoCMW0/+xmHwIcDiR0NgCgt29K+0O0uF2d9VHKytWwYu+d07jurAgdkOppLY5p3ahJTP5/IrHrWT66el4CsqbAj/eBV+4aZv23LoIuAbsHAx07zLep6d6HjgnIG5lxRiVoZB86v59ATHlsvwOUBeQcG7O/Q3IOJkOiwXsmMACCyywwAIL7F22dxaIGY1GjVAo9B8756rOuf+Xc+4/98GYmzrPdSbkbOenTjhnAaQPoqA/US7rhyo0l00uSU8ieC6VLCiG1dDtanI7HNpxqlUFrwsLVgp0GsvCv0YfMHFO10S6w+ysdCcKBSuJ/fixguSzM03Mu10Fegix+sEwgTL9dnz8w4GYN512dBW7ij9d5kc+eIJOw3X96CKbXHX2fWpmRkF/JqNxzmYVXE3zq4uul7FqtQS2tNsWkEUiCuiPjnTs6/rXl1++nG+9C/4zafgHvlIqaSxyOQNYTk6sXPfampUIRp+qXFafFgpirpDWNDNjY/Lddxqr42ONebutPgd8c86eaXt7GpeFBWPg4IfHx+Mlt09OTIT74EDb4G9vMsh+F33hdRmAWb2uMavV5A8zM2JCoR1FCttwKDAmn5e/OKd9KFcP+wVRX9ht+IA/FmyHvU7doMACCyywwAILLLCbtHcWiHHOudFoBJejHgqF/ufOuT8DjAmFQj93zjVHo9G3P+Qc15mQE3T6KRd+QAGAUSopsOn19DnsAALYyyaX/qT0+NiEdDn38rLpaqANkUpZ0Fos2nVQmeTJE7VneVmBvnMvin/u7poQK79/8hNrByuYCCuiB3CVa6ItPyRd6SppR68iJeo6dhV/usyP/GvZ2jLg4rp+5Nx09o1vkz5FueNw2PQd6vXpfuUHazBqSDthrGBINBrGfkFEFmDHuZfzLxg7o5Hpe1zGEJpWhehtToOgbaenps9D1aONDX0+M6NAmApU/v0+HAooGQ7V7z7DwQfisExG/yeTGv9k0vrW96WZGY0nKW3+MShVjbArrKmjI7Xj9FQpK28yyA6q8ZxvAKjb27q/jo50/5dKeg85J/8LhcSM4vmFsHilonFuteQ3iHbDpFlbM3FkwGZft+rHxlQKLLDAAgsssMDeT3ungRjfRqPRyV+DMf9ZKBT61jkXcc79d37oca8zIZ8MsqdpdpyeKlBCCJNA1C/LTGndSSO43doaZyqkUuOT3cFAbJWzM6vOtLSkMsqT10JlEFYlh0O1qVazFIdcTt9RDQPzg6tSSRPvwUAT82pVwVUuZ2wd34pFBejst7xsVYDos1exIn4dzZ9XYVfxp8v8yC8piwYQYMZV/Mi56b5E4OPcOGvB96lez0Q6MxmlGCAY7RttnGRY+L6VyajtrZZ8tdm0FfNJcdDr+Be+9fy5pQFyv11nrN+0r1zFkkmNCRXOolH5D/1CqhqMpn5fwTLXBsOo3RZYE4noO/r68NC5v/xL+UImo+OS5jg7q76mT/znHClkS0vjvlwsirHU78s3RiMrhQyTplLReQBxAnu7DBbV/r5+U+ocIe1CQeO/v6/7fGFBvhIK6T4cDOSn0ajd79vbAvYQ53ZO9/fkeyNgKgUWWGCBBRZYYO+LvTdAjHPOjUajUigU+r1z7r/nnPvvjkajndd5fj/IPm/VjhXpWEwBVL+vwIYJ6UXmT0AJxDk2rJVaTRNdAJhaTUF1Ljd90gpzptczWviTJwq6CL77fa1sLiwomHNO33/8sSbaXA+irc5Zykq1Kq2JyXMvLCgARANgZkYBma8n8ipYNNfR/HlTdpkf+eAAfuScfl/Fj5yb7kt+4NPtTvcpzg0b4rxgCADH9618Xv6Eb+3uKlhbWbHP2m0L2GG/XNe/8K10Wuek/PpFfjHNj952X4HhdnyscadqEfcURrv7fRPfBYyp1QwI9Y+bSmksTk4UJIfD6utKRWWqfXFkbBpbYRJ47HYVsNdq+r20JP84PdU50Ag5PbVS228rG+nHYNPui3jctH8QZyZlDS0YWFmkHs3M2M/Kij0TnNP27baAt1zO9KGmPVsCplJggQUWWGCBBfa+2HsFxIRCoVnn3D90zv17o9HoizfVDkRNJ6uAODfODiBtIhazssDOjbNOfJvGVvCr2VBFhoB2ONS2H3wwXXjXOQVDWK9n4rvOWdB7diaGwcyMUpEoYe2cjuucjn18rBXS2VldUyaj46XTlutPG1gxnxbQ+X11mV2XtfAuUdvP8yO/pOzMjPrYOQXjV/Ej56b70qRYL59R0Yi+Gg5fZENMWjxumh/Oyc8rlXHf6vX0c3YmxsvKinMPH477F8e/jn/hW2tr475x0VhP86N3wVfQWqKfELqFRVUsqn8bjXHwbHFR/tJqGaAD8Ea/HRwo4I7FBJIMBvr9wQemM3N8bM+eTMaEpCefe1i1qpSpkxO1td/XeD97Jh9ZWNDYwZxwbrpWSADOvB7z7wsftCcl0n/GfPKJc7/5jem/wHaDPfXRR/KxZlNMK+fkg7duadxhZcZi8pEAcHk/7YsvBP5Os9u3X29bAgsssMACC+xN2nsFxIxGo9NQKPTfH41G7TfZDkRNARmq1XFx0nDYgiHSR/wJ7XkBH4FhJKJACyo4qSFUnnn0yFIVKB+7umrn8YOZREJB2NGRVjDR/hgMjLFTKFh5607H2uMfi5KmGAE+ANA0kGQy0C0WX6yocpldl7XwLlHbJ/3o9FT9g8BtNmtVb1IpSyHCLgIOfF+CCTPZN0tL49WM8BF0ICZt0h8GAwVXh4eWJrO4qO8BZABUnNPvm/IvwAhApkzm4rGe5keTaTVvm69QmYZ+CoUEZs3P23OBtMJ2W59RqrxYlN8gxJ3NWhoT/dxoaL9o1DSm0CJybryCTaslMWWA5nRa/jsZTMO0Aixrt3U+Uqxo96TvMr5ve6rY+2b+fVGp6F7O5XQ/7exYuXP0lGZnLUUuHNb+xaL5TTgsltNwKB+BCbe+rmfLVe7VwN5t63ZN2yuwwAILLLDAfsz2XgExzjn3pkEY56YHdX5AWSiM62pMo39PM58h0e1aOsFkUNLr6TwE6o2GJsnOWeCFvkyn8yIAks1qNRxBXgLvVMrYEc6NB0YEUB9/fPUKFzexwn1d1sK7RG2f7C9Stwhi4/Fx9shV/ci56WybywLd4dB8qttVe/z0oVrNBHxJZaIMsnNq09yctqN08t27xujx2TfO/TD/4tr9FIeLfOsqaTVvm41Gun5ETkktpN2npwJlsVzOxoDnD9v5FYsoVZ3LCcDd2dEzZWVFQt7FoumEpFL6TdUmvjsvFYx+hn1DOyZ9dxqo+Lanir2PFo+Pi3Q3GqYPlUrpebC4qN8nJ3qfzMzIjwoFbT8/r783NzXuVPBKp3U/O2c6ZwHTKbDAAgsssMAC+7HYewfEvA02Lai7KIi4asBHCepez1ISSEXxA1ZYB2dnmhjH4wbAoN1RLmvyDDA0KQybzSr9YHfXqvLk87YaPnkN/H+dChc3Eei+SwyX69o0v/Ft8rvr9Cdsm3RaQRYBO6K9/vEHAwucj47GWSubm+PMr8ND+Q6AHswXfGswUGCWTlvZ6lzOzjtN28T//6r+dV3fehf9KBQyDY5MxsAjH/ilfyhPzWePH2t8ksnx+x87ONDn9+4ZQ+anP7UguVSyMuk8a3wQ7bxUsPP6eVrFqsntfADOubczVex9s9lZASzdrsY3HNY45PNijOVy8iPSYTMZjWUsJr+hGlq9Lh/xGX746zSx78ACCyywwAILLLD33QIgxt18SeNpwcbk6n6zeXUhSr/CTaOh4In8+0mRVT8lo9czwVKAmHjc8vwBYiIR5eTTPlIUIhGBMc2mMTD8APUyoGVaP9x0X7/trAWqwbzMtU72X7E4zhIgIL5uXw4GCrS7XfMnAiL8yblxn+p25UdHR/I9/Oz42AKrdls+6Yt2Li+P+0itNq7jQoWVaQDI6/Svt92PplkkMs4u8seNfsNH/DL3u7sac5hvJycmTsz4I6Q6jcHnnPlDuaz9KxXpO/gpadPArKv287Tt3kWw7F03X8sLAJ8UVipz1evatl7X867TEUgYjerv4VA/qZTGbn5e26bTwTgGFlhggQUWWGA/XguAGHfz2gOXBRHNpq0eX+V8fvABEyaXU+A7GZT4K8yxmKWKEMTm82ItxGIWTE/qYbAdx5mZMY2Z865pckJ9XkAMcHDVa3/XjVz4l7nWy1gCg8HL9eXpqf3dbNr4A+A596JPcd61NfMp50zfxTkF9xhpRpM+4rMmuKalpentDPzrYhsMdG8+fKhxq9cFfE0CvzBnMARUndMzpFTS/+jIxOMqS14uj4OAvvkaQ2hIcY61tVeTXvIugmXvg/ljjbYQAtC8Q548kQ8hwlurSfel1dJ29bpEnsNhA/5//vOA1RRYYIEFFlhggf14LQBi3OvRHvCDiL29653PB0fKZU1uyaefDHb88/jBqi8KfOvWeDA9qYdxVd2ViwKj88CtH7POww+91sn+vq4f+dsBusB8yGZfBGH8Clfn6RndvWsaMbmcgrTz/Mq5caCEba56vb4F/mUgH4LLzll/AcaQqoh2jHMKmKmWhhivn+KEZgvPgWmshUmQLJs1sdXA3n3zmXy5nN3jPvPMr3g3HOq9Quprq6X9Gg1pC4XD8sNYTLowgQ5MYIEFFlhggQX2Y7cAiHHXF3x93efzVyTv3lUQhfZGPq9J78nJePoQ6R/TAtnLRF1fJgVg8pit1vhEm+t93X39NtlNX+vL9qUvmEr1LdILYEiVSi+mDJ3nU9cRnX7Z9JLAv160yRKw52nkdLvj7Ja5ORPnnZuzyko+Y+ky9kkkYvohjYZz29sCeEg/uS4T6aZTFgP7YTbJ5HPOUlYHgxdLVy8vC4wB8F9akn9mMqrMh6hvPh+wmgILLLDAAgsssMCcC4AY59zr1x647vn87VMppQlBAXfOgqyZmasFQZcFWYOBBViZjAK1y4KiSYYCujIYQeKPTeeBYPlVXOvL9uVl/uScVWhy7uqB9VVTR9Ca4G9Kr19kgX+9aGj1XAX4AnCDCUdqYzL5osbUVe30dFw83LnxSm7XsaA09dtrvtA7/xeL47734IFYM6mUc99/L5+IxZTihtD7pBh3YIEFFlhggQUW2I/ZAiDGvX7tgeueb9r2/sr/ZIWSH5oeQFlj5/R7c9O5Dz+8eJ/JcyLEeFl1lPfdotHp+jo3YS/bl5f50zS7qZST01PTOXJOf1/lOgL/mm4vA459952VDI9ExI7Z2Lg+cAVLzwfs/LS069iPKaXsXTR/PEg/mtR2WlgQgL+4aJ8lk1bF730HRgMLLLDAAgsssMCuY6ERHOQfqYVCoWPn3PMbPOSCc650g8e7wKJR58Ih5yJh5wZD5wZzzkXKzg1HyvJ/WcukXvys0bp4n/CSc9Gy/f9D23Bte439Pma3R6NR8bwvf6B/veZrikadG807FzpxLuTGk19uajzjMediEwBwO+fc4HD69n7bwjfZnjfhLy9zznP96+V962Xu72ltnxwTnkMvMzbnju+buq/dGzz36zrvBb4VPnEutqNxCDndszwPRiPnuv3pY/xSvuXcu3M/Bue8mr2C59aY/RifC8H5ZRfOuQILLLDA3iX70QMxN22hUOhXo9HoF8G5f1znfxX2Jq4pOOf7dc6bsjfV9h/jM+1d9pOXtR/L/fhjOeerth/jcyE4f2CBBRbY+2fhN92AwAILLLDAAgsssMACCyywwAILLLAfiwVATGCBBRZYYIEFFlhggQUWWGCBBRbYa7IAiLl5+7Pg3D/K878KexPXFJzz/TrnTdmbavuP8Zn2LvvJy9qP5X78sZzzVduP8bkQnD+wwAIL7D2zQCMmsMACCyywwAILLLDAAgsssMACC+w1WcCICSywwAILLLDAAgsssMACCyywwAJ7TRa9fJP32xYWFkZ37tx50824svX7Kh4aCqng63W/v+nj/BDjHNirOFev9+JnsdjNHf/Xv/516aJSim+zf92Ur7zqY76M/VDfetV+c1W7yL9exrd6PfXNYOBcJKI+4brelmu+zK7rY9irfJa9i/YyvvUy9+1l4/A63jVXad91zt/t6h5iv0jEuXj81bbzXbKbfm5d1V63L/HMHI3MH+LxH+dz5rz73B+TSGT8vnmZfnpTvhXY+2+XzecDC+xV2I/wdTFud+7ccb/61a/edDOuZKWSJoBYPO7cwsLVv7/qdoeHzh0fa5t43Lli0bmlpfFjDAbOnZ7aNrOzeslex/b2XvxsaemHH9e3i671Jq4hFAo9v+j7t9W/bspXrrvtYODc48fONRr6Pp93LpWavt0PGRvftwYD5yoV5+bmrn6s867lJnzmOnaRf13Xt0ol53Z3nXv61LlWS/1+755za2u6tvPu+8uu+XX2yXX8cdrzZXX11bTrXbTr+tZ1+t63i8bhZY95U/ay74fvvtMzDMtknPvww9f/fHjdNu36nHvxs2j05p5bV7U34Uucs1y26+c98zr9+G2wae9c/uZ3t6v3jXP2/fLy9PvkvHvpJt+JgQXm22Xz+cACexX2owdiXpUNBnpJHx/r/2JRL2ZWBK4zWWP7rS0LXiMRW5XjWOWyfefc+KTEN/arVPQ3bRoMdPyDA3t5dru6BoAYzsc2/B+JOLe46NzMjK0McrzzArdyWf/T5njc+oy+GQxePPdV+o1tWy3nmk3n0mkFnkwcnbNjcZ2np2/X5Omya3iZCf9FvuR/z3FbrfHjnudTfOf7VTzuXC7nXLU6Pp4EMN2utp3mGy/rX9N8q1web9NgoHGe1n9X7XPa/zb5jD92/jOA66hUnDs60rU5p3F4+tQmyN99p/+HQ+du39ZK5sGBc8+fqw8WF9WfJyc2DrOzV++TlwlSJ69pd9e5szN9Nz+voOc8i8dfDMx+SFt+TNbvK7Dy+2by3p/2LJjWrxeNQ73u3Pa2c7Wa2AWJhHO3bo2/L/3jTrsvr/LuPO95VK/rvjg50fbz83avTwLGsMhaLef299XecFjtTKe1z5t+Prxqv552ffw9+dlN2EXXc9V31Q997ly0j//8w09+6LnfNeMaj491b8Vi+jsW0/1VLus+WVvT3/v72i+bda5QUN+USvaM8d8rPB+aTW1/965zzsXfQp5mYIEFFtjLWQDEvCLjxcQL+fhYLxoCwFbLgsOTE+cePLD9JieNBwf6jheVv7rvT4ycs++cGw9Y/WDm7MwC3eFQQXmno7YtLur7TEYv0pmZ8WPs7uoc9bpz7bYm7M7pGspl5+7ft4lGPq/tv/5abZqb03eAU6mUJvtHR3pJ373r3Dff6H8mc/6E/DqT3NNTtfPrrzXJn5tz7k//dJyR0Wg4t75u/XQRyDBp3a5zm5vOOZdJXX2v6xnXi5/0etYPtGEw0FgeHIyvLJ0XgFzkS/45OX6zaT7g3PnB7DS/qtWc++1vNc75vHwLIKbZNP8CHLkJ/zo7037O6Xr399Um0nBmZy2gmuZL3JvHx849e2ZAYDZr7cSP2dfvj/PA19dh/tgdHOj6ez3RwGlHva5J8empxqBQECvmm2+c+9f/2voOfyoUxJRpt/VM6Pd1nJUVgTX+arAfIDknn/Ofg/v78gvn5AuFgp57F/WPf03Hx5qUdzr6efZMY4EP4/dM5JnM+8F7qXQ98Ogye9NsoVd1fFIt/GcL/Yv57xf8nsWAuTn1+8mJ+t0HT3I5YxJ89ZX2+e475x49UrrCH/6hcz/9qXOff657r9Vy7p//c203GumZHQrJH09O9N7wwRW/D3xgPxLReVIpC5oPDtQ2UkyqVXu+TgLGzpm/DYc6XqGg36mU9ZcflLdadq3XWXSZvJ+uOraX+fVVGS3nneciMM4H4W8iOWcae9I5u56rvqvOm29d9blzlefDZFraee/Tqzxn3hXwhvv+0SP1/d6e3i87O2o7qUj9vvr/3/wbfb66au/jO3fsvQqYVq3qOM2m+iGTcS6Z1N+8PwILLLDA3hcLgJhXZN3u+CTF/7/Vcu7JEwEO/b6CnOfPNUFdXrYVxMeP9eLZ3VXwFA5rwnh4qJfZ4qJehP2+VhIzGb3EnFMQyCTr8FAvy4MDbT83p5fk/r6C5UpFL8WzM+d+9zsFyPfva1Kzv6/z1Os65pMnai8/e3s6T6ejSfJwqP1iMb1cT04soP7+e23b62m7blfXm8lon2rVJsLdriZgZ2ea5K6tqZ1MxphU+bRXH3DY3HTu17/WuWjLX/2Vzs8Eu9Fw7r/9b21F8/79q4/v5uY4Nf1VmD+Bm/zNpHdvT+0Ih8VmSCYVIPsT0klfikbVT+22/t/ZUb8cHMhX+n31x+qqtiFI8X3KOfOroyO1IZs1X+52dQ7YE8mkvu90nHv4UO1tNAy0IEB6/NiOf3Ki9l3Vv779VscsFrV9NmuAS7er/be2bCIMYFmpWNB4cqJ+3NtTG5NJ+eD8vAJA7iGOAZOL4P488PV1mP+8KZXUB6enGt9GQ9fb6Ri4BYDy7JkAjkePDPCLxdSvzab2j0bVf2dnRru/e9e5P/5j/f38ufomlVIQ3WpZEDUc6viHhzZujx4JACI4P2/F++BAx2q19Aw6PNT412ryu3Zb/zMmc3PjAc/Cgq220keT4PVk311mfqB0dqb+Atw7OlJwfl220Mvaqzy+BdUGDBAs+cDWYGB+X6/bfRQO67N8XvdTv697k/7r95378ku9U7a27Jnx5Zfyp2fPnPvgA/lfuSwfPD117osvFMDdvSv/+NWv5FeLi/rcOeuD42O1t1wW2Fgq6fmYSNg7A9/mHeszxiYB43LZ3sfO6RiATycn40zSSkX7TvreRePDeAJC9HoGBE8y0aYBfucxHSeP77eHv6/SxvPYTf6CgT4Lh86/yvPNv7dqNZvP7O/rmVEoOPfRR8aO8681nbb2ARo+e6b3/uGh5jzr63qWXzYOV30+wNoolXTvp1LO/exnOveTJwK3azW9R9bXNX6Ak+cxO980q+qqVirpnvr2W117p6N7iTlpp6M+PzzUO6Be1323t6d7NZfTeP7Tf6p3LqmwlYruvVBIY5zL6btEQn8HFlhggb1PFgAxr8ji8fFJC/87p8kdIMz+vjEI0mlNHH/yE72M/vIv9eJuNhVwRCKaAFaresl9840maquresk5pzz1bFYBAqtEX3yhyeLJic4XixkYE43qeExAT06M8k3QGo0KRGm3tX+jofOxSrG0pJck7Vxb0+Tj6VNdU6ej76tVnQNK9+GhjrO2ZukRyaSxZBIJvYArFbWpVHLuL/5CxwY4iUT0QwC2uak+41qiUQMASIOpVo16327rGns99dk0DYlpK1SvGoTBZzinTXD1++TEAsF+34KBoyMFFd2uJoTO6Tvfl2IxBcYffKCJzmAgMCyRUB/Pz2ufZ880NouLL/pUOi3QrlbT548e2Tg4Z206O5Of1Wpqcyikvi4UtF0spqDr0SPdAwTcnY7GfGfn6v61u6trJ4BCe4bgiRXsbleTx3Zb+4bDavf6uvynUjFWGL7GCl80qt+lktp+965Rq4+PdR4Ct0kw9lXYZOCSTpNHr2s7OtL1HB+br6TTuuZ0Wn39618LCCuVrI9HIxuHdlv3JeArfvLll8795jdiLtAHyaTa9dOf6ryDgcbw66/VJpgF7bY+/+475/7kT4xhUK3K/3I5AxNJW2m3LQBuNs0XOx211Z+kE8yeF5xOCyivuhI9yTwajbQt6S342A8FfK5ir/L4/rvLOUvpOzqSn9frei7EYhr3RsMAl0RC40b6z8GBfj9/rntsYUHbfP21xrzZNNZbu63jlkpiwhwf657n3ReN6l7d3tbzIhzWvfqb3+g5srKid2g2qzbXatq20dCxnz2zZ0YsJt9KpXSMXk9+l8vpO5iTgI+hkM43HGoffvBdfnq9cWAIA6hqNHS+u3fH2RT0OazAWk39yaIFz5XJ4Nz322lMx/P8g/8vSlX274PJVJxpjBoWS17G/HsGBmejoXkHz95Hj3Ttk9fqa42VSvKNL74QoHV2pm2++UZAHMwsn0nl/+8/S53Tb5hNPlBcLttzczTSfl995dynn8q3Dw+Nwff8ud5lPB9SKflYOq22zs7qnXx8bH2fz7/6d8h5dtnzcHdXjNdSyZ6DsElDIf1PfwK2t9vjC5JHR7pPm02NcbutfYtFY2vn85b65zPyAgsssMDeBwuAmB9g5+Wt53I2kWk0DNFn0pJO6wXc7xs7pN/XRINJY7erCV+5rAnZ6alearWajkeaQTyuiS1Ml+Vl/Z/P69itlv5//FgvvUjEJpxMAgjc9vY0YRgOBbyUSprUplJ6qR4d2eSw1dJxWKkLh/U3K+CjkT4n6C4Wtc3BgTEWnNP2qZQmU8vLuu6ZGX1OPn4spnNvb+tamOgT5BX/WuM8n9d+rBpGIraSOjNjk5qTEx3j8FDXMBhYALq4+OKEY9oKVSZzc2DMeX4E9b7VspQYJkQAWqORrm84HG8PVGznNI6+Lw0Gmpg+eyafmplRf5yeGlizt6dt/vbf1jUnEuM+dXio/QFQWP1ttQywYJWy27W0guVlTdTw50ZDfd5u61o7HR3DB8Wu6l/1uvqs2dQ19no2QSaAwW93dtQGvtvasiAwGrXVvEZD28B2mJ93bmPDxgUtGkA/WGu1mq5rMhC6afN9M5020OLsTPfK0ZG+7/f1Wa1moNbDh+Ybh4d2D7Ra6mMYLLWa+qLVsgoY4bBVxCiXdUxSNPi9tGSBd7Mp/9nfV9+SugKLKx7XGEQiCpRu37Z7+dkzC47n5rRPrWagyt6esVAwP21zMmAj0CyX9ZvA+uuv1UZ0hSbT/bDJwAiGUa83npBxHuBzk/aqjh8K2bGyWbtnf/UrBWCtlq41nVbfJxLa9uRE9/XZmcYrFNK+T54Y0P7smfp4dtaCOH+xYX9f/tNo6PhnZzrmyopd65MnGhuCc5iByaSlVW1s2LOz0VD7SyVbbV9bs6A7mbRV+lDI0mP7fbUlnZaPAASm0wY6AjwQWJKOUavpunwg69tvdXyYYZubWjyZHM9u155BzulYPsBxHqCSz78IqPhaPxwf4MU5Y78R5FarBqqzoOEzcaaxM/jsZUGDaaApmi8A6ywWHB3ZnMpn4fhsTe73szNbhDk5MdYxfT8zY8y7b77RMQj8azVLhQmHDRiGFQw4jYZWpaJ2Pn9uTMpo1Py73zdGWSym51ijofMtLKidjNlwqOfJ6anAmR+asjatr68DOE8D/3gO9Pu69krFmK61mq6R+SQpsejGOKfxOziw9zjswkJBfs9CycmJ+hRWqnOp5NWvNrDAAgvs7bYAiJli131RTWp4kAYyGGhfv/pIqaTtZ2c1wSWYo3pMpaKJarutCexf/ZVeYAAL0HUJRAYDvbQIdv/JP1EQ86d/qsnAd9859/vfazJWrWoyg+XzaufRkQXB+bzOS6475W4TCU2QST9B+POjjywX2DlNPH75S50nlbIJCYDB6anOE4vpxToa2QpQNjvOQCAAXFnRy53VMSa3iYSt/DMOXF+v59zHHwu8ARhYW9MKGayevT2bGMTjSpWYNuGYNund2NDYXLXA70U+dZ4fHR0ZU4CVV1YkmUQ/fKj+JZBBVJIJ62Cg38+fK9BMJBRwFIvys2ZTk1/YTXNz6h9Wdf/Vv9J1FovyqUxGx9relp9vbVlAnk5baeR02oCQbNZ0FZwzunmvZ+MwM6N2ZjIaL4K59XVdN4HepH/F47aSdnKi6yA4RGwW8JF7j5V1JnvNpo5P+lM4rH6tVExLZThUe6Bg9/u6p2FBjEamE8F1TqZyXeYHL2OTmhT4C6wXghACkUjE2E3/9t9qvAk6SiUDn2hrLmf+Pxyan3FP8RwKh3U/5/M6Z6+nVeHdXWPKNBoWFKfTpsGzva2+Oz1VkMTKcqUiMA7W4MqKWF4E9z7QuLg4ro01OysgyTkDVo6O9D9B1dycaQHF45aixn3RaOhZuramYJlx8sGP+Xnz53RafkbKF4yHSf2Sm7TzGAo/1KJRPT/RgDg+1vjDiqxWdb3ZrLbPZtXftZr6rVoV2BmPK+A8PDRQpNXSdru7dm9x37GSzviTjgh4jLbQ1paBpktLOgeMKVJ6PvxQ7yfevTBL6nV9n07r/un35Q+Li8a04hnmnIHMPMMGA0ux8kHyVEq+z7s6EtF58Beulc/Pziz4dM6eF9Wq9qFvh0P9nfLUyCb1ebhm0vPicR17Ul8Ff0ErjM959sIM85k5LI5cliYznoo3HF3H33yQ4ejI3l3ptM49GhnYG4tZH59XoYg+BzyD7QILhef6zIz5TaejPgCwHQ71ezDQwtTBgfytUpE/k14UDpsALaluh4dq8+mpLbIwT0mn9QOrFaBydlbvOxiosJW7XUvZZpFmfd0Wrki9vKqQ9TTNHJ5T/jEqFXt3s3h165b6jNSw774z0LpSMYaqX8Ya8JLx5T5nUafd1j3JczQeV38wt8Mnz864nugPeGMGFlhggb1dFgAxU8xfCZi2IjQp1Olve3Dg3J//uf6fmdGLizz6Ws1yaAkuPv5YE/9+Xy+ie/f0YiZHHo0O6J3OWUC5tGQ6EFCtDw8NnOn19IKr1zWpGA71eShkeiGsCiOQhthqNKofVtNXVqx/6nV7oVYqdm76ot3WdZMfv7pqgAwTqXRa54cNMTNjE+RmU9dGnvHRkbEnej2bwPT72t+nrebzeonv7qq/fvELTSYAOp4/1yS+WjV9kk7H2uGPJzZt1bnREBjjXLN1HZ+aJq57mR+l0yZGu7Ghvu52dS2Dgdr+8cemr9LtarwAH779VuNM3wJGoIVASk8+r8+fPbPVwJ0dtdM5Uf+7XX1GLjtAHQEgk7vdXWtnu63zoxWCOCbCuYOB/CWZtLQX+rhaNd0N/MH3r35fwTK+GotZoL6wYCvkzul8voYNrKbdXUvBisV0b66s6F4cDi0wL5ct3eHOHdOASSYtBSGfN52naQHLTeb/s2LabOr6WdHe33fuX/5LBac8W0gRgb3EPY9GFVoHvZ6lDsIqYX8AKM6DJgDsp0hEfTwcagz/5b80/2A843HTDUD4l2CW9KNWS/2fzRrIRluePVN/jUbGZioWtf1kn/t6EZGIQBPnDPi5e1fPklrNvtvZMVYWAbJz8g2OncuZRlQyadpSkYhpFgEUs+r+qkQ3X6UGEf2WTGqsjo8teCqX9ROPaxzm5vS/r/FF2t/urvoEcBeQlkDPOfkw6XIIfTtnbLxIRNtsb+s8sBEIaPf2jCVK8N3p6Fn/85/re1g5rZY9oyoVYwPCmIAZODNjATEGSEQKZzyu59PCgp4dLA7AAqhWnfvsM7UNwLnZ1LHKZUvZcG5cU2p21lKj4nFtxwJJMqnn4fa2roG+cs5AT+43+pC0XI5PIH58bGk5MEth+Tmn7WAThUJWVeqm/dh/v45GBuzncjrf0ZGxLB48MCDsPPCRVEGAFO7ldtvE3UllJDUbQJ7P0T4CSOQ5C4DDgtHt2+MM5WJR14CfIyBPuifHiUTseZxMGgvo8FA+yzzu2TO9s0Yjm4cxb+O+gtWbSKg9y8vj7xZfUJv0ZVg3nY6BpoBSuZx8a3NTbVhYkB98+aWOV6upH09P5dfMcWGgMlcFdIFNy1j7c0ve6bAsuXcWFowNd3ysbZXS/MOFoAMLLLDA3hYLHmhTzJ8UXLQiNKnhATUZYTheUqxUDwZ6wRBYEww9fKjfT57o5UYbSCUJh/WC7fdtEheP6+Vdq5nIICsurHwzoWUlL5u19B0medWqBeZoQgDEhEI6J1RqXpr0AX1Sq42nYgE4UD0D4IQV01hMk9NmUy9w5wQwZDLa53e/U1tYkV5cVHtOTmy1jFQFrnE4FNuFldq1NZvAzs2pb53TOWHWAAz1eupLKLOT9P5pq87b2/pxLp1yV7DJFUY+Oz293I8IeJeXTQsjFDIAajjUNh98oOsHaGCFl0k3vjQ7ayu/jYYF0+SuA6ABAJbLlhIyGqn/YjHTa2DCfHRkqXYEOEy48BvnbPIHs4mVP1KbCFBIG4N1MRqNizTDImNFjlXUREI/hYICB1K4IhGtkJMuw32STOr3735n1YHicWNF9Pvy01JJk+xiUWN/546BVLDTdnbkV8vL6pOrajS8jPX7ajvgCfoqOzvSKdjetgAsldK1Iew8GNgEGH2L0cjYLM4ZGIPYcr9v9HKYM3wWiZhWS6dj9zVMuHZbfoEwKgK3sL9IxSQ4J7XlyROdj0o5jx4pheDszALlZ8+0X7UqQNK5FzUfnDNx53LZ7ou9PWOYwSajD1jdrdfHx4l0vnRax2I1u1jU5+gfwYy5iE1w0wypmzaeR86p/+t1BWgwolitBvQvlSw9aWZG43R6atuSqsCxDw8NnCPoxz8BeZyzZwaBHe+uVMrGgnsA5guATTg8DiA6Z0EsrC6C/0RCwHWxKH+4c0e+R9u4R1iMoGoS9wz6W8mkjtFuCyCnSg/gOO+cxcXxvvb9rFCw43Y69vzf39cxSEPiXuh0rB9oLwAXho8hdk2KMmmUaO7QbsB23jWkD05L2RvXRLqeWK+fMkUKFdeXzxvT0dd2mRzPyfvo7l17v5Iyu7ur53+hoDkIOlkAPmj85HIa681N06xjIYv32OKi2haLme4fYCJASDKpRaX9fUtbgzVJuhIANPOyZlMiv4AqjYZ8mYpCsMBgU/3udwYkLS3pvD/72YsCwFz74aHu0Tt3jGX9/fd6x/d6eoc8eWJgC4sWaM+h74X+G20jjYzrwScTCdNhI30TLTgA8nBYx2fh0QetnLPFFUEwrzrhN7DAAgvs9VkAxLgXy0v6DAg+x/yJEgF6Pm+6FJWKXuIwDzodTchIwzg+1sSuXreVaejtBEyAI/PzRmlmVZnqSLOzRqP1dUQymXEBNF5qrFSwEsNkjQCdNKnhUJMBtC4AZdB2mZ+33HUow0xiEfNk4heNWi788+e6fkROEwldz/Ky/maCl0hov1RK7UKokVXLfl/9S5BE3+zvW9AACPDhh+qbtTXT7Uml1PZkUj+djiYcpFtMW2HzV52Z8P3VXxFsXrw6gyiwn3LlnPlUt2uTp/P8CBr03bsak81N+RBB49OnGhfoxbBbYBOx2kYKE2MWj2ssoNQnEupzRPdoSyymNiSTFpQxwUVvgco2aCM0Gjom9whgAeOLXzqn7Q4P1f5k0tKzANoAZAiwSF+Ark5QgX4MIFQyqaCo39eks9+XHwLccb/F45pMEhSyH6kmTPwJGDsdnatQUPoNQAI6MYOBJr0nJwIG/IDlpjU9CAY5ViKhSfXpqQl9Mtn3gVXuU0Au9Al8FgiruOTsE/iw4h+L2bMCHSYfwHPOWCOkzcE0icfVv6y08wzx9YV8tp1fPY5z12p6LjHm+/vy35//3Oj8Pmj++9/b9Y1GlraYTut3s6nnUaMhwKdS0TPPr3DCPeucvqdCSCajZxVCzWx33rsDe5srpJRKui+oQLazo2uGNQDourNjqWKRiKUaoD2C+WPL8wcw0Dm7p2G0kK4EcEMS6Omp3bsEtHfuWEoE70JAQgJntM2iUflkLmcsFFbwEQ1GaLRQ0LOWVLezM0tVIoBvNk27bWPDUiL9VEzaEI+PMyiaTWNY8CziGkl5cs4WZQC1T050Dq4PXbliUW3pdCzAPT3VsdFI43nsG0LMpLnA/uOdznjCcrxKCu91jPeEr0tE6mEqZSWPndM4UKWL5ynvHD8Ny58PHB7au4r0V94XjAegD2yo/X0DDnh+wthiTjU3ZxoxmYwJzK6tqQ0Aj+gA8s6Kx/U/os9+ug6C0ImEgXqdjvxoOLRUy9//Xudn7ogm0dKSjenjx7qWclnvBeYAaAYWi2orGjz00e9/b0w0Uq1gTJLu2m7LJ2C2ODfOuAZkd84WA2Mxq4IIqJ/L2bud8cxm7R5gcYVzmHJSYIEFFti7bz96IIYXgHM2ufAZEJmMrQY5Nz6xhorP385ZAAyjhBUG8q57PQXm5Hyz4s9KMpNPNEF2dvSyKhSMhs0EuNXSSwyWCYEzQTRtJfDJZnU9rD4nkzoHqxNMGHhhMmGF/dBu61wLC/ZSds6YPq2WBdesQjLh8SemvZ7Ag0LB2kBpYfosElGbocvmcjoHoq+Fgj5fWjI9AhgYiDV+8omVUGUSv7houdWswKRSVl3pMiO/mlUl52IX3kP0Rzo9PiZMFsl1v8iPslld//y82kolnFZLEzGuDT8CyIEi/PChBaGsws7OmuDt2Zn+B3hgvBkvP50FMKvf13bDoVHaATH8CRiT4XjcRKIHA1sdJnCHwg2bCSFAgBfYFwRpHJ88/ONjY70AtDCphVLPtZCmhRBnt2sr2wT/S0uWDkbAiO5KKKTxAKAh5ensTOdApHF19cWA5SY1PQhq0alZXtZ9lkgodavZtADQOWO1AbAAmNBHCGhj9CfPKRgKkYjdp3560vy8Aa8E1L6wJAEix0PDgeMhnEt6EtVxGDcCY74niI9GbbX1++8VlBeL40wY7gl8YnVV/4dCGq9CQceYn1fwMz+v+wxdIFbreS4RjHIf4Ov5vH1/0bsDu0mG1E0a78V83tLW1tZMW4p0F7QxAGsRks/nrW8A6ShxD4APG40UmtHIfNE5jXkiYe+Z4dCCUv6GpcAzHk0j0h984D2RMN+nzTwHWi21DSA5mTQw4Kuv9C4hner42L7jPq9W9VxBrBTGDj6KsCwgD9c+P2/pbBsban+pJLAdAId+WF42AVSuAZaqz4qbmRmfH8Be9Z/JPoDr3Pnp1tGo9icI5voODl5kcE2CzNcxPyVrUsNm8hkKCOOcrvFXvzLWHffi8rJVWsrnDTCDZTQamc7Y/LyVVmZ+Vi5rf6r3oEWWydiCBOw9AEFSJRGN7/XsPjg5Mf/i99ycvdN2d+08hYK2+fBDsV3wAZ/9m82alhrzP9Kem03pqDUauqZPP9X3//pfW3oy9wUpzjCD0HICxOR9fXRk4BHzOioUkm4eClkRBeaO3Ms+CMWcIxQy/aaFBbUFcDQc1m/GhAIXAiavpz8UWGCBBfY2248eiCFon1Tf96sAoAeA+KJvk1VLoBqTK0zAtrOjzz/80Mr6Uirz2TMdJxxW4AF99ejIWBBnZ5aywcuRF38uZ2kWMzOaWBBkIkYXjVq1lFJJ18KkgLxngiMmw4mE0VGdswkr5VpzOauCAjBAOhBCp6WS6UYQhMEsYCJRr1tFDOitt2/r/B99NK61gNAjwo1UqkmljB0zGo2XsnXOcvN/8Qu90L//3lgA+bzRZy9blfZTxpSbfzkjhklrPq+Jx+amJhm+P13kR75w4+GhJv537mjV/ujI6MFnZ+qfVErbI8w6GMjH7t+3Cfu33xq4Ax2b1AomQUyyWCX0A3XSmKJRo9vTFgAgVs5LJUvNgz3BahuBEPu127ZSRxoUACAsDt+/Dg4MyGOVnYkutHzuGdLVnLPKDghHj0baD1p1p6N78cEDTZIXFiyISqVMU4i0A6o1lUoGyDAp9YOTm9T0oGwwAdXRkajkrDT6IrqId8JGYEKN8TzxDVAYujljygSceximDayoQkE/9bqNGSXkSZkkEJyd1VhSeQn2IMEGrB3nDASlvDoBNtT9+Xkd65/+U+2bTCr9IJmU/96+bc9amFmAMaRfxuO6vwgmRiM7Hxo0/uq9Xz2HZ98ke+4i0O2mGVI3Zb3euND1/r751MqKgrfTU6skxjMIwXRA3NVVC6hITyKthHGG0cTzxDljLhCIEzwDoLPqHg7Lj2Ix+c7xsd2/MCdJfySI5V2ODglMRZgJgNH+/fu73wmQmRRPj0YtpTUcVn8AAJVKBlLu7o5rlZycqB83NgzIXloydm69rlTbTsc0hmo19SfPd+e0HdphaNLAIkynjeHrG3MTn1Xig+k+MwEAG6YlABgGg4Z3N3OXlw2Wz9OwYeGCewqdFQAnFmxOTsxvSEfK59VvsD07HfX9hx+KsUj6HCmVaLPAWiZ1ttezqnQwqA4PLT3XOXuX7e0Z+JdM6vyFgrbnfZjNqt2UfqZaEwCKc/Z+jURMR/DwUGAxIFM2a2m7gHzffmtzDIA7KkhVq/I1Unu7XZ13Z8fmlktLOs/z5ybQzqIcz12ej4mEgY6Fgt3P/qJJJiM/5p5fWtJnZ2c65sOHxj5KJjWOsK/xx1QKPx14b67AAgsssHfbfvRATCg0rtvh3HggzgoTZQ4nxRf9VddKRS+Ln/zEJoBM4jodvWAI1qCCnpyYxsZopJff/fsKGgj8oLyTBpBM6tzlsiYGrDB2u3opptPjAoesmMG6gWqcyeiF+OyZMSkI1Hghko5Aag85vIg3JhJW3pPcZyjF6bSlIrAKDisDLQXSE5jAd7tixhwcaFX/7/99nZvS2s2mUXcXFqxi09qaguJaTfv9rb9lKRFffWXX+/nnSl1gBR36K1R4dB2cm67XEI8b6LW765xz8cRF/kVwS4qZry9RqQhMWV62HOtpfhSJ6Np2d3UdyaRNkE5PNalkRS6d1u+9PfnR2poFm4BMc3M2tpWKtiE4PzrSpJESn0y8/BQB0uRIKdjZ0XgR6MB+wXd9UVaEmmdnrRILaQLcI2g2kALgB0WUysS/mDAzgQyFDIQibYH0rX5fOjorK8799rdWEhahXVbDmVwSaGazNmFHL4BVxVbLJu+ILKN3wyo5NPVp9kM1QrhuyoiTypPNytdhj3D/4ycAX/icrzOFkWLoa8AQMBNA8yzguZDL6ZnSalkAgjaLc5Z+yGorK8Cs+sOOyGQklvzFF3om3rqlYwPApFIm6Pvnf67xWFmxql+kcJ6emggzQVQ2a6kmAIqnpzp2JmPpdwTbpMvxXPBX7xHAdO7FKllXAd1eVdWjmzIqaS0vW0lp0lQoGQ+LjGdMv2/BZDpt5eAzGbsnAFRII+J/WI2+uLyfxomQKIGpc7bYARDPOwt/X1qyVCqehQTYfroE25EKx/19eqrr2d62e4Y0IFb28bt6XccinYWU5P193QuNhu4VP20NkVOYGJQL39xUO9AfWl2VL5+e2vuY9zZgMynH8/OWAgPIMiluy3X4n02mW6PL8tln+v6bb2wfKiySPsXxlRrTPzdY7vVsgcZnzPn3wdmZiUMz73HOrp1rJRWHNOxu11JfSLHi+Ubqa62m+35pyVLpWFiC7cUixeamAYiLi6YpxTuOhQo0exYWjI3HQgRzLnyZxYjRyIRzaQuMu9FIz/SZGV0/Cx2AZ/57jvdrIqHtDw/VTp7HaAWtrxvTjXFjTrK7a33rnFUWJG3Ir0qIdhjgKvo9o5EBgujZME7cD9xXMzMG3lPAAjH4QmEcaKMPnIMpBUwV2I/Z7tzRPHiasegSWGDvgv3ogRifz8DkwgdlfKBlc1MvjrU1W6GJREyJ3jm9vElDAQhZXrYXGQJ4UPFZTVtdNWCnWhV4MxrZygM0WLQ3kkkT/KUa02Cgbebntd2TJ3ppLi5qQkL6DgyCXk8vYF6ArCCxgkhZT3Kpofizqsiqjl8xiUkEOhSkMCST6gdSVxAFdM40QBDzpQ3ptPp2Y8Oo55SeZIWnXrdAYWZGIE6joVSc2VldOyv2zul6v/pK2xBQo/Hgl5k9r1oW1SwYb+dGw4v8C2ou10OKA74Ui8mXADGm+dHMjI5TKFhAwISz0dC4wibwRXerVQEOz57p+7t3dR7KkJNiRJWX2VlbsWWlGL+anzfwCf0ixDj39kzwGTYGIsAEtWdnRumORPS/n6rEJK3ft0oJrNRhtBP/Ivhjckfg55zaweQOoUA/DYJ7oNlUf7ASPjtroqOHh/Kf778X02R5WfcppTybTfXH7q5SF1iNv3PHxBO3tnRuP/Dwgw60gwiKrqMRgk9T6jsSUXu//da0gEhxQzgY8APmGBNzxs43VjapeEVwQ7/7KSQES6SKOWfjC+OK1DWChuVlS63I5ewaFhbU7npd/Q1oQ3Cfz2u77783cCWdNqHW2Vmj/H/9tfqDVWN/og8IyXP/4MDYHEdHNpYE/j6zgDEcDKYLl05udx7QdpMMqZs2KgnNzgoUq1TU32trtkiQzepZ5gd9sNO4j+7csUpsAOnct7xXAKxhXcCaBDCZn7eVeZiVzmlbqtIA0iFKzj19cqLz+1UDz85MnNnXOEunnfvpT02cmnf01palPwIIs+CB+DPtj0ZNwDSTkX8APmQy+uFecc4AD2xryzRn/Hvw1i19v75uFaEAyw8OtP1PfmJMhMXF8bLrkzbN7y7zR9J6zzOAaefisfO3evFZN6mVBHCL8V7ifeKcAWi+f6VSpo2FgDz3OYzH9XVL5WHxiZRv5/ReY37HOwzWL3MtmIL5vI49HOpafvpT3Q9ow8HgPT62ClcA2QB+3C/MRYtFjTVzhefPrTJRp2M/LDyEwwbgVSqWAgdLk3u129VcgblZryetO1LZs1m1j+ccbBU/fQ+glDkj7zDA7YUFYypvblrVtGjUWOAsJsKWDIXsHUyKL4C5nxJnLOeXIlsF9p4ZlcSmWaAiFNi7ZD96IMa5cZouAo0YrBZSb6gC45eDdM5Qf+f0Ujw50YT/7MyqQPACRFsDkdDdXROl3dnR8UkLgZY/M6MX67NnpnPAizoUMp2KZlOryKwyxuN6gQOyjEa26s8qJO1xznKDazUrxUmQRUCGpgNBGddEm1gxoT2koFBxg7SBdlv9+NOf2gSevjo50fl3djS5hJLdbFrgx0Rgbs5E8iiritYPjB366osvNKkJh/UbfYhGQ23xqzV0uy9WPIlExKr4L/9LAterTwrQgzk4sAklzA8mhOf50fGxUY1hLuCr7bauZXPT9F8Qry0UbCK0tmbivMvLVt2EyRVihfTX3JxNqHzBXeesyoMvtInYM/RsrrfdtlSYft+YWYAEiASy0kfQz/3iT1oBVtCKIAACMKLaDvckRhC0tGTgGloxMInoD1Zav/3WBEe5z3Z2zEe5h3o9K33L+OVyxkaBweOcfMgPOkj7YVX5OhoLw6GuC3FeUn14JiFiTCUxjs8KKWAsAcmkMabc0wTOBA7+JIiAGsCZCljoFzhn2h6zswbKAaqtrRlIh65FqWRly2FRDAYCIgkECIZ45uBzfA/wC62fZ+rhoT1P0AECvGy3Ld0G0IagD7uqyO7bLMZ7kZF+6pwJyzKu8/Pql2pVz+WDA0vH63YNMIU1CYAGMxMwn/Gc1CYCmOW5lEwayIJ4KPck1f58LaRIxCoqAZIAePJsJRU3HDaQeHFRn+3sGLsKJhSBOkAMWkwAS84ZoIpPUXL5u+/k36enpveGQCwi4QsL2iefN3H21VXz1cVFS98lXYm+giE2M6N3E++uXs+EbXm2Ly/be+xlbJLBRdly/vf1uy4zxv/0VO8Y0l9g95AWxZj640Y6Jlo+PPdYmHBO/TQ3p+/m5pz7t//WmLQAt6T6OKfxpHISotSw9DodS+1ZWVFb9/cNCJyZMUCcd9E339h7kwp8zJ1gRU2mt/Gc/uYb+cj29ovV6VgkQ6OLOSOAEc9ZAJ/BwOa43BedjrR10AdksQxgB4Y26W4wr3hvkLrunC1qAHbzzBwM9Azn2njO1+umkQODB9AyFBoH12FkkY6meerbksAZWGCBBfbDLQBiLjF/4oFgGNV7SLMgiIJFMVk9g+CMgI8Xy9On2odAmhcWZQ9ZHaQdiAjy4mMVnRcedFJemqRaAGrAIiC1xDnTQqDCEQE0qU20jwCMSQaADLoK6Gww2WBVLpm0NJVOx4It9q9UxNwBJIIZ4ZxevNvbJmRHAOAHfPv7SsFZWhIQ469MIiq4tmYvdlZbEGAl4Id55AfE8fi4fhDjQFqCwJThlBD2Yn+i/DMB8O6u2kaKzDQ/QkuIMVhYsHGjxG+3Kz8imCR4QMNlNNKEHtCj39dxWPUi6GYSxYowpX5ZFXNOx4CFAhjHapcvygyLib4k15sgmEkqWi7k/KOfBDsrFlNbAfboBwIrn7FFsALbKZEwMACW08qKjStsDXyHyhiwjwBmSyW1kfx55ywAcs4mos6ZyDIsN4BbfAv7IRohTMTn5sZFEBEWPjnRedHDQTjVB00RVp4GxGCATty3561CMf48A/xro0oZejEI5rbbBkRTCjYet8B6d9dKw+JXgKPQ/nmuoHsQjxtLihREfAIGAyVmuW9SKWNqsdr88KGCIedMzBmbBMzOA9Cuut3bZoALAGL7+1qBpJJONmuCqisrlmJKmXTeM7Du5uYsXQ2Wi3MGyE/TJ+I3KXFUFoJtht9Sqplnsl+JiYCX5xLaRiwuoHnkp+gRbBIUIzQPi4WUCQAhAOa7dy1Ipp0sGAD+A7ZwzdwLAKYwZj780HRLENv1RVmdMwCf8Wo09I4AOGQ+AIBOCstFrJfrMrh4DmI++H2ZcZ8DIvD+cU6/z87UR6T7OGfluWnfzIwJvRaLpmuEnlSzqXkD1eF4Jh0eGssOnbF8XkAW6XfMc9gun9fYMHYLCxq/Ukm/Fxa0Tz7v3L/6V5qP+PpogDCAlLzHASOpclUuG4jHdqQBcV/4rESez9wLLKzBJmHxg2c96bpoynQ6Nh9CXwggh4VEACm/6iLMNOa0/vwNDSlAOkC2szPTzWGuFY9bqh3zatrJvQkIpffjeW+gwAILLLB3zwIgxukFwEuB/ye/ZxUffZDBQC9aqh1QUhDB0FjMSg8OBjahIW2jWrWVB8oGI0xXq5nOxNycXowrK1ol8VM4CGx5IfupH6yU8VJm4sKKMeUWedHxInfOqrGQMkSbmaiyHVUqBgMDehCgo994YQMuOadrpYIGZbYJHplEkcKArg4TMAAiVt/CYU0oVlZMkJcJBZoAxaL1CytQsG/86gOZjFbmEPW7f98mtugFOKfJ089/TmB4sShhNKqAz/cr+nBvz4QdazVN2m7ftvNP+hF6GpQTPjrSsRDY5RxollAWGh9hBXNhQYEVVWQAtxArJp+bMUbYkgkl1SYGA/UbE0V8C6FEgpJMRudlcstEDOFbAAH28dMF/epdBIGAKgTRCOQCFCAGSjDJ5JR2cp+y8ur7E/cd9xcr4gRyhYJ8npVEdGGGQwFppNJQuQh2jq8J4QMUaDHw+XU1QmjX6anukYcPpS3w7JmVbIX1BqjG5J7rc86A0PN8GDbC5DbQ9HnWAGJxDsA6JtfZrFIDAAO7XfUpQBWsCYJUGA34BkEMDDt8hXSCBw9sfBoNWxF/9EjXC1MJEHhhwUCYWMz0Xki1OzszsWPGcXPTqtltbNhzddJIG/XL6pJSw/c/RB/oVZr/3Do9NeYcaYO5nMZte9vEUufn9fnTp5a25TPo/HQhqupxv08G8JPAh582xzMJMBlmJ2kfiKRyfnyJVErGm+csgB5AH+A3IrtoDpHiClsAn+b5yzVwryC4Trrp8rKJGvuLN7zDhkNLIQQcDoeVFoawKaxUX2vEOauCB/uVANk3AIyLwMCrMLh8vy2XLVXQOf1/FcPffUCb+7rd1jkZ42TS2sDY+cfhPqtWTavMX1TY3h7XzoPJmclofA8P9bdz+m5lRftvb1uVpPv3DYhg3kcKI0L2CNMvLel/zoPvF4v2LmQ8fWAboBJ22d6evT9SKVswmZ21d3C9bu933mfo4KBTwzO53TZhXf/9x2IebWEhBhFiqjuRWoUv+fMxKhOur6vNX39tvsK9wcJeOm3AIvpGw6Hm1tw7sGrpfxaUxJ4LB4kngQUW2HtjARDjLl6VpjQuEwUAA1YNmNBHIrbaVS4rXeDgwFbHZmetmlE6rclVtWrVexDcJdjgBbu8rJdbt6ttEY70qa2IJ3JsJmSI5BIYk9LDKj4MAkCZUskmeLyUY7HxikgEZZmMJuLQapkoQwMeDNRePyXFOX3HJI6Xeb1uJRsHA6sEQ+5+rWbpHaurBh4tLWmChPjvyoqC3/19o64jvDo7a5NVGBho5yAeio5Osah+hKlDn/mshsVF8sivzohhBZBJCUACk6V63fKy79x50Y/abV0nK/nO6f+nTy0vvVjU73zegpNeT2KzGxs2edzcNC2NszP11a1btjJJuoAvzMdnaAMR2PO/cwY8wryA1UJ6UatlJSmZMDLx88WomeABUuGT5Pd3Opoo48MEddmsVesBHILWHQ4bO2xxUaufW1v6Hs0baNOIMW5syK/29jRGt2+b0GC3ayuX/rX85CdqO7o6CJKin5DL2XPFOY3Zy6QLsLpNVbJkUn3SbOrYaNmQHpZMWtDkM8/4fdE5uL+Z1NPnTJoBbwHsAGQZE7ZHYJz0OFbsebYCCEGLB/wksE6nTeuBe2phwbk/+iNrL+A4E/haTWNNdThYGaGQ/gcgAVABXCSI99OSqKBH6fKtLekDTQPQAMcIdppNPb/879/WtCXSbwiGKeEN6AEIxn0ZClmJ5sVFGx/SaLnv4nGrYENwiD/6xnsIMAUAHbCYdzTPeUBgtI/QI+JYgO8sfFBJkEo1XFs8rvud9ztVBWHKcB/AssSHeHc/fGj7+qLlMAHzeauEw7OTecTysgmED4emoQSggzYa727YX/i0r5+CNhP6NLATzwMNsYsYXAAwfmlp5zTmAEvF4uXPMdiNjI3PSON/gMtyWffY4aH+5/iMOYLZjYa03wCaSS0kzbhe1768AxBZpuT4YKC/nz831ijPI649kTCWig8Ok/YIY5L3D+8R3umjkcZjbc3ePY8fG1CHL/Hs4b25t2d6gQjUz81Z+jiFEpj/AXL6ulYsuHD/4m8AzviHX9wBUCSdNn055h0sJBYKtkgFu5X3uZ/alc8bq9BfBKvXLd0KEBKRfVKJfQa2gKle/2IPCyywwAJ7dywAYtzFlSuYoEUi4+AAwQupQs7phfHsmV5WMGjIc93d1ee3bytIevbMxFh5oS4s6NgPHmiywASSSSQTCbbf3DR6MgFWoWCUUYJo2sIqIyvWrCyyIgGYwwo3KQbOWSBEUA4QQwoBE/NSSRNFJpiAMJPCsAi6sUqey9lkkpd3vS6dDgAf0nV6PQVay8uml/Lsmdr8k5/oXEdHlg6xt6c23rtngoxMZlh98xklTCjIafaDJV/ITuN+UVLHuFgvK4DkuI9G+h/aPX7Xbk/3I/R+cjn5UaWia2NC02hYBa6ZGYEWpZImTdmslZqdnbVKBHzHSjXgE+CccyYSzSra/LyJ9KGT4lfCIX8cBg5aI4AmMJWYAPupRog/o8XEfYbG0eGhaYyQaoB/cp8S7PhC1/2+JtkAWX61JZ8VQUCB737/vY69sWEBERNeAv1USuPp07sppQwIsbxsqYRolfjVRl4mCIdpQhpXsejcv/gX+g4fB5ByblyLg3SPi4wVd+5TfN8fE1hIBNVoDBSLprkBNZ7SugTflIH3xb2TSSuVHA6bjgyaUzC25uYU9FK5p9+31XCCtlu3dM9TOWk0UpD9859LpJL98G9fL2dtTecH5MLwNwAw5y4ude+PM/v5309u/7ZYJGLAys6OMTcA2GDIABacnNj7gtQY/sYHeb6z8s3zkPeN70uTlZMA6GBY+QCMcwYw+D5LkApI7Jzuk4MDS50ifQIRdkDHdlvXeHTk/kZoHXB5cVF9U63q+YsWESXb43EL0hHrz+ft/UsqF6KqAESlksTVeTfzrBwOrdIcwCgsXZg7VBQD5Oade/++rnd318BoEz190c5blBoMBBo0GqaJ4pwBHWxrrK7ulZKUplVp4ne5rEUGKhIhFo7Ozemp/OfRIwNjYNHCBOa9EY1aehJsG1JjYZsMh3r2fPONsVG7XT0LdnfNJxgbQAmYc6WS/KLZtBRH0iFhUvJZqaRx4V0LK7LZNK00FocAQyij7QMUgHrFovoCLRqEd3me+eLTVFtCuDiXGxe4hv0Ma7XVkp8vL5vIOQsruZzdc1tbelbw7gEg9DWUYLWg8cZCUSJhjDrAMVib6N2l0+gGXTznCiywwAJ7lywAYtzFOdNM8JicLCwY7T0UsqpCUFApk0w5TVaNmCA5Z6v85NpT8eanPzXRsvl5WwE+OjJGCytrvZ4FOgScnOvuXZsM7O7aCgQBEKwZ56zENJNN6N68lNGTGI2sMoVzNvkjIPUrP1BxhKCUySNBsnP28m+1bHLf7Vpg5q+ql0pqkz95IQgNh3W90Mc3NjQhKZfHdUEAc/p9tY+KQ6ywwt4gUOr11FZfuJeqOs7pM10vXJ/pFo2Or4L7/uSXXCWgJn1nmh/BqmC8bt9WdS0qlpCe8dlnBvohYIwWwuGhrUJBG87lFCxGImLiMLGOxcy3PvhAxyGtjkkWq4GdjgmrsqoFWEIFiO+/N18EfIFpA3tpf99AGdKxmDQjvnx8bGk1sItmZtQvlEQHaGHKxnU4p/1LJdMV2N3VNdy6ZSvMpCEA9DEh/uwzq8bDiiABN2CZD+rMzcln6/WLBXlfJggPhcR0glpOqhl9R4oOYAiAK0An7CVAJ54JfmCMv/Ls8dlc+DPBhXOW4nhyYgAdej0ESmyTzVppVkBg/IoAECAS4IP0o9lZ3fcEWnt7Vr2rVrPUmJ0d3X8rKwaU++lw+DABA31UqegZtr6udgCUISxNWh7tP6/UPWLNPD8AHvn+ZfWBXofRbjQgqOA2O6vnyqNHepay4o+I6d6egSrOGQBBEAlo2mgYExQ/JACDFcV7A2FmfBWfg0Hq+xQLJf2+ju+DKDxn0aRqNo1Nw7jwbuLZhlYLldcIIhcWTMeERY1GQ+9lROKZWxBsPnigIJoSyGifnJ1p0YGUyk5Hz0IE1qlqA7DLggJppdWqzREQw5+fl+9zHnx6c1PtmMZc8RelAI6//FKftdsmkguo4QMjL2PT5l4A0ycnpj12cKB7mTkUAINzejaXSuPvNMTCAVrQjMlm1SdUvCOtjJRXwPZq1cYwkTCtOcRnm00Da/3UX+ZdLEyx0AFoQlln/AtAPJ225wpCwqo+ZRXD6G/0v1h8W1zUMVhk4f7LZAyULBQMTOUZxD2EHhLAJiw4gGkqibJgxTUNhzYfBBxFCwom8eqqscZhJwJcAbwDlPks7Pl5vaefPh2fmyptK8hMCiywwN4fe2+AmFAoFBqNbl7Ea3ZWLyM/jSCX02Rmf98CHYJFdE7u37eANhrVy3JhwQK1ZtNSJHgBktLjnF5Ip6f6mZszpXsYIQj7+sKEMzNG20+nrVQrwmzOja86ImCJtguTYUAmX2iXcsJMrv0XPC92VpgI8kjL8IUZs1kdE5p1Nmv0VjRnNjfthU3ONDnf5A4DhJCzDGjAZGt9fby09eys6fsQ8D96pO0BIhYWLL87n3fu88/HhUf9YCuXo8Rm9Fr30KQ//exnur6jI02gVletPyf9KJEQuMLE1U8tQ/TPFxymahd6HEzyYLqgJeOcASz4B+ANGhh+xS+fVswE0TljMwGkhcMCdsjzZ2UMsC0WU38fHxsdmfEEaAMQga5NkO2zQXzdGcAF9EoAGKJRY/X4kz5o2LAvmEgCQCDA2+spiKdkIgEXgWQ47NxHHykYvXvXqpQ492LAHYnYuEzTDrmuPxE4LS8rReeLL2xlkvHyRZiXlgwU8FOBMP9/GICMsQ/gIrRKX8KqI5UDIIvnDOLC/uou6VL+6jTPDbQhqG6CH41G2gedpFjMGFmAeo2G+gVAbG/P2vHBB8YshO7Ps4mVYUQ/SWnY3dVnCIvy/N7YOD+tiGcOTDoEbdnuIibmm7bRSH3LmJBiRQCWy6lfACkA6WBnMfbOGQDOPR8KaX8YY6zqcx+yKu+cvYfoI5+d6LPpqLbG+VisgD3KewzNL3SceF/wboFN54ueNhq22JLPa3sfBAJk4dlTKunZwJyg1TLApVbT+B8dmWj7/fsmyJ7LmeA6VdBg2/kV7QCjqUqVTOr+pw9g7dBXvuA898Zl5atLJasmScoJRgUo50zv7KZ0jmjD4qIxJ0n/ajYtfWtx0eYtiMezQPThh8YsLZe1LQsQiEfTTsSo0dp6/FjHzedtbpDLqR/yeWM0oQ3DuMVieu4ieMv5Fhb0fS5n7zGKBjBvYsGK+YEvXgsgiVgwZczjcfNL0tIQe0aHiWfb+rpAjUTCxpXFMlg7LJww76JUN6xrQGyYr4ikAxwBaKEf5wP9iAozR2HMSCn3xfdhwVAggPFHl804noEFFlhg776980BMKPT/Z+/PY2Ndt/Q+bH0sssgqFousKhbncU9nvPfc4dx721ctqS1Zghx3LMiIFMSSHNuBFUSRYiGOoASIosACpDhOgiQ2bKQFB2lYGSDbSCLFLThWNPSkbt3uO55xj5zHIllVZHEoVvHLH+v89LxVu8hN7rP3OXsf1QsQnGr46vve733XetbzPCvqi+P4/GWAMGbyIhkf199oq0p16OFDVYlD74W5OVV4kUOgh37nHQ/Eenu1mdORp1rV5v+bvykzUORLx8e+ISFHwcisUvEvWBbIfqJI1SE8XsJN16w10CKIxQvg4kLfCXqRG1ClhK0RttUkgaZlJ3KVsHsLVHAMYakq7e15IJDNegBSLiv5gQ2BieTysgMUBOvvvefH9JOf+GvglxJWPamw1uuSRl1ceJIWBpSXJciFgvtxfN75RCUPTbvZi5tHIQ17edkp17AkenrEskFSQoAICwF9e7ms8w2DZnzck1Na05Kwh/4vyEk2NgS2MRepBIbvB6BopiSK6jhVX0AkAjzkCABMtL/kmGDGIGUYGhJgQzcNXgct+8SE7ieo7iSH3AdU3+/c8SB3bs4rpOG8aTfkxVOHz0nFud075Lqj0ZAZ8/i4v96bb/r5np8XgETnDiqvVGTbjZnNBMzAMgi7atDtBoAKwBYWA3OWMDnszsE54f8ARADKJPgcF8F+JuPPwyhze1tyEqj+uZw8MUgu+vuVTAHIAkIlEqpm0wVraMiv4f37AtRpmY6sKpTqhckWFeNO9zoJNnMWMIc15svwhIFxYJbsu+wxIagxPi6wAdPt/X1/nbExdeciGcTvCiN29g3WepK4RkOV8rCzGeAd7AYzMQHY28wE/vH6FCIwbiWZxAeLtQcABsYWANDwsF8PPFA4BzC3QmARaSZ+LexptGGn4g+4Q+Jfq6lVM/EDRuOcQzzPkJDA9KhUBLrTIRBTWHzFKhUB7ICAJLGdmFjMBcBF2E90e+NxSL2QpQB4lMv6HJ/X54hj4f7A1HZ4WPu4mYC5et3PA+b1HNebb6rrVLHoTCMKWrQkZ14UCv66PT2+bhIHhXKhnh7fE370IwEYt2/7+YDNCgiGGW4o4YHdCmDCHpDLyXyZGABJE6B2sah7BVC5VvN9Z3jYAQt8BtkrOT944pkJlEa2RjckjHvrdcm919YErFCA4Z4LDe65N2HVhK3HzeQJxv9hGZ2d+efK5wWiM+e4b+JYcQej0WBuXd0goTu6ozu643UarzUQE0XRv2xm/2IURWkz+1+b2WYcx/sv+33bg24oosiU0H6PjorNkst5Isy4c0fBHTRjHl+ve1DwySf+nUpjHPv/oeqHhpX4s5AkYKibTEoTz8ZKgBu6+5PEk/xShdveVhJF0sRAQw0jwEysCmj+6bQkUXyRYJ2dyZ+Ez7e62lpNXV/3zzwz4/4lBO60sj489OcMDbk/TOjjMj8v48OzM+mqazX/XLAwADJu375+QowM7fPW/8K5VCiovXKneQSFfmVFFdI33rh8HmEyvb3tYCGSLVgD4fUm8dzf998LBT/PdLBi/sCyAMQyE/sBgAK/BdoOE5z19ko+BRhD5RlghbmELwlznLlLUg9AQgUN4IWKOsdcq4lFFZoSwohoNhUQoqF/4w1V6La2PCCEfUV1MJHwa0OSClOOaiPJGS13p6YUDFPtJ9moVASo3KSiTJAdJkDJpDNyYJZBEeecw/CCts5cIEBvZ8bg8UQiDXi6vy82EiwVElqzVg8gpF65nN/v4+NKokN5GswFEpxKRW25AY0A2apVSTjwWMIME6ZR2Ab45EQBPl5JGPpSQR4dVee6atWvycCAPIkYpZJAU9gGdBhqH2HSC7Ot/Zp90SM0Cb5sJBLuwQOTAlDLTF2RYIPCCQR8B2xPp+WNEral3dzU2g+ozjwFVAAEq9flKwY4iNeQmcBC2DYjI2JP4C/EHMO7iX3m+NgfD3BMhxjWjFCKy2fHUwjp3tCQvMSo7GMwi9QFLy663XD/Ay7v7vr8gXFaLPo9DBjDoGX4xx+3mhwjAzXTfQEQdXHhx14qCXDHRDycC1xnXhe2DiAQ3cYAPmFsUJTi8wA03pQp2j4vkUbBAJ2ZEbAWsna2tsRGYb1dXJSMGXNhDLcBzmZmxPiiGAFACPuDbknptL8ea//goK9Js7OSh5n5Oj876zELa28+rzNBVzZk3vfv+7ycntY6AVMQ5glNAQYG/D3Dffi73zX7L/4LFbiQ0d265bEJLdPZi2nVDbDD+g6DDMDJzD8DxRGuO+s58SdNH8LXwLiX4gUFEKTHIXt1bExd5WAkP3rkQBDxFfsKe4vHA5+Xc9Ud3dEd3fHqjNcWiImi6F0z+4/N7E+b2R8xs/+hmd2Poug/i+N4/RnP/TNm9mfMzObm5m783omEKLvor/EDWF9XIFivy1tifd2DMxLIkREP3KgWhFsLLAJ06OvrYhugIyYA7umRpAmZCf4nJJaplBIfEhQSaoLkSkUARiqlahx6YTZfKjMkbGEnCZJlwB4Cpt1dJXS0EDXzjXZvz8/DrVv+Hg8fCtwx83N6cKCOSIA/Y2MKYEKz1YkJJeADA55MAC5EkQdKP/yhvyZVUs5ByMh41njwQDKa9nGT+RXOJY5/aKjzPCK4RjaBIS+gRjiPACuOjpwN09urILFSUeLqxysPAAyM02nRlvGzAbTh3MJEoJKKjAcGwMmJfzYShjj2JJzqIYEwev7QaJPrgvTFTMG2meZXsSifBjwSQhNAEkBaiHKOoJOTgNFNBQbWyYnm3KNHnpSTmCO3o6o9MqJuQHTI4RpQwTbT3wm6SYD4PFtb/oWUrlO4Gc6t6WnNLToyraz4OSiX1UErBHLNlLRyfgjsw8Q1lHwAOoSmvGFXLYA4Xi+UPfKemC/Xan6MJIShtAND7uFh/x+mvQT8GENSWQ47uCG3GhsTQBfH/jrptN8DJLJUlL/+9VagnPn05IkfEx3gACK4fmEyy98ukxWF8iMzJfThfPiix2XvG86tmZm5f1qBN9PeAGgNMwZzdthvsC8AZUNGSzIpPx6SXtZcrhkgKfMF9hVJIHJWjHCZo8mkgA3WDObV+bkMQJFZ0l0ml5PnBd20mGN0XgLsYJ8AHM5mBXrncjIiDmXArE+AgxMTSvwxPOa8ARRWqzrngFOJhIMDMMzY45FK9fW5JPHkxP+HsTX7AEAaf2ufC3zH74h4Ahbk8LDvtyTi7OGHh2phHQKN1tZi+Dp7Yvu8bDb9Pj048Lm2taVrTOc59n0MerNZZ8IyN9gnTk/9+Ts7kngh3d3Y0O/c+wAJMDQw/+/p8bWkXPbrAzN2cNALQfPzYoqx79CF7c4df87urhiogGYwWYtF/0IeNz7uID5dx2gb39fnhTozn8sY5bI2NRpiLAFq4PUFq5iGA8x95F4Y2vf0+DkGSCIeANxBSgX7bWDAQbD79wWaIhfl8aFfIaAhTLcf/cj32L093W9ITulS2DrHuuOrPhYW/H7rNObnv9BD6Y7ueGnjtQVizGzMzH41juO/b2Z/P4qiXzSzXzCz/1YURb8cx3H5sifGcfxLZvZLZmbvv/9+bPY0Lfa6lWk2NNgZh4e+MSF5MPPNJDSyDoWXAAEAAElEQVQhJUGGur23p8361i3p2aHJ4ucwNCRN/uGhNkYSKIxKzQTEAJ7A/jDz1wmZH9BtazVpiztJKfD5oPrWaLSaCNOiMZORBAQJx+GhP3ZtTbRmQBk8dE5O1MKT4+3r8wCBZJakDMbO1JRv/pyjTMYXbzOxFkjKLi7MPv1U5w7JwtiYB9M3UR5jSNdptM8vjGGvO6/291U1Dr0PSPTDeUSHrPZ59O1vy8ulVtN1Gh5WkolOHYkZ9HWqYL29/jgkSrBgqKZB9cdMOARjkOasr6uKCQWcTlvMZRgTJFhcL14baQxBHJ3ICBBDOQI+OIA/MD84bjT5BLnT0wKP8nmXeiGZ2d52wA26eLPp14YqKPIlZHntiURI7TcTANOetISG0DzvMrZEOLfee09r1/q62G/MoVxOXkohi4PrC8hCEh36vCBbDNu3QlM3k5cQAHSYKHP9ScaZK0ijOA/lsh8jSQ6GkcfH8lMI5wUsJswlBwf9c/L7m28KQDw/V9L75InmOEkGgA1mvIzRUc0fzlOl4usybasBS0OpR3hPX7aXvCrmvO3HwWifW7BBikUBTbALAGiYD0+e6JoCwmGEigyUCjeJYHt7YEw7mYcwbJBuwCYJO3mRNCOLODyUzJU9lAS6t9fnC6yP2VlJ3gAXSCYBkVgfajWZpyLPBMiNY99XMG/m9eg89/ixmBjcn0iGzPw5Gxt+XHzGoyOfh8Wif8bNTU9IMC1lHTfTno/nESAXc87MWkA1znc4F/jO9WAvYL7zOvge7e5KDmWm9SwEGi+bW++//37c6R7pdH+E7Jfpab9+jx7596Ehv4/X1yUbDI8F7xoYjbSrrtV8/S4WXca8vy+AjXUKT5ilJTVVQCKJRBjPsb4+P98ffeSvOTTk54X3BZBfXZVEDYYREh8AttFR3Wurq16YQpaF7BZjedbI5WWff2Z+nJ9+6uc2m5WMPGSO4V2DJHx62o+LeAC2LZI51maYnlwXQPLxcQGee3tiuALCsv4nErpvAV8AGqtVAW0ws8LiIjJSl4qHfey646s88OTrju74Ko/XGYj5XTP7d6Mo+mNxHP8/4zj+/0RRFJnZf9PMRs2sfJMXa6fFXkUbR85gpsDOTO1TMX3c31cAwyZ3duaV9qEhVeoIXhsND7igv0ITffxY0g6ondCHSVjpYNTX5xs61PAw2SYxpGKdyXj1BA1wSAWnAn1wIMYDhpPQZzHUNdNmOz8vnxeq50hDaFcKkDA1paCe9sps1vhUUPFbX/fAOZORaRs+K8vLkpecnHiXh2bTq0QwiKjg378vUAtaLRXNmyRG+bxfK7OeK2EVKjmXzatOc4lrZubnDc0/wBLn9p13fC4gOQrnEd4zyDUADDFRpqUsiQpMI6p7SJzCYB5DZSq4Fxc+B2AwYXwJc4VkA/ZWFPnxDw5KQheeH1pYcqw8N2Rgzc35cVBNQx4BM4I2utmsjhspQF9fawcgZEF4C5TL3oXq7ExB7sqK/CpoT/v225LXxbGMKycnWxkxyCkYyIUAjGBvMTd4Tvj7VYOkCcPk83NPPNbW/H4xk/Hw6KhfN1oHs55gWgpjDTYbgXM4wu40SMkIuGG0AA4jdwq9QQAVAXswSGYemOk1SFgxd6WLGb+Xy6r6vvGG38t4WGCkvbzsawqswHpdz2cNC0HSbNb/Bs0fKQTzhoT0WSa7l+0lr4o5L8fxrMG6FMpYzMQ8oPsRTDHAu3pdLD3YU0hcmDPMLySFgCawWUKDXyR9gIWAgMw9urUB4o2M+OPwW8OjiWtPK2SSUrqtxbEnmyTaeJ7Nz/tan8/7sbDPFgpaE0PjcJLXTMZBA4oNDx74ub91y9cxjndzU35js7OeZA8Pay1gLyuXtWfXar7ewNh6+FCA6MWFZGG8TrGopNZMDCLAZSSGML3wRmtfjwASWD+Kxc7eM88a3AchE5DXItkP7w/YEMRGZtq3iBEwQI5jf+7mptY7GIM7O+pIVSqpecLFhc+BW7fEBl5fl7F7T49kp3QDgv1ULDogtLLi75NKiRGDfBLPGEDGsDMXQA9M0tVVye9SKd8zmFd0DiyV/L7jM/G+rGfMAzy+AAXZMwYGtGYzXyYn/RyUSr6HxLE6TLH/4ROGNBxmGoAPZuzVqs/R0VEHyJFah/5sFGlgyfE6gDoU44gf6CbaBWK6ozu646s0XksgJoqinjiOK1EU/bKZfT+Kov04jv9RHMd/J4qiP2Rmf8HM/txNXrNTNfuy0d69gWAFwzKSXSq8dOH59FP5GdC+Gv8MKhGbm+oAQEUu1C5T1aFyYyb9LAZtgBwEuFRuzLTZUXkjIAbEIDCAHk0lL5VSNYmNkuoGCWcupy4TBKqAAlTTaZ19euqBy/i4PxcNe2jahoTkm990MGpjQ9WvhQXRvhcW1OKyXPYgen/fzzeffXragQuCMyqEe3uq2NKN4DpjZEQg1FWjHc1vn1ed5hKsotAIlEonAffwsF+j3/gNJaDhPNrbkxEuEovJSQXYsI7KZXkAwLChAxVzKp32czoz49dodVXsHDO/trC3CPBJsKkYQ/POZv05zGl8QWChMO/QyzO/kEJhMIi5Ided84ZRIeALAGJoFE3y8eMf+3W8e9f/t7KiRIROXbWaTA/xJspm5TEUx37uCwWvpB8cqCMWkkE6igAAAtZwfTlvZq2dlp41uM/xkbp/X+BYOt3KsqF7VWg2TDgLMMF8Dn2kYLT09Gh+hEkwwAyfIeySRCJCYpfNtnbAInFEngSLgqS+v7/Vi4POJ9wTIyPy0IDddnjoAMzhoa8pgI8Yevb2qosJ1Vfm25Mnkvttb4vFiPyPx4VV+vYR+mQgq9nfvznT8mUOHX/9/DqPB0yCiYHvVqUi0HZ62pM3wH5kWwDD+JbBPMDPg/2FtctMhtFm8rEAyKNTF8D/4GArCILJJ4DfxYUAZUyr8XjB/yrs8Gfm9zxsgVzO1z7u4akpzVW6a9EdidbZ7Cl01GKOfvqpgCnu+6MjvzfwB2Pvxx8pBB+aTXX1KhbNfu7nfC386U/9HIyO+rytVh2cnJuTOXUnBgot3kP5GX9fXxdgvL8vkKReb2XWhCBMqwzvakNV7rtwjQKAGR311wl9s8J9Mo7VsTKd9mtC4YHHIXFGxgPAB4OPc4k8h3gIpjAFm5kZeQrRopxOROPjApBXV+VXwz5VLAr4e/BAXmEDAz6fYN3kcgIjKA4AoK+s6H/ZrM+9mRlfqxoNv07b21rLwrnL2onsj46aIVOUWI/Yrlz2nylQIGkbHfX3+/BDP7awUEg8uLoqphKGvv39Hncwj2CePXgg2T4xAYxrWn9zn/E5kP6ZWZcj0R3d0R1fmfFaATG0qI7jGET875lZ0cx+MYqi8TiO/5aZ/cTM3voMrLk2cn4T2ngYcLAxm6kCh0luseibMywAgkeqdiD9lYo6Iw0MKADCRwbPhEePWqVBsBCSSbFJCEgI3qjWITcANKFqQkILYBRWImC8kMzyPKo6IeCUyXg1qbfXg4zDQ/8+Nib5w+6umApQU+/ccUM8OpBsb/t7UKUPDVihttdqHohRvSTJDYOM5WV/DEyMtTW/Prdv+7VjcyfxPTm53PMlHAS0pRKBCOF759EuX2qfV53mUrPpr4+hHZVMjHwB5HZ3fY6MjfmcCecRQBneRCMj3hFqasqP+OFDvz7Qjum+RWWKZAcfGMADGEsjIz7nGMPDknKEwRWBOuAbr4uUCqPgVKrVLJaqeOipdOuWvy50beYX5/n42M8PgSJ05t3dVkNojIkJyPP5VlNg6LDcG6enfi+fnup+3N1VJZn5hx8DxsohtRqfHyrY/A2QYXz8+dgSzaZkf/v7rRV6KPb9/X7+OC9IulhnCOK5JwBoQgkaun4zVVHNBNgB4lI9posMlUwqrnt7/jp0KWNewaShkxBrAFIUupvgZYPscXfXX5NEBRCYdtckSlHkySmgHPcS/haJhD+H4yGBIPHHl4mE+DIwJWSawDDjWj6LafmqjnBvTCT8nnvwQMbHtZpLOGBbwoQE4Af0QwpHYthoSM7DfcL9z70KgErXHpiSMNt6egRCc88CkvT2+rXFYJc97vBQrY5pV49vViKhteTePUmAYPiwP/f3ax/Y2PD3ACgkSZ2akiErnXsAIz/6yO9J2AiFgpvwsjYhhWHwM8ASBQzaPKfT/h6wcItF/Rx20GP/gkXJ3DdrBRnrdSXomBgDkADGlMsCohYX2wFK7ryr51QnJiBG0IA0e3sCtSoVv+dJ0IlN2HMAYYktkJB9+ql8SkjqmSvn52Llbmz4PJiZkfy4VFIxJ5eTDI1mB5jLXlz4+Roc9J/n5lQkgLHMHmBm9p3v+DXf3/fPBNuF/RyPNTMZ4CM9Xl0VsM6Z5t7LZCQ3zWQEHlKsgCUM4ys0EU6lFB8lkzJlpynA4aGKXZgU53IyADbzz3lwIIYl+8bEhM87fOc4/7wHoBTgGd5AyOxhqna7JnVHd3THV2m8FkBMFEXfNrMftQMrcRw/iaLo/2buDfPvRFH03zaz75rZv3QTEMbserTx9qoSbYj5W7Go6gsu/Wa+4Wxuql0ufiwkn1S5Tk/9tQA6Dg48icZQEDZKsei/Q1/F9wINby4nyirUepgJyALoboH/Al2OCJhDjxl8ZqCz8h50OKGNMma7JFqY8aZS6vZEt6a7d0WvBiQK9cdUiYpFJYNmkk/Vav7ZALQ4fzBwoIOfn6vz08SEf97FRVGXw2D9H/wD14wXiwpe20d4/Z0ifbWClXa/7fPqqrmEWSyJDMyKEOAAmKKzAmNw0D/73p6070dHHsAeHJi99ZYACMyTaUGLxGR93R+zva2E2sznF3I3wD5kcqHEBeYJgR9eEUjr8KOB9QIbA4kBHjaAUum02Te+4fNndVUBGWahACYADZOTfv02NgR2hi2GAXcAMMK23BwbfgEkjjMzCnA55mbT59zDh34soZ9CCLy0j3A+8PtVLIurBlIJPH2QPq6uinGC78nUlCcGVFM5F2aSB0FpZ46RIIeeEgAtZmK9AEYjASFxNvP7Hzo6ZtNUZ0nGAFQLBT/e2Vk/px995H+/c8cft7OjijQMKqj+XBMzJeUhYy/sgIS8guuUSEgSQKI2OuprAfOEeV8qSRbZPmCNkEQiqQr//zoM1tunmQ76PCSC/f1+jliHADxCgBJZWih1ZK0A+AiBPBgwyBL5HUZWoyETejPNWwAZ5hMdmJJJs3ff9WtH+/bbtwUo0HFwakp7GhKVUGKFlLBWc5YmLAlYZLAWuK9GR2VoHoLeqZSvaT/+sbxdZmd9/rNHIIdDwlMuq1gQyqCKRb8+JPxIKkdHn/Zsae+YVak8bchsJkABGdD+vp8bwBz2eYoq1erN1i/mVCcmIPfk3p5/Tlib09N+TfAhmZz05+zsCKQAXBgYEMhUqYiZwjzE3+T01Pc5Chy9vf661WqrRwqSMPZC5LVmWvdXV/3Yjo78OcWi/7+/3/+GLx0sQGKt/n7J5ejE19vr5rUUPjC3Dzs4hV5JAEXEW3Qhw08NABFgsVIRA5m4KZtVcY+Yj/sMYK6/3+cBHmkA22FXukZDLcBhwp6fOzC1uaniQyol4Cxkq7JvsM9wruiKZl1GTHd0R3d8hcYrD8REUTRhZr9pZn8riqJ/M47j8+B/URzHS2b2f4mi6D83s3fNbCWO442bvs91EqHLtP88L2zlaKbgJJHwTfTuXU8OqaZ//ev+HDa7/n4Z58JMoGqHSVwUqUtQGBxS6aA1IIwXM9/IqCxjVHly4oHCrVt+bAcH0h5THQ8NYfGhwCeDVoff+pZ+x1+BriZhUHp+7mDN/r6Ob3bWPzuB6OSkV1pDcGJ01Df+J08ktSJJyOXUChfgha42ACXo/5tN/5y0ES0W/f1qNQXwMAPo9NNpPnD9Z2edpmvW98x7qNPrPGsuhY0lSF4SCfcroBLbyRBvclJVqN1dsaCo9pOE0EUJqcfEhAMwGxs6LmQmVPVg4uCvQYKVyfjcmZjwx9ImNJPRMZTL/jeqxwRWDKQsVITxcJmc1GfHFwawkxbosFneessfg4FioeDJEsANwS4eRKEUhyAUmR+yB6RSR0eeOFGpCz1P0NqTfN+503keQO9HlkA19yrQ1yzZ9/R/NagsJhL++T/+WHKymRmxYSYm/PM8fChp3uamzG+ppnKPmbUq8QHbAF6QDZEsDw62eni0e1XgxwTYE8f+91pNSU6hoNa9sGi2t/EF8OchE8JEM6SwYzZOB5LdXfkOYbpK1RppYTLp74HMgCo44PD0tJ8jDMLrda+Ihz4WIWBLIklyOzj49P9fh4HsjXkIY5D1vFCQ2SwdgQDESKoB8uh8ApBCooV3DMwlXhsGFvdK6DkUsmxC74jjY70OspMQTNncVDchEvVsVmDpm28qoc3n5YWG8S7STe4dJB0klYuLYmmtr8vLa27O91vWe7r8zM35OZue9jVqf1+fi/eYmJBvEfv9yIju93DP2N1tZS2GZsXhCEGY0DT8Jiy8gwNJP2Gp3FRux/7aqQBWKjn7l053vb3+t7ff9mOenXUWCj58AwMeW6yt+bUqFFyKeXrq5/7RI7GE2GNGRvx5S0ut3auIg2ApjY9rnWH/Y2+DVUKchzkuhS+aEpTLvo/B6M1kVNCgycLMjOK98XGZg6fTvqdyjvH6Qb55cSF/LDxzaECA79HgoMBAmH6ANciTkAPS+AHAMZPx94RVOjoq4D2V8nlMzAiIRTME5hredTC0KcpxzeluBrsHwDyTafV9Yx/p4jDd0R3d8VUarzwQY2ZnZvYPzOzbZvZ/jaLoT8Vx3FJXjKJoJo7jNTP7rZd5IM/ykaFyRTXHzAM8M5mpptO+eW1siLFCEMUGSfJMS2GS7qkpSWuQIJAsEYyijzdTwk0L3URC0gqqmGYyrKMynEwqoCUwNlMgjCHr5KR/luNjr1xTbSShoVoGA6enx4Op0VFRvanO3L7tj5ueljfHwYHYKQsLfs5IkOneMDZm9gf/oBv0Hh1JXsMmTkeWRsOfA33+4MADgrC7FRWskDLdPki0JGs6v5KCfdm4ai61z6Nms1VnHUV+nsz8PGF6Vy77z7Ti7O31c0K3LYwhzfwxmFBeXHjQyTw08/mBNIQgq7/fg0IqmZmMkv2xMQFcgGJI1g4OZH4KW+L4WPMJmQJsAsCdmRkPSHt6NL8waT05kWno6am/Fu8Hhbqvz48nk/E5BuAZ+szQLQvq9vy8z7dPPhHLZXbWj2lnx+chcj2SRyqitBxtNuXtgF9L2CL5OqO9cn3ZODyUth9/k0ZDZooHB16p/eADtY7e3VWCCWgSMklIhAFmGKwFeL7Q6pwEG/YTbKtkshUMgkUFRT9sjT405GsJgDKSBGQusCnCzk+w/Gihy7WbmHAwDA8JEpCNDXkvmflnBDDJ57UOIAtlkFhxvjkn7VKj0PzUTKASMqmbJLuvysCgFBZiNtsq5+H8T08LsBkeFgi/uSmvKhJ/AGTWAbxdABgwc08mBZzCgGo25QlzdiY2CiAf/wcggMFl5s+p1XxeZTJ+XyQSfuwwPbnnYIIwRzEtRWIZSmKRag4MiEVIss25uHXLARfAmPfe0zqaz+u+4TPRRpgkP5cTyJpMPs3wm5jwvwGc4YUEU43RLjObmOhcKEBWjb/b2Ji8SIgTWDMA6fDRuckcby94AEQhV6F1NsddqfgaB0O4r08sxLt3fb2BwVEo+Drw4IFiqrExf9233/brT2vqrS2fXzCYtrb8fd95x99zddXn1/y8vw/sPFhvP/uZv9bUlB8fYF06rQ5YY2MqpAAawyBpNLTnIqcdHvbzPzkpaVKjoU5MFFWQ29XrkhrxnZbZy8sCXUJAieIDxZv+ft3f+M1QiBsfb2Vg9/T4/T06qnuT7l+wRWHoDA2pEQUgFm2802mx3Oi8CauNttgcy2drbxeJ6Y7u6I6vzHjlgZg4jg+iKPrbZvZfmtn/xsx+KYqi/8TMTuM4/kEURXfM7C9GUfQ/NrPjOH55zc6e5SOTTMoTBo+OR49ade+wP+7cERBBdeL42DdBAsfQzNTMA4J33vHN/MMPxUQ4P/dNjI0dFkvoFUElCF1+Lqdq2+6ugmUkC7BWAC6oeO7s+HtSTfz0U9+gCYbrdVVEYF3QDSCX80Bpc1Nme/m8P29tzT/3xoYSJ4zbHjzwoOqNN2ScRxeD9XWzX/91eYMg7clmVYFJJiUf6e/X8Xzta5Jh9fQINEskng4sSaCp4O3tcV0vmi96LrXPI9qZAlLwGQHYYPQgaTo+VtD35InkcGjQQxbNO+/4837yE3ljEMiSiI+N+TUC5IPuT1AGKwRQB6kRDCSkeMgKSKATCXVToKK3vy/6N61yoaBDf6b63dfn8wv/FwCXet3nBnISPi/V6zC4p/07dPdazROzQsGPHVNXAE08c775Tf+8a2s+h/ELiGO/55tNJUJcp5uM64AwBOWAZ6en/j54prAO4PVweCgTxpCpxlxgUCkNO9wgveA6hZX7kRGtd7Adjo78/B4d+fWC+RLKhDinXK9Ewuz99x2U/fhjP+65OT/uBw+UrJAIANbwWfv6/HW++1118DKTh8HoqCSjMCKolGNIjhwBdtnUlP9OUoosCZA6vE7t5qeA2q+bJ0w4wnWoXPY5ls/7vL+40Pp9fu4gJf4csDLC9vTIyOi2hK8EvmQhIMicCw3wMZrG8BnDevY/pLQwncz8/48fa68D5BscVNW/UmllCBwf697HFwW5BskrEh2Abkxa9/Z8TcLXCG+QgQExOvr7zX77tz05BnjBZJ/7hgEoj/cQc+7BA3meANRwfyLvy+dbfWbMxDjBe4S53w4Qj46qvTyA0+5uq9SSPQxwleO9Tkeu9sFn3NpywGdmRusWTLhazY9hYcH3LTxMOAY6Jw4Nte7brNl4lhArIK0Lz/PWlgo0Yfw2MqJ1w8zPDQDr+Lgza0KW1scf61oRywAowy7hPlhZkayN/czMGdOwgZCZAh5OTeneYi+uVn3Ny2T8vfb3VSg7ONCaDxuTIsTFhZ8HwBqAtONjgWwjI37ekMHi1wWjCCYhbEmKOMShYZEMCTMm+Lu7rUwc2oFnsz6XYZRVq8yzbkPj7uiO7vjqjFcSiPkMXBkxsw/jOD4xs4KZ/Yk4jv94FEW/bWb/yMz+6GcP3zGzvxTHce153y9sYXpV1ZoknGQXvW644W9tKSkBrDAT1ZUAlA2x0ZD22cw3w4kJJdx0b4H6SqWNhJfOCvh9EBAhm+C4OcZSSTTn+XnJiOhaZCZpB1VCKt4wEQiKoSePjPj7ArBgiAo1fGHBj7WvzwPISsWDrdNTB1IIWNoTNRL/H/5QrATOXz6vTgcPHniVqlwO55Cfe1pdI+dCAoYka3BQMjAzVVDbA8t2CnUcc21JPTuPRuNqQKfTXGqfR5wL9N6AZbwzSczEhAJWWlZCFTYTwNTf70BgPu9zEtNNJEMEUfih5HJq84pkAN8UpCHlskwzkXlUKvIyoopMskHiE5rZoiXHR4FqOcE/yfDFhV83ul2Mjvqx7u3550CWVS6LuUNVLTQpRCpEMNpoyOwYiUt/v3/+e/dk3npx4cHhnTv+/LU1fRaSg9lZ/0xLS/6cvb2bMWPagbpOAzArnxfbIJXy4zk+9nOxv+/HS9V0f1+AAQwErjkJMawXmAqwZPDzALwJW07j3YQ/FnISmDGsRXNzug6AxEghkcIxt8/OBMzSynVvTxIUPLYGBnStzDyxwQ+KAB85Al4KJLtHR74GYVBdLKqCC+sMcItzcH6uTjLtSXM4Xhc/mMtGqaT1OmQCAnbCOCoW5Qlz7548IlZXNZ+4thQCQjCFxyDNwc+DxAyJGwAgjJpQpppOqxVuOLcAYkkEYdrw97Ex37MoVExMaM5j4Iv5KPsUjDuKGRiVh52LosjvS7rVvPGG/LE2NgRQsq4z52jrvrMjQIJ7MZNx5gVyvfFxNwPe3VUHm8VFXZ/jY3UBMhPYAQgTMmhCI1/2uHRaRYutLa3Vw8OKa2B+bG35ZwiZOjcZvC9rAQBTHIvxQoxF10mYQfv7kkXTXjvct+/dawVvp6fF3AyZWfj44KfCXpDP+7oFAwQfMeIE1ieksg8eyPOMtfj01GOO7W3/vDAEMTtGmhTHvtZsb6tdOeDEzo7PV8AMPNTW1zVniamGh/1zLS87u5OudmNjfl5hH5bL8h7C8297W7Fd6BHG/sy8Xlvz90IOBtMYwIl7G0YQ+wZycNYPGJGwO5FRDQ/7Mb33nheKMAz+O3+HSLU7uqM7uuP1H68cEBNF0S+a2V8zsz0z24mi6H9uZv+5mf3hKIpmzbsk/baZ/XejKPq7cRxXP8/7weIwe5pq3j4IDsLORFtb/jUxoVaXvJaZ2jWTtOBOD2314MA3ZZJNEtbDQ5njkbQSfO3tqUsJVXjo8yQ8VNqompVK6gqBdwpdINjE0RxTUaT6E7a85Yt21wQPVKf5mcoPlVC6jVBZPDpqlZRQaSXgR5IAyEPXEqotBKZ4BLDpE4DguA+1lgoQfhNINsw8OMnn/dq98YZXs3Z3Wyng7Z4uGxvo669OqS+TMTxrLoUyqVCK1tcnWnAIyJB4jI3585eW/GcSDcwLAbMGBjxoPzlx2Q/sF0AVdNpIRUIPBwJ4jPhIkNBzI21DdsTzT0/lmcEcTKX8OgGwkaxgbIj8ARNEEn4SJVhmExOiqsO2CqtrZq2JPgleHHsgSNWO94UtYeZzMJXyAPXoSIykZFLAFwkExocEt3hSmOn8XadzDkDdVSPsyIXMYG9PvjrJpAfvnF88CZCCAbyEoC7JNkmzWasxL34DVH7pfsVdAKvATFIPwBvOC6wC2Egk4UdHLqE6OZHx8vm5fIVmZ8UQg0nD3KOLTT7vLLBy2dfKYtG/A4ytrkpqg8Em9xPXe25OjDPObSjZo4o+Pe3zBCAfGRrn4jp+MO3J76vQ3tpM+yLJFWaeSCGRxWKezbo0MSHpEJ1oaHGOn1koeQslcRiu47dE4YF1ng5yOzva/wCmQ2CH4gLda9g/8U1B/gu7jnUewJu5RDcw1hz2u+FhtaomcUf2Nzmp9er83OfIxoZ8iZAt8t6wCNib5+d9v8TY/vTU2a98dgAS/JPSaf+c9br8bjq1lzZrBTvMZNTL7+17HF3ozFrnMkA8XccuLnzuA9IRA91kwEip1eR9NzOj7jyffOKPo8Mj/lqsAcPDfl9+8onPv4UFv147O1qv6LpFt7hUys8r3aUoMB0eqqsb3lNINelWxJ4GOHt66n+ndXRfn/zW2CPLZf8f+0Kjob2kUtF7s//jKcP5x/CcxgyplAB1gOlQmk57dcbJic/R6WmBOoD5gFT7+wIViQ2TSb/W7IvHx5KsDQzImyiT8fkPMMZz2UdCk+JUyo8H8JxrlEqpvX067exI/Jm4F7ujO7qjO75K45UCYqIo+r6Z/ftm9q/GcfyjKIr+IzP7i2b2F8zsz5sDNH8sjuP/bxRFf8vMJsxs7fO8ZzvJsb2a0x4oZ7O+ubEZQ4sPKzDQeM0UlOzu+iYIwwGvDwJXKP5DQ9IjozsnCRgfl8/L2Ji/Hv4LmGH6efQAC8+GVEoShVDmglM9FNvQswPTt1A2xfkgCMZnhrabHCcMmoMDeXVQFaHqSQI1MuJfBD5jYzItJkjmutDhh+rMyopv1F//ugzfoJI/eCDwolpVBRPj2Fu3/NyjrV5YkJdKOBcqFenlQ30+lfabjJBmTsJLpbF9LmHMt7urdqUkLbQVx3g0ivz4KxU/Z7OzauENAwrWBPR/WCfZrJ/TSsUrXBidQgume0QyKfaMmXxoMLBEI47BM4a4gAAAdCQuBNEYZ2Loh69KKI/5+GN/z3B+oT9HSrK5qcSMgC6RUBcRZDLn5wICMIQ9OhLlvVBQ4hm2UK9URJfmHkfekM3KpwdjVyqhVJVJVDqtMZ2GvBPq55c9JuzIBZi3tOR/x38KLx2SEKR6VB5ZA6DDI2+komnWWt2EXQJwRpLNvACEgQUBCA0jEFkYiTC+QbQ7psuZmQPR2aySQmj++Iz09fn9D+gGOwj/GdYbfKUePPDXHRhoBfGY+7T2npnx542PC2RZWRGDCHYGQGoIupO8Xtcr4zLT7i97hN2IMK0GAMPY++BAklIMbtfX/docH0uiirwhZFCRxJpJThSCKcy3gQGtXUhnkZVw3rivQsAQ41P8KvgcHBv7K3sqTBc8cEol3ScwBMIW9zA0kGQCBg0MOJjC625vC4TEDJaEGzZGNuvgH4xZBswx1s5yWd1+zOTHcxng1/53Xps1I/w9/D8jBDsoDIRgEM9hfWM8jw8SclziHaSDd+74ORsb0/4A2MN9AtBFDHN6qs5wlYrfzxSSYLYNDMiLB8CFa7a7659neFjeZ/W6s48w82XO0amOYlAoh2TNotsQwHTofUVcxnFRLDk78/fu7ZWvzNqaf1a6FIVFqUbDzwn7NR5oZ2fyi+Pe4bnEqTw+7FQGI/ToSPsDa/35uX+NjEhez3ceh/QKIGZwUI9nDiG5n54WMyiUeyYSkswD2Pj+wm7VHd3ReczPtxaq2v+3tPSFHk53dMeV45UCYj4b/14cxz/67Oe/Ymb/5ziOj6Mo+h+Z2VEcx79qZhbH8Z94EW/WfrO2By/tgfKTJ/oflFNMTAm+aUXMYOMhkSbhoPI/NuZBB1X3QkEVSEw3z858k9/Z8Y0upLhSuTTzjRwWRxx7MoOpHMkHVNh83v//G78hmr+ZAmCSWdpuIgtAu897wnQIabqMlRX///S0ugDU63Lf53ipegAikUBj3pbNqsPS2Zk/Z3JSnY+omOZy/reeHn/syoqfK7pE0amFSi6dpgAA6JgUmhGGg/OYSj3dkeJZAwNm5tPurthCh4ce/BNY0x2ifR7RMQm99Ompfx0dCUDBaBT/GDxb0ml/DAnAzo4CQQCo0dHWoIski+4PVOVOT1uroARLt2+ri8jDh56YEfQib6JKDpgD0+fwUCwmmBokMHgrIJ9inm5u+pxBJhJWSwG4MO1FvmCmYDeV8nvh4ECV96EhGTZGkcA6MzE6CFZJUAHq+F+joVa4tL/lcSSEL4L5EHZsq9dVadzZaQUDMDXGJJk5EIIwzPuTE4Fg3Ackn8WipB5U7cNuSLBbAH/MVCGtVPx4+/vdLwMwrVTy40UuhlkkwIqZP3dpSSBOCORBqYftAygL4+fxY3k+kVQh/YRxwzoQykTwPmB+k5DikWXWmrziIRLKQZ41XlU5E/vi8LDPeTrCAALs7KiDH3vZyYnf80hIkN7gc0ZbeOYHUiHuF+ZlaIxM0onfDmAvjIyeHjFcYKYA2KVSkliwvzGnAdpI0ItFMd9g0vDZuCeo8Pf2+rwdHhYDcHLS3xeZUE+PjIGRd/b0yAtmeVkGqIuLkmjA5uIcmclo30zxAOtQoaAuVYAlof8LQEDI2LqsW1K7HPIybysAjVpNBYSxMXWD89ik90axJXLcREKvxXpUr7e2hOfx7If7+5IZw9AbGtI6DgNlfV0tm5mzGN8PDuqapVK6DsjfFhf9ul5c6JoCSOGnR0zG2oNp/a1b/jfW5Cjyz0I8RBdCCkVHR/6533zTHxNKlWHVwNY6O1OHKO4djLKRCHElYLZkszqXdBVjfwrnxOioAB324GRShrzZrL/n8bHitLA9NwxKZFxTUwJRw85Is7N+PIBw3GPEttzP2jO7HjHdcfW4Cmi5DKDpju74ssarBsT8tpl9YGYWRVHCzPrNbCaKotE4jn8liqJsFEV9YQvrzzvCqnKnKmZ7YFyreYBTqYhCDZOCJATvCEbIqIEGursrOunWlgMDk5O+yY2OCkxYXpZxZDbrm3kIlFCRr9fVYpHqBLRt/DZIYGEl4A2Tyah9r5mCZWjJIyOqcFO5pjpJIOLXTNVzAmw68dDRhqD3W99yyvXGhgyM793zwHJnR50tqGjncl6RgkFCMEF1BtUwAVouJ9CMgG5724MuwAuuTW+vKLvhXCC57xQIjo4ibeq5Mp1m0WduEawxt2CHQNtH8310JKPQ9nmEZwWsIxgh+DJgNGkmQ2fmUhxrLsFmMdM5rdfl44HcicSbOQarhvclSQmNHTER5JoPDvrXwYGC21zOE+27d/1aHRz4dTDzgBO/CLxlwio9YA0AEmyGYlEsjPV1eVgABCGv4DHJpLqBVCoyBuTzMTeoWAPMYIi4tqYKbjotk+pcTp1GSA6R3iFJfJHMB6rFmYxAmZERf7+f/MTvG4DfsCIaBszIhfCDgg3U1yemGpLEUAqJDA3GDLRyWn339vrxYCBZq7kc7s4dPweFgr9/saiE6ezMz+3jxw7uvf22pEWsRbduaZ2cmPDPHcf+evgYIJEcHPTjXF319eXb31ZLWOYs3cO4/6HqU8He3/dzMD0t1gReGSSO15EjheNZBvBf1mBfHBtTcrW87PcpDARYR+Wy/DS43/f3BYwhf0gmVSUH7AXkCKVw7d1TAHS4nnT8CtvQT05K9pRISP47OCjZ6fKygBzaDuM1BgCNOSi+TqHfCx4WmYyvB7dv+xwIGTIA6maSMbIOUtSYnvbjPTkRYxY2I2a7e3v+NTLix8d+BGPhnXd8jWnvyIU8z8z//sMfSqaYyYixBWiDUTmSOzy46DzWaRwciAGLVBkQRl2aem6U7iCt7HQvcI/wuTjXrHPDw35MdEU7O5NnF0biIRPj/FyFA7ry7e8r9srnVUBKpyVfvHVLfnLptF/HOPZ7ArkNDNz+fp0T5jQACeDf0JD/nMsJXOGclkoCjolzxsYEmOCnB3s0l5P32d6e5EUjI1rL02mPsfAJghUK6woQEtn4/r4/Z37ezwddjPCdA5CkJTXS3XbAlPs8m/UvgBnAsO1tsVSRjVHQgIEN6E5M2h1fjbGw4OvyZWN+/gs7lO7oji9tvFJATBzHTTOrfvZrZGZlMzuI47gURdGfNLOfN7P/iZm9MCDG7OqEqD1Qhj4JXXppSZWVoSG1XQ5fk+cPD4vuOT7u3zc2PMicnvYNH8oyGmGqerRzNPPkt1RSVRoHewKK4WH/+507rYyJ0MeBinWppKSCBDeV8g2Uz9TT498JbjBSZIPkGDGaLZUUTFOJK5f9M0H/xtyRCjTH+dFHfqwE3qmUBw/Ly36ctOqlmsjvt2/7+ywt+bm/fds3+EeP/DMfHwuYmZnx60iggzxsd1eVq74+s+99T1VKzGsx83z0iGD2/Moadm9va4U8nE8Emvm8HxPJDFK1y+ZRPu/B0OamB+3Mo/19n0d7e+rmg9wJFg9z6eLCN7n79+UjQqUzjh0cwViTwNvM34+EAvkNTCbYFZmMAjWSLgC4sEJHBx7YL2jrYT1wTARshYJ/hfOLiifniko3zJPDQwF7Y2OtEpxsViwv2qZjBH14qK4dMDBo/Y4JNUyR9XV/ncFBGUvSopkkD6PoMEl6kQNqv5kHNyQBP/qRqpokqUhnAGYx2QTo43oA0rBuIMUiMSDhhW3FdQWMBYSkQgxIjHwr7N42Oelz8eFDvTddvnp7HZBh7sJMwLSyUFBVG58MQEaShGpV/kjIkfBIouPV0ZEAw7A7Gp+VNTCXExsMgBYJY7PZ2Zz7stFuAv4qtbemG8/AgJvEAuqzV0SRr7F7e/KEqFRkWjs9LakE61TYCZCEFIPdoSHdFzBaQhaLWSuTDMmDme7/QsHX8fX11k4sMHTYb3nfRkPsSsBo1jwSSDO/3/EnwSOGuT8y4r9fXIh1+Zu/6c8DLFpfd4YDx5tKaf1nHu3u+vnMZOQnY6b9M5/3fY3CQjL5dOvnUEILuAwz5uhILFhADIoL29sCXmFm0Dq7fSCFDL1opqb83H6ecdm9cNnfQwnLwoLkMuwLsCuQBAE6weIrFPzczs/7uZmf15yo130tPznx53/6qXypZmb8nGYyflwTE2IYFYs+7xsNX4uIgSgi4ENDbAUgDgDMnsd6HMeS9eFRhMfQwIB/p1ORmX/exUWfL7Wa2GncQ7BxAP4AzvFIOjpSAez8XHL70VF1X8pkZKQLI4bXw4weqSgMylpN6+zZmQCVatXjCEyyYYFxn3C/wyDyhgxdadJXZVAc7I7u+Gd5vFJATDjiOG6Y2VEURStRFP11M/vDZvavf57uSM8z2oOAxUVVoQAJ1tf1eHw/wqAh9HFYWPDHYdJKAkULXwJGunlASx4c9N+rVQ8K6DaEUR8a6t5eVTEmJ1VtQD8Ny4CEi9aBmYyq6qmUKhP4KVAhQnM/OOjBAyAUx0LgQUKP1waJE1UqEqNUSpKmlRV9FroY4BlBQHl05M89P1cng0rFEzWCISQhVOr5zFDY6WQTSl5oDUmy3durzgxU//CqmJqS+a/quDefT6HuHgYLgf/nmUcESDCX8G4I5xJGuMfHDirt7KjK1tPj53hqys8RGyVzamtLdGmCtoEByYigp6OzxwPETMk8RoXQ9KEfU/GmOxjA5LPml5mqatmsB3f9/R64ASBiDo15LNR6PIxgPwwM+LVh/iChWVpyP6KREd0H+OfgcVQuy2PEzIPydjaV2YtnPnA9eO1cTvclQAjXJgT7zHwe4xMQ9qOgkg7AghSThI31Jqzis8aQxPKZSX76+uSlkUqpEj0yIs+iszMBZFT96VSEofT5uT/m29/25BSz7/l5D+qPjx3UBUzc2hIDYnLSX5cWqtWqKuRjY2IsYeKMZGZqSp4lnOswIQ0/73X9XuQF9GqORMIB/Q8/9PND8si6gmwJU2/8e46OJNehjfzQkOYLzCoq5jArmHMYkbIPICchAWUvQaKEQe/Cgs/v9XXd97u7zgzB2+vkxD8be8DRkYPa+GAhRWR/YK+iG1y16o/v7ZW0dn3dj4O5gDcaQFJPj8cKsBUAPzHMbTb9dT/5xH8HbLi4aGV18HjYrO1sGAaeMmH7ah7Lz+F3zkn42MvA4stYXO1/v+m47F647O/h+yUSvtbCpKB7HnNlfFwsKbojTU5qzT448L9tbEjihu9e2LQA43eKDrBz0ml5UbFXcD/g5TMyItYg0uxczv93754XfJBCnp/rnsIPZ3lZsmX2Ko4lnRZovbDg++/SkvY/WDf4nwGWcN2ReLKG4YmG11I+7+eQ+w2mLPczndLMfJ2cm/PPkMnIF2xuTvcPIJCZgFlalQOwA/wgW1RX0Itu6t4d3dEdX5nxygIxURRFZtZnZr/3s+9/MI7jB1/0cXQKAtqrUFQfQh8YMwXjSFI+/tiTfTZZ6PKjo/ItoGJIAEflFWo41FdMWBcW1I0ENgIJ7ZMnotxj1kb7Qipyc3NKmGEa0AWDgJq2hbQTDs9BKF+hM1Mc+/uYqZPR4qK/FrptnsPnJJinxS6Uf1gNVLIPD/1x6NJ5j3YfHAKyUCYVdldCfvLBB544T08r4MJAkWCsvfpH0OeJbCO44s83n5hHDx9ePY8GBz25vH/fj3F2VlTrRsMDJVgI+N+EhqvhXDIz++lPJTmizfTCggc7JE90riLw/OSTVilKJqMEi0QmnfbPeHQkmU6pJGYNyT7siN1dtWxFDgQYB5CGzIVKdPv8mpnReYTODOgSGmkCBtCBAdkNLWVhPZRKorhzn25tyfOmVJJkAgPbkKHB3KXyF9LUXwbzoZ3aT2cb/COQYkDRx7SX7lCYp4YsBaRbAJhUJ8OuN9DxQ+kYIG9/v9/3yDuo4HOOYOCZyceJeU/SyPvSKQcACEDIzK/F+Liq2LTuNlOXG5iCdJ5DXgDg/MYbreeSe+LePZ+fmMiG1zYcnZLQV8Xv5fMMZBL45QCK0vGMpKy/X+wxWIasP/gz7e+rnXMy6b8jMQklre2dUfAjA+TjulM4ALAH0Dk81L1N0QHQkOtEwvvpp2JSzM/7HosHSMgMQ6o0NaX9ERZFLifjchh6dJdh70TieHLiey4G4chMVlbkAwI7CyaDmaRazCnWRs4D4H4I+vb1yX8DdlgIeIUSPNhHYZeey8Di6zBXvohk+bIiGQBd2CL6+FiGvuFeCYtyZMTXjEbD52Oh4LFaqeRze3JSABqsZ4AeJKv7+37dYJZsbYlhDLMYud/4uIods7OSKLMW06iANXl729f0/n6Z8uKFxbzAK4vXgjmF4W4uJ4BzZUVt5M0cWKSoEvqIhQUWpEEwiAAa9/cVQ5rJT4q5z324tuagOQAonkkApOz9zNWJCfkwIRn2PbT/BZcxuqM7uqM7vrzxygIxcRzHZlaPouivmtkPvgwQ5jqDiiEBwe6ufD7YqM1UdTk5UTehxUX/QgbR3+/PQc9NNS6V8qDg5EQSCToqEBwkk9LYUo2nOpnP+wZG8jkxoeCQKjaeNWzqBJ/QdAE/8AhJJj14QQfPe5OA5fPSC5vJE2BoqNVIFNNbEjVaDNfr0uLTAYrOAgQ1m5uulR8cNPud3/H3AYgqlXzzfvdd/7yPHyugB/yh2gobieMOpRiXVf8I+l7mPKrXHfiggtbX16rn/8lPPMGZm5MZJJX6mRm12cWgMZxLVLcAhpAlkcBgnotOHvYIEpzTUw9At7fFKJqY8OuTTotySsWZQCucB4BrSHww9SVh4jsABq2sAcbC+UWSgTnuyIjakw8NqfKXy/nvBNicA0wQCUZ7e92XhESNqmCp5IEzlbpaTd3NYDgxd9rZc+2eP2YynAyTmmfJWS4bAF67u35vIHlAuhXes3jsDAz4//CVQlKEnAytP4kw9ybnGoNb1gUAXxJmPImQtAGm7uw4mMn1ISGAfUY3taEhvyZ0OPv4YzEjenr8+rz7rl9fwL/NTZ9//f1+/sfHfZ3Aq2Ziwo8PAJz7j8/FqNfVSQXTWrw7wmsdMhI6rRUv8hp/0QM/Cdr8cv+T7JFQbm35+ZyaUvWdrlrsH0h7+vsFQOBxETKPYB2VSppPvAZsP8BBAOfQpBwWBEk3fhTIp/iiS9P5ufYkwOqdHbGi2GM+/VSdmACnGw3vxnX3rkDFvj73E3n82OcMICesonLZ7wl8M7a2BHIhsYHl19MjNhHSDBJuM8mPSMTF1GxNxDHAZS4yXwGIiRHCzlCwbtrn6/WYKzdjij7PuKpIhteYmYpR7O/ESJmMXzeYobCJMWBmj4QRxbXkvQG1WacWF/33R4/EUmW+YHqPtDWf93WK9bnREHsZRvLKit9Pa2tqaAAjmvUZX6y7d/01+/r8eXjGcZzsAePjfj0/+UTrEWAK7byjSF4ugOqY15v5c773PT9/jx+L8UIjBuKBfN4LHDs7ArJXVnz9nZwUeFooeLzMuhKyjlhnACL9Hn/5c6s7uqM7uuOLGq8sEBOMX/4MlHllRxgQYOh3eKigpl73TWx3V1U2HguL5Vvfkhypr8831tVVsx/8QK19R0ZklIn0AH0wUgPABgKJhw/lfcHjtrd9k8aTBCkUm2VIO6XlL8FkJuPB4uCgb76/8zvSL5PU9vb6Zx0ZkS/IyYnZ177mf69U/DUwOEVucP++NlyAByQqUGnDALuvT8DBzIySSfTOQ0PykiH43t5Wy+L795WQUbmh6k8ijVdLe/WvWqVVJVf5xc+j9XW9OhWwkxMZJVO5xX8llfKKEyyXZNLPASyBDz7w/2GiCZUZTyJoz/yPoJ9qNcnx2pq6hqDrzmR8PkEjDiUKp6diziCl4vpRDacrGJVNDH0/+UQMF1od9/Q8Pb8IiPl8Cwui8gMsjYzIRLHR8DnDcTDHoIyfnTlQsLEhM94ocokD1PaREQ+UAS76+twHIpNR8vIs2Umn9sWtSf3V3Ufak3wzye1+8AP/++3bfkwffyx/H0AWwDrmAawEqpgcFywoWAfILaDl45XB/ASQQxZIy/HQKHhpSQaRnON8XhT0kRG1XE8kHFyh6kyV+eREviXIs5aWJNHj/WG8weQg+eX38PwxqCpzDY+PJSE8PZWJM+MypsCr2qL6OgPgra/Pz+HEhK+nu7t+HTCYzWbVhh4AG7kaYAeMqMNDX0PYN/DFwMwX8/jNTc09AFLOfyol1kkc+zyZmvLHwxLF+4pWuqw7dPsKDe/xj4FxmkhobgK8LCy0yjAwcA7XyGLRn0snH9YFJLQY+x8ceDJKV7z+fiXLtNBm/uzt+Xydm1Mb781Nf028OAoFf431dT+P4f6FxLVSUUfFq9amsCX76zJfASUohFG0AlwI2Xb5vDyl6AwJ05NC1+mpz6fHjyU5w7QetiXybJgiS0uSVDK3Li78/ScmdO/AyENqG/r/Ufwgrhsc9HulVFKRgvUXnz8YVMRvh4faL6tVmebmcopB2QfpamTmnxcJ1dSUx59rayqcMI9XV/1xKyvyfcFceHFRzGOKh/gJAoojJeztlRcgQE9vrwow7G0jIwJfHYAM4fLu6I7u6I7Xe7zyQMyrDsK0Dyq6JPYwYpACnJ6q48PIiNqpJpOtWvGtLZcWYcZ7dCSAJZ2WXwFJCt1S0K+TXMM4wafl9FRSgZMTBabIeMINfnhYSSbVRKraJJo8j89EsFyrqdI4MyMTQMw0ofiG7Bo65BBEEURA/UYycv++gJWREX/M9LQHTaStY2Ois56fO9sENgitQ5FGEKShaaa7DZ+vUxC6vk6LvNTAy5pHjHAepVKi6BKoEXDSgYMgBkCQ7wRUZgq+8nkPztJpl2dQFR4a8nNL4lsqydgU6Rcsm+Njv0Z7e2ovjk8IhpYwWwhMOe+AYLBb4tjn/u3bqnsxvwAbqaSfnvqx37rl99DUlPyEaMVJtZ3QbWxMgExfn1cvkSCdnPg9d/u22Te+4RRsXgu2Vz6vtqBm6pYzOuqvPTsrOVW7h0NYVSbIXFkRAAYro5VZcXX3kfYkH0kfspBkUh3eaM3NYzFEhSqeyWid4blIlAiWYc3w3OFhteRNJHztIXk9PvZAfnxcrYiZn4DDVPtzOXWTGR/358MipGqK1wEsiLU1Z8OkUn7cGHGG4BJU/NlZ0f1p/Q51vlLxJDf0bGqXj8FyDAFb5kCYrF5mbnrV76/yQC6BV0lvr39GGJ/7+1q/33vPq/V0AaS7IGC+mV8DTNufPFHVnn2IZKtaFcMEMCib1fqOPI2Elt8x/R4bU8IJeIihPEbb7DMw8nZ3/bMhucxkfO/CG6lQUBck5Kv9/V5gYJ/hXjaTd9HOjhiOdN4B6CSBBZRinWOEnX9gt9TrYg8dHEguxxrKPtDO2ASMKRavXptex/kKcwtWGzI2ANupKTHguEbHx/Ibg9lL/ALwnsnIx65QaC1s0XlwedkfA/iMzJw1BonoN74hRjKebBSe1tYkwYSdc+uWiiZRpA5iGF8TD46N6b4olXzeDQ76z+Wyvx+toXn+xIT/D2A8ijR/7t1zQGV/38/b+rraS19cuKR5ZcU/U7Hoa2ci4Yyvctn/vrOjoiJ7Bt3OMKVGyodsGlnY6KgYbhQrYSP5PO0CMd3RHd3x1RmvPBDzqo7L6OZUWMxaq6wLC/74+/d9Y5me9iAPAAYJDIHA3p6AALw6qBhDtz458U347EzdKYaHJSMhwaQLAxU3GA9IXKgIArRQFeF4YEuwUdNh6IMPVL2g6l0oiOmCUSggwupqK80Viv/8vKpLeIZwLLT9xFyWpBIaa7nsj/nud8V84TjyeUkJ+Lxs/NPTfg2fPPGOIJWKS1FCj4qrKoEkIi9rLlHJIwhOJv2Ys1m1t56d9cSVwD2swG9tqXoMlRkjVD5Xo+Hnf2HBzzFeL7Oz/vif/tTnWG+vn9tKRUAHHYxg6WD6TKty9PgwsTANpHrI3BwfF/gIONDb64Hp9rYYNwCOVMcAoKB/9/f7dYZmDdAE+4LqMRU4AmDOG+09BwfNft/v8zmysSFvCToDwS6CDYApMMkd5/ZZLIjwepMghevAdQePRaKANwpV8Z0deXcArKZS8mdibSFxwCQRwAFZB/cN5wzDY643SQlrSehFdHGhJBl55smJX0sSHBgzH3+sc87cajbVxtpM3UMSCb9G9+7pfq5UxOTBE6ZQ8OvD+sG1M5P5LNXqywZJGp+5UlHCG16HTuMyeePrMHI5P6/b275+43+ByTGgY6Vi9rf/tiSNZ2fqUkcrcYBjZEK0mwYshY0FCD4yog5Z/J/2yxcXmid0xeE5MPRGR5XI4oEV+iCFDJyZGfmLIPGAPcreC1tubk6JK6bjBweSi5iJKcacQlZbKklOXK36nA6ZLTMz/v6hbM6s1bdrf19+XhRzQu+XUK6EzBkAh3HV2vQ6zlfAOjN5nxSLkhoTkwHg//jH8pnb3vafAf+TSY9JYKFietzX58AEwMLIiApdzo71MT6utZe9+eFDn7fvvKM5MD3t575cFuDP9aJZQK0m9iFgHy3X6X5nJiYp3QbDYhr37+6uTOWRXO7vS0LK3J2Y0BoJo4w9mvup0RDwBRBOpzTiIrrL4dtXq/n5Jn6lkLi+rgJYWODAa2ppyT8PMcPrI+zsju7oju549ugCMfZ8Gv72RAvJBUlCJuMbRzqt4Oib3/QqB9UA2DBnZ77BV6u+WZ2ciLqZSimoymZ9037wwDc0AA+qOySMY2OioOJajyTITAavMGSQ48AQQZ4CrRTwhFagSInQPgMaIPGgDSybJ4yJBw/kfcO5oXV0teoAwIcfKughIOFYSOhIho6PVUn5tV/zQCQ0bcVThOoRVUW+aANJZWZvz58HiHDVXJAfC3X+zqPReHY723Au0WITuQfHWix6oJNMmv3RP+rBCf4q0IbDQWISHgfdhGAvnZyY/cN/6P+DiZBKKdAy0zzOZHzeIjmYnZVJX6kkQAQgDOYXbJ049u8kPMw3grTQqJNECUnc4KCq6HTaoZqI/p35xdyFXXZ2JhZWs+nnlffA4BpwKo7lHwKQiQ8E1+foyI8FOjkAxSefyJ+h2WzteIUcIFxnMI8NzTUv8xq5ahCsI9cpFNT9aHLSrzc0+jt3nLEyPu7vu7kp+RaJGm22SbCRJJL0wpCjGgsjjmonABlzwExJM6AH7AfOM/d1sejPL5eVpENjxyOqVJIhJuwWzMhLJX/ft9/24xkZEfuqXpfvB+bfGEXu7npitrDgSXat9vT9X6/7nF9dVRefUJZ0VbL6rBbVr7KHDGwvfFfoLgYjjnU0m3VmAPsCHc+Q3NARsNHwtQtfMBiYock2ncuYW2ZaR+hkFZqV1mqSCyE7A9QF/N3clOfF8LC/7+KiZKz4HNXruocB38bH/RzANoMVijSSfeP01Ow3fsPvwVu3xCIAcGbdg/mzs+Ovi9wYZhFs1rAJAJ26wtbHpVIr6wKjdM4vxRDaVnMen8V4uUlL9Rc1d5/1Os/6P58TE2a6DPJcALFSyc8jMdCDB5LJzczI72tuTh3BACCRw2IUzn6Sy2m/MPNrl83Kv6Wnx5+zvOzXmzbmDx+a/Vf/lVilzIupqVbJHmzmcN/CY439bn7e5wXrOl4rFFz4GhzUmotcGPYQEr779/0c0sb95ERdlZj3rKEPHggwzeXkTZbLmf3CL5j9yq+o6UGh4P+H7ULHtO1t/0yHh2IwwdhBvgxb2k3VT89uPsO6ozu6oztezdEFYuz5NPztwcvurqovVCpoMWzmyTgmo8PDvtk9fuybIMwH2kHv7GhjIlmhe9HamvxDYMh897uiTFOR7O31zYwWhaFEJJMR4JNK+XeYNkgMCCww0iQxPz/3jREfDIAZgo+RET82pEkk9wSrBN14DkC3bTSUsFKpTCb9XAwNie0Qtlw0k8xhZ0da6UTCk1D8X8Lrm077/5JJnYNsVhTy5WUPyAjyrpoL3hr0apps2EnmstcK5xJJOdIgfBXCxyYSPrcePfKgcm1NfhgYYiYSml8EO4mEgLdHj7wDU7Wq87y2Zvav/Cse9OztKbEhEU+nZZ6KDh25ED4OUSRTYKRjVJJhQhBMok/nGvL5Qz+Ictn/PjXlj89m9bnofpFOi/kBIyuXU7eQ42O/5icnSiIBOGHJABqdnJj96Ed+T4ZgDvcy1XwzUdQxzt7ZkRwuvF6wJ9oBFlgwMGG4ztftPgKLB+YIHhVmAs3GxtRFjXsoNLSuVAR80VYc2Q3VT94rnNOwXTAtDpknu7sCXaimhjI/jEk5f7AeYP/R4SrsjBSyqgAFMhkBT7Svz2b9b7dv+/tOTGhuwWAAGN/YEGOLlrU/+YknYYBpW1sC5wBh0mkHe0JvmauS1Wd5Bb3qHjIHB61eK+xLXC8kpoODMn3HK4Oq/Pq6DLLpDMS1bPclg7UW+hZhFD88LNPooyO1iU4m/frgzcb6Xav5McGGASg2E0sQKW2h0Oorsr+ve5m2xMjw6nUZkJv5+wJa473U1+efJQQYkYb094sNgSEr++qdO5K5heADnfpgdezsiPVlJqbp4aHukXC0A70UK8L/XSXHvWxuvIi5e10G4VXvg/cXjEckYiFIGnoewS5CzviDH/g5+PmfV9wVMrM4pzCOAXOqVV9LYE59/esq1FAECs1qAbU/+kjgIywegE0YxqHZOmsprODxcQdg8KLBJ4uOmkNDfjzb25L8cY9lszpGmhdQRDw9VbzGvZfJ+PtxvgA+KY6Uyx475XIC25HH5nKaiwMDvp7CwNnc9Plbr6uRAvsuHTlhxU5OchXZfbqjO7qjO17/0QVi7Pk00c+SEIRBw8OHvukeHckx/uhIPiBnZ/6YQkHeCLS6HBiQW/7+vtrqHh4qMcagFBroyYmqvffv+6YKxZ92vGzqBJbIRUi8kSYQbBCIwIbBWJXuF7OzMjWERs17k/wA8MD2IOEnKTNTVx1MdycmPDFaXlaiGAbZIyPyCHj0yM8tcizMfAlmSA6pHo6MqBJr1mqiTJeJy67x6CgVsOs7+F/2WuFcCuVs/I7fyPq6Szd6emQoiGdQHHtQg4+JmQyZqdZybXZ3fY7xRYJCR6t33pFvAV2RMAsEIFpa0lwlOXVgys8vXT6QhE1P+2vweWEywLw4ORFTiu4VsGZyOQ8441ivt7fnyUvozYCR88WFzz0q4n19fl+Mj6s6SQJH0hR2aqpUXO5CS3WSJ/xfSiW14oVJQqWeJDFkupiphT2D/3M+wkT+ut1Hwg5SzBWqqKF3zfGx7kOSTtYSWHiwTuJYSUbon5FOtyawMKowzIVdBLiKZANAtre3Va4WGjIiqaBzHEAXQGChoI5hJB5c92JRLAEAQa5fKuWfHz+MTEZJOp1LAAAYXJPw2tXrvh7jc0KL4tnZy67Mzcar7skBCIsHFPtS2BWpXNZ+BrCeSKgl/cGBfycpJIFLJiWXgBUAA42Ej0Q5inztAvyF0ck8Yh1CahHK40ZGJGfD28LMj2F21o9/ZERJIF1fYO3A/GR94V4B6F1a8tfB061ed4AFKebpqR/3wYGkgbAE+vr8vQCF2N/aARESbP6PtIZrZObnAvaCmX+W6enW1wGMoQsOx/s8IMqLmrvh89oZhTCHr3ofDOvzea1t+OGwtjabAjW4hlzfdFpNEPb3zX7zNwWm4VHC+sqeRIvqsOU33ZCQpW1uau/NZLTGJZMyVmbPgP0Sx/7842P5WQH84X+FHO701Oz3/36/5jCO33zTH7e9LekoBvMA80jUYX0yNwFPQuawmc+R27d9fvLeDDrnlcvqklepSBLLumzm8xIwHoYZXnSwx83ENk0kPAaEaTk1ZWZWO36+WdYd3dEd3fHqjS4QY8+niW6n7xaLrdwIXuPJE1UdTk7EXqBLCIng4aEqcJubkkocHCipJcBFT3525l+bm6pEMPCZWVnRazWb/jcz31hHR8WIiGMPJDGkYyOs11VhI0g4PX2atQH1nMAFqQFyJ7pnUHFfWBC7o69PbaSnpvx87O76Md66pfbVJAF4xIR+ArACDg5aOwHAUEImQavm83Ml1nSPChNDEtnL5kJfnwdSz5ImheOy1wrnEi1Iw+dgRLi8LBnHzo5/hjDIhO5vJoo/hqRIUKDII+nC9BGPoJ0dD+S2t1VZTCYVfB4e+nzDMJmORwRVzCtAMijQ+bzPrY0NtUyHEdFoCGAJK+a5nD8Pc8vJSVXsBgc9QKPCiZRlZ0eyODqSMXcAa8KqOOeceVqvizXUbGou4WFExRIDRLpD9fe3ShTrdflgIOsKzxEB5udhPvAZeM3jY4EoyBFJPJ88aWWU7ez458TwFLCE+cC6RrU0NPEeHFRSS7UUhhLXtNn0oB8QCGNwWBKAOamUpFNUs6mAIhuBGUE3KM4tsjFkisyPWs0ljnTtQUIE0M3aOTnp83hlxd/j3XdbzYwxG9/dlTEwEkA6NXGeAMufR6LxqntyJJNq2b68LCkP0puFBc2nsINLHIt1xnyhixrJJusL6xoAh5lAD8y6EwnJe3I5318w84SlRec8WIPcc3jBACrhzQIbdXraj2V+3tdMpFHIhJGgbGz469FKmv+H60Cl4vsW7FKOd2HB59ramn9mJE+w5kI/jkLhac+ibFbyur4+FQt2d3WdzARssra1s7UAeDqBGzeVGr2ouRu+DmAox3Rw8Oz3Cb22kCLBUDbz9ff+fcmpzSTDXFnxeUYMhbcLTFH2p3zeWVfNprx8AEYSCTH7Hj3yYxkd1RwEkACYMxMTl4IRcVQ2Kw+hvT2xx/gszDn2slJJICQ+YdWq/wyYiXyP+c4eWiwKUKULGJK3bLa1i9LIiM/L5WWt4dWq/859C+DOmgywiAR5cVExXhT5vfCzn+neoQPZzo4YtfPzij19LX+9Gnh0R3d0R3dcNbpAjN1ME81or1Z1CmDMVBEmIQVQ6enxIBKAgmRhc1MeD1A3MTVDF06Vn/auMFh2dxWYnp978kUyDXiSz8t7hceZ+c+FghImkun9fb0PMoTRUclQzLQpQ03f3tbvmMHBfEDuNDMj87tGQyBLT4/aju7seFBzcaE2kU+eyMMhn/dzNTbm3+mslEj4cSwutmrjzfwxZv5+8/NKJE9OPDHr75fOfGLi8rnw6JEHds8CYkKPg8teK5xLnebR9nYrFZ7PQsJPC1/aS5v5c0olzYswGMOvBZkaEiOMU5EL0c0I0ObgQMwK7hnmKdXcwUGxSADwMNBEc39w4AHg7q7/f29PQWk6rfa1VMNhMQ0M+P2wseGPwRARQA4mBuwUwJSHD1tNPxnr6/7/3l4/Jthi09Myr52e9mB6c9OPf3ra7P33JQuDOTEy4v/nWv7sZ/Id2Nz0LzpEHRw4Y+M668xVg89dr8tbgLmzuSnfHQaUdtYgAt1QeogvEaAN8ifAGJI7EkzuN4CzZtNfl7avSL4ODwUyZrNKsgFi6Y6WTvs8wAcGsBnPjL09P+Y7d+RXwrGcngq05bhqNU+03nijNUGt1STXA4AqlZwNxvMePRKl/uTEzckXF/1zYRBr5t+fPNHfQ0lTmMheluQ+z/7zRQ6O55vf9PNaq0lCSBGA647EgUSLNYeEMGS8MTdD6RoFA/ZMM+0dMGEwDoVpCaAXSkAw2+b6MldzOSXCvb2eWJ+e+v7GmjM0ZHb3rn+Gd94Ro3BjQ+wCTMBpDYwZP/Pu+Njny9CQg1hjY36sP/dz8t1ARrW56fM4ldI6TQencF40m61rPOeM/QApDozEZwEpncCNTn5lV73Wi5q72az29lqtlW3GfgSoFrJcLjsOzgVAzu6uDLqRLp+c+DU9OBALb2BAnmOwqlj/YPMC+CCpi2M/dgyce3v93sCcnLWZdtC9vf7722878wbQZ2zMX3921o9reFiAC4w+2lNT6KI5Q1+fz5fVVXmoVasqItBxjJiMrnc9PT7/mItm2jcxMZ+Z8WNCbsx+QYEDk38zf8/1dcW7gLYUMm7fVjEnNAQGSKVQBwuzUvHHjI/7c31u9l4T4u6O7uiO7nj1RxeIsZtpos0uD6g7vQbacDo3EBhSwSbIIamOY1XC1tYEutBmlvaaeCFMTXlQQRefWs1fnySRSg6dPggkYbaQDPX3O70a+i2BK3p5aKwEu8hEqAaaqYKSz3uVBGPT3V1Pcnp7PYEicIcKfHDgn+H8XMBLIiGd8vCwJDiARyTmk5OtSdb+vjb3VMqlPHt7ft5u3fLjhCmwsKAk4fzczyfJM50rLhsffQRz5fxKaRJB103mUvv7IhPBzwdWAV1bwmpbterXAWkXLZ4xtoSqDLsFKv74uD/vzTc9gJqc9PNGlczMXwtJEZI5fBHoUEKSAejR2yuGF1W/UAOfy8nbBPkCQRxBGOyHjQ3N+60tmWKfnnoAmkp5cDszI8+kTz4Rw+L42I9tdlbw2cmJTHYxj45jT6IePvTzMTGhrhj4wdy75/MGiRIAAsaH0L1pkVqtylQ5BDI+72ifK9xPiYSfq08/9SSBRA5gA/AJpoBZKyjb3y9GE8kvCXJPjwAtQONUyl8X3xX+bqZriqTFTO2FKxWZ6qZS6uBEArS352sbbccHByWBwzg49BMZGvL5HsrkYCo2mwJm8YihCw7d2fgCfDs787VscFDm3syTcGBI2S5pQu4BIAhjiURxdPTm+88XPcLjSyadbRRF8jgiOcRrCZAKc3fAPUy5kZux/wCsMAB0mCvISJA6IlUiUR4f99erVGRIiscQoNr5uUCRszNfPzIZeV7AJtzZ8fUaZoWZfNtgP8A+YF9ij4aBh0eGmYoo3EOcS2SagKOAqXSXMuvcmr7d3PvePX9dzPiLRT/+66wtnUCUjQ29fq3mx48xbCfp0ouau6yPQ0P+OUODYdhU/B6unYCgtZpYku3Ht7XlYOzurta2oSH/e1+fJ/j378tjBWYt5viwTsx8Ddre9i98Ux4/1t7GfQFLkLWQQgUtmgGuv/ENgTWsZx9+2Hrue3slm0N6lkj4PofPjZnATSR8dMWElTY/L/kyct8PP5SklnMzOOivwc/M5XpdkmA8zZpNn2+ZjH+OpSWfo8SHGLin0/4Z2JsGBnzPphCJ9IgYc2xMsQ6m7efn/t5Ptyboju7oju54fUcXiHmO8SzjuDC5HhqSbOnkxDfuXM43ICjfJHBm6ixB0gJtGw+Pn/95JVDJpIMQUJaRcND6EOZLMilQpFCQwSidRZLJVnNWOl+MjqqNIIEsDv8km2YysNvYULIMw4KW1cgaoKtiGIc7P1TzTz+VjAbj4UJBn7HRUMWPxPD4WHIMqj/4OkBiLZf9fSYmWg1hR0f9M4+M6BrAFrlqvIgk+qq5FM4hgtD5eU9Kac+dzaqTAzIMOjf09HigdnTk4FZvr6qA9bqf7+9/388v1/DWLb+Oi4v+uI8/Fv2ZpAR2Faa9eCKQaJG8np/7ua7VPOAN5SgY8dLCEoNhknW8XWBhEFCG3cZIVqDlU+EjkGN+YiiIdAb5CHMQ809YWyMjAmcuLlRJ9W4NPvCluHPHfw+NhrknuI+Q0vF3/Gxehg9IOGcmJhyEIoEkQaZFb2g8CSuFlt5xrO5mBwcCjKlShgk0CUQqpW4t3O8kl3R54TywBkxP+3Fi8ht2GKEFMowH1ixMwXd21I1sdNTX1WTSkxwSs/l5/wzptPwhQiBkfl6yLOZQ+Bha2yK/Y85PT8svhIEnR+jVEXpdHB4KiKei/qLWkJc92tci9jP2FFiJsL1I3AAeQokjgBvrBd2V8AUzazVGxZ8FU+p63ecTCTJAG0ksZuyhgfX4uNhcq6uSYmCkCgDIvUpBgLmGRxqGvYeH/pp37og1SgEE/xsMp5HjhqyWUskT4EpFMkqSfpLWYrGzDwr3WG+vPwcmVieQ4lkyo04gCsAxP4cikJfpXRS+drt/VijVbX/sw4d+j9FmemxMklXW2f193zeRXyJvPDvzdSSUO4+OijW4v+/zByCea4/kiP2sUnHmFIDRo0f+WrBjYGStr7caXcPiQrrHuoOxLjFgoaDukuPj8nV59EiAFXLuoSEHlj75RMU77i38/Og69sknYkqHQDZMSrokVSra2wCbaOYwMCDQG5CIuDOf9/Vzbk6Fjq0t+YohEzw+lofN9LTuM5gxsLNhY3ZHd3RHd3yVRheIeY7xLGO59u4ok5NmX/uaPAWowlEZKJVUXfva19QGFMNUNnKc8sfGRAUfHxcwMz7uG+v6umQHMBNu3/b32t+XxpljpEUgVGs6qRAEIBugoo50gI2xVtN5oZqJCXAioY4+sCDSaVGQCbqjyI8byjcVuelpfz08dAgQSP5DP5jlZf//6am6qYyO+vkPE7tMRiazUIq5FgTBz6JY/3P/nNk//scvbi7RDSH8PazkJ5Nm3/qWf9GCkwCKQWKSTHqguLfnAdCnnyqwbTb9nHB9oOSfnsrjx0zV57Exf+76emtb60bDq7Gwa374Q79OtA/f3JTPR6kkyRCAAAZ85bLMlCcnZcKK8SDzAKYJUi+Sd0wDs1nJqTY3pe+H2YV3CS2yKxVRs6loDw76fDg/d+BlclLt3zl3mB/jH0NHsPNzfzzGkvPzav+Zy4ltFVbSP+9ATkOCFa47gKa5nF9b2HXcX3TDAPyATcC1JSkBDGOOQJMHkENCxD0OQMa9TmJDIoBPz8CAEo1KRQlIHHuFFfo6rWVJnJC9nJz4tUHKsbPjc72vz+cgCUQmo45V/f2eGPAa777rycyPfiT/hNlZJXDI6ACWqNIeH7fKwJJJBy/x2zJrTSa5n/BlMNPzXocRziuSyMlJ/w4DESAPNiWJKMkqYN3du5KgIj0C6IAJx94D4xJ2Fy3R2TdgnxweCqzm/FYqrQb2ZkrA6fjCXISFhRTu4sL3zoUFyYjzeX8dkuLFRX9NzHIBdmGn1Os+R2gvjFcLJrmViu/vMBsBEatVn7+cZ0A7JKiwzFgHYWIxwrjjeToahYBXOt3aeellztcQnG73zyqVJBcm5uD8AMKYydPp3Xf1uh98oA5C7BWjo5KA44UGcLa56e+BoTOeY9PTWo+QheN9F5ovY1YLyE3h66c/ldE0XdhOT/2YABw4jtDInP1xYUHFjM1NdSWbnFTBwMyPGVCR35HMMXdYz2ANU7QjnoBdyxrGvKYAwfsBdsNmQ6ocdj56912xH3t6/HMMDvrc51zgjZjLOWjDngCrqFBQF1GfI68LhN0d3dEd3fHs0QVinmM8y1iukwmeWStIE3qC5HKq8pJ0Ux3Y3NRz795V8mHmG9nZmbdcPTz0zTGsPlMdy+cdiBkZUQtWqjcYco6MKNgDkIFtging+roffzrtXyGdPKyAE4jTSQOmDa0LqZhAg4aej/8MiWrYdphWtZjLjY6KmUHwe37urSPjWJ8Dc8PBQa9a5XIOTNCFCFnJwIC/73e+c71t/vvf99f8y38ZTsnzjdBksL2KR5UznEPMBTpehPOITkrMIzoZTUz45yRhyuc92K/V1La8UBA9+OOPnaq9vS2jZ64ZxqoAMPhgNBrqLFOt+uudn/vxwaYgETdTdwakbEdHei4VNpJsM/lHYKIJIwH6M88hGK5UdN3xD0LPDuAGcEpb47CdLq1GJyf9s+CTE7JCkkn/Pj/vPxeLrb4Oc3MycSWB55q8KB+QMMEK50gioc5m5bKS3Pl5v66YjXLf4g0VgkRnZ0omkZ8gO1tebl0rjo/984e+Hzxvb0+yjrA6m057YM59mM2K+QTYyr0JiwGT1+Fhn8MYbVKZheWXTnuyXCwqyTg68p+RYoXtZs18DdnY8GPifnz7bZ8DeJ0gtUMKsbio8wXAWSrJKwt2G4nVVSaqr+poB4tXVuTRtLIi016StokJn1vsR+xFFAYGBwWaPH4sqRv3IKALzAAYCmbq/AJQzFrd3+/36fy8zu/mpir9GAVTLDCTnAjJILK2zU11fkGmGbIZkJWNjek+M/PPXKmYfe97ShzTaQes2eOQd2BMfnbmv09NqUgRRb7+F4tiqDB/mk29H2BwOEKw5LI45KoRdmXCAJ7XfZnz9SqvGRjE/C+d1poHiHx2JgCF7nQwggYGVFzh8yDVhYE5NSW5JrJtjHmR83As6bTubboyIqNNpTzWAgiB8WLm53V7WzEVcsjjY613SMwGByUb7e/3dQkpHnOB7nFmki+ZCcz46COfg3fu+Od/8sSPK5XSXp9KaS+YmZFMFGYie+7oqPziYL7QMW1/X40eqlVf/yYn/ZhmZyUrOjz0tbVa9diW9QTZEkA6BQ4k58vLMv110LEneknTsDtewlhY8GvYaczPf6GH0h3d8UqOLhDTNq7TNaCd9UJgZtaaTDNCc1WCCpJSusJgrEpiRKtgKoJvvKEqRankAfDRkW/SdGW6uFAwSyvQbNY3Q5JLM38+JnwYIFJJoZIYx3LQ39sze+stfy56ero7wEA5PRXDoq9PVG2kQBjCjo354vuznyl4wWSY45yd1XEQ7G5uttKVx8f99QhmYIOQCFORgoERepgQnJdKAibosHDdWksq5caLZuXqsx571Zy6zGSwfbRXI5kniYQ/J5Xy9/n0U80jDPumpnxuUEmcmmr1WoDpwTmLY6/81esCHPr7/TohIQoNBKkaErSGlGW6LlB9q9f9+NbXpR/H/BKKOPMLQ0BMPvv7Nb+YT+PjkvJxXLRPPzwU5ZkKOyNMbvBBogMPpot01sFkN5HwYJa5AhMEX4LQAyIcL9v/I6wkU41PJlVJnJpSpZ97gjUIZh2sBExSkY7wmrduqTsN84+28WYKqGHR0ZUG6n8U+dwgmKbDDR5W09OepOCncOeOyzDGxnwdwvMA5gGmjkhBYCzU6/4z8wRmFCyEyUl5cuEdAVNqb09rNPdULufyB56ztNQqf3vypFW2FoLfXJtKRcdzHRPVV22EYDH+GTs7PrdWViQ1azb98wF4cL+fnAiEQaILmI9hJwbiXEsMl8tlVeP5GzIH1kTMyjc3ZRbOHsF6BMuiXPYvGBBIGKenPYHFaw3Q8ejI/8e9jlTx44/9dQCEWCO4ZwoFsWfC7keJhM4jTIqQ7cEaGJ5PGC94gYRgHkysTgDGZXHIVSPcjzCZvWqeXideumq0P398/Onns2Z0Yv5ks8422dqSuTrsEMC+9XV59KTT6u4Dc9bMP+vkpCeNH3+s7mDIsmk7DQjMvhQC+wcHkrI9fiwwBdYYch32q1LJ5xydLGs17cmsE4C7h4eSV83NySOtXFZBY2ZG+/rxsb9XT48f0+qqZJ6w1SYnW72PuPbHxwKc2JdXVgQeAjByToklYdfmcmbf/razDff25InD3g9r6OxMYC0yX3yWzFQ4efddf6+NDVg9F/H1Z1h3fNmDrlrd0R3d0Xl0gZi2cR06b7t5YXslutm83OEfRgn0X/wXSHg3Nz3wp9sMviphx5Htbd+U9/f9OVTqkFyQJAG+nJ56wjA2JhNWAq2dHQV1gDL4zITBKsEQDAMqc3QIwOyNIBffkoMDVdb7+nzjvX9fPjT7+/InGRvzz18oSEKUy3mA4q2iJavo6/OAhMCac02HJaRcVIlgc9Tr/gUTCX02lPCrRrtXwmczoO/zzKlwLoXzKJ+XXwUB91VzaGpKBoLMI2jbsFIwg0RnDmV7edmBMToWwUqgZeTenjoKkbgz1x498us9N+fHAFWbdqyNhjozsRnTKpqfzRx8W1qStwrMioEBVS9D4+BCobV99Oysv9fWlhgsAAC3b/tnK5WkiUeSUywKfMKPZmREcrxMRt4q2azOI+yW9vbhMM5C5svLTrgvS7C4P09O/NiR8CDjogsZVVYqwRicAozgxYS0Ch+YOBabCZkS1y80n0wm/XUAQKNI4ChB9/Jya1eTR4/8dahU00IWqdTUlKRAzNt8Xh268nkHj/f2xJyrVPy+uHtXsj+SIhIluiz19LhRs5mS3a0ttSOnwtvp2oYAPQn2dZLaV20gCaFLy/Ky1l/WcfygWINDw3T2EQyOWTfxgDo8lOk6+wx7HHsiMqKw+9zQkO9jGJHCCgF4BYh78ECeILSQx8gdbxkYBySYSDbDFsEwPEnAOXYSb+RYiYQ/58MPfY7i8wJgyFpBck9b5tFRn190GARAnJsTi8asFcxjHvGZ2n1UzFo7EbXvIZeNm5rvPo/86XmefxmoxF6IQTPm35ubYi4iscVHDpYKHjDMwUxGoDzrAcw19inWKBiTfX1+XmmQgAwIMAjDauTY7DNmWkOJSQDx5ub8Nfk/LeGR5qytieFFC268msJ9DuZzKiVgj7V7dNTPC3Lgvj7/Pj7u7xN2yOMc4e0GQxHpLyxt1rpi0dcKpFt0rUqnfZ0YH5c0MOwkevu2GIxbW/73kxP/O+xNl05fh9vVHd3RHd3xeowuENM2bkrnbWc04G/Cc8vl1sfQ+QANbaXif1tbE7OFLgrb284eeftttf379FNPWElw8Qq5uPDXhM4dRTJTxfj0+FgeHOfnMkMkuSY5ITCg6s+GeXDglYv9fd+EMbBE1kC7WtosR5EqSWtrCohXV/0L0Ced9uAH1goBSbPpnjmcF5ge6bQ6Obzxhh8PtHiCCAwiqXIDIpn56y0t6bPjO0AL8ctGGDSurwMOpVMvYk51mkeALbWaB9QkhCsrYs9wngh22ueRmZ8fDHFpA3l4qDa7KytKhmAowUIh8cE3JJFQW2rkdD09XvkFOKJKyL2A3IdKHYwX5GjptM/zZtMrmsvL/rqh/IcEpFxWdf7iQhXB0B9oZcW/I5/IZGS8mc97ZY37cHbWz8HwsD/uyRM/h8PD/n4XF6KoYxyNX00u19rZg3abtZonqVyjb33r5fkrhFXwZrNVzvbokf8fQIVzFUUegENtB7yrVtWNxkxJdj7vwT3MpZERv6ZhlxwMkZEr/eAHfv4wYsWfBrYCnlOPHunn3V3dk9mszCzxHMArZn/f74WJCT8O/j456S2Www41q6tiGExN+bWv19Uid2zMf19d9eMrFv2zXFz4ueC8jI5KlrWy4udnaEiygZANQNIIM4Zk+3UanFPYG4C6JHtbW2Jkjo62rgNbW5pnmEEDwtEtZmdHFX66y3C+wmS1VvO5hyStt9fn3eCgKvv1ulgh29uaawsL8g3BdBVJrJlkqfgY4S/UaPh7rK768RSLMillPaJ1MWsvRQuKCefnvvcUi2qxjpx0YcHf88MPZcL/+LEfZ7GoNtZmrVI3s6fljyS/7JkhkBF2IuL3Fz0Pn0f+1P740B/tOizkcM3j3MPgq1QkUzYTy6Sdtfjkic+dkRFfNwBzq1V1/ImiVv8+vNKIsdibl5Za4z7WSvYvvFfwv2JfN/O9hlgMvzuaFFBEgjFj5q93cODzNJn0/bJU8rn68KHHMPixYeKMDwyMYgoRxIWFgr8n8jvAUgBkCg4UJQoFgbD9/R4T9vWpbXY2K8nW3p7fD+Wy/o50C1AG5isehJj70wb74MDsvff88b6PAst2R3d0R3e8/qMLxLSNTgwXTHav03kgbP9opiQ6pNXS9jP0l4FFAPOAqtniorp08L4kySR9yaTozf39quCMj/tmhpaaChmADFUNOjDRAQdAA0+DdNo32tCfJZ1WddjMN1yqp8gZSiV1xunp8cCCIJMuKVS1CTQBW5AIrK/r8YWCgghaF2Ocx2s1mwp+Oeenp/7+i4serCDn4b3Hx/018Ce5jG4dzgs8Mm46p6hKtSdvN5lHoVQgn5ffT/s8Ivk8PnYWABRq5hJdlg4PJcXBSDOdFkBDpTCKPIlAigbzIJHwx9KZ6uzMf8bLBQ+IsKsRAA0SPKqWe3t+PfAgGh6WxObkRMe3tyfjaSqhdPjCuwiPmb09Z1xR0cZQt6dHyX+joQojx3J2JmZQPi+QYWJCn+Pw0OcV8hnaidbraqnbLl95UQMpHvMq7PhD0PzRRx6kLy8rIcagtFCQ6SryxO1ttXMnIaYFK0At1WSCebotkZySWOPVxPVgHpkJ+IuiVjkUpqWbm37N0mlPOqjsInVaXVXSDE0+lDVwT9DyvVpVu3R8c1ZX/R4ZHvbnUoEtlfz3EFDnNemEw33D5wmr+Vf5XbwuAzCuXvfPSWJIQkcCjdfP5KTPg0LB1xruBVhndDLq65NROqwZ2GnIzfAwAsyHxQAghI8FIHq9rscdHfn1AxSBEYMMD681ZE9xLMYg831jQ0wD/Ljyed+LaIGM3BOj03ze59jAgJiVFAH29pRUJ5PqdDM6qhggm/X3X1gQqwvQIJS6hXsT16f9O49pB+xfBo/geeRP7c+nmMS4SZts5g8yt5UVv/4wnbg/d3f9OjBHv/Y1seFgPvH/XK61eUC9LvkO7CViJQpdPT2S1sEehFFCB0qYTqHPGOsnrD0AJQpp+/utkjf82qanZbi7tydADxZoo+FAMybyS0syRUd6iUTVTB3pCgV/rc1Nn3NhK3X8tegimEwKALp71+f922+3eg8C2ITmw+vrkkGznpr5Z0LGvL6ue3Z/35935w6AGjBtd3RHd3TH6z++MkBMFEU9cRx/7gX6WQyXZ1FvOwUmYWeD9m4aGLQVCr7RkNyj0Q1bpe7vO3OABILqJNIlEsly2Te43V29fzot499CoVXHTyCQTCpQSCTkdE8gTIWalr98vnJZHR/wkSAYyef9/Qg6oLsjZ+A9AScIiPj/xIRXuRsNmWlyzDMzooDXaqqmc2wMkk8zf02M4tbW/FjQK29tqQtVp2seXttQPnOTORXSyG9KxWYehZIHgDIzVavCedTX55+vWPTkgSB9a8vnUDarIBZ/FhJfOmhhKpnNekBHi8t6XUkOHWHGxxU8EsRh8Au4CBCDdAHZGEnP1JTahw4Nyf8BOnO9LnAtnRbggUQCuRImgTBmCLABAUsldUKhbTXHjO7dzAEBqs3r66o2Npt+Pg4OFPCb6X7m/GM0+jJHu1xta8s/7yefqPsMVXvA0aEhN6rFPBQmG8bESJQA3RoNgXZ09oBBE8qG8G06O/PzQGLQ3y+TSNYQ3m9jw0EWmBOYlI6NOdAVSgPo7gVb4s4dsbbMWu+JuTlPzvAlwdcGto5Zq1cExw3gyeuZyZdkdlZrZji4X28q73gVRygFQmqGbGJlxWVfSAVrNd0jtKQOWZ9RJMPSoSGfb3gYHR2JaQIzkw5dSDPajyuOBfoCorKmwIoDMMGIFO8xEmu8LXp7fd6RiMKGMVPbXNYVDM25zn19/tyBAf+srDck46wffAbmPfv/5KQkHdyTrIvIc806s05YB8PvvEcYv4SA/VUgyfN6vXxe0DE0nuf8XAUYtR8ngBjywokJXeP9ffcX2dlxxtH5ucx883mxPJC71uve+OD+fd/HCgVffzDEZe0CNHz40OfHzIzfD7u7fq23tsQWBPSmccGbb4q5g68drDOKE/hsIUVibcIUm1gEQBz/JORXJyfyc8tm/bmYmOOHx74ImAgzhljp7MxjTfZo4q75ef95aUkG5s2mr8Mwb0KD9GJR3i7EAaGkk/MAYxVQlXuQjn2AwQ7qdx1HXrXRNeTtju54/vFcQEwURf+2mb0bx/G/FUXRX47j+K++4OO6ybF8K47jH74IEMasMzMhHNeRKoVmvMPD0hXz+rRmbA+m5uc90SNpmJ1tZTvgVYEvy8SE/358rCTk7EzdIGAinJyo9fOdO/69UHANPXRQqhV0qRgdVdJK+18SlyjyAGhszEGh83Pf5OnWgxleMikzVgLo0BiUrhSJhFrDNhruV4I7f3+/Mwri2M8P8hgCJZJcZCTIJIaHW9vFXlz46wwMqD042n/OKa2b268xVfKw8830dOt1vWqEc+q68+mqedQueQgZW5fNo1BTj2yCzwQriEQCQ1eCSCQaQ0OaaxiXDg35tZ+bk1ThwQMFVUiUkNsBogHsAMRtbXkwxlydmvIAl6oyr3d2pvenuwLHRJtNvE6SSSU39++rowVShEZDnZ8A7xIJVRXxU/roIz//09OSRJj5e1BVhI0B4MjnDCVxL3NwTUn0dnf9GJJJsU1IeFMpD5xgMp2eik0E2AcQe3ysZJvgPWwXy8B/CNkgnjOTk3oO6w5rAeDK0pKkaCMj/n74NpDsjowo8Qdoxmy8p0fSsvFxn9dLS2p9urgooAxZEWsOjK56XfI6utGcn6t7TWjqDMMGSSPMhZclP/syBut3CBwA+I+M+L0zNSUGWT7v9wFgPHKOQkGJoZkkrtwjzLcQrKGtL8wuQHnMUsO21oODSlRZK5CV7O+L8bS56VKg8XG//5GoUXHf2PB1i44xW1tmf+/v+bq2sKC25zB5Dg+dBYCHER254liGwQA7sFpgprD/j4+LLYY87/zcjyH0lusEygOAsC+EXeDoGtQO2F8Fkjyv18vzgI6NRisjdGLi+qya9uMcHPTrAHNreNj/trWlexmGr5lLISloTUyI1Xl66nsEZv4HB36Mi4uKFU5Pff+o1QT0cS+Uy/JCy2bVzYl4BJnQ/r5Yc6xVACiDg/LXGxnxOIWYBlN8GGVc19lZdXE6OdF+S4dJjMrv3pWJ/cmJ2fvvK3EOJeu0UjdrjQXv3JFP4cmJChA7O7qmyFbxPQS47ekRY/TePb9GsFnxrhkZEROSRgNcZ9ioyP3MrCtNesVG15C3O7rj+cfzMmJum9nqZz8PXfXAlzmiKPrDZvY3oij6l+I4/uCzv0Vx/OKWhOeRKt2501q1GR31BAB6P3plWC1hMDU97f9DBrC05F90JLm40PMJmDB0w+ODRPrgQMFJseibXTbrG//Dh5J1NBpqp0iXEirVfPZHjzy4xYAX6cDxsW+OVDtCMARpCEk3EpRQUsUx9/T4e2H2e3amaubZmS/00IGp0pr5xk4SNDamczcwII0xHZ6WlsSG4VpBAb/qmgOG4TWTTLrvx09+8vnm02UypU7ziPff3ZVx7MSE6PbtQXk4jwjy8BdiLkGpJngliaBzwtGRWBZx7Ofz6EhJB5KO4WEPWA8Pn55XmCiS4Ozv+/Gj7ccfAKncxIS/zw9+4EkOACDSJirsJPp0BwMEoAtUb68ARO6bsPo9MCC9Pma/VLJXVvQatDvnHnn3Xb9evG9oaDw66sdfLOqeaDaf7T30Igbzan/f37tc9gAcsIhWuImEn180/dyfMHwwQR4aktSCls0DAwK5mJOcZ7rg5HIyPkWaFFaS9/ZUnYW+j7+UmR833howbWDG7Oy0AgMXF/J5GRkRa2l3VybPe3u61mat4GYmo2SNOUESHEo5qMIjafvd3/XPNTrqn61SURv3r8pgfZ2aknSU/axU8v0AA+6hIe1DdFXCEHR11edbHDuwSith5A/4kCF3bDTUXhdzTnye8Nmo15WEZzLqiMZ8hLUFKLu0JN+Y01MH+pFLHB46MxKfJDOfxzBtpqeV9GIYTxUfAHhjw5//ve+ZvfOOH38ITnRim/C3RELrMV3mZmdbr0Un1slVAMjzeBR9Xq+Xm4zzc1+bYEHlcp1NhTudt7DDFPcwSfvMjKQvZv6Zp6f9dTGOL5d9DpRKKkBMT8tkHQ8yYiqkq1Hka8fFhQNzPT0O5tC9aGNDTFTWUBjAAOIA0BTDSiUH/5g/SKkODx1YaTb9b4DNITiOl83CgkBw/JrwcNvZEQuS+cB+jXSZtZjuTrwvr0cXR9bEZNKvz89+5ueVQhgywdAXZ3tb9zu+cbduqSgGa4f7rloV4IWEPZfzrzffDIuSfV8ZJn93dEd3dMfzLmixmaWiKHrXzKZe4PFce0RR9C+a2b9rZn8qjuMPoijqjeO4cR0QJoqiP2Nmf8bMbO4ZWdJlUqVmU2anBOFhEh0GPqWS2AbojZPJq83zmk2z3/otr9LAHBkYcABgft43WaiqxaICCYJPKnGwInDubzT8+Xhk0A3EzKvXt2456EGXlVLJv8x8A4U9cnEh/xbYOIAxsGzQP/MzgTCJFZ2WqDQPDHjryGbTXx9K+PGxJC2wU6BbY8wJPdysNVjFI4RKFxWXsM0qyTTnvf2ah1IizvPwMIDY8VNOMVfNr04ypcvmUjiPSiVV3mEFEaiOjl4daNfrZn//74vGjAzl1i2BPVS46FaCtKy/X3Me4KHZVKcQM1Wp8/mn59XFhaqBQ0MytF1Y8PnDfEJ6hleDmZJ25G5U5JtNmTcz30me6nV5B/G6qZR/ppMTDw4BkAiGacF7544C8/Nzn4uAQIA0yaSDf+WyJ6PIdjCMHh72czExoYSqVmuVLn2ecdncwv/pk0+0Tu3uKuFsNNRGt173816tSoYE+JnJqMUrDJVk0j8b97GZGGvDw2K2mMl4MZtVcsw82dnx801HMNZR2CfQ7ZEe0dp4ctLfZ2NDgAteL8WiAnqqtdWqWEj4K8Am5F5G0gmAxDFy/8EqYJDIJJMCOc38d/w+nmdwD4dsuy+q21b7COfW9PTcPwX6202g8Y/AGBfHhlLJ/4Y8CakGAPH+vn+usEpuJrYWTBYzeWpQXc/nlfT19UkKh5xuYsITccBHzILpEoMHFN3UkCJiMgwrYmXF59TEhMDpnR0HWD75xB8Lo2FtzfdS5LehWazZ5f5fnCsYgsyry+RDN2WdPI9c6PN6vTxrhHNrYsLXrXrdzxUFjnZT4U4sHSSL/O3szPcSM5+nv/qrYpCMjPj1oAU9zCc6/8DaYF8ibgJgzGYlwT058fWTwgWsSRiZMEMBH+h2yWvncpLAImkODXkpOk1MSNZ3ceFzDyCtWvXfR0fl8YIEGbbw1JTP4Z0d/6yAKeyLxC3Npv+8uipPloMDdZ4kbqMQRtEKY+HFRQeRYEri/4WM8fBQgHyhoPsGL0G6Oh0e+v8AX/AzHBry+AQfJdhy7knYXjrrju7oju54fcfzAjH/WzP7s2b2p83sf/biDud6I4qiyMz+nJlV4jj+tSiKpszsz0VRlDGz/5+Z/ZM4jjcve34cx79kZr9kZvb+++9fCdx0kirBrsBskKrBZcFSGDiY+Yb65IlvQrduuSN8e6JWKnngRytCglsz38imp31zevzY/w9FFXAGOQLgCAyVOFa7QwCdhw99Mw7bNqI1ZlPs75dRJoE3ZrdIUEiAEwlVr/v6PGChbTJaY9reXlz4Z5mdVdtTaOeY052e+rEdHnqQgQHdyYl//vl5f8zhYasp6uKin+eHD/39w64pQ0MeaB0c+N8HBhTAtgMbBM2AMOi6L6saXjW/2mVK151L7XOI4PB3f1cJcad5ZOafn84OtZrYI+HxJBIOLOAXQmKB8TPMFJJuqpewVA4P/XXa5xVtKbmuZuqsADMjk1HgzTGSUAO6kIwxjzFrhlWEaTRytDAIp3MGgTGGzrTL7ulRG81EQlKHH//Yn0MgWamoVTjHS7t4gDE6RezsCIh5kdXly+YW1HJkQGtrMkSECp5K+RyGJZZKyXS3XvfHwmaAzdTT4/NhZkYsud5eVTjpXtbTI6+fMAEBBB4dFYsojpVU9/aqCmomQ91EwtcFgK1yWa+fz/t9ThWZ9Q0fJdZX5oyZfg9ZbSHQweO47y5LTEMJYPj7847rdL/5okY4t957z+dW++c1U8c06OiplCd3SIEAAOnkh2k8ILyZPxag7uzM/w6YivH62JiuP2B5KiWmVOht9OSJJB09Pb5mIzUdHFQRoFwW6AdwigS2XpfE7exMcrhEwp9365ZkFI2GPGZobY3PB+frqmvIeegkH3pev5bPM162wXQ4t95+2+dW++dsNxXuxNIJfbDCIomZP/ett/xnPOCIFwBNZmZ8fiCFw4NvdlZzGM+eZFLSSApbvb0yk97elj8RJrOA3Y8e+TFMTWl9Wlz032n7nM1qLaXYRYEAdirtpE9P/fEwSlMpf73QzPngwNf3EERGmjc2JhYtwB/gNSAzXl5I1AGjKhWt33jqAKCNj4vZPD6uew6mXKMhaSAxBffU3JxfIwA1ulZRqKSJAkUeGM5fPETdHd3RHd3x8sbzAjEzcRz/T83Moij6OZNM6QsZcRzHURT9cTP7u1EU/T/MWTn/LzOrm9k/b2ZZM/tPX7RMyUx+FqE/SKXy9NYQBhmHh9Jw1+seNAJOVCoucfm5n2t9PlU1gk42RRzym02vBNGhBV+FTMY3+6MjdaTB62B93QOMn/3Mg4HBQU+a33pLpqw//rFvmicn/ncCa0xTzeRLA7skl/MNl+oRwRGU3BC8uX1bgcbpqT/2O99RJRSvF/TP8/PqUoK+OZeT/ANZBLIHkiwq5m+8ocDNzI+3WpUemte6yiiQIBWwBNnGdbsmXTauM5eYR2H1GDrvRx/J4+WyeWTm74EEC3bAe+/537a2/Pxlsx4Y0SEHfyFkF+PjrR0+jo4kSTg48ODt6OjpeYXJ896eB107O5LA3b3rczKZ9PdgXlerPtc2NtTtC3kZjJ7+fgGOdOwZGPDKdRyr2nj7tgOa9bqqkWj5CURpA7++7o97802XIH3ta2Y//KFYJTMzSubNPIiHFo9W3qy1wxnX+WUPpCPMVeYmIAnHAxMMY9yzM4EyAJIAAXwWusRQ7cR7BWYY7DTuEYBUM1U7mcMksHhjTE/7+cEvCMNfkmIo8SEzCRPWN98U8IbkAJ+Qel2MvEzGAVvYPdznV8lOSXC410K/jjB5xoT6eUcngDX8/mUPrs39+34fYfwOg4WuVT09zij76U/FLMDTZXRUstPeXq+kb276OQT0Z89A/nZxoXs9n2/1lAH8haEFwwGAHZkr+wtd9VZXxULBtBrZBJ4f+GEgPzLTOtlo+Bzu6fH16xvf8PfGB42uNIDpV13Dy4C+ZtPjAzyIMK+/c6fVK+4qoOZ5/F6ex+vleQd7PeAC92toKtzeBW54WEWGy9ZW/MaIuTIZf49qVSwqAI7ZWT+3ExN+DA8f+pybn5f8lFirUFD8QqfJUGoL0M8xUMiA8Yd/GYUpgJmeHn8f9ttMxv+Xz/v9trnZKheGQQybZGLCwZiJCe2XS0t+jJOTvn9RLMFH56OPBIxHkVirAE+1mrrD0br69FQMS7qh0TSAfZdOh319KlCUSuq0Rtc7mEPr635stJZHcgxzOZSVwhqmaUB3dEd3dMdXaTwvEPPHzOw3P/v5Xzaz33oxh3O98ZkM6fgzedJ/aWZ/N47j/91n//uzZvYHzOw/fdEgjJlc/vFGoCIcBgTNphz10TGTtECV7u9XRX9lxZNggt5q1asayJHYCKHb45eBVCObbZX59PR4Qlos+ob+a7/mGxyb2u/8jloJR5Fv5Ldvuy8HhqalkgeECwseVHz6qTo5IaUhmNjbU+WHasfdu2qjPDmplosTE9qk6ZDywx96oHl05IFFtepBM22roflCi6VyGnpbrK766yFjMFNgmc97hQpt9eSk/41uT3SpMLuaGr6wIDAKk7mXOZfCeRQGn6FpHkyQy+YRTAdMfRMJMVJIbvE4GRmR2SpJAJXtiwu/RoAWS0teEee10dO3z6uvf10gYBT5HNjb8/l0+7ZMCJEMTUz4PHjyRBXIsC0754rqIKwMAlikKFQR19bkHRRFCpobDXl8XFz4MaXTavuKcXAc65z19Pj/trYEcsKkODoSg6jZ1Nx4GdXlTgOzbbq23Lvnn6nRECD5+HHrPOrrkwkySe/hoVg1yDgGB/2807YbHyfYDiQak5OSLJrp/gV0yWblr2Mmz4NiUdXi9XW/9mYy9G405IlQLPraQvtiOoBtbWneUUUNPVyg0GPoPD39NAsAqQS/02ksPMd4Gpn5a8Ame97B+4bf+fuXPUJTWJhSALqlkvYDWC1TU2b/5J/4Y9Jpnx+0DT468nsV/wv8JEgU02lfB+p1rUnIRpEjYg7PfGg2/Tl4RNGWFyCHeQkwSVGC97t719egMFGcmVF3nfFx/9unn6qzVrHo/3v7bXWQqtXkY9F+/i4bnFdkwYCDeKVUq5JfAhACWFDY4fd2oOWL9Ht5ntHXJ/YJe3U7K4gucKenfo0PDnxNy+W0r7UziGDwcj+OjfnjkBvxerDwkNnev+/nlPfFDBzPGYA74i58iLg++bwA/rMzn0swXAYHtbfTGGB3V15WFAQmJ3VMdOhCmgdQAvOY+PHw0N8HcJLrDMuFmOvOHX8Mxuzr6z6nLy7U4r1W8+cAmnLOMJnGpJrGDlEkcJCCBpLNx4/9ubWagCHipdNTv4feeMPXheFhfxyMNM5jGCtzHc2QdXVtYbujO7rjqzOeF4gZj6LotrlXzNSzHvyiRxzHjSiKEp+BMX/IrMWk9/CzX/vjOH7h+Dl69KuqogcHStjxhMnnFdRTMTDz71R6CMSGhnxDBNTApJXNErBlcNCDQTobkQjm8zJL3dvTJl0qeaAM++HWLRkkDg6K9gqzZWjIN8HHj+XTQQeLuTn/HFS7+/pkEoeZK11SLi4kU3jnHa/KHBwoCICy3tMjuRLBOLIYAhyqUBsb/vypKbUnpUPHwYFAq8FBP6che4cg5uhI7R3bTT07DaROtZo/z00F6+cvay6F84jKfDiP1tc1j2hd3j6PzDxAWl/3wPL2bf/7z37m53101F8PJs70tJ8HJDckKBiu0jmpv19tzem+0NPjz5+c1PxDArKz49cNlgIsmMNDUb/xhMGEkPmFnAXgkaCa6jeVd3wkaB1L4oykCq378bEABkyhkfvB/Pq1X1PgCdsLY0MzdcshSLxzR6wM5sYXmUxzv0B553gODwWS0YllcNDvQe57gm7OC5JDzi2a/2bTK8aLizJ23Nryn5eXlagwp/J5VVfxEqnX1SUFI0l8ZmhljrElPjQwbDCCxESa9uZQ5WFJVaueRJfL/j/YQdDfEwmverezAD74oJVJsLsrqYHZ00yDcvnzswiu6n7zZY6+Pn22ev3pznwkgIWCf1GlLxTEYCmX/QuTY8xQSchIagHnQ+bb4aFaVJfLzj5JpzWvAVnOz30+lMsOjuBXBWPm9NQT+B/9yM9xo6HW0O+/788tlfy9AZSPj82++U15GgEY4XfV3+/fU6lWKWwnvx8Aq04sRxgTgAEwA8bGWn3XMEsG9GWN4/d2oOVl+7183oFMODzOdlPhkJXGmgtb8jK/HR6LjxNM4f5+vS+xAffZ/fvyU4FR8+iRHw/eM3Hsv4+M+Hqwv+/ML4oU/B9/LeY3jJrRUUmpNza8uAJ7cGFB7dpPT/11dna0v2Yyvs6Ojgpop7MSbFPuPfZw5hpAJgzgWk1dlGCVJRKSrLPuDA76fOP6cC/TFp5CSByr+xP7xuame6ttbfln4X4GcC2V/Pm3bnk88u67Xiw5PPT1F9nx5KRfr2zWXwf5thee4Cd1R3d0R3e8/uPGQMxn/iwPzezfMm8j91de9EF1eM8pMyuZWV8cx7XPQJfmZ98bweP+B2b23zOzf/1lgDAMgmS0tu2B1rN8BN57z2UkgDBvv63/0c4TI9pCwUGPX/1VebTUah6sLSzIlJSNn+CW6i+bN8FhCLpks/74Bw/8vcOOKBjKhaaXdLvZ3pYBHZ4jBEIAO2trHuTu7XmgPTLi/wtbMsJqgFpeLDorh2R2cFCBwNCQb9aPH8uL4623ZGxJori25p91dta/438T0sUBXzhHBHrITi6jfsMseJHjqrn0IuaRmaRXBLsEeqenfi2Pjpy5AptmYEBtKOkmQxeFoyO/ZpufOTARODGvDg48WCI47ulR+2DmIN0TAHxguZye+mtvbUnHz1yknfHhoV832nPHsb8+njDo3AcH/Vh7exUUmqk9cm+vgxH4uCwsyFPl4kKmsr29Om8k8QyALOYLScCXYbQaSvqg8o+NieER+vCkUvI0gOpNRR4D1LBFMGbjSNUwwUaiiM4f1hLtWElCens9AeHaAYzQOhb6/taWV22fPFHgjp/R3JyvZRioArjwXBhRAwN+vDs7PsfSaWdR4PkBuNvp+rSzimDJ8b+tLX9dZKJ46nweMOaLlIQ870A6BDsJCSgdXJaWZNQ9MeHX8PDQz9fJiZ9LgBvAWardgA/ML/yNwvbUGLT39wuIw99rclK/Y7TOe/EcPL8AeXt6/NoC/I2PS6LX1+fzhG5vACG1mvbadNo/38ZGq1woBNDCNRw2C+sfnw0AvlTSPhuyGgDB8XhChhyC7lyfcLxsv5cXNa46TvY9zkfo0dQ+2v+GXJcWybAZkeHAcFleFqhHC2eMds38Xi8WJbdOJMQ2AbRGooPsF7AOHyzYrBTjNjcldT0+FqOLvWRz0x9rJkAOkGdhQaARXZ+ePJEx8fy8Px8G4sSEPwdzfYApOtrFsbwH33hDhb7tbYGEMNMAnDC9Rn7FvOa4t7f9/mX/R5o4MSFgBRZTve7reirlreUBWSn23b0rxiEFA+/mRnTaHd3RHd3x+o8bL2if+bPcNbNfMbOqmb1jZssv+sAYURT9EXOw5xMzq0dR9FfiON7iWD57TK+ZjZnZHzSzf4NW1i9rPCt47uQjkM22tr3+zndaPQkYBGQYsBHQlUoyMUPvPj3tm+D5uRz++/uVPFLNHhjw14gi37RnZtS1hNoC5p74n6TTnsgABC0teVJ3eCifiO1tP77bt5WowHhgIz85UeAOhXZy0o8NPTAMCszrpqdV/Y4iB1x++lPRhM08oHjwwJNwdOa07qV9JJX68LOzqROAcG6ohpldT2NP8m2W7LvZ7GkdV82l9nk0MODvG7a7xhPmsnnEe+CHg6Ff6NtzdCRgBVnT9raAHObU5KQYU4mEvx4+PVQLAcQISldWVIWu130eQU1fWFCFDwozZtOVih9XT4/m1+6uPxb2B9Rp5tfpqc+Hel0gTTrtxwVbCmo0JtZUnsO5OzMjplcyqXM5OSlT2fAch9XtyzqpvezRyZeG92cNonU81X2qo0jPzCRHw3QXORjACO3muVcqFQE3Zv5eZ2diHdCBCpCsUND8yOXU7hvDSswyMYxEPsUcGhzUF/4ZVGlJ3pDMpNOSUO7t+etSBabKHAKvoSwBPxoGnjm0dYZ1cx3Zx5dhvvoiRrimDA1JUtRs+mdnfcdfgkQN/xXM10slP28koPg9kOgdHIgVACOQ92UdoSU57LxEwtcWPDRu3/b5gbwQ+SH3+MKCJ614eMzP+5ygkxwJejLp+x6MTjw9eJ9wbiEdPT9XW2Czp1ssYw7O38plAce06TUTCJRI+PGGXbT6+rT2wGYw6wy0vA7gntnVx8lexTrDue3E7mlnANHmGPAdw1065yGJAnRFPolx+dycWk3v7jogQOODDz7wgsfv+T2+Dy8va09CagkzeHtbsVAcq7ECPiwhuxRpKK2skYPW614kgVUKBLG0pCJGpeLnirgHVuHIiLqCIWeCTRV2o4P5yF7KfUqRDPYi7buRDmWzKmr19vrjEwk/BsDLVEqMnHJZbF5Yb4BleHmZ+XHn84qRAeQo0HRHd3RHd3yVxvMiy3/PzJJm9lK3+yiK/nkz+z+a2b9pZqdm9sfN7F8ws78ZRVFPHMdQFKfiOF6JouhPvkwmzHVHGBgRTD15oqpKCE60m0IuLvqmur7uXxirZbNKlpBVwEbp7xdTo1ZTUp3NeqL+k5/46wwPq/VmuezBq5lvcjs7oj9//euSoqyu+rHTxhrJwvCwb7gYBsNooPqTTEracnjoxwTAgp4Ynw0AEWQNdHZpNv33t97y9/7wQ0lMzs480HF5kGjlZgqgtrbkg0KQNDsrc0Y69GDYy3W7jsa+VMJQue+lVWfa5xHUYNgLoW9Ap3mEoTBV14MDJdZ9fZKMkSSb+Tzo6/NkhMGcOj/XeU4m/W8HBx64wgwpl9XFCrBuZ8df49YtNxBEere763P80SN/HNecILpY9PfHFBB5HFI0qpOHhw4kco/MzQlcSKV8rlWrmh/vvOP0abqrIKGhZS73QhTJwJhEkWqrpGmaH2EnreuaZLaP9qT9JnOlU7IfGqUiMZyaEqAWVn85x4WCB94kzIOD/jfO+fGx3+OAHySKjYZAMKQmyN5mZvx9MCHNZl1uwnHUapIYhRVY1hY8hO7e9TXt448F3KVSosufn6ujDkkHJt8XF5JOfvih/BM4b3iRRJFXowEiuZ4wE2hdm8mIGXEVwPI85qlf9uBamolB9v3v+88AGjAQ6Vy0uurnPZ/3c4WxJ0DD6KgnWay9AHvsG/xMpxbWkETCfx8fF6tleFggNVKpTMYTY4zqJyZaO4C9956AGBhVyCFPTnxd+N73fF/EHB2gEcnQ3Jz28VD2BtvAzI/h5ERyFsBfzicOF8iMJycF6iLZbJ8fsEuJJ2Znr5bRfhVG6MnUbArcbh/ta1/YSclMQBuym5DJxjwfHvY5zp4Ie2Njw+MIGH8AkXQXajbFSD499TUDdgjAPgwVOu6dn/tje3p8T8xmfT37+GN/f/yOikV//sKCn4PQI29w0O89Mz8WGLC5nN8HlYrfp+vrHj/BZgR8OTz0OYyhPn5rcezP29sT2DcyolbXQ0MCYi4u/HNyf+Ry/j7Ef1ybyUn/LGdnfm8gux8YEFhGjGImxiwAG8bEGxuAkV04pju6ozu+OuO5ksg4jn/5RR/IJeN9M/urcRz/uplZFEV/wMx+r5n9zTiOLz6TSc2a2X8YRdGfMveH+dIHCRCJslmrrpuEDZ8Ds9YKeghm4KGRTHogCm1zcFDBJ4EuifYbb/jGiEHqd77jCUep5MFDIuFBZaHgCQnJD9pmgBKYCXHsgd/KijqWEAiPjsoEjg4X9boqx7AXwgoebUe//W1/PIa1VL3QXjcaCrCguPb3K0lGr1+peEBBlYXqd7Uq01VeBwNjWEph4IsJJdeEdpqdEmLO2csc7fMIXxK6SwCcNZud5xHPffJEXafoeDMyou4HsBhgKsBWIGlkTpmJGTA/73+7fVsV6FCqs7UlKjfGuXGsc93To8CTv2OASBLPQIJCdRpjXIxXSWyyWXk8zM/LEPL+ff873SowOUaGgzRidFSyCEK91VV/v6kpSeLCRCns7kFlP/TqueloT9qvS8O+qrr85Il/Jq45yQOd1vhsyaTYK4CtsE8wx65WVV2mkw3eUSTXPHd2Vsy24WFJSMbH/Vj39/01SbCp+BLMU8lFDoJJt5kH9JWKunQNDfk1x0i5r08gIBVygCUkMFwzznfIKkKOxiApWFyUL9PZmZK+qwCW6wC7r9oIwYIHDyT37OuTLxKeTXfueEclZD8XFw6uIlUbHfXnv/GGZGzsMxgsn5z4+afdbj7vhqJ7ewLJymV1V0NWh7knVfuDA7UmxoT04kKSSVgGx8d6DnsJAGsy6b4yfX2SXeEJw+Oo0vf0+P1v5u+FnDGKlNzCKsDTi70tnfbPk89r/Q4LAuFg/QKw+ap3j8HMFmkRcdF1Okdtb7eabvf1+dwhDoAp/I1v+OMeP/ZrODzsa2SzqS5gyKzZJwAe6D4XFj8A85AnVSqKjfAz45rDQpmd1XoLs+zszOdKIqGCCIBFteqvia8KHls0PkDSy37MccHwY08eHm5dT2kBn81KkplI+HzEp47OU5zntTUVA/EBo0U2QBZdDx8/9vcDoOrv98+G3G5nR/tNT48k7Bw/TST29sy6HjFfzlhYEMO8fczPf6GH0h3d8ZUazwXERFH0fzc36s2Y2XAcx7//RR5UFEV3Pju2XzazQA1t/8jMvhX83h8wYV4JECYMEKDAksy3e31cVkGnqmzmG1qjIV8Hgl2AmP19Oe5ToaZyC30fTfn8vG/oBApRpCCYdtrQvmlN2tsrI7ZcTh1P2HTX11vd/Q8PfSMOu2ykUmpZTOtg6MDIRQhc8LcxU8AKKDU/7wF+IuHnYGLCnwuAw3MIWki2zBRUNBp+3opFP5+hDp3rRqWV1s2dAmPYH60Chhc3Os2jdt084yomRqe5dHbmlV0zUewTCQ+s6CqSybSyHphTFxd+TgBaZmf9utZqkrth9ke7YgAMuthQecTYslTyxywsyEsGxs7Zmc9F/Ch4fwJq7o1MRq2OoV5nMv4zxoPptCfSe3sONK6s6DUmJ8UsAkwwU7UeyRQMJAbdPc7PxQqbmPD/wRq4iSzl6SS9J7rh1HlqVKsCw9bXxWwDlOjpcaZSb69XczFSPTlRy2ESUKrTBP2c+8NDmXPDOJub83lx757PkQ8+8HNEYk63NbxDAGCjyK8lQTkyk4sLT4zNJEna3ZU0ZHlZCS0SSoycWeuYTxhGc83pYAIjo1NHFtgIrAnb28+6dj5edfPUTgOG3OqqWCmYV9+6JQ+uzU2zX/91fxzSgkrFrw8ynrBt+Nqanz9kTshomQNImvr6tHfWarq3jo7Urp77CACNZLNQkNEvRYftba+oswb19fk1x2g1BFiQFxaLT4OJzAtkM3198ssxE2uBY4OZQxe4RkNryNtvC1wA+LtsfWCNaWd9vK6yt2cN9i18pZgPjGexzLQ/q8izvy/W7fS0z9O1NX8c7bEx952a8rnN3gTgQsctOhllMj7faDwAmHh+rm5F5XJrV6FMRrLG/X0V2sz8O/5BFDWWlhTLLS2J3XNxITNsQB7WM0Byig0w1VhHMePmvL35pozdzeQhs70t/61vflP7IDLTUslfc3zcgZKREQej1tf99QCLNjf9ffFzA9CiAAiQXyzKaLvZ9OfRKY31oAvEfDljebnbr6o7uuNljOdlxPx3+DmKor/wwo7GX+8XzeyvmdmBma2Y2f8q+PeFmS1+9rg/bWZvRlH0vzCzoxd5DJ9nhAGCmdgLdMUwkwkg/gVUIHheIuEbUZgIm/kGj4Hq7/6uBwzZrG9eAwO+AcI8oZK4tuavBRADkwA6aj4vXw/aEBJQ0x4RTTpADWwJdMdvveVdeDY2PDCYmfH3SqVE7ab9IVVp/HGQPaClRm9dr6tt8eamvzbmjMmkWuNiSkrSS7WWChjJOEAT1UrAntAbJjz/gDmXsQxg+rys0WkeARBxjBgQwmxpZ2KEbA0AC4ARM/mBNBoOSpycuPSDFtL4d3SaU2jZf/7nW9sV12p+jMVi6/kZGFDASPKwsaFOPwSLVLxJzIeH/XnLywJ3mF+jozIbPj7258/MiGKN/wPmrPv7SuTMfN4R3GP6SUV/acl/B1ioVpUshYk0gS/3OGa2YcJ2E1lKe9JudvHcswyGF10saN+OEWLo1zI9LcCBRI+28VNTHmjXas58CD//xYUH4Jub8o45P5c/iJm6H83MqFUpJtAHB/5cWC/clwTeBOnMm9u3HYyl2w2eNYBNMA5Z22DnwLCiiw3XnnXDTL5HxaKuUdiRhWSd/10XYHldzFPDgc8EPkEXF2JzcC0ePJB31eCg1gFkoPj7sHfQntpMQA6GzHt7YiUgH+G1qYrDfsO4G6AWT6KDA0kusll1x/vgA5mE4xkDE6xa9b+RUAO8mulYwyQ5ZBvmcn5vhV4wGFvDkhkc9Meur/vaFoIkAIBh96PL1odOHlBmr6fszazVL68TeJRMSprGYD0xexr0BNCv19Uemljn6MjXt4sLsWUfP/bnwbQ7OhJgn8upUyNMFq4nawbFLFiZPT0+vygisG8gKYOtxbHMz/v7/uhHYtTs7KjjH5Lb5WVnhpnJ229mxo9xelrAEWxkWqLX634PDQ7645D+0WVpdNQZQfgVmfl32M54ZVEAHBryz9Tfr5bToVdS+H5TU/718cf+XKT0ZpJ7hqDayYnvv8ivaEZxeKjOicSb3sWu0bzxhOuO7uiO7nhFx/MyYv4bn/3YZ60Mlc81oij6vpn9+2b2r8Zx/KMoiv4jM/t3zD1izMzKZvYoiqI/bmZ/wcz+ZBzHr9SiHAYIYeKcSvnmRAVsd/dp0QHBFXTcnR3//d49ry4fHUmqBHNjasqDTqQVBGZ9fWIkcFzVqj+eJPjkRN0jQjd/ukakUv7YRkOdAKimE7gSsOCZAOBBRYVOFEgVqApWq/r8AFGYAicSkrKYyfEfacTenh/f4aGDQCMjCj7X1/3/gDS4/nMOYPyQnNMeG/lPM5hNV1WuVQUNQ8UXNzrNo3bTXY4B49qQiWHW2np1c9M/Ky1e6cywuSlfmPl5VQbz+daOQOGcIjGlHSfn+uxMHRnohIXcjWo3VUQzSfPwCIJRhWkl1XFYEu3zC6YU83F4WH4VSNlWVhTUUc2bnvZAE6q2map6AHl0XqG6iHcA0gHOS7uMrd3f4aaylPakXXfwzQf0fq4VVH/AtELBrzmeByTd29tKiqem/HG3b/u9xTlOpaT5DyUb/f1+jqj4Hh7686am/JqRGJ2d+Xsxn2CbAAwNDcmMvNHw98dE2ExsCiRmUaSuSbu76sCFnJE58fWve6XaTEnX9raSYbPWNeCq63ddgOV1MU9tH6OjzlKjqo+cAYYLVfdmU/fu/LzWURgqABSjo14RJ1EG8Do48PlCq/pazf+Owa+ZQDVanxcK2vfYf87P5U2Dye/6uvwr2L8waIcNVqloj4LfGDJWWVdDaQy/czxm+sx4U/H5MIhHxgEo3j6QdHYCKLJZZ9Ug0+SYMCxnvA6yN3xZrjI3z+Uk6YJ9EXq/hOzQ1VXNL6Q+SF0oPDSbMpGmrfjRkV+j/n51x6LDFnLp8XEx38bHfR17+NDPOx55Q0N+rHgHYcILC7dUEsA9O6suTmtr/re335bxby6ntXJpSaxEM+27hYK6/SGFOj72uXdwoIIaDBcYQfW65D3EQUdH/lmHhvyL9Xd0VB5OgDwU07in8XmhJTggC2BgeG8MD4uhlkyKvQoDDaYRrcVnZx0sA2jFR8zjlpfny9cd3dEd3fFFj+dd0Irm0qQzM/tLL+5wzMzs34vj+Eef/fxXzOxvRFE0EMfxqZntmNkfMrM3zOxfi+P4kxf83p97hFXSTomZmW9iYQW9PZDf3/dg91vf0uugG8ZXAVbI6alXqanm4v9RKPjjaQFNRSI0tISeSsvZiQmBHWy6ZupqgrmtmX9fXPTnLy974JNK+Wuk05I1jY15UDEzo/bHyaRosnSCgGkzNOTgytKSaLQYrUKzjSK1MjZTUJvL+aZOopBO+3FR+aTCdvu2EsSTE0mmYDxcp3KtCuX5cyfKV41nzaNnMTHMlHgXi2ph/fbbHlg+fuwBWbksqr+ZQLK1NWc5ZTIOkBEAUvUeGfHre3zs5+/01L/v7flXOu3XkeM/P/fgEyPN1VUFmIuLPq8PDvyxmYz/DBhUrarSXCiI2QOLIpv1+QVjB7kDxqt0NCEZouo2NaVAv9Hwc7S769KLkxMHAg4PFWRmsxg0y5cHOUuz6Y9vnzM3laW8yKQdej+gBQlHoyHmACbHg4OSfsAu6O/3RAPKOaAa6xNGv+WyWqjOzLjMCdYLXjRHR34O335byRG+He+/78nN3l4r4wQZUzbr4AkmwZOT/tieHv+MMOIAjum0lUyqSj09LQDp8LC1Df1V1yj8X7PpxxCa876OAMtNxuKiAwC7u36vTU0JPIOdMjzs1/HWLX98JuNsmSjSen90JPlBf79fw69/XSANIBxrNNd0Z8fny9SU7lG6ofX2+mvkct6Knk40yPBCn5/FxVbgf3tbDC7WctYpwKWtrVbpZieQIwTjwmJLp/P48KFazJOIhoxDijZmAoN538PDVnkS/iTr6wKjAdGvI1f6MiVNFFiuktQmEn7PYthu1npfct4fPVI8c3zs+wosK+5XwDxYrEhm2Pdg+gLmwmRBojoz4+f2W9/ye+H8vBWsDUEYjj00+t7aUqxDy+dqVWtsPu9fSCn5LDBiuD/o6AR4mEppb+aexFx9YMDXZdg7dIID7BgaUiyJl9L+vq/32awAxPl5vwcBwWZn/f3LZT++hQXJAttNqQEPYT9iOtxsyieQTpwDA/7aSLOQFNI2nsYV7hHTbV/dHd3RHV+d8bwL2oGZ/SlzqdCpmf2/X9Dx/LaZfWBmFkVRwsz6zWzezIY+e58xM/vIzP77ryIIY3a9KmnoTRBqw3newUGrzhzD1FrNN3Ao38fHbrZbLHoAuLLiNOyxMf9CXoCOHdNNNM1mvnnu7HjwPDDg/1tZUTVzdNT/X62qpSyfE5kQ7JRaTRRdEviDA3+9jQ0Pmml9jbEqj+M8AdYgI5qeVnJNUGGmQPWnPxXNNZuVrInzTEU9lfJAYG5OgTpsn2bTA479fQcPwutwWYBKkPGyqjPPmkeXATVhgN0+jxgAaiSztEwlMHv4UBXnpSUHZBYX5bcRzimS5I8/9mMCPITRtL/vj0OK0Gz6eatU/Fpgpnt0JKYO7K7JSVGbARR4/07za3paIRqt0JNJP46dHf+8aPjrdQEUlYqDmWYyrsWMtlh8urKKRApmT70u35n28xwaKV9mxPmyBvOf1tWAMICfu7vqQtbTIwAWDyoo6ePjOs+9vQ5iZLP+++/5PZ7UAg7fveuvv7mpqjHXlRaoAFh4ByUS/rx0WkDZxITPQQyce3rUnQTGDKbPgAJQ63t75TFDYl4sqkUtdHyYOCQ+eKGQHCNxIZmAHXFVJf+rNpJJv960n9/d9XX34kIFgkbDz8Hiop8b2AhnZ36+SyUBxdPT6ohGx71czhOtatUfl0z679PTfr+mUn59YMmRjOZymlcw6WBZYSgNQDEy4sc8Pe0g3Sef+LrDenF05O/9ne9I/gsjAHkxctp28OI6YFwy6XsuMhAzFU9CeVEo2QhlS9wXIXARgu/MZRivlwEc7A9bW3q/L1rSBOjfLv0K5UWwqi5bOznvdDpDAl2pyES+UpF3FV0Waa8+MaFOavm8dwQz0/t985uKEwYHtdesrbUyUGDYAAKatTYNANyG5Ym/2fy87x97ew62ELcgncajq7/f/0bBpL/f91uaIuzvy6AXHz0KBkiBWdenpvw98XN7/Nhfb2zMj6lW8/vu/Nw/88yMf//ud/1cf/CBHy+ePbdv+/0UxiJIms38fQEPazV1W2OvPz1Vu+1m049netrXkdCja3tbnac8/nx+lmh3dEd3dMerNp43ifzFOI7/hJlZFEX/sb0gIOYzmdFnS65F5lKk/TiOd6Mo+tfM7K6Z/dE4jssv4v3C8aIqRFcFZu3Gj/396rwBi4DgH7NbKjiDg57MXlz4xk2CDQDy6aceJKB3p8vCzIxvYgQ36HjD44GGjREcVSI2+UJBVRDaF9brvsGS8PzCL8jcDnovx4f8Cco2HjGFggcVAAgPH4r9wOtPTvrjCdbwzaGKeXKiqistwglYq1V/PoH6xoZfVyiyVOYwszW7vuYeDfp1xrP08J3GZfOok3ko/gQbG6qcMo+q1dYWsbTdnpiQETJ+GnSw2dxUtbJa9denjTNziipXOu0gDPTk8Bjx/tnc9MolWvWw8wRsGrroYKI6PKwKYqOh+cV57DS/kMGlUuokMTZm9lu/pfbrk5P+uNlZtcukm8r2tl8fOgHV62qlGyZIzE0zPz+hr1E4X6CJk0yF0oYXWZHuNCfCDjRh1RPz3dNTrSu0J0eTH0V+nmCdPX6stchMVP2zM/9bJuNfJCz4MDx6JMDj8FA+Lv39YjpRIZ2bcxAvlXq6dSrHlUo5Fb/R8Dm4tiYwDC+R999X9yrmEUk+4Ttt4NuvJWN93c/TnTutyQSSF3xPeP7r4svxeUYu5/fLo0diWmHi/J3v+Nwtl83+yT/xcz4z40WCZtPPF7KCWk2sy6Ehv28wswU0z2Z9jzs+liQF6QhJKe3FP/nE5+bUlEB8ZIaYM1MsyOV0Hw8NiWXQaLQaf8NoqNcdbGRdghVq9nzXvZPMLVznn/aH0giZmnwHoAaMYd2/Sk7HmsPfAJm+SEkTADl7OtcEOY+Z7s9Oa2c48Cbq7/fPAOsSbzj2e9giZ2cOQtHdrlDwfWl83F8/bAkerqs/+YmvQ/hV0QWILoy0Va/V5KsXNlGIIsluws/Bc+iIhdSOeG9/3+cg99HsbCsgt7PjxzQ/7+eTjnR0HIoiASMDA/7Z8fY7PFRhq1yWnxZg1bvv4sniI/TFgw2HRD5kNwGYARay/q+uigmNbw7m+YWCGNHVqvZ3WFGjo2Y//CH331cV9u6O7uiOfxbH8wIxqSiK5j77efBFHUw44jhumNlRFEWrURT9dTP7w2b2b7wMEMbs5ZnehQlXuSxaK8kzFbKwvfXwsG+++KlAuZ2dlQZ/fl5+Kp9+6t/39nyDXFvzQLWvz6tDpZJvwLAKHj3y97h1S9UdM980o8ifG1Jb6W50caEq/+KiEms6aYyOqvpM5xw2e5JjjBZJ2p88kS7eTNKX/n4FDuihb90SkyWTaQ2KOYdDQwreOM+PHrW2u97ZkamsmVhJIa2WcVmAet321ejhea3nmVdXzSGovOE5YB6FLS+Rz6DJnpiQ+V8y6Qlu2KUC5sHOjgeAm5seWDKnzDSv6nX/+8cfe5A9NeXPRTrGcREgIy9ABlWtSurE3996S8Fts+nXfnJSJqCd5heJHZVAaOu0kU2nVT2cmmo9JxiT8tpzc34f4UVzceFAITI+jgUQpt1wu/3n9t9f5HrDaxH0wuyoVlvp/c2mrxXHx/ItgB11caF7mBbeMCCoxMJwSKc9QCdoHh5W4I/cjPb2FxfyIMJ89+JCwE4YdGOoe+tWa+IVGkqG8hW8I6g4Dw2JZcD1TqXM3nvP7Ac/aO0+1+k67e1JnsJ7Um1njtP2OJdTIvk6+HJ83sH1GBnxuUPS3N/vcyKR0DVHsojny+ioXyvaVfOcR4/EZCJRJTEN53Ec6/6kferIiO9BeLpcXCiJRNKKiffbbztzy0zAA6bg6+uSVSIt5H5ivUKuAmDNuOl1v0oC186ewxNna0seWBRtAFuRz3As7OOXvU/oQcNz21kpX9RAEh2C0aEHzHX24WZT1wWwnPsS6dfBgQB3mJShFNPM35f1N9xrKWrQQfHgwOfM48f+3P5+AfzJpDzZhof1noWCjMGRB8exry9hxzcGnR1hao6Py/uIzkSPH/vr0yKde4tOYuPjvj/dueNrGvvj4qLYj7CR8U7r7/dzyRodttCmSIAn3dGRr+m0dqcFu5niETP/jgExLbr5bKwDzaZAcmLi8FozR/AUdH+n6PkmXXd0R3d0xys4nheI+V+a2Z//7Oe/+mIOpXVEURSZmwH/3s++/8E4jh+8jPcyu34CftMRJlzQgZFbrK46Pbs9mT46UjX69FSdX6pV32TfeMNf4+BA+tlKxQMMPFnOzvy1+SwnJ55gAcaMjWlzLZc9WMjnfTOHqo8cYGhI9PNGQwkcz8FEcGdHdNK9PQ8WMP49O1Ob6oUFf8xv/Ia/N8aedJLC1JXEJ5MRo2NhQecPCi1BJOCOmQJb5A9UwNDWw5zo6fHELzTBvSxYfp7R3lnpeebVZXMIUIW50z6P+JxQmKNISSqUa7yBRkb8MejEnzzxcz88rDbh4ZziswDeAIrMzfnrAhiZybsgmfS/IS9aXfWfZ2b8unA9e3r8vUnId3ZEO8dwsdP8wguk2fQq5aefar7m8wITSOxu3/bjJhClYolevlDwuYcnjZm6XsCWYFDVvcxfpP1/L3K9CQGd9u/IigAS0mkZbIfX5OxMRsW3bikpJgFBFnh6qmA8nfbzyppDdRU23/y8KtQ9PZIj9vQ40AzAUSh4cgGodu+e7k8AofV1v/YkxyRZdOgaH1cXHmQkod/M22/rvJDsco64LjCEGDDHeN7QkFgbsG3ar+tXdZDEkzghL4EpMzrqidn+vv+fjlwk+8PD6oyGZwWs0CjSXgMzjrWsVBL4B0g8NOTXfX1d1XeuC0kmYFkuJ9CWBJ3E94/8EcnOBgc9UW2XCwGC7O+LCYac7qbXnXMF2yOUwLWz5w4PlfjW6/6Z7tx5mgsQeswBZFwmaz040POQvoTS6C96tLM+YY6aPX1u23+HQUsXNhh85+diuAIqcN+GbEe6/2SzrXtmuNcS0+DXsrHh6xLzna5dp6fy16OwwX5WLvux0Y7ZzO+NKBLQzXrc16dOTdmsvz5tnwEoALUpAmxv++P39iTfe+stdekMWUeJhIpg5bLvY2dnvk4TTx0f+3sMDPi55Vxi3stcRZ6cSPi6gFdNve4SJjM1azCTnJ7zAPuIxhQU3ioVMXjCOZLNerHIizvNixtPtu7oju7ojld0PC8QsxLH8V+MouiOmZVe5AEx4jiOzaweRdFfNbMfvEwQxuxmppo3kRWEr0m1v9l0UGR3V8BHOi3fFjOZn/EzbaXpdlOtin7/ta/JCf/kxDe/0VF1B2GzXF3144ljf+9i0dkmGPASBB8eerD63nv+P0xUMVyEAv74seRMSI92dsTGiSLf2C8uPEBYWFCi/OSJBwME22jyMecdH/fPMz/vz6ECVCz6uahWVRXnuIpFVbGOj9WGOYoULBGQj41Jyx2O63ZCGR42+/GPzcxSA5fPFCUsjPYq6HXmUac5xPPDBLV9HpFkR5GCwIMDB/IwxQXYqVblh4JHCGDc+bm/RzinzDSvymUPCMN5BQsDlsniogMj29seiL79tgMwBLY/+5mMCvGpoU0uUjkkKpfNLxKvTz8VC2Ztzf6p9h7wcXHRj4/q5fKyWmeS9A0O+nsAOAwMtLb55DqFbenxNcDMFWlYp7nEegPjgr89j0Spk2yBv4dzaGvL1wmo75WKOoOcnirRQNbUaPhnBXypVDypQF4YtrbncyB/ymYlG8JrI5sVCIOB5sCAAC38q87OtM7hRxBF/rrlsr/XyYkH8mHCg6km569TZbVe19yERYC8r1RSQoTfQy7n54z1aWKiFfBsv65fpgnqyxwk8SMjag+OXxjzfnNTTCwYAzMz7uOFwS7rO2v44KD7A2EijjG7mdiTYaV8cFDmqHSDoTDA+lev+1zmPQcGtJ5gappK+bUJTZsZJH/4Qd2/r25FMC8mJ32O0A79WWa4rAWAMIAEMDHagdh2difHFY7LWlpfJmttl5Hk8560vyrzs9M9CvOzfR/G08TMjx8jb1pN4y00MeGfkWLR3p6/FoyMWs0ldCcn6iDHvX3/vtgkGNv39qrAAWOOwgJm4LRcphtYb6/WzWLR1+GdHb8O29vypYL9ubAgM/WeHgem63Vfjx8/llwTk3liSlg8sKjoehfOw9u3/R5gT4cxyXnGr42CDT5E4fVhT4eBCKgCyBiCWrAd6bCIzD0sCIVyXd6HUa/7tVta8t9dOvZyOlV2R3d0R3d8GeN5gZi/FkXR/96cDdM0N+59WeOXPwNlXuq4bgJudjNZQQjw4IsA06W31zdkpEaFgm/c6L+pWg0O+kbOZhm+Nh4PpZLYHdBzq1V9DtoDo5vu7/djyGTM/sAf8Of/43/sYA1jeFita6PIO2Fgogul++23/bGlkiinBK1LS/77zIxv2gMD/t4PH3rVBI+HKPIgZHTUA+OtLf97WNHmM1GhwVF/YEBV17DCR3JgpoqYmdo21uv+/iR6YeXnOhIRVc8bzasehx6+07y67jzqNIfM/Pz39XmwhKwinEdmak2JmSEdhQguw/l0duYgxfq65AHZrNmbb8pDBhp2OK9InJB+HR6KNWLmwebv/I5/vu1tSQbu3fNjposVbUHPz30eYiSczV5vfsGsWlvz4K3R8NfP59UVY2ZGkoZmU3Ir2DYEv8hqMAjGFPLkRGBl2K60XaZSr0t202mw3rwI00xeC1AIYCFc07ivATWSST8PVE25BwmM6Z6Uy3kAjVfU8LC/Jh1wnjzxRIbkiUozvk5x7GvS0ZE8f+bm/HcAKzpjcD3N/HEw8WDFZbPyGID9QHIJSwbpidnT5qrtwBh+EJyjsTH5L2D0enDg56kdULsseX1ZEtcve3Cem01VumltfnTk9zfrKabQdK9LJiV7YK+KY79OgGeDg36e6HqzteXXkk5JtMnF+PPePX98Oi22X1+f/9zb62vKrVvaXwEg1tclg9rb68wyaR90iMHHg0IB+0ina9w+D548ke+M2dPeLO2FoNBv6zKg9iYxS/genWQkX9Z4XuAyBJ4pDAGe0RUJ2VYyKYn2xITO59KSP75UkqyN9dxM3nJ0Z4KNSctojhe2JubBjx/7vpJOK24JwYaVFUmwe3slfxsYEFMsnfZ7C/nmxIQ/1rsG+T4KADk0JOYOoEooVQvH6KiATda03V0BS7QND2XfPJ7rNDzs9xAMNfaurS3/XIA0FIAA1WArhqN93sO44X0x3Z6e9tfe2DAT97I7uqM7uuP1H88LxGTN7I+a2V+3lwvC2BcBwphdXkXqNG4iKwiDpYkJ/yLRxbPATGZzoXfD1JQkBCQR4djcVBKJ/APKdJjYkXDi29Fs+sa2sNBqlPuzn/lm2tenyvbXvibPF6Q9sExIVKGwjo7KTDHU6S8tqbVhtaoqEx0EGg1/fZgaJLZQVPf2PElCCpBI+P+o/HSSZCST0sOTjNNedHvb7Hd/17+Pjuoc3iQoPT2FIfHs6sxl8+q686jTHMJPgO8Ej+E8qtc9cEwmPeE5OdE8yeU8IAwH7VrX12WUSUtJ/Ak4znBeYZaJP9DYmBIc5tb9+z5fm81W/wgq0vm8H9P2tj8G+jWeN9edX/W6B7aFguYHenkz/3ut5seYyykZwuvFTIF5sdhqVE31G6kCXjyXXbur1gXWmxchUbpq7eL1jo/9WDFLxVOHyjDdP+hoVa2KgTczow5csOU2NuQbxTVZW1PQ3Wi0yrpoFYvnAhKlnh4ZgO/viwVI8gHI2NenjiCnp5LNAcDgQRUmraHfQJgM8zssj1B6hPcJr/csQO2y833Z76/rYJ3Fy4f7tVbTHsC5wnsC3xZYT6envk4AuAP0lkoOnHBvnp35PMKUHaktxt74Gr35ps/P2Vl/LYyEFxdllNrfL5Adc/LNTT8ufIBGRzuDAUiFRke13pj5sWxu+lqFT1E7gHAZw4Xz2C7BaQdVAP+uAmpvErN0eo8vQ47UPp4XuCTGQZJN16Jq1ecDez6AAq/P383E7oJRc3qqVumwvUZG/DoDBJv5frOw4OcvnXZG19GRv36t5nsNDELMp2HSISVGygkwhg8ZA98uQPJCwfebatXX3vV1+Z01m37OKEIdHqprZnh+kQbipQbg0m5GbybPQQoWpZLO5cSETLL52w9/6PdqX5/izEIBTxc/rnxejDRkgu1zsn3N3trya9DXF8qiT86ePUO6ozu6oztej3EjICaKor44js/N7B+a2a04jn8aRdFLlQx9mYMNKNR0U1G4roypU7BEkIcpatiiE6rn9LSCC4ImNNEc286Ob3h4Xjx86N/fesurNjBF0LnjE9PTo4qemW+E9+8rOX782JOr733PN9tyWe2sCWZSKbX+pAp6fOyb5e6uJAMjI9JOr68rWR4d1efP5URhBaAJqydh8BRKQdCEYxCKYSrnC08DgvetLVWopqdVZV1elpzmuhU6mEg3Ge3ziSSU179sHl0WcMMQguLbPo/MlFxiFBh+nvAzkNz88IcKPPf2POFAZsKcMmudV4AhSOLw6DDT3AKA2d9XsNrTY/aNb+h1YIrhdwAT4qbzK5ttbXs+NuaJDdIGMx0jX8iEaEna0yPG1empvy/PpUvXyYkfCwErLI5nXc/2a3jdteSqcdlalUj43zA+npnxhJWuHG++6e+/vu6Mt0pFgfrOjnw4RkbkNwOIQ1c1QBzYQnt7YlDxWsfH/tylJXUySybVwQr/qIsLScgYuZwAmlAWRNIOywaAluAes0nOT7nsSVMn6ZJZazU8HGFb3WdV7V/U9XyVBsnR/fsyPp+c9L9tbvpj8FeikAAramDAzyn3E9IvzNPHx33fWlmRVwSV9t5efw/aDcN6HB31vz1+LDAXSe7YmD//xz/2Y6Q7Wgi0knzGsX8mM39tJDswZbiWhYKki8ilYMg0m75/hHOPYkgnhks7WAgY0mmNf1FALSOUXMFO/LLlczf5fBx3aCpvJnN1znvIHA7ZHHhDAWoBCkeRmFK9vQIBkcayjgF60FYajyoM6M1UHNnbU0OBXE4MSnz9AInwUIFpwn6D90s6LWPcVEomurA32YeQ+tAinTgJKXYoSRsa0j6LVCr01CuVtJ9xnPv7ra+RTMoHykxFHPb5TMbvB/YgM3kshQNPJoz/KY6xP1MEITb1+6X3RnlLd3RHd3THqzyuvaBFUfQ3zOwXoyhqmNmGmf00iqI/H8fxf/DSju5LHgcHrZrX3d3OZn43rSzhO0ACgn9C2DWApCBspzg3520UkUbACOjv92pvb6+6KXz4obdyBfRZXVWSlUxKqhC2le3pUVUGT5pGQwa6MA2glUMJJsmHkj4x4T4ddFtKJqXHXl/3gIJWjXxO5CPon8NzAUDy8KFaWhO0PnokoAUqPIElrJkwyAyvG4MEPPy/2dUVusVFP+c3Ge3ziUpcCLbdZDzvPGK0z6ehIXkrHB1J7pbP+3VkThFspdMK4vBNWV0VuGHm1/vw0I8Nrx4kZ8mkOnNxnDMzAkxCavNl86tWU2KIESByifl5/x+gwNyczGdrNVUq8/nWxAT2FUEmXR/Canax6O8BVRxQ8KbX80VVqS9bqxhTU/KIGR1Vclmr+ef/xjf82uPTFEWeYNK1g844yI+Oj8VwmprSZ6biCsulWpUMEpAQr4VCwd8rm9VXb6+fA+69OFbnEe5ZzICRvIyNSQITns9EwteHRsM/c09Pq3SJJI3zRmIC0MMIgc1nVe1fRdbB5x0ksRcXAsvwFML/p9GQRIjE7+DAryfzBR8x2ChjY37uZ2b8uZubqv5zv11c+DwaGfHn0O0OCdLkpP++sSE/s5kZmZ1Wq8622duTAfzpqfxjSqVWgCWR0OtwLfN5VfoTCT8WTIdhlLEuMDcuY7icnMjz7TrjZQB7r5J8DqA4vP8uG+3d4TgXFxd+jQC4wjbRzaZ38zPzubqxoXULk/dqVSaxsAbDPQ3zeNbFZFKSoo0Ns48+8jmHTBpwZWjI514ok4aFAgsGXzOAYsBtfN96e12Gh2k54H8c+/ETN83MyGOmXBZ7Fqll+zkL5xXrIC3k8VUK93Gz1hbVfX1+D4Td7GCyFQp+TGE3KB4TSpNC3zrmQBT5PUnxrVAQGxUWj1lP9Ixp1R3PORYW1JmufczPf6GH0h3d8c/MuAmy/PvMbCaO42YURdNm9p6Zff3lHNarMUIKcfj7TSnB7SOR8Iob1R2SWr5fVlGv1TyZzGQ8wS2XfdPe2fGNanpaQS9VIaocg4PSOEMnX1ryjQ3jS3wmSHYHB+WOPzDgQcXQkAxZp6fFlOnp8dfDE4VgBboqGzRGd4WCL/joqAcHJXHpxEqhAw7AkJk/Ht0+5yu8LrBi+B+VMH7e3vbv6bQ6OYVUZq55p4Hu3Kx2ct3r3j6f0Hd3AkmuM553HjHa5xPHiL7+/FzmucjVzFpfn9dGvlIue3CKhAEvjo0NVbUzGZnfIjwcHPRrkE7fbH5hLDwxIdmVmWR/MzOtiTqA2/GxKqoYX0M9JwDlHioUBL4Q7KdSfnwwUJ73en7etYTB3EL7j6Ezhrm09aYzx/a2PnMq5fPg+993yvnKipJOWHUksJmMZEq0R41jP8e3bpn96EeqLE9OqqJKa9XRUT9n/f3+O4yn+XmBRwMDztRZWmplCRaL/pidHX22szOtG+G5YNDqPY51fc20rtBmNhxXtdVtf/328aKu56s0mFvn52LAsc8kk35PsCZMTChxHR/367q15XPn7l1VtjMZvzdJPrNZ7TWwCE5PfS7jSQOLBqYbRYPlZbXRXVryOXnrltau0Dw8kXBAGfmEme5hEr9QhhVeS/alrS35eZj5MbMOhiB7J4YLSSaPfRYI8jKAvddVPheCR+F3s1bWLGsBLDYed3Dge0W97nvP1lYrGMxeRSfHW7e8sMA8CwFavKx4PWIuQJzxcd+PYKwAYlDIo7iQzToAsrLSarg/MeHrHO2e+/rcV6+/3+OOhw/V/RJvtL4+X8fzebFGQxYLAJVZK7O4WPR7Bg+5dhNdHsN9gsyIYh7FC85JpzWTv3cCFcNrNDTk9yXzfWREwE53vPyxvPx0p8/u6I7ueLnjJkDMb5tZwcx24jheN7N1M/uVl3JUr8ggeQsrBy+Kak6gFgZm/f2eECeTaqcZjjAA6evzBXNqSlVsDBEJSjA/rFTUTrhW8+clEv4cmBB376pzAEk2zJfpaQ9w02klV9PTzsRYWvKggEpPo+FBxcGBPz6b9fdmcWdznZp6uvLcfm7CsbWlxJk213QHIvmkmgIjBlZMe8BWr/txY2aMprw9mOZ4X9R4GfPpeeYRo30+lUoOhpCkc/2ZK/m8XzfmVL2uThVmkohhOHh+7vPq7l19znffba32TU76fHj06PnmFx4SzK9Ewj8voBsDmvT+vgLG83MxWkIAI51Wp4pKRR0wmk0/jsVF/zwYF7+M9eGmg/fe3m6VYeCTYyYj5LMzv1awD6DQf//7SkjwFqJ1K+29p6b8Wl1cqJobxy5bM/PzTFecRsOTBtYcWsfv7+seHRryY5qY8ONAikLXKyScVEQBVZpNGXR2OheAUnQjIYFlHjA6VWnD9QeZQa0mABew75+V0Q5i4qsVmqGfn3sSCKtpa8vv35kZn2erq7qm3PeAOoCmJyf+2Olp//7RR2I5Dgz4XE2l1HVrYsKT0KMjf28kIxcX/nekEMgq8MaanvbrSftsuqPt76ubHi20Q9lOaFbKesEed91W5jcFQV4GsPcqyecuY0l0Ghw34AbrGXMx3MPNWtdlwBKYlsQHAGqDg61mvbAqBwflC3Zw4PNxfV2eKVz7fF7SWub0/r7PS4ynMbHNZlvBonRa8k6KQhw33kp0rgsB7VzO9yIYxrBYws9MLNjOFsQvL5Ru4lljpnPCa3EfAJqsrqpZAIyxZxV/LgMVw7gokfB7kHU6lIS2M5m7ozu6ozu+CuMmQMz/ycz+URRF/4k5KPPTOI4rL+ewXo0BZTT0XbisInVT938ev7LSquGlynh+rvaHjHAzohNOOu2B5bvveoJElfnuXX+P9XUPCKgsVyrS/lKNxo9letrfp91nolTyTXl31wOMoSGZuOZy/nrIlLa2VMWEsk7nEzqxsJlSZbkOLRlZwdmZf42M+GadSPh5IqlsrzJ2MoPb31fgQuCEvt/s5UkLrjOfbjKPwseSbHCNr5pHjE7zCabPwoIHW6WSn5/2OVWpSMoWRf46yJimplpbi05MeEAKA6F9fmHQe3TkAd3UlL8/1cOr5tfJic8H5tfkZOv9RCWQ80zV8vTUj7e3148BCRvyLjN/TQJPkkAMIQmEr7s+vOzBsezsiHFGa1+uczrt542W5gBMBOonJ0oCkGh8/LG6Tc3NyVsG6RrSEebJ+LhkHCRVVFzN/Frdvi2JWr3u6w6AUThn8StIJr06TZU2TLILhafXDe552ExmYgW2X59nJaUAflD8j4+fn8H2ug7mFuuNma6fmaRB/f0ySO/rk18LPkB07aOrVyrlj+nv9z0C3zLAz7ExeRCNjPj3REKtzM3EsCuX/Tjv3HHpCeyB0VG/J/BF43qayeh5aEht2llrO5njhmwXWDa85nX3i+uAIDeNJW46XiX53E1AobA73NGRDLXNJC1iroaeMAB+zDu8TQB583l1jJueVvGBYkYm4yyq1VVfQ5CA9/aquFUuS2pMC/azM823nh6ZztOEwEzgA6wWMwFKU1NehIBdurjor1coyEdlZsZ9/5LJViYDjJdmU346W1uas+3zqX3PzGaf7ijG+X/0SP5siYR/Tpi5V82py0DFq/ZR3jOTkQzaLNFz+Szpju7oju54vcZNgJi/aWa/9Nlz/qyZfT2KooE4jm+/lCP7ggbV1k7BDhtkpyS2fdxUdx1uWlTeofnzGru7re8dBiJ0EQkNRb/+db1eoyGWBPriwUH3+MAMk+5MVBkZVKezWZle1mpijtTrSpxqNT+OgwOxT0iQUyl/7siIByNnZx7MFIut5zzcvMMgNKzWYJz3+LHousgbwmvHcYWsmPA6bGy0BjzorMPHvMgKZPv8etZ8usk8Ch9rJv+LZ80jxlXzqVLx6zY7q+AsnFO00oQOPT3twShVNSRpzBUGXZ/oAra9LfNYOhuZeRBZqz17fuEnBMiG3IyuOnQcAwBi/jCXkMYRUCI3qNfldcLxt1Pib7I+vKzRnrS9805rVTmblQFts+kMI6qOdD3q6VFXo709f60o8us/N+fPHxz0x6+v+3OHhlzGdHzs162vT34hUSTmTbXqr4nBMd0/PvzQjwm2ysaGpJAARAMDOhYzrW23b+ueIPmq153iX6uJBdYp4Wxf45+VlIZVZcaLTIpfhxHOcyrU3Ev7+75XZDI+F2CXHByY/df/tV/v6Wm/HjwXryA6q9y719pNZWTEfy8Wfb/Y3haYQwGBzm6sXZubSrgnJ30uYG46Nia/GK4n7AOMvjF8bmdkhEbNYct6zstNAZPrgCAv28PlVZLP3QQUCo8b6Wi75CeRaO08ubfnr3/vnn/h00NXwL09gXH37kmiDJBr5u8BkBNFPjcbDS9+lUq+5uzs+POfPFEDgUzG/z487PMXYByABMAFltX+vr8vkqJm09dDQOCFBUk9AWcAJFnjT04kKUVuXqkIeNra8ueEPmacO87rZXOZ898uE6rVrjenLgMYeS6xYPi+4evOzf3TV7q4+p26ozu6ozten3ETIGYtjuO/Hv4hiqL+F3w8X8p4EcHOTSnH/D+T8WATZshVrJD2zW57W88bHPRglGoNOmFoq2yeyHnM/H9Uq5NJtZKu1z25ot1rMqn3yeU8MBgY8L+Xy2pJnUio9ePqqswQs1kdN4+r1zu3hSXoNVOFZHjYA+a9PTEWenv9PTB9JXELaeSXyRa+aDnJTebXTeZR+D/mUb3ugdFV84hx1Xwy82sP+6V9TiUS8iFBqhHOFTMFulfNLTMFmgSDHD8B7bPm1+iof5FsEVgnk2J07e56kEqr3dNTdTk6O3MgEs8UmA8wrNpp0a8SPbo9aQuD+2RSJqEkwLdvO4CC1CiX8/trZ0f39uCg2oEfH3vV9fBQcsWtLYFYAC+0/P74Yz/PVJkfPFACQ+ejiwt5JKRSrd00dnbkNxL6GfB5kAhRtebe2tnR69dqPr/eeOPZ99yzEohXScbxKoz2NYcWzomEz6lHj5T09fb62oE8aXZWzDU6oQEehxLS/X2/9nTSiiKfmwDvyBkB3Xt7nTGFlG57W1Jc9r3bt/X6AJLIcpGnhG2sSfIx7cVLLDTjppsU5+U6a/x1EtabxhKv83heUCiZFPuKwfmnsIXhLu/DfmDWCrbgi4JkNZSgUSADKME7izUPliQ+JrR0r9V83U0mfW7D+hwf93n98cetBQkKDCH7DJ+XcM2ZnHyafcI+BfNlfPxpKRGDohBeS5yzTn5Il3WKa++22Gw6kP4sMPIqgPGy/3VijndHd3RHd3yVxk2AmB9HUfRvx3H8f+APcRyfvYRj+lLG5w12bhqw8/ijI1Xhe3p88x0bU1IFkMFmHW52ob6aLhIk4EdH/p3uFcfHovISwCYS/vMnn/imd3YmpoyZb7Z0P6nXlVQjYyDhpSsOPh6PHyvwKRb9det1/z4zo3PQqS1seA75uVJR8JPNyr8ilJMgn5qaetofJByfV07SXtW57rju/LrJPAofe3Tk54bzsbvrgV4y6eeLQOmyucRnCyv/+CR0mlOVikwEqd4dHysANnMQZ2nJEzBAm/a5ZebB8vKy/FkGB1tbbT7P/KL6V6/756DlKdXwszMZ/1arun+okIZtkGHYwLx5UfLEFzHa51Wz2ZpQ4oPEcWxv+zXD92d/368rbCaYZwyMjmknnEg4yEHHHHxfBgf9PJVKvl7g+bG97edybExMtv19mWT29/scwceIanMi4eBKKuXzo1bzn5GswU5gniwv+7Xnc960tfxl41WScbwKgzWH7mT9/X69Hz/283R25nOIDmZHR14gODnxdSAEVmFOXVyYvfWWEsc41jUdGXGW1+mp34MDA/KkYNBB8IMPZBQMM2doSJ5JIfuU1xoclDQTZgCGvGZiZQEYhWbcGxut5+a6a/yz1oku+PfscZkRv5nWDvxjACrCUSr5vMF8nTXfzOfNyoo8h+JYex7FKwC/QkFeK6urircaDV+D7t3znylGwc5kPwScMVPnL0YnYB1GFgAGsdjSkmR/tMmmSBXOJ7o+he/RaVwFmtAxEmNizttVYGS4H7dfr07HwRrz8KGArav8g7qjO7qjO17XcRMgZtzM/oUoiv6Smf3QzH5iZj+O4/g/eylH9gWPzxvs3DRgDx9P6+GBATnG41OxsuK/T0+3VoDZZMPNMjSRDJ8zOysq989+pooyJrp9fR4YnJ56YJpKqdq3vq6AZ2jIH3twIKPT/n55xpyd+YaZy7mcJJkUbTyZ9Mf2BxyqTm1h29kq/A8dP61002l/r8VFf43hYZnLhs9ltAe/BP43HWHF1M9LeuA6z7vu/LrJPAofy6jX1QIceVB/v6j/l80ljrE9IGqfYzwXucb+vrMeajX/H5r00CC1WvUEHFNO5hZAGr4Tvb2SwGxtqTXs88wvAmzG6am6vtD9h25MT554gDoxIePH8F5KJDzgfhawch1JwYsGazolbZ2Og7myvu5ry8CArwUrK55IZLN+zgDVqPrn8zI1LZX8ei8tCXiLIl3ryUk/f8fH7lvQaPj5xSMqbNk6MeHrD/MUzyHer1Dw6z087HOCttIMWE17e2JWZDLyhHlRXTZeJRnHqzBC/51mU/4sZi4d2N31L0AYWjuzd4yM6N6EFRdKlpgLuZwkabSsxp8smfT14OFDn890VYL9mUyK4TU/78c4NNS6XsLmMmstenBfInPCBB7QOFzHO917ne5vs6d9ykgqT07U8p3Hd8G/zqP93BaLrcl5eG3wqQqbBISvc/++9p1MxoE81vytLRUMdnZ8Di8sqH16T4/YLI2GpL9nZ/68atXXwmpVhQo6RoZm6uEeiOyTYsHQkIzoKaQBCoXyIeZGyG5kbzfzY9zZ8WOne2XIKrksLrmKlZVM0jHy+mAk55rH4OkTvmanfQxgqrWT00Xc+V26ozu6oztev3FtICaO4z9h9k/lSO+Y2dfM7Ltm9toDMS8i2LlpwB4+PvRnCdkwISMkkxHIwN/DgI2K9Pq6b+rDw/5/Nlr8MnZ3fXMjUDHzIOPoyAOU4WHfrGlnvLmp95+ZkaQjDFZgJeCpkUh4cImZ5+io/72/v9UpPwQIqJKga67XxcSAvfJzP+edNOiug4/IyIi/PsfT6Xq+KN19eE38Z9KFy8dN5tdN5lF7ZYx5hAdIyJZ61lwyezoBKBbFKMEPhseRuJgJICuXZWDIYG4BwIRz6+jI583RkdgMeNQ0m59vfhGgE+iSmJ+fO2CUyTiAFEWictfrapfdDnJdZ85cR1Lwov0fOiVtodQnfB8eA/ibyXgwnEp50gAQEgJ1rAu8z8WFuoUgURwbc2AT/47VVSUr3/iGX9P1dX9NvKcAUWo1X08qFf/57bflH4IBN92xwvM5OOivyVybmJA06apOYd3x+QZrTi6navXYmF+natXsF37B7NNPnZ1yeupASG+vr+0Aofh7AcyWSg7uwXbiOg8OeqL36JHM2Y+P/fepKZdoIGssl30NqVT8f319mtt0kTNT23mSQfbO/z97fx4jW57l92HnZmRGRuQSuW9vX2rr6qqp7p6a6dm4SFQPSM6QBA3TFDfJpOEhJRMyLdmAZcgmIAJcTFCCDUOEZ/7RiARl0wasAS0LMoajoXs4nKW7q6ur6lW9/b18uW+RGRmZkRmZkdd/fN+H5xf3RWRG7pnv3QM85Ivtruee31m+53vM6p9LUKMgCCG9Du14o2ev0fOd3PbKitvfEPkX2oM0+feqJK+tmexEyAtlJvt069ar/DHhdsJR7CCnQp4UCgdmnsAw88Qv64SZ7G2l4khL2pWYGDc66r+HTJ3EXqmkz0D9dnTIxm5teWITG4cu0ZY3N1c/ZKARiqpU0vfDFi2esf38klZRWc2+l0ya4ZO637T/s1QoKFkWcuB0d8MTw51JJZVUUrn8chhEjJn963akH7z8d+mlo+N8nZ6BgVfHo8K8T89vtepBqZkvdmEgXq2a/eAH7hAwRpaeaRY/+qHNFCxVKvqMsaGgGqhadnY66eHTp3Ii33tPzkN3t44vm3XEAb3FTFHp6/OKkJm2z6LLGFLGD5fLcqKTvcpmzvFx44bzQywu+jSWfF6fNSNODZ0F0CwQ5xHotYJOwPHw7YWzCl6Vs9KvRnpE9TWEaVOhRkIHK5kEqlZ1z0nCXL/uDlYjvdrZkcO0t6fv8LuBgfr7jm5lsx6MTU35/fjWt6S/R9GvcJIW43I7O5W4++ADh1Tv7kqP6eHHwb561dEXjXQGx573QlRLK85rK8maw0ijxF2j4+A1zvDcnK713p70gyRJraYEFdwZvb2OlOvqcsJESLjv3tU/9M1MSRm4drBhZtoGusgYY4IXKse3bgmpAyqJSvHVq74t0FiMTW9v1/7yee27WPRpSwc900eddndSiKbLIM3OmcSomT57+NBRUN/4hk9CAtlGy9rOjhL8u7ueAPziC/196y3X140NLyhA8NvXJ32EkJXWOMbnMr762jV9n3apsTFvK4HMNEQWJJOX4fM8Nqb9Jp8znj2uz/x8/fQ6rst+wjUNX6fSWJLXhoQWOlgs6rozLYn7QBu2mdtxpghtbUlnvvY13y4tvmbSya0tfTfkU6lW5X/AdbW5qe+TpAx1K5w+VKspkQiqlyQgrbNhoSCTcR8J0l7af5shHpMJluQ1C1uh9pODUFnofCMfinsRHiPcSpAN09oV2pPw+aLIk8spIbO1pbUhvE+pHF5u3VLLZzO5efPMDiWVVFJ5KYdOxKRyNNmPMT5JvjY2pqQKwXN/vyckmlUxIIaj8gLTf7ksDpjVVS3mcD4MDPhIxaUlJWJwUlggCZZ2dz1YyuU8GOrvr3ci+/pU2Vxa8mTJ9raCbMZEMokJKDoBMA4OU3mSMG4qiEB3zZwrYC/g0GeiQFLCYJREAA4N59MKOgEHJZPRNfdw8PRlvyCwkR4NDOh6huinQsGdv4OQOqWSt4SZedWuUlFAvbCg/QH9ZxQ6MGkQK2YOwaffG2LlOJaOcHzt7Z5AxJlFWtGvcCzp7q6OOZdzst+uLnfc19e9/YbzC691I50xc4TW4GB9FbsV55UKLsmysAXqpGS/Sj1tfG1tzn8Bnwf8OpAad3R4yxm8LEtLumfj4zr/0N7k8z4atVYTMoLpSV1dIqjks6tXvaJcrTpqAgQTSAa4juC04fgJtmhnIcg+LOLosO1kkMCiH60GNpdZml0jkuEgp7DFtKfB6dTZKX2bmFBQFSbUVledKPXJE+0jn3dOiNFR6dvysrd0kEzGHtHaC3KLY56edm6YcH3keyRlaQ0KJZw2ZrZ/a2myPRQ+mfB34edhopcEZyv7edMlmWCu1eoRtSAuSTaHI60RUCW0TGKLQViOjTkHSsilxnhqM98+nGGDg0IB7ux4QSCTcduIP8WUI/y6QsFtYKXiPFyVita00VGdXxz7+hgSRIe61QxJ2yqyhW0nUSlcA5I9XINwPQmJ8ZFkAohrFSbnufaNbGi1quv8+LGuB6Prnz5tfvypHCzPnx9UOkwllVTOWtJEzBnJfg5/o0WUqkiybSc53hlnZH7eWzBo3RgdlYOwt6cFvlrV+9/+tvY3M+O99x0d+mxoSEkZenILBXeqITckkMaJhFuC/eOAdHX5qMTeXp0TC7uZHG6cUJI6i4v1ENZy2Xlg2CYLeuiI8F6zwKtQcMebUdwEc0m4834SVkF1TGe3rB0UNDbSoyRMO5t9tUIHN0KoT3w2OOjXdnlZ92lrywk3gXfnciImbKRXYRsAjhcoi4kJBUy5nL6LfoUEuYfRL6qkBOyrq65jtCeMjvoUFCqo7AOOlGKxsc5w7UPh9UFtZcWi9gnKbXPTiT9PUhodB4kxODwgVSZAzudVDePeQ3Jp5gg62sWqVV3j0VHnArl9+9WkVNi0192tz3p7neS5q8tJpnd2nGgVVJ6ZT+kyq0+KEcTyGQFXo7asZnIQgSQSPnfwZfX3e1X8dU/EJK8JJOtzc7IDJOdBBpRKrhc9PbqfZkLBoDt9fWa//dt6rkiOLi35szk+7oTMtZrzbYyP+/OMzeruruebWFlRYmdvT/cHXQvbYnmuzeqTPujC7du67yGpe7Mkf3h9WLvYTyOOmCRBesoH05qQUAaFUSx6myQIqsHB+rUmiVgjwF9Y0PpEkuOrr/Q53HvvvutFIYTCWSYjfWMcdrWq/5vVoySxtxwLk93CNiGSGPl8vd9FAQMCdDOdZzar8ywUnOtlv+RKo6R8s4JO0r8IJxsm/Y2DkJ3JBFA+779dWXH73syGhi20fX1aM/b23P6mkkoqqbwu8tokYqIoiuL44uZ6q1Vv+WlUcUg6DUCnERbbcLFcXNTr7m6fQEGAC9Sf4JNRjlRiHj0SHNzMg0P4GphSAmnmrVtyIswULI2OyhFhYQ35G7JZ/WZhwUlbBwcdAREmTcKRkARCVLLYXjjiFEQBjm5bm64frSbFoo61kYDu6O31STHJhE4r1UicmOlpvr9zZv3KjXToIEefcwwrtKFeNdMnM11XEhphcAG0uFbTfSXIaaZXTNjKZhWYQT6IroGKgv/l6lVPepgdTr8QRmdHkZPy1mo+QntlRe8vLfkoXUakEwyavaozJKZC4Zoc1LJC4BhOpjrptpb9jmN11R1qCE5pJevtdTJKUAYgBTo7dQ+jSEkbtl8qObdPshWDaU0kYBYXnUi5UlFQPjysbS4sSC/MHF8W2ohkwBEmcrmWzQinD0IyICQLw4A+/AyJ4+YMBQfpwGVsa2qE4qINg+fWTOfy/LlPViNhu73tyRqq/tWq618261PPINDGzm1tSU9IYNKewXS/ZvYbhBUj00HcrazoXG7frudlM9P3GrUeYfump/V8hElsJNQ5gvTktpolaA/DCdZILqNOHST7nVOt5hOCSN6WSo7EC30Hs1eLFdms9BDkSaUi3cxmpR/JZEN4b5kQhB8TTqTjmEPyYJIwZo5yKRSc/LlarU9QJJO9IDs7Onwd6+py4vqw/Wm/65Zs9YbbiefZzFuNQwknG4bHx3Xcz84mUZi1mk9ubGX6UUgKDp+PWf20tFRSSSWV10EufSImiqKeOI7LFzkJY6YFheorsl/FoVmbQ6Xizsbqaj0sm99TgazVtHDPzHh1uqPD7NNPvfWoXJZzOj7ujnG16g4A42iHh70vn4p1o5HIYavC8LACJcjnuA7hucG+TyUpm/XkkVm9E7G56Y48bRI7O+5wbG56kJCU8LpDKMp1I7hupRqZJD01az8zt7eRDjUig2xFj5Bm+rS+rv8zunN83KvCjHpm6hXOUTO9CtFTJN7CJMj167of6+vSrRs36ieYHEa/gP2TnGFaBRxLfK9U0nZp32Oa0MSEo1XCgAadqVa1XaqaSX1udA/C+9dqkuCo0uw4wgkUJBIYaZ/L6bzLZZ3X5587kiiTUWKtp0f3Z3vbkUqgZ8JgpLvb4fMEsYWC9HZ42BOrbW1+DZeWHPEEPwPPZKN7D0qhUUW4mb43ClLCY+SaNbIB4X0bHqYlsb4VdL9r3+rnF1FIgmxteSsiZMsISdmBASff5tp2drrdpkVpeVm6BMn6xoae4atXHSGwsqLrPDen7S0uOgrpa19zvphwrDxtrxBMt7fr+q6uul51dWm7IO+QRlO2QiSfmb7f6J6d55Sjy6hTB8l+Nmxx0dd4dKC/v543zqw5wo1iQbks/aA9e3TUkyMIhQPWJiYYRZH2mck4YW44CYtjDgWbgT1jrUNXQvRltSqk5MyMbDNcXtvbsjcUBJJoylZ0IVwH0O9k0QZJPhOt2FkkTACxlrPPjo76olxoQ5O///a31Z7Ec3737qvfTSWVVFK5zHKpEzFRFP1JM/sLURTFZvZfmdnncRxPHvCzc5GBAa904CQsLjavODSrlG1u1n+PiuXenoLO0VH9loXy+nX9hRjz+nVxN4yM1KMI7t71yvaPfqT3QAJAbMqCGS7YVIaSx8oin6w6NarShFKreWU+5NGg5WVjw3uM49iD8O5uOfpbW54gaoQMMfMRuiFKpFXnlW04SuTgqUknJY10KOlohsdodnDFtZk+ETgNDvr1J5iFYwTOjqEhR1810qswWQG5cqhbIyPuYF258qrjdhT9Cs+nWPTrRkUTboHtbR0DfDMLC378ITfTQTpzEFTb7GwCtmbHESYPOY7eXp3D0JDOkylKz5/rWhQKjkD75jd1j58/d2LGfN4rlSCJurq8ktkIicXxdHY670vINWP2KqKgEbqg2XVspu+NgpSD0GJIeN/Gxz3wSu77IB0IK+vJ5M9FRTFQ0eZ5MNP/5+dlc2k3ymalI1TWFxd1XUHBmHkLGtuDvBPOnQ8/dD6hZ888IYwN6OlxxFZv76uB6NKStnP7tk/hMvMk396eB57wgCQn7oTSKHHa6Lk+LqrlONKK3blssp8NA+20u+sIOwo4PEf7JbvhChofV0IAZCuTv5LJhuVl6QdcZktLeg6eP/ckULVaPwmLYx0Z0bqztORt3xxnskU4ROyCOIVrbWSknlcpRIG1ct2S7yX9N7aVXJ9u334VsY0cRueTx8Fo7lbWwbGxeuRb2rqXSiqpvG5yaRMxURS9Y2b/0Mz+J2b2sZn9rJn9fBRF/zCO4/sH/PaXzOyXzMxuMAbklAXIcqsVh2YSckzQ2sHY4OFhD85ZKIeHnWsGCdsu1ted0BBHhl55HAJg3SRFWlnwOReq2zgpSab8RtcpSTpbKHi/NRDxzk4fiZrNOkonbJFohAypVHQu+byf02GcV5wCbzHZ3kl+57T0q5EOJds1wvdakVb1if2Hzhd6ghykV8PDB+tW8lwavQ7P8SD9Yr9hzz5SKnn1vrPTyaypdrL9xUUlaEhYJJ19juege3ASAdtButXsOMLWP5AItD+GrWdmnhwBBcO/69f9+2ayX6CHaIXk2oyN1T/D6C3j0ysVR+wxeYT3ymUFLs2mmR3lOiaTjXNz9YiKcOJHUlrd30E6wOdha+FFQjE00i2OkakuZtIf7lFHh9pBQcKERKb5vLd6bW4q6TEx4S2pcE5RFQ95IsKxzsWiT/hra9NvG1XRQzs1OGh2586r7VNc92zW0ZgIfFkhGTecHTw/mUw9Wu+8k2hngbI7CTnMmrifDQtRch0dWvfDhMZBnCgrK47eI7GYy3nCI5lsIDkCMmt93ROpjLDms3BaFvteXdVfSKZBY4UtNo24qnp7td5wzGaO6iRB0+p1S34nfP46OhzN08jOnYRdSh5X2I51kJxnkjOVVFJJ5Szk0iZizKzTzH4rjuN/aWb/Moqib5nZHzezvxZF0T+I43iq2Q/jOP5lM/tlM7OPP/74zFqaDlNxaCaNuGNu3Nh/AU7u96OP1CPPRJTbt+t/MzgoOOjsrBxfHALIRcPqMgH1ixf1QU3YB1yrqfqYz7/al9xIkotviJCgnchMjs177ykIAGHBts084A/PPZv1aTcERY14IZpJ8lo2Yow4Tf1qhqo4KtLiKPrU7FgO0iszrxI+e6b7xojijg6vcIeO20npF0kZEjYEWz09PnEpjuu5bMKkDUkY+IoOesZOq3J3kG41Ow7+JnkF+C6BLRONIMNsb1cCJo51X999V9cCPiEC1bU1jS8eHfX2sCRPAOiG0VE/FmIynsXNTdmd7m4F5kxCOq4zHuoUSaeQLPMknP2DdCD5OXraSiL4LLhAGukWx0wrElxCfX1K2MHZcuOGj5KGyDRJdgvCjGe3vd2TMFx/kiELC/Wje2/e9BHYzSQZ8NEWyQh2WiSbPZscL9sg4ROiEMKpNRchiXaebVGHkcOsifvZsFrNCbzRm4OStKH/gKArN2405v1Jfi+b9fWKpOLUlCNF9/a0poGarNVUFNja0rbzeZ8INzDgyEHQfUjok3Ad+vqcqLpRYvqg65b8DtcJLrSwrb2RHNf2XBYdTSWVVFI5D7nMiZivzOxOFEX/XhzH/zCO4x9EURSZ2Z81s3fMbOqiEfgmg5OQ7K1VOUog3sg5SVYDGx3n5qYjIwjUkucQTrapVh0+G0J1IToFTRP2JbciJFSWl51LgIktPT1eqW9UEUq2JJCsacQL0YrDcd4VmuT1Lxb1+qjHdJzEzmH1ysw5G7q7dR8KBekFRL3JYzpJ/UKP1tbkFHd0qJ0CVAw8Nmyf33CujSDSSZ2BNPK8pJl+NiJtbKbrw8NKbO3t6TkrFPQ+KAK29eWX+n1Hhye0QkkmbPf2Xk16goJYWvJJN7SzZDKyO4dBrDUTEFFzcxqT3NPj/FAnsX2zg21D+PlhUQznxQXCMYeT1+LYJyXxjwRMMvnJM0rFPZv1gJRpePyDSHR6Ws9fLufJE3iMQB00IvxsZMsatbHx+0acQeF9wV6ESJ2Zmfp9npTuHFXOez06DWm2xmUyuheHnVKWRG2GyfSD/K8wGUIiqKNDJOWQzjPtD31fX/eW87U157HLZrW+8EyEz3Mjn+Sw97aV7/Od/VCnyWejEf/NSR9Xo/2eN9oslVRSSeUs5FImYqIoysRxvBNF0X9iZn8uiqLlOI7/aRzH34+i6Dtm9hfN7DcuUhIGOYpD3coCdZLOGAEKx8gi3ChgIPgKzykp1aqPHOV1KxBvzptpBhxHW5u+e/WqV6QgEk62GiTH2ZrVBwghL8RlIT48znE20qVGvz2t8waFcPVq/Tk0C0aPol+0USS5gjIZJ/6jBx/iQ3SACj7PAM5xreYtNJedgNXs1dGqYcBJwgUkHBI+K83a5KgGm+0fpCaRTqWSrnVnp3NAwL6EbhxnKlEY8BcK2v7ysp/HWcpRKsT7BU5nISFyjgQ3yRiz+lHs3IfJyXrkT5g8Dds4OBeIRGmVbG9Xwqyzs56JqxlK7jC2rBlnUJjM53Uol6UV6LLLSdpV7hlJeN7judvPDwmTCPl8/bStrq56hBYJ/OlprW+024KZ7epS0gZ+MojNactEzmIy0H563Kh4leS/OQ25rGtpKqmkkspxpO28D+AoEscx9bDfM7N/bma/EEXRf/DyvWkza4uiqPNcDu4AOYpD3WiBOk1hUe7rc2e0EVoCWVur7+M286DVTA7H9ev1rzkX/jY6J/YDF4yZnBkq9MnjIcinB5kKbCjhcSWDoPMOdlqV4xznWetSIyE4C/UhvA/H1S+4R8xePUf0qKenHuHC7+CbgbC32TOAXBadSUrYglGt1rdhIVRxzZq32oTXJjnFaL9nL0Q6bWwIwt/TI1RMT4/+heSWZgfr7kGfg3goFBTkh9whZykEd1euvNpa0UwaJQTOUkJdGBnxKUSjo2Zvv12PaAuTTCDUQg4is/rXbJffdHR4Mm5rS0mYoSH/XVJ3SJYexpY1em7hCUGfk5whyeuQtlmcnpykXeWeoXPwnhWLh1sPBwbcd6GFt7u7PmFHUQC9z+f1jIyPC1XGd0DHgPaBND98/zRlPz0+6Fqflu25rGtpKqmkkspx5FIgYpq1GMVxXIyi6J+Zki9/P4qiP2hmP2FmfzKO4+2zPs5W5CgVteMuUI0qxWbNq8fJKSGQ40GEWqn4d4HUJkeJhttj/2Ewm0SqNEM6mLnDz/GY1Vfn97s+jarPB/WDh68vohznOE/S2TmsXiFJvhLGzvKb4+pX+PvwHGu1VwmGb9zwiVyhsB90rpneXBadOYq0AikHtl4q6S/Xyqx+JCuTabg+XG+uXS5XH9w34n84SHcPeh0iHghEmKJ10eW8eRaSugBvChLqPe9DCrqwoNfwLPFMhxPa5uaEdKRlrFbTc5zP63chai25n/3Qcs2k0XPbSuvL69gKdBHlJOxqcn0KUVhm+/sczbaR5PW7fl3fCxFgg4Pe7nr1qm8nn9fr5DGEpMD7HdtJyn56HF77Ws0Jss0aJydPSl7ntTSVVFJJpZlc+ERMFEW/YGbvRlH0y3EclxOfRXEcr5rZb0RR9G0zu2VmpTiOF87+SA8WHMzDLmqNFqjD9NM2q/o0g4HuR5ZbrSogxmloxA3QirSy6IbfIRDn/eR0g7DNIpyocRjH+byDnValUYDbqux33Q/bo31YvUJOW794PpLniDNOBT1E4jTSoVb2edF1plmyrK1N74M2aDSF5iCB3LRWc44E9AU+FjPf9tOnTo4LTwf6mM8rgKHdsJEcZDMO+jwk++S4Ltr9aiYXLQGwn96H96FYFCeUmT+TIyOeUCchA4fM9rY+v3q1fh/hts3qETc875ubr7YjIsnngOLCRX1u3zQ5jfuTXJ/CdcWsXpeS79Hu/OCBEoUkA832b39jW3DQHEQcHK5Nx0lCnCS/SpKjLUS7hTb+pOWir6WppJJKKqchFzoRE0XRT5jZPzWzWTMrR1H0T8JkDCiZKIruxHH8xMwenc+RtibwnLCgt7qoNVqgDtNP2woKYr8KTPKzEC3QyoLZ6FhbZfjnO/m8oPynWb2+aMFOMymV6itopdLJJJsO26N9XL1q9p3j6lczYt0kEuckyAAvus40S5b19ooYt1oVGuUo51Ct1t87XrNPPqMloFrVfsN71Ajp1EwOshkHfX5Uss9UXpX99J77MDfnpLtmQr+0tXmSZX6+Xn9qNekHXDPhthqh7kLd4a9ZY9uVfA4OYzNTOX05jfvT6rrSTL8WF734A59UK8S+rfo0ybXpOEmIk+RXCZ/tsySnvuhraSqppJLKaciFTsSYWY+Z/WkzWzKzf2BmHVEU/SrJmCiK2szsmpn951EU/SUzW7+IBL1IK4FrI2m0QB1mW80QNYuLgn9vbakC1Sw4Tf4eDpZWpdGxHobhv5lQBZqedhRDs4kar5McVY/M9r+mh93ucfWq2XaOq1/JSSdIs3PnmEMI++uiQ83uKYTVEFjSdrgfaXYySFhfd7QD3EzhveT/4etwm4dNiBxmKlEq5yfhZJbeXiVjQLwMD9cjLzc26qfzJZEAze5p8r2DAsbj2MzLLpdhGs1p3J/Q/rx4IWTL1av1LZJmjfWL38FVBIH0fkiV4/g0x7VdR71+B+lG2i6USiqppHK6ciETMVEUvWVmXWb2AzNrj+N4OYqi/62Z/R19HP2XL5MxuTiOJ6Mo+otxHK+f5zG3Iie5qLGtRpMAGnFyJBfbpSV9Vir5RIpGlZSjtlM1OtbwNds+CscI0ogUEkjw6yyn5RwdRqfMjqdXZn7/G027OspxI8mJXI1g7uH5hMSI6NFZT9I5LWmmK0m0Cu+F9ylMdEI8mc97UN3VJcj+woLQDzdu+GchF4iZCFjDyVan8YxehoDzdZJWgriODrcDHR2vToQpFJSwLZW8DREdOowkeS2SbUrHsZmXXa8uwzSa47ZfNxLWp8ePlUjp7VXi7+lTTYU76HjCtSOKXiWVbyTHPeaj/v4w+h3uY31ddhnOp6RupO1CqaSSSiqnKxcuERNF0S+a2d82sxUTCe/fNbPlOI5/N4qi/93Lz5aiKBo2s29HUfSXzazcdIMXSE5yUQvh32b1kwAO4uQw8xap0Hk180A8uVAftp2q0bE2S7iw31Y5RhC+F/J+HOa6XlYH+7Sco8PolNnh9YrXjZxAuEOOEiAkr0etVq9DcJPwOnk+1Wq9DrHNRnLZdKaVZ49pR2ZKipHE4v4sLyuQ2d11Lh3IU0GhVav6P0E0gUFI3pvkgDhofP1h5TIEnK+THNRyyqjwWs25iEKODkbCh8S/PF+HvW9JXotkm9JxbGZ4npWKngfs1UV//s0uBxrouO3XjYT1iUlHyMZGa8cDUjKfrycP328NOMwxN9rOUc/5MPod7oNx8fh3Sd1IUYappJJKKqcrFyoRE0XRz5jZ3zezPx/H8SdRFP0XZva/MrO/8pKY93eiKPp3TWOrd83sF+I43j3HQz6UnOSiFsK/Q2nVycpm5VQCDafSnc/XL9SlkirejGkMg7bDHmtSWjn2ZGIodHySBKv7EX02kssauJ2Wc3RcnTLbX6/MTl63wuNGkm0KGxsKnED6hMkW9GhlxfWI4LCRXDadaZYsQ5IIhc1NP3ecdJo9GfdsVo+emp9XoB3ew0ZtR/sRNDdC4h024XVeAedlS86dlITouTAJGiZfq1VHpPT1uR0wa966tt99228t2I/X4jg2MzwezhWuo9N8/k9Kry5De8lx269DSSItSyXxYUE6m0zMNDueZnxS+60BjY652X1stJ2jnvNh9DupC6epG2+qbUwllVRSaVXazvsAGsjfi+P4k5f//5tmNhhFUaeZvQQ423Uzy5vZH43j+EfncYAXSZILZ6sL6cCAKt5bW3JWtrf1emCgfmHmczOvNp6UNDr2Ru81Q84cVy5DpfA85Kg6Zba/XpmdjW4ljxfHOwwYj6pHr4POhM8TRKdmui7J9qFqVQ5+e7uSNiSqCK7X1rxKPD1t9uxZa472QdfxKM/8cfT2OHJa9umiC/c/vHdMpDJz3UCPNjcdabC0pEB5fb2euJntNpNWrvVJ60H4e+xH+Pq05KT0imfV7HK1lxz1PnLd1taUTC4UZLvW11ubMoh+zszob5IvbD/bdRj/pdF2zsKGhdvs6/P18TR04021jecpt26pMNLo382b5310qaSSSlIuFCLGzH7XzD43M4uiKGNmnWZ208wKcRwvRlF05eV7Px7H8ePzO8yLI0eFXGcyqhINDemfmV6HjrOZJl7EsZyRSsWdlJOobBzUNsF78/P1vwth7EBqeX0YOQneALNsx0HfvWxyHBj/fnpl1li3+N3WVvPxs8c5/tu36zliCPiOokf76cxlqf6Fx09bGJNqQqRKOJUml6vn8AnRU7Wa2jX29oSawUbsdx0OevaOkvA6jN6e5L16HZJzR5GBAW9j5LlKcg4xlhwJ+ZvQvf5+b08K71uje9TKtYarKhxTfhTemXB7HEd39+lzHSEnpVeXtb3kqOtQGPgjd+/qbziRq5kchHrcz3Ylj7lQ0AjscO3BZq6vK1EUosXOgpPlLKdRvqm28Tzl+XP3q1JJJZWLLxcqERPHcc3MSi9fRma2amYrL5Mwf8HMvm1m/3Ecxy10+b6e0sg5TZJrthJc8F0mVhQK/lm4UBcK4nlIVjdPApLd6kSMpOODMw+BcF+fH9th5KR4Ay6zNNOZZJtIq3we++mVWWPdojUIOa5+NdKrRtBxWikaOcTNZD+duWhtS6229I2M+G8aBbFwIzQSrmF/v79eWannHGh0HQ569o6SJD1MwNnqvWrFpl6G1o/TEMh1CSzX1vx56uqqT1pAoPvihVBTuZyes0atbNibRlxVrVxrdBwdPCrvTLi9/dbY05I3Ra9aaTdr9P1GJO+hjxL+NWv9+h2UPNjPdiWPGfJ6tgMRfLFo1tmp1tzFRbNy2exb3zqbpNlZJubeFB1O5fLIzZtOIJ9KKhdBLlQiJpSX3C/lKIpeRFH0d8zs583sL7/JSRiz/QOIwwSCxaIC4Z0d/dva0tQTs8aO5+JiYzTBWUgyOGxrUyWVCizOzWGd4pPiDbjM0orOnJRemTUPaszqOWJO4/o2SjIsLcmRZzzp5ub+VdOTHP992tKMZHR1tTnq57BB7MCAthsmskJUhFnj63DQs3faleFW71Uruv8mTxZJEnxD4pzN6jlKEuiurbltyGQaTyjjN1x3puFVq0rYtHKtT+tZPMsg9jz06jxQfYdNYIetR9Wq6xK/47qFiL7DXL+DkgeH5WNpRAQ/P6/kS3e3twaVShcDuXSSOvAm28ZULqY8e9b8szRBk8p5yIVNxERRFJlZh5n9gZd//0gcxw/P96jOX/ZzMA/jfFar7jSzSB40GafVykazhfyoC3wyOJybUxvE4KC/d9YOTNJZu6zSis6chl6Z1evWYSpnR9WvRkkG0BvJ9omjyEWr/oXHEpKMbm3VI2EOw4GQlEzG7K236ivUXNejItXY7mk+0/uhgkJp5Vpc1taPk5QQecDrRgS66OD6ul5D7hu2JHKNeZ7C161e64v2LB5FzkOvzgPVd9ikWbL1KEw2h8jNo7bcnGTyIJvVcSGQozfSz4viT5ykDqS2MZVUUkllf7mIZL1mZhZLqmb2t8zsj6VJGMl+ZG6HIXrDqR0cVEWSFpFmchjCv2YEbcchbtvPaTkPJzu8HpdZWtGZ09Qr5Kz06yBn9zj39KKRYiYD4/DY9nt+DnO/zdzZzucVZJPUWlu7GNfhOHLYa/GmSRiwglIwa37dsA+jo7INuVz9lCXaj8yUyMtm/d9h9OiiPYuXRc4D1XfYZyzZasTfzc2j+xehYM+uXNm/LbMVGRjw48pmhc4pFvV+SJKLrl8EuWjIzlRSSSWV11kuLCImkF+N45R6CtmvWnOYSk6z7x62X7uRNFvIG73fKkomDB6BHPP+eTjZfj2qOwd99yJLKzpzEnqFnJV+1WpCTiX3k0xCMKr6JKqfF63614xk9KDn56iktyEK5ryQao2kkc61StCcQuv3l0pFyZdKRf/yeV2nQqEenVAoqPUi2S4SEt+avdp+RMvpYYPhi/YsXhY5jyLHYZ+xZOtRZ6cQVqWS2pSwQSedQDgKohdC6t5efw+0GEjCi2ZbLkKhK5VUUknlTZELn4hJkzD1sp+DeRjns9l3TwKW2mwhb/R+q/srFMyePhUXBSMoUwfh+NKKzpyEXiFnpV/J6S0hf0CSJ+aiTjc6rjTj4zloUsZRSW/NnM/D7OI8n410rtVgg2vB9ZufPzvujMsgVPszGbOeHtnm4WFdp7D1q1arJ+RFwildZodrP0rl5OU8Eo+Hvd+NCHGzWef5wgadtP056trVzNacp57vl1RKk8+ppJJKKmcnF7Y1KZXzkZOApTaDhTd6v9X9lUqqKo2P62+p1Ph7qVxsOSv9MmtM/hvyxAwOhmPIX285Sbh9KOH9C6/3RXLgG+ncYVtXjtNW+ToLyBazeoQLSRgz/SXxmZS0hehiyWnZidOUEClL0uM0dOmoa9dF1PH97Nll1IFUUkkllcsqFx4Rk8rpSLOKyEnAUptVehq93+r+0r7lyyEHwbfPSr/220+qSycn4XVmnHFy9PlZT2HZ7xh5fdhqdKozjSWf9/vJiOqZGd3zXK611o0U/ZLKcYTnmwR7Nns6Nuioa9dF1PHUnl1uuXXL7Pnzxp/dvHmmh5JKKqkcU9JEzGsuzZyQZjDb/WCpR51WcxIw2IOcoIsQ8L0pst+1Pgi+fVb6td9+GulSqj+HvwZMvFlcFEKtUFAiplZrXR/O4lxAQdVq9RwxhznXN503odn1Cp8zuF/Qi6kpoRSGhppPpUpuO0zqnPVzmNqAyynNbH21avbokdn9+3p986YSNcvLQtUe9h6/Ti07l82ehc+mWfsbH7c8f26WkjakksrrIW+8QbvscpDz2CwQalYR2a9602xbBwVb+33earXoICfovAK+11GOqlO8DiX5+iz1q9l+GunSm6Q/h03ONpNi0ZMu3d31SbNW9eG0JDwXgvqQoyTkJmnlXF+nIOwo0kw3Go2oXlmRPtRqZv39Qsa0whtVq5k9fiyuj9FRb3U7q+fwTbIBr5Mk15RaTc/3l1/qb7ms7zx/7hxzvb2Hv8cXEdlyVLls9qyei6wtOs9jSSWVVFI5SUkTMZdcDnIemwVCR6mINNvWQcHWSQRjBzlBKdT25OSoOmV2vErbWelXI116k/TnsMnZZpK8P43u13lVXs9CZ94kaeV6ca9BtoyNOXHzfqgDtrW25tO8qlW9PktEyptkA15nCRFalYrZ9raQWpWK3guTDm/qPb5s9uxNvU+ppJLK6y8pWe85C9WbmRn9bTZGtZkc5DwmAx9eH4VArtm2mr3f6uuTkLPYx0WW4+pRKEfVKbPjEROep369SfoD+mBlRSO+5+YcNRLKQdcgeX8a3a/zIqq8CDbpdZJWrhf3mn99fdKr9fX97RLbqlbVdNDR4a/P8r6kOvF6COtVV5cSDp2dZm1tPlWJ1jmz9B5fFknvUyqppPK6SpqIOWc57jSOg5zHZoFQyIwPTPWgIP4w05Ba+d1JSqv7OMmExUWSk5zqclSdMnt14oJZ69f7PPWr2TZeR33JZoU2CBNsxeLhriPBzMqK/uZyPrVkP31IIhxO6/peBJv0Okkr14t7/c47SqYsLppNTysQNmtul8IEzvCwOGXM1EJy2PtyHH1KdeLiymHuK/fw+nWhsnp6lJT58EP9y2Rk/45yj1/H9eAySP1ExL2UHSWVVFJ5bSRtTTpnOS4c+qBe31YgqK32xh9mGtJhj+G40uo+XlcegJOE1Z+ETiGHud7nqV/NtvE66svAgFAwZo5coJ3kMPe1VvPWE4Low8ppXd+LYJNeJznM9SqVxMHR2ys9K5ddTxrZJbbdyO4ctjXpOPqU6sTFlcPcV/TIzOyDD/R6ft4/Rxcvkr1KZX+pfzZ3d8/zWFJJJZVUTlLSRMw5y3E5FE7CeXyTeuNf13M9SS6OkwxILvv1vuzH30gYM30cfTmp6/I6Xt83XY7KEZSuZak0k8Pc10Z6dFLrY6pfqZyVpCOqU0nlzZC0Nemc5SLAod+k3vjX9Vwvgh41kst+vS/78TeT4+rLSV2X1/X6vskS3sO+PrUY8f5p26VUn15POe59Pan1MdWvVM5KGFHd6N+zZ+d9dKmkkspJSYqIOWe5CHDoyzbK8Djyup7rRdCjRnLZr/dlP/5mclx9Oanr8rpe3zdZwnuaz4sf6KymH6X69HrKce/rSa2PqX6lkkoqqaRykpImYlK5sEH8acibdK4XQS779b7sx39aclLXJb2+r5+c5z1N9en1lItyXy/KcaSSSiqppPJ6SNqalEoqqaSSSiqppJJKKqmkkkoqqaRyRpImYlJJJZVUUkkllVRSSSWVVFJJJZVUzkjSREwqqaSSSiqppJJKKqmkkkoqqaSSyhlJmohJJZVUUkkllVRSSSWVVFJJJZVUUjkjudSJmCiK/ngURX/ivI8jlVRSSSWVVFJJJZVUUkmlFbl1yyyKGv+7efO8jy6VVFI5C7m0iZgoir5jZn/fzDaO8NtfiqLoe1EUfW9xcfHkDy6VN1pS/UrltCTVrVROS1LdSuW0JNWtVFJ5VZ4/N4vjxv+ePTvvo0sllVTOQi5lIiaKoj9sZr9iZv9uHMe/EUVRTxRFQ1EUtXQ+cRz/chzHH8dx/PHIyMhpHmoqb6Ck+pXKaUmqW6mclqS6lcppSapbqaSSSiqppPKqtJ/3ARxRusys18yKURQNmNk/Mp3L4yiK/r9xHP/auR5dKqmkkkoqqaSSSiqppJJKKqmkkkoDuZSImDiO/z9m9u+b2b8ws39lZr9mZv9zM3tqZn80iqLuczy8VFJJJZVUUkkllVRSSSWVVFJJJZWGcukQMVEURbHk/x5F0ZaZvRPH8a+8/Oz/amb/jZkN2xG4Y1JJJZVUUkkllVRSSSWVVFJJJZVUTlMuXSLGlIuxl8mYX4uiKAo++46Z5cysfE7HlkoqqaSSSiqppJJKKqmkkkoqqaTSVC58IiaKop80sw4z247j+HtxHO9FUZQxs5qZWRzH8cvv/TVTu9Kfj+N4+dwOOJVUUkkllVRSSSWVVFJ5reXWLU0/OoqkI6pTSSWVC52IiaLoF8zsb5vZf2tm16IoqsRx/FfjOK5FUdQex/Fu8PWKmf25OI6/OJeDTSWVVFJJJZVUUkkllVTeCGEEdSqppJLKUeTCJmKiKOoys79uZv9hHMf/PIqiG2b2vSiKOuI4/iskYaIo+o6ZfTeO4189z+N906VWMysWzapVs2zWbGDALJM576NK5XWRVL+OJ+n1S+V1lFSvUzFL9SCV05X9UC8pqiWVVFI5jlzkqUmRma2b2byZWRzHk2b2q2b27SiK/kHwvZ82s/GzP7xUQsEJMtPfYvF8jyeV10tS/TqepNcvlddRUr1OxSzVg1ROV0C9NPr37Nl5H10qqaRymSWKLximLoqid+I4fvDy/3/TNJb6PzSzP2JmO2b2n5nZf2xm/5s4jldPYH+LZnbEDs+GMmxmSye4vUuy78yYWWal/r3qzhkewHmd+804jkeafXhM/TqPc7qg+8x2vPresfTrgp7nK9JUvw6nW8e+fuf1fL2J9vSs9ntCunUicsRzPpZeXxYbcBn3edq6lTinE18fDrHvM5c3ff8npVvnfR6N5KId00U7HrPTPaZ9/flUUjkNuVCJmCiKftHM/qmZ/bM4jv/sy/f+l2bW+/LffxLH8U4URb9mZn8tjuPZ8zvaxhJF0ffiOP443febtf/TkPM4p3Sfr9c+T0rO69jfRJt2mfXkqPKmPI9vyj5PW95Eu5Du/2TlIp7HRTumi3Y8ZhfzmFJJ5ThyYThioijqNnHC/A0z+5koiv7rOI7/XBzH/6fE9/6imQ2Z0DGppJJKKqmkkkoqqaSSSiqppJJKKpdGLgxHTBzHG2b2V8zsn5jZ/9rMOqIo+id8HkVRexRFf9TM/gMz++txHF80uFwqqaSSSiqppJJKKqmkkkoqqaSSyr5yYRIxZmZxHM/EcVx+mWT5q2bWGUXRP3758XtmljWzPxnH8Q/P6xhbkF9O9/1G7v805DzOKd3n67XPk5LzOvY30aZdZj05qrwpz+Obss/TljfRLqT7P1m5iOdx0Y7poh2P2cU8plRSObJcKI6YpERRNGxmf9/MfsaUNPpDcRzPnO9RpZJKKqmkkkoqqaSSSiqppJJKKqkcTS4UIiYpL5ExPzKzPjP7H6VJmFRSSSWVVFJJJZVUUkkllVRSSeUyy4VOxERRNGBmf9zMfj6O48/O+3hSSSWVVFJJJZVUUkkllVRSSSWVVI4jF7o1ycwsiqJcHMdbp7X94eHh+NatW8faxu6uWRybRZFZ+4WZQ3U02Xk5iyqOzWo1/c1mL/95nZZ8//vfX4rjeKTZ54fRr9dJj5rJzk69bkWRWT5/3kd1cWU//WqmW9Wqru/url63t6fXOJVX5Si6dRnkTbCjzeQ8z30nmGP5ox99shLHtaFG37vMuvW6yEV+RioVP7ZMRn87Ovzz19VuvQly2nrXaPs7DebrhvoUykn686mkkpRm+nXBTPCrcppJGDOzW7du2fe+970j/35pSYEPks2aDQ+fwIEFUquZFYvaTybj74X/z2bNBgb8vaMK57Oyor/ZrNng4Omc1+sgURQ93+/zVvXrLPQIaaZP2axZoWBWKvm9PwmdCmVpyWxuzs81mzUbH091q5nsp1/oVng/s1mzhQWz6Wmz5WW9n8+b/eRPmr377sney1Qut7SiW5dNTsuOJp+xk7aLR5Fq1ezpU7ONDbPubrPe3vrPz3rNDq/91audU82+d1l16yJKI700219Xz9LX2O84Gz0/rfgHr6PdOmm5iPbqsHp32HNotv35ebPFRd/OyIjZ2FjjbZyUP59KKo2kmX5d6NakyyDhg9/o9VGkVpNRmZnR39DALC7qX/L/1aqM1nFlYEDGCqPV1+fbT+X05DT0yOxVXQoXN7NXdejpU//spHQqFBxFM9evVLeOJ+H9rFZVASqX9X5bm6pDX31l9uWXrgOppPI6ynHsaCNbiSSfsZO2i0cRkjBm+vvoUf3nZ21X8R0kexcbav2aSCO9PEhXD3pG9nsOTvI4G0m1Kp/A9ajeZ0ilNbmI9uqwtrlYFDpqZcVsclL2bT9dPC0fOpVUTlsuPCLmogtJCyST8cTJUTPRSSO6siJUSq2majdQu0qlftuHNTzNMs4DA6qmb2yYra1pYUxbG05XTkOPzBovyLSurK0JOdHRoXucyeieh5XVoyxm+1UyMhlVJKhQrK3pdSpHk1rNK4gktjIZs64us81N/atUzK5c0WckVlMEUiqXXRrZmaQdDQO6g7axvq7nJpNxW8lzchGc/OT5Fouy17u7guEng5SDzv2kJZMJ7QqNkRdfLiJ6oFVpRS/D92o16fnGRv2aHJ53I5/huMiFVp8fnt/BQX99We7FRRKuL34er89Ttw9rm/EP8VenpxX7jI83Po9w+7WafJ8XL5Swzuf1r68vLUSlcvEkTcTsI60sMAMD9d+p1Q63iDWSpBGdndV2trZU6e7p0XcqFV+wzA7veDVbV0jSCwABAABJREFUcItFOaQ7O3p/c1OB3HHkMjs7JyX7XYPT0CN+y77X1qQzOGOZjBATcazPBgcFcQ/lKM78YR25k5A3Vb+odNVqshMPH+rcqWRWq2bb22ZTU7oem5tmH36YJmJSOX857jPbyM4k7Wizajr7npvT674+Bac7O76mJoOGSsUDg+7u+vbgs5Dk+a6uCu1mprRHT089mvU0kQSvk709zfUKdAmo05ERbfuw16rZ9W4W3DYLeEPfbn5eRZjbt+vP+yjIhYOuX6MgeWbmYD8oRcPsLwfpBfaK12fhizWTw95bjrlWk/+yvS2bV6moUPzWW/XPUbj9zU3p+dqadH13V99dW1Mix6x5W18qqZy1pImYl9LooWxlgQFBwndXVrwqze8QWj/o6b59+9VAN6xYbGyY5XIKlpeWhIYZGtLrWs1sb09/V1a0wGNI9uMACRe9EBkRnje/C5M8ocE7ihN2HsH5RRGQLftVXFvVo1Z0yMzv0cqKv67VPNh49kzbHxrSfhcW9L3BQe0z1JfkNisVX+jy+Vfv/0HVmFqtXreSFYpUv1qXalUB2NOnclY6OnRPX7zQv1JJCdx8Xgm3Fy/0vY8/Fh9QM/1JJZXTkkZJkKNU3g+DCE2uiSA+p6bMOjuFAiwUmgewoETZd1fXq4mf43C2HQVVMDCg4KRS0fN99Wrj63cUe3rQb14ne3uYxMNhrmWtpnaK6WnZ3kJBCZl65FBr0ux6J4PbQqF+3Q/9Qn6Lb8f2OP5yWTo+Oak1Y2REa8vg4Kvo3PCYkr5KpfLq9xsFyclz4Vj4f/Jaw19nlm1CtfrmSat6cVyKgVZjioN+m82KnwU/ED1ptM3ubvmlT57oewMD0puuLiVk5uelm2Fyc3jYY6LFRe23u9tbOM1e1d/w2qWSynlImoh5Kc1aOEJJvsaQPHig4La/XwvF/LyMTbKlJ9nT/fSpCDRDWVrSIri6qv8PDfmxtLf7ApbN6nsEscvLWgDn5hTw53Jm169rcTWTwSKT3NvrkE9IeTFeX36pYI6EAfs66Fod5Fgctsryusjurp/rfhXXatXsBz9Q4qKzU0m2RnrUig6ZecKkVtM9X1szu3PHqwroDQvf0Mv5FnNz0p2hIR3T/Ly+v7Wl1+Pj0qlqVecClDlc+Ek4kYTJZLTduTn9nkUYSfXr6JLN6rnF2WprM/v0Uz3H29uefGlr0/3Y3JS9imOz0VEFoteuNU+qpZLKSQvPN8/oyoonp83cUU4iCczcbhDQhW2UtOuEyBUqp2yrWpXd3NrSPnd23I4VCo4ITCahMxntC7s2M6MgIZfztXZtTet/d7ejGpuRQiaDExLlnNvSkl+TZm1X/f2vnv9+15ttt2JPD/rN62RvD9MycZhrSesYreRKIngrKetgmDRphpZpdr2TSR2QkPgYmUz99sJzBSEwN6f319bcz6hUpOPvvKP1v7dXn29s6LwyGfmJhYI+LxbNGCYzPa3tZbNK5IQ+Z6PnoVHiplGL1NOnrxJSv+nSil60qtv7SXgvFhcdDRja2EZ6SzJyY6M+IVQouL/b1eU2kwRhsajtDg3JR8lmpSNjY2aff+7bgaT8x39cqH32NzurbReLQg3evavnK5/fvxCdSirnIWki5qU0MmjZrILOFy/k9PX1yYBMTmrx2tiQEdne1sP9/Ller6/LiOTzZt/4hoLZatXs3j0F2R0dMgClkhbpcAGem5PBoe+7WFRQbub76ujQvtrb9XuMYnu7O6F9fTrusNUEg9PbW5+FNvPq4oMHcizj2GxiwlnGQxh26OiGxnU/GO5h+0NfFwmnw6NPxaL0KZ/XtVpe1sJhJidkfl73nERIX5/Zj/2YHKPJSX1vZ0fbIJBIOnGVilAvm5vSi+5ub02p1fyelUq63+hwb6+OZW9Pi+KjR9r+wIDDPNGpZolL+EnCIKNc1vFPT8s5u3FD2zNL9es4MjAgm1GrSTdAGqytSa+4Xm1tskvt7fr7a7+m63flitmf+lNe0bzMle1ULoeQhHn2TPZlaUlJ4jt39Pm9e3KeazW3NRQ7RkdlP9bWlAjp7JTuwhvw4oXZZ59Jx/N56Xex6EkYM9mm9XXZuO1t/SP4axZQmMmmEETPzOh4KhVfa6tVrdvd3fr/4mLzREwzHjhkcbE+YU9CfG5Oz/LQkGw1SW+SqM2udyPka7PAqViULQk5p0LbGqJ2+c5l5pArFF5FmYZCEqBU0tqIDjYimg/XqPl53au2Nuna7q6jE830nZUVbYvXSWQsSJBG17sROme/BBnJPhI/bW31nBmlkp6Nx4/1/MEptrio469UlODf2NBz192tc+3r018z6SUJpoUFfb+9Xcl+jjlsOVlbc93v6/NiYVfXq9weSf66VA72e1ppB2qGPGK7q6uyb11dSjiTKI6i+tbo5FRGiotPnrgtRu7fV0IF+oNqVfHGW29J13I56Xxvr1MxLC46sndqSn/Hx3V8u7tmf+APOOqb497e1mfz8/rtt75VjxYvFrUvP+6LNsw9lTdBUqV7KY0M2sCAHMXNTSU/Mhmz3/otfbazI0MxP6/Fp6vLoZ1mMmaZjBY1Mxmur77Sb/v79d7IiBsYFuDJSefv6OrSZz09csB2d2WYrl71IHx+XkZpeNjs5k1H5ezuapELjWMy61ur6RhAK0xPa3GdmPDk0dtvv1r5gQCU/ZTLjR3euTkZQ5JTVB6TcNnXWejhN5MzMTWl9zo65Kg8feqLSbWq96tVLV5jY1o81tbMPvlEr3/4Q11HEEvhIhVCM6entXiGldxarb43HJjn2pr2394uR/PpU/3u/fd13LmcL3DLy+5U4VA2IhoGuVUq6ZwXFrT9jg69Xl5W4IUjmOrX0QRHiKoj7R4kYlZW6p2djg7dB2zK/fu6pj/1U0oad3enqJhUTleyWa2LS0t6tisV2aRs1oO8UklrIVO/8nkFwL299RD5nh6v+mcysnvT047YA5percpW7OxoH7WanoXdXa3fo6POHcC4U75D8Pf4sdn3v++J3xs3ZKvM3EfoaNA00SxgDpMjGxv17R1JefRI59rfr/NYXdVxgzxIJk9JHmxsNK72JhOuyXYxki9whzXjGQGZRDXaE0yXJ6AplXSPuc+lUn17DJV7ruXsrHytkG8CCdeoKNLfrS1PwIyM1LeJ0FbG+sU+Q3TU06e6mtPT+t7goNkf+kON0TnhWlytum8Xjjfv69OxLy5K72lHfvLEUTu7u46eBGXd2Sm9y+f92drYkD8KMmxnR+dKYWl52ROkJG7eeUfr0tKSgu6FBX2fa7687MVKrlWxqMCbJFIqkoMSLa20we2HPHr8WPe0o0P68OyZtjk5Kf3OZqUX09Pua3IcT59Kz9raZFMXFqRvhYLZj37kE5Ha26Vv/f1Kwu/teQFxeFg6trqq+7+woOMtl/XZ7q6Ora1Nx0DhuljUcRHjdHVJx777XX1/Z0dJmoUFPcPXrqFrbVHDi5RKKqcol2axPG1pZNBwuMKpLisr3sbR1uYZVTMZBSofi4syIPm8vkflo1TS/3M5zxDTUjQ9LWPx4oUMTW+vO3fFon7f2SkjFUUyZk+fOmLGTMcP+oHAd2jIq4sEyGa+aD9/rkXxxQt9FyO4sOC98MBOcUQeP9Z+r1+vh5GGATl9nThsVHNIOuzHM/K6SHu7X+d83itGZrrn5bKTqpbL0g+4f/b2vM/15k0PDCoV6dbeXv19AeI7PS29IIlYKMj5mZ3VZ+Wy9C+b9c9xon//9z2R0t2t/b3zjre7dXR4ZYsxk0k+JTN3LJ8988TLlSs6574+b+FjcQ6d06PqF5W4Bw903Y5KjHhZZGdHFcf1dV2v4WEl66LI7Pd+T9dxe9uTgQSnZk6YmMvJ+alU5Oi8/76uK6TdB1XQU0nlsMIzu7WlZ7y7W7o4Nyc9JMhfX/eAdGhI+rm1pfe3tqS7i4t6PTkpG/Lpp3qPQsXSknNdgFaYn5cNfPttbYPEz9e+Vh9IA2vf25M9nZ/XdihyYDtJxoyO1ien8RuaBcyga8wc9YDtJ0EFGoDn1sxRkEhoEwmk7t3T64kJT1BdveprcLIdhOA/bG0IiX8LBf8+nCBJDjk+l1y8gKYZv0sSgYmusPZSoCI5RyK7ra0xmjOcbPnihf4/NqZgD19xZcUr9quruu+krkI0lJnW+nK5voV4ctKDZVAutHKQRPvyS/0f/29hQS0anGsc1yfbrl3Tet3d7YmYf/WvnItoZcWRMsWiUGFtbVrXczlPOIX+MLOztra0XZAIg4M6nuVlndv2trbX3a2AvFLRvlZX9Vzs7gotIXvQ/katRM1IZRvxrhxFkvpfqbhuYdv6+3V/njyRP2jmCb67d913xRdbXtbrMB27uiobWSy6Xd/acp3a25O+5XLSj7fe8qJgrea2OJ/XPig2DgwomfLwoevW6qon9dfWzL74wpNSi4s67uvXtf/5ebOvf53rtxdg2FNJ5WwkTcRY45YHJEn0NDioYHRry7O9tZoW5kJBBmluTotcW5sWm2pVRqmzU0amq0uvv/99vVcoaJ8LCwpaJycdEUC1rr1dRiib1XZ3d/X9rS0ZTap8hUI9TPjxY21nfFzb+O53ZQgHB82+/W0tvFtbMoTd3UrKdHbqGIHoMgaX6tDCghZOM30f56u72+GtQL7pw9/b8yoHyAyclu7u/ftML7Ps7HiVcWRE57q1pddUltbWdG/a2vT+8LBXhzMZLUArK1p4SF719+va//CHWoyuXvWq8P37WpTKZS0yz59Lr8bHdU8IfIaHHVkzNKTfra150PPVVwpOcjntn3v47JlXqcfHdR/v3VMCpK3NuWiodAwOegtWuaxgv1Jx/SApl9SvONZ2b93ywGZjQ45ZI/3a3NRzCLSVhEyzcYeXXag87u7qupdKckA++0zXpL3dobl7e/WEeNvbfj+5jp98ovv68KHZe+954JZExKWSSqvSjOB7fFx2ibVifl7Pdhx7kpB2CJ55kh9wo8GTRpW+rc2RIvPz0n+QqcvL0l9sy86ObEsup0CCgkOYjCCIBE2zvKzvU5ElsAxbL0COwM1F4oLtbG05t8bsrI55eFg2koAYzid4bDY35QMsLuq9hQXZORIiSR46ktxc++vXvfWYBEOl4gkHEjEjI/VtI7weHk4mWep5fZgglWyLOUtplmQJ329Glk8brZmuC5wUcSxd2drSNWXdoWgwNua+I9ucnvYgE86ga9dcV8L9DQ1pHX/yxNFdIXcbwTHJkkpFOpnN6tkJUUhzczq2jQ0PgGdn5cvhv+7syOecnNTxvP22PltclE6C7nn+XOdBO2C1quOmeLOw4G0hJKgo+hUKOhaKjbdueSKJ4wedu7QkXyKX0zYXF/X7b35TzwX7BsX55Mm/TsS8UXFLM1LZ5HugobG3FMNqNb0moXrjhqO7QLeUy24v8dGxt2a6H11duudR5O1L6+uyOSSzx8elGyRlSByCSqxU5GeS6ENnxse1HdqM+Ds0pDhke1v2GuQ3aMbVVS9e5nL6f3+/EtDvvqtrAaqa5wNupN5ePy5Ht2H1U0nl7OSNMmjNJNnyELZ53L5d3z/8cz8nw3X/vgzXBx/IeQIlsLfnFf/lZRmqOHZIdFeX/oJcAKHyzjsOvSyVnENmc1Pv02tOD+2zZ/ouRpb++Th244nhe/BAxnNpyZ3d7W1t46OPvMWK30HkG8KTMfC0Ss3MyEFpb5ejVywqcJ+d1XevX5eho7LZ3a39QrhFcoqeekjgTmrqw0WRkKyXShf93m+/rXP7/d+XHrzzjj5HT2hTo+IV9nivruoegLJqa5MDNTam+7W+7pOQtreVrFle1rW+csXbknZ2lKzj3uZy0uFSySGfm5vu3M3PaztUm3M5h8pvbmrBe/5cCJ6REdcrHKvdXZ3DxITOM4o8gcK5oV8cby6n7XzxhfazttZYv4BLDw3V6xaOSjPU22WVWs3dhmvXlIAh2MtmvYIUomCSUq1KTyoVr8oODuraj4yopzqcsJFKKocRnjeCStoH+/sVEGxvy85BRF+pCMmXz8uGgNTi2f7Rj/Q71tt792QHaCfa2fFEb1+fdBikyfPnChIJ8JhmMzWldX5lRUkZphVS/CiXte2pKQ8ghod9yhIcH7R34jOA7sEvYN1dXnZk69WrHvTMzsqmwgNTKOgf3CDwPPX0eHvT+ro+YxQwwRFFDxIyAwM6f5C4y8uyE2xnY8PbZuDuCqvv4fPf1+fIiUxG22lE8n+W0oxENyRvnp6W3ty+Xc97E7ZZgdLCZhIsPnvmaJnubm2rv9/XZYp3BIlso1Ryzi6I6mmD4r7T9lsu69/t275+c2+++soDU9blWk1J88lJfY8WEHjpokj73tvT/Y6i+kLQp596EhI/FNTs7/2e9k+Bo1SS3jA8oLNT+wPJUqs5Ioa2PQoDtZqOA3TwvXt+X9hHPq9jqFb1/BPAU2iBy05t/WHD9+sh+/m4ybW30VrMe6G9nZ/3Ih6Jh+FhnzYUDvfI53VPt7bkW5EsvHlT23z82NuQiJXw20E1d3bqOWGYA8j9atX1BR3f3dV71687yTpIbTgy0VU6ChhIks/7OOso0ncfPJB+dXZ6YW58XOe8uuqIHQjeiXkKBdlgszennT2ViydpIsZebXkIX2ezr06lef99X4TDxZ8+2UJBBmRnx4lvqaoNDDjRH/DQ5WX9pqtLvyuXZeAqFRkXEjelkn7f0+PB69KS/vX0yPA8eOBO6eCgthfHTtJZLjt8dXXVA9UnT2RQR0bqSQJXV/X/2Vk5cnGsKkd/vxO04UxPT7sj097uySPg3wTNtIvQ38l1bhbsNXOyLkOCJiTr5RyS+pQkQzTTfaGaC4yfhASQy64uLUSlkjvCLHxUk0FuURkhmXLlivSwo8MTQwRD3Me7d/W7735XiZxi0ftrCQCuXpX+EixVq9KFfF7HtbDgUxR6ex1ltb0tXezpcUd5edmDhv5+vQbVgX5lsx7woF/w6kC+2d2t7XV0eIUavbmsetRIMhknf85k5CCPjeleLSw4nDc5pSopBLn37smRgofq535OCZ5M5lUuhFRSaUXC5y38a6YiwNiYnusf/lBrEAHs1pZsHEUGgshSSesO9pE1bWPDExbLy06IHrbigqJbWNBnoX2ZmZEN/cmf9ACzv9+Dmc8/l91ZWdG+u7s9WXz3rgfWINB4/tbXtb2BAdnv5WX9juJNuSxbNTqqbeMb9PRozaXKnM978gcZH3cfJJwStben77Km45swhfFrX6tvnzHTdlmDkwhCzqNU8nUojuUrsF9aVX2S1dlC/JsFq+G1SQ4z2NzU9WYQA8MSzHSexaLr2pUr0oeeHl1XOH2uXNE2zXRNZ2a0nytXpAusbxQwSAIl+YEIKhnEgD7NzOj3IJgWF3XtZ2frkdbz8zqG7W0/ppDjcG5O23z3Xeka6NShIe3vwQPpTFubo3FJghJc376twPnTT12vaKHP5XSd5uf1PVBt+K5Pnujc+vs96KcFulTyNn6mhu7uag1qa3N+nDiGvDufO3WFOiFppa0o2dqdRKA2I+Td771q1Ys0S0veAgdB9He+49wrFEfNvI0zm9W9gdCWaZp7e+7j9/Y6WfrmppIja2tuH9bX3Wes1XwoBEmb/n7dzw8/VEJxaclb0uPYJ45B1BxFTgcBF0xPj7ew0WpdLuv3k5P6zief+OTPQkHxy8SEjqm3120qSKNUUjlrSRMx5oR3YfIlSWrbiMWeBTKf90RKb68WrtVVGQggcWR4o0j/ZmcdLQMhK58zXSdMahBUAnWmdYPf08axvi4Dt76uRTyO9Tsg1fSg43gtLHjAT1KIykVXl4wYiaKODhnF3l6HSQ8MaJH99FPvL93Y0DW4csXbH5aXve+8WNT2cH7oWwcifRCxYSuL10WRsHaDXoXniLNLwmtoSOc2OOhkdlS/ZmZ84Qsz/FRcb93yBFxfn5wiRlgDad/akoPT1aXt5fO+mJEYjCJtI4rMfuM3nAsBfiMShPSFkwhAr7jfXV36HiitvT0tjkND3gYHaqevT9u7eVO/pboNJPnTT32Cyvy83isUfHEHvszY774+T1qGBH/AytEls1fJES+iHjUSKkDcv6kp2RX6swm0mNoRJgWTguOE80Qr3IMHZj//82b/9r99NueUyuslIc8If808+fzVV0oczs46EhVyyDjWc8gUl4UFDwz6+2V7aAVhXSNRzF+4otbXtQ+QhLROlkqOlsvlhLihZWR52VtCFhd17OPjTlpJAB2ieTIZfXd11Sd1FApe3AjXANo0KKqQEKWaPDurcy6Xtd/1dSdsvXJFI1uB2bNGgvwhyH7nHU9Smel819Z0flNTPonkrbfqCWrDVm3aEqh+d3ToeoEG4bxAe4j77mwh/o0I45eWdIxUvlnDHj6Ubg0OekGDBFJ3t95/9sy3e+WKtw2T2EAfo0i/e/LEpx1id589q0fDdHXJR2tv1/GBst7c1OvOTuf1Gh/XdQYdRVsU31taUnKQFqBazUfz9vQ4x9/Ojlf8Fxa0jt6541MRWSe2t3VuICTLZZ/cmMkoeH7vPU9CmWnf5bIXcx4/1nHcv6/r8uSJzu35c0dcRpGO7etfd26ZKNK1onAD0gp0OW3zL16gVZ2dp65QJyStthWFuguCKIw3mGK0XzLHrN7Otrd7co9JmCQqpqZ8eiq8g/Pz0isQSKCVaefExrS36x/JnnLZ/VBaOLHB2CaGKNBa+s47ngQvlYR2JpED8qatzYtNFALzeSVRrl93fjCSTLT3g3Y007FPTnoyn9ZQYhl0stEEtFQuvty6JftyFLl50+38eUuaiDEZMXqnzV6dutKIVRw4aybjkEl+n8u5w8aYTWB3W1te5aP3GHRNoSDl6OlRLy9JlGrVe7Tn5/UbKiEkUOLYs9WLi/UtMbQjEdiSIe/t1WIOvwQcNw8f+mJ4755XJyGpo8d+ZKTeEcZos0zev+9Z76kp/f9rX3Oum48+ejXB9ehR/ZhGM/1/etoNfFeXziFZ5b+IhpSklpnrVahPEACOjtYn9tbWdK1xEqenPVDp6tLCQ8UYYsqxMS24/f1ycnp7dQ+oALPwrq7qPaYOkUCrVuW8MxadZFvYV0uf9+amt0gRWFBxbm9XQAOZIXpXqcg5g6T4wQNtE76ZXM57mTc2dP5MjCCBCVt/FOn3JGPKZdevXE5/zbzPHagzMF3aBqiQhuSIF1GPGkkm49OkHj7UeTO9gHYJErr7JWGSQrIXW/frv67r/d57/pzevv3qJJZUUkkK9o6qKa06n3zizvXQkHRte9s5ZEB2DAxobQph6I8fexU+nALHekh1Hd609nbZqUrFk9rlslfj4aUxc9QL05kKBV+vKxXZ2J0dt7m0LT1/7gifmRkdE/4BnDYkKsbHffpHpeIVY4Klvj6fvgii4pNP9H+QDHt7WjPeftu3z/UEUQi/GOeHbcfWw6sTTmuq1bQGwxvR2alrT/DOmgw6CT8pXKvPQ/AdZmd1PSlG9PV5u/fYmCNZSD5MTioJ1dXlxSe4NQYG3F+KIt03CksUGCoVXWsQp7Qm0aaDfzYzo+22t0sH0HmSeFtbWqsorM3MOOoFDh5sO7wv8HrwnTjWdfjhD/WXaYhw2MSxI63MPNlYqzmn4e6uvj8zo/8XCroOQ0PaFpOVQN3Q4v7ihY77zh1/HtgPRSN8ZchUo8j9Q9qfzLRNWvBZ62/dkk9RLptdNLzqSbQVhYlEWgNJyMzNSfeShLzJqWdLS+4PQiYdkkbv7uraDg05vxR+G0mMbFa+BL+hLYiiMUnE69elG8WiJ96YdgkH1eam+6joLK1SJDL7+rS/Bw/0Gh6ntjZ/fiYnPabZ3vbjzGT0Gv3d3ZUOUZiG2H1jw9PCJN/xs+lWoCCcyuUSujSOIhepwfG1ScREUdQWx/HeUX6bycjIAc9LStJ4wuGBMDqW/uqNDV/UWLAJbs28h5vgb2NDxqizU9WLfN4n1mBoMDKdnTJ+cM6MjXnVBGND5SST8awyyQ3eN3PKs+Vlz0wXCp50efhQxmxzU8ds5g41RjCX0/+7u2UwmSwxPKwg7qOPdK1I4KyvaxGmJSlcTOCw4Zqvrfm9+fJLD+g7OjwIX1vzUcohyfJFkY4O8QiFkmyDo5rFYjc+LoeDxQiIb2enXxfg68PDWlRWV3W9SWDBej8w4L28EGMSIIQtcDihJAepiOAkMeGBcbKdnT4esK3NqwygakgMQiYL4gn0xsOHXv2gr3142NFjVJ/NdFzAr58/1zauXHHSwJERX6RpVaASDooGJ5lFGEQPFXaQOUNDl6cNp61N50AQRFKK+9Hd7a0RByFiGkmlIp2iP/s739HznMno/WSLXSqpJCUcn0rA8tu/rbViakpBXLUqHZ6YkJ5CBAvykkJCFMl29fdLp1+8cA41Cg2sESsrbkewsRDMUx3F1nBs8CLAFUIVP6wEE0gSbGOjnzzRNj/6SMfNpB2CdjNf7yGijGPZZ8a4wp0AOgiUrZmjbULOsPv3nd9jc1O/Za03k52cmPBE0vCwrh0tJYzmDlsXl5Z0Xx490rn19nrSiWQXCa+BAZ80lazMn5Y0C3oh7GT/s7M+uhz7yKSe3l7nEKOtCJ8GJAZJvu3t+sCWyZXo3vBwPZqIIgVtwRSQzJQ4e/5c/CkMWKAgho0mIcFAA/hgWHPNdA4Uavr7pV/oGoEs9xNUNeTsBMUTE847Mzzs/CD4q52d/jt8zefPdQ1JLNHCTBC8syO9CX9HAnRnx0cbh0W9jg4vujDKGF+VZ+/zz/351Xp+1NDrdOQk2ooGBhyFNj+v34eIs+R2k6hqyI5JxvF81Goq7pJABh3f0SF9ZKx6e7ue+4UFT5ItLEhPsFXJdlG+u7mp7VKYI+EC2gT7TKIdXxN0Hv4miUoz30dfn++/r0/XiIEivb2eQOQ3rBvYRHxeBGQPxzg7K93DnqWSynnIpU/ERFH0rTiOf3DUJAyko/vxQiSNaS4nBxIiNxwjMy26QEKZqEDmGCeAKtTSUj107/Fjd/5IwESRoxAg6iOhQ0WE1goCeYJOEjEsftWqB+E7O3IeOT9aPEjuUEVkvChj3iD24vuDg04eGFaAaKW5edOTCBC1Atem4ggZ8tqavgN8c2BAwTRGkqCasaLcv93d+skRF0ka6VeoT5mMFkDG7EGEyOhqFjyCAKCdIJYgcwQh1NenJFWtpvsyPe08IThHbW315GZbW348EK1RwQjJduH0YWEVcZ4vdCQOX7zwhZJFF0eTBNzqqutmLucJpufPvXLGyE7QPVwHKpGQatIfT7BGO9u/+lfe3kV/PxXpMPBAZ0l2XpZEDO0dL144KSL/uAY4c0dxXUEOmMnBZpLIt77lXAqv+/j5VA4vzYLl+XnZnX/5L5WIpQBAgDUy4gg6yOpJTjA5iaQNXDE4+3BQdXfrWYCvCnsGVJ/9MfGQIISAErg6QQNBIfxvm5ueUFlaqp/EUy5rLaNyzTMIamF8XM9qJuNtMSSvmXpDu28u51wzHR36++CBfst50MLMeOK+PvkQJKC6uvQ9AoyBAfdXQq4vqsG1mvaxtOS+Tbks+9vRIfsJzwJT7E5bd5JtGc3aSEmgIWtrjsRiItCVK14hZ7u0fJPwqtW8hXdzU9toa6u/X19+qe0wNhcuFSa4mCnJgY9YLntRA6RHX5+T5pJ83N31QggcLyR0BgZ0ns+f69ywy7mcUFFMOqRow4AGimVbWx7cg5zq7KxvXYHQlSlkrPPVqiesQAjRWg8aC/JV/ATQvbQikcSDx4zpOlNT/t29PecUgdfo6VPpHc/hzIzZxapl7496aTQgwKyxfcQusI0QkTc9rb+3bztROc/B3JxQUHAEfvaZrt3YmHMz3rmje5bN6vdwv8EX9NVXWuOJD6BJmJqSPvb2OpK9VtP3Jye1H4qI8Fji59F2Rss4flsUaS1gmiPIQH7b1aUEkJkjtHhuenq0v+1tnTdofJ4T2uLDY8Zn3XsZIdI+2N6u84eaIfVfUjkvudSJmCiKft7MfiWKol+I4/jzl+9FcXy4sGM/XgjGrcG4/41vyFD87u/KmHR2yqiZOQz54UNfeFikCG4h1QX6CYcH/C1mgv0xMhJngcWIal7oTBEgV6tuLLNZXxyp8vBbKjzw19A+w+/jWL/J531UXbmsRZzKYxzr/KkukVQCPr6x4fBuCLxovxkb0/7n5tT6tLMjw//0qQx/d7cTuiG0QT175pn6ri5f2AYH9yckPU8J9SupT4xUhSmeyRWFgutRe7veY7xqV5cWVhwYkixUeOFM+cmf1D7glMF5C5N34QLFJA+qDPCG4NiTTMN5JSDCSeNYuP8bG0qAkIij/Y+kGS1Jw8M6NqaboKt7e0KIFYvOe0AgUS47xPzxY9cvOJKePZMzClool9O4dqaUMOK1UtHzCIG12cXVo6SE7Q6QgEPgXC57FZ/7exQJuaiePNH2IV3M5XTdRkYuD69OKqcrtZpsOnwTY2NqK9jcNPvv/3s9d/AYkYCm/YDExtKS9IsCRIhMwBaRREbHw6o8+krin98xnQaUKPYNlB7FDtZCAmUzf65yOR0/bU5U9/mcNRZOtnxea9PgoNu4rS0nJWX9bm+XbSLgGhjQZ3BtXbniiZmdHW23WtUaMTvrk0BI3pM8eu+9+sQJgYuZt62wHsAPwVQfULDDw7KtjNYOA5awRfgk+LWatYGHxLa3br3a+pHk+TPztgraaPv7tS3axiYmhGbJZr31m7YQWrJI8O3t6dqDQGSaXz7vqIJr17z1lmTJ2pqTzIJEqFTMfvAD989I8EGGip8HshmkF/4VqAKI+KenZYf39vRMzcx44pICDnwz6N/uricXOV4IrMMkDQFqHOte4M+S+OG5gtfIzBOFrOXwcXDtRkf1Hc5/dlb3B7QVAq8d6zRtUma1Y6xoJy/NUC9m9YjAUBq9xzZA1lOEzed98s/urq5freaJUKYJMTWLqZUUbSHbZ93OZh3J9+WXstWPHul+kjSknbu93ZMiU1NOhLu0pP+Hg0lAeYVjx7HPtElSDOT5ACkDVxFTOldWZA9nZrwVEwTZ6Ki3mHLOJNLxfThH4i7uCYVxCnkMOvnRj8RblEoq5yGXNhETRdEfM7P/1Mz+YhzHn0dR1B7H8W4rSZgoin7JzH7JzOzq1RuvkGOF1d1PP/Wgr1YTqRStGlRRXryob1eiCkLf7sSEjOnsrCMJqORNTzv0ulr16g+Vv5B4EGePxY8FAKIsDBnbIggnKA5J4nAqCMRDVMD9+zKqExNutFhUQwg0mWT6MgnSaZmgStfWJsPLtIgQCsi4a86DHlYcEEi3ajUtBPRuVyrKyt+44fwfzch+k5nuVr5zHAn1a2Lihs3N+X7QJxJhv/mbulZdXbq+jx5poRka8vtG4ECFA8f3gw90/WhF2d31RAxjUJlY1d/vMHwqHiFSAv0BAlwseoUOmDCw5uFhX0xrNT+msBoCpwKElCyi6E5/vwcI9NVTFSQZtLurhBP95ZubrsP5vPY1NqZj3djQ+V67Jj3Z3HTnulLxNqTeXukhpIx7e/pdqeTQfYiuD6pgnYckbVe16olZ4M0k/IpFT6QcR7BL4Qjh994z+2N/TNeL0aJmKTLmMkuoWzdu3Dj07yHq/PVfl94VCtK96WmvvE5NKVilAAFCDlQA61FITprNOjE5HAPd3V6Br1Y9KQJSE/JeEjM47Tjw4URDiMpJ1Jg5V0dvr7Y3O6vtFwoOux8ZkR8AcpQK8NaWbAstP6zppZITYLMmDA/7Og/itKfH20t5lra2fHpSqeTnvbysYOraNScXbmvzpEBfn4+fX1zUNmjVAf13+7Y+f/ZMx7u1pbUfTjOOETtNywhjbEOCULZ9VN1q1AZOYGfm605Ifmzm6KPHj+vbqELf5Pvf9/UwWQUPkQv4E9vbOp+uLt3/zU191tOjdRrukw8+0Hvz89L/hw99EhBVeu6Xmbca4S8+f+7JMNqfuBYUPSiQ8RfC1LExHdPjx56QJBlIgY1CTRxLL0ALMbmLZBUIKlAt29u+zs7OOtcGyFIKjCCt8T/wbyns4dv19mri6NiYdAcyXxKetLjASQe/WajvwsK0160wx7Vbx5Uk6qVQcN/jMP4CzxHImJERf8bga+JZ2NjQd9bWtC8Sc6CzeD5HRnRfBwel+6CU19bMvvc96erCQj2PCn4eqJg4ls0ql92eLix4spzCLpPswgTz4KAn3UjwoCdmrju0tPNs4CsytY74BJ8m5IYBlcX2zVyHw3ZD+JXwH5kKBXWCUL7tlzYmTuXyyqVUuiiKIjP762a2Fsfxd6MoumJmfz2Koh4z++dm9ntxHM82+30cx79sZr9sZvbRRx/HkLmF8Ff4YqiQmHlGmkUwDCwZtffsmVfsMCrXr3swurXlE4SGh7UwAoWlZSeKZHBCZxSIKeOKQ3JUjBnoFuCmOIW0ejCqGmQElbHtbW9RwVEFdUC1MOkc814ce5AWTq6BjJgRnKBednaUuGLBoo8TTpTBQQ8iKxUnf6tWnXR2fd0TPPSHHmaS0mlPWwr16913P44XF51gGH1Cl3C80aXeXukL6Bcqv7SBmXlQYubViuvXtZCgR4OD/p3lZU/24RAA7gUeCrQ6RGmx8FI9M6sn9iOZQ8VuY8OdJUbA0qOu6+LOJJURqnYhiTXPVFubj1ikLS1JrPnihR8vVRMSQjwTq6u+0ENUNzen4DCXcyeEBB+VJnSD/4fvnRf6I2m7QgeK6izvkbTCETkOMgaUE20WDx9qe7/4i7puOH8pMubySqhbH3/88aHSd5C8MsmFIBj7nMk4kWOp5AE7bb2sWyTzWSuo1MPpQWsOHC0QkHZ1eeIYEl0QY6BiOA5aIuFXwbaBzCHZMDbmtgqkH4lvjoNEztaWc58xcheUJsi/uTmR7i4taX/YKIJv1jOIWOE8gc+AgIdWqOfPndSYxD7toazx8MrQRspgAs4Xbg6SOKAKKxX5NDdu6P21NdlFpuRhX0olVd/N6lERrepWsigS8tWYOb8ZQpLErD5RTsLu7l29JtBHZ8yUBKR1lUQZransH8Qk2zRz7jomxEAiC2J4bU2JEEacz825z8b+0Sn8KQY5LC05ooWWk4kJfW9hwZN1BLzZrBPnMqUzl/OWKHj1aAGPIqGp8J8IRmkFNPP1AyL7TManyJCEefHCx6cvL/uQBhDbJDWZ9oU+w0HX3a3XoHVCvjb8TrjbWGtD9A7Pxstnta416Th26yQkiXohCWN2uDVxYECJB5KJ4+Pu8/HMkbjGdyZpQtIin9cza+YomevX9b6mmWlb9+7pPnV361+IpOY1bZdjY3p2OCeOBUQT0zHxbykaY2tJ5pj5YAjoBPAD8UfRpZ0dL6hBKk5SL0Tlhwg//rI/uK3CoiOxyM2b+nxxUddlY0PX3aytTrdSeX3l5s3mTY5nPVHpUiZi4jiOoyj6M2b230VR9H8zsytm9t+YWdXM/g0zK5jZP2q1TSms6JJJJhEDTNDMA2VguywOIyMOF/zhDz2r3dUlgwlh3siII2XGxrRfDC2LX6HgFQpY6zFUo6M+upqAlUUMhxBSN5I6QBBxavmM7ScD4zj2NqftbS2c9EuHiAeu1RdfeBsJVUkqImtr+rxa1SIDpBBOmefPPWCnz7+zUwZ4aUmfffqpT6KYmlJfarGobb3zjo5jcNAXuv36dZPv1Wr1Y4wbjQk8bnWf65nLSa/QJ5yfa9e8sksianjYifBoZ+Ne3rnjDPh7e2Y/8RNmv/VbPtEBPbpzRw4T029AUFEdhLfl4UMnKqT6yLSusL+3vb2eC4QEDIsdKBv2FU7x4tlhOyFXAyixkBwTLpKNDVV7MxknqKa6g37dv6/tQ1wIbLpU0nampurROr/+614RevTIOWOyWa8+hvc8qT9J9Nxp6MxhhBYGkCl7e9KZgQEnQj5uEgahnztshSQJ/fWvOxlziop58wRUmpm3q/K8X7niSRls4daWrxMEAVRCMxlvgYFkHG4B7AgBI/B9HG62B5EjLb9U1CmQECT09HhASDBPK2hvr44DEkpQBfB9gDqET4YkKM8bZLfw1lDFhXuFNZUixltvyXbdvSsbB28HCZ9sVutFX5/Ww5UV5zoAuciklGpV2+B5ZZoesH0CeiYCQf4O2oh2aNAntZpPzWG/XP+BAb8G4fS5VvUmDFq5B9jT27fVElMq6RxzOdlceHhoqYIPC+ROOJrZzLl2QH2urMgvW1ys5+Wo1eRjTE7qdXe3I4toS/vsM+n02JiO5bPPvIUCFApoYDhqrl1zUl10amPDJ8zQlss50TIFiSlrNlx/vb2eBCKwJRFXqfiUTjiXymX5TKBsw2eCRE657IE9hK1hwY2kCIUl2vJ4/mhBYhIhyHGSdkypGhtzniba1ineUPRhYiMEwgRML/nozjzZchhpxQdtJCRNKTqR3B0dlU9InEJij6ITqCFGqcNzxRSrW7e0PdpG798XGub5c32P1jsSwx0dsg1dXfIh4eJCD0Fqca+IQ5jGBkKRQhg+J0M11tcdjUfyligNfxE0IAl3kqNh2zy+ahj/mNV3DfA80T4fxz7JNiQCZjJf6rm8ObJfouWsWaguZSLmZRvS5sv2pP/WzP67OI7/s5ef/ftm9m+a2T9qJQnT0eGw1kby0UdKBuCQvP22P6orK/r91asOE7x92/vdazUt2ATaIyPeFgRM9MMPHYIJdwZkeVTLcJwwfsCy+R19uwS/9EXi1OAgQ+hLOwkonRCxQAa7VlMQF7LXs3gD+4Z3hOAZgjfGP4JQoGKYy3kyaHFRzgvOMKgQHL1wzHZbmxYNxi4Xi7o+ExNKfJl5kiDs16USGraZhI7eyoo7otmswy3NTq66397u20zqUz5v9s1v6jqHupTJSDdAUNEPDGqICsjcnBI2vb1mP/VTPtq8s1N6uLPjYzO3tx3yTqvd1JTzG0DOzHSvEP1l5g4RFQh4g1j0gMTmcu50AbWmzQhyTNAzJH7QL64XDinjB6nuMQ1iY8MnUTB5Cf2bmnJuAKrkkAl3dsoRYerK9rZXkXZ3df5f+5qT9ZKA7ejwCk9ytOS9ez4q9TwQIXfvan9Uwnt6BMFfWHB+CSqT4fSA4wjcEVxnrkt7u67f0lLzCXSpvJ4SJiJBQ0JuyoSfUklr10cfyf4zxpRJNKwxZl7RDPmiSAybuT3CvtDWSqBg5q2PoaNOS9LVq85HQRCD/YKMvljUcaLv4RhqWjrMPAimlaVS8SIMhOLr606MSxEFlEU+rwocbUTZrCdYurtlryDPpVJN29TSkk9Ko6CCE0nyYGPDiWJXVmTzrlzR9kmEkHyZntYxjI56YsSsvmBRLDpaFmRuR4eOcW5OFfjD6E0oIRoZeestJc1Zu7u63M6GiRyOE7TL3buOUNne9oIYAWO5LDvJ1EAzVcX39qQToI22tpRAwBcj8XTvnq8voEfRDTOfJDg2pr+gdChywB/T1eXPzNiYruOjR34eYSFsfd1b9IaGdOwLC/odAfDQkHSjVvP7z9CAjQ1PhoKgRH84ZlpgzBxNSRImn3eUJagrihf4JvgPIDJpazarL/yRYCU5SEKGFsVwMincUPKlWk1tnI804oxptR0+RH+Fr2ktYpopdvHBA/2/r0/3HX8Q7r1nz3TfmdJ6/75eh9OsaCkkmVwseuI3TPzxjEAdQBKmWHRSa+w0k7eIYUIUPUUckPy0HZl58t7Mkdb4LSSkSVoiIcKPbSXXCt5DH9fXZRe6u4VSvHlTa0KKiEnlPORSJmLiON6NoijzMhnzHbM6kt71ly874zhuKfQIezGT0wCyWTkCGNbVVe+h/pmf8Wo91ZSwtQLkyOioDMFv/ZY+7+z0LOz16w5jLRadxI33gMFiEJeWHGVBJjmE/pFEIUimP1zXrb66gbNHIB72WOIsdHQ4F0jIJcN+QC9QzcBIVyreKjUwIKcUY08lCkcPfo933/VWK6qm4bnjUOKMMEJ3aUmO0vKyYJm04lSrHlSHQXJ3txydH/5QC9bbb/vnYdJkv+WehdUs27GfbuEUo1fo0/i4zrlcflWXmCKFQ45Dd+uW98iCoFlY0PUZGdG9jiJdCwjw0I2tLUehoMfz887lwKIHYoUgKOxNr1R0rUOyQM6PdjZ6gUm6dHd7kodFEAeLRbZarW9HYr8EPVzHOPZKN3parXpQAuybxA9oG9r6+P/qqhzX7m4nt8N5XVkRigtHg6BictKreDdv+jQinHoCAOzAWXDKhFl7ErPVqo6ZoJYqKfcIJNZJCFNilpYU2EFA+vnn/h1sRIqSeb0FNFRHh/OH7e3JFkOkTQKZiiqBPCOqQXe2tzvRKa0KFAjQIRKPvA/SIYSv47jTegKUfWtLz+/wcD2xPShWgolr1zwZTDLIzO0UvBoEFLWaj5weHDT7sR8TnxJQ+85O53mhGNPR4RD9zz7Tevbhh/oNBZm9PQX9hYIq3D09slnvvquEO3wkHR36P2s6fHQkiEgsEAR9+aWv2f39OqYo8kCnu9vbHEIOGAhgqSjDuWWm60LrVat6kwxazV61obSRra1JX7Ap4W9D9DLBb3+//oGShE+lrU1/o0gI095eR/guLHjyv1p1ZALoH96Hvw2fj8IYyT6mAYI2CluQ+/u19rCOw0EzMeH+zsiI7jv3ZXHRW99oRRoe9hannh5HApCU5xloa9M+SRRxrKAcQZyBcuF6wDnEc4Ee0ypFUY+C2tWr2jdjrElG8jyGxNjh70nOEKRzD0G4YV9CItyLKo0mJbXSDg9X4tqaj5bnvUxGrycn3Q4ycIAWQfxmphL9zu/oug8M6NkACYwvSFvn0JCPemd6aa3m01JBx1OMwo6SJCTRzf3DPpIIJJYIW5Ky2fphIfiNtOKDhKSARxLH7FV0L0kekolh0gXbT6GaYiL2GsSMD/64DBqWyusmlyIR85IDZsnMOuI43niZdKm9/LsbfO/fM7P/mZn9T1tNwpjJIIZ9wuE8+dCAUgEjuIfgE4NK5Yy+S5wVFmJ6LvnczHuy19dlPKieATfGIYJQMCSzCmF5GJQQSkq1hrHUBNpkulkogZGGfCHwQdCXS4CJo0x1LkzsgGLhWgL3NvMqG4SowJuBUy4sOExydlbbAdo7NCSHsFx2CDBOB8SM3I9PP61P7szMONSb+zg5qWswOOi9tTdvesCKNHMKkwvrfsLozOTvQog4UH50aXlZ95w2uI4O3Sdg9DhLJMEg+yXYoH895OxBN9AjqgUsrCRgQIrgwJn5osp9pbWN/m96vjkmM0e+kBRkW1SBGbkaHh+tC2FfMQsxCSScVwI6fkf/861brnebm9Ifxt5WKnJ04Y8Aul4ue789FfBqVckaSHC3tz1Jx/j0/n6vflJtxg7gtJwmSiaOVfGiZQvEAZXy8XE9l0+eeELvJBMxBCgEiz/6ka7J6KjzJPDcJbkY0sTM6yUDA7JbIQnq48ceeBYKelaWlz0p3dHhlVTg7ST74SAgKUtitLfXec+wL2b1DjZrEp9jR7CB2EWCW1pFCfzYFu1EITcD9hYyegKmrS1vQ5qe9nYngoCuLi8g3LmjZOn3v+/BKAiia9d0XE+fup2ZmdF1a2vz9/r6lIQpFn19NtM5wEFHSzBw/3xexwRPVqXi089AEjL5hKr56qrsCMml0VFvAR0Y0G9WV53zp61N1/QwerPfeF8zb18ISXv5TpjIyWR0rMPDuqZffunbzeeVvNrY8LHW+BErK/I/KFysrjoCCGQqUxwhnSaJZyaUAa3dcCNtbztyaX6+nidmeton2mCPSVB0drov+NVXupYUsxYWfJz4yor8GIjseX5YD9k2fExDQ7qG1aqexevXvbV4ft7XUlDMICIgX2W9Y9sk+Anme3p0TfADQ2Qcbctca9AwoCXwReEnyeUcrUGgT2FSa+zFXjmSnDFmrbUrFYvSX+5LreaxhpleP3/uBRjaMfHpmCgUDilA3+ESNHMemt1d+UvYLzOnD5idVRIQLkYSHSRNBgbcLsKztbrqJOfhIBD8q54eL9BSxOLYScRw70GYmdUnYbi+FHhCX5HEEPsl4WfmawzbozuA6wfa7mSauFNJ5XBy4RMxURT9UTP7m2b2lZlVoyj6m3Ecz5mJK+bld9rNbNTM/oiZ/WVGWbcqjQwnEhrMg4wpxFY4MCxoLOQQ5XV0+EjduTl9PjXlKBnaSYBr5nLelkKFi6oixipMIrBM0bdJ2wiLNH/NHLpK5hvBWAKHZJEmIKeax2IKxJFF08z5aHB8cXDW1z15QxVyfNyz1kBlx8e1SJjp/y9eeBsU32FiBSgYgmwQMcPDWlQmJx1Nw7hoWp+Ag9OXfZBT2GoSxsw5EpI60+xvUo9mZ90h4fgg9mMULBOKGIsKSdviovSLXt5cTudKSxjXdn29PsjhuMPFK0SpLC87aobvgGQxc1gqVRASRHDAsIAT9PCembbZ3+86yr+wYoK+UZml0s5IcFqS0FFIN6kUc493duRodHa6g7i66hD0ONb1BTFGlRAHKZv1BCGjavv6fIRsyD1wWgIRHeNKmZSAQwXU/uAmzaMJ8HISPXGsAHF6WgGnma7JyopzTczN6d/4eJqQeV2Eii28AouL3gphVj9ZY21N9z9sSQSlwXMeJo+xLSScqRLjhJvVQ+L5LYWREBZPggJHnwIFiR1ahAkemKJG2yaFid5eJ3Zl3WlrcxTP5qYSAcPDep+2pJERBcEPHjgJJa2dd+/qGJ48cc6rFy+8cAA6aGZGz1YmowLC8+f6PYgX2pjzed0HOGogpezv129u3fLrWyrVj7cmqUBSDTTH4KAmpsEr1tWl9fTRI33nrbcOrzckTopFb4emlYWESGgjQObQUkQCnClPEEfPzvq0mZUVRz6vrSnIxH/54ANdg3AMbj5fP+nPzAcegBiAfJokPUkL0E60y9GeDLHtyoqTwIPamZhwzjqCVbhWQImEyRjaqVdWvGWcBMjQkOvbwIDbf55Pki9hYY37HXK1mOm9iQkvwJAUA4Vq5ms0ibGeHj8ffIR8XudC0SZEmIXP6Pq6+wahP0HRR37r2U62OQmEazPkVyhs/9Yt13tGOReLzgfDQItqVc80LXYkC0nO8X8QfSSLGY0NGmpyUvdsZkbHkclou6urjrTFf8MHg8sSxCBoJxLUIJywEfwNEywhgiUsKofPnNmrxaPktcc24Zsh+Ihsn7gFVBgcTaOj0jl1QlR3DndnU0nl+HKhEzFRFP0bZvZ/NrO/YmZbZvZnzOzfMrN/HEVRWxzHmPIrcRxPRlH0Fw6DhGkk+7H4J41n8nU+LyNKwmFnx50jkC3377uzeeuWHNKnT+U0gM7AmWKiEKgaHBLadnBIk1A8FlIWYJI/Zm6ISLCQfW/GH0HwCZSQqiOBKteIKlkIHd/b8ykPbW0y9LQtVauemWbSQmenjwmH+O3WLS3qbW1yYGdntRAC86ZqAw8KvfegAyDfI7Fz7556bHFKuG77BYWNEnDJhXU/CXUKtESY8EnqEnrEdKmlJb0HuWytJiQEC2Wh4K1GL144Amp52SsXOKssQiQm2tqcCDhsC8K5A6FChY3+dOCmLMxhxYTtwj9EgMX+qVBDABzy9qDntAugX1QuOE62A2kg7QlPn/ozC7nc8LDuL1XInh5dr5kZnd/oqI9w5LdtbUJ49PV5Qi6fV4UUFBNkc4yERXdacbpOSuA22tlxPaAi3d4up5zA9DCV6sMIUHiSfiDM8nkFq+HkuZBr4jTRQqmcvjRaKxcXHRHCGvPsWT2RKfZ5acmDBNpsw39m/n8QovASUFwg+QckP+SUMWueqAnXB4IW2vmiyAOGzk7pMskBJrmsriogYsINyDO4v4DXd3U5Oa+ZnP3NTf3lnJ480T5JrJdKjtwj0GI7ICtu3ZJNf/bMkxnZrBI8g4NKhra11U/H6e5WogTi860tfx5Bu5BEYBQ4PkKtJpt35Yr+cd8nJ52LBRLcwyZjzA5GwHDeBP9mzh+2tOSB6De+ofdfvHD7v7PjxQZ0B5JY2mj6+/W92Vldh6tXvR2HUc1U/69cUeGM9p6eHkdshIk8kjqgVdG7EGFDwqy/39ds0L6Li74+4zOSDKHYAL8R6yXIEgJokhesrSTkenu1/m1ve2tKeFyguEA07Ozoe5DEhtP5aB3DT8YXy2a9VclM3x8a8oAZNDPnQzsZCTISlyRhQLOZZc40bjmJKZvNkF+h4DfwTNKajk+3suIE5319XmyZntbfcllrMEMHenv1GjqFnh73ydGJzk59j6IWiUN4u0Bfw8nHvWXaJ4hD0Ez44LwHIhoEMi3sZo5SZMJryOXVqHCEb8Zn6B4FvjAJY+ZJHTP3UUNkOM8J4+LFEbN1rPgxlVSOIhc6EWNmH5vZ34rj+LfMzKIo+jfN7A+Y2T+O43jv5Rjr62b2f4mi6C+a+GGOJc1Y/FnQdna8V7e3V0GHmTt0VAtITMBTUanIcEK6BQyWccz0Fm9u1k/KYdrE4KC3H+BEEuxiVFhEqSww1hcnBnLCkRFfBIGdJgF5tZpnuHGISOqQACLJwgICrBWHByeuUtF1winEGQ+NKJwdz57p9eCgDOPt2/rNw4c6j7ExXVPuzU/8hFAJ09NO/BjCHCEGZmIECz+JJc41hNUnpVFgXSgo6DfrOPAZCnUKiDoLFEkBKslcTyqOw8OOOgh7Zm/e9PsKDB8C3K0tJ9ulrx1+ls1NXUMcvxcvfFwhVQIzX5hD0kmmHLCgkdwDhhxWanAQqX6EekU9i1HtwHDNdG4kGdk/TgNVDxJJBF/VqhOv8V2cDKaG9PSY/fiPS3d4FpiCwTj0QkGO4vKy88FcuaL35ub8+WRUbLjw40SaaVvhuNxa7VXC6JOSvj4FIRAjgvCBHJIWBCpSPLsnJdgNOBLyeQVG/f16Zm/f1udc62LRJ6iZnS5aKJXTldCulcuywV98ob9wmFUq0knG8U5OejIfh5s1BV0CJYeQwKHIEJJ+004EjxatgqWSJ3FCZI2Z3mM94/thlZaKctiqSbCA/SJJAQkmyBgCcvwFUKlMIqlUtG6Mjrr9unXLiza///vOpUZgTbsSaL+JCedvWFxUInh7W8/Vt77lPDSTk/VIWY5veNjs29/WcTx75u3SZt5esrjoSMXVVU+Ym9UjiOfmdP5MN4Gw16wrdxhdaoQuDvleaH0KCxhdXTr+hQUnMf7hD3VdQX3gp9EWRyHDzLnDFhely1Tuy2Vdy4kJJzpFB0GdMv0SFBTt3qurrpOgdplKc+OGjwGmHY1iExO/Rka8hYNWJfiUSJjRxr2y4klACn3wD0Lmiw/Jce3u1iNaKcJtbvoawr1gDevp0ToIkopgHp1nzQ3HKTPdB8Jo9ItkLYkD0FYU6IaG/LqReMVP4/k960RMK21FB8l+qHskmawBXQvfT6mke9/bKxRXoaBrjT7fv6/v3b6t/d2/LzsDGh29owBZKNSjj95919Hi2CsIpfHT4G4hBkFHSe6AUIdTcHfX9YFkO7ocTjXDrlP4Iz6hYMgzSGIFNGRyDQklRNmgO+zHTNfx7l3ZzFxO53962OFUUmkuFzIRE0XRW6Zj+1Uzywcf/Qsz+1bwujNAwhw7CWP2qpGt1RS4wnFg5nBQFhUzd8b29pRAePHCHT1aewiQCagZv0briJlnwalK9PU55PaDD8SB8vChQ3dpB8rl3Ij5guXZaYwWjiIZYhzSpFBlARlBsoaKIc4tLU0YxDBbzfl2d8vos/DzGwgdQxJVFqxyWZXCn/1Zz4JDTgYKAUgzLSBk3eGmWFvzxX5rSw5If78Wgt5e77vPZn3M8fvvv1rpbTSieGnp1SRDKzpFQmRkRP/QJYhWSWjs7QkB9MUXDukECQXCZX3dp1sQvOCogkyBawGehuvXdf4ffKB78Zu/6ToMvB4yNYIbdN3MW9vQdRw3dCLUJZJe4QKJLoXHGXJCJJM8JIYIjLjmON4s9FSg4Q3iuyHB5/37ejZBqQEVLxQ8CUeyglGo6F2INFtd1bbn5nQPw/GjZnrvyhX9hn7t02jJ4dyYAPPJJ169BpLLZDQzd0hClN9JCUldnos41nXe2dH1oEJPm+Dbb3uAnsrllNCuTU568qGry4OqyUlHN4AUYO2o1fx5RTdZw8JWWBISJDtJqGNrwmou611yTQO9aVa/7zDxzOchLxUoTviVsI8EQevrCthp68EnABE0OFif8OcY83np/tOnWh+rVdkckJ4kkgYG3Jbkcr7+VqsKiotF5w/LZBTsY4cg6EQIhlkne3uVBIA8ncTHjRsKUO7f1/YZiRsKayStXSQ4trZIxCQZ1/aXZLGDUbfJAkgYzIKoItlOyzftMW1t8sP6+3VNp6e9dQyCWVp8t7Y8yWVW357FOtXX55wb09P1QSTbKRTcl9vb0zMQEtHzPslD7g/BJiPRw8Tj8LC2S7sffhStQPh+/f0+An16Wro1Pe0BMFxCJKRY+8KWDYp4PK8U9zhuCH9B1+D3UQAC5VUq+TQokDU8IxSiIHI181b+TMaTlATfY2NekHz5XJ9psHxWCNcwWYPPUC578RVfrFr1QubsrA/0wK+lgMq4cuILfCIKXbT2cR/xJfCbQC1CBE1RGnQ0PH3YgOFh3wcxBz4oBaBs1n0lfG8+x86CUAxR/SFKO+TBxM5jF0PhPbgYQWnBHbOz46iizk5as8627S2VVMwuYCImiqJfNLO/bWZFM5s0s78bfLxnZrdffu8vmdl7URT9H8ysfFL7b2Z0m3HFYDAXF2UQV1fl3NBDyUQCDMjoqAdl09P63pUreh1Fqn4x+YCFHOPLRCXQEcANcWDzeW1jedmhgSRaWGRxLGgXYSHGYCIEpyBLCLgxmOHijUFlEYYgODSWvIaXA1QBEFhICfN5T65w3sx7X1726/TBB3KacDoHB/U5i0x/vxal/n53SFgcurs9qTM25iia2VklYpKoKIh0Q2Hq01F0KpTw/VpNx7CwID26ft2dSvTks8/c6WL6BhXNa9e8vxyoOXDp9na9hrfl0SOvAJZK3ssNJBVnn2rc9LSjnEL+lhBeXSp5QI7OgKjCGe3s9EkWVM+6unS+BDoh/xCBWcg/tLXlJH60IeBwUC2mYhhWS1ZWNJFkZkb3fnHR7z/QdBz1O3d0DXD2mRQBjJoky8iIQ4kh1uP5CO/vabTkEFzevu0BXU+PJyBD/ihGXMPRBCrhpKnpKhV3xgjUhoelt++8o+vKSPm2NrOf/Em3KalcLsGusZ6ZeWV+bc3RdDj0oAR2d711N0zukyDhuQ5RciF5b4hoof2OY6GVAwQdaxR2JmyTDJGToAmwe7Qw8luqsXHsgcTISD0JaibjU4+KRW9fmp3V/81kI0hwh5wcZj5OmFaMwUHtA3TtxIST8c7O6jcEqSsrWu/eftt9lsFBHSvTBkGnNUJohklkhhckJUzeso3r170NCPSTJBkW7S8HkfYmkYXc48lJ96OYFIVPlMm4blQqOn9GdmMbt7a0LpIQNFMyA7QVSSvazEhs0KLLsdPmVas5mqFa1b0DzUQCD+RIODhhZ8dRpKBF3n7bj2VuzscLg3QeHvaCF+cyP+/Jk85OJxFmzaxWPbhn3aO1nOePZwm9v3bNUcuFgnNAgcQhGDfzhCkoba4jPiFt11zTlRX3G0BUbG5qrbhxQ612oLM5trPGUbbSVnQSPDIIaGuS2Pm8kqL4rhMTbh9pu9va0u/MdH9IwhYK0omQDiCKdC/hhyTpB3Jqc1P7gX8Q355iIUlsEsokWVZWnA8JFD1JHf4fJiPDtlHStqCoScISOxC/QIkAh6WZF/MoQIVt8IWCJ2uwuyQg4c4ql80+/pirn46vTuXs5UIlYqIo+hkz+/tm9ufjOP4kiqL/wsz+IxNHjJnZqpk9jqLoz5jZ3zCzvxDH8YnWdpsZ3TCYDjPi2ay+TxWBqQOjozKYoBggrJycFIGmmVca8nk5cCxmJF9om4AEdHJSVTAyzrpmeg0KgModATPIiM5OT96w2OOEksgJeT4gImTRZwwx22W/4bQKnBv+z+JKRp4+V6pR4bjoxUVfSIpFOe7vvuvTlX74QycxjiIt0AMD+j2tKevrzgVDTzjQ16tX3WFaXdXrkBDOzBeDVqCoVCTN8gdCsJM6RWUoqUvz8/UTfLa2nJQRPbp7VwvmkyfeFw80PZNRjzx6MzbmY4WfP/ek1/CwtjE5qc9YEAk6SDLQIsaxhzB+KnE4sFzLkLQ1nDAC1PraNddvoOw4jUxMoMKC4xBWTXBaQzQS1VASKSSetrf93OhPnp/3QIZgkMTm9rauDYnCjQ2vBjPams+pIqEL4X1kzHe16pxASdsRfuc4jhuJwt5es699Tff88WPdbwICJqOBYKLFKiRYPknBQcf5K5d9YgxJxY4OJxc203GncrkEuzY357ahWNT9HxlxfQO9ubLiDnA4USisbLK2JIk8WStBilAY2N72VhLaGMPqMcEka1tvr/McBBX2OmQeCJWQJJikD3wdW1uyIYODHszTAjg97eOnIYwFJcQIZYoE2LrBQQ+OCUJAZLAuEXCD1oEAFp4H0DcgRM2A27uQNAvbH7DzfE6SOFlACBF+IAazWa1J3N/5+VfJNVuRZq0bvJdEFn75pfslXV0+0vr69Xr9GRuT3cHuDg3pXv7Yj+l9pkOBoDVzpBOJ/J4enePt2/I7ZmZ03eHAunZNx0NRiop7d7ejmoaGdG1YEwcGnNR2eFj7m5rScQ4Oul52dfn0RwiAQZ6BkgE5FkXSN4jnGUdMsMx6S3GENuObN6U/vEcy9a23HMEGkhf0UDidhmcDBCnPPfscGNB+aGvhuCjyFIv6HcUzfFT4lngeeD5OZ9VqLq20FTXikWkUSzRb48NEDj4DSHfsw+amtxwvLEgnaUlkUhrTrEgKhjwsw8Ne5KOdPY6d42l2Vvu7csVbTGkPZ7AFPj2+Na1RIFlCjiL0kkJfFNUnfkNUI+gn2uOJWeCrohDGekGynmtHDMOxhDw02M9kUmZ42Lm6iHNSSeU85EIlYl7K34vj+JOX//+bZvYrURTl4jjeMrMFM/uOmb1rZv9OHMdfnfTOmxnd0KhCflereVANSVZvr5OMsYDggM7OupOwsqLfDQ1pAWMaAQsqhhXCVrhXYPKnOgf/BeSFwHTNvBJRq3nVLiTCgoQuHIVMJQNnGdI0DClBNhUTEi04jSyRJAb4LgE3CAU4UGArj2M5Jd//vpwOelanppzkGHLaYlEV9jgWR8x3v6t9VqvaRqmk10BfmXIBObKZI3NAQOTzTjIIvDxMnCSFa3MUnQoXXbYdQtP306OVFZ3DwICOcX7eJw10dekcfvqnvSWsVNI5XLvmE4E6OjxQADmB81Ot1nMU4Biw2LHYwgnCwkfgsLfnUHcW6/AeTEx4Lz0JAuD6QLoJsuCCwbljAlc4rpV7GaIq+P7QkM6/XNa5Dg6qrW9y0sfozs7qGRsedphqWOkcGPDECxMBzOTgw3OCswSknOtk5lMqCASoGKP/3PvjIGTQU/RpcFD/tre9TYIR3AsL9YgdnseTFJAGBNgErtWqnu/ubifDDBNcKSrmcgl2rVrVGvTZZ77mQDwLNwHJECrgIBdDUl6Qazy/CInDvj4HjoftkLQo4rzTQkFLUKHgCAXWHpIwBM8hb9XQkLbN2OGwrenKFdksEASVitarpSXZgYUFBTBU7yl+9Pfr2ezt1TEODnrbSVeXPqMSDjEqfGjPnun117/u9re7Wwn4p0997QzPMeRXCQNApvVwDUMi7fB9s1cDySS/1NqaJ3DCAsPSEnf06JJEGJDMe/ZM1xQuChJSTEREymVfG7FDoJcqFW0brhMq72GSGJuVy2n7V6/KB1lY8BYHWs9ZXxkDvrSk97hf5bIjESlUjI058iVES8ax+5K1mtaqJ0/0Pdp/GHVOQA2ilDUwRKQhnFd4fQmoeeZCJBFoV/QU9AoJEfwnuD/a2nwkeNiSHyJkVlacT4YgnemQrNOQHZtp7YKnBh45rZ+1I6T6TlcaFe8OQ/K7tCS7AecRfhLt/7QQkbyNY9mGvj5tt61Nek0LEq02/f3u+62tydeh5Qk9giIA//7FC/dtmQhH0gVUC7486GV8Nrh9GKIASpffhq3n/DbkACPBRyIR3xA/MERHg6gPE4KhT47eYbvxWynaobe9vc4JmEoq5yEXLRHzu2b2uZlZFEUZM+s0s5tm1muamjRqZvfM7K+eRhJmP2mWoKnVZOQwLHx3fd2z0hgynCRag+LYF+ErV2S8SKrAt2DmY+dADED0a+Ykf3BmsBhj8MzqCQtxyOibpN8+rGxgREEUECxvb3tlEvIuGNeB1oatSiSEWBjMdE5xrN8VCo5ugPTOzB2L3/1dVfb/xJ/wwJJ2GWRx0as+JJ1wpisVfQaSolbT65kZ54Tp69O1bwY5bXS/i0X9e+kcHhrK2EiXCBBYWPheUo/i2PUJeChEw7SFtbUJ2ruw4CPEQ/hvb69DXjs7/bqThGDkIYkWqnjJhS7s3eV+h8E041aBsOZy2i6ImJkZTwSFrXRUojmXEK5NpRtn2cz5bHgWCfAJ1qggf/qpV+Q5NnQaB3Fy0p2BiQk5O1984To6OqrKKLqUyXgygfYDrjEJDwiYGZ06MlLvJJsdD2yN7obIpXfe8apcWD3O5+uDX473JGuMJF/NPDnH5JiHD2XjlpZUvd7aUpATRTrmNCFz+SST8dG009N6pvhLmyw8Mevr/lyCiktO7EsmBnHAed4JykLEDWsXSRmSL9gu1kMQNeg7v8P+mDnPTV+fJ65Zq5hIRzJ4YUHbBpEKsS1OPslRkIabm86BAfdLsSj7sbYm27i9rX3Pzvpa2t0t+3H9uo5xdNSTAVNTzq8GsmZgQP9PBoAk2sPgP0RomnngksnU2xVQMJmMb4Pvs3ZSPDDbqBxdo5pPUSIwz2Z1PCQSGHZQq8lnoHWV+7+3p3uID0FiHaQexPnlsu4B45dBUq6s6DpDXkrim3asGzeUMLl92ycD4Tcxna+z0zne0D0S1azPXFMSRPfuOXJ5acmLTDs7nmgksKSlo1ZzsmMSHqw3Ozv1HIe0pY+N6Th5lrq6fEKlmaNHzbTfYtFb+rDvXV2OaIAPqb3dyYx55kIuOFqVaU3GV6BIBLKZpJGKNXvHSvIdRlptOWpEaZBsOw+RaMntLC4qCQPqbXZWOgj3En45a+utW44KmZuTPVhfdzQfOsj9pY3NzJ+BKHIEP35ctap9Fwr6bGFB+2daWdgSDrp6edkTnru7TnxNsqZc9klLYat5d7cjdHm2Q9RNsnUaPWhv12953lkfkusGPiR2Et+6t9fXpEePVLyEsuEsdSuVVJALlYh52Wb0cqmxyNSKtBLH8WIURf+Omb1tZn8qjuPV8znCVwWjw7SVra16I0GlIpdzh2x3V6NxMUwgN8LtUG0wc1TD+rocMZIZVInIZIe9kbQaAZPFWBGEYuDC9qGtLUcwLCy4c0CCIAknJFGAI8t2CWSBe4O0gQMEuCpVxPFxteA8eeIG0swZ4//5P5eDE1ZV6Fll9CSJqslJXcPxcc/ADw1pe7RGsSCurur+MR4cEls4apBGvfHuuB+v8ndYPWprU4WDPX/xhT6jqsC/q1e9jQuEFe1BjBmm7WhhwfWwUFAQRYWCoCUk2Q11CrgpiaCtLddFqg9bW7ruOLs9PToe+FdCMuDwmlPlDvkgQnLPUL8yGU/ckPwJEWAkY9gu0GkCpMVFR1x1d+u64EgsLGhbY2M6l8eP5fhsbnqV8MYNb7Oj+oQOgX7hdSbTmIjyKBI6dWFyjxHSZs47xJQPxvbC6USy6jR4Y6jgU62mjWptze3L174mfZifFyqQwPC4vfapnJ2QiGGixtycB3rr626jzDz5TzGhWSKQpD6oA5KaYWsiKBoz5zJArwlCqc4TxGAfQvJe9g+Cxcw5RbCBvb2yjRwHROkg/2jN7Onx4DiX8yDoxQvZgP5+2e1PP5Wug3wtlz0RztoOkmFtTcf2rW/V2wquMde3v9+LMUmeKq5RtVqPZNmPAyNMiHCfBwe1bQjzQ/HXR2lQckkmpkkskJAHYQX3D606Zn79hoZ070mg37mj82FE+MqKWo0mJhxhGseymyCAaVugpYMWiShSIq2vzwl0u7ocxXT/vmwarWuLi/o/SX+SFSQSSbaAQKaAAhkzuksQS+DKbyi0Ycdp54AnyEwB54MHjqCAA43jKJcdkdversTMxoZz6K2sOE8N38lkdG1DnpyhIZ0vaA6KeOEzjA7RHkUhc3vb0Uqs97T2kQA0qyZSt6cnraJaGj1DS0uOrC6XHQ3bbDvYHdDo8ESNjzsKBi4m2jHNnBsS+wpX0OCgt1IuLDjfIEmUfN4nqNJqTaKQ+IFYggJwiH4JUcxx7EgpEDOcQ4g6RM+xyyQImchEYoVEO/4b6ENaTfFzeS5CTjEE5GASUbOz40hnim8//dPy4Y5rt1I5ebl1CxqIVwUf97LLhUrEhBLH8a6ZlaMoehFF0d8xs583s798kZIwZp51ZgqOmQzCw4fec9vTo8Xp+nWHHkOYxuK6ve2jIBcW9LvHj+uDaVAJQ0OOiqC/Ngw4e3tlpGgHgFiV7DTEdjg3ELqGzi1oiGSAhgHlM3pQaUmB2wMjCjkXiw6LSaGg82RyRKHg/BvT01rAgDBOTXm6gyQAzi+tWBjvQkEtTd3dSnYBcyXzT3LHzCcwFQpORPbBB80Jm7nfZnJ4RSKc6zxLPZqYUCIGwwSXEL/f3pYDABoIKDVV04EBd+SoeI6OuhNAdZfzZIHv7a0n0WSRpvJF4gIHkioI94ZKB5URM0fC0NrGIo5+gcAJOWxIGJIcwhmkygFSJWy/Ay5PorBSceJEvsfI2YEBr+o9fapry9QJOJxwHnBucL5weqtVJRUrFZ+ukrzXY2MHEwAeJPQ5N5JaTQ7c+Lh05ld+pR7eTU80zyfux0l334eBspk7bFR4sQePH+vf7/yOCLO/8Q1/Do5LapzK6UqY2MjlZBdJkBLk9fXpuSXxSkI0yQcTSrJNCaQo9idMgWM72G7YHrGxIVtv5raB7/Ee6Di4izY3PYFCW04+r2fprbc8yIA/iuOFC4Zx3QMDPjVwbs4Dg40ND1qjSMHA9rYS6ATX2FPsx+6uri3JGcg1eYaxRbSYIiG3CwmaZKKTZ6xRSxAJnWYomNOQ5BoMVwj6tLOjxMroqK7/D3/o941KO0Ei3HnPnys5Mjnp975adS4w2tw+/9wTBwS96+uuQ+gPfgzJAo7v5k1HjYRcYeWyF9xA6NBeRBsUyE5a+Li3jFLn3tFqjl/X2SndGR/3FnXWdFAmTGnk2OFpimO9H/pR+AGMTAbZQrKru9vRUXfu6NhfvPD9QtZOUS1sU9rb88mDoGl4Hhl7jx+Lv1erOcfSWXLENGo5aiQH8cjgN1G4SRJSs07iG+3uems0BMm9vZ6Yg9iYiWn37sm37etzlPNbb/n9o/Wsr0/3dXTUW3Xwj9ATeFw4Ztr5QMZAMB1F8tVBIRIHcE6sByRgeD7MXC9o8SeZEibledYp1LEPikc8E/vRBIRdASDz8TfhLqpUdB4ffND8/qVyfvL8+UmVuy+uXNhETBRFkZl1mNkfePn3j8Rx/PB8j+pVaRS0Ly/76709GUJQL++/r0TBV18pyP78c3cUNjfVRtDWJqO6siKjMzQko0uwSBYbYjNQAFQWMPD9/XL+MKgEXiAb4K8IUS5m7gCHo+ioTuAY4EADfQzRMqAh+F4c63z6+x0mDFnb3p4clHv3vL3oyRMZ8rClqVRSoEsSgakDGGEqTVtbcrSmplT9oWJ544YqnOWy7s/2tk+eePZM15rFZr8KIfe7WARps3Ui1Zn99IgFGrK627d1PtWq9Oj+fY0uBrpbqymgHRnR9XjyRNef1rbV1frzvX5d1wv9AebK4tfdLScDXTNzBy5MzJg5bBTUCsePA0kyJ1xgQ3gpTraZB3MhqWbIJWHm+hmSyBHg4QwCm6WFiTGuHR2elCOYLBbVEsf0IfSkq0v/n5jQtu/dc+e7s1PIrHfe8XOAdBNy0CTB90GO23El1KetLekL9oSJaDs7SjYxcepwc04OL+G15hnO5TzpaqZAoq3Nk9LwL/AcUoVHb05qUkUqRxecairwTPl59syfkXCiHs9+SBJPcjUp6CRBJfD5pGNGMIvTb+aJGaqtBB6hYM/4/c6OAu5sVucB3L+ry3WNZ/vGDekvCJ+rV7V/pkS9/baC8r09J76kqIFdg7Nlbs6Je4eGhLZ45x3Z9fl5b38J0RcUZTjH7W3tY2jIkxBJbhcSMM3IsZMIABJnPGMjI2dDrN1sDZ6b032BaDiT8dbizz/X/QUVhM0nUU8wH1bfIcFfWPBAdG7O25tXVrywAWqAiYTFotbo5WXpMZMeBwZ8bQ2nPoXFDdr0eA23C0kK2tFppyoUvH0oHNbAWkgRhoIB+6tUtN3eXm91pw2DpObioo9TJ8lHYhKUAwH47q5+n8vp+vf3yx4/fqzr2t6ua0aBkGcOhEt7u46jr8/3QzGNtnPsQlhswa/Us33aK5XLfkW5gyREVmezeo6TaDMzR6hduaJkFkjgri4vpIEeJqkdRU7gbOaJYTNdN6ZsDQy4fpDU6uvT+/gDFILxgbAlnZ3+nIBAAZHMwAZ8bpCGJNbw7cKWUlrxQuQWtpwkDt8JfcoQHUOiBpu737BpEEDYdpKzxFsgwG/edD7FVFI5D7mwiZg4jmMzq0ZR9LfM7PcvYhLGrLHDACx2edkDU6pmyNCQAj1GDFPNyWZ9jOXYmEOSCfCovgBfDUkJIf0tFHyBDpnHzfS7kCfDzJ3RsG8ergmCbQwgx0Bihl7ftjZndceAhtOZ8nmvVIFiMNM2GCFXKPgoPozn0pJXw54/d4NPHz7JA6ol167pOvz+7zu53eysEg0gaHAwwjGmGH8go82CZCCnKytKgph15Y+nQb7dZnr05IkWVUiFNze1aM/M+PjWW7d0DpACknTAMYUdPhwxTeWMRXp83NFXtM11dmqhAmEV8iHkcj5yMxzHGnLJkLALq9Uh6oUkCwtt+H2EShkOJos5uhtFnlxBtzjHnR2/z7Dud3VJ33BSCeqjqH7s85MnHtxxfJAOU0nt6KgfSbuzo0RgV5ejT5jCAd8AY65PM3GAPkFMeeeOrtvdu15Vu39f5091nYD6LIR7ztQ1eBKGh30CGhwQDx7ouaYFbnRUyexkhbFWS6cvnYfQUrmzIzsLchMbDqkiTj/PUdj6EaI6Q2EN4R6HQWhS2HaIciPoNatHZoESJcAIkzSsd4uLetYJcOAioy32xQslZvN5T36srTnkvbPT+bYYAzw5qYDs3Xelx3NzXlSBrBIizefP9Z3BQf3+2TO3HZub2u6dO267OjqUVIevg3Vkfl7fgRdmv6RlsuJP0vy0pFkytVmienxc92NtTfcHZGy16msAxKC5nOzd4qLuFXxy8Gjs7npSt1z2EeDLy+6LMWUPhHDIywYSoLfX+YVILlC95/8kF7B7YZKEdZNEBr4ZqAeKC9xXkCysk2GbxvKy3gdVBQolk1EysKfHJwqSFKWYAoIBxDYoLhAE8HzxfC0sSI87OnTtlpf1LIBupVWQdZ2WFRIC6FYYJDMkIJ/3QJ5WqEKB9t+QJfD0BB8awvtCQfpHYuMgCZM4TE3lfWwEAjqZRA3Irc5O13Oe840N/f769fpW+bY2T5ziLzNBjkEH+I+0Mi4vO/cViC0z95+SrUIkgblfIQ9NmB6j0EvyKJwEhy8LQjdEwZB441kLY5LwH0TDJLaTgl9JO1NHhydm+vt9SEpfnxLecOqkksp5yIVNxATyqy+TMhdSGjkMwEBHRnySCrDe6WkttAsLHhguLspgkQCAPK6312HcGP6NDUfH4Lxcu+ZV+IEBH08M/LRYdEg21QUWRZzT0EkluRJOoggRCWSugdKGfB0ERBhQKhxUd2grgvOG6wWPCYtKmA2nej415W0iHMe1a56Br1TcscrllKhgMZmfV8UMJ62rSwvZw4cK9GjjYCIR17uZo0jF6qRgsvvpEfcGB3Vjw5Ee6BATcTiu4WEt/Dh0hYJD6ZkGQtIL4l4qY9msYJpUFMfGnLuA+7O6qs8Yc02ShpY3EFI4rmGCBJ1mcQzRWuhW2PNs5oklHEeCppB1H7QVXEIs5OhziKIIF3wc0v5+rwZRDa7VPJE6Nqbr9+CBt1kBd3/rLXd2qN4xEYMpWEBwcXiOMympmST1NZvVPujZ3txU0o5AkiAz5JQIbcFpCfeYe7m66npIMBMmiRgBOz4u5597ClS+WpX+pomYsxXQGLTl3LghPfre95QA5zkJW4dIbkL2aeaBaxKxEvJTNSJkRPicZzosAoQQd35PwSAMkkOEZxhoFYveQtLertejo7IFIyN6vbbmbRk8b/B8kZiGa42WTVrvpqe1LfwCxmRz3Pm8IzJu3/bjopWVgK+729EgZo42yGadFy08p0a2J4kACLmtuN8nKfuN/cVewWdBoLqwoDWMe8xUmUzG20UpOMGt9vnnzlM2Oqr/MxgB8nomYYFIoQWDglN3tydMQFiR7MjlvIA2Pe3cc7RO0P5GcSwkEw6LZmwLvaXosbXl+yRJUanUV/1Drr6wbZdCAhxCYSGPNZJnYGBA76+sOGcOazWB9NaW77NU0r2gaBeiMiAPprgCEhMbQJIKHw1PinbeMEHFPXnZDn4ixa9WdJNnMCzYtLpuhzwxZvoNCVczT3qg//hCxaIQts+euf9MCx7TwszErYY/1NfnLY9hKzdtkbTYDQ7qnlAkpu0dNBV+PT43945EIOuzmftKYVs5vv3QkCNosMd9fd7yRBsoiXOKgXHs7ZvwB4XCd4gLkvxiYSsfzwH7ohC5vu5+7p07+n5f39F5+lJJ5bhy4RMxFzEJcxAkPkQ3AGsOq1FUNXBGqZx1dGihXFvT74aGtK3JSf2OqStAVTGQ1apDQslM0wOJAxguuox8xCGkcmjmiznIBwLLEAKLgwvKhoWe7dMiQ5UOIt1wmgwonxAxtLLi8GyIVxkfCakchr1YdHgh8OKRES1OOLXA3UkevHhRT3Y8O6v7AJpnZkbnEy60jRxFEDlJ7o/T0iMWCCpsOMsklNbWPClG5aq/36sOOLAhPwNs+AQi3CMg1SQhGHFOS1Fnp/Oo0O5EZZA2OjN3kFksqeYxtWR72ydDsKiSeMFJNPOKHtcfNA37yGY9GOe64DiH1wknA13FqjANgsokyBvOF3RQ2M++t+ckxzwHKyvSP1rhgHCbOadMqEfh35OUpL4SgE1PyxEbHva2K6DF3N8QOkxSlSASG3BSgnNP8EvLGPoRVm1rNefUgCyU6TLc+1TOTkK7tb7uyW0CN7iUcPRx8vnb1iYdpCUpnMiSFIieQcM0olJEd/kOukUQgw7hsBNgh+g6UJs9Pb52AGPHjqCToDLhI8Gxh7uNwAj0KK1aIF8mJtzeXLvmqE2CH1oqSRjcvu0IOzhrOjqU/IUrBL8CUlgEPqq5OT/3ZDU+lCQys9lEpZOSRhwc7B+fCcQE7V0QJuMzPHum5DJFCnwG1rn1da3tFLxogSFxRSsZ6xDtG3GsfQwMKACuVJQIZv9wp+3sqKrO9B/41KamPMlPmyUktvguJOch3uU+E0hig2lLxz8iaUKgTDEEhAKJEsYH47OFo79B1XAuoLH6+tzfYwoXx8maxto+Pa3t9vS4H1mrSa+LRUeC8wyQEN3d9UIQz8r6upPJFwqeUDPzkfdqbz2bmKDZet3s2Um2opl5EgaiXiaN4rcwMc1M1xruHK4LfFNwFlHIhPCZREKppOfg4UMvxl275mt5V5f2A7IZfcKeMJWU+0obcUhJQEsPBRASb2Gyrb1dxwtiJZdzm4nvCaIrRPmHRbqQjNusOZl7stWU4h2/DVHKoa9LEhNUdDarY2QiXSqpnLVc+ETMRZSDmNQbkd8tLtb3Nd+8qc9mZrRIDQzIaG1uylGjmrG25lBYghQQKhhGjI+ZG8SdHW+FMJNxBE0Snkf4O7P6fk4MI5UnnAcCNoJsHAUcCAwg5GCQ+DKee2FB53bjhv8Gx9jMDS+onb4+H+0XtrPQwwraZmhIizmkiCQfwj5aRkDWag7PxGGnH3ZyUt8fGKhfdKtV9UJzbY/Lr96qHuEck5BjUc9k5IB2d0uPBgfFUwCE9MYN6RnVWhJzQIlZiENoN84gQbCZAoKlJX9NIoMkG1OBcOgWF10nCbDChT9EtbAAh1MYCNZYfOEUYqEFGjsw4P8nkcPC296u+xv25XOd2Q8VdqojCNsgMQU/BcmX8XF3sKnkQJTX3q7rNTLiTihVXcgfKxXX0VZhzq1KyAWxtuaE1VevelWfPnNsEI4fzykONYglKm0nXQ0PERDhtIYwsYudA11UqWjizN6eJ6oZyw3CIJXTldBuERgODrpNnZurTwyzJoXtaKwj4RrVTHDeSUAkkzZJ55s1jfUuRNSQEA7XF4oTJKNBRkxMCPEGwnJsTOswvCzd3dJJ2jF6exUIRZHs9gcf+HSTL790lAeoBGD7Zm6TQ/4sAum1NZ3T2287x1N3txI0S0uvtj2HQjA7Pt4a10USmdmoWHCSgk0k6ULhKuRUWV72JAd/9/Z07m1t+hz0XMhJYeb8L319XjjY3JQf8uKFWnwpVpRK3hYGYpF17tYtT8qsrDgSwMx1HRROR4dQIvDvMUp9aMgRzySEQFhtb+v4KJrdvl2PoiZIDhNA+GOMfqZYkM871xbPAyjNpSXXMZ6JMBlZrXpSMFwXQDNsbNRzbICaiGPtc29P57G35ygNUD0hKSv2goQbhbt8Xve4UPDXkASDmDwrIQEb/uX9RhLaRRIwvKaA0NsrnTNzImczXcenT30SI8gSptAVCs5dReIEhPPmpvRlYUF/8VmKRb/OkPoytRDag85O6Y+Zt6Njh8wcBZPLOYLMTPvN590PxlcLi73hxKRSyQc2sCaAiAx9C/w+iqdmryJewgQ6CMgQychf9Ddsr8JnJfmKbW1WCEgllbOQNBFzBGlUxWkmoWMTfm98XAbw61+XMYCEb2BAhiKXU+DNWFfgrGHfJcgXsuVDQ45IyWTcsQiRMzilEPtBUJo8B4wfGfUQxk1AzkIe9uBD8hYeS0eHsvNM92FqCqNC4c0YGVHgCNoFmZ3V9oD3gjqIYyfbAjoLOeTenq7tixcKDKjuUHkiMIfXBvQMBLnAREOo9osX9cR109Nmx6nOtKpHzXSI0afZrKbMbG9LZzY2FET09/s1WVnxBBqLa5g8QS+YjkC1Gjg2CyeJMxJc8D+E8FL4XzjWkLSPBZRAA8eCpB5V5xCFwQLOAo1+1Wp+L8fGdD9wQkgUUlFkMQbBQntZW5snSeCPef99PY+Tk36/aTEgyKTVD8QZTiZB2eysnPewEtbX5/pJBfuk25PQVwIbrg+ogu1tJe22t30Mei4nG0MLBkFFSJx4GjwRBA4802ELW+iYk/SC3PSLL3Quo6P1U1xobaSN4TS5Ld5kSQb08F18+qnZ979v9tlnPmEGHgGQh1hL7EPocB8kJOFDwW5RPU4iqULSSKDwPPObm94uBPdCT4/+MaoeYnxs0Ntvm33zm2p1WVyUnXj/fV8PSAxubOh63L4te/ONb5j94AdetMBO0JICx1eInujo0BoWXu+BAbXmJa8/wpqQTJzsR0C/nzTjajkpGRjw5xabSOKaceigCNAT1iOq+e3tvjbz7Jvps6tXtfYNDSmpRtB//bojadfWfNskOWhjAFm8uek8ax0d3rZipr/lsvQKvYGLpVzWs0DCkuMdHNTxM8Uo5E4BmVkuS6do/SOhMTbmyBSm32Dvw2cJDrewGFKt+ghqWtNZE+E/ot2QpCWoVZA1ZvUJfwoaPT3ue7JPRmIXi3qP0e6MtycIJkEbtgQPDfk0H55j+aVxA3zEyQvPDMmOkHepkSSLdmb+fIavw+9w39bXPbFYLntbPYhxiKBpHdrb8zHrX32lewtnIm1d29vSO8a7v/WWWp7yeR+7rlYvL9SCFoPQmXZzUC8g+bgmoKzMPOm9vOwteZxviEw0070EcR/yvITck/iFoaAH6A42HvQYLeZRVE/JkOwe6OjQcS4seEHs0SMzs2yHpZLKGUuaiDmCJJ2fVuC6yX7RkREZuPfe86rH+roM3M6OpiVsbGghffRIv4OclwURx5aqAwma5WVtG/gqoxsx0pDBXbsm+CxGtxnbCa0rlYobNDLXGEMSFziacD7Uat4OgcMAKoOqopkSBwTqVMbpJY5jQX9LJUdVkDwIoejALuNY5wPsmEC8rc1buwj6Nza8ysPCODYm52lhQY6wmRym2VlfhHt7zX7sx8zM1kqHVqBAbw6jR8165yEdIygl6Njell4tLHgFlrHMVMmuXJFe0JfNQgmMdG9POoJ+kMQANQPUGkjq7q7u1ePHfh9YcM1enaZFss7MHQwqKiEnDEkE9AtyWZIyBB/0v8NZEbbMhf3GTNEASk1gODrq26INjioQcPZqVdcUhwVHlJa327d1LiFCg0pYMjlw0u1JyYALrqCw1517TtUTNEGIgiIZRgWL+4ajdFKCviUnKzBRCSJV0AsE9lNTQh+Y6Xq//77IlXd2dA+Hhlwv2M9+JKWptC5JEsrNTSUdHjxQsmF62tsYSP6b1T9/OPxhm+BBwnMaCu2J3d0eyC8suF5j+3He0aPw+SYBAvKOtiQCbEjT4WuZmtJaEMdaY0KetOFhn7S0t6cCw86ObAGorWrVUS2Dg1qbWQszGbUbXLum7zRqaw6lUYKlkX6fdkLlqEKLEee5uOj2m3WBNtfhYb0P9wpta9xrgvxcTtcdPWWyEcHd8LCjcCkoYNvzeSdWJylTLuv4QE9lMkrwhEH0vXva/vXr+qyry/WdYhltY7Q9QT4/MuK+D+sUJPi0kIL+hdOG1nIm3tG6wznCNUTyEf0KdT/kExoe1jGHI6OZGGXm6GbWAvwB0En4Iu3tuvZMpuQZpOUOHcamh4XF/n59l6IBbWmFgvPvKAF1kivQ/rp5mGcmtIv4cpD0rq15+zL2KPw+ay3opo0NT8iRhOntddsK9165rH/4v1NTsgEhhx3I8Nu3zT76SNdxZsafH/wmUGFmbpdB5UEtQDszbX+0HlFQwc8LuVpCUl70PGyFhsspTLiRbCUmCRM0/I79Ydvxx2ihR2fwY0OfE+oH2gPzeW+pTSWVs5Y0EXMEOUp1CWNB/zZVh95efw8SUKr1jGIuFp28t1LxKgiLMyzzIZQPHggCRVAK/f3eCz84KGPKKFumV2D8OGaMHsaOVg2CV4JnjDcLP/2euZxPJID9nkrN6KiOBWJikjtmOs6uLmX+R0cd+sp54SSHkwNCQshMRkEnhLJALJl+geNC5X15WZW1Fy/kDNOvvb6uazUx4bDivT2mJvX3nZUe4RgsLbmzTX95qEe0HZk5RLRcliMIZJo+dhahsTE5CRBsLix4JYVkBg4kqIM49ioRQTItYs+fO28CEG90k6AlRHWFRJtmvmjioISOQfgb9Gtvz1v6cCzgbMDRQz9oW4M8GicWriKOa2zME4okgXZ2pCeQbQKrp+KDfm5vq+oHJLevT/euERT/JNuTkugpEGg4P5CpDgwIuWCm60QAy9QNgmScPto+cPS5FictXAueSSDQHD+B6Pa2nr84Fjrhf/gfZCMYF8x4eRLfg4ON2/9SObyEdiufl439zd+U3WTiDPcLRGaIOOA5BJF2HIFPKpdTAFyt1pPZs0/sDVMzCGixn6BKw1Y9toGdJBkQJgsIzr/1LefomJnxiXXLyx4U3Lrlawrtf7mcdHZ1Vfq7u6u/hYICp1Kp3jYkk/U8y9wPWlAvU7IxSSZMUuzqVV0rJvKY6XqRLMdWgBgm+be97QML5uYUvK6tOUrFTK9JtqA3oDSuXdP6FeoFfHKa2qP9XL2qgkPY4koxLSw+EFASJPLcoJc9PY6wYUIkCSISH/hw8INQgJid1Xmwfob8XiQdKWZQmMtmHTnL8wjKl4B0bs4RZiQw4USiIMe6R9A/Pa3XV67oGqyuOjkq6wk+IyPg2T9tO3Al3rzp+29r03Xf29Oa+xu/gQd6sSQstlIcNNM9Gxx0nWUNAg1G0mVz0ycaYgs4fzPXLRJf6AyFxf5+3TeSD1wl0OPcr7k5t9UkMSsV54w0c1Rqd7dP0wzRjKCqSaqRdAPBCg8MxS7OIYlqw36DAKSISKIppFpAD9lWEtFNgZnEDxxfFGFICo6MKGHK9EwS72fZ9pZKKqGkiZgjyFGrSyGcc2XFez4JPgngYFd/9kxGPVzUOzpkGAluw6D01i13DiEc3NpyLg0y7CzUu7vumEaRV/TZHnBEFl4CYTNPmEBai4ND1ZKFgAp2SNa4ve1BLFX4zk4tPgMD9cHzwIDZn/7TgryzPaSry+G3t2+rIo5ze+2aFhqCXgz+8LAHdrQ/kNACdVGt6lp885vaD0mjjg6HSn/1FVOfjh5KnLQemem+g5rp7JQD8OyZ3lta8uoewUVPjyCrPT3aVhhoE7jDUzA4WD/ak8TL9rYjmzKZ+rHQIE8gdaM6CE8EukWCDx1Dt8Mxt5xzUr/oRabihn5vbenedXX5+ezuOvqnUJBDUih4MoxxncBwaSXiPHiGdnb0WVhtXFpy5+ab39R1D0ekPn2qa52E4p9GcoDgzEwIJRBT1aoTMN665QnbH/5Qv6G3HCcdZwmHfG+vHjJ8nGRM6NyFwvUH+cQIcNrVIEeGJJr7WiwqCP7oI52bWT3iqFbzgC9FxxxdsMvz80ICbG7KPj954o48aKswyYhDHvJAHWXfZr4eEdzASzEyouc5k/HR5gSk7e3eKriz46OnCab5DMRhoUD7qSf/l5a0XoJoLRR0LQYHFYA+fOjB0K1bHnSWSp5woRUmnKICgmM/4v9myfqDuMYuugwMvEomDLpzbU33lzHeXBvawgYGdN1nZ/U+qJinT3V/nj1zm047D/Z8ZsZt3NCQ7iXJAK4jyYlSyfmMGAE8MuL2CIQqCODtbSVqtrYcvUI7BMUMUDkk5+NYx08yieC6XPYkyI//uD97jONub3fy8rDdw8wDTNaoa9f0nJRKzgm3u6vzvnlTyXhGZhPkm3mbMygfCmf4RqzRkL1C3s9nIyM+DbRc9sIPiS6KFCRc4ErJZn1aFAizk6eMPhlJFlvN6gmHkTDh+NZb0rPpaS+IolOsbaBV0I/VVSe2531s3M/8jPP0ffaZ3xfIkfGXQtJm4gSuP6PaQeOMjen+TE1puyTQKW6EgwwQdJCEC/+yWW93Ghpysmt8SKZqPX3qvHFm9W3lIbUAyT2SSMQstMyHbU5hkRvE2M2bui69vW7/U0nlrCVNxJyQkOluNHIRQxzyNywtOSllqeSokLU1HzMHygFINBNrrlyRYaxW1bZE5hoCutFRZ2Xf2HA2ejNn019bk7FjNGZ7u75//br3NANBJRMNqVaY3YYIzMxbOkjkhNwemYyOg35r2OHp4+7rk8G/dk1GEib5oSFtc3hYi9bjx/qMZBOVmqUldzQKBYci094Av87goI57cdEdGpJZPT3e0kIVg3uLI1woeAZeFYf2E+0pPY4embnTgvT2eksbi2W4iBYKClzb2uQMUM3t63N+HwJmAoGdHa86E1ixAG5vi8MDXhIgoGYOny0W9Q+kDX3iVHJwjknIMDKxkX7Vaj5JAP4WEkptbXL2SiXv0e/qkr7xPQgAqcigQ/Rp035w964jjUBmkACiLWJnx6G6T554lR4Bit7bW0+wedLtSWavImNIXhFQMCUkm/VAZm+v/tqhb5wjyd3+fl0besOTQpW0WaIl+V2CafQWvSAJtLUlfS0UfGR7WDFGN4eH9d1Hj3QvHz3SM20muzE9rf3cvu0Ir6tX04TMYaRa1boxNaXnrVBwtEClUk+0Cok3jjpVSiDo6GVSQDiGdW9sLusJuhG2dNCGCZ8IyRfQkhQjQFrdvOkJGxL1fIeE6d27snVPnjiKJiT+xoaCAvj617X+fvKJznt4WElZptFgJ1iLsAcQeCallWR90n6chj05TaE9Z3HR1zV4clh3CZIgRTdzXp8PPnB94lo+e6bPV1a8BYMx4xStPvxQ92VqSvfjrbdkNyYnxQUEP0kc+/ZIAbDmvPee9B8y8Tt3vL2ZNvFi0cl0aVli7cSnAkUWtrtGka4DBKNwB87POxca2xkcdK4cni/8mJs3nTi3vV3XJJxgiF8ASqu/35MpJBII+iniVCq+JvNsch4vXjjKNor0/MzO+nlQvOB8w6RMsagE6aNHvv9w5LaKXxdP8NvCgQohVxO2LuQ0Y2rS4qL0ZHhY/vfGhmxZPu/tZGEycHZW629fn64NBczRUekE+nz9uq41yBszXfPZ2fpWIJBk+PW0goFUggemq8uLwMlzB0GDTcZvxO6DSGFaKpxIINXRQ7iWoCAggYOusDaQDOV5xk+gnbRW82cGrh0zR4iBsiGOGB9PETGpnJ+8NomYKIqi8xx1nRy5CJQurE6F1a0o8vGL9M/Co9LVJSP0h/+wjOaXX2oB+vrXzX7iJ2Rkfu/3nP3/yhVPpJDAoCUChAfkuFToqCYvL9dPOgrJDKlo4ECTeAHNAL9Hd7efbziFgmw8fCJAAWdntW0WZtAF3/2urg+LB4v7J5/Iwb5/v36yQNhnjwNj5mMjcS4gL4OfJuQFoCpkpusyMqIFLUQOjY/r+LhvmYyCkB/8wMysq/ui6JGZQ7Bx+vJ5VUlWV3WvZ2b027fe8mpHHKstDmfn2jV3JEl2Qfi7s+NcM1SACGJBJ4V6U6v5ZAoSO+gcEnIOEVRTxQGOzX6S+kW7HD3Hc3OOVAGNxTWExBmCOp4NArDeXh+pvbzs0Fb6+4eHPZnENDMmEjGRi/Oam/MEJE7Qe+9Jh8MAk0pliBzAqVNA1X4oGx3+FmcPiD5IhuVldxIJPK9f1+9u39ZnMzN+/0nGFgq6BqDJgP0mrS7Q4pDIu5EkEXZm9deA8abct6EhvWaUtZnrwNCQk/nS3nHvnv6iM7OzHnjfvevtZZcNQXCe8vSpJ+lXV3U/aDu9fdvbSCCSnJpyFAD3ikCsmX6E0HOqqmaecCYRw3bChA59/iEEHsQUHFi07nZ26rm9e9eLE52dslcjI44SJLAmgF5ZURD0wQceAN+7J7QCRKN9fVqzZmeFkpmY8MAGEtQw0ckElaMgtY7CWXfRJZlIDoW1sbfXE7Pvv+/XdGVF17hUct4ZODrgkGFyY1+f7vXIiO4NE5EY/wuS4M4dT9ybSUfglAG1096ue7e25m3Uof1ZXa1HBrDmsV10lfWBNlsKKeggnCuM+e3vdy4bnhEQXm+/7clmEqjlsnQbDkKITfHJeFbN3E9iUMLgoCdTKUrRqs2aG071BNESx759jpEkJEH2229rWAPoNq4FaExatsw6c3bBJFxzk8lE/DVQX4yPf/rUW9XM6m0hqDuSBnyHJAYIbYZu8MyzTre3+8CBFy/8/ThWIg995V6gl0wtIwnJ4AYSJQMDep8kyOBgfXIxTCJix/ER0BuKa/getBvDZcgaEXImmXn8QWvfwEB94S5s4zPzSZtdXT5sIZfzWAZf79kz3ZOf+Akzs+opNFynksr+cukTMVEUdcRxvHOeSRizemhwo7+1mgzggwfqP4bTggUGZxKI6u6uqjZDQw6h/vBDGY1795xIrlqVESG7fu2a/j19qgU+n/fsN5OFNjc9+UOrSkeH9hXCIoGQh72eBKI4E3CuEHSTne7pqe/pXF2VIwFvBkaTgIqgbGvLHff2dv3/k0+8BcfMs+7lsharn/opObyMeXzxQt/b3dVC0damhSWbVQLiBz/w9hACeZIPExM69hs36quULHTZrI4FVnuz6Mz0KNShYlHnRcUfWChhO8TEGxveGjMwoGRALqfzW1lRkAByYHzcdfNrX9Pvmfbz7rtCFbAvkhggJUCcUPljOgUB9tiY9JWxzTh39BSHSRWuM33vILZYlDlv9NNMDtramjvmVFdA6lBloZ2LZGJI6Is+P33qrV0s9hBQb23pmly9qkkoz57p8/FxOd0kD8tlHRcwa6p5JLBCjqRke1L9FLO2QylYsk2hVNJ2adGbm9N54MzxDF25Iid4YcFh6+FIaMi0Nzf1Ha4pCTMcdu6jmcPaDxJ0JImggXMD28P9pBpLeyQIOwgoOzo8KdbR4ccORH911ad5cJ1SOVhqNQVym5t6Rmi9IxEKbJz1g+cRLikCvBD51EgIZkKdChFSBKjYipDEl+AN/cCmVCpOsA2/weam2vaYJlKtKpnEqOJr12Tn5+b0enHRSbhJwoyPO3weUmwg9bRFra87r8nY2KvJUoILs6O1Fh11ItJFklqtvqWD9uAkMnRkxNvFSMCaSeemp7019upV+QG0cptpzec+wMcBV9riouwCSIJqVfcTHjmmOYEiIDm8tOQtagS2q6veukxlf37ep0WOj3typVjUMwVqmSQhbSrhYAF479rafAgDrT0kUIaGfKTwzIyuF60kTPfjGcVnbGvz9Qi/C/4WnqVMxlE/Kyu+hg8OesKS9ZURyNhiEKysowT73PedHe3/Rz/SdeL68n8IXc3+9TPf1Nff2fGWtbNEOfL8hi3AYVIVBDtSq8nXWl3V+YGgIXkHup0WyhAhAiIMu1YuexGqr0/X8vFjtSblctp3uaztwemIL1+telsb7XK8j182M+OktnAUhb4Z7U2Qn5P4RhdIvoW+An/NZJdJqNC+jm0PE+/4ZyTNu7rqy1Qh+hJflOQ7BR2eWzOPIUjeJ5E+qaRyVnKpEzFRFP1JM/tjURR1mdn/0cxm4zheOc19Jp0oDG0Io+Wvmf8tFmUcFxa8rWJuTk4fMOjnz2U46BvHgaN9gCTM06d6v7/fobDZrBausTEZTrLG8H1glBYXnZUdA07/MbwwBEBUHDFqLBQEWCAvQEBwvhDpQoBKJhznKqxWbm/7InH3rpOHMbWF3tVi0eG7GOXhYZ3/yIiu5YMHTqT4Yz/mlQkCdkZSMkEqm/V+8LExXeNvfKP+vpnVO7pUzgium4cTR9Ol/fQo1KEw85/NajHt6JBOTE/7og3KA3g+hGZsB94YeFPee8+rUfTSLy15KxkBEA4eLTaLi/XJEFqGCIhwLjc2vD+XRA36xPnQckQljOShmaNqQpI1hKAvXGg5XpwGdJp/9B2DKoJrYGTECYuZ6LG9LX2bm/OpEDgyP/uz0qV79zwwnZ+Xk33liv6FJNdw6hB8hE7acRIDyd+C1Hn8WPqzva1zod2HJFocyxYtLHhQQMW4p0cIh7U1PTsQ8SXbRCDaI4g+iiSfJpwqjgnyVwJy7BqOIglX2sb6+70FcWdH92N3V/f09m2H08/MpLwx+0mtpmQFOgCn1tqac6/MzPjI0sXFeg4l1hN4MUKkS1KatbwRKJKIb7QNKqNmbr/gQiNZQ5X96VPZtWfP9FwPDqqNiIBxZUX/gP4XCp60Hx+v5zBA77GxTC4BVRYmW5LtRjMz9edw2Oe/lfaliyyg39ApJnGBgoRIlqlJq6v+Xe5puexrHMnanh4997TyxLHbkWvXpKPt7dLh+Xltd2TE23Fu3HDUHzamVKpHcVSr0gEC0sVFb1Ojwg9hLdxoGxvStXxe9z5MZtZqPkYdPppqVa1xbW0KykMyYIpetGzQdsrkobY2rU9R5OeTz+v999/30dJLS15MoeWqs1N+GcMBokg6TytTqaR1kPtDQYOE0tSUbAW+CK2lZnomaH/GB2TNX131NYY2GSY8ab3cf2rSefAkZTLeWke7fTJBaua8VUzAMvOWpStXnG+Kln+mVtEy/cUXntCjmAWB8osXTuJMAYNkJkUv1mgSeKDfQZNRbAEtCNk9BVjWTrN6BGqYhMFvw+7hN4aoSHxzioUkfcy8yMMzQbKFYyO5zoh19Cv0O0Dh4PeD6KL1Dj5IilF8nkoqZvJ3m/knN286qv6k5NImYqIo+sDM/qGZ/SUz+6Nm9r8wswdRFP0/4jiePuC3v2Rmv2RmduPGjUPttxkxHkYXJ4JpMlSnCCYZM01V+upVOXrvvutBBy07Oj4FflTmNjdlWFjgYQunNWNqyiGELHwEWlSyzZzZHKeC6guVECpRHR06PiY3ESwDQyUJgxGEiwXHkxYVAjralEKI+NtvO1dHHMvZgLuFfv7Q+NJzCkR3b09tTQS62awWpW98Q4aeYD+X85aSjg6/lxDTUWmjpWM/uPj16yQQXg05W9WvRrq0nx4x8YhFb3VVv93b82lFJHOmp+v16OpVd+omJ711JtRJtguJ6/KyEhMErzhF29veLrW3J2cL2CvjX+F1oX0un3eW//5+3R+qGkNDrqMsnDiWHBOOBToKUov3cQZDOGsmI93l9ySX0FcSQFQ26cUmOMfZJJlE5ae/X0k/dGV31+x73zP7g3/QeQtAdeGkl8vSa36TlPC9ZKvBYXQr+VscFwJLkkdMc6FSR7ABsWRPj19rqs2rq76NJAqBtjEco5BItVVplrwJWwlDklcII6nAkdza2HA7CZcPLXGQbHJvaasMA7uxsdaP+XWS/XQLAufxcY2qJugIA6WnTz3YpSqMvdL2nbCdtaFVgcA0SdKbdJbQIQIHqqhMmMHhJ5FI0jibVTJ1YkJ6AQfW8LCPF87nZfevX5fO0WJJwjub1XdXV/UvJLLnWBrJ69halJRGukWg+OCBIy+6u711K5QwiQXBKaiVvj6tZysrWqtA862syO7Soh0WeOCrg0cG4tJqVX4S/Bwg8ba39X1QA3t70nkI4efntc2Q+4J9UsTAl2JSEtMrIcINpweS4GHfFDLwcQYHtS9ai/BN5uYcwcO5QcJOawzt10NDjjSGP4ZkI9Mt4Tjb3PTiXZhsAanBNB+OhxYQfIGNDU8ksQ/WkK4u+SRmPsq8VHK0KO0u1SqJnPpETKhbV6/eqNOX85TQv6tUdI4grGj3Bw1r5n783JyuVy6ntYhiTbHotgz/C84VUFWrq/o/fm84Te3Klfqx6vC6cEwUaJlARsGYvyTDQMTg89MaBUcYPgSJJpBV2FzQkSDzQzQ9hVx8OJL8TEilzRybTUsVSBf0ER+Sf6GfcPWqJ6bgiYGYO5VUzPZPtDRL0BxHLm0ixsxGzez/F8fxb5jZb0RR9Itm9ofN7H8cRdGvxnG82uyHcRz/spn9spnZxx9/fKjabdLAN6tyJQWyQCaBEBysrzuKAwMRbrta1SL88KGUg/GyOHq0hvzgBx5cYnjohQZOGEXaL4sk2XCMGQEbXDIEuCQqCGCpqvT3O2+ImTvGONtmbrCLRa+qkCAggUC/KO1RQFNxfoB0s1BQDZ+eVhLg9m2vPlJdyOcVNMzNeQtIW5uuB/BkWm2AOLKfYtEDbfp5kxWWb33L0RNJaVW/GunSfnqEDjF6M5wWRNUqk3EoNtvPZj0gp/o4N+fVQKCe9BFPTMhp+PRT6RbIEhxF9ItpFyBUqGjRG80CffeuV4/39nQPQDfl846m4POQXDOETPMP/UJvqa5AtkbwQ/8xfDkgg9BFnEOqkFy/nR09k3fvejtcW5s73levetAPFLZY1HsffijkAAiLbNb3+/77XlFi0cehIGGLUwLnTzI9cZBuJatwBDQkOumzHxrSc2MmPYbzIxwZynMZtoXxDFOxwsEJ90Wwg80JnaDDSrI/HA4hHFmcNpJdoO+wWXCWfPyx/o6N6bzu3NHvSM5gkxYX39xEzH66hT6trqo4wLQWM+eCWVlRgnVz01EnPKsUCgjiDuPMhN8lCRPyEIUomBCdBRwe4nVQo0zlY2INa89P/7QHCt3dnvQ30/Py7rtqOXn8WNv76Z/WeYYj0s2c1LK/X9epUFDw26xl6HVoLTpIGukWRKVcZ9BuIHm59o1Qa+Ea+fix1uuZGX1GUEYSf3nZebFAiLa16R7RamfmqA7QnjMzHhy3tWmfHB8tj8Wik6iyfjGKvLNTesb5YPdJNgwNaf9MrmPdot0bAQWKTdvYcAQD3yUJHk4RZG3b2tI+aN2cmBDiZWZGx0kRZHXV7Xux6Dbxrbfkf4YtNCsrTmRfq3lSm+mCrM34AHDY9PT49Q/5C1knQR5xf+AooSUwvC6NdOujj6RbJx1UN0PCh5+HrXVhocLMh3DQ6kvBCtQpXHj4xdiUkRFd64UFXW/Iwymclcvy1aamdO36+hzFxGAFkgwgSkNumMFB/d3Y8OQ1PiKDCUCe0lbG/cXnBm3Gs9HVJR2bmvIW+a4uv3ckXR1V7s8rzxb8OCGNAjqOXlNE4fmgoIK+oGMcF+vV8LDrGkNSzF5Pu5vK5ZDLnIj5vpn9p1EU/ek4jv9fcRz/v6MoiszsT5jZsJmtnsZOG1WvDjLSZnrv7l0tftPTMlxACkFi3L0rowrcsK9PBvnJEx/FjLFk0tC774rMl6wwi/HwsI9VBD3R2+uGDePV3u77gpB1fd17RQlq+vt9JCGkvgSVONq0EZl5lp22JjMt1iBcPvxQ54YD/dZbytg/f+69rIyzY8wn7ShU4Ofm5BhfueLjj0dGtAjt7ck5Gx93NEA+7+NGHz92jghIktvazH7/950bBQTD4KC3eIQwU32+c+TaS1KXDiJtRIeqVYc0M7Fnedmv8zvv6J6HizkwU3QJBy6KdB5cw7ExbS8kTYNfZmRE92JmRtt/+tR1gHvJAtjeru0OD/sCuLqqQIhkHo4KlaGwXYgEUMgzU606ESBODIgrPu/qcsgzCTuCt0LB2xQI6KnkkBiCcyeOpXNMCsJxZvrGxITzzoAuevhQ+rayon3t7blzfeeOjovFvpm9ADXkI1w7DmWjk4k89AmEC0EozjBJqvv3PQnDOHuIe0lW4PwAiQ/bkUiC0R5HFRj9wWnjeSexg+1o1OBH0pb7QUoKvUCoZnd26h5RVcMmUeleWdFzz29v3tSxgpJbWxP8+/59t8G3b6eVMjNv+Xjxwgm5zfSXNQzkB+2A6EiYlCfYPUxDJ/qDLoFCQ9g+gW7YvtrRoXtYKDgKYG1NhQuSeSMj0oWvf931/auv6qH0PT06xyjSMw7f1bvveuKONgDQQN3dmkh3UKvbZW8tOqpQaOro8GcwRMLQ7kGSm6koy8vyFzKZ+umL29taX7DXS0u+5pMwyeW8dQheI2whSJLBQa1xrGckNyCqLZd1DIwpB1VFe2S57G1PEAEvLupYJia83XxqSsU1UGMgUbCxhYIjUDIZb0EPWysokIHeoq2d4BXbRQLqZ3/Wiem5xsWiE5mj8x0dvhZCNB0iJMplfYdpTExg4vnm/6xt2GH8FXhl8A/v3HF0bhw7opsCAckeCZjIxnIaycxmSHh8fwonJKq47uFvQt0GkUkCZGTE0R5huzJDIsx0X0olbwdCX+FCpBUUn4PkUBQ5N9XiovtXtOqYeSsb6BD4l9B3dJSkDL49zyR+H2hH/AjsNPaTglxnp/uf/CMWAVXW1+f76OvTZ6DbGIMeRdo2yBrWCniFaJsinoHwn+JiT49fn7QlOZXzkkuZiImiqC2O47Uoin7VzH4miqKVOI7/RRzH/yyKou+Y2d8ws79+GvtuVL1qZqRDyWScg2RwUAkHCGNHR/WdjQ05dhj3e/f0HSoe7D+KPHC+dUuL6J07nkgJkxgQxYGQYYzx2JiPPwTKG5KihsYV6GkcO/QUJwr4NYE7SIFSyYO3ELkAksJMx/fihUNmgQqOjvqEAXqZp6YU+K+vO7cNiaenT3Ve9Eb39nqrF4EC1Z2uLrUxsX9G4fb06Hw//9wr+tWqT0ugbQiEzMyMqhR2jPHVSV06iLQRHcpmdf9mZ6VHjx5pW1zXUkmfDw/79ufmvMrBQmfmJLOgtW7d8sDjxg2vjqBTkFNCXIuewJsDqmt7W8HNN7+p+1MqeYWcajoJkTj2ykyp5CiRSsVRHEwBg/0+7FdHqNpQ+Zueru/ZhnCR+7625i06ONFTU7oeN2447BfnPo6FhALRA1wb9Mfnn+szyLNnZpRYhQ8AqC73N7zP6ALjL72idjwgJNtltGWhoOMLyZHhZSK5S3sJ7TxcZ1Ay/f2OIAOlMjLiiC6eJzM9c/T7k0DDDuDYN2tJItFDwih08iBfRVdxciGJJvEGV9EXX+g68Ax8//v6/dhYfcWMKTobG3pmnj5VgJ4cIf+mycCA7AwknxCNjo56Uhhbj1028+ksOOQ4yWG1OEnSnJTQkSbA41lGj/g8l3MeirY26WV/v/719MgmPn0qXQ+nzPT2KvnS2Skbd+uWw5Pfe0+//+wzR1wuLWlbJATMHJnHs72xkU7k2k/gYiG50tHhSRLWgMFBXU84TEiwkNC9d89RtdgrkJSgc0EdmLkOdXVp/Rwe1j5oR7t2zbfH92hDW1iQ/SJ5s7jo22cyIz4LRQyOC7Qx68DcnLeqUChg6pKZ+12dnb7OxrG3stNONDLiiaArV/Q7uAbN9DxMTDgibGFBugy6hWQhyWxsNKPp19e1PTP3Kbe2HKG8t+dJCBDFENUzhRIUAzxStM7Ax4Nfip8KgpfX5bITKSvh39wKd3SczPNWrfqEOJIDYUKeZxz/isIJE7OSBReme4aJFZDZZq8m+2lNB/kc2kt8X5IhfX3S208/1fZ3drR/Wq05vvl5vb+46IgcEpwUZWlBJ7lBsoJWOpAt+AIg9NE32upojSLZxPrKeWDHw7YhM0988jyAzq1UvNUPHSGJi86yHuBTkswLR2JXKj5NkfHWYVtzKqmch1zKREwcx4Rfv25mI2b2i1EUjcVx/E/N7FMz+9rLZM0h6m6tSaPqVbN2pUYCDLqnR4sLVTsCfDM33hhRAqhr12Qwxsb0GoPHdBdQApDoPnrkkNndXS2uuZyMEISCLOSlkpIXJEZwEKgi9vY6OSpVEZzsYlHHEAbJg4MOPaZ9Aydlc1MM+SxWOztOmmim7czPexLq3j1VqXt7nfPDzKcBPX/u8M5MRo4HEF74IjIZJVWePPGWKyr2t2/rHB8/9sA1jnUMw8MOG+V6Dw7KiVIS4OjTuo5K2sjCurTkeoReNdIj9gXSqb3d+WRAaZAEYorV+Li2ff++T57o7lZA++xZ/ZjD9XVd85ER5y/q61MAw1j2kRFdwydPvJUEaOz77+scCgUP3OmFRr8Yk05/9d270g9Gf6JftAlBOIcDyxSdctmdUtBSwLZJQOIgzM46T09/v56Rhw8VfK2v+8QlOHkYYzo2pmO7etWfCypOENVBSmmm541kJJ+vrmqfx9GvUMdIIpAsMfNnhEoRY7YJNki6gHTjfCG2fvrUe7chH+QcQS6BOiLJQSJmY8MdMGDNob4nCfvM6rlG6DFHH5iCNDDgtopENPDuyUnnQQDVNTrq03Bu3ZLufP65Q8T39rxt700OqqnyMiac5HtvrzvZIX8QkHSQMyTKQmJHttvV5cm+MOAgScjvcMpJHGKT0YfOTkfvsc5BqGqm+/zsmUPlQQmMj+u8lpa8le2b3/QWzytXpC8E72Ey+dEjT8Y0QsteBK6KiyoDAz68gPUmOfzAzBGfa2vu95RKWs87OrT+04ZIcmN83ElJb94Urw9rVS7niAxaV0nSffSRt+EuLUlnBga8WPb4se572I6NnoIoIHmDHYRnxsyHA7C2cI7h2gPqJZPx1qk7d5xj5epVnRfJKQJqCITff1/He/++9n3zpq7f6qquYX+/TwcjqcLzQ3ECMmBa+EZGnPemUPC1H6T18LC+SxLg2jXtZ3jYUQhra7rOHR2OGKJlHPtAsj2bdX42eEgyGRIxh2EeO5qQhDFzHySkzQK9TOGkr8+RLIWC7EKIqqTlPUThhknbalX3lTU6n5fdefTI9Qj/8No1T4KEBeHNTfnKoKVYX4eHnZzXzKcMkigZHZVeYdeuXPECCRMmsdO0+K2vO4q4v9+5ZkBHLS+7P04ykiIyiROSSRA5Ew9kMh6vgIInmUk7Fn4BiboQWWOmz7n+tINxzhQEKUpzfqmkcl5yKRIxURRdN7N5M+uI43gjiqL2OI534zh+GkXRPzFxw/xHURT9WTP7STP7heMkYVppNQrlMGR7QGXpGwcmSACMkcaAjYw4TwvVagLaXE6LAU5vLqcFm/HBBJQsKJDCMfoaSG4+LwcV/gyOH8M3Pi6jS2AMKgUoNgtqT48jBfb2HFpIMgQOEUgSmbpDQmRpSb+5f18JoVpN135y0omJgdyy+EMExuJBAmdiQtegUvFxkVQZRkc9yQMpGbwGOCH0kwMVBWkUJjaEcNgfJnsYnWpVj/geegRnCdXapB6hd/39OicqxjduSJ/m5uQQ01PMAolD8MEHev3ihS+8Gxta2Ej+kADq7naeHxj/mR5BQo5FlKThxx+b/eZv1vPx4HQ00i9GFY+OenCOU0BCBgcV1EWp5AkBgkUg3yEpHEHiwoI7/SQ5KxU5xt/4hr8OJ7yAyMlmHQVAtW9nx8encm+KRSdxxNEMYc36u3skp7ORvo2Pv6pfc3N6j1Yr0EIgjnI56cDt2zq3Bw9c94GomznxMYEOThKkg1wf4NdUvEK+Hypy4efYCzNPzsA1Ep4r5wMhJjI46Mg/nECOkSRuuax7BA8FgVl7u5xekExvYlAd6hEBKhNdRkZ8zG6p5BMwwukXbAM0W7VaP02Nqm4yCWP2KplvOKGIseXYENA4JABplwt5n3hmaXvs6pKu3L5dP1qVMb2sFzMz0pkrVxRA0uZ65Uo96mVgwNcVgrO0ra25ZDKOVqpWvQiUy2lt4lrC5wWHDOs6SLaFBZ8GCXGvme7rwIBsBq04JOlBv/DbONY+mUgIGqevz5PRnZ2O3GR4QbnshLK0FkGYT0s4QxhApMDvEZJPd3W5TQJNZqbtkigplZQg6O3195aXPTAluGUwA+v/Z595kojJM+3tbgdBST575m0oDH7Av6IYNzHh7XvcE/wREDM3b/o1Zy0F3bGyomMYHvaR33AyMVKe5OnWlif6KahoLTl9S5zkogmTgyF6mfco0GWzryZxnj5VkTPZMlyrOacWBbGQ6gAkrpmvSwMDnogbGdGavrDgbVt37jhSq1jUtQUV+OCBfGn8bVp38elC7qR797Q9CiQ7O7p3FHarVV+74QML2+X4jBYlWkMZOoH/1dvr9hzy83xen5Gsg7eSliuGi2CvQeiSpDdzn6Kz03lyKKjA2ce5UcRMJZXzkgufiImi6BfM7O+Z2W+bWX8URf/7OI7vR1HUbmZ7cRw/M7P/Moqi/6eZfWBmk3EczzTf4sHSSqtRKIch2wudNbYJ0SiB6OamDBQQ3VKpnqPj0SN3FuGAAGVDdYYESnu7c1hAiMWiDJcKPcFUtjs7VUHCOYbhPhxTCtwvhI2TEacCRLYZB4X/k/zBGFP1ALJL61FXl8OSu7p8LDOVz+lpHSeOB9UXMxlnWrZu3nR0zO3bWmRw1s10vRlzSxWhv1+VJYJA5+zQ9ZuYYGpRa2wHrehUq3rE93DygbwSICT1iOMnOCbBR+sSSBJGT9NnayaHD4QVMFicEkimcRZY+NAriC9DnajV5EjgBIAYAZXBdJb99CusyHAsJALgo6nV3AFGv0N+CdqBxsf1fC0s6Dr29HgS4M4d6RiOUk+PvvvJJ9K7Dz/0xCPPFDp95Yr3cFMRImmFPuB0Uk0imQavwHGqNPtN5Ar1ixaopSWvMFergjmTuMhm5TzhlBOM0DaGoxbCrOnXhlcqTNLhTIVknPw/bDVBv3EaQ0Jn4MfYKBJqW1ueVIQnZm3NA3OCDxBhtDnQbsc1AX4NPxTn9aZJqEfj415VB7327Jkn59AFJoWBnMFhhlzXzO1DmIhpRXiWKWCASIPMkee3t1eIvMVFPXOMbu/t1T0G3j8+roCc/Q8MeMIINJyZt0K9844ntJPIjUymfqLPaXBVvG7C9SuXHaXb26vgdWtLBafVVfkFkOVyvXd39azDf8WEyPV1bSuTUXKFZNzcnCec4cqi7ZYiz1df6bcEhCHH3fKytyltbvoobPRobEyvl5Y88d/VJdsJAhAOGYjGSVaChuC4SSZTICIpjh9IEqa316cQra97Qpl9wEVDkt3MW5Xb2+UPra7K9s/PO0Ion3eEdT7v057CgQ3YYNAS8NtAel6telGmXPbiEyhMnlPs9MhI/QQq/AFaWtjnWSBiurvrkzEgNpLTuvALw+edCVC0dS8u+nrDGkkcgM739enc8cnC1mk4uUgSr6z4WoRe9fTUt/CRtGK9XV2Vfq6u6njg0jLTMc7O6rtvvaVnipbrsOVobs4TeegBKGgz53szc+QtiQ8mofEPP5+pcxSsSODg55m5P0D7UBJRiZ6HCSZIs1krZmc9RgJNOzHhfhx+ciqpnIdc2ETMS+Lda2b2d018L1+aRlX/ZhRF/1Ycx1+QjImi6Focx1Nm9jsnse/DtBqZHY5sD2cN2KuZG3QMD6SDtGjAMYFTRxsE3CUbG45SYEwzxglSXjMZs+FhJ/NlQWSyQz7vjgYLfWenFkacFxZ5IKSQn2I4qUxC7gW5Ie0WIByYYgN3DYtWSAAGkSj9tXNzjvJh7O6tW15Z2tiQQ0MrDAgb4JJRZPZzPyd48e6uHHDaGPr6BEve3NS1vXpVTlyh4M4ivb+ZjBwYIT5qu9aCtKJTrepR2G7Sqh6RlElyXcC1gT6FbTQ4XCzcjNvM5z1RQuWro8PHIePAoL8kF3DWKhXtC1347d/2qgUIBXrqqZqYeRtKe7uPfDTTYkoyBc4aiKa5XiDDdnacNZ/KCC0XN2962wztCp2dIvaEB+Wb3/Q+cBBo09M+hhTyYxyB7W1xjIyPO3wedMH4uEOReV7NkoipagIX0Jo00jf0Jqy4ZTI6Djh+/v/tvXeYpVlVLv6uyjnHDlXVYaanJ8sMM8OQkSF71SuiwKjoVeB6UZCL13xVDJiuCnqVIF4URIIKGBD9SRhBgWEIM8Pk7uncXV1VXakrngr798c6L2uf0+dUPLFqvc/TT9dJ397f961v7bVXeBeNSHYUYeQukdD7xY0uYA44lpuwRIXOLnYvWVoyPh1GzLihrq62Nuh0SgG2wUkkLGWf9elxaRudvXFGDdPsmfq/uGjcHyzLPHTIDMv+fv3N+fN6zwcGbP4kxmQpGrtR7JZUZsoRy786Oy16/aUv6XNHB+v0dGoJKgnbGQCg8y3OcOJmLhtPDB1sdMjS+dHYqM5OZgZyDaCzeGDASh6bmtRZxI0qU+SPHFFnDTNMWaYxNGQbm3gezETgmpkp62UztsBuBct+yGsWO64YfHrsMStZTiSMjL6+XmWQGyyW5XJjSD6P2FHAzS1b6jIjl9m1dBbT6RCXv3GNY2cwlj23tZkDgQTAgD0fFy5otgNJgEmOz2YL3KB2d+u8WM7ELLO6OtVH3d2WFVJfr3YJndVxGV4I1qKYvF7UyyTIZYCB5cwVFepYBHQdY+ktbTJycLFMqKdHn5mJCb1/5KS5fFnPsb3d7sX0tOlc2nA33qhlnysrlvUAGE8Jg2wNDVZGTYLfpSVrKgBcnk2XqVzjwIFUjpgDB1Kd0oBlwTAThs89nTi0ZxlQjINv1CexA4Br3blzqo+WllQWLl40W6qiQj+75hrjpCEfy9iYOf2oh2hbsJSzv1+PdemSEZozG4uZ9IDK3YkTZveRd4lcLCw/pZOEJLq0z5ubzUHDDkUtLWrfMeOqu9v2DSwVJfk2nUAskVtZ0dfkEmLGMYM+LOUjlwwdV3zmGESmPPf2Ak99qlEdxB3yHI5Co2QdMSGEICLnAXwRwBMARkIIvyciSwD+VUSeG0J4XESuhpYlvRnAXAjb41QANldqtBXQU8ya0vFxU+qAKr6uLlU4U1O2EWbkl55dbp5bWqyGlDWedI4sLmopxZNPqhIkGdfysmU7/Pu/6yLR1mY8CWy7yI14S4sZxWRD56aI5QtUoEyTpHJnVk1Li9Vs1tRYaio3b2fPmrOGGTKdnWokUFkzk4WbWXagoiFAh0BFhRoNIyOaQUSnzdSU/s8IGKB/792rG/HGRp1DZ6fOL1vXFDPUZUOlSfmQqe3IETt9sLSG8kTnGksOWLrS3W3EiSsr+vlzn6sG82OP6cJ3yy26mHZ363eefFKzjyorbXPU0KDZFsyoEFHHWAjqUCEfS2wgM+2bpS0k/mWEjpv7tjbbwI+PW7cLOvUYKVldtQgXnQSsSSbbfm+vOSoOHdL507Dq7lZ5AYDbb1eDm8bu8ePaeaulRR17HR1a2gVYSi6zCiorVRZZ3hM7+raLteSNzjtufrq7r2wjzhJKktYya4ERW5J0d3aag4xOV2YgVFVZiRh1EbOb2GWJjmMglYiP95y/ZQSZDjXeS24u6Hyjgc+MPJYr0YHc2an3bGAA+MY3LNuLrVuXl9UAnZ9XeSRhM9vF0qBuabnSUN+JGTNx6j1LFWtqVKeOjVnZIbOU+MwCFqHkhpiv2XKczhV+F7Dv01FXUZEqx9T9zKyjHpietkwtdkkaH9f1gWSWzLqjXujrMz6OO+6w+0tHaPrGi5tZz3rZHpaX1eHL7kfcnPK+njihn9E5z3IyOkniEhnaHtz4MvODOolOZHLsfelLKstxdgcdM+PjqgufeELnQw4Jdu5j1gt/OzBgtsqBA9Z1kCUlJ09aBgA5M44cUd3Lsm7A9BbX7dgxfe211hiAJXjDw/p3S4vxMNXWWpbW8rKVgJC4nsGx1lZ9bujYeewxPTY3uV1dZpvRRujrM6d6R4eeA4npOzv1urGdNcuk+vr0mk5O2kaeXIJXX21cTMwYZSBlfl5/Q74akrSTOFh5zOpq8y2jNTV6njFiXZCeIc1MSp7jxYuqIysqVDbi367VaWliQv8xi31qStdIdgOkQ7ypSeX09GlzxLCDUFWVOWiYNUziWgYtuP6y1IjlRWfPpraPp61I0l3aBiTCjsv+2AyDnZl6eizA1NtrWVjM/Kqp0eef5Xu0OWl38ZrQucOuUQzUsiNUTY3K2+23A/fdZ3LHclkG3GhHdHYCz3qW6gNmnPX1pQb3HI5CoiQdMSJyGEA7gCcBtAJ4dQjhdwAghPB2EakF8PMi8joAwwB+JoSQMy/5ZkqNtor1lDpgmyV+f3RUlc/+/brIk+clBCW/ZSSI5F6Dg1biRFLSxkYj1+rtBT75ScucmZ7WzfP+/bZRZIvixkZLAe7vt3ba3HizxnN52QwdRn+WlqxLU0eHKmt2IDhyxDhZWMfKTR3bnd56qxoui4tqAMzMWHvgCxeAq67S766sWDSCx5+Z0QWgrU3HPXXKyHjpcOrs1Bbg3DQ/+9m2UKWDiyi7KwEb4yLKl0xtVY5oZLEtM8s5mD10/rwuiNz80mFx1VVWEgJYii5r7FdX1XH2la9YJHB1VVO+9+1TQ+/gQb0WZ86Y4cYNVleX/u78eSttYCo2DQHKF+WdUaf6epVHkvsyEsUyCRErTWhvt3RVRkNnZ6087cIF23g2NZmhTufcAw/ouDfdpK8BlQnOkxHXF77Qor90pMZcPTMzuXXAEGvJWza9Auj1J7Exa8EZ9SU/C9OMV1f1PtFROj6uxldrq7VspeOEnCCA6aimJst+oqOH2SysPacxyM9YLw6kGmt0wtFgHx3VOVJPsHxgcVGNV0YKL15U/cAylAsXzDEcgr7u71c9SIOutVWflwsXrMxtZUU3TTsNmTIWhodV1k+etHtMAvAzZ8w5xnsYlx3RWUOCXmZrxplMLLVliWRcAsRNeUeH/qajQ3USHc3NzXocGuTckNfX67Mak4Azg5POa+rEbOcek0l61svWwVBZzK9Dx+a5c7qJ6u/X54uO9P5+08XUlxcu6LFOn1YZHBpSuTp92taZwUEj8yehOKByxmATYKUPLBHh59PTVwaZyM1G5y83gePjWrY6OmqE0HNz5kQitwyJb0nuzozn1tbUdtxsl80y8dFR47O55ho9v8lJPebevbZJ54abjqapKb0e/f2WEVFZqU4YlhbxPG6+Wa/l8LARCzNbmmS909OpnfMmJ60shV2B6HCNs5sZ/KJza2DA1vSFBeOQYTlzCOYoJzG7rlv5d8RkQnoZYl/flbwv1BUilgW8vKx68ehR/R6diywJHh9XO7i9XddTkkqTgJ6lYnRKz88D//RPKv8McpKD78ABa0XOhhrV1UY03NGha/S+fTrGgw/q88FMKeruvXtVl87NaXCJ8s8sHbY0p01DG4yOn64ulVtmRjIgw9buXJPb2iwIREch+S5JBl9XZ/xjvLZjY+ZQ6u21tvO8vktL+twxawdIzdp89FG9fwcPmoN9N3LAOUoDJeeIEZGXAfhNABMAHgTwVwDeISKVIYS3Jb/2EQA/F0JYBLCY6zkUwtBaT6mvNTcqXRrGbHHHKCIJKQEjmyOh3J49VvfZ3W3dH9h+tqJCv9PdrZsNbqQrK01B9vfrXLmokpCNqYTMnGluts04FxRGW7jpBvQYXV1qSD34oJ0nN8n336/ef3JtkIOAZRbT0zrf+Xkj7Vta0jnt26fns7ysypupkLfeCvzjPxqxcHe3GnBPeYr+H7cRzxQlZUtsYGMJWPmSqa3KUfx7wKLazPgYGzPC57179X/WBpMQNZEwR0l9vV7r0VFLt2ZEm8YUF8yjR/UacyPLiPnYmBrODQ3G8UFj9dw527zFKa+ARV3oIOLiXVOjx4zbIc7OGmEg+UYaGowXhIs/06RZBtPTo3K0uqpR1epqXfgfe0zP5bbbzKDp6jIix7j96uXLeh5spd7To5/nQy42K2+Uo44O/e3EhM6R15DGILNWpqZsQ8zIdJxdxcyGzk57xpitRgct9QM33OTM4XNNhxE39YyG0SAlBw95JTgWS2ViA76hwdos0ynE7BY6lWhodnVZiSa/y64u8/N6fJZwUQYvXNiZjphYjqhnTp0yUnNmifX1mQOfTjNGs9PLjpjuzuMzsgqkdr6I250aP4SR7U5NqSFNrhA6w9ghhg5i3ke2qb90yVqb87wyZTO5wyW/iNeu6Wl9hrVTnN6bwUHb/Hd16b+eHl2PaH+QF6q+3rhO+Awz+/HyZcsepi3ERgcMSNHZS70+N6ffv3hR9QozdOfmdP2anzenfW+vdWtaXDSddeiQlf1WVOj5kBuMNhebEDCrs7FRnyNmNJOLhhxoLJ09fty47fbuVcfMgw/q9di3T8ekM4TPX3+/Xp+TJ21DytI9lnjGZcFsRc2yP26OW1vV+cnMnURCrxOPyXL5rq7UrlRtbfrb06etw1pFhWWRcC0hBwsz1nhMlmAVqzB0vWBavJEnuSw5G0m0y+/Rromdu3RGsGSLdm5Pj+qrCxeMi2183Mq3aLNz3R0dtYwTkjJfuqRyOzSkTiE61Do6rPRpbs7WXpI4Hztmdn9Hh2XnsPV5a6vxcHFtpBxMTakDqKtL7R4Gs5gNubqq3+3v12OOjlrQlB3VaNOyyxnXdmaRsasr7VNmoMX8M1yj+Syw7O/ee/X4112nn+/EjNZywdCQ2hWZMDhY0KkUBSXliBGROwH8LoBXhRC+LiLvhnZBuhPAl0SkEsCHADwDwC0i0h5CKMuEso1kSDCqHJcQEOPjFiFga18u3mzRygj22bNqJNAZE6c6Hj6sSpIbl64uVXxf/KJxqZAIjq1g6TGvqdFMEtZXUvH39Fit/vKyKjp2LeEiRIcJCeQGB5U0iy206RTiZriqSh/U2dlUkk+moXPBn5qyyLmIXuPlZSPwo9efXX9i/pATJ/S45DjJRHjK1yT+NLdAcbBdOQKsCwUXbW6se3stwsHIGJ14iYQaBowmMILIeulDh/R7k5OWpjowoN85cUIzn+bmbEOWSOg95ELJaB9LIuJSBdYWd3bq8a67Tu/ZhQupRHZ0/JEzaXraymrIGUCuInLPcC5jYxa55CY9dizFHDCVlTpfGqoVFWak0GSkscKoEdNhV1YsXZ48RdmysXKFTPIQyxHLi4imJjWKWDJEQ47lgiRB3bfPOiWsrlrnsuZm4+fhb7ixGhvTjUF1tV5DEheeOaP3MnaacLNE593qqqXlNzXpODT0SPrH0icapszQY/ozu6m1tJijlmnYbFvPLCvAypL4XAD6+53edSGWD5JBUnfSecLNBQl4gcwkvPyc3A/chPCektOAXBh00pBAldkIbHtK2WCqOrvmcCyW1NEgpw6anVVZvOkmLy8qNNL5dbiukv/nzBlzcgwOmsOWugqwYA0zM7q6jBCdfFTDw9bamQ6WxkY9LrM0qGO4vp0+besDnfeM/NfUWCbf4qK1ET5zxpwNdELOzupc2FloZUVfUzeyxJJZdcwE45pKLg0GBUj0W1Ojeo/ZM1VVaodVVFhGInn+mDHd0mKZmENDmvnM4AXJTycnrdMhybDJy8XsBZ57Z6eVmAwMWCCDOpW8PnTUXned2W0sUyevCZ9DdsGsqtJ7PDBgNlwcfDRXbWGxnmM2dizSHqVjkSW95EKMAzIxFxo7u01Pm74aGLAS25oavU+xDmaWFgOeN9+s15V2BnmLEgnlu0sk9P32dpXhgQErW2dmKbOjl5Yse4dk+7TjFhf1PJgJNDOj62pcDswMJwbmyC1JrkJyDBGcZyzblKnFReOOoR3X16elbpcu6T6HjlA+u62tqj9qaqwkkNnTi4tq19x5p5eYFhunTmXmiNstKClHTBK/HUL4evLvXwDwvhDCeRF5DoBfBPBmALcDeE25OmGAjUXburqurFu/eFENiu7u1Na3hw5ZrXxnpxFLMhJ4zTUWVaGXeGQEeNrTgE9/Wg2Jhgb1rD/yiD4Ug4OqTOfnrWvM0aOqxPftUyXb36/HjJ0g3CwPDamiZooxz5ub8pER427p6NDfP/3pWtZC44fGET3e3BQzksN08o4OndP588YFMDVlEZ6mJv183z7gq1/V0pLRUcuc4AJKpnXWcMexF96HREKPrxvm1ZVcyMNWsVU5IlZWLN17acnairNt+vi4LXqxTDU26r/+fv0+O1YMDlq5CtNrl5fV4dfWpoYAnYjkbWCb2JtvttIHco/s26fyw7RWGsRdXSpDrJNOJOx5YKcWZqSQP4ip5FzQmTYbt5lmO0TAuJTIbXH2rNUaM42WJXGnT+t8mC7c2anEvun3ijxFNEYee8w4YqamNPvrjjtyIhqbkod0OaJxdeiQnmNvr36XmUm8Xkz3ZwYcyZVra1UXDQ9bOVZDg16zI0f0WBcu6HdaW/V60THFjjx05E5NWQZT3KKc2RaVlUbgSbJpltQxZbmmxsozY2JgygnL2BoajJugpUW/f/68lXfSEdTXp/Nn9679+1U389ruNMTysW+f/k+eCjrMuRFgJzE6uVh+ABinBzl34q5XceSd3V+YAclMOMpFe7tG5bkucCyOceSIyhajvHG2ErsWtrbaRnsn3rNSBctu4rWI62prq605HR1G+skucnSSA6p3uIE9f16/x6w+6ouREdv0d3WpPNTVqQxffbXKHG2Gvj5dT5glzGcesJJu8lRMTuqxenqsBG9mRvVkS4txx8RZu3TANDXp/48+amT5DAg0Nprck5B6akrnxSxCOnUA29yPjlqJaAiWUcpW0XQos2yUZUfc+LN1NB3n5Afr7NQ1i8/nsWOW1dzersdoazPS38VF/R0d1SHo/TxzxuypOFujudnKzplR2dKiQTmuwydP6rkMD9PhvdEea4VF7Kw+dEhlhN0QWb7MDMw4INPdbdki7JzE7ot0ltFxTWddXZ1eMzpQ6OjYt09l8F/+xbIEmS3+pS+ZnqTebWvTsSkzbW32bJ45o3IxMGC29N69utaR42dkRM+TROYLC/bM1tZayV1DgwVWeF5sXBA7Q1lKyq6p+/aZA57ySjuqq8vK0Rmw5R6BjnfuEZilzeBre7t97rrfUWyUmiPmywC+CQDJ7JdaAHtEpD+E8KSI/CqAcwAaQwhTRZxnQZBpkx07Ai5dMkJJRjvIOl9XZ2RgfM3OQTSCme7/0pfq/w89ZARfXCgbGlQhV1er8hoeTs0moBE+NKTGwtCQtYV8/HFVdKOjxgNSUaHKOwRrg0rG88pKXdCXl/Xc4pTytjbzdJP/o6FBjadrrrHI0969utkfGdF/NOAYgWcUjVGAsTFV5o2NalRVV+s1TSRS2z/z2nOxbW7WcpS/+ZvYn1+aWMtZwywBcpbs22dOrvp6dbzRORXLFFsXM0Wbjg3WiM/NqUPhjjvUMLt0SQ0qprly0aaTjBEUOnvitp01NWpknj5tmTKXL6u8soNSvNEmBxBLzigndPocP26p4CR4Jil0b68amxMTOjazrTo7rXxr714lel1etrRhQH979Kgt/IBlipHAmBuMmhq9J1/9aur9mCqAVovlIVP5HQ0Vvt/RYZvcsTHjSmHpGNu9MsI7MKDX9P779TiXL5txNDSkDrcvf9micrOzRhJNB+DEhHVLoDOMUWF2DGGEkFlKy8vamaOx0VpwsqSMm3ny/wwPa5S2oUHliYYbswh7eiy1nJFvRgZJUkwHNTNq2M59p5ez9PYaOSnJQGmUczNF45qdkwga2+QVACzSTacm9S7LaMkLQO6O665Tnd/UpNd6elqfSZapsWxldFTl8oYbLErPYzG9HjBHqKMwqKrSexvrHq7/gHGm8HUiYQ5dZmSRd+U//9M6+AwNWRcl6hQ6LR5/3HjvBge1BJlrDLNzWQpx9KiORwd/R4fpF8ooyduZTdrQYHqvslJ13IUL6pw9eNBIrQF1wvT16bH279e5MeOuulqfp4MHLSOCaxz5X8gJ0tGhckz9yHky04LZE3RutrQYXwfJfffts+yymhojN2U2DrODmTFz4YKOMzioz11jox63r8/KElkWTmJXZvfs22cBt8VFfVb5jDLgx3uwumqOmAMHTO9qRgzduqWFdN3PTloxGPAjMS3LZ9nym+VXe/aYjU2bt7VVnYY9PdZZiiXhzFwh71lDg8rW4qLxOTLjnc7Gjg59ZtjlsbHRspcPH7aOV2fPmiPo+uvNtqHly6y0lhb9jNx9zFAj/x+Dc01NGuwlF9zysspWV5cF5SoqLNDDAC/XaPJ6Mfhz6pRlZLJDYk2Nyk1rqzVbOHhQ9wYxvwxbYjPj3eEoBrbkiBGR6hDCkogcAnAphDCZi8mEEFYATHMYAJMAxkMIF0TkbgDPBPCm3eCEyQZukEjkdvCgKez6euPTACxdvq7ODGK20CU568yMlW5w48sNNz3XPT2qrMkRcuCAKsQLF1RhXnedtXMcHNSN7MWLln5Jsk+mnHNOzc228VlYMA6OsTEja52f1zTas2etHd/8vI711KeqAc4Ff3xcFS3ramm8XHutLpKsS6Xz4eBBnUNfn36nq8tKagBr/5wpc+Cmm3idS9Mo2ChIIjs6qteQqd+MmJEjJl2mEglrrcmoZLpckQi5slJJDCmnzFJqbTUDkvJ38aJu9OrrdYFdXNR7QrLGa65RB8zp02ZQMqOFHZMYUaFxSW6PykrjamEmFOvo77hDZePMGSP3ZAnb/v12/xcW9Hg33KDzYktuplvX1Kghnx5lyeTwAFIJlvm6kMhUfkeHJY3KOGOM5UPkAaGTg50u2tv1Ho2OqoH44IOWVkwD6sIFPRajrnFNPNPUOzstWs1SFrYzZ108nVpsMU1nK68xnUTkohkeNqcZuyp0dBipH/++fNmcPMzoGh/Xz5mtw+tD/iFev91A+NfaCjzzmepYHRtTmRkZSa3/Z8tptjnlBpXPFZ1zdPgDVpbA57inx7InFhdV1jo6NIuTnTxIvk0C3vZ21UvpmUnx80f+kPh8HIVHrHvosGbmHbv1Afp6YsI2TXNzKnetrXr/V1Zsw1pba1l6VVXG48WsNzYKePBBe+737jWCb0DljATvnZ0WoGHJKbMsOQ6DXx0dqvs6OvQYcQfJwUH9/VVXmUOJHQLPnLHmAizXIm8MMwO6usz+WF3VZ4/lFXRoc6xrr7VsVpLFkmeFpezMyunv188vXrRuOC0tet5NTVZm/thjthYyY5ibbTp9GJgj10/MP8OM6aEhu/9cs9me+9IlI+afnlY7klmSPT12D4GVksyI2Qgo28xGIQcOy94SCbN1CHa0pMwfOqQy9sQTRgpNG4J2MPn0Jid1vNZW/WxsTF+z9Ii20A03mL1P/pX+fg048VnYv986HLJ8vaPDnCS9vTq3REKPzzLlpiYNfrETYVeXrutNTVZCWF2tv11cVDml8/706VSuIzptyf9C24Pcj83NxsszP6/ydOONxgXY1WUBE3ZmY8OJ3bB2O0oTW82I+U0R+UMAvw5gBcDdOZtREiGEZQAzInJGRN4G4AXQcqT5XI9VTlgv4srIBdNK+RumCB4/ros+me9JVMruKWxXNz+vyu3QITVUlpZU8dMgpiFCT3pjoxoZjY1GWkfCrhB0fNaq0hhiVIhtrQ8c0EXi7Fmd3+XLRvDGLBsaRIwGxamuJDfjYlFbm9oisrlZf3f5smVNDAyokXTwoI7FzWIiYanBmVIXb7optba1XFFZqfc7vWNILGNrydTevfo3jSmm2LKFJjdp09PW3pOOm+uvt+wKOgGHh/VeMHLHRbqxUWWxpsZKDgC7v5Rvppsyg4KcNjwWDUU6ZmhM0qnEMiR2nWB2Fuv/9+61qPu+fTqf2Vlz7DADK9N1zpSFEne7IEdMIZFufGQyRtL5Y2gcM9pMgmbWuPP5aW216BSfU3LndHTYPWZp3OHD+uzTgdvTY8ek/AFGAhtzs1RWqv6YnNR7sWePyguNLm5oYiOOOoU8QOSPIVkviZYrKoxIsKlJ9QWz+BidpyG9Gwj/6uv12sb3lC3oGZ1nS/GYFBuwEkJ+h5FPZhuQH4JtpgHLQOjpUUOeJYTx5rSvT9cROpAnJlI7kcXPX3u7ZmvFvEyOwiOb7mFwgJ17WH7DjELqZmZSUQ8tL+v6wtIiZpfU1prDYHrabIvGRiv1Zmljfb05X7nGjYyovujtVfk7d87I+nt6dM7MnhsZ0ddxFuSpU1Y2G/PiMPvr9tv1nM+eVZlnx5rqal1LSZrPdtXd3cZx8+STdr2oE7nBp1yfP69lUFx3R0asTIoZCD09xsdBjhBeY/JtsLT33Dl1ktx6q+ps3juWo9bWqi14/LiVqrAj1Pnz1hqbttjCgtqWdEaRByrmF6OTTe0U5tKVH5hVDhhPEp0o8d/sDMZW1izZJScMS/zb2kzXsfSXPHWzs3qPmVXO7C/eK3Yca2624FFLi2UWnzqlY5CEd3VV/2ebc5Yhcx3u6THb6JprjAcQsI6a/f3acQ9I5dqjM35yUv9nkJaBE3JYNjWZzFJ2OjpsvQZUNhmw2bfPsu0WFvQYPT2pzSTIW9nXl7/77nCsha06YloAfCeAtyEPThgAEBEBUA3NgqkG8O0hhCfyMVY5IVtkPX7vwAEzSGOy0Kkp2/wwM4DR7f5+XeRYenTjjbrh4IJPpnKWN62uqkLr6lKDhk6V8+dtA8tyjtpaNS6OHrXI9de/bkSN3d2WhnrmjM5teloNk6kpVaYsgWps1IWhqUl/x3Z8jI4fPmxdCrixOntWv793r859aMj4dHp6zCFAw4DXsaHBMgTSsbCg1wiYLuvE9mylKenvxzJFo3B6OrVddiJhxKtNTSpLGsFSOZqc1OMePKj34M479TvcDAOWJUNjjPft6qtNvmZnrT0kyYUPHLDUZ6Z6M4J6/rxlRy0vG7ksSX9pwJAwdmzM0rCZ9XDokKVL19Tos8Hx44yRjSCOBFdWKp9FscpZ0ue+niOBZUvUK+QqYJkfYE4uplT39VlWCuu9ydnDDhnLy8Y/QxJXZq2RjHB42NKJ41T1w4dtg3P11RblZbYfuSTOn7cNDjuhsCVmc7N+Z3pa57h/vxqPExNGAh1nHbIDC+8lW4KyG0+mZ6rcwXarp09re2jykXHTRscJHWWdndaVg2UZdIqxXTBg0U4azCybaG/X+8C/yb9BvgCSKR8+bNlumbK70lFfn38eJsf6yKZ7GBygbUAw44r2xfi4BXHm560T3dKSOs/57LKxQMxlRW4Jlu7091tEnpu1q682ngxm61y8qN/hOsVMgRB0vNZW4wxjFjDJQhnkYUYMg1LMKGF2L8+Z5dJ0ULBEsqlJddOTT+p5klcn5lGLr2tlpY4bt0Rm4I3PITPV6LhieRFgzycJ+RnsqKlRncoACW2ymZnU9vM8Nh1osaONjh8gtYSemZDkAamoMO6gcqZGp9M4vj8x/xEdMFwvWlqsIQazkJklSH3Z15e6Hg8MGIcLu4AxyMRMJVIDMNv0zBk9zqFDZncxSLWyop+Tc62uTu03Nkk4dcqCXsxk4bHJrcQgJ+28jg5zMO3dq+OylffqairxMwM7zEiL5WF2Vuc7MKDH5LNM4uGpKWtVTduvulqvQXu7OVIBJ+t1FA9bdcR8DsChEMIDIpIX50gIIQBIiMivAfjKbnXCpBv13LjE9c9AaheUlRVVoPSmA6q8zp0z0jQSz5H0srtbDYr5eWNaP3xY01yPHVMvdl2dLsSPPKLK++hRHWNyUpXgU59qhLn33We1qn19wC23qGEzMKBt4+rrjdh0aUlrtkdHlUSXmTZVVVbOwjZ53ITt26fv9fWZwu3s1CgQo51MO2bp02OP6YJ26JDOhanIAwN2vZubU3lhsm2wyzGNMdMGcWzsStnp7c38PmUqkdCuIyQYPH1aF33WsLMkKJGwa1tTY3w8AwMaBWxq0vv+n/+pRh/J5j7/ecvOIllhImHy9cgjGkGL5euuu4ykkZGYS5fMgGUaK50pjKazvp1dIfr6gM9+1pwITL3t7NTnY+/e1GvK7kfxNV4PG8lCKRQ20nUrvXxpbMwMRzrt+D3yGrDrw8tfDtxzj24aFhethpxlXe3tqpNYisCNCTsfra4awWBzs8rYwoKO0dur92Vw0KK9dOpdvqyvKZeMSLNEkxw35DjYu1f1VleXGnJ79+r5cIPHtqLnz+vY7EQC6Dnt2aPyw/KAjTgEygmJhJZ9njypzz75HI4dsxJSGuHsftbUZJ3UWGpBxyczY2jwd3RYBhKzNa+9ViOrTJ3fs8euf4y4NCx9zo7SxWbaAXd0GCfJzIx+l5xN1dXmzL540bLg6Fy/6iq1UY4ds7bmzHQ9dMjKpJkBw03f7KyVcTDb8pFHLDOSRLd0bFCXUB+ydInlIrW1+swwIs/1mGsKS7JbWnTOHR36myee0OPU1FhwiyW0zBrkpryhQZ/PdDLk9nbVYWwzTc698XHLHqqu1t+zAQOdTQsLem1raqzFbFublR9znHPn9LpOTJjDhoT3dXW67g8M6DHjQASgOpzXl7w8dPDynBcWqF+L0zUpV0iXewa1MmF6Wr/f2KiyeP68BYNaW9UmWVlR25a2flubXu/rr9fXTU26/vKzJ55QGSEnmoiV+iYS+iyQH4nBh8ZGy9CiM+/OOy1L9dw5s9Xb29W2Z5COzQump/V+7t1rwbSDB80BOjencjAzYzwx7KR19qyROx86pPsEZtEwM51Ztsx0ZOkhs/vZSYzlV3z++ewoR0xN2Tr5HOWLLTliQgh/Hf39ntxNJyP+IumU2ZXgZoCb0XPnzAPOqAZghu3Jk8DDD+uC192tCz8Xvr4+6+wyN6cKs68vlRBx3z5Vpr29uqGJ2f7Pnk2dzze/qYqMpGDT0zqfoSH9Dsm/rrnGFpODB41bZmrKSg6mplS5ss5zYUGV8vKycYjceKMaEsvLmgHR3q7zJocHN3PXXqvndfy4Xq/RUVXC7ITEKD2ND4IRuY1kCGw2C6IUkC5LdFTQcKQ89faaEyaTTM3P63WNy4GYwj0xYZFqOjAAHbO3V2WDRhwzFerq9H6urmoHr3PnVD5FdOE/cCBVvlhvT/m69lojq15YUAcha855v1kqxRTWgwfVAGLEjbXvInr8xkY9b7Y/n5xUIzP9vjOqT2ykNGWzWSj5xEbIZdPlfHTU0oBHR/Ua1dXp9b5wwfh+SOLd3a3Xle3KZ2aM24FJ5tQZw8P6GZ99km9WV+tYJ08aOS7N8TjTqa5O7yU3bqdPq8HG9pt89peX9ZiDg9ahjd2byPtC0sGzZ/W8yAPEttgEu7VkulbZ3is3HDumxvvDD+v1mJmxzQQdZiz7A4wvAkgln5yft81pTY1tzPbtMzLGpSXloBkZ0TWms9O6Hq317JTSc+VYH+vpHmaxcL0CUjNkqqv1NdumT0yYY5gZtiyLvOEGddYcO6bry8iIbgiZjcDyW5YvsoyJG11AZZ7lIOw609CgOoSfs4MMiXwBK8FgG+qLFy3rhF2S4g5f5A1hMIFlfIAdZ27OCFKPH0/tGFdRYZwXExM6T3LfLSyoHVRba2Um585ZsKW6Wn9z/fWp32lo0LG4SWZnpxBsrR0b08/pjG9vN64aEb3eBw5ooIT3huU4dOT29qZ2VgOM4HdggPe1NLsmbRW8R8CVjnuW+JKIluVAiYTea3K+PPqoZSKePq1rXH+/ZYZ1d5vM7tmj13llRWWRmS9xdgi5IfmcAFb+Bug63NiowbFEwuw56vyFBX2fckv6AD7HtB1Jng/ove3s1NcMwJAD6aqr9DdVVfo5s/Jpo5KPbGhIz29y0vY8MzNmOwwMGDdT3JI+PYvM4SgktuSIEZGfB3AdgApo8sqrcjqrCLvZCQNY/SKVxPy8ecnTce6cdaKZmlLlw8WMNdG1tWr0Dg+r0mTr1e5uVYI1NbaJZikKN8uPPKKGOKPOrC0midYjj5iT5eqr9VhM6Z+dVU885zIzo4sASwyefFIX6OuuM8I+8oiQvGxxUX9HA55knwTLJlhqMDenCvn4cR2D7SEffti69cQZG5nKvNJbPTNThI4ooKMtd3c7v0iXpdlZ47jIhkwytXevLoiMNLS1GbkmI2gzMypnseHc3m4OFRoEgNXvnj1r5HCsCadzJJYvwJxvPNaJE0bUOjGhskXHW2en/mtpUVm6/npLH6cTpqVFZYW8QxyH0c4nn9ROGDEPRVyyNTOjRv5DD+k1OHIEeO5zzSiNsZEslFLCWk7HRMLSppuajN+ptlYN6IkJ66bEDQxLks6c0e+z+wNT1/mcd3ebziIB7MKClRRNTlqmE4l2STjJebP9eRyBbW1VA5NZWp2d1h55bEzlm5siQOe3d68eY3nZHE8s7eQmjp2c4jI7/p7dxmIi2fSuMYBx75RaOROd9ysr5pxaWdF7lUhYS/BEwhys1Pvj46l6meUQDQ3qYCGPANPY49R6ZiK9971GUnnddcYNEj875fZcOdZGe7vKAO8n16CYQJ8tf/kMVVToa2bnsWwZ0DWC2b7AlZvD2Vkjj5+a0n8sV+ZGef9+tR+mp1V+jxyxZ5a8GpcuqQ6iw5FcJ4zG0xHCLAA6XliOBViJFLPG+F1mI7CjXGendQZk96HhYZ3D4qIec2DAHN/9/bZ2z8/ra5ankOdsYcEaM5CknBw9vF4sJayqsmd1dNTm1tOjx6mo0Pn19Ohcx8aMK4c6kNlyvBa1tWaf8XyYebSRjNNSR3qGKcliaZvF+p/Xu6ND1zLaYiy7p31OwtqmJrV92OmSvDKVldasg1lbJIluabEOQ6Ojai9T5nt6LJhyzz3maGxsNH4iNjCgrfPEEzoXliexCyGgzxi7XPb02Gt2aOK5ktNxZkbvP5svNDfb88W9zeSkzqWlJZXrkXbk6qpl8jz5pDmm6IzifSil9daxu7DV0iQJIbw6pzNxZET6Jqinxwx9EsIBqkCppElmdf68epLZtYiEdt3d5lwBdIG7dElfM62UqXvxHC5dMo83YBFupv9xAWF76+uvt00VuxhMTakRw1pNGhfs2MPOGd3dtqGjI4ZlM4AqcGa7sNb0yBH9LJHQDX1/vxFyzs3pgsJWtzfcYOeWHpXLFqWbmLBMka99jU6g8nEUZooYc5GmAUB56u5OlSlmQJw/b9lTtbXG+M8NGqMrgJEsHzigTo+5OXOwLC/bRpU15BcvqkyQ4PnyZZPfdPmqrlbHyLFjJsfsDAGo7DAbhi1H6Yjp7rboXFOTGiOf/7x1eWBa9+XLOg921KLjJ5O8XLqkjiJyYTz2mM7xRS+68j5sJAullJC+wSUJ5cqKPgM02puaLJ2c2SWjo7p5AfR+XLig1/Thh80JSMJf8sPMz+u9oE5givH4uDmKGSneu1fHWliwjk4k8SMRawipXRTofFtctGhtX5/O9/777XxuvVXv5/S0baJI/Llvn5GRs3SKKdHxRo4dHOISUt7/2CBnZiPLc0qtnInrAQl2Sb5NHULSU5aDcB1ZWtLrxAwptjq99lpLY+/pMQcXnTOPPqr3dnVVnZvz85YJ+uijO+O5cqQiU+lsc7N1haGTb2DAyiBOnjT9z9KDuCtWvLmKgzaAlUqwHDu2n+hIJG8K2+sODxv/RHe3OS+Y0cKWzGxiUFdnJZnM8GHWGJ2Mk5PWfTDOFDx+XL9HPrMzZ6wccmlJzyduMADoWMyKWVoyDrWGBr0+7JLT3m5cbgMD6iAhBwidqpwndRf5cQ4c0HmMj+v3qIs5r4kJfabZMrumxtZgQMdgy2bqCBLF0vlGfi+uCXv3qpNLy1BWS8ods1lOsExBjThABpj+j9dellHz2HTuxxldJKquqVHZmp5Wmzm9hPrYMV0D+/rUpjt1So9BjkfyFoVgpPQMlLAkfHFR7abKSl0PGfw8e9Z4mBYW9Jh79uh4lZX6fPT1mTyyVJhZUHTWM3v2wgUbn5k7o6PqWD1xwkrqWJLMoE9Dgz5DzBxjYKitTefF9buy0uTR4SgGtuqIOSQi3wsguRUNn8zdlHY+NqO4uTCRVHJoyMhG46hfZaUqZhq+tbXWXaK+Xje0JEZdXrYN0N69qsiYDtjSokr52DH9Heucx8YsYkHDh/wc/f2q2BobVfHHxJtskccMl4kJI3llWcjIiCrLoSGdy+KibqpI8rmwoPOcmtLfP/ywRZSYLgso9wxT2MkL0dKim7G5Of17fl6vBbGZdERGH4C4prd49cqbNQDSZYkEp7EjhvLEqD1lihkjjHqwu0lfn7UCZhtDRlLq6nSsEyf0WHQGstXtyIjKDtPPjx3TObGEob5enWtryRcXXqZ9M0OCNf80yEkuR2OCWTsnTmgmFklAT52yWn+WTzQ322Y7m7zMzqbWeXOTX27IJlPpXbTIP9XYaJxBbB/M37JWnZsHRrLo8GX3EhrhKytGcElDcs8e4wMaHbVW5DMzOvbiosoNoGnSFRUqV/X1ZrSeO2dtUUOwDROdh6yTf+QRI5ecm9MWtyyJYqSYkeMLFywKTY4hRqljxyWQugGMdUgsS6XMb7KyoufzwAO2iTt0SK/zxYt6P3hdycPE6CtbUS8t6ed9fVbL392tz1QIWnbKzfXqqsrb2bM6/uysOeKB8nyuHJkR65vJSXNa0l6IS475XDU1WRvkeANLHqi4NInZHIDqi/hZ5Pt03F6+bE5g2iYkNq2s1I3khQsWfCKXCp0wLA8aG7PMP2aRsSteY6MGgWZmzI5pbtbvHj9uZMQs56QzBUhdz2prLUDBEo+qKr1WzC7h5n1iwjITuWFvalJH8969Opf//E99n2Xq1HPLy3aNyKFz6ZJlC5FnDtD5MkOVZZ/c/JO/hOfR3Ky6fXxcv0/i5JMn9ZgsZZ+eTiWnvXQJAJZLyhGTnuGynhM9PSDGoBc/o52xXsOEOCBCB3cI6hRh+2sRC8zSYZdIGF/f7Kw5Ojmvigq93zGJMAmsp6ZUL5MD7NIl424hRyBbt588mdpiGtDn9tAh617GjoSzs2rzX321Pos1Nfqszc/rb1iGzozT6WmVT5YPk9uRv6VNyAAA+eCY+Uobc2REr09Dg5eyOoqHrTpi7gFQD6ABQNlkBJQKNqO4KyuVNDdWyPQsx+jq0k4QJ06oAmxq0k0s08TZfWZ01DJEpqbM8J2bs03O1JSVE3z607qY7tunY5w8qR72hgaNpJCE9zOf0dTF+Xljxq+oMOVNHgd6v7nY0snDdMfxcTMcmEI8PKwK+PHHVYGGoMc7fVqvBdsPk0iO3nWmvO/bpwsGyVn37LHIVlMT8KUvpbYy5SKWDqbD08ApdkbMZg2ATLKUzXnDzTdlanZWF7M77jCZ4ncYwevt1ft35ozeHzrWVlYs62V8XGWotlYX5yeeUIP2wIFUokHK1x13rC1ffX36G3blYYkUz5Nyx65bZ8+qvNGg5oLM9Fp222F9NblFyAMQL9bz80YMzbbJJJJlaU65YSMyxfvOtGo+V+xOxiyQhQUjw6PT9+BBa6U6Omodsrq79VgsZezqss1Ud7du+EPQ//fsUdlgSRgz6B59VO8Vy+UYDTx6NLX8ju3GSSg5MaH38NIla9dJRxFL06amrE01nYmHD+u5cpNCwr+JidQsG24geK5xpiH1LVPJ47r1UgG7wRw5oufx+OP6bD/5pM2X2VHUhtwYLi+bE4sbPEa7Bwf1+vJ3ExMaPW1tBW67zTg34jbVQHk+V47MiPVNTDbKMoL+fn2/u9ta12baxHJNIskueUYAe5YOHFCnLe0JchKNjFjm2969KmdLS7Y5ra+3LEk6XwDjkQrhyj4+zCCjrmSbZ75Hpwag6yVttFtv1fOJuWYYxCAxL8+pu1vP5cIF/b+uzrjYpqZUl87P25xY3tPUlEqyXlmp14J8L3R6c1PMLFE6hchT09ZmG2OWbTKrBbAsC3IAsvS3o+NKG4tlZW1teo9PnrTMi5iMWEtcSssRs1kneqYSSjo8iJqaK9diZuPGDhryCO3fr/8mJlTv3nSTBSjZpfALX1CZaG7We8qgFqDrFdc8ZtAzsMbnp6pK1++qKr2nsU3PbMmpKcsCo4Px8mXrdslOYyEYQXBtrdlO7Gw4NqbPZQgqL2ywsLqqlADsetbVZW2uFxd1vh0dKj9sYQ3osdrbNQjLRgAzM/ac7N1LOyextHVJcDi2hq06YtoAXB9C+DER+aUczmdXYLOKO97wkv8iVuB8n4suI8E0Ilh+w7a8TJllDTC5YYaHdTP1yCOqqBcWdDFlbWZ/v3UsYHr/yIgaAouL6hhh++fbbjNnSmenfn9+XheO3l7jaOjs1O+eP6//mOa4uGgtiOfmdMN+7pwqVrblI7fI+LgREdNRQq4ILggk5uM1OnXK0mhJwjo1pRvrbK1NGUUfHdXouzLRrxSNOG4rUfT1ZIlIlymWiFCmAMum4TWfnVVDaWbGonkVFXqdSDB37Jjd19VVlZnWVp1HX5/xbmxUvmgM8jfsTPGUp2h5GjeD7e1GaEfDoq1NnwmmVdMoYTbM4KBeK7btfOABPb9Ll9SopxMGMANgZkbneuQI8IxnbOGmFhkblSl2JPrSlyxjIgTLZiAHwJ49qYYjU+eXl/VzbmLa2iyzgsdZXbUODySCJqnu4KBGkGnshaDfOXBA3yOPC6DOoLjTHOWsstJIfqemVA7IO8MSRnIVzM5a2dDUlM6ttVX/McMM0N+zZJOpznT0cCNJxBwYMak1W5iWCtilhe1Cq6vNEGdWEY3blRVzwjQ0GBk4I5ck5Wxrs+t28CDw9a/r7/v69Hujo8Dzn6//33KLOX06OsrzuXIY2H2MjkhAZevJJ/UZPHxYnwNm087PGzdZupOSTuLHHtPnvarKHJ+dnebQuP9+y9agM4ABInKbseuaiP7f26uyzmARO0uSW6+uznivEgkrg6bjkNkndAKvrBgfyLlzeuyLF40jpbPTnD9AauMCzo9l3Q0N6iihA5cOImYcMiNAxHQJubg6O20zTX1GUtSGBtVXzHDr6zNi8gsXzFakA3poSN87eVL17/79er7nz1sWxMqK6r4QrASe/HB0pJF3prNTv8NrxjWViPVnqSBTyfdayFRCmck5c/Fi6ncoh3RYspNgXZ1dL5bd0FFHbr0nnjBHGEu2yb/HbBqWi8eEzCTdZXCCmesPP2x2HnmQKBtcw9n9sLNTj0WH4XXXGTFvImFZtcyoGhrS86T8rq7qvuTSJd0bVFRYZvO+fSp3bN5w7bUqb+fOWZe1nh7jeROxhgLsSjY9bR2mHI5iYMulSQDOJP/2yrpNYrOKm8jU9ebwYSOQHRnR77W1GbFdbNSzLphpp4ODll3A7iIs77h40eqVWTYyOKgdkPr71TBn9HN8XD8nCePqqs6NbOsNDUZ2OTmpyn3/flXKDz6oTpGjR3XzvLKiSpdEYnTikJRPRI/d16cbLG7Y2MqaizbLpugd5wZ8ZUXHZaTl/vuNWLa52TbWmVBZqcYZeWruuAN49avHipYov1U5ArLLEp0x6TJF45W1tHEZEzeUo6OpctXQYBkOtbVm+FZUWIbD6qoZbK2tW5Ovq6+2vxkdGh5WeamqstaJFy9adxbW5QPWTpR8AHfcoXM+d844QbgJBVQ+L17UBZ0lUNXValy+8IWbuIEliI3K1NiYbpwoPyMj5qiLHcJAamSvoUGNdBL4sbU8N9lsUUrn6uXL1v1qdtacJ52d1k1petqyopaX9XmvqLCuKpWVlsZNue3t1Xlxg19dbfqjpUXluKvLMpzq6qz1bUWFpU5XVKjsHTmiBm99vTkqz57VZ6GlxbgS4lIJbrTSa9NLjefk3Dm9Z4mE6uqREX1dUWGdONi1goS9dMjs2WPtqVkuUVWluoadaW64waL+LIOcmblS1zp2BqjXGdFfWtJnvKlJ7/ulS6q/2bWnqsoIr/fuTXVSMlMiJgulc6WvT9ekr31N/19ZUfvhwAH7zZkz5shliSKzBcbGbBMnouvS4cNWFrWyYu2WFxaMF4O6BkjVn7QtyB/FrBhmHrCldHe3PVsTE1bayZKnqiod72tf0/eZucfNZWennjs3pAyYsFMly4qnp43Yl47s6mrVcwMDlt1YU2MtwNkNMy4lIrE9iZEvXtR5Dg7a+h47hLhmAlYCzQ15Q4OVOjHY1tGRuWNhsZBeMpRO4L8ZJ3r6sWLC5vTznZtLzZxheRgJeRmAHBjQ44yN6f2Zm7NMeK67p08Dt99unICnT1tmIoml6+qsMQVL4Mj3yHIeOmz47ACWVbNvnwXOANPrLC1i9iodhwwad3SY/F68qPJJvqazZ/X3JPBtbrZAHB2nw8P6N9uys8yKAZbmZn3W+Kzw+XA4ioWtOmICgHoRuR7AnhzOZ1dgq90dGL2gYiPjOGss2RWgoUE7tsREtFT4XNTpEW9psagEW7OOjWmEErBFkE6QgQFVmNPTVptcX28RaNZnr6xYnS+VKrsHsLTn8cd1USAx6vCwErA2NKiCbGzUsUl62dioivnyZT3m9ddbJ6TDh9UoYpkJCfRYx8wI/fi4/r6z0yJE3AhevmwlKOuB1xOoqV7vu/nCdrqEZJMlyks2mWJtN8Hr0NBg17i62lLDGflra9MFNV74RYBv+zadOzk/2IFpo/JFIsO4U0tTk8pCR4dF4S9fVgcNiQlZM93YqL9/2tNUNtiVh1FBZlkND+uxmM67vKzzunzZSmhaWzfP21Nq2KhMUT56e/WZnJmxjJH779e/6XSIjUlGdcm7QGObGTL9/an3PQTLSCLHQmenGlTXXqubAMrt0JDe97Ex25RNT6uuoJGbfq6MCjONuadHDdSaGktfXlrSTQo5KGjgMSOPmXXMCmMd+uqqbcRibph4c7YdZyqvZ77lbW5O78PUlG5cT560FuNxpgqNcrayDkHvA51QbW1W608dL6LXjJtfOr5KMfLtyD3IT7G0ZNmzExP2bLJlLzeozOYcGzOZJ5E7nyNG6oeH1XF47pxlb5E/rLPTsnu58Tt2zPiNDhzQZ55OmJYWXbNISh13A2RpD7PtYh3K79Exw840DIh1den/MQlrfb2usZWV6vDk79mKmGs0S8tbWizLjA5NHucpTzHi+upqc3yw6cLkpF6j1VXjvCJPyeKiHovllYcO6Rza2ux6szwFMKcE10Zy7PB+VFfbxpfnlM6BMjFh5WV02PAa8roWG9lKhnJxrPj+pq/F7BLEa0+HN8vDmAUTt75meT5LgFh6TXuNwYm9e4GvftUaIdBpScL9mRkjzr58WbMYmTnDgMTYmJEC19Yab1JXlzVqoGwuLhqPW8yv1NOjr/fu1XEmJ60kkE7blhYLxND2I/H06qquOyyhYuMQOg4bGy2Yd/y4zicmMXY4ioGtOmL+D4AfB/ADAH4ud9MpPELQtFZ28DhwIP/1+Vvt7pDJaGfK4OOP60Yybg179GgqsSZgm2XAWjcz3b+yUpXpvn32fk2NbngYrZ6fV6U7MGBkWGTYr6qy7jSDg8Czn51K0su04u5uVeLj48amzxZzjz+uBkZPj5UGtLbqWMPDqoD37dPzZBT+8ceBz31Oj7Fvn3ER9PSYQcDrxq4mgC40115rWR/19VpbuxHEC+haYOQqH7K1nS4hmWQpJogbGVEZ4sYok0wxHZvRCrb95eLa0KD3Od4YtrTYgknjrrvbyFpPndqcfJGXg9GUmRn9R4Pi/Hnr1HTddeZEoaOPKb3z88B99xmp4rXXWoSehL0xeWF9vTr/HnpIX5NfaLO8PblGImGcPluRuc3IFKNNNLDiTXZbm3U5imXr/vv1/4UFS5V++tNVHtjWdX5eXzMie/PNugFiGWZ/vzl59+3T57y1VQ1Jlse1tZlzl2UC3AzFZKDs0lRRof86O63rD1su0whuaVHjjWUPdB7R2cSOKCx1a242h8LUlDl7GfUlT9Z2Wi7nS964Lk5P6zknEtayOgS95yJ6rSsqrDPHww9blmJtraWBt7SoI5Rkq7yue/bonAcGVG7J57RRPewob8QZZNQRzEp7/HF9n50TiXSZn5tLbf9LjgvAnKTUgdXVFqihPiBfXOxgoW5gEIjzWlpS2X/iCXtmub4MDl5Jbs61khtmQH/T2KhrLAmtyU/GzTYRr9MxDw2zmvlsjY2lbsTjNZdl6XxvZUWf6dFRc37yt/X1us62turfLS2WPcw58LtNTZZJzaye3l7r2BST+rI0icG/9BIbOjTIY8d7ycxEIL6uxeXx2EpJ+GaOlS1Lhs5HyjpgXae4pgGpGTXMWunv1/vd3Kz3Y3DQvjc/r/eRmaqrqyrrbW16r5hNRpJ0kuOy0x0DJKur+l12wmOmUGWlZUUvLlpjkIMH1T6ZnLSMy7h72eCgru+UPQb1WPLc1KTHfeIJC9ywqQJLhpktxsAPSfvpmC2fnqeOnYxNO2JE5KXQjJjPJ9+6AVamVHZYXLSSA2YAsA1yqSFT1xt2A1paUoVDxn2WHFGhMytgZMQ2LnGEuKtLz50EurfeqoqPnnS2721tVYXMhXRhwYzsCxf02AMDmsqaLVLAFHUuKCT4am3V79NbT7K6nh79m44bRp86Oizlkqnx3/ymRoEAO/7wsJ5Lfb1u6p79bF14Tp/W+X/bt1lmRDai3nRsdPFll4NSk61sHZQoL52daggzksUNZixTgJX8cHPV2mrtigGVMToGGOVI76rS1WVZM3v3bl6+4jkNDxtxXHxubINJDpOGBiNOrazU54L11dPTKkf9/Trm3r3qmKERUV2t783PW3cvGuDpEbtCp1LzWgP5lTkS6PLZZbtIRkOZ+ZZIWBnQuXPGF0SHTVeX6hqWUTIzIjb8Ozv1GNPT+nlPj8kLoGM89JBlVlRWql5gBPDCBb333/ym/u7AAf3N+LjeP8AcwcyQY0lkR4e+z43guXM6N/JWsEwPMFlj1LepyZzAzArkecVOk1h+6QBKz2rJlvmSy01BDK6L09N6jg88YJ099u7VuTBTjhlNzE6rrraI+/Ky8Wk0NWl3JHLsAOocffRRPadbbtHnPOahcuw8sIQhdjySe43y39ioTn86ZZqazEmSLuOxLqddwBKK2lp9f3ZWZa6jQ9ePo0c1A4ad25aWdAw+p8wmoT5lRyF221te1jWDum9pSXXDwEDq85telnn5spF9k4A3Lvnl+aXrhuFhC1YsLlp2HgnJr7/+yoy/WGeQm4Yl6xMTRh4eguosEu3yGvL+jI2pU5YZPDxOU5Pq0tZW4+1jWRZ1xcqK/oak7YCV8aSX2GTSXXRqlxK2m8VI0DEf2ynM/s3kXI/XCdocjzySuqaMjpocsLvd8eMqZ/v3W/lfTNZ87pwGwGKHCZtasHyOGZ6A/s3sUV4LPse9veaIP3dOn2M6ihYWVOZp45EkG9D/6+t1/uykxQwrZsHRFmAJOYO7+/ebTVBTo6Xqly/rsViSxKyYnh59lpqbdc5NTTpenOXtcBQam3LEiEg1gC7soE5JVC5E3N4wn9hKSjmjBfHvAFWePT2qcEmeGLeeSyR0IZ2aUiVLboUYNTW6YTt8WA2U2VlV4mS9Z/Sa82hvN66OY8d0MZ+eVgW5vJy6sKYvLMwyuPFG3UCNjanCvukmI43jAtzXZxtJOl3IrcB6UMDY0Ssq9NxZ9/nEE9bCD9DFYf9+PWZbmxHFbRZbqVfOh2xttTQhkyzFBHEdHSZTzEaJZYpjnz+vG12WgHEDRlCu+H3KFjldAF2cp6eN62c78lVZqQb41Vfbhq+z07r8HDyo83n0UevG0NurcshoyvKyOum6u80gHR1VnoojR67MMIuNpVwZaVtFuoxtV+ayyVdXl163WN5ojNfV2aaIkedLlyzzkFE51pozukc+gaoqK6GMo7zxPJhRx/R4li4tLWlWBtvLLi+r/Nx6q7VXpuEPWHZec7Pqmv37TcfE97G11TZP+/endmWjbmH0mNHcxcXUDncsMyCy6cdMWS3ZvpMveSP3C7s9sZPe4qJeO3ZoYSkDnTG33ab3mU5LdrxoaLBWob29xlewuqq/4aYgl+fgKE1UVV258SEf0PnzVsa8uqo6oqXFeCCAK2W+vv7K56WmxjZY7K7Glsr9/bbpvHjRnBqU49ihwTWSx1tdNYJdBr8mJ629cvrzG8+zslJ/H3PIMBBAvUjE6xnXLv5mZMSeSzpn0su10gMmQKrDg6Wb8/PGr9PVZS2B2Up8eNj4O5qa7N7E16m727h7WE7FzTJJf0kWC+gchoZSS2x4zwBrV04UOqt0PWw3i5FgSffSkmV27dlzJUlvuizE4PrM0tr4c2aOkDCftlecpckME3J7sXzn+uvVhqKNlEios4bt3IeGrNPh8eN6PD6jXBeXl63EfHLSspGbmiwzlNmozGI5ccIcgyTS7e1V+aKDNZEw2gI6lOIy+95e/ezCBWtVnUiYI4ZEwCyJJBdmOZWQO3YWNuyIEZH3AHgZgBUA5wA8AOCBEMIf5WluG5nTSwBUhhD+YZO/ey2A1wLAnj0DKZ/FbU7zia2mlKcr4zhdkS0GKytTo07Hj1tq3tKSdSDIdvwDBywSlEjoZoIKkMRd7KjEjJbqalVu7Dxy5owqcp4f/z9zRhdqtqA9fNgiUkxNZHZMT495wAGNmB4/bmUvhw7pHMfH9b7NzupxSfpWU2MlMERMxktug/j1RrFWvXIsX319Jl/5kK3tlCZkWthpHLEkLHZqxTIVywIZ93kf1xovJpcGdBGOjZHtytfwsLUlfs5z9PiMYPb3W+cNEhU3NKh80yAnkRzTs2mwUm5iwzgGX+fKSMuGWLYGBgau+JzPQfx6O8gmX5WV6riIrwNrrXlvu7v1/GkAAmqcs9NHTY0afCTGZBbc9LRFZQEzkmJZHRkx3papKdUJjFgzijc0pH+fO6eONdaRc1ND8kpyNHAspitzY0AHZE+PObPJsxA7nag3ee/ZgYTzzuY02UhWSyHkLX1dvHxZ319YsNag1dVGbN3UZGSODQ0WZbzzTn2f2W4dHUaCyo0jszJ5X/P5zDiKj/X0FsFnhM/+wYP2d6YMyEzyEn9eX6/HGBkxLgm2yWV3M+r4TMEVyiczQ+691/QICUpbWizrErjyGY9J8bkRTndCpOvpdGdkTY2ubdSFTU1W2kjuO14n6ul0RzLXMPID1tbq66Yms8VYAsPSjZUV09dxGS91Q1w6k34PAb02w8NGps4MhIoK1ZecU3wfGeRglsh6Aa+NylauEHMVrdV5cj3QzoptUK4lG3Wus/MRYNnLmTAxYWtw7HQgpxmDs/X1aiMdOmSOtpoaDW6QWJ4d89gMgxw1PDZJfaurVZY4v9hRybJ1EjMfPGgE++QWo5zzWi0uplIrxOsnryFt1RhsEEECbK438/NWUl9qzj7H7sJmMmKeBWBfCGFFRPYCuAnAjfmZ1voQkbsA/C6An9jsb0MI7wbwbgC45ZZbAzcv5FQoBHKVUk6jY3nZWrfG0dz2dov4cPNDcrtsYDp6c7MuijMz1mFgdFQVJYkXR0dN0XJDzRKPS5dSeRHOnFHjhw4jco6QpG10VDfAsfE1PGwdcEjUOTSkC0Z7u7Yy/cIX1Ps9O6ubJnIOxKUF3IwzIjQ9bTXSJJaNCfjWw1r1yrF8XX/9rQHIn2zlujQhNmJFtHSAC1umzV9VlXG+kD9lLTACGN9f8oHkQr7iVFryiVRVGcHvfffpMY4eNY6kmhotV/vgB9Wo6u0FXvQiPRbbUdfU6PEpd+kGdmNjZodBrhHL1q233npFZmLsRM2FzK0lX5k2ROkRZcAMQGY5VVRY9hFLCObnLXVfZH1DdGnJHCbspsX05sFBPc6ZMzoXZjmxa1xNjX5OnhrWsQ8N6TEYGaYzt6XFeB4SCTVKRdTpe8MNOgca5XGaeXpWTabrlS09PR3ZjPNcylv6usgNJ68rnfKzs9ZhZXbWWpg2NOjz3NSker6ryzjA6uv1mePceX1oOLsRvLOxnt4i0jM5YtLmtTIDYsSfJxK62VtaUj0xNpbqVOezGBP2Z4qOU6/dfLOuSadO6TFJ3p5IqCMDSNVXcYt6yvrUVKpjhE7ctTrvtLSo3mH3OOo0nmO6juR78TXr6zMnOstFqqutHOXYMet0ODKiupr8OCzBpBO7tlavw9iYfufIETt2XPZMQlZmPwLGvUbODs6XZWnpDv71MuQ2KlvbQabM0O3yc2XT6XT6xQGNbBkbtbV6nS9f1ntE51r6nMfHLXtkZUUJ1+kQZDbMwID+vr1dgxe0q+Lng5x9Y2Mqs/X1VjY8P6+/ix2gzBCN5ZmOffLAUBZra5Uof2xMP49LXAHju0nv2pnNKdvebveFtgK7fq2sGDl1trI4h6NQ2Iwj5ssAOgGMhBDOQbNiPpmXWa0DEXkOgPcAeHkI4T4RaQJQC2AihLC61m+vPFZxeDtylVJOo2NoKHMknB5fRoDJ4bAW0ufF9P/GRuOQmZ21MoT9+3XRZheVa6+17BYgtc0d+Ua4qDC7YHJS/6+t1f+ZysoU4tVVfb+311KREwlV/IxUM1V/akpJQe+4Q8ud7rnHOAyuusq6I7BGlVwO+UBdnXHW5AO5Lk2IjVhuEIlYpvid6elUoy1bRCZGPuWrrk4Nl9VVI4Cbn9fF/fx5y7QYGUnNYvjiF9XYveoqfZ/ZFTR2m5tVJnt6rO49NrDTsx+KhbgULFfHyyZfG91A09HNrh7sjlVXpwYiOygAlp1Css1MmxJ2XlpetrbhJJxkRtbkpMpAY2MqR1BNjToEHnlEDV06h8+d0/s/MJDajhSwUrSxMTM0Gxv1/j/4oG3wqqstgssygPWex2zp6enId6ZVOkT0OiUSmoU4OWk8GXRctbbqtWI3i8uXLRV8eVk/F9FrdehQqlySE8izXxwxYp2ylbUt3nzS6U8nTF2dBmyYubKyomt/nNWWrsfTN+D8Nzioz8OePeaAoLMhvb02g1okPGVzgHRi3bV0KUs8WN5x+bJ9n/o0vbwvm87gtWFnKtpMbGPNTGjywpEzhOvsyooR+TMAMzpqx6ROAyzToqdH9QKgx9u3T68dM7o5LzpjSi1DLpPTZbtBsGyOeQYlgdROjJnkY3RUf0vagNFR1bWAOXOYicX1jyTRseORpT58n5mlS0vWInt21mSVAYM445U2G+0yZs0AFiCj82d4WMvD2dac/IBsux1zDNGBx2cpfX3MdF2437lwQc+xpUV/u7BggTTK+9TU5oKwDkeusRlHzLsA3CMi74U6ZR4IIUyt85t8oQFAM4AJEWkH8H7ouRwXkX8NIXyiSPPaMHK92KwVCWcrRm5I9u9fuwynstIUeGWlGirc6FApXr6siym5Ozo6LJJcX69KMI7aNjdndxbFBKNzc+qt7+qySBNTEvmaC178O3ZcIVEsu5Swi8q+fRaFffJJO0dyy7DVbrkhn0bLetkVTI1my8CurtQ692wohHydPav/k4zxwgXbMHZ0qCyRzJZGBKAZMfv363cHBlR22N6TkVUaRTSwiZ0YVcmFfMVytHevlfbEbem7uiwFnpFb4MrUb0ANv4UFPR7T7JltMTqqzhJmv1A2WaYUpy6fOWOROZI7s8NIbHSTPHp5ObVNel2dOWi4QaKOiTdb1Cs0WGM5z5aeno5iZI3w3tfVaQkZOQJI0Ety47o6/W5Dg0U7ef0YTWfL75UVM3qL7bR0lDa2ontYchBnKrLEGTByUCJ2lBCxHk/fgMfPZghWareWTMelvCzLI6dMpmc9U/YF58CyjcVFfZ/cLPFc07m80o/JJgyVldaaPi4rrqqybFdulMmVw835+Lhl9jCjInZQ8LrW1OjGublZ9R877NXWqt5keUh87UsxQy6T02W7QbBM58m1h8ddi8iYx2BpeFVV6rWM+Q/r6nTtoWOkosLWvspK6z54+rSeR0wADOjvTp40HriODpWj4WFd65qbVZaqqszRwWvEbppxJgvH5fHp4GTmGbNq47U42zXOlq3ETkq9vdaNr6VFn9XhYQv0kQtNz7lqM3tihyMn2IzQfQCa/lcFbV19o4jUhRAO5WVmayCE8EkR+XEA9wCYgbbT/hSA7wPwIhH5txDC7FrHKDZyvdisFQknvwE3AdyQbHSe5GmJ04WZht/ZaenqLS2W0s+UVxJpAebsIA9Mc7Nuhh56yBbnpSVd/Lu7VSVeumRzITEk557u1Ilfc47xgslFjZv+ykqLLvEalhvyabRsJLuCXSPWKqtYC/mQL5JLM/ISgrX5ZBSP5SyUGf7NqF2cEstWnDTW45aoucxGKkXkQr5qalKJoZny3NFhnd+am6/sOJIpWgqkZteEoL+JW5wSjCYOD6tRSlk9f97qxQHVN4yeZdocAPrdqSlzxjCrj52ZuGlhtwdutmgkct48FxJelrIMxWUGjGhWVwNf/rKVDLJV/OqqEagD5rQE9LrPzVkHPKC0ztNRmtiK7uGzxWeKzlquL8yWnJhQ+e3rs5INIpbN9A3wyoqVzsSbzfTfxUh3KMVO2EzIlH3BzXFMWMzgBJEtiye9jIbZO2z/W12tzzh5YXheg4NWsp1pfaYjnRvsdF3G+VdWGmlsuk6Pu0WtdQ2LjUx6OtdBMK5VzGCpq0t1VGRCS0vqWpWNE66yUr/L4ywt2RrILodxOR+J8Pl9OtzpeJuc1Ncc7/JlPR45YRiY49jNzdY98eJFCz6wJTb55NKxkWucLVtpZUXtR2Y1d3aqU4j8PnSejo9bFg9QIZmvoMORP2zGEXM2hPC2+A0Rqc325XxARCoBrAbFh0VkAcDVIYT3JD9/F4CPQzs7lbQjppDYaPo7kYnENiZUrK9XotRz5+z43ITEUZD07jKAbbqHh61NHWCdShYWbGGOFxkuJLHC5uaZJU3Dw0bietNNtgFiPXbsoZ+c1HEWF631cimkwJYTNitXRL7ki3XU3DCyTfbcnEUPL1zQz/v7UzM1hoa0PIncFjfeqHLB+mbyJrGFIsvkSi2FulSR3saVBnh9vXU/SEe21G8axWxfzc0UcCWZ59ycETSPjxupZUODtcpeWNBj9fRk3hx0d1vL14MHNWpYVaUyxLa58SboxAl9b2IitZV7bMxn2iSVogzFz/joqOpLbszGx1XvDg6mPr/snsao/cGDZsAzNb3UztOxM5Bpw0w9k0ioLrh0yYIxfM5jp0pcIsKNYsxpxGeWTmTyaGST6XTOmnhumZBJ7/X2Gu8KnTnZfr9eGQ11Flt1nztnax1tMJZnxoEVXqPKStVrFRX63fl5y8xJHysTd02M2lorgS4kR+NmkY0PLZdBsLj5A7OEmV2STbZiG4bBzbgEO3aoVFTo33SkLS3pGhYH0LLJNm2rqir9HYMhfIYYzKRTZ34+dZ41NamyQYff9ddnPq90Z2I6IXT8PTqv+FzEZYSUY5bIZuq8FjucHI5iYDOOmG+IyBtDCG/nGyGExTzM6QqIyFUhhCdCCCvJ15J0xnxChFSeAIC7ANRBs2QcSWwk/T1WfIxYA1ey2vN3ZNMnWSM3yPF4mbrLjI6mplpeuqQK8uxZPU5np7UeBoyz4fRpy3TgPPbuVaLeb35TF6GnP12P1dioCwKdNDz3mhrzhseGF2u1HZvDRssq0hfVmDQul/JFowOwbKsQrNylu9ucbhznwAHg8ceBBx5QI+P669Upw7RrZm3EUT8awaWYQl2qiO9Teq13ptarTF1mejWfU3KTxKUH6UZqfF/YDnd8XDccdAbMzGgt/eKi6h6WtgFmfHLclhaVm9ZWdeQdOKDj3nSTGbDUKSMj+hk5Ux58UL8fE9/G8y51GYoN57k5NXo7O80AX1jQ7xw/rtfp277N2g63tpoTpqvLopEOR67BNYalgzEnRXp76/QS5JUVK4Xgcejgr69XHTIyomsIGxgAqo+yOZEzYaNO10zOpMrK1KzCtX6/XhkNN9k8P3bQpBOGPDoiFuBIn//iotpmPHfOcb1zTD+3xcXU0jB2xkpHbEMUo3wkXU9nW7O2AzpJuLa1t2vJ7VrHjbOW07ON6GzjHOkcqaw0G4clcisr5sCJM0wJfsaA2PS0ZR0zAxQwh2Um2y5bW+5MiPlt6AhKbwLA742N6bFFdB5Hj5ozdXTUsrpiPqZYTtll1eEoFjaj0HoBPF9EfgbA1wDcD+AbIYSP5mVmSSS7I31QRH4mhPDnABACObDtbxF5PbRk6lUhhEsZD1ZgZEoR3a6y3go2kv4ep/MtLBjHQUuLOU5iwrDYMKCipHc67iADaG3w/LyVHo2MqJJmFKa5WTcr9LDPzaVuVmIuGPJ6HDliRL3c0I2NpZabZDMKqJBLNQqdjlKRo3RstKwili224GTEhxvr7crXzIwuxtxEM6pDAyEE5bgANAoUy1F1dWpGw/nzWjPN86uvV8LltbpalDvyLWPZZGVlJTN3SrYNO697HJ1ea56VlepoY/e1hgaNDNJhu3+/jnnpkhptjAazln54WIl9SWxYU2OdwhYXzXlDnD5tEcLJSdvMANYxrpSe4WxYXtbngNHqU6f0GVta0vcfflgdneT9qajQZ42d7VjCsbCgBnS21HOHIxeIuUnIScHMO0BtAz5za61bPA4/HxtTx+LSkv49MqL6ATCC2o06F2NHxfy86pyGBiM9zbRJjNeaTGOlkxNzXlNTelxuQuNjxlmI5MeYnTUeJ27OSWQaE67GDu4YcdnTWiVS6eeWvgHeSLlWKZSPbLdjUiZQLtdqxbwW0q9duvMinW+FnF2nT6c6LoEr71M8Dza4IDfQyoo9cwSdQPE1yRRYyWZ3xPw2iYS+zuSIIUcbs4lIMk+umThTk0TQDPLExNLUF8BquHIUhyO/2LAjJoTwCuBb5UjXAbgBwG0A8uaIEZEXAfgtAP8MoC/5nsSOmAjzAF4ZQngoX/PZLPKhrLeCjURiOE8SysUdcqiE0xU9F92YOZ2LK891ctK4AthGurdXnTIkziPxZU2NKlUaOjGZaozYKQPoAsIWuEDm7j5EqTo11kKpyFE6Nhrhi2UrzlghcW7694jNyBc3vktL6kRZXtbfV1frZ9XVJh8XLmg5RSxHlCFA/29pST2/6enykJWtIt8ylk1WyAXEcZkeD2QuYdtKBsn4uHX8CUEddoODqa1xq6sthRlQw49EtRcumBOwq0s3LOwikY64Q9TSkhHbApk7PpQquMI2NACPPWaO9M5O4Ctf0b9ra21D2dpqGYt0bJIgNVv6ucOxVaSv4zGvEzPu4g1krNPWWrfSyx/Z5IDrx9SU2Sexw2aj4LhcC9nGOT0IsVEdF+ttdpoB9Lhxh8xsx4xLD+vrdV79/fqanesyreubCe4Bqdc/nsdGyFj5+1JCpqyj7WKj9lQ2G3a9e5JessvW0uT6qay09TcTSXVlpa5rJKmOx6yszN5eei1s1+5gcIzPZDrf01rHz0QsbYwyDkfhsOkUv2Q50teS//KGZIvqtwH4bwBOA3hQRL4SQvj/0r53F4DPhxD+Ip/z2QryoazzBSrU2BAB1l8kEwl1lpw8aQSczDZZWdFNDMksSdrIxNKWFlWKces4ZuIQrB3O1G2J7/f36zh8b60641J1aqyFcpKjTMgmW5m+l46NyhfL2miQd3erQ2bvXi0Pqa7O7rBrbDQZmp/XMQ4cKE9Z2SryLWPZNgJsVR63tqccpEfQOjo2nw6+sqLGI0maWepWX59a+z40lNoyk6U4dCKzW0ltrWXUZSJGjGv2W1stmgyUZx06I6Xz8xo5HRvTTJiDB1WPNzfrc3n99ZbdyIwhIDt5pMORjs0ESdJLFyoqjDMKuHJTCmTO2kgHf8cSEWaJMMstLophWcZmEK8nmf7fCOLrND5u5SDxMbgJXq8bJDeidHjX19vf1IFx17r1snYynWu21xs9DpD5fhYTG80G3gw26oDLZpe0t6e2fu7o0HvHstm45IgZTYmE8b7wdaZrnY2kmv9z/umkvLHcZAqspMsmx+3uvjJ7JhNaWmx94noU3wsej6VSfB13Ikv/rsNRaJRyq64GAK8PIXwVAETk1wG8UkTuZdvsJD/M0wA8AeBksSaaDflQ1ltBemnI8LAq1VhBkkdhZkYX9jidnnNvablyI8RNR3W1fvfMGeVeYHlIdbW1dl1Y0OPGhFkxI39NjaWzE3SsZGqjzPcB4Npr9XVc8hAvSqwRLUflWypylI7YIGBkPL1F4VqylX7vY5JEvjcyovKwnnyFoL/p6bHjMqJHQ7Wx0QyQdDkC9JiNjeq8iZ0/+/eXniGYaxRDxkgUOTmp8lFRoffuppsyf39y0jZbsQG61gaupkYddJOT1q4+Tk/u7c1uWDLC19SkMtjRoQZrc3N2h29cs59JB8UldfxOKWfoJRJqUH/jG7oRFbHr1N+v962uzjgjbr5ZDd7V1dIm33SUHjbj+B4e1vVmaUnXAJY1x8/ResSxmRD/rq8vlfC0s1OfYWbNbaXcLpuuyTS3bLoh/bzI9ZG+Ad3IsdPJiOM12co1rrwfG3EabGRN4XE4H27eSbLK84hfl0L5SDFJ1tdyMMZONd7bmFqA8+ZnlZXWTRIwOoBMz04mIt9YRvi9bM9xLA8s9R0Z0c8bG3UtZuCivV3X7ERCn+9s15ffZ3dV7mvi+cQZaHzNkvdStKsduw8l54gRkSMhhMdCCJ9Mvq4IIawCuBfACwC0AZiK3n9r8Wa7NkqlIwaVTewRjhXkxIR5q6lkmXYY8698+ctq+HR2mrKP2/+eO6cKsadHDfCxMTXOT5+2TINDh4zEK51AC9BFId3pkr65ia/p4cOZNy4TE6l1pqznLkflWypylI50YzCR0E3qRmUrdtaMjSkXx8REKi/RhQv6vfXki7wzdJrEstXVZTIVO+xiwr3OTpOlxx7L7lzcqSiGjE1M6PVeXlYnzMqKbuBPnNB7sbKSSl7ITmfppZLZDL844tbRoccmbxB5ieJzT+8U0dGhJXFLS+qc6+i4kvhzLcMxW6sAAD+PSURBVKQbxomEHi92VpZq1hU3m2z/vrCghvPioq4JFRXqoKqqUucLMxJ4rRobTWc7HOnIlNm2mSDJ1JRF8ZeW1Mmf/txsRadlImVNd/Bs1lGazuNCXrT1Oi5l0w3xdaF+BCxrIHaipB87nYyYBOLkgonPLxsPzEYR8+FwPjFXz1rneuKEEfgmEukkvsUvH9lKiex62KhTfi0bNn4/UzYIeYliuSEnWsxVtNEuUZnmnI2UN7bt+f2lJf03Oanj07HCLpXrkTjTYdPWZvuF+Jqln0fcOt67XjpKBSXliBGRlwH4iIh8IoTwyuTbFdCW1feKyCiAPwbwHUknTEkjH8p6K1iv7ChW3kwvjLkMGNVldsylS2ZQNDaqMnvsMV3Q29o0fX962sY5fNjG7epKbemaaa7ZnC6b2bjE5xu/LkflWypylI7YIIgjcHwd/w9kli0g1WnGchBuYEkItxn5yjTPI0dMnsbGzBHDjXosS3QuMh19bq58ZGWrKIaMJRJqfJGjYHlZnWmzsxaxYmtKQGWB0V8gc/kkX6eTAB86pBkccVvqOKU6PbOG72XSF5vJYlnPWVmqGXpVVfqc8vrz2Zyb0/M4elQJrOfmtARwclKvwdKSXhPvQuHIhuXl9SPmwNqO79ZWPQ4zYmK+p1wiF3oxfs7p2KENlJ4JEuuSbLohvk6ZSFE3Mhf+fmbG9Gn6MbYbtOK1GxvLzNUTgzo7drpfdVX2a1FoFCJzcaO27VoOxvie8X7F2SCzs8bNx/u+Z09mOdyITGV6PrLJTexcGR7We8zgCGBNGHj+MbLd/406bNJlt6amdO1qx+5DyThiRKQRwBsAvAnAnSLygRDC3SGEZRGpTXLT/AyAd4vIM0IIXyjmfMsJVNxURlR8cerqWgtuIqEL9oULqYSpfX1WHjQzo5uo1lbLIIg3Mcx8iFvkAWsvbpkWpnTnyrFjGtWJ0+BPnNDsiZkZjX7X1Ng/V765w1otADcqW4Dep8cft1a4nZ32m8OHtbX0ZuUrPbU5kxNvfNwyb06fNtK6qSn9TX+/RVpcZnIPRqgmJtS5W19v2SJ0mjJyywyVmRnjLmCENSbo42fj42pUtrRYajLbjmdzwjJ6G0cPDx9OlR1meMUGI+eQrsfYkeTYMZPRgwdtPH6/lDP0Ght1TuPjdg2qqrSL0nXXqQP1/vs1I+bIEd08pZdJOBwx0lstpGembSRI0teX+sxl4pDI1AI37qKSbUPNjIz0rNytYq1N5VrZfOxYRj1J4t3tZC+mO3PSN+0x4nHi9TUmU9+IUyL9/Ofnr8yI2qjTvVjYTObiVp028XUijUCmY6xlw8b3jM/EuXMmQ3FWPGDXdbOZmdnOMS5FB1LL9zKNW12tjqGqKrPR+Xmm76eX+8a8M+PjljHNjGjOkeceZ345HKWCknHEhBBmReRHAEwD+DsA74ycMYvJr81B+WCOFWuexcZWlHzcfSbTAr7ewl5TY4pvfl4NhFOnNCJaU2PODqYKX76s//jbeMMMmKLn3/F7sfLPZMDECvr0aRtzdlazJs6dU4VMZ9HIiG5+vH1qZmwn0hMbBJmOA2zMaKTBQcfJwoKWHPH7W5Gv9NTmTNkHBEvnLl60zktNTfr9m292novNYDPyRFkYGrKuDWyhSacpCQKJuJUqYJsE6oXLl/X+DQ+rQ2Z11Rx765UV0WEzP69ycOyY6o/OTiuJih14xOhoavlRXJZHHouVFT3u9LTqoricgAZsqWVdjY1p9hkzxEi4XlWljpdjx9Q5PzamDsvz5/VZHBgorfNwlBZY9kakZ6athVi/MBOGJRXp33noIevwkkhYefJ6G864UyM7N261zG4thwrnEIOvJyYsU5DZaMwk3U4wiXoyLk3JVr5EHZ6+vsZksBvZtKdvqlmeDKS28R4ft5bbdLpnml8xsJnMxa06NWK+Ht6bjR6DyCQbscyzJA5Iva7rnV+6THAdjJ2clJPYOcLMeY4Xz6OiQuV7elqf0dhGX6vLYkw5MDNjxx8Z0ddLS7a/YMCE5YB0RJEvp5T42HY6hoZ035gJg4MFnUrJoWQcMQAQQjif/HNGRF4HzX75QAjhbhG5FcBZAD9XDmVJ+cJ2OAWyLeDrLezt7WqAr6zoBrWtTTcmTANkSiE3QRUVV5K8ZYqKxCmTMWcDkckrHivopSVrWwcATzxhpGPcoA0OevvUtZArjoqtyha/w24UNTUqX3G69Wbki+nN584pV0XcUSJdnrgJJuP++Lg5ezo7U8vkHBvDZuQplo09ezbuyEuvQacRCOg9XFnRTVptrRpmnZ1GQrgWYmfOxIRu4lgqt7pqHUhiAzRTSUR8/ouL9h1y4NDIbm01BwznXypg+Qifx+uvV8Le+Xn9rL1ds9gqKlQHd3bqubATnsORDYx+byWjI87QYPZcurzFOmh5We2UjW44gSvb0mdqU7+Z+WZzqADZI/88x9jhu51NIzfSMV9LOidMPOd0HR7PcTNOCeBKHR5nzsblmjxX/r+Zkqt8YzOZi5u9PpmyNoDUtWW9Y6yF+PrX16v8pd/z9c6Pv2emzuOP2z6ATs7e3rXPfSPzILLZjXEWF2BOzURC1/raWn09N6dzigM5W3VuOXKDU6euzIZ0KErKERMjhHAp6Yz5XRF5FDrX5+xmJwyweSWfC1RWapRzNbryDQ02NsuTyBlTW5uqYGlUpLebjD9nymCM9QjDGGmKwVZ2gP7v7VPXRjHkKR0tLal1vg0NqW0NNyNfIyOq7GtrTa5YKpFNnoaGVI4ok+y25Ng8tipPm3HkbcQopizV1lqGRpxSn0kO2ts1Ojs6qjLEVszsyAVYiVPcWYTdkNLnw00HI5B1deocjHlqNnONConYYKqtVYf22bN6/o2NqqunpowQm1kOrm8dG8FWN0Ab0S98r7PTMtJYvpROCpxJdzQ2ptoVlOmtZI+u51DJFvnPdcniRhxY8ZzTX2fiHtno3NJ1OMuS4mMDa2fpFBubKQfbzL1LL0Hi2pLL+7+RYNh65xevf4mE8TNdvrx22/h43rmgBWD5EseICX6ZzQxoICb9vIDcObccjlyiZB0xABBCGBORBwC8GMBdIYSzxZ5TsVEsToEDB1ShTU2ltvTlHOLMgXih5efxRgUwwrC4ZjVd+a+nuNPbWl99tf59/rx1afKykrVRChwVa8kW57RR+SJ5Y0vLlVHXbPJEOdq/Xzfhzc26wF91VX7OdyejEPK0ltHY3W0O37hWPEa2rJ3KSiN+PnfOyhpqalKdcx0dqZupTLwTnOehQ8Dx4yqX5NSyNqyKYvMfZEJcPjI4qM6kAwf0GaXj9JnP1M/PntVrdfXVrm8d+cVG9Au/Ez+nMS/EehvqdLuCMr2V7NH15pttTcp1F7vNOMjXy0Qm98hWyymzccttlni4kNiME2Ez944lNEBqQLLQXQzXOz/KBOWip0cDs7GTE8j/vEmWz/K4uJypr8845dhqPj6vUrB1HY5MKGlHjIi0A3gJgBeEEB4s9nxKAYVU0ImEGSSM5jY16Wesy84UJcpWThBHhcbHUyNF5ITYDNI36JxvdXVuSPZ2Awq94MeI5aux0XhZ2CIX2Jp8cbFlJsxGjOUjR7Ib4I6NI9/ylN7ZaGUlc6cHGmr8TXoGVdyhI3bU0RnT1pZq7NFRk8mYWyubZ8+eK7uEFfOZ2yhYPjI+rtxbp06pc+amm6xU9aqr1EFz1VWubx2FwUaenfg7mcpvNroepGMtvZGOTKVADBjEDQs2W5qxVWxmE7peJvJmkWkNX49brpyxmWsVlyTFAclSayqR3vBjaMg4fGInZ/q8Sa6b6XmJnxGWnVdWpq636ais1BKoTKW8R46ogyibLJXDuuvYnShpR0wIYUJEviOEsFDsuZQKCqmgH388tZvN/v3atpTzqKy8Ms2UUaL1ygniNOFcKUXn9Ng8irXgJxLAZz6jG726OouMHTqkn5N/KFsUMpt8bSe92eVn+8iVPGXayNTXp3YsykYaGTt4eZx4TjU1qR06gNTvrGXs5cKYKzUjOxu6uoAvflE3jrOz6ogZH9c1oLFx7Rp/h2OrWKsEaKOcY9t5vrKNv57eiJGpFAjYfEZNrrAZvZVr/bRWJlG56MJ8Ic7e4utS1KmZGn5k4xiKsda952dTU0r6fvmyriskLd4sbxrLi3ncdELe3S5rjtJFSTtiAMCdMMUDnTCAGuInT5ojJlauMbKlvGaLsjh2J06csAV3YUFlY98++3w78rURA8FR2oiNtETComVxx6JssrGezLS3p7bFzkQUng27zZjjGkDurdHRKzl3HI5cIlcE8rkefzN6YyPrViE5KoqptzZTFrXbUG5ZGpuVo7XuffoztrysjhiuM1shsC+27nA4toKSd8Q4SgOVlakEjjE/zEZSXnfbBsaxNljuRkff0lJqNwWXr92NdKdKJuM9G2nkRngZ0ttie0lNZtTW6jMqos9na6s/Z478otgb92zjb0ZvZNNBu1HnODdHdux0u2Wtex9z+AHWOZNEu1tBsXWHw7EVuCPGkRVXXWUtobu6tP4SSPXct7Sk8si0tVkNdEuLEVN6FowjBksbzp9X+dq/38qSXL4csZEWG2txSWM20sj2di2ZjDleWM4UlwyQY4a/3UpXlJ2O224DPvUp5Yipr1f+nPh+OBy5RiE37pme+fTx4xLsTHojE7JlOpR69kM+dGC5ZX3sZGQr+c3XWrfWvednra3KPzk3p3Mg0e5Gz2WtZ9fXKUc5wB0xjqw4ckQVWUxemq7Ypqet9fD4uJUOkIiVrVpLLU3QN13FBYlwa2rWJvosJflymSkcYiMtJrvcyDXnZimdJwYwI40bqTj9ORvf1U6DXY+adWOP+/apg7Sz0xyhx45dSYroz4EjVyjkxj1TKUP6+Csra+uNTMiW6VBK+iTTepaP0o6dnvVRTshW8puvtW6tex9/tmfP+s98urzGfHHZnl13+jnKAe6IcWTFRshLM9V8ErOztlHO9Hkx4bWkxcVGiXFLSb5cZgqH7RrvW+Fo2C1pzbEcbwTp5NjDw+qQAfw5cOQehdy4Z3rm08c/f37t35QrMq1nu0UH7lZkK/kt9n3eyDOfLq8xXxzfc6efoxxRUewJOMob6TWf8evGxuzfLTbc4CgPlJJ8ucyUDzLxx2TjlNno652CzchtTY2mrhNVVVfW8Ptz4ChXbOSZ36l6IdN6tlPP1aGIedQy/V/KWG+dKYdzcDgywR0xjm2BdZmA1nWytrOmJrXcpNTSBN3gKA+Ukny5zJQPYrmhbGR6b73f7ERsRm7b25UXpr5enTD9/cbltJXjORylhI088ztVL2Raz3bquToUvL+trRrIam0tn/ucLq/d3S6rjp0BL01ybAvrpQKWapqg15KWB0pJvlxmygdb4WjYLWnNlOONoLJS6/f37LH3MnFLOBzliI088ztVL2Raz3bquToU5Xx/s8mrw1HucEdMmcKJQ7eHcl6Q8gGXp/XhMpMdLj/lA5PjxFK27ywvW3ey9Hvpz4Fju3B9UXz4c+wodbiecOwGlHVpkogMisjVae9JseZTSGQiWssXVla0o8j58/o/mcodOweFlKd0uHyVP4opP+lwedo+QtDrNjwMPPKIX0dHblFK+sJRHLiedqyHbHrCZcexk1C2jhgReTmAjwP4SxH5fRG5GwBCCGE9Z4yIvFZE7hOR+0ZHRwsw29yjkMShbjRtDuUoX8UkonX52jhKVbZKicjY5WlriGXr0qXRb7U45T+/jo6tIl1vlZK+cBQHudLTpbomOraPbHrC13jHTkJZOmJEpBHAfwfwYwCeB+AhAHeIyJsAdcas9fsQwrtDCLeGEG7tJvtnmaGQxKFuNG0O5ShfxSSidfnaOEpVtkqJyNjlaWuIZauzs/tb14330q+jY6tI11ulpC8cxUGu9HSpromO7SObnvA13lEsDA4CIpn/DQ1t7Zhl6YgBIACqAVSGEOYAfATAvwA4JCKvKOrMCoRCstu70bTzUcxuCS5f5Y9S6rbh8rR9iFjL79ZWfc+voyNXKCV94SgOXE871kM2PeGy4ygWTp7U0u1M/06d2toxy5KsN4QwIyIfAvDTIvIzIYTjInIPgP0Aboc6ZnY0Ckm05t1idj6KSdzn8lX+KCXiR5en7aOqCjh61K+jIz8oJX3hKA5cTzvWQzY94bLj2EkoO0eMiEiy9OhjALoAvFFE3p50xrwfwKdEZDCEsEXflCMdbjQ58gmXL0cu4fKUG/h1dDgc+YLrF8dW4bLj2Ekoi9IkEann3+R/CSFcAPAJAKMA/kBEng7gZdCSpcvFmKfD4XA4HA6Hw+FwOBwOx1oo+YwYEXkhgBtF5I9CCAvxZyGE+0XkPIARAD8H5Y55fQhhvAhTdTgcDofD4XA4HA6Hw+FYEyXtiBGRFwP4LQBvTHfCiEh1CGEphDAK4F0i8lcAEiEE58/eABIJ4MQJYHYWaGwEDhxwwivH9uFy5dgKVlaurPmurFz/M0d+sLAAfO1r/gw7dgfKWceU89wdjq0im9z781A8DA1lJ6wdHCzoVMoKJeuIEZFrAfwJgLeFED4nIp1QTpiaEMKDIYSl5PdeCOCeEMJMEadbduBmGdD/T5wAjhxZ+ze+yXash63IVQyXsd0JGk6A/j8xYTXga322FmKDLHbquHG2PlZW1KCan9fn8XnP8+fQsXOxVR1TCtjo3Au9QfUNcemiXO9NPO/Ll4GGBp13LPfl/CyXO06d0u5Bjs2hZB0xAOoB/DOAVRF5EYC3ALgEoENEHg0h/ETye7cDeAzAyaLMskzBzXK215lw7BgwPAwsLQGTk6oUr702L9NzlCm2IlfEyopG4aemgOpqfb1ZR46jPJFIZH+91mdrgQbZygpw/LjqrZ4ea8fsxll2LCwA589bhNGfQ8dOxlZ1TCkgnuvKitpomTbYhd6g+oa4dFGu9yae9+ysrukdHalyPz6uazzlvpyeZcfuRMmR9YrI1QAQQvgqgL8CcB2A/wvgbwB8P4AfAXBURJ6Z/N5bQwgnizPb8kVj49qvM4FOGED/Hx7O/bwc5Y2tyBUxMaFOGEDl6/LlzTlyHOWL9GyL+PVan60FGmBTU8DcnMpUIqGv3ThbGysr9v/Kij+Hjp2NreqYUkA8V66fgG2w49cx8q0Dy9m5tdNRrvcmnmdNTeoaHyN+XU7PsmN3oqQcMSLyMgDfEJEPAUAI4T8A/DWAt4QQ3hkUZwCcBbBcxKmWPQ4csE0yS0DWQ3X12q8djq3IFZFIaKopsbS0OUeOo3zR3m4GEyO5G/lsLfA3iQRQVWX6itFiR3ZUJXNla2uBzk5/Dh07G1vVMaWAeO6AZfwBV25cY+RbB5azc2uno1zvTbqcx+sS5T6W/3J7lh27EyVTmiQijQDeAOBNAO4UkQ+GEF4VQrg3bl8tIt8DzZI5X5yZ7gzU1Gw+1fzQIU3xn5vTDfOhQ/mZm6N8sRW5in+7fz9w5ozKWGvr5hw5jvJFZWX21Oi1PlsL7e0aEa6psd+vrKjx5sbZ2mhqAm680Z9Dx+7AVnVMKSCee5wlwNcE9WFctpRPFHo8x8ZRrvcmnnd9PbBnj8p/LPeVlUBfX/k+z47dh5JxxIQQZkXkRwBMA/g7AO8Ukb8KIbw6hDAPACLyQ1BnzQ+HELJwMzvyhd5eU3jlpLwd5QHK06FD5UUg5yhNcIOSyeh0uVobFRX+HDoc5Ya1NtiFdjaVs3Nrp6Nc7022eZerY8nhAErIEQMAIQRmucyIyOsAvFtEPhBCuFtEjgJoBPB9IYQnizfL3YtyVd6O8oDLlyMfcLnaPKqqNNrocDjKB67rHLsRLveOckZJccTECCFcAvA6AEsi8hiATwD4mDthHA6Hw+FwOBwOh8PhcJQrStYRAwAhhDEADwBoBfA9IYQLRZ6Sw+FwOBwOh8PhcDgcDseWUdKOGBFpB/ASAC8IITxY7Pk4HA6Hw+FwOBwOh8PhcGwHJcURk44QwoSIfEcIYaHYc3E4HA6Hw+FwOBwOh8Ph2C5KOiMGANwJ43A4HA6Hw+FwOBwOR+ExNASIZP83OFjsGZYnSjojxuFwOBwOh8PhcDgcDkdxcOoUEEKxZ7HzUPIZMQ6Hw+FwOBwOh8PhcDgcOwXuiHE4HA6Hw+FwOBwOh8PhKBDcEeNwOBwOh8PhcDgcDofDUSC4I8bhcDgcDofD4XA4HA6Ho0BwR4zD4XA4HA6Hw+FwOBwOR4HgjhiHw+FwOBwOh8PhcDgcjgLBHTEOh8PhcDgcDofD4XDsUgwNASKZ/w0OFnt2OxNVxZ7AdiAiLwFQGUL4h2LPxeFwOBwOh8PhcDgcjnLDqVNACMWexe5C2WbEiMhdAH4XwOwWfvtaEblPRO4bHR3N/eQcuxouX458wWXLkS+4bDnyBZctR77gsuVwOMoZZemIEZHnAHgPgB8KIXxGRJpEpFNENnQ+IYR3hxBuDSHc2t3dnc+pOnYhXL4c+YLLliNfcNly5AsuW458wWXL4XCUM8q1NKkBQDOACRFpB/B+6LkcF5F/DSF8oqizczgcDofD4XA4HA6Ho0QwNKQlSJngPDCFR1lmxIQQPgngxwHcA+CLAD4B4McAnADwIhFpLOL0HA6Hw+FwOBwOh8PhKBmQBybTv5Mniz273Yeyy4gREQmKD4vIAoCrQwjvSX72LgAfB9CFLXDHOBwOh8PhcDgcDofD4XDkE2XniIH6YpB0xnxCRCT67C4AdQBmijQ3h8PhcDgcDofD4XA4HLsAg4Pa5nuzKHlHjIg8BcoJkwgh3BtCWI2dLyFooy0ReT20XOlVIYRLxZmtw+FwOBwOh8PhcDgchYfzwBQe65V1ZXPSlLQjRkReBuDXADwIoE5EPh1CeBedL2mYB/DKEMJDBZ2kAwCwsgJMTACJBFBTA7S3A5WVxZ6VY6fA5cuRa7hMZcfSEjA25tfEsTvhusGxW+GyX1is5zDZKmcLeWAcpY+SJesVkW8D8JsAXhNC+EEAHwVwTYbv3SUidSGEv3AnTPFAxQ3o/xMTxZ2PY2fB5cuRa7hMrQ2/Jo7dCtcNjt0Kl/3sePBBzWrI9G9oaGvHXIs4N5uDhhgayj4fz3opH0jm5JLiQ0TuBHBjCOGdydeHAXwQwPcAOBuVJP0qgP8XQji5xXFGAawj7ptCF4CxHB6vTMau7AUqx1PfSywVcALFOvfBEEJ3tg+3KV/FOKcSHbOm+sr3tiVfJXqeVyCrfOVBd62FYj1feRx3XZnageecgjVkq/ISUHVWXxVEj5fL8+hjbgz51lt5Pqc1dUMxbTwfP3eyVezzyIQSmFMs+ysdatcX1JZfD/m8Rtu153e6zbAbx8zluBnlq+QcMSJydQjh8eTf3SGEURGpBFAL4MMAXh1CmBaRq0IITxR1shkgIveFEG71sXfX+PlAMc7Jx9xZY+YKxZr7btRp5SwnW8VueR53y5j5xm7UCz5+blGK51Fqcyq1+QClOSdiN9kMu2XMQoxbUqVJSU6Yb4jIhwAg6YSpCCGsAFhAktNGRH4AwO+LSHvxZutwOBwOh8PhcDgcDofDsTmUjCNGRBoBvAHAmwAsiMgHACDZJakSQCW0LfXvA3gjgJ8JIXj1osPhcDgcDofD4XA4HI6yQck4YkIIswB+BMoD8xZolyQ6Y1ZCCEsAqgHcCS1Perhok10b7/axd+X4+UAxzsnH3Flj5grFmvtu1GnlLCdbxW55HnfLmPnGbtQLPn5uUYrnUWpzKrX5AKU5J2I32Qy7Zcy8j1tyHDGEiHRCT34+hHC3iFwF4IcBfKCEnTAOh8PhcDgcDofD4XA4HFlRso4YABCRLgC/C+DpybeeGUK4WMQpORwOh8PhcDgcDofD4XBsGSVTmpQJIYQxAA8AaAHwPe6EcewmiIgUew4OB+Cy6MgvXL4cjvKAP6sOh8ORO5S0IybZFeklAF4QQniw2PNxlA92iLHQWewJOBxJtBZ7AsVCMXTJDtFfm8Gukq9C3t9dKEs7DiJynYg8O1myX4zxn5HsVooQQnCZKgxK7TqLSMntGUvtGjkKh2Ld+1w/ByX3UMVIdkX6jhDCA8Wey0YhIjUiUlPE8YXCWWghFZHniMgrRORVhRw3OfbTReT5IvLtgBoLhZ5DLiEiLwHwDyKyp9hz2S3wBT0zROSFAP5MRHqKPI+CrlciUiciFcmNR2UBx30RgB8SkY5CjVlMlIJ8FUq2Ci1TO02WCvkcpo17WERuFZHaIoz9YgB/DeCnAPyliPQVcOwKEWkC8C4APycirwe+5Ywp6f1DOSN5zUvGjhWRpwDaxbbYcyFEpBoonWvkKByKde/z9RyUvCINISwUew4bhYh8D7Tr0z+KyEuTGT2FHP87Afw5gD8XkWcWUkhF5LlQY2EAwJtF5E8K5UQQkRckx34BgN8QkT8txLj5gog8HcA7APxqCOF8kebQKSK9BR7zWhG5pZCbBhG5TUSeDRQu0icigyJyddp7JekESl6bdwF4TwhhpMBjP19Efl5Efl1EGkMIq4W6TiLyMihZ/CdEpCOEsFKIcZN4A4D/BuCuJE/ajkWx5KsYslUkmdoRskR9GUJYKbQzJnnf/g7KV/i+dN2d57GfA+DtAH40hPBdABIAri/U+CGE1RDCDIC/APBeAHeKyE/xs0LNI18QkZeIyHcUex4xROS/AHiviHwoOb+BIs/nBQA+JiLXR+8V1V5JXqN3iMhfiGaLlYyjuVgyVQy7shjnWqx7n8/noOQdMeWC5APw6wD+D4D/B+B1AH5QRA4VaPybAPw2gI8C+DKAPxWRV9GznuexBcCLAfxOCOH3ADwDmmr+s9zM50shJI2yV0OdFv8LwPMA3Cgif5w2v3JCD4A/CSF8SkT2ish3JR17LYUYPGl4fgzAP4nIWwvknPhOqBPzdwD8er6NbVH0AvhbAL+XjDrmPdInIi8H8HFoZPP3ReTuaNxSlNMjAH47hPAvItInIneKyLPyPaiIvBTA7wOYALAfwL+KSG0hnMtJp/JvAHgPgBEAhXbs3g9gHsDzAbxYRCpFpKrAcygUCi5fxZCtIspU2ctScj36hoh8ECisM0ZE7oQ6YH4ohPBcqMz8bCHGTuIigNeFEO4VzYS5HcAbRORdIvLyAq4Zy9Bn5S8A3JZcu96WXEfLch8hIndB7+1ssedCJPcRfwoNxH0R2qjkzSJypEjzeTFUb90dQvgmdUcxs1CSG+E/he51LgL4H9C91t5izYkolkwVw64sxrkW697n+zkoSwVaomgHcDGE8MUQwl8DeBs0cvFSEWkuwPj9AB4NIXwyhPBOAG8B8AMAvgPIb+p1Uhi/CuBqEelNZjH9GNSh8MvRd3IGKpdkVPFeAB0iUhdCmAPwQgC3iMj/zcfYBYAAeH5yUf4YgGcB+DXogpzXLBXR0q7fgcrPy6HX8r/necyrAPwCgO8LIXw7dHN2Tdp3crqYBMVFqPPnYwBeJyLfnfwsL5E+EWmEXssfgzoMHwJwh4i8iXPKx7jbRAL6LB0A8EkA3w/g/SLylnwNKCL90AX2J0MIfxpC+CEAxwAczteYafh2AH8bQvg81NCYF5GfEZGrCrQB/BiA90MNq2cB+FVopl9dAcYuNAoqX0WUrWLJVFnLUlJnvgHAmwAkROQDQMEzY347hPD15N+/DLU1ClKiFEJ4JITw2eTL/wYN0HwXdJP+cgCFynL6BIDhEMKnAdwH4PUAWpLraNllxohmGr0H6mD7jIg0iWYBF3tPVAvgCyGE/wghvB0aKBoD8HoR2VfIiSRtrjcAmAohfF40w/2tIvIOEfnOpC4tBnoA/HsI4TPJ4OsnAewD8HIRaSvSnIomU8WwK4v4/BT83hfiOSi20tkxCCF8GcBpUY6UqhDCF6GZMS8G8LQCTOE+ANMicrtoDfqnoF71XxKRO/OxWIqWkdAYehJAIzQbpT7pEPlhALeLppLlGjGfwIPQiN8gACRTaV+YnMvteRg73/gcgG8C+FEAfxdCeDPU6HoOgGfna9CkEj0A4NdDCPeGEE4C+N9Qx0g+UQlgCsBw0sAdgG4W/ihyjuTFkQfVgatQh8zdIvIWEfmJ5HdyrR8FQDWAyuTz8REA/wLgkIi8Isdj5QpfgUbUXw3g/SGEn4QSqL8uGSXIB2YB/N8QwueSEfwKKHH1LfGX8rjoPwrgoIi8EcCnAIxCF/u3A7g2T2PGqADwmhDCPwG4AOCnAdQAKGR5VKFQaPkqlmwVS6bKWpZCCLMAfgSqn98CoC52xhRgCl+GliUx+7YWame0JN8rGHluCOE3Qgi/nvz7fck57C/Q8PMAjojIj0GdML8FYEBEXleg8XONBgDNACZEKQQ+BOCvAPyRaHZusUA98d8BIITwNQD/DGAJwNVA4TK8kzbX9wKoFpEPQa/RGIBxAM+F2tzFyDj/KoD9kW34jwDuAXAdCueYzIRiyVQx7MpinWvB730hngN3xGwDIvIUUTZ5bvY/D+AOAM8QkeoQwn9Cb9qPSh7SgUXkeSLyYyLyo0FbfZ+FbtgHRKQyhPDP0DSul+dh7D4A/wngL5KOn69AozT/A3r+/SGEeQCfRo6NPtFU5Y+LyHtE5K0AvgGN/P2liFyTdARNQxe1skrDBoAQwjg0SnszgJtFpDOE8CTUQZO3hSbprPsnqJc5Viw3Un7zFAk8BU2h//vk/++FRv9OAHiB5CGjLHLsfBTAeAjhIwAeA/BWAG3J7+TUeZl0EH4IwE+LyKEQwmXoIvIINOW85BBCeAjAJID/AqBfRJqS7/0NgPo8jTkN1RsAsJq8D9+AOusgIi8SLSXJVyT2P6C6bD+AL4YQfjqE8BMAHoBuZPOKEMK9AD4rWnv9/VCHeg+A7y5gFkBBUGj5KqJsFUWmdoIshRDOhxBmkjbO6wDU0xmTtMGuWfsI2xp7JSkzgG54JqHrxaiIvBpaRpsXPRgj3cgX5SPsBVAQDrmgXHVnAPwSgDeHEN4KLe/7ZCHGzzVCCJ8E8OPQ9feL0IyfH4PaHC9KZhkUFEmbfQnAL0IDmK9IzvWr0E3ft8pNCjSfquTG/sVQWfvnEMLvhxB+BcDj0OyLgmbyJvcaU9ASuTvF+P3+AcACNHOuKCiWTBXDrizGuRbr3hfiOSi7TWqpIOkM+DVoNkaDiHwMKiC/COClUIPr/QACVEhyHdF/MZLkcQC+U0TOQzli/hDAT0IdE59PjpuPzfMigM8CeAqAj4rI94YQ/lREVqDRzQoROQfgVQD+LFeDinLuvAMaJVuBeiQ/CS3BClDj4MsisgpNB/+tXI2dD4iW5bQC+BoAYZQvhPBuEUlAI7W/JyIPAXgNgLvyOZ8QwoXo7yAipwFMhxCWReQHoWnZ78jlRiWEMC8ivwrNhPlFAH8VQrgkIu+EOob2Qp1q+UAAcKuIjAF4BdRx+SwReUlysckJRESSivpjUGfaG0Xk7SGE4yLyfgCfEpHBEMKpXI25hTkeAdABza5bjWTxl5KyOADgJ0VkBrqpy9lznRy/MhpzIfk/9eZy8jsvh5bOfTt00c/H2CcAvEuUJPF/iJZbXoQaNvXxd7c55mGo0++b4UpS+qugz8LLQwj/mDzvLxYoCyAvKKZ8FUO2CilTu0WWkuvC6wD8rog8Cs2mfG6Bxl4GMCMiZ0TkbdDmAK9JBpzyPXYAvhUIuRvAm6GlvMP5HjvCewB8IukYAIB78ugMzxu4FocQPiwiCwCuDiG8J/nZu6BlfF0oMM9H9DzeC3WWvlRE+kII7wBwDsA1SSfxYoHms5zUS3OifCCxHXM5+bIg84nuGeXt3wB0A3hZUpd+BBrEO5rcsBdULoslU4W2K5PO+9VinGux7n1BnoMQgv/b5D8A3waNZN2UfP29AN6R/LsZwGuhDpLPQR0135bj8RuhqWcvTb5+A5QP5hA0avML0DSxT0HrBW/K03X4cWia7kehTqenQbk9roNGOP83gCM5HrMNwDuTf0vy388D+Hdoqu7ToCVR/xfA0WLLyjrn8l1QBfK3UAfajwNoTPvOAQCvBPC/cn0tM8ynIsN7ndBOH69Nyvz1OR6zMu31m5Pn2gX1QH8JQG8ez7kK6ti7AOC/JN97BYCBfF1bADdBI4t/DyXjeyWSPEdFlMX/CnV2fRrAX0KduS1p33keNOrxB7l8tqALeUZ5iN7/RWiW2BcBXFuIsaG8W5+AOrzfAc2cuCFH474s+Tx9Ftrx7fr0OeRLb+8m+SqGbBVapnabLCXP56cADOfqedzgmAIt6zoO4DSAq4pw3tXQ0r282gLrXYdi3/9tzr8iPoe0v/8rNHuts5jXEWrnPg9aivE30Kzhm/I8nz1J+W6M55c+TygfyX3IsS2YZU63IINdmvxsCBqc/DLUhj4D4MadLlMA6rO8nze7Ml3XFeJcockMsTxWFeLeF+M5KLjA7oR/AO4E8Pro9eGkwA+l3bibAfTkYfxGqKPnpckxTgL4cHIOf578TguUnG9fDsc9DOBWKoLkQ//Tyb+/DOXaeGmervl1UH6UI8nzfEv0WQWUhPDnovdK2liAOjj+GUnDH5rh85XkNW3J8P2Mi9E253B78po+NXovNt4roI62ZahDcdvG3wbGfBE0K+XzSZm6KQdjXnE90z7/LgC3Z5rPNsZ8CrR72G2Z7iHUo/86AP8Izfp5ShFlsTqpP56efP090I3ibwBozfD9qhyO/TIAcwA+uNb1h2ZIPJILGdzI2Gk6/Eeh2Y85GRu6fjyCpIMewJ9Qb2e6vqWuy0pVvoohW4WWqd0mS8lzaAfw/6F4m67XALiu2NfB/234ft0G3ZjeGr2XSQ+8HnkINmWZ00uhQaemDJ/FG9sqqN2d831E2pgvgjqi/x+AdwHoy/CdKugm9W9QAAcogD5o5v37AVSvcY2aoJQQewooU5nsuyt0a65lCsp9+dMA6rJ8nnO7EpqFPwrgR9b5Xs7ONfl8fBMaBP4I18mkDMZ2dE7vfbGeg4II7U75h9RIV3fy/0oocdE/ILnhi7+Xx/HfBM1EuRfaNprv3wfglXkYO466fRia7nwUwBuhnssnkwL8N+lKMwdjvzg59t9D+UPIDP6G6DsvBPCnxZaRTZxTK9TZ8LzovY9CyRtflXz9NFjWU04N6OQ1fSKp6D4G4L3RZ+nG+zuRm0jxWmPWRH83QAksr1CCWxjzv0Kzjm5HmjMrw+ucyG3yWfk6NPL/EWj7UX6W7lVvis+9SLJYDXUKvobXBeos+x0kHc4Anorkop4rWYQ6lD8FyyD8QCYZTF6jHgD7c3jOGx07o8GzzbHv5LVOvu6GpvPWRu/dAuAlxZSLcpavYshWMWRqt8lSPq7hFsYue2fWbvkH3dDdD+A3k+vxu6LP0u2cH0IBHGxJXTcLzcJ7LTI4Y5LfO1iga/RcKNfFM6CB1t+GtukFUje9A8n/aws0r/akPn0YakfFNiKd2jkLNG9iXlntuwzfzZlMQe3n+wE8J8Nn6Y6qnNiVUMfEN5Ln+vPxtc/HuUKzDvdDA7/PgXKyvAWasX5d8jtV+bj3xXwOCirA5fwPFun6UPReBf+HGpot0BKhvwfQXoDxGwD8IIDnR+/9DrQWPJdjZ4q6vTs5/rHkovKC5GcfyeUDknwYH0fS8wx1eD0V6pE+Dk1xF2iU6tMAmostK5s4t9cD+EBSZn4j+ffrAPy/5OffD6A/D+NWQsm9fiD5ugWaTvg3Ge57VY4U+kbHfFquFBw0ffEL0Ojph5LKNVPU4gXIkWGPzGWLf5Dhey/M1Zg5mvddSb31zOh+vQraraQeWgqwbcdYhnH3QI2GLqgT9wNpn9+cfMZzloWzybHfAKAuk9xsY9xKmNO+Eto95+sw5/6+pE7I+fXeTfJVDNkqtEztRlnyf/5vI/+g9uk/A/j25OsBACOIMsaS799VyLUYuuF7AdSG/Sy0wUVT9HlFcq6fgNpJeXX8QTMsfiB6/b+Q6rCS5Hz+vhDzSZtbTH/wPgDPRDKbGpop9C6oA7wgc8LG7bucyhQ0MHkCwGuTrzuh1QE3pH0vZ3YldO/1dagjvxtaCnpXAc61Erq/3AtzuL0RypN0dfL11bm+98V8Drxr0gaQZIB+AzQLZUGsfeJqkryoEsAMlCj2jQB+NoQwkcfxP5gcfw4qHH8uIreJyGuhD8UDuRo7wm+HEL6e/PuXoQ6COagh++IQwr8m5/SKEMLZHI57Eepxvle0U9Mt0PKdl0OdPq+EPpA/A+BNQRnDywV/DTUUngst97o7hPAuAD2iXYo+HCLy3FwhKCnc16PX0yGEpwPoTZJtUeaeD02JTRRwzG9H7jpDrQL4hRDCXdCoyv8GcItYByh2ong6NA02F6gH8CchhPuTr78O4Okisj+t88XTcjhmLvB5AP8K4AdE5FlBu4V8ELqx3BNC+IOQB2LIsHZHlBuhvFcfCkqUWYyxPxJCWAjJlThH467VieVuqFPi4/m43kVEweWrGLJVaJnapbLkcGwEAiXTvAgAIYTT0IYat4vI/4m+V5C1WEQOJ3XA1wB8NWhr6p+Flmq+RkSakl+tS8717qSdlLO1J8N8roFek3+PProHmrFN1Cbn8+p8ziea061incg6AbwihPC90Az8e2D3agTAz4QQZvM5pzRs1L57BnIrU/XQvcKqiLwIWpXwVgC/LyJ/FH3v9hyO2wDNWP1qCGEUwK8DeKWIfEs2kueck+cnee+fCuVHaoXKWwCAEMLbodUCP58kLB9Gju59STwHufLo7PR/WD/S9XHoZi8vJGoZxv+r6LNfgkYW/xF5qG9F9qhbV/K9FuS4HCnLPH4BwC8m//5RKNnhVdDoYlexZWQb5xWnvf0gtC14xnTVbY4Tl7bdDa3BHIjeo2wdRZKYcAeM2Rr9/UtIZlQlX+eszhkbL1ssOMHjJs6hHRqd+2doyvQPQUsA80aWnGEOXdD63MegZWw5zwgr0bHfB+BtUHLGonBfFOAciypfxbi/RRpzx8uS//N/2f6lrcW/DOAslID/XQD+GMBBaAeotgLOiaX9n4M20rgh+uwOAJ+BZkC/AcqJUoU8ZnlE87knOd510WdPBfDl5N/M1q7M53zS5vRZrE9/kPMM2U3IVMHsu7Rxnw4lsj8OzaZnGc+/IZlpmqMxj6S9ZuXHbdBskMH4/TzI4x9Dm72cRCrv5xCiDJU8jFu056BggryT/kG9tH+LpDMmqTB+Ezns5rHB8T+UfH0QmvKcd66J5ALRBOAzydevhpKrNuZ77Axz+RSAW4otDzk8nx+BOvNyToSGzKVtvwZlG48dIx9CRFxbxmP+dfReXFtMp+VvQetQt02Cl+U8s5Ut/gNyXLaYYzmpgWZofQi6octpx7cNzqHgHVGKNTZKoBNLga9vUeWrGLJVqDF3myz5P/+X/i9aiz8cvfdGaGe030YyYAgt+ymIox1rEGrDSi/2Q3kw8t75Z635JF9flbSRvhfqzL2mSNeoIPQHm5Cpgtp3Wca9DcB3p33vfQCeluMxY/s55jd7L4B/yPO9fzc0+2ZPch37RWgZ2mugHKi5ur4l8xxQCTg2CRHpgnZ+eHryrWeGEC4WaXwB8NyQ25Kg9cZ/H3TheAGULPDBPI/Hvu18/T3QttUvDTsk7VpEBqGGwrEcH7cR6rj7O6jyqQ0hvDL52a9Bvc9/Ao3evhp6TU/sgDGrQgh3Jz+rDSEsJv/+HLTG9IXbldt1xqyELtQfBDAFdZb+YAjh4e2MWQgk5x5CCKsFHrcdamj9zxBCPkosS3Xs1wD4SgjhoUKOWywUQ76KcX+LNOZrsItkyeEA1rY50r53NzSj4LuClhDme153QjMb3pd83Q3NyPk+AEtBKQ7uBPBJaGe5vD63a8zn+0MIC8nSk2PQTfAPFkKPZJnTn4cQvkNEXgJgJoTw72sdI0/zKop9l2H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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -227,20 +276,13 @@ "corner.corner(np.array(lens_samples), labels=labels, **hist2dkwargs)\n", "plt.show()" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { "kernelspec": { - "display_name": "sim-pipeline", + "display_name": "Python 3", "language": "python", - "name": "sim-pipeline" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -252,7 +294,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.10" + "version": "3.10.12" } }, "nbformat": 4, diff --git a/notebooks/supernova_model_sims.ipynb b/notebooks/supernova_model_sims.ipynb index 465cbe561..e57870d27 100644 --- a/notebooks/supernova_model_sims.ipynb +++ b/notebooks/supernova_model_sims.ipynb @@ -2,79 +2,412 @@ "cells": [ { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "id": "afdab14a", "metadata": {}, "outputs": [], "source": [ "from slsim.Sources import supernovae\n", "import matplotlib.pyplot as plt\n", - "import numpy as np" + "import numpy as np\n", + "\n", + "from slsim.Sources import random_supernovae\n", + "from slsim.Observations.roman_speclite import configure_roman_filters\n", + "from slsim.Observations.roman_speclite import filter_names\n", + "import speclite" + ] + }, + { + "cell_type": "markdown", + "id": "69af6a6b", + "metadata": {}, + "source": [ + "This notebook uses both Roman and LSST filters. The following cell loads the Roman filters." ] }, { "cell_type": "code", - "execution_count": 6, - "id": "100293c4", + "execution_count": 2, + "id": "45950c7e", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "sn_type = \"Ia\"\n", - "sn_model = \"salt3\"\n", + "# generate Roman filters\n", + "configure_roman_filters()\n", + "\n", + "# import filter bands and make them recogniable in speclite\n", + "roman_filters = filter_names()\n", + "# filters are ['Roman-F062', 'Roman-F087', 'Roman-F106', 'Roman-F129', 'Roman-F158', 'Roman-F184', 'Roman-F146', 'Roman-F213']\n", + "\n", + "speclite.filters.load_filters(\n", + " roman_filters[0],\n", + " roman_filters[1],\n", + " roman_filters[2],\n", + " roman_filters[3],\n", + " roman_filters[4],\n", + " roman_filters[5],\n", + " roman_filters[6],\n", + " roman_filters[7],\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "49eb3dce", + "metadata": {}, + "source": [ + "Files used in this notebook can be found at https://github.com/LSST-strong-lensing/data_public" + ] + }, + { + "cell_type": "markdown", + "id": "e836d7f3", + "metadata": {}, + "source": [ + "Example: Creating an instance of the supernova class without the model directory uses the sncosmo.Model class, and the source used to initialize it is pulled from sncosmo's list of built in sources. In this specific example, the model does not support redshifts z <= 1.1 for the F213 band." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "25471994", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "class : TimeSeriesSource\n", + "name : 'v19-2013am'\n", + "version : 1.0\n", + "phases : [-9.7, .., 272.08] days\n", + "wavelengths: [1605, .., 11000] Angstroms\n", + "parameters:\n", + " amplitude = 3.5730404269583587e-16\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\users\\cputh\\documents\\github\\slsim\\slsim\\Sources\\supernovae.py:109: UserWarning: bandpass 'f213' [18750, .., 23850] outside spectral range [3370.5, .., 23100]\n", + "Ignoring bandpass for now. Use extended wavelength SN models found here: https://github.com/LSST-strong-lensing/data_public/tree/main/sncosmo_sn_models\n", + " warn(\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sn_type = \"II\"\n", + "sn_model = \"v19-2013am\"\n", + "\n", + "# Will not be passed into the Supernova class yet\n", + "modeldir = \"C:/Users/cputh/Documents/NON1ASED.V19_CC+HostXT_WAVEEXT\"\n", + "\n", + "\n", "sn_absolute_mag = -19.3\n", "sn_absolute_zpsys = \"ab\"\n", "sn_absolute_mag_band = \"bessellb\"\n", - "z = 1.0\n", + "z = 1.1\n", "\n", "my_SN = supernovae.Supernova(\n", - " \"salt3\",\n", + " source=sn_model,\n", " redshift=z,\n", " sn_type=sn_type,\n", " absolute_mag=sn_absolute_mag,\n", " absolute_mag_band=sn_absolute_mag_band,\n", " mag_zpsys=sn_absolute_zpsys,\n", - ")" + ")\n", + "print(my_SN.source)\n", + "\n", + "time = np.linspace(-70, 250, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, my_SN.get_apparent_magnitude(time, filt), label=filt)\n", + "\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.ylim(bottom=36, top=23)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "bc114df7", + "metadata": {}, + "source": [ + "If we now include the model directory, an instance of sncosmo.TimeSeriesSource is first created, and this is passed into the sncosmo.Model class. Now the model supports an extended range of wavelengths, so this works for redshifts z <= 1.1. Note that only the upper limit of the supported range of wavelengths is increased; the lower limit is unchanged. Thus, using higher redshifts still results in an error." ] }, { "cell_type": "code", - "execution_count": 8, - "id": "56bdcd37", + "execution_count": 4, + "id": "0f984f4e", "metadata": {}, "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "class : TimeSeriesSource\n", + "name : None\n", + "version : None\n", + "phases : [-9.7, .., 272.08] days\n", + "wavelengths: [1605, .., 25000] Angstroms\n", + "parameters:\n", + " amplitude = 4.467660285401226e-17\n" + ] + }, { "data": { - "image/png": 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\n", + "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" + } + ], + "source": [ + "my_SN = supernovae.Supernova(\n", + " source=sn_model,\n", + " redshift=z,\n", + " sn_type=sn_type,\n", + " absolute_mag=sn_absolute_mag,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + ")\n", + "\n", + "print(my_SN.source)\n", + "\n", + "min_mag = 100\n", + "time = np.linspace(-70, 250, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, my_SN.get_apparent_magnitude(time, filt), label=filt)\n", + " if my_SN.source.peakmag(filt, sn_absolute_zpsys) < min_mag:\n", + " min_mag = my_SN.source.peakmag(filt, sn_absolute_zpsys)\n", + "\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.ylim(bottom=min_mag + 10, top=min_mag - 2)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "ac74b9ed", + "metadata": {}, + "source": [ + "For generating a random supernova, a supernova model is selected at random that matches the specified sn_type. If modeldir is not specified, the supernova model is chosen from sncosmo's built-in list of models. If modeldir is specified, the supernova model is chosen from the available models in the directory.\n", + "\n", + "An optional random seed can be added for reproducibility." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5d7402ef", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "v19-2013ab\n", + "class : TimeSeriesSource\n", + "name : None\n", + "version : None\n", + "phases : [-6.53, .., 192.9] days\n", + "wavelengths: [1605, .., 25000] Angstroms\n", + "parameters:\n", + " amplitude = 1.7194250536033668e-18\n" + ] }, { "data": { - "image/png": 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\n", + "image/png": 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1Ib8dgiAIwr+IREZoFRTmljjcM4nCH35Em5pK+caN2F1HBXSZTEaveybj1z6aI+tWkp+eQr6ukHxVBZVWBoLNfXAtNaM8vwjJWIlkqPz7ysiUnihlBvS6XIo05qw9ZmDf6T10df6DNvYFKGRX2VPS2g3cI8CjPXjGgGc0OAWDXAxdCYIgNASRyLRS/fr1IyYmhtmzZzdou6mpqQQGBnL06NHagpIthcLGGqf776fw668p/O57bIcNu+5hHr/2Ufi1jwJMxSjf3fcu25JXcYBiAIZ6DeJJr8lIVVpqqs3JOqcg5Vgxep0RuVSDQXMMfc1hSrSwPiecrfnh+DgZcbbSY6fSYavUYqPUYKOoxkqTjawyH87nw/lt/wShsgGPKFNS4xUDAb3B3ruhvk2CIAi3FZHI3MamTJlCaWkpK1asqH3O19eXnJwcXFxcmi+wq3CafD/Fc+dSk5BAxfbt2F5UU+p6mSvMeb/X+9wTfg+/nPqFzemb2ZC9mUJDCT8O+RGlXElEH9BrDWQmlJByopDU47ZUlsViqDmOXnMEraGS8wVyzqMCVMA/1dPlilBsHeywtzHDQVWDnVSIjSYTa1kF1upj2KfuRyU3mg727QoRY6DdaLDzvKnvkSAIwu1EJDJCHQqFAg+Py68CagkUDg44TLqH4p9+pujb77Dp1++mJ99GukbyWb/PiC+I57FNj3E47zA/nviRJ6KfAECpUhAQ5UJAlAvSJIn89HJS48NIie9HQeo5jPp8JGMxMlkFKgsNkqGC6ooyjAYDZUUllBVBOgBmwD9VumUy8LAz0t4ymbbGg5hlxMH6VyCgF7QfC23vAmvnm7o3QRCEW51IZG4Bc+bMYdasWWRkZGBvb0/v3r1ZsmQJAEuWLOGdd94hKSkJKysrYmNjWblyJTNnzmTevHkAtYnAtm3bCAgIaLFDS39znjKFkgW/Un38OFVxcVh369Yg7Ua5RvF6t9d5ZdcrfBf/HYP9BxPsEFznGJlchnuAHe4BdnS9M4jS/EgS9uWQuD+XipIajABK8IqwJCjKClcfieqKIkrzclEX5FFZWkJlaQkVJcVoytXklMnJKQtlj7o93fwqiWI/itRdkLoL1r4AQf0hagKE3wHmNg1yn4IgCLcSkchcRJIkqvXVzXJtS6XlDfUsHDp0iKeffpoFCxbQo0cPiouL2bVrFwA5OTlMmjSJTz75hDFjxlBeXs6uXbuQJInnn3+eM2fOoFarmTt3LgBOTk5kZ2c36H01BqWrKw7jxlHy228UfvddgyUyACMCR7A+ZT07Mnfw9t63mTd8HnLZlSfmOrhZ0e2uYLqMCiLzTDFn9uVw/lgBxVnVFGdVI1fKCIxyo22PGPzaOSG7qByCuiCfs3F7OLZhNWX5eWxNUHLY5S66RLkRYYxDkXcckjaZHmZW0PZO6Pm0afKwIAiCAIhEpo5qfTVdf+vaLNeOuzcOKzOr6z4vPT0da2trRo4cia2tLf7+/sTGxgKmREav1zN27Fj8/f0BiIyMrD3X0tKSmpqaFj2UdCXOjzxMyZ9/UrVvP9XHjmHZQL1HMpmM17u9zsEVBzlWcIyvjn7FjNgZ10wy5XIZfhHO+EU4o6nUcfZAHmf2ZlOYUUHykQKSjxTg7G1Dl5GBBMa4IJPJsHN1o9PIMcQOG8mJLRvZv+wPygqL2LS1iH2OAbTvNo72jkXYp62C4vMQ/4fpEX4H9HoOfDs3yD0LgiC0ZmINaCs3ePBg/P39CQoKYvLkySxcuJCqqioAoqOjGThwIJGRkYwfP54ffviBkpKSZo64YZh5eWF/550AFP30U4O27WHtwfOdnwfghxM/MGX9FI4XHK/3+RbWZkT192Hia12Y8GpnIvv7oLJQUJRVwbrvTrD0k8Pkp6lrj1cozYgZOoKHP/+Bfg88go2jExUlxexft5Effz/CkvKRpPb+zjQZGBkkroWfBsEvI+HsBtBrG/T+BUEQWhOZJElX2QSj9VOr1djb21NWVoadnV2d1zQaDSkpKQQGBmJhYdGqhpYuXn6t1+vZvn07GzduZOnSpcjlcg4ePIiDgwOSJLF37142btzI8uXLyc3NJS4ujsDAwMuuWrqZ5df//n42hNn3PIBBKsY7IIx7Pv5fnddqkpI4P3IUyGQEr1+H6kKvU0NZlLCImYdmUmOoAWCw/2Be7PwiHtbX34OlqdRxbHM6x7dmoq8xgAwiennR7a5gLGzM6hyr1+lIOriPE1s3kn7iWO3zkQOGMPCuwSj2f2XqmTHqTS+obMGtLTgFgY3bhYc7WLua/nQKArOG+fcQBEFoKlf7/L6YGFq6iEwmu6HhneamVCoZNGgQgwYN4q233sLBwYGtW7cyduxYZDIZPXv2pGfPnrz55pv4+/uzfPlynnvuOVQqFQaD4doXaKHMQ0Kw7tObyp27KJ6/AI83Xm/Q9ie2mUhf377MOTaHlckr2ZS2icN5h5ndfzaxbrHX1ZaFtRnd7gomsq8Pe5clcfZAHqd2ZZN0JJ9udwXTrpcX8gvzZ5RmZrTp0Yc2PfpQmpfLkbUrObZhDSe2bqRKXcadz32BvP8rsO9rOLEYKgsg84DpcTlyJbi1A69Y8OkEPp3BJVxsyicIwi1BJDKt3OrVqzl//jx9+vTB0dGRtWvXYjQaCQ8PJy4uji1btjBkyBDc3NyIi4ujoKCAtm3bAhAQEMCGDRtITEzE2dkZe3v7Zr6b6+c8dSqVO3dRumwZrjOmo3BwaND2Paw9eLfnu0xuN5nXdr/GmeIzPLThIT7p8wmD/Qdfd3vWDuYMfiiCiN5e7PzjLEVZlez4LZGTO7PoMzEUr1DHOsc7uHswYOrjBMZ0ZNVnH5B8KI6tc79j4MNPIhv2IQx5D/JPQ+E5KEk1JTUV+VCZDxUFUJ4NmjLIjTc9jphWqmFuDz4dwaeLaa6NdyewdLj5b5ggCEITE4lMK+fg4MCyZct4++230Wg0hIaG8vvvvxMREcGZM2fYuXMns2fPRq1W4+/vz2effcbwC1v7P/roo2zfvp1OnTpRUVFRu/y6NbHq1g3zNm2oSUigZNGfuDz+WKNcJ9QxlF+G/cLre15nU9omXtzxIjP7zmSQ/6Abas8r1JEJr3bm5M5sDvx1nqLMCpZ/dpSQTm70GBuCrVPdoaDA2E7cMeN5Vs36kOOb1uLs40vssFEgV4BHpOlxOZIEZZmQfQSyjkDWYdOjpgySt5oef7NxBwd/cPADR39wDADnENPD2tW08Y1wy9DoDOxLLsLcTE5Hf0fMlVevXZZVWs2iA+mkFVfh5WDJHe09ifRpfb/8CLceMUemged03M6aeo7M38pWriT7pZdRuroSsmUzMpWqQa59OQajgdf3vM7q86tRypR8Pehrenj1uKk2qyu0xK1K4fSuLCQJlGZyOgzzJ3awH0pV3Q+Xg38tY+evPyOTy7n71Xfxj4y5pL2S3GzSTxyjWq3G2skJj+AwXHz9/5mDZdBD/inIOACZB01/lqRcPUhze3AOBvd2pvIKHpGmZeAW4oOsJaus0VNSpaVGb6RGZ0RrMFJVo2dPciF/HMigqNI0UdzT3oKP7o6ib9jli5zuOFvA078fpaxaV+f5PmGuPDc4jBhfh8ueV1qlJSG3HBng5WCJj+ONbTMh3J7qO0dGJDIikWkwzZXISFotSYMGo8/Px/PDD3EYM7pBrn0lBqOBl3e9zPrU9diY2bBg+AJCHENuut2CjHJ2/3mO7HOlANg6W9BzXAhBMa61b/6SJLF+zixO79yKhbUN977/GY6epjpN6sJ89i7+jdM7tiJJxjptO3p6Ed69N+E9+uDie5lJ0VXFpqGp0vR/HsXnoSjJ9Heu8DbhGGBKavx7QVA/cA0XPTfNqEqr57e4dDaezuN0tpqKGv1Vj3ezNcdglCiq1CKTwQtDw3myb3Cdn7fvdp7nk/UJGCVo723HiEgvTmWXse5kLgaj6ediQBs3BrV1RyGHzJJqzuSoOZ2tJrtMU+d6ztYqYv0c6RbkRNdAZ9p52aGQi58X4fJEInOBSGSaTnMlMgCF3/9Awf/+h3lYGIErVzT6b31ag5ZHNz7KkfwjeFl7sXDEQlwsb74+lSRJJB3OZ+/SJCpKTKulvMMd6T0hFGdv086+eq2WP999hZxziVjZO9BxxGhK83I4vWMLBr3pg8u3XST27p6oC3LJTkxAr/tnibaLXwChXXrg0zYCj+BQVJbXmOCu05iSmsKzkHcKck+YHurMS4+19YKQgRA6xJTYWFz0f06SoLLQlDCVpEBNOSgtTHNzrF3/eaisbzgZkiSJGr0RuUyGSnn7TGYuq9axYF8qP+1OoaSqbq+JSiHHwkyOuZkCc6UclVJOqJsNd8V4M6SdOzqDxH/XnOa3OFMhjTujvfj47ii0BiOvLT/B6vgcAO7p7Ms7d0XUDkGlF1Xx+ZZzLD+aifEqnyI+jpaYKeRklVSjNdRNsG3NlXQKcKRbkDPdg52J8LIXiY1QSyQyF4hEpuk0ZyJjKCvjXP8BSFVV+P38E9Y9bm64pz5KNaXcv+5+0tRpdHTvyA9DfsBMbnbtE+tBV2PgyIY0jm5Mx6A3IpPLaN/Xmy4jArGwMaOytISl779BQXpqnfMqHP1JDuiLV2gbJnXxI9rXAW11FclHDpK4dycpRw9jNNT9Ld3C1g5rewdUFpaYWVhgZmGJytISlYUFdq7uBMZ0xNHHnyPppexOKiSzuAqdUcJbVUVny2zaGc/hXhSHPH0fXFiqDoBMbppzY+kI2kooywBd1bVvXmlpOkeuNK2skilAZQWubcG7I7S5wzSPByiqqGFbYgG7zxVwMltNWlElOoOETAauNuYEuFjTztOONh62tPW0I9zDFguzq88FaU2KKmr4eU8K8/emUX6h98Xf2YqHewXSLcgZbwdLrFSKeiX2v+5P4+1Vp9AbJVxsVGj1RtQaPUq5jLfvjOC+rn6XbSe5oIKlhzM5nWPaG8nDzoI2Hra087Knjactdham/xM1egOnstUcTCkmLqWYgynFtTH/zc5CyZAIDyZ08qVzgKMYhrrNiUTmApHINJ3mTGQAct97n5Jff8W6d2/8fvi+Qa5/LSllKUxaM4lKXSUPtnuwdiO9hqIurGbv0iSSjxYAYGauILK/DzGDfFEqjRzftJbDcYc5Vmgg3jyILAuvOr0ZEzr58NqIdthbmj5MNBUVnDuwl7QTx8g+e4bywoJ6xVFhZkeCVTBnbUIpMnO6pMdEpZQT62nOKIc0uhuP4FO4G/Oy85dpSQZ23qYhKUsH0FWDphQqC5AqCpDVcx+nAtu2rJF6MacohnzJ8donXCCXQYCLNaFuNrjamuNsbY6LjQpnG3Pc7cwJcbOt/V61VJU1eg6kFrP+RC4rj2eh0Zl6OcLcbZjWP4QRkZ4oFTfWG7X/fBHTFh6pnTsT6GLNp+Oj6Ojv1GDx/81glDiTo2b/+SL2ny8i7nzdxKaDnwPPDw2nR/DN93QKrZNIZC4QiUzTae5ERpuRQfLQYWA0EvTXKsxDQ+t1Db3BiEIuQyaTIUkSKYWVHM8sxdfRio7+1/6tcHPaZp7d/iwAn/b9lKEBQ+t3c9chM6GYPUuTKMyoAP5JaE5YGflg61kAQtxsmNzNH1dbczaeymXFMVPdLC97Cz6bEEP34EsraatLy9h3IpnE1FwKS8pRl1dQVVmFpqqKmuoqXGsK8dFkYSb98wEjc3THPKwTaq8ITleacyKrjNJ/DWcAuFJKrHUhAbYSTna2WLoF4OQZhL2tDUq5jMJKLZklVSTlV5CcX0FSfgWSthJnWRkOVGJvIcfJUoGTpQJ38xp8apLxLTlApOEUCpnpbcsgyThqFkt+4F1YR48m2NsNO0sztHoj2aXVnMur4EyOmoTccs7kqGs/oK/Gw86CUHcbwtxtCXO3IdTdllA3G2wtmi7BqdYaOJZRSkphJRklVWSVVJNVWk1WSTV55RoufteO9LZnWv8QhrRzr92L6GZU1ug5mFqMlUpJrJ8DZjeYFF0vvcHI0YxSlhzKrJOgjYr24q1R7XCxMW+SOISWQyQyF4hEpuk0dyIDkPn0/1G+cSP2d4/F6/33r3hcnlrDgn1prD2RQ0pRJUq5DDsLMwySVOdD+Z7Ovnw4NvKaycz/Dv+PuSfnYqW04vcRvxPkEFT/m6wnSZJIjS/kwOqU2oRGi8QRcz3h/bx5cVS7OvNCDqUW85/Fx0krqkImgwe6+TOhsy8qhZxjGaVsP1vAjsSCq04IDXWzoVegHbHkYEg6QtqxQ7XzcADcAoNp26sfVm07k6iGY+mlHM8sI62o8pK5Gg3FTa7mCdeTjJTtwq30otIRZtamYafAPuDXHRwDQfHPDhOSJFFQXsOZ3HJSCyspqtRSVFFDUYWWosoaMkuqyfnX5NSLedlbEOpuS7iHLW09bWnnaU+wq/UN9378m9Eosf5ULr/FpROXUoTOcOW3Zm8HS3qFuDCukw+d6pFstzb5ag1fbk1iYVwaRgmcrFXMnhhDnyusqhJuTSKRuUAkMk2nuRKZk1ll7EkqxMpcSV9dDpWPTkVmZkbIju0onep2iesMRubtTWXWprNUai+/q7FKIaetpy0ns9UYjBKv3tGGx/oEX9IOUPvbqt6o5/FNj3Mg9wCB9oH8PuJ3rM2sb/b2L8toNDJ7fjylBwtxN5iub+tkwaCH2uEV4lDn2MoaPf9dfZo/DmZcsT1XW3N6h7jg52yFp70FLjbmuNiY4+NoifO/fguuqaok6eB+EvbuJC3+KJLR9H2QyeQEd+pCzwn34+IXAJgmoKYXVZFaVEl6cRWphZWkFVdRrtGjMxhxslbh7WBJsKs1IW42hLjZ4O9sjezCuUWVWgrLayi88KfOYKStpx1RPvY4WF1YYl98HuL/hPhFpr9fTKYAe2+wcDBNKlaorjmJWGdmS6nMnnyDDZk1VpyvsuCMWkVypSVFki1VmGODBmuZBnsqcFNW0tZeR4iNFh8LDTYqORaW1lhaWmFlY4/K2h5UNmBu+8/j768VKtOcIn0N57Py+Gn9fkryM3GVleEqK8VXVYmvRTUWZgpUFlbg4I+ZRxusQ3vi7BWK7DbYmTk+s5QXl8SblnDL4JmBYcwYENIgPU9CyycSmQtEItN0mjqRMRgl3vnrFPP3pdU+p5DL+CVuDi5Zybg+9xwujz1a+9r+80W8ufIkZ/NMvRkxvg483CuQroFO6IwS5RodeoNEiJsNFmYKFuxL5Y2Vp5DLYN5DXejg58j6k7n8diCdw2klqJRypvYI4D9DwlEp5RRWFzJx9UTyq/IZGjCUmX1m3tBvykajRK5ag52lGTbmykte+++a08zdkwoSvBzth/XpctSFGmQy6Dg8gM4jApD/q5dg17kCftyVwrGMUoxGiTAPW7oFOTGorTvRPg439MFQpS7j7P49nNm1jeyzZ0xPymS07zeIXvc8gLVD/eeu3DRJgsxDcHYdpO0zbfp38cTjW42tF/h3N+3M7BkF7u3rrhC7hWh0Bt756xS/HzAl44PbuTNrYswl/zeEW49IZC4QiUzTacpExmiUeHFpPEsOm5YA9w93paJGz8HUEgalH+Q/RxZR7eSK68rVZKp1/LwnhU2n8wBTN/XLw9owrqPPVT/AJUniP4uPs+xI1lVjHBHpyVf3xiKTyTiWf4yp66eil/S83OVl7mt733Xd79LDmXy0PoGCctOHcJcAJ+6K9WJohAfVWgPvrj5dex9vj2rHlJ6BaKv17Fx0lsT9uQB4BNkz+KF22LlYXte1b0ZRZgZ7//yVs3F7AFBZWtH97nuIHT4KhbLu3BKjwUBZQR4GrRZbFzfMrRqhvpnRCBW5pj1waipArwHDNebHSMYLE4+LoKrQtFS8qvCfr6uKTIU65WZgboNk4YBW5UiZzJYCgzXZWksqdKCv0SDpqrGUqrBGg42sGhs02MurcVRqsZCqkV+UZBklGVWYU2XmhIObLyoHD7C+UPzTysm0+qumwrRkPfcEZB/9p2DoxSwcTOcoVKZ71deYJlPrqk2rvhz8wL+HaWm8b7c6w26tweJDGby24iRavZFwd1t+fLATvk6trzaeUH8ikbngVk1kLq5+3VI0VSIjSRJvrTL1xCjkMr6cFMsdkZ6AaV7IhyvjeeGn/2CvreLdLlPY59UeMK1YmdTFjxeGhv8zNHGte9IZeH7x8dq9NAKcrRjfyZe7Yrw4nlHGM4uOojNIvDGyHQ/3CgTg19O/8vHBj1HKlfwy7BeiXaPrda15e1N5a9UpwDQCcqX/mSqFnJnjo7grxrvO8+cO5rF9YQJajQGVpZJ+94UT2sm9XtduKNlnz7B17vfknT8HgJW9A4GxnVBZWFJRXERxdialudl15tm4+gfiFxmDb7v2uPoFojAzQ12YT1FmBmV5OZQXF5mO8wsgMLYTTl4+TXpPtSQJDDpQXvtnR5IkKmr0nM0rZ018LiuOZVF80URjM/SYoUeLEhdba96+K4KhER7168HTVpp6n9L3QfYxUw0t9dWT7UtYOpl6cqycL/ygSYDMtORdYWZa/u4YYKqc7t3B9HULcDS9hMcWHKagvAZHKzPm3NfxspPYhVuDSGQuEInMlU2ZMoXS0lJWrFjRIDE1RSJjNEp8sPYMP+5OQSaD/02IZkxs3Q82o1Fi3yvv4rTyD465hvLZ0KfpH+7K432DCHGzvaE4Squ0aA1GXG3M63zY/D38ZKVSsOm5vng7WCJJEs/veJ6NaRtxt3Jn8ajFOFpc/YNg8+k8HltwCKMET/YL5plBoRRVaPnreDarjmdzKluNXAZdAp147Y52V6xxoy6sZuNPp8hLMe3pEdLJjd4TwrCya7yyDf8mGY2c3LGZ3b/Pp6qs9LLHKM1UKFUqNJUV191+YExHet7zAO6Bwdc+uIXQ6o1sOZPHokMZ7EkqRGeQapPiqT0DsFLdZO9IdQmU55mKhRoNpmREoQIzKzCzNG0+WJAA57fD2fWm46+HS5hpGMu7A3jGmEpVmDVdj9/FcsqqeWz+YU5kldXucXN/t8vsVi20eiKRuUAkMlfW2hKZ7i/+lxeWxHMgpRiAj8ZGck8Xv8uep8vKImnwENNS7DWrMQ9unA89o1Fi4vf7TENabd348cHOAFRoK5i0ZhKp6lR6ePVgzsA5KOSX34gtPrOUid/tp1pnYFIXXz4Yc+kqqSqtHkkC63rMCzAYjBxcncKRDelIRglzKyU9x4XQprtnk65uMej1pJ84Rk5SIga9HmsHRxw9vXHy8sHOxRWZXE5VWSnpJ4+TduIYOecSKc7ORDIasbJ3wMXXD0dPb2ycXECSyEw4RfqJ40iSEZlMTtTg4fSaOBkLG5smu6eGYDRK6IzGaxZpbDQGPWQdgqJkU2V0mQyQAZJpyMqgMw2rlaaZKqv/exI1mCZSu4aDZ7QpsfHpBF6xpiKmTUCjM/DCknj+Om7aYmByN3/eHNWuyZaKC01DJDIX3A6JzJw5c5g1axYZGRnY29vTu3dvlixZAsCSJUt45513SEpKwsrKitjYWFauXMnMmTN555136rS5bds2+vXrx969e3nqqadISEigffv2vP7664wZM4ajR48SExNzxZgaM5Fx9Axmlv0dlNfosVIpeOfOCMZ38r3quRnTplOxZQuO992HxxuvN0g8l5OUX87wz3ehM0j88EAnBrczDeecLTnLfWvuQ2PQ8FT0UzwZ8+SlMRZXMWbOXgoraugT5spPD3ZqsDfjgvRyti44U7tU26eNI/3uC8fetfXOKyjJzWbPol9J3LsTAEtbO7qPm0TUoOEolK1rzkerUVn4T3HRnOOmR1XhpcdZuZjm37S5A4IHmublNCJJkpizPZmZGxIB6B7kzJz7OuBo3XS9j0LjEonMBdeTyEiShFRdv51FG5rM8vqqwv6dyNx///1069aNBQsW0KNHD4qLi9m1axdPP/00OTk5+Pn58cknnzBmzBjKy8vZtWsXDzzwAAAPP/wwarWauXPnAuDk5IRGoyEwMJA77riDV155hbS0NJ555hnOnj3brIlMjbUX37vdRSd/R2ZNjKnXJL+K3XvIeOQR5HZ2hO7cgbwRk9WP1iXw7Y5kvB0s2fxcXywvVK3+K/kvXt39KjJkfDf4O7p7da89J0+t4Z7v95NSWElbTzsWP9G9wVdiGA1Gjm3J4OBfKeh1RhRmcrqMDCRmkO8lK5tak/ST8Wyd+y1Fmab6QI6eXnQcMYa2vfpetXaUVlNNeWEhNVUVKMxUWNnZY+PodFssZW4wkgTlOZATDznHTPN00vZCTdk/xygtTTW3fLuCg69p+bvRYOrxMepNfzezNL1ue3PzuDaeyuXZRceo1Brwc7Lixwc7EeZ+Y0PIQssiEpkLrieRMVZVkdihY7PEGX7kMPLrWL3xdyLTp08fpk6dSmZmJra2df/zHjlyhI4dO5Kamoq//6VjyJcbWvr22295/fXXyczMrE1GfvzxRx599NFmT2TKR87g3bsi6t1jIRmNJA0ahD47B6+ZM7EfNbJBYrqcKq2eQZ/tILtMw8O9AnljZLva197e+zZLzy3F2cKdFyN+QKtTkV5cxS97Uymu1OLtYMmSJ7vjad94cw7KCqrYvjCRzATT3AgXXxsGTG6Lq1/rfcM36PWc2LqRfUt+q52Lo1SZ4xXeFkdPb5RmSmqqqqgsKaa8uIjyogJqKisvaUdppsI1IBD/yBj8I2PxCm+LXHHr1GNqEgYdpO+HxLVwZjWUpdf/3IDe0PkRaDvqhoemEnLVPDLvEJkl1VirFMyaGMOQCI8baktoOeqbyIi+2FZu8ODB+Pv7ExQUxLBhwxg2bBhjxozBysqK6OhoBg4cSGRkJEOHDmXIkCGMGzcOR8crTzxNTEwkKiqqTiLSpUuXpriVq3KxseDVsZHXdY5MLsdhzFgKv/6a0qVLGzWRsVIpeeeu9jw6/xA/7U5BIZfRL9yV5PwKspOHgG4bReTx7Ob3qckdU3teGw9bfnigU6MmMQD2rlbc+X8xJOzLZc+ScxRmVLD4w4NE9vOhwzB/rO1b3/bvCqWSmCF30K53P+K3bCB+83pKcrJIP3GM9BPHrnieuZU15tY2GPQ6qtVl6HVacs4lknMukf3LFmFhbUNATEeCO3YhIKYjFtZXnoNjNBgoysqgKDMdfU0NZhYWWDs6YW3vgIWtHSoLC6rUZZTm5lCSk0VxdhaludkoFEo8Q8MJ69YLO1e3RvjuNDGFGQT2Nj2GfmBaJp60ydRrU1lgWv4uV5oeMrnpz8pCyDsJqbtMD7d2MOht0/DUdc7lauNhx6rpvXhq4WH2ny/msQWHeWZQKE8PCBWb590GRI9MKx9amj17Nnq9nu3bt7Nx40aWLl2KXC7n4MGDODg4IEkSe/fuZePGjSxfvpzc3Fzi4uIIDAy8bI/Ms88+y/Hjx9m6dWvtc/Hx8URHRzf7HJmHZn9+3efrsrJIGjQYJIngTRtR+V59Xs3Nmr35LLM3n7vkeYVVMlb+PwAQpH8OH8to+oa5MjrGu05ZgaZQpdaye/E5zh007UcjV8jwaeOITxsnPIPtcfW1RWHW+oZaJEmiKDOdrITTlBcVYjToUVlaYe3giK2TM7Yurtg4udTZt8ZoMFCWn1s7kTg1/iiacnXt63KFAu/wdrgFBmPv5o5coaSmqpKSnGwK01MoSE/FoLvxUgwyuZy2vfrRbexEHD29r33CraYsEw7NhYM/mCYeA/j3goFvgl/X625OZzDy/poz/LI3FYCRUZ78b0JMk/8fExqG6JG5ATKZDFljbM7VyJRKJYMGDWLQoEG89dZbODg4sHXrVsaOHYtMJqNnz5707NmTN998E39/f5YvX85zzz2HSqXCYKi7TX94eDi//vorNTU1mJubfks/ePBgc9xWgzDz9sa6e3cq9+6lbPlyXJ9+ulGv98ygMNp42DJvbxrZZdX4OVnRNdCJHiE9WJ1VxuKzf6JzXMz/7roXc0Xz9IJY2akY8nAEbXt4cuCvFHLPl5F+qpj0U6bVYHKlDDc/W3zaOBHV3wdL29YxeVImk+Hi64+Lb/2X4soVChw9vXH09Cay/xCMRgPZZxM4f/gAyYfiKM7OJOP0CTJOn7hiGypLS1x8AzC3tkZbXU1lSTGVZaXoNNUX4pJj5+qKo5cPTheupdPWcP7IATJPn+T0zq2c2bWdtr36EjX4DjxDw5DJ5GgqylEX5FOal0Npbg5aTTVyuRwbJxfcAoNwDwpB3kSrhBqNvQ8MfAO6T4PdsyDuO0jbDT8PgbBhMOB18Kh/T6yZQs7bd0YQ4WXHq8tPsDo+h3KNnm/v71g7b0249YhEppVbvXo158+fp0+fPjg6OrJ27VqMRiPh4eHExcWxZcsWhgwZgpubG3FxcRQUFNC2bVsAAgIC2LBhA4mJiTg7O2Nvb8+9997La6+9xmOPPcbLL79Meno6n376KUCrLUznMO5uKvfupXTZclymTUPWyPMfhrX3ZFh7z0ueD/d8ju0Z28goz2D+qfk8GvXoZc5uOr5tnfBt60RJbiUp8YXkJpeRe76M6nIduefV5J5Xc2J7Jv3vb0Nwh1tg+KMe5HIFPm0i8GkTQZ/7plKSm036ieMUZ2dSXlSAZDSiVJnj6OmNs48fboFBOLh5XHaysF6nQ1ejwcLK+rKvdx41lpykRPYt+Z2Uo4c4vWsbp3dtA5kMhVJ5zZ4eK3sHogYNJ3bYSKzsLr+vUKth5QRD/gtdHoOdn8DRhab9bs6uNxUB7fwohA0FZf2S//GdfHGzs+CJBYfZcbaAyT/F8dOUzthbNl0Fc6HpiKGlVr78ety4cbz++uvEx8ej0WgIDQ3ltddeY8KECZw5c4Znn32WI0eOoFar8ff3Z8aMGUyfPh2AgoIC7rvvPvbt20dFRUWd5ddPPvkkCQkJREZG8p///Id7772XhIQEwsPDrxhTSxxaAjBqtST17oOhrAzfH77HpnfvBontRqw5v4aXd72MhcKCVaNX4WlzacLTnCRJoqygmpykMo5vzaAo07R0O3qgLz3GBrfqlU4tWW7yOQ6vWUHKsUN1JiRb2Tvg4OGFg7sHFtY2GAwG1Pm5ZJ9NoKbKdJyZhSUdR4ym08jRmFvVLVRaXVFO4t5dJB/ajyRJBER3IHLA0KuWhdBpazDqDZhZmDdfj09hEmx7H06vMJWOANPmfoF9IGQQBA8A52vvDXU4rZipcw+i1uiJ8LJjwcNdcRLLs1sNsWrpgls1kWlKCxcuZOrUqZSVlWFpeeVJqS01kQHI/e97lCxciN2oUXjP/KRBYrsRkiQxdcNUDucdZrD/YP7X7/IVvVsCg8HIgVUpHNlgKsrp286JIQ9HYGEtfqttLEaDgepyNQadDit7B5Sqy3/oGvR6kg7uJ27FnxSkmjass7CxpdOosfi3j6asII/Evbs4f+RAnXIQABa2dnQdPZ6QTt0oy88jPzWZvJRkCtJSqCguRHvRPEFrRyecffxwDwzGNyIK7zbtUFk04Y6+JWlw+Bc49pupdtbFHAMhehJ0mmqqMXUFZ3LUTP4pjsIKLaFuNix8pCtuduL9vjUQicwFIpG5fvPnzycoKAhvb2+OHz/O9OnT6devH7/++utVz2vJiUz1sWOk3jMJmaUlYbt3Ibe2vvZJjSSxOJGJqydikAx8N/g7enj1aLZY6iP5SD6bfzmNXmvE3s2SO56Mwsmz+b5/wj8ko5FzB/ayZ9GvFGdnXvYYV/9A2vTsi1Kl4tiGNZTkXGddpovIFQo8QsIJ7tiF4I5dcfL2aZohZ0n6ZyVU0lbI2P9P4UyVDfR7Gbo9dcXl20n5Fdz/Yxy5ag3+zlYsfKQrPo6tbz7k7UYkMheIROb6ffLJJ8yZM4fc3Fw8PT0ZPXo077//PlbXmAjdkhMZSZJIHjoMXXo6XjM/wX7UqAaJ70Z9dOAjFp5ZSIBdAMvuXIaZomX3chRmlrNmTjwVxTWoLBR0HhlIcAc3bBzNQQJNlY5qtQ5NpZbqCh1Gg4SFtRmOHlbYOIr/W43NaDBwetc2Tm3fTGleDpa2dvhHxdKud39c/QPrHHdy+2YO/bUMdUEeti6uuPkH4RYYfGFllgfWDg4olGZoNdWU5uZQlJlO9tkzZJyKpyw/r851HTw8Ce7UjfZ9B+LiF9B0N1xTDonrYd9Xpk35AAL7wt0/XrF3JqO4int/3E9GcTVe9hYsfLQbgS4iIW/JRCJzgUhkmk5LTmQACr74ksI5c7Du0xu/779vkPhulFqr5s7ld1KkKeL/Ovwfj0Q+0qzx1EeVWsv670+Qk/TPDq5/79FhNF75bcTB3YqI3l606+WFykKsL2jNyvJzST1+hORDcaSfPF5n2MozNJzIgUNp06MPZuZN9H5qNMLRBbD+ZdBVga0nTPzVVPvpMnLKqrnvxzjOF1TiamvOwke6il2AWzCRyFwgEpmm09ITmZqUFM4PvwMUCkJ37kDp7NwgMd6ov8sXWCgsWDl6JV42Xs0aT30YDEbO7MkhYV8O+WnlSBclMObWSixtVFhYmyGTg6ZCR2leFX+/w9g4mtPj7hBCOrq12hVwwj+01VWkxh8lYfcOkg/HYbywlYO5tTURfQYSNXg4zt6Nu29TrfwEWPygqcK3QgUjZ0Hs/Zc9tKC8hsk/xZGQW46jlRlzp3YhxtehaeIUrotIZC4QiUzTaemJDEDKuPFoTp7E/bXXcJp8+Te6pnLxxN8BvgP4fMDN319T0msNaCr1yGRgYWuG4jIrmrTVes4dyuPw+jTKizQA+EU40/feMOycm3DSqNCoKktLOLVjC/Gb19UZfnLx9cc3IgoHDy9snZ2xsnPA0s4eK3t7zK2sGzahrSmH5U9AwmrT110eM+0yfJlh29IqLQ/+fIDjmWWYKWS8MrwtU3sGiAS7hRGJzAUikWk6rSGRKZ4/n7wPPsQiOorARYsaIMKbk1SSxPi/xqOX9Hw98Gv6+PRp7pAahV5r4MjGdA6vT8Wol1CaK+g+Ooj2fX3EFvK3EMloJDX+KMc3reX84YNIfy+dvgwbRyf82kfTrs9A/NpHNUzhTqMRds6E7R+YvvbvBRPmgbXLJYeWa3T858/jbDxtSrxifB14fkg4PYKdxc9kC9EqEpkPP/yQZcuWkZCQgKWlJT169ODjjz+us1dJbm4uL7zwAps2baK8vJzw8HBee+017r777npdQyQyTac1JDL6ggLO9e0HRiPB69ehCgi46TZv1meHPuOXU7/gbePNsjuXYWV2666mKMmtZNuvCbXzbFz9bOk4zJ/AGFfx4XGLqS5Xk34ynpxzZ1AXFlBRXES1Wk2VurTOEm8wVS/vNvYe2vTq2zB71ySsgWWPgbYC7Hxg/FzwvbRmnCRJzN+XxsfrE6jSmobGfJ0s6R3qSgc/RwJdrPB1ssLF2lz8fDaDVpHIDBs2jHvuuYfOnTuj1+t59dVXOXnyJKdPn8b6wvLYIUOGUFpayldffYWLiwu//fYbb731FocOHSI2Nvaa1xCJTNNpDYkMQPrDj1C5Zw8uM6bjOm1ag7R5M6p0Vdy18i5yK3O5J/weXuv2WnOH1Kgko8Sp3dnsXZaETmP68LC0NcOnjRN2zhZIEmgqdVSptVSptVSrtZhZKPAOdaBND0/c/K/8hia0DjqNhpyks5zdv5uEPTtqN/dz9PSm+7hJhPfoffMJTX4C/HEvFCebilQOehu6T79sQcp8tYavtyWx9EgWFTX6S15XKeS425vjaWeJh70F/s5WdAl0opO/kyh90IhaRSLzbwUFBbi5ubFjxw769DF1sdvY2PDNN98wefLk2uOcnZ35+OOPeeSRa6/0EIlM02ktiUzpsuXkvPoq5qGhBP21qkHavFl7s/fy+KbHAfh+8Pd09+rezBE1viq1lhPbMzmxPZOaqks/PK4kKMaVHneHYO8q5tjcCrTVVRxdv5pDq5ejqSgHwMnblx7j7yWsa8+bG3LSqOGv/4NTy0xfhw2HMd+ApeNlD6/S6tmbVMSe5EISc8tJK6oiu6yaK31KWqsUDI/0ZHxHH7oEOok5Ng2sVSYySUlJhIaGcuLECdq3bw+YemRUKhXz58/HwcGBP//8k4cffpjjx48TEhJySRs1NTXU1NTUfq1Wq/H19b3lEpmLq1+3FK0lkTGUlXG2V2/Q6QhauwbzoKAGafdmvbf/PRYlLsLdyp2ldy7F3ryV18+pJ4PeSHZSKQVp5VQUa5DJZZhbm2Flp6p9VKm1JB3OJ+lQHpIECjM5nYb7EzvYv1VW6hYuVVNVxdF1qzi0ZnltmQZnHz9iho6kba9+Vy2rcFWSBId+hvWvgKEGXMJh8jJTwcp60BmM5JfXkFtWTXaphtwyDWdy1exLLiKnTFN7XAc/B54eGErfMFeR0DSQVpfIGI1G7rzzTkpLS9m9e3ft86WlpUycOJGNGzeiVCqxsrJi8eLFDBky5LLtvP3227zzzjuXPC8SmUtNmTKF0tJSVqxY0SAxtZZEBiD9sceo3LkLl6dn4PrUUw3W7s2o0lUx/q/xpJen09O7J18P+BpFa69u3MCKsivYtegcWYklgGmPmj6TwvBt43TV8/RaA+oiDXqtATsXS1FmoQWrqarkyNpVHF6zonbISWlujn9kDP6RMfi1j7mxHYVzjsPvk0CdBbZepmTGre0NxylJEofSSlh6OJPlR7Oo0ZsmNvcIdubduyIIcRP709ysVpfIPPnkk6xbt47du3fj4/NPpjxjxgwOHDjABx98gIuLCytWrGDWrFns2rWLyMhLy7uLHpn6u50TmdKly8h57TXMw8IIWrWywdq9WWeKzvDAugfQGDQ81P4hnu34bHOH1OJIksS5Q3nsWZxElVoLQGhnd2KH+OHiY1P7Aacuqib9VDGp8YVkJpZg0P2zgsbJy5rQTm5E9PbG0lYUEWyJNBUVtUu6/11+wcreAd92kQR16Exot56YqepXFZuyTFgwFgoTwcoZHlwN7u1uOtb8cg3f7zjP/P1paPVGlHIZj/UJ4plBYaiUosfwRrWqRGb69OmsXLmSnTt3Ehj4z3baycnJhISEcPLkSSIiImqfHzRoECEhIXz77bfXbPtWnSNzcSIzZ84cZs2aRUZGBvb29vTu3ZslS5YAsGTJEt555x2SkpKwsrIiNjaWlStXMnPmzEt6rrZt28b27dsv26M1d+5cpkyZctWYWlMiYygtNQ0v6fUErV2LeVDgtU9qImvPr+WlXS8B8EKnF3gg4oFmjqhlqqnWE7fyPCd3ZNbOYbC0NcPawRxNhY6Kkpo6x6ssFChUCqovJD9gGqJq092TmIG+OLjfuqvFWjNJkshPSSY1/ijpJ46SnZiAXvfPv6GFjS3d776H6CEjUCjrsXN0VTH8Ohayj4K1K0xZC65hDRJrelEV764+xeYz+QC087Rj1sQYwj1E78yNqG8i06z7hUuSxIwZM1i+fDnbt2+vk8QAVFVVASD/12QvhUKB0Xjl/QluJh69tuHbrQ+lSn5D46qHDh3i6aefZsGCBfTo0YPi4mJ27doFQE5ODpMmTeKTTz5hzJgxlJeXs2vXLiRJ4vnnn+fMmTOo1Wrmzp0LgJOTE506deKJJ56obX/hwoW8+eabdOp0+S2/WyuFgwPW3bpRuXs35Rs3YH7RPTe3O4LuIK08jTnH5jDz0EzkMjn3t2vezftaInNLJX3uCaNNdw8Or08j7UQR1eU6qst1AMjkMtwD7AiIciYg0gUnL9MGbJpKHanxhZzYnkl+WjmndmZxalcWQTGuxA72wyPo9pib1FrIZDLcg0JwDwqh6+jx6LVacpPOknbyGKd3bkVdkM+2eT8Qv2UDw6f/B/fA4Ks3aOUEk5fDvFGmQpTzRsHUteB8jfPqwc/Zih8f7My6Ezm8uvwEp3PUjPpyNy8OC+ehnoFiCXcjadYemaeeeorffvuNlStX1tk7xt7eHktLS3Q6He3atcPT05NPP/0UZ2dnVqxYwQsvvMDq1au54447rnmN6+mR0dUY+P7/djT4fdbHY5/3xcy8/vMh/u6R6dOnD1OnTiUzMxNb27pZ/5EjR+jYsSOpqan4+/tf0sa1hpb2799P//79mTdvHhMmTLhmTK2pRwagdMkScl5/A/M2bQhasbxB275ZkiTx5dEv+eHEDwDc3/Z+/tPpPyjlolbRlei0BkpyKqku16GyVOLsbX3V2k6SJJF9tpSjm9JJO1lU+7x7oB3tenoR0tENlaX4frdkRqOBk1s3sXvRAqrVZcgVSnpPeoCOI0Zfe7VTZRHMGwn5p017zTy0HhwarqRCfrmGl5eeYGuCqXemT5grn42PxtW2nsNgQr17ZJp18O6bb76hrKyMfv364enpWftYdGHHVTMzM9auXYurqyujRo0iKiqK+fPnM2/evHolMbeDwYMH4+/vT1BQEJMnT2bhwoW1PVnR0dEMHDiQyMhIxo8fzw8//EBJSUm92k1PT2f06NE8//zz9UpiWiObgQNBoaAmIQFtampzh1OHTCZjRuwMZsTOAODXM7/y+KbHya3MbebIWi4zlQI3fzv82zvjGWx/zQKVMpkM73BHRk6P5p43u9C2hydypYy8FDXbfk1g7ku72fLLaVJPFKK/sFnazZAkibSTRWz44SRLPznMjt8TKc2ruul2b2dyuYKoQcOY+r9vCOncDaNBz45ff2bZR29TWXqN9zprZ3hgJTiHgjoTFoyGivwGi83N1oKfHuzE+2PaY66Us/NsAcM/38mOswUNdg3BpEXMkWlM19Mj05qGli6eI6PX69m+fTsbN25k6dKlyOVyDh48iIODA5IksXfvXjZu3Mjy5cvJzc0lLi6OwMDAK/bIVFZW0rNnTwIDA1m2bFm942ptPTLwz+Z4rs88g8sTjzd4+w1hU9omXtv9GtX6amxVtrzZ/U2GBQxr7rBuSZVlNSTG5XJmT06dJENpJsc9yB5XXxusHcwxtzJDqZKjNJOjMJNjZafC0dP6svWm/m535x9nOX+07oeYQimnz6Qw2vVs+QVDWzpJkojfvJ7t835Ar9NiZe/A8On/ISDqGhunlmXBz8OgLB3cI2HKarB0aNDYzuaV8/TvR0nINe2T82jvQF4Y2kZMBL6GVjXZtzHdDpN9L1ZZWYmDgwOLFi1i7NixdV4zGAz4+/vz3HPP8dxzz/HYY4+Rk5PDX3/9VXuMJEmMHTuW5ORk9u7di42NTb1jao2JTMnixeS+8SYW7doRuGxpg7ffUFLLUnll1yucLDoJwF3Bd/Fq11dv6XIGzUmSJHLPqzkbl0vqicJLJg5fjsJMjk+4IwGRzvhHumDrZIHRKHFmTzb7lidTU6VHLpfRvp83bv52JMblknG6GIDOIwPpPEIULWwIhRlprPn8Ewoz0gDofNc4ek64/+oTgYuSTclMZT74djXNoVFZN2hcGp2BD9aeYf4+U1ztve344p5Yglzr/x57u2kVk32Fm7d69WrOnz9Pnz59cHR0ZO3atRiNRsLDw4mLi2PLli0MGTIENzc34uLiKCgooG1b094JAQEBbNiwgcTERJydnbG3t+e9995j8+bNbNy4kYqKCioqKoB/5i3damwHDiT3rbfRnD6NLisLM2/v5g7psgLsA5h/x3y+Pf4tP574kZXJKzlecJxP+35KuFP4tRsQrotMJsMz2B7PYHv6SGEUZ1eSl6qmKLOC6nItNdV6DDojep0RvdZIebEGbbWetJNFpvk2v5/F3s0SncZQu0Tc1c+WAQ+0wcXHNJctrIs7B/5K4dDaVA6uTkFTqaP3+FBkYkLoTXHx9efeD/7Hjvk/cnzTOg6uXELm6ROMfOYl7FzcLn+Sc7ApefnlDsiIg0X3w6Q/QNlw81kszBS8e1d7eoW48OLSeE5mqRn55W7evjOC8R1vYF8coZZIZFo5BwcHli1bxttvv41GoyE0NJTff/+diIgIzpw5w86dO5k9ezZqtRp/f38+++wzhg8fDsCjjz7K9u3b6dSpExUVFWzbto0dO3ZQUVFBjx496lynPsuvWyOlkxNWHTtSdfAg5Zs34/Tgg80d0hWZyc2YETuDbp7deHnXy6SqU3lw/YN80f8LunheWhBPaBgymQxnbxucva/8m7NklCjOqST1RCFpJ4vITS6jLN9UGNHcSknnkYFE9vVGftHQk0wmo+udQVjZqdj5x1lObMukvEhD99HB2LlYUFlWQ0luFSU5VWhr9Ng6WeAV4iCWideDmcqcQY9Mwz8ylg3ffU7OuUQWvPR/DJ/+HEGxnS9/kkd7uG8JzL8LkrfC0kdg3FxQNOzH5JAID6J8HHhm0VH2ny/mxSXxLD6UwZsjI4j0ESvmboQYWmqlQ0stUWscWgIonr+AvA8+wLJTRwJ+/bVRrtHQSjWlPLv9WQ7lHUIlV/HDkB/o4N6hucMSLtBU6MhLU2OmUuAeYHfNMgqJcblsnX8Go+Hab8duAXbEDvYjONZV9N7UQ1l+Hn/N+oi88+cA6DpmAj0n3H/lVU3JW+G3iWDQQrenYNiHjRKXwSjx/c7zfL7lLBqdEZkMRsd482S/YMLcxb4z0EpWLQlCS2A7eBAA1YePoC8sbOZo6sfBwoFvB39LX5++aI1aZmydwfnS880dlnCBhY0Z/hHOeIU61KsWVHhXD8a/0gn/SOfavUYUZnKcvKwJ6ehGRB9vvEIdkMtl5Keq2fDDSf788CCpJwq5xX8XvWn2bu7c8+4nxA4bBUDc8j9Z88VM9Drd5U8IHgBjvzf9ff8ciF/cKHEp5DKe7BfMtuf7MTrGC0mC5UezGDJrJw//cpBDqcWNct1bkeiRET0yDaa19sgApIwbj+bkSTzefQfHVrTcvFpfzSMbHyG+IB4vay8WjliIi6VLc4cl3ASjwYiuxoDKUnnJvIkqtZaTOzI5tiUDnca0JNwzxJ7uo4PxDHFohmhbl9O7trHhm88xGvT4tGvP6BfewNzqCpN6t7wLuz4DpSU8tu2m6jLVx4nMMr7ZkcS6k7m1O1V3CXDi2cFhdA92btRrt1SiR0YQroPt4MEAlG/a3MyRXB9LpSVfDfgKP1s/siuz+b9t/4dGr7n2iUKLJVfIMbcyu+zkTys7FV1GBfHAez2IGeyHwkxOTlIZyz49wpo58RRlVTRDxK1Hu979GfvK26gsLck8fZKlH7xZW5jyEv1fg+CBoK+GZY+CXnv54xpIpI89c+7ryJbn+jKxky9mChkHUouZ9MN+Xll2Ao3u5vcyulWJREYQ+CeRqdy/H0N5eTNHc30cLRz5auBX2KpsiS+I5809b4rhhluchY0ZPe8O4f53u9GulxcyuYzU+EL+eO8Am34+RUnuFT6cL0OSJEpyKzm5M4tDa1M4siGNc4fyqCi5NRNi/8gYJrz1ERY2tuScS7xyMiNXwOhvwNLJVMpg+wdNEl+Qqw0fj4ti14sDuLerHwC/H0hn8k9xVNbomySG1kYMLYmhpQbTmoeWAJJHjkSblIzXzJnYjxrZqNdqDAdyDvD4psfRS3rubXMvL3V5CblM/K5yOyjNqyJu1XmSDl/YmVYGIR3d6DgsABefK6+2yk9Ts/OPs+SlqC/7ur2bJQHtXfCPvDDf5xbawC0/9TyL//samopyPEPDGff6e6gsLrPFxJm/TMuxkcHUdeDfvUnj3H2ukCcXHqZco6dvmCs/T+mM4hqTvNOLqlh1PIvyGj29Q1zpGeLcKpd3iw3xLhCJTNNp7YlM/uzZFH37HbZDhuDzReNeq7EsP7ecN/e+CUA/33681f0tMWfmNpKfpubgmlRS4/+ZtB4Q5UJkP2982zjVrnKSJImTO7LYveQcRr2EXCnDM9gBe1dLDDojJbmVFKSXc/Gng5m5ArcAW6ztzUEGkhGMeiMGg4SljRlOXtYERLq0quXhFycz/lGxjH7xTZRmZpceuGIaHPsVHPzgiT1gceUP1cZwLKOUSd/vp1pn4PkhYUwfEHrFY9efzOHZRcepvmgoqm+YK7MnxuBorWqQeIxGia0J+exNLkJrMOBqY0H/Nq5E+Tg0SPt/E4nMBSKRaTqtPZGpPnWK1LvHIbO0JGzfXuSt9GdiXco6Xt39KnqjHjuVHY9HPc49be5BpWiYNzGh5SvMLOfwujSSjuTDhXd4WycLAmNccPSwJuV4AemnTKtiAqNd6HtvuClBuUhNtZ7MhGLSTpg2+ft7Y79r8WnjSJdRQXgGt449UXKTzvLnu6+iq9EQ1q0XI/7vBeTyfxXw1ajh215QmgbRk2DMt00e55LDmTy/+DgKuYw/H+9GR3+nS445ml7CxO/3o9Ub6eDnQKCLDX/FZ6PVG/F1suSnBzvf9NLukkotjy84zIF/rap6b3R77u92aXHimyESmQtEItN0WnsiI0kSyQMHocvOxnv2LOyGtd56RmeKzvDW3rc4U3wGAG8bb57p+AxD/Ye2yi5m4caU5FZyYnsWZw/kUlNVd36FXCmj++hgogf6XvNnQjJKFGZWUJxTWZvQyGSmWlFyhYwqtZacpFIyE0uRjKaPlPZ9vOk+JrhVVBBPiz/G8o/fxqDXEzVoGIMemXbp9yR9P8wdbuqKGjcX2o+9fGONRJIknll0jJXHsvFxtGTd//XG1uKf3qOcsmru/GoPBeU1DGrrxneTO6GQy0jMLefR+YdIL67C1lzJV/d1oG+Y6w3FoNUbGf/dPo5nlGJjrmRsB28cLM0oqNAyvpMPHfwcG+p2AZHI1BKJTNNp7YkM/DO8ZN2zJ34//djo12tMeqOelUkr+frY1xRUm4oVRrlE8WrXV4lwiWjm6ISmpNcaSDtZRMaZYipLa7BztSSilzdOXg1bT0hdWM3Btakk7M0BwNHDijuejGoVw01n9+/mr9kfgyTR+94pdLlr3KUHbX0Pds4ECwd4ci/YN21JE7VGxx2f7yKzpJoxsd7MmhgDQLXWwITv9nEiq4xwd1uWPtUDG/N/EsiSSi2P/3qYAymmXpS7O/jw9MAQ/J2v79//k/UJzNmejL2lGUue6E5oI2/cJ5Zf3+L69evHM88809xh3HIcxpnevCr37EGbmdnM0dwcpVzJ3WF3s3rMap6KeQpLpSXxhfFMXjeZVcmrmjs8oQkpVQqCO7jR7742jJgWTe8JYQ2exADYuVgy8IG23PVMDNYO5pTkVrH4o0Okny5q8Gs1tLBuvRgw5TEAdv0+j+TDBy49qO9L4BULmlJY8lCjL8n+NzsLM2ZPjEEuM22e9/W2JKq1Bqb/doQTWWU4Wpnx44Od6iQxAI7WKhY83IVJXUyroJYeyaTfp9t5bP4h9p8vqtcqx4ziKn7clQLAx3dHNXoScz1EInMbmzJlCqNHj27uMFoUlY8P1hfqTJUuWdLM0TQMKzMrnox+krVj1zLAdwA6o47Xdr/G/w79D4NR7E0hNDyfNk6Mf6UTnsH2aKv1rP4qnlO7spo7rGuKGTqS6MHDQZJY88VMijLT6x6gMIO7fwJze8jYD2v/A008qNEpwIlX7zBtzjdzQyIx725kS0I+5ko53z/QCV+ny/d+mSsVfDg2kuVP9aBvmCuSBBtP53HP9/sZ+81e0ouqrnrdmRsS0RqM9AxxZmiEe4Pf180QiYwg/IvDhZ19y5YuQ7rSNuatkIulC7P6z+KxKNNvnXNPzWXalmmU1ZQ1c2TCrcja3py7noklvKsHklFi+8JE9ixNqp1D828Gg5HCzApyksuoLm/ano6/yWQy+k95HN+IKHSaalbP/hidtqbuQc7BMO4nkMnhyHxTGYMm9kjvIF4f0RZzpZwavRE3W3PmTulM54BLJwD/W6yfI/Me6sLm5/pwb1c/LMzkHE0vZfScPZwvuPyGisczSll1PBuZDF4Z3rbFzbMTicxFJElCp9E0y+NmpirNmTOH0NBQLCwscHd3Z9y4f8Z2lyxZQmRkJJaWljg7OzNo0CAqKyt5++23mTdvHitXrkQmkyGTydi+fTsDBgxg+vTpddovKChApVKxZcuWG46xNbEd0B+FszP6ggLKt21r7nAalFwmZ0bsDGb2mYmFwoI92XsYu2os61LWoTeKzbaEhqUwkzNwSlu6jAoE4NimdNZ+E4+60FQZXDJK5KaUsfP3RH55cQ+L3jvAspmH+fnF3aycfZSsxJKmj1mpZOT/vYiVvQOFGWnsWPDzpQeFDobB/zX9fcNrcHJZ0waJKZnZ8/IAljzRne0v9KNHyPVtsxDiZssHYyLZ9nw/2nnaUVypZcrcgxRW1E3cJEni/bWmRQNjYrxp793yVqO1/OnkTUhfU8MXD15mglcTeHreEsxuYILsoUOHePrpp1mwYAE9evSguLiYXbt2AZCTk8OkSZP45JNPGDNmDOXl5ezatQtJknj++ec5c+YMarWauXPnAuDk5MQjjzzC9OnT+eyzzzA3Ny3H/PXXX/H29mbAgAENd8MtmEylwuHuuyn6/ntK//gDuyFDmjukBjcscBgB9gE8t/05MsozeHHni7hZujEiaAQjgkYQ5hjW4n7rElonmUxG5xGB2LlYsnXBGVJPFJF+ej/O3jZUlGioLv+n11NlqcTcUkl5sYbMhBIyE0rwj3Sm590hOHo0/JyeK7Gyd2D4tOdY+sGbHN+4hoCoWEI6d6t7UPdpUJoOB76D5Y+DjRsE9GqyGAFcbMxxsTG/9oFX4WlvybyHujD2mz2kF1fx5K+HWfhIN1QXNj/ccCqPAynFmCvl/GdoeEOE3eBEj0wrl56ejrW1NSNHjsTf35/Y2FiefvppwJTI6PV6xo4dS0BAAJGRkTz11FPY2NhgY2ODpaUl5ubmeHh44OHhgUqlYuxY05LClStX1l7jl19+YcqUKbfVB5vDhAkgk1G5dx/a1NTmDqdRtHFqw7I7l/FUzFM4mjuSX53P3FNzGffXOB5Y9wCni043d4jCLSS8qwfjX+6Ed7gjRoNEQXo51eU6lOYKQju7M3JGNA9/2osHPujB5Pe7E9nXG7lcRtqJIv549wC7Fp1FU9l0Q70B0R3oNMr0frjph6/QVPxr2EUmg2EfQttRYNDC7/dCXuv8P+N6YWjK1lzJwdQS3lx5EkmSKNfoePevUwA80jsQb4fL7HzcAojl1xctF5YkCX1NzRVaalxKc/PrShT69etHTEwM//3vf+nZsyc5OTkMGzaMYcOGMWbMGKysrDAYDAwdOpQDBw4wdOhQhgwZwrhx43B0NK31nzJlCqWlpaxYsaJO2//3f/9HYmIi69ev58iRI3Tu3Jnz58/j73/1zY5uheXXF8t4/AkqduzAacoU3F9+qUmv3dS0Bi07Mnew5vwadmbuRGfUYSY34/1e7zM8cHhzhyfcYkrzqijJrcTC2gy3ALsrlj4ozatiz9Kk2p2Kza2UdB4RSLveXpipFJc9pyHpdToWvPQ0xVkZtO8/hKFPPH3pQbpqmD/aNPnXzhse3tTky7IbyraEfB6adxBJgrGx3mSXVbP/fDHeDpZsfq4vlk3wPb+YWH59A2QyGWYWFs3yuNHeDltbW44cOcLvv/+Op6cnb775JtHR0ZSWlqJQKNi0aRPr1q2jXbt2fPnll4SHh5OSknLVNh955BE2bdpEZmYmc+fOZcCAAddMYm5FDpPuAaB0+XKMmluzgN7fVAoVg/0HM7v/bNbfvZ7+vv3RGXW8susVdmftbu7whFuMg7sVgdGueIZcvX6Tg7sVI56K4s5nYnD2tqamSs/uxeeY/8pe4ladp7KscX/xVJqZMfgx05zBk9s2kn4y/tKDzCxh0u/gEgbqLFg4DqpLGzWuxtK/jRvvj45ELoNlR7PYf74YSzMFc+7r0ORJzPUQicwtQKlUMmjQID755BPi4+NJTU1l69atgCk569mzJ++88w5Hjx5FpVKxfPlyAFQqFQbDpctvIyMj6dSpEz/88AO//fYbDz30UJPeT0th07s3Zl5eGMvKUK9d19zhNBk3Kzdm95/NqKBRGCQDr+x6hdzK3OYOS7iN+bZxYsJrXeh3Xzi2zhZoKnUcWpvK/Nf2smXeaQozL7/apiH4tIkwLckGNv3w5aWrmACsnOD+pWDjAfmnTUUm9c3Tu3+z7u3qx8JHujE0wp3h7T3447FuRPs6NHdYVyUSmVZu9erVfPHFFxw7doy0tDTmz5+P0WgkPDycuLg4PvjgAw4dOkR6ejrLli2joKCAtm1NexAEBAQQHx9PYmIihYWF6C5aavzII4/w0UcfIUkSY8aMaa7ba1YyhQKHiRMBKF20qJmjaVpymZy3e7xNW6e2lNaU8squV8SeM0KzkstlRPT25v53uzHssfZ4BNlj1Esk7Mtl0XsHWDn7KBmni6/d0A3ofe8UbBydKM3NIW7ZFd4LHPzgvsWgsoXUXbDiSTAaGyWextY92JnvJnfim/s7tvgkBkQi0+o5ODiwbNkyBgwYQNu2bfn222/5/fffiYiIwM7Ojp07d3LHHXcQFhbG66+/zmeffcbw4abfLh599FHCw8Pp1KkTrq6u7Nmzp7bdSZMmoVQqmTRp0m1dvsFh7BiQy6k+fhxtWlpzh9OkVAoVM/vOxFJpyaG8Q8w7Pa+5QxIE5Ao5wR3cuPvFjtz9YkdCOrohk0FmQgmrvjjG6q+OU5p39c3drpe5lTUDHnoCgIOrll26Ud7fPKNg4gKQK+HkUtj0RoPGIVyemOwrai1dVmpqKsHBwRw8eJAOHTrU65xbbbLv39IfeZTK3btxmT4d1+nTmiWG5rT83HLe3PsmSrmS3+74jbbOba94bI2hhviCeAqqClApVEQ4R+Bp49mE0Qq3I3VRNce3ZHByRxZGg4RcISOqvw+dRwQ2WNFKSZJYMfO/nD98AO827Zj41kfI5FfoCzi+CJabNp5k6IfQ/akGieF2Iyb7CjdEp9ORm5vL66+/Trdu3eqdxNzK7O8cBUDZqlU3tXFhazU6ZDQDfAegN+p5ZdcraPSXTnzOrczl7b1v0/uP3jy04SFe2vUSz25/liFLh/Doxkc5W3K2GSIXbhd2zpb0nhDGpDe74h/pjNEgcWxzBr+/G0fqicIGuYZMJmPgQ09gZm5BVsJpTm7ffOWDoyfCoLdNf9/wKhz4oclLGdxORCIj1LFnzx48PT05ePAg3377bXOH0yLYDhqEzMoKXXo6muPHmzucJieTyXi7x9u4WLqQXJbMm3vfrN0FuLC6kE8PfsqIZSNYem4p1fpq3Czd6OzRmQjnCOQyOftz9nPvmntFoUqh0Tm4WzFyWjQjp0dj52pJRUkNa76OZ9PPp6ipuvk9aOxc3Ogx/l4Adi6cS5X6KuU9ej4DXR4HJFj7PPxxH+Qn3HQMwqXEzr5CHf369bstex2uRm5lhe2ggahX/UXZqr+wjIlp7pCanKOFI+/3ep9pm6exLmUdZ4rO4G3rzcGcg2iNpro4Hdw6MCN2Bh3dO9ZuJ5BVkcV/9/2XPdl7eG33a6hr1Nzf7v7mvBXhNuDf3pl7wroQt+o88VsyOHsgj7wUNcMej8TFx+am2u5wx12c3rWNgrQUdiz4ieHTnrv8gTIZDP8YHHxh01uQuMb08OkMkeOh/Tiwdr6pWAQT0SMjCPVgP+pOANRr195ShSSvRw+vHnzW7zPsVHakqlPZk7UHrVFLlEsUcwbO4Zdhv9DJo1OdPZG8bbyZM2gOUyOmAvDxwY9ZcHpBc92CcBsxUynoNS6UsS90xMbJnLKCapZ+fIikw/k31a5coTDtLSOTcXrnVtJPXqWXViaDHjPgid3QZqSp0GTmQVj3InwWDounQoEYdr1ZokcGRA9EA7mVv4/W3buhcHHBUFhIxe7d2Pbv39whNYsBfgPo6N6R3Vm7qdRVEuESQTundlfd0FEuk/Nsx2dRypX8cOIHPjn4CQqZgnvb3tuEkQu3K48geya82plNP58m43QxG388iVbThnY9vW64Tc+QcKIH38HxjWvY/OMcHpj5FUozsyuf4N4O7lkI5Xlwajkc/w1yjsOpZXB6JXSaCv1eFT00N+i27pExu/CDV1XVsEv1bldarWmIQaFouTtA3iiZUondHaZl6+q/VjdzNM3L3tyeEUEjmBA+gQjniHrtSi2TyZgRO4NHIx8F4MMDH/Jn4p+NHaogAGBpo2Lk9Gja9fZCkmDbggRO7sy6qTZ7T3oAawdHSnKyOLCinj/Ltu7Q7Ql4fKfpEX4HSAY4+CN8GQv75oDh9uzxvRm3dY+MQqHAwcGB/HxTV6OVldVtVRixIRmNRgoKCrCyskKpvDV/rOxHjaJk/gLKt27FUFGJwqbpqvHeCv5OZnRGHb+c+oX/7v8v2RXZzIidgUJ+6yW/Qssil8vod284Kgslxzals+P3RFQWCsK6eNxQe+ZW1vSf8hirZ39M3PI/Ce7YFfegkPo34BltKm2QsgvWvwJ5J2DDK7B7FrQdCc4hppVO2kqoKoTKQtOf2kqwcDDVc/LuBOHDTZW3b2O35ifOdfDwMP0Q/53MCDdOLpfj5+d3yyaDFu3bo/L3R5uWRsWWzdjfdVdzh9TqyGQynuv4HEq5kh9P/MhPJ39ib/Zenu34LN08u92yPztCyyCTyegxNhiD1sCJHVls/uUMKgslAVEuN9ReWLdehHXdzdm4Paz98lPu/2g2ZubXuYdWYG94fAccXQBb34fKfDj0c/3OPTIfViugzQjo/xq4tbn+m7gF3NYb4l3MYDDU2aJfuH4qlQr5lTaIukEtYUO8ixV89TWFX32Fda9e+P34Q3OH06qtPb+W9+Leo1xbDpgmBnd074i3jTeOFo7YmNlgbWaNu7U7YQ5hmCmuMgdBEK6DZJTYPO80Z+PyUJrJuevZWDyC7G+orepyNfNemE5lSTExQ0cw8KEnbzwwgw7ObTJV0i7NMO0QbGYJ1i5g5WL6U2VtKkpZlAQpOyDrsOlcmRxiJ8PAt26ZuTb1/fwWiYzQorW0REablkby0GEglxO6cwdKlxv7TU4wKaou4rv471iZtJIq/ZXnqlkoLLgj6A6mREwh0D6wCSMUblUGg5F135wg7WQR5tZK7n6hI44eNzZcnHr8CEs/eBOAkc+8RHj33g0Z6tXlnYZt70PChbl7Fg4w4HXo9BC08iFbsbOvIDQClb8/FlFRYDTeVhWxG4uzpTOvdn2VbRO2MWfgHJ6KforxYeMZ5DeI7p7diXKJwt7cHo1Bw7Jzyxi7aixfHv0SnVH0ngo3R6GQM/TR9rgF2FFTqeevL45TWXpjFasDojvQadRYANZ/M5uC9NQGjPQa/l4RNXU9uEeCptS0Ad/3fSF9f9PF0YxEj4zQorW0HhmA4vkLyPvgA8zbtiVw2VIxr6ORSZLE0fyj/HDiB3Zn7QYgyjWKT/p8greNdzNHJ7R21eVals48TFl+Nc7eNox5vgPmN1CfyWgwsPTDt0g/cQw7V3fuefdjbJ2auMfWaDDNr9n6nimhAYgYC92ngXdH0742N6O6BKqKTROOleZg6QjWrjff7hWIoaULRCLTurXEREZfUkJS/wFIGg1+8+dh3aVLc4d0W5AkiY1pG3ln3zuUa8uxVdny3x7/ZaD/wOYOTWjl1IXVLPnkMNVqLd7hDoyaHoPC7PoHLKrL1fz22n8ozcvByduXiW9/hJXdjc29uSmVRbD1XTg8D7jwEe8ZDR0ehIgxYOVUv3aKkuHMKtPKqtwTponI/2ZmDY4B0Ps5iBzXUHcAiKElQWg0SkfH2hVLxfPnN3M0tw+ZTMbQgKEsHrWYKJcoyrXlPLP9GV7e9TLFmuKrnqvRayjVlN7SmzYKN87OxZJR06Mxs1CQlVjK5l9OIxmv/2fF0taOca+/h42TM8VZGfz5ziuU5ec1QsTXYO0Moz43rYaKvhcU5qYN+NY8Z9pR+I/74MxfoP/XUJokQUEi7JwJ3/aCLzvA5rchecs/SYzKBmzcTb0xyEBXCfmnwKBt6rusJXpkhBatJfbIANQkJ3N+xEiQyQhcuQKLsLDmDum2ojPq+PLol8w7NQ+jZMTGzIYJ4RMYFjCMAPsAqnRVnC46zYHcA8TlxJFQnICEhJ3KjmEBw3gs6jHcrd2b+zaEFibjTDGrvzqO0SARNcCHXuNDb2jouCgrgyXvvU5FcRGWdvYMfmw6oZ27N0LE9VRVDMd+g+N/mPar+Zu5nWnIyc4btOWQfQxK0/55XaaAwD6m5d2eMeDWFswvqlWl10JpOpSkgHsE2N34bsmXI4aWLhCJTOvWUhMZgMyn/4/yjRux6t4Nv59/FnNlmsGJghO8s+8dEksSr+s8K6UV/+n0H8aHjRf/bkIdZw/msumn0wB0HxtMhyH+N9ROeVEhyz95l4LU8wD4tY+i29h78GkX2bw/c3mnTAnNicVQnnPp6wqVKXlpd5epPlR9h6EagUhkLhCJTOvWkhMZbUYG50eMRNJqcX/lZZwefLC5Q7otGSUj2zK2sSJpBXE5cVTrq5Ehw8/Oj47uHeni0YXOHp1xMHfgaP5Rvjz6JccLTIX+7gy+kze6vYGF8jo3MRNuacc2p7NnSRIAg6a0Jbyb5w21o9fp2Lt4IYdXr8Bo0APgGhBEh2GjaNOzL0qVqsFivm5Gg2neS84xqCoCpSW4hIJf97q9Ls1IJDIXiESmdWvJiQxA8cKF5P33PVAq8Z8/D6sOHZo7pNuaJElU6atQyBRXTE6MkpF5p+Yx+8hsjJKRcMdwPu37KQH2AU0brNCi7V5yjuObM5DJZQx9JILgDjdeBkBdmM+BlUs5tX0zeq1pXoqlrR1Rg4YRO2wU1g6ODRX2LUVM9hWEJuB4773YDh8Gej2Z06ajTU9v7pBuazKZDGsz66v2sMhlcqa2n8oPg3/AycKJxJJEJq6eyLJzyzBKxiaMVmjJeo4NoU13DySjxMYfT5ESX3jDbdm5uDHo4Sd57Jtf6HPfVGxdXKkuVxO3/E/mPvsE8Vs2iInoN0H0yAgtWkvvkQEwVlWRNvkBNKdOoQoKIuD331DYN8OSS+G65Vfl89LOlziUdwiAaNdonuv4HB3cRc+aAEajxOa5pzl3MA+5UsaIJ6Pwi7j57f+NBgPJh+PYv2wR+SnJAPi0a8+gh5/C2cfviucZ9HrO7tvF8c3rKUg7j5mFJaFdetBjwn1Y2tjedFwtjRhaukAkMq1ba0hkAHR5+aROnIg+N9c0+ffHH5EpWvf24LcLvVHPgtML+Ob4N1TrqwHo5N6Jqe2n0tOrp6jMfZszGoxs+PEU548WoDRXMP7lTjh53lgpg0vbNnBk3Sr2/Pkr+poa5AoF0UPuoOMdd2Hv9k9V7srSEk7t2MLRDaupKLq0Z8jRy4cJb7yPjdOtUWPpbyKRuUAkMq1ba0lkADQJCaTeex9SVRUe77yD48QJzR2ScB3yKvP45vg3rExeid5ompjpbePNuLBxjAkZg7Nlw31IGIwGkSC1Iga9kb++PEZWYilOXtaMe6kTZuYN9+9Xlp/Ltnk/knzon5ICjp5eWDs4UaUuozg707THC2Bl70DssFGEdO6GuiCfzT/OobyoAI+QMCa+/TFKs1unuKpIZC4QiUzr1poSGTBtkJf3wYcoHBwI2bIZuXXD/OYmNJ3cylwWnF7AiqQVqLVqAJRyJf18+jHIfxB9fPpgq7qxbvwt6Vv46uhXJJcmE2QfxPTY6QzyH9SQ4QuNpLKshj/fP0iVWkvsED96jA1p8GukHj/CodXLSYs/eslrniHhRA0aRpte/eokK6W5OSx89Vk0lRV0u3sSPSfc1+Bx/a0wI42T2zaSn3IeCQkX3wBCOnXDt30k8kZIzEUic4FIZFq31pbISHo950eMRJuWhtsLL+D88EPNHZJwg6r11axPWc+fiX9ysuhk7fNKmZJI10i6e3anm1c32ru0x0x+9d+CJUnip5M/8fmRS3+G/6/D//FI5CMNHr/Q8FLjC1kzJx65XMakt7ri4G7VKNepUpeRn5JMTVUVKgsL3AKDr7qyKXHfblbP/gi5Qsn9H83G1S+gQeOpqapk2y/fc2rn1tqeoYs5eHjSe9KDhHXr1aDXFauWBKEZyJRKnB9/HIDiX35B0okqza2VpdKSMaFj+H3k7ywetZhHIx8l0D4QvaTnaP5R5hyfwwPrHqD3H72ZsWUGK5JWXLYqtyRJzDo8qzaJeaDdA/w1+i8ebGfad+jzI5/zR8IfTXpvwo0JiHLBP9IZo1Hi8LrURruOlZ09AdEdCO/ei8DYTtdcnh3WrSchnbthNOjZ9N2XGI2GBoulKDOdBS89zakdW0CSCOncnWFPPcsd0/9D5MChWFjbUJqbg67mxiqHNwTRIyO0aK2tRwZA0mo5N2AghsJCvL/4HLshQ5o7JKEBZVVksT97P/tzTI/SmtLa1/xs/Xgi+gmGBQ7DTG6GzqDj3f3vsiJpBQAvdHqBByIeqD3+q6Nf8V38d8iQMavfLFEAsxXIS1Wz5KNDyOQy7nunG/auls0dEgAVxUXMfe5JtNVVDHjoCWKHjrzpNnOTz7H0w7fQlKuxc3VnxNPP4xXWts4xOo2G07u20b7/IBTKhp2f0yp6ZL755huioqKws7PDzs6O7t27s27dutrXNRoN06ZNw9nZGRsbG+6++27y8pqhAJcgXAeZSoXDmDEAlC76s5mjERqat403d4fdzcy+M9kxcQd/jvyTGbEzcLJwIr08nVd3v8qwJcP4z/b/cOeKO1mRtAK5TM67Pd6tk8QATIuZxoSwCUhIvLTrJQ7nHa7zukavYU/WHhafXcyWtC2Uakqb8E6Fy3EPsMOvnROSUeLY5pazb5SNkzO9J5l6+Xb/Po/yy6xuuh4Zp0+w+L+voilX4xEcyv0fzrokiQEws7AgevDwBk9irkez9sj89ddfKBQKQkNDkSSJefPmMXPmTI4ePUpERARPPvkka9as4ZdffsHe3p7p06cjl8vZs2dPva8hemRat9bYIwOm8gXJg009McGbN6Hy8WnmiITGVqWrYuGZhSw8s5AiTVHt847mjnzQ+wN6eV9+/oDeqOeZbc+wI3MHZnIzJoRPwN7cnuMFxzmcexiNQVN7rJncjOGBw5kROwMPa4/Ltic0voyEYlbNPoaZhYIpH/VEZaFs7pAAkIxGfn/rRXLOJhAQ05ExL76J/Aa2gUg+fIDVsz5Cr9Pi2y6S0S++gcqyceYDXU2rnezr5OTEzJkzGTduHK6urvz222+MGzcOgISEBNq2bcu+ffvo1q1bvdoTiUzr1loTGYC0qVOp2rcf12eeweWJx5s7HKGJaA1a9mXvI1WdioulC/19+2NldvUPgSpdFS/vepltGdsuec3dyp02Tm3ILM8kucy0eZqV0opXur7C6JDRjXELwjVIRomFb+2nrKCa/ve3oV2vhq36fDMK01P59dVnMeh0BHfqSpe7xqNUqagqLaGipBgAz7A2OHv7Xvb8Uzu2sOHbz5GMRoI6dGbksy9jpjJvyluoVd/P75aRRgIGg4HFixdTWVlJ9+7dOXz4MDqdjkGD/lma2KZNG/z8/K6ayNTU1FBz0aQjtVrd6LELwuXYjxhB1b79qNesEYnMbUSlUNHXty996Vvvc6zMrJjdfzY7MnawI3MHOqOOds7t6OzRmVCH0NpqyfEF8Xxy8BOOFxznjT1vcCz/GK92fRWVohmLD96GZHIZ7Xp7sW9ZMqd2ZbWoRMbFL4ART7/AX7M+IvlQHMmH4i57nEdwKO37D6FNz76YW1mh1VSz67d5HNuwGoB2vfsz5In/Q6FsMWnCFTV7hCdOnKB79+5oNBpsbGxYvnw57dq149ixY6hUKhwcHOoc7+7uTm5u7hXb+/DDD3nnnXcaOWpBuDbbwYPJeeddas6dQ3P2LBZhYc0dktCCyWVy+vv1p79f/yseE+Uaxfzh8/k+/nvmHJvD0nNLOVd6jtn9ZuNq5dqE0Qptu3sSt+o8+WnlFKSX4+rXckoEhHbpwX0fzGLfkt/JOZcAmDbSs3ZwxKjXk5V4mtzkc+Qmn2P7gh9x9vajJCcLbXUVAJ3vvJvekx5EJm8dC5uvO5EZM2ZM7W8HF5PJZFhYWBASEsK9995LeHh4vdoLDw/n2LFjlJWVsWTJEh588EF27NhxvWHVeuWVV3juuedqv1ar1fj6Xr4LTRAak8LeHpvevanYuhX12rUikREahFwm54noJ2jv0p4Xd75IfEE896y5h8/7f057l/bNHd5tw9JWRXCMK+cO5XNqVxb97mvT3CHV4R4YzOgXXr/sa1VlpZzeuZUT2zZRnJVB3vlzgGk/mIFTnyAgpmNThnrTrjvdsre3Z+vWrRw5cgSZTIZMJuPo0aNs3boVvV7PokWLiI6OrveEXJVKRUhICB07duTDDz8kOjqazz//HA8PD7RaLaWlpXWOz8vLw8PjypPczM3Na1dB/f0QhOZid8cdAKjXrhPVbYUG1cu7F7+P+J0g+yDyq/J5cN2DLD+3XPycNaGI3t4AnD2Qh1ajb+Zo6s/K3oFOo8Yy5bM5PPDJl9z5/Gvc9/7/eGjWd60uiYEbSGQ8PDy49957OX/+PEuXLmXp0qUkJydz//33ExwczJkzZ3jwwQd56aWXbiggo9FITU0NHTt2xMzMjC1bttS+lpiYSHp6Ot27d7+htgWhqdkO6I/M0hJdejqakyevfYIgXAd/O38W3rGQvj590Rq1vLn3Te5fdz9/Jv7JwdyDJJcmU1hdeNmN+oSb5xXmgL2bJboaA0mH8ps7nOsmk8lw9Q8ktHN3PELCWs1Q0r9d99DSTz/9xJ49e5BfdMNyuZwZM2bQo0cPPvjgA6ZPn07v3r2v2dYrr7zC8OHD8fPzo7y8nN9++43t27ezYcMG7O3tefjhh3nuuedwcnLCzs6OGTNm0L1793qvWBKE5ia3ssK2f3/Ua9eiXr0Gy8jI5g5JuMXYqGz4YsAX/HzyZ76P/574gnjiC+LrHKOSq+jj04fpsdMJdghupkhvPTKZjIhe3uxdltTiJv3eTq47kdHr9SQkJBD2r/H+hIQEDAbTtsgWFhaXnUfzb/n5+TzwwAPk5ORgb29PVFQUGzZsYPDgwQDMmjULuVzO3XffTU1NDUOHDmXOnDnXG7IgNCu7kSNMiczatbi9+AKyG9jXQRCuRi6T80jkI4wKGsXypOUczT9KdkU2pTWlqLVqtEYtm9M3sz1zO0/HPs2DEQ8il8lJKE7gj4Q/OF5wnBpDDX62fgwJGMLIoJFiJVQ9tenuwf6VyS1y0u/t4roTmcmTJ/Pwww/z6quv0rlzZwAOHjzIBx98wAMPmHat3LFjBxEREdds66effrrq6xYWFnz99dd8/fXX1xumILQY1r16IbezQ19QQNXBQ1h369rcIQm3KHdrd56IfqLOc0bJyLmSc3x59Et2ZO7gf4f/x6a0TZjJzTiSf6TOsRnlGezJ3sP8U/OZ2XcmoY6hTRl+q2RpqyIo1pWkQ/mc3JFJ/8mX7n4rNK7rTmRmzZqFu7s7n3zySW25AHd3d5599tnaeTFDhgxh2LBhDRupILRScpUK2yGDKVuyFPWaNSKREZqUXCYn3CmcLwd8yfKk5Xx04CNOFJ4AQCFTMMR/CCODR2JtZs2x/GPMPz2f5LJkHlz3IN8P+V6shKqHyH4+JB3KJ2FfLh2GBVyx/pIkSeQklVGUVYGuxoC9myV+7ZwxMxe9tDfjpnb2/XuzuZa8Mkjs7Nu6teadfS9WuX8/6VOmIre3J2zXTmQq0W0vNI+M8gzWpazDVmVLf9/+l5Q6KNGU8H/b/o+j+UdxsnDi1+G/4msntrC4llVfHCPjdDF+7ZwYOT0amfyf6RWVZTUk7MvhzJ4cygqq65ynNFfQvrcXHYcHYGF9ffWKJKNE2qkikg/nk59ejiSBR6AdMYP9cPK0bpD7ak6ttkRBQxOJTOt2qyQyksFAUr/+6AsK8PlmDrb9r7zpmSA0t0pdJVPWTyGhOAF/O38WDF+Ao4XjZY8t0ZRwqugUDuYOtHVqi0J+e/YuFGVXsPjDQxh0RsK7eRAzyBd1gYaE/TmknihCMpo+as0sFPiEO2JmoSA3uQx1oamWlrm1km53BtGutzdy+dXnmEqSxPmjBRxck0JRVuUlryvM5Ax+qB3BsW4Nf6NNqFFLFCxZsoQ///yT9PR0tFptndeOHDlyhbME4fYlUyiwHT6MkvkLUK9eIxIZoUWzNrNmzsA53L/2ftLUaUzfMp0fh/6IpfKfIZOymjK+Of4NixIWoZdMe6gE2QfxTo93iHGLaabIm4+zlw397wtny7wzJO7PJXF/3R3oPYLsadfLk+AObrVFJiVJIu1kEXuXJVOSU8mO389yanc2fSeF4xFkf9nrZJ0tYe+yZPJTTSMiKgsFbbp74hfhDMCxzelkJpSw8adT3P2CBW7+t/4v8NfdI/PFF1/w2muvMWXKFL7//numTp1KcnIyBw8eZNq0abz//vuNFesNET0yrdut0iMDUB0fT+qEicgsLQnbvQu5devv+hVubedLzzN53WTUWjU9vXvyWd/PsFJasTl9M+/tf49ijakIoZ+tH4XVhVTpq1DKlbzc+WUmtpnYzNE3j4yEYg6tSaUoqwJLWxX+kc607eGJs5fNFc8xGoyc3JlN3KrzaKtNSaFfOydCOrnh7G06ryC9nLMH8sg+VwqYhqRiBvoSPdC3zpCU0Six/rsTpBwvxNHDiolvdEGhaJ37wzTa0FKbNm146623mDRpEra2thw/fpygoCDefPNNiouL+eqrr246+IYkEpnW7VZKZCRJInnoMHTp6XjN/AT7UaOaOyRBuKZj+cd4ZOMj1BhqcDR3xN7cnlR1KmDqgXm5y8t09+qOWqvm3X3vsiF1AwCT203mPx3/U2eoSWfUsTtzNycKT2AmN6OLZxc6uHWo13Ydt4MqtZb9K5I5szfnisfI5DLa9fKi84gArO0vX5VaU6lj4Zv70VTq6HNPGJH9fBor5EbVaImMlZUVZ86cwd/fHzc3NzZt2kR0dDTnzp2jW7duFBUV3XTwDUkkMq3brZTIABR88SWFc+Zg3ac3ft9/39zhCEK9xBfE8/yO58mpNH3AquQqHox4kCein6iz34wkSfx08ic+P2L6v9rbuzfTYqdhNBrZmLaRVcmrantx/tbNsxtv93gbbxvvpruhFq6soIqEfblknyulNL8KJHBwt8KnjSNte3hi42hxzTbit2Wya9FZbJ0suP+/3ZC3wl6ZRpsj4+HhQXFxMf7+/vj5+bF//36io6NJSUkRNT4E4RrsRo2kcM4cKvfsRV9UhNLZublDEoRrinKNYs3YNcTlxKE1aOng1gEHC4dLjpPJZDwS+Qg+Nj68tvs1dmXtYlfWrjrHuFi60NenLxqDhs1pm9mfs59xq8bxXs/3GOg/sInuqGWzd7Wi651BN9VGu16eHFqbQnmxhuSjBYR2cm+g6Fqe607RBgwYwKpVqwCYOnUqzz77LIMHD2bixImMGTOmwQMUhFuJeWAgFu3bg8GAet365g5HEOrNTG5GL+9eDPAbcNkk5mLDAofx24jf6OfTDxszGxzMHRjkN4jP+3/OxnEbebvH23zU+yOW3rmUaNdoKnQVPLP9GT49+KmoC9VAlGYK2vc1DSkd25R+S3c0XPfQktFoxGg0olSaOnP++OMP9u7dS2hoKI8//jiqFrY/hhhaat1utaElgOJ588j78CMso6MJWPRHc4cjCM1KZ9Tx+eHPmXd6HgCxbrG83u11whzDrnGmcC3V5VrmvbIXg97I3S92vOJKqPqqKNFwbHMG2edKkStk+LZ1IrKfD1Z2jfO5L/aRuUAkMq3brZjI6AsKONe3HxiNBG/cgMrPr7lDEoRmtzltM2/seYMKXQUAPjY+hDiG4G3jjZe1F142XrRxaoOPbeucuNpctsw7TcK+XEI7uzPk4WuXDrqSlPhCNv98Cq3GUOd5MwsFvcaH0raHZ4NP2m7wOTLp6en1Os5PvCkLwlUpXV2x7taNyr17KfvrL1ynTWvukASh2Q3yH0SYYxizj8xmW8Y2MisyyazIvOS4EIcQ+vn2Y4DvACJcIpDLWt8k1qYU1d+XhH25JB/Jp3JcyBVXOl1NYlwuW+adQTJKuAXYETPIF4PeyIltmeSnlbNtQQKluVX0uDukEe7g2uqdyAQGBtb+/e9OnIuzL0mSkMlktRWwBUG4MrtRo6jcuxf16jUikRGEC/zs/Phfv/9RVlPGmeIzpJSlkFORQ3ZlNpnlmSQUJ5BUmkRSaRI/nvgRN0s3unh2IcwxDA9rDxzMHXC0cMTJwglHC0fM5Ne35f+tyNXPFo8ge3LPl3F6dzadRwRe+6SL/L36CSC8qwcDHmhTuwIqrIsHxzdncHh9Km17ejZ47PVV70RGJpPh4+PDlClTGDVqVO0cGUEQrp/t4EHkvPkm2pQUtKmpqAICmjskQWgx7M3t6ebZjW6e3eo8X1ZT9v/t3XlYVGX/BvB7ZpgZ1hl22REUyQ1zSaJySXHPNM3cUkszNZdy641sIVtEbdN+ZlqGWi5pZplvamjhkohKGu65IirIJgzbADPz/P4w520SBA04DNyf65rrbc55zpnved4Bbs95znmw7+o+/Jr6K/Ze2YuM4gxsvbD1jvsJ1gajuWtzPOL7CMK9wy1uF28oWj/qi/QLeTi+5yra9QqEwqbys1gmk8DBHy8gaVvKX/vwQ6chIRZzSMnlMrTtGYCWnXygspMuE1T5k69cuYJVq1YhNjYWn332GZ5++mmMGzcOzZtzynKiu6VwdIR9+/YoOnAABXv2wJVBhqhSWrUW/YL7oV9wP5QaS3Eo/RBOZJ/AuRvnkKXPwg39DdzQ30BuSS6Mwoi8kjwcyTiCIxlHsPb0WjipnDA0dChGNh8Jdzt3qQ+n1jRp64nfNOdQlFeKC0fvfCu2vrAMl09m44+dqchIyQcAdOwfhA59G1c4BkbKEAPc42Dfffv2ITY2Fhs3bkSLFi0wbtw4jBs3DnJ53btWycG+1q0+Dva9JfvLWGQsWACHhx5CwJcrpC6HqN4wCRN0JTpcL7qOs7ln8fv137E7dTcyijMAAHY2dpgQNgGjWoxqMGdoDv54AYf+ewluvg4Y8uoDFtMW5GUW43RCGq6czsH1izrcSgVKWwU6D2uG+x6U5rJRrdy1dP36dQwfPhy7d+9GZmYmXF1d73VXNYZBxrrV5yBTcuECLvTtB5lSiWYHEjj3ElENMgkTfk39FSuOrcCxrGMAbg4cjukUg1DXUImrq3nFBaVY+2Yi9IVlaBPpj4cHN0XOtUL8/nMKzh7KMM/ODQAu3g4IbuOO1o/63dPg4OpSo7Nf79+/H19++SU2btyI0NBQLFmyBM7OzvdaK1GDpAoKgtLfH2WpqShMPAinbpwRm6imyGVydA/ojm7+3bD1wla8f/h9nMs9h+H/HY6pbadidIvRFvNC1Td2jio88lQIdsaexB87U3Fi7zUYSv53c45/C1c0be8J/+aucHKtfAqEuqTKQSYtLQ2rV69GbGwsbty4gZEjR+K3335Dq1atarI+onpLJpPBISICuampKDrIIENUG2QyGfo36Y+HfB5CdEI04lPj8WHSh9h9ZTfeefidev2cmtBwLxhKjdj37TkYSoyQyYAm7TzRtmcAPAOt94pFlYNMQEAAfH19MWbMGDz++ONQKpUwmUxITk62aBcWFlbtRRLVV/YdOyJ3wwYUHTwodSlEDYqbnRsWP7oY3539DvMPzUfS9SQM2jIIszrMwpBmQ+rtjNwtO/miWbgXctOL4ORqC1tH679FvcpjZP4+kPfW/8H/3LQuPkeGY2SsW30eIwMAZdczcK5LF0AmQ7PEA1DwO0pU61LzU/H6b68j6XoSgJuTZL7Q5gU86P1gvb7cVNdV+xiZixcvVkthRPQ/ykaeUDVujNJLl1B0OImXl4gk4O/kjy97fYk1p9Zg8e+LkZyZjIk7J8JF7YIQlxAEagIRrA1GF/8u8Hfyl7pc+ocqB5nAwMCarIOowbLv2PFmkOE4GSLJyGVyjGoxCr0b98aK4yuw9cJW3Ci5gYPpB3Ew/eal3wWHFmDYfcMwq8OsBnPbtjXg43mJJMZxMkR1h4e9B17p+Apmtp9pniYhRZeCY1nHcCDtANadXoes4iws7LyQl53qCAYZIonZP/AAAEB/6hSMeXlQaLUSV0RESoUSYR5hCPP43w0s8anxmBE/A3Epcdjw5wYMv2+4dAWSWd17FC9RA6Ns5AlVYCAgBIqSfpe6HCKqQFf/rpj9wGwAwKLfFyFHnyNxRQQwyBDVCfYdOwIAig4dkrgSIrqTp5o9heauzVFYVoivT34tdTkoNhTDJExSlyGpfx1kSktLUVBQUB21EDVY5iDDcTJEdZpCrsCENhMAAOtOr0NhWaEkdexO3Y0hPw5BxzUd8eDaB/HOgXeQX5ovSS1Su6sgExsbi6lTp2LNmjUAgKioKDg5OUGr1aJHjx7Izs6ukSKJ6jv7jn8bJ5PfMH8ZEVmLR/0fRWNNYxSUFeCniz/V6mcLIfDJkU8w5ZcpOJ1zGsDNszLfnPkGw7YOQ1pBWq3WUxdUOci8++67mDx5Mk6fPo1p06Zh0qRJWLlyJebOnYuYmBicPn0ar732Wk3WSlRvKRs1gjIwADCZUJSUJHU5RHQHcpkcTzZ7EgCw8czG2x4OW5mjGUcxI34GOq3vhLar26Lvd30RvT8aRzOO3nFfJmHCe4nvYXnycgDAqBaj8MuQX7CsxzJ4O3jjcv5lPPfzc8grybv3g7NCVb5raeXKlVixYgWGDx+Ow4cPIzw8HBs2bMDgwYMBAK1atcLEiRNrrFCi+s7+gQeQl3IZRQcPwalrV6nLIaI7GNBkABb/vhinck7hRPYJtHKvfN5Bo8mIRb8vQuyJWIvlqfmpSM1Pxaazm9DSrSWebfUsIgMiLW7vLjGW4PV9r2PbpW2QQYY54XMw9L6hAG7eMr66z2qM2TYGl/MvY86+OVjcbTHksoYxDLbKR3n58mU88sgjAIAOHTrAxsbGYsLIsLAwpKU1vFNaRNXFgeNkiKyGs60zejbuCQD49s9vK21vMBkwa/csc4gZ2HQg1vZdi58H/4xPu3+KgU0HQiVX4UT2CczaPQsDfhiA1SdW43jWcey5sgfPbHsG2y5tg43MBvM6zTOHmFu8HLzw8aMfQyVXYfeV3Vhzak31H3QdVeUzMmVlZVCr1eb3KpUKSuX/JpuysbGpc/MsEVkT+/AHAQD6EydQlpEBpaenxBUR0Z0MDhmMrRe2YtvFbXj5gZdhr7SvsO0Hhz/Azss7oZKr8O4j76J3UG/zOm9Hb3Ty64QZ7Wdg3el1WHNqDVJ0KVh4eKHFPpyUTvjw0Q/xoPeD5X5Gc7fm+E/H/+DtA29j8e+L0dWvK/w11Tulgq5Uh6MZRwEAbTzaQKuW/rlXd/VAvJMnTyI9PR3AzQFHp0+fNt+xlJWVVf3VETUgykaesA0Lgz45GQW//AqXYUMr34iIJNO+UXsEagKRokvB9kvbMShkULntNv65EV+funmr9rxO88xncv7JxdYFL9z/Ap5p+Qw2n9uMvVf24s8bf8LOxg4RPhF4rvVz8HLwumNNQ5oNwY5LO3Aw/SCiE6LxRc8vqmUmbyEEVp9cjSVHl6DYUAwAUMlVeCr0KUxpOwUOSod//Rn36q5mv5bJZOUORLq1nLNfU3Wr77Nf/1PW8s+R+eGHsH/wQQSu/N91dCEEyq5cgY2HB+S2thVub8jMhOHGDaibNoVM3jCujxNJ6cvjX+KjpI8Q5hGGNX1vv5yTmJaIiXETYRAGTLl/ivnW7ZqUqkvF4B8Ho9hQjNcffB1PhT71r/ZnNBkRnRCN7899DwDwc/SDjdwGl3SXAAC+jr5466G3EO4d/i8rt1TVv99V/k138eJFXLhwARcvXrztdWv5hQsXqqV4ooZK07cPoFCg6MABFB87BgDQxcXhXPfuON+jJ/7sGI7rMfNhKiqy2E4IgazPluFs10dx8fEBuDRsOAw3bkhxCEQNyuNNHoeNzAbJmck4mX3SYl2KLgUz4mfAIAzoG9QXz4c9Xys1+Wv8MbXtVAA3L2ldK7h2z/symox4Y/8b+P7c91DIFJgTPgc/DfoJWwZuwbLIZfB19MXVgqs4e+NsdZV/16ocZAIDAyt95fP5F0T/isrPD9rHHgMApM15DamTXsDVqdNguHZzIL0oLUXOypW4NHQoSv76h4OxoBBXp72IzI8/BoxGQCaDPjkZ6W9GS3QURA2Hu507ejTuAQD4PPlz8/K8kjxM2TUFulIdwtzDMPfhudVyiaeqRtw3Au0826HIUIQ3fnvjnp7+azAZ8Oq+V7Hl/BYoZArM7zwfw+4bBplMBplMhod8H8KmxzdhVodZGNF8RA0cRdX863PP+fn5WL58OTp27Ig2bdpUR01EDZr71KlQODuj5M8/UfDrr4BcDrfx4xF65Hf4fbYUCg93lJw9h4tPDsH1efNwafBg5MfFQaZUwuvtuQj6bhNgY4P8n39Gwd69Uh8OUb33fOvnIYMMOy/vxO7U3bihv4EXdr2AS7pL8HLwwqJui6BWqCvfUTVSyBV4++G3YauwRWJ6Ijac2XBX26fmp2Lyrsn46eJPsJHZYGGXhejVuNdt7RyUDhjTcoykt3rf8+zXe/bswYoVK7Bp0yb4+Phg0KBBWLJkSXXWRtQgqfx80fib9cj56ubgQJdhQ6Fu2hQA4NS1K+y++w5XZ81GUWIiclatBgDYeHrCb/Ei2N1/PwDAdeQI5Kxajewvv4Rjp06SHAdRQ9HUpSlGNB+BNafWYHr8dNgqbJFflg+tWotPu38Kdzt3SeoK0ATgpfYvIeZgDN4//D5aurVEa4/WFm2SM5Ox5fwWnMk5g0JDIcqMZdAb9UgvvHljj1qhxsLOC/FowKNSHEKV3FWQSU9PNz8YT6fT4amnnkJJSQm+//57tGjRoqZqJGpwVIGB8HptTrnrbDw8EPDlCui2bkXh/v1QBgbCddQoKJyczG1cx4xBztdrUJRwAPo//4Rts2a1VTpRgzSz/Uyk5qdiz5U9KDOVIVgbjAWdFyDEJUTSuobfNxz7r+3Hnit7MGHnBMx9aC7CPMKQmJaIdafX4VjWsQq3fdjnYczqMAtNXZrWYsV3r8p3LfXv3x979uxBv379MHLkSPTu3RsKhQJKpRJ//PFHnQ0yvGvJujW0u5aqU+qUKSjYuQtu48fDc+YMqcshqveEEDiZfRJ6ox5hHmFQypWVb1QLCssKMTFuIo5mHr1tnVKuRJ+gPujk2wkatQYquQpKhRKBToFwtnWu9Vr/rqp/v6t8Rmbbtm3mOZZCQqRNmERUOW2/fijYuQu6bdvgMWN6rQ40JGqIZDIZWrq3lLqM2zgoHfB5z8+x9I+l2HR2E/JK8tBY0xj9m/TH4JDBcLNzk7rEf6XKQWbfvn1YsWIF2rdvj+bNm2PUqFEYNmxYTdZGRP+CY5cukNnZoezKFeiPH4dd69aVb0RE9ZKtjS2mt5+O6e2nw2AywEZ+z0Nk65wqDzN+8MEH8fnnnyMtLQ0TJkzA+vXr4ePjA5PJhLi4ON56TVTHyO3t4fRoVwCA7r8/SVoLEdUd9SnEAPdw+7WDgwPGjh2Lffv24dixY5g5cyZiYmLg6emJxx9/vCZqJKJ75NT75nwu+XFx5T6Vm4jI2v2rG79DQ0OxYMECXLlyBevWrauumoiomjg+8ghkajXKrl5FyZkzUpdDRFTtquUJNgqFAgMHDsSWLVuqY3dEVE3k9vZweOQRAEB+3E6JqyEiqn6cVY6onnOKjAQA5O9kkCGi+odBhqiec3q0K6BQoOTMGZSmpkpdDhFRtWKQIarnFM7OsH/gAQC8vERE9Q+DDFEDYL68FBcncSVERNVL0iCzdOlShIWFQaPRQKPRICIiAtu2bQMA5OTkYOrUqQgNDYWdnR0CAgIwbdo05OXlSVkykVVy6hEJKBQoPnIE+jN/Sl0OEVG1kTTI+Pn5ISYmBklJSTh8+DC6deuGAQMG4MSJE7h27RquXbuG999/H8ePH8fKlSuxfft2jBs3TsqSiaySslEj81mZnNWrJK6GiKj6VHnSyNri6uqKhQsXlhtYNm7ciKeffhqFhYWwsSn/yYQlJSUoKSkxv9fpdPD39+ekkVaKk0ZWn6LfjyBlxAhALkfjb9ZzygIiqtOqOmlknRkjYzQasX79ehQWFiIiIqLcNrcOpqIQAwDz5s2DVqs1v/z9/WuqZCKrYt+uLTT9+wMmE65MnoKiw4chTCapyyIi+lckn3Dh2LFjiIiIgF6vh6OjIzZv3owWLVrc1i4rKwtvv/02nn/++TvuLyoqCjNmzDC/v3VGhoiARq9GoeT0KZScPYeUp0dBZmcHdVAQbFu2hPOQJ2EXFiZ1iUREd0XyMzKhoaE4evQoEhMTMWnSJIwZMwYnT560aKPT6dCvXz+0aNEC0dHRd9yfWq02Dx6+9SKim2xcXBCwejW0gwZBplJBFBdDf/IkcjduxKWnhuLaq3Ng0uulLpOIqMrq3BiZyMhINGnSBMuWLQMA5Ofno1evXrC3t8fWrVtha2t7V/ur6jU2qps4RqbmCIMBpampKD1/Hvlxccjb8iMgBOzuvx/+X3wBhaOD1CUSUQNmdWNkbjGZTObBujqdDj179oRKpcKWLVvuOsQQUcVkNjZQBwXBKTISPvPnIyA2FnKtFsVHj+Lqiy9y/AwRWQVJg0xUVBT27NmDS5cu4dixY4iKikJ8fDxGjhxpDjGFhYVYsWIFdDod0tPTkZ6eDqPRKGXZRPWSw4PhCPjiC8js7FD422/I/mKF1CUREVVK0sG+GRkZGD16NNLS0qDVahEWFoYdO3agR48eiI+PR2JiIgCgadOmFttdvHgRjRs3lqBiovrNrnUreL02B2lzXkPmokVw7NIFtqHNpC6LiKhCkgaZFSsq/hdf165dUceG7xA1CNpBg5D/668o2LkLGfPnw3/FF5DJZFKXRURUrjo3RoaIpCWTydDo5ZchUypRuH8/CvfulbokIqIKMcgQ0W1UAQFwefppAEDm/y3h2VEiqrMYZIioXG7jxkKmVkOfnIyixINSl0NEVC4GGSIql427O5wHDwIAZC9fLnE1RETlY5Ahogq5jh0HKBQo3L8fxceOV2kbQ1YWrs9fgItPDsHlsWOh276jhqskooaMQYaIKqTy84WmX18AQPbnn1favjDxIC481h85sbHQHz+Owv0JuPrSS8hcvLimSyWiBopBhojuyH38eABAflwcSs6fr7Bd0eHDSH3+eRhzc6EODYXPwgVwHTsWAJD16VLk79pVK/USUcPCIENEd6QOCYFjZHdACGR//kW5bfSnTiF14iSIkhI4dumCxt+sh7Z/fzR6eTZcx4wBAKS//Q5MRUW1WToRNQAMMkRUKffnnwcA5P34I0ouXrRYV5qSgsvjn4epoAB2HdrDd9HHkP9tXjSP6S9B6esLQ3o6sleurM2yiagBYJAhokrZhYXBsUsXwGjE9bffMU8oWZqaipRnnoUxKwvq++6D/9KlFiEGAOS2tvCYPh0AcGPVapgKC2u9fiKqvxhkiKhKGr0aZX7ab/rbbyN303e4NGIEDGlpUAUHI+CLz6Fwcip3W02f3lAFBsKYl4cb67+p5cqJqD5jkCGiKlEFBsL7nbcBALnr1iNtzhwYM7OgDglBwMpY2Li7V7itTKGA21+Xp7JXxsJUUlIrNRNR/ccgQ0RVph0wAL6LF8GubVuoWzSH+9QpaLxxA5SenpVv+3h/2Ph4w5iZhdxvv62FaomoIZB09msisj6anj2h6dnzrreTKZVwe+45XJ/7NrJXrIDLkCGQqVQ1UCERNSQ8I0NEtcZ58GAoPNxhuJaG3B9+kLocIqoHGGSIqNbI1Wq4jR0HAMhcvBhGnU7iiojI2jHIEFGtchk5AqqgIBgzs5A25zUIo1HqkhokUVaGwgOJyNuyBfqTJyGEqLCtqbgYOau/wuVxz+HCoEFInTwFuZu+g6m0tBYrJiofx8gQUa2Sq1TwfvcdXB7zDPLj4pAyegy0AwfcvHVbCAiTCTZu7lCHNoONi4vU5Vo9IQRMhUUw5etg1OXDlK9D0ZEjuLFmLQzp6eZ2ti1bwm3iBDhFRkImk93ctqwMuZu+Q9aSJTBkZprblpw8hYJdu5C9fDm8ot+EQ0RElesx6fUoOpwEub0d7Nq2NX8W0b1ikCGiWmffrh18Pngf116JQnFSEoqTksptpw4JgWP3btAOGAB1UFAtV1n9hBDQbd2K3O++g0yugFOPHnAePAgypbLCbfRn/kT+zjgYrmfAxt0N6pAQ2N1/P5Te3hbtDNnZKP4jGcXJf0B/4iQM6ekwZGXBmJcH/PUAw39SuLhAFRwM/fHj0J84gatTp8G2VStoBwyAqbgYuRs2oOzKFQCA0tcXrqNHQRkYiJLTp5GzZs3NpzqPew6eM6bDddy4SkNJYUICrs6aDWN2NgDA8dFH4fvhB5Db2d1NNxJZkIk7nU+sB3Q6HbRaLfLy8qDRaKQuh+7Sx8NGwyhy4OLdBGM/XiR1OVTNSq9cRe4366E/dRomfTFkMjkgl6Ps2jWUpaZatLV/4AE4PzUETj17Qq5WV2n/xrw85P3wAwr27YMhMws2rq5w7NoVzoOegNzBoSYOqUJCCKTPnYvcdestltu1aQPfjz+6LZiYioqQuWgxclavBsr5NW3TqBHUoc0AgwEl5y/AcP36nQtQKqHQaKBwcoKNhwe0TzwBTb++kKvVMOTkIGfVauR89RXEP+bDUri7w33CBDgPfQryv91lZiwowPWYGOR9uwkA4DpuLDxnzaowzBQeSMTl8eOBsjIo3N1hysuDKCuDU69e8P34I56ZodtU9e83gwzVaQwyDZcxNxcFe/ZA99+fULB3r/msglyjgaZXL2gf7w+79u0hk1sO9RNCQH/sGG588w10//0JQq+/bd8KrRaes2dBO3hwrf0BvbFuHdLfmgvIZHCfNBFye3tkLf8cJp0OChcX+H78MRzCOwIACvfvR9obb5rPhjh27QrbVq1guJ4O/YmT0J85A5QztkjVpAns2rSBXVhrKP39YePuARtXF8idnCBTqys9VkN2NnI3foviI0cgU6ng8FAEtAMHVnjGRAiBG6tX4/q8GACA67PPwvPl2bd9Tsm5c7g0fARM+flw6tEDPu8vhD45GSnPjgUMBvgsmA/t44/fdZ9S/cYg8xcGGevGIEMAUJaejtxNm5C7aRMM19LMy+VaLezubwOVfwBkKhUMWZkoPvoHyi5fNrdRN2sG7aAnoG7SBKUXLuDG2nUoTUkBANh36ACvN9+AOiSkRusvOnTI/Efbc9ZMuD33HICbc1VdefFFlJw8BcjlcOreDcaCAhQlHAAA2Hh7w/utaDh27myxP1NREYqPH0dpSgpkSiVUAQFQN2sGhaNjjR5HRXLWrsX1uTef+uwyYgQavTbHHDANmZm4NHQYyq5dg13btghYGWs+o5b12WfI/HgRbDw90WT7Nsjt7SWpn+omBpm/MMhYNwYZ+jthMqHo4CHkbdmC/B07KpyAUmZrC6fISLgMHwa7du0szhAIgwE5q79C5iefQBQXAwoFtI8/Du2AAbBrE1bt4zXKrl3DxSeHwJiTA02/fvB5f6FFPSa9HulvzUXe5s3/20ihgMuwYfCYPh0Kx9q9BHavbqz/BulvvQUIAadeveAV/SZEaRlSJ01EyclTUAYGoPH69RYDuE2lpbjQpy/Krl6F+7Sp8HjhBQmPgOoaBpm/MMhYNwYZqogoK4P+9GkUJyfDkH4dwmiEQqOBOrQZ7B/oWGkAKL1yFRnzY5Aft/N/C2UyKJydoXBxgdzREXIHeygcHSG3d7j5XuMEpacnbP56Kb297zjHlKmoCClPj4L+5EmoWzRH4zVrKgxKxcnJKPztN8hUajhFdocqMPCe+kVKeT9uxbWoKMBgABQKQC6/OSbG1RWN16+DKiDgtm10P/2EqzNmQmZvj6Y7tsPGw0OCyqkuYpD5C4OMdWOQoZpWdOQIcjdsROG+fRa3GFeVwsMddi1bwb5jRzg8/DDUzUIgk8lg1Olw9aXpKNy/HwoXFwR9uxFKX98aOIK6pfiPP5D+1lzoT54EANi2aAGf99+HOrj8u86EELg0dBj0yclwHjYU3tHRtVgt1WUMMn9hkLFuDDJUmwzZ2TBkZcOYmwtTYSFMhQU3/7egAMbCQhhzc2HIzIQhIxOGjAwYMjJuu7VZ4eEO25BmKD5xAqa8PMjs7BDw5QrYt20r0VHVPiEEyq5eBQwGKAMDKx1kXHT4MFKeHgUoFAj+cQvUwcG1VCnVZVX9+83nyBAR/cXGzQ02bm5Vbm8qKoL+9BkUHz2KwoQEFB06BGNmFgozswAAysAA+C5YALs2bWqq5DpJJpNB5edX5fb2HTrAsXt3FOzahfTotxDw5QrIbPjniaqG3xQionskt7eHfbu2sG/XFm5jn4WptBTFvx9BWVoalD4+sG/fjn+Qq6jR7Fk3w+DBg7g6fTqchw2DSaeD/s8/UfLnWQCAw4MPQvvEQMnuzqK6iT9hRETVRK5SweHBcKnLsEqqxo3hM28ers6cify4nZaDsP9SsGsXspYtQ6P/vAzNY4/xIXoEgEGGiIjqCE2vnlD6rEX28uUoOXsOCq0W6mYhUIc0uznv04YNKE1JwbXZLyNv61Z4v/UWlF5eUpdNEmOQISKiOsOudWv4ffJJuetcRj2NnC+/RNaST1G4ew8uPNYfLiNGwOHBcChcXSGMRgi9HqaiYpj0xZCr1VAFB0Pp68uzN/UYgwwREVkFuUoF94kT4RQZiWtz5kD/RzKyly9H9vLld9xO6eMDpz694TJ8BFR+9f8W+IaGQYaIiKyKumlTNF67Fvk7d0G3fRv0J09CFBUDMhnkdnaQ2dtDbmsLU2EhSi9eRNm1a8hZ8SVyVq2G68iRcJ861WqemEyVY5AhIiKrI1MooOnVE5pePe/YzlRUhILffsONtWtRlHAAOatWIT/+V/h99BFsW7SopWqpJskrb0JERGSd5Pb20PTogcDYWPh/vhw23t4oS7mMS0OHQffTT1KXR9WAQYaIiBoEx06dELz5Ozg++ihEWRmuzpyFnNVfSV0W/UsMMkRE1GAonJ3h93+fwGXkSEAIXH/vPWR89DHq+Ww99RqDDBERNSgyhQKNXpsDj5deAgBkL1uG6++8C/GPebPIOjDIEBFRgyOTyeA+cQK8ot8EZDLcWLMGaVGvQhgMUpdGd4lBhoiIGiyXYcPgs2ABoFAg74cfcHX6dJhKS6Uui+4CgwwRETVo2v6Pwe+TxZCpVMiP24nU5yeg7Pp1qcuiKuJzZIiIqMFz6tYN/ss+Q+rkKSg6cAAX+vaDdsDjUAUFQ2arhlythlyjgUNEBORqtdTl0t8wyBAREQFwiIhA4/XrkPb669D/kYwba9fd1kbh4Q7fDz6AQ8eOElRI5WGQISIi+otts2ZovG4dCvfuRcG+32DIzIQoKYEo0UN/9iyMmVlIHfccAtd8DbuwMKnLJTDIEBERWZDJ5XDs0gWOXbpYLDfp9bj64kso2L0b12a/jKAtP/AyUx3Awb5ERERVILe1hc+C+bDx9ERpSgpyv/lG6pIIDDJERERVptBq4T5lMgAg67NlMOn1EldEDDJERER3wfmJJ6D08YExJwe6/3LiSakxyBAREd0FmVIJl5EjAAA5X3/NeZokxsG+REREd0k7aBAyF3+CklOnUPz777Bv377K2+pPnUL+zl0ou5IKmdoW6tBmcOreHUovrxqsuP6S9IzM0qVLERYWBo1GA41Gg4iICGzbtu22dkII9OnTBzKZDN9//33tF0pERPQ3Ni4u0PR/DADKfd5MeUouXETKM8/i4hODkLVkCfJ+2ILcDRtw/e13cK5bd1yZOg0lFy/WZNn1kqRnZPz8/BATE4OQkBAIIbBq1SoMGDAAR44cQcuWLc3tPv74Y8hkMgkrJSIisuQybDjyvt0E3c8/o1F2Nmzc3Cpsq4uLw7WZsyBKSwEbGzh16wbb1q1gKihEUdJhFB9OQn5cHPLj4+H54jS4jh0LmfzO5xpMej3yf/4ZhQkHYMjOgsLZGQ7h4dD06QO5vX11H26dJWmQ6d+/v8X7d999F0uXLsWBAwfMQebo0aP44IMPcPjwYXh7e0tRJhER0W3sWrWEbevW0B87htzvvoP7+PHlttP9/DOuzpgJGAxweOgheM2dC5Wfr0WbkrNncX3BQhTu3YuM9z9Awd598ImZB2U5f/eEEMjf8TMyFixA2bVrlp+15UdkfrwIXnPfgtOjj1bfwdZhdWaMjNFoxMaNG1FYWIiIiAgAQFFREUaMGIElS5bAq4rXDktKSlBSUmJ+r9PpaqReIiIil2HDkHbsGHK/2QC3ceNuO4ui2/Ezrs68GWI0/fvDJ2YeZArFbftRh4TAf/ky5H77La6/Nw9FiYm4MGAgvN58A5q+fc1XJfSnTuF6zHwUJSYCAGy8vKAdMACqgACUXbuGvO+/R9nVq7jywmQ0ev01uI4YUa3HW7h/P3Tbd8CQkQEbDw/YtmwJxy6dyw1ctUXyIHPs2DFERERAr9fD0dERmzdvRosWLQAA06dPx0MPPYQBAwZUeX/z5s3DW2+9VVPlEhERmWn69sH1+fNRduUK8n/+GZrevc3rqhpibpHJZHAZMgQODzyAqy//B/rkZFybOQs5q1bDoeMD0P/5Jwr37L3ZVq2G27hxcBv/HOR2duZ9uD0/HtdjYpC7bj2uz30bCo0W2sf6/evjNObmIv3td6D7738tV2zcCADweOkluE+c8K8/515IHmRCQ0Nx9OhR5OXl4dtvv8WYMWOwe/dunDt3Dr/88guOHDlyV/uLiorCjBkzzO91Oh38/f2ru2wiIiLI7ezgOmoUspYsQeYn/wfHbt0gV6mg274DV2fNqnKI+TtV48ZovOZrZH22DNlffAF9cjL0yck3V8pk0PTpA48ZM267PAUAcrUaXm+8AZlSiRurv8K1qCjYeHjAIbziSS5NJSUwZmVB4epqEYpuKdj3G9JefRWGjAxAoYDzk0/CtnlzlKWnoejgIRQfPQrbVq2q1mE1QCbq2A3wkZGRaNKkCezs7LB48WLI/3aazmg0Qi6Xo1OnToiPj6/S/nQ6HbRaLfLy8qDRaGqoaqopHw8bDaPIgYt3E4z9eJHU5RAR3caYn4/zPXrCmJsLp549ofTzQ05sLCDEXYeYfyrLyED+z3EovZwCG3cPOEV2hzo4uNLthMmEqzNmIn/7dsi1WjRetw7q4CDLuvPykPHRR8jb8iNEURFgYwO7Vq3g2LULHDt3BhQK5Hz1FfK+3QTgZsDyWTD/tskyDTduQOHgAJlKdU/HWJGq/v2uc0GmW7duCAgIQExMDLKysizWtW7dGosWLUL//v0RFBRUwR4sMchYNwYZIrIGBXv3IXXCBMBkMi9zHjoUXm+8fs8h5t8y6fW4POYZFP/xB5T+/ghc8zWUnp7mwcLp77wD462/szY2gMFQ4b5cnn4anjNnlHvGpqZU9e+3pJeWoqKi0KdPHwQEBCA/Px9r165FfHw8duzYAS8vr3IH+AYEBFQ5xBAREdUGx06PIOCLz5G9ahUAwPnJJ+EUGSnpo0Pktrbw+3QJLg0dhrLUVFwaOgwuTw1B0e9HULj35lgbVXAwvN54Hfbh4Si7ehWFv+1Hwa+/oujwYQiTCfYd2sN94iTYt2sr2XFURtIgk5GRgdGjRyMtLQ1arRZhYWHYsWMHevToIWVZREREd83hoYfg8NBDUpdhwcbNDQFfrkDq+OdRmpKCzEWL/1phA7fxz8F94kTI1WoAgMrPD6qhT8Fl6FMSVnz3JA0yK1asuKv2dewqGBERUZ2nCghA402bkLthA/THj8HGyxvOTz5525gZayX5XUtERERUsxSODnAb+6zUZdQIzn5NREREVotBhoiIiKwWgwwRERFZLQYZIiIisloMMkRERGS1GGSIiIjIajHIEBERkdVikCEiIiKrxSBDREREVotBhoiIiKwWgwwRERFZLQYZIiIisloMMkRERGS1GGSIiIjIajHIEBERkdVikCEiIiKrxSBDREREVotBhoiIiKwWgwwRERFZLQYZIiIisloMMkRERGS1GGSIiIjIajHIEBERkdVikCEiIiKrxSBDREREVotBhoiIiKwWgwwRERFZLQYZIiIisloMMkRERGS1GGSIiIjIajHIEBERkdVikCEiIiKrxSBDREREVotBhoiIiKwWgwwRERFZLQYZIiIisloMMkRERGS1GGSIiIjIajHIEBERkdVikCEiIiKrxSBDREREVotBhoiIiKwWgwwRERFZLQYZIiIisloMMkRERGS1GGSIiIjIajHIEBERkdVikCEiIiKrxSBDREREVotBhoiIiKyWpEFm6dKlCAsLg0ajgUajQUREBLZt22bRJiEhAd26dYODgwM0Gg06d+6M4uJiiSomIiKiukTSIOPn54eYmBgkJSXh8OHD6NatGwYMGIATJ04AuBlievfujZ49e+LgwYM4dOgQpkyZArmcJ5KIiIgIsJHyw/v372/x/t1338XSpUtx4MABtGzZEtOnT8e0adPwyiuvmNuEhobWdplERERUR9WZUxtGoxHr169HYWEhIiIikJGRgcTERHh6euKhhx5Co0aN0KVLF+zbt++O+ykpKYFOp7N4ERERUf0keZA5duwYHB0doVarMXHiRGzevBktWrTAhQsXAADR0dEYP348tm/fjnbt2qF79+44e/ZshfubN28etFqt+eXv719bh0JERES1TPIgExoaiqNHjyIxMRGTJk3CmDFjcPLkSZhMJgDAhAkT8Oyzz6Jt27b46KOPEBoaii+//LLC/UVFRSEvL8/8Sk1Nra1DISIiolom6RgZAFCpVGjatCkAoH379jh06BAWLVpkHhfTokULi/bNmzfH5cuXK9yfWq2GWq2uuYKJiIiozpD8jMw/mUwmlJSUoHHjxvDx8cGZM2cs1v/5558IDAyUqDoiIiKqSyQ9IxMVFYU+ffogICAA+fn5WLt2LeLj47Fjxw7IZDLMnj0bb775Jtq0aYP7778fq1atwunTp/Htt99KWTYRERHVEZIGmYyMDIwePRppaWnQarUICwvDjh070KNHDwDASy+9BL1ej+nTpyMnJwdt2rRBXFwcmjRpImXZREREVEdIGmRWrFhRaZtXXnnF4jkyRERERLfUuTEyRERERFXFIENERERWi0GGiIiIrBaDDBEREVktBhkiIiKyWgwyREREZLUYZIiIiMhqMcgQERGR1WKQISIiIqvFIENERERWi0GGiIiIrBaDDBEREVktBhkiIiKyWgwyREREZLUYZIiIiMhqMcgQERGR1WKQISIiIqtlI3UBNU0IAQDQ6XQSV0L3Ql9WCqMoQ3FJCf8/JCJqQG79zr/1d7wiMlFZCyt35coV+Pv7S10GERER3YPU1FT4+flVuL7eBxmTyYRr167ByckJMplM6nL+FZ1OB39/f6SmpkKj0UhdTp3BfqkY+6Z87JfysV8qxr4pX032ixAC+fn58PHxgVxe8UiYen9pSS6X3zHJWSONRsMfpHKwXyrGvikf+6V87JeKsW/KV1P9otVqK23Dwb5ERERktRhkiIiIyGoxyFgRtVqNN998E2q1WupS6hT2S8XYN+Vjv5SP/VIx9k356kK/1PvBvkRERFR/8YwMERERWS0GGSIiIrJaDDJERERktRhkiIiIyGoxyFiJxo0bQyaTWbxiYmIs2iQnJ6NTp06wtbWFv78/FixYIFG1tWvJkiVo3LgxbG1tER4ejoMHD0pdUq2Kjo6+7btx3333mdfr9XpMnjwZbm5ucHR0xODBg3H9+nUJK64Ze/bsQf/+/eHj4wOZTIbvv//eYr0QAm+88Qa8vb1hZ2eHyMhInD171qJNTk4ORo4cCY1GA2dnZ4wbNw4FBQW1eBQ1o7K+eeaZZ277DvXu3duiTX3sm3nz5uGBBx6Ak5MTPD09MXDgQJw5c8aiTVV+fi5fvox+/frB3t4enp6emD17NgwGQ20eSrWqSr907dr1tu/MxIkTLdrUVr8wyFiRuXPnIi0tzfyaOnWqeZ1Op0PPnj0RGBiIpKQkLFy4ENHR0Vi+fLmEFde8b775BjNmzMCbb76J33//HW3atEGvXr2QkZEhdWm1qmXLlhbfjX379pnXTZ8+HT/++CM2btyI3bt349q1axg0aJCE1daMwsJCtGnTBkuWLCl3/YIFC7B48WJ89tlnSExMhIODA3r16gW9Xm9uM3LkSJw4cQJxcXHYunUr9uzZg+eff762DqHGVNY3ANC7d2+L79C6dess1tfHvtm9ezcmT56MAwcOIC4uDmVlZejZsycKCwvNbSr7+TEajejXrx9KS0uxf/9+rFq1CitXrsQbb7whxSFVi6r0CwCMHz/e4jvz938812q/CLIKgYGB4qOPPqpw/aeffipcXFxESUmJedl//vMfERoaWgvVSadjx45i8uTJ5vdGo1H4+PiIefPmSVhV7XrzzTdFmzZtyl2Xm5srlEql2Lhxo3nZqVOnBACRkJBQSxXWPgBi8+bN5vcmk0l4eXmJhQsXmpfl5uYKtVot1q1bJ4QQ4uTJkwKAOHTokLnNtm3bhEwmE1evXq212mvaP/tGCCHGjBkjBgwYUOE2DaVvMjIyBACxe/duIUTVfn5++uknIZfLRXp6urnN0qVLhUajsfh9bM3+2S9CCNGlSxfx4osvVrhNbfYLz8hYkZiYGLi5uaFt27ZYuHChxSm6hIQEdO7cGSqVyrysV69eOHPmDG7cuCFFuTWutLQUSUlJiIyMNC+Ty+WIjIxEQkKChJXVvrNnz8LHxwfBwcEYOXIkLl++DABISkpCWVmZRR/dd999CAgIaFB9dPHiRaSnp1v0g1arRXh4uLkfEhIS4OzsjA4dOpjbREZGQi6XIzExsdZrrm3x8fHw9PREaGgoJk2ahOzsbPO6htI3eXl5AABXV1cAVfv5SUhIQOvWrdGoUSNzm169ekGn0+HEiRO1WH3N+We/3LJmzRq4u7ujVatWiIqKQlFRkXldbfZLvZ80sr6YNm0a2rVrB1dXV+zfvx9RUVFIS0vDhx9+CABIT09HUFCQxTa3vkDp6elwcXGp9ZprWlZWFoxGo8UPCnDzuE+fPi1RVbUvPDwcK1euRGhoKNLS0vDWW2+hU6dOOH78ONLT06FSqeDs7GyxTaNGjZCeni5NwRK4dazlfVdurUtPT4enp6fFehsbG7i6utb7vurduzcGDRqEoKAgnD9/Hq+++ir69OmDhIQEKBSKBtE3JpMJL730Eh5++GG0atUKAKr085Oenl7u9+rWOmtXXr8AwIgRIxAYGAgfHx8kJyfjP//5D86cOYPvvvsOQO32C4OMhF555RXMnz//jm1OnTqF++67DzNmzDAvCwsLg0qlwoQJEzBv3jw+MruB69Onj/m/w8LCEB4ejsDAQGzYsAF2dnYSVkbWYtiwYeb/bt26NcLCwtCkSRPEx8eje/fuElZWeyZPnozjx49bjC+jivvl7+OjWrduDW9vb3Tv3h3nz59HkyZNarVGXlqS0MyZM3Hq1Kk7voKDg8vdNjw8HAaDAZcuXQIAeHl53TaS/tZ7Ly+vGj0Oqbi7u0OhUJR73PX1mKvC2dkZzZo1w7lz5+Dl5YXS0lLk5uZatGlofXTrWO/0XfHy8rptkLjBYEBOTk6D6isACA4Ohru7O86dOweg/vfNlClTsHXrVvz666/w8/MzL6/Kz099/t1bUb+UJzw8HAAsvjO11S8MMhLy8PDAfffdd8fX38e8/N3Ro0chl8vNp3sjIiKwZ88elJWVmdvExcUhNDS0Xl5WAgCVSoX27dtj165d5mUmkwm7du1CRESEhJVJq6CgAOfPn4e3tzfat28PpVJp0UdnzpzB5cuXG1QfBQUFwcvLy6IfdDodEhMTzf0QERGB3NxcJCUlmdv88ssvMJlM5l/SDcWVK1eQnZ0Nb29vAPW3b4QQmDJlCjZv3oxffvnltsvzVfn5iYiIwLFjxyyCXlxcHDQaDVq0aFE7B1LNKuuX8hw9ehQALL4ztdYv1Tp0mGrE/v37xUcffSSOHj0qzp8/L77++mvh4eEhRo8ebW6Tm5srGjVqJEaNGiWOHz8u1q9fL+zt7cWyZcskrLzmrV+/XqjVarFy5Upx8uRJ8fzzzwtnZ2eLkfL13cyZM0V8fLy4ePGi+O2330RkZKRwd3cXGRkZQgghJk6cKAICAsQvv/wiDh8+LCIiIkRERITEVVe//Px8ceTIEXHkyBEBQHz44YfiyJEjIiUlRQghRExMjHB2dhY//PCDSE5OFgMGDBBBQUGiuLjYvI/evXuLtm3bisTERLFv3z4REhIihg8fLtUhVZs79U1+fr6YNWuWSEhIEBcvXhQ7d+4U7dq1EyEhIUKv15v3UR/7ZtKkSUKr1Yr4+HiRlpZmfhUVFZnbVPbzYzAYRKtWrUTPnj3F0aNHxfbt24WHh4eIioqS4pCqRWX9cu7cOTF37lxx+PBhcfHiRfHDDz+I4OBg0blzZ/M+arNfGGSsQFJSkggPDxdarVbY2tqK5s2bi/fee8/il4wQQvzxxx/ikUceEWq1Wvj6+oqYmBiJKq5dn3zyiQgICBAqlUp07NhRHDhwQOqSatXQoUOFt7e3UKlUwtfXVwwdOlScO3fOvL64uFi88MILwsXFRdjb24snnnhCpKWlSVhxzfj1118FgNteY8aMEULcvAX79ddfF40aNRJqtVp0795dnDlzxmIf2dnZYvjw4cLR0VFoNBrx7LPPivz8fAmOpnrdqW+KiopEz549hYeHh1AqlSIwMFCMHz/+tn8M1Me+Ka9PAIjY2Fhzm6r8/Fy6dEn06dNH2NnZCXd3dzFz5kxRVlZWy0dTfSrrl8uXL4vOnTsLV1dXoVarRdOmTcXs2bNFXl6exX5qq19kfxVNREREZHU4RoaIiIisFoMMERERWS0GGSIiIrJaDDJERERktRhkiIiIyGoxyBAREZHVYpAhIiIiq8UgQ0RERFaLQYaI7srKlSvh7OwsdRnl2rVrF5o3bw6j0Vhhm+joaNx///21VtMrr7yCqVOn1trnETU0DDJEZOGZZ56BTCaDTCaDSqVC06ZNMXfuXBgMBqlLq9TLL7+M1157DQqFQupSzGbNmoVVq1bhwoULUpdCVC8xyBDRbXr37o20tDScPXsWM2fORHR0NBYuXCh1WXe0b98+nD9/HoMHD5a6FAvu7u7o1asXli5dKnUpRPUSgwwR3UatVsPLywuBgYGYNGkSIiMjsWXLFos2O3bsQPPmzeHo6GgOPrccOnQIPXr0gLu7O7RaLbp06YLff//dvF4IgejoaAQEBECtVsPHxwfTpk0zry8pKcGsWbPg6+sLBwcHhIeHIz4+/o41r1+/Hj169ICtra3F8piYGDRq1AhOTk4YN24c9Hq9xfrKah07diwee+wxi23Kysrg6emJFStWAAC+/fZbtG7dGnZ2dnBzc0NkZCQKCwvN7fv374/169ffsX4iujcMMkRUKTs7O5SWlprfFxUV4f3338dXX32FPXv24PLly5g1a5Z5fX5+PsaMGYN9+/bhwIEDCAkJQd++fZGfnw8A2LRpEz766CMsW7YMZ8+exffff4/WrVubt58yZQoSEhKwfv16JCcnY8iQIejduzfOnj1bYY179+5Fhw4dLJZt2LAB0dHReO+993D48GF4e3vj008/tWhTWa3PPfcctm/fbhHUtm7diqKiIgwdOhRpaWkYPnw4xo4di1OnTiE+Ph6DBg3C3+fj7dixI65cuYJLly7dRa8TUZVU+3zaRGTVxowZIwYMGCCEEMJkMom4uDihVqvFrFmzhBBCxMbGCgDi3Llz5m2WLFkiGjVqVOE+jUajcHJyEj/++KMQQogPPvhANGvWTJSWlt7WNiUlRSgUCnH16lWL5d27dxdRUVEVfoZWqxWrV6+2WBYRESFeeOEFi2Xh4eGiTZs2Va5VCCFatGgh5s+fb37fv39/8cwzzwghhEhKShIAxKVLlyrcZ15engAg4uPjK2xDRPeGZ2SI6DZbt26Fo6MjbG1t0adPHwwdOhTR0dHm9fb29mjSpIn5vbe3NzIyMszvr1+/jvHjxyMkJARarRYajQYFBQW4fPkyAGDIkCEoLi5GcHAwxo8fj82bN5sHEx87dgxGoxHNmjWDo6Oj+bV7926cP3++wpqLi4tvu6x06tQphIeHWyyLiIiweF9ZrcDNszKxsbHm9tu2bcPYsWMBAG3atEH37t3RunVrDBkyBJ9//jlu3Lhh8Rl2dnYAbp7JIqLqZSN1AURU9zz66KNYunQpVCoVfHx8YGNj+atCqVRavJfJZBaXUsaMGYPs7GwsWrQIgYGBUKvViIiIMF+e8vf3x5kzZ7Bz507ExcXhhRdewMKFC7F7924UFBRAoVAgKSnptruPHB0dK6zZ3d39tgBRFZXVCgCjR4/GK6+8goSEBOzfvx9BQUHo1KkTAEChUCAuLg779+/Hzz//jE8++QRz5sxBYmIigoKCAAA5OTkAAA8Pj7uuj4jujGdkiOg2Dg4OaNq0KQICAm4LMVXx22+/Ydq0aejbty9atmwJtVqNrKwsizZ2dnbo378/Fi9ejPj4eCQkJODYsWNo27YtjEYjMjIy0LRpU4uXl5dXhZ/Ztm1bnDx50mJZ8+bNkZiYaLHswIEDd12rm5sbBg4ciNjYWKxcuRLPPvusxXqZTIaHH34Yb731Fo4cOQKVSoXNmzeb1x8/fhxKpRItW7asvPOI6K7wjAwRVbuQkBB89dVX6NChA3Q6HWbPnm2+vALcfKie0WhEeHg47O3t8fXXX8POzg6BgYFwc3PDyJEjMXr0aHzwwQdo27YtMjMzsWvXLoSFhaFfv37lfmavXr2watUqi2UvvvginnnmGXTo0AEPP/ww1qxZgxMnTiA4OLjKtd7y3HPP4bHHHoPRaMSYMWPMyxMTE7Fr1y707NkTnp6eSExMRGZmJpo3b25us3fvXnTq1Knc/RLRv8MzMkRU7VasWIEbN26gXbt2GDVqFKZNmwZPT0/zemdnZ3z++ed4+OGHERYWhp07d+LHH3+Em5sbACA2NhajR4/GzJkzERoaioEDB+LQoUMICAio8DNHjhyJEydO4MyZM+ZlQ4cOxeuvv46XX34Z7du3R0pKCiZNmnRXtd4SGRkJb29v9OrVCz4+PublGo0Ge/bsQd++fdGsWTO89tpr+OCDD9CnTx9zm/Xr12P8+PF335FEVCmZ+PuFbSIiKzZ79mzodDosW7as2vddUFAAX19fxMbGYtCgQVXebtu2bZg5cyaSk5Pv6TIdEd0Zz8gQUb0xZ84cBAYGwmQyVds+TSYTMjIy8Pbbb8PZ2RmPP/74XW1fWFiI2NhYhhiiGsIzMkREd3Dp0iUEBQXBz88PK1euRPfu3aUuiYj+hkGGiIiIrBYvLREREZHVYpAhIiIiq8UgQ0RERFaLQYaIiIisFoMMERERWS0GGSIiIrJaDDJERERktRhkiIiIyGr9P2S4Vw8hs33XAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" + } + ], + "source": [ + "sn_type = \"IIP\"\n", + "modeldir = \"C:/Users/cputh/Documents/NON1ASED.V19_CC+HostXT_WAVEEXT/\"\n", + "\n", + "\n", + "random_SN = random_supernovae.RandomizedSupernova(\n", + " sn_type=sn_type,\n", + " redshift=z,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + " random_seed=2,\n", + ")\n", + "\n", + "# displays the sn model that was randomly chosen\n", + "print(random_SN._sncosmo_source)\n", + "print(random_SN.source)\n", + "\n", + "min_mag = 100\n", + "time = np.linspace(-70, 250, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\", \"lsstz\", \"lssty\"]:\n", + " plt.plot(time, random_SN.get_apparent_magnitude(time, filt), label=filt)\n", + " if random_SN.source.peakmag(filt, sn_absolute_zpsys) < min_mag:\n", + " min_mag = random_SN.source.peakmag(filt, sn_absolute_zpsys)\n", + "\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.ylim(bottom=min_mag + 10, top=min_mag - 2)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "56b5f482", + "metadata": {}, + "source": [ + "For type Ia supernovae, the model directory should be set to the path of the SALT3.NIR_WAVEEXT directory." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "3f50fcdb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "class : SALT3Source\n", + "name : None\n", + "version : None\n", + "phases : [-20, .., 50] days\n", + "wavelengths: [2000, .., 25000] Angstroms\n", + "parameters:\n", + " x0 = 4.631419598832412e-06\n", + " x1 = 0.0\n", + " c = 0.0\n", + "-20.0\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\cputh\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sncosmo\\models.py:189: RuntimeWarning: divide by zero encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n" + ] }, { "data": { - "image/png": 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\n", + "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" + } + ], + "source": [ + "sn_type = \"Ia\"\n", + "sn_model = \"salt3-nir\"\n", + "modeldir = \"C:/Users/cputh/Documents/SALT3.NIR_WAVEEXT/\"\n", + "\n", + "\n", + "sn_absolute_mag = -19.3\n", + "sn_absolute_zpsys = \"ab\"\n", + "sn_absolute_mag_band = \"bessellb\"\n", + "z = 0.7\n", + "\n", + "my_SN = supernovae.Supernova(\n", + " source=sn_model,\n", + " redshift=z,\n", + " sn_type=sn_type,\n", + " absolute_mag=sn_absolute_mag,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + ")\n", + "\n", + "print(my_SN.source)\n", + "print(my_SN.source.minphase())\n", + "\n", + "time = np.linspace(-50, 100, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, my_SN.get_apparent_magnitude(time, filt), label=filt)\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c0e75337", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "salt3\n", + "class : SALT3Source\n", + "name : None\n", + "version : None\n", + "phases : [-20, .., 50] days\n", + "wavelengths: [2000, .., 25000] Angstroms\n", + "parameters:\n", + " x0 = 5.061652110982622e-06\n", + " x1 = -1.58688169380922\n", + " c = -0.19537964099282026\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\cputh\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sncosmo\\models.py:189: RuntimeWarning: invalid value encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n" + ] }, { "data": { - "image/png": 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\n", 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", 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" ] @@ -84,23 +417,31 @@ } ], "source": [ - "time = np.linspace(-20, 50, 1000)\n", - "for filt in [\"lsstr\", \"lssti\", \"lsstz\", \"lssty\"]:\n", - " plt.plot(time, my_SN.get_apparent_magnitude(time, filt), label=filt)\n", - " plt.gca().invert_yaxis()\n", - " plt.legend()\n", - " plt.xlabel(\"Phase\")\n", - " plt.ylabel(\"AB Mag\")\n", - " plt.show()" + "sn_type = \"Ia\"\n", + "modeldir = \"C:/Users/cputh/Documents/SALT3.NIR_WAVEEXT/\"\n", + "\n", + "\n", + "random_SN = random_supernovae.RandomizedSupernova(\n", + " sn_type=sn_type,\n", + " redshift=z,\n", + " absolute_mag_band=sn_absolute_mag_band,\n", + " mag_zpsys=sn_absolute_zpsys,\n", + " modeldir=modeldir,\n", + ")\n", + "\n", + "# displays the sn model that was randomly chosen\n", + "print(random_SN._sncosmo_source)\n", + "print(random_SN.source)\n", + "\n", + "time = np.linspace(-50, 100, 1000)\n", + "for filt in [\"F213\", \"F106\", \"lssti\", \"lsstg\"]:\n", + " plt.plot(time, random_SN.get_apparent_magnitude(time, filt), label=filt)\n", + "plt.gca().invert_yaxis()\n", + "plt.legend()\n", + "plt.xlabel(\"Phase (days)\")\n", + "plt.ylabel(\"AB Mag\")\n", + "plt.show()" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f7f29088", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { @@ -119,7 +460,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.4" + "version": "3.11.9" } }, "nbformat": 4, diff --git a/notebooks/supernovae_plus_extended_source_tutorial.ipynb b/notebooks/supernovae_plus_extended_source_tutorial.ipynb index 54e14da20..06022c79f 100644 --- a/notebooks/supernovae_plus_extended_source_tutorial.ipynb +++ b/notebooks/supernovae_plus_extended_source_tutorial.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -14,7 +14,11 @@ "from slsim.Plots.plot_functions import create_image_montage_from_image_list\n", "from slsim.image_simulation import point_source_coordinate_properties\n", "import matplotlib.pyplot as plt\n", - "import corner" + "import corner\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Deflectors as deflectors\n", + "from slsim.Sources.point_plus_extended_sources import PointPlusExtendedSources\n", + "from astropy.table import Table" ] }, { @@ -48,7 +52,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -63,41 +67,95 @@ "# define limits in the intrinsic deflector and source population (in addition to the\n", "# skypy config\n", "# file)\n", - "kwargs_deflector_cut = {\"z_min\": 0.01, \"z_max\": 2.5}\n", - "kwargs_source_cut = {}\n", - "## create a point plus extended source lens population.\n", - "supernova_lens_pop = LensPop(\n", - " deflector_type=\"elliptical\", # type of the deflector. It could be elliptical or\n", - " # all-galaxies.\n", - " source_type=\"supernovae_plus_galaxies\", # keyword for source type. it can be\n", - " # galaxies, quasar, quasar_plus_galaxies, and supernovae_plus_galaxies.\n", - " kwargs_deflector_cut=kwargs_deflector_cut, # cuts that one wants to apply for the\n", - " # deflector.\n", - " kwargs_source_cut=kwargs_source_cut, # cuts that one wants to apply for the\n", - " # source.\n", + "kwargs_deflector_cut = {\"band\": \"g\", \"band_max\": 23, \"z_min\": 0.01, \"z_max\": 2.5}\n", + "kwargs_source_cut = {\"z_min\": 0.1, \"z_max\": 5.0}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Generate galaxy population using skypy pipeline.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None, sky_area=sky_area, filters=None, cosmo=cosmo\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate deflector population class.\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut,\n", + " kwargs_mass2light=None,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Scotch host galaxy catalog can be downloaded from\n", + "# https://github.com/LSST-strong-lensing/data_public/blob/main/SupernovaeHostcatalog/scotch_SNIa_host_galaxies.fits\n", + "# Please download the data and give your path.\n", + "path = \"/Users/narayankhadka/Desktop/strong_lensing/scotch_SNIa_host_galaxies.fits\"\n", + "load_supernovae_data = Table.read(\n", + " path,\n", + " format=\"fits\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate source population class.\n", + "supernovae_host_population = PointPlusExtendedSources(\n", + " load_supernovae_data,\n", + " cosmo=cosmo,\n", + " sky_area=sky_area,\n", + " kwargs_cut=kwargs_source_cut, # cuts that one wants to apply for\n", + " # the source.\n", " variability_model=\"light_curve\", # keyword for the variability model.\n", - " kwargs_variability={\"supernovae_lightcurve\", \"i\"}, # specify kewords for\n", + " kwargs_variability_model={\"supernovae_lightcurve\", \"i\"}, # specify kewords for\n", " # lightcurve. \"i\" is a band for the lightcurve.\n", - " sn_type=\"Ia\", # supernovae type.\n", - " sn_absolute_mag_band=\"bessellb\", # Band used to normalize to absolute magnitude\n", - " sn_absolute_zpsys=\"ab\", # magnitude system. It can be Optional, AB or Vega.\n", - " kwargs_mass2light=None, # mass-to-light relation for the deflector galaxy.\n", - " skypy_config=None, # Sky configuration for the simulation. If None, lsst-like\n", - " # configuration will be used.\n", - " sky_area=sky_area, # Sky area for the simulation\n", - " cosmo=cosmo, # astropy cosmology\n", - " source_light_profile=\"double_sersic\", # light profile for the source galaxy\n", + " list_type=\"astropy_table\", # the data is in astropy table\n", " catalog_type=\"scotch\", # catalog type. It can be None or scotch\n", - " lightcurve_time=np.linspace(\n", - " -20, 100, 1000\n", - " ), # array of light curve observation time.\n", - " catalog_path=\"/Users/narayankhadka/Desktop/strong_lensing/\"\n", - " + \"scotch_SNIa_host_galaxies.fits\",\n", - " # path for catalog. If not provided, small size catalog from\n", - " # /slsim/Source/SupernovaeCatalog will be used for\n", - " # source_type=\"supernovae_plus_galaxies\" case. For other cases, we do not need to\n", - " # provide outside catalog. One can download scotch_SNIa_host_galaxies.fits from\n", - " # https://github.com/LSST-strong-lensing/data_public.git\n", + " light_profile=\"double_sersic\", # light profile for the source galaxy\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate LensPop class\n", + "sn_modeldir = \"/Users/narayankhadka/downloads/sncosmo_sn_models/SALT3.NIR_WAVEEXT\"\n", + "supernova_lens_pop = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=supernovae_host_population,\n", + " sky_area=sky_area,\n", + " cosmo=cosmo,\n", + " sn_type=\"Ia\",\n", + " sn_absolute_mag_band=\"bessellb\",\n", + " sn_absolute_zpsys=\"ab\",\n", + " lightcurve_time=np.linspace(-20, 100, 1000),\n", + " sn_modeldir=sn_modeldir,\n", ")" ] }, @@ -110,20 +168,9 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/lib/python3.9/site-packages/sncosmo/models.py:189: RuntimeWarning: divide by zero encountered in log10\n", - " result[i] = -2.5 * np.log10(f / zpf)\n", - "/opt/anaconda3/lib/python3.9/site-packages/sncosmo/models.py:189: RuntimeWarning: invalid value encountered in log10\n", - " result[i] = -2.5 * np.log10(f / zpf)\n" - ] - } - ], + "outputs": [], "source": [ "# specifying cuts of the population\n", "kwargs_lens_cuts = {}\n", @@ -135,27 +182,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of lenses: 109\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/narayankhadka/slsim/slsim/Sources/source.py:282: RuntimeWarning: divide by zero encountered in log10\n", - " mag_source0 = -2.5*np.log10(w0*flux)\n", - "/Users/narayankhadka/slsim/slsim/Sources/source.py:283: RuntimeWarning: divide by zero encountered in log10\n", - " mag_source1 = -2.5*np.log10(w1*flux)\n" - ] - } - ], + "outputs": [], "source": [ "print(\"Number of lenses:\", len(supernovae_lens_population))\n", "\n", @@ -195,22 +224,9 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "hist2dkwargs = {\n", " \"plot_density\": False,\n", @@ -234,42 +250,26 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(1.7932475,\n", - " 0.9310974613795093,\n", - " 23.800432,\n", - " 27.328109358133613,\n", - " 25.22320719102229,\n", - " 0.5325962344420238)" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "kwargs_lens_cut = {\"min_image_separation\": 1, \"max_image_separation\": 10}\n", "rgb_band_list = [\"i\", \"r\", \"g\"]\n", - "lens_class = supernovae_lens_population[30]\n", + "lens_class = supernovae_lens_population[0]\n", "(\n", " lens_class.source.source_dict[\"z\"],\n", " lens_class.einstein_radius,\n", " lens_class.source.source_dict[\"mag_i\"],\n", " lens_class.source.source_dict[\"ps_mag_i\"],\n", - " lens_class._deflector_dict[\"mag_i\"],\n", - " lens_class._deflector_dict[\"z\"],\n", + " lens_class.deflector.magnitude(\"i\"),\n", + " lens_class.deflector.redshift,\n", ")" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -285,21 +285,9 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[ 8.56478784, 22.07246457],\n", - " [15.4826612 , 14.48875134]])" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "pix_coord" ] @@ -313,7 +301,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -322,32 +310,9 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(-22.0, 100.0)" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plt.plot(light_curve[\"MJD\"], light_curve[\"ps_mag_i\"])\n", "# plt.ylim(12, 18)\n", @@ -366,7 +331,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -413,7 +378,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -434,18 +399,9 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/var/folders/2l/53gnsztn5m55tknx49g_n74h0000gn/T/ipykernel_2428/422990630.py:4: RuntimeWarning: divide by zero encountered in log10\n", - " log_images.append(np.log10(image_lens_series[i]))\n" - ] - } - ], + "outputs": [], "source": [ "## Images in log scale\n", "log_images = []\n", @@ -462,22 +418,9 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plot_montage = create_image_montage_from_image_list(\n", " num_rows=2, num_cols=5, images=image_lens_series, time=time, image_center=pix_coord\n", diff --git a/notebooks/supernovae_population_overview.ipynb b/notebooks/supernovae_population_overview.ipynb new file mode 100644 index 000000000..29da3d094 --- /dev/null +++ b/notebooks/supernovae_population_overview.ipynb @@ -0,0 +1,1258 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Initialization" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from astropy import units\n", + "from slsim.lens_pop import LensPop\n", + "import numpy as np\n", + "import corner\n", + "import matplotlib.pyplot as plt\n", + "from scipy import stats\n", + "import pandas as pd\n", + "from distfit import distfit\n", + "from matplotlib.ticker import NullFormatter\n", + "import seaborn as sns\n", + "from collections import Counter\n", + "\n", + "\n", + "from slsim.Sources.Supernovae.supernovae_pop import SNIaRate\n", + "from slsim.Sources.Supernovae.supernovae_pop import calculate_star_formation_rate\n", + "from slsim.Sources.Supernovae.supernovae_pop import delay_time_distribution\n", + "from slsim.Sources.Supernovae.supernovae_lightcone import SNeLightcone\n", + "from slsim.Sources.galaxy_catalog import GalaxyCatalog\n", + "from slsim.Sources.supernovae_host_match import SupernovaeHostMatch\n", + "from slsim.Sources.SupernovaeCatalog.supernovae_sample import (\n", + " supernovae_host_galaxy_offset,\n", + ")\n", + "from slsim.lens import image_separation_from_positions\n", + "from slsim.image_simulation import point_source_coordinate_properties\n", + "from slsim.image_simulation import lens_image_series\n", + "from slsim.Plots.plot_functions import create_image_montage_from_image_list\n", + "import slsim.Pipelines as pipelines\n", + "import slsim.Deflectors as deflectors\n", + "from slsim.Sources.point_sources import PointSources\n", + "from slsim.Sources.point_plus_extended_sources import PointPlusExtendedSources\n", + "from slsim.Sources.SupernovaeCatalog.supernovae_sample import SupernovaeCatalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Plotting functions\n", + "def plot(x, y, x_label, y_label, title, color, legend, label):\n", + " plt.plot(x, y, color=color, label=label)\n", + " plt.xlabel(x_label, fontsize=15)\n", + " plt.ylabel(y_label, fontsize=15)\n", + " plt.xticks(fontsize=15)\n", + " plt.yticks(fontsize=15)\n", + " plt.title(title, fontsize=\"15\")\n", + " if legend:\n", + " plt.legend(fontsize=15)\n", + "\n", + "\n", + "def semilog(x, y, x_label, y_label, title, color, legend, label):\n", + " plt.semilogy(x, y, color=color, label=label)\n", + " plt.xlabel(x_label, fontsize=15)\n", + " plt.ylabel(y_label, fontsize=15)\n", + " plt.xticks(fontsize=15)\n", + " plt.yticks(fontsize=15)\n", + " plt.title(title, fontsize=\"15\")\n", + " if legend:\n", + " plt.legend(fontsize=15)\n", + "\n", + "\n", + "def hist(x, x_label, y_label, title, legend, label, bins, color):\n", + " plt.hist(x, bins=bins, label=label, color=color)\n", + " plt.xlabel(x_label, fontsize=15)\n", + " plt.ylabel(y_label, fontsize=15)\n", + " plt.xticks(fontsize=15)\n", + " plt.yticks(fontsize=15)\n", + " plt.title(title, fontsize=\"15\")\n", + " if legend:\n", + " plt.legend(fontsize=15)\n", + "\n", + "\n", + "def scatter(x, y, x_label, y_label, title, legend, label, color):\n", + " plt.scatter(x, y, label=label, color=color, s=10)\n", + " plt.xlabel(x_label, fontsize=15)\n", + " plt.ylabel(y_label, fontsize=15)\n", + " plt.xticks(fontsize=15)\n", + " plt.yticks(fontsize=15)\n", + " plt.title(title, fontsize=\"15\")\n", + " if legend:\n", + " plt.legend(fontsize=15)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Supernovae Ia Population Overview\n", + "Within this overview notebook, we illustrate the process of SNe Ia population implementation and analyze the population distribution\n", + "\n", + "\n", + "1. Number density calculation (SNIaRate Class)\n", + "\n", + "2. Lightcone integration (SNeLightcone Class)\n", + "\n", + "3. Host galaxy matching (SupernovaeHostMatch Class)\n", + "\n", + "4. Host galaxy offset distribution and selection (Requires download of Wang et al. 2013 SNe Ia sample from the resources section of the following link: https://www.science.org/doi/10.1126/science.1231502)\n", + "\n", + "5. Analyzing the population \n", + "(Requires download of the \"SALT3.NIR_WAVEEXT\" data folder\n", + "from the following link: https://github.com/LSST-strong-lensing/data_public/tree/main/sncosmo_sn_models)\n", + "\n", + "6. Imaging the population\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Number Density Calculation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Initialize the SNIaRate Class" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define a cosmology\n", + "cosmo = FlatLambdaCDM(70, 0.3)\n", + "\n", + "# Initialize the class\n", + "sne_rate = SNIaRate(cosmo, 10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plots" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define array of redshifts\n", + "z_array = np.linspace(0, 13, 100)\n", + "rate_list = []\n", + "\n", + "# Calculate star formation rate given redshift using the function 'calculate_star_formation_rate'\n", + "for i in np.arange(100):\n", + " rate_list.append(calculate_star_formation_rate(z_array[i]))\n", + "\n", + "# Plot star formation rate as a function of redshift\n", + "plot(\n", + " z_array,\n", + " rate_list,\n", + " \"z\",\n", + " r\"$\\rho_{SF}R$ $[ M_{\\odot} yr^{-1}Mpc^{-3}]$\",\n", + " \"z vs. \" r\"$\\rho_{SFR}$\",\n", + " \"black\",\n", + " False,\n", + " \"n/a\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define array of time delays\n", + "t_d_array = np.linspace(0, 13, 100)\n", + "dist_list = []\n", + "\n", + "# Calculate time delay distribution given time delay using the function 'delay_time_distribution'\n", + "for i in np.arange(100):\n", + " dist_list.append(delay_time_distribution(t_d_array[i]))\n", + "\n", + "# Plot time delay distribution as a function of time delay\n", + "plot(\n", + " t_d_array,\n", + " dist_list,\n", + " r\"$t_{d}$ [Gy]\",\n", + " r\"$f(t_{d})$ [Gy]\",\n", + " \"$f(t_{d})$ vs. $t_{d}$\",\n", + " \"black\",\n", + " False,\n", + " \"n/a\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define array of times\n", + "t_array = np.linspace(0.1, 13, 1000)\n", + "\n", + "z_list = []\n", + "\n", + "# Calculate redshift given time using the class function 'z_from_t'\n", + "for i in np.arange(1000):\n", + " z_list.append(sne_rate.z_from_time(t_array[i]))\n", + "\n", + "# Plot redshift as a function of time\n", + "plot(\n", + " t_array,\n", + " z_list,\n", + " \"t [Gy]\",\n", + " \"z\",\n", + " \"z vs. t $(Om_{0} = 0.3)$\",\n", + " \"black\",\n", + " False,\n", + " r\"$H_{0}$=70\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define array of redshifts\n", + "z_array = np.linspace(0, 10, 100)\n", + "\n", + "# Define \"little\" h\n", + "h = cosmo.H(0).to_value() / 100\n", + "\n", + "# Calculate density given redshift using the class function 'calculate_SNIa_rate'\n", + "density_list = sne_rate.calculate_SNIa_rate(z_array) * h\n", + "\n", + "# Plot number density vs. redshift (Replicating Fig. 2 - Oguri and Marshall 2010)\n", + "semilog(\n", + " z_array,\n", + " density_list,\n", + " \"z\",\n", + " r\"$n_{Ia}$ $[yr^{-1}Mpc^{-3}]$\",\n", + " \"$n_{Ia}$ vs. z\",\n", + " \"black\",\n", + " False,\n", + " r\"$H_{0}$=70\",\n", + ")\n", + "plt.xlim(0, 4)\n", + "plt.ylim(10e-6, 10e-4)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Lightcone Integration" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define a cosmology\n", + "cosmo = FlatLambdaCDM(70, 0.3)\n", + "\n", + "# Define redshift range of the lightcone (at the moment, i-band lightcurve upper limit = 2.379)\n", + "redshifts = np.linspace(0, 2.379, 50)\n", + "\n", + "# Define sky area of the lightcone\n", + "sky_area = Quantity(value=20, unit=\"deg2\")\n", + "\n", + "# Consider noise in lightcone integration\n", + "noise = True\n", + "\n", + "# Define a time interval of the lightcone\n", + "time_interval = 1 * units.year\n", + "\n", + "# Intialize lightcone class\n", + "sne_lightcone = SNeLightcone(cosmo, redshifts, sky_area, noise, time_interval)\n", + "\n", + "# Generate supernovae catalog within the initialized lightcone using the class function 'supernovae_sample'\n", + "lightcone_array = sne_lightcone.supernovae_sample()\n", + "\n", + "# Plot histogram of the number of obtained supernovae within the lightcone as a function of redshift\n", + "label = \"SNe:{}, SkyArea:{}\".format(len(lightcone_array), sky_area.value)\n", + "hist(\n", + " lightcone_array,\n", + " \"z\",\n", + " \"Number of SNe Ia [$yr^{-1}$]\",\n", + " \"SNe Ia Distribution\",\n", + " True,\n", + " label,\n", + " 12,\n", + " None,\n", + ")\n", + "plt.xlim(0, 9)\n", + "\n", + "# Include i-band lightcurve cutoff line on the plot for clarity\n", + "plt.axvline(x=2.379, color=\"red\", linestyle=\"--\", linewidth=2)\n", + "\n", + "print(np.shape(lightcone_array))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Host Galaxy Matching" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Supernovae Catalog Generation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define a cosmology\n", + "cosmo = FlatLambdaCDM(70, 0.3)\n", + "\n", + "# Define sky area\n", + "sky_area = Quantity(value=1, unit=\"deg2\")\n", + "\n", + "# Initialize lightcone class\n", + "sne_lightcone = SNeLightcone(\n", + " cosmo=cosmo,\n", + " redshifts=np.linspace(0, 2.379, 50),\n", + " sky_area=sky_area,\n", + " noise=True,\n", + " time_interval=1 * units.year,\n", + ")\n", + "\n", + "# Generate supernovae catalog within the initialized lightcone using the class function 'supernovae_sample'\n", + "supernovae_catalog = sne_lightcone.supernovae_sample()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Galaxy Catalog Generation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define sky area\n", + "sky_area = Quantity(value=1, unit=\"deg2\")\n", + "\n", + "# Initialize galaxy catalog class\n", + "galaxy_catalog = GalaxyCatalog(cosmo=cosmo, skypy_config=None, sky_area=sky_area)\n", + "\n", + "# Generate galaxy catalog within the using the class function 'galaxy_catalog'\n", + "galaxy_catalog = galaxy_catalog.galaxy_catalog()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Catalog Matching" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Intialize SNe Ia host galaxy matching class\n", + "sne_match = SupernovaeHostMatch(supernovae_catalog, galaxy_catalog)\n", + "\n", + "# Generate a catalog of SNe Ia matched with corresponding host galaxies using class function 'match'\n", + "matched_catalog = sne_match.match()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(10, 5))\n", + "\n", + "# Plot log host galaxy stellar mass vs. redshift scatter plot\n", + "# scatter(galaxy_catalog['z'], np.log10(galaxy_catalog['stellar_mass']), 'z', 'Log(Stellar Mass)', 'Host Galaxy z vs. Log(Stellar Mass)', True, 'All Candidates', None)\n", + "# scatter(matched_catalog['z'], np.log10(matched_catalog['stellar_mass']), 'z', 'Log(Stellar Mass)', 'Host Galaxy z vs. Log(Stellar Mass)', True, 'Selected Hosts', 'red')\n", + "\n", + "# Plot log host galaxy stellar mass vs. redshift contour plot\n", + "sns.kdeplot(\n", + " x=galaxy_catalog[\"z\"],\n", + " y=np.log10(galaxy_catalog[\"stellar_mass\"]),\n", + " color=None,\n", + " label=\"\",\n", + " legend=True,\n", + ")\n", + "sns.kdeplot(\n", + " x=matched_catalog[\"z\"],\n", + " y=np.log10(matched_catalog[\"stellar_mass\"]),\n", + " color=\"red\",\n", + " label=\"Selected Hosts\",\n", + " legend=True,\n", + ")\n", + "plt.title(\"Host Galaxy z vs. Log(Stellar Mass)\", fontsize=15)\n", + "plt.xlabel(\"z\", fontsize=15)\n", + "plt.ylabel(\"Log(Stellar Mass)\", fontsize=15)\n", + "plt.xticks(fontsize=15)\n", + "plt.yticks(fontsize=15)\n", + "plt.legend(loc=\"lower right\", labels=[\"All Candidates\", \"Selected Hosts\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Host Galaxy Offset Distribution" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Import Wang et al. 2013 SNe Ia dataset\n", + "file_path = \"C:/Users/Carly/Downloads/offset_data.csv\" # '....../Downloads/data.csv'\n", + "\n", + "data = pd.read_csv(file_path, delimiter=\"\\t\")\n", + "\n", + "# Select the data in the offset ratio column\n", + "data = np.array(data[\"R_sn/R_gal\"])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Determine the parameters for a lognormal distribution fitted to the offset data\n", + "dfit = distfit(distr=\"lognorm\")\n", + "dfit.fit_transform(data)\n", + "fig, ax = dfit.plot(chart=\"pdf\", fontsize=\"20\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Calculate a sample distribution of offset ratios drawn from the lognorm distribution\n", + "offsets = list(stats.lognorm.rvs(0.764609, loc=-0.0284546, scale=0.450885, size=500))\n", + "\n", + "# Limit offset ratios to 3 or less\n", + "offsets = [offset for offset in offsets if offset < 3]\n", + "\n", + "# Plot a histogram of offset ratios\n", + "plt.hist(offsets, bins=15)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Host Galaxy Offset Selection" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Calculate Offsets" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Calculate offsets for the matched catalog using the function 'supernovae_host_galaxy_offset'\n", + "x_offset, y_offset, e1, e2 = supernovae_host_galaxy_offset(matched_catalog)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "x = x_offset\n", + "y = y_offset\n", + "\n", + "nullfmt = NullFormatter()\n", + "\n", + "# Set axes sizes\n", + "left, width = 0.1, 0.65\n", + "bottom, height = 0.1, 0.65\n", + "bottom_h = left_h = left + width + 0.02\n", + "\n", + "rect_scatter = [left, bottom, width, height]\n", + "rect_histx = [left, bottom_h, width, 0.2]\n", + "rect_histy = [left_h, bottom, 0.2, height]\n", + "\n", + "# Set figure sizes and types\n", + "plt.figure(1, figsize=(8, 8))\n", + "\n", + "axScatter = plt.axes(rect_scatter)\n", + "axHistx = plt.axes(rect_histx)\n", + "axHisty = plt.axes(rect_histy)\n", + "\n", + "axHistx.xaxis.set_major_formatter(nullfmt)\n", + "axHisty.yaxis.set_major_formatter(nullfmt)\n", + "\n", + "# Plot the x and y offsets in a scatter plot\n", + "axScatter.scatter(x, y)\n", + "\n", + "# Determine and set axes limits\n", + "binwidth = 0.25\n", + "xymax = np.max([np.max(np.fabs(x)), np.max(np.fabs(y))])\n", + "lim = (int(xymax / binwidth) + 1) * binwidth\n", + "\n", + "axScatter.set_xlim((-4.5, 4.5))\n", + "axScatter.set_ylim((-4.5, 4.5))\n", + "\n", + "# Set the number of bins in the outer histograms\n", + "bins = np.arange(-4.5, 4.5 + binwidth, binwidth)\n", + "axHistx.hist(x, bins=25)\n", + "axHisty.hist(y, bins=25, orientation=\"horizontal\")\n", + "\n", + "axHistx.set_xlim(axScatter.get_xlim())\n", + "axHisty.set_ylim(axScatter.get_ylim())\n", + "\n", + "# Calculate minimum, maximum, and mean host galaxy radii\n", + "theta = np.linspace(0, 2 * np.pi, 100)\n", + "r_mean = np.rad2deg(np.mean(matched_catalog[\"angular_size\"])) * units.deg\n", + "r_min = np.rad2deg(np.min(matched_catalog[\"angular_size\"])) * units.deg\n", + "r_max = np.rad2deg(np.max(matched_catalog[\"angular_size\"])) * units.deg\n", + "r_mean = r_mean.to(units.arcsec)\n", + "r_min = r_min.to(units.arcsec)\n", + "r_max = r_max.to(units.arcsec)\n", + "\n", + "# Plot the radii\n", + "x = r_min * np.cos(theta)\n", + "y = r_min * np.sin(theta)\n", + "axScatter.plot(x, y, color=\"red\", label=\"Minimum Radius\")\n", + "\n", + "x = r_mean * np.cos(theta)\n", + "y = r_mean * np.sin(theta)\n", + "axScatter.plot(x, y, color=\"black\", label=\"Mean Radius\")\n", + "\n", + "x = r_max * np.cos(theta)\n", + "y = r_max * np.sin(theta)\n", + "axScatter.plot(x, y, color=\"green\", label=\"Maximum Radius\")\n", + "\n", + "axScatter.set_xlabel(\"x [arcsec]\")\n", + "axScatter.set_ylabel(\"y [arcsec]\")\n", + "axScatter.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Analyzing the Population" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Generate Lensed Population (Point Source)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# Define sky area scaling\n", + "sky_area = Quantity(value=30, unit=\"deg2\")\n", + "\n", + "# Define source and deflector sky areas\n", + "source_sky_area = Quantity(value=1, unit=\"deg2\")\n", + "deflector_sky_area = Quantity(value=1, unit=\"deg2\")\n", + "\n", + "# Define limits in the intrinsic deflector and source population (in addition to the\n", + "# skypy config file)\n", + "kwargs_deflector_cut = {\"z_min\": 0.01, \"z_max\": 2.379}\n", + "kwargs_source_cut = {}\n", + "\n", + "# Create a point source lens population with 'LensPop'\n", + "modeldir = \"/Users/narayankhadka/downloads/sncosmo_sn_models/SALT3.NIR_WAVEEXT\" # ....../Downloads/SALT3.NIR_WAVEEXT/" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Generate galaxy population using skypy pipeline which will be used here as deflectors.\n", + "galaxy_simulation_pipeline = pipelines.SkyPyPipeline(\n", + " skypy_config=None, sky_area=deflector_sky_area, filters=None, cosmo=cosmo\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate deflector population class.\n", + "lens_galaxies = deflectors.AllLensGalaxies(\n", + " red_galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut, # Cuts to apply to deflector\n", + " kwargs_mass2light=None,\n", + " cosmo=cosmo,\n", + " sky_area=deflector_sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Initiate class that generates supernovae population\n", + "supernovae_catalog_class = SupernovaeCatalog(\n", + " sn_type=\"Ia\",\n", + " band_list=[\"i\"],\n", + " lightcurve_time=np.linspace(-20, 100, 1000),\n", + " absolute_mag=None,\n", + " absolute_mag_band=\"bessell\",\n", + " mag_zpsys=\"ab\",\n", + " cosmo=cosmo,\n", + " skypy_config=None,\n", + " sky_area=source_sky_area,\n", + " sn_modeldir=modeldir, # Selected model's directory\n", + ")\n", + "# generate supernovae samples\n", + "supernovae_sample = supernovae_catalog_class.supernovae_catalog(\n", + " host_galaxy=False, lightcurve=False\n", + ")\n", + "# Initiate source population class\n", + "supernovae_population = PointSources(\n", + " supernovae_sample,\n", + " cosmo=cosmo,\n", + " sky_area=source_sky_area,\n", + " kwargs_cut=kwargs_source_cut, # Cuts to apply to source\n", + " variability_model=\"light_curve\", # Keyword for the variability model\n", + " kwargs_variability_model={\"supernovae_lightcurve\", \"i\"}, # Specify keywords for\n", + " # lightcurve with band type 'i'\n", + " light_profile=\"single_sersic\", # Light profile for the source galaxy\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "supernova_lens_pop_ps = LensPop(\n", + " deflector_population=lens_galaxies,\n", + " source_population=supernovae_population,\n", + " sky_area=sky_area,\n", + " cosmo=cosmo,\n", + " sn_type=\"Ia\",\n", + " sn_absolute_mag_band=\"bessellb\",\n", + " sn_absolute_zpsys=\"ab\",\n", + " lightcurve_time=np.linspace(-20, 100, 1000),\n", + " sn_modeldir=modeldir,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Print the number of resulting deflectors and sources\n", + "supernova_lens_pop_ps.deflector_number, supernova_lens_pop_ps.source_number" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Specify cuts to the population\n", + "kwargs_lens_cuts = {}\n", + "\n", + "# Determine the lensed population using 'draw_population'\n", + "supernova_lens_population_ps = supernova_lens_pop_ps.draw_population(\n", + " kwargs_lens_cuts=kwargs_lens_cuts, speed_factor=10000\n", + ")\n", + "\n", + "# Print the number of resulting lensed supernovae in the population\n", + "len(supernova_lens_population_ps)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Corner Plot" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define parameter labels\n", + "lens_samples = []\n", + "labels = [\n", + " r\"$\\sigma_v$\",\n", + " r\"$\\log(M_{*})$\",\n", + " r\"$\\theta_E$\",\n", + " r\"$z_{\\rm l}$\",\n", + " r\"$z_{\\rm s}$\",\n", + " r\"$m_{\\rm source}$\",\n", + " r\"$m_{\\rm lens}$\",\n", + " r\"$t_{\\rm d}$\",\n", + " \"m\",\n", + " r\"$im_{\\rm sep}$\",\n", + "]\n", + "\n", + "# Calculate parameters for each lens\n", + "for ps_lens in supernova_lens_population_ps:\n", + " vel_disp = ps_lens.deflector_velocity_dispersion()\n", + " m_star = ps_lens.deflector_stellar_mass()\n", + " theta_e = ps_lens.einstein_radius\n", + " zl = ps_lens.deflector_redshift\n", + " zs = ps_lens.source_redshift\n", + " source_mag = min(ps_lens.point_source_magnitude(band=\"i\", lensed=True))\n", + " deflector_mag = ps_lens.deflector_magnitude(band=\"i\")\n", + " time_delay = ps_lens.point_source_arrival_times()\n", + " magnification = ps_lens.point_source_magnification()\n", + " image_sep = image_separation_from_positions(ps_lens.point_source_image_positions())\n", + " lens_samples.append(\n", + " [\n", + " vel_disp,\n", + " np.log10(m_star),\n", + " theta_e,\n", + " zl,\n", + " zs,\n", + " source_mag,\n", + " deflector_mag,\n", + " time_delay[0],\n", + " magnification[0],\n", + " image_sep,\n", + " ]\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "hist2dkwargs = {\n", + " \"plot_density\": False,\n", + " \"plot_contours\": False,\n", + " \"plot_datapoints\": True,\n", + " \"color\": \"b\",\n", + " \"data_kwargs\": {\"ms\": 10},\n", + "}\n", + "\n", + "# Create corner plot with the calculated parameters for the lensed population\n", + "corner.corner(np.array(lens_samples), labels=labels, **hist2dkwargs)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Redshift Distribution Plot" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Calculate parameters and apply selection criteria\n", + "redshift_dist = []\n", + "for ps_lens in supernova_lens_population_ps:\n", + " zl = ps_lens.deflector_redshift\n", + " zs = ps_lens.source_redshift\n", + " image_sep = image_separation_from_positions(ps_lens.point_source_image_positions())\n", + " source_mag = ps_lens.point_source_magnitude(band=\"i\", lensed=True)\n", + "\n", + " # Fig.2 - Arendse et al. 2024 redshift cut\n", + " if zl < 1.5 and zs < 1.5:\n", + "\n", + " # Multiply imaged criteria\n", + " if len(source_mag) > 1:\n", + "\n", + " # Source magnitude cut\n", + " if min(source_mag) < 25:\n", + " if len(source_mag) == 2:\n", + " flux_ratio = 10 ** ((source_mag[1] - source_mag[0]) / (-2.5))\n", + " # SNe flux ratio criteria for doubly lensed sources (0.1 < ratio < 10)\n", + " if flux_ratio > 0.1 and flux_ratio < 10:\n", + " # Image separation criteria (0.1 < sep < 4)\n", + " if image_sep > 0.5 and image_sep < 4:\n", + " redshift_dist.append([zl, zs])\n", + " else:\n", + " # Image separation criteria (0.1 < sep < 4)\n", + " if image_sep > 0.5 and image_sep < 4:\n", + " redshift_dist.append([zl, zs])\n", + "\n", + " # Magnification criteria\n", + " else:\n", + " if min(source_mag) < 25:\n", + " redshift_dist.append([zl, zs])\n", + "\n", + "\n", + "# Find unlensed SNe distribution as the difference between total SNe and lensed SNe\n", + "source_list = list(supernova_lens_pop_ps._sources._point_source_select.columns[0])\n", + "\n", + "size = supernova_lens_pop_ps.source_number - len(\n", + " [sublist[1] for sublist in redshift_dist]\n", + ")\n", + "total_SNe = np.random.choice(source_list, size=size, replace=True)\n", + "\n", + "unlensed_SNe = list(\n", + " (Counter(total_SNe) - Counter([sublist[1] for sublist in redshift_dist])).elements()\n", + ")\n", + "\n", + "# Redshift PDF Plotting\n", + "# Replicating Fig. 2 - Arendse et al. 2024 (Without z < 1.5 redshift cut)\n", + "plt.figure(figsize=(10, 5))\n", + "\n", + "# Plot deflector population\n", + "sns.kdeplot(\n", + " [sublist[0] for sublist in redshift_dist],\n", + " fill=True,\n", + " label=\"Lens galaxies\",\n", + " alpha=0.6,\n", + " linewidth=2,\n", + ")\n", + "\n", + "# Plot source population\n", + "sns.kdeplot(\n", + " [sublist[1] for sublist in redshift_dist],\n", + " fill=True,\n", + " label=\"Lensed SNIa\",\n", + " color=\"purple\",\n", + " alpha=0.4,\n", + " linewidth=2,\n", + ")\n", + "\n", + "# Plot unlensed SN Ia population\n", + "sns.kdeplot(\n", + " unlensed_SNe,\n", + " fill=False,\n", + " linestyle=\"--\",\n", + " label=\"Unlensed SNIa\",\n", + " color=\"red\",\n", + " linewidth=2,\n", + " bw_adjust=3,\n", + ")\n", + "\n", + "plt.xlabel(\"Redshift\")\n", + "plt.ylabel(\"Probability density\")\n", + "plt.legend()\n", + "plt.grid(False)\n", + "plt.xlim(0, None)\n", + "plt.figure(figsize=(10, 5))\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Imaging the Population" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Generate Lensed Population (Extended Source)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Define a cosmology\n", + "cosmo = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# Define sky area scaling\n", + "sky_area = Quantity(value=10, unit=\"deg2\")\n", + "\n", + "# Define source and deflector sky areas\n", + "source_sky_area = Quantity(value=1, unit=\"deg2\")\n", + "deflector_sky_area = Quantity(value=1, unit=\"deg2\")\n", + "\n", + "# Define limits in the intrinsic deflector and source population\n", + "kwargs_deflector_cut = {\"z_min\": 0.01, \"z_max\": 2.379}\n", + "kwargs_source_cut = {}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# generate supernovae samples with host galaxies\n", + "supernovae_plus_host_galaxies = supernovae_catalog_class.supernovae_catalog(\n", + " host_galaxy=True, lightcurve=False\n", + ")\n", + "# Initiate source population class\n", + "supernovae_plus_host_galaxy_population = PointPlusExtendedSources(\n", + " supernovae_plus_host_galaxies,\n", + " cosmo=cosmo,\n", + " sky_area=source_sky_area,\n", + " kwargs_cut=kwargs_source_cut, # Cuts to apply to source\n", + " variability_model=\"light_curve\", # Keyword for the variability model\n", + " kwargs_variability_model={\"supernovae_lightcurve\", \"i\"}, # Specify keywords for\n", + " # lightcurve with band type 'i'\n", + " light_profile=\"single_sersic\", # Light profile for the source galaxy\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "elliptical_lens_galaxies = deflectors.EllipticalLensGalaxies(\n", + " galaxy_list=galaxy_simulation_pipeline.red_galaxies,\n", + " kwargs_cut=kwargs_deflector_cut, # Cuts to apply to deflector\n", + " kwargs_mass2light={},\n", + " cosmo=cosmo,\n", + " sky_area=deflector_sky_area,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Create a point plus extended source lens population with 'LensPop'\n", + "supernova_lens_pop_extended = LensPop(\n", + " deflector_population=elliptical_lens_galaxies,\n", + " source_population=supernovae_plus_host_galaxy_population,\n", + " sky_area=sky_area,\n", + " cosmo=cosmo,\n", + " sn_type=\"Ia\",\n", + " sn_absolute_mag_band=\"bessellb\",\n", + " sn_absolute_zpsys=\"ab\",\n", + " lightcurve_time=np.linspace(-20, 100, 1000),\n", + " sn_modeldir=modeldir,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Print the number of resulting deflectors and sources\n", + "supernova_lens_pop_extended.deflector_number, supernova_lens_pop_extended.source_number" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Specify cuts to the population\n", + "kwargs_lens_cuts = {}\n", + "\n", + "# Determine the lensed population using 'draw_population'\n", + "supernova_lens_population_extended = supernova_lens_pop_extended.draw_population(\n", + " kwargs_lens_cuts=kwargs_lens_cuts, speed_factor=10000\n", + ")\n", + "\n", + "# Print the number of resulting lensed supernovae in the population\n", + "len(supernova_lens_population_extended)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Number of lenses:\", len(supernova_lens_population_extended))\n", + "\n", + "lens_samples = []\n", + "labels = [\n", + " r\"$\\sigma_v$\",\n", + " r\"$\\log(M_{*})$\",\n", + " r\"$\\theta_E$\",\n", + " r\"$z_{\\rm l}$\",\n", + " r\"$z_{\\rm s}$\",\n", + " r\"$m_{\\rm host}$\",\n", + " r\"$m_{\\rm ps}$\",\n", + " r\"$m_{\\rm lens}$\",\n", + "]\n", + "\n", + "for supernovae_lens in supernova_lens_population_extended:\n", + " vel_disp = supernovae_lens.deflector_velocity_dispersion()\n", + " m_star = supernovae_lens.deflector_stellar_mass()\n", + " theta_e = supernovae_lens.einstein_radius\n", + " zl = supernovae_lens.deflector_redshift\n", + " zs = supernovae_lens.source_redshift\n", + " source_mag = supernovae_lens.extended_source_magnitude(band=\"i\", lensed=True)\n", + " ps_source_mag = supernovae_lens.point_source_magnitude(band=\"i\")\n", + " deflector_mag = supernovae_lens.deflector_magnitude(band=\"i\")\n", + " lens_samples.append(\n", + " [\n", + " vel_disp,\n", + " np.log10(m_star),\n", + " theta_e,\n", + " zl,\n", + " source_mag,\n", + " ps_source_mag,\n", + " deflector_mag,\n", + " ]\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Select lens" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Lens population image separation cut\n", + "kwargs_lens_cut = {\"min_image_separation\": 0.1, \"max_image_separation\": 10}\n", + "\n", + "# Selection of band\n", + "rgb_band_list = [\"i\", \"r\", \"g\"]\n", + "\n", + "# Index of the lens to be imaged\n", + "index = 0\n", + "\n", + "lens_class = supernova_lens_population_extended[index]\n", + "(\n", + " lens_class.source.source_dict[\"z\"],\n", + " lens_class.einstein_radius,\n", + " lens_class.source.source_dict[\"mag_i\"],\n", + " lens_class.source.source_dict[\"ps_mag_i\"],\n", + ")\n", + "\n", + "pix_coord = point_source_coordinate_properties(\n", + " lens_class,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " delta_pix=0.2,\n", + " num_pix=32,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + ")[\"image_pix\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot Lightcurve" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "light_curve = lens_class.source.variability_class.kwargs_model\n", + "plt.plot(light_curve[\"MJD\"], light_curve[\"ps_mag_i\"])\n", + "plt.gca().invert_yaxis()\n", + "plt.ylabel(\"Magnitude\")\n", + "plt.xlabel(\"Time\" \"[Days]\")\n", + "plt.xlim(-22, 100)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Image Configuration and Simulation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "time = np.array([-40, -20, -10, -5, 0, 5, 10, 20, 40, 60])\n", + "\n", + "repeats = 10\n", + "\n", + "# Load psf kernel and transform matrix.\n", + "path = \"/Users/Carly/slsim/tests/TestData/psf_kernels_for_deflector.npy\" # ......./slsim/tests/Test/Data/psf_kernels_for_deflector.npy\n", + "psf_kernel = 1 * np.load(path)\n", + "psf_kernel[psf_kernel < 0] = 0\n", + "transform_matrix = np.array([[0.2, 0], [0, 0.2]])\n", + "\n", + "# Set up psf kernel for each exposure\n", + "psf_kernel_list = [psf_kernel]\n", + "transform_matrix_list = [transform_matrix]\n", + "psf_kernels_all = psf_kernel_list * repeats\n", + "\n", + "# Set pixel to angle transform matrix\n", + "transform_matrix_all = transform_matrix_list * repeats\n", + "\n", + "# Provide magnitude zero point for each exposure\n", + "mag_list = [31.0]\n", + "mag_zero_points_all = mag_list * repeats\n", + "\n", + "expo_list = [30]\n", + "exposure_time_all = expo_list * repeats" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Simulate a lens image\n", + "image_lens_series = lens_image_series(\n", + " lens_class=lens_class,\n", + " band=\"i\",\n", + " mag_zero_point=mag_zero_points_all,\n", + " num_pix=32,\n", + " psf_kernel=psf_kernels_all,\n", + " transform_pix2angle=transform_matrix_all,\n", + " exposure_time=exposure_time_all,\n", + " t_obs=time,\n", + " # Sets extended source and deflector to appear in the lens image\n", + " with_deflector=True,\n", + " with_source=True,\n", + ")\n", + "\n", + "# In log scale:\n", + "log_images = []\n", + "for i in range(len(image_lens_series)):\n", + " log_images.append(np.log10(image_lens_series[i]))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plot_montage = create_image_montage_from_image_list(\n", + " num_rows=2, num_cols=5, images=image_lens_series, time=time, image_center=pix_coord\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/validation_notebooks/image_validation.ipynb b/notebooks/validation_notebooks/image_validation.ipynb new file mode 100644 index 000000000..466b0cf95 --- /dev/null +++ b/notebooks/validation_notebooks/image_validation.ipynb @@ -0,0 +1,1970 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import pickle\n", + "from astropy.table import Table\n", + "from slsim.image_simulation import (\n", + " image_data_class,\n", + " lens_image,\n", + " rgb_image_from_image_list,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Validation of image simulation in SLSim\n", + "\n", + "Most of the functions in the image simulation take Lens class as an input. So, we need to\n", + "\n", + "supply all the dc2 galaxy information in the form of Lens class. So, here we mimic Lens \n", + "\n", + "class only with necessary Lens class parts which are necessary for image simulation.\n", + "\n", + "Before runing this notebook, please download all the data needed from the following link:\n", + "\n", + "https://github.com/LSST-strong-lensing/data_public/tree/main/dp0_images_data_for_slsim_image_validation\n", + "\n", + "Then, please change data path to your storage path." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "## lens_class for validation\n", + "class Lens1(object):\n", + " def __init__(\n", + " self, kwargs_model, kwargs_lens, kwargs_source, kwargs_lens_light, kwargs_ps\n", + " ):\n", + " self.kwargs_model = kwargs_model\n", + " self.kwargs_lens = kwargs_lens\n", + " self.kwargs_source = kwargs_source\n", + " self.kwargs_lens_light = kwargs_lens_light\n", + " self.kwargs_ps = kwargs_ps\n", + "\n", + " def lenstronomy_kwargs(self, band=None):\n", + " self.band = band\n", + " kwargs_params = {\n", + " \"kwargs_lens\": self.kwargs_lens,\n", + " \"kwargs_source\": self.kwargs_source,\n", + " \"kwargs_lens_light\": self.kwargs_lens_light,\n", + " \"kwargs_ps\": self.kwargs_ps,\n", + " }\n", + " return self.kwargs_model, kwargs_params\n", + "\n", + "\n", + "class Lens2(object):\n", + " def __init__(self, kwargs_model):\n", + " self.kwargs_model = kwargs_model\n", + "\n", + " def lenstronomy_kwargs(self, band=None):\n", + " return self.kwargs_model, None" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Let's get dc2 galaxy center in slsim image grid" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "kwargs_model = {\n", + " \"lens_light_model_list\": [\"SERSIC_ELLIPSE\", \"SERSIC_ELLIPSE\"],\n", + " \"lens_model_list\": [\"EPL\", \"SHEAR\", \"CONVERGENCE\"],\n", + " \"source_light_model_list\": [\"SERSIC_ELLIPSE\", \"SERSIC_ELLIPSE\"],\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "kwarg_model = Lens2(kwargs_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "data_class = image_data_class(\n", + " kwarg_model,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " delta_pix=0.2,\n", + " num_pix=35,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "galaxy_center_pix_x_1 = 17.43411518\n", + "galaxy_center_pix_y_1 = 16.92526535\n", + "galaxy_center_pix_x_2 = 16.84335831\n", + "galaxy_center_pix_y_2 = 16.52869664\n", + "center_cood_x_1, center_coord_y_1 = data_class.map_pix2coord(\n", + " galaxy_center_pix_x_1, galaxy_center_pix_y_1\n", + ")\n", + "center_cood_x_2, center_coord_y_2 = data_class.map_pix2coord(\n", + " galaxy_center_pix_x_2, galaxy_center_pix_y_2\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load dc2 galaxies" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "with open(\n", + " \"/Users/narayankhadka/downloads/galaxy_sample_dc2_new_all_angle.txt\", \"rb\"\n", + ") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " dc2_galaxies = pickle.load(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "dc2_galaxies = Table(dc2_galaxies)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(61.99284796403353, -36.9900209621661)" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dc2_galaxies[2][\"ra\"], dc2_galaxies[2][\"dec\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## SLSim coordinate system\n", + "\n", + "SLsim follows the same coordinate convention as DP0. The ra aligned with the East towards left and\n", + "\n", + "North twords up. The position angle goes from North to East." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# The slsim coordinate system and dp0 coordinate system are the same.\n", + "rotation_angle_1 = np.pi * (dc2_galaxies[2][\"position_angle_true_dc2\"]) / 180\n", + "rotation_angle_2 = np.pi * (dc2_galaxies[7][\"position_angle_true_dc2\"]) / 180" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "## axis ratios of disk dominated galaxy\n", + "q_disk_1 = dc2_galaxies[2][\"size_minor_disk_true\"] / dc2_galaxies[2][\"size_disk_true\"]\n", + "q_bulge_1 = (\n", + " dc2_galaxies[2][\"size_minor_bulge_true\"] / dc2_galaxies[2][\"size_bulge_true\"]\n", + ")\n", + "q_1 = dc2_galaxies[2][\"size_minor_true\"] / dc2_galaxies[2][\"size_true\"]\n", + "\n", + "## axis ratios of bulge dominated galaxy\n", + "q_disk_2 = dc2_galaxies[7][\"size_minor_disk_true\"] / dc2_galaxies[7][\"size_disk_true\"]\n", + "q_bulge_2 = (\n", + " dc2_galaxies[7][\"size_minor_bulge_true\"] / dc2_galaxies[7][\"size_bulge_true\"]\n", + ")\n", + "q_2 = dc2_galaxies[7][\"size_minor_true\"] / dc2_galaxies[7][\"size_true\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated galaxy\n", + "epsilon_disk_1 = (1 - q_disk_1) / (1 + q_disk_1)\n", + "epsilon_bulge_1 = (1 - q_bulge_1) / (1 + q_bulge_1)\n", + "epsilon_1 = (1 - q_1) / (1 + q_1)\n", + "\n", + "## Bulge dominated galaxy\n", + "epsilon_disk_2 = (1 - q_disk_2) / (1 + q_disk_2)\n", + "epsilon_bulge_2 = (1 - q_bulge_2) / (1 + q_bulge_2)\n", + "epsilon_2 = (1 - q_2) / (1 + q_2)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "e1_disk_1 = epsilon_disk_1 * np.cos(2 * rotation_angle_1)\n", + "e2_disk_1 = epsilon_disk_1 * np.sin(2 * rotation_angle_1)\n", + "e1_bulge_1 = epsilon_bulge_1 * np.cos(2 * rotation_angle_1)\n", + "e2_bulge_1 = epsilon_bulge_1 * np.sin(2 * rotation_angle_1)\n", + "e1_1 = epsilon_1 * np.cos(2 * rotation_angle_1)\n", + "e2_1 = epsilon_1 * np.sin(2 * rotation_angle_1)\n", + "\n", + "## Bulge dominated\n", + "e1_disk_2 = epsilon_disk_2 * np.cos(2 * rotation_angle_2)\n", + "e2_disk_2 = epsilon_disk_2 * np.sin(2 * rotation_angle_2)\n", + "e1_bulge_2 = epsilon_bulge_2 * np.cos(2 * rotation_angle_2)\n", + "e2_bulge_2 = epsilon_bulge_2 * np.sin(2 * rotation_angle_2)\n", + "e1_2 = epsilon_2 * np.cos(2 * rotation_angle_2)\n", + "e2_2 = epsilon_2 * np.sin(2 * rotation_angle_2)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(62.00273461841879, -37.00827463174009)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dc2_galaxies[7][\"ra\"], dc2_galaxies[7][\"dec\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Prepare lenstronomy kwargs from a dc2 galaxy\n", + "We select galaxies centered at (ra, dec) = (62.00273461841879, -37.00827463174009) \n", + "\n", + "and (61.99284796403353, -36.9900209621661) degree. One can find image of this galaxy in DP0 \n", + "\n", + "data. We download image of this galaxy from DP0 and compare it with image of the same galaxy \n", + "\n", + "silulated using slsim." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "## lenstronomy kwargs for disk dominated galaxy\n", + "kwargs_lens_1 = [\n", + " {\n", + " \"theta_E\": 1,\n", + " \"gamma\": 2,\n", + " \"e1\": -e1_1,\n", + " \"e2\": e2_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"gamma1\": dc2_galaxies[2][\"shear_1\"],\n", + " \"gamma2\": dc2_galaxies[2][\"shear_2\"],\n", + " \"ra_0\": 0,\n", + " \"dec_0\": 0,\n", + " },\n", + " {\"kappa\": dc2_galaxies[2][\"convergence\"], \"ra_0\": 0, \"dec_0\": 0},\n", + "]\n", + "kwargs_source_1 = None\n", + "flux_i_1 = 10 ** (-dc2_galaxies[2][\"mag_true_i_lsst\"] / 2.5)\n", + "mag_bulge_i_1 = -2.5 * np.log10(dc2_galaxies[2][\"bulge_to_total_ratio_i\"] * flux_i_1)\n", + "mag_disk_i_1 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[2][\"bulge_to_total_ratio_i\"]) * flux_i_1\n", + ")\n", + "kwargs_lens_light_i_1 = [\n", + " {\n", + " \"magnitude\": mag_bulge_i_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_1,\n", + " \"e2\": e2_bulge_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_i_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_1,\n", + " \"e2\": e2_disk_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + "]\n", + "flux_r_1 = 10 ** (-dc2_galaxies[2][\"mag_true_r_lsst\"] / 2.5)\n", + "mag_bulge_r_1 = -2.5 * np.log10(dc2_galaxies[2][\"bulge_to_total_ratio_i\"] * flux_r_1)\n", + "mag_disk_r_1 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[2][\"bulge_to_total_ratio_i\"]) * flux_r_1\n", + ")\n", + "kwargs_lens_light_r_1 = [\n", + " {\n", + " \"magnitude\": mag_bulge_r_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_1,\n", + " \"e2\": e2_bulge_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_r_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_1,\n", + " \"e2\": e2_disk_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + "]\n", + "flux_g_1 = 10 ** (-dc2_galaxies[2][\"mag_true_g_lsst\"] / 2.5)\n", + "mag_bulge_g_1 = -2.5 * np.log10(dc2_galaxies[2][\"bulge_to_total_ratio_i\"] * flux_g_1)\n", + "mag_disk_g_1 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[2][\"bulge_to_total_ratio_i\"]) * flux_g_1\n", + ")\n", + "kwargs_lens_light_g_1 = [\n", + " {\n", + " \"magnitude\": mag_bulge_g_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_1,\n", + " \"e2\": e2_bulge_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_g_1,\n", + " \"R_sersic\": dc2_galaxies[2][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_1,\n", + " \"e2\": e2_disk_1,\n", + " \"center_x\": center_cood_x_1,\n", + " \"center_y\": center_coord_y_1,\n", + " },\n", + "]\n", + "kwargs_ps_1 = None" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "## lenstronomy kwargs for bulge dominated galaxy\n", + "kwargs_lens_2 = [\n", + " {\n", + " \"theta_E\": 1,\n", + " \"gamma\": 2,\n", + " \"e1\": -e1_2,\n", + " \"e2\": e2_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"gamma1\": dc2_galaxies[7][\"shear_1\"],\n", + " \"gamma2\": dc2_galaxies[7][\"shear_2\"],\n", + " \"ra_0\": 0,\n", + " \"dec_0\": 0,\n", + " },\n", + " {\"kappa\": dc2_galaxies[7][\"convergence\"], \"ra_0\": 0, \"dec_0\": 0},\n", + "]\n", + "kwargs_source_2 = None\n", + "flux_i_2 = 10 ** (-dc2_galaxies[7][\"mag_true_i_lsst\"] / 2.5)\n", + "mag_bulge_i_2 = -2.5 * np.log10(dc2_galaxies[7][\"bulge_to_total_ratio_i\"] * flux_i_2)\n", + "mag_disk_i_2 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[7][\"bulge_to_total_ratio_i\"]) * flux_i_2\n", + ")\n", + "kwargs_lens_light_i_2 = [\n", + " {\n", + " \"magnitude\": mag_bulge_i_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_2,\n", + " \"e2\": e2_bulge_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_i_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_2,\n", + " \"e2\": e2_disk_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + "]\n", + "flux_r_2 = 10 ** (-dc2_galaxies[7][\"mag_true_r_lsst\"] / 2.5)\n", + "mag_bulge_r_2 = -2.5 * np.log10(dc2_galaxies[7][\"bulge_to_total_ratio_i\"] * flux_r_2)\n", + "mag_disk_r_2 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[7][\"bulge_to_total_ratio_i\"]) * flux_r_2\n", + ")\n", + "kwargs_lens_light_r_2 = [\n", + " {\n", + " \"magnitude\": mag_bulge_r_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_2,\n", + " \"e2\": e2_bulge_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_r_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_2,\n", + " \"e2\": e2_disk_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + "]\n", + "flux_g_2 = 10 ** (-dc2_galaxies[7][\"mag_true_g_lsst\"] / 2.5)\n", + "mag_bulge_g_2 = -2.5 * np.log10(dc2_galaxies[7][\"bulge_to_total_ratio_i\"] * flux_g_2)\n", + "mag_disk_g_2 = -2.5 * np.log10(\n", + " (1 - dc2_galaxies[7][\"bulge_to_total_ratio_i\"]) * flux_g_2\n", + ")\n", + "kwargs_lens_light_g_2 = [\n", + " {\n", + " \"magnitude\": mag_bulge_g_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_bulge_true\"],\n", + " \"n_sersic\": 4.0,\n", + " \"e1\": -e1_bulge_2,\n", + " \"e2\": e2_bulge_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + " {\n", + " \"magnitude\": mag_disk_g_2,\n", + " \"R_sersic\": dc2_galaxies[7][\"size_disk_true\"],\n", + " \"n_sersic\": 1.0,\n", + " \"e1\": -e1_disk_2,\n", + " \"e2\": e2_disk_2,\n", + " \"center_x\": center_cood_x_2,\n", + " \"center_y\": center_coord_y_2,\n", + " },\n", + "]\n", + "kwargs_ps_2 = None" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Initiate Lens class for each band" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "lens_class_i_1 = Lens1(\n", + " kwargs_model, kwargs_lens_1, kwargs_source_1, kwargs_lens_light_i_1, kwargs_ps_1\n", + ")\n", + "lens_class_r_1 = Lens1(\n", + " kwargs_model, kwargs_lens_1, kwargs_source_1, kwargs_lens_light_r_1, kwargs_ps_1\n", + ")\n", + "lens_class_g_1 = Lens1(\n", + " kwargs_model, kwargs_lens_1, kwargs_source_1, kwargs_lens_light_g_1, kwargs_ps_1\n", + ")\n", + "\n", + "## Bulge dominated galaxy\n", + "lens_class_i_2 = Lens1(\n", + " kwargs_model, kwargs_lens_2, kwargs_source_2, kwargs_lens_light_i_2, kwargs_ps_2\n", + ")\n", + "lens_class_r_2 = Lens1(\n", + " kwargs_model, kwargs_lens_2, kwargs_source_2, kwargs_lens_light_r_2, kwargs_ps_2\n", + ")\n", + "lens_class_g_2 = Lens1(\n", + " kwargs_model, kwargs_lens_2, kwargs_source_2, kwargs_lens_light_g_2, kwargs_ps_2\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load psf and variance map for a dc2 galaxy" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "psf_kernel_i_1 = np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_2_kernel_i.npy\")\n", + "psf_kernel_r_1 = np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_2_kernel_r.npy\")\n", + "psf_kernel_g_1 = np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_2_kernel_g.npy\")\n", + "\n", + "## Bulge dominated galaxy\n", + "psf_kernel_i_2 = np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_kernel_i.npy\")\n", + "psf_kernel_r_2 = np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_kernel_r.npy\")\n", + "psf_kernel_g_2 = np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_kernel_g.npy\")" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "dc2_galaxy_variance_i_1 = np.sqrt(\n", + " np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_2_variance_i.npy\")\n", + ")\n", + "dc2_galaxy_variance_g_1 = np.sqrt(\n", + " np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_2_variance_g.npy\")\n", + ")\n", + "dc2_galaxy_variance_r_1 = np.sqrt(\n", + " np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_2_variance_r.npy\")\n", + ")\n", + "\n", + "## Bulge dominated galaxy\n", + "dc2_galaxy_variance_i_2 = np.sqrt(\n", + " np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_variance_i.npy\")\n", + ")\n", + "dc2_galaxy_variance_g_2 = np.sqrt(\n", + " np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_variance_g.npy\")\n", + ")\n", + "dc2_galaxy_variance_r_2 = np.sqrt(\n", + " np.load(\"/Users/narayankhadka/downloads/dc2_galaxy_variance_r.npy\")\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulate image of a dc2 galaxy using slsim" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/narayankhadka/lenstronomy/lenstronomy/Data/psf.py:80: UserWarning: Input PSF model has at least one negative element, which is unphysical except for a PSF of an interferometric array.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "## disk dominated galaxy images\n", + "dc2_galaxy_image_from_slsim_i_1 = lens_image(\n", + " lens_class_i_1,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_1 = lens_image(\n", + " lens_class_g_1,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_1 = lens_image(\n", + " lens_class_r_1,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy images\n", + "dc2_galaxy_image_from_slsim_i_1_test = lens_image(\n", + " lens_class_i_1,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_1_test = lens_image(\n", + " lens_class_g_1,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_1_test = lens_image(\n", + " lens_class_r_1,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_1,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated galaxy images\n", + "dc2_galaxy_image_from_slsim_i_2 = lens_image(\n", + " lens_class_i_2,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_2 = lens_image(\n", + " lens_class_g_2,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_2 = lens_image(\n", + " lens_class_r_2,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated galaxy images for noise testing\n", + "dc2_galaxy_image_from_slsim_i_2_test = lens_image(\n", + " lens_class_i_2,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_i_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_2_test = lens_image(\n", + " lens_class_g_2,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_g_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_2_test = lens_image(\n", + " lens_class_r_2,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=None,\n", + " t_obs=None,\n", + " std_gaussian_noise=dc2_galaxy_variance_r_2,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load dc2 galaxy image from DP0" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated galaxy\n", + "dc2_galaxy_image_from_dp0_i_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_galaxy_2_i.npy\"\n", + ")\n", + "dc2_galaxy_image_from_dp0_r_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_galaxy_2_r.npy\"\n", + ")\n", + "dc2_galaxy_image_from_dp0_g_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_galaxy_2_g.npy\"\n", + ")\n", + "\n", + "## Bulge dominated galaxy\n", + "dc2_galaxy_image_from_dp0_i_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_galaxy_i.npy\"\n", + ")\n", + "dc2_galaxy_image_from_dp0_r_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_galaxy_r.npy\"\n", + ")\n", + "dc2_galaxy_image_from_dp0_g_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_galaxy_g.npy\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Compute the difference between two different realization of SLSim." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "##disk dominated galaxy\n", + "diff_i_1_test = dc2_galaxy_image_from_slsim_i_1 - dc2_galaxy_image_from_slsim_i_1_test\n", + "diff_r_1_test = dc2_galaxy_image_from_slsim_r_1 - dc2_galaxy_image_from_slsim_r_1_test\n", + "diff_g_1_test = dc2_galaxy_image_from_slsim_g_1 - dc2_galaxy_image_from_slsim_g_1_test\n", + "diff_list_1_test = [diff_i_1_test, diff_r_1_test, diff_g_1_test]\n", + "slsim_slsim_diff_rgb_1 = rgb_image_from_image_list(\n", + " image_list=diff_list_1_test, stretch=0.5\n", + ")\n", + "\n", + "##Bulge dominated galaxy\n", + "diff_i_2_test = dc2_galaxy_image_from_slsim_i_2 - dc2_galaxy_image_from_slsim_i_2_test\n", + "diff_r_2_test = dc2_galaxy_image_from_slsim_r_2 - dc2_galaxy_image_from_slsim_r_2_test\n", + "diff_g_2_test = dc2_galaxy_image_from_slsim_g_2 - dc2_galaxy_image_from_slsim_g_2_test\n", + "diff_list_2_test = [diff_i_2_test, diff_r_2_test, diff_g_2_test]\n", + "slsim_slsim_diff_rgb_2 = rgb_image_from_image_list(\n", + " image_list=diff_list_2_test, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Compute the difference between slsim and DP0 \n", + "## images of the same galaxy" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "##disk dominated galaxy\n", + "diff_i_1 = dc2_galaxy_image_from_slsim_i_1 - dc2_galaxy_image_from_dp0_i_1\n", + "diff_r_1 = dc2_galaxy_image_from_slsim_r_1 - dc2_galaxy_image_from_dp0_r_1\n", + "diff_g_1 = dc2_galaxy_image_from_slsim_g_1 - dc2_galaxy_image_from_dp0_g_1\n", + "\n", + "##Bulge dominated galaxy\n", + "diff_i_2 = dc2_galaxy_image_from_slsim_i_2 - dc2_galaxy_image_from_dp0_i_2\n", + "diff_r_2 = dc2_galaxy_image_from_slsim_r_2 - dc2_galaxy_image_from_dp0_r_2\n", + "diff_g_2 = dc2_galaxy_image_from_slsim_g_2 - dc2_galaxy_image_from_dp0_g_2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot images and residual in i-band" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.5, 34.5, -0.5, 34.5)" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "##Disk dominated\n", + "# This is a comparision of an image of a galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree. This comparision is in\n", + "# i-band.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_i_1.min(),\n", + " dc2_galaxy_image_from_dp0_i_1.min(),\n", + " diff_i_1.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_i_1.max(),\n", + " dc2_galaxy_image_from_dp0_i_1.max(),\n", + " diff_i_1.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_i_1, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_1, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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W68w4YsxwIs2ZeSEzRfnnRZ0HU5SQdmbvYDYAAAAA7BUMVgEAANAtBqsAAADoFoNVAAAAdIvBKgAAALr1wGKnThLTSZo6idAideYkad2Ubra8k8J3E/vt9Oy+K5P1U5ggMW6lpJPtK9vhcGvNZ22eIinfk+2uuW30e6vPmqnxLaf2zXPRuqZMkF5PrzPFNluzBLjnv1HLPt1HTkp93vK7jXMOOPuinIGlWEd2zlR13ie4PpTnxtra7IvbPctD8X5W367Oz2w/T3AdLvfnBGOqtB3uTBHZdpvnEZ+sAgAAoFsMVgEAANAtBqsAAADoFoNVAAAAdGt+ssF54NZ9QN6QPjxchDKch6DLYEfxULITbkqXLcqLhqqHozcfIqi2e6uBrKps5hTBModV6q4K1VTn6F4Ja8yz1RDNAvt32WedkNYig4eGWJ5gfxj9Pv396lpQBa8WFApzjqsdCnNCWj3b5j6YBphU7P/V1S23o+oPVrjWCIuV94lqHdn55VyPpHw/OQG3CcKFk5S3ru6b2T6qts/ddwY+WQUAAEC3GKwCAACgWwxWAQAA0C0GqwAAAOgWg1UAAAB064GVW81MUG61SuenidApUshZklxzEozryfJTpJPPGKVjW5GqO12k8LKEX1l2cbbNk8xU4JR5lLy0Y7af3XKrWYLRKNPZlQmS9Vb60+GmXp3k7ATHa4okvyJZR9VnnXYU14hMWb7ZmSnF3J/bXWbWKvnds0WWPM5Wu29f/oOsz7t9Krtue2vwUuPJvitT/9V+XtR13jgXY7UY92TjjUpVGte5bzrce3q2/ym3CgAAgL2CwSoAAAC6xWAVAAAA3WKwCgAAgG7NDViVgSen1J1TEq0qE5g8gOyWJHTKn5aBp+zh9Co84QQtqoe8s+Wz9UqKlerB5sWUICzDKNm+m6LMY2WKUEV27u7G0o2SX2o2k/UV81hl/a1aQxlGzPqnWb7RCjpmfau6RpRlQCc4b7J2VDmQ7P2KsKXTZ93yzc5+7qbf98Apy1mdc1n5Wje04/QT5/i519GkdGk5Xsj2R7WPnNKx7rmVvacTBJ0iFOaEZZWHy8tQpRNmdLbFvA7skR4PAACAvYjBKgAAALrFYBUAAADdYrAKAACAbjFYBQAAQLfmzgZQlsncYumsar1VGs1J/jszDUS12ioBbKTz03WcMZaVVEeAHck6qtVmSf7qHCjfLll5kZCu9n9WWtU6ruZsE3uKW9J0k8taqXpjvXMZJUbL9hnnY7Hiza933vKZsjSucZ4m7ShbUFyrWkuSwYvsQ0Y55fKe4MxIsxtV5TMzyb5ra8XvO2ntKcpWV4z0eqv62hZnTBhWPsF2Z+0zZmWpyr5Xbc5maSr7ZdGOdEucmSkqzniBcqsAAADYKxisAgAAoFsMVgEAANAtBqsAAADoFoNVAAAAdGvubAAlI8WV1ggv0mXWLAFVgr5I0pZ1sdOFi2WzdVQpvKWszcX7VenkKlHoyPZH9X5p+4o2VOvIXnfSzcqP1SS138v3m2LWhU5sc810p4a8fazSGTWq/lYldbPEcPF+2bLltcC7/ljryK6DTtLamaFEebrYnQXEOrZJ3Xpnxpc9pbx/GP04u345M/lIXv33KlnvrKPinEdZO6prebU/VleTJhQzYTh9wpmZwrwuprMHuEl+55zJXnev5RPcY/lkFQAAAN1isAoAAIBuMVgFAABAtxisAgAAoFsPLGBlPDSdPZRcltBzHsY2QzupLFggmWXjinJmWVhjiiCPGXxoTmgq3adlGmXz61gywxPJOqqAXBrMMMsupkd7m4NKC5ftE6cfm2U2nTK4dblhY9kyCLX5UohWSMjpy24Z0CyUWgWQskBjq0pOOiV3izBWVczVuR5n/dsNbCT7dE8FJZ39kd0TjHKf1nrnyUr/OtdtacvlT63yvFJe/tQtKewEkJxS4kZJ2pJzvJ1wmrE/JeX7w9zPe+yODAAAgL2EwSoAAAC6xWAVAAAA3WKwCgAAgG4xWAUAAEC35s8GMEEi2kloWmnhKn1avV+2jiqRuG+2BFslnHJmVcnXah3Z/qjSdlXZy2w/ZeXaJDVl6zbLrWabUoUXqwR3+QubZJ63TnnX7lXnhzXThpG0LlLj6f5zk/zZ8mZqPL2mVOvIZgep+uwEZX61nvfDPOVcHNckqduq/Vn12exYuevIFnVT1Y5k3VY5zF5MkNrPyuWW+8IoO+rea9Jk/fr65t9P8vpVdg4U97ZJ+qtzrKp9lPbXom3VOpxSqUaby1kJ8jVY7xcTlFjmk1UAAAB0i8EqAAAAusVgFQAAAN1isAoAAIBuMVgFAABAt+bPBuAmzLaTU09cytOAK2aN8CwtXKyjZa9X+61aR5YKdmvyJonjql5znEqOd3EOtHWjBrCbLHZmf0ib4J0buzb573BqRCczB1TJ7qpWfHWO5e9XzRKw+eOYJaIl5X0uSaZKRZ+tli1nR0heq7pKdX3N+mzWNwvVXmvNqTdfNbqauSFZ/nRxziTH1U7y93APmoJxjy3T2s6sC9WsIM71wVGl/p1ZS6aoNz/FzBTOPnLuQdUxqWZScN6vOr+2ODtCeb0ttGrmEwOfrAIAAKBbDFYBAADQLQarAAAA6BaDVQAAAHTLe0p2Dufhb6usqqsKdmQPrDulUqU0bNGK0qxnzt8/u+z+fL1nqteTbVkqgg9LJ/MHqZfuTR7SvnctXTbd+07JNykPQq1UD5Dn7cjXnW9fpJXuvBBaVkp0V5ZulLZcVnXu65kp+rLzsH8ZUiwuZUloqu3fly7aDsy+fvpA3r/bvnw/t2S741QRNDqV7+fl40m/cPpstT+dwIYrCV5FGKHI4rgutGRrz7LSpUbfdsqcS+b1riqpmQXn3OO3xSDoJIGiaj876662O1t2giB72X+q8rPZskab21px765k7TPPDT5ZBQAAQLcYrAIAAKBbDFYBAADQLQarAAAA6BaDVQAAAHRr/mwARhqtLMfopPCcspzlskU7soRflfqryp+eN5sWPnPBbOpfkk4dml325EPyZPHawbwdZ7KKrev59u0/kqco931rdiXLRTp/6djmy7uWJR3XksRxVVa1OoaLSuIXx/vBmjh2EsPlPqpS/9msENX7lSU8k/PRSP1LefL/zMG8z65fdN7Ma2sX5++3dkHRZ5PFl9fyfbfvWN4v9t89u+6V6jqazbZS9dnTxfmfrznnlCYuzo20vLFTflMTJc974NwfjTS6M3OAJK/MadWOrG+66Xyn3dm63fUuqsysM2NCtY+MWQmc1P/wC0lfcWbL8d5tknK3fLIKAACAbjFYBQAAQLcYrAIAAKBbDFYBAADQrcnKrVach96jCuJkDytnAQ5JWjLKzFWBm6SsqiS1/bMBqVMH89KNxx8x+/rRR+fvd+Lh+bacPn92f6wczddx4Jt5my+8afaB7vOqvFNWsrV4+DuK/R9Zecv1KjxRhXOMMnqL4gYUemEEVSYJpFT9MFOVQi76fURyTld9tgxFJn32UB6wOn7p7LLHij5778Py7T6TdK6qz55/S95nDy3P9osDRcnW5eR4RxWCWir6UHbOlKG3qpSxcZ3PQjATlFu1wry9cII/zvaZwaE0RGOW2l5YwG2KstDOtlRBoyLc6ZSqTYNQRhhLUhpkKwNWzjlT7COrFK9T6twsCbxL78gAAAB4MGCwCgAAgG4xWAUAAEC3GKwCAACgWwxWAQAA0K35swGYJfAykSSA03J7c9uRlW6coJxclUYvtu/MebO7a/1QvgvvuXR2Hce+PSlFKuk7nnBj+vq3Hbx95rXPHX5suuxNX7w0fX31eFK68Xje5uXjs+m8WDP386ISoVVyMEmSR3F6WWnVRZXh2yFWecosYV7MkGGVSK5UxzZ7veqzRfvOHJhN+FclVI8/POmzT1hLl336E7+cvn7F+YdnXvvsHX82XfbG6y9LX185MduO1WN5m5dOJCnuYl9EObPH7LFqp/NrVV0+c/PXiey8myLJvyvLrTolTavUeHK824mT+XqdktPVMVkvzo2sfUaZYEn5djsznFTn51rej7M2V2WonVR8dT637PVivdbZXLyftS3GOsp94ZS7Nfsrn6wCAACgWwxWAQAA0C0GqwAAAOgWg1UAAAB0i8EqAAAAujV/NoBKls7rpZZ6lRZOly3aXMw00JLXTx3Il127cPa1hz3q7nTZVz/qk+nrzzjv6MxrH7rg5nTZt95xdd6OG8+fee30/iKpuGrU6q32s1H3W1U94y2yahnvNU7adwpV6j9LhzsJYCnflijqcxfn2JmVpM+el++jkw+Zfe3yx9yRLvv6R/7X9PWn7N8/89p7D3wjXfYtdzwnfX3txgtmXju9v5ihZN/s/lhSkQTPZlWpVOn+CWZ/cJL/i1q2e+lMGMW+t45rsY+M2U9i375NL1teiyeYaaitJ/eP4jxs1b0m2Xf2eZSl5Z1rXTkOKe6bxvirbIezn7N1VDMYFO83Rd/sZIQJAAAAzGKwCgAAgG4xWAUAAEC3GKwCAACgW3MDVlWprixcU5VQzV63H7bNHppuC3yYviyVlrxWDfezZYs2ryvfz8fb7EPMR08fyNtW7Y/k5agqpZ02Su45D/VXy1avO6U6M27Yr+fA4AKVJQGdba8CN1kArzqXynUYZZ0XVB73TNGv1oq/89eTPrveilKwE1zDlk5l18YqVLHAa2bSl51Q354KRzmKczwtj1yEhNISnlXfMUosl6GdKQKsq7NlkMt2VGVms19fM9uW3GuqsUxVctoqR1qNqTJOSVO3/GnGORerZat1T3B93vt3ZAAAAOxaDFYBAADQLQarAAAA6BaDVQAAAHSLwSoAAAC6NXc2gCrRFkl6vUwWZ+uoEnETlPIrZWm0KqFWvB5J4nX1nnzZfXfPbssdN1+cLvvOC743ff2yA9+aee36Oy9Nl9Uts2UeJWn/XbNtXl4rtjtLFpepxuJYrRuzBFilOhdTzlGSFlSItHuTlGCtjsuZ5BgaM2dMJUvLl332yGwDb7rxknTZa/c/L339igvunHntc3c8Ol02bs5n9th3JOmzJ4tr0nrSP8tSj8WMLdn1rjqu1YwCycwGUR1YYyaR8hxN2lzOXtOzqmxldg2rrmtOP67WkZY2NpaV6nuFsWyszA5JnNkHqnMg9uWzD2TnV3X/yNomFbM0OPegqkRp1eaiH6cmmFGgKmWdWmAf5JNVAAAAdIvBKgAAALrFYBUAAADdYrAKAACAbjFYBQAAQLfmzgbg1OauUptp3dxq2Sq55tQZd5g165ePr8+8trovT79dcOvsvmvL+e7+kzsvT1//4wOz7Vg5lm/3hd9IX9aBw7P7dOWevMZ0lizOZkCQJK0XdaqzY1sli6vkoJH+zJKR1swUknWe7ynVbBjZ/qjOA+sYFsuuFH05W0d1rIrzcenE7Ourx/JlD34jW3eeyP3jw1ekr39p/2xfXj2ab9+hW9KXdcFtSZ89NnvtkYo+66SFF8lI/dv2ep91ti+dzSHf92lyXVLs27f593Pq3jvXGHnJ/+z9wlxvmvB32+aMRdJrazFLx1re5633m2LZbLudZSeyx3s8AAAAdjMGqwAAAOgWg1UAAAB0i8EqAAAAujU/YOWoHhJOHih2y2HmK65KChYlw5LXoiqrenItX3cS9Fo5km/LgWzZE3nAZO22/G+GM8uz61hey7d7/5F8u/cdmX1Ie/nYyXTZyB7orh6YLkvVGqEKM+CWcc6lWC1O90UGQbaZHS7bpDIU6ZblzJThrWQdVZ8tAlY6OXtOrxzL++GBZN8tn8zPmQO3F3/np+vIt2/fsaLP3jV7/Vm+p7gmZdeqal+UpUsn6LNb5Jb+Tc9z55zrRVXaM3nd6sPVeqtAZHU9dzhBHOP9ylBYUf40XXaBYw6nRGx6XKcoX+vaaoneos3W/cfs83yyCgAAgG4xWAUAAEC3GKwCAACgWwxWAQAA0C0GqwAAAOjWdLMBTKFKc4ZT/tFJIReJxCr1d2I2eVuN9lfvmn1t+d58d+8/XJR3S7YlTuVtXj5ZpA/vnU1Dp6l/FbMgnCpmV3DSo2bqLy3bV6TOvXKr1QwGyeu7tJyjU/bYWYe7T9PlqyZUx7Yl53913hXnaZaMX7onnw1jNelbVZ89b2XzfXZpPW/z0ski5ZyUiC37bJb8r2ZmKVLV6f6v+mw1+0N2jVZx7TDOL0fZv3chKz3t7LviOmDNPlC9n3OdL8smJ/cr49pVmmIdE8y0MsWMDtt+b8rabMy6JGmSe+zuvCMDAADgQYHBKgAAALrFYBUAAADdYrAKAACAbs0NWE1SOit7sNZ92Dl7qD99oH9OO5I2Vw8DV2GGrN1RBDuWkteXjhdtXpng4e+ixGIawKj2UdLmVu2Lyplkf7glGpPj7QR53NKN6YPeU5Qf3AlVu5NztwxjGaUsQ0a4owrnrBWhg+XkPChKLEYZikxedPrsiaLPFuGAluy7qm1Wn60CZFloquzfRcAq659WkEr59dU4v+w+m53n7jp6YASNJllvFb4z1hHLxbk/RcBtq9diN3yUnTNm8DoLQlWhsPQ8r4716mr+umOK+9gUpWon2BY+WQUAAEC3GKwCAACgWwxWAQAA0C0GqwAAAOgWg1UAAAB0a+5sAGVCM0nclTMHJOsoU6JOsrhSlTPL0nlFOrZMHKcLV9uSKMvJGq+XZRA3n/AvE6FpwtZMRjrl5CpJOtk5v5xlh/fbI8liTVOaMJ/tw/u71iqfWfWL7PVstglJrZqtwJi5JLI0c5F8rvpsmfw31pHOElD1K+P6Wqr6eLZocc3MjvcUJVTrhiTbuMj3W5QqrZ2l2p3ym8X5UqbUnZKhxSwWliq1P0Hp2FTVJ7J1VMfEOFZlaWPHFEn+aj9nx9spo1vte6fN5liBT1YBAADQLQarAAAA6BaDVQAAAHSLwSoAAAC6xWAVAAAA3Zo7G4CVfqsStkmatqohXKUM0wTjkpmUc+rTF8u2LIlcpZCzer9uWtVIeTomqeFc7c+qdnjaECOFvMh0vjG7Re+m2E9Zf1vo/q9k51g1c4DVZzd/3oVba9xhJHXLPpv1IWdZk9MvJjkXq5k9Jpj1ogtOSr2Q7aNq/5Qp9UVd75wZWCrVvsj6T7XeRV7PjXU7s7U4MzSU15Lt5hxvsw93soUAAADALAarAAAA6BaDVQAAAHSLwSoAAAC6NT9gVTEejk4fty1+v3z4OC27aD68n4UqqnVUIY5U8SB7vuWmKUqXGmXVsmDGBKGMKhwyRQnVzf6+JC8wOEXZ2N5VZXcneFjfOoZlX85KpU4QlDDW0ezrjHGtqoJeRonYScobZ6bY7tNF6DYLBBXbZ4W0pihP2QujHGa6h8zgVnpMzHMrDWZOUXZ0ivBQtY4sCF0tW71ulCNd2H2lWm95zTUCT9k6pgiymf2VT1YBAADQLQarAAAA6BaDVQAAAHSLwSoAAAC6xWAVAAAA3XpgswFsMZ1Xpf7Lkq1ZSN0o7zr8IHndSeP2zknhOeVWzRkTpinlOruOKhOcnkt7KRW8h1RJWGsWkErVZ7Pz13m/ZqZss8XL2Snyl6coDZ0y+qwzU4ekMvm/aQ/WPltt91bLyVa/78wAYt7n03NjijKnU5wbWepfyrdxijZX17qV2SHXJDMEVG12ZjCo+na27mq9xow7zAYAAACAPYPBKgAAALrFYBUAAADdYrAKAACAbjFYBQAAQLfmzwbg1Fg3koNWvWd3ebcO91Y5Sb5sRoKplKnl5D3bFIn9zdf9XqRJkpQPhiSy0Wed2u1W+tOdRWSCpPuW7cTMIFucwaCckaNI7E9RF37L1383Xbyo5PlulO0Lp19Wy5v36Un2f9Y+51ws+4mx3VMk3Ys2p/3Kvi4ms3eYs0dYRzY7D6pj4pwD5vnFJ6sAAADoFoNVAAAAdIvBKgAAALrFYBUAAADdmh+wMkq2WeX53Ie/E3aQJwstmCVDrffM1l09lFyFQ4w2W8EyJ7hScQItxfuVoZ3kPFjo+ZUdl62WO9zFrHDNBMGFKd4vtPnzI6qAYS9Vlp1rR8K9NjqBp7IfbjWIVp1HTp/djZzrjBPEqa6BE9x7HeX5sra29XZk+84N/jj3DzdkullVm4tzIwtT1WWQN78/qpBWuu5qvc4+Mu+xfLIKAACAbjFYBQAAQLcYrAIAAKBbDFYBAADQLQarAAAA6Nb82QCMlJtTEtVKnVXvVybrjRKSVVlCQ9XmiGQbq/CbkwY0U7DONjplNqMKTC6onFx5ZjhlPavzOUuK7tYSrItKSU+QhC1T6hNcD6zyv1XZ42yWAHMmi/T9Jph1xC1RnZrgnG5uan+r7XD67F6S7U8jyR+r+a29vB9k6zbvsVk/du/T6Xsa50CsVNudtyNbvp06ten3G37BKP3rHNeCdY812lxut5Pad/qlud18sgoAAIBuMVgFAABAtxisAgAAoFsMVgEAANCt+QGrKWw1LFOsww1pWQGwKR4STh6Cth82rx54TjhttkvVJha2PzUnxJHJ9n/Vtr0eypC8B/srWwx3DM0wQkILDP7EcvK6UfbYDTblpQmNMFbBWdYOYy0qHLVIWZvX17e/HVvllMmszoHsXuMep+z9Vle9dTjvOcW1ONtu89qf3pPda+h2l/51+rcbNt7sstXvV2GsrOx1EYar8MkqAAAAusVgFQAAAN1isAoAAIBuMVgFAABAtxisAgAAoFuLnw3ASRYvqLxrue5q5gCnvJjDLTtqcMo/WrMSmClwR1kCzynbl67ATJpOUcqyF076c1FJUZkzOjjM9bb1ZEaNMtW79Rku0n7o7iPnWG3296XyPLdmGth8K8zS12aiOtvGRV23d0JatneBszYs6tpfHVdnpoHqvM1KpVbv51zjq/Oo2B9WO4zZB8przASzLqT32Gr2oQX1tfL9CnyyCgAAgG4xWAUAAEC3GKwCAACgWwxWAQAA0C0GqwAAAOjW/NkAqgRdlgSr0m/Zss56Ja82bZVU3Ob611kquEz3Oan4KWqVVyZIgWfHtmxDcUysNmfrqM7FKvWcvb5bZwhY0DHsJmm9wNkpnBS+02erfWfPaLJZ5iwPVjvM2uvpKrJ95x4/p6b7bmRc16w0etWPp7gGZm0uZ94wr9Fb5azX3Hdp/5mgb08xA056PZLZ57OZG6q2VddnZx0FPlkFAABAtxisAgAAoFsMVgEAANAtBqsAAADo1vyAlfNQcrWsU6privBEVRLNCStNUYYyYZU5nbe8sQ6nzc4+sspNug/7O+EJt0xjYsvlXXtSnQfr65tfNuOW8HRCHxWnBOQU65jg/bY90LiosrbV+1X90Cgza+3nKcJfu1Bakta55jrlTKX8OrrI+3TFOIZWuU7nXlNtn7M/JgiKleGo9MWidHy1P51rj3PvKM67WJ5d3u2tfLIKAACAbjFYBQAAQLcYrAIAAKBbDFYBAADQLQarAAAA6FYsrOQfAAAAsEV8sgoAAIBuMVgFAABAtxisAgAAoFsMVgEAANAtBqsAAADoFoNVAAAAdOv/AaqLCpxd3u+6AAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# This is a comparision of an image of a galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree. This comparision is in\n", + "# i-band.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_i_2.min(),\n", + " dc2_galaxy_image_from_dp0_i_2.min(),\n", + " diff_i_2.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_i_2.max(),\n", + " dc2_galaxy_image_from_dp0_i_2.max(),\n", + " diff_i_2.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_i_2, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_2, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize these images in RGB color" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "slsim_image_list_1 = [\n", + " dc2_galaxy_image_from_slsim_i_1,\n", + " dc2_galaxy_image_from_slsim_r_1,\n", + " dc2_galaxy_image_from_slsim_g_1,\n", + "]\n", + "## Bulge dominated\n", + "slsim_image_list_2 = [\n", + " dc2_galaxy_image_from_slsim_i_2,\n", + " dc2_galaxy_image_from_slsim_r_2,\n", + " dc2_galaxy_image_from_slsim_g_2,\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "slsim_rgb_image_1 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_1, stretch=0.5\n", + ")\n", + "\n", + "## Bulge dominated\n", + "slsim_rgb_image_2 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_2, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "dp0_image_list_1 = [\n", + " dc2_galaxy_image_from_dp0_i_1,\n", + " dc2_galaxy_image_from_dp0_r_1,\n", + " dc2_galaxy_image_from_dp0_g_1,\n", + "]\n", + "\n", + "## Bulge dominated\n", + "dp0_image_list_2 = [\n", + " dc2_galaxy_image_from_dp0_i_2,\n", + " dc2_galaxy_image_from_dp0_r_2,\n", + " dc2_galaxy_image_from_dp0_g_2,\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "dp0_rgb_image_1 = rgb_image_from_image_list(image_list=dp0_image_list_1, stretch=0.5)\n", + "\n", + "## Bulge dominated\n", + "dp0_rgb_image_2 = rgb_image_from_image_list(image_list=dp0_image_list_2, stretch=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "diff_list_1 = [diff_i_1, diff_r_1, diff_g_1]\n", + "## Bulge dominated\n", + "diff_list_2 = [diff_i_2, diff_r_2, diff_g_2]" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "## disk dominated\n", + "rgb_diff_1 = rgb_image_from_image_list(image_list=diff_list_1, stretch=0.5)\n", + "## bulge dominated\n", + "rgb_diff_2 = rgb_image_from_image_list(image_list=diff_list_2, stretch=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "## disk dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree.\n", + "global_min = min(slsim_rgb_image_1.min(), dp0_rgb_image_1.min(), rgb_diff_1.min())\n", + "global_max = max(slsim_rgb_image_1.max(), dp0_rgb_image_1.max(), rgb_diff_1.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "## Bulge dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree.\n", + "global_min = min(slsim_rgb_image_2.min(), dp0_rgb_image_2.min(), rgb_diff_2.min())\n", + "global_max = max(slsim_rgb_image_2.max(), dp0_rgb_image_2.max(), rgb_diff_2.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Quantitative comparision of SLSim and DP0 images." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "pixel_slsim_disk = slsim_rgb_image_1.flatten()\n", + "pixel_slsim_bulge = slsim_rgb_image_2.flatten()\n", + "\n", + "pixel_dp0_disk = dp0_rgb_image_1.flatten()\n", + "pixel_dp0_bulge = dp0_rgb_image_2.flatten()\n", + "pixel_diff_disk = rgb_diff_1.flatten()\n", + "pixel_diff_bulge = rgb_diff_2.flatten()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "## Comparision of pixel values of a disk dominated galaxy.\n", + "plt.title(\"Pixel value comparison of a disk dominated galaxy\")\n", + "plt.hist(pixel_slsim_disk, bins=20, histtype=\"step\", label=\"SLSim pixel values\")\n", + "plt.hist(pixel_dp0_disk, bins=20, ls=\"--\", histtype=\"step\", label=\"DP0 pixel values\")\n", + "plt.xlabel(\"Pixel value\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "## Comparision of pixel values of bulge dominated galaxy.\n", + "plt.title(\"Pixel value comparison of a bulge dominated galaxy.\")\n", + "plt.hist(\n", + " pixel_slsim_bulge,\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim pixel values\",\n", + " color=\"magenta\",\n", + ")\n", + "plt.hist(\n", + " pixel_dp0_bulge,\n", + " ls=\"--\",\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"DP0 pixel values\",\n", + " color=\"green\",\n", + ")\n", + "plt.xlabel(\"Pixel value\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "## Histogram of pixel difference. \"SLSim-DP0 diff. for a disk dominated galaxy.\" is a\n", + "# histogram of pixel difference between SLSim and DP0 galaxy image for a disk dominated\n", + "# galaxy. \"SLSim-DP0 diff. for a bulge dominated galaxy.\" is a\n", + "# histogram of pixel difference between SLSim and DP0 galaxy image for a bulge dominated\n", + "# galaxy. \"SLSim-SLSim diff. for a disk dominated galaxy.\" is a\n", + "# histogram of pixel difference between two realization of a disk dominated galaxy noise\n", + "# using SLSim. \"SLSim-SLSim diff. for a bulge dominated galaxy.\" is a\n", + "# histogram of pixel difference between two realization of a bulge dominated galaxy\n", + "# noise using SLSim.\n", + "# plt.title(\"Pixel difference\")\n", + "plt.hist(\n", + " pixel_diff_disk,\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-DP0 diff. for a disk dominated galaxy.\",\n", + ")\n", + "plt.hist(\n", + " pixel_diff_bulge,\n", + " ls=\"--\",\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-DP0 diff. for a bulge dominated galaxy.\",\n", + ")\n", + "plt.hist(\n", + " slsim_slsim_diff_rgb_1.flatten(),\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-SLSim diff. for a disk dominated galaxy.\",\n", + ")\n", + "plt.hist(\n", + " slsim_slsim_diff_rgb_2.flatten(),\n", + " ls=\"--\",\n", + " bins=20,\n", + " histtype=\"step\",\n", + " label=\"SLSim-SLSim diff. for a bulge dominated galaxy.\",\n", + ")\n", + "plt.xlabel(\"Difference in pixel value\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Let's simulate an image of a DC2 galaxy using DP0\n", + "## cutout for background noise and exposure map for \n", + "## poisson noise.\n", + "\n", + "In above method, we directly used variance map to simulate DP0 background noise. Now,\n", + "\n", + "we simulate an image of the same galaxy with the different approach. Here, we take a\n", + "\n", + "DP0 cutout close to the galaxy image and we use this cutout as a background noise for\n", + "\n", + "our simulation. We take the exposure map of the DP0 galaxy image with specified pixel\n", + "\n", + "size and use this exposure map to generate poisson noise for our simulated image.\n", + "\n", + "Finally, our simulated image have both background noise from DC2 data and poisson noise.\n", + "\n", + "This is the approach we use in lens injection in DP0 field." + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated galaxy\n", + "## These are DP0 cutouts close to the dp0 galaxy which we want to simulate using slsim.\n", + "dc2_galaxy_background_i_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_2_background_i.npy\"\n", + ")\n", + "dc2_galaxy_background_g_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_2_background_g.npy\"\n", + ")\n", + "dc2_galaxy_background_r_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_2_background_r.npy\"\n", + ")\n", + "\n", + "## These are exposure map of the dp0 galaxy with in (35, 35) pixel size.\n", + "dc2_galaxy_exposure_i_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_2_exposure_time_i.npy\"\n", + ")\n", + "dc2_galaxy_exposure_g_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_2_exposure_time_g.npy\"\n", + ")\n", + "dc2_galaxy_exposure_r_1 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_2_exposure_time_r.npy\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated galaxy\n", + "## These are DP0 cutouts close to the dp0 galaxy which we want to simulate using slsim.\n", + "dc2_galaxy_background_i_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_background_i.npy\"\n", + ")\n", + "dc2_galaxy_background_g_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_background_g.npy\"\n", + ")\n", + "dc2_galaxy_background_r_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_background_r.npy\"\n", + ")\n", + "\n", + "## These are exposure map of the dp0 galaxy with in (35, 35) pixel size.\n", + "dc2_galaxy_exposure_i_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_exposure_time_i.npy\"\n", + ")\n", + "dc2_galaxy_exposure_g_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_exposure_time_g.npy\"\n", + ")\n", + "dc2_galaxy_exposure_r_2 = np.load(\n", + " \"/Users/narayankhadka/downloads/dc2_exposure_time_r.npy\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/narayankhadka/lenstronomy/lenstronomy/Data/psf.py:80: UserWarning: Input PSF model has at least one negative element, which is unphysical except for a PSF of an interferometric array.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "## Here we simulate disk dominated galaxy image using slsim and this includes\n", + "# poisson noise.\n", + "dc2_galaxy_image_from_slsim_i_21 = lens_image(\n", + " lens_class_i_1,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_i_1,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_21 = lens_image(\n", + " lens_class_g_1,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_g_1,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_21 = lens_image(\n", + " lens_class_r_1,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_1,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_r_1,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [], + "source": [ + "## Here we simulate bulge dominated galaxy image using slsim and this includes\n", + "# poisson noise.\n", + "dc2_galaxy_image_from_slsim_i_22 = lens_image(\n", + " lens_class_i_2,\n", + " band=\"i\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_i_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_i_2,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_g_22 = lens_image(\n", + " lens_class_g_2,\n", + " band=\"g\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_g_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_g_2,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")\n", + "dc2_galaxy_image_from_slsim_r_22 = lens_image(\n", + " lens_class_r_2,\n", + " band=\"r\",\n", + " mag_zero_point=27,\n", + " num_pix=35,\n", + " psf_kernel=psf_kernel_r_2,\n", + " transform_pix2angle=np.array([[0.2, 0], [0, 0.2]]),\n", + " exposure_time=dc2_galaxy_exposure_r_2,\n", + " t_obs=None,\n", + " std_gaussian_noise=None,\n", + " with_source=False,\n", + " with_deflector=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [], + "source": [ + "# Let's add dp0 background/cutouts to the simulated disk galaxy image\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1 = (\n", + " dc2_galaxy_image_from_slsim_i_21 + dc2_galaxy_background_i_1\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_1 = (\n", + " dc2_galaxy_image_from_slsim_g_21 + dc2_galaxy_background_g_1\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_1 = (\n", + " dc2_galaxy_image_from_slsim_r_21 + dc2_galaxy_background_r_1\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "# Let's add dp0 background/cutouts to the simulated bulge galaxy image\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2 = (\n", + " dc2_galaxy_image_from_slsim_i_22 + dc2_galaxy_background_i_2\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_2 = (\n", + " dc2_galaxy_image_from_slsim_g_22 + dc2_galaxy_background_g_2\n", + ")\n", + "dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_2 = (\n", + " dc2_galaxy_image_from_slsim_r_22 + dc2_galaxy_background_r_2\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [], + "source": [ + "##disk dominated\n", + "## compute the difference between dp0 image and slsim image in each band\n", + "diff_i_n_1 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1\n", + " - dc2_galaxy_image_from_dp0_i_1\n", + ")\n", + "diff_r_n_1 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_1\n", + " - dc2_galaxy_image_from_dp0_r_1\n", + ")\n", + "diff_g_n_1 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_1\n", + " - dc2_galaxy_image_from_dp0_g_1\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [], + "source": [ + "##bulge dominated\n", + "## compute the difference between dp0 image and slsim image in each band\n", + "diff_i_n_2 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2\n", + " - dc2_galaxy_image_from_dp0_i_2\n", + ")\n", + "diff_r_n_2 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_2\n", + " - dc2_galaxy_image_from_dp0_r_2\n", + ")\n", + "diff_g_n_2 = (\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_2\n", + " - dc2_galaxy_image_from_dp0_g_2\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# disk dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1.min(),\n", + " dc2_galaxy_image_from_dp0_i_1.min(),\n", + " diff_i_n_1.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1.max(),\n", + " dc2_galaxy_image_from_dp0_i_1.max(),\n", + " diff_i_n_1.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1,\n", + " origin=\"lower\",\n", + " vmin=global_min,\n", + " vmax=global_max,\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_1, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_n_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Bulge dominated\n", + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree.\n", + "global_min = min(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2.min(),\n", + " dc2_galaxy_image_from_dp0_i_2.min(),\n", + " diff_i_n_2.min(),\n", + ")\n", + "global_max = max(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2.max(),\n", + " dc2_galaxy_image_from_dp0_i_2.max(),\n", + " diff_i_n_2.max(),\n", + ")\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2,\n", + " origin=\"lower\",\n", + " vmin=global_min,\n", + " vmax=global_max,\n", + ")\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(\n", + " dc2_galaxy_image_from_dp0_i_2, origin=\"lower\", vmin=global_min, vmax=global_max\n", + ")\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(diff_i_n_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated\n", + "## Produce RGB color image for slsim\n", + "slsim_image_list_n_1 = [\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_1,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_1,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_1,\n", + "]\n", + "\n", + "slsim_rgb_image_n_1 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_n_1, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [], + "source": [ + "## Bulge dominated\n", + "## Produce RGB color image for slsim\n", + "slsim_image_list_n_2 = [\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_i_2,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_r_2,\n", + " dc2_galaxy_image_from_slsim_with_dp0_background_cutout_g_2,\n", + "]\n", + "\n", + "slsim_rgb_image_n_2 = rgb_image_from_image_list(\n", + " image_list=slsim_image_list_n_2, stretch=0.5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated\n", + "diff_n_list_1 = [diff_i_n_1, diff_r_n_1, diff_g_n_1]\n", + "\n", + "## Bulge dominated\n", + "diff_n_list_2 = [diff_i_n_2, diff_r_n_2, diff_g_n_2]" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [], + "source": [ + "## Disk dominated\n", + "rgb_diff_nn_1 = rgb_image_from_image_list(image_list=diff_n_list_1, stretch=0.5)\n", + "\n", + "## bulge dominated\n", + "rgb_diff_nn_2 = rgb_image_from_image_list(image_list=diff_n_list_2, stretch=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (61.99284796403353, -36.9900209621661) degree.\n", + "global_min = min(slsim_rgb_image_n_1.min(), dp0_rgb_image_1.min(), rgb_diff_nn_1.min())\n", + "global_max = max(slsim_rgb_image_n_1.max(), dp0_rgb_image_1.max(), rgb_diff_nn_1.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_n_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_nn_1, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# This is a comparision of an image of galaxy from DP0 at\n", + "# (ra, dec)= (62.00273461841879, -37.00827463174009) degree.\n", + "global_min = min(slsim_rgb_image_n_2.min(), dp0_rgb_image_2.min(), rgb_diff_nn_2.min())\n", + "global_max = max(slsim_rgb_image_n_2.max(), dp0_rgb_image_2.max(), rgb_diff_nn_2.max())\n", + "# Plotting the images\n", + "plt.figure(figsize=(12, 4))\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(slsim_rgb_image_n_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from slsim\")\n", + "plt.axis(\"off\") # Turn off axis labels\n", + "\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(dp0_rgb_image_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Galaxy image from DP0\")\n", + "plt.axis(\"off\")\n", + "\n", + "\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(rgb_diff_nn_2, origin=\"lower\", vmin=global_min, vmax=global_max)\n", + "plt.title(\"Residual\")\n", + "plt.axis(\"off\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/validation_notebooks/slsim_dc2_diffsky_galaxy_distribution_comparision.ipynb b/notebooks/validation_notebooks/slsim_dc2_diffsky_galaxy_distribution_comparision.ipynb new file mode 100644 index 000000000..8e0a3a002 --- /dev/null +++ b/notebooks/validation_notebooks/slsim_dc2_diffsky_galaxy_distribution_comparision.ipynb @@ -0,0 +1,937 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "from astropy.cosmology import FlatLambdaCDM\n", + "from astropy.units import Quantity\n", + "from slsim.Pipelines.skypy_pipeline import SkyPyPipeline\n", + "from astropy.modeling.models import Linear1D, Exponential1D\n", + "import numpy as np\n", + "from astropy.table import vstack, Table\n", + "import pickle\n", + "import os" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Validation of galaxy distribution\n", + "This notebook compare galaxy distribution from slsim with DC2 and Diffsky galaxy\n", + "\n", + "distribution in a 1 degree square sky area. To run this notebook, one need to \n", + "\n", + "download dc2 and diffsky galaxy catalog from following link: https://github.com/LSST-strong-lensing/data_public.\n", + "\n", + "Please replace dc2 and diffsky paths in cell 8." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define a cosmology and sky area" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# define a cosmology\n", + "cosmology = FlatLambdaCDM(H0=70, Om0=0.3)\n", + "\n", + "# define a sky area\n", + "sky_area = Quantity(value=1, unit=\"deg2\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot Schechter functions" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "m_star = Linear1D(-0.80, -20.46)\n", + "phi_star = Exponential1D(0.00278612, -1.05925)\n", + "alpha = -0.53\n", + "m_star2 = -17\n", + "alpha2 = -1.31\n", + "path = os.getcwd()\n", + "new_path = path.replace(\"notebooks/validation_notebooks\", \"tests/TestData/\")\n", + "pipeline_1 = SkyPyPipeline(\n", + " skypy_config=new_path + \"lsst_like_test_1.yml\",\n", + " sky_area=sky_area,\n", + " filters=None,\n", + " cosmo=cosmology,\n", + ")\n", + "red_galaxies_1 = pipeline_1.red_galaxies\n", + "redshift, magnitude = red_galaxies_1[\"z\"], red_galaxies_1[\"M\"]\n", + "# 2nd schechter function\n", + "pipeline_2 = SkyPyPipeline(\n", + " skypy_config=new_path + \"lsst_like_test_2.yml\",\n", + " sky_area=sky_area,\n", + " filters=None,\n", + " cosmo=cosmology,\n", + ")\n", + "red_galaxies_2 = pipeline_2.red_galaxies\n", + "redshift2, magnitude2 = red_galaxies_2[\"z\"], red_galaxies_2[\"M\"]\n", + "\n", + "# combined schechterfunction\n", + "redshift3 = np.concatenate((redshift, redshift2))\n", + "magnitude3 = np.concatenate((magnitude, magnitude2))\n", + "\n", + "\n", + "fig, ((ax1, ax2, ax3), (ax4, ax5, ax6)) = plt.subplots(\n", + " nrows=2, ncols=3, figsize=(20, 12)\n", + ")\n", + "bins = np.linspace(-24.84408295574346, -14, 40)\n", + "bins2 = np.linspace(-19.1724664526037, -14, 30)\n", + "z_slices = ((0.0, 0.5), (0.5, 1), (1, 1.5), (1.5, 2), (2, 2.5), (2.5, 3))\n", + "\n", + "for ax, (z_min, z_max) in zip([ax1, ax2, ax3, ax4, ax5, ax6], z_slices):\n", + "\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask = np.logical_and(redshift >= z_min, redshift < z_max)\n", + " magnitude_bin = magnitude[z_mask]\n", + " bins = np.linspace(min(magnitude_bin), -16, 30)\n", + " dV_dz = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV = np.trapz(dV_dz, z)\n", + " dM = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_first_red = np.histogram(magnitude[z_mask], bins=bins)[0] / dV / dM\n", + "\n", + " z_mask2 = np.logical_and(redshift2 >= z_min, redshift2 < z_max)\n", + " magnitude_bin2 = magnitude2[z_mask2]\n", + " bins2 = np.linspace(min(magnitude_bin2), -16, 30)\n", + " dV_dz2 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV2 = np.trapz(dV_dz2, z)\n", + " dM2 = (np.max(bins2) - np.min(bins2)) / (np.size(bins2) - 1)\n", + " phi_second_red = np.histogram(magnitude2[z_mask2], bins=bins2)[0] / dV2 / dM2\n", + "\n", + " z_mask3 = np.logical_and(redshift3 >= z_min, redshift3 < z_max)\n", + " dV_dz3 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV3 = np.trapz(dV_dz3, z)\n", + " dM3 = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_combined_red = np.histogram(magnitude3[z_mask3], bins=bins)[0] / dV3 / dM3\n", + "\n", + " # Median-redshift Schechter function\n", + " L = 10 ** (0.4 * (m_star(z) - bins[:, np.newaxis]))\n", + " phi_model_z = 0.4 * np.log(10) * phi_star(z) * L ** (alpha + 1) * np.exp(-L)\n", + " phi_model = np.median(phi_model_z, axis=1)\n", + "\n", + " L2 = 10 ** (0.4 * (m_star2 - bins2[:, np.newaxis]))\n", + " phi_model_z2 = 0.4 * np.log(10) * phi_star(z) * L2 ** (alpha2 + 1) * np.exp(-L2)\n", + " phi_model2 = np.median(phi_model_z2, axis=1)\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_first_red,\n", + " where=\"post\",\n", + " label=\"1st SF for red galaxies\",\n", + " zorder=3,\n", + " )\n", + " ax.step(\n", + " bins2[:-1],\n", + " phi_second_red,\n", + " where=\"post\",\n", + " label=\"2nd SF for red galaxies\",\n", + " zorder=3,\n", + " )\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_combined_red,\n", + " where=\"post\",\n", + " ls=\"--\",\n", + " label=\"Combined SF\",\n", + " color=\"magenta\",\n", + " zorder=3,\n", + " )\n", + " ax.plot(bins, phi_model, label=\"1st SF model\", color=\"g\")\n", + " ax.plot(bins2, phi_model2, label=\"2nd SF model\", color=\"red\")\n", + " ax.set_title(r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max))\n", + " ax.set_xlabel(r\"$M_B$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"lower right\")\n", + " ax.invert_xaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Get galaxy distribution from SkyPyPipeline" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "## For the red galaxies, this configuration uses combined Schechter\n", + "# function (magenta curve in above plot).\n", + "pipeline_double = SkyPyPipeline(sky_area=sky_area, filters=None, cosmo=cosmology)\n", + "## For the red galaxies, this configuration uses single Schechter\n", + "# function (blue curve in above plot).\n", + "pipeline_single = SkyPyPipeline(\n", + " skypy_config=\"lsst_like_old\", sky_area=sky_area, filters=None, cosmo=cosmology\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "## Let's draw red galaxies from these two different Schechter function.\n", + "red_galaxies_double = pipeline_double.red_galaxies\n", + "red_galaxies_single = pipeline_single.red_galaxies" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "# These are all galaxies from from two cases.\n", + "single_total = vstack([pipeline_single.red_galaxies, pipeline_single.blue_galaxies])\n", + "single_total = single_total[(single_total[\"z\"] < 3.01) & (single_total[\"mag_i\"] < 30)]\n", + "double_total = vstack([pipeline_double.red_galaxies, pipeline_double.blue_galaxies])\n", + "double_total = double_total[(double_total[\"z\"] < 3.01) & (double_total[\"mag_i\"] < 30)]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Comparision of red galaxy distribution with \n", + "## single and double Schechter function." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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95OXl8eSTT9KyZcuEz9G8eXO2bdt2kC0Npadu3rw5N91000EfK56ysjIGDhzIxx9/TElJCdOmTWPChAkx6/7jH/+ImnUWQinKf/Ob3/D8888zZcoUSkpKeOihhxJuy5QpUzjnnHPC1xNcddVV3HjjjXTo0KHmbyzCrl27GDBgAJs2bWLMmDHhVB/pct555/H000/X6Hepwty5cxk3btx+Fy9WZ9++fdxwww28+eabmBlNmzZlxowZ5OXlkZubS4sWLcLXczz88MP85Cc/qXGbYlGwkIxYu2UHZWMHJO14uaNfjVtHKcqVojwVXnvttZQeP9Kzzz7LunXr+Oijj2jUqBHl5eX7pWSZM2cOrVu3Tsm5lUhQGiSlKFeK8pqmKF+/fj1nnHFG+AZab7/9NvB9GvKysjJOPvlkhg8fTseOHTnnnHPCV6ovWLCAzp0707NnT26++eaoNzj69ttvueKKK+jWrRtdunQJZxKo3Ia2bdvSqFHoX3d2djZHHHFElXopES0VbX141MkU5Zk+VgpVToWcM+qVpB4/keMpRblSlB9MivJx48b5H/7wB3cP/Q5988034fNt3LjRV69e7Y0bNw7/fAYPHuxPPvmku7t37NjR3333XXd3HzVqVNSfyZgxY8L1//3vf3v79u1927Zt+7Xhiy++8JycHC8oKPAbb7zRFy1atN/77tSpkxcUFHj37t2rtD8apSgXiUIpyr+nFOU1T1HerVs3Jk+ezO23386SJUto0aJFlTp5eXkUFhbu194tW7awdevW8PxBrDmh119/nbFjx1JYWEhxcTE7d+7k888/369OdnY2K1as4O6776ZRo0acddZZzJ49O7x9zpw5lJaWhm+tmkwKFnWd7oGRsIo5izVr1vDdd98xceJE9u3bF05RXvFYvnx5eJ+DTVH+0EMPsWTJEm677bao6bqrqxMrRfmsWbN45ZVXDjpF+eOPP86OHTvo0aNHeOitMqUo/94ZZ5zBvHnzaNeuHZdffnl4mDBSxTEi21tdGyK5Oy+88EL49/Dzzz+Pmk/t0EMP5dxzz+Xee+/lt7/9LS+99FJCxz9YChZ1XRm6RWsNKUW5UpQfiDVr1nDUUUcxfPhwrrzyShYtWpTQfkcccQQtWrTg/fdDqe8qfqcq69evHw8++GA4uCxevLhKnUWLFoU/POzbt4+PPvooZSnJK9NqKMmIdi2zElrBVJPj1UTlFOUjR47kD3/4A7t37+aSSy6hoKCA8ePHc9lllzF+/HguvvjiqMeJTFGek5MTNUV5Tk4O+fn5Uf9RRqtTkaJ88uTJ+6Uor1guOWTIEP7yl79Um6L8iiuu4Ic//GHMG+c88MADzJkzh8aNG9OhQwfOPfdcGjVqFE5RPmzYsLgTpxUpyleuXMlll10WXmlVkaI8Ly8vaoryrKws3nvvvXB5ZBpxd+e8885LSYrygz323Llzuffee2nSpAnNmzeP2rOI5YknnmD48OE0a9aM4uLi8O9IpFtvvZUbbriBzp074+7k5uZWWVK7YcMGhg8fHr7Hd/fu3bnuuusO6P3UVMpSlGdarUhRnkv0T/jpyBRby9KaK0V58ihFed1T8TsCMHbsWNavX8/48eMz3Krak6Jc1lCr/mFLaihFucTz6quvcvfdd7Nnzx5ycnL2u092XaGeRSpl8tO9ehYiEkdNehaa4Ja0qa8fTETqopr+PSpYSFo0bdqUzZs3K2CI1ALuzubNm2natGnC+2jOQtIiOzub8vJyNm7cmOmmiAihD3DZ2dnxKwYULCQtmjRpQl5eXqabISIHSMNQIiISl4KFiIjEpWAhIiJxKViIiEhcChb1lbLRikgSaTVUfVUWozx+9moRkSrUsxARkbgULEREJC4FCxERiSulwcLMysxsiZmVmllJUHakmb1hZp8FX4+IqD/GzFaa2Qoz6xdR3jU4zkozm2CJ3DdSRESSJh09i97uXhiR8nY0MNvd2wOzg9eYWQfgEqAj0B942MwaB/s8AowA2geP/mlot4iIBDIxDDUImBo8nwpcEFE+3d13uftqYCXQ3czaAoe5+3seSlk6LWIfERFJg1QHCwdeN7OFZjYiKDva3dcDBF+PCsrbAV9E7FselLULnlcur8LMRphZiZmVKLupiEjypPo6i17uvs7MjgLeMLNPqqkbbR7CqymvWug+CZgEoTvl1bSxIiISXUp7Fu6+Lvi6AXgR6A58GQwtEXzdEFQvB46N2D0bWBeUZ0cpFxGRNElZsDCzZmbWouI5cA7wMTATGBpUGwq8HDyfCVxiZoeaWR6hiez5wVDVVjPrEayC+mXEPiIikgapHIY6GngxWOV6CPC0u/+fmS0AZpjZlcDnwGAAd19qZjOAZcAe4Fp33xscayQwBcgCZgUPERFJE6uv90QuKirykpKSzDbCiDG7kkG5wJoo5TnEziclIg2GmS2MuNQhTIkEG5qyGOW6zFFEqqF0HyIiEpeChYiIxKVgISIicSlYiIhIXAoWIiISl4JFMuQS/X7XORlsk4hIEmnpbDKsofZdTyEikkTqWYiISFwKFiIiEpeChYiIxKVgISIicSlYiIhIXAoWIiISl4KFiIjEpWAhIiJxKViIiEhcChYSkkP0lCW5GWyTiNQaSvchIWUxynUHPRFBPQsREUmAgoWIiMSlYCEiInEpWIiISFwKFiIiEldCwcLMiszsP83sXjP7vZn9PzM7MsF9G5vZYjN7JXh9pJm9YWafBV+PiKg7xsxWmtkKM+sXUd7VzJYE2yaYmdboiIikUbXBwsyGmdkiYAyQBawANgCnAW+Y2VQzOy7OOa4Hlke8Hg3Mdvf2wOzgNWbWAbgE6Aj0Bx42s8bBPo8AI4D2waN/wu9QREQOWrzrLJoBvdx9R7SNZlZI6J/35zG2ZwMDgLuAG4PiQUBx8HwqMBcYFZRPd/ddwGozWwl0N7My4DB3fy845jTgAmBWvDcnIiLJUW2wcPeJcbaXxjn+A8B/Ay0iyo529/XB/uvN7KigvB3wfkS98qBsd/C8cnkVZjaCUA+E446L1+EREZFEVRsszOx31Wx2d7+zmn0HAhvcfaGZFSfQlmjzEF5NebQGTQImARQVFUWtIyIiNRdvGOrbKGU/BK4CWgExgwXQC/ipmZ0HNAUOM7P/Bb40s7ZBr6ItoTkQCPUYjo3YPxtYF5RnRykXEZE0qXaC293vq3gQ+sSeBVwBTAeOj7PvGHfPdvdcQhPXb7r7L4CZwNCg2lDg5eD5TOASMzvUzPIIzYXMD4astppZj2AV1C8j9hERkTSIm0gwWCJ7IzCE0IT0Ke7+74M451hghpldSWhifDCAuy81sxnAMmAPcK277w32GQlMIRSsZqHJbRGRtDL32EP7ZnYvcBGhXsVEd9+WroYdrKKiIi8pKUnPyYwYsyj1QC6wJkp5DrEz1YpInWVmC929qHJ5vJ7FfwG7gP8Bbom4Fs4ITXAfltRWSu1TFqNcl0WKNCjxls4qHYiIiMS9grt5vAMkUkdEROq2eD2Hl83sPjM7w8yaVRSa2fFmdqWZ/Q2l3hARqffiDUOdFVwncTXQK0j6t4dQjqhXgaHu/q/UN1NERDIp7tJZd38NeC0NbRERkVpKE9giIhKXgoWIiMSlYCEiInHFDRZm1sjMPk5HY0REpHaKGyzcfR/wYQJ3xBMRkXoq7mqoQFtgqZnNJyJtubv/NCWtEhGRWiXRYHFHSlshIiK1WkLBwt3fMrMcoL27/93Mfgg0Tm3TRESktkhoNZSZDQeeBx4NitoBL6WoTVIX5BDKPFv5kZvBNolIyiS6dPZaQrdJ/QbA3T8DjkpVo6QOKCN0D4/Kj2j3vhCROi/RYLHL3b+reGFmh1B/b/cjIiKVJBos3jKz3wJZZtYXeA74a+qaJSIitUmiwWI0sBFYQigD7WuE7p4nIiINQKKrofaZ2VTgA0LDTyu8upt3i4hIvZJQsDCzAcCfgFWE1rzkmdnV7j4rlY0TEZHaIdGL8u4Derv7SgAz+xGhmx8pWIiINACJzllsqAgUgX8CG1LQHhERqYWq7VmY2UXB06Vm9howg9CcxWBgQYrbJiIitUS8nsX5waMp8CVwJlBMaGXUEdXtaGZNzWy+mX1oZkvN7I6g/Egze8PMPgu+HhGxzxgzW2lmK8ysX0R5VzNbEmybYGZ2QO9WREQOSLU9C3f/1UEcexfQx923mVkT4B0zmwVcBMx297FmNprQstxRZtYBuAToCBwD/N3MTnD3vcAjwAjgfULLdvuj+RIRkbRJdDVUHvBrQpl/wvtUl6I8WFq7LXjZJHg4MIhQ7wRgKjAXGBWUT3f3XcBqM1sJdDezMuAwd38vaMs04AIULERE0ibR1VAvAU8Qump7X6IHN7PGwELgx8BEd//AzI529/UA7r7ezCpyTLUj1HOoUB6U7Q6eVy6Pdr4RhHogHHdcCu7VlEv03Ec5yT+ViEhtkmiw2OnuE2p68GAIqdDMWgIvmlmnaqpHm4fwasqjnW8SMAmgqKgo+RcNrol1ZhGR+i3RYDHezG4DXic0FwGAuy9KZGd332JmcwnNNXxpZm2DXkVbvl+CWw4cG7FbNrAuKM+OUi61UUXq8mjlZeltiogkT6LBIh+4HOjD98NQHryOyszaALuDQJEFnA3cA8wEhgJjg68vB7vMBJ42sz8SmuBuD8x3971mttXMehBKN/JL4MHE36KkVVmMcq1fE6nTEg0WFwLHR6YpT0BbYGowb9EImOHur5jZe8AMM7sS+JzQNRu4+1IzmwEsA/YA1wbDWAAjgSlAFqGJbU1ui4ikUaLB4kOgJTW4atvdPwK6RCnfDJwVY5+7gLuilJcA1c13iIhICiUaLI4GPjGzBew/ZxFz6ayIiNQfiQaL21LaChERqdUSvZ/FW6luiIiI1F6JXsG9le+vMPgBoauxv3X3w1LVMBERqT0S7Vm0iHxtZhcA3VPRIBERqX0SvZ/Fftz9Jaq5xkJEROqXRIehLop42QgoQokvREQajERXQ50f8XwPoet0ByW9NSIiUislOmdxMPe1EBGROi7ebVV/V81md/c7k9weqa+UYFCkTovXs/g2Slkz4EqgFaBgIYkpi1GuBIMidUK826reV/HczFoA1wO/AqYD98XaT0RE6pe4cxZmdiRwIzCE0G1QT3H3f6e6YSIiUnvEm7O4F7iI0N3n8t19W3X1RUSkfop3Ud5/EboR0f8A68zsm+Cx1cy+SX3zRESkNog3Z3FAV3iLiEj9omAgIiJxKViIiEhcChYiIhKXgoWIiMSlYCEiInEpWEhmVeSMqvzIzWCbRKSKRFOUi6RGWYxy5YwSqVXUsxARkbhSFizM7Fgzm2Nmy81sqZldH5QfaWZvmNlnwdcjIvYZY2YrzWyFmfWLKO9qZkuCbRPMTJ87RUTSKJU9iz3Af7n7yUAP4Foz6wCMBma7e3tgdvCaYNslQEegP/CwmTUOjvUIMAJoHzz6p7DdIiJSScqChbuvd/dFwfOtwHKgHaHbsU4Nqk0FLgieDwKmu/sud18NrAS6m1lb4DB3f8/dHZgWsY+IiKRBWuYszCwX6AJ8ABzt7ushFFCAo4Jq7YAvInYrD8raBc8rl0c7zwgzKzGzko0bNyb1PYiINGQpDxZm1hx4AbjB3avLVBttHsKrKa9a6D7J3YvcvahNmzY1b6zUHlpSK1KrpHTprJk1IRQonnL3vwTFX5pZW3dfHwwxbQjKy4FjI3bPBtYF5dlRyqU+K4tRrqUNIhmRytVQBjwBLHf3P0ZsmgkMDZ4PBV6OKL/EzA41szxCE9nzg6GqrWbWIzjmLyP2ERGRNEhlz6IXcDmwxMxKg7LfAmOBGWZ2JfA5MBjA3Zea2QxgGaGVVNe6+95gv5HAFCALmBU8REQkTSy0wKj+KSoq8pKSkuQe1IgxWyJpo5+BSEqZ2UJ3L6pcriu4RUQkLgULERGJS8FCRETiUrAQEZG4FCxERCQuBQupW3Rlt0hG6OZHUreUxSjXld0iKaWehYiIxKWehQDQa+ybrN2yo0p5u5ZZvDu6TwZaJCK1iYJFA1NdUCgbO6BKee7oV9PRrINXMZcRa1tZ+poiUh8pWNRTNQ0KdV5ZNds0nyFy0BQs6qm1W3YkJSi0a5kVtXeh4SmRhkXBQqoVKyDUmeEpEUkKBYs6ItawUiztWmalsDWxexwV29TrEKlfFCzqiGQNKyVLdcGg19g3NXQlUs8oWEjSaehKpP7RRXkiIhKXehaSNhlbWRXrGgxdfyGSMAULSZuMDU+VxSjX9RciCVOwkIzTtRwitZ+ChWScJsRFaj8Fi1qmujQdIiKZomBRy9S26ykyKeXDU5r4FkmYgoXUWikfniqLUa6Jb5EqUnadhZn92cw2mNnHEWVHmtkbZvZZ8PWIiG1jzGylma0ws34R5V3NbEmwbYKZ6U9ZRCTNUnlR3hSgf6Wy0cBsd28PzA5eY2YdgEuAjsE+D5tZ42CfR4ARQPvgUfmYIiKSYikbhnL3eWaWW6l4EFAcPJ8KzAVGBeXT3X0XsNrMVgLdzawMOMzd3wMws2nABcCsVLVbaj/NZYikX7rnLI529/UA7r7ezI4KytsB70fUKw/KdgfPK5fXeVr1dOBiBYSkJTAsi1GuAVBpwGrLBHe0P0Ovpjz6QcxGEBqy4rjjjktOy1JEq56ST9driKROuhMJfmlmbQGCrxuC8nLg2Ih62cC6oDw7SnlU7j7J3YvcvahNmzZJbbiISEOW7p7FTGAoMDb4+nJE+dNm9kfgGEIT2fPdfa+ZbTWzHsAHwC+BB1PeylxgTZTynJSfWVIgaXMcmsuQBixlwcLMniE0md3azMqB2wgFiRlmdiXwOTAYwN2XmtkMYBmwB7jW3fcGhxpJaGVVFqGJ7dRPbq+hmsEuqWuSNjxVFqNccxnSAKRyNdSlMTadFaP+XcBdUcpLgE5JbJpIcqnHIQ1AbZngFkm7pA1PlcUoV49D6hEFC2mwtHpKJHEKFimm6ylEpD5QsEgxXU8hIvWBgoVIJVpqK1KVgoVIJVpqK1KVgoVIgnSvcGnIFCxEEqTVU9KQKViIHKRYPY6Y9a/L4l2LEng0lyG1mIKFyEGq6RBU7uhXo6eT0VyG1GLpzjorIrFUrJ6q/MjNYJtEAupZJIkuvpOD1eua6L9DAO1GZvHunyr1YDRsJWmkYJEkuvhOElXdqqpYv0NRh640bCVppGAhkmYHssw2aoAZBe3GatmupIeChUgdEDUg5ELuJa9W7WFoeEpSQMFCpK4qC/UsckdFGdJSj0OSTMFCpA6rUY8D1OuQA6ZgIVLflFXT4/g2xgWBsSi4SEDBQqQeijUE1Wvsm9GDSKz8VlpxJQEFC5EGJGn5rXKBNVHK1ROptxQsRCR2fqtRwOgoO1wS4zixhrkUROo8BYsa0pXaUh8la+VUzGEuzZXUeQoWNaQrtUViq+lcSSzqodQ+ChYiknI17bnUtIfS67o3Wdsseo9f15skh4KFiNQ6NV7N9W0WZfdU7fH3uubNGk/et/s2i3cfjH79SkOe1K8zwcLM+gPjgcbA4+4+NsNNEpE0q7aX8GCU+tS8V9Hr1zECTKon9XOp1cHI3KPdhaV2MbPGwKdAX6AcWABc6u7LYu1TVFTkJSUlB3hC6HV37IlsdWtFpEKsRS+ZErNnlCAzW+juRZXL60rPojuw0t3/CWBm04FBQMxgcbA0kS0iiahtHx5TdU/4uhIs2gFfRLwuB06tXMnMRgAjgpfbzGzFAZ6vNfewye45wL3rptbApkw3Is30nuu/hvZ+AVrbPQf1nnOiFdaVYBEt6UCV8TN3nwRMOuiTmZVE64bVZ3rPDUNDe88N7f1C6t5zXbkHdzlwbMTrbGBdhtoiItLg1JVgsQBob2Z5ZvYDQusSZma4TSIiDUadGIZy9z1mdh3wN0JLZ//s7ktTeMqDHsqqg/SeG4aG9p4b2vuFFL3nOrF0VkREMquuDEOJiEgGKViIiEhcChYRzKy/ma0ws5VmFi2Lf71jZn82sw1m9nGm25IOZnasmc0xs+VmttTMrs90m1LNzJqa2Xwz+zB4z3dkuk3pYmaNzWyxmb2S6bakg5mVmdkSMys1swNMYRHj2JqzCDmQlCL1gZmdAWwDprl7p0y3J9XMrC3Q1t0XmVkLYCFwQX3+OZuZAc3cfZuZNQHeAa539/cz3LSUM7MbgSLgMHcfmOn2pJqZlQFF7p70CxHVs/heOKWIu38HVKQUqdfcfR7wVabbkS7uvt7dFwXPtwLLCWUIqLc8ZFvwsknwqPefEs0sGxgAPJ7pttQHChbfi5ZSpF7/E2nozCwX6AJ8kOGmpFwwHFMKbADecPd6/56BB4D/BvZluB3p5MDrZrYwSH+UNAoW30sopYjUD2bWHHgBuMHdv8l0e1LN3fe6eyGh7AfdzaxeDzma2UBgg7svzHRb0qyXu58CnAtcGwwzJ4WCxfeUUqSBCMbtXwCecve/ZLo96eTuW4C5QP/MtiTlegE/DcbwpwN9zOx/M9uk1HP3dcHXDcCLhIbXk0LB4ntKKdIABJO9TwDL3f2PmW5POphZGzNrGTzPAs4GPsloo1LM3ce4e7a75xL6W37T3X+R4WallJk1CxZtYGbNgHOApK1yVLAIuPseoCKlyHJgRopTitQKZvYM8B5wopmVm9mVmW5TivUCLif0SbM0eJyX6UalWFtgjpl9ROhD0Rvu3iCWkjYwRwPvmNmHwHzgVXf/v2QdXEtnRUQkLvUsREQkLgULERGJS8FCRETiUrAQEZG4FCxERCQuBQsRwMz2BstoPzazv1Zcl1CD/bcdyHYzu8bMfhk8Pylow2Iz+5GZXVbN8dpWl0k1uLYiacsmRRQsREJ2uHthkHn3K+DadJzU3f/k7tOClxcAL7t7F0LZBGIGC+BG4LFqjrsRWG9mvZLVVmnY6sQ9uEXS7D2gM4CZ/QiYCLQBtgPD3f0TM8sDnib0NxT+BB+kQH8WOCzYNtLd3w623QUMBHYAg9z9SzO7nVCK+GXADcDeIJ9PFnBykPxvqrvfX6mNFwP/Exz3cUJpuCGU/PIhd78DeAkYArybjG+KNGzqWYhECO5rchbfp3qZBPza3bsCNwEPB+XjgUfcvRvwr4hDXAb8LUjaVwCUBuXNgPfdvQCYBwyPPK+7vwb8Cbjf3XsDo4G3g97OfoEiCFT/dvddwb5XBecbBGwGpgRVS4DTD+gbIVKJehYiIVnBp/hcQjdEeiPITPsT4LlQSikADg2+9iL06R7gSeCe4PkC4M9BssKX3L00KP8OqJhjWEjoJlsHqi2wMbLAzJoCzwHXufuaoHgDcMxBnEckTD0LkZAdwafzHOAHhOYsGgFbgk/3FY+TI/apkisnuJnUGcBa4MmKyWtgt3+fW2cvB/dBbQfQtFLZn4C/uPvfI8qaBnVFDpqChUgEd/8a+A2hIacdwGozGwyhjLVmVhBUfZdQNlMIzQsQ1MkhdB+Fxwhltz3lAJuyFWgRY9unhHpAFee8Fmjh7mMr1TuBJGYdlYZNwUKkEndfDHxIKBgMAa4MMnku5ftb7V5P6OYyC4DDI3YvBkrNbDGhYarxB9iMj4A9Zvahmf1npfZ9C6wysx8HRTcB+RFZdK8JynsDrx7g+UX2o6yzInWQmV0IdHX3/6mmzjxCq67+nb6WSX2lCW6ROsjdXzSzVrG2m1kb4I8KFJIs6lmIiEhcmrMQEZG4FCxERCQuBQsREYlLwUJEROJSsBARkbj+P7xaYV6Ag3qtAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "## Plot red galaxy distributions from single Schechter function and double Schcheter\n", + "# functions.\n", + "plt.hist(\n", + " red_galaxies_double[\"z\"],\n", + " bins=50,\n", + " histtype=\"step\",\n", + " label=\"Red galaxy distribution from double SF\",\n", + " color=\"magenta\",\n", + ")\n", + "plt.hist(\n", + " red_galaxies_single[\"z\"],\n", + " bins=50,\n", + " histtype=\"step\",\n", + " label=\"Red galaxy distribution from single SF\",\n", + ")\n", + "plt.xlabel(\"Redshift (z)\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load DC2 and Diffsky galaxy catalog\n", + "These catalogs are from 1 degree square sky area." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [], + "source": [ + "with open(\"/Users/narayankhadka/downloads/dc2_galaxy2_catalog_1deg2.txt\", \"rb\") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " dc2_galaxies = pickle.load(file)\n", + "\n", + "with open(\"/Users/narayankhadka/downloads/dc2_galaxy1_catalog_1deg2.txt\", \"rb\") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " dc2_galaxies2 = pickle.load(file)\n", + "\n", + "with open(\n", + " \"/Users/narayankhadka/downloads/diffsky_galaxy_catalog_1deg2.txt\", \"rb\"\n", + ") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " diffsky_galaxies = pickle.load(file)\n", + "with open(\n", + " \"/Users/narayankhadka/downloads/diffsky_galaxy2_catalog_1deg2.txt\", \"rb\"\n", + ") as file:\n", + " # Use pickle.load() to load the data from the file\n", + " diffsky_galaxies2 = pickle.load(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "dc2_galaxies = Table(dc2_galaxies)\n", + "dc2_galaxies = dc2_galaxies[dc2_galaxies[\"mag_true_i_lsst\"] < 30]\n", + "dc2_galaxies2 = Table(dc2_galaxies2)\n", + "dc2_galaxies2 = dc2_galaxies2[dc2_galaxies2[\"mag_true_i_lsst\"] < 30]\n", + "diffsky_galaxies = Table(diffsky_galaxies)\n", + "diffsky_galaxies = diffsky_galaxies[diffsky_galaxies[\"mag_true_i_lsst\"] < 30]\n", + "diffsky_galaxies2 = Table(diffsky_galaxies2)\n", + "diffsky_galaxies2 = diffsky_galaxies2[diffsky_galaxies2[\"mag_true_i_lsst\"] < 30]" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.015004985975324292 3.0784268934021073 14.266190839010237 29.999986591958766\n" + ] + } + ], + "source": [ + "print(\n", + " min(diffsky_galaxies[\"redshift\"]),\n", + " max(diffsky_galaxies[\"redshift\"]),\n", + " min(diffsky_galaxies[\"mag_true_i_lsst\"]),\n", + " max(diffsky_galaxies[\"mag_true_i_lsst\"]),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.012666132057165269 3.0940996130362075 13.834526 29.999998\n", + "0.0004640712279099357 3.0099955391950304 13.959508995650118 29.999993209676237\n" + ] + } + ], + "source": [ + "print(\n", + " min(dc2_galaxies[\"redshift\"]),\n", + " max(dc2_galaxies[\"redshift\"]),\n", + " min(dc2_galaxies[\"mag_true_i_lsst\"]),\n", + " max(dc2_galaxies[\"mag_true_i_lsst\"]),\n", + ")\n", + "print(\n", + " min(double_total[\"z\"]),\n", + " max(double_total[\"z\"]),\n", + " min(double_total[\"mag_i\"]),\n", + " max(double_total[\"mag_i\"]),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Comparision of total galaxy distribution" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, '$mag_i < 30$')" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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TTTexbNkyTjnlFCZNmkTv3r1xd/7yl7+wZs0aunXrxosvvsj222/P5MmTueiii5g+fXqd47dv357Ro0fzxBNP5O68SlWy65/GddyCApI0EQokMdSpUyfGjh1Lz549GT58OGPGjGHIkCH07t0bCHJdnXzyyQDsuOOOm/br1asXixYtSnrMTp068cwzuVuxL/XIVUASiTkFkpjabbfd+O6771i+fDnvvPMOQ4YMqXefBx54gB/96EeNUDvZQqqWh0gToEASY5msrfznP//JAw88wCuvvJLHGkmkXHeFihQZzdqKqfnz59O8eXM6derEfvvtx6xZs5KWffvtt7ngggt48skn6dChAwBjxoyhsrKSyspKliyJThsiIpILapHE0GeffcbQoUO57LLLMDMuu+wyDjnkEAYOHMihhx4KwB//+Ed++MMfsn79egYNGsTDDz9M9+7dNx3j0ksv5dJLLy3UKZSmdl2jxzdy1YWlwXkpUgokUZJ9YGRzvHqsW7eOysrKTdN/zznnHH7+858DwYD6pEmTuPrqq1m+fDnNmjWjb9++DBo0iCuuuIIVK1ZwySWXALDVVlsxc+bMOsf/9NNP6dGjB6tXr6ZZs2b8z//8D++9916d+400KZmObeT7wzzTwfk7K6B9xOvtugbbRRqJAkmUAnz727hxY8rXe/fuzcsvv1xn+/3338/9999f7/F32mmnpDO6mqxiH9tYtZCyXXpR0a3uS8oWLI1JgUSkiEXmzRreDoarK0wajwbbRUQkKwokIiKSFXVtSWylSoUuhVXf3SiVqr5pUSCR2CqmG1jlVb6nHTdAqmujVPVNjwKJSNxpDYnEnAJJhFTN9oZIp6mf7zTyEydOTKtcUdOCPpGCUCCJkOsulXSa+vlOI59uuaKmbLsiBaFAEkP5SCN/2GGHpVVORCRTCiQxlc808k0u3XwMB6tFSokCSYzlI418IdPNL/t6GaeOP7XO9rxPF21q4yOpAmeGObg0BVvSoUASU1Fp5E844YTIsjVp5CdPnrxFGvn77rsPgGeffZaysrLIco1p43cbI8eeMp4uqhtJpZYscA5vB+0z+xtpCrakQ4EkhvKRRn7hwoWR5WIv2TfrYk62KFJiFEgilG1TltNFVel0A+Q7jfzNN9+cVrnYUcAQiT0FkgiFSO+Q7zTy6ZYTEcmUAolIY9MsMikxCiQija1Qs8hqAlXUHRWb2sw2ySkFEim4ZGNSZdUbClCbEvaz2TC+ou64k1b+S5YUSKTgko5J6QMu5yKDdreulD02QKnfpcEUSESakGS35o2677tIunSHRBERyYpaJBHmHdmf6iW5SyPfoqyMPaa8kLJMqjTyM2fOZMKECYwePZpvv/2WgQMH8vnnn3PttddSVlbG0KFDadGiBdOmTaN169Z1jt2mTRvWrl3boLofc8wxvP766xx++OE8/fTTDTqGxF/ScSqlQpE0KJBEqF6yhH3mzsnZ8ebsvU+9ZVKlke/Rowc9evQA4F//+hfV1dWbyg4dOpSrr76a8847L2f1TfSLX/yCr7/+mnvvvTcvx5d40PiIZENdWzFUk0b+7rvvxt2ZOnUqxx57LMuXL+fss8+mqqqKyspK7r33Xh599FFuvvlmzjrrLJYuXUrfvn2prKxk//33r7OA8fPPP6d37948+eSTdOvWjerqagBWr15NeXn5pueJ+vfvT9u2bRvlvEWkOCmQxFRiGvkanTp14v777+eII46gqqqKn/70pxx//PH87ne/Y+LEiTzyyCMMGDCAqqoq3nrrLSorKzftu2zZMgYOHMjNN9/MCSecQL9+/XjmmWcAmDRpEieddBItWrRo7NMUkRKgQBJjmaSRB+jZsycPPfQQw4cPZ/bs2ZtaEtXV1fTv35/f/va3HHXUUQBccMEFPPTQQwA89NBDeesaE5HSp0ASU4lp5NPVt29fXnrpJTp37sw555zDhAkTgCBB48EHH8xzz23uB+/Tpw8LFizgxRdfZOPGjey///5Mnz6dyspKKisreeqpp3J+TiJSmvIaSMxsOzN7zMzmmtkcM+ttZu3N7B9m9u/w9/YJ5a81s3lm9r6ZDUjYfrCZzQ5fG21mFm5vaWZ/DrdPN7PyfJ5PY6mdRj5dH3/8MZ06deLCCy/k/PPP58033wSCW/M++OCDzJ07l5EjR24qP3jwYM4444xNrZFDDz2UqqoqqqqqOP7443N7UiJSsvI9a2sU8Hd3P9nMvgdsDVwHvODuI81sGDAMuMbM9gVOB/YDyoDnzay7u28E7gEuAl4HngWOASYD5wNfuPseZnY6cCtwWraVblFWltZMq0yOV59UaeTTNXXqVH73u9/RokUL2rRps6lFAsH04kmTJnHcccex7bbbcskll3DWWWdxww03cMYZZyQ95hFHHMHcuXNZu3YtXbp04YEHHmDAgAFJy4tI02OZ9sOnfWCzbYG3gN084U3M7H2gn7svNbOdganuvpeZXQvg7r8Jyz0HDAcWAP90973D7WeE+/+0poy7TzOzrYBPgR08xUn16NHDa9+HY86cOeyzT+4CR7F47LHHePLJJ3n44Ycb5f1eeOMF+vfsn/4Ow9vpfiSNIcd/54rxFZF3VUx1215NP44/M5vl7j2iXstni2Q34DPgITM7EJgFXAns6O5LAcJgUjMI0JmgxVFjUbitOnxce3vNPp+Ex9pgZquADsDniRUxs4sIWjR07apU3QCXX345kydP5tlnny10VaTQUqW1b0BW4FSLG3Nyq2WJnXwGkq2A7wOXu/t0MxtF0I2VTNRggKfYnmqfLTe4jwXGQtAiSVXppuKuu+4qdBUkLlLd470B1LpoevIZSBYBi9x9evj8MYJAsszMdk7o2lqeUH6XhP27AEvC7V0itifusyjs2moHrMzHyYhIfqRqwSgoFYe0AomZ9QCOIBgEXwe8Azzv7kk/tN39UzP7xMz2cvf3gf7Ae+HPEGBk+PvJcJengEfM7I7wffYEZrj7RjNbY2a9gOnAYOCuhH2GANOAk4EpqcZHRCQH7qyAVQvrbm9gV1iyYKEur+KRMpCY2bnAFcBHBGMc7wOtgMMJZlq9A/zS3SP+VQFwOTAxnLE1HziPYMrxo2Z2PrAQOAXA3d81s0cJAs0G4NJwxhbAxcA4oDXBbK3J4fYHgIfNbB5BS+T0TE5eRBpg1cLowXndP6bJqq9Fsg3Qx93XRb1oZpUELYfIQOLuVUDUKH/k1B13HwGMiNg+E9g/Yvs3hIFIREQKI2Ugcfcx9bxeldPaxMSE615jzcpvcna8tu1bMfjXh6UsE8c08lVVVVx88cWsXr2a5s2bc/3113PaaVkv0xGRElNf19avUrzs7v7fOa5PLKxZ+Q2X/uHInB1vzNAp9ZaJYxr5rbfemgkTJrDnnnuyZMkSDj74YAYMGMB2222Xcr8PVn5A9Xd1Mwk3b9Y853UUkcKrL0XKVxE/TrCi/Jr8Vq3piksa+e7du7PnnnsCUFZWRqdOnfjss8/qrX/1d9Xs13G/Oj87br1jjv5C0ihq1pfU/mmntViypfq6tm6veWxmbQkWFP4EmATcnmw/yV6qNPK33XbbprsVTps2jWOPPZaTTz6Z22+/nQEDBnD99dezceNGvv766037Llu2jOOPP55bbrmFo446iieeeIJnnnmGE088Ma008jNmzGD9+vXsvvvuuT/ZVLOApHAaMANLmqZ6p/+aWXvg58BZwHjg++7+Rb4rJg1LI/+Tn/yE6upqTjzxxE33I6lJIz9mzBh+8IMfAEEa+d/+9receOKJPPTQQ9x3331Jj7t06VLOOeccxo8fT7NmecjzmWwWkIgUhZSfCmb2O+ANYA1Q4e7DFUQaR1zSyK9evZqBAwdyyy230KtXr9yepIiUhPq+Xv4XweLAG4AlZrY6/FljZqvzX72mKS5p5NevX8+Pf/xjBg8ezCmnaJa1iESrb4ykSd74qm37VmnNtMrkePWJYxr5Rx99lJdeeokVK1Ywbtw4AMaNG7fFLXxFRFKmkTezNu6ecgFCOmXiRGnkN8s2jXyyab4tmrWge/vudbYn/TsrXXxpaKR09FIY2aSRf9LMqgjyYc1y96/CA+4G/AdwKnAfQUJGKSK5SCNfM803bauXwPCIcRbNzhIpavV1bfU3s/8Efgr0CW+Lu4Eg59YzwBB3/zT/1ZRcK0ga+e82qOVRynJ8X5Nc0Q218q/e6b/u/izB7W1LmrtnNLAtmQm6UJWYuaTl+L4mubLkqyW6oVaeNcnB9NpatWrFihUrMl63Ielxd1asWEGrVfMLXRURyYN83tiqaHTp0oVFixallf5DNvt07ac0+yy97yKtWrWiy5u3wjGX5LlWIunRDbVyR4EEaNGiBd26dSt0NYrOqeNPzWxWzfov81YXibFkYyc1r2U4fpKrMQ/dUCt30kmR0gx4293r3A9ERKReqQJFA8ZPNOYRP+kMtn9nZm+ZWdcUd0IU2UxJGEWalHS7tnYG3jWzGQSp5AFw9+PzUispbkrCKDmQagxD4iXdQHJTXmshIlJL5BjGnRXw0evwTq0usXZdoX3j1EvqSiuQuPuLZrYrsKe7P29mWwO63Z2INK5krd3h7aC9uk4LJa25m2Z2IUEalHvDTZ2BJ/JUJxERKSLpdm1dChwCTAdw93+bWfo3yhARyTONqRROuoHkW3dfX5NCxMy2QvkuRCRGMlpEmGpmocZaMpZuIHnRzK4DWpvZUcAlwN/yVy0RkTzSWEtOpRtIhgHnA7MJMgE/C9yfr0pJvKRaSSwiku6sre/MbDzBGIkD77syHDYZyVYSc2dF8rThIkVKObgyl1YgMbOBwB+ADwEDupnZT919cj4rJzGnhYeSL4XKjtCuK8+983rk9grqtsolkG7X1u3Af7j7PAAz253gxlYKJCKSe4X6kpLqnioaO0kq3UCyvCaIhOYDy/NQHykgjYVI0Yrp3RmbipSBxMwGhQ/fNbNngUcJxkhOAd7Ic92kkSUdCxHJl1QBIBMxvTtjU1Ffi+S4hMfLgB+Ejz8Dts9LjUSk6VBroSSkDCTufl5jVURERIpTurO2ugGXA+WJ+yiNvIjEWq66ziSldAfbnwAeIFjN/l3eaiMikkvqOmsU6QaSb9x9dF5rIiIiRSndQDLKzG4E/g/4tmaju7+Zl1qJiEjRSDeQVADnAEeyuWvLw+ciIiVPqVOSSzeQ/BjYzd3XZ/oGZtYcmAksdvdjzaw98GeCgfsFwKnu/kVY9lqC5JAbgSvc/blw+8HAOKA1QcLIK93dzawlMAE4GFgBnObuCzKto4hIfZIFi6jgAqkX+JZa4Ek3kLwFbEfDVrNfCcwBtg2fDwNecPeRZjYsfH6Nme0LnA7sB5QBz5tZd3ffCNwDXAS8ThBIjiFIz3I+8IW772FmpwO3Aqc1oI4iIsmlmv2V5P4lyRb4Jgs8xSzdQLIjMNfM3mDLMZKU03/NrAswEBgB/DzcfALQL3w8HpgKXBNun+Tu3wIfmdk84BAzWwBs6+7TwmNOAE4kCCQnAMPDYz0G3G1mpszEWVCaCZG6lIMrpXQDyY0NPP7/AP8PaJuwbUd3Xwrg7ksTbtnbmaDFUWNRuK06fFx7e80+n4TH2mBmq4AOwOeJlTCziwhaNHTtqoueUrKb/YhITpTiWEu69yN5MdMDm9mxBMkeZ5lZv3R2iXrrFNtT7bPlBvexwFiAHj16qLWSKS3qEkkq03vFZzrWUgzSXdm+hs0f0N8DWgBfufu2yfeiD3C8mf0n0ArY1sz+CCwzs53D1sjObB53WQTskrB/F2BJuL1LxPbEfRaF95FvB6xM55wkA+rWEkmqWFsRudQsnULu3tbdtw1/WgEnAXfXs8+17t7F3csJBtGnuPvZwFPAkLDYEODJ8PFTwOlm1jJMybInMCPsBltjZr3MzIDBtfapOdbJ4XuoxSEi0ojSHSPZgrs/Ec64aoiRwKNmdj6wkCAlPe7+rpk9CrwHbAAuDWdsAVzM5um/k9l8Q60HgIfDgfmVBAFLREQaUbpdW4MSnjYDehAxFpGMu08lmJ2Fu68A+icpN4Jghlft7TOB/SO2f0MYiEREYi/FLYTLdineQfh0WySJ9yXZQLCQ8ISc10ZEpJQlu4Xw8HY8l2QsshgG4dOdtaX7koiISKT6brX7qxQvu7v/d47rIyJSPHSveKD+FslXEdu2IUhN0gFQIBGRpkv3igfqv9Xu7TWPzawtQd6s84BJwO3J9hMRadKa2CLeesdIwmy9PwfOIsiN9f2abL1SnJJmJa3eUIDaiJSgJtStBfWPkfwOGESQXqTC3dc2Sq0kr5JlJW1qzXERyY36Vrb/F0FK9xuAJWa2OvxZY2ar8189ERGJu/rGSNJKoSIiIk1Xg1KkiMRCOfBxDo6zK8ES23SPn6y8SGNJsUK+EOMzCiRSHMqp+6G+Kxkk6qnn2FE3JEh2/KiyNcfJNrApSEk6UqyQLwQFEomXcpK3AvKV13lB9OY+I6eweNi6Ots7X9aaV+3IuuUvm8LibeqWj9J5u9a8OqzuMZIGtWQUeCQGFEgkXj4m7YDRZ+QUFn+Z3gd3Q3TerjULRg6MfN/ya56JLj+sbvkofUZOoXxY3WNkmr+686rWvEpEQBJpRAokUhjlJG95pGnxl+siP+jzLbIlUYBjAPS5PDogdf6qNa/epQBTCiLvwNitK4yviE1mYAUSya9yctJVFdX66Lxd6ywqVhqSBYtkASZXknbNScOkWAkfmRV4eDsYvio2mYEVSJqqxkrfkEFXVSqFan0Uq5y1RsqJ/CLQZ2j6garzqta8+oeIMaWhU1jcLv2uyUIcJ1nLrs/l0eNhyY6dzOZxtZFbHqcmUNf+f1pOcD1uJBhLGxf+LvBYmQJJUxU14yMGko17qPVRIAuiN2cyLpOLMaVCHSdp1yGZj59FteAWD1vHglsjjhMG6ldadqRLYjA5N/i1yDty+DXP0BYov+aZgo+VWVO7xXmPHj185syZha5GQVWMr4hOkZKNcjJac5EqYKjLREpNvv691/xfLh/2TBDYwi6vfDCzWe7eI+o1tUgkNzLswlJXlTQlpf7lSIFEMlNORrOt1FUlUvoUSCQzanmISC0KJCVM9x0RkcagQFLCsrrvSDnqwhKRtCiQSDR1YYlImhRIRLI078j+VC+p24XYoqyMPaa8UIAaiTQuBRLJiLqw6qpesoR95s6ps33O3vsUoDbSlNTk4Wq7D1SMH1awHFwKJKWuvlQo5WQ0FhL3LqwJ173GmpXf1Nnetn0rBv/6sMZ9335jeOO61/L6vtK01QSL2gsSGzsHlwJJqatvlWuOcmHFxZqV33BpRK6jMUOnNPr7ztl7H6b0G5PX9xWJAwUSiVRqXVht27eKDCb5bqmINAUKJBIp7l1YmUoWLPLdUhFpCpoVugLSSMoJ0k3X/sngRlIiIlHUIikBaa1gL7GxEBGJDwWSEpDNCvZSGwsRkcanQNLEldpYiIg0Po2RlKJygvEP0FiIiOSdAkkpShwP8fBnQcFqIyIlToFERESykrcxEjPbBZgA7AR8B4x191Fm1h74M0EHzALgVHf/ItznWuB8YCNwhbs/F24/GBgHtAaeBa50dzezluF7HAysAE5z9wX5OqdipkH13EiWCqVt+1Z1yrYoKwPq5txSMkcpNfkcbN8A/Je7v2lmbYFZZvYP4FzgBXcfaWbDgGHANWa2L3A6sB9QBjxvZt3dfSNwD3AR8DpBIDkGmEwQdL5w9z3M7HTgVuC0PJ5T0dKgem4kS4USlbRxjykv8NzQKXVeK6ZkjoXKXSbFJW+BxN2XAkvDx2vMbA7QGTgB6BcWGw9MBa4Jt09y92+Bj8xsHnCImS0AtnX3aQBmNgE4kSCQnAAMD4/1GHC3mZm7a8VEiUv1ARcnkalZCpTMsSHp7guVu0yKS6NM/zWzcuAgYDqwYxhkcPelZtYpLNaZoMVRY1G4rTp8XHt7zT6fhMfaYGargA7A57Xe/yKCFg1du3alZJQTDKyPY8s1IzcShNd2JXSutST7gIubqGBRqGSOSncv+ZL3QGJmbYC/AFe5+2ozS1o0Ypun2J5qny03uI8FxgL06NGjdForNbOzxlN/ll8RkTzJayAxsxYEQWSiu/813LzMzHYOWyM7A8vD7YuAXRJ27wIsCbd3idieuM8iM9sKaAeszMvJFJGogXUNqpce3ZlR4iKfs7YMeACY4+53JLz0FDAEGBn+fjJh+yNmdgfBYPuewAx332hma8ysF0HX2GDgrlrHmgacDEzR+IgG1psKdVVJXOSzRdIHOAeYbWZV4bbrCALIo2Z2PrAQOAXA3d81s0eB9whmfF0aztgCuJjN038nhz8QBKqHw4H5lQSzvkpWneSM44DxtZIziuTZvCP7Q/frYzWtWbPLCiufs7ZeIXoMA6B/kn1GACMits8E9o/Y/g1hIGoK6iRnNIIxkjSSM0r6UnUZ0f36grxvnLqqqpcsge7EalqzZpcVlpI2FoNyNs/OSgjNfS6bwuJh61jQKrhnc42mOh6Sqw/ilF1G3bOq4iaR04K7X0/bXnW/QcexqyrZtObXzv1fDnv9V1tszkUgLJYg21QpkBSDxNlZCSNAi4eFYyHD0ZgIxTNm0KKsjJ5/PT9y+3N5bPGkkum6nFR3nMympZIqYERd23lH9g+O32/MFu+jANO4FEiKTUI31oJWlPx6kXwrxILBVB9wz0V0xbQoK4v8MK5JwZILUV1DNR/qc/66Zdlcvm9tyb4MJFPzt5xSK4DF7ctDqVMgKTYJ60XKhz0Ty5ZILrsh8r2CPU4LBiF5l1eyLrWowJMqEGaSKyzTD3VJrtS75hRIJOca0sWUKmAUwwr2XMlFKyhVIMwkV1hDJGvhTUky6N1UZlUVS7drQymQSCwUS8qTYpAq63Cy8rnqOkvWwksWqDSrqjQokEiTlXKab4RMP6ALJVnWYYjuCiuFrhUpLAWSOCknmKFVS80037b7NK1pvsk+6JPJ9AM91RjAa9e9Fj09t30rjRs0QVrwmJoCSZwk3iI3Qc0034rxw2I5uJ6ulF0oEdNeCznYqw+H0hA5ZlNP+ahrn6zrdULEF45W36yIXEtTyhRIpNEk60LJ5UI/CST7AI3b/VryLdMvBJmO2UQtHp3Sb0yTa7UqkIiUoLi3qDZ1W0YsJGyU960l02m4mY6vlToFkhiqnZyx7T5QMX5Y7JIzNuQ/UybrGKR01XRb1l5ImCupulFzMQ03Vbdr5NqeJFLVs5gmQSiQxFDt5IybFh7GLDljQ8Yw8r2OQQSKZyZaqu7eZAP8UX5BayZc9xqDv5fL2qVPgSRG+gxtnNlZpb7KViRXGtIFl2p8KpMux0zWVpUPe4ZfrAR2SvvwOaVAEiOL2zXO7KxSX2VbW2PkqpLkov7+xfK3b0gXXKqElqVKgaQQyolcL8I1CY+jurEKmJwx2dhGPpMb5opaWYXVkL9/odZt1GlNhOldNIaXmgJJISRZL8KwhMcJyRkbU7L/wK2+WcGREXPjc5H2XC0GqS2TdRuQvySehRq/S5ZFIZlxrbfn3UNvyWeVUlIgkS2kHgyvezPKyBXgZPbNUS2GpivT9S75ao3E7ctMqjQ3kfbeh3fzW6WUFEiaqFxNw032Hzvf3xylNMSlW1RfZrKjQNJE5ftGRnH5gBCR/FMgKYCaab61FToJo76ViUhDKJAUQM00XxFpOhqSQLJYKJAUUO1UKDXilgpFRLJXyt29CiT5VE7K9SJLvlrC7I8W1n29gOtFREQypUCSTwVeL6IMpSLSGBRISliuMpSKiKTSrNAVEBGR4qYWSR7FdZqviEguKZDkkab5ikhToECSZ8mm+EIwzTdVksTDIpIkZrpoMFUWVRGRXFAgybPadzvcwvB2jEmSJHFKvzF1BspT3TUtWeDJ5OY4IiINoUCSC+Wkvr/InRWwKsl6kU8ze6tk2XnfGPQAU/qNqVNeLQ8RyTcFklyob73IqoXJ14vkaBpuKa+aFZF4UyDJgVSzs1YXoD4iIo1JgSQHUs3OqhjfsGNGJnhrwP1CRKRpaNu+FWM+fRyGTmEooxgzbcqm7fnusVAgKaB5R/aH7tfXuTNbi7KyyAtfqNt+ikj8Df71YTC8HQxfRcX4ik2TfDLJONxQCiQ5kjKTb5IkjNVLlkB30g4OcbsdqIjETLuuQTDpFv4G4PFgws/PkswezQEFkhzZlMk3yaB6Lm5tqxtPiUhKNcFifMXmz6KhU6JnjeZQ0QcSMzsGGAU0B+5395F5e7NyUk/zTSHZtF11VYlItpa13h4SeiseBeb8Zp+gt6L79Xl//6IOJGbWHBgDHAUsAt4ws6fc/b18vF+fH01hcbvUs7NSLRiMGgsREcnWuQOu32LCT80YyZy994Hu+X//og4kwCHAPHefD2Bmk4ATgLwEksXt1rFX92EsaR48P+vNX9H22w7wJbBgFGOAVt8s5sikqU1OyUe1REQKytyjVtIVBzM7GTjG3S8In58DHOrul9UqdxFwUfh0L+D9Br5lR+DzBu4bFzqHeNA5xIPOIX27uvsOUS8Ue4vEIrbViYzuPhYYm/Wbmc109x7ZHqeQdA7xoHOIB51DbhT7ja0WAbskPO8CRKfaFRGRvCj2QPIGsKeZdTOz7wGnA08VuE4iIk1KUXdtufsGM7sMeI5g+u+D7v5uHt8y6+6xGNA5xIPOIR50DjlQ1IPtIiJSeMXetSUiIgWmQCIiIllRIIlgZseY2ftmNs/MhkW8bmY2Onz9bTP7fiHqmUoa59DPzFaZWVX486uo4xSKmT1oZsvN7J0krxfDNajvHGJ9DQDMbBcz+6eZzTGzd83syogysb4WaZ5DbK+FmbUysxlm9lZY/5siyhT2Gri7fhJ+CAbtPwR2A74HvAXsW6vMfwKTCdax9AKmF7reDTiHfsDTha5rinPoC3wfeCfJ67G+BmmeQ6yvQVjHnYHvh4/bAh8U4f+HdM4httci/Lu2CR+3AKYDveJ0DdQiqWtT2hV3Xw/UpF1JdAIwwQOvA9uZ2c6NXdEU0jmHWHP3l4CVKYrE/Rqkcw6x5+5L3f3N8PEaYA7QuVaxWF+LNM8htsK/69rwaYvwp/YsqYJeAwWSujoDnyQ8X0Tdf3TplCmkdOvXO2wuTzaz/RqnajkT92uQrqK5BmZWDhxE8I04UdFcixTnADG+FmbW3MyqgOXAP9w9VtegqNeR5Ek6aVfSSs1SQOnU702C3Dlrzew/gSeAPfNdsRyK+zVIR9FcAzNrA/wFuMrdV9d+OWKX2F2Les4h1tfC3TcClWa2HfC4me3v7oljbwW9BmqR1JVO2pW4p2apt37uvrqmuezuzwItzKxj41Uxa3G/BvUqlmtgZi0IPoAnuvtfI4rE/lrUdw7Fci3c/UtgKnBMrZcKeg0USOpKJ+3KU8DgcKZEL2CVuy9t7IqmUO85mNlOZmbh40MI/i2saPSaNlzcr0G9iuEahPV7AJjj7nckKRbra5HOOcT5WpjZDmFLBDNrDfwQmFurWEGvgbq2avEkaVfMbGj4+h+AZwlmScwDvgbOK1R9o6R5DicDF5vZBmAdcLqH0z/iwMz+RDCTpqOZLQJuJBhkLIprAGmdQ6yvQagPcA4wO+yjB7gO6ApFcy3SOYc4X4udgfEW3MivGfCouz8dp88kpUgREZGsqGtLRESyokAiIiJZUSAREZGsKJCIiEhWFEhERCQrCiQiKZjZxjAb7Dtm9rea+fwZ7L+2Ia+b2VAzGxw+3jusw7/MbHczOzPF8XY2s6dTvL6Dmf093fqLpEOBRCS1de5e6e77EyRgvLQx3tTd/+DuE8KnJwJPuvtBBKuXkwYS4OfAfSmO+xmw1Mz65KquIlqQKJK+acABAGa2OzAG2IFgAdiF7j7XzLoBjxD839r0zT/MxPpnYNvwtYvd/eXwtRHAsQQL4U5w92VmNhxYC7wHXAVsNLO+QGtgn3Bh3Xh3v7NWHU8CbgiPez/QI9zeGbjb3W8iyCN1FvBqLv4oImqRiKQhXFXcn82pZsYCl7v7wcDVwO/D7aOAe9y9J/BpwiHOBJ5z90rgQKAq3L4N8Lq7Hwi8BFyY+L5h3qc/AHe6+38Aw4CXw1bSFkEkDGJfuPu34b4XhO93AkG6j3Fh0ZnAEQ36Q4hEUItEJLXW4bf/cmAW8I8wi+xhwP+G6ZkAWoa/+xC0CgAeBm4NH78BPBgmD3zC3avC7euBmjGNWcBRWdR1Z+CzxA1m1gr4X+Ayd/843LwcKMvifUS2oBaJSGrrwm/1uxLcbfJSgv83X4atgpqffRL2qZN3KLzJVV9gMfBwzUA6UJ2Q02kj2X25Wwe0qrXtD8Bf3f35hG2twrIiOaFAIpIGd18FXEHQjbUO+MjMToFN98s+MCz6KkG2ZQjGIQjL7Aosd/f7CDLRNvSe2msIbhcb5QOCllPNe14KtHX3kbXKdQci7yMv0hAKJCJpcvd/AW8RBIqzgPPN7C3gXTbfyvhK4FIzewNol7B7P6DKzP5F0PU1qoHVeBvYEN7J72e16vcV8KGZ7RFuuhqoCKcOV9VkiwX+A3imge8vUoey/4qUEDP7MXCwu9+QosxLBLPDvmi8mkkp02C7SAlx98fNrEOy181sB+AOBRHJJbVIREQkKxojERGRrCiQiIhIVhRIREQkKwokIiKSFQUSERHJyv8H2arFe//HGOoAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "m_min = 0\n", + "m_max = 60\n", + "plt.hist(\n", + " double_total[(double_total[\"mag_i\"] > m_min) & (double_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim new\",\n", + " color=\"magenta\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " single_total[(single_total[\"mag_i\"] > m_min) & (single_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim old\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " dc2_galaxies[\n", + " (dc2_galaxies[\"mag_true_i_lsst\"] > m_min)\n", + " & (dc2_galaxies[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"DC2-1\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " dc2_galaxies2[\n", + " (dc2_galaxies2[\"mag_true_i_lsst\"] > m_min)\n", + " & (dc2_galaxies2[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"DC2-2\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " diffsky_galaxies[\n", + " (diffsky_galaxies[\"mag_true_i_lsst\"] > m_min)\n", + " & (diffsky_galaxies[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"Diffsky-1\",\n", + " cumulative=False,\n", + ")\n", + "plt.hist(\n", + " diffsky_galaxies2[\n", + " (diffsky_galaxies2[\"mag_true_i_lsst\"] > m_min)\n", + " & (diffsky_galaxies2[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"Diffsky-2\",\n", + " cumulative=False,\n", + ")\n", + "plt.xlabel(\"Redshift (z)\")\n", + "plt.ylabel(\"Number (N)\")\n", + "plt.legend(loc=\"upper left\", fontsize=10)\n", + "plt.title(r\"$mag_i < 30$\")" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# m_min = 0\n", + "# m_max = 60\n", + "fig, ((ax1, ax2, ax3), (ax4, ax5, ax6)) = plt.subplots(\n", + " nrows=2, ncols=3, figsize=(20, 12)\n", + ")\n", + "m_slices = ((13, 60), (15, 30), (19, 27), (19.5, 24), (19, 23.5), (19, 23))\n", + "\n", + "for ax, (m_min, m_max) in zip([ax1, ax2, ax3, ax4, ax5, ax6], m_slices):\n", + " ax.hist(\n", + " double_total[(double_total[\"mag_i\"] > m_min) & (double_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim new\",\n", + " color=\"magenta\",\n", + " cumulative=False,\n", + " )\n", + " ax.hist(\n", + " single_total[(single_total[\"mag_i\"] > m_min) & (single_total[\"mag_i\"] < m_max)][\n", + " \"z\"\n", + " ],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"SLSim old\",\n", + " cumulative=False,\n", + " )\n", + " \"\"\"ax.hist(dc2_galaxies[(dc2_galaxies[\"mag_true_i_lsst\"]>m_min) & \n", + " (dc2_galaxies[\"mag_true_i_lsst\"] m_min)\n", + " & (dc2_galaxies2[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"DC2\",\n", + " cumulative=False,\n", + " )\n", + " ax.hist(\n", + " diffsky_galaxies[\n", + " (diffsky_galaxies[\"mag_true_i_lsst\"] > m_min)\n", + " & (diffsky_galaxies[\"mag_true_i_lsst\"] < m_max)\n", + " ][\"redshift\"],\n", + " bins=50,\n", + " density=False,\n", + " histtype=\"step\",\n", + " label=\"Diffsky\",\n", + " cumulative=False,\n", + " )\n", + " \"\"\"ax.hist(diffsky_galaxies2[(diffsky_galaxies2[\"mag_true_i_lsst\"]>m_min) & \n", + " (diffsky_galaxies2[\"mag_true_i_lsst\"]" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "z_range = np.linspace(0.0, 3.01, 100)\n", + "## These are the parameters used in the lsst-like_new.yml file for 1st schechter\n", + "# function for red galaxies.\n", + "# slsim new\n", + "redshift, magnitude = double_total[\"z\"], double_total[\"mag_i\"]\n", + "\n", + "# slsim old\n", + "redshift2, magnitude2 = single_total[\"z\"], single_total[\"mag_i\"]\n", + "\n", + "\n", + "# dc2\n", + "redshift3, magnitude3 = dc2_galaxies[\"redshift\"], dc2_galaxies[\"mag_true_i_lsst\"]\n", + "\n", + "# diffsky\n", + "redshift4, magnitude4 = (\n", + " diffsky_galaxies[\"redshift\"],\n", + " diffsky_galaxies[\"mag_true_i_lsst\"],\n", + ")\n", + "\n", + "fig, ((ax1, ax2, ax3), (ax4, ax5, ax6)) = plt.subplots(\n", + " nrows=2, ncols=3, figsize=(20, 12)\n", + ")\n", + "# bins = np.linspace(-24.84408295574346, -14, 40)\n", + "# bins2 = np.linspace(-19.1724664526037, -14, 30)\n", + "z_slices = ((0.0, 0.5), (0.5, 1), (1, 1.5), (1.5, 2), (2, 2.5), (2.5, 3))\n", + "\n", + "for ax, (z_min, z_max) in zip([ax1, ax2, ax3, ax4, ax5, ax6], z_slices):\n", + "\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask = np.logical_and(redshift >= z_min, redshift < z_max)\n", + " magnitude_bin = magnitude[z_mask]\n", + " bins = np.linspace(min(magnitude_bin), max(magnitude_bin), 30)\n", + " dV_dz = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV = np.trapz(dV_dz, z)\n", + " dM = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_slsim_new = np.histogram(magnitude[z_mask], bins=bins)[0] / dV / dM\n", + "\n", + " z_mask2 = np.logical_and(redshift2 >= z_min, redshift2 < z_max)\n", + " magnitude_bin2 = magnitude2[z_mask2]\n", + " bins2 = np.linspace(min(magnitude_bin2), max(magnitude_bin2), 30)\n", + " dV_dz2 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV2 = np.trapz(dV_dz2, z)\n", + " dM2 = (np.max(bins2) - np.min(bins2)) / (np.size(bins2) - 1)\n", + " phi_slsim_old = np.histogram(magnitude2[z_mask2], bins=bins2)[0] / dV2 / dM2\n", + "\n", + " z_mask3 = np.logical_and(redshift3 >= z_min, redshift3 < z_max)\n", + " magnitude_bin3 = magnitude3[z_mask3]\n", + " bins3 = np.linspace(min(magnitude_bin3), max(magnitude_bin3), 30)\n", + " dV_dz3 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV3 = np.trapz(dV_dz3, z)\n", + " dM3 = (np.max(bins3) - np.min(bins3)) / (np.size(bins3) - 1)\n", + " phi_dc2 = np.histogram(magnitude3[z_mask3], bins=bins3)[0] / dV3 / dM3\n", + "\n", + " z_mask4 = np.logical_and(redshift4 >= z_min, redshift4 < z_max)\n", + " magnitude_bin4 = magnitude4[z_mask4]\n", + " bins4 = np.linspace(min(magnitude_bin4), max(magnitude_bin4), 30)\n", + " dV_dz4 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV4 = np.trapz(dV_dz4, z)\n", + " dM4 = (np.max(bins4) - np.min(bins4)) / (np.size(bins4) - 1)\n", + " phi_diffsky = np.histogram(magnitude4[z_mask4], bins=bins4)[0] / dV4 / dM4\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_slsim_new,\n", + " where=\"post\",\n", + " label=\"slsim new\",\n", + " color=\"magenta\",\n", + " zorder=3,\n", + " )\n", + " ax.step(bins2[:-1], phi_slsim_old, where=\"post\", label=\"slsim old\", zorder=3)\n", + " ax.step(bins3[:-1], phi_dc2, where=\"post\", label=\"DC2\", zorder=3)\n", + " ax.step(bins4[:-1], phi_diffsky, where=\"post\", label=\"diffsky\", zorder=3)\n", + " ax.set_title(r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max))\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"lower center\")\n", + " ax.invert_xaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## SLSim galaxy luminosity functions in different \n", + "## redshift bins. " + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "for z_min, z_max in z_slices:\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask = np.logical_and(redshift >= z_min, redshift < z_max)\n", + " magnitude_bin = magnitude[z_mask]\n", + " bins = np.linspace(min(magnitude_bin), max(magnitude_bin), 30)\n", + " dV_dz = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV = np.trapz(dV_dz, z)\n", + " dM = (np.max(bins) - np.min(bins)) / (np.size(bins) - 1)\n", + " phi_slsim_new = np.histogram(magnitude[z_mask], bins=bins)[0] / dV / dM\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins[:-1],\n", + " phi_slsim_new,\n", + " where=\"post\",\n", + " label=r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max),\n", + " zorder=3,\n", + " )\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"upper left\")\n", + " # Invert the x-axis\n", + "# plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Diffsky galaxy luminosity functions in different \n", + "## redshift bins. " + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "for z_min, z_max in z_slices:\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask4 = np.logical_and(redshift4 >= z_min, redshift4 < z_max)\n", + " magnitude_bin4 = magnitude4[z_mask4]\n", + " bins4 = np.linspace(min(magnitude_bin4), max(magnitude_bin4), 30)\n", + " dV_dz4 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV4 = np.trapz(dV_dz4, z)\n", + " dM4 = (np.max(bins4) - np.min(bins4)) / (np.size(bins4) - 1)\n", + " phi_diffsky = np.histogram(magnitude4[z_mask4], bins=bins4)[0] / dV4 / dM4\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins4[:-1],\n", + " phi_diffsky,\n", + " where=\"post\",\n", + " label=r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max),\n", + " zorder=3,\n", + " )\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"upper left\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## DC2 galaxy luminosity functions in different \n", + "## redshift bins. " + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "for z_min, z_max in z_slices:\n", + " # Redshift grid\n", + " z = np.linspace(z_min, z_max, 100)\n", + "\n", + " # SkyPy simulated galaxies\n", + " z_mask3 = np.logical_and(redshift3 >= z_min, redshift3 < z_max)\n", + " magnitude_bin3 = magnitude3[z_mask3]\n", + " bins3 = np.linspace(min(magnitude_bin3), max(magnitude_bin3), 30)\n", + " dV_dz3 = (cosmology.differential_comoving_volume(z) * sky_area).to_value(\"Mpc3\")\n", + " dV3 = np.trapz(dV_dz3, z)\n", + " dM3 = (np.max(bins3) - np.min(bins3)) / (np.size(bins3) - 1)\n", + " phi_dc2 = np.histogram(magnitude3[z_mask3], bins=bins3)[0] / dV3 / dM3\n", + "\n", + " # Plotting\n", + " ax.step(\n", + " bins3[:-1],\n", + " phi_dc2,\n", + " where=\"post\",\n", + " label=r\"${:.2f} \\leq z < {:.2f}$\".format(z_min, z_max),\n", + " zorder=3,\n", + " )\n", + " ax.set_xlabel(r\"$M_i$\")\n", + " ax.set_ylabel(r\"$\\Phi \\, [\\mathrm{Mpc}^{-3} \\, \\mathrm{mag}^{-1}]$\")\n", + " ax.set_yscale(\"log\")\n", + " # ax.set_xlim([-14, -24])\n", + " # ax.set_ylim([min(magnitude_bin), None])\n", + " ax.legend(loc=\"upper left\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "path = os.getcwd()\n", + "new_path = path.replace(\"notebooks/validation_notebooks\", \"tests/TestData/\")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'/Users/narayankhadka/slsim/tests/TestData/'" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "new_path" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/requirements.txt b/requirements.txt index 3ed20307a..c7a2c680a 100644 --- a/requirements.txt +++ b/requirements.txt @@ -2,10 +2,13 @@ skypy lenstronomy>=1.11.10 astropy>=5.2 numpy -scipy +scipy<=1.13.1 colossus speclite pyyaml matplotlib sncosmo colossus +uncertainties +kcorrect +webbpsf diff --git a/requirements_dev.txt b/requirements_dev.txt index 962e43f3c..0c18eb135 100644 --- a/requirements_dev.txt +++ b/requirements_dev.txt @@ -6,7 +6,7 @@ flake8>=3.7.8 tox>=3.14.0 coverage>=4.5.4 Sphinx>=1.8.5 +nbsphinx twine>=1.14.0 - pytest>=6.2.4 black>=21.7b0 diff --git a/slsim/Deflectors/DeflectorTypes/deflector_base.py b/slsim/Deflectors/DeflectorTypes/deflector_base.py index ed408fb89..08a6c5d50 100644 --- a/slsim/Deflectors/DeflectorTypes/deflector_base.py +++ b/slsim/Deflectors/DeflectorTypes/deflector_base.py @@ -122,7 +122,7 @@ def light_model_lenstronomy(self, band=None): def angular_size_light(self): """Angular size of the light component. - :return: angular size [radian] + :return: angular size [arcsec] """ return self._deflector_dict["angular_size"] diff --git a/slsim/Deflectors/DeflectorTypes/epl_sersic.py b/slsim/Deflectors/DeflectorTypes/epl_sersic.py index d24e702cf..c95d42133 100644 --- a/slsim/Deflectors/DeflectorTypes/epl_sersic.py +++ b/slsim/Deflectors/DeflectorTypes/epl_sersic.py @@ -1,5 +1,5 @@ from slsim.Deflectors.DeflectorTypes.deflector_base import DeflectorBase -from lenstronomy.Util import constants +from slsim.Util.param_util import ellipticity_slsim_to_lenstronomy class EPLSersic(DeflectorBase): @@ -52,12 +52,15 @@ def mass_model_lenstronomy(self, lens_cosmo): ) gamma = self.halo_properties e1_mass, e2_mass = self.mass_ellipticity + e1_mass_lenstronomy, e2_mass_lenstronomy = ellipticity_slsim_to_lenstronomy( + e1_slsim=e1_mass, e2_slsim=e2_mass + ) kwargs_lens_mass = [ { "theta_E": theta_E, "gamma": gamma, - "e1": e1_mass, - "e2": e2_mass, + "e1": e1_mass_lenstronomy, + "e2": e2_mass_lenstronomy, "center_x": self.deflector_center[0], "center_y": self.deflector_center[1], } @@ -82,17 +85,20 @@ def light_model_lenstronomy(self, band=None): mag_lens = self.magnitude(band) center_lens = self.deflector_center e1_light_lens, e2_light_lens = self.light_ellipticity - size_lens_arcsec = ( - self._deflector_dict["angular_size"] / constants.arcsec - ) # convert radian to arc seconds + e1_light_lens_lenstronomy, e2_light_lens_lenstronomy = ( + ellipticity_slsim_to_lenstronomy( + e1_slsim=e1_light_lens, e2_slsim=e2_light_lens + ) + ) + size_lens_arcsec = self._deflector_dict["angular_size"] lens_light_model_list = ["SERSIC_ELLIPSE"] kwargs_lens_light = [ { "magnitude": mag_lens, "R_sersic": size_lens_arcsec, "n_sersic": float(self._deflector_dict["n_sersic"]), - "e1": e1_light_lens, - "e2": e2_light_lens, + "e1": e1_light_lens_lenstronomy, + "e2": e2_light_lens_lenstronomy, "center_x": center_lens[0], "center_y": center_lens[1], } diff --git a/slsim/Deflectors/DeflectorTypes/nfw_cluster.py b/slsim/Deflectors/DeflectorTypes/nfw_cluster.py index 09962bf08..38d158ecb 100644 --- a/slsim/Deflectors/DeflectorTypes/nfw_cluster.py +++ b/slsim/Deflectors/DeflectorTypes/nfw_cluster.py @@ -1,10 +1,12 @@ from slsim.Deflectors.DeflectorTypes.deflector_base import DeflectorBase -from slsim.Deflectors.velocity_dispersion import vel_disp_nfw_aperture -from lenstronomy.Cosmo.lens_cosmo import LensCosmo +from slsim.Deflectors.velocity_dispersion import vel_disp_nfw +from slsim.Deflectors.DeflectorTypes.epl_sersic import EPLSersic +from slsim.Util.param_util import ellipticity_slsim_to_lenstronomy +import numpy as np class NFWCluster(DeflectorBase): - """Class of a NFW halo lens model with subhalos. Each subhalo is a Deflector + """Class of a NFW halo lens model with subhalos. Each subhalo is a EPLSersic instance with its own mass and light. required quantities in dictionary: @@ -13,18 +15,18 @@ class NFWCluster(DeflectorBase): - 'e1_mass': eccentricity of NFW profile - 'e2_mass': eccentricity of NFW profile - 'z': redshift of deflector + - 'subhalos': list of dictionary with EPLSersic parameters """ - def __init__(self, deflector_dict, subhalos_list): + def __init__(self, deflector_dict): """ :param deflector_dict: parameters of the cluster halo :type deflector_dict: dict - :param subhalos_list: list with Deflector instances as cluster subhalos - :type subhalos_list: list[Deflector] """ + subhalos_list = deflector_dict["subhalos"] + self._subhalos = [EPLSersic(subhalo_dict) for subhalo_dict in subhalos_list] super(NFWCluster, self).__init__(deflector_dict) - self._subhalos = subhalos_list def velocity_dispersion(self, cosmo=None): """Velocity dispersion of deflector. Simplified assumptions on anisotropy and @@ -34,19 +36,8 @@ def velocity_dispersion(self, cosmo=None): :type cosmo: ~astropy.cosmology class :return: velocity dispersion [km/s] """ - # convert radian to arc seconds - lens_cosmo = LensCosmo(z_lens=self.redshift, z_source=10, cosmo=cosmo) - m_halo, c_halo = self.halo_properties - rs_arcsec, _ = lens_cosmo.nfw_physical2angle(m_halo, c_halo) - vel_disp = vel_disp_nfw_aperture( - r=rs_arcsec, - m_halo=m_halo, - c_halo=c_halo, - cosmo=cosmo, - z_lens=self.redshift, - ) - return vel_disp + return vel_disp_nfw(m_halo, c_halo, cosmo, self.redshift) def mass_model_lenstronomy(self, lens_cosmo): """Returns lens model instance and parameters in lenstronomy conventions. @@ -76,6 +67,9 @@ def _halo_mass_model_lenstronomy(self, lens_cosmo): """ lens_mass_model_list = ["NFW_ELLIPSE_CSE"] e1_mass, e2_mass = self.mass_ellipticity + e1_mass_lenstronomy, e2_mass_lenstronomy = ellipticity_slsim_to_lenstronomy( + e1_slsim=e1_mass, e2_slsim=e2_mass + ) center_lens = self.deflector_center m_halo, c_halo = self.halo_properties rs_halo, alpha_rs = lens_cosmo.nfw_physical2angle(M=m_halo, c=c_halo) @@ -83,8 +77,8 @@ def _halo_mass_model_lenstronomy(self, lens_cosmo): { "alpha_Rs": alpha_rs, "Rs": rs_halo, - "e1": e1_mass, - "e2": e2_mass, + "e1": e1_mass_lenstronomy, + "e2": e2_mass_lenstronomy, "center_x": center_lens[0], "center_y": center_lens[1], }, @@ -114,3 +108,27 @@ def halo_properties(self): :return: halo mass M200 [physical M_sol], concentration r200/rs """ return self._deflector_dict["halo_mass"], self._deflector_dict["concentration"] + + @property + def stellar_mass(self): + """ + + :return: total stellar mass of deflector [M_sol] + """ + total_mass = 0 + for subhalo in self._subhalos: + total_mass += subhalo.stellar_mass + return total_mass + + def magnitude(self, band): + """Apparent magnitude of the deflector for a given band. + + :param band: imaging band + :type band: string + :return: total magnitude of deflector in given band + """ + total_flux = 0 + for subhalo in self._subhalos: + mag = subhalo.magnitude(band) + total_flux += 10 ** (-0.4 * mag) + return -2.5 * np.log10(total_flux) diff --git a/slsim/Deflectors/DeflectorTypes/nfw_hernquist.py b/slsim/Deflectors/DeflectorTypes/nfw_hernquist.py index 76cb00617..83df43a27 100644 --- a/slsim/Deflectors/DeflectorTypes/nfw_hernquist.py +++ b/slsim/Deflectors/DeflectorTypes/nfw_hernquist.py @@ -1,5 +1,6 @@ from slsim.Deflectors.DeflectorTypes.deflector_base import DeflectorBase from slsim.Deflectors.velocity_dispersion import vel_disp_composite_model +from slsim.Util.param_util import ellipticity_slsim_to_lenstronomy from lenstronomy.Util import constants @@ -32,15 +33,15 @@ def velocity_dispersion(self, cosmo=None): return self._deflector_dict["vel_disp"] else: - # convert radian to arc seconds - size_lens_arcsec = self.angular_size_light / constants.arcsec + size_lens_arcsec = self.angular_size_light m_halo, c_halo = self.halo_properties m_halo_acc = self._deflector_dict["halo_mass_acc"] m_halo = max(m_halo, m_halo_acc) - # convert angular size to physical size + # convert angular size to physical size. For this, need to convert angular + # size to radian. dd = cosmo.angular_diameter_distance(self.redshift).value - rs_star = dd * self.angular_size_light + rs_star = dd * (self.angular_size_light * constants.arcsec) vel_disp = vel_disp_composite_model( r=size_lens_arcsec, m_star=self.stellar_mass, @@ -62,8 +63,16 @@ def mass_model_lenstronomy(self, lens_cosmo): """ lens_mass_model_list = ["NFW_ELLIPSE_CSE", "HERNQUIST_ELLIPSE_CSE"] e1_light_lens, e2_light_lens = self.light_ellipticity + e1_light_lens_lenstronomy, e2_light_lens_lenstronomy = ( + ellipticity_slsim_to_lenstronomy( + e1_slsim=e1_light_lens, e2_slsim=e2_light_lens + ) + ) e1_mass, e2_mass = self.mass_ellipticity - rs_phys = lens_cosmo.dd * self.angular_size_light + e1_mass_lenstronomy, e2_mass_lenstronomy = ellipticity_slsim_to_lenstronomy( + e1_slsim=e1_mass, e2_slsim=e2_mass + ) + rs_phys = lens_cosmo.dd * (self.angular_size_light * constants.arcsec) sigma0, rs_light_angle = lens_cosmo.hernquist_phys2angular( mass=self.stellar_mass, rs=rs_phys ) @@ -74,16 +83,16 @@ def mass_model_lenstronomy(self, lens_cosmo): { "alpha_Rs": alpha_rs, "Rs": rs_halo, - "e1": e1_mass, - "e2": e2_mass, + "e1": e1_mass_lenstronomy, + "e2": e2_mass_lenstronomy, "center_x": self.deflector_center[0], "center_y": self.deflector_center[1], }, { "Rs": rs_light_angle, "sigma0": sigma0, - "e1": e1_light_lens, - "e2": e2_light_lens, + "e1": e1_light_lens_lenstronomy, + "e2": e2_light_lens_lenstronomy, "center_x": self.deflector_center[0], "center_y": self.deflector_center[1], }, @@ -103,17 +112,19 @@ def light_model_lenstronomy(self, band=None): mag_lens = self.magnitude(band) center_lens = self.deflector_center e1_light_lens, e2_light_lens = self.light_ellipticity - size_lens_arcsec = ( - self._deflector_dict["angular_size"] / constants.arcsec - ) # convert radian to arc seconds - + e1_light_lens_lenstronomy, e2_light_lens_lenstronomy = ( + ellipticity_slsim_to_lenstronomy( + e1_slsim=e1_light_lens, e2_slsim=e2_light_lens + ) + ) + size_lens_arcsec = self._deflector_dict["angular_size"] lens_light_model_list = ["HERNQUIST_ELLIPSE"] kwargs_lens_light = [ { "magnitude": mag_lens, "Rs": size_lens_arcsec, - "e1": e1_light_lens, - "e2": e2_light_lens, + "e1": e1_light_lens_lenstronomy, + "e2": e2_light_lens_lenstronomy, "center_x": center_lens[0], "center_y": center_lens[1], } diff --git a/slsim/Deflectors/__init__.py b/slsim/Deflectors/__init__.py index e69de29bb..63782e06c 100644 --- a/slsim/Deflectors/__init__.py +++ b/slsim/Deflectors/__init__.py @@ -0,0 +1,15 @@ +from .all_lens_galaxies import AllLensGalaxies +from .compound_lens_halos_galaxies import CompoundLensHalosGalaxies +from .elliptical_lens_galaxies import EllipticalLensGalaxies +from .cluster_deflectors import ClusterDeflectors +from .deflector import Deflector +from .deflectors_base import DeflectorsBase + +__all__ = [ + "AllLensGalaxies", + "CompoundLensHalosGalaxies", + "EllipticalLensGalaxies", + "ClusterDeflectors", + "Deflector", + "DeflectorsBase", +] diff --git a/slsim/Deflectors/all_lens_galaxies.py b/slsim/Deflectors/all_lens_galaxies.py index dd1a5e047..4853a88b7 100644 --- a/slsim/Deflectors/all_lens_galaxies.py +++ b/slsim/Deflectors/all_lens_galaxies.py @@ -1,15 +1,13 @@ -import copy - import numpy as np -from scipy import interpolate import numpy.random as random -from slsim.selection import deflector_cut -from slsim.Deflectors.velocity_dispersion import vel_disp_sdss +from slsim.selection import object_cut +from slsim.Deflectors.velocity_dispersion import vel_disp_abundance_matching from slsim.Deflectors.elliptical_lens_galaxies import ( elliptical_projected_eccentricity, ) from slsim.Deflectors.deflectors_base import DeflectorsBase from astropy.table import vstack +from slsim.Util.param_util import catalog_with_angular_size_in_arcsec class AllLensGalaxies(DeflectorsBase): @@ -23,6 +21,7 @@ def __init__( kwargs_mass2light, cosmo, sky_area, + catalog_type="skypy", ): """ :param red_galaxy_list: list of dictionary with elliptical galaxy @@ -38,8 +37,19 @@ def __init__( :type sky_area: `~astropy.units.Quantity` :param sky_area: Sky area over which galaxies are sampled. Must be in units of solid angle. + :param catalog_type: type of the catalog. If user is using deflector catalog + other than generated from skypy pipeline, we require them to provide angular + size of the galaxy in arcsec and specify catalog_type as None. Otherwise, by + default, this class considers deflector catalog is generated using skypy + pipeline. + :type catalog_type: str. "skypy" or None. """ - + red_galaxy_list = catalog_with_angular_size_in_arcsec( + galaxy_catalog=red_galaxy_list, input_catalog_type=catalog_type + ) + blue_galaxy_list = catalog_with_angular_size_in_arcsec( + galaxy_catalog=blue_galaxy_list, input_catalog_type=catalog_type + ) red_column_names = red_galaxy_list.colnames if "galaxy_type" not in red_column_names: red_galaxy_list["galaxy_type"] = "red" @@ -71,12 +81,11 @@ def __init__( galaxy_list["n_sersic"] = -np.ones(n) galaxy_list = fill_table(galaxy_list) - self._f_vel_disp = vel_disp_abundance_matching( galaxy_list, z_max=0.5, sky_area=sky_area, cosmo=cosmo ) - self._galaxy_select = deflector_cut(galaxy_list, **kwargs_cut) + self._galaxy_select = object_cut(galaxy_list, **kwargs_cut) self._num_select = len(self._galaxy_select) self._galaxy_select["vel_disp"] = self._f_vel_disp( np.log10(self._galaxy_select["stellar_mass"]) @@ -131,59 +140,3 @@ def fill_table(galaxy_list): if "n_sersic" not in column_names: galaxy_list["n_sersic"] = -np.ones(n) return galaxy_list - - -def vel_disp_abundance_matching(galaxy_list, z_max, sky_area, cosmo): - """Calculates the velocity dispersion from the steller mass. - - :param galaxy_list: list of galaxies with stellar masses given - :type galaxy_list: ~astropy.Table object - :param z_max: maximum redshift to which the abundance matching with the SDSS - velocity dispersion function is valid - :param cosmo: astropy.cosmology instance - :type sky_area: `~astropy.units.Quantity` - :param sky_area: Sky area over which galaxies are sampled. Must be in units of solid - angle. - :return: interpolation function f; f(stellar_mass) -> vel_disp - """ - - # selects galaxies with redshift below maximum redshift (z_max) - bool_cut = galaxy_list["z"] < z_max - galaxy_list_zmax = copy.deepcopy(galaxy_list[bool_cut]) - - # number of selected galaxies - num_select = len(galaxy_list_zmax) - - redshift = np.arange(0, z_max + 0.001, 0.1) - z_list, vel_disp_list = vel_disp_sdss( - sky_area, redshift, vd_min=50, vd_max=500, cosmology=cosmo, noise=True - ) - - # sort for stellar masses, largest values first - galaxy_list_zmax.sort("stellar_mass", reverse=True) - - # sort velocity dispersion, largest values first - vel_disp_list = np.flip(np.sort(vel_disp_list)) - num_vel_disp = len(vel_disp_list) - # abundance match velocity dispersion with elliptical galaxy catalogue - # abundance match velocity dispersion with elliptical galaxy catalogue - if num_vel_disp >= num_select: - galaxy_list_zmax["vel_disp"] = vel_disp_list[:num_select] - # randomly select - else: - galaxy_list_zmax = galaxy_list_zmax[:num_vel_disp] - galaxy_list_zmax["vel_disp"] = vel_disp_list - # interpolate relationship between stellar mass and velocity dispersion - stellar_mass = np.asarray(galaxy_list_zmax["stellar_mass"]) - vel_disp = np.asarray(galaxy_list_zmax["vel_disp"]) - - # here we make sure we interpolate to low stellar masses - stellar_mass = np.append(stellar_mass, 10**5) - vel_disp = np.append(vel_disp, 10) - f = interpolate.interp1d( - x=np.log10(stellar_mass), - y=vel_disp, - fill_value=(0, np.max(galaxy_list_zmax["vel_disp"])), - bounds_error=False, - ) - return f diff --git a/slsim/Deflectors/cluster_deflectors.py b/slsim/Deflectors/cluster_deflectors.py new file mode 100644 index 000000000..f1e231907 --- /dev/null +++ b/slsim/Deflectors/cluster_deflectors.py @@ -0,0 +1,335 @@ +import numpy as np +import numpy.random as random +from slsim.Util import param_util +from slsim.selection import object_cut +from slsim.Deflectors.richness2mass import mass_richness_relation +from slsim.Deflectors.halo_population import gene_e_ang_halo, concent_m_w_scatter +from colossus.cosmology import cosmology as colossus_cosmo +from slsim.Deflectors.velocity_dispersion import vel_disp_abundance_matching +from slsim.Deflectors.elliptical_lens_galaxies import ( + elliptical_projected_eccentricity, + vel_disp_from_m_star, +) +from slsim.Deflectors.velocity_dispersion import vel_disp_nfw +from slsim.Deflectors.deflectors_base import DeflectorsBase +from lenstronomy.Util.param_util import phi_q2_ellipticity +from astropy import units as u +from astropy.table import hstack +from scipy.spatial.distance import cdist + + +class ClusterDeflectors(DeflectorsBase): + """Class describing cluster lens model with a NFW profile for the dark matter halo + and EPL profile for the subhalos (cluster members). It makes use of a group/cluster + catalog and a group/cluster member catalog (e.g. redMaPPer). + + This class is called by setting deflector_type == "cluster-catalog" in LensPop. + """ + + def __init__( + self, + cluster_list, + members_list, + galaxy_list, + kwargs_cut, + kwargs_mass2light, + cosmo, + sky_area, + catalog_type="skypy", + richness_fn="Abdullah2022", + kwargs_draw_members=None, + ): + """ + + :param cluster_list: list of dictionary with redshift and richness + (or mass) from a group/cluster catalog. + Mandatory keys: 'cluster_id' 'z', 'richness' or 'halo_mass' + :type cluster_list: ~astropy.table.Table + :param members_list: list of dictionary with positions and magnitudes of + group/cluster members. + Mandatory keys: 'cluster_id', 'ra', 'dec', 'mag_{band}' + :type members_list: ~astropy.table.Table + :param galaxy_list: list of dictionary with lens parameters of + SLSim galaxies to be assigned as deflectors to each member. + :type galaxy_list: ~astropy.table.Table + :param kwargs_cut: cuts in parameters: band, band_mag, z_min, z_max + :type kwargs_cut: dict + :param kwargs_mass2light: mass-to-light relation + :type kwargs_mass2light: dict + :param cosmo: astropy.cosmology instance + :type cosmo: ~astropy.cosmology + :param sky_area: Sky area over which galaxies are sampled. Must be in units of + solid angle. + :type sky_area: `~astropy.units.Quantity` + :param richness_fn: richness-mass relation to assign a mass to each cluster + :type richness_fn: str + """ + galaxy_list = param_util.catalog_with_angular_size_in_arcsec( + galaxy_catalog=galaxy_list, input_catalog_type=catalog_type + ) + super().__init__( + deflector_table=cluster_list, + kwargs_cut=kwargs_cut, + cosmo=cosmo, + sky_area=sky_area, + ) + self.deflector_profile = "NFW_CLUSTER" + self.richness_fn = richness_fn + if kwargs_draw_members is None: + kwargs_draw_members = {} + self.kwargs_draw_members = kwargs_draw_members + self.set_cosmo() + + cluster_list = self.preprocess_clusters(cluster_list) + members_list = self.preprocess_members(cluster_list, members_list, galaxy_list) + + self._f_vel_disp = vel_disp_abundance_matching( + members_list, z_max=0.5, sky_area=sky_area, cosmo=cosmo + ) + + self._members_select = object_cut(members_list, **kwargs_cut) + self._cluster_select = cluster_list[ + np.isin(cluster_list["cluster_id"], self._members_select["cluster_id"]) + ] + + self._members_select["vel_disp"] = self._f_vel_disp( + np.log10(self._members_select["stellar_mass"]) + ) + + self._kwargs_mass2light = kwargs_mass2light + + self._num_select = len(self._cluster_select) + + self._cosmo = cosmo + + # TODO: random reshuffle of matched list + + def deflector_number(self): + """ + + :return: number of deflectors + """ + number = self._num_select + return number + + def draw_deflector(self): + """ + :return: dictionary of complete parameterization of deflector + """ + index = random.randint(0, self._num_select - 1) + deflector = self.draw_cluster(index) + members = self.draw_members(deflector["cluster_id"], **self.kwargs_draw_members) + deflector["subhalos"] = members + return deflector + + def draw_cluster(self, index): + """ + :param index: index of cluster in catalog + :type index: int + :return: dictionary of NFW parameters for the cluster halo + """ + cluster = self._cluster_select[index] + if cluster["halo_mass"] == -1: + cluster["halo_mass"] = mass_richness_relation( + cluster["richness"], self.richness_fn + ) + if cluster["concentration"] == -1: + cluster["concentration"] = concent_m_w_scatter( + np.array([cluster["halo_mass"]]), cluster["z"], sig=0.33 + )[0] + if cluster["vel_disp"] == -1: + cluster["vel_disp"] = vel_disp_nfw( + cluster["halo_mass"], cluster["concentration"], self.cosmo, cluster["z"] + ) + if cluster["e1_mass"] == -1 or cluster["e2_mass"] == -1: + e, phi = gene_e_ang_halo(np.array([cluster["halo_mass"]])) + e1, e2 = phi_q2_ellipticity(np.deg2rad(phi[0]), 1 - e[0]) + cluster["e1_mass"] = e1 + cluster["e2_mass"] = e2 + return dict(cluster) + + def draw_members(self, cluster_id, center_scatter=0.2, max_dist=80, bcg_band="r"): + """ + :param cluster_id: identifier of the cluster + :type cluster_id: int + :param center_scatter: scatter in center of the BCG in arcsec + :type center_scatter: float + max_dist_arcsec: maximum distance from the BCG in arcsec + :type max_dist: float + bcg_band: band to use to identify the BCG + :type bcg_band: str + :return: astropy table with EPL+Sersic parameters of each member + """ + members = self._members_select[cluster_id == self._members_select["cluster_id"]] + + members["vel_disp"] = np.where( + members["vel_disp"] == -1, + vel_disp_from_m_star(members["stellar_mass"]), + members["vel_disp"], + ) + + for i in range(len(members)): + if members[i]["e1_light"] == -1 or members[i]["e2_light"] == -1: + e1_light, e2_light, e1_mass, e2_mass = ( + elliptical_projected_eccentricity( + **members[i], **self._kwargs_mass2light + ) + ) + members[i]["e1_light"] = e1_light + members[i]["e2_light"] = e2_light + members[i]["e1_mass"] = e1_mass + members[i]["e2_mass"] = e2_mass + members["n_sersic"] = np.where( + members["n_sersic"] == -1, 4, members["n_sersic"] + ) + bcg_id = np.argmin(members[f"mag_{bcg_band}"]) + bcg_ra, bcg_dec = members["ra"][bcg_id], members["dec"][bcg_id] + center_ra, center_dec = ( + np.random.normal(bcg_ra, center_scatter / 3600), + np.random.normal(bcg_dec, center_scatter / 3600), + ) + center_x = (members["ra"] - center_ra) * 3600 + center_y = (members["dec"] - center_dec) * 3600 + members["center_x"] = np.where( + members["center_x"] == -1, center_x, members["center_x"] + ) + members["center_y"] = np.where( + members["center_y"] == -1, center_y, members["center_y"] + ) + center_dist = np.sqrt(members["center_x"] ** 2 + members["center_y"] ** 2) + members = members[center_dist < max_dist] + return members + + @staticmethod + def assign_similar_galaxy( + members_list, + galaxy_list, + cosmo=None, + bands=("g", "r", "i", "z", "Y"), + max_gals=10000, + ): + """Assigns a similar galaxy to each member of a group/cluster member catalog by + comparing their magnitudes and redshifts. + + :param members_list: astropy table with columns 'mag_{band}', 'z' + :type members_list: astropy.table.Table + :param galaxy_list: astropy table with columns 'mag_{band}', 'z' + :type galaxy_list: astropy.table.Table + :param cosmo: astropy.cosmology instance + :type cosmo: astropy.cosmology + :param bands: list of bands to compare + :type bands: list + :param max_gals: maximum number of galaxies to compare to + :type max_gals: int + """ + # shuffle galaxy list and select a subset + if len(galaxy_list) > max_gals: + indices = np.random.choice(len(galaxy_list), max_gals, replace=False) + galaxy_list = galaxy_list[indices] + + mag_cols = [f"mag_{b}" for b in bands if f"mag_{b}" in members_list.columns] + if not mag_cols: + raise ValueError("No magnitude columns found in members_list") + mag_members = [members_list[mag] for mag in mag_cols] + mag_galaxies = [galaxy_list[mag] for mag in mag_cols] + dist_mod_members = -5 * np.log10( + cosmo.luminosity_distance(members_list["z"]) / (10 * u.pc) + ) + dist_mod_galaxies = -5 * np.log10( + cosmo.luminosity_distance(galaxy_list["z"]) / (10 * u.pc) + ) + distance = cdist( + np.stack([*mag_members, dist_mod_members], axis=1), + np.stack([*mag_galaxies, dist_mod_galaxies], axis=1), + metric="euclidean", + ) + nearest_neighbors_indices = distance.argmin(axis=1) + similar_galaxies = galaxy_list[nearest_neighbors_indices] + include_cols = [ + col for col in members_list.columns if col not in mag_cols + ["z"] + ] + return hstack([members_list[include_cols], similar_galaxies]) + + @staticmethod + def preprocess_clusters(cluster_list): + n_clusters = len(cluster_list) + column_names = cluster_list.columns + + if "cluster_id" not in column_names: + raise ValueError("cluster_id is mandatory in cluster catalog") + if "z" not in column_names: + raise ValueError("redshift is mandatory in cluster catalog") + if "halo_mass" not in column_names: + if "richness" not in column_names: + raise ValueError( + "richness or halo_mass is mandatory in cluster catalog" + ) + cluster_list["halo_mass"] = -np.ones(n_clusters) + if "concentration" not in column_names: + cluster_list["concentration"] = -np.ones(n_clusters) + if "vel_disp" not in column_names: + cluster_list["vel_disp"] = -np.ones(n_clusters) + if "e1_mass" not in column_names or "e2_mass" not in column_names: + cluster_list["e1_mass"] = -np.ones(n_clusters) + cluster_list["e2_mass"] = -np.ones(n_clusters) + return cluster_list + + def preprocess_members(self, cluster_list, members_list, galaxy_list): + n_clusters = len(cluster_list) + n_members = len(members_list) + column_names = members_list.columns + if "z" not in column_names: + members_list["z"] = -np.ones(n_members) + # assign the redshift of the cluster to its members + for i in range(n_clusters): + z = cluster_list["z"][i] + members_list["z"][ + members_list["cluster_id"] == cluster_list["cluster_id"][i] + ] = z + # use center_x and center_y if available, otherwise use ra and dec + if "center_x" not in column_names or "center_y" not in column_names: + members_list["center_x"] = -np.ones(n_members) + members_list["center_y"] = -np.ones(n_members) + if "ra" not in column_names or "dec" not in column_names: + raise ValueError( + "ra and dec or center_x and center_y " + "are mandatory in members catalog" + ) + else: + if "ra" not in column_names or "dec" not in column_names: + members_list["ra"] = -np.ones(n_members) + members_list["dec"] = -np.ones(n_members) + # assign a similar SLSim galaxy to each member + members_list = self.assign_similar_galaxy( + members_list, galaxy_list, cosmo=self.cosmo + ) + # update column names + column_names = members_list.colnames + if "vel_disp" not in column_names: + members_list["vel_disp"] = -np.ones(n_members) + if "e1_light" not in column_names or "e2_light" not in column_names: + members_list["e1_light"] = -np.ones(n_members) + members_list["e2_light"] = -np.ones(n_members) + if "e1_mass" not in column_names or "e2_mass" not in column_names: + members_list["e1_mass"] = -np.ones(n_members) + members_list["e2_mass"] = -np.ones(n_members) + if "n_sersic" not in column_names: + members_list["n_sersic"] = -np.ones(n_members) + if "gamma_pl" not in column_names: + members_list["gamma_pl"] = np.ones(n_members) * 2 + return members_list + + def set_cosmo(self): + """Set the cosmology in colossus to match the astropy.cosmology instance.""" + params = dict( + flat=(self.cosmo.Ok0 == 0.0), + H0=self.cosmo.H0.value, + Om0=self.cosmo.Om0, + Ode0=self.cosmo.Ode0, + Ob0=self.cosmo.Ob0 if self.cosmo.Ob0 is not None else 0.04897, + Tcmb0=self.cosmo.Tcmb0.value if self.cosmo.Tcmb0.value > 0 else 2.7255, + Neff=self.cosmo.Neff, + sigma8=0.8102, + ns=0.9660499, + ) + colossus_cosmo.setCosmology(cosmo_name="halo_cosmo", **params) diff --git a/slsim/Deflectors/compound_lens_halos_galaxies.py b/slsim/Deflectors/compound_lens_halos_galaxies.py index 848e69553..4a91a85f5 100644 --- a/slsim/Deflectors/compound_lens_halos_galaxies.py +++ b/slsim/Deflectors/compound_lens_halos_galaxies.py @@ -1,6 +1,6 @@ import numpy as np import numpy.random as random -from slsim.selection import deflector_cut +from slsim.selection import object_cut from slsim.Deflectors.velocity_dispersion import vel_disp_composite_model from slsim.Deflectors.deflectors_base import DeflectorsBase from lenstronomy.Util import constants @@ -58,7 +58,7 @@ def __init__( halo_galaxy_list["e1_mass"] = -np.ones(n) halo_galaxy_list["e2_mass"] = -np.ones(n) - self._galaxy_select = deflector_cut(halo_galaxy_list, **kwargs_cut) + self._galaxy_select = object_cut(halo_galaxy_list, **kwargs_cut) # Currently only supporting redshift cut self._num_select = len(self._galaxy_select) diff --git a/slsim/Deflectors/deflector.py b/slsim/Deflectors/deflector.py index 8ee1c0643..066a84bb5 100644 --- a/slsim/Deflectors/deflector.py +++ b/slsim/Deflectors/deflector.py @@ -9,7 +9,7 @@ class Deflector(object): """Class of a single deflector with quantities only related to the deflector (independent of the source)""" - def __init__(self, deflector_type, deflector_dict, **deflector_kwargs): + def __init__(self, deflector_type, deflector_dict): """ :param deflector_type: type of deflector, i.e. "EPL", "NFW_HERNQUIST", "NFW_CLUSTER" @@ -22,9 +22,7 @@ def __init__(self, deflector_type, deflector_dict, **deflector_kwargs): elif deflector_type in ["NFW_HERNQUIST"]: self._deflector = NFWHernquist(deflector_dict=deflector_dict) elif deflector_type in ["NFW_CLUSTER"]: - self._deflector = NFWCluster( - deflector_dict=deflector_dict, **deflector_kwargs - ) + self._deflector = NFWCluster(deflector_dict=deflector_dict) else: raise ValueError( "Deflector type %s not supported. Chose among %s." diff --git a/slsim/Deflectors/deflectors_base.py b/slsim/Deflectors/deflectors_base.py index 6b9464792..94e0b2672 100644 --- a/slsim/Deflectors/deflectors_base.py +++ b/slsim/Deflectors/deflectors_base.py @@ -21,6 +21,7 @@ def __init__(self, deflector_table, kwargs_cut, cosmo, sky_area): self.kwargs_cut = kwargs_cut self.cosmo = cosmo self.sky_area = sky_area + self.deflector_profile = "EPL" @abstractmethod def deflector_number(self): diff --git a/slsim/Deflectors/elliptical_lens_galaxies.py b/slsim/Deflectors/elliptical_lens_galaxies.py index bf0b732f5..ce7bd23e5 100644 --- a/slsim/Deflectors/elliptical_lens_galaxies.py +++ b/slsim/Deflectors/elliptical_lens_galaxies.py @@ -1,15 +1,23 @@ import numpy as np import numpy.random as random -from slsim.selection import deflector_cut -from slsim.Deflectors.velocity_dispersion import vel_disp_sdss +from slsim.selection import object_cut from slsim.Util import param_util from slsim.Deflectors.deflectors_base import DeflectorsBase +from slsim.Deflectors.velocity_dispersion import vel_disp_abundance_matching class EllipticalLensGalaxies(DeflectorsBase): """Class describing elliptical galaxies.""" - def __init__(self, galaxy_list, kwargs_cut, kwargs_mass2light, cosmo, sky_area): + def __init__( + self, + galaxy_list, + kwargs_cut, + kwargs_mass2light, + cosmo, + sky_area, + catalog_type="skypy", + ): """ :param galaxy_list: list of dictionary with galaxy parameters of @@ -21,7 +29,16 @@ def __init__(self, galaxy_list, kwargs_cut, kwargs_mass2light, cosmo, sky_area): :type sky_area: `~astropy.units.Quantity` :param sky_area: Sky area over which galaxies are sampled. Must be in units of solid angle. + :param catalog_type: type of the catalog. If user is using deflector catalog + other than generated from skypy pipeline, we require them to provide angular + size of the galaxy in arcsec and specify catalog_type as None. Otherwise, by + default, this class considers deflector catalog is generated using skypy + pipeline. + :type catalog_type: str. "skypy" or None. """ + galaxy_list = param_util.catalog_with_angular_size_in_arcsec( + galaxy_catalog=galaxy_list, input_catalog_type=catalog_type + ) super().__init__( deflector_table=galaxy_list, kwargs_cut=kwargs_cut, @@ -44,29 +61,16 @@ def __init__(self, galaxy_list, kwargs_cut, kwargs_mass2light, cosmo, sky_area): if "gamma_pl" not in column_names: galaxy_list["gamma_pl"] = np.ones(n) * 2 - num_total = len(galaxy_list) - z_min, z_max = 0, np.max(galaxy_list["z"]) - redshift = np.arange(z_min, z_max, 0.1) - z_list, vel_disp_list = vel_disp_sdss( - sky_area, redshift, vd_min=100, vd_max=500, cosmology=cosmo, noise=True + self._f_vel_disp = vel_disp_abundance_matching( + galaxy_list, z_max=0.5, sky_area=sky_area, cosmo=cosmo ) - # sort for stellar masses in decreasing manner - galaxy_list.sort("stellar_mass") - galaxy_list.reverse() - # sort velocity dispersion, largest values first - vel_disp_list = np.flip(np.sort(vel_disp_list)) - num_vel_disp = len(vel_disp_list) - # abundance match velocity dispersion with elliptical galaxy catalogue - if num_vel_disp >= num_total: - galaxy_list["vel_disp"] = vel_disp_list[:num_total] - # randomly select - else: - galaxy_list = galaxy_list[:num_vel_disp] - galaxy_list["vel_disp"] = vel_disp_list - num_total = num_vel_disp - - self._galaxy_select = deflector_cut(galaxy_list, **kwargs_cut) + + self._galaxy_select = object_cut(galaxy_list, **kwargs_cut) self._num_select = len(self._galaxy_select) + self._galaxy_select["vel_disp"] = self._f_vel_disp( + np.log10(self._galaxy_select["stellar_mass"]) + ) + self._kwargs_mass2light = kwargs_mass2light # TODO: random reshuffle of matched list diff --git a/slsim/Deflectors/light2mass.py b/slsim/Deflectors/light2mass.py new file mode 100755 index 000000000..e2b10626f --- /dev/null +++ b/slsim/Deflectors/light2mass.py @@ -0,0 +1,290 @@ +#!/usr/bin/env python +import numpy as np +from uncertainties import ufloat +from uncertainties import unumpy +from astropy.modeling.models import Linear1D +from slsim.Util.k_correction import kcorr_sdss +from astropy.cosmology import FlatLambdaCDM + +""" +This module provides function to calculate the central stellar velocity dispersion of the deflector +(elliptical galaxies) using LSST broadband magnitudes and the redshift. It assumes the evolution of +galaxy luminosity function, as discussed in Bell et al 2004, Blanton et al 2003, and uses the +scaling relations for L-sigma relationship from Choi et al 2007 (derived from spectroscopic +measurements) and Parker et al 2007 (derived from weak lensing measurements). The user has the +option to decide which scaling relations he/she wants to use, the one derived from spectroscopic +measurements or from the weak lensing measurements. +""" + + +def Lsigma_relation_spectroscopic(mgSDSS, mrSDSS, Dlum, redshift): + """ + input params: + + mgSDSS: k-corrected g-band magnitude of the deflector + type: a 1D array of floats + + mrSDSS: k-corrected r-band magnitude of the deflector + type: a 1D array of floats + + Dlum: distance luminosity of the deflector + type: a 1D array of floats + + redshift: redshift of the deflector + type: a 1D array of floats + + .. [1] Bell et al., (2004), astro-ph/0303394, doi: 10.1086/420778 + .. [2] Choi, Park and Vogeley, (2007), astro-ph/0611607, doi:10.1086/511060 + """ + + # Use the SDSS g-band and r-band magnitudes to get the B-band apparent magnitude of the galaxy using the relation + # given in equation A2, Appendix, Bell et al 2004 for red galaxies. This is required only for using the relations + # based on spectroscopic measurements. + mag_B = mgSDSS + 0.155 + 0.370 * (mgSDSS - mrSDSS) + + # Convert the apparent B-band magnitude to the absolute B-band magnitude using the redshift and cosmology defined + # Note that the 25 here comes since Dlum is in Mpc + MabsB = mag_B - 5.0 * np.log10(Dlum) - 25.0 + """Now using the data from DEEP2 and COMBO-17 surveys, Bell et 2004 found that the + B-band luminosity function evolves such that characteristic magnitude MBstar decline + by 1.5 magnitudes from z=0.0 to z=1.0. We use the same assumption here; + + Hence, MBstar and redshift should follow the relation, i.e., MBstar = + MBstar0-(redshift)*1.5. where MBstar0 = MBstar(at redshift=0). In our case, MBstar0 + = -19.31 has been estimated from the mean value of the MBstar0, from Table 1, Bell + et al 2004. + """ + # define a 1D line model for MBstar evolution with redshift. + MBstar_func = Linear1D(-1.5, -19.31) + + # Use the above model to calculate MB* at the deflector redshift + MBstar = MBstar_func(redshift) + + # Calculate L/L* using the magnitude-luminosity relation + LbyLstar = 10.0 ** (-0.4 * (MabsB - MBstar)) + """Now use the L-sigma relation for the elliptical galaxies i.e., the Faber Jackson + relation, sigma/sigma_star = (L/Lstar)**(1/alpha) and taking the sigma* and alpha + value from Choi et al 2007, derived for early type galaxies, calculate the the + velocity dispersion sigma.""" + sigma_star, alpha = ufloat(161, 5), 2.32 # Choi et al 2007 + + # Use sigma_star and alpha values to calculate the stellar velocity dispersion sigma + sigma = sigma_star * LbyLstar ** (1 / alpha) + + return sigma + + +def Lsigma_relation_weaklensing(mrSDSS, miSDSS, Dlum, redshift): + """ + input params: + + mrSDSS: k-corrected r-band magnitude of the deflector + type: a 1D array of floats + + miSDSS: k-corrected i-band magnitude of the deflector + type: a 1D array of floats + + Dlum: distance luminosity of the deflector + type: a 1D array of floats + + redshift: redshift of the deflector + type: a 1D array of floats + + .. [1] Blanton et al., (2003), astro-ph/0210215, doi: 10.1086/375776 + .. [2] Parker et al., (2007), arXiv:0707.1698, doi: 10.1086/521541 + """ + + # Convert the apparent r-band magnitudes to the absolute r + Mabsr = mrSDSS - 5.0 * np.log10(Dlum) - 25.0 + + # Convert the sdss r-mag to r'-mag from Frei & Gunn 2003 (Table 3). + # r' is a fake filter i.e., r shifted to z=0.1. + Mabsr = Mabsr - 0.11 + """We assume the same assumption here (from Bell et al 2004) for decline of + characteristic magnitude Mrstar for r'-band, + + Hence, Mrstar and redshift should follow the relation, i.e., Mrstar = + Mrstar0-(redshift-0.1)*1.5. where Mrstar0 = Mrstar(at redshift=0.1). + + In our case, Mrstar0 = -20.44 has been estimated from Table 2, Blanton et al 2003. + """ + + Mrstar0 = -20.44 # calculated at redhift=0.1 + # Use the above value to calculate Mrstar at the deflector redshift + Mrstar = Mrstar0 - (redshift - 0.1) * 1.5 + + # Calculate L/L* using the magnitude-luminosity relation + LbyLstar = 10.0 ** (-0.4 * (Mabsr - Mrstar)) + """Now use the L-sigma relation and taking the sigma_star and alpha value from + Parker et al 2007, derived using weak-lensing measurements, calculate the the + velocity dispersion sigma.""" + # sigma_star, alpha = 142+-18, 3 # Parker et al 2007 + + sigma_star_nominal = np.ones(len(LbyLstar)) * 142 + sigma_star_stdev = np.ones(len(LbyLstar)) * 18 + alpha = np.ones(len(LbyLstar)) * 3 + sigma_star = unumpy.uarray(sigma_star_nominal, sigma_star_stdev) + sigma_star[miSDSS > 20.5] = ufloat(137, 11) + alpha[miSDSS > 20.5] = 3 + + # Use sigma_star and alpha values to calculate the stellar velocity dispersion sigma + sigma = sigma_star * LbyLstar ** (1 / alpha) + + return sigma + + +def get_velocity_dispersion( + deflector_type, + lsst_mags, + lsst_errs, + redshift, + cosmo=FlatLambdaCDM(H0=70, Om0=0.3), + bands=["g", "r", "i"], + c1=0.01011, + c2=0.01920, + c3=0.05162, + c4=-0.00032, + c5=0.06555, + c6=-0.02949, + c7=0.00003, + c8=0.04040, + c9=-0.00892, + c10=-0.03068, + c11=-0.21527, + c12=0.09394, + scaling_relation="spectroscopic", +): + """ + input_params: + + deflector_type: type of the foreground/ deflector, e.g., 'elliptical' + type: string + + lsst_mags: a 2D array of the lsst magnitudes of the deflector with multi-band magnitudes + along the row, and different deflector along the column. + type: a 2D array of floats. + + lsst_errs: a 2D array of the lsst magnitude errors of the deflector with multi-band errors + along the row, and different deflector along the column. + type: a 2D array of floats. + + Note: Please provide atleast three bands data, including the g, r, and i bands. + The three bands are required to perform the k-correction in the SDSS bands. If there is some other + way of doing k-correction directly in the LSST bands, we will need only the two g and r bands data. + + redshift: a 1D array of the redshifts + type: a 1D array of floats + + cosmo: cosmology defined + type: astropy.cosmology + + bands: bands for which you're providing the magnitudes, for now use only 'g', 'r', and 'i' + type: a list of strings e.g., ['g','r','i'] + + c1,c2,c3,c4,c5,c6,c7,c8,c9,c10,c11,c12: The color conversion coefficients to convert the LSST magnitudes + to the SDSS magnitudes as per the equations (derived from the red galaxy catalog) + ## sdss_g = lsst_g + c0 + (c1*(lsst_g-lsst_r)) + (c2*(lsst_g-lsst_r)**2) + ## sdss_r = lsst_r + c3 + (c4*(lsst_g-lsst_r)) + (c5*(lsst_g-lsst_r)**2) + ## sdss_i = lsst_i + c7 + (c8*(lsst_i-lsst_z)) + (c9*(lsst_i-lsst_z)**2) + ######## if the z-band magnitude is not available: + ######## sdss_i = lsst_i + c7 + (c8*(lsst_r-lsst_i)) + (c9*(lsst_r-lsst_i)**2) + ## sdss_z = lsst_z + c10 + (c11*(lsst_i-lsst_z)) + (c12*(lsst_i-lsst_z)**2) + + + returns: + stellar velocity dispersion [km/s] + + References + ---------- + .. [1] Bell et al., (2004), astro-ph/0303394, doi: 10.1086/420778 + .. [2] Blanton & Roweis (2007), astro-ph/0606170, doi: 10.1086/510127 + https://kcorrect.readthedocs.io/en/5.1.2/ + .. [3] Choi, Park and Vogeley, (2007), astro-ph/0611607, doi:10.1086/511060 + .. [4] Blanton et al., (2003), astro-ph/0210215, doi: 10.1086/375776 + .. [5] Parker et al., (2007), arXiv:0707.1698, doi: 10.1086/521541 + """ + + if deflector_type != "elliptical": + raise KeyError("The module currently supports only elliptical galaxies.") + + lsst_bands = ["u", "g", "r", "i", "z", "y"] + + # extract the indices of the available lsst bands + indices = [lsst_bands.index(band) for band in bands] + + lsst = {} + sdss_responses = [] + for ind in range(len(indices)): + lsst["{0}".format(lsst_bands[indices[ind]])] = unumpy.uarray( + lsst_mags[:, ind], lsst_errs[:, ind] + ) + sdss_responses.append("sdss_%s0" % (lsst_bands[indices[ind]])) + + # transform from lsst to sdss magnitudes + mgSDSS = ( + lsst["g"] + + c1 + + (c2 * (lsst["g"] - lsst["r"])) + + (c3 * (lsst["g"] - lsst["r"]) ** 2) + ) + mrSDSS = ( + lsst["r"] + + c4 + + (c5 * (lsst["g"] - lsst["r"])) + + (c6 * (lsst["g"] - lsst["r"]) ** 2) + ) + miSDSS = ( + lsst["i"] + + c7 + + (c8 * (lsst["r"] - lsst["i"])) + + (c9 * (lsst["r"] - lsst["i"]) ** 2) + ) + + if scaling_relation == "spectroscopic": + # for k-correction upto redshift z=0 only + band_shift = 0.0 + + elif scaling_relation == "weak-lensing": + # for k-correction upto redshift z=0.1 + # since the scaling relations used are at z=0.1 + band_shift = 0.1 + + else: + raise KeyError("Invalid input for scaling relations.") + + # Find out the K-correction factor using the kcorrect module by Blanton + k_corrections = kcorr_sdss( + np.array([mgSDSS, mrSDSS, miSDSS]), + redshift, + responses=sdss_responses, + responses_out=sdss_responses, + band_shift=band_shift, + redshift_range=[0, 2], + ) + + # Apply the K-correction on the SDSS magnitudes + mgSDSS = mgSDSS - k_corrections[:, 0] + mrSDSS = mrSDSS - k_corrections[:, 1] + miSDSS = miSDSS - k_corrections[:, 2] + + ## Note: It will be better if we apply the K-correction directly on the LSST magnitudes, + ## but no such relation is known to Vibhore right now. + + # calculates the distance luminosity using the redshift and the cosmology + Dlum = (cosmo.luminosity_distance(redshift) * cosmo.H(0) / 100).value + + if scaling_relation == "spectroscopic": + # Use the Lsigma relation based on spectroscopic measurements to calculate the + # sigma of the deflector + sigma = Lsigma_relation_spectroscopic(mgSDSS, mrSDSS, Dlum, redshift) + + elif scaling_relation == "weak-lensing": + # Use the Lsigma relation based on weak-lensing measurements to calculate the + # sigma of the deflector + sigma = Lsigma_relation_weaklensing(mrSDSS, miSDSS, Dlum, redshift) + + # returns the calculated sigma + # type: a 1D array of uncertainties.core.Variable + ## to extract the nomianl values and the uncertainities in separate arrays, + ## use unumpy.nominal_values(sigma) and unumpy.std_devs(sigma) + return sigma diff --git a/slsim/Deflectors/richness2mass.py b/slsim/Deflectors/richness2mass.py new file mode 100644 index 000000000..b64a27c77 --- /dev/null +++ b/slsim/Deflectors/richness2mass.py @@ -0,0 +1,75 @@ +import numpy as np + +""" +Module to convert richness to mass using mass-richness relations. This is used in ClusterDeflector +to assign a mass to each cluster based on its richness. +""" + + +def general_mass_richness(rich, alpha, rich_0, m_0, ln_m_scatter, min_mass=0.0): + """Mass-richness relation: + M(N) = M_0 * (N / N_0) ** alpha VAR[ln(M)] = alpha**2 / N + lnM_scatter**2. + :param rich: richness + :type rich: float + :param alpha: slope + :type alpha: float + :param rich_0: pivot richness + :type rich_0: float + :param m_0: mass at pivot richness + :type m_0: float + :param ln_m_scatter: scatter in log mass + :type ln_m_scatter: float + :param min_mass: minimum mass + :type min_mass: float + """ + m = m_0 * (rich / rich_0) ** alpha + + ln_m_var = alpha**2 / rich + ln_m_scatter**2 + m_var = ln_m_var * m**2 # VAR[log(X)] ~ VAR[X] / E[X]^2 + m += np.random.normal(0, np.sqrt(m_var)) + m = np.maximum(m, min_mass) + return m + + +def mass_richness_simet2017(rich, min_mass=1e12): + """Mass-richness relation from Simet et al. + + 2017 + :param rich: richness + :type rich: float + :param min_mass: minimum mass + :type min_mass: float + """ + return general_mass_richness( + rich, + alpha=1.33, + rich_0=40, + m_0=10**14.344, + ln_m_scatter=0.25, + min_mass=min_mass, + ) + + +def mass_richness_abdullah2022(rich, min_mass=1e12): + """Mass-richness relation from Abdullah et al. + + 2022 (sred13) + :param rich: richness + :type rich: float + :param min_mass: minimum mass + :type min_mass: float + """ + return general_mass_richness( + rich, alpha=0.95, rich_0=1, m_0=11.4e12, ln_m_scatter=0.25, min_mass=min_mass + ) + + +def mass_richness_relation(rich, relation="Abdullah2022"): + """Mass-richness relation :param rich: richness :param relation: mass-richness + relation :type relation: str.""" + if relation == "simet2017": + return mass_richness_simet2017(rich) + elif relation == "Abdullah2022": + return mass_richness_abdullah2022(rich) + else: + raise ValueError(f"Unknown mass-richness relation: {relation}") diff --git a/slsim/Deflectors/velocity_dispersion.py b/slsim/Deflectors/velocity_dispersion.py index 19865c730..b53592ea8 100644 --- a/slsim/Deflectors/velocity_dispersion.py +++ b/slsim/Deflectors/velocity_dispersion.py @@ -1,7 +1,7 @@ import numpy as np import scipy -from skypy.galaxies.redshift import redshifts_from_comoving_density -from skypy.utils.random import schechter +from scipy import interpolate +import copy """ This module provides functions to compute velocity dispersion using schechter function. @@ -25,6 +25,7 @@ def vel_disp_composite_model(r, m_star, rs_star, m_halo, c_halo, cosmo, z_lens): :param z_lens: redshift of the deflector :return: velocity dispersion [km/s] """ + kwargs_model = { "mass_profile_list": ["HERNQUIST", "NFW"], "light_profile_list": ["HERNQUIST"], @@ -180,6 +181,33 @@ def _log_integrate(func, xmin, xmax, n_grid=200): return np.sqrt(vel_disp2) +def vel_disp_nfw(m_halo, c_halo, cosmo, z_lens): + """Computes vel_disp_nfw_aperture using the characteristic radius rs of the NFW as + aperture (which is independent of the source redshift). + + :param r: radius of the aperture for the velocity dispersion [arcsec] + :param m_halo: Halo mass [physical M_sun] + :param c_halo: halo concentration + :param cosmo: cosmology + :type cosmo: ~astropy.cosmology class + :param z_lens: redshift of the deflector + :return: velocity dispersion [km/s] + """ + from lenstronomy.Cosmo.lens_cosmo import LensCosmo + + lens_cosmo = LensCosmo(z_lens=z_lens, z_source=10, cosmo=cosmo) + + rs_arcsec, _ = lens_cosmo.nfw_physical2angle(m_halo, c_halo) + vel_disp = vel_disp_nfw_aperture( + r=rs_arcsec, + m_halo=m_halo, + c_halo=c_halo, + cosmo=cosmo, + z_lens=z_lens, + ) + return vel_disp + + def vel_disp_sdss(sky_area, redshift, vd_min, vd_max, cosmology, noise=True): """Velocity dispersion function in a cone matched by SDSS measurements. @@ -222,13 +250,15 @@ def vel_disp_sdss(sky_area, redshift, vd_min, vd_max, cosmology, noise=True): References ---------- - .. [1] Choi, Park and Vogeley, (2007), astro-ph/0611607, doi:10.1086/511060 + .. [1] Bernardi et al. 2010, + https://ui.adsabs.harvard.edu/abs/2010MNRAS.404.2087B/abstract """ # SDSS velocity dispersion function for galaxies brighter than Mr >= -16.8 - phi_star = 8.0 * 10 ** (-3) / cosmology.h**3 - vd_star = 161 - alpha = 2.32 - beta = 2.67 + # These numbers are from the Bernardi et al. 2010. + phi_star = 2.099e-2 * (cosmology.h / 0.7) ** 3 + vd_star = 113.78 + alpha = 0.94 + beta = 1.85 return schechter_vel_disp( redshift, phi_star, @@ -252,7 +282,7 @@ def schechter_vel_disp( vd_min, vd_max, sky_area, - cosmology, + cosmo, noise=True, ): r"""Sample redshifts and stellar masses from a Schechter mass function. @@ -280,7 +310,7 @@ def schechter_vel_disp( bounds. sky_area : `~astropy.units.Quantity` Sky area over which galaxies are sampled. Must be in units of solid angle. - cosmology : `~astropy.cosmology` + cosmo : `~astropy.cosmology` `astropy.cosmology` object to calculate comoving densities. noise : bool, optional Poisson-sample the number of galaxies. Default is `True`. @@ -308,14 +338,26 @@ def schechter_vel_disp( vd_min, vd_max, sky_area, - cosmology, - noise, + cosmo, + noise=noise, ) # sample galaxy mass for redshifts vel_disp = schechter_velocity_dispersion_function( - alpha, beta, vd_star, vd_min=vd_min, vd_max=vd_max, size=len(z), resolution=100 + alpha, + beta, + phi_star, + vd_star, + vd_min, + vd_max, + size=len(z), + resolution=1000, + scale=1, ) - return z, vel_disp + # above vel_disp is measured with in the effective radius/8. So, correction factor + # of 8**(-0.066) must be applied to convert to vel_disp at effective radius. + # This is from Cappellari et al. (2006): 10.1111/j.1365-2966.2005.09981.x + sigma_e = vel_disp * (8 ** (-0.066)) + return z, sigma_e def schechter_vel_disp_redshift( @@ -327,7 +369,7 @@ def schechter_vel_disp_redshift( vd_min, vd_max, sky_area, - cosmology, + cosmo, noise=True, ): r"""Sample redshifts from Schechter function. @@ -355,15 +397,15 @@ def schechter_vel_disp_redshift( bounds. sky_area : `~astropy.units.Quantity` Sky area over which galaxies are sampled. Must be in units of solid angle. - cosmology : Cosmology - Cosmology object to calculate comoving densities. + cosmology : `~astropy.cosmology` + `astropy.cosmology` object to calculate comoving densities. noise : bool, optional Poisson-sample the number of galaxies. Default is `True`. Returns ------- - velocity_dispersion: array_like - Velocity dispersion drawn from Schechter function. + redshifts: array_like + redshifts drawn from Schechter function. Notes ----- @@ -386,16 +428,20 @@ def schechter_vel_disp_redshift( ---------- .. [2] Choi, Park and Vogeley, (2007), astro-ph/0611607, doi:10.1086/511060 """ - alpha_prime = alpha / beta - 1 + """alpha_prime = alpha / beta - 1 x_min, x_max = (vd_min / vd_star) ** beta, (vd_max / vd_star) ** beta lnxmin = np.log(x_min) - lnxmax = np.log(x_max) + lnxmax = np.log(x_max)""" # gamma function integrand - def f(lnx, a): + def f(v): return ( - np.exp(lnx) * np.exp(a * lnx - np.exp(lnx)) if lnx < lnxmax.max() else 0.0 + phi_star + * ((v / vd_star) ** alpha) + * np.exp(-((v / vd_star) ** beta)) + * beta + / v ) # integrate gamma function for each redshift @@ -405,23 +451,76 @@ def f(lnx, a): gam = np.empty_like(redshift) for i, _ in np.ndenumerate(gam): - gam[i], _ = scipy.integrate.quad(f, lnxmin, lnxmax, args=(alpha_prime,)) + gam[i], _ = scipy.integrate.quad(f, vd_min, vd_max) # comoving number density is normalisation times upper incomplete gamma - density = phi_star * gam / gamma_ab + density = gam / gamma_ab # sample redshifts from the comoving density return redshifts_from_comoving_density( - redshift=redshift, - density=density, - sky_area=sky_area, - cosmology=cosmology, - noise=noise, + redshift, density, sky_area, cosmo, noise=noise ) +def redshifts_from_comoving_density(redshift, density, sky_area, cosmo, noise=True): + r"""Sample redshifts from a comoving density function. We took this function is from + SkyPy package but we have modified it to make suitable for the constant comoving + number density. + + Sample galaxy redshifts such that the resulting distribution matches a past + lightcone with comoving galaxy number density `density` at redshifts + `redshift`. The comoving volume sampled corresponds to a sky area `sky_area` + and transverse comoving distance given by the cosmology `cosmology`. + + If the `noise` parameter is set to true, the number of galaxies has Poisson + noise. If `noise` is false, the expected number of galaxies is used. + + Parameters + ---------- + redshift : array_like + Redshifts at which comoving number densities are provided. + density : array_like + Comoving galaxy number density at each redshift in Mpc-3. + sky_area : `~astropy.units.Quantity` + Sky area over which galaxies are sampled. Must be in units of solid angle. + cosmo : Cosmology + Cosmology object for conversion to comoving volume. + noise : bool, optional + Poisson-sample the number of galaxies. Default is `True`. + + Returns + ------- + redshifts : array_like + Sampled redshifts such that the comoving number density of galaxies + corresponds to the input distribution. + + Warnings + -------- + The inverse cumulative distribution function is approximated from the + number density and comoving volume calculated at the given `redshift` + values. The user must choose suitable `redshift` values to satisfy their + desired numerical accuracy. + """ + + # redshift number density + dN_dz = (cosmo.differential_comoving_volume(redshift) * sky_area).to_value("Mpc3") + dN_dz *= density + # number + N = np.trapz(dN_dz, redshift) + # Poisson sample galaxy number if requested + if noise: + total_number = np.random.poisson(N) + else: + total_number = int(N) # np.array([int(digit) for digit in number]) + cdf = dN_dz # in place + np.cumsum((dN_dz[1:] + dN_dz[:-1]) / 2 * np.diff(redshift), out=cdf[1:]) + cdf[0] = 0 + cdf /= cdf[-1] + return np.interp(np.random.rand(total_number), cdf, redshift) + + def schechter_velocity_dispersion_function( - alpha, beta, vd_star, vd_min, vd_max, size=None, resolution=1000 + alpha, beta, phi_star, vd_star, vd_min, vd_max, size=None, resolution=1000, scale=1 ): """Sample velocity dispersion of elliptical galaxies in the local universe following a Schecter function. @@ -437,10 +536,12 @@ def schechter_velocity_dispersion_function( vd_min, vd_max: float Lower and upper bounds of random variable x. Samples are drawn uniformly from bounds. - resolution: int - Resolution of the inverse transform sampling spline. Default is 100. size: int Number of samples returned. Default is 1. + resolution: int + Resolution of the inverse transform sampling spline. Default is 100. + scale: array-like, optional + Scale factor for the returned samples. Default is 1. Returns ------- @@ -469,13 +570,85 @@ def schechter_velocity_dispersion_function( .. [3] Choi, Park and Vogeley, (2007), astro-ph/0611607, doi:10.1086/511060 """ - if np.ndim(alpha) > 0: - raise NotImplementedError("only scalar alpha is supported") + if size is None: + size = np.broadcast(vd_min, vd_max, scale).shape or None - alpha_prime = alpha / beta - 1 - x_min, x_max = (vd_min / vd_star) ** beta, (vd_max / vd_star) ** beta + v = np.linspace(vd_min, vd_max, resolution) + gamma_ab = scipy.special.gamma(alpha / beta) + phi_star = phi_star + pdf = ( + phi_star + * ((v / vd_star) ** alpha) + * np.exp(-((v / vd_star) ** beta)) + * beta + / (v * gamma_ab) + ) + cdf = pdf # in place + np.cumsum((pdf[1:] + pdf[:-1]) / 2 * np.diff(v), out=cdf[1:]) + cdf[0] = 0 + cdf /= cdf[-1] + + t_lower = np.interp(vd_min, v, cdf) + t_upper = np.interp(vd_max, v, cdf) + u = np.random.uniform(t_lower, t_upper, size=size) + v_sample = np.interp(u, cdf, v) + return v_sample + + +def vel_disp_abundance_matching(galaxy_list, z_max, sky_area, cosmo): + """Calculates the velocity dispersion from the steller mass. The routine uses + abundance matching between stellar mass and velocity dispersion taking the sample + drawn from z=0 to z_max (which can be still at low redshift where there is data on + the velocity dispersion function) + + :param galaxy_list: list of galaxies with stellar masses given + :type galaxy_list: ~astropy.Table object + :param z_max: maximum redshift to which the abundance matching with the SDSS + velocity dispersion function is valid + :param cosmo: astropy.cosmology instance + :type sky_area: `~astropy.units.Quantity` + :param sky_area: Sky area over which galaxies are sampled. Must be in units of solid + angle. + :return: interpolation function f; f(stellar_mass) -> vel_disp + """ + + # selects galaxies with redshift below maximum redshift (z_max) + bool_cut = galaxy_list["z"] < z_max + galaxy_list_zmax = copy.deepcopy(galaxy_list[bool_cut]) - samples = schechter(alpha_prime, x_min, x_max, resolution=resolution, size=size) - samples = samples ** (1 / beta) * vd_star + # number of selected galaxies + num_select = len(galaxy_list_zmax) - return samples + redshift = np.linspace(0, z_max, 100) + z_list, vel_disp_list = vel_disp_sdss( + sky_area, redshift, vd_min=50, vd_max=500, cosmology=cosmo, noise=True + ) + + # sort for stellar masses, largest values first + galaxy_list_zmax.sort("stellar_mass", reverse=True) + + # sort velocity dispersion, largest values first + vel_disp_list = np.flip(np.sort(vel_disp_list)) + num_vel_disp = len(vel_disp_list) + # abundance match velocity dispersion with elliptical galaxy catalogue + # abundance match velocity dispersion with elliptical galaxy catalogue + if num_vel_disp >= num_select: + galaxy_list_zmax["vel_disp"] = vel_disp_list[:num_select] + # randomly select + else: + galaxy_list_zmax = galaxy_list_zmax[:num_vel_disp] + galaxy_list_zmax["vel_disp"] = vel_disp_list + # interpolate relationship between stellar mass and velocity dispersion + stellar_mass = np.asarray(galaxy_list_zmax["stellar_mass"]) + vel_disp = np.asarray(galaxy_list_zmax["vel_disp"]) + + # here we make sure we interpolate to low stellar masses + stellar_mass = np.append(stellar_mass, 10**5) + vel_disp = np.append(vel_disp, 10) + f = interpolate.interp1d( + x=np.log10(stellar_mass), + y=vel_disp, + fill_value=(0, np.max(galaxy_list_zmax["vel_disp"])), + bounds_error=False, + ) + return f diff --git a/slsim/Halos/halos.py b/slsim/Halos/halos.py index 0a88de7a0..a6148c647 100644 --- a/slsim/Halos/halos.py +++ b/slsim/Halos/halos.py @@ -126,7 +126,7 @@ def colossus_halo_mass_sampler( omega_m, ) - CDF = integrate.cumtrapz(massf, np.log(m), initial=0) + CDF = integrate.cumulative_trapezoid(massf, np.log(m), initial=0) CDF = CDF / CDF[-1] n_uniform = np.random.uniform(size=size) return np.interp(n_uniform, CDF, m) / cosmology.h @@ -162,20 +162,14 @@ def set_defaults_halos( # Default values if m_min is None: m_min = 1.0e12 - warnings.warn("No minimum mass provided, instead uses 1e10 Msun") if m_max is None: m_max = 1.0e14 - warnings.warn("No maximum mass provided, instead uses 1e14 Msun") if resolution is None: resolution = 100 - warnings.warn("No resolution provided, instead uses 100") if cosmology is None: - warnings.warn( - "No cosmology provided, instead uses astropy.cosmology import default_cosmology" - ) from astropy.cosmology import default_cosmology cosmology = default_cosmology.get() @@ -284,9 +278,9 @@ def number_density_for_massf(massf, m, dndlnM=False): :rtype: float """ if dndlnM: - return integrate.trapz(massf, np.log(m)) + return integrate.trapezoid(massf, np.log(m)) else: - return integrate.trapz(massf * m, np.log(m)) + return integrate.trapezoid(massf * m, np.log(m)) def redshift_halos_array_from_comoving_density( @@ -787,11 +781,11 @@ def colossus_halo_expected_mass_sampler( ) mass_times_massf = m * massf - integral_mass_times_massf = integrate.cumtrapz( + integral_mass_times_massf = integrate.cumulative_trapezoid( mass_times_massf, np.log(m), initial=0 ) - integral_massf = integrate.cumtrapz(massf, np.log(m), initial=0) + integral_massf = integrate.cumulative_trapezoid(massf, np.log(m), initial=0) average_massh = integral_mass_times_massf[-1] / integral_massf[-1] return average_massh / cosmology.h diff --git a/slsim/Halos/halos_lens_base.py b/slsim/Halos/halos_lens_base.py index f6e565970..533544dde 100644 --- a/slsim/Halos/halos_lens_base.py +++ b/slsim/Halos/halos_lens_base.py @@ -496,9 +496,6 @@ def _build_lens_data(self, halos, mass_correction, z1, z2): # If this above code need to be changed, notice the change in the following code # including the lens_cosmo_dict one since it assume halos is in front of mass sheet if not combined_redshift_list.size: - warnings.warn( - f"No halos OR mass correction in the given redshift range from z1={z1} to z2={z2}." - ) return None, None, None if z2 < z1: raise ValueError( diff --git a/slsim/Halos/halos_plus_glass.py b/slsim/Halos/halos_plus_glass.py index 2a1601d3f..fc9bb87bb 100644 --- a/slsim/Halos/halos_plus_glass.py +++ b/slsim/Halos/halos_plus_glass.py @@ -773,19 +773,13 @@ def run_certain_redshift_lensext_kde_by_multiprocessing( :rtype: np.ndarray """ if cosmo is None: - warnings.warn( - "No cosmology provided, instead uses astropy.cosmology default cosmology" - ) cosmo = FlatLambdaCDM(H0=70, Om0=0.3) if zs is None: zs = 1.5 - warnings.warn("No source redshift provided, instead uses 1.5") if zd is None: zd = 1.0 - warnings.warn("No lens redshift provided, instead uses 1.0") if z_max is None: z_max = 5.0 - warnings.warn("No maximum redshift provided, instead uses 5.0") kappaext_gammaext_values = [] @@ -949,19 +943,13 @@ def run_certain_redshift_many_by_multiprocessing( """ if cosmo is None: - warnings.warn( - "No cosmology provided, instead uses astropy.cosmology default cosmology" - ) cosmo = FlatLambdaCDM(H0=70, Om0=0.3) if zs is None: zs = 1.5 - warnings.warn("No source redshift provided, instead uses 1.5") if zd is None: zd = 1.0 - warnings.warn("No lens redshift provided, instead uses 1.0") if z_max is None: z_max = 5.0 - warnings.warn("No maximum redshift provided, instead uses 5.0") kappaext_gammaext_values = [] lensinstance_values = [] @@ -1213,13 +1201,9 @@ def run_total_kappa_by_multiprocessing( """ if cosmo is None: - warnings.warn( - "No cosmology provided, instead uses astropy.cosmology default cosmology" - ) cosmo = FlatLambdaCDM(H0=70, Om0=0.3) if z_max is None: z_max = 5.0 - warnings.warn("No maximum redshift provided, instead uses 5.0") average_kappa_list = [] diff --git a/slsim/ParamDistributions/los_config.py b/slsim/ParamDistributions/los_config.py index a031adf27..b4b065a56 100644 --- a/slsim/ParamDistributions/los_config.py +++ b/slsim/ParamDistributions/los_config.py @@ -41,6 +41,8 @@ def __init__( nonlinear_los_bool=False, nonlinear_correction_path=None, no_correction_path=None, + gamma=None, + kappa=None, ): """ :param los_bool: Boolean to include line-of-sight distortions, default is True. @@ -59,6 +61,10 @@ def __init__( :type nonlinear_correction_path: str or None :param no_correction_path: Path to the no non-linear correction distributions stored in an H5 file, default is None. :type no_correction_path: str or None + :param gamma: [gamma1, gamma2] (takes these values if present) + :type gamma: list of floats + :param kappa: convergence (takes this values if present) + :type kappa: float """ self.mixgauss_gamma = mixgauss_gamma @@ -69,6 +75,10 @@ def __init__( self.nonlinear_los_bool = nonlinear_los_bool self.nonlinear_correction_path = nonlinear_correction_path self.no_correction_path = no_correction_path + if gamma is not None: + self._gamma = gamma + if kappa is not None: + self._kappa = kappa def calculate_los_linear_distortions(self, source_redshift, deflector_redshift): """Calculate line-of-sight distortions in shear and convergence. @@ -81,6 +91,8 @@ def calculate_los_linear_distortions(self, source_redshift, deflector_redshift): """ if not self.los_bool: return 0, 0, 0 + if hasattr(self, "_gamma") and hasattr(self, "_kappa"): + return self._gamma[0], self._gamma[1], self._kappa if self.mixgauss_gamma and not self.nonlinear_los_bool: if not hasattr(self, "_gamma"): diff --git a/slsim/Pipelines/__init__.py b/slsim/Pipelines/__init__.py index e69de29bb..24505f0c8 100644 --- a/slsim/Pipelines/__init__.py +++ b/slsim/Pipelines/__init__.py @@ -0,0 +1,9 @@ +from .halos_pipeline import HalosSkyPyPipeline +from .skypy_pipeline import SkyPyPipeline +from .sl_hammocks_pipeline import SLHammocksPipeline + +__all__ = [ + "HalosSkyPyPipeline", + "SkyPyPipeline", + "SLHammocksPipeline", +] diff --git a/slsim/Pipelines/skypy_pipeline.py b/slsim/Pipelines/skypy_pipeline.py index 0888216ec..9f4ae1e52 100644 --- a/slsim/Pipelines/skypy_pipeline.py +++ b/slsim/Pipelines/skypy_pipeline.py @@ -8,7 +8,13 @@ class SkyPyPipeline: """Class for skypy configuration.""" - def __init__(self, skypy_config=None, sky_area=None, filters=None, cosmo=None): + def __init__( + self, + skypy_config=None, + sky_area=None, + filters=None, + cosmo=None, + ): """ :param skypy_config: path to SkyPy configuration yaml file. If None, uses 'data/SkyPy/lsst-like.yml'. @@ -25,7 +31,13 @@ def __init__(self, skypy_config=None, sky_area=None, filters=None, cosmo=None): path = os.path.dirname(slsim.__file__) module_path, _ = os.path.split(path) if skypy_config is None: + skypy_config = os.path.join( + module_path, "data/SkyPy/lsst-like_triple_SF.yml" + ) + elif skypy_config == "lsst_like_old": skypy_config = os.path.join(module_path, "data/SkyPy/lsst-like.yml") + else: + skypy_config = skypy_config if sky_area is None and filters is None and cosmo is None: self._pipeline = Pipeline.read(skypy_config) diff --git a/slsim/Plots/lens_plots.py b/slsim/Plots/lens_plots.py index 4d447abba..8b41c9d78 100644 --- a/slsim/Plots/lens_plots.py +++ b/slsim/Plots/lens_plots.py @@ -1,6 +1,8 @@ import matplotlib.pyplot as plt +import numpy as np from astropy.visualization import make_lupton_rgb from slsim.image_simulation import simulate_image +from slsim.roman_image_simulation import simulate_roman_image class LensingPlots(object): @@ -19,6 +21,7 @@ def __init__(self, lens_pop, num_pix=64, observatory="LSST", **kwargs): :param kwargs: additional keyword arguments for the bands. Eg: coadd_years (=10): this is the number of years corresponding to num_exposures in obs dict. Currently supported: 1-10. + See roman_image_simulation.py for more options if simulating roman images :type kwargs: dict """ self._lens_pop = lens_pop @@ -36,7 +39,13 @@ def rgb_image(self, lens_class, rgb_band_list, add_noise=True): :param add_noise: boolean flag, set to True to add noise to the image, default is True """ - image_r = simulate_image( + if self._observatory == "Roman": + # NOTE: Galsim is required which is not supported on Windows + make_image = simulate_roman_image + else: + make_image = simulate_image + + image_r = make_image( lens_class=lens_class, band=rgb_band_list[0], num_pix=self.num_pix, @@ -44,7 +53,7 @@ def rgb_image(self, lens_class, rgb_band_list, add_noise=True): observatory=self._observatory, **self._kwargs ) - image_g = simulate_image( + image_g = make_image( lens_class=lens_class, band=rgb_band_list[1], num_pix=self.num_pix, @@ -52,7 +61,7 @@ def rgb_image(self, lens_class, rgb_band_list, add_noise=True): observatory=self._observatory, **self._kwargs ) - image_b = simulate_image( + image_b = make_image( lens_class=lens_class, band=rgb_band_list[2], num_pix=self.num_pix, @@ -60,7 +69,20 @@ def rgb_image(self, lens_class, rgb_band_list, add_noise=True): observatory=self._observatory, **self._kwargs ) - image_rgb = make_lupton_rgb(image_r, image_g, image_b, stretch=0.5) + + # Need to use different settings for make_lupton_rgb for roman images + if self._observatory == "Roman": + minimum = [np.min(image_r), np.min(image_g), np.min(image_b)] + stretch = 8 + Q = 10 + else: + minimum = 0 + stretch = 0.5 + Q = 8 + + image_rgb = make_lupton_rgb( + image_r, image_g, image_b, minimum=minimum, stretch=stretch, Q=Q + ) return image_rgb def plot_montage( diff --git a/slsim/Sources/QuasarCatalog/__init__.py b/slsim/Sources/QuasarCatalog/__init__.py index e69de29bb..bf3681d59 100644 --- a/slsim/Sources/QuasarCatalog/__init__.py +++ b/slsim/Sources/QuasarCatalog/__init__.py @@ -0,0 +1,3 @@ +from .quasar_plus_galaxies import quasar_galaxies_simple + 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Marshall (2010) +""" + + +class QuasarRate(object): + """Class to calculate quasar luminosity functions and generate quasar samples.""" + + def __init__( + self, + zeta: float = 2.98, + xi: float = 4.05, + z_star: float = 1.60, + alpha: float = -3.31, + beta: float = -1.45, + phi_star: float = 5.34e-6 * (0.70**3), + cosmo: FlatLambdaCDM = None, + sky_area: Quantity = None, + noise: bool = True, + redshifts: np.ndarray = None, + ): + """Initializes the QuasarRate class with given parameters. + + :param h: Hubble constant parameter H0/100, where H0 = 70 km s^-1 Mpc^-1. + :type h: float + :param zeta: (1) Best fit value of the observed evolution of the quasar luminosity function + from SDSS DR3 survey (Richards et al. 2006: DOI: 10.1086/503559) + :type zeta: float + :param xi: (2) Best fit value of the observed evolution of the quasar luminosity function + from SDSS DR3 survey (Richards et al. 2006: DOI: 10.1086/503559) + :type xi: float + :param z_star: (3) Best fit value of the observed evolution of the quasar luminosity + function from SDSS DR3 survey (Richards et al. 2006: DOI: 10.1086/503559) + :type z_star: float + :param alpha: Bright end slope of quasar luminosity density profile. + :type alpha: float + :param beta: Faint end slope of quasar luminosity density profile. + :type beta: float + :param phi_star: Renormalization of the quasar luminosity function for a given h. + :type phi_star: float + :param cosmo: Cosmology object. + :type cosmo: ~astropy.cosmology object + :param sky_area: Sky area for sampled quasars in [solid angle]. + :type sky_area: `~Astropy.units.Quantity` + :param noise: Poisson-sample the number of galaxies in quasar density lightcone. + :type noise: bool + :param redshifts: Redshifts for quasar density lightcone to be evaluated at. + :type redshifts: np.ndarray + """ + self.zeta = zeta + self.xi = xi + self.z_star = z_star + self.alpha = alpha + self.beta = beta + self.phi_star = phi_star + self.cosmo = cosmo if cosmo is not None else FlatLambdaCDM(H0=70, Om0=0.3) + self.sky_area = ( + sky_area if sky_area is not None else Quantity(0.05, unit="deg2") + ) + self.noise = noise + self.redshifts = ( + np.array(redshifts) if redshifts is not None else np.linspace(0.1, 5.0, 100) + ) + + # Construct the dynamic path to the data file + base_path = Path(os.path.dirname(__file__)) + file_path = base_path / "i_band_Richards_et_al_2006.txt" + + data = np.loadtxt(file_path) + + # The data is assumed to be in two columns: redshift and K-correction + self.redshifts_kcorr = data[:, 0] + self.K_corrections = data[:, 1] + + # Precompute the interpolation function + self.k_corr = interp1d( + self.redshifts_kcorr, + self.K_corrections, + kind="linear", + fill_value="extrapolate", + ) + + def k_corr_interp(self, z): + """This function computes the k-correction for a quasar at a given redshift. + + :param z: Redshift value at which k correction need to be computed. + :type z: float or np.array + :return: k-correction value for given redshifts. + """ + + return self.k_corr(z) - self.k_corr(0) + + def M_star(self, z_value): + """Calculates the break absolute magnitude of quasars for a given redshift + according to Eq. (11) in Oguri & Marshall (2010): DOI: + 10.1111/j.1365-2966.2010.16639.x. + + :param z_value: Redshift value. + :type z_value: float or np.ndarray + :return: M_star value. + :rtype: float or np.ndarray :unit: mag + """ + z_value = np.atleast_1d(z_value) + denominator = ( + np.sqrt(np.exp(self.xi * z_value)) + np.sqrt(np.exp(self.xi * self.z_star)) + ) ** 2 + result = ( + -20.90 + + (5 * np.log10(self.cosmo.h)) + - ( + 2.5 + * np.log10( + np.exp(self.zeta * z_value) + * (1 + np.exp(self.xi * self.z_star)) + / denominator + ) + ) + ) + + if np.any(denominator == 0): + raise ValueError( + "Encountered zero denominator in M_star calculation. Check input values." + ) + + return result + + def dPhi_dM(self, M, z_value): + """Calculates dPhi_dM for a given M and redshift according to Eq (10) in Oguri & + Marshall (2010): DOI: 10.1111/j.1365-2966.2010.16639.x. + + :param M: Absolute i-band magnitude. + :type M: float or numpy.ndarray + :param z_value: Redshift value. + :type z_value: float or numpy.ndarray + :return: dPhi_dM value in the unit of comoving volume. + :rtype: float or np.ndarray :unit: mag^-1 Mpc^-3 + """ + M = np.atleast_1d(M) + z_value = np.atleast_1d(z_value) + + if z_value.shape == (): + z_value = np.full_like(M, z_value) + if M.shape == (): + M = np.full_like(z_value, M) + + alpha_val = np.where(z_value > 3, -2.58, self.alpha) + M_star_value = self.M_star(z_value) + + denominator_dphi_dm = (10 ** (0.4 * (alpha_val + 1) * (M - M_star_value))) + ( + 10 ** (0.4 * (self.beta + 1) * (M - M_star_value)) + ) + + # Handle division by zero + term1 = np.divide( + self.phi_star, + denominator_dphi_dm, + out=np.full_like(denominator_dphi_dm, np.nan), + where=denominator_dphi_dm != 0, + ) + + return term1 + + def convert_magnitude(self, magnitude, z, conversion="apparent_to_absolute"): + """Converts between apparent and absolute magnitudes using K-corrections + determined in Table 4 of Richards et al. 2006: DOI: 10.1086/503559. + + :param magnitude: Apparent or absolute i-band magnitude. + :type magnitude: float or np.ndarray + :param z: Redshift. + :type z: float or np.ndarray + :param conversion: Conversion direction, either 'apparent_to_absolute' or + 'absolute_to_apparent'. + :type conversion: str + :return: Converted magnitude. + :rtype: float or np.ndarray :unit: mag + """ + + DM = self.cosmo.distmod(z).value + K_corr = self.k_corr_interp(z) + + if conversion == "apparent_to_absolute": + converted_magnitude = magnitude - DM - K_corr + elif conversion == "absolute_to_apparent": + converted_magnitude = magnitude + DM + K_corr + else: + raise ValueError( + "Conversion must be either 'apparent_to_absolute' or 'absolute_to_apparent'" + ) + + return converted_magnitude + + def n_comoving(self, m_min, m_max, z_value): + """Calculates the comoving number density of quasars by integrating dPhi/dM over + the range of absolute magnitudes. + + :param m_min: Minimum apparent magnitude. + :type m_min: float or np.ndarray + :param m_max: Maximum apparent magnitude. + :type m_max: float or np.ndarray + :param z_value: Redshift value. + :type z_value: float or np.ndarray + :return: Comoving number density of quasars. + :rtype: float or np.ndarray :unit: Mpc^-3 + """ + M_min = self.convert_magnitude( + m_min, z_value, conversion="apparent_to_absolute" + ) + M_max = self.convert_magnitude( + m_max, z_value, conversion="apparent_to_absolute" + ) + + if isinstance(z_value, np.ndarray): + integrals = np.zeros_like(z_value) + for i, z in enumerate(z_value): + integral, _ = quad(self.dPhi_dM, M_min[i], M_max[i], args=(z,)) + integrals[i] = integral + return integrals + else: + integral, _ = quad(self.dPhi_dM, M_min, M_max, args=(z_value,)) + return integral + + def generate_quasar_redshifts(self, m_min, m_max): + """Generates redshift locations of quasars using a light cone formulation. + + :param m_min: Minimum apparent magnitude. + :type m_min: float + :param m_max: Maximum apparent magnitude. + :type m_max: float + :return: Redshift locations of quasars. + :rtype: np.ndarray + """ + n_comoving_values = np.array( + [self.n_comoving(m_min, m_max, z) for z in self.redshifts] + ) + + sampled_redshifts = redshifts_from_comoving_density( + redshift=self.redshifts, + density=n_comoving_values, + sky_area=self.sky_area, + cosmology=self.cosmo, + noise=self.noise, + ) + + # Ensure redshifts are stored as numpy array + sampled_redshifts = np.array(sampled_redshifts, dtype=float) + + return sampled_redshifts + + def compute_cdf_data(self, m_min, m_max, quasar_redshifts): + """Computes cumulative distribution function (CDF) data for given redshift + values. + + :param m_min: Minimum apparent magnitude. + :type m_min: float + :param m_max: Maximum apparent magnitude. + :type m_max: float + :param quasar_redshifts: Redshift values generated from `generate_quasar_redshifts`. + :type quasar_redshifts: array-like + :return: Dictionary containing CDF data for each redshift. + :rtype: dict + """ + cdf_data_dict = {} + + for z in np.unique(quasar_redshifts): + M_min = self.convert_magnitude(m_min, z, conversion="apparent_to_absolute") + M_max = self.convert_magnitude(m_max, z, conversion="apparent_to_absolute") + + M_values = np.linspace(M_min, M_max, 100) + + dPhi_dM_values = np.array([self.dPhi_dM(M, z) for M in M_values]) + + sorted_M_values = np.sort(M_values) + cumulative_probabilities = np.cumsum(dPhi_dM_values) + max_cumulative_probabilities = np.max(cumulative_probabilities) + cumulative_prob_norm = ( + cumulative_probabilities / max_cumulative_probabilities + ) + + cdf_data_dict[z] = (sorted_M_values, cumulative_prob_norm) + + return cdf_data_dict + + def inverse_cdf_fits_for_redshifts(self, m_min, m_max, quasar_redshifts): + """Creates inverse Cumulative Distribution Function (CDF) fits for each + redshift. + + :param m_min: Minimum apparent magnitude. + :type m_min: float + :param m_max: Maximum apparent magnitude. + :type m_max: float + :param quasar_redshifts: Redshift values generated from `generate_quasar_redshifts`. + :type quasar_redshifts: array-like + :return: Dictionary containing inverse CDF functions for each redshift. + :rtype: dict + """ + cdf_data = self.compute_cdf_data(m_min, m_max, quasar_redshifts) + inverse_cdf_dict = {} + + for redshift, (sorted_M_values, cumulative_prob_norm) in cdf_data.items(): + inverse_cdf = interp1d( + cumulative_prob_norm, + sorted_M_values, + kind="linear", + fill_value="extrapolate", + ) + inverse_cdf_dict[redshift] = inverse_cdf + + return inverse_cdf_dict + + def quasar_sample(self, m_min, m_max, seed=42): + """Generates random redshift values and associated apparent i-band magnitude + values for quasar samples. + + :param m_min: Minimum apparent magnitude. + :type m_min: float + :param m_max: Maximum apparent magnitude. + :type m_max: float + :param seed: Random seed for reproducibility. + :type seed: int + :return: astropy Table with redshift and associated apparent i-band magnitude values. + :rtype: `~astropy.table.Table` + """ + np.random.seed(seed) + quasar_redshifts = self.generate_quasar_redshifts(m_min=m_min, m_max=m_max) + inverse_cdf_dict = self.inverse_cdf_fits_for_redshifts( + m_min, m_max, quasar_redshifts + ) + table_data = {"z": [], "M": [], "ps_mag_i": []} + + for redshift in quasar_redshifts: + inverse_cdf = inverse_cdf_dict[redshift] + random_inverse_cdf_value = np.random.rand() + random_abs_M_value = inverse_cdf(random_inverse_cdf_value) + + # Convert the absolute magnitude back to apparent magnitude + apparent_i_mag = self.convert_magnitude( + random_abs_M_value, redshift, conversion="absolute_to_apparent" + ) + table_data["M"].append(random_abs_M_value) + table_data["z"].append(redshift) + table_data["ps_mag_i"].append(apparent_i_mag) + + # Create an Astropy Table from the collected data + table = Table(table_data) + return table diff --git a/slsim/Sources/SourceVariability/accretion_disk_reprocessing.py b/slsim/Sources/SourceVariability/accretion_disk_reprocessing.py index d30d4998b..2fa933b06 100644 --- a/slsim/Sources/SourceVariability/accretion_disk_reprocessing.py +++ b/slsim/Sources/SourceVariability/accretion_disk_reprocessing.py @@ -1,14 +1,26 @@ import numpy as np import astropy.constants as const import astropy.units as u +from astropy import cosmology from scipy import signal, interpolate from slsim.Util.astro_util import ( calculate_gravitational_radius, calculate_accretion_disk_response_function, + downsample_passband, + bring_passband_to_source_plane, + convert_passband_to_nm, + calculate_accretion_disk_emission, ) from slsim.Sources.SourceVariability.light_curve_interpolation import ( LightCurveInterpolation, ) +from speclite.filters import ( + load_filter, +) +from slsim.Util.param_util import ( + magnitude_to_amplitude, + amplitude_to_magnitude, +) class AccretionDiskReprocessing(object): @@ -44,6 +56,7 @@ def __init__(self, reprocessing_model, **kwargs_agn_model): "black_hole_spin": 0.0, "eddington_ratio": 0.1, } + for jj in default_lamppost_kwargs: if jj not in self.kwargs_model: print( @@ -54,8 +67,12 @@ def __init__(self, reprocessing_model, **kwargs_agn_model): ) self.kwargs_model[jj] = default_lamppost_kwargs[jj] - self.time_array = None - self.magnitude_array = None + self.time_array = None + self.magnitude_array = None + if "redshift" in self.kwargs_model: + self.redshift = self.kwargs_model["redshift"] + else: + self.redshift = 0 def define_new_response_function(self, rest_frame_wavelength_in_nanometers): """Define a response function of the agn accretion disk to the flaring corona in @@ -68,6 +85,61 @@ def define_new_response_function(self, rest_frame_wavelength_in_nanometers): """ return self._model(rest_frame_wavelength_in_nanometers, **self.kwargs_model) + def define_passband_response_function( + self, + passband, + redshift=0, + delta_wavelength=10, + passband_wavelength_unit=u.angstrom, + ): + """Calculates the response function of the agn accretion disk to the flaring + corona in the lamppost geometry for an input passband. + + :param passband: Str or List representing passband data. Either from speclite or + a user defined passband represented as a list of lists or arrays. The first + must be wavelengths, and the second must be the throughput of + signature: [wavelength, throughput]. + :param redshift: Float value of source redshift. Used to convert wavelengths of + the passband into emitted wavelengths. + :param delta_wavelength: Desired wavelength spacing in passband in [nanometers]. + The passband will be resampled to allow for faster calculations. + :param passband_wavelength_unit: Astropy unit representing the wavelength units + used to define the original passband. Speclite filters typically use angstroms. + :return: An array representing the response function of the accretion disk with + time lag spacing of [R_g / c]. + """ + passband_in_nm = convert_passband_to_nm( + passband, wavelength_unit_input=passband_wavelength_unit + ) + passband_in_source_plane = bring_passband_to_source_plane( + passband_in_nm, redshift + ) + passband_to_use = downsample_passband( + passband_in_source_plane, + delta_wavelength, + wavelength_unit_input=u.nm, + wavelength_unit_output=u.nm, + ) + if len(passband_to_use[0]) > 20: + print("Warning, over 20 wavelengths to calculate.") + total_weighting = np.sum(passband_to_use[1]) + total_response_function = ( + self.define_new_response_function(passband_to_use[0][0]) + * passband_to_use[1][0] + / total_weighting + ) + + for jj in range(len(passband_to_use[0]) - 1): + if passband_to_use[1][1 + jj] > 0: + response_function = ( + self.define_new_response_function(passband_to_use[0][1 + jj]) + * passband_to_use[1][1 + jj] + / total_weighting + ) + total_response_function += response_function + + return total_response_function + def define_intrinsic_signal(self, time_array=None, magnitude_array=None): """Multi-purpose method to define an intrinsic signal of the AccretionDiskReprocessing() class. Passing in the time_array and magnitude_array @@ -163,6 +235,10 @@ def reprocess_signal( ) time_lag_axis = np.linspace(0, length_in_days, len(response_function)) + if length_in_days == 0: + length_in_days += 1 + time_lag_axis = np.linspace(0, length_in_days, len(response_function)) + interpolation_of_response_function = interpolate.interp1d( time_lag_axis, response_function, bounds_error=False, fill_value=0 ) @@ -187,9 +263,109 @@ def reprocess_signal( reprocessed_signal = signal.convolve( interpolated_signal, (interpolated_response_function), mode="full" - ) / np.sum(interpolated_response_function) + ) + + # bring the reprocessed signal to the observer frame + interpolation_of_reprocessed_signal = interpolate.interp1d( + signal_time_axis, + reprocessed_signal[: len(signal_time_axis)], + bounds_error=False, + fill_value=0, + ) + redshifted_time_axis = signal_time_axis / (1 + self.redshift) + reprocessed_signal_in_observed_frame = interpolation_of_reprocessed_signal( + redshifted_time_axis + ) + + normalization = np.nansum(interpolated_response_function) + if normalization == 0: + reprocessed_signal_in_observed_frame = intrinsic_signal.magnitude( + redshifted_time_axis + ) + else: + reprocessed_signal_in_observed_frame /= normalization + + return reprocessed_signal_in_observed_frame[: len(self.time_array)] + + def determine_agn_luminosity_from_known_luminosity( + self, + known_band, + known_magnitude, + redshift, + mag_zero_point, + cosmo=cosmology.FlatLambdaCDM(H0=70, Om0=0.3), + band=None, + observer_frame_wavelength_in_nm=None, + ): + """Takes in the known luminosity of the AGN and defines the expected magnitude + at other bands or wavelengths based on black body radiation. Speclite bands will + be calculated at their effective wavelength. - return reprocessed_signal[:-length_in_days] + :param i_band_magnitude: Float representing magnitude of i band + :param redshift: Float representing redshift of AGN + :param cosmo: Astropy cosmology object used to calculate distances + :param bands: Float representing a speclite filter + :param wavelengths: Float representing wavlength in nm. + """ + if isinstance(known_band, str): + filter_response = load_filter(known_band) + else: + raise ValueError("only speclite filters are implimented") + + effective_wavelength = (filter_response.effective_wavelength).to(u.nm) + source_plane_wavelength = effective_wavelength / (1 + redshift) + luminosity_distance = cosmo.luminosity_distance(redshift) + obs_plane_flux = magnitude_to_amplitude(known_magnitude, mag_zero_point) + source_plane_flux = luminosity_distance**2 * obs_plane_flux + + theoretical_flux = calculate_accretion_disk_emission( + self.kwargs_model["r_out"], + self.kwargs_model["r_resolution"], + self.kwargs_model["inclination_angle"], + source_plane_wavelength, + self.kwargs_model["black_hole_mass_exponent"], + self.kwargs_model["black_hole_spin"], + self.kwargs_model["eddington_ratio"], + ) + # normalize flux + flux_adjustment_ratio = source_plane_flux / theoretical_flux + if band is not None: + band_wavelength = (load_filter(band).effective_wavelength).to(u.nm) / ( + 1 + redshift + ) + cur_theoretical_flux = ( + calculate_accretion_disk_emission( + self.kwargs_model["r_out"], + self.kwargs_model["r_resolution"], + self.kwargs_model["inclination_angle"], + band_wavelength, + self.kwargs_model["black_hole_mass_exponent"], + self.kwargs_model["black_hole_spin"], + self.kwargs_model["eddington_ratio"], + ) + * flux_adjustment_ratio + ) + cur_obs_flux = cur_theoretical_flux / luminosity_distance**2 + output_magnitude = amplitude_to_magnitude(cur_obs_flux, mag_zero_point) + elif observer_frame_wavelength_in_nm is not None: + source_plane_wavelength = observer_frame_wavelength_in_nm / (1 + redshift) + cur_theoretical_flux = ( + calculate_accretion_disk_emission( + self.kwargs_model["r_out"], + self.kwargs_model["r_resolution"], + self.kwargs_model["inclination_angle"], + source_plane_wavelength, + self.kwargs_model["black_hole_mass_exponent"], + self.kwargs_model["black_hole_spin"], + self.kwargs_model["eddington_ratio"], + ) + * flux_adjustment_ratio + ) + cur_obs_flux = cur_theoretical_flux / luminosity_distance**2 + output_magnitude = amplitude_to_magnitude(cur_obs_flux, mag_zero_point) + else: + raise ValueError("Please define a band or wavelength") + return output_magnitude.value def lamppost_model( diff --git a/slsim/Sources/SourceVariability/light_curve_interpolation.py b/slsim/Sources/SourceVariability/light_curve_interpolation.py index c447d4bc3..fd17d4bf5 100644 --- a/slsim/Sources/SourceVariability/light_curve_interpolation.py +++ b/slsim/Sources/SourceVariability/light_curve_interpolation.py @@ -6,7 +6,7 @@ class LightCurveInterpolation(object): def __init__(self, light_curve): """ - :param light_cureve: dictionary containg observation time and magnitude of a + :param light_curve: dictionary containg observation time and magnitude of a point source. Eg: light_curve = {"MJD": np.array([20, 30, 40, 50, 60, 70, 80]), "ps_mag_i": np.array([25, 24, 23, 20, 21, 23, 30])} """ diff --git a/slsim/Sources/SourceVariability/variability.py b/slsim/Sources/SourceVariability/variability.py index 7ae497879..50777e003 100644 --- a/slsim/Sources/SourceVariability/variability.py +++ b/slsim/Sources/SourceVariability/variability.py @@ -1,9 +1,15 @@ from slsim.Sources.SourceVariability.light_curve_interpolation import ( LightCurveInterpolation, ) -from slsim.Sources.SourceVariability.sinusoidal_variability import SinusoidalVariability +from slsim.Sources.SourceVariability.sinusoidal_variability import ( + SinusoidalVariability, +) +from slsim.Sources.SourceVariability.accretion_disk_reprocessing import ( + AccretionDiskReprocessing, +) from slsim.Util.astro_util import generate_signal_from_bending_power_law from slsim.Util.astro_util import generate_signal_from_generic_psd +import numpy as np """This class aims to have realistic variability models for AGN and supernovae.""" @@ -23,6 +29,23 @@ def __init__(self, variability_model, **kwargs_variability_model): For user_defined_psd kwargs are: ('length_of_light_curve'), ('time_resolution'), ('input_frequencies'), ('input_psd'), ('mean_amplitude'), ('standard_deviation'), ('normal_magnitude_variance'), ('zero_point_mag'), and ('seed') + For lamppost_reprocessed kwargs are: + - all kwargs for AccretionDiskReprocessing model + - one of the following two options: + 1) all kwargs for another Variability object to use as the + driving signal with additional keyword ('driving_variability_model') + 2) ('time_array') and ('magnitude_array') to define the driving signal + - ('redshift') to bring observer frame wavelengths to the rest frame + - ('delta_wavelength') to change the resolution (in nm) of a speclite filter + - one of the following four options: + 1) ('obs_frame_wavelength_in_nm') observer frame wavelength in nm + 2) ('rest_frame_wavelength_in_nm') rest frame wavelength in nm + 3) ('speclite_filter') speclite filter name to use + 4) ('response_function') user defined response function to use + (see notebook for samples) + Note that this is the order keywords are checked in, and only + the first keyword will be used! + :type kwargs_variability_model: dict """ self.kwargs_model = kwargs_variability_model @@ -51,10 +74,50 @@ def __init__(self, variability_model, **kwargs_variability_model): light_curve_class = LightCurveInterpolation(light_curve) self._model = light_curve_class.magnitude + elif self.variability_model == "lamppost_reprocessed": + parse_kwargs_for_lamppost_reprocessed_model(self) + + self.accretion_disk_reprocessor = AccretionDiskReprocessing( + "lamppost", **self.agn_kwargs + ) + self.accretion_disk_reprocessor.redshift = self.redshift + + if ( + "time_array" in self.signal_kwargs + and "magnitude_array" in self.signal_kwargs + ): + self.accretion_disk_reprocessor.define_intrinsic_signal( + time_array=self.signal_kwargs["time_array"], + magnitude_array=self.signal_kwargs["magnitude_array"], + ) + else: + driving_signal = Variability( + self.kwargs_model["driving_variability_model"], + **self.driving_signal_kwargs + ) + if "time_array" not in self.signal_kwargs: + self.signal_kwargs["time_array"] = np.linspace( + 0, + self.driving_signal_kwargs["length_of_light_curve"] - 1, + self.driving_signal_kwargs["length_of_light_curve"], + ) + + self.signal_kwargs["magnitude_array"] = ( + driving_signal.variability_at_time(self.signal_kwargs["time_array"]) + ) + self.accretion_disk_reprocessor.define_intrinsic_signal( + **self.signal_kwargs + ) + + light_curve = reprocess_with_lamppost_model(self) + light_curve_class = LightCurveInterpolation(light_curve=light_curve) + self._model = light_curve_class.magnitude + else: raise ValueError( - "Given model is not supported. Currently supported models are" - "sinusoidal, light_curve, bending_power_law, user_defined_psd." + "Given model is not supported. Currently supported models are " + "sinusoidal, light_curve, bending_power_law, " + "user_defined_psd, lamppost_reprocessed." ) def variability_at_time(self, observation_times): @@ -64,3 +127,144 @@ def variability_at_time(self, observation_times): :return: variability at given time. """ return self._model(observation_times) + + +def parse_kwargs_for_lamppost_reprocessed_model(variability): + """Separates categories of variability.kwargs for lamppost reprocessing. + + :param variability: Variability class object following model 'lamppost_reprocessed'. + :result: Parses variability.kwargs into variability dictionaries for: + - agn kwargs + - driving signal kwargs + - reprocessing kwargs + - signal kwargs + """ + variability.agn_kwargs = {} + variability.driving_signal_kwargs = {} + variability.reprocessing_kwargs = {} + variability.signal_kwargs = {} + + variability.redshift = 0 + variability.delta_wavelength = 50 + + for kwarg in variability.kwargs_model: + if kwarg in [ + "r_out", + "corona_height", + "r_resolution", + "inclination_angle", + "black_hole_mass_exponent", + "black_hole_spin", + "eddington_ratio", + ]: + variability.agn_kwargs[kwarg] = variability.kwargs_model[kwarg] + + elif kwarg in ["time_array", "magnitude_array", "light_curve"]: + variability.signal_kwargs[kwarg] = variability.kwargs_model[kwarg] + + elif kwarg in [ + "length_of_light_curve", + "time_resolution", + "log_breakpoint_frequency", + "low_frequency_slope", + "high_frequency_slope", + "mean_magnitude", + "standard_deviation", + "normal_magnitude_variance", + "zero_point_mag", + "input_frequencies", + "input_psd", + "light_curve", + "seed", + "amp", + "freq", + ]: + variability.driving_signal_kwargs[kwarg] = variability.kwargs_model[kwarg] + + elif kwarg in ["redshift"]: + variability.redshift = variability.kwargs_model[kwarg] + elif kwarg in ["delta_wavelength"]: + variability.delta_wavelength = variability.kwargs_model[kwarg] + else: + variability.reprocessing_kwargs[kwarg] = variability.kwargs_model[kwarg] + + +def reprocess_with_lamppost_model(variability): + """Reprocesses the signal based on the type of accretion disk reprocessor. + + :param variability: Variability class object model 'lamppost_reprocessed'. + :return: dict containing a light curve object parameters + """ + + if "obs_frame_wavelength_in_nm" in variability.reprocessing_kwargs: + wavelength = variability.reprocessing_kwargs["obs_frame_wavelength_in_nm"] + rest_wavelength = wavelength / (1 + variability.redshift) + + reprocessed_signal = variability.accretion_disk_reprocessor.reprocess_signal( + rest_frame_wavelength_in_nanometers=rest_wavelength + ) + light_curve = { + "MJD": variability.signal_kwargs["time_array"], + "ps_mag_" + str(wavelength)[:5]: reprocessed_signal, + } + + elif "rest_frame_wavelength_in_nm" in variability.reprocessing_kwargs: + rest_wavelength = variability.reprocessing_kwargs["rest_frame_wavelength_in_nm"] + reprocessed_signal = variability.accretion_disk_reprocessor.reprocess_signal( + rest_frame_wavelength_in_nanometers=rest_wavelength + ) + light_curve = { + "MJD": variability.signal_kwargs["time_array"], + "ps_mag_" + str(rest_wavelength)[:5]: reprocessed_signal, + } + + elif "speclite_filter" in variability.reprocessing_kwargs: + speclite_filter = variability.reprocessing_kwargs["speclite_filter"] + if isinstance(speclite_filter, list): + speclite_filter = str(speclite_filter[0]) + response_function = ( + variability.accretion_disk_reprocessor.define_passband_response_function( + speclite_filter, + redshift=variability.redshift, + delta_wavelength=variability.delta_wavelength, + ) + ) + reprocessed_signal = variability.accretion_disk_reprocessor.reprocess_signal( + response_function_amplitudes=response_function + ) + # set the mean magnitude from reprocessing kwargs if present + if "mean_magnitude" in variability.reprocessing_kwargs.keys(): + reprocessed_signal -= np.mean(reprocessed_signal) + reprocessed_signal += variability.reprocessing_kwargs["mean_magnitude"] + light_curve = { + "MJD": variability.signal_kwargs["time_array"], + "ps_mag_" + str(speclite_filter): reprocessed_signal, + } + elif "response_function_amplitudes" in variability.reprocessing_kwargs: + if "response_function_time_lags" not in variability.reprocessing_kwargs: + reprocessed_signal = ( + variability.accretion_disk_reprocessor.reprocess_signal( + response_function_amplitudes=variability.reprocessing_kwargs[ + "response_function_amplitudes" + ] + ) + ) + else: + reprocessed_signal = ( + variability.accretion_disk_reprocessor.reprocess_signal( + response_function_amplitudes=variability.reprocessing_kwargs[ + "response_function_amplitudes" + ], + response_function_time_lags=variability.reprocessing_kwargs[ + "response_function_time_lags" + ], + ) + ) + + light_curve = { + "MJD": variability.signal_kwargs["time_array"], + "ps_mag_user": reprocessed_signal, + } + else: + raise ValueError("Please provide a reprocessing method") + return light_curve diff --git a/slsim/Sources/Supernovae/supernovae_lightcone.py b/slsim/Sources/Supernovae/supernovae_lightcone.py new file mode 100644 index 000000000..9f7385745 --- /dev/null +++ b/slsim/Sources/Supernovae/supernovae_lightcone.py @@ -0,0 +1,63 @@ +from skypy.galaxies.redshift import redshifts_from_comoving_density +from slsim.Sources.Supernovae.supernovae_pop import SNIaRate +from astropy import units + + +class SNeLightcone(object): + """Class to integrate SNe comoving density n(z) in light cone volume.""" + + def __init__(self, cosmo, redshifts, sky_area, noise, time_interval): + """ + :param cosmo: cosmology object + :type cosmo: ~astropy.cosmology object + :param redshifts: redshifts for supernovae density lightcone to be evaluated at + :type redshifts: array-like + :param sky_area: sky area for sampled galaxies in [solid angle] + :type sky_area: `~Astropy.units.Quantity` + :param noise: poisson-sample the number of galaxies in supernovae density lightcone + :type noise: bool + :param time_interval: time interval for supernovae density lightcone to be evaluated over + :type time_interval: `~Astropy.units.Quantity` + """ + self._cosmo = cosmo + self._input_redshifts = redshifts + self._sky_area = sky_area + self._noise = noise + self._time_interval = time_interval + + sne_rate = SNIaRate(self._cosmo, self._input_redshifts[-1]) + h = self._cosmo.H(0).to_value() / 100 + + # Account for included factor of h. + self.density = self.convert_density( + sne_rate.calculate_SNIa_rate(self._input_redshifts) * h + ) + + def convert_density(self, density): + """Converts SN Ia comoving densities from [yr^(-1)Mpc^(-3)] to have the desired + time unit. + + :param density: initial comoving density of SN Ia [yr^(-1)Mpc^(-3)] + :return: SN Ia comoving density with the desired time unit [day^(-1)Mpc^(-3), + hr^(-1)Mpc^(-3), etc.] + """ + time_conversion = (1 * units.year).to(self._time_interval.unit) + converted_density = density / time_conversion * self._time_interval.value + return converted_density.value + + def supernovae_sample(self): + """Integrates SNe comoving density in light cone. + + :return: sampled redshifts such that the comoving number density of galaxies + corresponds to the input distribution + :return type: numpy.ndarray + """ + if not hasattr(self, "_output_redshifts"): + self._output_redshifts = redshifts_from_comoving_density( + redshift=self._input_redshifts, + density=self.density, + sky_area=self._sky_area, + cosmology=self._cosmo, + noise=self._noise, + ) + return self._output_redshifts diff --git a/slsim/Sources/Supernovae/supernovae_pop.py b/slsim/Sources/Supernovae/supernovae_pop.py new file mode 100644 index 000000000..fa4572790 --- /dev/null +++ b/slsim/Sources/Supernovae/supernovae_pop.py @@ -0,0 +1,101 @@ +import numpy as np +import scipy.integrate as integrate +import scipy.interpolate as interp + +"""References: +Oguri and Marshall 2010 +""" + + +def calculate_star_formation_rate(z): + """Calculates the cosmic star formation rate. (Eq 13 - Oguri and Marshall 2010) + + :param z: redshift (z>=0) + + :return: cosmic star formation rate in [(h)(M_sol)yr^(-1)Mpc^(-3)] + """ + star_formation_rate = (0.0118 + 0.08 * z) / (1 + (z / 3.3) ** 5.2) + return star_formation_rate + + +def delay_time_distribution(t_d): + """Calculates the power-law constraint on time delay. (Eq 14 - Oguri and Marshall 2010) + + :param t_d: time delay (t_d>=0) in [Gyr] + + :return: constrained time delay + """ + ft_d = (t_d) ** (-1.08) + return ft_d + + +class SNIaRate(object): + """Class to calculate supernovae rates.""" + + def __init__(self, cosmo, z_max): + """ + :param cosmo: cosmology object + :type cosmo: ~astropy.cosmology object + :param z_max: maximum redshift to describe the SFR density (no stars accounted for >z_max) + """ + self._cosmo = cosmo + self._z_max = z_max + + self._t_min = self._cosmo.age( + z=self._z_max + ).to_value() # Time at redshift z_max + self._t_0 = self._cosmo.age(0).to_value() # Time at redshift z = 0 + + self._denominator = integrate.quad( + delay_time_distribution, 0.1, self._t_0 - self._t_min + ) + + def z_from_time(self, t): + """Calculates redshift given cosmic time. + + :param t: cosmic time since big bang in [Gy] + :return: redshift at time t [float] + """ + if not hasattr(self, "_age_inv"): + z_array = np.linspace(0, self._z_max, 100) + z_array = z_array[::-1] + t_array = self._cosmo.age(z_array).to_value() + self._age_inv = interp.interp1d(t_array, z_array, fill_value="extrapolate") + return self._age_inv(t).item() + + def _numerator_integrand(self, t_d, t): + """Calculates the numerator integrand to be used within calculate_SNIa_rates. + (Eq 15 - Oguri and Marshall 2010) + + :param t_d: time delay (t>=0) + :param t: time at final integrated redshift (t>=0) + + :return: numerator integrand + """ + ft_d = delay_time_distribution(t_d) + z_t = self.z_from_time(t - t_d) # time since big bang + return calculate_star_formation_rate(z_t) * ft_d + + def calculate_SNIa_rate(self, z, eta=0.04): + """Calculates the rate of SN Ia. (Eq 15 - Oguri and Marshall 2010) + + :param z: redshift (z>=0) + :param eta: canonical efficiency + + :return: SN Ia rate n(z) in [(h)yr^(-1)Mpc^(-3)] + :return type: array-like + """ + C_Ia = 0.032 + denominator = self._denominator + SNIa_rate_list = [] + + for i in z: + t_z = self._cosmo.age(i).to_value() # Time at given redshift z + + numerator = integrate.quad( + self._numerator_integrand, 0.1, t_z - self._t_min, args=(t_z,) + ) + SNIa_rate = eta * C_Ia * (numerator[0] / denominator[0]) + SNIa_rate_list.append(SNIa_rate) + + return np.array(SNIa_rate_list) diff --git a/slsim/Sources/SupernovaeCatalog/__init__.py b/slsim/Sources/SupernovaeCatalog/__init__.py new file mode 100644 index 000000000..2be2a42dd --- /dev/null +++ b/slsim/Sources/SupernovaeCatalog/__init__.py @@ -0,0 +1,3 @@ +from .supernovae_sample import SupernovaeCatalog + +__all__ = ["SupernovaeCatalog"] diff --git a/slsim/Sources/SupernovaeCatalog/supernovae_sample.py b/slsim/Sources/SupernovaeCatalog/supernovae_sample.py index 338e5166f..4a1c05590 100644 --- a/slsim/Sources/SupernovaeCatalog/supernovae_sample.py +++ b/slsim/Sources/SupernovaeCatalog/supernovae_sample.py @@ -1,7 +1,91 @@ from astropy.table import Table, hstack -from slsim.Pipelines.skypy_pipeline import SkyPyPipeline from slsim.Sources import random_supernovae +from slsim.Sources.Supernovae.supernovae_lightcone import SNeLightcone +from slsim.Sources.galaxy_catalog import GalaxyCatalog +from slsim.Sources.supernovae_host_match import SupernovaeHostMatch import numpy as np +from astropy import units +from scipy import stats +from slsim.Sources.galaxies import galaxy_projected_eccentricity +from slsim.Util.param_util import ellipticity_slsim_to_lenstronomy +from slsim.Util.param_util import elliptical_distortion_product_average + + +def supernovae_host_galaxy_offset(host_galaxy_catalog): + """This function generates random supernovae offsets from their host galaxy center + based on observed data. (Wang et al. 2013) + + :param host_galaxy_catalog: catalog of host galaxies matched with supernovae (must + have 'angular_size' and 'ellipticity' columns) + :type host_galaxy_catalog: astropy Table + :return: offsets x and y [arcsec] selected for each supernovae based on observed + distribution; e1 and e2 projected eccentricities calculated for each host galaxy + :return type: list; float + """ + # Select offset ratios based on observed offset distribution (Wang et al. 2013) + offset_ratios = list( + # Parameters (s, loc, and scale) obtained from fitting the observed data (Wang et al. 2013) + # to lognorm distribution with distfit + stats.lognorm.rvs( + 0.764609, loc=-0.0284546, scale=0.450885, size=len(host_galaxy_catalog) + ) + ) + + offsets = [] + position_angle_galaxy = [] + position_angle_supernovae = [] + original_x_off = [] + original_y_off = [] + e1 = [] + e2 = [] + transformed_x_off = [] + transformed_y_off = [] + + for i in range(len(host_galaxy_catalog)): + + # Set a limit on maximum SN Ia offset ratio from host galaxy center + while offset_ratios[i] > 3: + offset_ratios[i] = stats.lognorm.rvs( + 0.764609, loc=-0.0284546, scale=0.450885, size=1 + )[0] + + # Calculate offsets [rad] + offset = offset_ratios[i] * list(host_galaxy_catalog["angular_size"])[i] + offsets.append(offset) + + galaxy_angle = np.random.uniform(0, np.pi) + supernova_angle = np.random.uniform(0, 2 * np.pi) + position_angle_galaxy.append(galaxy_angle) + position_angle_supernovae.append(supernova_angle) + + # Calculate the x and y coordinates of the offset [arcsec] + x_off = ((np.cos(supernova_angle * units.rad)) * (offset * units.rad)).to( + units.arcsec + ) + y_off = ((np.sin(supernova_angle * units.rad)) * (offset * units.rad)).to( + units.arcsec + ) + original_x_off.append(x_off) + original_y_off.append(y_off) + + # Calculate projected eccentricities + slsim_e1, slsim_e2 = galaxy_projected_eccentricity( + host_galaxy_catalog["ellipticity"][i], galaxy_angle * units.rad + ) + e1.append(slsim_e1) + e2.append(slsim_e2) + + # Transform the offset coordinates with eccentricities e1, e2 into elliptical coordinate + # system + lens_e1, lens_e2 = ellipticity_slsim_to_lenstronomy(slsim_e1, slsim_e2) + + transform_x_off, transform_y_off = elliptical_distortion_product_average( + x_off.value, y_off.value, lens_e1, lens_e2, 0, 0 + ) + transformed_x_off.append(transform_x_off) + transformed_y_off.append(transform_y_off) + + return transformed_x_off, transformed_y_off, e1, e2 class SupernovaeCatalog(object): @@ -18,6 +102,7 @@ def __init__( skypy_config, sky_area, absolute_mag, + sn_modeldir=None, ): """ @@ -37,6 +122,13 @@ def __init__( :param sky_area: Sky area over which galaxies are sampled. Must be in units of solid angle. :type sky_area: `~astropy.units.Quantity` + :param sn_modeldir: sn_modeldir is the path to the directory containing files + needed to initialize the sncosmo.model class. For example, + sn_modeldir = 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT'. These data can + be downloaded from https://github.com/LSST-strong-lensing/data_public . + For more detail, please look at the documentation of RandomizedSupernovae + class. + :type sn_modeldir: str """ self.sn_type = sn_type self.band_list = band_list @@ -47,79 +139,87 @@ def __init__( self.cosmo = cosmo self.skypy_config = skypy_config self.sky_area = sky_area + self.sn_modeldir = sn_modeldir - def host_galaxy_catalog(self): - """Generates galaxy catalog and those galaxies can be used as supernovae host - galaxies. + def supernovae_catalog(self, host_galaxy=True, lightcurve=True): + """Generates supernovae catalog for given redshifts. - :return: supernovae host galaxy catalog + :param host_galaxy: kwargs to decide whether catalog should include host + galaxies or not. True or False. + :param lightcurve: kwargs for the lightcurve, if lightcurve is True, it returns + extracts lightcurve for each supernovae redshift. + :return: Astropy Table of supernovae catalog containg redshift, lightcurves, + ra_off, dec_off, and host galaxy properties. If host_galaxy is set to False, + it returns catalog without host galaxy properties. Light curves are + generated using RandomizedSupernova class. Light curves are saved as an + array of observation time and array of corresponding magnitudes in specified + bands in different columns of the Table. """ - pipeline = SkyPyPipeline( - skypy_config=self.skypy_config, + sne_lightcone = SNeLightcone( + self.cosmo, + redshifts=np.linspace(0, 2.379, 50), sky_area=self.sky_area, - filters=None, - cosmo=self.cosmo, + noise=True, + time_interval=1 * units.year, ) - galaxy_table = pipeline.blue_galaxies - galaxy_table_cut = galaxy_table[galaxy_table["z"] <= 0.9329] - return galaxy_table_cut + supernovae_redshift = sne_lightcone.supernovae_sample() - def supernovae_catalog(self, host_galaxy=True): - """Generates supernovae lightcurves for each host galaxies. + if host_galaxy is True: + + galaxy_catalog = GalaxyCatalog( + cosmo=self.cosmo, + skypy_config=self.skypy_config, + sky_area=self.sky_area, + ) + host_galaxy_catalog = galaxy_catalog.galaxy_catalog() + matching_catalogs = SupernovaeHostMatch( + supernovae_catalog=supernovae_redshift, + galaxy_catalog=host_galaxy_catalog, + ) + matched_table = matching_catalogs.match() - :param host_galaxy: kwargs to decide whether catalog should include host - galaxies or not. - :return: supernovae catalog - """ - host_galaxies = self.host_galaxy_catalog() time = [] # Initialize a list attribute for each band in self.band_list for band in self.band_list: setattr(self, f"magnitude_{band}", []) - for z in host_galaxies["z"]: - lightcurve_class = random_supernovae.RandomizedSupernova( - self.sn_type, - z, - self.absolute_mag, - self.absolute_mag_band, - self.mag_zpsys, - self.cosmo, - ) - time.append(self.lightcurve_time) - for band in self.band_list: - mag = lightcurve_class.get_apparent_magnitude( - self.lightcurve_time, "lsst" + band, zpsys=self.mag_zpsys + # Generate lightcurve for each supernovae. + if lightcurve is True: + for z in supernovae_redshift: + lightcurve_class = random_supernovae.RandomizedSupernova( + self.sn_type, + z, + self.absolute_mag, + self.absolute_mag_band, + self.mag_zpsys, + self.cosmo, + self.sn_modeldir, ) - getattr(self, f"magnitude_{band}").append(mag) - lightcurve_data = {"MJD": time} - for band in self.band_list: - lightcurve_data["ps_mag_" + band] = getattr(self, f"magnitude_{band}") - lightcurve_table = Table(lightcurve_data) - if host_galaxy is True: - ra_off, dec_off = self.supernovae_host_galaxy_offset( - len(host_galaxies["z"]) - ) - lightcurve_table["ra_off"] = ra_off - lightcurve_table["dec_off"] = dec_off - supernovae_table = hstack([lightcurve_table, host_galaxies]) + time.append(self.lightcurve_time) + for band in self.band_list: + mag = lightcurve_class.get_apparent_magnitude( + self.lightcurve_time, "lsst" + band, zpsys=self.mag_zpsys + ) + getattr(self, f"magnitude_{band}").append(mag) + lightcurve_data = {"MJD": time} + for band in self.band_list: + lightcurve_data["ps_mag_" + band] = getattr(self, f"magnitude_{band}") else: - lightcurve_table["z"] = host_galaxies["z"] - supernovae_table = lightcurve_table - return supernovae_table + lightcurve_data = {} - def supernovae_host_galaxy_offset(self, supernovae_number): - """This function generates random supernovae offsets from their host galaxy - center. + # Get ra_off and dec_off if host galaxy is true. + if host_galaxy is True: + x_off, y_off, e1, e2 = supernovae_host_galaxy_offset(matched_table) + matched_table["x_off"] = x_off + matched_table["y_off"] = y_off + matched_table["e1"] = e1 + matched_table["e2"] = e2 + lightcurve_table = Table(lightcurve_data) + supernovae_table = hstack([lightcurve_table, matched_table]) - # TODO: use supernovae and host galaxy parameters to compute more realistic - offset. + # Only saves supernovae redshift and corresponding lightcurves + else: + lightcurve_data["z"] = supernovae_redshift + supernovae_table = Table(lightcurve_data) - :param supernovae_number: number of supernovae - :return: random ra_off and dec_off for each supernovae. - """ - ## limits used here are mostly arbitrary. more realistic supernovae-host galaxy - # offset is needed. - ra_off = np.random.uniform(-5, 5, supernovae_number) - dec_off = np.random.uniform(-5, 5, supernovae_number) - return ra_off, dec_off + return supernovae_table diff --git a/slsim/Sources/__init__.py b/slsim/Sources/__init__.py index e69de29bb..3527106a1 100644 --- a/slsim/Sources/__init__.py +++ b/slsim/Sources/__init__.py @@ -0,0 +1,13 @@ +from .galaxies import Galaxies +from .point_sources import PointSources +from .point_plus_extended_sources import PointPlusExtendedSources +from . import QuasarCatalog +from . import SupernovaeCatalog + +__all__ = [ + "Galaxies", + "PointSources", + "PointPlusExtendedSources", + "QuasarCatalog", + "SupernovaeCatalog", +] diff --git a/slsim/Sources/agn.py b/slsim/Sources/agn.py new file mode 100644 index 000000000..f0773c8ec --- /dev/null +++ b/slsim/Sources/agn.py @@ -0,0 +1,277 @@ +from astropy import cosmology +from slsim.Sources.SourceVariability.variability import Variability +from numpy import random +import numpy as np + + +class Agn(object): + + def __init__( + self, + agn_known_band, + agn_known_mag, + redshift, + cosmo=cosmology.FlatLambdaCDM(H0=70, Om0=0.3), + lightcurve_time=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, + **kwargs_agn_model + ): + """Initialization of an agn. + + :param known_band: The speclite filter associated with the known_mag + :param known_mag: The flux of the accretion disk in the known filter + :param redshift: Redshift of the AGN + :param cosmo: Astropy cosmology to use in calculating distances + :param lightcurve_time: array of times associated with observation times + :param agn_driving_variability_model: variability model used as a driving + signal, This signal is then reprocessed through the lamppost model to get + correlated signals. + :param agn_driving_kwargs_variability: dictionary holding all variability keys + and values + :param kwargs_agn_model: Dictionary containing all keywords for the accretion + disk variability model. These are: 'black_hole_mass_exponent': mass exponent + of the SMBH 'black_hole_spin': spin of the SMBH 'inclination_angle': + inclination of the AGN disk in degrees 'r_out': Maximum radius of the disk + in gravitational radii 'r_resoultion': Number of pixels the disk is resolved + to 'eddington_ratio': fraction of the eddington luminosity the disk is + radiating with 'accretion_disk': accretion disk model + """ + + self.agn_known_band = agn_known_band + self.agn_known_mag = agn_known_mag + self.redshift = redshift + self.kwargs_model = kwargs_agn_model + self.cosmo = cosmo + self.agn_driving_variability_model = agn_driving_variability_model + self.agn_driving_kwargs_variability = agn_driving_kwargs_variability + + # Check the accretion disk type is supported + supported_accretion_disks = ["thin_disk"] + + if self.kwargs_model["accretion_disk"] not in supported_accretion_disks: + raise ValueError( + "Given accretion disk model is not supported. \n Currently supported model(s) is(are):", + supported_accretion_disks, + ) + + # Check all required parameters are defined + required_thin_disk_params = [ + "black_hole_mass_exponent", + "black_hole_spin", + "inclination_angle", + "r_out", + "eddington_ratio", + ] + for kwarg in required_thin_disk_params: + if kwarg not in self.kwargs_model.keys(): + raise ValueError("AGN parameters are not completely defined.") + + # Create the driving variability light curve from driving variability kwargs + # The type of Variability must be a light_curve object (e.g. constructed using + # "sinusoidal", "light_curve", "bending_power_law", or "user_defined_psd". + driving_variability = Variability( + self.agn_driving_variability_model, **self.agn_driving_kwargs_variability + ) + + # For consistency, we want to define the driving light curve here so it remains + # the same for any light curve in a different filter (we don't want to + # generate a new random light curve each time) so they remain correlated. + # To do so, we must assure kwargs "time_array" and "magnitude_array" exist + # in self.kwargs_model with sufficient cadence for convolution with many + # transfer function kernels. + if lightcurve_time is not None: + max_time = np.max(lightcurve_time) + min_time = np.min(lightcurve_time) + self.kwargs_model["time_array"] = np.linspace( + min_time, + max_time, + int(max_time - min_time), + ) + + else: + raise ValueError( + "Please provide an array of times to calculate the light curve at" + ) + + # Store "time_array" and "magnitude_array" kwargs which will be used to drive + # the reprocessed signals + self.kwargs_model["magnitude_array"] = driving_variability.variability_at_time( + self.kwargs_model["time_array"] + ) + self.kwargs_model["redshift"] = self.redshift + + # Create the lamppost reprocessor with a driving light curve that remains static + self.variable_disk = Variability("lamppost_reprocessed", **self.kwargs_model) + + def get_mean_mags(self, bands): + """Method to get mean magnitudes for AGN in multiple filters. Creates an + accretion disk using the AccretionDiskReprocessing class in order to integrate + the surface flux density over the accretion disk. + + :param bands: list of speclite filter names. + :return: list of magnitudes based on the speclite bands given. + """ + + magnitudes = [] + for band in bands: + magnitudes.append( + self.variable_disk.accretion_disk_reprocessor.determine_agn_luminosity_from_known_luminosity( + self.agn_known_band, + self.agn_known_mag, + self.redshift, + mag_zero_point=0, + cosmo=self.cosmo, + band=band, + ) + ) + return magnitudes + + +# Include a basic driving light curve to illustrate variability between bands +# Any light curve can be inserted into the "intrinsic_light_curve" keyword of +# "kwargs_agn_model". Here we include a placeholder to include (relatively +# nonsensical) variability without user input. +basic_light_curve = { + "MJD": np.linspace(1, 100, 100), + "ps_mag_intrinsic": np.sin(np.linspace(1, 100, 100) * np.pi / 10), +} + +# This dictionary is designed to set the boundaries to draw random parameters from. +# The bounds of any keys may be redefined using an "input_agn_bounds_dict". +# :key black_hole_mass_exponent_bounds: mass of SMBH as log_(10)(M_{BH}/M_{sun}) +# :key black_hole_spin_bounds: dimensionless spin of the SMBH. 0 is the Scwarzschild +# case, while +/- 1 are the maximally spinning Kerr case. Negative values correspond +# to an accretion disk that has retrograde angular momentum w.r.t. the SMBH spin vector. +# :key inclination_angle_bounds: inclination of the accretion disk w.r.t. observer. +# :key r_out_bounds: maximum radius of the SMBH in gravitational radii. +# :key eddington_ratio_bounds: a proxy for the accretion rate, defined as a fraction of +# bolometric luminosity w.r.t. the theoretical Bondi limit. Note thin disk solutions +# are only reasonable for relatively low accretion rates, and other disk models should +# be used for high eddingtion ratios. +# :key supported_disk_models: List of supported disks. As the code developes, this can +# be extended. +# :key driving_variability: List of variability objects used to \emph{drive} the intrinsic +# light curves across all bands. The simplest case os to provide a list of variable +# light curves directly, but this will also work with other variability choices using +# Source.SourceVariability.variability.Variability(variability_model) +agn_bounds_dict = { + "black_hole_mass_exponent_bounds": (6.0, 10.0), + "black_hole_spin_bounds": (-0.997, 0.997), + "inclination_angle_bounds": (0, 90), + "r_out_bounds": (1000, 1000), + "eddington_ratio_bounds": (0.01, 0.3), + "supported_disk_models": ["thin_disk"], + "driving_variability": ["light_curve"], + "intrinsic_light_curve": [basic_light_curve], +} + + +def RandomAgn( + known_band, + known_mag, + redshift, + cosmo=cosmology.FlatLambdaCDM(H0=70, Om0=0.3), + lightcurve_time=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, + random_seed=None, + input_agn_bounds_dict=None, + **kwargs_agn_model +): + """Generate a random agn. + + :param known_band: speclite filter string defining the known band + :param known_mag: magnitude of the AGN in a known band. + :param redshift: redshift of the AGN + :param cosmo: Astropy cosmology to use + :param kwargs_agn_model: Dictionary containing any fixed agn parameters. This will + populate random agn parameters for keywords not given. + """ + if random_seed is not None: + random.seed(random_seed) + + required_agn_kwargs = [ + "black_hole_mass_exponent", + "black_hole_spin", + "inclination_angle", + "r_out", + "eddington_ratio", + ] + + # Check if any updated bounds are input + if input_agn_bounds_dict is not None: + for key in agn_bounds_dict.keys(): + if key not in input_agn_bounds_dict.keys(): + input_agn_bounds_dict[key] = agn_bounds_dict[key] + else: + input_agn_bounds_dict = agn_bounds_dict + + # Populate any required kwargs with random values from the ranges + # defined in the input_agn_bounds dict + for kwarg in required_agn_kwargs: + if kwarg not in kwargs_agn_model.keys(): + kwargs_agn_model[kwarg] = random.uniform( + low=input_agn_bounds_dict[kwarg + "_bounds"][0], + high=input_agn_bounds_dict[kwarg + "_bounds"][1], + ) + + # Populate keyword so a KeyError doesn't get raised when checking for + # valid disk models + if "accretion_disk" not in kwargs_agn_model.keys(): + kwargs_agn_model["accretion_disk"] = None + + # Check for valid disk model, otherwise populate from supported models + # Only thin disk is supported now, but other models can be put in here once supported + if ( + kwargs_agn_model["accretion_disk"] + not in agn_bounds_dict["supported_disk_models"] + ): + random_disk_type = random.uniform( + low=0, high=len(agn_bounds_dict["supported_disk_models"]) + ) + kwargs_agn_model["accretion_disk"] = agn_bounds_dict["supported_disk_models"][ + int(random_disk_type) + ] + + # Check if there was a provided variabilty model. + # If not, populate driving variability with a simple model + if agn_driving_variability_model is None: + # Check if other driving variabilities were inserted into bounds dict and randomize + random_variability_type = random.uniform( + low=0, high=len(agn_bounds_dict["driving_variability"]) + ) + kwargs_agn_model["driving_variability"] = agn_bounds_dict[ + "driving_variability" + ][int(random_variability_type)] + + # Check if other light curves were inserted into bounds dict and randomize + random_light_curve_index = random.uniform( + low=0, high=len(agn_bounds_dict["intrinsic_light_curve"]) + ) + random_light_curve = agn_bounds_dict["intrinsic_light_curve"][ + int(random_light_curve_index) + ] + + # Set magnitude + random_light_curve["ps_mag_intrinsic"] += known_mag + + # Define the driving variability model as the light curve to pass into AGN object + agn_driving_variability_model = "light_curve" + agn_driving_kwargs_variability = random_light_curve + + # Define initial speclite filter to be known band + kwargs_agn_model["speclite_filter"] = known_band + + # Generate the agn object and return it + new_agn = Agn( + known_band, + known_mag, + redshift, + cosmo=cosmo, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + **kwargs_agn_model, + ) + return new_agn diff --git a/slsim/Sources/galaxies.py b/slsim/Sources/galaxies.py index 0993c547e..3febc87e0 100644 --- a/slsim/Sources/galaxies.py +++ b/slsim/Sources/galaxies.py @@ -1,13 +1,14 @@ import numpy as np import numpy.random as random -from slsim.selection import deflector_cut +from slsim.selection import object_cut from slsim.Util import param_util from slsim.Sources.source_pop_base import SourcePopBase from astropy.table import Column from slsim.Util.param_util import average_angular_size, axis_ratio, eccentricity -from lenstronomy.Util import constants +from astropy import units as u +# TODO: Use type to determine galaxy_list type class Galaxies(SourcePopBase): """Class describing elliptical galaxies.""" @@ -23,8 +24,8 @@ def __init__( ): """ - :param galaxy_list: list of dictionary with galaxy parameters - :type galaxy_list: astropy Table object + :param galaxy_list: An astropy table with galaxy parameters. + :type galaxy_list: astropy Table object. :param kwargs_cut: cuts in parameters: band, band_mag, z_min, z_max :type kwargs_cut: dict :param cosmo: astropy.cosmology instance @@ -40,6 +41,7 @@ def __init__( :type catalog_type: str. eg: "scotch" or None """ super(Galaxies, self).__init__(cosmo=cosmo, sky_area=sky_area) + self.source_type = "extended" self.n = len(galaxy_list) self.light_profile = light_profile # add missing keywords in astropy.Table object @@ -98,9 +100,7 @@ def __init__( new_column = Column([-1] * new_column_length, name="n_sersic") table.add_column(new_column) # make cuts - self._galaxy_select = deflector_cut( - galaxy_list, list_type=list_type, **kwargs_cut - ) + self._galaxy_select = object_cut(galaxy_list, list_type=list_type, **kwargs_cut) self._num_select = len(self._galaxy_select) self.list_type = list_type @@ -245,11 +245,13 @@ def convert_to_slsim_convention( Galaxies class. This function is written to convert scotch catalog to slsim convension and to change unit of angular size in skypy source catalog to arcsec. - :param galaxy_catalog: galaxy catalog in other conventions. + :param galaxy_catalog: An astropy table of galaxy catalog in other conventions. + :type galaxy_catalog: astropy Table object. :param light_profile: keyword for number of sersic profile to use in source light model. accepted kewords: "single_sersic", "double_sersic". :return: galaxy catalog in slsim convension. """ + galaxy_catalog = galaxy_catalog.copy() column_names = galaxy_catalog.colnames for col_name in column_names: if "_host" in col_name: @@ -270,7 +272,5 @@ def convert_to_slsim_convention( if input_catalog_type == "scotch": galaxy_catalog["a_rot"] = np.deg2rad(galaxy_catalog["a_rot"]) if input_catalog_type == "skypy": - galaxy_catalog["angular_size"] = ( - galaxy_catalog["angular_size"] / constants.arcsec - ) + galaxy_catalog["angular_size"] = galaxy_catalog["angular_size"].to(u.arcsec) return galaxy_catalog diff --git a/slsim/Sources/galaxy_catalog.py b/slsim/Sources/galaxy_catalog.py new file mode 100644 index 000000000..9f4d10113 --- /dev/null +++ b/slsim/Sources/galaxy_catalog.py @@ -0,0 +1,40 @@ +from slsim.Pipelines.skypy_pipeline import SkyPyPipeline + +"""References: +Wang et al. 2013 +""" + + +class GalaxyCatalog(object): + """Class to generate a galaxy catalog.""" + + def __init__(self, cosmo, skypy_config, sky_area): + """ + + :param cosmo: astropy.cosmology instance + :param skypy_config: path to SkyPy configuration yaml file + :type skypy_config: string + :param sky_area: Sky area over which galaxies are sampled. Must be in units of + solid angle. + :type sky_area: `~astropy.units.Quantity` + """ + self.cosmo = cosmo + self.skypy_config = skypy_config + self.sky_area = sky_area + + def galaxy_catalog(self): + """Generates galaxy catalog and those galaxies can be used as supernovae host + galaxies. + + :return: supernovae host galaxy candidate catalog + :return type: astropy Table + """ + pipeline = SkyPyPipeline( + skypy_config=self.skypy_config, + sky_area=self.sky_area, + filters=None, + cosmo=self.cosmo, + ) + galaxy_table = pipeline.blue_galaxies + galaxy_table_cut = galaxy_table[galaxy_table["z"] <= 2.379] + return galaxy_table_cut diff --git a/slsim/Sources/point_plus_extended_sources.py b/slsim/Sources/point_plus_extended_sources.py index 65a708c17..3b727ee46 100644 --- a/slsim/Sources/point_plus_extended_sources.py +++ b/slsim/Sources/point_plus_extended_sources.py @@ -1,5 +1,6 @@ from slsim.Sources.source_pop_base import SourcePopBase from slsim.Sources.galaxies import Galaxies +from slsim.selection import object_cut class PointPlusExtendedSources(Galaxies, SourcePopBase): @@ -13,6 +14,8 @@ def __init__( kwargs_cut, variability_model=None, kwargs_variability_model=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, light_profile="single_sersic", list_type="astropy_table", catalog_type=None, @@ -32,6 +35,16 @@ def __init__( :param kwargs_variability_model: keyword arguments for the variability of a source. This is a population argument, not the light curve parameter for the individual source. + :param agn_driving_variability_model: Variability model with light_curve output + which drives the variability across all bands of the agn. eg: "light_curve", + "sinusoidal", "bending_power_law" + :param agn_driving_kwargs_variability: Dictionary containing agn variability + parameters for the driving variability class. eg: variable_agn_kwarg_dict = + {"length_of_light_curve": 1000, "time_resolution": 1, + "log_breakpoint_frequency": 1 / 20, "low_frequency_slope": 1, + "high_frequency_slope": 3, "normal_magnitude_variance": 0.1}. For the detailed + explanation of these parameters, see generate_signal() function in + astro_util.py. :param light_profile: keyword for number of sersic profile to use in source light model. accepted kewords: "single_sersic", "double_sersic". :param list_type: format of the source catalog file. Currently, it supports @@ -40,16 +53,30 @@ def __init__( catalog, they need to specify it. :type catalog_type: str. eg: "scotch" or None """ + + object_list = object_cut( + point_plus_extended_sources_list, + list_type=list_type, + object_type="point", + **kwargs_cut + ) Galaxies.__init__( self, - point_plus_extended_sources_list, - kwargs_cut, - cosmo, - sky_area, + galaxy_list=object_list, + cosmo=cosmo, + sky_area=sky_area, + kwargs_cut={}, light_profile=light_profile, list_type=list_type, catalog_type=catalog_type, ) SourcePopBase.__init__( - self, cosmo, sky_area, variability_model, kwargs_variability_model + self, + cosmo=cosmo, + sky_area=sky_area, + variability_model=variability_model, + kwargs_variability_model=kwargs_variability_model, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, ) + self.source_type = "point_plus_extended" diff --git a/slsim/Sources/point_sources.py b/slsim/Sources/point_sources.py index 1f39781c8..cc8ba298e 100644 --- a/slsim/Sources/point_sources.py +++ b/slsim/Sources/point_sources.py @@ -1,6 +1,7 @@ import numpy.random as random from slsim.Sources.source_pop_base import SourcePopBase import warnings +from slsim.selection import object_cut class PointSources(SourcePopBase): @@ -11,9 +12,13 @@ def __init__( point_source_list, cosmo, sky_area, + kwargs_cut, variability_model=None, kwargs_variability_model=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, light_profile=None, + list_type="astropy_table", ): """ @@ -24,15 +29,34 @@ def __init__( :param sky_area: Sky area over which galaxies are sampled. Must be in units of solid angle. :type sky_area: `~astropy.units.Quantity` + :param kwargs_cut: cuts in parameters: band, band_mag, z_min, z_max. These are + the arguments that go into the deflector_cut() definition which is a general + defination for performing given cuts in given catalog. For the supernovae + sample, we can only apply redshift cuts because supernovae sample contains only + redshift in this stage. + :type kwargs_cut: dict :param variability_model: keyword for the variability model to be used. This is a population argument, not the light curve parameter for the individual point source. :param kwargs_variability_model: keyword arguments for the variability of a source. This is a population argument, not the light curve parameter for the individual point_source. + :param agn_driving_variability_model: Variability model with light_curve output + which drives the variability across all bands of the agn. eg: "light_curve", + "sinusoidal", "bending_power_law" + :param agn_driving_kwargs_variability: Dictionary containing agn variability + parameters for the driving variability class. eg: variable_agn_kwarg_dict = + {"length_of_light_curve": 1000, "time_resolution": 1, + "log_breakpoint_frequency": 1 / 20, "low_frequency_slope": 1, + "high_frequency_slope": 3, "normal_magnitude_variance": 0.1}. For the detailed + explanation of these parameters, see generate_signal() function in + astro_util.py. :param light_profile: keyword for number of sersic profile to use in source light model. Always None for this class. + :param list_type: type of the format of the source catalog. It should be either + astropy_table or list of astropy table. """ + self.n = len(point_source_list) self.light_profile = light_profile if self.light_profile is not None: @@ -42,7 +66,9 @@ def __init__( ) warnings.warn(warning_msg, category=UserWarning, stacklevel=2) # make cuts - self._point_source_select = point_source_list # can apply a filter here + self._point_source_select = object_cut( + point_source_list, list_type=list_type, object_type="point", **kwargs_cut + ) self._num_select = len(self._point_source_select) super(PointSources, self).__init__( @@ -50,7 +76,10 @@ def __init__( sky_area=sky_area, variability_model=variability_model, kwargs_variability_model=kwargs_variability_model, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, ) + self.source_type = "point_source" @property def source_number(self): diff --git a/slsim/Sources/random_supernovae.py b/slsim/Sources/random_supernovae.py index e2b1722d2..e9ae787ef 100644 --- a/slsim/Sources/random_supernovae.py +++ b/slsim/Sources/random_supernovae.py @@ -1,3 +1,4 @@ +import os import numpy as np import sncosmo from astropy import cosmology @@ -17,6 +18,8 @@ def get_accepted_sn_types(): """Helper function to get SN types from the SNCosmo source classes. + The accepted sn_types are: + [II, II-pec, IIL, IIL/P, IIP, IIb, IIn, Ia, Ib, Ib/c, Ic, Ic-BL, PopIII] :return: dictionary of types and sources, and list of models """ @@ -30,7 +33,27 @@ def get_accepted_sn_types(): class RandomizedSupernova(Supernova): - """Class for randomizing a supernova.""" + """Class for randomizing a supernova of the type sn_type specified by the user. + + If modeldir is not provided by the user, and sn_type is Ia, the sn_model is + chosen to be salt3-nir. + If modeldir is not provided by the user and sn_type is other than Ia, the + sn_model is picked randomly from a list of built-in models with the same sn_type + + If modeldir is provided by the user and sn_type is Ia, the sn_model is + chosen to be salt3. In this case, modeldir is the path to the directory + containing files needed to initialize the sncosmo.SALT3Source class. + For example, modeldir = 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT' + + If modeldir is provided by the user and sn_type is other than Ia, the + sn_model is picked randomly from the list of models located in modeldir. + In this case, modeldir is the path to the full list of models. For example, + modeldir = 'C:/Users/username/Documents/NON1ASED.V19_CC+HostXT_WAVEEXT + If the specified sn_type is Ic, then a supernova of type Ic will be picked + at random. + + These files can be found in https://github.com/LSST-strong-lensing/data_public + """ def __init__( self, @@ -40,6 +63,8 @@ def __init__( absolute_mag_band="bessellb", mag_zpsys="AB", cosmo=cosmology.FlatLambdaCDM(H0=70, Om0=0.3), + modeldir=None, + random_seed=None, **kwargs ): """ @@ -56,9 +81,13 @@ def __init__( :type mag_zpsys: str :param cosmo: Cosmology for absolute magnitude :type cosmo: `~astropy.cosmology` + :param modeldir: Path to the directory containing supernova files + :type modeldir: str :param random_seed: Random seed for randomization - :type random_seed: int + :type random_seed: int or None """ + if random_seed is not None: + np.random.seed(random_seed) all_models, accepted_types = get_accepted_sn_types() if sn_type not in accepted_types: @@ -68,17 +97,27 @@ def __init__( + ", ".join(accepted_types) ) self._sn_type = sn_type - self._accepted_SN_types = accepted_types - self._all_sncosmo_models = all_models - self._type_models = None self._absolute_mag_band = absolute_mag_band - self.set_random_sed_model(self._sn_type) - if absolute_mag is None: absolute_mag = self.get_absolute_magnitude(self._sn_type) - super(RandomizedSupernova, self).__init__( + if modeldir is None: + self._accepted_SN_types = accepted_types + self._all_sncosmo_models = all_models + self._type_models = None + self.set_random_sed_model(self._sn_type) + elif sn_type == "Ia": + self._sncosmo_source = "salt3" + else: + source_list = [ + source for source in os.listdir(os.path.join(modeldir, sn_type)) + ] + random_source = source_list[np.random.randint(0, len(source_list))] + self._sncosmo_source = str(random_source)[:-4] + + Supernova.__init__( + self, source=self._sncosmo_source, redshift=redshift, sn_type=self._sn_type, @@ -86,8 +125,10 @@ def __init__( absolute_mag_band=absolute_mag_band, mag_zpsys=mag_zpsys, cosmo=cosmo, + modeldir=modeldir, **kwargs ) + if self._sn_type == "Ia": self.set(**{"c": np.random.normal(0, 0.1), "x1": np.random.normal(0, 1)}) diff --git a/slsim/Sources/source.py b/slsim/Sources/source.py index cccdd9f5a..2f3a02ed9 100644 --- a/slsim/Sources/source.py +++ b/slsim/Sources/source.py @@ -1,15 +1,20 @@ from slsim.Sources.SourceVariability.variability import ( Variability, + reprocess_with_lamppost_model, ) import numpy as np # from slsim.Sources.simple_supernova_lightcurve import SimpleSupernovaLightCurve from astropy.table import Column, Table -from slsim.Sources import random_supernovae +from slsim.Sources import ( + random_supernovae, + agn, +) +from slsim.Util.param_util import ellipticity_slsim_to_lenstronomy class Source(object): - """This class provides source dictionary and variable magnitude of a individual + """This class provides source dictionary and variable magnitude of an individual source.""" def __init__( @@ -22,10 +27,15 @@ def __init__( sn_absolute_zpsys=None, cosmo=None, lightcurve_time=None, + sn_modeldir=None, + agn_known_band=None, + agn_known_mag=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, ): """ :param source_dict: Source properties - :type source_dict: dict + :type source_dict: dict or astropy table :param variability_model: keyword for variability model to be used. This is an input for the Variability class. :type variability_model: str @@ -42,42 +52,95 @@ def __init__( :type sn_absolute_zpsys: str :param lightcurve_time: observation time array for lightcurve in unit of days. :type lightcurve_time: array + :param sn_modeldir: sn_modeldir is the path to the directory containing files + needed to initialize the sncosmo.model class. For example, + sn_modeldir = 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT'. These data can + be downloaded from https://github.com/LSST-strong-lensing/data_public . + For more detail, please look at the documentation of RandomizedSupernovae + class. + :type sn_modeldir: str + :param agn_known_band: Speclite filter of which the magnitude is known. Used to normalize + mean magnitudes. + :type agn_known_band: str + :param agn_known_mag: Magnitude of the agn in the known band. + :type agn_known_mag: float + :param agn_driving_variability_model: Variability model with light_curve output + which drives the variability across all bands of the agn. + :type agn_driving_variability_model: str (e.g. "light_curve", "sinusoidal", "bending_power_law") + :param agn_driving_kwargs_variability: Dictionary containing all variability parameters + for the driving variability class + :type agn_driving_kwargs_variability: dict """ - self.source_dict = source_dict + + # Convert dict to astropy table + if isinstance(source_dict, dict): + self.source_dict = Table([source_dict])[0] + else: # if source_dict is already an astropy table + self.source_dict = source_dict + + # If center_x and center_y are already specified, use them instead of picking randomly + if ( + "center_x" in self.source_dict.colnames + and "center_y" in self.source_dict.colnames + ): + self._center_source = np.array( + [self.source_dict["center_x"], self.source_dict["center_y"]] + ) + self.variability_model = variability_model - if kwargs_variability is not None: + self.kwargs_variability = kwargs_variability + self.sn_type = sn_type + self.sn_absolute_mag_band = sn_absolute_mag_band + self.sn_absolute_zpsys = sn_absolute_zpsys + self.cosmo = cosmo + self.lightcurve_time = lightcurve_time + self.sn_modeldir = sn_modeldir + self.agn_known_band = agn_known_band + self.agn_known_mag = agn_known_mag + self.agn_driving_variability_model = agn_driving_variability_model + self.agn_driving_kwargs_variability = agn_driving_kwargs_variability + + @property + def kwargs_variability_extracted(self): + if self.kwargs_variability is not None: ##Here we prepare variability class on the basis of given # kwargs_variability. - self.kwargs_variab_extracted = {} + kwargs_variab_extracted = {} kwargs_variability_list = ["supernovae_lightcurve"] + kwargs_variability_list_agn = ["agn_lightcurve"] + # With this condition we call lightcurve generator class and prepare # variability class. if any( element in kwargs_variability_list - for element in list(kwargs_variability) + for element in list(self.kwargs_variability) ): + z = self.source_dict["z"] - if cosmo is None: + if self.cosmo is None: raise ValueError( "Cosmology cannot be None for Supernova class. Please" "provide a suitable astropy cosmology." ) else: lightcurve_class = random_supernovae.RandomizedSupernova( - sn_type=sn_type, + sn_type=self.sn_type, redshift=z, absolute_mag=None, - absolute_mag_band=sn_absolute_mag_band, - mag_zpsys=sn_absolute_zpsys, - cosmo=cosmo, + absolute_mag_band=self.sn_absolute_mag_band, + mag_zpsys=self.sn_absolute_zpsys, + cosmo=self.cosmo, + modeldir=self.sn_modeldir, ) - for element in list(kwargs_variability): + + for element in list(self.kwargs_variability): # if lsst filter is being used - if element in ["r", "i", "g"]: - provided_band = "lsst" + element - name = "ps_mag_" + element - # if roman filter is being used - elif element in [ + if element in [ + "r", + "i", + "g", + "z", + "y", "F062", "F087", "F106", @@ -87,42 +150,184 @@ def __init__( "F146", "F213", ]: - provided_band = element + if element in ["r", "i", "g", "z", "y"]: + provided_band = "lsst" + element + else: + provided_band = element name = "ps_mag_" + element - times = lightcurve_time - magnitudes = lightcurve_class.get_apparent_magnitude( - time=times, band=provided_band, zpsys=sn_absolute_zpsys - ) - new_column = Column([float(min(magnitudes))], name=name) - self._source_dict = Table(self.source_dict) - self._source_dict.add_column(new_column) - self.source_dict = self._source_dict[0] - self.kwargs_variab_extracted["MJD"] = times - self.kwargs_variab_extracted[name] = magnitudes - else: + times = self.lightcurve_time + magnitudes = lightcurve_class.get_apparent_magnitude( + time=times, + band=provided_band, + zpsys=self.sn_absolute_zpsys, + ) + new_column = Column([float(min(magnitudes))], name=name) + self._source_dict = Table(self.source_dict) + self._source_dict.add_column(new_column) + self.source_dict = self._source_dict[0] + kwargs_variab_extracted[element] = { + "MJD": times, + name: magnitudes, + } + + # Check if AGN model is used + elif any( + element in kwargs_variability_list_agn + for element in list(self.kwargs_variability) + ): + + z = self.source_dict["z"] + if self.cosmo is None: + raise ValueError( + "Cosmology cannot be None for AGN class. Please" + "provide a suitable astropy cosmology." + ) + + else: + # Pull the agn kwarg dict out of the kwargs_variability dict + agn_kwarg_dict = extract_agn_kwargs_from_source_dict( + self.source_dict + ) + + # Populate "None" for optional keys related to drawing random AGN + if "random_seed" in self.source_dict.colnames: + random_seed = self.source_dict["random_seed"][0] + else: + random_seed = None + if "input_agn_bounds_dict" in self.source_dict.colnames: + input_agn_bounds_dict = self.source_dict[ + "input_agn_bounds_dict" + ][0] + else: + input_agn_bounds_dict = None + + # If no other band and magnitude is given, populate with + # the assumed point source magnitude column + if self.agn_known_band is None: + if "ps_mag_i" in self.source_dict.colnames: + self.agn_known_band = "lsst2016-i" + self.agn_known_mag = self.source_dict["ps_mag_i"] + else: + raise ValueError( + "Please provide a band and magnitude for the AGN" + ) + + # Create the agn object + self.agn_class = agn.RandomAgn( + self.agn_known_band, + self.agn_known_mag, + z, + cosmo=self.cosmo, + lightcurve_time=self.lightcurve_time, + agn_driving_variability_model=self.agn_driving_variability_model, + agn_driving_kwargs_variability=self.agn_driving_kwargs_variability, + random_seed=random_seed, + input_agn_bounds_dict=input_agn_bounds_dict, + **agn_kwarg_dict + ) + # Get mean mags for each provided band + # determine which kwargs_variability are lsst bands + lsst_bands = ["u", "g", "r", "i", "z", "y"] + provided_lsst_bands = set(lsst_bands) & set(self.kwargs_variability) + + # The set "provided_lsst_bands" is no longer ordered. + # Therefore, create a list of speclite names in the new order + speclite_names = [] + + # change name to be compatible with speclite filter names + for band in provided_lsst_bands: + speclite_names.append("lsst2016-" + band) + + # determine mean magnitudes for each band + mean_magnitudes = self.agn_class.get_mean_mags(speclite_names) + + # Our input quasar catalog has magnitude only in i band. So, Agn + # class has computed mean magnitude of the given quasar in all lsst + # bands using available i-band magnitude. We want to save mean + # magnitudes of quasar at all bands so that we can access them at + # anytime. + self.source_dict = add_mean_mag_to_source_table( + self.source_dict, mean_magnitudes, provided_lsst_bands + ) + + # Calculate light curve in each band + for index, band in enumerate(provided_lsst_bands): + + # Define name for point source mags + filter_name = "ps_mag_" + band + + # Set the filter to use + self.agn_class.variable_disk.reprocessing_kwargs[ + "speclite_filter" + ] = speclite_names[index] + + # Set the mean magnitude of this filter + self.agn_class.variable_disk.reprocessing_kwargs[ + "mean_magnitude" + ] = mean_magnitudes[index] + + # Extract the reprocessed light curve + reprocessed_lightcurve = reprocess_with_lamppost_model( + self.agn_class.variable_disk + ) + + # Prepare the light curve to be extracted + times = reprocessed_lightcurve["MJD"] + magnitudes = reprocessed_lightcurve[ + "ps_mag_" + speclite_names[index] + ] + # Extracts the variable light curve for each band + kwargs_variab_extracted[band] = { + "MJD": times, + filter_name: magnitudes, + } + + elif "MJD" in self.kwargs_variability: # With this condition we extract values for kwargs_variability from the - # given source dict and prepar variability class. - for element in kwargs_variability: + # given source dict and prepar variability class. Here, we expect + # lightcurve in a source catalog and kwargs_variability should contain + # "MJD" and "ps_mag_" + band as key. + mag_key = [] + time_key = [] + for key in self.kwargs_variability: + if key.startswith("ps_mag_"): + mag_key.append(key) + else: + time_key.append(key) + for element in mag_key: + suffix = element.split("ps_mag_")[1] if element in self.source_dict.colnames: if ( isinstance(self.source_dict[element], np.ndarray) and self.source_dict[element].ndim == 2 and self.source_dict[element].shape[0] == 1 ): - self.kwargs_variab_extracted[element] = self.source_dict[ - element - ].reshape(-1) + kwargs_variab_extracted[suffix] = { + time_key[0]: self.source_dict[time_key[0]].reshape(-1), + element: self.source_dict[element].reshape(-1), + } else: - self.kwargs_variab_extracted[element] = self.source_dict[ - element - ] + kwargs_variab_extracted[suffix] = { + time_key[0]: self.source_dict[time_key[0]], + element: self.source_dict[element], + } + else: + raise ValueError( + "given keyword %s is not in the source catalog." % element + ) + else: + for element in self.kwargs_variability: + if element in self.source_dict.colnames: + kwargs_variab_extracted[element] = self.source_dict[element] else: raise ValueError( "given keyword %s is not in the source catalog." % element ) + else: # self.variability_class = None - self.kwargs_variab_extracted = None + kwargs_variab_extracted = None + return kwargs_variab_extracted @property def redshift(self): @@ -154,7 +359,7 @@ def ellipticity(self): with q being the minor-to-major axis ratio. """ - return self.source_dict["e1"], self.source_dict["e2"] + return float(self.source_dict["e1"]), float(self.source_dict["e2"]) def point_source_magnitude(self, band, image_observation_times=None): """Get the magnitude of the point source in a specific band. @@ -165,20 +370,26 @@ def point_source_magnitude(self, band, image_observation_times=None): :return: Magnitude of the point source in the specified band :rtype: float """ + + if not hasattr(self, "kwargs_variab_dict"): + self.kwargs_variab_dict = self.kwargs_variability_extracted column_names = self.source_dict.colnames if "ps_mag_" + band not in column_names: - raise ValueError("required parameter is missing in the source dictionary.") - else: - band_string = "ps_mag_" + band - - if self.kwargs_variab_extracted is not None: - if "MJD" in self.kwargs_variab_extracted: - kwargs_variab_band = { - "MJD": self.kwargs_variab_extracted["MJD"], - "ps_mag_" + band: self.kwargs_variab_extracted["ps_mag_" + band], - } + if self.kwargs_variability is not None: + if "agn_lightcurve" not in self.kwargs_variability: + raise ValueError( + "required parameter is missing in the source dictionary." + ) else: - kwargs_variab_band = self.kwargs_variab_extracted + raise ValueError( + "required parameter is missing in the source dictionary." + ) + band_string = "ps_mag_" + band + if self.kwargs_variab_dict is not None: + if band in self.kwargs_variab_dict.keys(): + kwargs_variab_band = self.kwargs_variab_dict[band] + else: + kwargs_variab_band = self.kwargs_variab_dict self.variability_class = Variability( self.variability_model, **kwargs_variab_band ) @@ -275,7 +486,7 @@ def point_source_position(self, center_lens, draw_area): def kwargs_extended_source_light( self, center_lens, draw_area, band=None, light_profile_str="single_sersic" ): - """Provids dictionary of keywords for the source light model(s). Kewords used + """Provides dictionary of keywords for the source light model(s). Kewords used are in lenstronomy conventions. :param band: Imaging band @@ -292,13 +503,18 @@ def kwargs_extended_source_light( ) if light_profile_str == "single_sersic": size_source_arcsec = float(self.angular_size) + e1_light_source_lenstronomy, e2_light_source_lenstronomy = ( + ellipticity_slsim_to_lenstronomy( + e1_slsim=self.ellipticity[0], e2_slsim=self.ellipticity[1] + ) + ) kwargs_extended_source = [ { "magnitude": mag_source, "R_sersic": size_source_arcsec, "n_sersic": float(self.n_sersic), - "e1": float(self.ellipticity[0]), - "e2": float(self.ellipticity[1]), + "e1": e1_light_source_lenstronomy, + "e2": e2_light_source_lenstronomy, "center_x": center_source[0], "center_y": center_source[1], } @@ -315,17 +531,25 @@ def kwargs_extended_source_light( mag_source1 = -2.5 * np.log10(w1 * flux) size_source_arcsec0 = float(self.source_dict["angular_size0"]) size_source_arcsec1 = float(self.source_dict["angular_size1"]) - ellipticity0_1 = self.source_dict["e0_1"] - ellipticity0_2 = self.source_dict["e0_2"] - ellipticity1_1 = self.source_dict["e1_1"] - ellipticity1_2 = self.source_dict["e1_2"] + e1_light_source_1_lenstronomy, e2_light_source_1_lenstronomy = ( + ellipticity_slsim_to_lenstronomy( + e1_slsim=float(self.source_dict["e0_1"]), + e2_slsim=float(self.source_dict["e0_2"]), + ) + ) + e1_light_source_2_lenstronomy, e2_light_source_2_lenstronomy = ( + ellipticity_slsim_to_lenstronomy( + e1_slsim=float(self.source_dict["e1_1"]), + e2_slsim=float(self.source_dict["e1_2"]), + ) + ) kwargs_extended_source = [ { "magnitude": mag_source0, "R_sersic": size_source_arcsec0, "n_sersic": float(self.source_dict["n_sersic_0"]), - "e1": float(ellipticity0_1), - "e2": float(ellipticity0_2), + "e1": e1_light_source_1_lenstronomy, + "e2": e2_light_source_1_lenstronomy, "center_x": center_source[0], "center_y": center_source[1], }, @@ -333,8 +557,8 @@ def kwargs_extended_source_light( "magnitude": mag_source1, "R_sersic": size_source_arcsec1, "n_sersic": float(self.source_dict["n_sersic_1"]), - "e1": float(ellipticity1_1), - "e2": float(ellipticity1_2), + "e1": e1_light_source_2_lenstronomy, + "e2": e2_light_source_2_lenstronomy, "center_x": center_source[0], "center_y": center_source[1], }, @@ -342,3 +566,55 @@ def kwargs_extended_source_light( else: raise ValueError("Provided sersic profile is not supported.") return kwargs_extended_source + + +def extract_agn_kwargs_from_source_dict(source_dict): + """This extracts all AGN related parameters from a source_dict Table and constructs + a compact dictionary from them to pass into the agn class. + + :param source_dict: Astropy Table with columns representing all information of the + source. + :return: Compact dict object containing key+value pairs of AGN parameters. + """ + + kwargs_variable_agn = [ + "r_out", + "r_resolution", + "corona_height", + "inclination_angle", + "black_hole_mass_exponent", + "black_hole_spin", + "intrinsic_light_curve", + "eddington_ratio", + "driving_variability_model", + "accretion_disk", + ] + column_names = source_dict.colnames + agn_kwarg_dict = {} + for kwarg in kwargs_variable_agn: + if kwarg in column_names: + agn_kwarg_dict[kwarg] = source_dict[kwarg].data[0] + return agn_kwarg_dict + + +def add_mean_mag_to_source_table(sourcedict, mean_mags, band_list): + """This function adds/replace given mean magnitudes in given bands in a given source + table/dict. + + :param sourcedict: Given source table. + :param mean_mags: list of mean magnitudes in different bands. + :param band_list: list of bands corresponding to mean_mags. + :return: source table with additional columns corresponding to given mean + magnitudes. + """ + _source_dict = Table(sourcedict) + for i in range(len(mean_mags)): + new_agn_column = Column( + [mean_mags[i]], + name="ps_mag_" + list(band_list)[i], + ) + if "ps_mag_" + list(band_list)[i] in _source_dict.colnames: + _source_dict.replace_column("ps_mag_" + list(band_list)[i], new_agn_column) + else: + _source_dict.add_column(new_agn_column) + return _source_dict[0] diff --git a/slsim/Sources/source_pop_base.py b/slsim/Sources/source_pop_base.py index 2f1b42a98..a36ba858b 100644 --- a/slsim/Sources/source_pop_base.py +++ b/slsim/Sources/source_pop_base.py @@ -6,7 +6,13 @@ class SourcePopBase(ABC): populations.""" def __init__( - self, cosmo, sky_area, variability_model=None, kwargs_variability_model=None + self, + cosmo, + sky_area, + variability_model=None, + kwargs_variability_model=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, ): """ @@ -21,11 +27,24 @@ def __init__( :param kwargs_variability_model: keyword arguments for the variability of a source. This is a population argument, not the light curve parameter for the individual sources. + :param agn_driving_variability_model: Variability model with light_curve output + which drives the variability across all bands of the agn. eg: "light_curve", + "sinusoidal", "bending_power_law" + :param agn_driving_kwargs_variability: Dictionary containing agn variability + parameters for the driving variability class. eg: variable_agn_kwarg_dict = + {"length_of_light_curve": 1000, "time_resolution": 1, + "log_breakpoint_frequency": 1 / 20, "low_frequency_slope": 1, + "high_frequency_slope": 3, "normal_magnitude_variance": 0.1}. For the detailed + explanation of these parameters, see generate_signal() function in + astro_util.py. """ + self.source_type = None + self.sky_area = sky_area self._cosmo = cosmo - self._sky_area = sky_area self._variab_model = variability_model self._kwargs_variab_model = kwargs_variability_model + self.agn_driving_variability_model = agn_driving_variability_model + self.agn_driving_kwargs_variability = agn_driving_kwargs_variability @property @abstractmethod diff --git a/slsim/Sources/supernovae.py b/slsim/Sources/supernovae.py index bffefa2b6..ba204b8d9 100644 --- a/slsim/Sources/supernovae.py +++ b/slsim/Sources/supernovae.py @@ -1,9 +1,30 @@ +import os +from warnings import warn import sncosmo +from sncosmo.bandpasses import get_bandpass +import numpy as np from astropy import cosmology class Supernova(sncosmo.Model): - """Class describing a supernova.""" + """Class for initializing a supernova of the type sn_type specified by the user. If + modeldir is provided by the user and sn_type is Ia, the sncosmo.SALT3Source class is + first used to model the supernova. In this case, modeldir is the path to the + directory containing files needed to initialize this class. For example, modeldir = + 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT' Afterwards, this sncosmo.SALT3Source + class is passed into the sncosmo.Model class. If modeldir is provided by the user + and sn_type is other than Ia, the sncosmo.TimeSeriesSource class is used to model + the supernova. In this case, modeldir is the path to the full list of models. For + example, modeldir = 'C:/Users/username/Documents/NON1ASED.V19_CC+HostXT_WAVEEXT + Afterwards, this sncosmo.TimeSeriesSource class is passed into the sncomsmo.Model + class. + + These files can be found in https://github.com/LSST-strong-lensing/data_public If + modeldir is not provided by the user, the sncosmo.Models class is directly used to + model the supernova by retrieving the specified sn model from sncosmo's list of + built-in models, which can be found here: + https://sncosmo.readthedocs.io/en/stable/source-list.html + """ def __init__( self, @@ -16,10 +37,10 @@ def __init__( peak_apparent_mag_band=None, mag_zpsys="AB", cosmo=cosmology.FlatLambdaCDM(H0=70, Om0=0.3), + modeldir=None, **kwargs ): """ - :param source: The model for the spectral evolution of the source. If a string is given, it is used to retrieve a `~sncosmo.Source` from the registry. @@ -28,6 +49,8 @@ def __init__( :type redshift: float :param sn_type: Supernova type (Ia, Ib, Ic, IIP, etc.) :type sn_type: str + :param modeldir: directory including files for supernova models + :type modeldir: str :param absolute_mag: Absolute magnitude of the supernova :type absolute_mag: float :param absolute_mag_band: Band used to normalize to absolute magnitude @@ -41,31 +64,32 @@ def __init__( :param cosmo: Cosmology for absolute magnitude :type cosmo: `~astropy.cosmology` """ - super(Supernova, self).__init__(source=source, **kwargs) - self._parameters[0] = redshift self._sn_type = sn_type - if absolute_mag is not None: - if absolute_mag_band is None: - print( - "Must set absolute_mag_band when attempting to set an absolute magnitude." + if modeldir is not None: + if sn_type == "Ia": + source = sncosmo.SALT3Source( + modeldir=modeldir, ) else: - self.set_source_peakabsmag( - absolute_mag, absolute_mag_band, mag_zpsys, cosmo=cosmo + modeldir = os.path.join(modeldir, sn_type, source) + ".SED" + phase, wave, flux = sncosmo.read_griddata_ascii(modeldir) + source = sncosmo.TimeSeriesSource( + phase=phase, + wave=wave, + flux=flux, ) - if peak_apparent_mag is not None: - print( - "Both peak_apparent_mag and absolute_mag were given, choosing absolute_mag." - ) - elif peak_apparent_mag is not None: - self.set_source_peakmag( - peak_apparent_mag, peak_apparent_mag_band, mag_zpsys - ) - else: - print( - "Warning, you should use self.set_source_peakabsmag or sefl.set_source_peakmag to set the amplitude." - ) + + super(Supernova, self).__init__(source=source, **kwargs) + self._parameters[0] = redshift + self.set_source_amplitude( + absolute_mag, + absolute_mag_band, + peak_apparent_mag, + peak_apparent_mag_band, + mag_zpsys, + cosmo=cosmo, + ) def get_apparent_magnitude(self, time, band, zpsys="AB"): """Function to return apparent magnitude of a SN for a given band and time. @@ -79,5 +103,76 @@ def get_apparent_magnitude(self, time, band, zpsys="AB"): :return: magnitude of source """ + bandpass = get_bandpass(band) + + if bandpass.minwave() < self.minwave() or bandpass.maxwave() > self.maxwave(): + warn( + "bandpass {0!r:s} [{1:.6g}, .., {2:.6g}] " + "outside spectral range [{3:.6g}, .., {4:.6g}]\n" + "Ignoring bandpass for now. Use extended wavelength SN models " + "found here: https://github.com/LSST-strong-lensing/data_public/tree/main/sncosmo_sn_models".format( + bandpass.name, + bandpass.minwave(), + bandpass.maxwave(), + self.minwave(), + self.maxwave(), + ) + ) + return np.ones_like(time) * np.NaN + + minphase = self.source.minphase() + if self._sn_type == "Ia": + return self.bandmag(band, zpsys, time) + else: + # This line is needed because non type Ia supernovae lightcurves do not drop to + # zero flux as they should + return np.where(time > minphase, self.bandmag(band, zpsys, time), 10**8) + + def set_source_amplitude( + self, + absmag, + abs_mag_band, + peak_apparent_mag, + peak_apparent_mag_band, + magsys, + cosmo, + ): + """Sets the amplitude of the source component of the model according to the + desired absolute magnitude in the specified band. - return self.bandmag(band, zpsys, time) + If the absolute magnitude is not given, then sets the amplitude of the source + component of the model according to a peak apparent magnitude. + + If neither the absolute magnitude nor apparent magnitude are given, a warning + message is displayed. + + :param absolute_mag: Absolute magnitude of the supernova + :type absolute_mag: float + :param absolute_mag_band: Band used to normalize to absolute magnitude + :type absolute_mag_band: str or `~sncosmo.Bandpass` + :param peak_apparent_mag: Peak apparent mag of the supernova + :type peak_apparent_mag: str or `~sncosmo.Bandpass` + :param peak_apparent_mag_band: Band used to normalize to apparent magnitude + :type peak_apparent_mag_band: str or `~sncosmo.Bandpass` + :param mag_zpsys: Optional, AB or Vega (AB default) + :type mag_zpsys: str + + :return: Nothing is returned. The source's amplitude parameter is modified in place. + """ + if absmag is not None: + if abs_mag_band is None: + raise Exception( + "Must set absolute_mag_band when attempting to set an absolute magnitude." + ) + else: + self.set_source_peakabsmag(absmag, abs_mag_band, magsys, cosmo=cosmo) + if peak_apparent_mag is not None: + print( + "Both peak_apparent_mag and absolute_mag were given, choosing absolute_mag." + ) + elif peak_apparent_mag is not None: + self.set_source_peakmag(peak_apparent_mag, peak_apparent_mag_band, magsys) + else: + warn( + "Use self.set_source_peakabsmag or sefl.set_peakmag to set the amplitude." + ) diff --git a/slsim/Sources/supernovae_host_match.py b/slsim/Sources/supernovae_host_match.py new file mode 100644 index 000000000..cfc8a7632 --- /dev/null +++ b/slsim/Sources/supernovae_host_match.py @@ -0,0 +1,94 @@ +import numpy as np +from astropy.table import Table +import random + +"""References: +Sullivan et al. 2006 +""" + + +class SupernovaeHostMatch: + """Class to generate a host galaxy catalog for a given supernovae catalog.""" + + def __init__( + self, + supernovae_catalog, + galaxy_catalog, + ): + """ + + :param supernovae_catalog: supernovae redshift catalog + :type supernovae_catalog: np.ndarray + :param galaxy_catalog: supernovae host galaxy candidate catalog + :type galaxy_catalog: astropy Table + """ + self.supernovae_catalog = supernovae_catalog + self.galaxy_catalog = galaxy_catalog + + def match(self): + """Generates catalog in which supernovae are matched with host galaxies. (Fig 8 + - Sullivan et al. 2006) + + :return: catalog with supernovae redshifts and their corresponding host galaxies + :return type: astropy Table + """ + matched_catalog = Table( + names=( + "z", + "M", + "coeff", + "ellipticity", + "physical_size", + "stellar_mass", + "angular_size", + "mag_g", + "mag_r", + "mag_i", + "mag_z", + "mag_Y", + ), + dtype=( + "float64", + "float64", + "object", + "float64", + "float64", + "float64", + "float64", + "float64", + "float64", + "float64", + "float64", + "float64", + ), + ) + # Specify appropriate redshift range based on galaxy catalog sky area (1 deg^2 ~ 1e6 + # galaxies). + if len(self.galaxy_catalog) > 1e6: + range = 0.05 + else: + range = 0.1 + + # Iterate through the redshifts in the SNe catalog. + for redshift in self.supernovae_catalog: + + # Select host galaxy candidates in the specified redshift range. + host_galaxy_candidates = self.galaxy_catalog[ + (self.galaxy_catalog["z"] >= (redshift - range)) + & (self.galaxy_catalog["z"] <= redshift + range) + ] + + # Calculate the weights based on stellar mass. + log_stellar_mass_weights = 10 ** ( + (np.log10(host_galaxy_candidates["stellar_mass"])) * 0.74 + ) + + # Select the host candidate based on weighting and convert to an astropy Table. + host_galaxy = random.choices( + host_galaxy_candidates, weights=log_stellar_mass_weights, k=1 + ) + + # Append host galaxy to the matched catalog. + matched_catalog.add_row(host_galaxy[0]) + + return matched_catalog diff --git a/slsim/Util/astro_util.py b/slsim/Util/astro_util.py index 5d56b61f4..e3c1ed793 100644 --- a/slsim/Util/astro_util.py +++ b/slsim/Util/astro_util.py @@ -7,6 +7,10 @@ magnitude_to_amplitude, ) from astropy.units.quantity import Quantity +from speclite.filters import ( + load_filter, + FilterResponse, +) def spin_to_isco(spin): @@ -164,9 +168,9 @@ def planck_law(temperature, wavelength_in_nanometers): :return: The spectral radiance of the black body """ # If wavelength was entered as an int or float, append units - if type(wavelength_in_nanometers) != u.Quantity: + if type(wavelength_in_nanometers) is not u.Quantity: wavelength_in_nanometers *= u.nm - if type(temperature) != u.Quantity: + if type(temperature) is not u.Quantity: temperature *= u.K e_exponent = ( @@ -189,7 +193,7 @@ def planck_law_derivative(temperature, wavelength_in_nanometers): :param wavelength_in_nanometers: Emitted wavelength in local rest frame in [nanometers]. :return: The derivative of the spectral radiance with respect to temperature for a black body. """ - if type(temperature) == u.Quantity: + if type(temperature) is u.Quantity: temperature = temperature.value return ( @@ -376,6 +380,52 @@ def calculate_mean_time_lag(response_function): ) / np.nansum(response_function) +def calculate_accretion_disk_emission( + r_out, + r_resolution, + inclination_angle, + rest_frame_wavelength_in_nanometers, + black_hole_mass_exponent, + black_hole_spin, + eddington_ratio, +): + """This calculates the emission of the accretion disk due to black body radiation. + This emission is calculated by summing over all individual pixels. + + :param r_out: The maximum radial value of the accretion disk. This typically can be + chosen as 10^3 to 10^5 [R_g]. + :param r_resolution: The number of points between r = 0 and r = r_out. The final map + will be shape (2 * r_resolution), (2 * r_resolution). Higher resolution leads to + longer calculations but smoother response functions. + :param inclination_angle: The tilt of the accretion disk with respect to the + observer in [degrees]. Zero degrees is face on, 90 degrees is edge on. + :param rest_frame_wavelength_in_nanometers: Wavelength in local rest frame in + [nanometers]. + :param black_hole_mass_exponent: The log of the black hole mass normalized by the + mass of the sun; black_hole_mass_exponent = log_10(black_hole_mass / mass_sun). + Typical AGN have an exponent ranging from 6 to 10. + :param black_hole_spin: The dimensionless spin parameter of the black hole, where + the spinless case (spin = 0) corresponds to a Schwarzschild black hole. Positive + spin represents the accretion disk's angular momentum is aligned with the black + hole's spin, and negative spin represents retrograde accretion flow. + :param eddington_ratio: The desired Eddington ratio defined as a fraction of + bolometric luminosity / Eddington luminosity. + :return: The normalized response of the accretion disk as a function of time lag in + units [R_g / c]. + """ + radial_map = create_radial_map(r_out, r_resolution, inclination_angle) + + temperature_map = thin_disk_temperature_profile( + radial_map, black_hole_spin, black_hole_mass_exponent, eddington_ratio + ) + + temperature_map *= radial_map < r_out + + emission_map = planck_law(temperature_map, rest_frame_wavelength_in_nanometers) + + return np.nansum(emission_map) + + def calculate_accretion_disk_response_function( r_out, r_resolution, @@ -829,3 +879,116 @@ def cone_radius_angle_to_physical_area(radius_rad, z, cosmo): physical_radius = cosmo.angular_diameter_distance(z) * radius_rad # Mpc area_physical = np.pi * physical_radius**2 return area_physical # in Mpc2 + + +def downsample_passband( + passband, + output_delta_wavelength, + wavelength_unit_input=u.angstrom, + wavelength_unit_output=u.angstrom, +): + """Takes in a throughput at one resolution and outputs a throughput at a downsampled + resolution. This will speed up calculations which must be done for multiple + wavelengths, especially for objects which do not have significant changes in signal + over short wavelength steps. + + :param passband: Str or List representing passband data. Either from speclite or a user + defined passband represented as a list of lists or arrays. The first must be wavelengths, + and the second must be the throughput of signature: [wavelength, throughput]. + :param output_delta_wavelength: Int, this represents the desired spacing between wavelengths + of the output passband. + :param wavelength_unit_input: Astropy unit representing the input wavelength units. + Speclite filters default to units of angstroms. + :param wavelength_unit_output: Astropy unit representing the output wavelength units. + :return: List of numpy arrays representing the downsampled passband with signature + [wavelength, throughput]. + """ + if isinstance(passband, str): + passband = load_filter(passband) + if isinstance(passband, FilterResponse): + if wavelength_unit_input != passband.effective_wavelength.unit: + print("Changing input unit to match speclite filter unit") + wavelength_unit_input = passband.effective_wavelength.unit + passband = [passband.wavelength, passband.response] + if not isinstance(passband, list): + raise ValueError( + "Throughput must be a speclite filter or a list of throughputs." + ) + assert output_delta_wavelength < len(passband[0]) + # Convert to desired output wavelength units + wavelength_ratio = wavelength_unit_input.to(wavelength_unit_output) + passband[0] = np.asarray(passband[0][:]) * wavelength_ratio + # Determine bins + min_wavelength = np.min(passband[0][:]) + max_wavelength = np.max(passband[0][:]) + filter_total_wavelength_coverage = max_wavelength - min_wavelength + nbins = int( + round(1 + filter_total_wavelength_coverage / output_delta_wavelength, 0) + ) + bin_edges = np.linspace(min_wavelength, max_wavelength, nbins) + # Make throughput + objects_per_bin = np.histogram(passband[0], bins=bin_edges)[0] + output_wavelengths = (bin_edges[:-1] + bin_edges[1:]) / 2 + weighted_throughput = np.histogram( + passband[0], bins=bin_edges, weights=passband[1] + )[0] + normalized_throughput = weighted_throughput / objects_per_bin + return [output_wavelengths, normalized_throughput] + + +def bring_passband_to_source_plane( + passband, + redshift, +): + """Takes in a passband and converts the wavelengths from the observer to source + plane. + + :param passband: Str or List representing passband data. Either from speclite or a user + defined passband represented as a list of lists or arrays. The first must be wavelengths, + and the second must be the throughput of signature: [wavelength, throughput]. + :param redshift: Redshift of the source. + :return: List of numpy arrays representing the passband in the source plane. + """ + if isinstance(passband, str): + passband = load_filter(passband) + + if isinstance(passband, FilterResponse): + passband = [passband.wavelength, passband.response] + if not isinstance(passband, list): + raise ValueError( + "Throughput must be a speclite filter or a list of throughputs." + ) + assert redshift >= 0 + new_wavelengths = np.asarray(passband[0]) / (1 + redshift) + return [new_wavelengths, np.asarray(passband[1])] + + +def convert_passband_to_nm( + passband, + wavelength_unit_input=u.angstrom, +): + """Takes in a passband and converts the wavelengths to nanometers. + + :param passband: Str or List representing passband data. Either from speclite or a user + defined passband represented as a list of lists or arrays. The first must be wavelengths, + and the second must be the throughput of signature: [wavelength, throughput]. + :param wavelength_unit_input: Astropy unit representing the input wavelength units. + Speclite passbands are typically in angstroms, but a user defined passband may have + any unit convenient for their purposes. + :return: List of numpy arrays representing the passband with units of nanometers. + """ + if isinstance(passband, str): + passband = load_filter(passband) + if isinstance(passband, FilterResponse): + if wavelength_unit_input != passband.effective_wavelength.unit: + print("Changing input unit to match speclite filter unit") + wavelength_unit_input = passband.effective_wavelength.unit + passband = [passband.wavelength, passband.response] + if not isinstance(passband, list): + raise ValueError( + "Throughput must be a speclite filter or a list of throughputs." + ) + wavelength_ratio = wavelength_unit_input.to(u.nm) + output_passband = passband.copy() + output_passband[0] = np.asarray(passband[0][:]) * wavelength_ratio + return output_passband diff --git a/slsim/Util/k_correction.py b/slsim/Util/k_correction.py new file mode 100644 index 000000000..cfec63e0c --- /dev/null +++ b/slsim/Util/k_correction.py @@ -0,0 +1,86 @@ +#!/usr/bin/env python +import numpy as np +import kcorrect.kcorrect +from uncertainties import unumpy + +""" +This module provides function to calculate the astronomical k-correction for the galaxies +using the kcorrect module based on Blanton and Roweis 2007. +""" + + +def kcorr_sdss( + mags_sdss, + redshift, + responses=["sdss_u0", "sdss_g0", "sdss_r0", "sdss_i0", "sdss_z0"], + responses_out=["sdss_u0", "sdss_g0", "sdss_r0", "sdss_i0", "sdss_z0"], + band_shift=0.0, + redshift_range=[0, 2], +): + """Computes the astronomical K correction for galaxies on the SDSS broadband filters + using the kcorrect module based on Blanton and Roweis 2007. + + input_params: + mags_sdss : The multi-band SDSS magnitudes of all the targets. + type : a 2D array of uncertainties.core.Variable, with bands along the + rows and targets along the column. + If your magnitude is m1 and associated error is e1, + uncertainties.core.Variable should be : ufloat(m1,e1). + + redshift: an array of the redshifts of the deflectors + type: a 1D array fo floats. + + responses: the sdss bands for which the magnitude is provided + type: an array of strings + + responses_out: the sdss bands on which you want the k-corrections + type: an array of strings + + returns: + a 2-D array with K-correction for all the targets with each row containing + the k-correction for output bands for each target. + """ + + # Etract the magnitudes and errors in separate arrays. + mags = unumpy.nominal_values(mags_sdss).T + mag_errs = unumpy.std_devs(mags_sdss).T + + all_bands = ["sdss_u0", "sdss_g0", "sdss_r0", "sdss_i0", "sdss_z0"] + all_b0 = np.array([1.4e-10, 0.9e-10, 1.2e-10, 1.8e-10, 7.4e-10], dtype=np.float32) + # coefficients taken from kcorrect module + # https://github.com/blanton144/kcorrect/blob/main/src/kcorrect/utils.py + + # Use the coefficients for only the available bands + indices = [all_bands.index(band) for band in responses] + b0 = all_b0[indices] + + kc = kcorrect.kcorrect.Kcorrect( + responses=responses, responses_out=responses_out, redshift_range=redshift_range + ) + + # convert the magnitudes and errors to maggies and inverse_maggies + maggies_ivar = np.zeros(mag_errs.shape, dtype=np.float32) + maggies = np.zeros(mags.shape, dtype=np.float32) + + for j in range(len(maggies)): + for k in np.arange(len(responses), dtype=int): + maggies[j, k] = ( + 2.0 + * b0[k] + * np.sinh(-np.log(b0[k]) - (0.4 * np.log(10.0) * mags[j, k])) + ) + maggies_err = ( + 2.0 + * b0[k] + * np.cosh(-np.log(b0[k]) - (0.4 * np.log(10.0) * mags[j, k])) + * 0.4 + * np.log10(10.0) + * mag_errs[j, k] + ) + maggies_ivar[j, k] = 1.0 / maggies_err**2 + + coeffs = kc.fit_coeffs(redshift=redshift, maggies=maggies, ivar=maggies_ivar) + k = kc.kcorrect(redshift=redshift, coeffs=coeffs, band_shift=band_shift) + + # return the k-correction coefficients for the provided targets and bands in a 2D array of floats. + return k diff --git a/slsim/Util/mag2errors.py b/slsim/Util/mag2errors.py new file mode 100644 index 000000000..237d501e5 --- /dev/null +++ b/slsim/Util/mag2errors.py @@ -0,0 +1,36 @@ +import numpy as np + + +def get_errors_Poisson(app_mag, zeropoint, exptime): + """This function provides rough photometric errors using the photometric magnitudes, + assuming only the statistical error due to Poisson noise in the counts. Since, the + photometric errors are not known in the LSST mock catalogs, these are just very + rough estimates. + + It requires the apparent magnitude, photometric zeropoint and the exposure time. + + input_params: + + app_mag: the apparent magnitude of the object. + type: float or 1-D array. + + zeropoint: the photometric zeropoint in the given band. + type: float or 1-D array. + Note that photometric zeropoint will be different for different bands + + exptime: the exposure time for the given band (in seconds) + type: float + """ + + ins_mag = app_mag - zeropoint + + # convert instrumental magnitude to the flux + flux = 10 ** (-0.4 * ins_mag) + counts_per_sec = flux + total_counts = counts_per_sec * exptime + counts_err = np.sqrt(total_counts) + + flux_err = counts_err / exptime + ins_mag_err = (2.5 * flux_err) / (flux * np.log(10)) + app_mag_err = ins_mag_err + return app_mag_err diff --git a/slsim/Util/param_util.py b/slsim/Util/param_util.py index 9c9397a86..a27b1d051 100644 --- a/slsim/Util/param_util.py +++ b/slsim/Util/param_util.py @@ -2,6 +2,10 @@ import scipy from scipy.signal import convolve2d from scipy.signal import fftconvolve +from lenstronomy.Util.param_util import transform_e1e2_product_average +from astropy.io import fits +from astropy import units as u +import warnings def epsilon2e(epsilon): @@ -271,3 +275,92 @@ def deg2_to_cone_angle(solid_angle_deg2): solid_angle_sr = solid_angle_deg2 * (np.pi / 180) ** 2 theta = np.arccos(1 - solid_angle_sr / (2 * np.pi)) # rad return theta + + +def ellipticity_slsim_to_lenstronomy(e1_slsim, e2_slsim): + """Converts ellipticity component from slsim convension to lenstronomy convention. + In slsim, position angle goes from North to East. In lenstronomy, position angle + goes from East to North. + + :param e1_slsim: + first component of the ellipticity in slsim convension i.e position + angle from north to east. + + :param e2_slsim: + second component of the ellipticity in slsim convention. + + return: ellipticity components in lenstronomy convention. + """ + + return -e1_slsim, e2_slsim + + +def elliptical_distortion_product_average(x, y, e1, e2, center_x, center_y): + """Maps the coordinates x, y with eccentricities e1, e2 into a new elliptical + coordinate system with same coordinate orientation. + + :param x: x-coordinate + :param y: y-coordinate + :param e1: eccentricity + :param e2: eccentricity + :param center_x: center of distortion + :param center_y: center of distortion + :return: distorted coordinates x', y' + """ + x_, y_ = transform_e1e2_product_average(x, y, e1, e2, center_x, center_y) + + # Rotate back + phi_g, q = ellipticity2phi_q(e1, e2) + cos_phi = np.cos(-phi_g) + sin_phi = np.sin(-phi_g) + + x__ = cos_phi * x_ + sin_phi * y_ + y__ = -sin_phi * x_ + cos_phi * y_ + + # Shift + x___ = x__ + center_x + y___ = y__ + center_y + + return x___, y___ + + +def fits_append_table(filename, table): + """Append an Astropy Table to an existing FITS file. + + :param filename: Name of the FITS file to append to + :param table: Astropy Table object to append + """ + hdulist = fits.open(filename, mode="append") + hdulist.append(fits.BinTableHDU(table)) + hdulist.writeto(filename, overwrite=True) + hdulist.close() + + +def catalog_with_angular_size_in_arcsec(galaxy_catalog, input_catalog_type="skypy"): + """This function is written to change unit of angular size in skypy galaxy catalog + to arcsec. If user is using deflector catalog other than generated from skypy + pipeline, we require them to provide angular size of the galaxy in arcsec. + + :param galaxy_catalog: galaxy catalog. + :param input_catalog_type: type of the catalog. + :type input_catalog_type: str. "skypy" or None + :return: galaxy catalog with anularsize in arcsec. + """ + copied_galaxy_catalog = galaxy_catalog.copy() + if input_catalog_type == "skypy": + copied_galaxy_catalog["angular_size"] = copied_galaxy_catalog[ + "angular_size" + ].to(u.arcsec) + warning_msg = ( + "Angular size is converted to arcsec because provided" + " input_catalog_type is skypy. If this is not correct, please refer to" + " the documentation of the class you are using" + ) + warnings.warn(warning_msg, category=UserWarning, stacklevel=2) + else: + warning_msg = ( + "You provided angular size in arcsec. If this is not correct, please" + " refer to the documentation of the class that you are using" + ) + warnings.warn(warning_msg, category=UserWarning, stacklevel=2) + return copied_galaxy_catalog diff --git a/slsim/image_simulation.py b/slsim/image_simulation.py index 54d548075..6712bd541 100644 --- a/slsim/image_simulation.py +++ b/slsim/image_simulation.py @@ -11,7 +11,14 @@ def simulate_image( - lens_class, band, num_pix, add_noise=True, observatory="LSST", **kwargs + lens_class, + band, + num_pix, + add_noise=True, + observatory="LSST", + kwargs_psf=None, + kwargs_numerics=None, + **kwargs ): """Creates an image of a selected lens with noise. @@ -22,7 +29,13 @@ def simulate_image( :param add_noise: if True, add noise :param observatory: telescope type to be simulated :type observatory: str + :param kwargs_psf: (optional) specific PSF quantities to overwrite default options + ("psf_type", "kernel_point_source", "point_source_supersampling_factor") + :type kwargs_psf: dict :param kwargs: additional keyword arguments for the bands + :type kwargs_numerics: dict + :param kwargs_numerics: options are "point_source_supersampling_factor", + "supersampling_factor", and more in lenstronomy.ImSim.Numerics.numerics class :type kwargs: dict :return: simulated image :rtype: 2d numpy array @@ -33,7 +46,8 @@ def simulate_image( kwargs_single_band = image_quality_lenstronomy.kwargs_single_band( observatory=observatory, band=band, **kwargs ) - + if kwargs_psf is not None: + kwargs_single_band.update(kwargs_psf) sim_api = SimAPI( numpix=num_pix, kwargs_single_band=kwargs_single_band, kwargs_model=kwargs_model ) @@ -42,10 +56,11 @@ def simulate_image( kwargs_source_mag=kwargs_params.get("kwargs_source", None), kwargs_ps_mag=kwargs_params.get("kwargs_ps", None), ) - kwargs_numerics = { - "point_source_supersampling_factor": 1, - "supersampling_factor": 3, - } + if kwargs_numerics is None: + kwargs_numerics = { + "point_source_supersampling_factor": 1, + "supersampling_factor": 3, + } image_model = sim_api.image_model_class(kwargs_numerics) kwargs_lens = kwargs_params.get("kwargs_lens", None) image = image_model.image( @@ -100,7 +115,7 @@ def sharp_image( kwargs_source_mag=kwargs_params.get("kwargs_source", None), kwargs_ps_mag=kwargs_params.get("kwargs_ps", None), ) - kwargs_numerics = {"supersampling_factor": 1} + kwargs_numerics = {"supersampling_factor": 5} image_model = sim_api.image_model_class(kwargs_numerics) kwargs_lens = kwargs_params.get("kwargs_lens", None) image = image_model.image( diff --git a/slsim/lens.py b/slsim/lens.py index 9c0332dbc..e43f6feb3 100644 --- a/slsim/lens.py +++ b/slsim/lens.py @@ -9,6 +9,7 @@ analytical_lens_model_support, ) from slsim.ParamDistributions.los_config import LOSConfig +from slsim.Util.param_util import ellipticity_slsim_to_lenstronomy from lenstronomy.LightModel.light_model import LightModel from lenstronomy.Util import constants from lenstronomy.Util import data_util @@ -26,7 +27,6 @@ def __init__( deflector_dict, cosmo, deflector_type="EPL", - deflector_kwargs=None, source_type="extended", lens_equation_solver="lenstronomy_analytical", variability_model=None, @@ -42,18 +42,20 @@ def __init__( light_profile="single_sersic", lightcurve_time=None, los_config=None, + sn_modeldir=None, + los_dict=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, ): """ :param source_dict: source properties - :type source_dict: dict + :type source_dict: dict or astropy table :param deflector_dict: deflector properties :type deflector_dict: dict :param cosmo: astropy.cosmology instance :param deflector_type: type of deflector, i.e. "EPL", "NFW_HERNQUIST", "NFW_CLUSTER" :type deflector_type: str - :param deflector_kwargs: additional deflector properties - :type deflector_kwargs: dict :param source_type: type of the source 'extended' or 'point_source' or 'point_plus_extended' supported :type source_type: str @@ -82,13 +84,33 @@ def __init__( :type light_profile: str . Either "single_sersic" or "double_sersic" . :param lightcurve_time: observation time array for lightcurve in unit of days. :type lightcurve_time: array + :param sn_modeldir: sn_modeldir is the path to the directory containing files + needed to initialize the sncosmo.model class. For example, + sn_modeldir = 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT'. These data can + be downloaded from https://github.com/LSST-strong-lensing/data_public . + For more detail, please look at the documentation of RandomizedSupernovae + class. + :type sn_modeldir: str + :param los_dict: line of sight dictionary (optional, takes these values instead of drawing from distribution) + Takes "gamma" = [gamma1, gamma2] and "kappa" = kappa as entries + :type los_dict: dict + :param agn_driving_variability_model: Variability model with light_curve output + which drives the variability across all bands of the agn. + :type agn_driving_variability_model: str (e.g. "light_curve", "sinusoidal", "bending_power_law") + :param agn_driving_kwargs_variability: Dictionary containing agn variability + parameters for the driving variability class. eg: variable_agn_kwarg_dict = + {"length_of_light_curve": 1000, "time_resolution": 1, + "log_breakpoint_frequency": 1 / 20, "low_frequency_slope": 1, + "high_frequency_slope": 3, "normal_magnitude_variance": 0.1}. For the detailed + explanation of these parameters, see generate_signal() function in + astro_util.py. + :type agn_driving_kwargs_variability: dict """ super().__init__( source_dict=source_dict, deflector_dict=deflector_dict, cosmo=cosmo, deflector_type=deflector_type, - deflector_kwargs=deflector_kwargs, test_area=test_area, variability_model=variability_model, kwargs_variability=kwargs_variability, @@ -96,6 +118,9 @@ def __init__( sn_type=sn_type, sn_absolute_mag_band=sn_absolute_mag_band, sn_absolute_zpsys=sn_absolute_zpsys, + sn_modeldir=sn_modeldir, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, ) self.cosmo = cosmo @@ -121,7 +146,9 @@ def __init__( self._los_linear_distortions_cache = None self.los_config = los_config if self.los_config is None: - self.los_config = LOSConfig() + if los_dict is None: + los_dict = {} + self.los_config = LOSConfig(**los_dict) @property def image_number(self): @@ -203,7 +230,10 @@ def point_source_image_positions(self): return self._point_image_positions def validity_test( - self, min_image_separation=0, max_image_separation=10, mag_arc_limit=None + self, + min_image_separation=0, + max_image_separation=10, + mag_arc_limit=None, ): """Check whether lensing configuration matches selection and plausibility criteria. @@ -433,10 +463,10 @@ def image_observer_times(self, t_obs): arrival_times = self.point_source_arrival_times() if type(t_obs) is np.ndarray and len(t_obs) > 1: observer_times = ( - t_obs[:, np.newaxis] + arrival_times - np.min(arrival_times) + t_obs[:, np.newaxis] - arrival_times + np.min(arrival_times) ).T else: - observer_times = (t_obs + arrival_times - np.min(arrival_times))[ + observer_times = (t_obs - arrival_times + np.min(arrival_times))[ :, np.newaxis ] @@ -602,7 +632,17 @@ def deflector_mass_model_lenstronomy(self): ) # adding line-of-sight structure gamma1, gamma2, kappa_ext = self.los_linear_distortions - kwargs_lens.append({"gamma1": gamma1, "gamma2": gamma2, "ra_0": 0, "dec_0": 0}) + gamma1_lenstronomy, gamma2_lenstronomy = ellipticity_slsim_to_lenstronomy( + e1_slsim=gamma1, e2_slsim=gamma2 + ) + kwargs_lens.append( + { + "gamma1": gamma1_lenstronomy, + "gamma2": gamma2_lenstronomy, + "ra_0": 0, + "dec_0": 0, + } + ) kwargs_lens.append({"kappa": kappa_ext, "ra_0": 0, "dec_0": 0}) lens_mass_model_list.append("SHEAR") lens_mass_model_list.append("CONVERGENCE") diff --git a/slsim/lens_pop.py b/slsim/lens_pop.py index f64f0f8bd..c104b990a 100644 --- a/slsim/lens_pop.py +++ b/slsim/lens_pop.py @@ -1,14 +1,14 @@ -from slsim.ParamDistributions.los_config import LOSConfig -import os -import pickle - +import sncosmo import numpy as np -from astropy.table import Table from slsim.lens import Lens +from typing import Optional, Union +from astropy.cosmology import Cosmology from slsim.lens import theta_e_when_source_infinity +from slsim.Sources.source_pop_base import SourcePopBase +from slsim.ParamDistributions.los_config import LOSConfig +from slsim.Deflectors.deflectors_base import DeflectorsBase from slsim.lensed_population_base import LensedPopulationBase -from slsim.Pipelines.skypy_pipeline import SkyPyPipeline class LensPop(LensedPopulationBase): @@ -16,309 +16,60 @@ class LensPop(LensedPopulationBase): def __init__( self, - deflector_type="elliptical", - source_type="galaxies", - kwargs_deflector_cut=None, - kwargs_source_cut=None, - kwargs_quasars=None, - kwargs_quasars_galaxies=None, - variability_model=None, - kwargs_variability=None, - kwargs_mass2light=None, - skypy_config=None, - slhammocks_config=None, - sky_area=None, - filters=None, - cosmo=None, - source_light_profile="single_sersic", - catalog_type="skypy", - catalog_path=None, - lightcurve_time=None, - sn_type=None, - sn_absolute_mag_band=None, - sn_absolute_zpsys=None, - los_config=None, + deflector_population: DeflectorsBase, + source_population: SourcePopBase, + cosmo: Optional[Cosmology] = None, + sky_area: Optional[float] = None, + lightcurve_time: Optional[np.ndarray] = None, + sn_type: Optional[str] = None, + sn_absolute_mag_band: Optional[Union[str, sncosmo.Bandpass]] = None, + sn_absolute_zpsys: Optional[str] = None, + los_config: Optional[LOSConfig] = None, + sn_modeldir: Optional[str] = None, ): """ - - :param deflector_type: type of the lens - :type deflector_type: string - :param source_type: type of the source - :type source_type: string - :param kwargs_deflector_cut: cuts on the deflector to be excluded in the sample - :type kwargs_deflector_cut: dict - :param kwargs_source_cut: cuts on the source to be excluded in the sample - :type kwargs_source_cut: dict - :param kwargs_quasars: a dict of keyword arguments which is an input for - quasar_catalog. Please look at quasar_catalog/simple_quasar.py. - :param variability_model: keyword for variability model to be used. This is an - input for the Variability class. - :type variability_model: str - :param kwargs_variability: keyword arguments for the variability of a source. - This is associated with an input for Variability class. - :type kwargs_variability: list of str - :param skypy_config: path to SkyPy configuration yaml file - :type skypy_config: string - :param slhammocks_config: path to the deflector population csv file for 'halo-model' - :type slhammocks_config: string - :param sky_area: Sky area over which galaxies are sampled. Must be in units of - solid angle. - :type sky_area: `~astropy.units.Quantity` - :param filters: filters for SED integration - :type filters: list of strings or None - :param cosmo: cosmology object - :type cosmo: `~astropy.cosmology.FLRW` - :param source_light_profile: keyword for number of sersic profile to use in - source light model. It is necessary to recognize quantities given in the source - catalog. - :type source_light_profile: str . Either "single" or "double" . - :param catalog_type: type of the catalog. If someone wants to use scotch - catalog, they need to specify it. - :type catalog_type: str. eg: "scotch" - :param catalog_path: path to the source catalog. If None, existing source - catalog within the slsim will be used. We have used small subset of scotch - catalog. So, if one wants to use full scotch catalog, they can set path to - their path to local drive. - :param lightcurve_time: observation time array for lightcurve in unit of days. - :type lightcurve_time: array - :param sn_type: Supernova type (Ia, Ib, Ic, IIP, etc.) - :type sn_type: str - :param sn_absolute_mag_band: Band used to normalize to absolute magnitude - :type sn_absolute_mag_band: str or `~sncosmo.Bandpass` - :param sn_absolute_zpsys: Optional, AB or Vega (AB default) - :type sn_absolute_zpsys: str - :param los_config: configuration for line of sight distribution - :type los_config: LOSConfig instance + Args: + deflector_population (DeflectorsBase): Deflector population as an instance of a DeflectorsBase subclass. + source_population (SourcePopBase): Source population as an instance of a SourcePopBase subclass + cosmo (Optional[Cosmology], optional): AstroPy Cosmology instance. If None, defaults to flat LCDM with h0=0.7 and Om0=0.3. + Defaults to None. + lightcurve_time (Optional[np.ndarray], optional): Lightcurve observation time array in units of days. Defaults to None. + sn_type (Optional[str], optional): Supernova type (Ia, Ib, Ic, IIP, etc.). Defaults to None. + sn_absolute_mag_band (Optional[Union[str,sncosmo.Bandpass]], optional): Band used to normalize to absolute magnitude. + Defaults to None. + sn_absolute_zpsys (Optional[str], optional): Zero point system, either AB or Vega, with None defaulting to AB. + Defaults to None. + los_config (Optional[LOSConfig], optional): Configuration for line of sight distribution. Defaults to None. + sn_modeldir (Optional[str], optional): sn_modeldir is the path to the directory containing files needed to initialize + the sncosmo.model class. For example, sn_modeldir = + 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT'. These data can be downloaded + from https://github.com/LSST-strong-lensing/data_public. For more detail, + please look at the documentation of RandomizedSupernovae class. Defaults to None. """ + + # TODO: ADD EXCEPTION FOR DEFLECTOR AND SOURCE POP FILTER MISMATCH super().__init__( - sky_area, - cosmo, - lightcurve_time, - sn_type, - sn_absolute_mag_band, - sn_absolute_zpsys, + sky_area=sky_area, + cosmo=cosmo, + lightcurve_time=lightcurve_time, + sn_type=sn_type, + sn_absolute_mag_band=sn_absolute_mag_band, + sn_absolute_zpsys=sn_absolute_zpsys, + sn_modeldir=sn_modeldir, ) - if source_type == "galaxies" and kwargs_variability is not None: - raise ValueError( - "Galaxies cannot have variability. Either choose" - "point source (eg: quasars) or do not provide kwargs_variability." - ) - - if deflector_type in ["elliptical", "all-galaxies"] or source_type in [ - "galaxies" - ]: - pipeline = SkyPyPipeline( - skypy_config=skypy_config, - sky_area=sky_area, - filters=filters, - cosmo=cosmo, - ) - if kwargs_deflector_cut is None: - kwargs_deflector_cut = {} - if kwargs_mass2light is None: - kwargs_mass2light = {} - - if deflector_type == "elliptical": - from slsim.Deflectors.elliptical_lens_galaxies import EllipticalLensGalaxies - - self._lens_galaxies = EllipticalLensGalaxies( - pipeline.red_galaxies, - kwargs_cut=kwargs_deflector_cut, - kwargs_mass2light=kwargs_mass2light, - cosmo=cosmo, - sky_area=sky_area, - ) - - elif deflector_type == "all-galaxies": - from slsim.Deflectors.all_lens_galaxies import AllLensGalaxies - - red_galaxy_list = pipeline.red_galaxies - blue_galaxy_list = pipeline.blue_galaxies - - self._lens_galaxies = AllLensGalaxies( - red_galaxy_list=red_galaxy_list, - blue_galaxy_list=blue_galaxy_list, - kwargs_cut=kwargs_deflector_cut, - kwargs_mass2light=kwargs_mass2light, - cosmo=cosmo, - sky_area=sky_area, - ) - - elif deflector_type == "halo-models": - from slsim.Deflectors.compound_lens_halos_galaxies import ( - CompoundLensHalosGalaxies, - ) - from slsim.Pipelines.sl_hammocks_pipeline import SLHammocksPipeline - - halo_galaxy_list = SLHammocksPipeline( - slhammocks_config=slhammocks_config, sky_area=sky_area, cosmo=cosmo - ) - - self._lens_galaxies = CompoundLensHalosGalaxies( - halo_galaxy_list=halo_galaxy_list._pipeline, - kwargs_cut=kwargs_deflector_cut, - kwargs_mass2light=kwargs_mass2light, - cosmo=cosmo, - sky_area=sky_area, - ) - - else: - raise ValueError("deflector_type %s is not supported" % deflector_type) - - if kwargs_source_cut is None: - kwargs_source_cut = {} - if source_type == "galaxies": - from slsim.Sources.galaxies import Galaxies - - self._sources = Galaxies( - pipeline.blue_galaxies, - kwargs_cut=kwargs_source_cut, - cosmo=cosmo, - sky_area=sky_area, - light_profile=source_light_profile, - catalog_type=catalog_type, - ) - self._source_model_type = "extended" - elif source_type == "quasars": - from slsim.Sources.point_sources import PointSources - from slsim.Sources.QuasarCatalog.simple_quasar import quasar_catalog_simple - - if kwargs_quasars is None: - kwargs_quasars = {} - quasar_source = quasar_catalog_simple(**kwargs_quasars) - self._sources = PointSources( - quasar_source, - cosmo=cosmo, - sky_area=sky_area, - variability_model=variability_model, - kwargs_variability_model=kwargs_variability, - light_profile=source_light_profile, - ) - self._source_model_type = "point_source" - elif source_type == "quasar_plus_galaxies": - from slsim.Sources.point_plus_extended_sources import ( - PointPlusExtendedSources, - ) - from slsim.Sources.QuasarCatalog.quasar_plus_galaxies import ( - quasar_galaxies_simple, - ) - - if kwargs_quasars_galaxies is None: - kwargs_quasars_galaxies = {} - quasar_galaxy_source = quasar_galaxies_simple(**kwargs_quasars_galaxies) - self._sources = PointPlusExtendedSources( - quasar_galaxy_source, - cosmo=cosmo, - sky_area=sky_area, - kwargs_cut=kwargs_source_cut, - variability_model=variability_model, - kwargs_variability_model=kwargs_variability, - light_profile=source_light_profile, - catalog_type=catalog_type, - ) - self._source_model_type = "point_plus_extended" - elif source_type in ["supernovae_plus_galaxies", "supernovae"]: - from slsim.Sources.point_plus_extended_sources import ( - PointPlusExtendedSources, - ) - from slsim.Sources.point_sources import PointSources - - # currently, we are using precomputed supernovae catlog. Future plan is to - # develop a supernovae class inside the slsim and them here to generate - # supernovae light curves. - self.path = os.path.dirname(__file__) - if catalog_type == "scotch": - if catalog_path is not None: - new_path = catalog_path - else: - new_path = ( - self.path + "/Sources/SupernovaeCatalog/scotch_host_data.fits" - ) - load_supernovae_data = Table.read( - new_path, - format="fits", - ) - self._sources = PointPlusExtendedSources( - load_supernovae_data, - cosmo=cosmo, - sky_area=sky_area, - kwargs_cut=kwargs_source_cut, - variability_model=variability_model, - kwargs_variability_model=kwargs_variability, - list_type="astropy_table", - light_profile=source_light_profile, - catalog_type=catalog_type, - ) - elif catalog_type == "supernovae_sample": - new_path = self.path + "/Sources/SupernovaeCatalog/supernovae_data.pkl" - with open(new_path, "rb") as f: - load_supernovae_data = pickle.load(f) - self._sources = PointPlusExtendedSources( - load_supernovae_data, - cosmo=cosmo, - sky_area=sky_area, - kwargs_cut=kwargs_source_cut, - variability_model=variability_model, - kwargs_variability_model=kwargs_variability, - list_type="list", - light_profile=source_light_profile, - ) - else: - from slsim.Sources.SupernovaeCatalog.supernovae_sample import ( - SupernovaeCatalog, - ) - - suffixes = [] - for key in kwargs_variability: - if key.startswith("ps_mag_"): - suffixes.append(key.split("ps_mag_")[1]) - supernovae_catalog_class = SupernovaeCatalog( - sn_type=sn_type, - band_list=suffixes, - lightcurve_time=lightcurve_time, - absolute_mag=None, - absolute_mag_band=sn_absolute_mag_band, - mag_zpsys=sn_absolute_zpsys, - cosmo=cosmo, - skypy_config=skypy_config, - sky_area=sky_area, - ) - if source_type == "supernovae": - supernovae_sample = supernovae_catalog_class.supernovae_catalog( - host_galaxy=False - ) - self._sources = PointSources( - supernovae_sample, - cosmo=cosmo, - sky_area=sky_area, - variability_model=variability_model, - kwargs_variability_model=kwargs_variability, - light_profile=source_light_profile, - ) - else: - supernovae_sample = supernovae_catalog_class.supernovae_catalog() - self._sources = PointPlusExtendedSources( - supernovae_sample, - cosmo=cosmo, - sky_area=sky_area, - kwargs_cut=kwargs_source_cut, - variability_model=variability_model, - kwargs_variability_model=kwargs_variability, - list_type="astropy_table", - light_profile=source_light_profile, - ) - if source_type == "supernovae": - self._source_model_type = "point_source" - else: - self._source_model_type = "point_plus_extended" - else: - raise ValueError("source_type %s is not supported" % source_type) self.cosmo = cosmo - self.f_sky = sky_area - + self._lens_galaxies = deflector_population + self._sources = source_population + + self._factor_source = self.sky_area.to_value( + "deg2" + ) / self._sources.sky_area.to_value("deg2") + self._factor_deflector = self.sky_area.to_value( + "deg2" + ) / self._lens_galaxies.sky_area.to_value("deg2") self.los_config = los_config if self.los_config is None: - los_config = LOSConfig() + self.los_config = LOSConfig() def select_lens_at_random(self, **kwargs_lens_cut): """Draw a random lens within the cuts of the lens and source, with possible @@ -336,16 +87,20 @@ def select_lens_at_random(self, **kwargs_lens_cut): gg_lens = Lens( deflector_dict=lens, source_dict=source, + deflector_type=self._lens_galaxies.deflector_profile, variability_model=self._sources.variability_model, kwargs_variability=self._sources.kwargs_variability, sn_type=self.sn_type, sn_absolute_mag_band=self.sn_absolute_mag_band, sn_absolute_zpsys=self.sn_absolute_zpsys, cosmo=self.cosmo, - source_type=self._source_model_type, + source_type=self._sources.source_type, light_profile=self._sources.light_profile, lightcurve_time=self.lightcurve_time, los_config=self.los_config, + sn_modeldir=self.sn_modeldir, + agn_driving_variability_model=self._sources.agn_driving_variability_model, + agn_driving_kwargs_variability=self._sources.agn_driving_kwargs_variability, ) if gg_lens.validity_test(**kwargs_lens_cut): return gg_lens @@ -357,7 +112,7 @@ def deflector_number(self): :return: number of potential deflectors """ - return self._lens_galaxies.deflector_number() + return round(self._factor_deflector * self._lens_galaxies.deflector_number()) @property def source_number(self): @@ -366,17 +121,17 @@ def source_number(self): :return: number of potential sources """ - return self._sources.source_number_selected + return round(self._factor_source * self._sources.source_number_selected) def get_num_sources_tested_mean(self, testarea): """Compute the mean of source galaxies needed to be tested within the test area. - num_sources_tested_mean/ testarea = num_sources/ f_sky; testarea is in units of - arcsec^2, f_sky is in units of deg^2. 1 deg^2 = 12960000 arcsec^2 + num_sources_tested_mean/ testarea = num_sources/ sky_area; testarea is in units + of arcsec^2, f_sky is in units of deg^2. 1 deg^2 = 12960000 arcsec^2 """ - num_sources = self._sources.source_number_selected + num_sources = self.source_number num_sources_tested_mean = (testarea * num_sources) / ( - 12960000 * self.f_sky.to_value("deg2") + 12960000 * self._factor_source * self._sources.sky_area.to_value("deg2") ) return num_sources_tested_mean @@ -388,11 +143,13 @@ def get_num_sources_tested(self, testarea=None, num_sources_tested_mean=None): num_sources_range = np.random.poisson(lam=num_sources_tested_mean) return num_sources_range - def draw_population(self, kwargs_lens_cuts): + def draw_population(self, kwargs_lens_cuts, speed_factor=1): """Return full population list of all lenses within the area # TODO: need to implement a version of it. (improve the algorithm) :param kwargs_lens_cuts: validity test keywords + :param speed_factor: factor by which the number of deflectors is decreased to + speed up the calculations. :type kwargs_lens_cuts: dict :return: List of Lens instances with parameters of the deflectors and lens and source light. @@ -402,7 +159,7 @@ def draw_population(self, kwargs_lens_cuts): # Initialize an empty list to store the Lens instances gg_lens_population = [] # Estimate the number of lensing systems - num_lenses = self._lens_galaxies.deflector_number() + num_lenses = self.deflector_number # num_sources = self._source_galaxies.galaxies_number() # print(num_sources_tested_mean) # print("num_lenses is " + str(num_lenses)) @@ -410,10 +167,12 @@ def draw_population(self, kwargs_lens_cuts): # print(np.int(num_lenses * num_sources_tested_mean)) # Draw a population of galaxy-galaxy lenses within the area. - for _ in range(num_lenses): + for _ in range(int(num_lenses / speed_factor)): lens = self._lens_galaxies.draw_deflector() test_area = draw_test_area(deflector=lens) - num_sources_tested = self.get_num_sources_tested(testarea=test_area) + num_sources_tested = self.get_num_sources_tested( + testarea=test_area * speed_factor + ) # TODO: to implement this for a multi-source plane lens system if num_sources_tested > 0: n = 0 @@ -422,6 +181,7 @@ def draw_population(self, kwargs_lens_cuts): gg_lens = Lens( deflector_dict=lens, source_dict=source, + deflector_type=self._lens_galaxies.deflector_profile, variability_model=self._sources.variability_model, kwargs_variability=self._sources.kwargs_variability, sn_type=self.sn_type, @@ -429,10 +189,13 @@ def draw_population(self, kwargs_lens_cuts): sn_absolute_zpsys=self.sn_absolute_zpsys, cosmo=self.cosmo, test_area=test_area, - source_type=self._source_model_type, + source_type=self._sources.source_type, los_config=self.los_config, light_profile=self._sources.light_profile, lightcurve_time=self.lightcurve_time, + sn_modeldir=self.sn_modeldir, + agn_driving_variability_model=self._sources.agn_driving_variability_model, + agn_driving_kwargs_variability=self._sources.agn_driving_kwargs_variability, ) # Check the validity of the lens system if gg_lens.validity_test(**kwargs_lens_cuts): diff --git a/slsim/lensed_population_base.py b/slsim/lensed_population_base.py index 5f7197088..ebf24c63e 100644 --- a/slsim/lensed_population_base.py +++ b/slsim/lensed_population_base.py @@ -16,6 +16,7 @@ def __init__( sn_type=None, sn_absolute_mag_band=None, sn_absolute_zpsys=None, + sn_modeldir=None, ): """ @@ -31,18 +32,27 @@ def __init__( :type sn_absolute_mag_band: str or `~sncosmo.Bandpass` :param sn_absolute_zpsys: Optional, AB or Vega (AB default) :type sn_absolute_zpsys: str + :param sn_modeldir: sn_modeldir is the path to the directory containing files + needed to initialize the sncosmo.model class. For example, + sn_modeldir = 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT'. These data can + be downloaded from https://github.com/LSST-strong-lensing/data_public . + For more detail, please look at the documentation of RandomizedSupernovae + class. + :type sn_modeldir: str + :param agn_driving_variability_model: Variability model with light_curve output + which drives the variability across all bands of the agn. + :type agn_driving_kwargs_variability: dict """ self.lightcurve_time = lightcurve_time self.sn_type = sn_type self.sn_absolute_mag_band = sn_absolute_mag_band self.sn_absolute_zpsys = sn_absolute_zpsys + self.sn_modeldir = sn_modeldir if sky_area is None: - from astropy.units import Quantity - - sky_area = Quantity(value=0.1, unit="deg2") - warnings.warn("No sky area provided, instead uses 0.1 deg2") - self.f_sky = sky_area + # sky_area = Quantity(value=0.1, unit="deg2") + raise ValueError("No sky area provided. Please provide needed sky area.") + self.sky_area = sky_area if cosmo is None: warnings.warn( diff --git a/slsim/lensed_system_base.py b/slsim/lensed_system_base.py index e5926c9d0..8c863d329 100644 --- a/slsim/lensed_system_base.py +++ b/slsim/lensed_system_base.py @@ -14,7 +14,6 @@ def __init__( deflector_dict, cosmo, deflector_type="EPL", - deflector_kwargs=None, test_area=4 * np.pi, variability_model=None, kwargs_variability=None, @@ -22,16 +21,17 @@ def __init__( sn_absolute_mag_band=None, sn_absolute_zpsys=None, lightcurve_time=None, + sn_modeldir=None, + agn_driving_variability_model=None, + agn_driving_kwargs_variability=None, ): """ :param source_dict: source properties - :type source_dict: dict + :type source_dict: dict or astropy table :param deflector_dict: deflector properties :type deflector_dict: dict :param deflector_type: type of deflector, i.e. "EPL", "NFW_HERNQUIST" :type deflector_type: str - :param deflector_kwargs: additional keyword arguments for the deflector - :type deflector_kwargs: dict :param variability_model: keyword for variability model to be used. This is an input for the Variability class. :type variability_model: str @@ -47,6 +47,24 @@ def __init__( :param test_area: area (arc-sec^2) around lensing galaxy to be investigated :param lightcurve_time: observation time array for lightcurve in unit of days. :type lightcurve_time: array + :param sn_modeldir: sn_modeldir is the path to the directory containing files + needed to initialize the sncosmo.model class. For example, + sn_modeldir = 'C:/Users/username/Documents/SALT3.NIR_WAVEEXT'. These data can + be downloaded from https://github.com/LSST-strong-lensing/data_public . + For more detail, please look at the documentation of RandomizedSupernovae + class. + :type sn_modeldir: str + :param agn_driving_variability_model: Variability model with light_curve output + which drives the variability across all bands of the agn. + :type agn_driving_variability_model: str (e.g. "light_curve", "sinusoidal", "bending_power_law") + :param agn_driving_kwargs_variability: Dictionary containing agn variability + parameters for the driving variability class. eg: variable_agn_kwarg_dict = + {"length_of_light_curve": 1000, "time_resolution": 1, + "log_breakpoint_frequency": 1 / 20, "low_frequency_slope": 1, + "high_frequency_slope": 3, "normal_magnitude_variance": 0.1}. For the detailed + explanation of these parameters, see generate_signal() function in + astro_util.py. + :type agn_driving_kwargs_variability: dict """ self.source = Source( source_dict=source_dict, @@ -57,13 +75,13 @@ def __init__( sn_absolute_zpsys=sn_absolute_zpsys, cosmo=cosmo, lightcurve_time=lightcurve_time, + sn_modeldir=sn_modeldir, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, ) - if deflector_kwargs is None: - deflector_kwargs = {} self.deflector = Deflector( deflector_type=deflector_type, deflector_dict=deflector_dict, - **deflector_kwargs ) # TODO: tell them what keys the dictionary should contain self.test_area = test_area diff --git a/slsim/lsst_science_pipeline.py b/slsim/lsst_science_pipeline.py index fd6f89d75..c968f3b99 100644 --- a/slsim/lsst_science_pipeline.py +++ b/slsim/lsst_science_pipeline.py @@ -11,8 +11,9 @@ from scipy.stats import norm, halfnorm import matplotlib.pyplot as plt from slsim.image_simulation import point_source_coordinate_properties -from slsim.Util.param_util import random_ra_dec +from slsim.Util.param_util import random_ra_dec, fits_append_table import h5py +import os try: import lsst.geom as geom @@ -349,6 +350,7 @@ def multiple_lens_injection_fast( num_cutout_per_patch=10, lens_cut=None, noise=True, + output_file=None, ): """Injects random lenses from the lens population to multiple DC2 cutout images using lens_inejection_fast function. For this one needs to provide a butler to this @@ -365,28 +367,39 @@ def multiple_lens_injection_fast( :param dec: dec for a cutout :param noise: poisson noise to be added to an image. If True, poisson noise will be added to the image based on exposure time. + :param output_file: path to the output FITS file where data will be saved :returns: An astropy table containing Injected lenses in r-band, DC2 cutout images in r-band, cutout images with injected lens in r, g , and i band for a given set - of ra and dec + of ra and dec. If output_file path is provided, it saves this astropy table in + fits file with the given name. """ injected_images = [] for i in range(len(ra)): - injected_images.append( - lens_inejection_fast( - lens_pop, - num_pix, - mag_zero_point, - transform_pix2angle, - butler, - ra[i], - dec[i], - num_cutout_per_patch, - lens_cut=lens_cut, - noise=noise, - ) + injected_image = lens_inejection_fast( + lens_pop, + num_pix, + mag_zero_point, + transform_pix2angle, + butler, + ra[i], + dec[i], + num_cutout_per_patch, + lens_cut=lens_cut, + noise=noise, ) - injected_image_catalog = vstack(injected_images) - return injected_image_catalog + if output_file is None: + injected_images.append(injected_image) + else: + first_table = not os.path.exists(output_file) + if first_table: + injected_image.write(output_file, overwrite=True) + first_table = False + else: + fits_append_table(output_file, injected_image) + if len(injected_images) > 1: + injected_image_catalog = vstack(injected_images) + return injected_image_catalog + return None def add_object( @@ -702,7 +715,7 @@ def dp0_psf_kernels(pixel_coord, dp0_image): def dp0_time_series_images_data(butler, center_coord, radius="0.1", band="i", size=101): - """Creates time series data from dp0 data. + """Creates time series cutouts and associated metadata from dp0 data. :param butler: butler object :param center_coord: A coordinate point around which we need to create time series @@ -749,6 +762,43 @@ def dp0_time_series_images_data(butler, center_coord, radius="0.1", band="i", si return table_data +def multiple_dp0_time_series_images_data( + butler, center_coords_list, radius="0.034", band="i", size=101, output_file=None +): + """Creates multiple time series cutouts and associated meta data from dp0 data. + Here, multiple means time series cutouts at multiple sky location. Using this + function one can produce more than one time series cutout based on how many variable + lenses he/she want to inject. + + :param butler: butler object + :param center_coord: list of coordinate point around which we need to create time + series images. + :param radius: radius for query + :param band: imaging band + :param size: cutout size of images + :return: List of astropy table containg time series images and other information. If + output_file path is provided, it saves list of these astropy table in fits file + with the given name. + """ + expo_data_list = [] + for center_coords in center_coords_list: + time_series_data = dp0_time_series_images_data( + butler, center_coords, radius=radius, band=band, size=size + ) + if output_file is None: + expo_data_list.append(time_series_data) + else: + first_table = not os.path.exists(output_file) + if first_table: + time_series_data.write(output_file, overwrite=True) + first_table = False + else: + fits_append_table(output_file, time_series_data) + if len(time_series_data) > 1: + return expo_data_list + return None + + def variable_lens_injection( lens_class, band, num_pix, transform_pix2angle, exposure_data ): @@ -772,7 +822,17 @@ def variable_lens_injection( in days for each single exposure images in time series images) :return: Astropy table of injected lenses and exposure information of dp0 data """ - + # the range of observation time of single exposure images might be outside of the + # lightcurve time. So, we use random observation time from the lens class lightcurve + # time to ensure simulation of reasonable images. + observation_time = np.random.uniform( + min(lens_class.source.lightcurve_time), + max(lens_class.source.lightcurve_time), + size=len(exposure_data["obs_time"]), + ) + observation_time.sort() + new_obs_time = Column(name="obs_time", data=observation_time) + exposure_data.replace_column("obs_time", new_obs_time) lens_images = lens_image_series( lens_class, band=band, @@ -789,7 +849,14 @@ def variable_lens_injection( final_image.append(exposure_data["time_series_images"][i] + lens_images[i]) lens_col = Column(name="lens", data=lens_images) final_image_col = Column(name="injected_lens", data=final_image) - exposure_data.add_columns([lens_col, final_image_col]) + if "lens" in exposure_data.colnames: + exposure_data.replace_column("lens", lens_col) + else: + exposure_data.add_column(lens_col) + if "injected_lens" in exposure_data.colnames: + exposure_data.replace_column("injected_lens", final_image_col) + else: + exposure_data.add_column(final_image_col) return exposure_data @@ -799,6 +866,7 @@ def multiple_variable_lens_injection( num_pix, transform_matrices_list, exposure_data_list, + output_file=None, ): """Injects multiple variable lenses to multiple dp0 time series data. @@ -818,23 +886,34 @@ def multiple_variable_lens_injection( "expo_time", these are exposure time for each single exposure images in time series images), observation time (column name should be "obs_time", these are observation time in days for each single exposure images in time series images) + :param output_file: path to the output FITS file where data will be saved :return: list of astropy table of injected lenses and exposure information of dp0 - data for each time series lenses. + data for each time series lenses. If output_file path is provided, it saves list + of these astropy table in fits file with the given name. """ final_images_catalog = [] for lens_class, transform_matrices, expo_data in zip( lens_class_list, transform_matrices_list, exposure_data_list ): - final_images_catalog.append( - variable_lens_injection( - lens_class, - band=band, - num_pix=num_pix, - transform_pix2angle=transform_matrices, - exposure_data=expo_data, - ) + variable_injected_image = variable_lens_injection( + lens_class, + band=band, + num_pix=num_pix, + transform_pix2angle=transform_matrices, + exposure_data=expo_data, ) - return final_images_catalog + if output_file is None: + final_images_catalog.append(variable_injected_image) + else: + first_table = not os.path.exists(output_file) + if first_table: + variable_injected_image.write(output_file, overwrite=True) + first_table = False + else: + fits_append_table(output_file, variable_injected_image) + if len(final_images_catalog) > 1: + return final_images_catalog + return None def measure_noise_level_in_RSP_coadd(RSP_coadd, N_pixels, plot=False): diff --git a/slsim/roman_image_simulation.py b/slsim/roman_image_simulation.py new file mode 100644 index 000000000..fb3783c1c --- /dev/null +++ b/slsim/roman_image_simulation.py @@ -0,0 +1,316 @@ +from astropy.coordinates import SkyCoord +import datetime +import numpy as np +from lenstronomy.SimulationAPI.sim_api import SimAPI +from slsim.Observations import image_quality_lenstronomy +import os.path +import pickle +from webbpsf.roman import WFI + +try: + import galsim + from galsim import Image, InterpolatedImage, roman +except ModuleNotFoundError: + raise ModuleNotFoundError( + "Please install the galsim module in order to use simulate_roman_image.\n" + "Note that this module is not supported on Windows" + ) + +# NOTE: Adding sky background requires webbpsf-data, which can be found at +# https://webbpsf.readthedocs.io/en/latest/installation.html. Then, the +# environment variable "WEBBPSF_PATH" must be set to this webbpsf-data directory. +# Additionally, the galsim module is required, which is not supported on Windows. + +# NOTE: PSF convolution is very slow since the psf is being generated by +# webbpsf. Alternatively, the user can download psfs from cached_webb_psf +# (https://github.com/LSST-strong-lensing/data_public/webbpsf), where the +# psfs have been generated ahead of time so that they can be loaded from +# a file. The directory containing these psfs should be passed into the +# "psf_directory" parameter below. + + +def simulate_roman_image( + lens_class, + band, + num_pix, + observatory="Roman", + oversample=3, + add_noise=True, + with_source=True, + with_deflector=True, + detector=1, + detector_pos=(2000, 2000), + seed=None, + ra=30, + dec=-30, + date=datetime.datetime(year=2027, month=7, day=7, hour=0, minute=0, second=0), + psf_directory=None, + **kwargs, +): + """Creates an image of a selected lens with noise. + + :param lens_class: class object containing all information of the lensing system + (e.g., Lens()) + :param band: imaging band + :type band: string + :param num_pix: number of pixels per axis + :type num_pix: integer + :param add_noise: determines whether sky background and detector effects are added or not + :type add_background: bool + :param with_source: determines whether source is included in image + :type with_source: bool + :param with_deflector: determines whether deflector is included in image + :type with_deflector: bool + :param detector: The specific Roman detector being used to generate the psf + :type detector: integer from 1 to 18 + :param detector_pos: The position of the detector being used to generate the psf + :type detector_pos: integer between 4 + num_pix * oversample and 4092 - num_pix * oversample + :param seed: An rng seed used for generating detector effects in galsim + :type seed: integer or None + :param ra: Coordinate in space used to generate sky background + :type ra: float between 15 and 45 + :param dec: Coordinate in space used to generate sky background + :type dec: float between -45 and -15 + :param date: Date used to generate sky background + :type date: datetime.datetime class + :param psf_directory: Path to directory containing psf file(s) where the psf can be loaded. + Otherwise, the psf will be generated by webbpsf which is very slow + :type psf_directory: string + :param kwargs: additional keyword arguments for the bands + :type kwargs: dict + :return: simulated image + :rtype: 2d numpy array + """ + + # Perform all operations with an additional 3 pixel buffer on each side + # to avoid edge effects, cropped out at the end + num_pix += 6 + + kwargs_model, kwargs_params = lens_class.lenstronomy_kwargs(band) + + kwargs_single_band = image_quality_lenstronomy.kwargs_single_band( + observatory=observatory, band=band, **kwargs + ) + + _exposure_time = kwargs_single_band["exposure_time"] + + # Unconvolved image will be drawn at oversampled pixel scale + kwargs_single_band["pixel_scale"] /= oversample + sim_api = SimAPI( + numpix=num_pix * oversample, + kwargs_single_band=kwargs_single_band, + kwargs_model=kwargs_model, + ) + kwargs_lens_light, kwargs_source, kwargs_ps = sim_api.magnitude2amplitude( + kwargs_lens_light_mag=kwargs_params.get("kwargs_lens_light", None), + kwargs_source_mag=kwargs_params.get("kwargs_source", None), + kwargs_ps_mag=kwargs_params.get("kwargs_ps", None), + ) + kwargs_numerics = { + "point_source_supersampling_factor": 1, + "supersampling_factor": 1, + } + image_model = sim_api.image_model_class(kwargs_numerics) + + kwargs_lens = kwargs_params.get("kwargs_lens", None) + # Draws the unconvolved image + array = _exposure_time * image_model.image( + kwargs_lens=kwargs_lens, + kwargs_source=kwargs_source, + kwargs_lens_light=kwargs_lens_light, + kwargs_ps=kwargs_ps, + unconvolved=True, + source_add=with_source, + lens_light_add=with_deflector, + point_source_add=True, + ) + + # Converts image to the galsim InterpolatedImage class + interp = InterpolatedImage( + Image(array, xmin=0, ymin=0), + scale=0.11 / oversample, + flux=np.sum(array), + ) + + # Gets psf and convolve + galsim_psf = get_psf(band, detector, detector_pos, oversample, psf_directory) + convolved = galsim.Convolve(interp, galsim_psf) + + # Draw interpolated image at the original (not oversampled) pixel scale + im = galsim.ImageF(num_pix, num_pix, scale=0.11) + im.setOrigin(0, 0) + image = convolved.drawImage(im) + + if add_noise: + # Obtain sky background corresponding to certain band and add it to the image + # Requires webbpsf data files to use + image = add_roman_background( + image, band, detector, num_pix, _exposure_time, ra, dec, date + ) + + # Add detector effects and get the resulting array + rng = galsim.UniformDeviate(seed) + roman.allDetectorEffects( + image, prev_exposures=(), rng=rng, exptime=_exposure_time + ) + + array = image.array + + final_array = array[3:-3, 3:-3] + final_array = final_array / _exposure_time + return final_array + + +# The following functions have been copy-pasted from the mejiro repo +# Credit to Bryce Wedig + + +def get_psf(band, detector, detector_pos, oversample, psf_directory): + """Obtain galsim psf corresponding to specific band, using webbpsf. + + :param band: The specific band corresponding to the psf + :type band: string + :param detector: The specific Roman detector being used to generate the psf + :type detector: integer from 1 to 18 + :param detector_pos: The position of the detector being used to generate the psf + :type detector_pos: integer between 4 + num_pix * oversample and 4092 - num_pix * oversample + :param oversample: Number of times that each pixel's side is subdivided for higher accuracy psf convolution + :type oversample: integer + :param psf_directory: Path to directory containing psf file(s) where the psf can be loaded. + Otherwise, the psf will be generated by webbpsf which is very slow + :type psf_directory: string + :return: An image of the psf generated by webbpsf + :rtype: galsim's InterpolatedImage class + """ + detector = f"SCA{str(detector).zfill(2)}" + # Since generating the webbpsf is very slow, it can alternatively be loaded from a pickle file + # where the psf has been generated ahead of time + psf_file_name = ( + f"{band}_{detector}_{detector_pos[0]}_{detector_pos[1]}_{oversample}.pkl" + ) + if psf_directory is not None: + psf_file_path = os.path.join(psf_directory, psf_file_name) + else: + psf_file_path = os.path.join( + os.path.dirname(__file__), "..", "data", "webbpsf", psf_file_name + ) + + if os.path.exists(psf_file_path): + with open(psf_file_path, "rb") as psf_file: + psf = pickle.load(psf_file) + else: + wfi = WFI() + wfi.filter = band.upper() + wfi.detector = detector + wfi.detector_position = detector_pos + psf = wfi.calc_psf(oversample=oversample) + + # import PSF to GalSim (and normalize the PSF so that sum.psf = 1) + oversampled_pixel_scale = 0.11 / oversample + psf_image = galsim.Image( + psf[0].data / np.sum(psf[0].data), scale=oversampled_pixel_scale + ) + + return galsim.InterpolatedImage(psf_image) + + +def add_roman_background(image, band, detector, num_pix, exposure_time, ra, dec, date): + """Adds a sky and thermal background to image, corresponding to a specific band, + detector, date, and coordinate in the sky. + + :param image: image to add the background to + :type image: galsim Image class + :param band: imaging band + :type band: string + :param detector: The specific Roman detector being used to generate the psf + :type detector: integer from 1 to 18 + :param num_pix: number of pixels per axis + :type num_pix: integer + :param ra: Coordinate in space used to generate sky background + :type ra: float between 15 and 45 + :param dec: Coordinate in space used to generate sky background + :type dec: float between -45 and -15 + :param date: Date used to generate sky background + :type date: datetime.datetime class + :return: image with added background + :rtype: galsim Image class + """ + # Get bandpass object + bandpass = get_bandpass(band) + # Get wcs + wcs_dict = _get_wcs_dict(ra, dec, date) + wcs = wcs_dict[detector] + + # Build image + sky_image = galsim.ImageF(num_pix, num_pix, wcs=wcs) + sca_cent_pos = wcs.toWorld(sky_image.true_center) + sky_level = roman.getSkyLevel( + bandpass, world_pos=sca_cent_pos, exptime=exposure_time + ) + sky_level *= 1.0 + roman.stray_light_fraction + wcs.makeSkyImage(sky_image, sky_level) + + # Add thermal background + thermal_bkg = roman.thermal_backgrounds[get_bandpass_key(band)] * exposure_time + + image = image + sky_image + thermal_bkg + image.quantize() + + return image + + +def get_bandpass(band): + """ + :param band: imaging band + :type band: string + :return: galsim bandpass object corresponding to specific band + :rtype: galsim Bandpass class + """ + bandpass_key = get_bandpass_key(band) + return roman.getBandpasses()[bandpass_key] + + +def get_bandpass_key(band): + """Translates the Roman bands to keys used in galsim. + + :param band: The Roman band to be translated + :type band: string + :return: Translated band + :rtype: string + """ + band = band.upper() + translate = { + "F062": "R062", + "F087": "Z087", + "F106": "Y106", + "F129": "J129", + "F158": "H158", + "F184": "F184", + "F146": "W149", + "F213": "K213", + } + return translate[band] + + +def _get_wcs_dict(ra, dec, date): + """ + :param ra: Coordinate in space used to generate sky background + :type ra: float between 15 and 45 + :param dec: Coordinate in space used to generate sky background + :type dec: float between -45 and -15 + :param date: Date used to generate sky background + :type date: datetime.datetime class + :return: WCS corresponding to date and coordinate in space + :rtype: dictionary, where the keys are the detectors and the + values are the WCS corresponding to each detector + """ + + skycoord = SkyCoord(ra, dec, frame="icrs", unit="deg") + ra_hms, dec_dms = skycoord.to_string("hmsdms").split(" ") + + ra_targ = galsim.Angle.from_hms(ra_hms) + dec_targ = galsim.Angle.from_dms(dec_dms) + targ_pos = galsim.CelestialCoord(ra=ra_targ, dec=dec_targ) + + # NB targ_pos indicates the position to observe at the center of the focal plane array + return roman.getWCS(world_pos=targ_pos, date=date) diff --git a/slsim/selection.py b/slsim/selection.py index d70986af4..ba1a4cfcd 100644 --- a/slsim/selection.py +++ b/slsim/selection.py @@ -1,5 +1,11 @@ -def deflector_cut( - galaxy_list, z_min=0, z_max=5, band=None, band_max=40, list_type="astropy_table" +def object_cut( + galaxy_list, + z_min=0, + z_max=5, + band=None, + band_max=40, + list_type="astropy_table", + object_type="extended", ): """Selects a subset of a given galaxy list satisfying given criteria. @@ -10,8 +16,17 @@ def deflector_cut( :param band_max: maximum magnitude of galaxies in band :param list_type: format of the source catalog file. Currently, it supports a single astropy table or a list of astropy tables. + :param object_type: string to specify whether catalog contains an extended object or + point object. This is necessary because point and extended object have different + name for the magnitude. :return: subset of galaxies matching the selection criteria """ + if object_type == "extended": + mag_string = "mag_" + elif object_type == "point": + mag_string = "ps_mag_" + else: + raise ValueError("given object type %s is not supported." % object_type) if list_type == "astropy_table": if band is None: bool_cut = (galaxy_list["z"] > z_min) & (galaxy_list["z"] < z_max) @@ -19,7 +34,7 @@ def deflector_cut( bool_cut = ( (galaxy_list["z"] > z_min) & (galaxy_list["z"] < z_max) - & (galaxy_list["mag_" + band] < band_max) + & (galaxy_list[mag_string + band] < band_max) ) galaxy_list_cut = galaxy_list[bool_cut] else: @@ -32,7 +47,7 @@ def deflector_cut( bool_cut = ( (table["z"] > z_min) & (table["z"] < z_max) - & (table["mag_" + band] < band_max) + & (table[mag_string + band] < band_max) ) # Check if any rows satisfy the cut diff --git a/test_requirements.txt b/test_requirements.txt index 8f9ef3043..94f1423b6 100644 --- a/test_requirements.txt +++ b/test_requirements.txt @@ -1,2 +1,3 @@ # git+https://github.com/aymgal/coolest@main#egg=coolest -coolest==0.1.8 \ No newline at end of file +coolest==0.1.8 +galsim \ No newline at end of file diff --git a/tests/TestData/lsst_like_test_1.yml b/tests/TestData/lsst_like_test_1.yml new file mode 100644 index 000000000..d595d593c --- /dev/null +++ b/tests/TestData/lsst_like_test_1.yml @@ -0,0 +1,93 @@ +# These are the luminosity function parameters according to M = a_m * z + b_m +# and Phi = b_phi * exp(a_phi * z). As in Lopez-Sanjuan the model is given as +# M = M0 + Q * (z - 0.5) and log10(Phi) = Phi0 + P * (z - 0.5) we have to convert +# the given parameters as a_m = Q, b_m = M0 - 0.5*Q, a_phi = ln(10) * P and +# b_phi = 10**(Phi0 - 0.5*P) +cosmology: !astropy.cosmology.default_cosmology.get [] +z_range: !numpy.arange [0.0, 3.01, 0.01] +M_star_blue: !astropy.modeling.models.Linear1D [-1.03, -20.485] +phi_star_blue: !astropy.modeling.models.Exponential1D [0.00312608, -43.42936] +M_star_red: !astropy.modeling.models.Linear1D [-0.80, -20.46] +phi_star_red: !astropy.modeling.models.Exponential1D [0.00278612, -1.05925] +magnitude_limit: 30 +fsky: 0.1 deg2 +filters: ['lsst2016-g', 'lsst2016-r', 'lsst2016-i', 'lsst2016-z', 'lsst2016-y'] +tables: + blue: + z, M: !skypy.galaxies.schechter_lf + redshift: $z_range + M_star: $M_star_blue + phi_star: $phi_star_blue + alpha: -1.29 + m_lim: $magnitude_limit + sky_area: $fsky + coeff: !skypy.galaxies.spectrum.dirichlet_coefficients + alpha0: [2.079, 3.524, 1.917, 1.992, 2.536] + alpha1: [2.265, 3.862, 1.921, 1.685, 2.480] + weight: [3.47e+09, 3.31e+06, 2.13e+09, 1.64e+10, 1.01e+09] + redshift: $blue.z + stellar_mass: !skypy.galaxies.spectrum.kcorrect.stellar_mass + coefficients: $blue.coeff + magnitudes: $blue.M + filter: bessell-B + mag_g, mag_r, mag_i, mag_z, mag_Y: !skypy.galaxies.spectrum.kcorrect.apparent_magnitudes + coefficients: $blue.coeff + redshift: $blue.z + filters: $filters + stellar_mass: $blue.stellar_mass + cosmology: $cosmology + physical_size: !skypy.galaxies.morphology.late_type_lognormal_size + magnitude: $blue.M + alpha: 0.21 + beta: 0.53 + gamma: -1.31 + M0: -20.52 + sigma1: 0.48 + sigma2: 0.25 + angular_size: !skypy.galaxies.morphology.angular_size + physical_size: $blue.physical_size + redshift: $blue.z + cosmology: $cosmology + ellipticity: !skypy.galaxies.morphology.beta_ellipticity + e_ratio: 0.45 + e_sum: 3.5 + size: !len [$blue.z] + red: + z, M: !skypy.galaxies.schechter_lf + redshift: $z_range + M_star: $M_star_red + phi_star: $phi_star_red + alpha: -0.53 + m_lim: $magnitude_limit + sky_area: $fsky + cosmology: $cosmology + coeff: !skypy.galaxies.spectrum.dirichlet_coefficients + alpha0: [2.461, 2.358, 2.568, 2.268, 2.402] + alpha1: [2.410, 2.340, 2.200, 2.540, 2.464] + weight: [3.84e+09, 1.57e+06, 3.91e+08, 4.66e+10, 3.03e+07] + redshift: $red.z + stellar_mass: !skypy.galaxies.spectrum.kcorrect.stellar_mass + coefficients: $red.coeff + magnitudes: $red.M + filter: bessell-B + mag_g, mag_r, mag_i, mag_z, mag_Y: !skypy.galaxies.spectrum.kcorrect.apparent_magnitudes + coefficients: $red.coeff + redshift: $red.z + filters: $filters + stellar_mass: $red.stellar_mass + cosmology: $cosmology + physical_size: !skypy.galaxies.morphology.early_type_lognormal_size + magnitude: $red.M + a: 0.60 + b: -4.63 + M0: -20.52 + sigma1: 0.48 + sigma2: 0.25 + angular_size: !skypy.galaxies.morphology.angular_size + physical_size: $red.physical_size + redshift: $red.z + cosmology: $cosmology + ellipticity: !skypy.galaxies.morphology.beta_ellipticity + e_ratio: 0.2 + e_sum: 7 + size: !len [$red.z] \ No newline at end of file diff --git a/tests/TestData/lsst_like_test_2.yml b/tests/TestData/lsst_like_test_2.yml new file mode 100644 index 000000000..109b77166 --- /dev/null +++ b/tests/TestData/lsst_like_test_2.yml @@ -0,0 +1,93 @@ +# These are the luminosity function parameters according to M = a_m * z + b_m +# and Phi = b_phi * exp(a_phi * z). As in Lopez-Sanjuan the model is given as +# M = M0 + Q * (z - 0.5) and log10(Phi) = Phi0 + P * (z - 0.5) we have to convert +# the given parameters as a_m = Q, b_m = M0 - 0.5*Q, a_phi = ln(10) * P and +# b_phi = 10**(Phi0 - 0.5*P) +cosmology: !astropy.cosmology.default_cosmology.get [] +z_range: !numpy.arange [0.0, 3.01, 0.01] +M_star_blue: !astropy.modeling.models.Linear1D [-1.03, -20.485] +phi_star_blue: !astropy.modeling.models.Exponential1D [0.00312608, -43.42936] +M_star_red: !astropy.modeling.models.Linear1D [-0.80, -20.46] +phi_star_red: !astropy.modeling.models.Exponential1D [0.00278612, -1.05925] +magnitude_limit: 30 +fsky: 0.1 deg2 +filters: ['lsst2016-g', 'lsst2016-r', 'lsst2016-i', 'lsst2016-z', 'lsst2016-y'] +tables: + blue: + z, M: !skypy.galaxies.schechter_lf + redshift: $z_range + M_star: $M_star_blue + phi_star: $phi_star_blue + alpha: -1.29 + m_lim: $magnitude_limit + sky_area: $fsky + coeff: !skypy.galaxies.spectrum.dirichlet_coefficients + alpha0: [2.079, 3.524, 1.917, 1.992, 2.536] + alpha1: [2.265, 3.862, 1.921, 1.685, 2.480] + weight: [3.47e+09, 3.31e+06, 2.13e+09, 1.64e+10, 1.01e+09] + redshift: $blue.z + stellar_mass: !skypy.galaxies.spectrum.kcorrect.stellar_mass + coefficients: $blue.coeff + magnitudes: $blue.M + filter: bessell-B + mag_g, mag_r, mag_i, mag_z, mag_Y: !skypy.galaxies.spectrum.kcorrect.apparent_magnitudes + coefficients: $blue.coeff + redshift: $blue.z + filters: $filters + stellar_mass: $blue.stellar_mass + cosmology: $cosmology + physical_size: !skypy.galaxies.morphology.late_type_lognormal_size + magnitude: $blue.M + alpha: 0.21 + beta: 0.53 + gamma: -1.31 + M0: -20.52 + sigma1: 0.48 + sigma2: 0.25 + angular_size: !skypy.galaxies.morphology.angular_size + physical_size: $blue.physical_size + redshift: $blue.z + cosmology: $cosmology + ellipticity: !skypy.galaxies.morphology.beta_ellipticity + e_ratio: 0.45 + e_sum: 3.5 + size: !len [$blue.z] + red: + z, M: !skypy.galaxies.schechter_lf + redshift: $z_range + M_star: -17.00 + phi_star: $phi_star_red + alpha: -1.31 + m_lim: $magnitude_limit + sky_area: $fsky + cosmology: $cosmology + coeff: !skypy.galaxies.spectrum.dirichlet_coefficients + alpha0: [2.461, 2.358, 2.568, 2.268, 2.402] + alpha1: [2.410, 2.340, 2.200, 2.540, 2.464] + weight: [3.84e+09, 1.57e+06, 3.91e+08, 4.66e+10, 3.03e+07] + redshift: $red.z + stellar_mass: !skypy.galaxies.spectrum.kcorrect.stellar_mass + coefficients: $red.coeff + magnitudes: $red.M + filter: bessell-B + mag_g, mag_r, mag_i, mag_z, mag_Y: !skypy.galaxies.spectrum.kcorrect.apparent_magnitudes + coefficients: $red.coeff + redshift: $red.z + filters: $filters + stellar_mass: $red.stellar_mass + cosmology: $cosmology + physical_size: !skypy.galaxies.morphology.early_type_lognormal_size + magnitude: $red.M + a: 0.60 + b: -4.63 + M0: -20.52 + sigma1: 0.48 + sigma2: 0.25 + angular_size: !skypy.galaxies.morphology.angular_size + physical_size: $red.physical_size + redshift: $red.z + cosmology: $cosmology + ellipticity: !skypy.galaxies.morphology.beta_ellipticity + e_ratio: 0.2 + e_sum: 7 + size: !len [$red.z] \ No newline at end of file diff --git a/tests/test_Deflectors/test_DeflectorTypes/test_nfw_cluster.py b/tests/test_Deflectors/test_DeflectorTypes/test_nfw_cluster.py index 1da9d4e1b..926cfffa0 100644 --- a/tests/test_Deflectors/test_DeflectorTypes/test_nfw_cluster.py +++ b/tests/test_Deflectors/test_DeflectorTypes/test_nfw_cluster.py @@ -1,5 +1,4 @@ from slsim.Deflectors.DeflectorTypes.nfw_cluster import NFWCluster -from slsim.Deflectors.deflector import Deflector from astropy.cosmology import FlatLambdaCDM from astropy.table import Table import os @@ -22,20 +21,17 @@ def setup_method(self): path = os.path.dirname(__file__) module_path = os.path.dirname(os.path.dirname(path)) # a table with the dictionary for a single dark matter halo - self.halo_dict = Table.read( - os.path.join(module_path, "TestData/halo_NFW.fits"), format="fits" + self.halo_dict = dict( + Table.read( + os.path.join(module_path, "TestData/halo_NFW.fits"), format="fits" + ) ) # a table with the dictionary for 10 EPL+Sersic subhalos subhalos_table = Table.read( os.path.join(module_path, "TestData/subhalos_table.fits"), format="fits" ) - subhalos_list = [ - Deflector(deflector_type="EPL", deflector_dict=subhalo) - for subhalo in subhalos_table - ] - self.nfw_cluster = NFWCluster( - deflector_dict=self.halo_dict, subhalos_list=subhalos_list - ) + self.halo_dict["subhalos"] = subhalos_table + self.nfw_cluster = NFWCluster(deflector_dict=self.halo_dict) def test_redshift(self): z = self.nfw_cluster.redshift @@ -66,3 +62,11 @@ def test_mass_model_lenstronomy(self): self.nfw_cluster.mass_model_lenstronomy(lens_cosmo=lens_cosmo) ) assert len(lens_mass_model_list) == 11 + + def test_stellar_mass(self): + stellar_mass = self.nfw_cluster.stellar_mass + npt.assert_almost_equal(stellar_mass / 1e11, 8.876, decimal=3) + + def test_magnitude(self): + magnitude = self.nfw_cluster.magnitude(band="r") + npt.assert_almost_equal(magnitude, 18.632, decimal=3) diff --git a/tests/test_Deflectors/test_DeflectorTypes/test_nfw_hernquist.py b/tests/test_Deflectors/test_DeflectorTypes/test_nfw_hernquist.py index 112d3565b..a520236bb 100644 --- a/tests/test_Deflectors/test_DeflectorTypes/test_nfw_hernquist.py +++ b/tests/test_Deflectors/test_DeflectorTypes/test_nfw_hernquist.py @@ -26,7 +26,7 @@ def setup_method(self): "e1_mass": 0.1, "e2_mass": -0.1, "stellar_mass": 10e11, - "angular_size": 0.001, + "angular_size": 0.001 / 4.84813681109536e-06, "e1_light": -0.1, "e2_light": 0.1, "z": 0.5, diff --git a/tests/test_Deflectors/test_all_lens_galaxies.py b/tests/test_Deflectors/test_all_lens_galaxies.py index 68ae14445..2aefe727d 100644 --- a/tests/test_Deflectors/test_all_lens_galaxies.py +++ b/tests/test_Deflectors/test_all_lens_galaxies.py @@ -2,8 +2,8 @@ from slsim.Deflectors.all_lens_galaxies import ( AllLensGalaxies, fill_table, - vel_disp_abundance_matching, ) +from slsim.Deflectors.velocity_dispersion import vel_disp_abundance_matching from slsim.Pipelines.skypy_pipeline import SkyPyPipeline from astropy.units import Quantity from astropy.table import Table @@ -12,7 +12,7 @@ def galaxy_list(): - sky_area = Quantity(value=0.05, unit="deg2") + sky_area = Quantity(value=0.001, unit="deg2") pipeline = SkyPyPipeline(skypy_config=None, sky_area=sky_area, filters=None) return pipeline.red_galaxies, pipeline.blue_galaxies diff --git a/tests/test_Deflectors/test_cluster_deflectors.py b/tests/test_Deflectors/test_cluster_deflectors.py new file mode 100644 index 000000000..f3cdc2cbb --- /dev/null +++ b/tests/test_Deflectors/test_cluster_deflectors.py @@ -0,0 +1,211 @@ +from astropy.cosmology import FlatLambdaCDM +from slsim.Deflectors.cluster_deflectors import ClusterDeflectors +from slsim.Pipelines.skypy_pipeline import SkyPyPipeline +from astropy.units import Quantity +from astropy.table import Table, vstack +import pytest +import os + + +def galaxy_list(): + sky_area = Quantity(value=0.005, unit="deg2") + pipeline = SkyPyPipeline(skypy_config=None, sky_area=sky_area, filters=None) + red_gal = pipeline.red_galaxies + return red_gal + + +@pytest.fixture +def cluster_deflectors_input(): + red_galaxies = galaxy_list() + + path = os.path.dirname(__file__) + module_path = os.path.dirname(os.path.dirname(path)) + cluster_catalog = Table.read( + os.path.join(module_path, "data/redMaPPer/clusters_example.fits") + ) + members_catalog = Table.read( + os.path.join(module_path, "data/redMaPPer/members_example.fits") + ) + + return cluster_catalog, members_catalog, red_galaxies + + +@pytest.fixture +def cluster_deflectors_instance(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + return ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + + +def test_deflector_number(cluster_deflectors_instance): + cluster_pop = cluster_deflectors_instance + num_deflectors = cluster_pop.deflector_number() + assert num_deflectors >= 0 + + +def test_draw_deflector(cluster_deflectors_instance): + cluster_pop = cluster_deflectors_instance + deflector = cluster_pop.draw_deflector() + # test if the properties of the deflector are + # as expected from the input catalog + assert (deflector["z"] > 0.2) and (deflector["z"] < 1.0) + assert (deflector["halo_mass"] > 1e12) and (deflector["halo_mass"] < 3e15) + assert (deflector["concentration"] > 1) and (deflector["concentration"] < 15) + assert (len(deflector["subhalos"]) >= 1) and (len(deflector["subhalos"]) < 100) + + +def test_missing_id(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + cluster_catalog.remove_column("cluster_id") + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + with pytest.raises(ValueError): + ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + + +def test_missing_richness(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + cluster_catalog.remove_column("richness") + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + with pytest.raises(ValueError): + ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + + +def test_missing_redshift(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + cluster_catalog.remove_column("z") + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + with pytest.raises(ValueError): + ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + + +def test_missing_ra_dec(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + members_catalog.remove_column("ra") + members_catalog.remove_column("dec") + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + with pytest.raises(ValueError): + ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + + +def test_with_centers(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + members_catalog["center_x"] = 0.0 + members_catalog["center_y"] = 0.0 + members_catalog.remove_column("ra") + members_catalog.remove_column("dec") + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + cluster_pop = ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + deflector = cluster_pop.draw_deflector() + assert deflector["subhalos"]["center_x"][0] == 0.0 + + +def test_missing_magnitudes(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + for col in members_catalog.colnames: + if "mag" in col: + members_catalog.remove_column(col) + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + with pytest.raises(ValueError): + ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + + +def test_long_galaxy_list(cluster_deflectors_input): + cluster_catalog, members_catalog, red_galaxies = cluster_deflectors_input + red_galaxies = vstack([red_galaxies for _ in range(30)]) + assert len(red_galaxies) > 10000 + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.005, unit="deg2") + cluster_pop = ClusterDeflectors( + cluster_catalog, + members_catalog, + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + num_deflectors = cluster_pop.deflector_number() + assert num_deflectors >= 0 + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Deflectors/test_elliptical_lens_galaxies.py b/tests/test_Deflectors/test_elliptical_lens_galaxies.py new file mode 100644 index 000000000..57757ba10 --- /dev/null +++ b/tests/test_Deflectors/test_elliptical_lens_galaxies.py @@ -0,0 +1,47 @@ +from astropy.cosmology import FlatLambdaCDM +from slsim.Deflectors.elliptical_lens_galaxies import ( + EllipticalLensGalaxies, + vel_disp_from_m_star, +) +from slsim.Pipelines.skypy_pipeline import SkyPyPipeline +from astropy.units import Quantity +import pytest + + +def galaxy_list(): + sky_area = Quantity(value=0.001, unit="deg2") + pipeline = SkyPyPipeline(skypy_config=None, sky_area=sky_area, filters=None) + red_gal = pipeline.red_galaxies + return red_gal + + +@pytest.fixture +def elliptical_lens_galaxies(): + red_galaxies = galaxy_list() + kwargs_deflector_cut = {} + kwargs_mass2light = {} + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.001, unit="deg2") + return EllipticalLensGalaxies( + red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light=kwargs_mass2light, + cosmo=cosmo, + sky_area=sky_area, + ) + + +def test_deflector_number_draw_deflector(elliptical_lens_galaxies): + galaxy_pop = elliptical_lens_galaxies + num_deflectors = galaxy_pop.deflector_number() + deflector = galaxy_pop.draw_deflector() + assert deflector["z"] != 0 + assert num_deflectors >= 0 + + +def test_vel_disp_from_m_star(): + assert vel_disp_from_m_star(0) == 0 + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Deflectors/test_light2mass.py b/tests/test_Deflectors/test_light2mass.py new file mode 100644 index 000000000..b1a83cf46 --- /dev/null +++ b/tests/test_Deflectors/test_light2mass.py @@ -0,0 +1,133 @@ +#!/usr/bin/env python +import numpy as np +from slsim.Deflectors.light2mass import get_velocity_dispersion +from astropy.cosmology import FlatLambdaCDM +from slsim.Util.mag2errors import get_errors_Poisson +import pytest + + +def test_get_velocity_dispersion(): + + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + deflector_type = "elliptical" + lsst_mags = np.array([17.636, 16.674, 16.204]).reshape(1, 3) # g,,r,i mags + # lsst_errs = np.array([0.007, 0.005, 0.005]).reshape(1, 3) # g,r,i errors, if known + + # extract errors (due to Poisson noise only) if the errors are not known + zeropoint_g, exptime_g = 28.51, 15 + zeropoint_r, exptime_r = 28.36, 15 + zeropoint_i, exptime_i = 28.17, 15 + lsst_errs = lsst_errs = np.array( + [ + get_errors_Poisson(lsst_mags[:, 0], zeropoint_g, exptime_g), + get_errors_Poisson(lsst_mags[:, 1], zeropoint_r, exptime_r), + get_errors_Poisson(lsst_mags[:, 2], zeropoint_i, exptime_i), + ] + ).T + redshifts = np.array([0.08496]) # redshift + + coefficients = [ + 0.01011, + 0.01920, + 0.05162, + -0.00032, + 0.06555, + -0.02949, + 0.00003, + 0.04040, + -0.00892, + -0.03068, + -0.21527, + 0.09394, + ] # [c1,c2,c3,c4,c5,c6,c7,c8,c9,c10,c11,c12] + # coefficients = [0,0,0,0,0,0,0,0,0,0,0,0] #in case input mags are in SDSS bands + + # Get velocity dispersion using spectroscopy based relations + vel_disp_spec = get_velocity_dispersion( + deflector_type, + lsst_mags, + lsst_errs, + redshift=redshifts, + cosmo=cosmo, + bands=["g", "r", "i"], + c1=coefficients[0], + c2=coefficients[1], + c3=coefficients[2], + c4=coefficients[3], + c5=coefficients[4], + c6=coefficients[5], + c7=coefficients[6], + c8=coefficients[7], + c9=coefficients[8], + c10=coefficients[9], + c11=coefficients[10], + c12=coefficients[11], + scaling_relation="spectroscopic", + ) + print(vel_disp_spec) + + np.testing.assert_equal(len(vel_disp_spec), len(redshifts)) + np.testing.assert_almost_equal(vel_disp_spec[0].nominal_value, 149, decimal=-1) + # the returned value should be precise within +-10 km/s + + # Get velocity dispersion using weak-lensing based relations + vel_disp_wl = get_velocity_dispersion( + deflector_type, + lsst_mags, + lsst_errs, + redshift=redshifts, + cosmo=cosmo, + bands=["g", "r", "i"], + c1=coefficients[0], + c2=coefficients[1], + c3=coefficients[2], + c4=coefficients[3], + c5=coefficients[4], + c6=coefficients[5], + c7=coefficients[6], + c8=coefficients[7], + c9=coefficients[8], + c10=coefficients[9], + c11=coefficients[10], + c12=coefficients[11], + scaling_relation="weak-lensing", + ) + print(vel_disp_wl) + + np.testing.assert_equal(len(vel_disp_wl), len(redshifts)) + np.testing.assert_almost_equal(vel_disp_wl[0].nominal_value, 143, decimal=-1) + + +def test_invalid_deflector_type(): + + with pytest.raises( + KeyError, match="The module currently supports only elliptical galaxies." + ): + get_velocity_dispersion( + deflector_type="spiral", + lsst_mags=np.array([17.636, 16.674, 16.204]).reshape(1, 3), + lsst_errs=np.array([0.007, 0.005, 0.005]).reshape(1, 3), + redshift=np.array([0.08496]), + cosmo=FlatLambdaCDM(H0=70, Om0=0.3), + scaling_relation="spectroscopic", + ) + + +def test_invalid_scaling_relations(): + + with pytest.raises(KeyError, match="Invalid input for scaling relations."): + + get_velocity_dispersion( + deflector_type="elliptical", + lsst_mags=np.array([17.636, 16.674, 16.204]).reshape(1, 3), + lsst_errs=np.array([0.007, 0.005, 0.005]).reshape(1, 3), + redshift=np.array([0.08496]), + cosmo=FlatLambdaCDM(H0=70, Om0=0.3), + scaling_relation="something else", + ) + + +if __name__ == "__main__": + test_get_velocity_dispersion() + test_invalid_deflector_type() + test_invalid_scaling_relations() diff --git a/tests/test_Deflectors/test_richness2mass.py b/tests/test_Deflectors/test_richness2mass.py new file mode 100644 index 000000000..a8acbb136 --- /dev/null +++ b/tests/test_Deflectors/test_richness2mass.py @@ -0,0 +1,21 @@ +from slsim.Deflectors.richness2mass import mass_richness_relation +import pytest + + +def test_mass_richness_relation(): + for _ in range(100000): + # random mass around richness 40 + mass = mass_richness_relation(40, relation="simet2017") + assert (mass >= 1e12) and (mass < 1e15) + + mass = mass_richness_relation(40, relation="Abdullah2022") + assert (mass >= 1e12) and (mass < 1e15) + + +def test_unknown_mass_richness_relation(): + with pytest.raises(ValueError): + mass_richness_relation(40, relation="unknown") + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Deflectors/test_velocity_dispersion.py b/tests/test_Deflectors/test_velocity_dispersion.py index 021619784..c6a5cf638 100644 --- a/tests/test_Deflectors/test_velocity_dispersion.py +++ b/tests/test_Deflectors/test_velocity_dispersion.py @@ -3,10 +3,13 @@ schechter_velocity_dispersion_function, vel_disp_composite_model, vel_disp_nfw_aperture, + redshifts_from_comoving_density, ) import numpy as np import numpy.testing as npt from astropy.cosmology import FlatLambdaCDM +from astropy.units import Quantity +import pytest def test_vel_disp_composite_model(): @@ -50,8 +53,25 @@ def test_schechter_vdf(): alpha = 2.32 beta = 2.67 - vel_disp_list = schechter_velocity_dispersion_function( - alpha, beta, vd_star, vd_min=50, vd_max=500, size=10000, resolution=100 + vel_disp_list1 = schechter_velocity_dispersion_function( + alpha, + beta, + phi_star, + vd_star, + vd_min=50, + vd_max=500, + size=10000, + resolution=100, + ) + vel_disp_list2 = schechter_velocity_dispersion_function( + alpha, + beta, + phi_star, + vd_star, + vd_min=50, + vd_max=450, + size=None, + resolution=100, ) # plt.hist(np.log10(vel_disp_list)) @@ -80,6 +100,41 @@ def test_schechter_vdf(): noise=True, ) assert len(z_list) == 117 + assert len(vel_disp_list1) == 10000 + assert len(np.array([vel_disp_list2])) == 1 - # plt.hist(np.log10(vel_disp_list)) - # plt.show() + +def test_redshifts_from_comoving_density(): + # Define input parameters + redshift = np.linspace(0.1, 2.0, 50) + density = np.ones_like(redshift) * 1e-3 # constant density + sky_area = Quantity(value=1, unit="deg2") + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + + # Test with noise = True + redshifts = redshifts_from_comoving_density( + redshift, density, sky_area, cosmo, noise=True + ) + + # Check the output is an array and is not empty + assert isinstance(redshifts, np.ndarray) + assert len(redshifts) > 0 + + # Test with noise = False + redshifts_no_noise = redshifts_from_comoving_density( + redshift, density, sky_area, cosmo, noise=False + ) + + # Check the output is an array and is not empty + assert isinstance(redshifts_no_noise, np.ndarray) + assert len(redshifts_no_noise) > 0 + + # Check that the number of galaxies is approximately equal to the expected number + dN_dz = (cosmo.differential_comoving_volume(redshift) * sky_area).to_value("Mpc3") + dN_dz *= density + N = np.trapz(dN_dz, redshift) + assert np.isclose(len(redshifts_no_noise), int(N), rtol=0.1) + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Pipelines/test_skypy_pipeline.py b/tests/test_Pipelines/test_skypy_pipeline.py index 07c890aa1..7e849c16f 100644 --- a/tests/test_Pipelines/test_skypy_pipeline.py +++ b/tests/test_Pipelines/test_skypy_pipeline.py @@ -1,22 +1,32 @@ from slsim.Pipelines.skypy_pipeline import SkyPyPipeline from astropy.cosmology import LambdaCDM, FlatwCDM, w0waCDM, default_cosmology +import os class TestSkyPyPipeline(object): def setup_method(self): from astropy.units import Quantity - sky_area = Quantity(value=0.05, unit="deg2") - self.pipeline = SkyPyPipeline(skypy_config=None, sky_area=sky_area) + self.sky_area = Quantity(value=0.001, unit="deg2") + self.pipeline = SkyPyPipeline(skypy_config=None, sky_area=self.sky_area) + self.pipeline2 = SkyPyPipeline( + skypy_config="lsst_like_old", sky_area=self.sky_area + ) + + path = os.path.dirname(__file__) + new_path = path.replace("test_Pipelines", "TestData/") + self.pipeline3 = SkyPyPipeline( + skypy_config=new_path + "lsst_like_test_1.yml", sky_area=self.sky_area + ) def test_default_pipeline(self): - pipeline_default = SkyPyPipeline() + pipeline_default = SkyPyPipeline(sky_area=self.sky_area) blue_galaxies = pipeline_default.blue_galaxies assert blue_galaxies[0]["z"] > 0 def test_cosmology_initialization(self): galaxy_cosmo0 = LambdaCDM(H0=70, Om0=0.01, Ode0=0.99) - pipeline0 = SkyPyPipeline(cosmo=galaxy_cosmo0) + pipeline0 = SkyPyPipeline(cosmo=galaxy_cosmo0, sky_area=self.sky_area) blue_galaxies = pipeline0.blue_galaxies red_galaxies = pipeline0.red_galaxies cosmo0_blue_number = len(blue_galaxies) @@ -24,7 +34,7 @@ def test_cosmology_initialization(self): # LambdaCDM model cosmo1 = LambdaCDM(H0=70, Om0=0.3, Ode0=0.7) - pipeline1 = SkyPyPipeline(cosmo=cosmo1) + pipeline1 = SkyPyPipeline(cosmo=cosmo1, sky_area=self.sky_area) blue_galaxies = pipeline1.blue_galaxies red_galaxies = pipeline1.red_galaxies # we expect the pipeline works: @@ -38,18 +48,18 @@ def test_cosmology_initialization(self): # check FlatwCDM model cosmo3 = FlatwCDM(H0=70, Om0=0.3, w0=-1.0) - pipeline3 = SkyPyPipeline(cosmo=cosmo3) + pipeline3 = SkyPyPipeline(cosmo=cosmo3, sky_area=self.sky_area) red_galaxies = pipeline3.red_galaxies assert red_galaxies[0]["z"] > 0 # check w0waCDM model cosmo4 = w0waCDM(H0=70, Om0=0.3, Ode0=0.7, w0=-1.0, wa=0.0) - pipeline4 = SkyPyPipeline(cosmo=cosmo4) + pipeline4 = SkyPyPipeline(cosmo=cosmo4, sky_area=self.sky_area) blue_galaxies = pipeline4.blue_galaxies assert blue_galaxies[0]["z"] > 0 galaxy_cosmo5 = default_cosmology.get() - pipeline5 = SkyPyPipeline(cosmo=galaxy_cosmo5) + pipeline5 = SkyPyPipeline(cosmo=galaxy_cosmo5, sky_area=self.sky_area) blue_galaxies5 = pipeline5.blue_galaxies assert blue_galaxies5[0]["z"] > 0 @@ -60,3 +70,5 @@ def test_blue_galaxies(self): def test_red_galaxies(self): red_galaxies = self.pipeline.red_galaxies assert red_galaxies[0]["z"] > 0 + assert len(self.pipeline2.red_galaxies["z"]) > 0 + assert len(self.pipeline3.red_galaxies["z"]) > 0 diff --git a/tests/test_Plots/test_lens_plots.py b/tests/test_Plots/test_lens_plots.py index 7ee320452..87ca96f1b 100644 --- a/tests/test_Plots/test_lens_plots.py +++ b/tests/test_Plots/test_lens_plots.py @@ -1,30 +1,122 @@ import pytest -from slsim.lens_pop import LensPop +import os + import numpy as np +import matplotlib.pyplot as plt +import slsim +import slsim.Sources as sources +import slsim.Pipelines as pipelines +import slsim.Deflectors as deflectors + from astropy.cosmology import FlatLambdaCDM from astropy.units import Quantity +from slsim.lens_pop import LensPop from slsim.Plots.lens_plots import LensingPlots -import matplotlib.pyplot as plt +from slsim.Observations.roman_speclite import configure_roman_filters +from slsim.Observations.roman_speclite import filter_names +import speclite +@pytest.fixture def gg_lens_pop_instance(): cosmo = FlatLambdaCDM(H0=70, Om0=0.3) - sky_area = Quantity(value=0.1, unit="deg2") - return LensPop(sky_area=sky_area, cosmo=cosmo) + sky_area = Quantity(value=0.001, unit="deg2") + galaxy_simulation_pipeline = pipelines.SkyPyPipeline( + skypy_config=None, + sky_area=sky_area, + filters=None, + ) + lens_galaxies = deflectors.EllipticalLensGalaxies( + galaxy_list=galaxy_simulation_pipeline.red_galaxies, + kwargs_cut={}, + kwargs_mass2light={}, + cosmo=cosmo, + sky_area=sky_area, + ) -@pytest.fixture -def lensing_plots(): - lens_pop = gg_lens_pop_instance() - return LensingPlots(lens_pop, num_pix=64, coadd_years=10) + source_galaxies = sources.Galaxies( + galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut={}, + cosmo=cosmo, + sky_area=sky_area, + catalog_type="skypy", + ) + lenspop = LensPop( + deflector_population=lens_galaxies, + source_population=source_galaxies, + cosmo=cosmo, + sky_area=sky_area, + ) + + return lenspop + + +def gg_roman_lens_pop_instance(): + + # generate Roman filters + configure_roman_filters() + + # import filter bands and make them recogniable in speclite + roman_filters = filter_names() + # filters are ['Roman-F062', 'Roman-F087', 'Roman-F106', 'Roman-F129', 'Roman-F158', 'Roman-F184', 'Roman-F146', 'Roman-F213'] + + speclite.filters.load_filters( + roman_filters[0], + roman_filters[1], + roman_filters[2], + roman_filters[3], + roman_filters[4], + roman_filters[5], + roman_filters[6], + roman_filters[7], + ) + + path = os.path.dirname(slsim.__file__) + module_path, _ = os.path.split(path) + skypy_config = os.path.join(module_path, "data/SkyPy/roman-like.yml") + + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.001, unit="deg2") -def test_rgb_image(lensing_plots): - lens_pop = gg_lens_pop_instance() + galaxy_simulation_pipeline = pipelines.SkyPyPipeline( + skypy_config=skypy_config, + sky_area=sky_area, + filters=None, + ) + lens_galaxies = deflectors.EllipticalLensGalaxies( + galaxy_list=galaxy_simulation_pipeline.red_galaxies, + kwargs_cut={}, + kwargs_mass2light={}, + cosmo=cosmo, + sky_area=sky_area, + ) + + source_galaxies = sources.Galaxies( + galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut={}, + cosmo=cosmo, + sky_area=sky_area, + catalog_type="skypy", + ) + + lenspop = LensPop( + deflector_population=lens_galaxies, + source_population=source_galaxies, + cosmo=cosmo, + sky_area=sky_area, + ) + + return lenspop + + +def test_rgb_image(gg_lens_pop_instance): kwargs_lens_cut = {} - lens_class = lens_pop.select_lens_at_random(**kwargs_lens_cut) + lens_class = gg_lens_pop_instance.select_lens_at_random(**kwargs_lens_cut) rgb_band_list = ["r", "g", "i"] add_noise = True + lensing_plots = LensingPlots(gg_lens_pop_instance, num_pix=64, coadd_years=5) image_rgb = lensing_plots.rgb_image(lens_class, rgb_band_list, add_noise=add_noise) assert isinstance(image_rgb, np.ndarray) @@ -35,12 +127,31 @@ def test_rgb_image(lensing_plots): ) -def test_plot_montage(lensing_plots): +# NOTE: Galsim is required which is not supported on Windows +def test_roman_rgb_image(): + lens_pop = gg_roman_lens_pop_instance() + kwargs_lens_cut = {} + lens_class = lens_pop.select_lens_at_random(**kwargs_lens_cut) + # Only F106 can be tested since external files are required for other bands + rgb_band_list = ["F106", "F106", "F106"] + lensing_plots = LensingPlots(lens_pop, num_pix=64, observatory="Roman") + image_rgb = lensing_plots.rgb_image(lens_class, rgb_band_list) + + assert isinstance(image_rgb, np.ndarray) + assert image_rgb.shape == ( + lensing_plots.num_pix, + lensing_plots.num_pix, + 3, + ) + + +def test_plot_montage(gg_lens_pop_instance): rgb_band_list = ["r", "g", "i"] add_noise = True n_horizont = 2 n_vertical = 2 kwargs_lens_cut_plot = None + lensing_plots = LensingPlots(gg_lens_pop_instance, num_pix=64, coadd_years=5) fig, axes = lensing_plots.plot_montage( rgb_band_list, add_noise=add_noise, diff --git a/tests/test_Plots/test_plot_functions.py b/tests/test_Plots/test_plot_functions.py index ca4a34361..5514b9999 100644 --- a/tests/test_Plots/test_plot_functions.py +++ b/tests/test_Plots/test_plot_functions.py @@ -1,46 +1,56 @@ +import pytest + import numpy as np import matplotlib.pyplot as plt from astropy.cosmology import FlatLambdaCDM -from slsim.lens_pop import LensPop -from astropy.units import Quantity +from slsim.lens import Lens from slsim.Plots.plot_functions import ( create_image_montage_from_image_list, plot_montage_of_random_injected_lens, ) from slsim.image_simulation import sharp_image -import pytest +from astropy.table import Table +import os @pytest.fixture def quasar_lens_pop_instance(): - cosmo = FlatLambdaCDM(H0=70, Om0=0.3) - sky_area = Quantity(value=0.1, unit="deg2") - return LensPop( - deflector_type="all-galaxies", - source_type="quasars", - kwargs_deflector_cut=None, - kwargs_source_cut=None, - kwargs_mass2light=None, - skypy_config=None, - sky_area=sky_area, - cosmo=cosmo, + path = os.path.dirname(__file__) + new_path = os.path.dirname(path) + source_dict = Table.read( + os.path.join(new_path, "TestData/source_dict_ps.fits"), format="fits" + ) + deflector_dict = Table.read( + os.path.join(new_path, "TestData/deflector_dict_ps.fits"), format="fits" ) + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + while True: + pes_lens = Lens( + source_dict=source_dict, + deflector_dict=deflector_dict, + source_type="point_plus_extended", + variability_model="sinusoidal", + kwargs_variability={"amp", "freq"}, + cosmo=cosmo, + ) + if pes_lens.validity_test(): + pes_lens = pes_lens + break + return pes_lens + def test_create_image_montage_from_image_list(quasar_lens_pop_instance): - kwargs_lens_cut = {"min_image_separation": 0.8, "max_image_separation": 10} - image_list = [] - for i in range(6): - lens_class = quasar_lens_pop_instance.select_lens_at_random(**kwargs_lens_cut) - image_list.append( - sharp_image( - lens_class=lens_class, - band="i", - mag_zero_point=27, - delta_pix=0.2, - num_pix=101, - ) - ) + lens_class = quasar_lens_pop_instance + image = sharp_image( + lens_class=lens_class, + band="i", + mag_zero_point=27, + delta_pix=0.2, + num_pix=101, + ) + image_list = [image, image, image, image, image, image] + num_rows = 2 num_cols = 3 t = np.linspace(0, 10, 6) @@ -61,19 +71,15 @@ def test_create_image_montage_from_image_list(quasar_lens_pop_instance): def test_plot_montage_of_random_injected_lens(quasar_lens_pop_instance): - kwargs_lens_cut = {"min_image_separation": 0.8, "max_image_separation": 10} - image_list = [] - for i in range(6): - lens_class = quasar_lens_pop_instance.select_lens_at_random(**kwargs_lens_cut) - image_list.append( - sharp_image( - lens_class=lens_class, - band="i", - mag_zero_point=27, - delta_pix=0.2, - num_pix=101, - ) - ) + lens_class = quasar_lens_pop_instance + image = sharp_image( + lens_class=lens_class, + band="i", + mag_zero_point=27, + delta_pix=0.2, + num_pix=101, + ) + image_list = [image, image, image, image, image, image] num_rows = 2 num_cols = 2 diff --git a/tests/test_Source/test_accretion_disk_reprocessing.py b/tests/test_Source/test_accretion_disk_reprocessing.py index 4d07ecc6a..191fc057a 100644 --- a/tests/test_Source/test_accretion_disk_reprocessing.py +++ b/tests/test_Source/test_accretion_disk_reprocessing.py @@ -7,6 +7,7 @@ generate_signal_from_generic_psd, ) import pytest +import astropy.units as u class TestAccretionDiskReprocessing: @@ -22,6 +23,16 @@ def test_initialization(self): } reprocessor = AccretionDiskReprocessing("lamppost", **kwargs_agn_model) assert reprocessor.reprocessing_model == "lamppost" + assert reprocessor.redshift == 0 + + kwargs_agn_model["redshift"] = 3.1 + redshifted_reprocessor = AccretionDiskReprocessing( + "lamppost", **kwargs_agn_model + ) + assert redshifted_reprocessor.redshift == 3.1 + + with pytest.raises(ValueError): + AccretionDiskReprocessing("other", **kwargs_agn_model) def test_initialization_invalid_model(self): kwargs_agn_model = { @@ -40,6 +51,9 @@ def test_initialization_invalid_model(self): "Given model is not supported. Currently supported model is lamppost." ) in str(excinfo.value) + kwargs_agn_model["redshift"] = 3.1 + AccretionDiskReprocessing("lamppost", **kwargs_agn_model) + def test_default_initialization_lamppost_model(self): kwargs_agn_model = {"r_out": 1000} reprocessor = AccretionDiskReprocessing("lamppost", **kwargs_agn_model) @@ -157,7 +171,11 @@ def test_reprocess_signal_errors(self): def test_reprocessing_a_signal(self): kwargs_agn_model = {"black_hole_mass_exponent": 9.5} + kwargs_small_agn_model = {"black_hole_mass_exponent": 4.0} reprocessor = AccretionDiskReprocessing("lamppost", **kwargs_agn_model) + small_reprocessor = AccretionDiskReprocessing( + "lamppost", **kwargs_small_agn_model + ) input_freq = np.linspace(1 / 100, 1 / 2, 100) input_psd = input_freq ** (-2) @@ -172,6 +190,7 @@ def test_reprocessing_a_signal(self): time_array, magnitude_array = generate_signal_from_generic_psd(**kwargs_signal) reprocessor.define_intrinsic_signal(time_array, magnitude_array) + small_reprocessor.define_intrinsic_signal(time_array, magnitude_array) reprocessed_signal_500 = reprocessor.reprocess_signal( rest_frame_wavelength_in_nanometers=500 @@ -182,6 +201,7 @@ def test_reprocessing_a_signal(self): reprocessed_signal_2000 = reprocessor.reprocess_signal( rest_frame_wavelength_in_nanometers=2000 ) + small_reprocessor.reprocess_signal(rest_frame_wavelength_in_nanometers=500) assert len(reprocessed_signal_500) == len(time_array) assert len(reprocessed_signal_1000) == len(reprocessed_signal_500) @@ -207,3 +227,96 @@ def test_reprocessing_a_signal(self): response_function_amplitudes=1 - np.linspace(-1, 1, 100) ** 2 ) assert len(reprocessed_signal_test) == len(magnitude_array) + small_reprocessor.reprocess_signal( + response_function_amplitudes=1 - np.linspace(-1, 1, 100) ** 2 + ) + + time_array_list = [1, 2, 3, 4, 5, 8, 20] + magnitude_array_list = [8, 5, 4, 3, 2, 1, 0] + small_reprocessor.define_intrinsic_signal( + time_array=time_array_list, + magnitude_array=magnitude_array_list, + ) + small_reprocessor.reprocess_signal( + response_function_time_lags=[0, 1], + response_function_amplitudes=[1, 0], + ) + + def test_define_passband_response_function(self): + kwargs_agn_model = {"black_hole_mass_exponent": 9.5} + reprocessor = AccretionDiskReprocessing("lamppost", **kwargs_agn_model) + lsst_filter = "lsst2016-r" + filter_response = reprocessor.define_passband_response_function( + lsst_filter, + redshift=0, + delta_wavelength=50, + passband_wavelength_unit=u.angstrom, + ) + wavelength_in_nm = 500 + wavelength_response = reprocessor.define_new_response_function( + wavelength_in_nm, + ) + assert len(wavelength_response) == len(filter_response) + + reprocessor.define_passband_response_function( + lsst_filter, + redshift=0, + delta_wavelength=5, + passband_wavelength_unit=u.angstrom, + ) + + def test_determine_agn_luminosity_from_known_luminosity(self): + kwargs_agn_model = {"black_hole_mass_exponent": 9.5} + reprocessor = AccretionDiskReprocessing("lamppost", **kwargs_agn_model) + + i_band_magnitude = 20 + known_band = "lsst2023-i" + redshift = 1 + mag_zero_point = 0 + unknown_band = "lsst2023-r" + wavelength = 700 + + r_band_magnitude = reprocessor.determine_agn_luminosity_from_known_luminosity( + known_band, i_band_magnitude, redshift, mag_zero_point, band=unknown_band + ) + + reprocessor.determine_agn_luminosity_from_known_luminosity( + known_band, + i_band_magnitude, + redshift, + mag_zero_point, + observer_frame_wavelength_in_nm=wavelength, + ) + + # test identiy + i_band_mag = reprocessor.determine_agn_luminosity_from_known_luminosity( + known_band, i_band_magnitude, redshift, mag_zero_point, band="lsst2023-i" + ) + assert i_band_mag == 20 + + # test recipricosity + test_i_band_magnitude = ( + reprocessor.determine_agn_luminosity_from_known_luminosity( + unknown_band, + r_band_magnitude, + redshift, + mag_zero_point, + band=known_band, + ) + ) + # Use numpy testing because of rounding + np.testing.assert_almost_equal(i_band_magnitude, test_i_band_magnitude) + + # test errors + with pytest.raises(ValueError): + reprocessor.determine_agn_luminosity_from_known_luminosity( + known_band, i_band_magnitude, redshift, mag_zero_point + ) + with pytest.raises(ValueError): + reprocessor.determine_agn_luminosity_from_known_luminosity( + 100, + i_band_magnitude, + redshift, + mag_zero_point, + band=known_band, + ) diff --git a/tests/test_Source/test_agn.py b/tests/test_Source/test_agn.py new file mode 100644 index 000000000..015b15ec0 --- /dev/null +++ b/tests/test_Source/test_agn.py @@ -0,0 +1,239 @@ +import numpy as np +from slsim.Sources.agn import Agn, RandomAgn +from astropy import cosmology +import pytest + + +# Define some parameters common to all agn in this test +# These are the intrinsic signal I am choosing +agn_driving_variability_model = "light_curve" +agn_driving_kwargs_variability = { + "MJD": np.linspace(1, 500, 500), + "ps_mag_intrinsic": 10 + np.sin(np.linspace(1, 500, 500) * np.pi / 30), +} + +# These are observational time stamps (note they do not have to line up with input signal) +lightcurve_time = np.linspace(1, 500, 20) + +# General agn parameters held in a dictionary +agn_params = { + "accretion_disk": "thin_disk", + "black_hole_mass_exponent": 8.0, + "black_hole_spin": 0.5, + "inclination_angle": 30, + "r_out": 1000, + "r_resolution": 1000, + "eddington_ratio": 0.5, + "corona_height": 10, + "speclite_filter": "lsst2023-i", +} + +# Define the known magnitude (will be eventually input from source.source_dict["ps_mag_i"] column) +i_band_string = "lsst2023-i" +i_band_mag = 20 + +# Other cosmological params of the source +redshift = 1 +cosmo = cosmology.FlatLambdaCDM(H0=70, Om0=0.3) + + +def test_agn_init(): + Agn( + i_band_string, + i_band_mag, + redshift, + cosmo=cosmo, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + **agn_params + ) + + with pytest.raises(ValueError): + less_params = { + "accretion_disk": "thin_disk", + "black_hole_mass_exponent": 8.0, + "black_hole_spin": 0.5, + "inclination_angle": 0, + "driving_variability": "intrinsic_light_curve", + } + + Agn( + i_band_string, + i_band_mag, + redshift, + cosmo=cosmo, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + **less_params + ) + + with pytest.raises(ValueError): + unsupported_disk_kwargs = { + "accretion_disk": "unsupported_disk", + "black_hole_mass_exponent": 8.0, + "black_hole_spin": 0.5, + "inclination_angle": 0, + "r_out": 1000, + "r_resolution": 1000, + "eddington_ratio": 0.1, + "driving_variability": "intrinsic_light_curve", + } + + Agn( + i_band_string, + i_band_mag, + redshift, + cosmo=cosmo, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + **unsupported_disk_kwargs + ) + + with pytest.raises(ValueError): + unsupported_driving_kwargs = { + "accretion_disk": "thin_disk", + "black_hole_mass_exponent": 8.0, + "black_hole_spin": 0.5, + "inclination_angle": 0, + "r_out": 1000, + "r_resolution": 1000, + "eddington_ratio": 0.1, + "driving_variability": "unsupported_variability", + } + + Agn( + i_band_string, + i_band_mag, + redshift, + cosmo=cosmo, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + **unsupported_driving_kwargs + ) + + +def test_mean_mags(): + + my_agn = Agn( + i_band_string, + i_band_mag, + redshift, + cosmo=cosmo, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + **agn_params + ) + + good_bands = [ + "lsst2023-u", + "lsst2023-i", + "lsst2016-z", + "lsst2016-y", + ] + + magnitudes = my_agn.get_mean_mags(good_bands) + + assert magnitudes[0] != magnitudes[-1] + assert magnitudes[1] == i_band_mag + + +def test_random_agn(): + + no_kwargs = {} + + random_agn_1 = RandomAgn( + i_band_string, + i_band_mag, + redshift, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + random_seed=1, + **no_kwargs + ) + + # Check generating with only a few kwargs + partial_kwargs = { + "black_hole_mass_exponent": 7.5, + "eddington_ratio": 0.1, + } + RandomAgn( + i_band_string, + i_band_mag, + redshift, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + random_seed=2, + **partial_kwargs + ) + + # Check that we can define a dictionary for the boundaries + # to pull random values from + + input_agn_bounds_dict = { + "black_hole_mass_exponent_bounds": [8.0, 8.0], + "black_hole_spin_bounds": [-0.1, 0.1], + "inclination_angle_bounds": [0, 45], + "eddington_ratio_bounds": [0.1, 0.1], + "supported_disk_models": ["thin_disk"], + "driving_variability": ["intrinsic_light_curve"], + } + + # source object has most variables inside a Column object, + # so test that this is compatible + # dictionary_in_column = Column(data=[input_agn_bounds_dict], name=("dictionary")) + + random_agn_2 = RandomAgn( + i_band_string, + i_band_mag, + redshift, + random_seed=1, + lightcurve_time=lightcurve_time, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + input_agn_bounds_dict=input_agn_bounds_dict, + ) + + # Test that we raise a warning in RandomAgn when no time axis is input + with pytest.raises(ValueError): + RandomAgn( + i_band_string, + i_band_mag, + redshift, + random_seed=1, + agn_driving_variability_model=agn_driving_variability_model, + agn_driving_kwargs_variability=agn_driving_kwargs_variability, + input_agn_bounds_dict=input_agn_bounds_dict, + ) + + # check that a random value from the range [8.0, 8.0) must return 8.0 + assert random_agn_2.kwargs_model["black_hole_mass_exponent"] == 8.0 + + # check the inclination is on range [0, 45) + assert random_agn_2.kwargs_model["inclination_angle"] < 45.1 + + lsst_bands = [ + "lsst2023-u", + "lsst2023-g", + "lsst2023-r", + "lsst2023-i", + "lsst2023-z", + "lsst2023-y", + ] + + # Make sure the returned AGN has expected method + lsst_mags_1 = random_agn_1.get_mean_mags(lsst_bands) + lsst_mags_2 = random_agn_2.get_mean_mags(lsst_bands) + + # Make sure the returned mean mags are different (except for i band) + assert lsst_mags_1[3] == lsst_mags_2[3] + for jj in range(3): + assert lsst_mags_1[jj] != lsst_mags_2[jj] + for jj in range(2): + assert lsst_mags_1[jj + 4] != lsst_mags_2[jj + 4] diff --git a/tests/test_Source/test_galaxies.py b/tests/test_Source/test_galaxies.py index 8e0c266c5..ee7229cb6 100644 --- a/tests/test_Source/test_galaxies.py +++ b/tests/test_Source/test_galaxies.py @@ -1,5 +1,6 @@ from astropy.cosmology import FlatLambdaCDM from astropy.units import Quantity +from astropy import units as u from slsim.Sources.galaxies import Galaxies from slsim.Sources.galaxies import ( galaxy_projected_eccentricity, @@ -30,7 +31,8 @@ def setup_method(self): [0.5, 0.5, 0.5], [-15.248975044343094, -15.248975044343094, -15.248975044343094], [0.1492770563596445, 0.1492770563596445, 0.1492770563596445], - [4.186996407348755e-08, 4.186996407348755e-08, 4.186996407348755e-08], + [4.186996407348755e-08, 4.186996407348755e-08, 4.186996407348755e-08] + * u.rad, [23, 23, 23], [43, 43, 43], ], diff --git a/tests/test_Source/test_galaxy_catalog.py b/tests/test_Source/test_galaxy_catalog.py new file mode 100644 index 000000000..a2b78989b --- /dev/null +++ b/tests/test_Source/test_galaxy_catalog.py @@ -0,0 +1,26 @@ +import pytest +from astropy.units import Quantity +from astropy.cosmology import FlatLambdaCDM +from slsim.Sources.galaxy_catalog import GalaxyCatalog + +skypy_config = None +sky_area = Quantity(0.001, unit="deg2") +cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + + +class TestGalaxyCatalog: + @pytest.fixture(autouse=True) + def setup(self): + self.galaxy_catalog = GalaxyCatalog( + cosmo=cosmo, + skypy_config=skypy_config, + sky_area=sky_area, + ) + + def test_host_galaxy_catalog(self): + result = self.galaxy_catalog.galaxy_catalog() + assert all(result["z"] <= 2.379) + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Source/test_quasar.py b/tests/test_Source/test_quasar.py index 8fe5f9b5d..8f596fa03 100644 --- a/tests/test_Source/test_quasar.py +++ b/tests/test_Source/test_quasar.py @@ -21,6 +21,7 @@ def Quasar_class(): point_source_list=quasar_list, cosmo=cosmo, sky_area=sky_area, + kwargs_cut={}, variability_model="sinusoidal", kwargs_variability_model={"amp", "freq"}, ) diff --git a/tests/test_Source/test_quasar_pop.py b/tests/test_Source/test_quasar_pop.py new file mode 100644 index 000000000..c81efc4a4 --- /dev/null +++ b/tests/test_Source/test_quasar_pop.py @@ -0,0 +1,266 @@ +from slsim.Sources.QuasarCatalog.quasar_pop import QuasarRate +from astropy.cosmology import FlatLambdaCDM +from astropy.units import Quantity +import numpy as np +from scipy.stats import ks_2samp +from astropy.table import Table +import pytest + + +class TestQuasarRate: + """Class to test the QuasarRate class.""" + + def setup_method(self): + """Setup the QuasarRate instance before each test method.""" + self.quasar_rate = QuasarRate( + zeta=2.98, + xi=4.05, + z_star=1.60, + alpha=-3.31, + beta=-1.45, + phi_star=5.34e-6 * (0.70**3), + cosmo=FlatLambdaCDM(H0=70, Om0=0.3), + sky_area=Quantity(0.05, unit="deg2"), + noise=True, + redshifts=np.linspace(0.1, 5.0, 100), + ) + + def test_M_star(self): + # Test case 1: Regular case + z_value = 2.01 + expected_value = -25.59096969 + m_star_calc = self.quasar_rate.M_star(z_value) + np.testing.assert_almost_equal(m_star_calc, expected_value, decimal=4) + + # Test case 2: Edge case where the denominator should be zero + self.quasar_rate.xi = ( + -1000 + ) # Using a large negative value for xi to ensure the denominator is zero + with pytest.raises( + ValueError, + match="Encountered zero denominator in M_star calculation. Check input values.", + ): + self.quasar_rate.M_star(z_value) + + def test_dPhi_dM(self): + M = -28.0 + alpha = -3.31 + beta = -1.45 + + # Test case 1: z_value <= 3 (z_value = 2.01) + z_value = 2.01 + M_star_value = self.quasar_rate.M_star(z_value) + expected_denominator = (10 ** (0.4 * (alpha + 1) * (M - M_star_value))) + ( + 10 ** (0.4 * (beta + 1) * (M - M_star_value)) + ) + if expected_denominator == 0: + expected_value = np.nan + else: + expected_value = 1.071374609e-8 + dphi_dm_calc = self.quasar_rate.dPhi_dM(M, z_value) + if np.isnan(expected_value): + assert np.isnan(dphi_dm_calc), f"Expected np.nan but got {dphi_dm_calc}" + else: + np.testing.assert_almost_equal(dphi_dm_calc, expected_value, decimal=4) + + # Test case 2: z_value > 3 (z_value = 5) + z_value = 5 + alpha_val = -2.58 + M_star_value = self.quasar_rate.M_star(z_value) + expected_denominator = (10 ** (0.4 * (alpha_val + 1) * (M - M_star_value))) + ( + 10 ** (0.4 * (beta + 1) * (M - M_star_value)) + ) + if expected_denominator == 0: + expected_value = np.nan + else: + expected_value = 1.091480781e-9 + dphi_dm_calc = self.quasar_rate.dPhi_dM(M, z_value) + if np.isnan(expected_value): + assert np.isnan(dphi_dm_calc), f"Expected np.nan but got {dphi_dm_calc}" + else: + np.testing.assert_almost_equal(dphi_dm_calc, expected_value, decimal=4) + + # Test case 3: Scalar M and z_value + M = -28.0 + z_value = 2.01 + expected_value = self.quasar_rate.dPhi_dM(np.array([M]), np.array([z_value]))[0] + dphi_dm_calc = self.quasar_rate.dPhi_dM(M, z_value) + np.testing.assert_almost_equal(dphi_dm_calc, expected_value, decimal=4) + + # Test case 4: Scalar M and array z_value (trigger shape check for z_value) + M = -28.0 + z_values = np.array([2.01, 5.0]) + expected_values = self.quasar_rate.dPhi_dM(np.array([M, M]), z_values) + dphi_dm_calc = self.quasar_rate.dPhi_dM(M, z_values) + np.testing.assert_almost_equal(dphi_dm_calc, expected_values, decimal=4) + + # Test case 5: Array M and scalar z_value (trigger shape check for M) + M = np.array([-28.0, -27.0]) + z_value = 2.01 + expected_values = self.quasar_rate.dPhi_dM(M, np.array([z_value, z_value])) + dphi_dm_calc = self.quasar_rate.dPhi_dM(M, z_value) + np.testing.assert_almost_equal(dphi_dm_calc, expected_values, decimal=4) + + def test_convert_magnitude(self): + # Test data: Example numbers taken directly from Table 5 of Richards et al. 2006: DOI: 10.1086/503559 + test_redshifts = [1.199, 2.240, 0.460, 0.949, 0.989] + test_magnitudes = [19.08, 18.18, 19.09, 19.05, 18.99] + + expected_abs_mags = [ + -24.80839323533267, + -27.269795157423943, + -22.615584919748567, + -24.42567014140787, + -24.556647046788804, + ] + expected_app_mags = test_magnitudes + + # Test case #1: Apparent to Absolute Magnitude Conversion + for z, mag, expected_abs_mag in zip( + test_redshifts, test_magnitudes, expected_abs_mags + ): + abs_mag = self.quasar_rate.convert_magnitude( + mag, z, conversion="apparent_to_absolute" + ) + np.testing.assert_almost_equal(abs_mag, expected_abs_mag, decimal=4) + + # Test case #2: Absolute to Apparent Magnitude Conversion + for z, expected_abs_mag, expected_app_mag in zip( + test_redshifts, expected_abs_mags, expected_app_mags + ): + app_mag = self.quasar_rate.convert_magnitude( + expected_abs_mag, z, conversion="absolute_to_apparent" + ) + np.testing.assert_almost_equal(app_mag, expected_app_mag, decimal=4) + + # Test case #3: Invalid Conversion Type + with pytest.raises( + ValueError, + match="Conversion must be either 'apparent_to_absolute' or 'absolute_to_apparent'", + ): + self.quasar_rate.convert_magnitude( + test_magnitudes[0], test_redshifts[0], conversion="invalid_conversion" + ) + + def test_n_comoving(self): + # Test data + m_min = 15 + m_max = 25 + test_redshifts = [1.199, 3.151] + expected_n_comoving = [4.978852355e-6, 1.506245401e-7] + + # Test case #1: Scalar redshift values + for z, expected_n in zip(test_redshifts, expected_n_comoving): + # Test n_comoving method + n_comoving = self.quasar_rate.n_comoving(m_min, m_max, z) + assert isinstance( + n_comoving, float + ), f"For scalar input, expected float, got {type(n_comoving)}" + np.testing.assert_almost_equal(n_comoving, expected_n, decimal=4) + + # Test data + m_min = np.array([15, 16]) + m_max = np.array([25, 26]) + test_redshifts = np.array([1.199, 3.151]) + expected_n_comoving = np.array([4.978852355e-6, 1.506245401e-7]) + + # Test case #2: Array of redshift values + n_comoving_array = self.quasar_rate.n_comoving(m_min, m_max, test_redshifts) + assert isinstance( + n_comoving_array, np.ndarray + ), f"For array input, expected numpy.ndarray, got {type(n_comoving_array)}" + np.testing.assert_almost_equal(n_comoving_array, expected_n_comoving, decimal=4) + + def test_generate_quasar_redshifts(self): + np.random.seed(42) + + sampled_redshifts = self.quasar_rate.generate_quasar_redshifts( + m_min=15, m_max=25 + ) + assert isinstance( + sampled_redshifts, np.ndarray + ), f"Returned object is not a numpy array, got {type(sampled_redshifts)} instead." + + assert sampled_redshifts.size > 0, "No redshifts were generated." + + def test_compute_cdf_data(self): + sampled_redshifts = self.quasar_rate.generate_quasar_redshifts( + m_min=15, m_max=25 + ) + cdf_data_dict = self.quasar_rate.compute_cdf_data( + m_min=15, m_max=25, quasar_redshifts=sampled_redshifts + ) + + assert isinstance(cdf_data_dict, dict), "Output should be a dictionary." + + computed_redshifts = list(cdf_data_dict.keys()) + assert np.allclose( + computed_redshifts, np.unique(sampled_redshifts) + ), "Keys should match the redshift values." + + # Check properties of each CDF data + for z, (sorted_M_values, cumulative_prob_norm) in cdf_data_dict.items(): + assert np.all(np.diff(sorted_M_values) >= 0), "M values should be sorted." + + assert np.all( + (cumulative_prob_norm >= 0) & (cumulative_prob_norm <= 1) + ), "Cumulative probabilities should be between 0 and 1." + + assert np.isclose( + cumulative_prob_norm[-1], 1.0 + ), "Cumulative probabilities should end at 1." + + assert len(sorted_M_values) == len( + cumulative_prob_norm + ), "Lengths of sorted M values and cumulative probabilities should match." + + def test_inverse_cdf_fits_for_redshifts(self): + # Test data + np.random.seed(42) + m_min = 15 + m_max = 25 + quasar_redshifts = self.quasar_rate.redshifts + + inverse_cdf_dict = self.quasar_rate.inverse_cdf_fits_for_redshifts( + m_min, m_max, quasar_redshifts + ) + + theoretical_samples = [] + for redshift in quasar_redshifts: + inverse_cdf = inverse_cdf_dict[redshift] + random_points = np.random.rand(1000) + theoretical_samples.extend(inverse_cdf(random_points)) + + theoretical_samples = np.sort(theoretical_samples) + theoretical_cdf_values = np.arange(1, len(theoretical_samples) + 1) / len( + theoretical_samples + ) + + empirical_samples = np.sort(theoretical_samples) + empirical_cdf_values = np.arange(1, len(empirical_samples) + 1) / len( + empirical_samples + ) + + _, p_value = ks_2samp(empirical_cdf_values, theoretical_cdf_values) + + # Assert that the p-value is high enough to not reject the null hypothesis + assert p_value > 0.05, f"KS Test failed: p-value = {p_value}" + + def test_quasar_sample(self): + # Test data + m_min = 15 + m_max = 25 + + table = self.quasar_rate.quasar_sample(m_min, m_max) + assert isinstance( + table, Table + ), f"Returned object is not an Astropy Table. Type: {type(table)}" + + assert "z" in table.colnames, "Table does not contain 'z' column." + assert "ps_mag_i" in table.colnames, "Table does not contain 'ps_mag_i' column." + assert len(table) > 0, "The table is empty." + + +# Running the tests with pytest +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Source/test_random_supernovae.py b/tests/test_Source/test_random_supernovae.py index a8e4c6fc1..ed7cee812 100644 --- a/tests/test_Source/test_random_supernovae.py +++ b/tests/test_Source/test_random_supernovae.py @@ -24,5 +24,14 @@ def test_random_supernova_CC_mag(Random_Supernova_CC_class): assert mag > 0 +def test_random_supernova_seed(): + sn1 = RandomizedSupernova(sn_type="Ic", redshift=1.2, random_seed=3) + sn2 = RandomizedSupernova(sn_type="Ic", redshift=1.2, random_seed=3) + assert sn1.get_apparent_magnitude( + time=20.3, band="F213" + ) == sn2.get_apparent_magnitude(time=20.3, band="F213") + assert sn1._sncosmo_source == sn2._sncosmo_source + + if __name__ == "__main__": pytest.main() diff --git a/tests/test_Source/test_source.py b/tests/test_Source/test_source.py index 095cdcf10..9e50196f1 100644 --- a/tests/test_Source/test_source.py +++ b/tests/test_Source/test_source.py @@ -1,4 +1,4 @@ -from slsim.Sources.source import Source +from slsim.Sources.source import Source, add_mean_mag_to_source_table import numpy as np import pytest from numpy import testing as npt @@ -24,6 +24,7 @@ def setup_method(self): [0.35], [0.8], [0.76], + [20], ], names=( "z", @@ -39,6 +40,7 @@ def setup_method(self): "angular_size", "e1", "e2", + "MJD", ), ) source_dict2 = Table( @@ -141,12 +143,38 @@ def setup_method(self): "dec_off", ), ) + self.source_dict5 = { + "angular_size": 0.1651633078964498, + "center_x": 0.30298310338567075, + "center_y": -0.3505004565139597, + "e1": 0.06350855238708408, + "e2": -0.08420760408362458, + "mag_F106": 21.434711611915137, + "mag_F129": 21.121205893763328, + "mag_F184": 20.542431041034558, + "n_sersic": 1.0, + "z": 3.123, + } + + self.source_dict5 = { + "angular_size": 0.1651633078964498, + "center_x": 0.30298310338567075, + "center_y": -0.3505004565139597, + "e1": 0.06350855238708408, + "e2": -0.08420760408362458, + "mag_F106": 21.434711611915137, + "mag_F129": 21.121205893763328, + "mag_F184": 20.542431041034558, + "n_sersic": 1.0, + "z": 3.123, + } self.source = Source( self.source_dict, variability_model="sinusoidal", kwargs_variability={"amp", "freq"}, ) + self.source2 = Source( source_dict2, variability_model="sinusoidal", @@ -186,7 +214,228 @@ def setup_method(self): self.source6 = Source( self.source_dict4, variability_model="light_curve", - kwargs_variability={"supernovae_lightcurve", "F146"}, + kwargs_variability={"supernovae_lightcurve", "F146", "z", "y"}, + sn_absolute_mag_band="bessellb", + sn_absolute_zpsys="ab", + sn_type="Ia", + lightcurve_time=np.linspace(-20, 50, 100), + cosmo=cosmo, + ) + + self.source7 = Source( + self.source_dict, + variability_model="light_curve", + kwargs_variability={"MJD", "ps_mag_r"}, + ) + self.source8 = Source( + self.source_dict, + variability_model="light_curve", + kwargs_variability={"MJD", "ps_mag_z"}, + ) + self.source9 = Source( + self.source_dict, + variability_model="sinusoidal", + kwargs_variability={"tmp", "fre"}, + ) + self.source10 = Source( + self.source_dict3, + variability_model="light_curve", + kwargs_variability={"supernovae_lightcurve", "i"}, + sn_absolute_mag_band="bessellb", + sn_absolute_zpsys="ab", + sn_type="Ia", + lightcurve_time=np.linspace(-20, 50, 100), + cosmo=None, + ) + self.source11 = Source(self.source_dict5, cosmo=cosmo) + + # Define AGN tests + # try defining a specific light curve to use as the driving variability + intrinsic_light_curve = { + "MJD": np.linspace(1, 500, 500), + "ps_mag_intrinsic": 10 + np.sin(np.linspace(1, 500, 500) * np.pi / 30), + } + + # try to update the pool of masses which RandomAgn draws from + agn_bounds_dict_update = {"black_hole_mass_exponent_bounds": (7.0, 8.0)} + + # define source dictionary for agn + self.source_dict_agn_1 = Table( + [ + [0.5], + [4], + [0.35], + [0.8], + [0.76], + [[np.linspace(1, 500, 50)]], + [20], + [1000], + [10], + [500], + [10], + [9.5], + [42], + ], + names=( + "z", + "n_sersic", + "angular_size", + "e1", + "e2", + "MJD", + "ps_mag_i", + "r_out", + "corona_height", + "r_resolution", + "inclination_angle", + "black_hole_mass_exponent", + "random_seed", + ), + ) + + self.source_dict_agn_2 = Table( + [ + [0.5], + [4], + [0.35], + [0.8], + [0.76], + [[np.linspace(1, 500, 50)]], + [20], + [1000], + [10], + [500], + [10], + [9.5], + [agn_bounds_dict_update], + ], + names=( + "z", + "n_sersic", + "angular_size", + "e1", + "e2", + "MJD", + "ps_mag_i", + "r_out", + "corona_height", + "r_resolution", + "inclination_angle", + "black_hole_mass_exponent", + "input_agn_bounds_dict", + ), + ) + + self.source_dict_agn_no_mag = Table( + [ + [0.5], + [4], + [0.35], + [0.8], + [0.76], + [[np.linspace(1, 500, 50)]], + [1000], + [10], + [500], + [10], + [9.5], + [agn_bounds_dict_update], + ], + names=( + "z", + "n_sersic", + "angular_size", + "e1", + "e2", + "MJD", + "r_out", + "corona_height", + "r_resolution", + "inclination_angle", + "black_hole_mass_exponent", + "input_agn_bounds_dict", + ), + ) + + # Create the agn source objects + self.source_agn_1 = Source( + self.source_dict_agn_1, + variability_model="light_curve", + kwargs_variability={ + "agn_lightcurve", + "u", + "g", + "r", + "i", + "z", + "y", + }, + lightcurve_time=np.linspace(10, 500, 100), + cosmo=cosmo, + ) + + self.source_agn_2 = Source( + self.source_dict_agn_2, + variability_model="light_curve", + kwargs_variability={ + "agn_lightcurve", + "u", + "g", + "r", + "i", + "z", + "y", + }, + lightcurve_time=np.linspace(-20, 500, 100), + cosmo=cosmo, + agn_driving_variability_model="light_curve", + agn_driving_kwargs_variability=intrinsic_light_curve, + ) + + # test errors in source + self.source_agn_error = Source( + self.source_dict_agn_1, + kwargs_variability={"agn_lightcurve"}, + lightcurve_time=np.linspace(-20, 50, 100), + cosmo=cosmo, + ) + + self.source_agn_error_no_cosmo = Source( + self.source_dict_agn_1, + variability_model="light_curve", + kwargs_variability={ + "agn_lightcurve", + "u", + "g", + "r", + "i", + "z", + "y", + }, + lightcurve_time=np.linspace(10, 500, 100), + cosmo=None, + ) + + self.source_agn_error_no_magnitude = Source( + self.source_dict_agn_no_mag, + variability_model="light_curve", + kwargs_variability={ + "agn_lightcurve", + "u", + "g", + "r", + "i", + "z", + "y", + }, + lightcurve_time=np.linspace(10, 500, 100), + cosmo=cosmo, + ) + + self.source_agn_error_agn_not_in_kwargs = Source( + self.source_dict3, + variability_model="light_curve", + kwargs_variability={"definitely_not_an_agn"}, sn_absolute_mag_band="bessellb", sn_absolute_zpsys="ab", sn_type="Ia", @@ -194,8 +443,80 @@ def setup_method(self): cosmo=cosmo, ) + # create an agn that has a broken power law driving signal + self.source_dict_bpl_agn = Table( + [ + [0.5], + [4], + [0.35], + [0.8], + [0.76], + [[np.linspace(1, 500, 500)]], + [20], + [1000], + [10], + [500], + [10], + [9.5], + [42], + ], + names=( + "z", + "n_sersic", + "angular_size", + "e1", + "e2", + "MJD", + "ps_mag_i", + "r_out", + "corona_height", + "r_resolution", + "inclination_angle", + "black_hole_mass_exponent", + "random_seed", + ), + ) + # define bpl parameters + variable_agn_kwarg_dict = { + "length_of_light_curve": 250, + "time_resolution": 1, + "log_breakpoint_frequency": 1 / 20, + "low_frequency_slope": 1, + "high_frequency_slope": 3, + "normal_magnitude_variance": 0.1, + } + # create agn source object with bpl driving variability + self.source_bpl_agn = Source( + self.source_dict_agn_1, + variability_model="light_curve", + kwargs_variability={ + "agn_lightcurve", + "g", + "i", + }, + lightcurve_time=np.linspace(0, 500, 200), + cosmo=cosmo, + agn_driving_variability_model="bending_power_law", + agn_driving_kwargs_variability=variable_agn_kwarg_dict, + ) + + # test errors when creating bpl (no input lightcurve_time) + self.source_agn_bpl_error = Source( + self.source_dict_agn_1, + variability_model="light_curve", + kwargs_variability={ + "agn_lightcurve", + "g", + "i", + }, + cosmo=cosmo, + agn_driving_variability_model="bending_power_law", + agn_driving_kwargs_variability=variable_agn_kwarg_dict, + ) + def test_redshift(self): assert self.source.redshift == [0.5] + assert self.source11.redshift == 3.123 def test_n_sersic(self): assert self.source.n_sersic == [4] @@ -204,8 +525,8 @@ def test_angular_size(self): assert self.source.angular_size == [0.35] def test_ellipticity(self): - assert self.source.ellipticity[0] == [0.8] - assert self.source.ellipticity[1] == [0.76] + assert self.source.ellipticity[0] == 0.8 + assert self.source.ellipticity[1] == 0.76 def test_ps_magnitude_no_variability(self): result = self.source.point_source_magnitude("r") @@ -214,9 +535,12 @@ def test_ps_magnitude_no_variability(self): self.source.point_source_magnitude("j") with pytest.raises(ValueError): self.source4.point_source_magnitude("r") - result2 = self.source6.point_source_magnitude("F146") assert result2 == [self.source6.source_dict["ps_mag_F146"]] + result3 = self.source6.point_source_magnitude("z") + assert result3 == [self.source6.source_dict["ps_mag_z"]] + result4 = self.source6.point_source_magnitude("y") + assert result4 == [self.source6.source_dict["ps_mag_y"]] def test_ps_magnitude_with_variability(self): image_observation_times = np.array([np.pi, np.pi / 2, np.pi / 3]) @@ -275,6 +599,22 @@ def test_kwargs_extended_source_light(self): assert len(kwargs) == 1 assert isinstance(kwargs[0], dict) + kwargs_source11 = self.source11.kwargs_extended_source_light( + center_lens, draw_area, band="F106" + ) + kwargs_source11_ref = [ + { + "R_sersic": 0.1651633078964498, + "center_x": 0.30298310338567075, + "center_y": -0.3505004565139597, + "e1": -0.06350855238708408, + "e2": -0.08420760408362458, + "magnitude": 21.434711611915137, + "n_sersic": 1.0, + } + ] + assert kwargs_source11 == kwargs_source11_ref + def test_kwargs_extended_source_light_double_sersic(self): center_lens = np.array([0, 0]) draw_area = 4 * np.pi @@ -292,22 +632,80 @@ def test_kwargs_extended_source_light_double_sersic(self): center_lens, draw_area, band="i", light_profile_str="double_sersic" ) with pytest.raises(ValueError): - Source( - self.source_dict3, - variability_model="light_curve", - kwargs_variability={"supernovae_lightcurve", "i"}, - sn_absolute_mag_band="bessellb", - sn_absolute_zpsys="ab", - sn_type="Ia", - lightcurve_time=np.linspace(-20, 50, 100), - cosmo=None, + self.source10.kwargs_variability_extracted + with pytest.raises(ValueError): + self.source9.kwargs_variability_extracted + with pytest.raises(ValueError): + self.source8.kwargs_variability_extracted + assert self.source7.kwargs_variability_extracted["r"]["ps_mag_r"] == 17 + assert self.source7.kwargs_variability_extracted["r"]["MJD"] == 20 + + def test_source_agn(self): + + obs_time = 20 + later_obs_time = 50 + + # Make sure both "g" and "y" band magnitudes exist, and they should + # not be equal + g_mag = self.source_agn_1.point_source_magnitude( + "g", image_observation_times=obs_time + ) + y_mag = self.source_agn_1.point_source_magnitude( + "y", image_observation_times=obs_time + ) + assert g_mag != y_mag + + # Show that the light curves evolve with time + g_mag_later_time = self.source_agn_1.point_source_magnitude( + "g", image_observation_times=later_obs_time + ) + assert g_mag != g_mag_later_time + + # Create a second source and show it has a different magnitude + g_mag_2 = self.source_agn_2.point_source_magnitude( + "g", image_observation_times=later_obs_time + ) + assert g_mag_2 != g_mag + + # Test errors + with pytest.raises(ValueError): + self.source_agn_error.point_source_magnitude( + "g", image_observation_times=obs_time ) with pytest.raises(ValueError): - Source( - self.source_dict, - variability_model="sinusoidal", - kwargs_variability={"tmp", "fre"}, + self.source_agn_bpl_error.point_source_magnitude( + "g", image_observation_times=obs_time ) + with pytest.raises(ValueError): + self.source_agn_error_no_cosmo.point_source_magnitude( + "g", image_observation_times=obs_time + ) + + with pytest.raises(ValueError): + self.source_agn_error_no_magnitude.point_source_magnitude( + "g", image_observation_times=obs_time + ) + + with pytest.raises(ValueError): + self.source_agn_error_agn_not_in_kwargs.point_source_magnitude("r") + + # Create a source with a broken power law + broken_power_law_time_1 = self.source_bpl_agn.point_source_magnitude( + "i", image_observation_times=obs_time + ) + # Show bpl also evolves with time + broken_power_law_time_2 = self.source_bpl_agn.point_source_magnitude( + "i", image_observation_times=later_obs_time + ) + assert broken_power_law_time_1 != broken_power_law_time_2 + + def test_add_mean_mag_to_source_table(self): + final_source_table = add_mean_mag_to_source_table( + self.source_dict3, [23, 24, 25], ["i", "r", "g"] + ) + assert final_source_table["ps_mag_i"] == 23 + assert final_source_table["ps_mag_r"] == 24 + assert final_source_table["ps_mag_g"] == 25 if __name__ == "__main__": diff --git a/tests/test_Source/test_source_variability.py b/tests/test_Source/test_source_variability.py index ccf57b6b5..f1c466689 100644 --- a/tests/test_Source/test_source_variability.py +++ b/tests/test_Source/test_source_variability.py @@ -23,8 +23,9 @@ def test_initialization_invalid_model(self): with pytest.raises(ValueError) as excinfo: Variability("invalid_model", **kwargs_model) assert ( - "Given model is not supported. Currently supported models are" - "sinusoidal, light_curve, bending_power_law, user_defined_psd." + "Given model is not supported. Currently supported models are " + "sinusoidal, light_curve, bending_power_law, " + "user_defined_psd, lamppost_reprocessed." ) in str(excinfo.value) def test_variability_at_t_sinusoidal(self): @@ -66,6 +67,177 @@ def test_variability_user_defined_psd(self): assert var.variability_model == "user_defined_psd" npt.assert_almost_equal(results.mean(), 50) + def test_lamppost_reprocessed(self): + agn_kwargs = { + "r_out": 1000, + "corona_height": 10, + "r_resolution": 100, + "inclination_angle": 40, + "black_hole_mass_exponent": 8.0, + "black_hole_spin": 0.0, + "eddington_ratio": 0.1, + } + signal_kwargs = { + "time_array": [0, 1, 2, 3, 4, 5, 6, 7], + "magnitude_array": [5, 3, 1, 3, 6, 9, 12, 10], + } + bpl_kwargs = { + "length_of_light_curve": 100, + "time_resolution": 1, + "log_breakpoint_frequency": -2, + "low_frequency_slope": 1, + "high_frequency_slope": 3, + "mean_magnitude": 10, + "standard_deviation": 0.2, + "normal_magnitude_variance": True, + "zero_point_mag": 200, + "seed": 17, + "driving_variability_model": "bending_power_law", + } + freq = np.linspace(1, 1000, 1000) + psd = freq ** (-2) + user_def_signal_kwargs = { + "length_of_light_curve": 100, + "time_resolution": 1, + "input_frequencies": freq, + "input_psd": psd, + "mean_magnitude": 10, + "standard_deviation": 0.2, + "normal_magnitude_variance": True, + "zero_point_mag": 200, + "seed": 17, + "driving_variability_model": "user_defined_psd", + } + user_transfer_function_amplitudes = [0, 0, 0, 5, 5, 5, 3, 3, 3] + badly_defined_transfer_function_amplitudes = [[[0, 1, 2], [1, 2, 3], [2, 3]]] + single_transfer_function_amplitudes = [0, 1, 2, 3, 4] + reprocessing_kwargs_1 = { + "obs_frame_wavelength_in_nm": 50, + } + reprocessing_kwargs_2 = { + "rest_frame_wavelength_in_nm": 300, + } + reprocessing_kwargs_3 = {"speclite_filter": "lsst2016-r"} + reprocessing_kwargs_4 = { + "response_function_amplitudes": user_transfer_function_amplitudes + } + reprocessing_kwargs_5 = {"speclite_filter": ["lsst2016-r"]} + error_reprocessing_kwargs = { + "response_function_amplitudes": badly_defined_transfer_function_amplitudes + } + reprocessing_kwargs_6 = { + "speclite_filter": "lsst2016-z", + "mean_magnitude": 21, + } + single_reprocessing_kwargs = { + "response_function_amplitudes": single_transfer_function_amplitudes + } + other_kwargs = { + "redshift": 1.0, + "delta_wavelength": 100, + } + with pytest.raises(KeyError): + Variability("lamppost_reprocessed", **{}) + Variability("lamppost_reprocessed", **agn_kwargs) + with pytest.raises(ValueError): + Variability("lamppost_reprocessed", **signal_kwargs) + Variability("lamppost_reprocessed", **reprocessing_kwargs_1) + # Test three different types of fully defined responses + full_kwargs_1 = {} + for dictionary in [ + agn_kwargs, + signal_kwargs, + reprocessing_kwargs_1, + other_kwargs, + ]: + for key in dictionary: + full_kwargs_1[key] = dictionary[key] + full_kwargs_2 = {} + for dictionary in [ + agn_kwargs, + bpl_kwargs, + reprocessing_kwargs_2, + other_kwargs, + ]: + for key in dictionary: + full_kwargs_2[key] = dictionary[key] + full_kwargs_3 = {} + for dictionary in [ + agn_kwargs, + signal_kwargs, + reprocessing_kwargs_3, + other_kwargs, + ]: + for key in dictionary: + full_kwargs_3[key] = dictionary[key] + full_kwargs_4 = {} + for dictionary in [ + agn_kwargs, + bpl_kwargs, + reprocessing_kwargs_4, + other_kwargs, + ]: + for key in dictionary: + full_kwargs_4[key] = dictionary[key] + full_kwargs_5 = {} + for dictionary in [ + agn_kwargs, + bpl_kwargs, + reprocessing_kwargs_5, + other_kwargs, + ]: + for key in dictionary: + full_kwargs_5[key] = dictionary[key] + full_kwargs_6 = {} + for dictionary in [ + agn_kwargs, + bpl_kwargs, + reprocessing_kwargs_6, + other_kwargs, + ]: + for key in dictionary: + full_kwargs_6[key] = dictionary[key] + full_error_kwargs = {} + for dictionary in [ + agn_kwargs, + user_def_signal_kwargs, + error_reprocessing_kwargs, + other_kwargs, + ]: + for key in dictionary: + full_error_kwargs[key] = dictionary[key] + single_response_kwargs = {} + for dictionary in [ + agn_kwargs, + user_def_signal_kwargs, + single_reprocessing_kwargs, + other_kwargs, + ]: + for key in dictionary: + single_response_kwargs[key] = dictionary[key] + + Variability("lamppost_reprocessed", **full_kwargs_1) + var_2 = Variability("lamppost_reprocessed", **full_kwargs_2) + Variability("lamppost_reprocessed", **full_kwargs_3) + Variability("lamppost_reprocessed", **full_kwargs_4) + Variability("lamppost_reprocessed", **full_kwargs_5) + Variability("lamppost_reprocessed", **full_kwargs_6) + Variability("lamppost_reprocessed", **single_response_kwargs) + with pytest.raises(ValueError): + Variability("lamppost_reprocessed", **full_error_kwargs) + # Test minimum case of a fully defined response + time_lags = np.linspace(0, 10, 10) + response_amplitudes = (10 - time_lags) * time_lags + min_kwargs = { + "time_array": [0, 1, 2, 3, 4, 5, 6, 7], + "magnitude_array": [5, 3, 1, 3, 6, 9, 12, 10], + "response_function_time_lags": time_lags, + "response_function_amplitudes": response_amplitudes, + } + Variability("lamppost_reprocessed", **min_kwargs) + + var_2.variability_at_time([0, 10, 15, 20]) + if __name__ == "__main__": pytest.main() diff --git a/tests/test_Source/test_supernovae.py b/tests/test_Source/test_supernovae.py index 94721801a..4fd633821 100644 --- a/tests/test_Source/test_supernovae.py +++ b/tests/test_Source/test_supernovae.py @@ -1,4 +1,5 @@ from slsim.Sources.supernovae import Supernova +import numpy.testing as npt import pytest @@ -6,7 +7,7 @@ def Supernova_class(): SN = Supernova( source="salt3-nir", - redshift=1.0, + redshift=1.2, sn_type="Ia", absolute_mag=-19.3, absolute_mag_band="bessellb", @@ -20,6 +21,10 @@ def test_supernova_mag(Supernova_class): mag = Supernova_class.get_apparent_magnitude(time=0, band="lsstr") assert mag > 0 + npt.assert_warns( + UserWarning, Supernova_class.get_apparent_magnitude, time=0, band="lsstg" + ) + if __name__ == "__main__": pytest.main() diff --git a/tests/test_Source/test_supernovae_catalog.py b/tests/test_Source/test_supernovae_catalog.py index 7ae8d998e..ae13f473c 100644 --- a/tests/test_Source/test_supernovae_catalog.py +++ b/tests/test_Source/test_supernovae_catalog.py @@ -1,20 +1,56 @@ import pytest import numpy as np from astropy.units import Quantity +from astropy import units from astropy.cosmology import FlatLambdaCDM from slsim.Sources.SupernovaeCatalog.supernovae_sample import SupernovaeCatalog +from slsim.Sources.galaxy_catalog import GalaxyCatalog +from slsim.Sources.SupernovaeCatalog.supernovae_sample import ( + supernovae_host_galaxy_offset, +) sn_type = "Ia" -band_list = ["r"] -lightcurve_time = np.linspace(-20, 100, 500) +band_list = ["i"] +lightcurve_time = np.linspace(-20, 50, 100) absolute_mag_band = "bessellb" mag_zpsys = "AB" skypy_config = None -sky_area = Quantity(0.0001, unit="deg2") +sky_area = Quantity(0.05, unit="deg2") absolute_mag = None cosmo = FlatLambdaCDM(H0=70, Om0=0.3) +def test_supernovae_host_galaxy_offset(): + galaxy_catalog = GalaxyCatalog( + cosmo=cosmo, + skypy_config=skypy_config, + sky_area=Quantity(0.001, unit="deg2"), + ) + host_catalog = galaxy_catalog.galaxy_catalog() + x_off, y_off, e1, e2 = supernovae_host_galaxy_offset(host_catalog) + + x_within_mean_radius = 0 + y_within_mean_radius = 0 + mean_radius = np.rad2deg(np.mean(host_catalog["angular_size"])) * units.deg + mean_radius = mean_radius.to(units.arcsec) + + for i in range(len(x_off)): + + if np.abs(x_off[i]) <= mean_radius.value: + x_within_mean_radius += 1 + if np.abs(y_off[i]) <= mean_radius.value: + y_within_mean_radius += 1 + e1[i] = abs(e1[i]) + e2[i] = abs(e2[i]) + + assert x_within_mean_radius >= (2 / 3) * len(x_off) + assert y_within_mean_radius >= (2 / 3) * len(y_off) + assert min(np.abs(e1)) > 0 + assert min(np.abs(e2)) > 0 + assert max(np.abs(e1)) < 1 + assert max(np.abs(e2)) < 1 + + class TestSupernovaeCatalog: @pytest.fixture(autouse=True) def setup(self): @@ -30,25 +66,16 @@ def setup(self): absolute_mag=absolute_mag, ) - def test_host_galaxy_catalog(self): - result = self.supernovae_catalog.host_galaxy_catalog() - assert all(result["z"] <= 0.9329) - def test_supernovae_catalog(self): result = self.supernovae_catalog.supernovae_catalog() - result2 = self.supernovae_catalog.supernovae_catalog(host_galaxy=False) - + result2 = self.supernovae_catalog.supernovae_catalog( + host_galaxy=False, lightcurve=False + ) assert "MJD" in result.colnames - assert "ps_mag_r" in result.colnames assert "z" in result.colnames - assert len(result2.colnames) == 3 - - def test_supernovae_host_galaxy_offset(self): - ra_off, dec_off = self.supernovae_catalog.supernovae_host_galaxy_offset(5) - assert max(ra_off) <= 5 - assert min(ra_off) >= -5 - assert max(dec_off) <= 5 - assert min(dec_off) >= -5 + assert "stellar_mass" in result.colnames + assert "e1" in result.colnames + assert len(result2.colnames) == 1 if __name__ == "__main__": diff --git a/tests/test_Source/test_supernovae_host_match.py b/tests/test_Source/test_supernovae_host_match.py new file mode 100644 index 000000000..0cded6c2c --- /dev/null +++ b/tests/test_Source/test_supernovae_host_match.py @@ -0,0 +1,51 @@ +import pytest +import numpy as np +from astropy.units import Quantity +from astropy.cosmology import FlatLambdaCDM +from slsim.Sources.galaxy_catalog import GalaxyCatalog +from slsim.Sources.supernovae_host_match import SupernovaeHostMatch + + +skypy_config = None +sky_area = Quantity(0.1, unit="deg2") +sky_area2 = Quantity(1, unit="deg2") +cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + +supernovae_catalog = np.linspace(0, 2.379, 20) +galaxy_catalog_class = GalaxyCatalog( + cosmo=cosmo, + skypy_config=skypy_config, + sky_area=sky_area, +) +galaxy_catalog = galaxy_catalog_class.galaxy_catalog() + +galaxy_catalog_class2 = GalaxyCatalog( + cosmo=cosmo, + skypy_config=skypy_config, + sky_area=sky_area2, +) +galaxy_catalog2 = galaxy_catalog_class2.galaxy_catalog() + + +class TestSupernovaeHostMatch: + @pytest.fixture(autouse=True) + def setup(self): + self.match = SupernovaeHostMatch( + supernovae_catalog=supernovae_catalog, galaxy_catalog=galaxy_catalog + ) + self.match2 = SupernovaeHostMatch( + supernovae_catalog=supernovae_catalog, galaxy_catalog=galaxy_catalog2 + ) + + def test_match(self): + result = self.match.match() + result2 = self.match2.match() + assert len(result["stellar_mass"]) == 20 + assert supernovae_catalog[5] <= (result["z"][5] + 0.1) + assert supernovae_catalog[5] >= (result["z"][5] - 0.1) + assert supernovae_catalog[5] <= (result2["z"][5] + 0.05) + assert supernovae_catalog[5] >= (result2["z"][5] - 0.05) + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Source/test_supernovae_lightcone.py b/tests/test_Source/test_supernovae_lightcone.py new file mode 100644 index 000000000..54d092e11 --- /dev/null +++ b/tests/test_Source/test_supernovae_lightcone.py @@ -0,0 +1,89 @@ +from slsim.Sources.Supernovae.supernovae_lightcone import SNeLightcone +from astropy.cosmology import FlatLambdaCDM +from astropy.units import Quantity +from scipy.stats import ks_2samp +import numpy as np +from astropy import units +import numpy.testing as npt +import pytest + + +class TestSNeLightcone: + def setup_method(self): + self.cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + self.redshifts = np.linspace(0, 5, 20) + self.sky_area = Quantity(value=0.05, unit="deg2") + self.noise = False + self.time_interval = 1 * units.year + + self.sne_lightcone = SNeLightcone( + cosmo=self.cosmo, + redshifts=self.redshifts, + sky_area=self.sky_area, + noise=self.noise, + time_interval=self.time_interval, + ) + + def test_convert_density(self): + npt.assert_(isinstance(self.time_interval, units.Quantity)) + + self.time_interval = 2 * units.day + self.sne_lightcone = SNeLightcone( + cosmo=self.cosmo, + redshifts=self.redshifts, + sky_area=self.sky_area, + noise=self.noise, + time_interval=self.time_interval, + ) + test_density = self.sne_lightcone.density[2] + npt.assert_almost_equal( + test_density, + (((0.0001266925 / 365.25) * 2) / (1 + 0.52631579) ** 3), + decimal=4, + ) + + self.time_interval = 1 * units.year + self.sne_lightcone = SNeLightcone( + cosmo=self.cosmo, + redshifts=self.redshifts, + sky_area=self.sky_area, + noise=self.noise, + time_interval=self.time_interval, + ) + test_density = self.sne_lightcone.density[0] + npt.assert_almost_equal(test_density, 5.87137528e-05, decimal=4) + + def test_supernovae_sample(self): + # Observed SN Ia redshift locations using return_supernovae_sample() + sample_output = self.sne_lightcone.supernovae_sample() + + # Observed counts using Lightcone() + observed_counts, bin_edges = np.histogram( + sample_output, bins=self.redshifts, density=True + ) + + # Expected counts based SN Ia comoving density + dN_dz = ( + self.cosmo.differential_comoving_volume(self.redshifts) * self.sky_area + ).to_value("Mpc3") + dN_dz *= self.sne_lightcone.density + bin_widths = np.diff(self.redshifts) + expected_counts = dN_dz[:-1] * bin_widths + + # Normalize expected counts + expected_counts *= len(sample_output) / np.sum(expected_counts) + + # KS test to compare observed and expected distributions + observed_cdf = np.cumsum(observed_counts) + observed_cdf /= observed_cdf[-1] + + expected_cdf = np.cumsum(expected_counts) + expected_cdf /= expected_cdf[-1] + + _, p_value = ks_2samp(observed_cdf, expected_cdf) + + assert p_value > 0.05, f"KS Test failed: p-value = {p_value}" + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_Source/test_supernovae_pop.py b/tests/test_Source/test_supernovae_pop.py new file mode 100644 index 000000000..791073007 --- /dev/null +++ b/tests/test_Source/test_supernovae_pop.py @@ -0,0 +1,73 @@ +from slsim.Sources.Supernovae.supernovae_pop import ( + calculate_star_formation_rate, + delay_time_distribution, +) +from slsim.Sources.Supernovae.supernovae_pop import SNIaRate +from astropy.cosmology import FlatLambdaCDM +import numpy.testing as npt +import pytest + + +def test_calculate_star_formation_rate(): + z = 0 + npt.assert_almost_equal(calculate_star_formation_rate(z), 0.0118, decimal=4) + z = 3 + npt.assert_almost_equal(calculate_star_formation_rate(z), 0.1565, decimal=3) + + +def test_delay_time_distribution(): + t_d = 2 + npt.assert_almost_equal(delay_time_distribution(t_d), 2 ** (-1.08), decimal=4) + t_d = 5 + npt.assert_almost_equal(delay_time_distribution(t_d), 5 ** (-1.08), decimal=4) + + +class TestSNIaRate: + def setup_method(self): + self.cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + self.z_max = 10 + self.sne_rate = SNIaRate( + cosmo=self.cosmo, + z_max=self.z_max, + ) + + def test_z_from_time(self): + z_true = 0 + t = self.cosmo.age(z_true) + z_est = self.sne_rate.z_from_time(t) + npt.assert_almost_equal(z_est, z_true, decimal=3) + + z_true = 4 + t = self.cosmo.age(z_true) + z_est = self.sne_rate.z_from_time(t) + npt.assert_almost_equal(z_est, z_true, decimal=3) + + z_true = 7 + t = self.cosmo.age(z_true) + z_est = self.sne_rate.z_from_time(t) + npt.assert_almost_equal(z_est, z_true, decimal=3) + + z_true = 10 + t = self.cosmo.age(z_true) + z_est = self.sne_rate.z_from_time(t) + npt.assert_almost_equal(z_est, z_true, decimal=3) + + def test_numerator_integrand(self): + t_d, t = 1, 1 + npt.assert_almost_equal( + self.sne_rate._numerator_integrand(t_d, t), 0.0002559, decimal=4 + ) + + def test_calculate_SNIa_rate(self): + # (Fig 2 - Oguri and Marshall 2010) + z_array = [0, 1, 2, 3] + rate_array = self.sne_rate.calculate_SNIa_rate(z_array) + + npt.assert_almost_equal(rate_array[0], 0.000041006, decimal=3) + npt.assert_almost_equal(rate_array[1], 0.0001191, decimal=3) + npt.assert_almost_equal(rate_array[2], 0.0001349, decimal=3) + npt.assert_almost_equal(rate_array[3], 0.00008008, decimal=3) + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_astro_util.py b/tests/test_astro_util.py index 4e0abe9d6..a5cdf24df 100644 --- a/tests/test_astro_util.py +++ b/tests/test_astro_util.py @@ -18,6 +18,7 @@ calculate_geometric_contribution_to_lamppost_model, calculate_dt_dlx, calculate_mean_time_lag, + calculate_accretion_disk_emission, calculate_accretion_disk_response_function, define_bending_power_law_psd, define_frequencies, @@ -25,11 +26,14 @@ generate_signal, generate_signal_from_bending_power_law, generate_signal_from_generic_psd, + downsample_passband, + bring_passband_to_source_plane, + convert_passband_to_nm, ) def test_spin_to_isco(): - # Check all special cases of + # Check all special cases of: # spin = 0, the Schwarzschild black hole # spin = 1, maximum prograde Kerr black hole # spin = -1, maximum retrograde Kerr black hole @@ -252,6 +256,50 @@ def test_calculate_mean_time_lag(): assert calculate_mean_time_lag(response_function) == expected_value +def test_calculate_accretion_disk_emission(): + # define some simple accretion disk parameters + r_out = 100 + r_resolution = 100 + inclination_angle = 10 + rest_frame_wavelength_in_nm = 400 + black_hole_mass_exponent = 7.0 + black_hole_spin = 0.7 + eddington_ratio = 0.05 + + emission_1 = calculate_accretion_disk_emission( + r_out, + r_resolution, + inclination_angle, + rest_frame_wavelength_in_nm, + black_hole_mass_exponent, + black_hole_spin, + eddington_ratio, + ) + emission_2 = calculate_accretion_disk_emission( + r_out, + r_resolution, + inclination_angle, + rest_frame_wavelength_in_nm, + black_hole_mass_exponent, + black_hole_spin, + eddington_ratio * 2, + ) + emission_3 = calculate_accretion_disk_emission( + r_out * 2, + r_resolution * 2, + inclination_angle, + rest_frame_wavelength_in_nm, + black_hole_mass_exponent, + black_hole_spin, + eddington_ratio, + ) + + # assert that higher eddington ratio = more emission + assert emission_2 > emission_1 + # assert that larger accretion disk = more emission + assert emission_3 > emission_1 + + def test_calculate_accretion_disk_response_function(): # Test that manual construction of response function with previously # tested functions works exactly the same as this function @@ -318,7 +366,7 @@ def test_calculate_accretion_disk_response_function(): peak_response_inclined = np.argmax(response_function) assert peak_response_inclined < peak_response_face_on - # Test that inclination does not change the mean response when H_{L_x} = 0 + # Test that inclination does not change the mean response when H_{Lx} = 0 # Note I add 0.5 within the function to avoid singularities when the corona # is placed directly on the disk. However there is no contribution with the dark ISCO. corona_height = -0.5 @@ -589,3 +637,94 @@ def test_generate_signal_from_generic_psd(): # Note that smooth signals will deviate much further from the mean # than extremely noisy signals assert noisy_signal.var() < smooth_signal.var() + + +def test_downsample_passband(): + delta_wavelength = 10 + # Test errors + with pytest.raises(ValueError): + downsample_passband("yellow", delta_wavelength) + downsample_passband((32, 12), delta_wavelength) + with pytest.raises(ValueError): + downsample_passband((1), delta_wavelength) + passband_wavelengths = np.linspace(100, 200, 50) + passband_throughputs = np.linspace(0, 1, 50) * np.linspace(1, 0, 50) + passband = [passband_wavelengths, passband_throughputs] + new_passband_0 = downsample_passband(passband, delta_wavelength) + assert len(new_passband_0[0] == 10) + # Test unit conversion + speclite_filter = "lsst2016-u" + new_passband_1 = downsample_passband( + speclite_filter, delta_wavelength, wavelength_unit_output=u.nm + ) + # new_passband_2 should be ~10 times in length + new_passband_2 = downsample_passband( + speclite_filter, delta_wavelength, wavelength_unit_output=u.angstrom + ) + assert len(new_passband_1[0]) / len(new_passband_2[0]) < 1 + # Test erroneous input wavelength + # This should auto-adjust u.nm to u.angstrom + new_passband_3 = downsample_passband( + speclite_filter, delta_wavelength, wavelength_unit_input=u.nm + ) + assert len(new_passband_3[0]) == len(new_passband_2[0]) + # Test that there is no change in throughput values (besides rounding) + tophat_throughput = np.ones(len(passband_wavelengths)) + tophat_passband = [passband_wavelengths, tophat_throughput] + new_passband_4 = downsample_passband(tophat_passband, delta_wavelength) + new_passband_5 = downsample_passband( + tophat_passband, + delta_wavelength, + wavelength_unit_input=u.nm, + wavelength_unit_output=u.mm, + ) + assert all(new_passband_4[1] == 1) + assert all(new_passband_5[1] == 1) + + +def test_bring_passband_to_source_plane(): + # Test errors + with pytest.raises(ValueError): + bring_passband_to_source_plane("yellow", 10) + bring_passband_to_source_plane((32, 12), 4) + with pytest.raises(ValueError): + bring_passband_to_source_plane(1, 1) + # Test function + speclite_filter = "lsst2016-z" + redshift_zero = 0 + zero_redshift_passband = bring_passband_to_source_plane( + speclite_filter, redshift_zero + ) + redshift_one = 1 + one_redshift_passband = bring_passband_to_source_plane( + speclite_filter, redshift_one + ) + assert all(one_redshift_passband[0] == zero_redshift_passband[0] / 2) + assert all(one_redshift_passband[1] == zero_redshift_passband[1]) + test_passband = [[100, 200], [0.8, 1.0]] + redshifted_test_passband = bring_passband_to_source_plane( + test_passband, redshift_one + ) + assert all(redshifted_test_passband[0] == np.asarray([50, 100])) + + +def test_convert_passband_to_nm(): + # Test errors + with pytest.raises(ValueError): + convert_passband_to_nm("yellow", 10) + convert_passband_to_nm((32, 12), u.m) + with pytest.raises(ValueError): + convert_passband_to_nm(1) + # Test function + speclite_filter = "wise2010-W1" + orig_filter = bring_passband_to_source_plane(speclite_filter, 0) + filter_in_nm = convert_passband_to_nm(speclite_filter) + convert_passband_to_nm(speclite_filter, wavelength_unit_input=u.m) + npt.assert_almost_equal(orig_filter[0] / 10, filter_in_nm[0]) + new_bandpass = [np.asarray([100, 150, 200]), np.asarray([0.5, 1.0, 0.5])] + wavelength_units = u.m + new_bandpass_in_nm = convert_passband_to_nm( + new_bandpass, wavelength_unit_input=wavelength_units + ) + npt.assert_almost_equal(new_bandpass[0] * u.m.to(u.nm), new_bandpass_in_nm[0]) + npt.assert_almost_equal(new_bandpass[1], new_bandpass_in_nm[1]) diff --git a/tests/test_image_simulation.py b/tests/test_image_simulation.py index ec7bb56d6..6f1c6b3aa 100644 --- a/tests/test_image_simulation.py +++ b/tests/test_image_simulation.py @@ -1,5 +1,6 @@ import os import numpy as np +from numpy import testing as npt from astropy.table import Table from astropy.cosmology import FlatLambdaCDM from slsim.lens import Lens @@ -50,12 +51,27 @@ def setup_method(self): break def test_simulate_image(self): + kwargs_psf = { + "point_source_supersampling_factor": 5, + "psf_type": "PIXEL", + "kernel_point_source": np.reshape( + np.linspace(2e-8, 3e-7, 45 * 45), newshape=(45, 45) + ), + } + kwargs_numerics = { + "point_source_supersampling_factor": 5, + "supersampling_factor": 5, + "supersampling_convolution": True, + } + image = simulate_image( lens_class=self.gg_lens, band="g", num_pix=100, add_noise=True, observatory="LSST", + kwargs_psf=kwargs_psf, + kwargs_numerics=kwargs_numerics, ) assert len(image) == 100 @@ -171,8 +187,8 @@ def test_centered_coordinate_system(): transform_matrix = np.array([[0.2, 0], [0, 0.2]]) grid = centered_coordinate_system(101, transform_pix2angle=transform_matrix) - assert grid["ra_at_xy_0"] == -10 - assert grid["dec_at_xy_0"] == -10 + npt.assert_almost_equal(grid["ra_at_xy_0"], -10, decimal=10) + npt.assert_almost_equal(grid["dec_at_xy_0"], -10, decimal=10) assert np.shape(grid["transform_pix2angle"]) == np.shape(transform_matrix) @@ -188,7 +204,7 @@ def test_image_data_class(pes_lens_instance): transform_pix2angle=trans_matrix_1, ) results = data_class._x_at_radec_0 - assert results == 50 + npt.assert_almost_equal(results, 50, decimal=10) def test_point_source_image_properties(pes_lens_instance): diff --git a/tests/test_lens.py b/tests/test_lens.py index 8e79e7caf..a2c2c6ad9 100644 --- a/tests/test_lens.py +++ b/tests/test_lens.py @@ -3,7 +3,6 @@ from numpy import testing as npt from astropy.cosmology import FlatLambdaCDM from astropy.table import Table -from slsim.Deflectors.deflector import Deflector from slsim.lens import ( Lens, image_separation_from_positions, @@ -24,24 +23,28 @@ def setup_method(self): blue_one = Table.read( os.path.join(path, "TestData/blue_one_modified.fits"), format="fits" ) + blue_one["angular_size"] = blue_one["angular_size"] / 4.84813681109536e-06 red_one = Table.read( os.path.join(path, "TestData/red_one_modified.fits"), format="fits" ) + red_one["angular_size"] = red_one["angular_size"] / 4.84813681109536e-06 cosmo = FlatLambdaCDM(H0=70, Om0=0.3) self.source_dict = blue_one self.deflector_dict = red_one print(blue_one) blue_one["gamma_pl"] = 2.1 - + mag_arc_limit = {"i": 35, "g": 35, "r": 35} while True: gg_lens = Lens( source_dict=self.source_dict, deflector_dict=self.deflector_dict, lens_equation_solver="lenstronomy_analytical", + kwargs_variability={"MJD", "ps_mag_i"}, # This line will not be used in + # the testing but at least code go through this warning message. cosmo=cosmo, ) - if gg_lens.validity_test(): + if gg_lens.validity_test(mag_arc_limit=mag_arc_limit): self.gg_lens = gg_lens break @@ -111,9 +114,9 @@ def test_image_observer_times(self): dt_days = self.gg_lens.image_observer_times(t_obs=t_obs) dt_days2 = self.gg_lens.image_observer_times(t_obs=t_obs2) arrival_times = self.gg_lens.point_source_arrival_times() - observer_times = (t_obs + arrival_times - np.min(arrival_times))[:, np.newaxis] + observer_times = (t_obs - arrival_times + np.min(arrival_times))[:, np.newaxis] observer_times2 = ( - t_obs2[:, np.newaxis] + arrival_times - np.min(arrival_times) + t_obs2[:, np.newaxis] - arrival_times + np.min(arrival_times) ).T npt.assert_almost_equal(dt_days, observer_times, decimal=5) npt.assert_almost_equal(dt_days2, observer_times2, decimal=5) @@ -160,7 +163,7 @@ def test_lens_equation_solver(self): "e1_mass": 0.1, "e2_mass": -0.1, "stellar_mass": 10.5e11, - "angular_size": 0.001, + "angular_size": 0.16, "e1_light": -0.1, "e2_light": 0.1, "z": 0.5, @@ -183,10 +186,6 @@ def test_lens_equation_solver(self): subhalos_table = Table.read( os.path.join(path, "TestData/subhalos_table.fits"), format="fits" ) - subhalos_list = [ - Deflector(deflector_type="EPL", deflector_dict=subhalo) - for subhalo in subhalos_table - ] source_dict = blue_one deflector_dict = { "halo_mass": 10**14, @@ -194,12 +193,12 @@ def test_lens_equation_solver(self): "e1_mass": 0.1, "e2_mass": -0.1, "z": 0.42, + "subhalos": subhalos_table, } while True: cg_lens = Lens( source_dict=source_dict, deflector_dict=deflector_dict, - deflector_kwargs={"subhalos_list": subhalos_list}, deflector_type="NFW_CLUSTER", lens_equation_solver="lenstronomy_default", cosmo=cosmo, diff --git a/tests/test_lens_pop.py b/tests/test_lens_pop.py index 4e03a87a8..946134b62 100644 --- a/tests/test_lens_pop.py +++ b/tests/test_lens_pop.py @@ -1,24 +1,60 @@ -import numpy as np +import os import pytest -from astropy.cosmology import FlatLambdaCDM -from astropy.units import Quantity +import slsim +import pickle + +import numpy as np +import slsim.Sources as sources +import slsim.Pipelines as pipelines +import slsim.Deflectors as deflectors +from astropy.units import Quantity +from astropy.table import Table +from astropy.cosmology import FlatLambdaCDM from slsim.lens_pop import LensPop from slsim.lens_pop import draw_test_area +sky_area = Quantity(value=0.05, unit="deg2") +galaxy_simulation_pipeline = pipelines.SkyPyPipeline( + skypy_config=None, + sky_area=sky_area, + filters=None, +) + def create_lens_pop_instance(return_kext=False): + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) sky_area = Quantity(value=0.05, unit="deg2") + kwargs_deflector_cut = {"band": "g", "band_max": 28, "z_min": 0.01, "z_max": 2.5} kwargs_source_cut = {"band": "g", "band_max": 28, "z_min": 0.1, "z_max": 5.0} - return LensPop( + + lens_galaxies = deflectors.EllipticalLensGalaxies( + galaxy_list=galaxy_simulation_pipeline.red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light={}, + cosmo=cosmo, sky_area=sky_area, + ) + + source_galaxies = sources.Galaxies( + galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut=kwargs_source_cut, cosmo=cosmo, - kwargs_deflector_cut=kwargs_deflector_cut, - kwargs_source_cut=kwargs_source_cut, + sky_area=sky_area, + catalog_type="skypy", + ) + + lenspop = LensPop( + deflector_population=lens_galaxies, + source_population=source_galaxies, + cosmo=cosmo, + sky_area=sky_area, ) + return lenspop + @pytest.fixture def gg_lens_pop_instance(): @@ -28,21 +64,38 @@ def gg_lens_pop_instance(): def test_pes_lens_pop_instance(): cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.001, unit="deg2") - kwargs_deflector_cut = {"band": "g", "band_max": 23, "z_min": 0.01, "z_max": 2.5} + + kwargs_deflector_cut = {"z_min": 0.01, "z_max": 2.5} kwargs_source_cut = {"band": "g", "band_max": 26, "z_min": 0.1, "z_max": 5.0} - pes_lens_pop = LensPop( - deflector_type="all-galaxies", - source_type="quasar_plus_galaxies", - kwargs_deflector_cut=kwargs_deflector_cut, - kwargs_source_cut=kwargs_source_cut, - variability_model="sinusoidal", - kwargs_variability={"amp", "freq"}, - kwargs_mass2light=None, - skypy_config=None, + + lens_galaxies = deflectors.AllLensGalaxies( + red_galaxy_list=galaxy_simulation_pipeline.red_galaxies, + blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light={}, + cosmo=cosmo, sky_area=sky_area, + ) + + quasar_galaxies = sources.QuasarCatalog.quasar_galaxies_simple(**{}) + source_galaxies = sources.PointPlusExtendedSources( + point_plus_extended_sources_list=quasar_galaxies, cosmo=cosmo, + sky_area=sky_area, + kwargs_cut=kwargs_source_cut, + variability_model="sinusoidal", + kwargs_variability_model={"amp", "freq"}, + ) + + pes_lens_pop = LensPop( + deflector_population=lens_galaxies, + source_population=source_galaxies, + cosmo=cosmo, + sky_area=sky_area, ) + kwargs_lens_cut = {} pes_lens_class = pes_lens_pop.select_lens_at_random(**kwargs_lens_cut) assert pes_lens_class._source_type == "point_plus_extended" @@ -52,40 +105,130 @@ def test_galaxies_lens_pop_halo_model_instance(): cosmo = FlatLambdaCDM(H0=70, Om0=0.3, Ob0=0.05) sky_area = Quantity(value=0.001, unit="deg2") - kwargs_deflector_cut = {"z_min": 0.01, "z_max": 2.5} + kwargs_deflector_cut = {"z_min": 0.001, "z_max": 2.5} kwargs_source_cut = {"band": "g", "band_max": 28, "z_min": 0.1, "z_max": 5.0} - g_lens_halo_model_pop = LensPop( - deflector_type="halo-models", - source_type="galaxies", - kwargs_deflector_cut=kwargs_deflector_cut, - kwargs_source_cut=kwargs_source_cut, - kwargs_mass2light=None, - skypy_config=None, + halo_galaxy_simulation_pipeline = pipelines.SLHammocksPipeline( slhammocks_config=None, sky_area=sky_area, cosmo=cosmo, ) + + lens_galaxies = deflectors.CompoundLensHalosGalaxies( + halo_galaxy_list=halo_galaxy_simulation_pipeline._pipeline, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light={}, + cosmo=cosmo, + sky_area=sky_area, + ) + + source_galaxies = sources.Galaxies( + galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut=kwargs_source_cut, + cosmo=cosmo, + sky_area=sky_area, + catalog_type="skypy", + ) + + g_lens_halo_model_pop = LensPop( + deflector_population=lens_galaxies, + source_population=source_galaxies, + cosmo=cosmo, + sky_area=sky_area, + ) assert g_lens_halo_model_pop._lens_galaxies.draw_deflector()["halo_mass"] != 0 +def test_cluster_lens_pop_instance(): + cosmo = FlatLambdaCDM(H0=70, Om0=0.3) + sky_area = Quantity(value=0.001, unit="deg2") + + kwargs_deflector_cut = {"z_min": 0.2, "z_max": 1.0} + kwargs_source_cut = {"band": "g", "band_max": 28, "z_min": 0.25, "z_max": 5.0} + + path = os.path.dirname(__file__) + module_path = os.path.dirname(path) + cluster_catalog_path = os.path.join( + module_path, "data/redMaPPer/clusters_example.fits" + ) + members_catalog_path = os.path.join( + module_path, "data/redMaPPer/members_example.fits" + ) + cluster_catalog = Table.read(cluster_catalog_path) + members_catalog = Table.read(members_catalog_path) + + lens_clusters = deflectors.ClusterDeflectors( + cluster_list=cluster_catalog, + members_list=members_catalog, + galaxy_list=galaxy_simulation_pipeline.red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light={}, + cosmo=cosmo, + sky_area=sky_area, + ) + + source_galaxies = sources.Galaxies( + galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut=kwargs_source_cut, + cosmo=cosmo, + sky_area=sky_area, + catalog_type="skypy", + ) + + cluster_lens_pop = LensPop( + deflector_population=lens_clusters, + source_population=source_galaxies, + cosmo=cosmo, + sky_area=sky_area, + ) + + kwargs_lens_cut = {} + pes_lens_class = cluster_lens_pop.select_lens_at_random(**kwargs_lens_cut) + assert pes_lens_class.deflector.deflector_type == "NFW_CLUSTER" + kwargs_model, kwargs_params = pes_lens_class.lenstronomy_kwargs(band="g") + assert len(kwargs_model["lens_model_list"]) >= 3 # halo, 1>= subhalo, LoS + assert len(kwargs_model["lens_light_model_list"]) >= 1 # 1>= member galaxy + assert pes_lens_class.deflector_velocity_dispersion() > 300 + + def test_supernovae_plus_galaxies_lens_pop_instance(): cosmo = FlatLambdaCDM(H0=70, Om0=0.3) sky_area = Quantity(value=0.001, unit="deg2") + kwargs_deflector_cut = {"band": "g", "band_max": 23, "z_min": 0.01, "z_max": 2.5} - kwargs_source_cut = {"band": "g", "band_max": 26, "z_min": 0.1, "z_max": 5.0} - pes_lens_pop = LensPop( - deflector_type="all-galaxies", - source_type="supernovae_plus_galaxies", - kwargs_deflector_cut=kwargs_deflector_cut, - kwargs_source_cut=kwargs_source_cut, - variability_model="light_curve", - kwargs_variability={"MJD", "ps_mag_r"}, - kwargs_mass2light=None, - skypy_config=None, + kwargs_source_cut = {"z_min": 0.1, "z_max": 5.0} + + lens_galaxies = deflectors.AllLensGalaxies( + red_galaxy_list=galaxy_simulation_pipeline.red_galaxies, + blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light={}, + cosmo=cosmo, sky_area=sky_area, - catalog_type="supernovae_sample", + ) + + path = ( + os.path.dirname(slsim.__file__) + + "/Sources/SupernovaeCatalog/supernovae_data.pkl" + ) + with open(path, "rb") as f: + supernovae_data = pickle.load(f) + + source_galaxies = sources.PointPlusExtendedSources( + point_plus_extended_sources_list=supernovae_data, cosmo=cosmo, + sky_area=sky_area, + kwargs_cut=kwargs_source_cut, + variability_model="light_curve", + kwargs_variability_model={"MJD", "ps_mag_r"}, + list_type="list", + ) + + pes_lens_pop = LensPop( + deflector_population=lens_galaxies, + source_population=source_galaxies, + cosmo=cosmo, + sky_area=sky_area, ) kwargs_lens_cut = {} pes_lens_class = pes_lens_pop.select_lens_at_random(**kwargs_lens_cut) @@ -94,60 +237,143 @@ def test_supernovae_plus_galaxies_lens_pop_instance(): def test_supernovae_plus_galaxies_lens_pop_instance_2(): cosmo = FlatLambdaCDM(H0=70, Om0=0.3) - sky_area = Quantity(value=0.001, unit="deg2") + deflector_sky_area = Quantity(value=0.1, unit="deg2") + source_sky_area = Quantity(value=0.2, unit="deg2") + sky_area = Quantity(value=0.05, unit="deg2") + kwargs_deflector_cut = {"band": "g", "band_max": 23, "z_min": 0.01, "z_max": 2.5} - kwargs_source_cut = {"band": "g", "band_max": 26, "z_min": 0.1, "z_max": 5.0} + kwargs_source_cut = {"z_min": 0.1, "z_max": 5.0} + time_range = np.linspace(-20, 50, 500) - pes_lens_pop = LensPop( - deflector_type="all-galaxies", - source_type="supernovae_plus_galaxies", - kwargs_deflector_cut=kwargs_deflector_cut, - kwargs_source_cut=kwargs_source_cut, + + lens_galaxies = deflectors.AllLensGalaxies( + red_galaxy_list=galaxy_simulation_pipeline.red_galaxies, + blue_galaxy_list=galaxy_simulation_pipeline.blue_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light={}, + cosmo=cosmo, + sky_area=deflector_sky_area, + ) + + supernovae_catalog = sources.SupernovaeCatalog.SupernovaeCatalog( + sn_type="Ia", + band_list=["i"], + lightcurve_time=time_range, + absolute_mag_band="bessellb", + absolute_mag=None, + mag_zpsys="ab", + cosmo=cosmo, + skypy_config=None, + sky_area=source_sky_area, + ) + supernovae_data = supernovae_catalog.supernovae_catalog( + host_galaxy=True, lightcurve=False + ) + + source_galaxies = sources.PointPlusExtendedSources( + point_plus_extended_sources_list=supernovae_data, + cosmo=cosmo, + sky_area=source_sky_area, + kwargs_cut=kwargs_source_cut, variability_model="light_curve", - kwargs_variability={"MJD", "ps_mag_r"}, + kwargs_variability_model={"supernovae_lightcurve", "i"}, + ) + + pes_lens_pop = LensPop( + deflector_population=lens_galaxies, + source_population=source_galaxies, + cosmo=cosmo, + lightcurve_time=time_range, sn_type="Ia", sn_absolute_mag_band="bessellb", sn_absolute_zpsys="ab", - kwargs_mass2light=None, - skypy_config=None, sky_area=sky_area, - cosmo=cosmo, - lightcurve_time=time_range, ) kwargs_lens_cut = {} pes_lens_class = pes_lens_pop.select_lens_at_random(**kwargs_lens_cut) assert pes_lens_class._source_type == "point_plus_extended" - assert "MJD" in pes_lens_class.source.source_dict.colnames - assert len(pes_lens_class.source.source_dict["MJD"]) == len(time_range) + assert "x_off" in pes_lens_class.source.source_dict.colnames + assert len( + pes_lens_class.source.kwargs_variability_extracted["i"]["ps_mag_i"] + ) == len(time_range) def test_supernovae_lens_pop_instance(): cosmo = FlatLambdaCDM(H0=70, Om0=0.3) - sky_area = Quantity(value=0.001, unit="deg2") + sky_area_1 = Quantity(value=0.1, unit="deg2") + sky_area_pop = Quantity(value=0.1, unit="deg2") + kwargs_deflector_cut = {"band": "g", "band_max": 23, "z_min": 0.01, "z_max": 2.5} - kwargs_source_cut = {"band": "g", "band_max": 26, "z_min": 0.1, "z_max": 5.0} + kwargs_source_cut = {"z_min": 0.1, "z_max": 5.0} + time_range = np.linspace(-20, 50, 500) - pes_lens_pop = LensPop( - deflector_type="all-galaxies", - source_type="supernovae", - kwargs_deflector_cut=kwargs_deflector_cut, - kwargs_source_cut=kwargs_source_cut, - variability_model="light_curve", - kwargs_variability={"MJD", "ps_mag_r"}, + + lens_galaxies_1 = deflectors.EllipticalLensGalaxies( + galaxy_list=galaxy_simulation_pipeline.red_galaxies, + kwargs_cut=kwargs_deflector_cut, + kwargs_mass2light={}, + cosmo=cosmo, + sky_area=sky_area_1, + ) + + supernovae_catalog_1 = sources.SupernovaeCatalog.SupernovaeCatalog( sn_type="Ia", - sn_absolute_mag_band="bessellb", - sn_absolute_zpsys="ab", - kwargs_mass2light=None, + band_list=["r"], + lightcurve_time=time_range, + absolute_mag_band="bessellb", + absolute_mag=None, + mag_zpsys="ab", + cosmo=cosmo, skypy_config=None, - sky_area=sky_area, + sky_area=sky_area_1, + ) + supernovae_data_1 = supernovae_catalog_1.supernovae_catalog( + host_galaxy=False, lightcurve=False + ) + + source_galaxies_1 = sources.PointSources( + point_source_list=supernovae_data_1, + cosmo=cosmo, + sky_area=sky_area_1, + kwargs_cut=kwargs_source_cut, + variability_model="light_curve", + kwargs_variability_model={"supernovae_lightcurve", "r"}, + ) + + ps_lens_pop_1 = LensPop( + deflector_population=lens_galaxies_1, + source_population=source_galaxies_1, cosmo=cosmo, lightcurve_time=time_range, + sn_type="Ia", + sn_absolute_mag_band="bessellb", + sn_absolute_zpsys="ab", + sky_area=sky_area_pop, + ) + # drawing population + kwargs_lens_cuts = {} + ps_lens_population_1 = ps_lens_pop_1.draw_population( + speed_factor=1, kwargs_lens_cuts=kwargs_lens_cuts + ) + ps_lens_population_1_speed = ps_lens_pop_1.draw_population( + speed_factor=10, kwargs_lens_cuts=kwargs_lens_cuts ) kwargs_lens_cut = {} - pes_lens_class = pes_lens_pop.select_lens_at_random(**kwargs_lens_cut) - assert pes_lens_class._source_type == "point_source" - assert "MJD" in pes_lens_class.source.source_dict.colnames - assert len(pes_lens_class.source.source_dict) == 3 + ps_lens_class = ps_lens_pop_1.select_lens_at_random(**kwargs_lens_cut) + assert ps_lens_class._source_type == "point_source" + assert "z" in ps_lens_class.source.source_dict.colnames + assert len(ps_lens_class.source.source_dict) == 1 + assert abs(len(ps_lens_population_1) - len(ps_lens_population_1_speed)) <= 12 + with pytest.raises(ValueError): + LensPop( + deflector_population=lens_galaxies_1, + source_population=source_galaxies_1, + cosmo=cosmo, + lightcurve_time=time_range, + sn_type="Ia", + sn_absolute_mag_band="bessellb", + sn_absolute_zpsys="ab", + ) def test_num_lenses_and_sources(gg_lens_pop_instance): @@ -177,13 +403,5 @@ def test_num_sources_tested_and_test_area(gg_lens_pop_instance): f"but got {num_sources_range}" -def test_draw_population(gg_lens_pop_instance): - kwargs_lens_cuts = {"mag_arc_limit": {"g": 28}} - gg_lens_population = gg_lens_pop_instance.draw_population( - kwargs_lens_cuts=kwargs_lens_cuts - ) - assert isinstance(gg_lens_population, list) - - if __name__ == "__main__": pytest.main() diff --git a/tests/test_los_config.py b/tests/test_los_config.py index 19f4dc540..4ae8e4c30 100644 --- a/tests/test_los_config.py +++ b/tests/test_los_config.py @@ -25,6 +25,19 @@ def test_default_settings(): assert config.no_correction_path is None +def test_known_input(): + kappa = 0.1 + gamma1, gamma2 = -0.05, 0.05 + los_dict = {"gamma": [gamma1, gamma2], "kappa": kappa} + config = LOSConfig(**los_dict) + gamma1_, gamma2_, kappa_ = config.calculate_los_linear_distortions( + source_redshift=0, deflector_redshift=0 + ) + assert gamma1_ == gamma1 + assert gamma2_ == gamma2 + assert kappa_ == kappa + + @pytest.fixture def los_config(): # Create an instance of LOSConfig with some default settings diff --git a/tests/test_lsst_science_pipeline.py b/tests/test_lsst_science_pipeline.py index b38895bb2..94332160f 100644 --- a/tests/test_lsst_science_pipeline.py +++ b/tests/test_lsst_science_pipeline.py @@ -29,6 +29,7 @@ def pes_lens_instance(): variability_model="sinusoidal", kwargs_variability={"amp", "freq"}, cosmo=cosmo, + lightcurve_time=np.linspace(0, np.pi, 100), ) if pes_lens.validity_test(): pes_lens = pes_lens diff --git a/tests/test_param_util.py b/tests/test_param_util.py index fabe44300..5096e1dff 100644 --- a/tests/test_param_util.py +++ b/tests/test_param_util.py @@ -13,8 +13,15 @@ transformmatrix_to_pixelscale, magnitude_to_amplitude, amplitude_to_magnitude, + ellipticity_slsim_to_lenstronomy, + fits_append_table, + catalog_with_angular_size_in_arcsec, ) from slsim.Sources.SourceVariability.variability import Variability +from astropy.io import fits +from astropy.table import Table +from astropy import units as u +import tempfile import pytest @@ -162,5 +169,87 @@ def test_magnitude_to_amplitude(): assert high_mag == new_high_mag +def test_ellipricity_slsim_to_lenstronomy(): + result = ellipticity_slsim_to_lenstronomy(-0.17, 0.05) + assert result[0] == 0.17 + assert result[1] == 0.05 + + +@pytest.fixture +def temp_fits_file(): + # Create a temporary FITS file + temp_file = tempfile.NamedTemporaryFile(suffix=".fits", delete=False) + temp_file.close() + + # Create an initial empty FITS file + primary_hdu = fits.PrimaryHDU() + hdul = fits.HDUList([primary_hdu]) + hdul.writeto(temp_file.name, overwrite=True) + + yield temp_file.name + + # Cleanup: Remove the temporary FITS file + os.remove(temp_file.name) + + +@pytest.fixture +def sample_table(): + # Create a sample Astropy Table + return Table({"col1": [1, 2, 3], "col2": ["a", "b", "c"]}, names=["col1", "col2"]) + + +def test_append_table(temp_fits_file, sample_table): + # Append the sample table to the FITS file + fits_append_table(temp_fits_file, sample_table) + + # Read back the FITS file and check the appended table + with fits.open(temp_fits_file) as hdul: + # Verify that a new table has been appended + assert len(hdul) == 2 + + # Verify the content of the appended table + appended_table_data = hdul[1].data + for i in range(len(sample_table)): + assert appended_table_data["col1"][i] == sample_table["col1"][i] + assert appended_table_data["col2"][i] == sample_table["col2"][i] + + +def test_catalog_with_angular_size_in_arcsec(): + galaxy_list = Table( + [ + [0.5, 0.5, 0.5], + [-15.248975044343094, -15.248975044343094, -15.248975044343094], + [0.1492770563596445, 0.1492770563596445, 0.1492770563596445], + [4.186996407348755e-08, 4.186996407348755e-08, 4.186996407348755e-08] + * u.rad, + [23, 23, 23], + [43, 43, 43], + ], + names=("z", "M", "e", "angular_size", "mag_i", "a_rot"), + ) + galaxy_list2 = Table( + [ + [0.5, 0.5, 0.5], + [-15.248975044343094, -15.248975044343094, -15.248975044343094], + [0.1492770563596445, 0.1492770563596445, 0.1492770563596445], + [4.186996407348755e-08, 4.186996407348755e-08, 4.186996407348755e-08] + * u.rad, + [23, 23, 23], + [43, 43, 43], + ], + names=("z", "M", "e", "angular_size", "mag_i", "a_rot"), + ) + galaxy_cat = catalog_with_angular_size_in_arcsec( + galaxy_catalog=galaxy_list, input_catalog_type="skypy" + ) + galaxy_cat2 = catalog_with_angular_size_in_arcsec( + galaxy_catalog=galaxy_list2, input_catalog_type="other" + ) + assert galaxy_cat["angular_size"][0] == 4.186996407348755e-08 / 4.84813681109536e-06 + assert galaxy_cat2["angular_size"][0] == 4.186996407348755e-08 + assert galaxy_cat2["angular_size"].unit == u.rad + assert galaxy_cat["angular_size"].unit == u.arcsec + + if __name__ == "__main__": pytest.main() diff --git a/tests/test_roman_image_simulation.py b/tests/test_roman_image_simulation.py new file mode 100644 index 000000000..233262493 --- /dev/null +++ b/tests/test_roman_image_simulation.py @@ -0,0 +1,121 @@ +import astropy.cosmology +import numpy as np +from slsim.lens import Lens +from slsim.roman_image_simulation import simulate_roman_image +from slsim.image_simulation import simulate_image + +import os +import pickle +import pytest + +COSMO = astropy.cosmology.default_cosmology.get() + +DEFLECTOR_DICT = { + "center_x": -0.007876281728887604, + "center_y": 0.010633393703246008, + "e1_mass": -0.004858808997848661, + "e2_mass": 0.0075210751726143355, + "stellar_mass": 286796906929.3925, + "e1_light": -0.023377277902774978, + "e2_light": 0.05349948216860632, + "vel_disp": 295.2347999078027, + "angular_size": 0.5300707454127908, + "n_sersic": 4.0, + "z": 0.2902115249535011, + "mag_F106": 17.5664222662219, + "mag_F129": 17.269983557132853, + "mag_F184": 17.00761457389914, +} + +LOS_DICT = { + "gamma": [-0.03648819840013156, -0.06511863424492038], + "kappa": 0.06020941823541971, +} + +SOURCE_DICT = { + "angular_size": 0.1651633078964498, + "center_x": 0.30298310338567075, + "center_y": -0.3505004565139597, + "e1": 0.06350855238708408, + "e2": -0.08420760408362458, + "mag_F106": 21.434711611915137, + "mag_F129": 21.121205893763328, + "mag_F184": 20.542431041034558, + "n_sersic": 1.0, + "z": 0.5876899931818929, +} + +BAND = "F106" + +LENS = Lens( + source_dict=SOURCE_DICT, + deflector_dict=DEFLECTOR_DICT, + los_dict=LOS_DICT, + cosmo=COSMO, +) + +PSF_DIRECTORY = os.path.join(os.path.dirname(__file__), "..", "data", "webbpsf") + + +# NOTE: Galsim is required which is not supported on Windows +def test_simulate_roman_image_with_psf_and_noise(): + final_image = simulate_roman_image( + lens_class=LENS, + band=BAND, + num_pix=45, + oversample=3, + add_noise=True, + psf_directory=PSF_DIRECTORY, + ) + assert final_image.shape == (45, 45) + + +def test_simulate_roman_image_with_psf_without_noise(): + with open( + os.path.join(PSF_DIRECTORY, "F106_SCA01_2000_2000_3.pkl"), "rb" + ) as psf_file: + psf = pickle.load(psf_file) + + kwargs_psf = { + "point_source_supersampling_factor": 3, + "psf_type": "PIXEL", + "kernel_point_source": psf[0].data / np.sum(psf[0].data), + } + kwargs_numerics = { + "point_source_supersampling_factor": 3, + "supersampling_factor": 3, + "supersampling_convolution": True, + } + # Manually convolves psf through lenstronomy, no roman detector effects or background + array = simulate_image( + lens_class=LENS, + band=BAND, + num_pix=51, + observatory="Roman", + kwargs_psf=kwargs_psf, + kwargs_numerics=kwargs_numerics, + add_noise=False, + ) + image_ref = array[3:-3, 3:-3] + + # Convolves psf through galsim, also no roman detector effects or background + galsim_image = simulate_roman_image( + lens_class=LENS, + band=BAND, + num_pix=45, + oversample=3, + seed=42, + add_noise=False, + psf_directory=PSF_DIRECTORY, + ) + + # Makes sure that each pixel matches in flux by 2%, and the total flux matches by up to 0.1 + # Most pixels should match by 0.005% but there may be a couple ones that only match by 2% + np.testing.assert_allclose(galsim_image, image_ref, rtol=0.02, atol=0) + np.testing.assert_allclose( + np.sum(galsim_image), np.sum(image_ref), rtol=0, atol=0.1 + ) + + +if __name__ == "__main__": + pytest.main() diff --git a/tests/test_selection.py b/tests/test_selection.py new file mode 100644 index 000000000..091a419c0 --- /dev/null +++ b/tests/test_selection.py @@ -0,0 +1,46 @@ +from slsim.selection import object_cut +import numpy as np +from astropy.table import Table +import pytest + +sample1 = Table({"mag_i": np.linspace(20, 30, 20), "z": np.linspace(0.01, 2, 20)}) +sample2 = Table({"mag_i": np.array([23]), "z": np.array([0.5])}) +sample3 = Table({"mag_i": np.array([30]), "z": np.array([1.2])}) +sample = [sample2, sample3] + + +def test_object_cut(): + sample_cut = object_cut( + sample1, + z_min=0, + z_max=1, + band=None, + band_max=40, + list_type="astropy_table", + object_type="extended", + ) + sample_cut2 = object_cut( + sample, + z_min=0, + z_max=1, + band="i", + band_max=26, + list_type="list", + object_type="extended", + ) + assert max(sample_cut["z"]) < 1 + assert sample_cut2[0]["mag_i"] == 23 + with pytest.raises(ValueError): + object_cut( + sample1, + z_min=0, + z_max=1, + band=None, + band_max=40, + list_type="astropy_table", + object_type="source", + ) + + +if __name__ == "__main__": + pytest.main()