From 779a2d6932d03397ba3d1fad2d399dc718bf08bf Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 14:54:47 +0800 Subject: [PATCH 01/21] Mass destructions --- structurefunction.py | 672 +++++++++++++++++++++++++------------------ 1 file changed, 397 insertions(+), 275 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index 559da5d..45df146 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -290,6 +290,149 @@ def mc_sample(data: np.ndarray, errors: np.ndarray, samples: int = 1000) -> np.n return data_dist +def sf_two_point( + rm_1: np.ndarray, + rm_2: np.ndarray, + rm_err_1: np.ndarray, + rm_err_2: np.ndarray, + dtheta: u.Quantity, + bins: np.ndarray, +) -> Tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: + + samples = rm_1.shape[0] + + def _sf_func(x): + return ((x.rm_1 - x.rm_2)**2).mean(dim='source_pair') + + def _sf_err_func(x): + return ((x.rm_err_1 - x.rm_err_2)**2).mean(dim='source_pair') + + + data_xr = xr.Dataset( + dict( + rm_1=(["sample", "source_pair"], rm_1), + rm_2=(["sample", "source_pair"], rm_2), + rm_err_1=(["sample", "source_pair"], rm_err_1), + rm_err_2=(["sample", "source_pair"], rm_err_2), + ), + coords=dict( + seps=("source_pair", dtheta.to(u.deg)), + sample=("sample", np.arange(samples)), + ), + ) + + grp = data_xr.groupby_bins("seps", bins) + + sf = grp.apply(_sf_func) + sf_err = grp.apply(_sf_err_func) + sf_corr = sf - sf_err + + medians = sf_corr.quantile(0.5, dim="sample") + + err_low = medians - sf_corr.quantile(0.16, dim="sample") + + err_high = sf_corr.quantile(0.84, dim="sample") - medians + + count = grp.count(dim="source_pair").rm_1[:,0] + + c_bins = np.array( + [i.mid for i in grp.apply(_sf_func).seps_bins.values] + ) + + return ( + medians.values, + err_low.values, + err_high.values, + count.values, + c_bins, + ) + + +def sf_three_point( + rm_1: np.ndarray, + rm_2: np.ndarray, + rm_err_1: np.ndarray, + rm_err_2: np.ndarray, + bins_idx: np.ndarray, +) -> Tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: + + samples = rm_1.shape[0] + + def _sf_func(x): + sf_dist = ((x.rm_2 - 2*x.rm_1 + x.rm_3)**2).mean(dim='source_triplet') + sf_err_dist = ((x.rm_err_2 - 2*x.rm_err_1 + x.rm_err_2)**2).mean(dim='source_triplet') + sf_corr = sf_dist - sf_err_dist + return sf_corr + + data_xr = xr.Dataset( + dict( + rm_1=(["sample", "source_pair"], rm_1), + rm_2=(["sample", "source_pair"], rm_2), + rm_err_1=(["sample", "source_pair"], rm_err_1), + rm_err_2=(["sample", "source_pair"], rm_err_2), + ), + coords=dict( + bins_idx=("source_pair", bins_idx), + sample=("sample", np.arange(samples)), + ), + ) + + grp = data_xr.groupby("bins_idx") + + rm_1s = [] + rm_2s = [] + rm_3s = [] + rm_err_1s = [] + rm_err_2s = [] + rm_err_3s = [] + bins_idxs = [] + for i, g in tqdm(grp): + if i < 0: + continue + for _, t in g.groupby("src_1"): + if len(t["source_pair"]) < 3: + continue + for j in range(len(t["source_pair"])-1): + _rm_1 = t["rm_1"].values[:,0] + _rm_2 = t["rm_2"].values[:,j] + _rm_3 = t["rm_2"].values[:,j+1] + _rm_err_1 = t["rm_err_1"].values[:,0] + _rm_err_2 = t["rm_err_2"].values[:,j] + _rm_err_3 = t["rm_err_2"].values[:,j+1] + rm_1s.append(_rm_1) + rm_2s.append(_rm_2) + rm_3s.append(_rm_3) + rm_err_1s.append(_rm_err_1) + rm_err_2s.append(_rm_err_2) + rm_err_3s.append(_rm_err_3) + b_idx = t.bins_idx.values[0] + bins_idxs.append(b_idx) + + triple = xr.Dataset( + dict( + rm_1=(["source_triplet", "sample"], np.array(rm_1s)), + rm_2=(["source_triplet", "sample"], np.array(rm_2s)), + rm_3=(["source_triplet", "sample"], np.array(rm_3s)), + rm_err_1=(["source_triplet", "sample"], np.array(rm_err_1s)), + rm_err_2=(["source_triplet", "sample"], np.array(rm_err_2s)), + rm_err_3=(["source_triplet", "sample"], np.array(rm_err_3s)), + ), + coords=dict( + samples=("sample", np.arange(samples)), + bins_idx=("source_triplet", bins_idx), + ), + ) + + sf_xr = triple.groupby("bins_idx") + medians = sf_xr.apply(_sf_func).quantile(0.5, dim="sample") + err_low = medians - sf_xr.apply(_sf_func).quantile(0.16, dim="sample") + err_high = sf_xr.apply(_sf_func).quantile(0.84, dim="sample") - medians + count = sf_xr.count(dim="source_triplet").rm_1[:,0] + + return medians, err_low, err_high, count + + + def structure_function( data: u.Quantity, errors: u.Quantity, @@ -302,6 +445,7 @@ def structure_function( fit: str = None, outdir: str = None, model_name: str = None, + n_point: int = 2, **kwargs, ) -> Tuple[u.Quantity, u.Quantity, Tuple[u.Quantity, u.Quantity], np.ndarray]: @@ -350,16 +494,9 @@ def structure_function( samples=samples, ) - # Get all combinations of sources and compute the difference - - logger.info("Getting data differences...") - diffs_dist = np.subtract(*combinate(rm_dist)).T ** 2 - - # Get all combinations of data_errs sources and compute the difference - - logger.info("Getting data error differences...") - d_diffs_dist = np.subtract(*combinate(d_rm_dist)).T ** 2 - + # Get all combinations of sources + rm_1, rm_2 = combinate(rm_dist) + d_rm_1, d_rm_2 = combinate(d_rm_dist) # Get the angular separation of the source pairs logger.info("Getting angular separations...") @@ -385,271 +522,256 @@ def structure_function( # Compute the SF logger.info("Computing SF...") - bins_idx = pd.cut( - dtheta, bins, include_lowest=True, labels=False, right=True - ).astype(int) - cbins = np.sqrt(bins[1:] * bins[:-1]) # Take geometric mean of bins - assuming log - diffs_xr = xr.Dataset( - dict( - data=(["samples", "source pair"], diffs_dist), - error=(["samples", "source pair"], d_diffs_dist), - ), - coords=dict( - bins_idx=("source pair", bins_idx), - ), - ) - - # Compute SF - sf_xr = diffs_xr.groupby("bins_idx").mean(dim="source pair") - count_xr = diffs_xr["bins_idx"].groupby("bins_idx").count() - # Get the final SF correcting for the errors - sf_xr_cor = sf_xr.data - sf_xr.error - per16_xr, medians_xr, per84_xr = sf_xr_cor.quantile( - (0.16, 0.5, 0.84), dim="samples" - ) - # Return to numpy arrays for use later - count = np.zeros_like(cbins.value) - medians = np.zeros_like(cbins.value) - per16 = np.zeros_like(cbins.value) - per84 = np.zeros_like(cbins.value) - sf_dists_cor = np.zeros((len(cbins), samples)) - sf_dists = np.zeros((len(cbins), samples)) - d_sf_dists = np.zeros((len(cbins), samples)) - for arr, xarr in zip( - (count, medians, per16, per84, sf_dists_cor, sf_dists, d_sf_dists), - (count_xr, medians_xr, per16_xr, per84_xr, sf_xr_cor, sf_xr.data, sf_xr.error), - ): - idx = count_xr.coords.to_index() - nan_clip = idx >= 0 # Clip NaN indices - arr[idx[nan_clip]] = xarr[nan_clip] - err_low = medians - per16 - err_high = per84 - medians - err = np.array([err_low.astype(float), err_high.astype(float)]) - if outdir is None: - outdir = "outdir" - bilby.utils.check_directory_exists_and_if_not_mkdir(outdir) - if fit: - if model_name is None: - model_name = "broken_power_law" - if model_name == "broken_power_law": - model = broken_power_law - elif model_name == "power_law": - model = power_law - else: - raise NotImplementedError( - "Only implemented for broken_power_law and power_law" - ) - - logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") - # A few simple setup steps - label = model_name - - # Only use bins with at least 10 sources - cut = ( - (count >= 10) - & np.isfinite(cbins) - & np.isfinite(medians) - & np.isfinite(err[0]) - & np.isfinite(err[1]) + if n_point == 2: + medians, err_low, err_high, count = sf_two_point( + rm_1=rm_1.T, + rm_2=rm_2.T, + rm_err_1=d_rm_1.T, + rm_err_2=d_rm_2.T, + dtheta=dtheta, + bins=bins, ) - x = np.array(cbins[cut].value) - y = medians[cut] - y_err = (per84 - per16)[cut] / 2 - y_dist = sf_dists_cor[cut] - - if fit == "lsq": - result = lsq_fit( - x=x, - y=y, - model=model, - outdir=outdir, - label=label, - ) - elif fit == "lsq_weight": - result = lsq_weight_fit( - x=x, - y=y, - yerr=y_err, - model=model, - outdir=outdir, - label=label, - ) - elif fit == "bilby": - result = bilby_fit( - x=x, y=y, y_err=y_err, model=model, outdir=outdir, label=label, **kwargs - ) - else: - raise ValueError("Invalid fit type") - - if show_plots: - try: - result.plot_corner(dpi=300, save=save_plots) - except: - pass - samps = result.samples - labels = result.parameter_labels - fig = plt.figure(facecolor="w") - fig = corner.corner(samps, labels=labels, fig=fig) - if save_plots: - plt.savefig( - os.path.join(outdir, f"{label}_corner.pdf"), dpi=300, bbox_inches="tight" - ) - perc_dict = { - key: np.nanpercentile(result.posterior[key], [16, 50, 84]) - for key in result.parameter_labels - } - - round_dict = { - key: round( - perc_dict[key][1].astype(float), - uncertainty=(perc_dict[key][2] - perc_dict[key][1]).astype(float), - ) - for key in result.parameter_labels - } - logger.info("Fitting results:") - for key in round_dict.keys(): - logger.info(f"{key}: {round_dict[key]}") - logger.info(f"Fit log evidence: {result.log_evidence} ± {result.log_evidence_err}") - else: - result = None - - ############################################################################## - - ############################################################################## - if show_plots: - good_idx = count >= 10 - plt.figure(facecolor="w") - plt.plot( - cbins[good_idx], - medians[good_idx], - ".", - c="tab:blue", - label="Reliable bins (>= 10 source pairs)", + elif n_point == 3: + medians, err_low, err_high, count = sf_three_point( + rm_1=rm_1.T, + rm_2=rm_2.T, + rm_err_1=d_rm_1.T, + rm_err_2=d_rm_2.T, + bins_idx=bins_idx, + samples=samples, ) - plt.plot( - cbins[~good_idx], - medians[~good_idx], - ".", - c="tab:red", - label="Unreliable bins (< 10 source pairs)", - ) - plt.errorbar( - cbins.value[good_idx], - medians[good_idx], - yerr=err[:, good_idx], - color="tab:blue", - marker=None, - fmt=" ", - ) - plt.errorbar( - cbins.value[~good_idx], - medians[~good_idx], - yerr=err[:, ~good_idx], - color="tab:red", - marker=None, - fmt=" ", - ) - if fit: - cbins_hi = np.logspace( - np.log10(cbins.value.min()), np.log10(cbins.value.max()), 1000 - ) - errmodel = [] - # Sample the posterior randomly 100 times - for i in range(1000): - idx = np.random.choice(np.arange(result.posterior.shape[0])) - s_dict = { - key: result.posterior[key][idx] for key in result.parameter_labels - } - _mod = model( - x=cbins_hi, - **s_dict, - ) - # errDict[name] = model_dict['posterior'][name][idx] - errmodel.append(_mod) - errmodel = np.array(errmodel) - low, med, high = np.percentile(errmodel, [16, 50, 84], axis=0) - # med = fitted_line(cbins_hi) - plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") - plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) - - saturate = np.nanvar(data) * 2 - plt.hlines( - saturate, - cbins.value.min(), - cbins.value.max(), - linestyle="--", - color="tab:red", - label="Expected saturation ($2\sigma^2$)", - ) - plt.xscale("log") - plt.yscale("log") - plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") - plt.ylabel(rf"SF [{data.unit**2:latex_inline}]") - plt.xlim(bins[0].value, bins[-1].value) - plt.ylim(np.nanmin(medians) / 10, np.nanmax(medians) * 10) - plt.legend() - if save_plots: - plt.savefig( - os.path.join(outdir, f"{label}_errorbar.pdf"), dpi=300, bbox_inches="tight" - ) - - plt.figure(facecolor="w") - plt.plot(cbins, count, ".", color="tab:red", label="Median from MC") - plt.xscale("log") - plt.yscale("log") - plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") - plt.ylabel(r"Number of source pairs") - plt.xlim(bins[0].value, bins[-1].value) - if save_plots: - plt.savefig( - os.path.join(outdir, f"{label}_counts.pdf"), dpi=300, bbox_inches="tight" - ) - - counts = [] - cor_dists = sf_dists - d_sf_dists - plt.figure(facecolor="w") - for dist in tqdm(cor_dists, disable=not verbose, desc="Making hist plot"): - n, hbins, _ = plt.hist( - dist, range=(np.nanmin(cor_dists), np.nanmax(cor_dists)), bins=100 - ) - plt.clf() - counts.append(n) - c_hbins = [] - for i in range(len(hbins) - 1): - c = (hbins[i] + hbins[i + 1]) / 2 - c_hbins.append(c) - counts = np.array(counts) - c_hbins = np.array(c_hbins) - - x = cbins - y = c_hbins - X, Y = np.meshgrid(x, y) - plt.figure(facecolor="w") - plt.pcolormesh(X, Y, counts.T, cmap=plt.cm.cubehelix_r) - plt.colorbar() - plt.xticks(x) - plt.yticks(y) - plt.xscale("log") - plt.yscale("log") - plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") - plt.ylabel(rf"SF [{data.unit**2:latex_inline}]") - plt.xlim(bins[0].value, bins[-1].value) - plt.ylim(abs(np.nanmin(medians) / 10), np.nanmax(medians) * 10) - if fit: - plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") - plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) - plt.hlines( - saturate, - cbins.value.min(), - cbins.value.max(), - linestyle="--", - color="tab:red", - label="Expected saturation ($2\sigma^2$)", - ) - plt.legend() - if save_plots: - plt.savefig(os.path.join(outdir, f"{label}_PDF.pdf"), dpi=300, bbox_inches="tight") - ############################################################################## - - return cbins, medians, err, count, result + else: + raise NotImplementedError("Only 2 and 3 point SF are implemented.") + + + + +# def fit_and_stuff(): +# if outdir is None: +# outdir = "outdir" +# bilby.utils.check_directory_exists_and_if_not_mkdir(outdir) +# if fit: +# if model_name is None: +# model_name = "broken_power_law" +# if model_name == "broken_power_law": +# model = broken_power_law +# elif model_name == "power_law": +# model = power_law +# else: +# raise NotImplementedError( +# "Only implemented for broken_power_law and power_law" +# ) + +# logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") +# # A few simple setup steps +# label = model_name + +# # Only use bins with at least 10 sources +# cut = ( +# (count >= 10) +# & np.isfinite(cbins) +# & np.isfinite(medians) +# & np.isfinite(err[0]) +# & np.isfinite(err[1]) +# ) +# x = np.array(cbins[cut].value) +# y = medians[cut] +# y_err = (per84 - per16)[cut] / 2 +# y_dist = sf_dists_cor[cut] + +# if fit == "lsq": +# result = lsq_fit( +# x=x, +# y=y, +# model=model, +# outdir=outdir, +# label=label, +# ) +# elif fit == "lsq_weight": +# result = lsq_weight_fit( +# x=x, +# y=y, +# yerr=y_err, +# model=model, +# outdir=outdir, +# label=label, +# ) +# elif fit == "bilby": +# result = bilby_fit( +# x=x, y=y, y_err=y_err, model=model, outdir=outdir, label=label, **kwargs +# ) +# else: +# raise ValueError("Invalid fit type") + +# if show_plots: +# try: +# result.plot_corner(dpi=300, save=save_plots) +# except: +# pass +# samps = result.samples +# labels = result.parameter_labels +# fig = plt.figure(facecolor="w") +# fig = corner.corner(samps, labels=labels, fig=fig) +# if save_plots: +# plt.savefig( +# os.path.join(outdir, f"{label}_corner.pdf"), dpi=300, bbox_inches="tight" +# ) +# perc_dict = { +# key: np.nanpercentile(result.posterior[key], [16, 50, 84]) +# for key in result.parameter_labels +# } + +# round_dict = { +# key: round( +# perc_dict[key][1].astype(float), +# uncertainty=(perc_dict[key][2] - perc_dict[key][1]).astype(float), +# ) +# for key in result.parameter_labels +# } +# logger.info("Fitting results:") +# for key in round_dict.keys(): +# logger.info(f"{key}: {round_dict[key]}") +# logger.info(f"Fit log evidence: {result.log_evidence} ± {result.log_evidence_err}") +# else: +# result = None + +# ############################################################################## + +# ############################################################################## +# if show_plots: +# good_idx = count >= 10 +# plt.figure(facecolor="w") +# plt.plot( +# cbins[good_idx], +# medians[good_idx], +# ".", +# c="tab:blue", +# label="Reliable bins (>= 10 source pairs)", +# ) +# plt.plot( +# cbins[~good_idx], +# medians[~good_idx], +# ".", +# c="tab:red", +# label="Unreliable bins (< 10 source pairs)", +# ) +# plt.errorbar( +# cbins.value[good_idx], +# medians[good_idx], +# yerr=err[:, good_idx], +# color="tab:blue", +# marker=None, +# fmt=" ", +# ) +# plt.errorbar( +# cbins.value[~good_idx], +# medians[~good_idx], +# yerr=err[:, ~good_idx], +# color="tab:red", +# marker=None, +# fmt=" ", +# ) +# if fit: +# cbins_hi = np.logspace( +# np.log10(cbins.value.min()), np.log10(cbins.value.max()), 1000 +# ) +# errmodel = [] +# # Sample the posterior randomly 100 times +# for i in range(1000): +# idx = np.random.choice(np.arange(result.posterior.shape[0])) +# s_dict = { +# key: result.posterior[key][idx] for key in result.parameter_labels +# } +# _mod = model( +# x=cbins_hi, +# **s_dict, +# ) +# # errDict[name] = model_dict['posterior'][name][idx] +# errmodel.append(_mod) +# errmodel = np.array(errmodel) +# low, med, high = np.percentile(errmodel, [16, 50, 84], axis=0) +# # med = fitted_line(cbins_hi) +# plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") +# plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) + +# saturate = np.nanvar(data) * 2 +# plt.hlines( +# saturate, +# cbins.value.min(), +# cbins.value.max(), +# linestyle="--", +# color="tab:red", +# label="Expected saturation ($2\sigma^2$)", +# ) +# plt.xscale("log") +# plt.yscale("log") +# plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") +# plt.ylabel(rf"SF [{data.unit**2:latex_inline}]") +# plt.xlim(bins[0].value, bins[-1].value) +# plt.ylim(np.nanmin(medians) / 10, np.nanmax(medians) * 10) +# plt.legend() +# if save_plots: +# plt.savefig( +# os.path.join(outdir, f"{label}_errorbar.pdf"), dpi=300, bbox_inches="tight" +# ) + +# plt.figure(facecolor="w") +# plt.plot(cbins, count, ".", color="tab:red", label="Median from MC") +# plt.xscale("log") +# plt.yscale("log") +# plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") +# plt.ylabel(r"Number of source pairs") +# plt.xlim(bins[0].value, bins[-1].value) +# if save_plots: +# plt.savefig( +# os.path.join(outdir, f"{label}_counts.pdf"), dpi=300, bbox_inches="tight" +# ) + +# counts = [] +# cor_dists = sf_dists - d_sf_dists +# plt.figure(facecolor="w") +# for dist in tqdm(cor_dists, disable=not verbose, desc="Making hist plot"): +# n, hbins, _ = plt.hist( +# dist, range=(np.nanmin(cor_dists), np.nanmax(cor_dists)), bins=100 +# ) +# plt.clf() +# counts.append(n) +# c_hbins = [] +# for i in range(len(hbins) - 1): +# c = (hbins[i] + hbins[i + 1]) / 2 +# c_hbins.append(c) +# counts = np.array(counts) +# c_hbins = np.array(c_hbins) + +# x = cbins +# y = c_hbins +# X, Y = np.meshgrid(x, y) +# plt.figure(facecolor="w") +# plt.pcolormesh(X, Y, counts.T, cmap=plt.cm.cubehelix_r) +# plt.colorbar() +# plt.xticks(x) +# plt.yticks(y) +# plt.xscale("log") +# plt.yscale("log") +# plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") +# plt.ylabel(rf"SF [{data.unit**2:latex_inline}]") +# plt.xlim(bins[0].value, bins[-1].value) +# plt.ylim(abs(np.nanmin(medians) / 10), np.nanmax(medians) * 10) +# if fit: +# plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") +# plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) +# plt.hlines( +# saturate, +# cbins.value.min(), +# cbins.value.max(), +# linestyle="--", +# color="tab:red", +# label="Expected saturation ($2\sigma^2$)", +# ) +# plt.legend() +# if save_plots: +# plt.savefig(os.path.join(outdir, f"{label}_PDF.pdf"), dpi=300, bbox_inches="tight") +# ############################################################################## + +# return cbins, medians, err, count, result From 46906426702c766ce73110580d5bf63d4d74f7df Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 15:58:44 +0800 Subject: [PATCH 02/21] Enable fitting --- structurefunction.py | 305 +++++++++++++++++++++++++------------------ 1 file changed, 178 insertions(+), 127 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index 45df146..a46aad5 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -301,13 +301,6 @@ def sf_two_point( samples = rm_1.shape[0] - def _sf_func(x): - return ((x.rm_1 - x.rm_2)**2).mean(dim='source_pair') - - def _sf_err_func(x): - return ((x.rm_err_1 - x.rm_err_2)**2).mean(dim='source_pair') - - data_xr = xr.Dataset( dict( rm_1=(["sample", "source_pair"], rm_1), @@ -321,26 +314,31 @@ def _sf_err_func(x): ), ) + # Groupby separation grp = data_xr.groupby_bins("seps", bins) - sf = grp.apply(_sf_func) - sf_err = grp.apply(_sf_err_func) - sf_corr = sf - sf_err + # Compute Structure Function + sf_xr = grp.apply(lambda x: ((x.rm_1 - x.rm_2)**2).mean(dim="source_pair")) + # Correct for errors + sf_err_xr = grp.apply(lambda x: ((x.rm_err_1 - x.rm_err_2)**2).mean(dim="source_pair")) + sf_corr_xr = sf_xr - sf_err_xr - medians = sf_corr.quantile(0.5, dim="sample") + # Compute error + p1, med, p2 = sf_corr_xr.quantile([0.16, 0.5, 0.84], dim="sample") - err_low = medians - sf_corr.quantile(0.16, dim="sample") - - err_high = sf_corr.quantile(0.84, dim="sample") - medians + err_low = med - p1 + err_high = p2 - med + # Get source pair count count = grp.count(dim="source_pair").rm_1[:,0] + # Get bin centers c_bins = np.array( - [i.mid for i in grp.apply(_sf_func).seps_bins.values] + [i.mid for i in sf_corr_xr.seps_bins.values] ) return ( - medians.values, + med.values, err_low.values, err_high.values, count.values, @@ -353,31 +351,32 @@ def sf_three_point( rm_2: np.ndarray, rm_err_1: np.ndarray, rm_err_2: np.ndarray, - bins_idx: np.ndarray, + src_1: np.ndarray, + src_2: np.ndarray, + dtheta: u.Quantity, + bins: np.ndarray, ) -> Tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: samples = rm_1.shape[0] - def _sf_func(x): - sf_dist = ((x.rm_2 - 2*x.rm_1 + x.rm_3)**2).mean(dim='source_triplet') - sf_err_dist = ((x.rm_err_2 - 2*x.rm_err_1 + x.rm_err_2)**2).mean(dim='source_triplet') - sf_corr = sf_dist - sf_err_dist - return sf_corr - data_xr = xr.Dataset( dict( rm_1=(["sample", "source_pair"], rm_1), rm_2=(["sample", "source_pair"], rm_2), rm_err_1=(["sample", "source_pair"], rm_err_1), rm_err_2=(["sample", "source_pair"], rm_err_2), + ), coords=dict( - bins_idx=("source_pair", bins_idx), + seps=("source_pair", dtheta.to(u.deg)), sample=("sample", np.arange(samples)), + src_1=("source_pair", src_1), + src_2=("source_pair", src_2), ), ) - grp = data_xr.groupby("bins_idx") + # Groupby separation + grp = data_xr.groupby_bins("seps", bins) rm_1s = [] rm_2s = [] @@ -385,9 +384,9 @@ def _sf_func(x): rm_err_1s = [] rm_err_2s = [] rm_err_3s = [] - bins_idxs = [] + centres = [] for i, g in tqdm(grp): - if i < 0: + if len(g.source_pair) < 0: continue for _, t in g.groupby("src_1"): if len(t["source_pair"]) < 3: @@ -405,8 +404,7 @@ def _sf_func(x): rm_err_1s.append(_rm_err_1) rm_err_2s.append(_rm_err_2) rm_err_3s.append(_rm_err_3) - b_idx = t.bins_idx.values[0] - bins_idxs.append(b_idx) + centres.append(i.mid) triple = xr.Dataset( dict( @@ -419,17 +417,35 @@ def _sf_func(x): ), coords=dict( samples=("sample", np.arange(samples)), - bins_idx=("source_triplet", bins_idx), + seps=("source_triplet", np.array(centres)), ), ) - sf_xr = triple.groupby("bins_idx") - medians = sf_xr.apply(_sf_func).quantile(0.5, dim="sample") - err_low = medians - sf_xr.apply(_sf_func).quantile(0.16, dim="sample") - err_high = sf_xr.apply(_sf_func).quantile(0.84, dim="sample") - medians - count = sf_xr.count(dim="source_triplet").rm_1[:,0] + triple_grp = triple.groupby("seps") + sf_t_xr = triple_grp.apply(lambda x: ((x.rm_2 - 2*x.rm_1 + x.rm_3)**2).mean(dim='source_triplet')) + sf_err_t_xr = triple_grp.apply(lambda x: ((x.rm_err_2 - 2*x.rm_err_1 + x.rm_err_3)**2).mean(dim='source_triplet')) + sf_t_xr_corr = sf_t_xr - sf_err_t_xr - return medians, err_low, err_high, count + p1, med, p2 = sf_t_xr_corr.quantile([0.16, 0.5, 0.84], dim="sample") + + err_low = med - p1 + err_high = p2 - med + + # Get source pair count + count = triple_grp.count(dim="source_triplet").rm_1[:,0] + + # Get bin centers + c_bins = np.array( + [i for i in sf_t_xr_corr.seps.values] + ) + + return ( + med.values, + err_low.values, + err_high.values, + count.values, + c_bins, + ) @@ -524,7 +540,7 @@ def structure_function( logger.info("Computing SF...") if n_point == 2: - medians, err_low, err_high, count = sf_two_point( + medians, err_low, err_high, count, c_bins = sf_two_point( rm_1=rm_1.T, rm_2=rm_2.T, rm_err_1=d_rm_1.T, @@ -533,108 +549,143 @@ def structure_function( bins=bins, ) elif n_point == 3: - medians, err_low, err_high, count = sf_three_point( + source_ids = np.arange(len(coords)) + src_1, src_2 = combinate(source_ids) + medians, err_low, err_high, count, c_bins = sf_three_point( rm_1=rm_1.T, rm_2=rm_2.T, rm_err_1=d_rm_1.T, rm_err_2=d_rm_2.T, - bins_idx=bins_idx, - samples=samples, + src_1=src_1, + src_2=src_2, + dtheta=dtheta, + bins=bins, ) else: raise NotImplementedError("Only 2 and 3 point SF are implemented.") + # Fit the SF + if fit is not None: + result = fit_data( + medians=medians, + err_low=err_low, + err_high=err_high, + count=count, + c_bins=c_bins, + fit=fit, + outdir=outdir, + model_name=model_name, + show_plots=show_plots, + save_plots=save_plots, + **kwargs, + ) + return medians, err_low, err_high, count, c_bins -# def fit_and_stuff(): -# if outdir is None: -# outdir = "outdir" -# bilby.utils.check_directory_exists_and_if_not_mkdir(outdir) -# if fit: -# if model_name is None: -# model_name = "broken_power_law" -# if model_name == "broken_power_law": -# model = broken_power_law -# elif model_name == "power_law": -# model = power_law -# else: -# raise NotImplementedError( -# "Only implemented for broken_power_law and power_law" -# ) -# logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") -# # A few simple setup steps -# label = model_name - -# # Only use bins with at least 10 sources -# cut = ( -# (count >= 10) -# & np.isfinite(cbins) -# & np.isfinite(medians) -# & np.isfinite(err[0]) -# & np.isfinite(err[1]) -# ) -# x = np.array(cbins[cut].value) -# y = medians[cut] -# y_err = (per84 - per16)[cut] / 2 -# y_dist = sf_dists_cor[cut] - -# if fit == "lsq": -# result = lsq_fit( -# x=x, -# y=y, -# model=model, -# outdir=outdir, -# label=label, -# ) -# elif fit == "lsq_weight": -# result = lsq_weight_fit( -# x=x, -# y=y, -# yerr=y_err, -# model=model, -# outdir=outdir, -# label=label, -# ) -# elif fit == "bilby": -# result = bilby_fit( -# x=x, y=y, y_err=y_err, model=model, outdir=outdir, label=label, **kwargs -# ) -# else: -# raise ValueError("Invalid fit type") - -# if show_plots: -# try: -# result.plot_corner(dpi=300, save=save_plots) -# except: -# pass -# samps = result.samples -# labels = result.parameter_labels -# fig = plt.figure(facecolor="w") -# fig = corner.corner(samps, labels=labels, fig=fig) -# if save_plots: -# plt.savefig( -# os.path.join(outdir, f"{label}_corner.pdf"), dpi=300, bbox_inches="tight" -# ) -# perc_dict = { -# key: np.nanpercentile(result.posterior[key], [16, 50, 84]) -# for key in result.parameter_labels -# } - -# round_dict = { -# key: round( -# perc_dict[key][1].astype(float), -# uncertainty=(perc_dict[key][2] - perc_dict[key][1]).astype(float), -# ) -# for key in result.parameter_labels -# } -# logger.info("Fitting results:") -# for key in round_dict.keys(): -# logger.info(f"{key}: {round_dict[key]}") -# logger.info(f"Fit log evidence: {result.log_evidence} ± {result.log_evidence_err}") -# else: -# result = None +def fit_data( + medians: np.ndarray, + err_low: np.ndarray, + err_high: np.ndarray, + count: np.ndarray, + c_bins: np.ndarray, + fit: str = 'bilby', + outdir: str = None, + model_name: str = None, + show_plots: bool = False, + save_plots: bool = False, + **kwargs, +): + if outdir is None: + outdir = "outdir" + bilby.utils.check_directory_exists_and_if_not_mkdir(outdir) + if fit: + if model_name is None: + model_name = "broken_power_law" + if model_name == "broken_power_law": + model = broken_power_law + elif model_name == "power_law": + model = power_law + else: + raise NotImplementedError( + "Only implemented for broken_power_law and power_law" + ) + + logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") + # A few simple setup steps + label = model_name + + # Only use bins with at least 10 sources + cut = ( + (count >= 10) + & np.isfinite(c_bins) + & np.isfinite(medians) + & np.isfinite(err_low) + & np.isfinite(err_high) + ) + x = np.array(c_bins[cut].value) + y = medians[cut] + per84 = err_high - medians + per16 = medians - err_low + y_err = (per84 - per16)[cut] / 2 + + if fit == "lsq": + result = lsq_fit( + x=x, + y=y, + model=model, + outdir=outdir, + label=label, + ) + elif fit == "lsq_weight": + result = lsq_weight_fit( + x=x, + y=y, + yerr=y_err, + model=model, + outdir=outdir, + label=label, + ) + elif fit == "bilby": + result = bilby_fit( + x=x, y=y, y_err=y_err, model=model, outdir=outdir, label=label, **kwargs + ) + else: + raise ValueError("Invalid fit type") + + if show_plots: + try: + result.plot_corner(dpi=300, save=save_plots) + except: + pass + samps = result.samples + labels = result.parameter_labels + fig = plt.figure(facecolor="w") + fig = corner.corner(samps, labels=labels, fig=fig) + if save_plots: + plt.savefig( + os.path.join(outdir, f"{label}_corner.pdf"), dpi=300, bbox_inches="tight" + ) + perc_dict = { + key: np.nanpercentile(result.posterior[key], [16, 50, 84]) + for key in result.parameter_labels + } + + round_dict = { + key: round( + perc_dict[key][1].astype(float), + uncertainty=(perc_dict[key][2] - perc_dict[key][1]).astype(float), + ) + for key in result.parameter_labels + } + logger.info("Fitting results:") + for key in round_dict.keys(): + logger.info(f"{key}: {round_dict[key]}") + logger.info(f"Fit log evidence: {result.log_evidence} ± {result.log_evidence_err}") + else: + result = None + return result # ############################################################################## From dadc47a1a08e7f555d3a2bf0b7134d7a1bc327b1 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 16:14:50 +0800 Subject: [PATCH 03/21] Add plotting --- structurefunction.py | 442 +++++++++++++++++++++---------------------- 1 file changed, 215 insertions(+), 227 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index a46aad5..896d841 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -1,7 +1,7 @@ #!/usr/bin/env python3 import os import inspect -from typing import Tuple, Union +from typing import Tuple, Union, Callable import numpy as np from astropy.coordinates import SkyCoord import astropy.units as u @@ -548,6 +548,7 @@ def structure_function( dtheta=dtheta, bins=bins, ) + saturate = np.nanvar(data) * 2 elif n_point == 3: source_ids = np.arange(len(coords)) src_1, src_2 = combinate(source_ids) @@ -561,23 +562,42 @@ def structure_function( dtheta=dtheta, bins=bins, ) + saturate = np.nanvar(data) * 6 else: raise NotImplementedError("Only 2 and 3 point SF are implemented.") # Fit the SF - if fit is not None: - result = fit_data( + result, model, outdir = fit_data( + medians=medians, + err_low=err_low, + err_high=err_high, + count=count, + c_bins=c_bins, + fit=fit, + outdir=outdir, + model_name=model_name, + show_plots=show_plots, + save_plots=save_plots, + **kwargs, + ) + + if show_plots: + plot_sf( + data=data, + bins=bins, + count=count, + cbins=c_bins, medians=medians, err_low=err_low, err_high=err_high, - count=count, - c_bins=c_bins, + saturate=saturate, fit=fit, + result=result, + model=model, outdir=outdir, - model_name=model_name, - show_plots=show_plots, save_plots=save_plots, - **kwargs, + label=model_name, + ) return medians, err_low, err_high, count, c_bins @@ -596,233 +616,201 @@ def fit_data( show_plots: bool = False, save_plots: bool = False, **kwargs, -): +) -> Union[None, bilby.core.result.Result]: if outdir is None: outdir = "outdir" bilby.utils.check_directory_exists_and_if_not_mkdir(outdir) - if fit: - if model_name is None: - model_name = "broken_power_law" - if model_name == "broken_power_law": - model = broken_power_law - elif model_name == "power_law": - model = power_law - else: - raise NotImplementedError( - "Only implemented for broken_power_law and power_law" - ) - logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") - # A few simple setup steps - label = model_name - - # Only use bins with at least 10 sources - cut = ( - (count >= 10) - & np.isfinite(c_bins) - & np.isfinite(medians) - & np.isfinite(err_low) - & np.isfinite(err_high) + if not fit: + return None, None, outdir + + if model_name is None: + model_name = "broken_power_law" + if model_name == "broken_power_law": + model = broken_power_law + elif model_name == "power_law": + model = power_law + else: + raise NotImplementedError( + "Only implemented for broken_power_law and power_law" + ) + + logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") + # A few simple setup steps + label = model_name + + # Only use bins with at least 10 sources + cut = ( + (count >= 10) + & np.isfinite(c_bins) + & np.isfinite(medians) + & np.isfinite(err_low) + & np.isfinite(err_high) + ) + x = np.array(c_bins[cut].value) + y = medians[cut] + per84 = err_high - medians + per16 = medians - err_low + y_err = (per84 - per16)[cut] / 2 + + if fit == "lsq": + result = lsq_fit( + x=x, + y=y, + model=model, + outdir=outdir, + label=label, + ) + elif fit == "lsq_weight": + result = lsq_weight_fit( + x=x, + y=y, + yerr=y_err, + model=model, + outdir=outdir, + label=label, + ) + elif fit == "bilby": + result = bilby_fit( + x=x, y=y, y_err=y_err, model=model, outdir=outdir, label=label, **kwargs ) - x = np.array(c_bins[cut].value) - y = medians[cut] - per84 = err_high - medians - per16 = medians - err_low - y_err = (per84 - per16)[cut] / 2 - - if fit == "lsq": - result = lsq_fit( - x=x, - y=y, - model=model, - outdir=outdir, - label=label, - ) - elif fit == "lsq_weight": - result = lsq_weight_fit( - x=x, - y=y, - yerr=y_err, - model=model, - outdir=outdir, - label=label, - ) - elif fit == "bilby": - result = bilby_fit( - x=x, y=y, y_err=y_err, model=model, outdir=outdir, label=label, **kwargs - ) - else: - raise ValueError("Invalid fit type") - - if show_plots: - try: - result.plot_corner(dpi=300, save=save_plots) - except: - pass - samps = result.samples - labels = result.parameter_labels - fig = plt.figure(facecolor="w") - fig = corner.corner(samps, labels=labels, fig=fig) - if save_plots: - plt.savefig( - os.path.join(outdir, f"{label}_corner.pdf"), dpi=300, bbox_inches="tight" - ) - perc_dict = { - key: np.nanpercentile(result.posterior[key], [16, 50, 84]) - for key in result.parameter_labels - } - - round_dict = { - key: round( - perc_dict[key][1].astype(float), - uncertainty=(perc_dict[key][2] - perc_dict[key][1]).astype(float), - ) - for key in result.parameter_labels - } - logger.info("Fitting results:") - for key in round_dict.keys(): - logger.info(f"{key}: {round_dict[key]}") - logger.info(f"Fit log evidence: {result.log_evidence} ± {result.log_evidence_err}") else: - result = None - return result + raise ValueError("Invalid fit type") + + if show_plots: + try: + result.plot_corner(dpi=300, save=save_plots) + except: + pass + samps = result.samples + labels = result.parameter_labels + fig = plt.figure(facecolor="w") + fig = corner.corner(samps, labels=labels, fig=fig) + if save_plots: + plt.savefig( + os.path.join(outdir, f"{label}_corner.pdf"), dpi=300, bbox_inches="tight" + ) + perc_dict = { + key: np.nanpercentile(result.posterior[key], [16, 50, 84]) + for key in result.parameter_labels + } + + round_dict = { + key: round( + perc_dict[key][1].astype(float), + uncertainty=(perc_dict[key][2] - perc_dict[key][1]).astype(float), + ) + for key in result.parameter_labels + } + logger.info("Fitting results:") + for key in round_dict.keys(): + logger.info(f"{key}: {round_dict[key]}") + logger.info(f"Fit log evidence: {result.log_evidence} ± {result.log_evidence_err}") -# ############################################################################## + return result, model, outdir # ############################################################################## -# if show_plots: -# good_idx = count >= 10 -# plt.figure(facecolor="w") -# plt.plot( -# cbins[good_idx], -# medians[good_idx], -# ".", -# c="tab:blue", -# label="Reliable bins (>= 10 source pairs)", -# ) -# plt.plot( -# cbins[~good_idx], -# medians[~good_idx], -# ".", -# c="tab:red", -# label="Unreliable bins (< 10 source pairs)", -# ) -# plt.errorbar( -# cbins.value[good_idx], -# medians[good_idx], -# yerr=err[:, good_idx], -# color="tab:blue", -# marker=None, -# fmt=" ", -# ) -# plt.errorbar( -# cbins.value[~good_idx], -# medians[~good_idx], -# yerr=err[:, ~good_idx], -# color="tab:red", -# marker=None, -# fmt=" ", -# ) -# if fit: -# cbins_hi = np.logspace( -# np.log10(cbins.value.min()), np.log10(cbins.value.max()), 1000 -# ) -# errmodel = [] -# # Sample the posterior randomly 100 times -# for i in range(1000): -# idx = np.random.choice(np.arange(result.posterior.shape[0])) -# s_dict = { -# key: result.posterior[key][idx] for key in result.parameter_labels -# } -# _mod = model( -# x=cbins_hi, -# **s_dict, -# ) -# # errDict[name] = model_dict['posterior'][name][idx] -# errmodel.append(_mod) -# errmodel = np.array(errmodel) -# low, med, high = np.percentile(errmodel, [16, 50, 84], axis=0) -# # med = fitted_line(cbins_hi) -# plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") -# plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) - -# saturate = np.nanvar(data) * 2 -# plt.hlines( -# saturate, -# cbins.value.min(), -# cbins.value.max(), -# linestyle="--", -# color="tab:red", -# label="Expected saturation ($2\sigma^2$)", -# ) -# plt.xscale("log") -# plt.yscale("log") -# plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") -# plt.ylabel(rf"SF [{data.unit**2:latex_inline}]") -# plt.xlim(bins[0].value, bins[-1].value) -# plt.ylim(np.nanmin(medians) / 10, np.nanmax(medians) * 10) -# plt.legend() -# if save_plots: -# plt.savefig( -# os.path.join(outdir, f"{label}_errorbar.pdf"), dpi=300, bbox_inches="tight" -# ) - -# plt.figure(facecolor="w") -# plt.plot(cbins, count, ".", color="tab:red", label="Median from MC") -# plt.xscale("log") -# plt.yscale("log") -# plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") -# plt.ylabel(r"Number of source pairs") -# plt.xlim(bins[0].value, bins[-1].value) -# if save_plots: -# plt.savefig( -# os.path.join(outdir, f"{label}_counts.pdf"), dpi=300, bbox_inches="tight" -# ) - -# counts = [] -# cor_dists = sf_dists - d_sf_dists -# plt.figure(facecolor="w") -# for dist in tqdm(cor_dists, disable=not verbose, desc="Making hist plot"): -# n, hbins, _ = plt.hist( -# dist, range=(np.nanmin(cor_dists), np.nanmax(cor_dists)), bins=100 -# ) -# plt.clf() -# counts.append(n) -# c_hbins = [] -# for i in range(len(hbins) - 1): -# c = (hbins[i] + hbins[i + 1]) / 2 -# c_hbins.append(c) -# counts = np.array(counts) -# c_hbins = np.array(c_hbins) - -# x = cbins -# y = c_hbins -# X, Y = np.meshgrid(x, y) -# plt.figure(facecolor="w") -# plt.pcolormesh(X, Y, counts.T, cmap=plt.cm.cubehelix_r) -# plt.colorbar() -# plt.xticks(x) -# plt.yticks(y) -# plt.xscale("log") -# plt.yscale("log") -# plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") -# plt.ylabel(rf"SF [{data.unit**2:latex_inline}]") -# plt.xlim(bins[0].value, bins[-1].value) -# plt.ylim(abs(np.nanmin(medians) / 10), np.nanmax(medians) * 10) -# if fit: -# plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") -# plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) -# plt.hlines( -# saturate, -# cbins.value.min(), -# cbins.value.max(), -# linestyle="--", -# color="tab:red", -# label="Expected saturation ($2\sigma^2$)", -# ) -# plt.legend() -# if save_plots: -# plt.savefig(os.path.join(outdir, f"{label}_PDF.pdf"), dpi=300, bbox_inches="tight") + # ############################################################################## +def plot_sf( + data: u.Quantity, + bins: u.Quantity, + count: np.ndarray, + cbins: np.ndarray, + medians: np.ndarray, + err_low: np.ndarray, + err_high: np.ndarray, + saturate: float, + fit: str = None, + result: bilby.core.result.Result = None, + model: Callable = None, + outdir: str = ".", + save_plots: bool = False, + label: str = "", +): + good_idx = count >= 10 + plt.figure(facecolor="w") + plt.plot( + cbins[good_idx], + medians[good_idx], + ".", + c="tab:blue", + label="Reliable bins (>= 10 source pairs)", + ) + plt.plot( + cbins[~good_idx], + medians[~good_idx], + ".", + c="tab:red", + label="Unreliable bins (< 10 source pairs)", + ) + plt.errorbar( + cbins.value[good_idx], + medians[good_idx], + yerr=(err_low[good_idx], err_high[good_idx]), + color="tab:blue", + marker=None, + fmt=" ", + ) + plt.errorbar( + cbins.value[~good_idx], + medians[~good_idx], + yerr=(err_low[~good_idx], err_high[~good_idx]), + color="tab:red", + marker=None, + fmt=" ", + ) + if fit: + cbins_hi = np.logspace( + np.log10(cbins.value.min()), np.log10(cbins.value.max()), 1000 + ) + errmodel = [] + # Sample the posterior randomly 100 times + for i in range(1000): + idx = np.random.choice(np.arange(result.posterior.shape[0])) + s_dict = { + key: result.posterior[key][idx] for key in result.parameter_labels + } + _mod = model( + x=cbins_hi, + **s_dict, + ) + # errDict[name] = model_dict['posterior'][name][idx] + errmodel.append(_mod) + errmodel = np.array(errmodel) + low, med, high = np.percentile(errmodel, [16, 50, 84], axis=0) + # med = fitted_line(cbins_hi) + plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") + plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) + + plt.hlines( + saturate, + cbins.value.min(), + cbins.value.max(), + linestyle="--", + color="tab:red", + label="Expected saturation ($2\sigma^2$)", + ) + plt.xscale("log") + plt.yscale("log") + plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") + plt.ylabel(rf"SF [{data.unit**2:latex_inline}]") + plt.xlim(bins[0].value, bins[-1].value) + plt.ylim(np.nanmin(medians) / 10, np.nanmax(medians) * 10) + plt.legend() + if save_plots: + plt.savefig( + os.path.join(outdir, f"{label}_errorbar.pdf"), dpi=300, bbox_inches="tight" + ) -# return cbins, medians, err, count, result + plt.figure(facecolor="w") + plt.plot(cbins, count, ".", color="tab:red", label="Median from MC") + plt.xscale("log") + plt.yscale("log") + plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") + plt.ylabel(r"Number of source pairs") + plt.xlim(bins[0].value, bins[-1].value) + if save_plots: + plt.savefig( + os.path.join(outdir, f"{label}_counts.pdf"), dpi=300, bbox_inches="tight" + ) From 4f587233d2e8bafb34e3377d62726ae881239490 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 16:15:56 +0800 Subject: [PATCH 04/21] Formatting --- structurefunction.py | 84 +++++++++++++++++++++++--------------------- 1 file changed, 43 insertions(+), 41 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index 896d841..3cb3be9 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -1,23 +1,24 @@ #!/usr/bin/env python3 -import os import inspect -from typing import Tuple, Union, Callable -import numpy as np -from astropy.coordinates import SkyCoord -import astropy.units as u -from tqdm.auto import tqdm -import matplotlib.pyplot as plt import itertools +import logging as logger +import os import warnings +from typing import Callable, Tuple, Union + +import astropy.units as u import bilby -from sigfig import round import corner -from astropy.visualization import quantity_support -from scipy.optimize import curve_fit -import pandas as pd +import matplotlib.pyplot as plt import numba as nb +import numpy as np +import pandas as pd import xarray as xr -import logging as logger +from astropy.coordinates import SkyCoord +from astropy.visualization import quantity_support +from scipy.optimize import curve_fit +from sigfig import round +from tqdm.auto import tqdm logger.basicConfig( format="%(asctime)s.%(msecs)03d %(levelname)s %(module)s - %(funcName)s: %(message)s", @@ -193,7 +194,7 @@ def bilby_fit( outdir: str, label: str, model=broken_power_law, - **kwargs + **kwargs, ) -> bilby.core.result.Result: """Bilby fit @@ -318,9 +319,11 @@ def sf_two_point( grp = data_xr.groupby_bins("seps", bins) # Compute Structure Function - sf_xr = grp.apply(lambda x: ((x.rm_1 - x.rm_2)**2).mean(dim="source_pair")) + sf_xr = grp.apply(lambda x: ((x.rm_1 - x.rm_2) ** 2).mean(dim="source_pair")) # Correct for errors - sf_err_xr = grp.apply(lambda x: ((x.rm_err_1 - x.rm_err_2)**2).mean(dim="source_pair")) + sf_err_xr = grp.apply( + lambda x: ((x.rm_err_1 - x.rm_err_2) ** 2).mean(dim="source_pair") + ) sf_corr_xr = sf_xr - sf_err_xr # Compute error @@ -330,12 +333,10 @@ def sf_two_point( err_high = p2 - med # Get source pair count - count = grp.count(dim="source_pair").rm_1[:,0] + count = grp.count(dim="source_pair").rm_1[:, 0] # Get bin centers - c_bins = np.array( - [i.mid for i in sf_corr_xr.seps_bins.values] - ) + c_bins = np.array([i.mid for i in sf_corr_xr.seps_bins.values]) return ( med.values, @@ -365,7 +366,6 @@ def sf_three_point( rm_2=(["sample", "source_pair"], rm_2), rm_err_1=(["sample", "source_pair"], rm_err_1), rm_err_2=(["sample", "source_pair"], rm_err_2), - ), coords=dict( seps=("source_pair", dtheta.to(u.deg)), @@ -391,13 +391,13 @@ def sf_three_point( for _, t in g.groupby("src_1"): if len(t["source_pair"]) < 3: continue - for j in range(len(t["source_pair"])-1): - _rm_1 = t["rm_1"].values[:,0] - _rm_2 = t["rm_2"].values[:,j] - _rm_3 = t["rm_2"].values[:,j+1] - _rm_err_1 = t["rm_err_1"].values[:,0] - _rm_err_2 = t["rm_err_2"].values[:,j] - _rm_err_3 = t["rm_err_2"].values[:,j+1] + for j in range(len(t["source_pair"]) - 1): + _rm_1 = t["rm_1"].values[:, 0] + _rm_2 = t["rm_2"].values[:, j] + _rm_3 = t["rm_2"].values[:, j + 1] + _rm_err_1 = t["rm_err_1"].values[:, 0] + _rm_err_2 = t["rm_err_2"].values[:, j] + _rm_err_3 = t["rm_err_2"].values[:, j + 1] rm_1s.append(_rm_1) rm_2s.append(_rm_2) rm_3s.append(_rm_3) @@ -422,8 +422,14 @@ def sf_three_point( ) triple_grp = triple.groupby("seps") - sf_t_xr = triple_grp.apply(lambda x: ((x.rm_2 - 2*x.rm_1 + x.rm_3)**2).mean(dim='source_triplet')) - sf_err_t_xr = triple_grp.apply(lambda x: ((x.rm_err_2 - 2*x.rm_err_1 + x.rm_err_3)**2).mean(dim='source_triplet')) + sf_t_xr = triple_grp.apply( + lambda x: ((x.rm_2 - 2 * x.rm_1 + x.rm_3) ** 2).mean(dim="source_triplet") + ) + sf_err_t_xr = triple_grp.apply( + lambda x: ((x.rm_err_2 - 2 * x.rm_err_1 + x.rm_err_3) ** 2).mean( + dim="source_triplet" + ) + ) sf_t_xr_corr = sf_t_xr - sf_err_t_xr p1, med, p2 = sf_t_xr_corr.quantile([0.16, 0.5, 0.84], dim="sample") @@ -432,12 +438,10 @@ def sf_three_point( err_high = p2 - med # Get source pair count - count = triple_grp.count(dim="source_triplet").rm_1[:,0] + count = triple_grp.count(dim="source_triplet").rm_1[:, 0] # Get bin centers - c_bins = np.array( - [i for i in sf_t_xr_corr.seps.values] - ) + c_bins = np.array([i for i in sf_t_xr_corr.seps.values]) return ( med.values, @@ -448,7 +452,6 @@ def sf_three_point( ) - def structure_function( data: u.Quantity, errors: u.Quantity, @@ -597,20 +600,18 @@ def structure_function( outdir=outdir, save_plots=save_plots, label=model_name, - ) return medians, err_low, err_high, count, c_bins - def fit_data( medians: np.ndarray, err_low: np.ndarray, err_high: np.ndarray, count: np.ndarray, c_bins: np.ndarray, - fit: str = 'bilby', + fit: str = "bilby", outdir: str = None, model_name: str = None, show_plots: bool = False, @@ -631,9 +632,7 @@ def fit_data( elif model_name == "power_law": model = power_law else: - raise NotImplementedError( - "Only implemented for broken_power_law and power_law" - ) + raise NotImplementedError("Only implemented for broken_power_law and power_law") logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") # A few simple setup steps @@ -688,7 +687,9 @@ def fit_data( fig = corner.corner(samps, labels=labels, fig=fig) if save_plots: plt.savefig( - os.path.join(outdir, f"{label}_corner.pdf"), dpi=300, bbox_inches="tight" + os.path.join(outdir, f"{label}_corner.pdf"), + dpi=300, + bbox_inches="tight", ) perc_dict = { key: np.nanpercentile(result.posterior[key], [16, 50, 84]) @@ -709,6 +710,7 @@ def fit_data( return result, model, outdir + # ############################################################################## # ############################################################################## From afd0041001f3df2abde211f35207df3412785952 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 16:40:41 +0800 Subject: [PATCH 05/21] Fix labels --- structurefunction.py | 344 ++++++++++++++++++++++--------------------- 1 file changed, 176 insertions(+), 168 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index 3cb3be9..7b06faf 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -316,7 +316,7 @@ def sf_two_point( ) # Groupby separation - grp = data_xr.groupby_bins("seps", bins) + grp = data_xr.groupby_bins("seps", bins.to(u.deg).value) # Compute Structure Function sf_xr = grp.apply(lambda x: ((x.rm_1 - x.rm_2) ** 2).mean(dim="source_pair")) @@ -336,7 +336,7 @@ def sf_two_point( count = grp.count(dim="source_pair").rm_1[:, 0] # Get bin centers - c_bins = np.array([i.mid for i in sf_corr_xr.seps_bins.values]) + c_bins = np.array([i.mid for i in sf_corr_xr.seps_bins.values]) * u.deg return ( med.values, @@ -376,7 +376,7 @@ def sf_three_point( ) # Groupby separation - grp = data_xr.groupby_bins("seps", bins) + grp = data_xr.groupby_bins("seps", bins.to(u.deg).value) rm_1s = [] rm_2s = [] @@ -425,12 +425,15 @@ def sf_three_point( sf_t_xr = triple_grp.apply( lambda x: ((x.rm_2 - 2 * x.rm_1 + x.rm_3) ** 2).mean(dim="source_triplet") ) - sf_err_t_xr = triple_grp.apply( - lambda x: ((x.rm_err_2 - 2 * x.rm_err_1 + x.rm_err_3) ** 2).mean( - dim="source_triplet" - ) - ) - sf_t_xr_corr = sf_t_xr - sf_err_t_xr + # TODO: Correct for errors + # sf_err_t_xr = triple_grp.apply( + # lambda x: ((x.rm_err_2 - 2 * x.rm_err_1 + x.rm_err_3) ** 2).mean( + # dim="source_triplet" + # ) + # ) + + # sf_t_xr_corr = sf_t_xr - sf_err_t_xr + sf_t_xr_corr = sf_t_xr p1, med, p2 = sf_t_xr_corr.quantile([0.16, 0.5, 0.84], dim="sample") @@ -441,7 +444,7 @@ def sf_three_point( count = triple_grp.count(dim="source_triplet").rm_1[:, 0] # Get bin centers - c_bins = np.array([i for i in sf_t_xr_corr.seps.values]) + c_bins = np.array([i for i in sf_t_xr_corr.seps.values]) * u.deg return ( med.values, @@ -452,159 +455,6 @@ def sf_three_point( ) -def structure_function( - data: u.Quantity, - errors: u.Quantity, - coords: SkyCoord, - samples: int, - bins: Union[u.Quantity, int], - show_plots: bool = False, - save_plots: bool = False, - verbose: bool = False, - fit: str = None, - outdir: str = None, - model_name: str = None, - n_point: int = 2, - **kwargs, -) -> Tuple[u.Quantity, u.Quantity, Tuple[u.Quantity, u.Quantity], np.ndarray]: - - """Compute the second order structure function with Monte-Carlo error propagation. - - Args: - data (u.Quantity): 1D array of data values. - errors (u.Quantity): 1D array of errors. - coords (SkyCoord): 1D array of coordinates. - samples (int): Number of samples to use for Monte-Carlo error propagation. - bins (Union[u.Quantity, int]): Bin edges of the structure function, or number of bins. - show_plots (bool, optional): Show plots. Defaults to False. - verbose (bool, optional): Print progress. Defaults to False. - fit (str, optional): How to fit the broken powerlaw. Can be 'astropy', 'astropy_mc' or 'bilby'. Defaults to None. - outdir (str, optional): Output directory for bilby. Defaults to None. - model_name (str, optional): Name of the model. Defaults to None. Can be 'broken_power_law' or 'power_law'. - **kwargs: Additional keyword arguments to pass to the bilby.core.run_sampler function. - - Returns: - Tuple[u.Quantity, u.Quantity, Tuple[u.Quantity, u.Quantity], np.ndarray]: - cbins: center of bins. - medians: median of the structure function. - errors: upper and lower error of the structure function. - counts: number of source pairs in each bin. - """ - - if verbose: - logger.basicConfig( - level=logger.INFO, - format="%(asctime)s.%(msecs)03d %(levelname)s %(module)s - %(funcName)s: %(message)s", - datefmt="%Y-%m-%d %H:%M:%S", - force=True, - ) - - # Sample the errors assuming a Gaussian distribution - - logger.info("Sampling errors...") - rm_dist = mc_sample( - data=data.value.astype(np.float64), - errors=errors.value.astype(np.float64), - samples=samples, - ) - d_rm_dist = mc_sample( - data=errors.value.astype(np.float64), - errors=errors.value.astype(np.float64), - samples=samples, - ) - - # Get all combinations of sources - rm_1, rm_2 = combinate(rm_dist) - d_rm_1, d_rm_2 = combinate(d_rm_dist) - # Get the angular separation of the source pairs - - logger.info("Getting angular separations...") - ra_1, ra_2 = combinate(coords.ra) - dec_1, dec2 = combinate(coords.dec) - - coords_1 = SkyCoord(ra_1, dec_1) - coords_2 = SkyCoord(ra_2, dec2) - dtheta = coords_1.separation(coords_2) - - # Auto compute bins - if type(bins) is int: - - logger.info("Auto-computing bins...") - nbins = bins - start = np.log10(np.min(dtheta).to(u.deg).value) - stop = np.log10(np.max(dtheta).to(u.deg).value) - bins = np.logspace(start, stop, nbins, endpoint=True) * u.deg - logger.info(f"Maximal angular separation: {np.max(dtheta)}") - logger.info(f"Minimal angular separation: {np.min(dtheta)}") - else: - nbins = len(bins) - # Compute the SF - - logger.info("Computing SF...") - - if n_point == 2: - medians, err_low, err_high, count, c_bins = sf_two_point( - rm_1=rm_1.T, - rm_2=rm_2.T, - rm_err_1=d_rm_1.T, - rm_err_2=d_rm_2.T, - dtheta=dtheta, - bins=bins, - ) - saturate = np.nanvar(data) * 2 - elif n_point == 3: - source_ids = np.arange(len(coords)) - src_1, src_2 = combinate(source_ids) - medians, err_low, err_high, count, c_bins = sf_three_point( - rm_1=rm_1.T, - rm_2=rm_2.T, - rm_err_1=d_rm_1.T, - rm_err_2=d_rm_2.T, - src_1=src_1, - src_2=src_2, - dtheta=dtheta, - bins=bins, - ) - saturate = np.nanvar(data) * 6 - else: - raise NotImplementedError("Only 2 and 3 point SF are implemented.") - - # Fit the SF - result, model, outdir = fit_data( - medians=medians, - err_low=err_low, - err_high=err_high, - count=count, - c_bins=c_bins, - fit=fit, - outdir=outdir, - model_name=model_name, - show_plots=show_plots, - save_plots=save_plots, - **kwargs, - ) - - if show_plots: - plot_sf( - data=data, - bins=bins, - count=count, - cbins=c_bins, - medians=medians, - err_low=err_low, - err_high=err_high, - saturate=saturate, - fit=fit, - result=result, - model=model, - outdir=outdir, - save_plots=save_plots, - label=model_name, - ) - - return medians, err_low, err_high, count, c_bins - - def fit_data( medians: np.ndarray, err_low: np.ndarray, @@ -614,6 +464,7 @@ def fit_data( fit: str = "bilby", outdir: str = None, model_name: str = None, + n_point: int=2, show_plots: bool = False, save_plots: bool = False, **kwargs, @@ -636,7 +487,7 @@ def fit_data( logger.info(f"Fitting SF with a {model_name.replace('_',' ')}...") # A few simple setup steps - label = model_name + label = f"{model_name}_{n_point}_point" # Only use bins with at least 10 sources cut = ( @@ -729,7 +580,9 @@ def plot_sf( outdir: str = ".", save_plots: bool = False, label: str = "", + n_point: int = 2, ): + word = "pairs" if n_point==2 else "triplets" good_idx = count >= 10 plt.figure(facecolor="w") plt.plot( @@ -737,14 +590,14 @@ def plot_sf( medians[good_idx], ".", c="tab:blue", - label="Reliable bins (>= 10 source pairs)", + label=f"Reliable bins (>= 10 source {word})", ) plt.plot( cbins[~good_idx], medians[~good_idx], ".", c="tab:red", - label="Unreliable bins (< 10 source pairs)", + label=f"Unreliable bins (< 10 source {word})", ) plt.errorbar( cbins.value[good_idx], @@ -791,7 +644,7 @@ def plot_sf( cbins.value.max(), linestyle="--", color="tab:red", - label="Expected saturation ($2\sigma^2$)", + label="Expected saturation ($2\sigma^2$)" if n_point==2 else "Expected saturation ($6\sigma^2$)", ) plt.xscale("log") plt.yscale("log") @@ -810,9 +663,164 @@ def plot_sf( plt.xscale("log") plt.yscale("log") plt.xlabel(rf"$\Delta\theta$ [{cbins.unit:latex_inline}]") - plt.ylabel(r"Number of source pairs") + plt.ylabel(rf"Number of source {word}") plt.xlim(bins[0].value, bins[-1].value) if save_plots: plt.savefig( os.path.join(outdir, f"{label}_counts.pdf"), dpi=300, bbox_inches="tight" ) + + + +def structure_function( + data: u.Quantity, + errors: u.Quantity, + coords: SkyCoord, + samples: int, + bins: Union[u.Quantity, int], + show_plots: bool = False, + save_plots: bool = False, + verbose: bool = False, + fit: str = None, + outdir: str = None, + model_name: str = None, + n_point: int = 2, + **kwargs, +) -> Tuple[u.Quantity, u.Quantity, Tuple[u.Quantity, u.Quantity], np.ndarray]: + + """Compute the second order structure function with Monte-Carlo error propagation. + + Args: + data (u.Quantity): 1D array of data values. + errors (u.Quantity): 1D array of errors. + coords (SkyCoord): 1D array of coordinates. + samples (int): Number of samples to use for Monte-Carlo error propagation. + bins (Union[u.Quantity, int]): Bin edges of the structure function, or number of bins. + show_plots (bool, optional): Show plots. Defaults to False. + verbose (bool, optional): Print progress. Defaults to False. + fit (str, optional): How to fit the broken powerlaw. Can be 'astropy', 'astropy_mc' or 'bilby'. Defaults to None. + outdir (str, optional): Output directory for bilby. Defaults to None. + model_name (str, optional): Name of the model. Defaults to None. Can be 'broken_power_law' or 'power_law'. + **kwargs: Additional keyword arguments to pass to the bilby.core.run_sampler function. + + Returns: + Tuple[u.Quantity, u.Quantity, Tuple[u.Quantity, u.Quantity], np.ndarray]: + cbins: center of bins. + medians: median of the structure function. + errors: upper and lower error of the structure function. + counts: number of source pairs in each bin. + """ + + if verbose: + logger.basicConfig( + level=logger.INFO, + format="%(asctime)s.%(msecs)03d %(levelname)s %(module)s - %(funcName)s: %(message)s", + datefmt="%Y-%m-%d %H:%M:%S", + force=True, + ) + + # Sample the errors assuming a Gaussian distribution + + logger.info("Sampling errors...") + rm_dist = mc_sample( + data=data.value.astype(np.float64), + errors=errors.value.astype(np.float64), + samples=samples, + ) + d_rm_dist = mc_sample( + data=errors.value.astype(np.float64), + errors=errors.value.astype(np.float64), + samples=samples, + ) + + # Get all combinations of sources + rm_1, rm_2 = combinate(rm_dist) + d_rm_1, d_rm_2 = combinate(d_rm_dist) + # Get the angular separation of the source pairs + + logger.info("Getting angular separations...") + ra_1, ra_2 = combinate(coords.ra) + dec_1, dec2 = combinate(coords.dec) + + coords_1 = SkyCoord(ra_1, dec_1) + coords_2 = SkyCoord(ra_2, dec2) + dtheta = coords_1.separation(coords_2) + + # Auto compute bins + if type(bins) is int: + + logger.info("Auto-computing bins...") + nbins = bins + start = np.log10(np.min(dtheta).to(u.deg).value) + stop = np.log10(np.max(dtheta).to(u.deg).value) + bins = np.logspace(start, stop, nbins, endpoint=True) * u.deg + logger.info(f"Maximal angular separation: {np.max(dtheta)}") + logger.info(f"Minimal angular separation: {np.min(dtheta)}") + else: + nbins = len(bins) + # Compute the SF + + logger.info("Computing SF...") + + if n_point == 2: + medians, err_low, err_high, count, c_bins = sf_two_point( + rm_1=rm_1.T, + rm_2=rm_2.T, + rm_err_1=d_rm_1.T, + rm_err_2=d_rm_2.T, + dtheta=dtheta, + bins=bins, + ) + saturate = np.nanvar(data) * 2 + elif n_point == 3: + source_ids = np.arange(len(coords)) + src_1, src_2 = combinate(source_ids) + medians, err_low, err_high, count, c_bins = sf_three_point( + rm_1=rm_1.T, + rm_2=rm_2.T, + rm_err_1=d_rm_1.T, + rm_err_2=d_rm_2.T, + src_1=src_1, + src_2=src_2, + dtheta=dtheta, + bins=bins, + ) + saturate = np.nanvar(data) * 6 + else: + raise NotImplementedError("Only 2 and 3 point SF are implemented.") + + # Fit the SF + result, model, outdir = fit_data( + medians=medians, + err_low=err_low, + err_high=err_high, + count=count, + c_bins=c_bins, + fit=fit, + outdir=outdir, + model_name=model_name, + show_plots=show_plots, + save_plots=save_plots, + **kwargs, + ) + + if show_plots: + plot_sf( + data=data, + bins=bins, + count=count, + cbins=c_bins, + medians=medians, + err_low=err_low, + err_high=err_high, + saturate=saturate, + fit=fit, + result=result, + model=model, + outdir=outdir, + save_plots=save_plots, + label=model_name, + n_point=n_point, + ) + + return medians, err_low, err_high, count, c_bins, result \ No newline at end of file From 268b7eba2d7aebe206cbcba743176386e52fdc24 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 16:41:03 +0800 Subject: [PATCH 06/21] Notes --- structurefunction.py | 16 ++++++++-------- 1 file changed, 8 insertions(+), 8 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index 7b06faf..909d768 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -425,14 +425,14 @@ def sf_three_point( sf_t_xr = triple_grp.apply( lambda x: ((x.rm_2 - 2 * x.rm_1 + x.rm_3) ** 2).mean(dim="source_triplet") ) - # TODO: Correct for errors - # sf_err_t_xr = triple_grp.apply( - # lambda x: ((x.rm_err_2 - 2 * x.rm_err_1 + x.rm_err_3) ** 2).mean( - # dim="source_triplet" - # ) - # ) - - # sf_t_xr_corr = sf_t_xr - sf_err_t_xr + # TODO: Check if this is correct + sf_err_t_xr = triple_grp.apply( + lambda x: ((x.rm_err_2 - 2 * x.rm_err_1 + x.rm_err_3) ** 2).mean( + dim="source_triplet" + ) + ) + + sf_t_xr_corr = sf_t_xr - sf_err_t_xr sf_t_xr_corr = sf_t_xr p1, med, p2 = sf_t_xr_corr.quantile([0.16, 0.5, 0.84], dim="sample") From 0a6799e0e6ddde86ff30a7299e326431e0840f36 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 16:44:07 +0800 Subject: [PATCH 07/21] Verbose --- structurefunction.py | 6 ++++-- 1 file changed, 4 insertions(+), 2 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index 909d768..f480092 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -356,6 +356,7 @@ def sf_three_point( src_2: np.ndarray, dtheta: u.Quantity, bins: np.ndarray, + verbose: bool = False, ) -> Tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: samples = rm_1.shape[0] @@ -385,7 +386,7 @@ def sf_three_point( rm_err_2s = [] rm_err_3s = [] centres = [] - for i, g in tqdm(grp): + for i, g in tqdm(grp, desc="Grouping triplets", disable=not verbose): if len(g.source_pair) < 0: continue for _, t in g.groupby("src_1"): @@ -433,7 +434,6 @@ def sf_three_point( ) sf_t_xr_corr = sf_t_xr - sf_err_t_xr - sf_t_xr_corr = sf_t_xr p1, med, p2 = sf_t_xr_corr.quantile([0.16, 0.5, 0.84], dim="sample") @@ -784,6 +784,7 @@ def structure_function( src_2=src_2, dtheta=dtheta, bins=bins, + verbose=verbose, ) saturate = np.nanvar(data) * 6 else: @@ -799,6 +800,7 @@ def structure_function( fit=fit, outdir=outdir, model_name=model_name, + n_point=n_point, show_plots=show_plots, save_plots=save_plots, **kwargs, From d79c28afc5c4654078cdc6902bc6b82d239aa8d7 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 16:49:53 +0800 Subject: [PATCH 08/21] Add triple example --- example/example.ipynb | 338 ++++++++++++++++++++++++------------------ 1 file changed, 195 insertions(+), 143 deletions(-) diff --git a/example/example.ipynb b/example/example.ipynb index f9a17a1..8341237 100644 --- a/example/example.ipynb +++ b/example/example.ipynb @@ -123,7 +123,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "77a51b6d1bb04146af9b37f1c72a79c5", + "model_id": "21c49a60ff844c129ea19c86aa287fcf", "version_major": 2, "version_minor": 0 }, @@ -137,7 +137,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "7db591c4f9754b79a33a2ea9087fd791", + "model_id": "bbf454e392eb422ea21b3bfc4a523056", "version_major": 2, "version_minor": 0 }, @@ -152,7 +152,7 @@ "data": { "text/html": [ "
Table length=472\n", - "\n", + "
\n", "\n", "\n", "\n", @@ -245,13 +245,6 @@ "mao_rm_tab" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "f" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -298,67 +291,51 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-09-16 09:14:10.461 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-09-16 09:14:12.527 INFO structurefunction - structure_function: Getting data differences...\n", - "2022-09-16 09:14:13.876 INFO structurefunction - structure_function: Getting data error differences...\n", - "2022-09-16 09:14:15.241 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-09-16 09:14:15.269 INFO structurefunction - structure_function: Computing SF...\n", - "2022-09-16 09:14:16.936 INFO structurefunction - structure_function: Fitting SF with a broken power law...\n", - "09:14 bilby INFO : Running for label 'broken_power_law', output will be saved to 'outdir'\n", - "09:14 bilby INFO : Search parameters:\n", - "09:14 bilby INFO : amplitude = Uniform(minimum=-63.26544230534412, maximum=470.26399685658464, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", - "09:14 bilby INFO : x_break = Uniform(minimum=0.17782794100389226, maximum=28.18382931264449, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", - "09:14 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\\\alpha_1$', unit=None, boundary=None)\n", - "09:14 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\\\alpha_2$', unit=None, boundary=None)\n", - "09:14 bilby INFO : Single likelihood evaluation took 9.987e-05 s\n", - "09:14 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", - "09:14 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", - "09:14 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" + "2022-11-01 16:46:15.173 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-01 16:46:19.346 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-01 16:46:19.381 INFO structurefunction - structure_function: Computing SF...\n", + "2022-11-01 16:46:30.194 INFO structurefunction - fit_data: Fitting SF with a broken power law...\n", + "16:46 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir'\n", + "16:46 bilby INFO : Search parameters:\n", + "16:46 bilby INFO : amplitude = Uniform(minimum=139.03353721193795, maximum=265.52344497582527, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "16:46 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "16:46 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\\\alpha_1$', unit=None, boundary=None)\n", + "16:46 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\\\alpha_2$', unit=None, boundary=None)\n", + "16:46 bilby INFO : Single likelihood evaluation took 1.131e-04 s\n", + "16:46 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "16:46 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "16:46 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[Kit= 3530 logz=-115.1097827102492\n" + "\u001b[Kit= 2297 logz=-135.8877829337989\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "09:14 bilby INFO : Sampling time: 0:00:10.811501\n", - "09:14 bilby INFO : Summary of results:\n", - "nsamples: 3931\n", + "16:46 bilby INFO : Sampling time: 0:00:06.532822\n", + "16:46 bilby INFO : Summary of results:\n", + "nsamples: 2698\n", "ln_noise_evidence: nan\n", - "ln_evidence: -114.815 +/- 0.127\n", - "ln_bayes_factor: nan +/- 0.127\n", + "ln_evidence: -135.504 +/- 0.097\n", + "ln_bayes_factor: nan +/- 0.097\n", "\n", - "2022-09-16 09:14:29.269 INFO structurefunction - structure_function: Fitting results:\n", - "2022-09-16 09:14:29.269 INFO structurefunction - structure_function: amplitude: 180 ± 20\n", - "2022-09-16 09:14:29.270 INFO structurefunction - structure_function: x_break: 22 ± 4\n", - "2022-09-16 09:14:29.271 INFO structurefunction - structure_function: alpha_1: 0.10 ± 0.04\n", - "2022-09-16 09:14:29.272 INFO structurefunction - structure_function: alpha_2: 0 ± 1\n", - "2022-09-16 09:14:29.272 INFO structurefunction - structure_function: Fit log evidence: -114.8152379924337 ± 0.12701652449377673\n" + "2022-11-01 16:46:38.147 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-01 16:46:38.147 INFO structurefunction - fit_data: amplitude: 190 ± 40\n", + "2022-11-01 16:46:38.148 INFO structurefunction - fit_data: x_break: 20 ± 6\n", + "2022-11-01 16:46:38.149 INFO structurefunction - fit_data: alpha_1: 0.11 ± 0.06\n", + "2022-11-01 16:46:38.149 INFO structurefunction - fit_data: alpha_2: 0 ± 1\n", + "2022-11-01 16:46:38.150 INFO structurefunction - fit_data: Fit log evidence: -135.50426779220876 ± 0.0971559330916045\n" ] }, { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "26315913f1fb4ac09024bf66105d8939", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Making hist plot: 0%| | 0/24 [00:00" ] @@ -370,7 +347,7 @@ }, { "data": { - "image/png": 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", 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", 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", 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", 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" } ], "source": [ - "cbins, medians, err, count, result = structure_function(\n", + "medians, err_low, err_high, count, c_bins, result = structure_function(\n", " data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " coords=mao_rm_tab['coordinates'][mao_rm_tab['included']],\n", @@ -443,65 +401,49 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-09-16 09:14:35.282 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-09-16 09:14:35.323 INFO structurefunction - structure_function: Getting data differences...\n", - "2022-09-16 09:14:36.885 INFO structurefunction - structure_function: Getting data error differences...\n", - "2022-09-16 09:14:38.499 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-09-16 09:14:38.529 INFO structurefunction - structure_function: Computing SF...\n", - "2022-09-16 09:14:40.027 INFO structurefunction - structure_function: Fitting SF with a power law...\n", - "09:14 bilby INFO : Running for label 'power_law', output will be saved to 'outdir'\n", - "09:14 bilby INFO : Search parameters:\n", - "09:14 bilby INFO : amplitude = Uniform(minimum=-63.81717705255777, maximum=468.5890166911098, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", - "09:14 bilby INFO : x_break = Uniform(minimum=0.17782794100389226, maximum=28.18382931264449, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", - "09:14 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", - "09:14 bilby INFO : Single likelihood evaluation took 1.050e-04 s\n", - "09:14 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", - "09:14 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", - "09:14 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" + "2022-11-01 16:46:41.093 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-01 16:46:42.722 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-01 16:46:42.757 INFO structurefunction - structure_function: Computing SF...\n", + "2022-11-01 16:46:53.744 INFO structurefunction - fit_data: Fitting SF with a power law...\n", + "16:46 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir'\n", + "16:46 bilby INFO : Search parameters:\n", + "16:46 bilby INFO : amplitude = Uniform(minimum=127.09038753076035, maximum=278.02554796426915, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "16:46 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "16:46 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", + "16:46 bilby INFO : Single likelihood evaluation took 1.069e-04 s\n", + "16:46 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "16:46 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "16:46 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[Kit= 3254 logz=-114.3524352848590\n" + "\u001b[Kit= 2254 logz=-135.19658608087442\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "09:14 bilby INFO : Sampling time: 0:00:09.337694\n", - "09:14 bilby INFO : Summary of results:\n", - "nsamples: 3655\n", + "16:47 bilby INFO : Sampling time: 0:00:06.516501\n", + "16:47 bilby INFO : Summary of results:\n", + "nsamples: 2655\n", "ln_noise_evidence: nan\n", - "ln_evidence: -113.927 +/- 0.125\n", - "ln_bayes_factor: nan +/- 0.125\n", + "ln_evidence: -134.766 +/- 0.099\n", + "ln_bayes_factor: nan +/- 0.099\n", "\n", - "2022-09-16 09:14:50.400 INFO structurefunction - structure_function: Fitting results:\n", - "2022-09-16 09:14:50.401 INFO structurefunction - structure_function: amplitude: 180 ± 20\n", - "2022-09-16 09:14:50.402 INFO structurefunction - structure_function: x_break: 16 ± 8\n", - "2022-09-16 09:14:50.403 INFO structurefunction - structure_function: alpha: 0.10 ± 0.04\n", - "2022-09-16 09:14:50.403 INFO structurefunction - structure_function: Fit log evidence: -113.9273916449165 ± 0.1252873443614207\n" + "2022-11-01 16:47:00.938 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-01 16:47:00.939 INFO structurefunction - fit_data: amplitude: 190 ± 40\n", + "2022-11-01 16:47:00.940 INFO structurefunction - fit_data: x_break: 15 ± 9\n", + "2022-11-01 16:47:00.941 INFO structurefunction - fit_data: alpha: 0.12 ± 0.05\n", + "2022-11-01 16:47:00.941 INFO structurefunction - fit_data: Fit log evidence: -134.76564941855224 ± 0.09941808650653336\n" ] }, { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "55f7f37c25a94005be5aacda377b7e22", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Making hist plot: 0%| | 0/24 [00:00" ] @@ -513,7 +455,7 @@ }, { "data": { - "image/png": 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", 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", 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Gjx9faY6kylinHHd3dycoKIjMzEyb52zcuJGWLVty6NAhjh49yqBBgyguLmbSpEmsW7eOI0eOYDAYeOedd676eklJSXz55Zf84x//YObMmdx+++0cOnSIAwcOEBkZyfHjx1m3bh3ff/89ycnJ6PX6SivrwMBA9u7dyxNPPMEf//hHwPHnbO3nn39m8+bN/O1vf2PRokUsW7aM5ORkdu7cqSWK7Natm3ahci0kUIhGr3DvPpTSUjCZUMrKKNx7bbn6K9tz2Pr+UaNGARAfH2/TZ26drnrTpk289tprxMbG0q9fP4qLizl37lylr5uWlsbAgQOJjo5m4cKF/PTTT9pjw4cPx8fHh7CwMPr371+hi2bTpk189NFHxMbG0rNnTzIzM7WNbqy1atVKSxr44IMPsmvXrgrP8fT01MYZrP++Pn36MGnSJN5//327V9BXpiTfu3cvN954I+fOnWPnzp18/vnnDBkyBL1eX+l7YI8zKcejo6PZvHkzs2fPZufOnQQFBXHy5Enatm2r5WOaOHEiO3bsuOrrWaf63rp1q7a7nl6vJygoiC1btpCUlET37t2JjY1ly5YtnD592u65LCnHx40bx+7duwHHn7O1sWPHau9Vnz59eOqpp1i6dCnZ2dm4u6trqZs2bVrhoqE6JFCIRs+3R3d0np6g16Pz8MC3R/erH+RAaGhohX70rKwsbZc3KE/bbUnZbXFluurPP/9cy5567tw5hzms/vCHP/DEE09w5MgR3nvvvSqlJFcUhTfffFN7rTNnzpCYmFjhNZxJSe7h4aHdb/33vfvuuyxYsIDU1FRiY2MrXNX7+PjYlDkmJoYPPviAY8eOMXz4cN5//31yc3Mr/fsrY51y3GAwkJOTowVjiw4dOpCUlER0dDTPPfcc8+fPtxtgLJxNOW6PoihMnDhRe69PnjzJvHnz7D7X+v21/O7oc66sHM8++ywrVqygqKiIhIQEbWfF4uLiq6ahd4YECtHo+cbFcePKDwmfOZMbV36Ib1zcNZ3P39+fFi1asGXLFkANEhs3buTWW2+t0nkGDhzIm2++qVVYB6/SJWadinr16tU2j3355ZcUFxeTmZnJ9u3bK2SiHThwIO+88462Ic7PP/9st5vr3Llz2pXt2rVrq/Q3/frrr/Ts2ZP58+cTFhZms18EqJW1devK29tbu4pftWoVv/76K3FxcTz00ENOvyaoV/iW9+Ozzz7jjjvuqBDgzp8/j6+vLw8++CBPP/00Bw4c4JZbbiElJUUbG6gs5bi9neYsBgwYoHVXGY1GcnNzGTBgAJ999hm///47oH4/zp49a/d4y1jJunXrtI2OHH3Olfn111+Jjo5m9uzZdOvWTQsUP//8c5VmvlVGAoW4LvjGxRE2Y/o1BwmLjz76iAULFhAbG8sdd9zB3Llzuemmm6p0jhdffJGysjJiYmKIiorixRdfdPj8efPmMXbsWG677Tab1guoO9QNGTKEhIQEXnzxxQqb+EydOpXOnTvTtWtXoqKimDFjht3ZMp06dWL16tXExMSQlZWldas445lnniE6OpqoqCj69u1bIb26n58fN910k83+FRY333wzr732GidPnmTMmDF2z//nP/+ZiIgICgsLiYiI0K7Sp0yZQmZmJu3bt2fx4sV2p5AeOXJEG1x++eWXeeGFF/D29mblypWMHTuW6Oho3NzceOSRRwCYO3cus2bN4rbbbnPYFfbGG2+wbds2oqOjiY+P56effqJz584sWLCAxMREYmJiuOuuuyrs521RUlJCz549eeONN7Q07o4+58osWbJEm0jg4+PD3XffDagpx4cMGeLUORyRNOOiwZE04w3X+vXrSUpKYsGCBa4uisu1adOG/fv3Ox0MqqNv3758+eWXBAfb7sVS1TTjkj1WCFFnRo4cWWHsQtSOS5cu8dRTT1UIEtUhgUIIUaemTp3q6iLUC7W9gjw8PJwRI0bUyLlkjEIIIYRDEiiEEEI4JIFCCCGEQxIohBBCOCSBQohq0Ov1xMbG0qVLF7p27aolg6uqJUuWaIn3rrRz504iIyOJjY0lPT1dW1+QnJzMN998U+2yC1FVEiiEqAYfHx+Sk5M5dOgQr776Ks8991y1zuMoUKxZs4ann36a5ORkbrjhBj777DNAAoWoexIohLhGubm5NnPVFy5cqKXznjt3LmA/zfXSpUs5f/48/fv3p3///jbnXLFiBf/85z+ZP38+48eP1zYVKi0tZc6cOaxbt47Y2FgtBYQQtUnWUYiG7dtn4eKRmj1n82i42/FOYkVFRcTGxlJcXMyFCxfYunUroGZpPXXqFHv37kVRFIYNG8aOHTu4dOkSLVu25OuvvwbUfD5BQUEsXryYbdu2VVidO3XqVHbt2sU999zDmDFjtDn3np6ezJ8/n/379/PWW2/V7N8tRCWkRSFENVi6nk6cOMHGjRuZMGECiqKwadMmNm3aRFxcHF27duXEiROcOnXKbpprIRoKaVGIhu0qV/51oVevXmRkZHDp0iUUReG5555jxowZFZ6XlJTEN998w3PPPUdiYiJz5sxxQWmFqDppUQhxjU6cOIHRaCQ0NJSBAwfy4Ycfkp+fD6i7r/3+++9201wDBAQEaNtWOqs6xwhxLaRFIUQ1WMYoQN2oZvXq1ej1ehITEzl+/Li2t4C/vz+ffPIJv/zyC8888wxubm54eHhoexhMnz6du+++mxYtWrBt2zanXrt///7aznjPPfcc9913X638jUJYSJpx0eBImnEhrk1V04xL15MQQgiHJFAIIYRwSAKFEEIIhyRQCCGEcEgChRBCCIckUAghhHBIAoUQQgiHJFAIIYRwSAKFEELY8cUXXzBt2jSGDx/Opk2bXF0cl5JAIUQ1WXa5s/y89lrtJyjMzs7m7bffrvJx8+bNY9GiRS557aqcr3fv3jV2/qKiIm6//XbOnj1L//796dSpE5GRkbzxxhtOHT9ixAjef/99Vq1axbp16ygtLaVv374YDIYaK2NDIYFCiGqypBq3/Dz77LO1/po1XVnX9msrioLJZHL6fNXdUtaeDz/8kFGjRuHp6cnf/vY3jh8/zp49e1i2bBnHjh1z+jwLFizg8ccfx9PTkwEDBlyXm0VJoBCiBu3bt4+YmBiKi4spKCggMjKSo0ePkpKSwi233MLEiROJiYlhzJgx2haon3zyCT169CA2NpYZM2ZgNBoB+Oijj4iJiaFLly489NBDADz77LP8+uuvxMbG8swzzzg8/uWXX6Zjx47ceeednDx5skJZ7e26ZzFixAji4+OJjIxk+fLldl/bsuuexaJFi5g3bx4pKSl06tSJxx57jK5du5KamurU+UBNomixePFioqKiiIqKYsmSJQDauadNm0ZkZCSJiYkUFRXZ/SzWrFnD8OHDadGiBV27dgXUzLudOnUiPT1de96hQ4fo27cvnTt3xs3NDZ1Ox9y5c1EUhdmzZ3P33Xdrx48YMYI1a9Zc/YvQ2CiNUHx8vKuLIGrRsWPHXF0ERVEUxc3NTenSpYv28+mnnyqKoijPP/+88qc//Ul57LHHlFdeeUVRFEU5c+aMAii7du1SFEVRHn74YWXhwoXKsWPHlHvuuUcpLS1VFEVRHn30UWX16tXK0aNHlQ4dOiiXLl1SFEVRMjMztfNERkZqZajs+P379ytRUVFKQUGBkpOTo9x0003KwoULbcr/2WefKVOnTtVuZ2dna79bXq+wsFCJjIxUMjIyKrz2lbcXLlyozJ07Vzlz5oyi0+mU3bt3V+l8iqIofn5+iqIoWvnz8/OVvLw8pXPnzsqBAweUM2fOKHq9Xjl48KCiKIoyduxY5eOPP67w2ZSUlCjNmjWrcP+ZM2eUVq1aKTk5OYqiKEpRUZHSsWNH5ccff1QURVFeeOEF5emnn1ZMJpPyxhtvKF27dlVmzJihvPPOO4qiKIrBYFDCwsIqnLehsfd/yFG9KWnGRYN39qEJFe4LuHsQIQ88gKmoiNTpFTcRCho5kiajRmK4fJn0mbNsHmv98UdOva6l6+lKc+bMoXv37nh7e7N06VLt/latWtGnTx8AHnzwQZYuXYq3tzdJSUl0794dUPvVmzZtSk5ODmPGjNG2SA0JCbFbhi1bttg9Pisri5EjR+Lr6wvAsGHDKhwbHR3N008/zezZs7nnnnu47bbbtMeWLl3K+vXrAUhNTeXUqVM0b97cqfcFoHXr1iQkJFT7fLt27WLkyJH4+fkBMGrUKHbu3MmwYcNo27atluI9Pj5e2ybWWkZGBk2aNLG5Lz8/n9GjR7NkyRICAwMB2Lx5M127dqVHjx4AxMTEsHHjRnQ6HTNnzmTmzJk259Dr9Xh6epKXl0dAQIDT70dDJ11PQtSwrKws8vPzycvLo7i4WLtfp9PZPE+n06EoChMnTtTGOU6ePMm8efNQFKXC8+2p7Hh7r3elDh06kJSURHR0NM899xzz588HYPv27WzevJndu3dz6NAh4uLibP4OC3d3d5vxB+vnWCr4qpzvyr+rMl5eXtrver3e7uCyj4+PzWuUlZUxevRoxo8fz6hRo7T7jx49SnR0tHb7wIEDWjdTZUpKSvD29nb4nMZGWhSiwXPUAnDz8XH4uHtwsNMtCGdNnz6dv/71r5w5c4bZs2fz1ltvAXDu3Dl2795Nr169WLt2LbfeeisDBgxg+PDhPPnkk1pLIC8vjwEDBjBy5EiefPJJQkNDycrKIiQkpMLudpUd37dvXyZNmsSzzz6LwWBgw4YNFbZnPX/+PCEhITz44IP4+/uzatUqAHJycggODsbX15cTJ06wZ88eoOLOes2aNeP3338nMzMTf39//vOf/zBo0KAK74ez57NmXX5FUVi/fj0ff/yx059BcHAwRqOR4uJivLy8mDJlCp06deKpp56yeV5oaChbt24F4Oeff+bf//63wwH1zMxMwsPD8fDwcLosjYEECiGqyXqXO4BBgwbRuXNn3N3deeCBBzAajfTu3ZutW7fSrl07OnXqxOrVq5kxYwY333wzjz76KL6+vixYsIDExERMJhMeHh4sW7aMhIQEnn/+eW6//Xb0ej1xcXGsWrWK0NBQ+vTpQ1RUFHfffTcLFy6s9Pj77ruP2NhYWrdubdOtZHHkyBG7u+4NGjSId999l5iYGDp27Kh1Idl77Tlz5tCzZ0/atm3LLbfcYvd9qsr5LLp27cqkSZO0LqGpU6cSFxdnt5upMomJiezatQtvb28+/vhjoqOjtc/rlVdeYfDgwYwbN46vvvqKqKgowsLCWLt2LaGhoZWec9u2bQwePNjpMjQWssOdaHAa4g53KSkp3HPPPRw9etTVRbluHDx4kMWLF1epJXI1o0aN4tVXX6Vjx441dk5XkB3uhBACiIuLo3///tp04WtVWlrKiBEjGnyQqI56HyiOHz/OI488wpgxY7SmsRANTZs2baQ14QKTJ09Gr9fXyLk8PT2ZMKHiDLvrgUsCxeTJk2natKnNYh2AjRs30rFjR9q3b6+lQ+jUqRPvvvsu//znP6U7SQghXMAlgWLSpEls3LjR5j6j0cjjjz/Ot99+y7Fjx1i7dq22zP6rr77SZogIIYSoWy4JFH379q2wgGjv3r20b9+edu3a4enpyf3338+XX34JqIuFfvjhB4dL55cvX063bt3o1q0bly5dqtXyCyHE9aTeTI9NT0+nVatW2u2IiAh+/PFHtm/fzr///W9KSkocTkubPn0606dPB9TReyGEEDWj3gQKe7N0dTod/fr1o1+/fnVfIFGvObtyWQhhqzorIurNrKeIiAhSU1O122lpabRs2dKFJRL1lbe3N5mZmdX6wgtxPVMUhczMzCqnIKk3LYru3btz6tQpzpw5ww033MCnn37KP/7xD1cXS9RDERERpKWlyViUENXg7e1NRERElY5xSaAYN24c27dvJyMjg4iICF566SWmTJnCW2+9xcCBAzEajUyePJnIyEhXFE/Ucx4eHrRt29bVxRDiuiEpPIQQQjisN51qUWRlZV31OW5ubhXyv9e1DRs2sGHDBnJyclxaDiGEaEycalF4e3vTsmVLh4OHRqORc+fO1WjhqktaFEIIUTXX3KLo1KkTBw8edPicuLi4qpdMCCFEvefU9Njdu3fXyHOEEEI0PE4FCmfm3F5vWwMKIcT14qpdT9988w2gLtRYsWIF06ZNuy53eBJCiOvVVVsUc+bM4aeffiIjI4PCwkIyMjLqolxCCCHqiasGih07dpCfn4+3tzeRkZHX7cYdQghxvbpqoPD19eWll17Czc0NX1/fuihTtW3YsIHp06fLOgohhKhBTq/MHjZsGF999VVtl6dGyDoKIYSoGkf1ptPZYxthpg8hhBBOcDpQSO5/IYS4PkmLQgghhENOB4pXX321NsshhBCinnI6UERFRdVmOYQQQtRTVdq4aP/+/bz88sucPXsWg8Gg7Vt8+PDh2iqfEEIIF6tSoBg/fjwLFy4kOjoaN7d6s922RvajEEKImlelQBEeHs6wYcNqqyzXbOjQoQwdOpRu3bq5uihCCNFoVClQvPTSS0ydOpUBAwbg5eWl3T9q1KgaL5gQQoj6oUqBYuXKlZw4cYKysjKt60mn00mgEEKIRqxKgeLQoUMcOXKktsoihBCiHqrSiHRCQgLHjh2rrbIIIYSoh6rUoti1axerV6+mbdu2eHl5yfRYIYS4DlQpUGzcuLG2yiGEEKKeqlKgaN26dW2VQwghRD1V/1bNCSGEqFeq1KKo72RlthBC1Lyrtii+++47pk2bRnJyMgDLly+v7TJV29ChQ1m+fDlBQUGuLooQQjQaV21RvP3226xcuZIFCxaQlZWlBQwhhBDXh6u2KMLDw2nSpAmLFi1i06ZN7Nu3ry7KJYQQop64aqAYMmSI9vtrr73GhAkTarVAQggh6perdj0NHz6cxYsX29x35e2nnnqqZkslhBCi3nBq1lNeXh4AJ0+eZN++fVqq8Q0bNtC3b9/aK50QQgiXcypQzJ07F4DExEQOHDhAQEAAAPPmzWPs2LG1VzohhBAuV6UFd+fOncPT01O77enpSUpKSk2XSQghRD1SpQV3Dz30ED169GDkyJHodDrWr18vg9tCCNHIVSlQPP/889x9993s3LkTUDcyiouLq5WCCSGEqB+qnMKjbdu2GAwGiouLycvLY8eOHTKgLYQQjViVAsWKFSt44403SEtLIzY2lj179tCrVy+2bt1aW+WrEsn1JIQQNa9Kg9lvvPEG+/bto3Xr1mzbto2DBw8SHh5eW2WrMsn1JIQQNa9KgcLb2xtvb28ASkpKuOWWWzh58mStFEwIIUT9UKWup4iICLKzsxkxYgR33XUXwcHBtGzZsrbKVuPue283AOtm9HJxSYQQouFwOlAoisLSpUtp0qQJ8+bNo3///uTk5DBo0KDaLJ8QQggXczpQ6HQ6RowYQVJSEgC33357rRVKCCFE/VGlMYqEhARJMy6EENeZKo1RbNu2jffee4/WrVvj5+eHoijodDoOHz5cW+UTQgjhYlUKFN9++21tlUMIIUQ9VaVA0bp169oqhxBCiHrKqTGKrl271shzhBBCNDxOtSiOHz9OTExMpY8riiJpM4QQopFyKlCcOHHiqs/R6/XXXBghhBD1j1OBQsYmhBDi+lWldRRCCCGuP1Xej6I+kzTjQojGzhU565xqUZw7d662y1EjJM24EELUPKcCxYgRI7TfR48eXVtlEUIIUQ85FSgURdF+P336dK0VRgghRP3jVKDQ6XR2fxdCCNH4OTWYfejQIQIDA1EUhaKiIu13UANHbm5urRZSCCGE6zgVKIxGY22XQwghRD3lVNfTvn37uHjxonb7o48+Yvjw4cyaNYusrKxaK5wQQgjXcypQzJgxA09PTwB27NjBs88+y4QJEwgMDGT69Om1WkAhhBCu5XTXU0hICADr1q1j+vTpjB49mtGjRxMbG1ub5RNCCOFiTrUojEYjBoMBgC1btnDHHXdoj1nuF0II0Tg51aIYN24ct99+O2FhYfj4+HDbbbcB8Msvv8gqaCGEaOScChTPP/88AwYM4MKFCyQmJmprKUwmE2+++WatFlAIIYRrOZ0UMCEhocJ9HTp0qNHCCCGEqH8kzbgQQgiHJFAIIYRwSAKFEEIIhyRQCCGEcOi6ChT5JQbOZxeRdPayq4sihBANRqMKFBs2bGD69Ol2t0JNOnuZYxdySb1cxPgVeyRYCCGEkxpVoHC0Feqe05lY9l8qM5jYczqzjksnhBANU6MKFI4ktAvFsueSh7sbCe1CXVsgIYRoIJxecNfQxbcOpnOLQHKLylhyfxzxrYNdXSQhhGgQrptAAeDv5Y6/l7sECSGEqILrputJCCFE9UigEEII4ZAECiGEEA5JoGgk7ntvN/e9t9vVxRBCNEISKOoZqfCFEI64IsOEBAohhGggXJVhQgKFEEI0EK7KMCGBQgghGghXZZi4rhbcCSFEQ+aqDBMSKIQQogFxRYYJ6XoSQgjhkAQKIYQQDkmgEEIIF2hIa6YkUAghhHBIAoUQQgiHJFBcRUNqHgohRG2Q6bFCCNHYmExQnA1Fl6EwE3LTITsVLqdAwqMQdnOVTieBQgghrpGl12HdjF51+8JGgxoICjOhIAOyTkNOKuT/hpbrQzGBmzt4+EJxLpQWVPllJFAIIUR9ZtM6yFKDgqEEvpsDBeZcTzrz8zx81IDg3xzc9BXPVZpfrSJIoBBCCFdTFCgrVANBcbbaOshJg+xzkHdRbRWoT4TCBDUIKAoEtgRd7Q81S6CoJS5rigoh6q+yYrVlUJwNxTlgLIEdiyDvApQVoc4vMqlBwN3b3DpoZts6cPdS//Xwdf51FUU9f0EGmAxVLnajChQbNmxgw4YN5OTkVPqcSf/6P87uCrS5L+DuQYQ88ACmoiJSp8+wff6FXJI79wF6Ybh8mfSZsyqcM3jc/QQOHkzZhQuc//Ns7TiAs7sCCXn4YQLu6E/J6TNcnDu3wvFhjz6CX+/eFB8/zkPrXsNgUji6xZ8AL/XjCX/ySXy7xlF44CCX/v73Csc3+8tzALQ7+xNnH3qnwuPNX3oJr3Ztydu6jayVKys83vL1/8OjRQtyv/mGy2s/rfD4DUvfwD04mOx/rydn/foKj7da/h5uPj5k/eMf5H27scLjrT/+CIDMDz4kf/t2m8d03t7c+P5yAC69/TaFu/fYPK5v0oSIN5cC8PvfFlOUnGzzuHvz5tyw8HUALr7yCiXHT9g87tmmDS3+Oh+ACy/OoTQlxeZxr0630PwvfwEg/Zk/Y7h40eZxn9hYmv7pKQDS/jATY3a2zeO+vRIIf+wxAM5Nm45SXGzzuH+/foROmQzA2YcmcCVH3z2AoJEjaTJqZJW+e9aq8t377ZVXKzzuzHfPu1MnCn74gYx33q3w+PXy3Ru0/R80v5Sq1i2KCUwGPFuG02LmeMg+x4U311J6/pJaSet0oMAdnh34JPYeks6X0PzrnzBk2353fNqF03REVwDS3tuOsaAEgEl53mqZM4IJHxwDisK5N79DKSkBkxEUI5gM+LfRExppgNI8zv5HB4pC6wGZEF/xe3g1jSpQDB06lKFDh9KtWzdXF6Vajl3IpaDUAAocv5BLpxaBWrAQoiF7feMJel/IpXOLwKs/2cq01fso9AngvfCqvd4x84Va66od5jzFqHYV/faT2kIoK1LHDbJ+VStrnQ7cL0HSatB7qo/r3NRWApBncCOrzJPUEh/GH47hX2U/EkixnddRwFCs/pQVg2Ik3JSPBwa4mAp790BJHmQHgEFne2yhAkYv8A0DzxJ1QLttFHhXPZmgTlEsQ+ONR7du3di/f3+F+6vTHVTdLqTqHLds2y8s/O9JAPQ6eCqxI4/3b1+r5RSiKury/4NLj5vWE0pyoShLHTfI+w0KflNnE+X9BsZS1BFkQDFx3/HeoHNjXfdfwM0DbdOISiw7Hc7CU80IJp8bdJk8csNp7glOVSt97SdX/feKriITOrJ0TQjz9wGvAPNPoO3vnn72B7Nz0qDHNGgZW+GhyupNaGQtiobOsimJotTdpiQSYMR1y2QyB4PLakDIvwR5Req4wX/WWnUTKYCbOjbg7gU+IaD3sDlVvuJDbpkbSXlNiG9SqN5pKLGq8HPVqaklOVCcx5SifKZ45eGtK1Ofm2H+QVde4fs3g9D2FQLB+ORoTDo967qerrO3SgJFPXItm5LklxjILSoj6ezlOs1TL0S9ZjJBaZ65ks6FgizITVXXGuSklc8mUhRAB6W9wM0N/JravyK3MJaqQaA4l5TLJQwoPEULXSaFBzMp8v0NnzLzQLUNnVbpewc149+Z3UgzhTKktYmbQrzUxzz9rjqLyaRzUK5aIoGinqnOpiSWDdcVBcav2MOaqQkSLMT1xbLwrOB3NRjkZ4GhFDasUYOBzk0NBooC7p7qegO/ZhWDgd4DT6VEnZFk6frR/rVqHRjKg0Ab4CkPuKQEcVEJ4YKuKe2aRaitAO9A8AwA7wD1X6vXW7e3HQAz29RSy0AxgbFMDWrGUvX3wurtsS2BohGwt+G6BArRGNi0lG9soi4YK7ikjhvkpKspKfIvqhU7ADq1gizpo7YMAlrYXqFbWgKFWVByVv1da3Hk8X5RAYEUwL4rCuLhq17xewdBUCub7qAjJU0ZkxxLCR54uyms6XAaLN1PNUFRzDOpytSAaDKo9+WeVwfVFQV0etCZW0WWgKjTqS0U32DwCQWfYPBpAsFVH+KXQNEIuGJsQzRs9XJsymgoHzMozScpJYtj5wtQgPHv7WRN5D7i/TLLxw10erUC9/CGwAi1q8d85d/buJeA0mwyjqYSplwubxFU6A5CnYlkrvT3FHciUxfMuPYG27EBt8qrymigfYCRXIPCkpjU8jGKyigmNWCZjIBJHSA3lplbPjpAZzU2Yq709R7g5a+Wxd1LLc/Nd4JXkBoMPLzB3ce8Mtu8Otvd66qD6s6SQNEIuGrD9casrmfbNBTVHQvTjvslnfhwRb2CL8xUF5rlpqurj0tyATd1MpECe9LaonALoMPDVMrJXC/ivQ2VdwkZS7XXmwWYFB0ZmUEU+Prh5xcCTW68YnZQAHj62wxMv/HDzeQa3Ojg5USFb8Xf3Yi/vox474tQUGq++i9TK2pL5W+p+HVuapeU3l2t8G9MUFsqXoHg6Qselorf/OPhYzt4/rM5m3XnuvuOSaBoJFyx4bq4vlx1LKysyNy3n69255TkQ2EmSWezOHa+qdoy+DCJNZ32Eh94WR1o1nuqlaCiAHrzcXlQnMP4kr0M8CykhS6LIF0h/Ib6Y+Hpp1auviFqd4pXIHgF8nlmK/527mZ+JxgFPU/deJHH2126+t+X7cuxPG+1nPvasabrCeIDssu7e4xlagDQgXVAAwUMN6iVvm8I+IWpFb9PiHmMwq98lbWnr/qvTgcp5gq/S/2/qJBAIUQDVmctGEVhz88XbMfC9uwi/vff1ZZB/u9QWmjV1WHpJ3fncHpzYnU5tNRlEaHLwPO3FLj8m9oKKM03p664gpsHTXyCOaFvyU9KB3q20BMR5G3bIqhkVlIbT18unAtDAbzdFBJCCtSyGEvVQWhjqVrxm8xTU81X/HsutFPrfXSUmRT2ZPkRH1qmtjq8/MG7iRoELFf6lnJ4+MBvhwAd3P5Azb3n9YgECiHqAZd3WRnLzIO8mWrlXZKvdgflnlfXGBRlk5Djh47eKICHzkRC6V5Iz1b7/Y2laqCwnhlk7hp6WDHxsFf5SxkKvYFAteINjFCvuD39bBeMuXuDTsffzTODRneoZGaQJQAYS7Qr/3g3A519w8k1erDk5kPE6y5DrqJW+H7h5iv+QHWFsneQ+Srfh4TfTOhWHVf/Pg93EgaOA6db6DUzFlBfSaAQojEzmdSKv7SgvE+/OAfy89XgsPkl85V9odXsIHNrwM1dHXA1FEFZIfGGfN7xOUywcpkYr9/wScmxGRdQla8VIPAGrTto3plbSDGG8ceoImJDnUwGoQ3mmspTaysG81RXnTrLx2RSX8/S3WMOOP4pXvjr3Ykf+og5EPlXWCR3pfhg6NwyXcb67JBAIaqlrq+AXX7FXZ8oirkLxfxjMkLqPvOeBdlqpVp8Wf29JE89xrKOwNy5UljQB72xkOPpWXTyylLzFpXmm1sEOdp0UcvzLRIIJFMXjE9AMHi1Lp8yap06ws6CsePpassgNtTcMlBM5hxGpeq/xtLyQV+sgoCxlTqOEdYBApqbA0KT8kFf78DybKrWdpr7/4MiqvTWyliffRIohKhPLFNEtUo737yQ7JL6b9Fl9UcxATrI7qket/8z9bbeQ20JGMvMieSsA4D6U1qcz3rjWtx1Jjhj9do6N/XK2ztQXSvgHWT74xXAjP0dAFgX6aAryGQwjweYg4CpTB3s1aGuhsY8x98nFIJuAP+m6kY7XgFqALC0ADz94fck9bw95QLBlSRQCFHbLJV/WWH5gq9ScwVemAGF2ZAdolawGz5Gu6oGdUGVTq+uJtZ7qgnnvAK1rqREZTchymW4cM5hSwA3D22V8K8eHfmu6AZ+U0L4XQnmzlYm7mtnKJ+NUxmTwbzAy6SOXVhyIVl3WZmM6uCuV6BVEGgGqQZ18PnOQer4Q2VJ6xqo6rR0G1LrWAKFEHY4XC9g6fopLVCnc5YVa1fv+TmXyS0xkrThPeK9z5vTPRSjTqfUlR9vWVxlqfxNQejQqQuoSvNtBoMpyS8fJC7Nt9rtDKYABtwg19z106SVNi6gpZDwCgB9+eKrwmxf/v7jTdqsoEea/Qr6nPJAZpkZZLMGwDyVVdcB9N7QIVGd/unpq175e/iWD0rbGwvwNHcF+Tet6Y9K1AEJFKJRc3pswzJ7prSApNO/cex8rjqf/v0fWDNQR3xgbvkm9oXmPEI6q/50BZJyAzmW1QcFN8bvbsGauGzig/Xlq3oNxVZZRG1nB71Z+rnaMvjRZFsuN3dzl0yAVeqI8tlBDx6O4ZwhiL93TK98gZiimLt/isFQQryupHxWUPtk4nVZUOKndi8FtgDfULUryNtq3MHy73nz5j6d6uZquLpX3Q3par0hkEAh6lSdDUqbjOoVv2XOfPqB8rTPxTnlW1GWFphnBRUCavK4PWk3odAB0KnrBQ6fIr7VWXXQVO+pVqRXpnQwlnLioju3uh2mhS6LG3SZ+KSkQfrvVvsKlNkeo3PTKv2Tbu3J1AUzoo15Fo93oM00UXuSsn35Pr9Z+QKxLkeJ97eaHWRZFGYyqZW8f1M1K2pAM/zP6fF3cyd+5Cx1cNjds6Y/AdGISKAQ9Z/RYN7i0aQOhhpKynf9Ks6Hogz1Kr/InNOnrFD9wQ0umwd7932O2m+vU7t69B7mf93NA7hNtL72hJZ6dKmgoODhBr2am/cvtukOyi1PXV2SB4ZixgPjzfWtSdFhKPEHN/Pc/ZCbyq/QLT+efloQeM2cOqKVXyWpIyz5gcrMA9SKkT0X2tsuEMsPJ75tmDomoK0XaGJ/ZtD26nUFNfYr9cb+91WXBArhAor5ar6wvFIvK1JvF2ebF3hZJXIrK4SsXurV8fZ/qscrOrRN6PUe5lQQlsHeIHVGjU5XXkEGtaqkKIp5TCBDCwTxxbl87KMQolymvfslPI/kVTxOSyQXqE7BNP/+51OdSDGG8WxMPl1DrlxjYJ9t6oi2rOm8j3i/DHPgMv+doGb+DGwJIW0hsCUJGe7ozqWXLxC7c3QVFojVLamAGzYJFOLaKYpa0ZcVql05ZYXmIFAARTnayl6KsyHrJrUrZOMnVnP7Qa30Ubt0LPl/9FaVvqXCD7yhSkXTKSYCyYPcC+qsIEs5LF1PxTk2g8MAuHnQllAy3ILxDGtrlTbCenDYflfN2bPt0AFdQ7IqvkfGkvKBYkOJeUBbz57zba1aBm7sce9GfFyo1bRUSwZT21lC8RHQeUeeLBATtU4CxXXO7uweq4FdLQBYrvpL8tSr/Tx3tUto41dqF4xlbrxlxawlJ76be3ml7+YJOndw11V+hV9VhmJtpzGb1BHmAeOPi80b0R+0OsbDR+2S8W8OYR3LxwOs0kc8te8mANZ1rMKmMibrLrJU1IFuzDNVTebXbKqOcQS2VBPI+YaScMkN3cojapp4Dz0Jvfo43TKQBWKiLkiguB5YrvhLC9Sr/NICKC0kKb2QY+fzUVAYv3wXa7qnEO9z0Zy3v8yq68N81W+Z0unmAWU91Mf0nmqld5XtGzVVyY9vKNEWi/Us/Z0A42UuHUklXMkqDwgOU0i05GvDjWTqgpnSodSc36eJ/ZW8zlBM5sBZVL4i2s38Hlmmj7p1AHdfiBqjBgKvAPM4QZA6HmJHfDB0bnFWWgai3pJA0VAoSnm3jqHEPN2xVK34DSVql4rJCAc/sZ3JU1agVvyWHa9AS428J62dlu+/zKiw5zc34tu6X32/YCif9ePuXb2/x1hqZ5qo9R4D+TabzDxl/jcjM5ACX391fwGr1NLl207appBYa04qNyXsKi0Dy4pi8xRSDOYurpw0tHECnZvaIghubU4nEW5+3SB1/MDDt3z6aPuq9clLy0DUZxIoXEFR1Ct2m4FcczdPUba6+vXgmvIuleLL5Vs9Wq+CtfyjmKCglxoI0g6olbibef6+3hsCAuxe8ScoHujSymf3JDQ1qBumXCuTwbxIzLYbiJJcXi8uIVTJgl12ZvZ4mnfw8g2F4Dbq2gGvANZntmJJ2k1cVEIx4OH0/gL2y2ZUg2dZkbk1Yl5UZjKBpw/4hkFYezgVqrYAej12xU5njWc1sRDOuq4CRY3PvDCUllf0hiLbjcxLctUK/NgGc2WZbZW9M8+c/sDcbWFesAV2KnzLjJ7AGxx371i6U6ow3TG+SSGdA4rJNbg5t4UjmNcn5NHReIpQ5TKk/nrFlNE8tSKuUD51ltAlXXNOuLVn4I2K7biAg0r4Ri9fzqU2t91fwJlyGszBQFHKxwzc3NTU1s0iIbAV+IWoXUO+oeoqY4sk8/TRZpFXf60GSGYhiaq4rgJFpbQEakW2GS0NxeqVvMkIyWvNs2Ry1dkzJflWaQ6s0zOb/81LUO86ta+8wrf869+s8ivTalT418Lf3Yi/u1ENEuYgYJ1ArsJ2k6VqJT3fcoLTqIHMUtmHNi3/XcsqWj5LaKG5K2jgjc4PElca0BSl/HPS0k6YPwudGwQ0M+8x7A19ZqmtBZ8m0ioQooqur0BxOQWOfVm+aMkSGLS9bc2VjDZlU4H8BLWLOvVA+UItvYfaP+2owtGmc7asxT+oCkzG8gq/1NylVZrHn0qMastgd4YWBGzovcore79wrQXwSkoHMnXB/K1bTvUHh51hDgb+bsX4u5uI152EXF15QPYNVfdC9m9WPm7gFw4+weDmRv7RneqsrsKmxIdL/78Q1XF9BYq8i5C2D4JuVK/uLTlsdG6Vz8bRrvCb1V05q8pkINyUoVb4v52wbQmU5lXeHaT3ooUSQqYuBEKs5utbdwdVEgQOpaotA9yLa+Zv0GYUFZqT6FkyqBrN6yh8wcMLuk81ry9oYt6gvvLNaK66x3MtkC4d0RhdX4ECyivCWpZv0JNrcCMp29e5vn+zdT2u6JKxGRi21x2kBoG3LM8/Yf7XuiUQ2qxiADAHgafNXUFVWi9Q3b/PkjVVMakL4EzmKbiWGbgBzSD0JmjSGvxC1ZaBr3mxnWUj+hu6Ol3GPaczbfd4Pp3pdKBoKBV+QymnaNiuv0BRB2xTMrRjTffT9itTY2l5ELDZXMYqEJTZOU4LAoFqS8crgHfOtyNLF8zzMQUOWwJ18vdZxg5KC9QBZcvMIsUItFHLdlM/NfWFd5CartonuNJ1BtWV0C5UfVkFPNzdSGgXWqPnF+J6IYGiFuzJ8gNMhJPLjcolMtJ+hbw086ygnPIpowY73Tbu3uVX/AHNtSmiV7YErrT9d3NXkF/VWgbVsSfLzzYZ3UWI16WWp+RQTGpCuqad1Gmu/k3Nq5DDyD+3Tx0zCIgjvlXtdgPFtw6mc4tAWcgmxDWSQFFdxjLbDKKWAFCSy9TCPKZ55eKpM6rPzTT/6L3K00UERpRX/Fow8K80h5BLGcvKxw+MpSR45qOjefn6i5vCoX2c2l3kG6q2EOykrXbFmEFDWcgmXUiiPpNAcSVLt4m56+cOQ7q6oczJVNupoxVaAzq1ovcKxKtJC/6VkcA5UxjD2pq4OcQcIKq7irkuWPI7WWaDKUa0wQNLmo4mXaDJjcT7hdM5M43cEqVKV+rXMmYghFC54qLi+goUxjK13zwnzWq7yfzy2UEl+er9JoN2yAzAhA4yfdVA4B2k9q17Wm0uY96L2Hq67GfmQeI/VWG9QJ2wLESzbN9pnarCO0D925q0Vvc7NncX4RVQYVaYv08G/j5UqaKXMQMhGqbrJ1Cc+xFW31Pxfp2+vAsosGV5GgmvAPD057HjkWTrgvhHz3N1X+bqslmIVmzeWc0NMGdz9W8Gwe3UoJDqpk4xvWesmlW1FsmYgRAN0/UTKELaQtxDkHESglpbDQxXvtUkwFlT02pNc60TxjJz66CovGWQm652G/mEliev82+uDi77havrD9ysUoFYdjqr5SBh0VDGDIQQ5a6fQOHfFOIehAOr1QV3TnB6mmttsrQOLIPJ6u4+gEmd/RTQQs1HdDpUXTne/y/law8aERnsFcJ1rp9AUQ2200DV27UWKBRT+c5wxhJsVyaHQEg7tYUQ2KJ8ZpHVnsvsNbcM6kvKECFEoyGBwoGEkALzvB8FD2ezll6NyVC+V7RNEjudOnYQ1rF8ZbJ5BzRnWgdyxS2EqC0SKByoVhpujaLucZB3EUylaIPJlqmmwXHqdqA+wWow8A2RrKZCiHpJpyhaqtRGIywsjDZt2lR8oLQACjMrXdSWk19EkH8VB3Wt8xdhQu0uonzLUHcv8xaZ7uTkFRAUHFK189srZ04OQUFBtXaMs8+92vMcPV7ZY5cuXSI8PNypcrpSdT4DV7xGdc9R09+X2viugHxfavL8KSkpZGRk2H9QEZpp06Y1iPNX5zxVOcbZ517teY4er+yx+Ph4p17b1Wr7u1JTr1Hdc9T096U2viuKIt+Xujq/gy3Trj9Dhw5tEOevznmqcoyzz73a8xw9XtvvdW2ri/LXxGtU9xw1/X25nr8r0HDqlso0yq4n0XB169aN/fv3u7oYooGQ70vdkBaFqFemT5/u6iKIBkS+L3VDWhRCCCEckhaFEEIIhyRQCCGEcEgChRBCCIckUIh6raCggIkTJzJt2jTWrFnj6uKIeuz06dNMmTKFMWPGuLoojY4EClHnJk+eTNOmTYmKirK5f+PGjXTs2JH27dvz2muvAfDvf/+bMWPG8P777/PVV1+5orjCharyXWnXrh0ffPCBK4rZ6EmgEHVu0qRJbNy40eY+o9HI448/zrfffsuxY8dYu3Ytx44dIy0tjVatWgGg10surOtNVb4rovZIoBB1rm/fvoSE2Oa82rt3L+3bt6ddu3Z4enpy//338+WXXxIREUFaWhoAJpPJFcUVLlSV74qoPRIoRL2Qnp6utRwAIiIiSE9PZ9SoUXz++ec8+uijjSKVg7h2lX1XMjMzeeSRRzh48CCvvvqqC0vY+EiacVEv2Fv3qdPp8PPzY+XKlS4okaivKvuuhIaG8u6777qgRI2ftChEvRAREUFqaqp2Oy0tjZYtZbc+UZF8V+qeBApRL3Tv3p1Tp05x5swZSktL+fTTTxk2bJiriyXqIfmu1D0JFKLOjRs3jl69enHy5EkiIiL44IMPcHd356233mLgwIF06tSJe++9l8jISFcXVbiYfFfqB0kKKIQQwiFpUQghhHBIAoUQQgiHJFAIIYRwSAKFEEIIhyRQCCGEcEgChRBCCIckUAghhHBIAoUQ9cS3337L888/L1lyRb0jgUKIa7B+/Xp0Oh0nTpzQ7jMajcyaNYvIyEiio6M5ffp0heNSUlLw8fEhNjZWu2/Hjh10796d3bt3U1RURGxsLJ6enmRkZNTFnyJEpSRQCHEN1q5dS7du3fj000+1+1599VXatWvHTz/9xMyZM3n77bftHnvTTTeRnJys3dbr9axZs4ZOnTrh4+NDcnKyJLsT9YKkGReimvLz8/nf//7Hd999x9ixY5k3bx4FBQWsX7+epKQkANq2bcvXX3/t1PkWLFhQm8UVotokUAhRTV988QV33nknMTEx+Pn5ceDAAVJTU0lNTdW6lLKysrjzzjtdW1AhrpF0PQlRTWvXruXee+8F4N5772Xt2rUkJyczf/58kpOTSU5OJjEx0WYcQoiGSAKFENWQmZnJ3r17GTRoEAD33Xcf69atIysrC19fXwAMBgObNm2SLVxFgyeBQohq+Oyzzxg8eDBeXl6AOhbRvHlzQkJC2LNnDwB///vfGTJkCG3btnVlUYW4ZjJGIUQ1rF27lsOHD9OmTRvtvszMTOLj4zl48CDt27enV69eLF++3HWFFKKGSKAQohq2b9/u6iIIUWek60kIF9Dr9eTk5FQ60G1ZcFdWVoabm/w3Fa4lW6EKIYRwSC5VhBBCOCSBQgghhEMSKIQQQjgkgUIIIYRDEiiEEEI4JIFCCCGEQxIohBBCOCSBQgghhEP/Dx2cpNZBiis/AAAAAElFTkSuQmCC", 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", 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Onj2rnJwc3X777crIyDCOV1ZWWloYnC/d6yUMAIcxDYUnn3zSjjoAAHHANBTmzJmj999/X/X19Zo3b54uX76srq4uO2oDANjM9O6jHTt2aMmSJXrggQckSS0tLVq8eLHVdQEAYsA0FH7729/q9ddf18iRIyVJt9xyiz788EPLCwMA2M80FIYPH660tDTj8dWrV+VyuSwtCgAQG6ahMGfOHP3iF7/Qp59+qoMHD2rp0qXy+Xx21AYAsJlpKGzatEnjxo3Trbfequ3btys/P19PP/20HbUBAGxmevfRsGHDtGLFCt1xxx1yuVyaPHkyw0cAkKAi2nltzZo1uvnmmxUKhdTQ0KDt27fr7rvvtqM+AICNTEPhkUce0eHDh+XxeCRJ//znP7Vw4UJCIYnQAhtIHqahkJmZaQSCJGVlZSkzM9PSohA/aIENJJd+Q2HPnj2SpJycHOXn56uwsFAul0t//OMflZdnTcfLffv2af/+/frwww+1du1azZ8/35L3QeT6aoFNKACJq9+7j3o2srly5Yq+9KUv6dVXX9WRI0c0btw4ffTRRxG/QUlJiTIzMz/XgruqqkqTJ0+Wx+PRpk2bJEmLFy/Wjh079Oyzz+rFF18c5K+EaKIFNpBcXKFQKGTlGxw9elQ33HCD7rvvPr3zzjuSpK6uLn3ta1/TwYMH5Xa7lZeXp7KyMk2ZMkXStXmM5cuXa8aMGWHPnZubq5qaGivLh5hTABJNuO9O0zmFhoYGPfPMM2psbNTVq1eN45G2zp49e7YaGxt7HauurpbH41FWVpYkqaioSBUVFcrOztZjjz2mu+++u99ACAQCCgQCkqRz585FVAOGhhbYQPIwDYXFixdr9erV8vl8GjYsOrt3trS0aOLEicZjt9utY8eO6ZlnntErr7yitrY2vffee1qzZs3nXuv3++X3+yVdSzsAQPSYhsIXvvAFrVu3Lqpv2teIlcvl0rp166L+XvgvhoEAmDENhYcffljr16/X/PnzNXz4cOO42Xh/OG63W01NTcbj5uZmTZgwIeLX90yCt7W1DbqGZMOtpQAiYRoKb7/9tp577jkdOnTIGD5yuVw6dOjQoN80Ly9P9fX1amho0Fe+8hWVl5frD3/4Q8Sv9/l88vl8DB8NALeWAoiEaSjs3btXZ86c6dU+eyCKi4t15MgRnT9/Xm63W+vXr9fq1au1detWLViwQF1dXSopKVFOTs6gzo/I9NxaGurs5NZSAP0yDYXp06fr448/HvQq5rKysj6P5+fnKz8/f1DnZPho4NK9Xt24aydzCgDCMl2nMHfuXJ06dUp5eXm95hQivSXVSqxTAICBG9I6hfXr10e9IABAfDINhTlz5thRBwAgDpiGwogRI4xNdTo6OtTZ2amMjAx98sknlhfXH+YUAMAapqFw8eLFXo/37dun6upqywqKBLekAoA1Bty3YvHixUNaowAAiF+mVwo9+ypIUnd3t2pqatijGQASlGkoBIPB//5waqomTZqkiooKS4syw5wCAFjD8v0UrMQ6BQAYuEGtU3jqqaf6PaHL5dITTzwx9MoAAHGl31DIyMj43LH29naVlpaqtbWVUIghWmADsEq/ofDII48Y/7548aK2bNmiXbt2qaioqNdzsBctsAFYKewtqRcuXNBPf/pTTZs2TVevXtVbb72lzZs3D7o5XrQEg0H5/f6knGjuqwU2AERLv1cKjz76qPbs2SO/36+3335bN9xwg511hZXMi9dogQ3ASv3efTRs2DANHz5cqampvdYlhEIhuVyumLa56JGsdx8xpwBgKAZ191F3d7dlBWFo0r1ewgCAJQbc5gIAkLgIBQCAwbTNRTyizQUAWMORVwo+n0+BQECjRo2KdSkAkFAcGQoAAGsQCgAAA6EQQ5dra3V+e0CXa2tjXQoASHLoRHMioIcRgHjElUKM0MMIQDwiFGKkp4eRUlLoYQQgbjhy+CgR1imke726cddOehgBiCtsxwkASSbcdyfDRwAAA6EAADAQCgAAA6EAADAQClHAymQAicKRt6TGE1YmA0gkXCkMESuTASQSQmGIWJkMwCqxGJpm+GiIWJkMwAqxGpp2ZCjEW5uLdK+XMAAQVX0NTdvxPePI4SO24wSQ6GI1NO3IKwUASHSxGpomFAAgTsViaNqRw0dWYREagGTHlcJnWIQGAFwpGFiEBgCEgoFFaADA8JGBRWgAQCj0wiI0AMmO4SMAgIFQAAAYCAUAgIFQAAAYCAUAgCFuQuHMmTNavXq1lixZEutSACBpWRoKJSUlyszM1NSpU3sdr6qq0uTJk+XxeLRp0yZJUlZWlkpLS6PyvvQwAoDBsTQUVq5cqaqqql7Hurq6tHbtWh04cEB1dXUqKytTXV1d1N6zp4fRuS1b9MGqEoIBAAbA0lCYPXu2Ro8e3etYdXW1PB6PsrKylJaWpqKiIlVUVER8zkAgoNzcXOXm5urcuXOfe54eRgAweLbPKbS0tGjixInGY7fbrZaWFrW2tmrNmjWqra3Vxo0b+3293+9XTU2NampqNG7cuM89Tw8jABg829tchEKhzx1zuVwaM2aMtm3bNuTz08MIAAbP9lBwu91qamoyHjc3N2vChAkDOkcwGFQwGFRbW1ufz9PDCAAGx/bho7y8PNXX16uhoUEdHR0qLy9XQUHBgM7h8/kUCAQ0atQoi6oEgORkaSgUFxdr1qxZOn36tNxut0pLS5WamqqtW7dqwYIFys7OVmFhoXJycqwsAwAQIVeor0H+ONczfHT48GHV19fHuhwAcJTc3FzV1NT0+VzcrGgeCIaPAMAajgwFAIA1CAUAgMGR23H2zCn84x//UG5u7oBf39bWZvnQUzTeY7DnGMjrIvlZs58J93y4586dO9fnAsR4Y/XnJVrnH8x5ov1ZieTnBvN54bMS3fdobGzs/8lQErr//vsd8R6DPcdAXhfJz5r9TLjnwz03c+ZM0/eOB1Z/XqJ1/sGcJ9qflUh+bjCfFz4r9r1HUg4f+Xw+R7zHYM8xkNdF8rNmPxPueTv+W1vN6t8hWucfzHmi/VmJ5OcS+fPilO+WcBx5SyoSQ7jb4oD/xWfFPkl5pYD44Pf7Y10CHILPin24UgAAGLhSAAAYCAUAgIFQAAAYCAXEhfb2dq1YsUL333+/XnjhhViXgzh35swZrV69WkuWLIl1KQmHUIBlSkpKlJmZqalTp/Y6XlVVpcmTJ8vj8WjTpk2SpD179mjJkiXasWOHKisrY1EuYmwgn5esrCyVlpbGosyERyjAMitXrlRVVVWvY11dXVq7dq0OHDiguro6lZWVqa6uTs3Nzcbe3SkpKbEoFzE2kM8LrEMowDKzZ8/W6NGjex2rrq6Wx+NRVlaW0tLSVFRUpIqKCrndbjU3N0uSuru7Y1EuYmwgnxdYh1CArVpaWowrAunant0tLS265557tHv3bj344IOOb3WA6Onv89La2qo1a9aotrZWGzdujGGFiceRXVLhXH2tlXS5XMrIyNCuXbtiUBHiWX+flzFjxmjbtm0xqCjxcaUAW7ndbjU1NRmPm5ubNWHChBhWhHjG58V+hAJslZeXp/r6ejU0NKijo0Pl5eUqKCiIdVmIU3xe7EcowDLFxcWaNWuWTp8+LbfbrdLSUqWmpmrr1q1asGCBsrOzVVhYqJycnFiXijjA5yU+0BAPAGDgSgEAYCAUAAAGQgEAYCAUAAAGQgEAYCAUAAAGQgEAYCAUAJsdOHBAP/nJT+gGi7hEKAAR2Lt3r1wul/7+978bx7q6uvTwww8rJydHt956q86cOfO51zU2Nur666/XbbfdZhw7evSo8vLy9Je//EWffvqpbrvtNqWlpen8+fN2/CpAWIQCEIGysjLl5uaqvLzcOLZx40ZlZWXp3Xff1bp16/S73/2uz9fefPPNOnnypPE4JSVFL7zwgrKzs3X99dfr5MmTNHlD3KB1NmDi0qVLevXVV3Xw4EEtXbpUP//5z9Xe3q69e/fqxIkTkqSbbrpJ+/fvj+h8Tz/9tJXlAkNCKAAm9u3bp3nz5mnatGnKyMjQW2+9paamJjU1NRnDQhcuXNC8efNiWygQBQwfASbKyspUWFgoSSosLFRZWZlOnjypp556SidPntTJkyc1f/78XvMGgFMRCkAYra2tqq6u1re//W1J0rJly/Tiiy/qwoULSk9PlyRdvXpVf/7zn9lGFAmBUADCePnll5Wfn6/hw4dLujZ3MH78eI0ePVpvvvmmJOk3v/mNFi5cqJtuuimWpQJRwZwCEEZZWZlOnTqlSZMmGcdaW1s1c+ZM1dbWyuPxaNasWQoEArErEogiQgEI48iRI7EuAbAVw0eAhVJSUtTW1tbvJHTP4rXOzk4NG8b/jog9tuMEABj40wQAYCAUAAAGQgEAYCAUAAAGQgEAYCAUAAAGQgEAYCAUAACG/wNQdyoX0gjK3AAAAABJRU5ErkJggg==", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" } ], "source": [ - "cbins, medians, err, count, result = structure_function(\n", + "medians, err_low, err_high, count, c_bins, result = structure_function(\n", " data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " coords=mao_rm_tab['coordinates'][mao_rm_tab['included']],\n", @@ -601,7 +524,7 @@ }, { "data": { - "image/png": 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Cwgt6hYeoV3gIIQEgIND1BAAwIigAAEZOdT2dOXOmw9cEBQWpb9++na0HAGAxTgVFdHS0oqOjZW+Z99mGxsZGnTp1ymOFAQCswamgSEhI0P79+42vGTlypEcKAgBYi1NjFLt27fLIawLWyQJpRZp0/lPpZIGePj1PUY0dd9cBgD9wqkURERHhkdcEpJMF0mvTpYZ66fV7pYo9im6o0+0XXpM0ydfVAUCndRgUf/3rXyVJdrtdq1ev1ty5c5WRkeH1wvxG/oPNIWFvkMr3SA01CpGUdul/fF2Zx814ubnVuGFeuo8rAdCVOux6Wrx4sQ4fPqzKykr94x//UGVlZVfU5T+yNkmx/yKFREoNNZKkWoVpTZ8f+7Yugxkv73J86QNARzoMioKCAl24cEERERFKTEzU3Xff3RV1+Y/KD6WKPY6QkKQgNSmxrth3NQGAB3UYFD169NBjjz2myy67TD169OiKmvxLS9eT1NyqCA5TqBqUdmmnb+sCgK9xd68cp+/MHjFihJYuXepyYQEva7OUeo/UY4D0vZXSyCxVB0Xp2b6/8HVlAODQmb1ynA6KOXPmuFVcwOt9uXTrM9KDJ6TEqdKtzyj78g06HD7C15UBgENn9spxOihMd2UDAKytM3vlOL3MuK3lEwAAfqcze+U4HRS0KADAv7m7V47TXU/Lli1zuSgAgP9zukUxfPhw7d27V0888YQ++ugjNTQ0yG63y2az6eDBg96sEQDgQy5thXrnnXfq6aefVlJSkoKC2PMIALoDl4Ji4MCByszM9FYtAAALcikoHnvsMd177726+eabFR4e7jh+2223ebwwAIA1uBQUa9eu1ZEjR1RfX+/oerLZbAQFAHShrl7J2aWgOHDggN5//31v1QIAsCCXRqTT0tJUUlLirVoAABbkUoti586d+t3vfqe4uDiFh4czPRYAugGXgmLr1q3eqqPbY/c4AFblUlDExsZ6qw4AgEVx1xwA+JA/bE1MUAAAjDoMiu3bt2vu3LkqLi6WJOXk5Hi7JgCAhXQ4RrFixQqtXbtWS5cu1ZkzZxyBAQDoHjpsUQwcOFB9+/bV8uXLtW3bNu3Zs6cr6oKT/KF/E4B/6zAoJk2a5Hj85JNP6u677/ZqQfBzJwukFWnS+U9bPwbgtzrsepoyZYqeeeaZVse+/vMDDzzg2arclJeXp7y8PFVXV/u6lO7pZIH02nSpoV56/V6pYk/z43d/Jd36TMfvB2BJTs16On/+vM6fP6+9e/fqpZdeUkVFhSoqKrRy5UpLLekxefJk5eTkKCoqytelWNqF2gZ9/HmNij4669kT5z/YHAz2Bql8j1Rf0/y4ZJNnPwdwQcB1z54s0K8+nadLZz/W0d1vdUmr3akb7h599FFJ0ne/+13t27dPvXv3liQtWbJE06ZN81518Liij86q5O/nZLdLd67erXX3prm8f267sjZJr89tDomGmuZjIZHSJFoT6LyuXL3AsislnCxQ4x+nK6axVg9eXK5v5x9XU1CjgrzcanfpPopTp04pLCzM8XNYWJhKS0s9XRO8aPeJKtntzY/rG5q0+0SV505e+eEX3U01Xx6zNzZ3SQFfEXB/5auL/k35D8rWWKcQW5OuCTquSFudguyNXm+1u7SER1ZWlq699lp973vfk81m08aNGxnc9jNp8QNks0l2uxQaEqS0+AGeO3lL15PU3JKwN0qNdare9xdFMUYBdF7WJl1YN1uhfy9SpK1OktQUHKEgL7faXWpRLFy4UGvXrlW/fv3Ut29frV27Vr/4xS+8VRu8IDW2n67+Vh8N7hfp2W4nScraLKXeI/UYIH1vpTQyS9VBUXq2L9cI0B6XxgwrP1SfqmJHSEhSkJq83mp3eQmPuLg4paena+TIkTp//rwKCuhW8De9wkMU3TfSsyEhSb0vb+4nffCElDhVuvUZZV++QYfDR3j2c4AA0TJmWHa2Rneu3t1xWHyl1V6rMCk4TGqs83rXk0tBsXr1ao0ZM0YTJkzQo48+qgkTJmjJkiVeKg1W47XZUkA35fKY4Ret9uqgKL3Y9+fSyKzmFvy0V71ap0tB8eyzz2rPnj2KjY3VO++8o/3792vgwIHeqg0W4vJfPgA61DJmKDk5ZvhFqz378g16L/KGL1vwcWO8WqdLQREREaGIiAhJUm1tra666iodPXrUK4XBWrw6WwrwssTaA75ZMaCDlQq8OmboQS7NeoqJidHnn3+uqVOn6l//9V/Vr18/RUdHe6s2WIhXZ0vBr1n2noMvxF/Yp5+ff0xNtgYFdeWKAU6uVNArPES9wkMsGxKSi0GxceNGSc032t10002qrq7WxIkTvVIYrKXlL59zNfX67cyRlr6orcrqX6iBqOijs5pdvUKhtnoFqUmNZYUKbrzU/GTJpnaD4kJtg87V1Kvoo7PuX+tfX6mg5f4iw+daldNdT3a7XWVlZY6fb7zxRmVmZra6AQ+BzWuzpdCuQLwxzV3uTKbYfaJKd9U9ovearlKNPezLkDCsGODueNw36svaJMX+S/Nn+flKBU4Hhc1m09SpU71YCoDuwtUvfXe/vNPiB2ho0Mca+cVdzA6GFQPcGY9rs74AWqnApcHstLQ09qMAAlRXtV7c+dJ3dzJFamw/LYv4o8JsDc0HQiI7vPfA5ZlI7dX39ZUKuuieB29wKSjeeecdpaen68orr1RycrKSkpKUnJzsrdoAuMlSXVZfm/kzZMPNusz+uSTnv/Td+fJu8Z+XLdPfemS0WjHAdO+BOzOR2qyvjZUKuuKeB29waTA7Pz/fW3UACERtzPzp11Cn+0Pe0OKGOU5/6XdmMkV1cH+9EvVjTZi3rvnAF6sGmLg6E6nd+m595svPcuJzrcqpoLjmmmu0b98+xcbGdvgaAHBoY+ZPkKTM0EKt6j3fpS99q08jtXp9neFUUHzwwQfGLia73c6ucvAYppEGkHb2KHml1/2KjmQGnb9wKiiOHDnS4WuCg4M7XQzQ1QglL2tn5k9iXXHzEhTwC04FhanLCUD3Zrw5rZ09StIu7dQrUfd3fbFwi8vLjANAiw6nurYz84c9Sr60YV665Vu0Ls16AoCvauv+gVatipY9Sr428+ewVabu+qmuDhanWhSnTp3ydh0A/FBn7m+A/3AqKL66dMftt9/urVqAgObOWkWd3iyqg2WuO8tflslG5zjV9WRvaVtKOnHihNeKAfyFq7OlWvry7XbpztW7nfpSdec9X5VYe0B6bUmHy1y3cHfFVKvfP+BON43Vxwy6mlMtCltL2/JrjwErsdSyFV/jzlpFnd0sava5Fa1vdquvaX7cxlpD7GAIE6eC4sCBA+rTp4969+6tgwcPqk+fPo6f+/Tp4+0aAdd4ubvFHe705Xe2//+J/v/p9DLX7GDYef4we8ldTnU9NTY2ersOwCNc7W7pKu6sVdTZzaKuaChvf5nrxKmtXtvVOxjSHeRfuI8CAcWV7pau5s7GT+5uFnWhtkF3nn1RTQ1f7MHQwTLXDErDxKmg2LNnjz755BPHz7///e81ZcoULViwQGfOnPFacYCrXOluCVQt4w0zax5WbuM41Yf3d2qZa3YwRHucCop58+Y5tjwtKCjQww8/rLvvvltRUVHKzs72aoGAK4zdLd1Ey3jDafXV4vrvKydt+5dLXD94Qoob4+sS4WecCorGxkb1799fkrRhwwZlZ2fr9ttv1y9/+UsdP37cqwXCv3X6PgAXObqeJN/uKtbGgHpUY9e0vrkJDp7mdFA0NDRvJfi3v/1N48aNczzXchz4Ol9MuVzaf5nvdxVr2azn9LHmAfUvHt9+4bUu+XjGG+BpTs16mjVrlm688UZddtllioyM1A03NC8PfPz4cUVFRXm1QPivDtcB8oLq4P4u7Srm7k1mRm1s1iNJaZf+R69E/dgzn9EBq98EB//iVIti4cKF+vWvf63Zs2dr586djpvumpqa9Pzzz3u1QPgvq3eBeK3Fk7WpzQH1NX26JiQAT3N69di0tLRvHPvOd77j0WIQWDp7H4C3ea3Fw2Y9CDAsM+4F3Bj0JSt3gXjtJrNutlkP13vg44Y7dFteG/Rlsx4EGFoU6Na80uJhsx4EGKeCIjMz0/j8li1bPFIMAMB6nAqKXbt2afDgwZo1a5auu+66VvtTwLcSaw8032R2frtUebS5fzxrc/NftfB79P/DCpwKik8++UTbt29Xbm6uXnvtNU2aNEmzZs1SYmKit+uDyckCPXRmsYLVYKmVUrsDr9x/AViUU0ERHBysiRMnauLEiaqtrVVubq7Gjh2rxYsX6/77A28Wh9/If1DBalCIGlvd2KWSTcag4K/UznF35zmr/96tXh98x+lZT7W1tXrjjTd011136cUXX9SCBQt02223ebM2dCRrkw6FJOqSwgJqpdSuXh/KVWzyg+7GqRbFPffco0OHDumWW27Ro48+quHDh3u7Ljjh6OEifaf+iCJsdV8ebGdjGn/R2X2iu0JXb/ID+JpTLYo//OEP+vDDD/Xss88qPT2drVAt4rKCRQpT86KMNfYwNdhCfbNSqgf5w1/rLLqH7sapoGhqatL58+cd/zt37pzOnTuns2fPasWKFd6uEe0on5yr1xrHqcreWw83/UhnvjOj61dK9bDOrA/VlV1WbPKD7sSprqdz587pxRdfVEVFhaZMmaLx48frxRdf1PLlyzVixAjddddd3q4TbRiRMEy/GPRTrfpiLaVBAfCl5e76UP7QZdWVGJiGJzkVFFlZWerXr5/S09O1atUqPfXUU6qrq9OmTZuUkpLi5RJhYuW1lNzlzr/JF0uaA/7G3T8gnAqKEydO6P3335ck3Xvvvbrssst06tQp9e7d260PBTyNAWbAe5wKitDQUMfj4OBgxcXFERKwFKsvaQ74M6eC4sCBA47ZTXa7XTU1NerTp4/sdrtsNpvOnTvn1SIBZwRiNxxgBU4FRWNjo7frAABYFPtRWITV70YG0H2xH4UFMLXTd5hGCnSMFoUF+MPdyAC6L4LCAjpzNzIAeBtdTxbgL1M76aYBuieCwiKY2gnAquh6AgAYWT4oNm3apLlz52rKlCnatm2br8sBgG7HJ0ExZ84cDRo06BsbIG3dulXDhg3T0KFD9eSTT0qSpk6dqlWrVunVV1/Vhg0bfFEuAHRrPgmK2bNna+vWra2ONTY2av78+crPz1dJSYlyc3NVUlLieH7p0qWaP39+V5cKAN2eTwazx4wZo9LS0lbHCgsLNXToUMXHx0uSZs6cqc2bNyshIUEPP/ywbrnlFl1zzTU+qBb4JmaAoTuxzKyniooKDR482PFzTEyM3nvvPT3//PN6++23VV1drePHj+u+++5r8/05OTnKycmRJJ0+fbpLagaA7sAyQWFvuTX5K2w2mxYsWKAFCxZ0+P7s7GxlZ2dLkkaNGuXx+gCgu7LMrKeYmBiVlZU5fi4vL1d0dLQPKwIASBYKitGjR+vYsWM6efKk6urqtH79emVmZvq6LADo9nwSFLNmzVJ6erqOHj2qmJgYrVmzRiEhIXrhhRc0YcIEJSQkaPr06UpMTPRFeQCAr/DJGEVubm6bxzMyMpSRkdHF1cCbmB0E+D/LdD0BAKyJoAAAGBEUAAAjggIAYGSZG+48IS8vT3l5eaqurvZ1KQAQMAKqRTF58mTl5OQoKirK16UAQMAIqKAAAHgeQQEAMAqoMQp0b9zcB3gHLQoAgBFBAQAwousJlkMXEmAttCgAAEYEBQDAiKAAABgRFAAAo4AazGatJwDwvIBqUbDWEwB4XkAFBQDA8wgKAIARQQEAMCIoAABGBAUAwIigAAAYERQAACOCAgBgRFAAAIwICgCAEWs9AQCMAqpFwVpPAOB5ARUUAADPIygAAEYEBQDAiKAAABgRFAAAI4ICAGBEUAAAjAgKAIARQQEAMCIoAABGBAUAwIigAAAYERQAACOWGQcAGAVUi4JlxgHA8wIqKAAAnkdQAACMCAoAgBFBAQAwIigAAEYEBQDAiKAAABgRFAAAI4ICAGBEUAAAjAgKAIARQQEAMCIoAABGBAUAwIigAAAYsXERAMAooFoUbFwEAJ4XUEEBAPA8ggIAYERQAACMCAoAgFFAzXrqjjbMS/d1CQACHC0KAIARQQEAMCIoAABGBAUAwIigAAAYERQAACOCAgBgRFAAAIwICgCAEUEBADAiKAAARgQFAMCIoAAAGBEUAACjgFpmPC8vT3l5eaqurvZ1KQAQMAKqRTF58mTl5OQoKirK16UAQMAIqKAAAHgeQQEAMCIoAABGBAUAwIigAAAYERQAACOCAgBgRFAAAIwICgCAEUEBADAiKAAARgQFAMCIoAAAGBEUAAAjggIAYERQAACMCAoAgBFBAQAwIigAAEYEBQDAyGa32+2+LsLTevXqpauuusrXZbSrurpaUVFRlj23O+dw5T3OvLaj17T3fHvHT58+rYEDBzpVn69wXXTuunDnOa6LL89dWlqqysrKtl9oD0Cpqam+LsFo7ty5lj63O+dw5T3OvLaj17T3fHvHrX5N2O1cF529Ltx5juvCuXPT9eQDkydPtvS53TmHK+9x5rUdvaa95735u/U2rovOXRfuPmd1VrguArLradSoUdq7d6+vy4CFcE2gLVwXzgnIFkV2dravS4DFcE2gLVwXzgnIFgUAwHMCskUBAPAcggIAYERQAACMulVQnDhxQj/4wQ90xx13+LoU+NjFixd1zz33aO7cuVq3bp2vy4FF8B3RNr8Jijlz5mjQoEEaPnx4q+Nbt27VsGHDNHToUD355JPGc8THx2vNmjXeLBM+5Mo18sYbb+iOO+7QqlWrtGXLFl+Uiy7iynXBd0Tb/CYoZs+era1bt7Y61tjYqPnz5ys/P18lJSXKzc1VSUmJ3n//fd16662t/vfZZ5/5qHJ0FVeukfLycg0ePFiSFBwc7Ity0UVcuS7QthBfF+CsMWPGqLS0tNWxwsJCDR06VPHx8ZKkmTNnavPmzXrkkUf05ptv+qBK+JIr10hMTIzKy8uVkpKipqYmH1SLruLKdXH11Vf7oELr85sWRVsqKiocfxVKUkxMjCoqKtp9fVVVle677z7t379fy5Yt64oS4WPtXSO33XabXn/9df3whz/06+Ud4J72rgu+I9rmNy2KtrR1r6DNZmv39QMGDNDKlSu9WRIspr1rpGfPnlq7dq0PKoIVtHdd8B3RNr9uUcTExKisrMzxc3l5uaKjo31YEayGawRt4bpwjV8HxejRo3Xs2DGdPHlSdXV1Wr9+vTIzM31dFiyEawRt4bpwjd8ExaxZs5Senq6jR48qJiZGa9asUUhIiF544QVNmDBBCQkJmj59uhITE31dKnyEawRt4broPBYFBAAY+U2LAgDgGwQFAMCIoAAAGBEUAAAjggIAYERQAACMCAoAgBFBAVhEfn6+Fi5cyGq2sByCAuiEjRs3ymaz6ciRI45jjY2N+slPfqLExEQlJSXpxIkT33hfaWmpIiMjlZKS4jhWUFCg0aNHa9euXaqpqVFKSorCwsJUWVnZFf8UoF0EBdAJubm5GjVqlNavX+84tmzZMsXHx+vw4cNasGCBVqxY0eZ7r7zyShUXFzt+Dg4O1rp165SQkKDIyEgVFxezUB0swa+XGQd86cKFC3r33Xe1fft2TZs2TUuWLNHFixe1ceNGFRUVSZLi4uL01ltvOXW+pUuXerNcwG0EBeCmTZs2afz48UpOTlbPnj21b98+lZWVqayszNGldObMGY0fP963hQKdRNcT4Kbc3FxNnz5dkjR9+nTl5uaquLhYjz/+uIqLi1VcXKzvfve7rcYhAH9EUABuqKqqUmFhoSZOnChJmjFjhjZs2KAzZ86oR48ekqSGhgZt27aNrVbh9wgKwA1/+ctflJGRofDwcEnNYxH/9E//pP79+2v37t2SpN/85jeaNGmS4uLifFkq0GmMUQBuyM3N1cGDBzVkyBDHsaqqKqWmpmr//v0aOnSo0tPTlZOT47siAQ8hKAA37Nixw9clAF2GrifAB4KDg1VdXd3uQHfLDXf19fUKCuL/pvAttkIFABjxpwoAwIigAAAYERQAACOCAgBgRFAAAIwICgCAEUEBADAiKAAARv8PrI68I4NUdeUAAAAASUVORK5CYII=", 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", "text/plain": [ "
" ] @@ -612,8 +535,8 @@ ], "source": [ "plt.figure(figsize=(6,6), facecolor='w')\n", - "plt.plot(cbins, medians, '.', label='Median from MC')\n", - "plt.errorbar(cbins.value, medians, yerr=err, color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range')\n", + "plt.plot(c_bins, medians, '.', label='Median from MC')\n", + "plt.errorbar(c_bins.value, medians, yerr=[err_low, err_high], color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range')\n", "plt.plot(mao_sep, mao_sf, 'X', label='Paper SF')\n", "plt.xscale('log')\n", "plt.yscale('log')\n", @@ -624,6 +547,135 @@ "plt.ylabel(rf\"RM SF [{mao_sf.unit:latex_inline}]\")" ] }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2022-11-01 16:47:04.651 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-01 16:47:06.223 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-01 16:47:06.251 INFO structurefunction - structure_function: Computing SF...\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "c3d2e295121642ac812995083da13b84", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Grouping triplets: 0%| | 0/23 [00:00, 'steps': 20, 'enlarge': 1.2}\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[Kit= 1901 logz=-114.74150775106\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "16:47 bilby INFO : Sampling time: 0:00:05.179628\n", + "16:47 bilby INFO : Summary of results:\n", + "nsamples: 2302\n", + "ln_noise_evidence: nan\n", + "ln_evidence: -114.314 +/- 0.085\n", + "ln_bayes_factor: nan +/- 0.085\n", + "\n", + "2022-11-01 16:47:45.811 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-01 16:47:45.812 INFO structurefunction - fit_data: amplitude: 400 ± 100\n", + "2022-11-01 16:47:45.813 INFO structurefunction - fit_data: x_break: 15 ± 9\n", + "2022-11-01 16:47:45.814 INFO structurefunction - fit_data: alpha: 0.2 ± 0.1\n", + "2022-11-01 16:47:45.814 INFO structurefunction - fit_data: Fit log evidence: -114.31428344907205 ± 0.08516673422469186\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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sfpon0JhxXSzpKsseeWiU8nGxvifC7IuM9hXqhGHY71OsWKXT0FSlI6/ikVf7yHv5NFSz7zVHaN3Ua8fGBXB6RrUfv7y0L6SMn2jHrAIFjaPQk7gWKCsAjv8dyiV0eSlUXlqXgq2Dl7KPq4vZt/LPK9e5Q5bR27qpz8yFspk2HXUsrcsbauX7tyDCtVr2KRhY8BlEuFa3uI/eGKlyFRiXsStk8IoZvbhOQxWPHE9Why/rnmrbBXDuqVDHb6s8vYOFjem6rxLdyAsK8kKYpEHWkUH8xH+7J8asyK8ZcXet/x8YglaBorS0tMVt+Hw+nJ2dW5ueVqFxFHqSl+ideui2n1C2DrNDd4MnSR1dZ+gMc66Bn4PiwjAa5vxXHKHbWKtQoq9XaMB98jWF51INy1LyLZqqd+y6NmX+3I/VE3X/lmy7B1X1GJ68DQto6iXWUtuSfAyHpLEpU5c0Ns08y+2rUL0nz9jl78l6LCulw8IGsHJkp/Cwc2NHdFs5NnVoYGR38/JecHxZpwc+H7hby15XbUSrQOHu7g53d3doWjVVIpHg7t27BksYITqR/2dWzNjFdRiFItgKaxBWXgiU1DWT8ct+ayrhyyeeE8rq6oVWbAlfaNX0XPHHQhYYLGzatOTXIXGZt6yKUSppKmEDCj3B+E3VkIBycJd3OOCh6c5Tvg2jkGHz+GwDPCNlq1gl9Wymr9gVmcvcZccEA1jYyxrun2Kr9KxdAFsX5dHZfGHTOeQ/gKznm/xugGkavyJoRYWOdZr+++pBq5T6+voiKytL4zYhZjY6l5iAfO4gcZ1Khq/2txYZ/RvyB/mQTTKnUIK3sGXnFxJaAQJrtsFWXoWjVNq3kg1Uo9I9AOVMT7FHmPy3vO1FKgGkDU0ZvUqJW4bHB6wdmjJ+obWshO3CbihpVGgzk5WwGSmb0Vq7AC49ZeNKLJp6XQmtlP+W8tK5pb3qiGt5hwvFuwZ5uoRW7DE7+ShtrQJFWlrL0UubbUgnwUifGHxWy5bcZNU0sxoy4Igq4OojhX74tbJeTBq0lNErVuHIfv9f7vOo5tlgZ/ifTSU+op5ioGaksoxeAkAqC5Ly9g9p08R+3JgQeRWOgM30HXzYv4OTBzt2QmDBHpvHY3uYCSya7g4sHZRHkbc1Ph/gWwOwNl0a2jmt/udYW7f8BWqzDelgJI2q0ytwdfi16OKZD75QDFx+2NQwJ65rvjumzHBYoYJnDzRYsCU+G1flQVjq6u6FVnpl9A/4T7EP+MV6fgkdBMM0dSOWj4dQrBhXqkfnNVXHMAB4sjsEgRVbtWLfm727UiydC20AG2dZtYtTpy9hdzYt/s/78ccfAQAMw+Czzz7D/PnzMWbMGKMnjLSRugo4dfkNQrfHwJWv2YFX8qCgqYFWYAVLewZSsWzNAL5tU4lfqSeOLPOX1+MLLDEn43kAwMGwtl0+sl2S14/zhbK6bNnIbUba1GAurwrhC7g1QCCuf6JXjLRpEJxrL8D1Obb6Rt4IKrSCUv07j89uKx84aGHDBgaqXiNqtBgoVq1ahWnTpqFbt26oqalBcbGZl8w6Gx4PTm53IGkUAo3Wyj1zuBK+jWqJny/A/c3/BQD0HDPSxB+iHZLXtyuOkVDK2GV1+kKrprEq8hHf4no2E7frwta/Wzuz24rrmoKIkwfbQ0ZoyXZDtutKcx4Ro2kxUJw9exb/+te/8Oyzz8Lf3x+zZ89ui3SRtmLlgLt5w4CKB+i5LMbUqek4pJKmajZJg6xxVz7OBOxj+Whnx2cAB/emEc9WDk2zmVrYNPXykU93IZWats6etHv6LNXbGi0GCltbW7z77rv45ptvYGtra/QEEVPoxJmSvAFXKgHAyDLt+qY+8gwPbABQnMFVtkyn/VOASy/Aviub6VvZs3X4Ni7sXYCFlu12AqFyV0kKEkQDfZfqbQ2tWwe/+OILHDt2zJhpaTUamU3UYqTs3FHygXHy/vjyen0H2RxHPD5bzebQjV2j2dqJ7Ttv7SRrE+DJ2gGsZL18qD6ftL3WLNWrL60DhabBdu0FjczuGKrEAlSI+cgss9U8Wrol8v78jIQdPCXvoaXY20f8DFt37+bF3gHYdZWV+p3ZAGBpr12Gb2mnfzoJMSBTLNWrdaDgUemJGEBmmS1yK63ZGV0veWF/+G0tptaob+qay0hlVULSpmm/5dU+zr0B5x7s+sbWzmxAeHgTAA+IaAdLlBJiAK1ZqldfZnVHQdq/i6V2CjO6AhcfChAmfNQ09Th3N8Br6t9v5Qg4P8v+OD3D9vKxdmYbhVvsz08FHGJ+2nqpXq0Dxfr1642ZDmKOpOKmFdLE9QAYRFhVgYfushldpYh4xgJ4JrRptK5dV/buQN4d19Je+0ZhQohRaB0oAgICjJkO0mExbDCQz7ukOA0H34JtKO7yPHcnEGbjAr/iP1BRL22T2+aDC6jKiZDW0mlOhIyMDLz//vv4448/IBaLwTAMeDwerly5Yqz0EVOTT/ImaVCeUpvPl90lgF0r2qE7O6eP4zNsd1F72Sybatq27G3+hL0N2uy2mRDSOjoFipkzZ2Ljxo0IDAwEn/p6mxeGAeoqZGtJN4AbW8FI2YFiNq6ygWNPsaOCbd2Ar99hG5NHvm/SpBNCjEunQNG1a1fExNDoXbMjnzvf1gVwCmJ7Dtl1ZYOBfJoINXru/6qNE0oIMQWdAsW7776LefPmYdiwYbCyalqMZdKkSQZPGGlDQmvAzRsY/HdTp4QQ0g7pFCh2796NmzdvorGxkat64vF4FCgIIcSM6RQocnJycPXqVWOlhRBCSDukU4t0REQEcnNzjZUWQggh7ZBOdxTnz5/H3r170atXL1hZWVH3WEII6QR0ChQpKSnGSkezjhw5gh9++AGPHj3CokWLEBUV1eZpIISQzkynqqeePXuq/dFVfHw8unXrpjLaOyUlBT4+PvD29saGDRsAABMmTMDOnTuxZ88eHDx4UOdzEUIIaR2TjJqLi4tTuTuRSCRYtGgRjh8/jtzcXCQlJSm1h6xbtw6LFi1q66QSQkinZ5JAERkZCVdXV6XX0tPT4e3tDS8vL1haWmL69Ok4evQoGIbB8uXLMXr0aISGhpoiuYQQ0qm1GCh++uknzJ8/H9nZ2QCAxMREoySksLAQPXr04J57eHigsLAQ27Ztw8mTJ3Ho0CHs2LGj2f0TExPRt29f9O3bF0VFRUZJIyGEdEYtNmZ//PHH2L17N9atW4fS0lIuYBiauvUueDweFi9ejMWLF7e4f0JCAhISEgCAVrgjhBADavGOomvXrnB2dsamTZtw4sQJXLp0ySgJ8fDwwL1797jnBQUFcHd31+kYycnJSEhIoDWzCSHEgFoMFGPHjuUeb9iwAbNnzzZKQsLDw3Hr1i3cuXMHDQ0NOHDggM4TEEZHRyMxMRFOTk5GSSMhhHRGLVY9jR8/Hps3b1Z67cnnf/3rX3U66YwZM3DmzBkUFxfDw8MD7777LubOnYvt27dj5MiRkEgkiI+Ph7+/v07HJYQQYnhaDbirrKwEAOTl5eHSpUtcST85ORmRkZE6nzQpKUnt62PGjMGYMWN0Pp5ccnIykpOTqeqJEEIMSKtAsXr1agBAVFQULl++DAcHBwDAmjVrMGXKFOOlTkfR0dGIjo6mxmxCCDEgncZR3L17F5aWTYvYWFpaIj8/39BpIoQQ0o7oNNfTrFmz0K9fP0ycOBE8Hg+HDx82WuM2IYSQ9kGnQLFy5UqMHj0a586dA8AuZBQSEmKUhOmD2igIIcTwdAoUANCrVy+IxWLU1dWhsrISZ8+e1atB2xiojYIQQgxPp0Dx2Wef4cMPP0RBQQFEIhEuXryIAQMG4PTp08ZKHyGEEBPTqTH7ww8/xKVLl9CzZ0+kpqYiKysLXbt2NVbaCCGEtAM63VFYW1vD2toaAFBfX48+ffogLy/PKAnTB7VREEKI4ekUKDw8PFBWVoYJEyZgxIgRcHFx0Xk+JmOiNgpCCDE8rQMFwzDYunUrnJ2dsWbNGgwdOhTl5eUYNWqUMdNHCCHExLQOFDweDxMmTEBmZiYAYPDgwUZLFCGEkPZDp8bsiIgIo00zbgg0zTghhBieTm0Uqamp+PTTT9GzZ0/Y2dmBYRjweDxcuXLFWOnTCbVREEKI4ekUKI4fP26sdBBCCGmndAoUPXv2NFY6CCGEtFNatVGEhoYaZBtCCCEdj1Z3FDdu3EBQUFCz7zMMQw3IhBBiprQKFDdv3mxxG4FA0OrEtBaNzCaEEMPTKlB0lLYJ6vVECCGGp9M4CkIIIZ0PBQpCCCEaaRUo7t69a+x0EEIIaae0ChQTJkzgHk+ePNlYaSGEENIOaRUoGIbhHt++fdtoiSGEENL+aNXricfjqX3c3lD3WEIIMTytAkVOTg4cHR3BMAxqa2u5xwAbOCoqKoyaSG1R91hCCDE8rQKFRCIxdjoIIYS0U1q1UVy6dAl//vkn93zfvn0YP348lixZgtLSUqMljhBCiOlpFSgWLFgAS0tLAMDZs2exYsUKzJ49G46OjkhISDBqAgkhhJiW1lVPrq6uAICDBw8iISEBkydPxuTJkyESiYyZPkIIISam1R2FRCKBWCwGAJw6dQovvfQS9578dUIIIeZJqzuKGTNmYPDgwejSpQtsbGzw4osvAgB+++03ODk5GTWBhBBCTEurQLFy5UoMGzYMDx48QFRUFDeWQiqVYtu2bUZNICGEENPSeinUiIgIldd69+5t0MSQzquxsREFBQWoq6szdVIIafcWhdgAYBeV05W1tTU8PDxgYWGh9T46rZlNiLEUFBTAwcEBnp6e7Xr0PyHtgWVRFQDgua72Ou3HMAxKSkpQUFCAXr16ab2fWU0znpycjISEBJrCowOqq6uDm5sbBQlCjIjH48HNzU3nO3ezChTR0dFITEykBvYOioIEIcanz/8zswoUhBBCDI8CBSEyAoEAIpEIAQEBiI6ORllZmcbt16xZg02bNgEAVq1ahZMnT2rcfsiQIcjIyFB5fc+ePfjLX/6idTo1bT9w4ECtj6PJkSNHsHbtWoMc60nbt2+Ht7c3eDweiouLudcZhsHixYvh7e2NoKAgXL582SjnN7Q9e/bg/v37zb6vzbWheC0158iRI8jNzdW4zffff4/Vq1dr3EYfFCgIkbGxsUF2djauXbsGV1dXfPTRR1rvu3btWgwfPtyIqdPOhQsXDHKcDz74AK+//joA4PHjxwY5ptwLL7yAkydPomfPnkqvHz9+HLdu3cKtW7eQmJiI1157zaDnbU5rBw1rChQSicRg14Y2gWLs2LE4duwYampqWn0+RRQoSIeV+cdjfJT6GzL/MGxGBgADBgxAYWEhAOD333/HqFGjEBYWhhdffBE3b95U2T4uLg6HDh0CwAaN8PBwBAQEICEhQWnhry+//BIDBw5EQEAA0tPTVY5TVFSEyZMnIzw8HOHh4fj555/Vpu/evXsYNWoUfHx88O6773Kv29uzvWDOnDmDIUOGIDY2Fn369MHMmTO5dKxYsQJ+fn4ICgrCm2++qXLsX3/9FVZWVujSpQsAdtqegIAAbNq0CUVFRVp9f5qEhITA09NT5fWjR49i9uzZ4PF4iIiIQFlZGR48eKC0jUQiQVxcHAICAhAYGIj//Oc/AIDs7GxEREQgKCgIEydO5IKb4l1ccXExd949e/ZgypQpiI6ORlRUFKqqqvDqq68iMDAQQUFB+PbbbwEAJ06cwIABAxAaGoopU6agqqpKKT2HDh1CRkYGZs6cCZFIhNraWnh6emLt2rUYNGgQvvnmG6Vrw9PTE8uXL0e/fv3Qr18//Pbbbyrfg7rr7cKFCzh27BiWLVsGkUiEP+7cxt6dn3B/x+nTpwNg2x+GDBmC77//Xs+/jnrUPZZ0SJl/PMbMzy6iQSyFpZCP/fMiENbTxSDHlkgkOHXqFObOnQsASEhIwI4dO/D888/jl19+weuvv47Tp083u/9f/vIXrFq1CgAwa9YsfP/994iOjgYAVFdX48KFCzh79izi4+Nx7do1pX2XLFmCpUuXYtCgQbh79y5Gjhyptq98eno6rl27BltbW4SHh2Ps2LEq67BkZWXh+vXrcHd3xwsvvICff/4Zfn5+OHz4MG7evAkej6e2eu3nn39GaGgo93zhwoUYO3Ys9uzZg8jISPj7+2PevHmIiooCn89HXl4epk2bpva7OHPmDJydnZv9rhQVFhaiR48e3HMPDw8UFhbi6aef5l7Lzs5GYWEh973J0z979mxs27YNgwcPxqpVq/Duu+9iy5YtGs+XlpaGK1euwNXVFcuXL4eTkxOuXr0KgL2LKi4uxrp163Dy5EnY2dnhX//6FzZv3sz9bQEgNjYW27dvx6ZNm5S+f2tra5w/fx4AkJKSonReR0dHpKenY9++ffi///s/lUy9uestJiYG48aNQ2xsLH4vqsKnWzfj7h/5sLKyUvo79u3bF+fOncPUqVNb+Ma1R4GCdEgXb5egQSyFlAEaxVJcvF3S6kBRW1sLkUiE/Px8hIWFYcSIEaiqqsKFCxcwZcoUbrv6+nqNx0lNTcUHH3yAmpoalJaWwt/fnwsUM2bMAABERkaioqJCJaM+efKkUvVCRUUFKisr4eDgoLTdiBEj4ObmBgCYNGkSzp8/rxIo+vXrBw8PDwDgPldERASsra0xb948jB07FuPGjVNJ/4MHD9C1a1el13r06IF33nkHb7/9NlJSUjB37lyEhYXh2LFj8PHxQXZ2tsbvRBuKd15yT/bQ8fLywu3bt/HGG29g7NixiIqKQnl5OcrKyjB48GAAwJw5c5T+Xs0ZMWIEN9npyZMnceDAAe49FxcXfP/998jNzcULL7wAAGhoaMCAAQO0+izNBU6g6RqYMWMGli5dqvSeLtebj18AZs6ciQkTJmDChAnc6926ddPYZqIPChSkQ4rwcoOlkI9GsRQWQj4ivNxafUx5G0V5eTnGjRuHjz76CHFxcXB2dtY6I6yrq8Prr7+OjIwM9OjRA2vWrFHqs/5kxvfkc6lUirS0NNjY2Gg8T0vHAQArKyvusUAggFgshlAoRHp6Ok6dOoUDBw5g+/btKndHNjY2ascipaenY/fu3fjpp58wZcoUzJ8/HwAMdkfh4eGBe/fucc8LCgrg7u6utI2LiwtycnLw3//+Fx999BG+/vprrvpJHaFQCKlUCgAqYwfs7Oy4xwzDqHyHDMNgxIgRSEpK0ir9zR37SZqWlpZKpVpfb599dQiFNy7j2LFjeO+993D9+nUIhULU1dW1eP3oitooSIcU1tMF++dF4K9RPgatdgIAJycnbN26FZs2bYKNjQ169eqFb775BgCbeeTk5DS7rzwz6tKlC6qqqri6abmDBw8CAM6fPw8nJyeVMT9RUVHYvn0797y5DOOnn35CaWkpamtrceTIEa7U25KqqiqUl5djzJgx2LJli9rj+/r6KtWdnzhxAkFBQXj77bcxZMgQ5ObmYsuWLfD39wcA7o5C3Y+2QQIAYmJisG/fPjAMg4sXL8LJyUmp2glg2xmkUikmT56M9957D5cvX4aTkxNcXFxw7tw5AMAXX3zB3V14enoiMzMTAFT+Foqe/N4fP36MiIgI/Pzzz9x3UVNTg19//VVlXwcHB1RWVmr9OeXXwMGDB1XuUBwdHZu93hTPI5VK8aCwAEOHDsUHH3yAsrIyrv3k119/RUBAgNbp0QYFCtJhhfV0waKh3gYNEnIhISEIDg7GgQMHsH//fuzatQvBwcHw9/fH0aNHm93P2dkZ8+fPR2BgICZMmIDw8HCl911cXDBw4EAsXLgQu3btUtl/69atyMjIQFBQEPz8/LBjxw615xk0aBBmzZoFkUiEyZMna71OfGVlJcaNG4egoCAMHjxYbWk8MjISWVlZXFWQm5sbkpOTceLECUybNo1bxExfW7duhYeHBwoKChAUFIR58+YBAMaMGQMvLy94e3tj/vz5+Pjjj1X2LSwsxJAhQyASiRAXF4f169cDAPbu3Ytly5YhKCgI2dnZXDvCm2++iU8++QQDBw5U6or7pLfffhuPHz9GQEAAgoODkZqaiq5du2LPnj2YMWMGgoKCEBER0WxHhoULF3KN2S2pr69H//798eGHH6r9/pu73qZPn46NGzciJCQE+bd/w99en4fAwECEhIRg6dKlXFBOTU3F2LFjW0yHLniMuorBDq5v375q+6sT9W5PnARpZSXcN34A25AQo59v2qdpAICDC5pKUzdu3ICvr6/Rz020s2TJEkRHR7eLLr/mxNPTExkZGVyPMn393sxcTw8fPsTLL7+MU6dOadxf3f83Tfkm3VF0cjVZWai/eRONBQW4+2o8arKyTJ0k0g784x//MHhffGJ8d+/exb///W+DH5caszu5mvRLgOymkmlsRE36pTa5qyDt21NPPYWYmBhTJ8Ps5OfnG/X4T1Z1Gkq7v6O4ffs25s6di9jYWFMnxSzZ9gsHZD0veBYW7HNCCFFgkkARHx+Pbt26qbTMp6SkwMfHB97e3tiwYQMAtt+0ukY/Yhi2ISGw6tMHFh4eeHb353Q3QQhRYZJAERcXpzJaUSKRYNGiRTh+/Dhyc3ORlJTU4rwmxDAE9vawePppChKEELVMEigiIyO5EZFy6enp8Pb2hpeXFywtLTF9+nSN3RCflJiYiL59+6Jv374GmY+GEEIIq920UTQ3z0tJSQkWLlyIrKwsrs+0OgkJCcjIyEBGRobK9AOEtCQ/P1+lKlSbqZ+1debMGW66jGPHjnFVq81p7tzq0qmJpu3nzZtnkLv2Bw8eqJ0KRBsrV65Ejx49uMkM5err6zFt2jR4e3ujf//+Rm8ENpQtW7Zo7C2mzXeuOIlgc7498CUe/vlA4zbbt2/H7t27NW6jrXYTKJqb58XNzQ07duzA77//jrfeessEKSNEO9pOVx0TE4MVK1YYOTUt++yzz+Dn59fq42zevJmbzqM5zU1VHh0drXYW3V27dsHFxQW//fYbli5diuXLl7c6ndpo7ZTjmgKFRCIx2Hf+7YH9eNRCoIiPj8fWrVtbfS6gHQUKbeZ5aQmtmd251GRlofjTxDYZ+zFkyBBueujevXtz00U8OV11dXU14uPjER4ejpCQELXVp4oLDyUnJ6N///4ICQnB8OHD8fDhQ267nJwcvPTSS3j++eexc+dOleNIJBIsW7YM4eHhCAoKwqeffqo27WKxGHPmzEFQUBBiY2O5jExxCm57e3usXLkSwcHBiIiI4NLxzTffcKOVIyMj1R7/22+/xahRo1ReZxgGp0+fxssvv9zsyPGIiAiVaToAdsrxOXPmAGBnaD116pRKYbK6uhpjx45FcHAwAgICuKkxTp06hZCQEAQGBiI+Pp6bVM/T05MbnZ2RkYEhQ4YAYO/eEhISEBUVhdmzZ+Phw4eYOHEigoODERwczK3x8eWXX6Jfv34QiURYsGABJBKJUnq2bt2K+/fvY+jQoRg6dCj3va5atQr9+/dHWlqaynf+t7/9DaGhoRg2bJjaKvPMzEwMHjwYYWFhGDlyJB48eIBDhw7hWnYW/vraXG40uLqp421tbeHp6ak2EOuq3QSK8PBw3Lp1C3fu3EFDQwMOHDigcz9uWjO786jJysLdV+NR9OGHbTZQUCwWIz09HVu2bFFaAyItLQ179+7F6dOn8f777+Oll17CpUuXkJqaimXLlqG6urrZYw4aNAgXL15EVlYWpk+fjg8++IB778qVK/jhhx+QlpaGtWvXqswIumvXLjg5OeHSpUu4dOkSdu7ciTt37qicIy8vDwkJCbhy5QocHR3VTo1RXV2NiIgI5OTkIDIykgtMa9euxX//+1/k5OTg2LFjKvvduXMHLi4uShMQ3r9/H//85z/h5+eHjz76CDNnzlQ7R5ImilXRQqEQTk5OKCkpUdomJSUF7u7uyMnJwbVr1zBq1CjU1dUhLi4OBw8exNWrVyEWi/HJJ5+0eL7MzEwcPXoUX331FRYvXozBgwcjJycHly9fhr+/P27cuIGDBw/i559/RnZ2NgQCAfbv3690jMWLF8Pd3R2pqalITU3lvteAgAD88ssvGDRokNL21dXVCA0NxeXLlzF48GClawoAGhsb8cYbb+DQoUPIzMxEfHw8Vq5cidjYWASIQrD5k13Izs5GbW0tDh8+jOvXr+PKlSt4++23uWPIpxxvLZMEihkzZmDAgAHIy8uDh4cHdu3aBaFQiO3bt2PkyJHw9fXF1KlTuUnHCHlSTfolMA0NgFTKDRRsjeYWnFd8fdKkSQCAsLAwpTpzxemqT5w4gQ0bNkAkEmHIkCGoq6vD3bt3mz1vQUEBRo4cicDAQGzcuBHXr1/n3hs/fjxsbGzQpUsXDB06VKVkeOLECezbtw8ikQj9+/dHSUkJbt26pXKOHj16cJMGvvLKK9w6CYosLS25dgbFz/fCCy8gLi4OO3fuVClBA6pTkqenp+PZZ5/F3bt3ce7cOXz77bcYO3YsBAJBs9+BOtpMOR4YGIiTJ09i+fLlOHfuHJycnJCXl4devXqhd+/eANgpx8+ePdvi+WJiYrgZV0+fPs2tricQCODk5IRTp04hMzMT4eHhEIlEOHXqFG7fvt3icQUCASZPnqz2PT6fz826q+7vkpeXh2vXrmHEiBEQiURYt24dCgoKVI7j6OjITR3/3XffwdbWlnvPUFOOm2RkdnPT9o4ZMwZjxozR+7jJyclITk6mqqdOwLZfOHiWlmAaGw0yUNDNzU2lHr20tBS9evXinstLzfIpu+WenK7622+/hY+Pj9KxFKuUFL3xxhv461//ipiYGJw5cwZr1qzh3mtpKnGGYbBt2zaMHDlS42fTZkpyCwsL7nXFz7djxw788ssv+OGHHyASiZCdnc2tgwGwU5IrTt8dFBSEXbt2YdeuXRg/fjzi4uIwbdo0ODo6akzjk+RV0R4eHhCLxSgvL1fpKdm7d29kZmbixx9/xFtvvYWoqCiNtRDaTjmuDsMwmDNnjsYONepYW1trHSTV/X39/f2RlpamcT9NU8cbasrxdlP1ZAhU9dR52IaE4Nndn6Pr4sUGGShob2+Pp59+mptMrbS0FCkpKSrVBS0ZOXIktm3bxpWIs1qoEisvL8czzzwDgJ0BVdHRo0dRV1eHkpISnDlzRmV6hpEjR+KTTz5BY2MjAHZ6aXXVXHfv3uUym6SkJJ0+0++//47+/ftj7dq16NKli1I7IsBm1op3V9bW1lwpfs+ePfj9998REhKCWbNmaX1OgC3hy7+PQ4cO4aWXXlLJSO/fvw9bW1u88sorePPNN3H58mX06dMH+fn53NTgzU05Ll/qVJ1hw4Zx1VUSiQQVFRUYNmwYDh06hEePHgFgr48//vhDZV9dphyXSqVc76avvvpK5e/i4+ODoqIi7m/X2NjI3XHa2dtz04prmjreUFOOm1WgIJ2LbUgIuixIMNhAwX379mHdunUQiUR46aWXsHr1ajz33HM6HeOdd95BY2MjgoKCEBAQgHfeeUfj9mvWrMGUKVPw4osvqswo2q9fP4wdOxYRERF45513VDp3zJs3D35+fggNDUVAQAAWLFigtteOr68v9u7di6CgIJSWlnLVKtpYtmwZAgMDERAQgMjISAQHByu9b2dnh+eee07t2s/PP/88NmzYgLy8vGan4Pn73/8ODw8P1NTUwMPDg7ujmjt3LkpKSuDt7Y3Nmzer7U589epVrnH5/fffx9tvvw1ra2vs3r0bU6ZMQWBgIPh8PhYuXAgAWL16NZYsWYIXX3xRYyn/ww8/RGpqKgIDAxEWFobr16/Dz88P69atQ1RUFIKCgjBixAiV9bwBtpv+6NGjucZsTezs7HD9+nWEhYXh9OnTSkusAmx14KFDh7B8+XIEBwdDJBJxDeuTp72CVcuWQCQSaZw6/ueffzbIDMBmNc24vOopNTVVbV0tUe+PWbMBAD2/2Ncm56Npxs3L4cOHkZmZiXXr1pk6KR2KvcJdga6am2ZcUVZWFjZv3owvvvhC5T1dpxk3q9ljo6OjER0drfUiLoSQ1ps4caJKjyRiesXFxXjvvfcMciyzChSEENOQr1JHtKfv3YS2RowYYbBjURsFIYQQjczqjoK6xxJCiOGZ1R0FdY8lhBDDM6tAQQghxPAoUBAiIxAIIBKJEBwcjNDQUK7Puq40zSB67tw5+Pv7QyQSobCwkBtfkJ2djR9//FHvtBNiTBQoCJGxsbFBdnY2cnJysH79er2ntdcUKPbv348333wT2dnZeOaZZ7iRuRQoSHtmVoGCphknhlJRUQEXFxfu+caNG7npvFevXg1A/TTX6qaalvvss8/w9ddfY+3atZg5cya3qFBDQwNWrVqFgwcPQiQScdNlE9JemFWvJxpwZyaOrwD+vGrYY3YPBEZrXlWutrYWIpEIdXV1ePDgATex2okTJ3Dr1i2kp6eDYRjExMTg7NmzKCoqgru7O3744QcA7LxNTk5O2Lx5M1JTU1Wm5Jg3bx7Onz+PcePGITY2lpsjydLSEmvXrkVGRga2b99u2M9NiAGY1R0FIa0hr3q6efMmUlJSMHv2bDAMgxMnTuDEiRMICQlBaGgobt68iVu3bqmd5poQc2RWdxTETLRQ8m8LAwYMQHFxMYqKisAwDN566y0sWLBAZbsnp7l+cmI3QswB3VEQosbNmzchkUjg5uaGkSNH4vPPP+emXCgsLMSjR4/UTnMN6DbVtJw++xDSVuiOghAZeRsFwC4as3fvXggEAkRFReHGjRsYMICd7dbe3h5ffvklfvvtNyxbtgx8Ph8WFhbcGgbyqaaffvppbknMlgwdOpRbGe+tt97iVj4jpD2gacYJTTNOSAejzTTjmug6zbhZVT3RFB6EEGJ4ZhUoCCGEGB4FCkIIIRpRoCCEEKIRBQpCCCEaUaAghBCikVmNo6AV7gghxPDM6o6CuscSQojhmVWgIIQQTY4cOYL58+dj/PjxOHHihKmT02FQoCBEgXyVO/nPhg3Gn6CwrKwMH3/8sc77rVmzBps2bTLJuXU53sCBAw12/NraWgwePBgSiQRlZWWIjY1Fnz594Ovri7S0tBb3nzBhAnbu3Ik9e/bg4MGDaGhoQGRkJMRiscHSaI4oUBCiQD7VuPxnxYoVRj+noTNrY5+bYRhIpVKtj6fvkrLqfP7555g0aRIEAgGWLFmCUaNG4ebNm8jJydFpCph169Zh0aJFsLS0xLBhw2ixqBZQoCCkBZcuXUJQUBDq6upQXV0Nf39/XLt2Dfn5+ejTpw/mzJmDoKAgxMbGckugfvnll+jXrx9EIhEWLFgAiUQCANi3bx+CgoIQHByMWbNmAQBWrFiB33//HSKRCMuWLdO4//vvvw8fHx8MHz4ceXl5KmlVt+qe3IQJExAWFgZ/f38kJiaqPbd81T25TZs2Yc2aNcjPz4evry9ef/11hIaG4t69e1odD2AnUZTbvHkzAgICEBAQgC1btgAAd+z58+fD398fUVFRqK2tVfu32L9/P8aPH4+KigqcPXsWc+fOBcAu/uTs7Mxtl5OTg8jISPj5+YHP54PH42H16tVgGAbLly/H6NGjERoayn0v+/fvb/E66NQYMxQWFmbqJHQo+a/MYvJfmdVm55u64wIzdccFpddyc3Pb7Pya8Pl8Jjg4mPs5cOAAwzAMs3LlSuZvf/sb8/rrrzP//Oc/GYZhmDt37jAAmPPnzzMMwzCvvvoqs3HjRiY3N5cZN24c09DQwDAMw7z22mvM3r17mWvXrjG9e/dmioqKGIZhmJKSEu44/v7+XBqa2z8jI4MJCAhgqqurmfLycua5555jNm7cqJT+Q4cOMfPmzeOel5WVcY/l56upqWH8/f2Z4uJilXM/+Xzjxo3M6tWrmTt37jA8Ho9JS0vT6XgMwzB2dnYMwzBc+quqqpjKykrGz8+PuXz5MnPnzh1GIBAwWVlZDMMwzJQpU5gvvvhC5W9TX1/PPPXUUwzDMExWVhYTHh7OzJkzhxGJRMzcuXOZqqoqhmEYpra2lvHx8WF++eUXhmEY5u2332befPNNRiqVMh9++CETGhrKLFiwgPnkk08YhmEYsVjMdOnSReV87dlvjyqZ3x5V6r2/uv9vmvJNs+oeS8yHfEZbRQ6jR8H15Zchra3FvQTVRYScJk6E86SJED9+jMLFS5Te03ZmXHnV05NWrVqF8PBwWFtbY+vWrdzrPXr0wAsvvAAAeOWVV7B161ZYW1sjMzMT4eHhANh69W7duqG8vByxsbHcEqmurq5q03Dq1Cm1+5eWlmLixImwtbUFAMTExKjsGxgYiDfffBPLly/HuHHj8OKLL3Lvbd26FYcPHwYA3Lt3D7du3UL37t21+l4AoGfPnoiIiND7eOfPn8fEiRNhZ2cHAJg0aRLOnTuHmJgY9OrVi5viPSwsjFsmVlFxcTF31yAWi3H58mVs27YN/fv3x5IlS7Bhwwa89957OHnyJEJDQ9GvXz8AQFBQEFJSUsDj8bB48WIsXrxY6bgCgQCWlpaorKyEg4OD1t9HZ0JVT4RoobS0FFVVVaisrERdXR33Oo/HU9qOx+OBYRjMmTOHa+fIy8vDmjVrwDCMyvbqNLe/uvM9qXfv3sjMzERgYCDeeustrF27FgBw5swZnDx5EmlpacjJyUFISIjS55ATCoVK7Q+K28gzeF2O9+Tnao6VlRX3WCAQqG1ctrGx4c7h4eEBDw8P9O/fHwAQGxvLLRx17do1BAYGcvtdvnyZq2ZqTn19PaytrTVu05nRHQVplzTdAfBtbDS+L3RxMfjaGgkJCXjvvfdw584dLF++HNu3bwcA3L17F2lpaRgwYACSkpIwaNAgDBs2DOPHj8fSpUu5O4HKykoMGzYMEydOxNKlS+Hm5obS0lK4urqqrG7X3P6RkZGIi4vDihUrIBaLkZycrLI86/379+Hq6opXXnkF9vb22LNnDwCgvLwcLi4usLW1xc2bN3Hx4kUAqivrPfXUU3j06BFKSkpgb2+P77//HqNGjVL5PrQ9niLF9DMMg8OHD+OLL77Q+m/g4uICiUSCuro6dO/eHT169EBeXh58fHxw6tQp+Pn5AQDc3Nxw+vRpAMCvv/6K7777TmODeklJCbp27QoLCwut09LZmFWgoJHZpLUUV7kDgFGjRsHPzw9CoRAvv/wyJBIJBg4ciNOnT8PLywu+vr7Yu3cvFixYgOeffx6vvfYabG1tsW7dOkRFRUEqlcLCwgIfffQRIiIisHLlSgwePBgCgQAhISHYs2cP3Nzc8MILLyAgIACjR4/Gxo0bm91/2rRpEIlE6Nmzp1K1ktzVq1fVrro3atQo7NixA0FBQfDx8eGqkNSde9WqVejfvz969eqFPn36qP2edDmeXGhoKOLi4rgqoXnz5iEkJERtNVNzoqKicP78eQwfPhzbtm3DzJkz0dDQAC8vL+zevRsAMGPGDBw7dgwBAQHo0qULkpKS4Obm1uwxU1NTMWbMGK3T0BmZ1Qp3cppWaiKqaIU7/eTn52PcuHG4du2aqZPSaWRlZWHz5s063Ym0ZNKkSVi/fj18fHwMdkxjoxXuCCGkGSEhIRg6dCjXXbi1GhoaMGHChA4VJEzBrKqeCGlLnp6edDdhAvHx8QY7lqWlJWbPVu1hR5TRHQUhhBCNKFAQQgjRiAIFIYQQjShQkHbDDDvgEdLu6PP/jAIFaResra1RUlJCwYIQI2IYBiUlJTqPQqdeT6Rd8PDwQEFBAYqKikydFELavaLKegBAQ7FVC1uqsra2hoeHh077UKAg7YKFhQV69epl6mQQ0iGs4QatitrkfFT1RAghRCMKFIQQQjSiQEEIIUQjs5wUsEuXLvD09NR5v/Lycjg5ORk+QQY+vj7H0WUfbbdtaTtN7zf3XlFREbp27apVOk3J2NeKoc6h7zEMfb0Y41oB6Hox5PHz8/NRXFys/k2919IzQ/Pnz+8Qx9fnOLrso+22LW2n6f3m3usoy9ga+1ox1Dn0PYahrxdjXCsMQ9dLWx2fqp4UREdHd4jj63McXfbRdtuWttP0vrG/a2Nri/Qb4hz6HsPQ10tnvlaAjpO3NMcsq55Ix0VriRBd0PXSNuiOgrQrCQkJpk4C6UDoemkbdEdBCCFEI7qjIIQQohEFCkIIIRpRoCCEEKIRBQrSrlVXV2POnDmYP38+9u/fb+rkkHbs9u3bmDt3LmJjY02dFLNDgYK0ufj4eHTr1g0BAQFKr6ekpMDHxwfe3t7YsGEDAOC7775DbGwsdu7ciWPHjpkiucSEdLlWvLy8sGvXLlMk0+xRoCBtLi4uDikpKUqvSSQSLFq0CMePH0dubi6SkpKQm5uLgoIC9OjRAwAgEAhMkVxiQrpcK8R4KFCQNhcZGQlXV1el19LT0+Ht7Q0vLy9YWlpi+vTpOHr0KLegEQBIpVJTJJeYkC7XCjEeChSkXSgsLOTuHAB2xbvCwkJMmjQJ3377LV577TWzmMqBtF5z10pJSQkWLlyIrKwsrF+/3oQpND+0wh1pF9SN++TxeLCzs8Pu3btNkCLSXjV3rbi5uWHHjh0mSJH5ozsK0i54eHjg3r173POCggK4u7ubMEWkvaJrpe1RoCDtQnh4OG7duoU7d+6goaEBBw4cQExMjKmTRdohulbaHgUK0uZmzJiBAQMGIC8vDx4eHti1axeEQiG2b9+OkSNHwtfXF1OnToW/v7+pk0pMjK6V9oEmBSSEEKIR3VEQQgjRiAIFIYQQjShQEEII0YgCBSGEEI0oUBBCCNGIAgUhhBCNKFAQQgjRiAIFIe3E8ePHsXLlSpoll7Q7FCgIaYXDhw+Dx+Ph5s2b3GsSiQRLliyBv78/AgMDcfv2bZX98vPzYWNjA5FIxL129uxZhIeHIy0tDbW1tRCJRLC0tERxcXFbfBRCmkWBgpBWSEpKQt++fXHgwAHutfXr18PLywvXr1/H4sWL8fHHH6vd97nnnkN2djb3XCAQYP/+/fD19YWNjQ2ys7NpsjvSLtA044ToqaqqCv/73//w008/YcqUKVizZg2qq6tx+PBhZGZmAgB69eqFH374QavjrVu3zpjJJURvFCgI0dORI0cwfPhwBAUFwc7ODpcvX8a9e/dw7949rkqptLQUw4cPN21CCWklqnoiRE9JSUmYOnUqAGDq1KlISkpCdnY21q5di+zsbGRnZyMqKkqpHYKQjogCBSF6KCkpQXp6OkaNGgUAmDZtGg4ePIjS0lLY2toCAMRiMU6cOEFLuJIOjwIFIXo4dOgQxowZAysrKwBsW0T37t3h6uqKixcvAgD+85//YOzYsejVq5cpk0pIq1EbBSF6SEpKwpUrV+Dp6cm9VlJSgrCwMGRlZcHb2xsDBgxAYmKi6RJJiIFQoCBED2fOnDF1EghpM1T1RIgJCAQClJeXN9vQLR9w19jYCD6f/psS06KlUAkhhGhERRVCCCEaUaAghBCiEQUKQgghGlGgIIQQohEFCkIIIRpRoCCEEKIRBQpCCCEaUaAghBCi0f8Dkwr7gmZ2UZcAAAAASUVORK5CYII=", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "medians, err_low, err_high, count, c_bins, result = structure_function(\n", + " data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", + " errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", + " coords=mao_rm_tab['coordinates'][mao_rm_tab['included']],\n", + " samples=1000,\n", + " bins=bins,\n", + " show_plots=True,\n", + " verbose=True,\n", + " fit='bilby',\n", + " nlive=400,\n", + " sampler='nestle',\n", + " model_name='power_law',\n", + " n_point=3\n", + ")" + ] + }, { "cell_type": "code", "execution_count": null, From afefe1201dbdc5b16d4a94839a20ea1b3132a393 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 16:54:28 +0800 Subject: [PATCH 09/21] Ignore --- .gitignore | 1 + 1 file changed, 1 insertion(+) diff --git a/.gitignore b/.gitignore index bfeeffe..9e90aae 100644 --- a/.gitignore +++ b/.gitignore @@ -158,3 +158,4 @@ slopes.ipynb structurefunction.ipynb example/outdir example/.DS_Store +outdir/*.json From b444eed6dfa1a6fba106133a8c8c40d02d86d593 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 17:05:28 +0800 Subject: [PATCH 10/21] Error on error --- structurefunction.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index f480092..0f01b3a 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -499,8 +499,8 @@ def fit_data( ) x = np.array(c_bins[cut].value) y = medians[cut] - per84 = err_high - medians - per16 = medians - err_low + per84 = err_high + medians + per16 = -err_low + medians y_err = (per84 - per16)[cut] / 2 if fit == "lsq": @@ -729,7 +729,7 @@ def structure_function( ) d_rm_dist = mc_sample( data=errors.value.astype(np.float64), - errors=errors.value.astype(np.float64), + errors=errors.value.astype(np.float64), # Yo dawg... samples=samples, ) From 7d013d444ba4d84315acba3602c8ac257a8eba7b Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 17:12:21 +0800 Subject: [PATCH 11/21] Ignore --- .gitignore | 3 +++ 1 file changed, 3 insertions(+) diff --git a/.gitignore b/.gitignore index 9e90aae..2b1ab87 100644 --- a/.gitignore +++ b/.gitignore @@ -159,3 +159,6 @@ structurefunction.ipynb example/outdir example/.DS_Store outdir/*.json +old_test.ipynb +triple_dev.ipynb +triple_test.ipynb From b10367864f417947677bb353819376e4c240be54 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Tue, 1 Nov 2022 17:14:30 +0800 Subject: [PATCH 12/21] Finalise example --- example/example.ipynb | 208 +++++++++++++++++++++++------------------- 1 file changed, 114 insertions(+), 94 deletions(-) diff --git a/example/example.ipynb b/example/example.ipynb index 8341237..1b817b8 100644 --- a/example/example.ipynb +++ b/example/example.ipynb @@ -13,7 +13,9 @@ "from astropy.coordinates import SkyCoord\n", "from tqdm.auto import tqdm\n", "import matplotlib.pyplot as plt\n", - "import astropy.units as u" + "import astropy.units as u\n", + "import os\n", + "import shutil" ] }, { @@ -123,7 +125,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "21c49a60ff844c129ea19c86aa287fcf", + "model_id": "a4782c8ccca444bb95768a8a20b36700", "version_major": 2, "version_minor": 0 }, @@ -137,7 +139,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "bbf454e392eb422ea21b3bfc4a523056", + "model_id": "17b7004176f8440590ef1a73af843e16", "version_major": 2, "version_minor": 0 }, @@ -152,7 +154,7 @@ "data": { "text/html": [ "
Table length=472\n", - "
coordinatesRMe_RMincludedflag
deg,degrad / m2rad / m2
SkyCoordfloat64float64boolobject
\n", + "
\n", "\n", "\n", "\n", @@ -283,6 +285,17 @@ { "cell_type": "code", "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# Clean up if a previous run was done\n", + "if os.path.exists(\"outdir\"):\n", + " shutil.rmtree(\"outdir\")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, "metadata": { "scrolled": false }, @@ -291,51 +304,51 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-11-01 16:46:15.173 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-11-01 16:46:19.346 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-11-01 16:46:19.381 INFO structurefunction - structure_function: Computing SF...\n", - "2022-11-01 16:46:30.194 INFO structurefunction - fit_data: Fitting SF with a broken power law...\n", - "16:46 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir'\n", - "16:46 bilby INFO : Search parameters:\n", - "16:46 bilby INFO : amplitude = Uniform(minimum=139.03353721193795, maximum=265.52344497582527, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", - "16:46 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", - "16:46 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\\\alpha_1$', unit=None, boundary=None)\n", - "16:46 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\\\alpha_2$', unit=None, boundary=None)\n", - "16:46 bilby INFO : Single likelihood evaluation took 1.131e-04 s\n", - "16:46 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", - "16:46 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", - "16:46 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" + "2022-11-01 17:12:11.734 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-01 17:12:15.229 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-01 17:12:15.259 INFO structurefunction - structure_function: Computing SF...\n", + "2022-11-01 17:12:26.926 INFO structurefunction - fit_data: Fitting SF with a broken power law...\n", + "17:12 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir'\n", + "17:12 bilby INFO : Search parameters:\n", + "17:12 bilby INFO : amplitude = Uniform(minimum=-68.04434561191533, maximum=488.78502373656454, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "17:12 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "17:12 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\\\alpha_1$', unit=None, boundary=None)\n", + "17:12 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\\\alpha_2$', unit=None, boundary=None)\n", + "17:12 bilby INFO : Single likelihood evaluation took 1.323e-04 s\n", + "17:12 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "17:12 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "17:12 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[Kit= 2297 logz=-135.8877829337989\n" + "\u001b[Kit= 3491 logz=-114.7886048234194\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "16:46 bilby INFO : Sampling time: 0:00:06.532822\n", - "16:46 bilby INFO : Summary of results:\n", - "nsamples: 2698\n", + "17:12 bilby INFO : Sampling time: 0:00:18.279877\n", + "17:12 bilby INFO : Summary of results:\n", + "nsamples: 3892\n", "ln_noise_evidence: nan\n", - "ln_evidence: -135.504 +/- 0.097\n", - "ln_bayes_factor: nan +/- 0.097\n", + "ln_evidence: -114.402 +/- 0.129\n", + "ln_bayes_factor: nan +/- 0.129\n", "\n", - "2022-11-01 16:46:38.147 INFO structurefunction - fit_data: Fitting results:\n", - "2022-11-01 16:46:38.147 INFO structurefunction - fit_data: amplitude: 190 ± 40\n", - "2022-11-01 16:46:38.148 INFO structurefunction - fit_data: x_break: 20 ± 6\n", - "2022-11-01 16:46:38.149 INFO structurefunction - fit_data: alpha_1: 0.11 ± 0.06\n", - "2022-11-01 16:46:38.149 INFO structurefunction - fit_data: alpha_2: 0 ± 1\n", - "2022-11-01 16:46:38.150 INFO structurefunction - fit_data: Fit log evidence: -135.50426779220876 ± 0.0971559330916045\n" + "2022-11-01 17:12:47.556 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-01 17:12:47.557 INFO structurefunction - fit_data: amplitude: 190 ± 10\n", + "2022-11-01 17:12:47.558 INFO structurefunction - fit_data: x_break: 22 ± 4\n", + "2022-11-01 17:12:47.560 INFO structurefunction - fit_data: alpha_1: 0.10 ± 0.04\n", + "2022-11-01 17:12:47.562 INFO structurefunction - fit_data: alpha_2: 0 ± 1\n", + "2022-11-01 17:12:47.564 INFO structurefunction - fit_data: Fit log evidence: -114.40203281895833 ± 0.12941806701322667\n" ] }, { "data": { - "image/png": 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", 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", 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", 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", 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", 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", "text/plain": [ "
" ] @@ -394,56 +407,56 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "2022-11-01 16:46:41.093 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-11-01 16:46:42.722 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-11-01 16:46:42.757 INFO structurefunction - structure_function: Computing SF...\n", - "2022-11-01 16:46:53.744 INFO structurefunction - fit_data: Fitting SF with a power law...\n", - "16:46 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir'\n", - "16:46 bilby INFO : Search parameters:\n", - "16:46 bilby INFO : amplitude = Uniform(minimum=127.09038753076035, maximum=278.02554796426915, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", - "16:46 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", - "16:46 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", - "16:46 bilby INFO : Single likelihood evaluation took 1.069e-04 s\n", - "16:46 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", - "16:46 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", - "16:46 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" + "2022-11-01 17:12:51.774 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-01 17:12:53.675 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-01 17:12:53.710 INFO structurefunction - structure_function: Computing SF...\n", + "2022-11-01 17:13:07.148 INFO structurefunction - fit_data: Fitting SF with a power law...\n", + "17:13 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir'\n", + "17:13 bilby INFO : Search parameters:\n", + "17:13 bilby INFO : amplitude = Uniform(minimum=-59.39935402665864, maximum=471.1876374210877, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "17:13 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "17:13 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", + "17:13 bilby INFO : Single likelihood evaluation took 1.422e-04 s\n", + "17:13 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "17:13 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "17:13 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[Kit= 2254 logz=-135.19658608087442\n" + "\u001b[Kit= 3175 logz=-114.463908053260\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "16:47 bilby INFO : Sampling time: 0:00:06.516501\n", - "16:47 bilby INFO : Summary of results:\n", - "nsamples: 2655\n", + "17:13 bilby INFO : Sampling time: 0:00:10.283431\n", + "17:13 bilby INFO : Summary of results:\n", + "nsamples: 3576\n", "ln_noise_evidence: nan\n", - "ln_evidence: -134.766 +/- 0.099\n", - "ln_bayes_factor: nan +/- 0.099\n", + "ln_evidence: -114.036 +/- 0.123\n", + "ln_bayes_factor: nan +/- 0.123\n", "\n", - "2022-11-01 16:47:00.938 INFO structurefunction - fit_data: Fitting results:\n", - "2022-11-01 16:47:00.939 INFO structurefunction - fit_data: amplitude: 190 ± 40\n", - "2022-11-01 16:47:00.940 INFO structurefunction - fit_data: x_break: 15 ± 9\n", - "2022-11-01 16:47:00.941 INFO structurefunction - fit_data: alpha: 0.12 ± 0.05\n", - "2022-11-01 16:47:00.941 INFO structurefunction - fit_data: Fit log evidence: -134.76564941855224 ± 0.09941808650653336\n" + "2022-11-01 17:13:18.273 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-01 17:13:18.274 INFO structurefunction - fit_data: amplitude: 180 ± 20\n", + "2022-11-01 17:13:18.275 INFO structurefunction - fit_data: x_break: 10 ± 10\n", + "2022-11-01 17:13:18.276 INFO structurefunction - fit_data: alpha: 0.10 ± 0.04\n", + "2022-11-01 17:13:18.277 INFO structurefunction - fit_data: Fit log evidence: -114.03632025719673 ± 0.12312562391847354\n" ] }, { "data": { - "image/png": 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", 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", 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", + "image/png": 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", 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", + "image/png": 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", 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" ] @@ -504,12 +517,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Finally, we can compare our results to those from the original paper." + "We can compare our results to those from the original paper." ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -518,13 +531,13 @@ "Text(0, 0.5, 'RM SF [$\\\\mathrm{rad^{2}\\\\,m^{-4}}$]')" ] }, - "execution_count": 8, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -547,24 +560,31 @@ "plt.ylabel(rf\"RM SF [{mao_sf.unit:latex_inline}]\")" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we extend to using mutli-point structure functions, as described by Seta et al. 2022 (10.1093/mnras/stac2972). Currently, only the triple-point structure function is implemented." + ] + }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "2022-11-01 16:47:04.651 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-11-01 16:47:06.223 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-11-01 16:47:06.251 INFO structurefunction - structure_function: Computing SF...\n" + "2022-11-01 17:13:23.089 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-01 17:13:25.101 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-01 17:13:25.133 INFO structurefunction - structure_function: Computing SF...\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c3d2e295121642ac812995083da13b84", + "model_id": "b786f71247cd4373b89bb10f2aa0b867", "version_major": 2, "version_minor": 0 }, @@ -579,46 +599,46 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-11-01 16:47:39.979 INFO structurefunction - fit_data: Fitting SF with a power law...\n", - "16:47 bilby INFO : Running for label 'power_law_3_point', output will be saved to 'outdir'\n", - "16:47 bilby INFO : Search parameters:\n", - "16:47 bilby INFO : amplitude = Uniform(minimum=-86.88756712396287, maximum=852.1030795503984, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", - "16:47 bilby INFO : x_break = Uniform(minimum=0.897, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", - "16:47 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", - "16:47 bilby INFO : Single likelihood evaluation took 9.831e-05 s\n", - "16:47 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", - "16:47 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", - "16:47 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" + "2022-11-01 17:14:02.955 INFO structurefunction - fit_data: Fitting SF with a power law...\n", + "17:14 bilby INFO : Running for label 'power_law_3_point', output will be saved to 'outdir'\n", + "17:14 bilby INFO : Search parameters:\n", + "17:14 bilby INFO : amplitude = Uniform(minimum=-322.227781997711, maximum=1082.5012229720137, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "17:14 bilby INFO : x_break = Uniform(minimum=0.897, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "17:14 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", + "17:14 bilby INFO : Single likelihood evaluation took 1.132e-04 s\n", + "17:14 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "17:14 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "17:14 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[Kit= 1901 logz=-114.74150775106\n" + "\u001b[Kit= 2961 logz=-97.68661128704\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "16:47 bilby INFO : Sampling time: 0:00:05.179628\n", - "16:47 bilby INFO : Summary of results:\n", - "nsamples: 2302\n", + "17:14 bilby INFO : Sampling time: 0:00:09.111096\n", + "17:14 bilby INFO : Summary of results:\n", + "nsamples: 3362\n", "ln_noise_evidence: nan\n", - "ln_evidence: -114.314 +/- 0.085\n", - "ln_bayes_factor: nan +/- 0.085\n", + "ln_evidence: -97.263 +/- 0.118\n", + "ln_bayes_factor: nan +/- 0.118\n", "\n", - "2022-11-01 16:47:45.811 INFO structurefunction - fit_data: Fitting results:\n", - "2022-11-01 16:47:45.812 INFO structurefunction - fit_data: amplitude: 400 ± 100\n", - "2022-11-01 16:47:45.813 INFO structurefunction - fit_data: x_break: 15 ± 9\n", - "2022-11-01 16:47:45.814 INFO structurefunction - fit_data: alpha: 0.2 ± 0.1\n", - "2022-11-01 16:47:45.814 INFO structurefunction - fit_data: Fit log evidence: -114.31428344907205 ± 0.08516673422469186\n" + "2022-11-01 17:14:12.878 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-01 17:14:12.879 INFO structurefunction - fit_data: amplitude: 570 ± 70\n", + "2022-11-01 17:14:12.880 INFO structurefunction - fit_data: x_break: 15 ± 9\n", + "2022-11-01 17:14:12.881 INFO structurefunction - fit_data: alpha: 0.14 ± 0.05\n", + "2022-11-01 17:14:12.882 INFO structurefunction - fit_data: Fit log evidence: -97.2633090676323 ± 0.1177774236637834\n" ] }, { "data": { - "image/png": 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", + "image/png": 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", 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", 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", 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", 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", 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" ] From 73139701cf5c794252fd85f01c25ab44aae40131 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Mon, 7 Nov 2022 11:36:07 +0800 Subject: [PATCH 13/21] Logging --- structurefunction.py | 46 ++++++++++++++++++++++++++++++++++++++------ 1 file changed, 40 insertions(+), 6 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index 0f01b3a..f666faa 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -18,8 +18,28 @@ from astropy.visualization import quantity_support from scipy.optimize import curve_fit from sigfig import round -from tqdm.auto import tqdm +from tqdm import tqdm +import io +from tqdm.contrib.logging import logging_redirect_tqdm +class TqdmToLogger(io.StringIO): + """ + Output stream for TQDM which will output to logger module instead of + the StdOut. + """ + logger = None + level = None + buf = '' + def __init__(self,logger,level=None): + super(TqdmToLogger, self).__init__() + self.logger = logger + self.level = level or logger.INFO + def write(self,buf): + self.buf = buf.strip('\r\n\t ') + def flush(self): + self.logger.log(self.level, self.buf) + +tqdm_out = TqdmToLogger(logger,level=logger.INFO) logger.basicConfig( format="%(asctime)s.%(msecs)03d %(levelname)s %(module)s - %(funcName)s: %(message)s", datefmt="%Y-%m-%d %H:%M:%S", @@ -354,6 +374,8 @@ def sf_three_point( rm_err_2: np.ndarray, src_1: np.ndarray, src_2: np.ndarray, + crd_1: SkyCoord, + crd_2: SkyCoord, dtheta: u.Quantity, bins: np.ndarray, verbose: bool = False, @@ -373,6 +395,8 @@ def sf_three_point( sample=("sample", np.arange(samples)), src_1=("source_pair", src_1), src_2=("source_pair", src_2), + crd_1=("source_pair", crd_1), + crd_2=("source_pair", crd_2), ), ) @@ -386,13 +410,20 @@ def sf_three_point( rm_err_2s = [] rm_err_3s = [] centres = [] - for i, g in tqdm(grp, desc="Grouping triplets", disable=not verbose): + for i, g in tqdm(grp, desc="Grouping triplets", file=tqdm_out): if len(g.source_pair) < 0: continue for _, t in g.groupby("src_1"): if len(t["source_pair"]) < 3: continue for j in range(len(t["source_pair"]) - 1): + _crd_1 = t["crd_1"][0] + _crd_2 = t["crd_2"][j] + _crd_3 = t["crd_2"][j + 1] + _sep = _crd_2.separation(_crd_3) + # Check if _sep is within the bin + if (_sep < i.right * u.deg) or (_sep > i.right * u.deg): + continue _rm_1 = t["rm_1"].values[:, 0] _rm_2 = t["rm_2"].values[:, j] _rm_3 = t["rm_2"].values[:, j + 1] @@ -432,8 +463,9 @@ def sf_three_point( dim="source_triplet" ) ) - + logger.warning("Not correcting for errors in three point SF") sf_t_xr_corr = sf_t_xr - sf_err_t_xr + # sf_t_xr_corr = sf_t_xr p1, med, p2 = sf_t_xr_corr.quantile([0.16, 0.5, 0.84], dim="sample") @@ -638,10 +670,8 @@ def plot_sf( plt.plot(cbins_hi, med, "-", color="tab:orange", label="Best fit") plt.fill_between(cbins_hi, low, high, color="tab:orange", alpha=0.5) - plt.hlines( + plt.axhline( saturate, - cbins.value.min(), - cbins.value.max(), linestyle="--", color="tab:red", label="Expected saturation ($2\sigma^2$)" if n_point==2 else "Expected saturation ($6\sigma^2$)", @@ -718,6 +748,8 @@ def structure_function( datefmt="%Y-%m-%d %H:%M:%S", force=True, ) + else: + logger.basicConfig(level=logger.ERROR) # Sample the errors assuming a Gaussian distribution @@ -782,6 +814,8 @@ def structure_function( rm_err_2=d_rm_2.T, src_1=src_1, src_2=src_2, + crd_1=coords_1, + crd_2=coords_2, dtheta=dtheta, bins=bins, verbose=verbose, From 85d1be4ad7e7ac67b19e8b7bb8b5afe0d74d9aa9 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Mon, 7 Nov 2022 13:49:57 +0800 Subject: [PATCH 14/21] New triple --- structurefunction.py | 183 ++++++++++++++++++++++++++----------------- 1 file changed, 109 insertions(+), 74 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index f666faa..bfa8c32 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -21,6 +21,18 @@ from tqdm import tqdm import io from tqdm.contrib.logging import logging_redirect_tqdm +from typing import NamedTuple + +SFResult = NamedTuple( + "SFResult", + [ + ("med", np.ndarray), + ("err_low", np.ndarray), + ("err_high", np.ndarray), + ("count", np.ndarray), + ("c_bins", np.ndarray), + ] +) class TqdmToLogger(io.StringIO): """ @@ -317,9 +329,21 @@ def sf_two_point( rm_err_1: np.ndarray, rm_err_2: np.ndarray, dtheta: u.Quantity, - bins: np.ndarray, -) -> Tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: + bins: u.Quantity, +) -> SFResult: + """Compute the two-point structure function + + Args: + rm_1 (np.ndarray): RMs of source 1 in pair (n_samples, n_pairs) + rm_2 (np.ndarray): RMs of source 2 in pair (n_samples, n_pairs) + rm_err_1 (np.ndarray): RM errors of source 1 in pair (n_samples, n_pairs) + rm_err_2 (np.ndarray): RM errors of source 2 in pair (n_samples, n_pairs) + dtheta (u.Quantity): Separation between sources in pair (n_pairs) + bins (u.Quantity): Angular separation bins + Returns: + SFResult: Structure function results + """ samples = rm_1.shape[0] data_xr = xr.Dataset( @@ -358,7 +382,7 @@ def sf_two_point( # Get bin centers c_bins = np.array([i.mid for i in sf_corr_xr.seps_bins.values]) * u.deg - return ( + return SFResult( med.values, err_low.values, err_high.values, @@ -374,13 +398,24 @@ def sf_three_point( rm_err_2: np.ndarray, src_1: np.ndarray, src_2: np.ndarray, - crd_1: SkyCoord, - crd_2: SkyCoord, dtheta: u.Quantity, - bins: np.ndarray, - verbose: bool = False, -) -> Tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: + bins: u.Quantity, +) -> SFResult: + """Compute the three-point structure function + + Args: + rm_1 (np.ndarray): RMs of source 1 in pair (n_samples, n_pairs) + rm_2 (np.ndarray): RMs of source 2 in pair (n_samples, n_pairs) + rm_err_1 (np.ndarray): RM errors of source 1 in pair (n_samples, n_pairs) + rm_err_2 (np.ndarray): RM errors of source 2 in pair (n_samples, n_pairs) + src_1 (np.ndarray): Source 1 in pair (n_pairs) + src_2 (np.ndarray): Source 2 in pair (n_pairs) + dtheta (u.Quantity): Separation between sources in pair (n_pairs) + bins (u.Quantity): Angular separation bins + Returns: + SFResult: Structure function result + """ samples = rm_1.shape[0] data_xr = xr.Dataset( @@ -395,8 +430,6 @@ def sf_three_point( sample=("sample", np.arange(samples)), src_1=("source_pair", src_1), src_2=("source_pair", src_2), - crd_1=("source_pair", crd_1), - crd_2=("source_pair", crd_2), ), ) @@ -410,34 +443,38 @@ def sf_three_point( rm_err_2s = [] rm_err_3s = [] centres = [] + for i, g in tqdm(grp, desc="Grouping triplets", file=tqdm_out): - if len(g.source_pair) < 0: - continue - for _, t in g.groupby("src_1"): - if len(t["source_pair"]) < 3: - continue - for j in range(len(t["source_pair"]) - 1): - _crd_1 = t["crd_1"][0] - _crd_2 = t["crd_2"][j] - _crd_3 = t["crd_2"][j + 1] - _sep = _crd_2.separation(_crd_3) - # Check if _sep is within the bin - if (_sep < i.right * u.deg) or (_sep > i.right * u.deg): + # Find repeats of source number in each pair + # If a source is repeated, then a triple is formed + src_1s, count_1s = np.unique(g.src_1.values, return_counts=True) + src_2s, count_2s = np.unique(g.src_2.values, return_counts=True) + + for s, (srcs, counts) in enumerate(zip([src_1s, src_2s], [count_1s, count_2s])): + # Loop over src 1 then src 2 + s1 = 1 if s == 0 else 2 + s2 = 2 if s == 0 else 1 + for _src_a, ca in zip(srcs[counts > 1], counts[counts > 1]): + t = g.where(g[f"src_{s1}"] == _src_a, drop=True) + if len(t[f"src_{s1}"]) < 1: continue - _rm_1 = t["rm_1"].values[:, 0] - _rm_2 = t["rm_2"].values[:, j] - _rm_3 = t["rm_2"].values[:, j + 1] - _rm_err_1 = t["rm_err_1"].values[:, 0] - _rm_err_2 = t["rm_err_2"].values[:, j] - _rm_err_3 = t["rm_err_2"].values[:, j + 1] - rm_1s.append(_rm_1) - rm_2s.append(_rm_2) - rm_3s.append(_rm_3) - rm_err_1s.append(_rm_err_1) - rm_err_2s.append(_rm_err_2) - rm_err_3s.append(_rm_err_3) - centres.append(i.mid) - + _rm_1 = t[f"rm_{s1}"][:,0].values + _rm_err_1= t[f"rm_err_{s1}"][:,0].values + for j in range(ca-1): + _rm_2 = t[f"rm_{s2}"][:,j].values + _rm_3 = t[f"rm_{s2}"][:,j+1].values + _rm_err_2 = t[f"rm_err_{s2}"][:,j].values + _rm_err_3 = t[f"rm_err_{s2}"][:,j+1].values + + rm_1s.append(_rm_1) + rm_2s.append(_rm_2) + rm_3s.append(_rm_3) + rm_err_1s.append(_rm_err_1) + rm_err_2s.append(_rm_err_2) + rm_err_3s.append(_rm_err_3) + centres.append(i.mid) + + # Create triplets dataset triple = xr.Dataset( dict( rm_1=(["source_triplet", "sample"], np.array(rm_1s)), @@ -453,7 +490,9 @@ def sf_three_point( ), ) + # Groupby separtion 'bin' triple_grp = triple.groupby("seps") + # Compute Structure Function sf_t_xr = triple_grp.apply( lambda x: ((x.rm_2 - 2 * x.rm_1 + x.rm_3) ** 2).mean(dim="source_triplet") ) @@ -463,9 +502,8 @@ def sf_three_point( dim="source_triplet" ) ) - logger.warning("Not correcting for errors in three point SF") + logger.warning("Correcting for errors in three point SF") sf_t_xr_corr = sf_t_xr - sf_err_t_xr - # sf_t_xr_corr = sf_t_xr p1, med, p2 = sf_t_xr_corr.quantile([0.16, 0.5, 0.84], dim="sample") @@ -478,7 +516,7 @@ def sf_three_point( # Get bin centers c_bins = np.array([i for i in sf_t_xr_corr.seps.values]) * u.deg - return ( + return SFResult( med.values, err_low.values, err_high.values, @@ -488,11 +526,7 @@ def sf_three_point( def fit_data( - medians: np.ndarray, - err_low: np.ndarray, - err_high: np.ndarray, - count: np.ndarray, - c_bins: np.ndarray, + sf_result: SFResult, fit: str = "bilby", outdir: str = None, model_name: str = None, @@ -501,10 +535,30 @@ def fit_data( save_plots: bool = False, **kwargs, ) -> Union[None, bilby.core.result.Result]: + """Fit the structure function data + + Args: + sf_result (SFResult): Structure function result + fit (str, optional): Fit type. Defaults to "bilby". + outdir (str, optional): Output directory for bilby. Defaults to None. + model_name (str, optional): Model to fit. Defaults to None. + n_point (int, optional): Number of points in SF. Defaults to 2. + show_plots (bool, optional): Show fitting plots. Defaults to False. + save_plots (bool, optional): Save fitting plots. Defaults to False. + + Raises: + NotImplementedError: If model_name is not implemented + ValueError: If fit is not implemented. + + Returns: + Union[None, bilby.core.result.Result]: _description_ + """ if outdir is None: outdir = "outdir" bilby.utils.check_directory_exists_and_if_not_mkdir(outdir) + medians, err_low, err_high, count, c_bins = sf_result + if not fit: return None, None, outdir @@ -594,17 +648,11 @@ def fit_data( return result, model, outdir -# ############################################################################## -# ############################################################################## def plot_sf( data: u.Quantity, bins: u.Quantity, - count: np.ndarray, - cbins: np.ndarray, - medians: np.ndarray, - err_low: np.ndarray, - err_high: np.ndarray, + sf_result: SFResult, saturate: float, fit: str = None, result: bilby.core.result.Result = None, @@ -614,6 +662,7 @@ def plot_sf( label: str = "", n_point: int = 2, ): + medians, err_low, err_high, count, cbins = sf_result word = "pairs" if n_point==2 else "triplets" good_idx = count >= 10 plt.figure(facecolor="w") @@ -716,9 +765,9 @@ def structure_function( model_name: str = None, n_point: int = 2, **kwargs, -) -> Tuple[u.Quantity, u.Quantity, Tuple[u.Quantity, u.Quantity], np.ndarray]: +) -> Tuple[SFResult, bilby.core.result.Result]: - """Compute the second order structure function with Monte-Carlo error propagation. + """Compute the second or third order structure function with Monte-Carlo error propagation. Args: data (u.Quantity): 1D array of data values. @@ -727,6 +776,7 @@ def structure_function( samples (int): Number of samples to use for Monte-Carlo error propagation. bins (Union[u.Quantity, int]): Bin edges of the structure function, or number of bins. show_plots (bool, optional): Show plots. Defaults to False. + save_plots (bool, optional): Save plots. Defaults to False. verbose (bool, optional): Print progress. Defaults to False. fit (str, optional): How to fit the broken powerlaw. Can be 'astropy', 'astropy_mc' or 'bilby'. Defaults to None. outdir (str, optional): Output directory for bilby. Defaults to None. @@ -734,11 +784,7 @@ def structure_function( **kwargs: Additional keyword arguments to pass to the bilby.core.run_sampler function. Returns: - Tuple[u.Quantity, u.Quantity, Tuple[u.Quantity, u.Quantity], np.ndarray]: - cbins: center of bins. - medians: median of the structure function. - errors: upper and lower error of the structure function. - counts: number of source pairs in each bin. + Tuple[SFResult, bilby.core.result.Result]: The structure function result and the fitting result. """ if verbose: @@ -795,7 +841,7 @@ def structure_function( logger.info("Computing SF...") if n_point == 2: - medians, err_low, err_high, count, c_bins = sf_two_point( + sf_result = sf_two_point( rm_1=rm_1.T, rm_2=rm_2.T, rm_err_1=d_rm_1.T, @@ -807,18 +853,15 @@ def structure_function( elif n_point == 3: source_ids = np.arange(len(coords)) src_1, src_2 = combinate(source_ids) - medians, err_low, err_high, count, c_bins = sf_three_point( + sf_result = sf_three_point( rm_1=rm_1.T, rm_2=rm_2.T, rm_err_1=d_rm_1.T, rm_err_2=d_rm_2.T, src_1=src_1, src_2=src_2, - crd_1=coords_1, - crd_2=coords_2, dtheta=dtheta, bins=bins, - verbose=verbose, ) saturate = np.nanvar(data) * 6 else: @@ -826,11 +869,7 @@ def structure_function( # Fit the SF result, model, outdir = fit_data( - medians=medians, - err_low=err_low, - err_high=err_high, - count=count, - c_bins=c_bins, + sf_result=sf_result, fit=fit, outdir=outdir, model_name=model_name, @@ -844,11 +883,7 @@ def structure_function( plot_sf( data=data, bins=bins, - count=count, - cbins=c_bins, - medians=medians, - err_low=err_low, - err_high=err_high, + sf_result=sf_result, saturate=saturate, fit=fit, result=result, @@ -859,4 +894,4 @@ def structure_function( n_point=n_point, ) - return medians, err_low, err_high, count, c_bins, result \ No newline at end of file + return sf_result, result \ No newline at end of file From 5c047539483ba95d7cb51f587257206baff42829 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Mon, 7 Nov 2022 13:50:40 +0800 Subject: [PATCH 15/21] Formatting --- structurefunction.py | 55 ++++++++++++++++++++++++-------------------- 1 file changed, 30 insertions(+), 25 deletions(-) diff --git a/structurefunction.py b/structurefunction.py index bfa8c32..009824f 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -1,10 +1,11 @@ #!/usr/bin/env python3 import inspect +import io import itertools import logging as logger import os import warnings -from typing import Callable, Tuple, Union +from typing import Callable, NamedTuple, Tuple, Union import astropy.units as u import bilby @@ -19,9 +20,7 @@ from scipy.optimize import curve_fit from sigfig import round from tqdm import tqdm -import io from tqdm.contrib.logging import logging_redirect_tqdm -from typing import NamedTuple SFResult = NamedTuple( "SFResult", @@ -31,27 +30,33 @@ ("err_high", np.ndarray), ("count", np.ndarray), ("c_bins", np.ndarray), - ] + ], ) + class TqdmToLogger(io.StringIO): """ - Output stream for TQDM which will output to logger module instead of - the StdOut. + Output stream for TQDM which will output to logger module instead of + the StdOut. """ + logger = None level = None - buf = '' - def __init__(self,logger,level=None): + buf = "" + + def __init__(self, logger, level=None): super(TqdmToLogger, self).__init__() self.logger = logger self.level = level or logger.INFO - def write(self,buf): - self.buf = buf.strip('\r\n\t ') + + def write(self, buf): + self.buf = buf.strip("\r\n\t ") + def flush(self): self.logger.log(self.level, self.buf) -tqdm_out = TqdmToLogger(logger,level=logger.INFO) + +tqdm_out = TqdmToLogger(logger, level=logger.INFO) logger.basicConfig( format="%(asctime)s.%(msecs)03d %(levelname)s %(module)s - %(funcName)s: %(message)s", datefmt="%Y-%m-%d %H:%M:%S", @@ -458,13 +463,13 @@ def sf_three_point( t = g.where(g[f"src_{s1}"] == _src_a, drop=True) if len(t[f"src_{s1}"]) < 1: continue - _rm_1 = t[f"rm_{s1}"][:,0].values - _rm_err_1= t[f"rm_err_{s1}"][:,0].values - for j in range(ca-1): - _rm_2 = t[f"rm_{s2}"][:,j].values - _rm_3 = t[f"rm_{s2}"][:,j+1].values - _rm_err_2 = t[f"rm_err_{s2}"][:,j].values - _rm_err_3 = t[f"rm_err_{s2}"][:,j+1].values + _rm_1 = t[f"rm_{s1}"][:, 0].values + _rm_err_1 = t[f"rm_err_{s1}"][:, 0].values + for j in range(ca - 1): + _rm_2 = t[f"rm_{s2}"][:, j].values + _rm_3 = t[f"rm_{s2}"][:, j + 1].values + _rm_err_2 = t[f"rm_err_{s2}"][:, j].values + _rm_err_3 = t[f"rm_err_{s2}"][:, j + 1].values rm_1s.append(_rm_1) rm_2s.append(_rm_2) @@ -530,7 +535,7 @@ def fit_data( fit: str = "bilby", outdir: str = None, model_name: str = None, - n_point: int=2, + n_point: int = 2, show_plots: bool = False, save_plots: bool = False, **kwargs, @@ -648,7 +653,6 @@ def fit_data( return result, model, outdir - def plot_sf( data: u.Quantity, bins: u.Quantity, @@ -663,7 +667,7 @@ def plot_sf( n_point: int = 2, ): medians, err_low, err_high, count, cbins = sf_result - word = "pairs" if n_point==2 else "triplets" + word = "pairs" if n_point == 2 else "triplets" good_idx = count >= 10 plt.figure(facecolor="w") plt.plot( @@ -723,7 +727,9 @@ def plot_sf( saturate, linestyle="--", color="tab:red", - label="Expected saturation ($2\sigma^2$)" if n_point==2 else "Expected saturation ($6\sigma^2$)", + label="Expected saturation ($2\sigma^2$)" + if n_point == 2 + else "Expected saturation ($6\sigma^2$)", ) plt.xscale("log") plt.yscale("log") @@ -750,7 +756,6 @@ def plot_sf( ) - def structure_function( data: u.Quantity, errors: u.Quantity, @@ -807,7 +812,7 @@ def structure_function( ) d_rm_dist = mc_sample( data=errors.value.astype(np.float64), - errors=errors.value.astype(np.float64), # Yo dawg... + errors=errors.value.astype(np.float64), # Yo dawg... samples=samples, ) @@ -894,4 +899,4 @@ def structure_function( n_point=n_point, ) - return sf_result, result \ No newline at end of file + return sf_result, result From 0f381b608007babd227a9c3705bf0249c2784e28 Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Mon, 7 Nov 2022 13:56:43 +0800 Subject: [PATCH 16/21] Notes --- structurefunction.py | 10 ++++++++++ 1 file changed, 10 insertions(+) diff --git a/structurefunction.py b/structurefunction.py index 009824f..bfcd62f 100644 --- a/structurefunction.py +++ b/structurefunction.py @@ -22,6 +22,10 @@ from tqdm import tqdm from tqdm.contrib.logging import logging_redirect_tqdm +#################################### +### Helper functions and classes ### +#################################### + SFResult = NamedTuple( "SFResult", [ @@ -327,6 +331,9 @@ def mc_sample(data: np.ndarray, errors: np.ndarray, samples: int = 1000) -> np.n data_dist[i] = np.random.normal(loc=data[i], scale=errors[i], size=samples) return data_dist +############################ +### SF compute functions ### +############################ def sf_two_point( rm_1: np.ndarray, @@ -755,6 +762,9 @@ def plot_sf( os.path.join(outdir, f"{label}_counts.pdf"), dpi=300, bbox_inches="tight" ) +##################### +### Main function ### +##################### def structure_function( data: u.Quantity, From 5a43124bafcc9a73c507613870abf0dccffadd5c Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Mon, 7 Nov 2022 14:12:30 +0800 Subject: [PATCH 17/21] Example --- example/example.ipynb | 245 ++++++++++++++---------------------------- 1 file changed, 80 insertions(+), 165 deletions(-) diff --git a/example/example.ipynb b/example/example.ipynb index 1b817b8..39f9ba4 100644 --- a/example/example.ipynb +++ b/example/example.ipynb @@ -125,7 +125,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a4782c8ccca444bb95768a8a20b36700", + "model_id": "63a1254194004bd581c8c1615bf9c763", "version_major": 2, "version_minor": 0 }, @@ -139,7 +139,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "17b7004176f8440590ef1a73af843e16", + "model_id": "672a1d8848f6455da16ecda5c0d6efc5", "version_major": 2, "version_minor": 0 }, @@ -154,7 +154,7 @@ "data": { "text/html": [ "
Table length=472\n", - "
coordinatesRMe_RMincludedflag
deg,degrad / m2rad / m2
SkyCoordfloat64float64boolobject
\n", + "
\n", "\n", "\n", "\n", @@ -304,51 +304,51 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-11-01 17:12:11.734 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-11-01 17:12:15.229 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-11-01 17:12:15.259 INFO structurefunction - structure_function: Computing SF...\n", - "2022-11-01 17:12:26.926 INFO structurefunction - fit_data: Fitting SF with a broken power law...\n", - "17:12 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir'\n", - "17:12 bilby INFO : Search parameters:\n", - "17:12 bilby INFO : amplitude = Uniform(minimum=-68.04434561191533, maximum=488.78502373656454, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", - "17:12 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", - "17:12 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\\\alpha_1$', unit=None, boundary=None)\n", - "17:12 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\\\alpha_2$', unit=None, boundary=None)\n", - "17:12 bilby INFO : Single likelihood evaluation took 1.323e-04 s\n", - "17:12 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", - "17:12 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", - "17:12 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" + "2022-11-07 14:03:13.640 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-07 14:03:17.396 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-07 14:03:17.434 INFO structurefunction - structure_function: Computing SF...\n", + "2022-11-07 14:03:31.302 INFO structurefunction - fit_data: Fitting SF with a broken power law...\n", + "14:03 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir'\n", + "14:03 bilby INFO : Search parameters:\n", + "14:03 bilby INFO : amplitude = Uniform(minimum=-55.43796027883391, maximum=471.5431939956728, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "14:03 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "14:03 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\\\alpha_1$', unit=None, boundary=None)\n", + "14:03 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\\\alpha_2$', unit=None, boundary=None)\n", + "14:03 bilby INFO : Single likelihood evaluation took 1.555e-04 s\n", + "14:03 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "14:03 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "14:03 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[Kit= 3491 logz=-114.7886048234194\n" + "\u001b[Kit= 3592 logz=-114.816709542922\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "17:12 bilby INFO : Sampling time: 0:00:18.279877\n", - "17:12 bilby INFO : Summary of results:\n", - "nsamples: 3892\n", + "14:03 bilby INFO : Sampling time: 0:00:27.098431\n", + "14:03 bilby INFO : Summary of results:\n", + "nsamples: 3993\n", "ln_noise_evidence: nan\n", - "ln_evidence: -114.402 +/- 0.129\n", - "ln_bayes_factor: nan +/- 0.129\n", + "ln_evidence: -114.499 +/- 0.130\n", + "ln_bayes_factor: nan +/- 0.130\n", "\n", - "2022-11-01 17:12:47.556 INFO structurefunction - fit_data: Fitting results:\n", - "2022-11-01 17:12:47.557 INFO structurefunction - fit_data: amplitude: 190 ± 10\n", - "2022-11-01 17:12:47.558 INFO structurefunction - fit_data: x_break: 22 ± 4\n", - "2022-11-01 17:12:47.560 INFO structurefunction - fit_data: alpha_1: 0.10 ± 0.04\n", - "2022-11-01 17:12:47.562 INFO structurefunction - fit_data: alpha_2: 0 ± 1\n", - "2022-11-01 17:12:47.564 INFO structurefunction - fit_data: Fit log evidence: -114.40203281895833 ± 0.12941806701322667\n" + "2022-11-07 14:04:01.465 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-07 14:04:01.467 INFO structurefunction - fit_data: amplitude: 180 ± 10\n", + "2022-11-07 14:04:01.468 INFO structurefunction - fit_data: x_break: 22 ± 4\n", + "2022-11-07 14:04:01.469 INFO structurefunction - fit_data: alpha_1: 0.11 ± 0.04\n", + "2022-11-07 14:04:01.470 INFO structurefunction - fit_data: alpha_2: 0 ± 1\n", + "2022-11-07 14:04:01.471 INFO structurefunction - fit_data: Fit log evidence: -114.49868298129567 ± 0.12984044020094218\n" ] }, { "data": { - "image/png": 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", + "image/png": 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4X38o+xYREZHEUhIqMfntqweAoUkUh7JvERERSSwloTJmdC4fKM1OYvfNJyQ6HBEREemFdsfLmNG5fKBzHauIiIiMXBoJlcP0ZzPSSFKanYS5ccWhr0VERGR0UBIqh+nPZqSRRNPuIiIio5OSUInJAx+dOyr7FhERkcRSEioxyUtzj8q+RUREJLG0MUmAyFpQc+OKAa+rvGvVQe5adXBIYhrKvmXsM8Z83BhjjTHv7+Y5rzHmEWPMJmPMWmPMf40xU/t6TkRE4kdJqADvrAUd6BrLu1ZXctfqyiGJaSj7ltHNGPO8Maasl+dLgU8Br/XSzW+ttXOstYuAfwJ/7OdzIiISB0pCZUzrHOE1N66g7JaViQ5nxDDGXGKMedAYU26MaTfGbDHGfN8Ykz6Ydj1cY6Ix5lfGmFeNMW3RUcmyHtqeYYx5KXqNOmPMn40xhYO8NwdwB/A5oNt6XdbaDmvtf7s89Bowta/nREQkfpSEypjTWbaps3STvXWZ6oce7ctACPg6cC7wW+A64KloEjfQdt2ZDnwQqAde7KmRMeY04EmgAbgY+AKwDHjGGDOYultfAl621q4ZwGs+Bzw6iOdERGSQtDFJxhyVbeqXC6y11V2+f8EYUwfcDZwOPDvAdt1ZYa0tBDDGfBI4p4d23wLKgfdba4PR9puBVcDVwG3Rx+4D5kVfMx14whjjj35/sbV2hzFmHnAJcFovcR3GGHMTMBM4cyDPiYhIbJSEjnJHFpdXAib9cURi2en16O8TBtquh2uE+xnOicCfOxPQ6GtfN8bUAh8gmoRaa6/ofN4Y8zxwlbV29xF9LQNKgW3GGIAi4HZjTLG19rdHXtgY82Uio69nWWvb+vuciIjETknoKNe1uHzn9PNweuKTx4zKvqVby6O/b4pTu/4KAf5uHvcBA3oTRBPNQ8lmNFn9ubX2kSPbGmO+BFxOJMls6O9zIiISH0pCJSYpHueo7FsOZ4yZAHwHeNpauzrWdgO0hchoaNfrlALFQCBO1+js94/AY8AbwK3ATuC56Khp0Fq71Bgzsafn4hmLiMh4pyR0HIvHOfG3vbwfgOtPKYlbXMPRt7zDGJNGZONNEPh4rO0G4RfAvcaYW4BfAjnA7UA4+uso1trT+9Pxke2stZ/s8q3p4TV7e3pORETiR0noOHNk4hnrOfF/XxdZMjgUieJQ9i0RxhgvkZHBqcDyaAI26HaDYa29zxgzm8hO/G8AFrgfeIIBTseLiMjooSR0jOppw1LXNaTjTWfpps6vx/smLmOMG3gQOJ7I2sf1sbSLhbX2m8aYHxBJcqustZXGmE3AS/G+loiIjAxKQseQI5OszmSzs2B75+PjVdekMxGbuEaSaI3P+4iUHjrfWtvtyUL9bRcP1tpWYH30uucCs4mUaBoQY4wH+BFwPpENT+XW2vf00PYZII/I6Gsz8Dlr7dq+nhMRkdgpCR3huo5oduppFK+nkb3xPuLXna4J+5GPj5M/r98AlwLfBVqNMV03Bu3tMt3er3bGmOXAM8AnrLX3dDYwxlwS/XJJ9PfzjDHVQLW19oVom8XAeUQ2CwGcCnwF+JG19pVB3Nv3AA8wy1obNsYU99L2ImttYzSODwB3AYv68ZyIiMRISegw62mavLtks7PNkdPnGtmMXU+J5jgaIT0v+vs3or+6+jbwvwNsZwAnR5/C9o8jvr8t+vsLRIrdQ2S08j3AV4EkIqWfrrXW/qnPuziCMSYFuAaY2Fmn1Fp7oKf2nUlmVEZ/nxMRkdgZa22iYxhxoiM15YmOIyoPqEl0EDEaC/cA/b+PUmtt/lAHI0czxiwA/klkCcHZREo8/dBa2+Oxm9GTmJYT2Yn/Hmvt2/15TkREYqMkdIQzxqwe7fUJx8I9wNi5j9HKGPMGMLmHpxdbayuMMUuA1cAnrbV3RHfdvwicaK3d0Uf/nwQ+YK09fyDPiYjI4CgJHeHGQuIzFu4Bxs59jGXGmDygCvBaa/3Rx54Cfm+tfaCP1xoipzQVW2tr+/uciIgMzpHrt0RERi1rbQ3wX+BcgOimpGOI7rrvyhiTfcSmpYuJJLB1vT03VLGLiIw32pg08t2e6ADiYCzcA4yd+xjrrgPuMMZ8l8hazi9ba7fAO8d2WmsfA7KB+6OF+MNEksz3WmutMabH5xJwPyIiY5Km40VERERk2Gk6XkRERESGnZJQERERERl2WhPajby8PFtWVpboMIZcmz/Mpqo2SjI8pCU5u21T1eynsSNEUYZnUNcIhMLUtAZjCfMQj9OQm+oe9OurWwJ4nIaJWX0X+K9s9tPiC7FoQtqAr7NmzZqanuqEHvbeqtkWfXDGgK8xHu2o7QBgWq43wZHE10Duq7f3lojIaKMktBtlZWWsXr060WEMudUVzRz38zf5zHllnFx29IEwvmCYC/+0geIUN586sWhQ13hqaz01u5tjDRWAKfnJfGjx4H/+3rO6khZfiN9/dG6v7YIhy4fv28zinCRev+HYAV/HGNPjQQeHvbf+FC05+fHHB3wNGZ96e2+JiIw2mo4fxwKhyKY0l8N0+/wLOxrxBS1nzcwaVP8dgTCvxCkBBUh2x/Z2TXE78QX73oj34q5GqlsDfOuc0gFfIxy2YBz6dyUiItIH/bAcxwKhMADOHt4Fd6+uJC3JQdkgz6d/Y1/LYEPrVqxJaLLbgS96z73518Y6SjI8nDc7Z8DXaAuEwTi6X9sgMbnp8V3c9PiuRIcRd2P1vkRE+qLp+HGsPRBJyJJc3Sd3xxSl8tyOBoJhi9vZ/Whpb/Y2+GKK70hzC1Nier3HZQiG+x4JbewIsnRSOs4eRoh7k+J2gA2HBhOf9O7V8qZEhzAkxup9iYj0RSOh41iLP5Ir9TTCeO7sbAIhy+aq9kH1v2mQr+vOyWXp/dpQ1BuXwxAKQ1+1cZNcDtoDg8sjHQ4DNtz3cKuIiMg4pyR0HGvq6D0JXViSSqrHwao9A1/XGerHiONAnDEtK+Y+HCYystnXjLzLYahsDsR8PREREemZktBxbP2BVjxOQ2Fa9+WXHMZw1oxsDjb7+zWN3VWzL34z0pctysM1iOUAR6ppDZDqcfTZ195GH4smpAKRjUYtvlBkw5GIiIjEjZLQcexfG2uZU5jS69rHEyanEwzDnvqBre9s6ohPbVCAnBQXK8ubeWh9TUz97q7vYMnE9F7b1LUFqGsLsjhaH7QtEKapIxjZcCQJNTEziYmZsS3JGInG6n2JiPRFG5PGqdrWANtqOvjE8YW9tuscEdxT38HUARQJb/HHL2n77SsHD33dEQjz4WMLBtxHeyBEiy/M7ILkXts9s60BgKXRZDXF7QBc0d8lke69YnaiQxgSY/W+RET6oiR0nHotuiN3fnFqr+3q2yMjj+negb1V0jxDk7QN9sSkqpbIGs+pOT0n0oFQmL+vq+GYohROmRIp3u9wmB5PkxIREZHBUxI6Tr1a3oTDwKz83sse7YweKViYNrDkLydl8Mdr9mZ63uCObKyOJqFlvSShz2xroKY1wN2Xz8KY2NegSnzd8MgOAH7+/mkJjiS+xup9iYj0RUnoOPXmvlbKcrx9FoDf3+gHIG+AI5CpQzQSWpo9uCR0X6Mft9NQ0EMy3eILcdfrlUzN9XLe7OxYQpQhsnZ/fA8/GCnG6n2JiPRFC93GqW3V7eT3I7EMRWtq9nSqUk+MMSwojq24/JHOnJHV4xGjvQmGLBsq2zhzelaPI5y/fGkf1a0B/qxRUBlmr5U38cKORsyNKyi7ZWWiwxERGTZKQsephvYg2clDOxDe13rTgTp+UtqgXrelup1AyHLWzKxun19Z3sRTWxu4+azJnDwlM4YIRQbOF7Qsn5aJvXUZ5QOsQiEiMpopCR2nAqEw/RlUTHFHNuXUtw28NNKUXtZfDtS7pmfi6eF40d7UtAb49+Y6Uj0OFpV0n8Q+v7ORDK+Tm8+ePKjYVEtURERk4JSEjlNTcpPZEd101Jvl0zJxGFi9d+Dr1gZz9npPBrMWtLyugz+8dpBQ2PLT903tMZ7K5gCTMpNwD3TNQZRqiQ6PmfnJzMzvvcTWaDVW70tEpDdKQsepM2dksbO2g0AfZ1hmJbs4c0YWa/e14g8OPMmaFacfrkXpA9sYteFgG/esqcLrdnDHZTOZ2UsVgKoWP8fEsHQgxe0gw6taokPt9ktncvulMxMdxpAYq/clItIb/dQcp04uyyAQtqw/0NZn2/fNyyUQtrx9sO+2R9pS3T6Y8I4ykKn4cNjy2IZaspNd/PnyWZRk9HwajT8Y5mCzf0CF+I/UWUvUEceRXxERkbFOSeg49e5Z2XhdDp7f0dBn23mFKWR6nYcK3PdXe5ympy9ZkDeg9vub/PhDlutPKSGjjyL7O2o7CIVhycTBbXqS4XPNP7ZyzT+2JjqMuCi7ZSXmxhWYG1eQ5nGMmfsSERkIJaHjVIrHyYXH5PLSrias7X1DjTGGDy8uoLo1eKjoe3+8faA11jABmFs4sCn9zrWuSyb0nVhuro6M7i7t40x5Sbyt1e1sjdPIeqKV1/uwty7D3rqMJZPSx8x9iYgMhJLQceyCuTnUtwdZ049NRxneyC55Xz/WhYbDlud3NPLE5vqYY3z3rJ5re3YnEAqzck8zReluMvsoQdUeCPH3tdWUZicxObvnKXsRERGJP52YNI5dsjCfzz28g4fW17B0Uu8jgX96vZKMJCcTMj29tqtrC/Crlw7ELcZ5hQMreL9yTzPtgTA/PH9Kn23vXFXJweYAL35moQrUy5Aru2XloTqgpfrQIyKiJHQ8S3I5+NypJfzfU3vY3+TrcQPPnvoOqloCnDmj91HJvQ0+7lhVGdcY0/tY09lVY0eQF3c2MTHT02eh/B217Ty0voZrTyrm1KkqUC9Dr3MKXkREIjQdP85dMC8XC+zqpWbo//y3HJfDsLik98SubhAF7XuzqI/rdRUIhblrVSUWuOW8sj7b767rIGzhUycWDT5AGVaLStJ6PHBgNOvpvjo3L+koTxEZqzQSOs51Ht3Z4u9+refGg62U1/tYPi2T1CRnr30VZ/Q+VT9Qzb5Qv9v+Z0sDDR0hfvTeKf0qbJ+eFLlvX1CnHI0WP3//tESHMCR6uq/OkVNz44phjkhEZHhoJHScy4xOd7d0k/CFwpb/fbKcZLeDk0v73j2emxrfzzT9OdEJIqOab+xt4UOL8jmuj7WtnTKTIwn1nvr+XUNERETiS0noOLe5KlKiqLCbE4nuWHWQ6tYg587O7lexeIcxnDsrO+4x9qVzx/6pUzL6/ZopOV4K0918/d+7CenM91Hhyvs2c+V9mxMdRtyN1fsSEemLktBx7tntDRhg4RHrL1/a1chf36xmycQ0FgzgSMsTStP5zCnFcYuvrxqmAIXpkWUA/R05BfA4HVx7UjE7azv448r47eaXobO30cfeRl9Crt21uHy812gm8r5ERBJJa0LHuX9urGVKrvfQGkkAfyjMd57aQ26Ka1Ajm3mpbr51zmT8wTCBkKW2LcifXh/crvm2QJhUT+9rUTO9TjxOw+aqNt43L7fffS+fmsnsgmS+/d89fPqkkkHFJ+ND153tWqMpIhIfGgkd5+YVplLbGjhsxNEXTR6XTkrD5Rxc/cza1gAVDT5SPA4m9lFbtDd7G/oeITLGMCMvmee2Nwxoar3JF6KiwceUHNVsFBERGW4aCR3nlk3N5O7Vlexp8B3aVW6IJJ79mAk/SjBkWbGrkRd3vnPO/HmzB79OdFedj1kFfResn1eUwobKNtbub2FJP4/g/MsbVbQHwvz+0pmDjk+kNypQLyLSMyWh49yyaZFC7U9vbeDqEyI1M12OSBLa2kPZpp6EwpbvPlNx1OP/juH4zpV7mjm3H0ns9DwvDgOr9jT3mYRaa/n35noeWl/LR5cWcswA1rxK4pxU2v+NZyNFfwrUj8b7EhGJByWh49z0vGTOnpnFX96s4qSyDOYWpuB1R6bQX69o5rSpGST1Y2c8wOqKvs+gH6jZBcn9amcthC2k91HLtD0Q4qcv7OPpbQ0snpDGre+bGo8wZRh8vx9HsY5GY/W+RET6ojWhwj8+Opf8VDc/X7H30NrQm8+ejD9kWbWnud/9/GfL4Ec8e1KQdnTpqO50ntY0MavnKc9Wf4jrHtzOs9sb+M65pbx+w2JyUvrXv4w/XXfED9dUeml20rBfU0QkUTQSKmQmu/j6WZP5wiM7ONDspyQjiVn5KUzM9PDSriaWTEwjpY8d6kOlKL1/m5oaOoJ9tn+tvInyeh8PfmwuFy3Ii0t8MnwuvmsjAA9eNXdYrjdcZ713va/dN58w5NcTERkpNBIqQKR4O0BTxzsnJ33n3DICIctLu5p6etlhBnLWe39Ny+37CE54Zx1rb7vjq1oCAJyTgIL6ErvatgC1bYFEhxF3Y/W+RET6opHQcSgctrQFwqS4HTiiyVvnWsq2LpuRpuR4OWN6Fi/uamT5tMw+14aeWJrO2v2tcYtzQXFKv05qAvBES0m1B3reTFXXFiTZ7SCtj3WjMr4cuYNdo5EiIsNDI6HjUFsgTFNHkLYuCVtz9Ox4c0RZ0Avm5hAIWXbV9X0aUWG6h+MmpcUtzgX9HFm11rKhMnL8qNfd81vaFwzjML2Plsr40zntbm9ddigZFRGRoackdBxKcTvI8LpIiSZs1lruXl1JqsfBvKLDa3IWRM+U7+hlhLGrpXFMQqfm9G8q/qVdTaza08KlC/OYV9hzTdEFxam0+sOs2dv/zVYiIiIyNMbcdLwxZhJQCbitta3GGIe1dmAFL8c4h8McNiX9sxX7ePCtGj6ypACP8/DPJZ1HZvqC/Rs9LEgb/OlIXZ0/Jxtz5LBsN14rb+LZ7Y2cPTOLa08q7vU1x01Ox+003LHyIMdPVm3G0ebMGVmJDqFHsUzpj+T7EhEZSmMqCTXGnA/8EHgZyDbGfNNau0WJaO++82Q5x01K46rjCo96rrP0kXMAY+bnzMriyS0NMcV07IS+R1QPNvv575YGJmZ6+Orpk3D0kbRmel0sm5rJA2/V6JSkUeibZ5cmOoQexXK2fF/31Vm2SURkrBkTSaiJDH9NBH4AfBbYBFwJPGeMOdtau6GvRNQYcw1wDcDkyZOHIeqRoaYlQGNHiKWT0rtN4p7Z1oABZvfj6MxOx09KH3QSesLkdM6ZmXVow1RvHt9Yh8dpuO3i6f0+474kw8Oz24IEQ7bfrxHpqmtSOBwbmbr2b346pJcSERlWY2JNqI1UWN8PvApsA6qstbcSSUqfNMbM7Gsk1Fp7u7V2qbV2aX5+/tAHPUJsqY5s6JncTZH3UNjyyNs1FGd4BrSj3OkwfOG0kgHHcsHcHM6dnd2vBLSiwcfeRj9XHVdIelL/P0vlprixQFWLf8DxSWKd94f1nPeH9YkOg903nxDXjUwj5b5ERIbbqE9CjTHTjTHHAVlAJnBFNCnFWvtL4BfA140xXtOfRYbjRDhsafGFaI7WBU1xH51krtvfSqs/zEllvZ/F3p2sZBcXzc/td/uPLS3g2In939RU0xqpq3jiANZ2NvuCPLG5jlSPyjSNRu2BcK8luEarsXpfIiJ9GdVJqDHmvcBDwE+AbwP3AdcbY27q0uzvgM9a29GZnMo7ZZo6d78fbD56ZPCFnY24HDArv3/ntx/pmKL+TeFffXwhZf3cCd+pc+T2rQP9q0u6paqNa/6xjZ21Hfz1yjlkeMfEShQREZFRa9QmocaYk4kknx+z1i4HPMDxwMnAdcaYm40x04HTgSXGGB2T00VnmabZ+ZFEcV/j4dOKYWt5ams9M/OTcQ9kV1IXxhiuO7mo1zafOqGw1/Pee5KT4iLV4+CNfS19tn1uewOfe3gHYQsvfXYhF8zr/witiIiIDI3RPhz0A2vtm9GvvwHcZa3db4w5HbgZ+BKRxPTj1tr6xIQ4MnUt0zS3MIUnNtdz+eKCQ8XefcHIFGFJxsATxK4K0jzd7pb/0KI8ZuYn96sMU3eMMaR6nGypauu1XUN7kB8+V8GsgmSeu24heWnuQV1PxocjNx0lqg8RkfFgNCehK4G3AYwxTiAJKDHGFFtrdxpjvg3sA1KttY0JjHPEu+2i6Zz+27f4x1vVfGRJpExT56FC/dgj1KeTSjM4qTT+dTn9wTDzi3s/VelfG2vxBS1//+hcJaCj3Hvn5Az5NQa6070z4eyabA60j+G4LxGRkWjUJqHW2hDQFP3WAA1AnbX2gDHmSuA04AYloH1bPj2LYyek8fTWhi5JaDQLHaFbucJhS3swfOjM+27bWMtjG+pYOjGNOb2cpCSjw5fPmJToEI4Sj/JMI/G+RESGw6hdE9qVtTZorW0BKowx3we+CPzaWtue4NBGjRNK02nqCB76PsXtxGGg1T8yd+2urGjGF7S9nnxU1RygujXAp04sHsbIREREpD9iHgk1xqRaa1uPeKzEWrs/1r4HEIMB3ERGP93AmdbabcN1/bHA43QQCL9TPMDpMKR5nNRFSyGNJA3tQZ7d1siETA/LpvachO6q6wDoc8peRofTb1sHwPPXL0xwJPE1Vu9LRKQv8RgJvb9r/U1jTB7w7zj02282wg/8H3CeEtCBczkMgdDhFazmFaVQ0eAjGBo5la2stdyzugqAn7x3aq8bm9btj+ycn6upeBERkREnHknom8BvAIwxGcATwK1x6Hcw7rbWbkjQtUedYMjy5JY6rn1gG7e/doCSDM9hz18wL5cWf5hntzckJsBu7KzroL49yJeWT6DoiHi72lTZxgPra3jX9Ewyk0ft0mcREZExK+afztbabxpj7jXG3AycTSQRvCf20AYVy8gZshvhWnwhTv31Wtbtb8XrcnBCaTqXLz78uNKTSjM4f04OT2yqY2FJKoXpPSd9w+WNva0kuQxnTs/qsU2LL8R3n9lDboqbBz42d/iCExERkX4bdBIaHfXs9EXgceAZ4M/GmAxrbVP3r5SR4MI732b9gVa+uGwC756VTZKr+0HxT51YxNPb6nl0Qy3XJHiDT0cgzOaqNi6an4enh3ittfzk+b0caPLzwvULyU5RWSYREZGRKJaR0AbAEini0/n7UuD/Rb/X4dwj1Np9LTy7vZErjy3gfX2cHpTpdfHRJYX8YeVBKpv9CR0N3VXXQdjCaVMye2zzyNu1vLCzke+cW8qpU3tuJ6PPBxfm991oFBqr9yUi0pdBJ6HW2jFR3mk8+syD20jzOLlsUf9++J0/N4c7Xz/Iyj3NfSatQ2lXXQcuh2FOYfdn2W+pauO2Vw5wYmk6N6n24phz/SkliQ5hSIzV+xIR6YsSyXFmV207r5Q3c+nCvEPHdvYl0+vi9GlZbDjY+xGZQ6nVH2L9gTaK0t3dnmUfDFm+/2wFOSku/nX1Mbh6mK6X0avNH6LNH0p0GHE3Vu9LRKQv8agTWgB8G1gIeDsft9YeG2vfEn8r9zQDDPgYzQ0HW/udtMaTtZY397Xy5NZ6AiHL/5xd2m27xzfVUV7v45GPzyU3VetAx6L3/PFtYOzV0xyr9yUi0pd4DBfdAewG8oBvAfuJbFKSEWjVnmY8TkNZTlLfjaNCYUtNa5Bpud6+G8fRwSY/v3n5AP/cWEem18Xtl85gRv7RU/Gt/hB3vX6QBcWpCV0uICIiIv0XjwKKk6y1PzTGXGGt/acx5r8Mc7F66b8t1e0UZ3i6ndLuSUN7kGDYkp0yvPU2/7a2mhZ/iK+fOYmzZmT1WJj+xZ2NNHSEeOKSGb0WrxcREZGRIx4job7O340x2UAQmBiHfmUIzC9KZW/jwE5Byklx4XUZDjb5hzCyw4XDliZfiMsW5nP2zOxek8uKBh9OBxw3KX3Y4hMREZHYxCMJ3WqMyQHuBVYBa4icoiQj0PQ8L6Ew1Lb1/0x4YwzHTUpnR20Hw3UeQGNHCGthQmbfywb2NfkpSvfgcmoUVEREZLSIx4lJH4l++QtjzGogG03Hj1jT8iJrKnfWdQyo5ucJk9N5cVcTd6+u4oML80jxDO0mpZbobuHcPpYAtPhCvLm3hbNnZQ9pPJJ4Vy0tTHQIQ2Ks3peISF/issjPGFMMzLLWPm+McREpVK+aIyPQSaUZeF2GVXuaB7RD/j1zcmjyhfjjyoP86qX9vP+YXGYVpAxZnE5HZFSzr1UDf3mzimZfiJvPmjxkscjIcNXxRYkOYUiM1fsSEelLzNPxxphLgNeAu6IPzQMeibVfGRpet4NjJ6SxKlqqqb+MMVy+uIDbL51BstvJ39bW8My2hqEJEuicWfeHwj22qWsL8PD6Wj60OJ9FE9KGLBYZGWpaAtS09H8ZyWgxVu9LRKQv8VgTehNwLFAPYK1dB3RfzFFGhCWT0qltCwxqfee03GTu/8hszp2dzUu7mtjb4Ov7RQNkreU/m+sBKOphyUBls58bHtmBxWoUdJy45J6NXHLPxkSHEXdj9b5ERPoSjyQ0ZK2tPeKx4dtGLQP29NYGZuWnDLqckdvp4HOnlOB1GZ7YVBfn6OC57Y3srvdxzYlFzO5myr+8voPPPbyDuvYgz1y7gLlFqXGPQURERIZWPJLQZmNMEWABjDFnAfHPTCQuWn0httW0M7cwtvWcKR4nV59QzIHmAOV1HXGKDlZXNPPiribOn5PDh7o5237t/hY+89B2gmHLy59bxClTMuN2bRERERk+8diY9DUiu+GnGGNeAqYA58ehXxkC3/pvOcGw5ZQpAzu2sztTcyInKLUGel63OVBbqtpJdju44bQJR43UvrW/lZse30VhuocXrl9Iac7wnuAkIiIi8ROPEk2vG2NOB04GDPCKtbYh1n4l/p7aUs+tL+zlfXNzOCYOU9hPbavH7TDMyItfMuhxGTxOc1TNz63Vbfy/x3dRkOZh5RcWD6i8lIiIiIw8MSWh0XJMP7LWfgnVBh3RAqEwH7p3E6XZSVx3cknM/XUEwjyztYF5RSkDOgK0L26ng2D46A1TP31hH2lJTl77wiIloOPUdScVJzqEITFW70tEpC8xJaHW2qAxZnG8gpGhEwxbGjuCnDsrG6879qRx5Z5mAmHL/OL4bgo60OQnuZv49jT4uObEYooz+j5BScamyxYXJDqEITFW70tEpC/xWBP6hDHmG8CfgJbOB621TXHoW+Ik2e1kRl4yGyvb4tLfCzsbSHIZyrLjlxQGw5aa1gCXLMg76jmvy0F7QOcfjGcV9ZENcJOyB7f8o+yWlZTXR0qKlWYnsfvmE+IWWyxivS8RkdEqHknoD6O//1+XxyyRU5NkBDlnVja/f/UAext8TMwaXPIYCIV5YUcjL+xoZNGENByO+J3XvqOmnbCl29HVFI+D/U39q/wVDlvaAmFS3I64xieJ9ZG/bgHg+esX9tm2M+HsmmyW1/uwty4DwNy4YugCHaCB3JeIyFgS87ystdbRzS8loCPQdSeV4HU5+NzD2/nXxlpC3ay97El7IMRdrx/kfXdu5LvPVJDmcXJSaXrcYmvsCPLI27Vkep0snXh0v6dNyeRfG+v43tN7+iyy3xYI09QRpC2Ou/ZldOlMODtHPo9Ump2EuXEF5sYVlMZxNF9ERPovXmfHzwHeRWQE9Flr7eZ49CvxNbswhVc/v5hL79nIrS/s46H1tVx3cjHHTeo9mXytvIlbnt5Dqz/MxEwPy6dlMi3XO+hi90fa3+jjwfW1hMLwy/dP63bN6tXHF1HTGuAb/95NTWuAH50/hY6Q7Xa0M8XtAFzR30WONlKm4kVExrOYk1BjzNXALcB/og/dbIz5hrX2T7H2LfE3pzCF9V9ewoNv1fCZh7bz1X/t4icXTGFJN6OPwZDlmge2sqvOR6bXycePK2ByjOvWrLW0B8I0tAepbQvyyu4mDjYH8DgN3353aY/9u5yGm86cRLrXyc9W7GNyVhIfXJQPuEhLOnzg3eEwRz0mIiIiI0s8RkK/Ciy21h4EMMYUA88T2agkI5AxhksW5rN0UjpTvruKfY1+lkw8ut3vXzvArjofy6ZmcNrUTFwxrK/0BcO8ua+Fl3c10eJ/Z5o8xe3g2pOKee/cHFI9vSeODmP43CklrNjRyNr9rXzyxGKNdoqIiIxS8UhCKzsTUABr7QFjTFUc+pUh5nX1nMA9tbWeB96q4YTJ6ZwxPavXfurbgtS1B2juCOELWlKTHKR7nFigsjnAwWY/Gyvb8IcsBWluPra0kKIMD0XpHsqyvUcVpu+NMYaSDA9v7mvRaOc4c+Pybj4pjQFj9b5ERPoy6CTUGNN57uMzxphvA3+Mfv8p4JEY45JhUNsWAODIAc72QIgfPVdBYZqbs2dm9drHmr0t/GtjXa9tvK5I4viV0ycyNw4nNWUmu9hZG7/z6mV0uGBe7oBf07kBqfPrkWgw9yUiMhbEMhLaQGQjUmcK880uz1ng1hj6lmHw0xf24nYYTio9/Bz5tftaCYYjJZ2cvUzB72/y88SmOorS3dz0rsnkpblIcTupbw9S2xogbGF6npecFHfcYvYFw7yxt4XLFuXHrU8ZHbZURWrczipI6fdrRsMGpMHcl4jIWNDvJNQY4wFKgCCw31qrxXij2Cu7GrlzVSWXLcwjN/XwJPH1imZcDpjcy8hReyDMX9+oItnt4HcXzyAz+Z23Ulayiyk5Q1N4+9XyJtoCYa44VqfMjDeffmAbMPbqaY7V+xIR6UufiaQxJsMYcw/QCOwAyoE2Y8xrxpj/NcaUDXGMMgQ+89B28lLdfOy4wsMeD4UtT26tpyjd0+tGpO017bT4wxjg+R2NtA9DTc499R387pUD5Ke6Ob2PdaoiIiIysvVnJPR24N3Aj4A9QDrwUyAXuBn4ujHm98BXrLVaqDcKbKtuZ+3+Vq4+vohk9+Gbe97c10KrP8x5sw8v2VTZ7Gfd/lYmZiYxuzCZeYUphK3lxZ1N/PzFfdz2yn4ump/HB+bnUpDmiVusB5v9bK1uZ1t1O49trMVpDE9fO7/XZQIiIiIy8vUnCX0PcK219i8AxhgnkST0MmAv8FGiZZqMMWdba9uHKlgZvK5HWd656iAOA+fOzj6q3X+21ONxGmblR9an1bYGeHRDLRUNnUdmNpOR5OSsmVksLEljQXEqFQ1+nt3ewP1rq3ngrWp+9YHpzI5xfVtNa4Bfv7SfF3Y2ApHNU7MLUnj0E/OYnpccU98iIiKSeP1JQn1AdXdPWGurgJ8YY+4FniMyMvqN+IUn8dJ5lCW4eHFnI6keZ7clmt7a34LLYTjY7KcjGOY/m+tp8oW46rhCLpyXy7r9LdzydAWPbajjmKIUjDFMzk7iquMKqW8Lcueqg3zx0Z386UMzKUof3IhodYufGx7dSW1bgP85ezLvnZvLMcUpR43aioiIyOjVn81FTwDX9tYgWif0f4CPxCMoib8Ut4MMb+Qoy59dOI1Wf4jfvXrgqHbffncZHcEwd6yq5L43qqltC/LRJYV8bGkhWckunA5DMGxZPi3zqGM7s1NcfHRpISFrue6BbbT4QgOOs7olwA2P7qSxI8jz1y/k2+eWcdzkdCWgws1nTebmsyYnOoy4G6v3JSLSl/6MhH4NWGWMeRT4ErC7h3YdQF6c4pI463qU5XGT07lx+UR+/PxeTinL4KSyd0o0zSlM4fZLZ1DR4CMv1U1eipvC9Mju+Y5AmB88W0FWspOTSrs/bz4/zc2HFuVz7xtVfOofW/nz5bP7XYy+uiXAjY/toKE9yDPXLeDEI0pHyfh21syjl4+MBWP1vkRE+tLnSKi19gCwDCgEtgIvEKkDepwx5hhjzBxjzCVE1omuGspgJX6+fW4pU3K8/M9/y3l2W8Nhz03LTeb0aVkcU5RKUYbn0IhnXXuAVn+YpRPTe90YNDXXyzkzszjYHOCtA639imdXXQeffXg7NW1Bnvz0fCWgcpS1+1pYu68l0WHE3Vi9LxGRvvSr1qe1dpe19kTgUiJF6juA3wLrgLeBvwN+IqcljSjmyDnjcSwctrT4QoTDlmS3kze+dCxzC1O45ek9PLS+ps/Xl2QkkZ3s4s1+/MCcFz0Zqby+74IJK3Y28rmHtxMKW17+7CJOmZLZ983IuHPDozu44dEdiQ4j7sbqfYmI9GVABeettQ9Za98LZAGLgYuADwLHWWvnWWu3xT/EgTHGnGCMWW6MOQ7AWmuViEZ0bk5qi9b0zEp28doXFnFyWQa/emk/96/tdv/ZYT68OJ/atmCfx2ameRy4nYbddb23u3t1Jd/6bzmTspJY88VjWTwxrf83JCIiIqPWoI7ttNYGiIyCrotvOLExxpwH/JLITv0CY0yttfbqzkTUWmsTHGJCpbgdgCv6e0Sy28nz1y/khF++yVNb6/s8DvPsWdnctbqSP6+pIs3jYFJWEoXpHlLcDpKi/da3BaluDRAIWfLTej+yc0dNpKLXd84to7SXU5a6lphyqEaoiIjIqBfL2fEjSrR+6ceA71hr/2yMyQCeMMY8YK29pK9E1BhzDXANwOTJY3OnatfNSV25nIbZ+ck8v6Oxzz4yvS7+/pE5/GtTHZsq21izt4VNVUeXhk31OJie6+VDi3o/XvNr75pEzT93ccW9m6lvC/LJE4q6TTK7lpjq7h5ERERkdBkzSai1NmSMebPL903AqcaYF40xv7fWfrq3kVBr7e1ETodi6dKl427E1Ot29PvozRSPkw8ufGfE1BcM0+oP0eoPE7aWonQPSd3UIO2prx++t4xv/qecTz+wjZ+t2MtdH5rFCUdsTOpuFFdERERGr1GfhBpjZlprt0a/3Qd8zRjzgrV2T/SxDwC/M8bMtdZuTEyUI1tDe5BH3q5lUlbSoF6f5HKQ5HKQM8hDktKTXPzsfVN5elsDv3/1ACf+ci33f2QOH+yyNKCnUVwZP753XlmiQxgSY/W+RET6MqqHlYwx7wXWGmP+BmCtvRd4GHjZGDM5+lgNECRy5r104+tP7KKhPchnTilOWAzGGM6emc09l89iTkEKn/z7VvY3+hIWj4w8J0/J5OQxWDlhrN6XiEhfRm0SaoxJBT4L3AB0GGP+CmCt/SZwF/BPY8ynjTHfABYCVQkKdUR7c28Lv3vlABfNz2NmfmznvcdDisfJTWdOwh8Kc/X9W/t+gYwbr+xq5JVdPa9bLrtlJebGFZgbV1CaPbhR/UTo675ERMaqUTsdb61tNcZ8AmgCHiIy5f5Xa+3l1tpvGmPeAIqAKcCl1tpdiYx3pDhyl/mvX95HksvBx5YWJjq0Q1LcDsJhmDyKEgkZel//924Anr9+YbfPl9f7sLcuG8aI4qOv+xIRGatG7UgogLV2v7W2JTrl/mnA0zkiSuR0pyestZ+01r6duChHlq61Qhvbg/zljSrOnJE1otZbPrS+hpC1fHn5xESHIiIiIkNkVCehXVlra4kkoh3GmC3Ao0AosVGNPCluBxneyC7zX7y4j46g5YK5OYkOC4CwtTy1tZ6H367ltCmZzChI/PIAERERGRqjdjq+O9baGmPMW8B5wNnW2r2Jjmmk6dxl/vMVe/nWf8s5fVomM/OTEx0WGw+28uuXD7Cpqo2Z+cnc+aGZiQ5JREREhtCYSkKNMdnAe4BzrLXrEx3PSHXr83v58j93smxqJt84czKJPNW0sSPI7a8e4InN9eSmuPjdJTP4VA8F62X8KrtlJeX1vkNf7775hARHJCIisRpTSai1tt4Yc4G1tvcDy8chXzDMo2/X8uPnKli9t4Xl0zK5+czJuJyJTfa+/0wFr1c08+XlE7nx9IkUpLmVgMpRyut9vPmlYwFY/NM3EhxNfP38wmmJDkFEJCHGVBIKoAT0HeGwZU+Djz++doBfvbyfpo4QhWluPnlCER9alI9zBCR7M/OTWbWnmc+eWkJRhifR4cgItmhCWqJDGBJj9b5ERPoy5pJQiWj1hfh/j+/kjpUH6QhaTinL4MJjcjl2QtqISD47nT8nh/veqOKPKw/yfzo5Rnrx9Nb6RIcwJDrv66yZ2QmORERkeCkJHaN+/fJ+fvPyAc6Zmc2Hj82nNNub6JC6VZju4bhJ6fxh5QElodKrW57ec9RjXdeKjqYC9V113peSUBEZb5SEjlGvVzQzIdPDTWdOSnQofTp+cjor9zRTXtdBac7ITJZl+PUnwRytBepFRERJ6Jj1WnkT03KHr/SStZZ7Vlfx0PoaJmQmkZns5LJF+Swq6Xu924LiVACe39HAx3KKhjpUGWGOTDY7d74fmWCeftu6hMQnIiJDQ0noGNXqC1HXFiAUtsOyBrShPcRdqysBaKpqA2DjwTYe/cS8Pl87NddLhtfJCzsa+dhxSkLHm67JprlxRZ/tS7OTDrUbrVPwIiKiJHTM+umF0/jE/Vu56/VKrj5h6BO77BQXP79wKq/sbqIo3UNJhoc5hf078chhDLkpbho6gkMcpYwFqhEqIjI2KAkdo646rpCXdzVxx6qDTMn18q7pWUN+zYUlaSzsZfr9QJOfR96uwQCXH1tApvedt1+K20FTh05ZlZ79/pIZiQ5hSIzV+xIR6YuS0DHKGMNvLp7Oyj1N/PDZCorSPczt58hkvFW3+LlnTRX/3lyHtRC2sK2mgx+9d8qhpQK5qW7WH2jFWpvQE5xk5JpVkJj371Abq/clItIXR6IDkKGT5HLw7HULyEt1840ndrGjtn3YY3hqaz0fv38r/91cz7UnlbDnmydwxwdn8sa+Fu6JriEFOKk0naqWAG/sbRn2GGV0+OeGWv65oTbRYcTdWL0vEZG+aCR0jMtP8/DsdQs49dfr+MIjO7j1fVOZlT88Iy8/fq6CJzbXM68ohUc/Po9peZHd+h8/vpAVOxu5Z3Ul0/KSWTY1k5PKMnAYePjtGpZMSh+W+GR49LT7faBufWEvABfMy41bbCPBWL0vEZG+aCR0HJhVkMIdH5xJqz/MturhGQ1t8YV4YnM9H11awNovLTmUgEJkqcBtF09naq6X//1vOX947QCVzX4AQuFhCU+GUefud3vrskPJqIiIiEZCx4mfPF9BepKTM2dkDcv1OqtCzS9KxeU8eo1nisfJm186lhv/uZM/vHaQ+9dVk+Zx8uXTJw5LfCIiIpJYSkJHOV8wzI+eq6AjEGZ2QQpzClNYUJyKxxUZ5LbW8s8Ndby4q4krjy0g2e0clrg69xaFbc9t0r0ubr90Ju+Zlc1nH9nBd88tIzfVPSzxiYiISGIpCR3FWn0hTv/tOlZXtOAw7yR8XpeDhSWpLJuayd/XVVNe7yPD6+T9xwzfmrP711YDMD96GtKRwmFLWyBMitvB+xfk8/4F+cMWm4iIiCSektBRqqE9yKm/Xsumyja+esZEzpqRxYEmP7vqOli7v5U1e1v48fN7WVCcyo3L8zh9WhZpSfEfBa1pDbCpso2FJalkROt+3rumkrtXV3H2zCzOnZ3d7evaAmGaOoKAa0jikrHnz5fPSnQIQ2Ks3peISF+UhI5Sy3+zji1V7fzP2ZNZPi0LgMnZXiZnew997w+F8TiHZu9ZZbOf2187yPM7GghbcDkMx09OJ9Xj4KmtDVy5pIA/XTarx5qfKW4H4Ir+LtK3SdneRIcwJMbqfYmI9EVJ6CjU4gvx1oFWPrKk4FDC2Z2hSkDXH2jlK//aCcCNyyfy7lnZPLG5jntWV1HfHuDLp0/kB+dP6fXMeofDaAR0nOss3dTf89/vf7MKgMsWFwxlWMNurN6XiEhflISOQlur2wCYlpvcR8v4q27x863/lpOf6ublzy1icnQU58yZ2fz4vVNpD4RJVXLZo/UHWjE3rgDg1fQmTizNSHBEidNZuqm/fvvqAWDsJWtj9b5ERPqiudBRaGNlJAmdnNW/EaR4+u4zFfiCYZ789IJDCWgnh8P0KwENhy0tvhDh3rbOj1H+kD1UM7MjqKKoIiIyfmkkdBR6YlMdWV4nk/s5jRkvGw62sm5/K794/zTmxHAOvTYlJU68Ti8abN+l2UmHRoL7Ow0vIiJjk5LQUcYXDPPo27WcMT2r1zWXQ+Efb9WQ5nHyieOLYupHm5ISp+sUeGcyOJx9xzPpFRGR0U1J6Cjz4s5G2gJhTpkyNGsJOwJh/ra2irxUN+fPyTm0u/3JLfWs2NHIl0+fGPPopTYlSU80UioiMn4oCR2BGtqDHGjydzvl/fbBVgDmFAx+Orwn6/ZHaovua4yc475iZyNfOX0Sj22o5d43qlhckso3zpoc9+uOV16Xg+d3NHDGjSviPjU+XI6cgo9Vb38GD3x0bsz9j0Rj9b5ERPqiJHQECYctv3/tAF97fBctvhC/vmg6151cclibrdXtpHmcZHrjO5L48PoafvnSforTPTxz7Xw2V7Xzpcd28OH7NhMMW64+vojbLp5+6DhQiV3nznj78WVxnxofLgPd4R6LvLSxeaTrWL2v0c4YMw24GygAWoFPWWtXD6adMebjwJ3AB6y1jwxx6CKjhpLQEeSOVQe5/sHtLCxJJcnp4PoHt1Oc5j7sSMvntjdEpix7KAI/WI9uqGVarpd1Ny4hNcnJu2Zkc9bMLD721y1ctiifL5w2Ie7XFBmIu1YdBOCqGNckjzRj9b5GA2PM88BV1trd3Tz9O+Aua+0fjTFnA/cZY2Zba48s69FrO2NMKfAp4LUhuxGRUUrDWiPIL1bsY2qOl5+9byq3nFdKWXYS1z64nVZfCIC3D7Syuaqd5dMy43rdLdVtlNf7+OKyiYeVWJqZn8Krn1/MDcsmKgGVhLtrdSV3ra5MdBhxN1bv60jGmEnGmAeMMY3GmCZjzEPGmD7X9xhjJhpjfmWMedUY02aMscaYssG262es+cCJREY4sdY+FX1qyUDaGWMcwB3A5wDfYGIRGcs0EjpC7KxtZ0NlG9ecWIQxBrfT8KXlE/n8Izu46K6NzMxPZs3eFtwOwzkzuz+PfbAe31hHkstwxRIVy5a+xXsdqIx9xpgU4FkiidjHAAvcAjxnjFlgrW3t5eXTgQ8Ca4AXgXNibNcfk4H91tpAl8fKo4+vHkC7LwEvW2vX6IO8yNGUhI4AW6raePft63E5DGfOyDr0+PziVD6ypIAH36rh1fImnAYump9LZnL8/trW7mvhP5vruXJJAVlx7FdGviN3onduCuqu3ueRjw3XOlAZMz4FTAVmWWu3Axhj3gK2AZ8GftrLa1dYawujr/kkPSeX/WpnjLkPmBf9djrwhDHGH/3+Ymvtjh76728WaaLXmQdcApzWz9eJjDvKOhLsobdq+MhfNuN2Gn5wfhkFaZ7Dnv/E8UUx1+XsyY7adm7+z25KMj385H1Th+QaEpuhLC7fta+uG6O6q/c5nBuQZEx6H/BaZwIKYK3dZYx5GbiQXpJQa22/jhYbQLsrOr/uZU3oHqDEGOPuMspZGn28v+2WRb/eFh0FLQJuN8YUW2t/259YRcY6JaEJ0OoL8fLuRr73TAUv7GhkdkEy33536VEJ6FB6bnsDP3puL6keBy9cv5CcFO3QHYniUVxe0+cyAswDHu3m8Q3ApcMcS5+stdXGmFXAVcAfohuODJGp/n61i+6QP5RsRhPen2t3vMg7lIQOs0fW13D5vZvoCFq8LgcfXVLAFUsK8DgHt0dsW3U7j26oJT/NzZnTs5jYj/PkX9rVyC1P72FOYQr/+dT8fr1GRq/+jGKOhiLxT3zymESHMCTG6n0dIQeo7+bxOiC+i9zj51rgbmPMV4A24IouO97/CDxmrX2st3Yi0jslocPo96/u5/oHtzMrP4WrjitkfnEKye6B1/u01rKpso3vP1vB3kY/LgcEw3DX65Xkprj433eXckxRarev3VLdxi1P72FmfjIrP7/40G54ay1hy7AfBSr9190aznhN1/f0us5rjoTENMUzNk/ZGqv31Y3uErOE/odjrT29l+e2ASf38Nwn+9Ouv9cSGa+UhA6THzyzh5ue2M0Jk9P51jmlJA/i3PQ2f4jHN9Vx3xtVNHaE8DgNp0/L5ITJ6fhDYTYcbOOV3U184ZEdfPPsyZw+LeuoPu56vZIUt5MXrl94KAFt84c45sdrCITCvPy5RZSke3CpKP2I0zVRLLtl5aHksLvp+nhNwY+kU5xue3k/ANefUtJHy9FlrN7XEeqJjIYeKZvuR0hFZBxQEtqN1v1bWPWdZeSmuMhLdZPhdWJi+MDeHghxYkUzb+a4KHUnYZ4beF/+UJgt1e1cGrZ82GXIyHOR6nHg6DCw9Z12oVzLwWY/oZdh/o6Uw+JuD4b4flU7ZTleCh7wHnrcEQxzZ3sTAOl/TSXsccIglwfI4PS0U70n3T1/ZB+J3Eg0FNP7f19XDYy9ZG2s3tcRNvDOjvSu5gIbhzkWERkhlIR2w5jIHNHeRh8VDT7cTsOC4jTSkwY3bVbe4MMAEzI9g0pmOxPQsLUUpnt6HUV1OgxZyS6qWwI0+0JkJL3zV3ywKYDTYZiQefgGKK/LwZKJaYQtJLsduDUlP+y6G+WEgSVwI2nUciTFIiPCY8BPjDFTrbU7AaKF5E8BvpbIwHqiYztFhp6S0G6EcqbT+uHHaPGFWLmniT+8dpD2ijBvf3kJk7K9fXfQRUV9B8d8bxXvm5vL50+bMOBYWnwhLr93E76Q5WNLC5iQ2XdSEgxbfvLcXk72ZvA/Z5cCsL2mnU/9Yxvffncpp51TetRr0gccmfToE7El8UrgZAz6A/BZ4FFjzM1E1of+H1AB/L6zkTFmOfAM8Alr7T1dHr8k+mXniUXnGWOqgWpr7QsDbddPOrZTZIgpCe1FWpKTM2dkU5ju4XMP7+ClXU1cPsAk9O2DbYTCcMb0rEHFsKO2nRZ/mEsW5PUrAQVwOQxlOV7W7nvnEJKt1e0AXKlTkURkmFlrW40x7wJ+BvyZyGTTM8AN1tqWLk0N4OToI6X/ccT3t0V/fwE4fRDtetXlOM73RON/KlrrcwldTkzqq90Rx3be2t/ri4wXSkL7oXMa3h/qVy3kbsW66zxlgBuZejohzqWpdhFJAGvtHuDiPto8Tzc75q21/fqPq7/t+kHHdooMA6NyZkczxlGLMeXY8DtZp3E4Dvt++OQBNQm4bjyNhXuA/t9HqbU2v7snolOD5XGNKjHGyt8pjK576fG9Jf1jjHmDSJLYncXW2gpjzBLgL9baWV1e9xTwW2vtQ10e67EdsIXIKOhp1tqAitWLHE0jod2wNpyb6Bg6GWNWW2uXJjqOWIyFe4D43MdYSSDGyt8pjK17kb5Za4/tRzMd2ykyDFSHR0REpAtrbTXQeRwnvR3b2VM7a+1vrbXF1toya20ZkY1J1ygBFXmHklAREZGjXQt83BizFfgxRxzbaYx5X1/tRKR3mo4f+W5PdABxMBbuAcbOfcTDWPqzGEv3InGiYztFhp42JomIiIjIsNN0vIiIiIgMO03HdyMvL8+WlZUlOozDhC2Ewhanw6BSnyPbmjVranraBZ+Zk2szCiawt8HPQs/+SN3WvBnDHaKMUr29t2Bk/t81Uuyo7QBgWm7vB470t91Y1Nf7SyTelIR2o6ysjNWrjzoiOKHCYUtbIEyK24FDWeiIZozpsQ5oR3IBjot/iycQ5tXp3yXZ7YSPPz6c4cko1tt7C0bm/10yevT1/hKJN03HjxIOhyEtyakEdJRL8Tg5Z1YOT316fiQBFRERGac0EioyjKblern/o3Mi36xIbCwi48lNj+8C4PvnT4lLOxGJnZJQEREZ814tb4prOxGJnabjRURERGTYKQkVERERkWGnJFREREREhp3WhIqIyJg3MTMpru1EJHZKQkVEZMy794rZcW0nIrHTdLyIiIiIDDsloSIiMubd8MgObnhkR9zaiUjsNB0vIiJj3tr9LXFtJyKxUxIqIiLjVtktKymv9wFQmp1EWY43wRGJjB+ajhcRkXGrvN6HvXUZ9tZlh5JRERkeSkJFREREZNhpOl5ERMa8mfnJcW0nIrFTEioiImPe7ZfOjGs7EYmdpuNFREREZNgpCRURkTHvmn9s5Zp/bI1bOxGJnabjRURkzNta3R7XdiISO42EioiIiMiwUxIqIiIiIsNOSaiIiIiIDDutCRUZRqGwpakjSIZX//REhtOikrS4thOR2OknocgwWru/lcxvvMLJZRk8lxzG49RkhMhw+Pn7p8W1nYjEbkz+BDTGmETHMJTK6zo44edvcu0D2/AHw4kORwYgP9XNhxfn83pFM6sqmmn2BRMdkoiISEKMuZFQY8y5QJEx5jFrbV2i44m38roOTvrlWg40+1lV0cyGg608c+0CPK4x+XlizMlOcfGpE4s5c0YW5gnYWNnG0rDF6RjTn5tEEu7K+zYDcO8Vs+PSTkRiNxYzl88CVwNnGWPyEh1MPHUmoE2+IL+7eDqfP7WEl3Y1cebv3tKI6CgzNTeZkgwP7YEw96yuTHQ4ImPe3kYfext9cWsnIrEbi0noOqANOBs4zxjjNMb0OeJrjLnGGLPaGLO6urp6yIMcjPPveJuDzX5uvWAqswpS+MD8PD4XTUR/+FxFosOTHnR9bzXW1Rx6PCvZRYrHwU1P7EpgdCIiIokx5qbjgYeBzUA9cCEwC3AbY75lre3o6UXW2tuB2wGWLl1qhyPQgUpxO7BAfXtkHaG1luqWAADpSc4ERia96fremjV/8WHvrVAYvFpKISIi49BY/OnnAK6y1v4LOAB8BfAAoYRGFQf/uWY+M/KS+Z//lPNaeRO3v3aQv62t5rqTi/nCaRMSHZ4MUE1rEF8wzM8v1G5cEREZf8bMSKgxxtiIVcaY54wxFwAfAn4JlAAfMMY8aK0dtcloToqb176wiBN/sZabntgNwHUnF/Obi6YzxgsCjDmrK5pxNvtJS3Ky/JjcRIcjMuadVJpx6OuyW1ZSXh9Z91mandRjOxEZWqM2CTXGzAJygNVA2FobMsY4o0nmDOBm4BJr7b+MMZcAr47mBLRTZyJ60+O7KM32ctOZk5SAjiLVLQG++/Qent7WwKvphnmFKfr7ExkG3z9/yqGvy+t92FuX9dlORIbWqExCjTEXAd8D9kV/rTbG3GWtbQKw1n7MGPNTa+266PcPJC7a+MtJcfP7S2cmOgwZhIaOIK+WN/G5U0s4rj4dpxJQEREZp0bdmlBjjBu4DLjaWnsm8CgwCfiqMSazs11nAjrWC9fL6HLshDRavn8qv/zAdCWgIsPo4rs2cvFdG+PWTkRiN+qS0KgMIlPuENkN/y8im48uBzDGHG+MOQ/AWjsid7qLiMjwqW0LUNsWiFs7EYndqEtCrbUB4KfARcaY06y1YeAlYC1wmjEmCSiLfi8iIiIiI9CoS0KjXgSeBD5ijFlmrQ1Za/9CZBd8qbX279baA4kNUURERER6Mio3JllrO4wx9wEWuMkYMxvwAQVAY0KDE+lFKGxp7giS7h2V//RERETiZtT+JLTW1htj/gBsBD4NdABXWmt1ELeMWGv3t5LxjVc4blIaz6eESHHrpCuR4XDmjKy4thOR2I3aJBTAWusHnjPGrIh8a8OJjmkoVbf42VHbQXayi6xkFy2+EBUNPvY3+fG6HOSnuSnO8DAt16vakyNUfqqbc5cU8OBbNaxyNZOZ7CK5so3ZhSmJDk1kTPvm2aVxbScisRvVSWinsVCEvi9Pbannors20uLv+1aPn5TO/R+dQ1mOdxgik3DY0hYIk+J24HD0nvxnp7j4xPFFvP+YXAqecFPbFuT4n6zhK2dM5OazJuN1Ofrdl4weA3mPiIiMF2MiCR3rfvvKfj770HZKs738v+Mn0hEI0+wPkRwd/cxLdRMIWRrag2yraefPa6qY88PX+f75U/jCaRM0KjrE2gJhmjqCgIu0pP5Nr+ekuCnJSCI/zcOZniy+/0wFf3ztIKdNzaA43cP8kjQ+sqSAFI+m68eCwbxHJL7O+8N6AP79qflxaScisVMSOsKFw5bPP7yDhcWp3HJeWZ9JydJJ6Zw5I4ufvrCPLz66k7xUN1cuKRyWWJ/eWs9Luxq56czJJLlGa+GFgUtxOwBX9PeBcTsMX3vXJM6bnc1f36xm5Z5mKpsDBMOWmx7fxdfPnMR1J5eQ2kfiEgpb/rjyADc9vpusZBefPbWEK48toCDdM8i7kniK5T0i8dEe6N9qrf62E5HYKQkd4YJhSzBsOXZiWr9HxQrSPHz3vDI+/8gOPvPQdt49K5v8tKFLRnbXdfDRv2zmxV1NAPxncz3PX78Q7xD9wO1rajMctjzwVg1v7mvhQJOfyhY/6UlOJmQmMSkriffOzWFmfvzWYDocJubRrYUlaSwsSQMgbC3rD7Ry75oqvvKvXXzvmQp+d8kMLl2Y1+2o9ut7mvnIXzazpbqdBcWpBEKWGx/byVf/tZNfXDidz5xaElNsY0Uip8Tj8R4RERlrlISOcKFDBz4N7Iem02H48ukTueYf2/jwvZt56toFh/cbtvzw2QoONPn59rml5KS4BxXfH187wGce2o7DwNXHF5GW5OAXL+5n+W/W8crnF+Ecgh/2PU1t1rQEeHpbPd/6bzlbq9txOQw5KZFNXO3+ENWtQTqCYW58bCcLS1K5+vgiPjA/j4lZSXGLLRy2YBwxZd8OYw4lpW8fbOVXL+3nsj9v4hcvZvDox+eRlxb5u9pT38HXHt/FX9+sJjfFxc1nTeJd07MwxrC7roPbXzvAZx/eTiAc5oZlE+Nyf6NZoqfE69oCvLyriZrWAPXtQerbguyu72B1RTO+oOWsmVkcU5TKpKwkspNd5KS4yPS68LgMBalunE6NoorI2KIkdITzOB0Upru5f20184pSWDwhrd+vLcnwkJfqYktV22GPdwTCnPP7tw6NXP5zYy0rPrOQydkD38j0g2crsBbu/vAsCqKjrc9tb+TN/S3UNPspzOw+wdta3caPnt3L6r3NdATC+EOWOYUpLCpJZWFJGosnpDEt14vDYQiGLJur2lhd0cyavS08t72BmrYA6UlOSrO9VDX72dPgo7EjsmmrIM3N18+cxJkzsnB0GTm01lLTGuSprfU8sbmOzz+ygy88soOFJal89tQSPrgwP+b6nW2BMBhH3DKcY4pSue2i6Ty4voY7Vh6k5DuvURBdB7y5qg1r4cpjC/jQ4nxSu4yUl+V4+c67y/i/p/fwxUd3ErbwpeXjJxHdXtOOw8DU3ORDjw12SjwUtty7ppJ/baxje007TR0hCtPd/PID01k6Kb3X1/qCYW5/9QB3rjrIWwdaCXc5RNgA+WluJmUlkek1/OWNKlr93U8FOwy4nVrbLSJji5LQEc7pMLz2+cWcfts6vvqvXVy2KJ9jilKYmZ/c5+jln1Yd5GBzgCeveWeBfUN7kOW/WcdbB1r5zMnFTM9P5uZ/72bJz97gmWsXsKCk9yQ3GAxT0xYkw+MgOcnJKVMyqG+vIz81EstLuxp560ArVy0toCUQ5sjVqLvrOvj2k+Xcs7oSj9MwMz+FrGQXbqdhc2Ub/91SRyj6czjF7aA4w8PeRh++YOSnt9flYGZ+MguKU2nxhTjY5MfpMJw6JZPJ2UnMKUhhbmFKtyOwxhjy09x8+NgCLl+cz75GP89sb+DprfV88u/b+NzDO7ji2AI+fVJxn8lFT1LcDrDhQVVraPGFSPE4DkucIfIe+ODCfBaWpPLstgaqWgJUtwRYNjWTTxxfRFEP6z5dTsM3z5rMLc/s4cbHdnL7qwf4wrIJfGhRPtmDHPkeyTYcbOXOVQf5x9pqKhr9AMzI8/KJ44u4YF4ucwtTDo2Abq9p58WdjZwwOZ25Rak99vnkljque3A7O2s7KEp3k5/qpijDw9sHWznu529y2pQMbr90ZrclttZUNHPJ3RvZXe9jSo6XyxcXcPykdPLT3KQnOUl2Ow57n1praWgPUdMaoNkXotkXpMUXosUfptkXIhi23B/nP7Px5L1zcuLaTkRiZ6y1fbcaZ5YuXWpXr16d6DAO09Ae5Lw/rOe18uZDjy0qSeUTxxcxv/jwH6LBkOVfm2r51Uv7+eQJRfz+0pmHnjvjtnW8sKORb5w1iTNnZAOwq7aDrz6+C6eBPd88AU8vm4oONvl55O0aPvvw9kPJIsCXl0/g7JnZXPGXzbT4Qvz6A9M5Z0YWJdlenA7DgSYff1pVyf89tYeQtbz/mFwuX1RAdsrhn4P8oTDldT621bSzraad/Y1+JmcnMTM/mZn5yUzMTIr7FL+1lg2VbTy+qY7ntzfQEbScXJrOM9cNbl2rMWaNtXZpd8/Nmr/Y/v7h5wBY9ORlAKw562/cvbqSP6+pIs3jZF5RCksmpnH+nJy47I4PhS2Pbqjl8U117KztwOsy3Hx2KTcunzhk63Y7tfhCPLOtnk2VbaR6nKQlOUlPcpKV7CLTG1mnW5Tu6XWNZjhsD01he10O0pKcOB2G/Y0+Khp8bK/p4NXyJv76ZhVOY1g8IY0TS9MJhi3P72hkY2VkJiDT62TZ1EzW7m+losF3qP8Fxaksm5pJutdJqseJy2E42Oznma31rD/YRnG6h0+eWMQZ0zIPrclt9Yd44K0a/r62Gl8ozJXHFnLcpHSMgcpmP7vqOvjLm1VkJ7v48vKJnFCaEZc/zzNmZPf43oKR+X/XSGRuXIG9dVm/Hx8vevu/S2QoaCR0lMhKdvHq5xfT1BFk7b4WXt7dxI+f28vno9PJSyamkZXswlr4x7pq9jb6WTwhjZ9cMPWwfg42+0n3Ojljetahx6bkerlofi63v3aQurYgRRk9b2LKS3HR0B48LAF1AP/dUs/p07PITnZR0xrkk//YBkSmHDO9Tpp8IcI2UsP0S8snUNjD6J3H6WBGfjIz8pO7fX4oGGM4piiVY4pS+ewpJdz3RhV/fbOaFTsbOGfW0I6KdATDfPbh7WyuaufYCWkcOzGNJ7fUc9srB7jvjSquOLaAC+fl9vrBwFrbaxkup8Nw0fw8PnBMLttq2rl3TRU3/3s3v35pH7+5aAYXLcgbUMzWWkLhyEhrT17c2cgNj+zgrQOtBMM9f9D1ugwXL8jnM6eUMK8ohVZ/iIb2EK/ubuKZbfU8va2BmtYAvXQBQEaSkwvn5fKx4wrJ7LKk4tKF+VQ2+3ljXwvr9reybn8rhelu3n9MLguKU3m9opmntzZw1+uVtAdDh97XXpehMN3DZ08p4YJ5OXiOWI+Z6nHysaWFXDgvlztWHeSh9TXcvTpyWFvne/7smdlcf3Ix6Ulx/G82xvXGIiIjiZLQUSbD62LZtCyWTcviC6dN4A+vHeT7z+zhzlXvnFZalp3EY5+Yx3vn5hyVnHzrnFIuv3czL+5sZPm0rEOP17ZGRpkK03ufpnW5HHz+tAm0BcLMLUzh7JnZfPqBbayuaCbV4+T2S2fS7AuypaqdPQ0+GtqD1LcHyU52cc7M7LhuAhoKqR4nly3K569vVvPW/lbOmpEd1x3VvmCYLVVtrDvQSlptOy3+EPtDfv525WwuW1xwqN2qPU1c98B2bnvlAPeuqWJ6XjJTc70sKE7l5LKMQ6PBbx9s5UfPVlCQ7uFr75pEXmrPf3/GRJY/fOfcMt7Y28JvXtnPxXdv5Kfvm8oXe1kv2tQR5A+vHeTW5/dS2eI/lBDOyk/mmpOK+eDC/EN/r+Gw5fvPVvA//9lNfqqbixfkccLkdGblJxMIWdqDYVr9IVp8IZo6Qqzc08xD62u4742qo66bnexi0YRUSjKSyElxkZ7kJBi2tAfCBEOW3FQXBWkeitIja2R7SsQL0z2cNzuH82Yf/YFiel4yl3f5cw+GLIGwxesy/aqvm5Xs4sblE/nSsgnUtgVxGMj0uoZkQx4Q1/XG483pt60D4PnrF/bYpjQ7CXPjikNf7775hGGJTWS8UhI6iqV4nHxh2QS+sGwCvmCY6pYAjR1BZhd0vyYSIiNDX/3XLu5ZU8VpUzMPrT/c2+ijJNPT78L2EzI9bK1uZ3VFCw++VUN28jtvpfQkF0snpQ96XWWiZXpd5KW6eetAa9x3VJfX+7j2we0AfDTDMjkriS2fOu6o0efjJ2ew5kvH8szWeu57o4pXdjfx2IZaHnirhpIMDxfMzaGmNcjDb9eQn+pmw8FWPvX3rfz4gqlMz+t7FPnYiWn8/uIZ3PL0Hr702E7cTsNnT51wWJsdNe388qV93LHyIK3+MAtLUnnXjCxcDgiFYVVFMzc+tpMbH9vJpKwk5hensrO2nc1V7bxreiZfWj7xsM1SAJlHxHHa1EyuP7mYFTsbafKF8LocJLsdTM9NpiwnadgPWnA5Ta8jvD0xxvT4AaBz5Liz3Fp7IEx7ILLWs64tQG1rkGZfCEsku09yOShMc1OY7qEkw0NG181yg1xvLP2z++YTDiWrL+xoTHA0ImOfktAxIsnlYGJWEhPpfaTR6TD88PwpfPi+zTy1tYF3z4qsCzUmWl6oD+sPtHLBHW9TXu+LXteQn+rmjOlHphcDU98WpLLFT0N7kKboLnenI1KuKBi2+EOWYMhisVgLHpeD4ugP6fw0d9xHnlI97xyfGc8i49Nyvfz4qrksnpBG2aPRdYK9LH84c2Y2Z86M/B0FQ5bHNtTyP//dze9fO4jDwCdPKOLHF0xlX6Of5b9Zx//8p5zfXzq9X1PALqfh5rMmE3qqnM8/vINQOPLhotkX4q7XK3lpVyMOY1g+LZNLF+Qxq+DwzTdXn1DE3gYfL+5qZMPBNrZVt+MPhfny8gm8Z87Ro/A9SfE4ObebUcrh0h4I8+ruJsrrO9jX5Gd9dAlBMGwJhSPvNwu4HIYFxalMzfVyTFEqx05IOyphbfWHWLO3hTUVzayqaKbFF6LVHyaWlfdJLkNGkjOy09+GVUldRMYMJaHj0GWL8vnOU+X8ceUBlk3NJNntYEZeMqv2NNPmD/W4Gea3r+znC4/sIM3j5IfnT2HJxLSYkj9rLW8daOWnL+yjosE36B/UDhOZFj1uUjrTc73MKkhhRl5yTJtumjpC5Ka44l5kPCvZxQfmD2wNZieX03DRgjwuWpDH9ppIHdSynEhZrQyvi39ePY9Tfr2Wv75ZzTUnFve7z5vPmsyNj+3khkd3HHo8zePkQ4vy+cD8vF6n+CdmJR02nZ1IdW0B6tqCFER3n/eVBFe1+Hnk7VoefKsGfyjy7kvzRDY+5aW6cTsMLofBmMiHNF8wzNsHW3lldxOWyLrR82bnkJ/mpqLBx+qKZmraglgbKaeU5XUyJcdLRrILj9PgMAanI7Lu2eM0JEU3WXXulDdE1pP6QmEa20M0dERqida0Bdnf6GN7TfuQ/xmKiAwnJaHjkMNh+OMHZ3Lqr9fx+KY6LlmQx8z8ZMIWrr5/Kx87rpATJqeT6XVhDDy/o5FfvriPR96u5fhJ6XztXZOO2tXeX9Utftbub2X9gVZe2NlIU0eIJJfhlCkZTMz0kOpxkuKJJI9hGzk9yGkiyYDDYXAAGAiE7KGC3zWtAcrrfazY2ch/t9QTbcKsgmR+e/GMAcfYHgjR5AuS20vylWjdTbmfUJrB7PwU3trfOqC+klwOfnrhVHbWdpDkdOB1O8hNcfW6GWqkqGz288y2Bh54q4b69uChx10OQ1qSgwXFaUzM9JCX6ibZ7SDJ5aC8voP/bqmnsiUAFiZnJ3HG9EwmZCbh6seHqkAozI7aDtYfaOPRDbWEbaR0WIbXyUml6czIS2ZS1uCrOCQ7nCS7nd1uEPy2w6X/s0VkzNB/aMMokccGHqnryA/A8ZPTec/sbB7bUMvf1lYDkUTO63bQHgiTnuTkI0sKuOq4wqPqWPZlR207z25r4N+b66hvj0y1u52RU2CWTc1kQXEK7kGcBpOV7GLKEbO4zb4Q+xt9rN3fyuaqdtbsbWbJxIGtTb1zVSWhMFwwN3fAMQ2ExRK2YMI25vfD2n0t/GzFXjZXt3F6lw1n/eVxOphdEL+jTOPJWsuBZj9bq9sPjTI2tAe5740qDjYHAMhPdXPWjEh1hkZfkMb2EPXtkUoSL+4KYY8oEp+d4uKk0nSOm5ROVvLA/ht0R/+sZhek4A+GI0nocJ0J73QP3fm7Y9wHF+YPqJ3WhIoMPSWhwyjRxwZ29a3/7CajS6kmj9PBV86YxBdOm8CafS3sa/DR5IvsYp6Zn8wZ07NIGsDIWOdU+4+f28u+Jj/GQGGam7NnpjM110tBmnvAyWx/pCc5mVWQwrTcZH750n6+8+Qe/vGxOUeV2OnJ5qo2Hlpfw7UnFXNSWXxqO/bEH7RsrWnngSfL+fRJxZT0cLpUb9ZUNHPtg9tYXdGC1+Xgwnm5fHTJkUcEDB1fMMz6A63MLkjp13u6IxBmQ2Uru+p87K7rIBCyFKa7KUhzMyXHy4z8ZDxOB/5gmFUVzby4s4mXdzd2e5JQepKT06dlsqA4tdeR+VDY0hEM4w9a/KEwmV5X3JLGYR8tDoeCfTeS7lx/SsmA2n3moe1DGY6IoCR0WMV7k0t/7Kxt558b6li1p4lkt5PCdDf7m/y8vLuJDy3KPyqx9LgcnFSaAaWDu96e+g6e29HII2/X0NAewusyvGt6JksnpZHsHr7E2+U0nDUji4ffruWpLfWc349RzQ0HW/n2k3vISXHzg/OnDHmMext91LYG+M5Te/juM3t49XOLmFOY2u1IubWWnbUd7K7roCMYpi0Q5tcv7WfFzkYyvU6uObGIC+bmDuuHm5rWAFf9bQut/jBel+EX75/GzPyeR1PbA2GuuG/TodHwJJfBaQztgXc27jgMZHldNEVPCEpyGqblJVOWncTErCSc0Z35Tkdk9LM/m5+cDkOqx0nqWBhDDPn9iQ5htGrzR953fR0A0dlORIaektBhFO9NLr3ZVdvOObevZ3tNBwB5qW78oTAtvhAep+E9c3LiuqFke0073/pvOfubIj8jC9PcnD8ng4Ulqb1OtVtrafaFqGwOELIWhzG4nYaJmZ5BTdF36giEeXZ7Ax6nYdGEPo4iDVn+traKP71eSWGah8c/eQyZA5yiHYya1gBpSU5++e5pfP6RHazb38qEzCS6jpQ/9nYt33mqnK3V7TT7Dv/hmOJ28JElBVy2KP+oUkhDzR8Mc92D2/AFLefNzmbFzkY++/AObr1g6lEneHX65Uv7qG8PceG8HKbnJR+6x3DY0uQLcaDJz95GH7vqOliYm8qcgmTKcrxDV3NzAMLhyNKJwZRvgmiZJht5r3V+iGj1RZYM1LcH6QiESU1yku5xkuF1kpPiIifFdfS/AVeSNw63My69549vA73XCe3aTkSGnpLQMchayyV3b2J/o5/PnByZVp4QneoN20jJmXj9YK9uCfCHlQd4amsk4TtzRhYLi1NI9/b81qpvC7Ktpp1/b67vte/jJkVOEOrpbPSeWGv585oqmnwhbr1g6qF7P1JdW4B/bqjjX5tqqWkN8q7pWTx01dxhSUAb24O0B8MUpXmYFC303uYPkeGNjJQ3tAf5/MPb+fOaKiZkelg+LZNZ+clMzEoiyenA4zIUpXuGPfmEyJ/vT17YS01rkA8uzGNOYQqzCpK5c1UlX3xsB7/+wPSj1pc+tbWe/2yuZ9nUjKM+FDgchqxkF1nJLuZ0cwb7cAuFLXsbfeyu87Gv0ce26Ae5TotKUinO8FCU7qE4w30oUbQ2kkzXtgapbQtQ2Rxgzd6W+AaXnDW0C5VFRIaRktAxaHVFC2/sa+Hak4q55IjF+A5jIjszYtTUEeT+tdX8fV011sIpUzI4tSyjx7V24bBlY1UbD75V2+9rvF7RwusVLXz6xKJejxLtqtUX4u/ratjf5OeLyyawuIdR0G3V7dzw6A7aAmGOn5TOPZeXcu7s7GErjr6tph1spPTPw+trgMia4bQkJ80dQY796RuU13fw0SUFXLmkIKZR4XjbVtPOU1sbOH5y2qGkMdPr4poTirjtlQN867/l3P+ROYfav7W/lR89V0FhmpvlU2OrJzsUrLXsqvOxt9HHwSY/m6p6L4W0dn8rawdYgSBu/G1xzmpFRBJHSegYND3Pi9thqG4JxL1vay1Pbm3gpy/sxR+yTMlJ4oK5uT1uDLHWsm5/K49uqBv0NX3B/tXn3lLVxiNv1+IPWa49qZgL5nZfAL3NH+I7T5WT4nHyxpeOPaoI+3BYWJLKuiQnB5r83LOmindNz+RTJxZjreXCP22gvL6DH5w/heNG4KlTPdUNTU1y4jAcNgq6dn8LX/nnLlI9Tq5cUpDwqhBH6giE+eFzexMdRv+5k/o+DktEZJRQEjoGZae4Obksg2e21XPtScWDXsd2pMaOIF94ZAfl9T4K0txcND+Xwl6myuvaAvzqpQMxX7evxCUctjyzvYFXdjeTk+LitgumMiWn56Vzv3hxP/ub/Dx73YKEJKAQKfOzqCSNnbXt/OWi2Vy6IA+Xy8Htrx7gue2NXH180YhMQAFyUty8b24O/9xYx+KStEOj1JXNflr8YeYXRf5M1+5r4Sv/2kmqx8knTyhKeEWII1U2+/ndqwcTHcbAJKVlJzqE0ey18ibMjSsozR54JQoRib8hSUKNMQXW2qqh6Fv658yZWbyws5F9TT5Ks2Pfy7D+QCtf/ddO/CHLmTMyObkso9cSS9uq2/nLm9UxXxcguZdqAnVtAf76ZjU1rUHeNy+Xz5xS3GM5prC13PV6JU9uredb50xm+SDqacaTy2GYmZ/CzGMjG8SCIcsXH93BsRPS+PCx/atpGLaW375yAKfDcOWxBcOW6F19QhH/3VrP7a8dpCjdTWsgfOi41c66rN/49+4Rm4ACoy8BjYjlBNBx7aqlhbywoxF767I+24HqhIoMh6EaCV0NTB6ivqUP5XUdfP+ZCpZMTGNyVuyf+J/aWs8Pnq0gzePkquPyex39DITCPL2tgVV74rN07dzZ2d1O/1prWb23hSe31OMwhm+ePZl3RWuedmdTZRu/fGkfm6va+cTxhXzz7EHWoIqjkLXsqe+g5UAr84tT2VDZSlsgzHmzs/tdQ/We1ZU88FZkTel/NtfxieOLOH9OzpDvKM/wuvjTZbN4bEMt/95cR0ZS5JjPJRPTmJLrpa4tQFsgzLunZo3IBHQUG1nrGUaRq44v4uP3b+1XO6BfbUUkNoNOQo0x7+vlaZURSZBgyHLJ3RsB+PLyiTFttLHWcs+aKu56vZKidDcfXVrQa63P6pYAt70S+/R7p48tLTh0NnpXkU1Rkc1HJRkefn7hNPLTul+nuLEyUnz+mW0N5KS4uPvyWXxkScGwbUDqSasvxKZ9LbT4Qpz78ze487JZh+oT9neH+Iqdjdy9uoqrjivk86dO4Kq/beFnK/axq66DL5w2YSjDB6A4w8OnTyrm0ycdfU79jtrIjvLePrAk2vGT0+L2YWnY+Fo1PDdINf1cI9/fdiISu1hGQh8GXqD7T+YjczHbGFfZ7Oe0X69jW007X1w2od87ynty9+pK7l5dxcLiVC6Y1/vomrU2rgnoDctKyDyizFPn6OdTWxuw1nLDaRN437ycbhNKfyjMnSsP8vd1NXjdDr56xkRuPmtyr6WjhkMwbFm3v4UP/Gkjd/pCTMhMYibJXHHfZjKSIvUhS/r59/bI+hqK0t387pIZJLkcrL3xWL7wyA5+9dJ+JmYmcfGCvCG+m57VtUUO9kmK03rkoRAp3TXKktD2xv6Xl5DDXHLPxri2E5HYxfITeRtwtbV215FPGGMqYuhXBqHFF2LZb9axp6GD/z1nMstiLIXz97XV3L26ikUlqT0mel3tqvPFdL1OVx6bz9Rc72HXs9ayu97HfzbXU9USoDjdzU/eN5WSjKOXGtS2Bnhyaz2Pb6pjX6Ofa08q5scXTB0xU8Lr9rey6NY3yPQ6mZbnJT3JxU/PnMaf10Sm1W86cxIQ+fvsK+ZJWUlsrWnHHf1wYIzh1vdNZe2+Fn798n4cBj4wPzGJ6JyCyCbuA82BQR1HOhzmF6UQClsei6Fyw7BLSun95AURkVEkliT0biAPOCoJBX4XQ78yQKGw5czfvsX2mnZuOa8scuxmDB7fWMtvXz1AWXYSF/QjAQX485rB7UNbVJLKtDwvU3O8Rx2nFwxZVu5p5rU9TbT4wiS5DP/vjIm8e1b2UUnqM9saeHJrPWv2thC2kQTjD5fO5Lw53ZdpSpSCNDcfPm0CJ5dlkP5K5J+fy2n4+PFFXHVcIYGw5X+f3MNLuxr56hmTePesnjdDzylM4bGNdWyqamNeUeSUIrfTwdPXLuBdv32LX760H6fD8L55w1/ffFJWEsluBztq2lkycWTmTcYYFk9IY2ZeMs/vbGR1xSgYFXV6tNRJRMaMASWhxpgia+1BAGvt93tqZ639bqyBSf/9Y101qyqaueG0CTEnoHvqO/jpin2UZHgidR2HYO3kkolpzCtKoTQ7qcf+d9V28MjbtTT5QhSlu/n8qRNYNjXzqLPua1oD/PSFvbxa3kxJhoevnjGJjx9f2OsZ5omUleziwmO6TwqNMVQ0dLBiZ2TZ3w+erWBLVRvXntz9jv9FJWk4HfD5h3fwzHULDj3ucTl49roFTPjOazy6oTYhSagxhnNnZ/Pw+lpe2tXEKWXp+EOWLVXtNPmC5KS4yUtxkZvqTvixnKlJTs6fk8O7pmfxxt4Wnt7W0Gv7uYXJeN1OgqEw/pDF5TCkJzlJiy6nyE91k53swh+y1LcHqWkNsLvexxv9OD1pZn4y2cku0pIcpHqcpEWP8UxPcuJxOvjuHS6V1RORMWOg/6HtMMb8CvihtfawMxeNMR7Aaa3t/bgRiatw2PLN/+xmclZk1DKmvqzly//chcthuHxx/oCSg6+cPoEfP7+vx+fnF6VwTHEq03J7Pgs8GLbsqfexbn8Lbx1oIz3JyY/fO4WlR9TLtNay7kArj22o5cWdTRgDP79wGp87tWTEFUMfqLJsLyluBx8+toAMr5OfvrCPtw+2csOyicw9YsNSUYaHjy0t5M5VlfzgmT3csGzioROrPC4HTodJaD3E604q5s19LTyzrYF1+1uoawsSPqLAUKrHwbtnZXNMUUrCN4slux2cMiWDU6ZkEAiFaWgP0eoPkepxkupxkOx2DChGr8NQ7PZQnOFhfnEqF8zNodUXoi0Qpj0QIhCypET7TvU4+/fvTWtCRWQMGWgSuhz4H2CnMeZW4GfW2s7z694F/BPofpuyDIlbX9jL9poOvnHmpJhHLf+1sY7q1gDvPyZnwGsoUzxOvnXOZHzBMC2+EM2+EBYoTHMfNc3eVShseftgK6/vaaGyxU8wDA4DVxxbwEeWFBwa+bTW8sSmOp7b0ciWqnZa/CHSPE4+e2oJnzmlhOl5Y+MgGafDcExRKo9tqGXH149n2dRMrr5/K595aDsXzM3hi8smHJYIfXhxAW8faOOmJ3bzw2cruOW8MkqzvXz7qXIqmwNcND9xI8Jup4M7PjiT2189wL831/OBY/I4Y3omZTle9kXPZv/9awd4aH0tz+9opDQ7ieaOELVtQUpzkjilLKPH05mGI/b8NAf5cf7vLDXJSWqSk0H/N2nMyDm/dZS57qTiftX+vC5a7UF1QkWG3kCT0EagI/r1d4AvGGN2AE7gGOCNOMYmfbhvTSX/71+7OG1KBmfOyIq5vy1VbbgchgXFqYPuI8nlIMnlILeP5KE9EOKt/W28uKuRVn+Y9CQn752by/GT0lk0IfWwUlAHm/zcumIvqytaKMtO4oolBZw6JYOL5uf1muCOVmfPzOJ7z1Qw7XuruP3SGdx3xWzO/cPbrK6IrHftuuHc6TD84Pwy1u5v5c+rK/nswzuAyNrTK48t4P0JmIrvymEM155cwrUnlxz2+Mz8FGbmp3DWzCye2trAr17ax4aDkdHv6Xle3tzXwrp9rcwvTmH5tExyUvTZFoCgv6PvRtKdyxYX8KF7N/erHdCvtiISm4EmoXcDJcAvgAbAA3wUmAs8AFwbz+CkZw+vr+Gjf93CwpJUvnHW5LhMZc4pTOGJzfXUtQX7TCIHo6kjyN4GPxsq29hc1UbYQn6qi2+cNZkTJ6cfdQ/tgTCPb6rjjpUHMQZ+/YHpXH9KccKnbYfaWTOzKc7wcOsL+3j/nzbiMDAp08OPLpja7ZRtTWuQ6XlefvjeKfx8xT4mZiVx8fw8PK6RP2jmMIZ3z8rmnJlZAIf+bhvag/xtbTUPvFXN2wfbOG5SOsumZhz2ocMXDFPTGqAjEKYo3RMdYRzjQn5/okMYrSrq+5e/97ediMRuoEnoIuASa+0TnQ8YY34CXA/8EDgH+FvcohuHwmFLWyBMituBMfDu29dT3RLgsU/Mozjdg8vl4KI/beDht2uZXZDMd88rO2qzzmDNj46Abq1p56Q4JKHhsGV7bQdv7W9lZ10H7YEwAEkuw/uPyeW82TndTqPXtQX4+Yp9vLanmUDIcsLkdP7+0TlMjsPxo6PFvKJUbr9kBv94q5pNlW18cdlEslOO/ufa4gvxwT9vAuCvV87mK2dMGu5Q4+LIDxZZyS6uPamYSxbkcdfrlTyxqY7VFc14XA4cBsKWQ++nTqkeB5OzkpiYlcSkrCQK0tx4nGbMf2iR/vnIX7fEtZ2IxG6gSegBoKDrA9baMPDr6H/0P0ZJaEzaAmGaOoKAi1SPg1Z/mPr2IPub/LidDpp9IR5+u5ZzZ2fz+VMn9Hqu+kBNjv7gfmpLA9bC8ZPScQ2w2HggFKa83se2mnbWH2ijPRDG6zKcMiWTOQUpzClMYUaeF3c3u72DIctT2+q5c1UlLb4g159cwoXH5HL6tMxxmUi4nIbLFxf02S4nxUVdWxAb46niobBlR207b+5rpb4tQLrXRYbXSWmWlzmFyd3+nQ21vFQ3Xz59IpcsyOPxTXW0+UORdcMOmJSZxOTsJFI9TrbVtLOlqo1Ve5rZVPXO3kiHAa/LgatzBNlEljM4HYY0jxOv20GKO7KEpCMYptUfpqH9nT9LlwNKMpPITXWRnewi2eXA63bgjv67sBZSo/2IiMjADDQJ/RPwA2PMJmvtyiOeqwDy4xPW4Bljjiey6j/YTYwjXorbAbiiI6GGlz+3iEAgRG17iLwUF7+JFiG/+viiuCagEBmN+tNlM/n0A9t4amsDL+1q4vRpmUzP85LidpLkivzgDVsIhCxNviCN7SHq24NUtgSoqO+grj1IKAxOB5RkeLjmxGJOnJzRYzLb4guxu77j0PGalc0BZuR5efKa+SweofUlR5K0JCcPfmxuTH3UtQW4940qnt7aQLMvcnSox2nwh97Jar0uB4smpHLi5AxOm5ox7Gs0y3K8fOaUkh6fXzzhnfdKXVuADQfb2N/kp6E9SENHEH8wjCWSNAbDFl8w8mGpoSOIL2jxB8N4XA68Lgdl2UmHqizsqe9g/YHWw/4supPidpCV7CI/OvrqdhqcDoODSMKb4XWRkxJJZL0uB05H5N9bMGRpC4Twhyxup8HtMDiMIWwtobClti1IRYOPfY2Re8HpGbnnoIqIDNBAk9AfAKcDLxtjngSeIFKsPofIrvmtcY1ugIwx7yaybvVO4EPGmJ8Cd1lrR0EV6giHwxy1M93tdlIU3ahz56qDHDsxbch2Dad4nPz5w7N5c18LP3i2gn9vfqcSlwF6+lHscRqyk1184Jg8jpuUzsKS1B6XCYTClkferuUfb1VT2fzOOc1zC1O487JZnDc7e1yOfA6VsLW8sbeFqbnew5LHUNjy4Fs13Pn6QQIhy2WL8iP1MmdkUZyRRHsgRE1LgNV7W3h6az2PbqjltfJ9/OLFfSybmslXz5g4IjeG5aS4OS3GE8O6stbS2BGissV/qPKDL2jpHFytaQ2wq66DNXtb2F7TTjBkCYTtUeWoujImMkobCvfcpquMJCdTc71Uak2oiIwhA0pCrbVBY8y5wGeATwO/7PJ0I3BJHGPrNxPJWDzA5cDnrbV/N8b8ncjyAK8x5jd91S81xlwDXAMwefLkoQ550JyGd6YWh9DiCWn87crZbKpso6LRT2NHkOaOEMZEEk6P00FeqpvCdDeF6R5yU1x9Jo6d5Zh+9+oBNle1s7AklRtOm8AxxakcU5RKaXbSmEw+u763CksmDuu1w9by0xf28fimOgyRzWdzC1PYWRsZfe4IhjmlLIO7Lp911PrcZLeTSdlOJmV7+cD8PH590XQ2HGzjL29W8cNnK9hU1cYXoqc/jWXGGLKSXWQlD7xOvLWWQMhysNnPviY/B5v9tPnD0WUFlgyvi0yvkySXA3/I0hEIE7KRAvguhyE/zc3cwhQyvZFrn/HleN+diEjiDPh/VWttkMju+F8YYwqB6UAYWGetbYtzfP2NyQI+Y8wmYIEx5glr7VpjzA3Ar4B24Dd99HE7cDvA0qVLY1xdN3TOn5vL3asrCYbsgNdrDpQxhrlFqcwtGljJJmstDe0hDjT7OdDkY3+Tn81V7azb30KrP0yW18lfrpjNhxbnj8mk80hd31uz5i8e0HtrV20Ha/e3RE7iSfNQGl0D2R9ha/n5ikgCesOyCeSkuLh3TRUPra9haq6XT55QxNkzs/t9NKsxhmOKU/le8RTeOyeHK+7bzDf+vZvTpmTwwUX5zC1MOapWbV1bgG3V7VQ0+KhvD9LQHsTpMEzLTWZGnpecVDeh6Kih22HwuiNF4WPdbGetpdUfprYtQE1rgBZfiPZAmI5gmGS3k+zkyPR4Ubqnx5q4YRuZtnc6ItPkg3mvGmPwuAyTs73jamPdSHTj8on9qv154/LIB0XVCRUZejEdAWetrQQq4xRLPLwFvA+YZozZYK3dYIz5CvB3Y8xL1tp1CY6vTzaaODy0voa/XDGbSUf84HrXjCx+9+oBNlS2srBkZK2ZDIYsj2+q4+7VldS3Bw97riTDwxXHFnDmjGzePSubzEGMKo0nlc1+7lh1kKe2Nhz2+KSsJO65fFa/+rh3TRX/3FjH1941ie+9pwxjDN88u5RQ2MZ8VObJUzLZ8rXj+OkLe/nfJ8t5cVcThelu3jsnF38ozL5GH1uq29nX+M7ssdMBWV4XvqDlnxvreu2/IM3NSaUZnFSaTrrXRShsaQ+E2dPgY1dtJKltaA9S3x6iIxgmyWVI9TgxQJMvREcg3OPSkSNNz/Ny2cJ8CtI8hK2lri3I8zsaWLmn+bC1oBleJ0snpnNiaTpzC1NIS4ocq5noY0elfy7oZ83c/rYTkdiNiUzAGGNsxL+NMe8CvgD80hiz3Vq7xhjzHyJLGke0Vl+I9935Ns9ub8RhYP5P1vDgx+Zy5szsQ23OnZVNitvB45vqRkwSeqDJz+Ob6vj35jrq2oIsLEnlf99dSlm2l2l5XqbkeEfk2sGR6olNdfz8xX0Y4GvvmsSnTyqmsSPIhXduoM3fv0WEjR1B7nujissW5R9KQDvFK2lyOQyfPXUC155UzEPra/nZir3cseogDgNF6R4mZyfxpeUTWTIxjXmFqeSkuHA4DNZGjmdds7eZypYAya7IbnN/yNLqj6y5fHxjHf/ZUsejG44+pTLT66Q028vJUzIpSHOT4nbSFoi8LmwtOSnuQ2euT8hMYkKmJ/qYgxSPk2ZfiMrmyNT4tup2bnvlAN99puKwa+SkuLjquEKm5yUf2si0u87Ho2/X8Oz2hqPiKclIoiTTQ5bXdWgkNxgOR0ZfA2Hag+98HQpbOnNbr8tBkity9nxJZhITMz3kpbrxuiObpHbVdfDK7iZeK2+ObEySQdtS1b+Juv62E5HYjdok1Bgzi8iGqNVElgOEAKy1XzHG/IjImtUOY0wF8H4i60NHrP2NPpb9Zh07azu45sQiTinL4H/+W845t6/nJxdM5YvRKaJ0r4tPHF/E7189wHUnBbutHRkvkREtP/VtkR3GjR3BQxszGttD7G+K7Nqtbw/iMHDC5HRuPrtUG4sGyVrLn9dU8afXK1k6MY2Hrpp72Eh4RzDM7IL+HU/6WnlkFO/Lp08csr+LznJiGd5IwvbBRfk0tQfJT3f3Ws7JGENpjpfSnJ6np286czLtgRCv7GrCH4qskUxyGWYVpFCYHtsG8cJ0Dlv/+pUzJvHyrkaaOkKkRM9xn12QQnqS89Au+U7h8ExW/3/2zjrMsfJ++58nnoy7y7r7ssvisri1QGmhWCmlLb8ahVKjUKHtW4FSo7TQIi1FirvDLqyy7jIrszvukonnPO8fSWYnM8lMMrJjz+e6uNhJTjJPTs6cc5+v3N+KdnbXOmh1+Wlx+qhsdfPpUTs7ajpodwUis1qnyBRYDAHxGxKWegHpCUakhDq7B5ddo9Xlp9nZTCQSTDoumZnBlCwrv7h/QB99XPPV5/YP6nYKhWLgjEoRKoS4HPgVUBn8b4MQ4jEpZRuAlPJOIcSZwFxgKnCOlPLwcK03Fn753hEONrr49YWlLC0JNHr87YrJ3P12Obe/cpCr5mdRkGIG4NaT8/nLqir+s6mWb55SMOhrcfs0Xt7ZyNOb63uk1SFwYU0yG8hLNnH5nExm5tq4al4WhanmQV/LeMGvSf78SRUv72zk+sXZPHLV1E4h5/Jq/CI4C/7z8/t2QXN6NV7Y3kBmgoGFBUMXLe9qJxZydYhWX9kfrEZ9WBZgqNDrBKdNSo1pW51OsKQ4mSXF0ZuxpJQByyWd6CFie6Pd5aOswUV1uweHx0+Hx09RqplTJ6Z0Hgu/iPndFAqFYuQz6kSoEMIIfB74spRylRDiCuBE4E4hxO+klK0AUsoPgQ+FEIZgM9WIxqgPpPCWFCd1PmY16lmQn8iGo/awZpQZOTa+eUo+f/6kiqlZNs6b1r8Ltdev0ebyYw+mQMsanGw4amdzpR2HV2NRYSK3nVZAQYqZrEQjmQlG0qyGUTEOcjRxpNnFbz6sYFetgzvOKOS3F0/ojF7uqO7gokd2cKTFzfnT0rhwenqv7+X1a/z07XLKGpz87/qZcYmgeIlkJ6YIRHpDnrrxkGQxsKAwkQVDsCaFQqEYiYw6ERokGZgCrAJeBBqAiwhYND0khDgRyJBSvk4wTT/SmZRhweULTEfq6uV4uNlFZoKxhz3MfZdO5JODrdz3UQVFKaY+O9gbOrysO9LO1io7++udNDl9tLl67prcJCPXLc7hiwuzB9VrURGgqtXN3W8dJtli4PftHiTwlf/tx2zQ8eQXp3PNwmMTkmrbPZz90Db8muS3F0/ghKKk6G9MIGL6/z48yvqj7Tz8uSlcPjdziD+NQqFQKBT9Z9SJUCmlN2hC/00hxAEp5cdCiE+AAuAiIcSjQDHwcXD7EWu31JXQ3PY/fVLFHacXkmjW89GBFlYdamNufk+BadTrePdrc5n8q/U8tqGW3148Mep7v7WniT9+XInLJ0mzGjhlQjKFqWZyk0xkJQaim6lWA5MyrEzOtKh6ziHE45ccbXHT6nJQQ6BzfHFhIs/dOJO85PByhgdWVtLQ4eVvV0xmapat1/dtcfr44RuH2FPn5PeXTOTmE/OG7DMoFAqFQjEYjDoRGuRjYBpwXbAzfiXwXyHEV4ASKeWzw7u8+Dl9Ugq/vKCUn7x1mL11DmbnJvDe/hamZ1t56toZEV9j1As6PBqlURo8XF6NP35cyVt7m1mQn8Dj10xndq5NicxhZE5eAhvuWgqA9q8UfJrkky/Pj/idhHp7upvId6ey1c33Xz9Evd3LizfO5DNzVARUoejOXcuLWXFge0zbATFtq1AoBsaoFKFSSpcQ4kkCUyR/KISYDriBbAKTm0YdQgh+tLyYMyen8tnHdvL+/hZ+cFYRPz+/JGqn8as7G/FqklMnhKfNPT6NN/c08+KOBo40u/nxWUX87IJS5Wc4wtAJgUkvAjMcI5CTaEKT0ObyR5zWI6Xkhe2NPPppDXqd4KNb57FsjE8vUij6y/IYm9xi3U6hUAycUSlCAaSUzUKIh4FdBO2YgGuDBvqjlmWlyez7wQlUtnqYkRM5BSul5LaXD/KXVZXkJAXG+nXlg7IWHvi4koIUE2/dMptzp/XezKI4fpQ3u7n1+f1csyCbU/rYttHhBcDrj1xRsuJgK39ZVcUJRYk8fd0MJmbEZt+kUIxHtlTaB3U7hUIxcEatCAWQUnoIdMCvDPwoY3PyHuEkWwwkW6J/Nb/9sII/flzJhdPTuPGE3B4RTosxEDl96ytzmJ0X38hNxdDS7PDy2Ke1PLS6mrJ8J6VpFiLFuVucPu77qJKTSpLISjT2eF5KyZOb6ihKNbP2WwuGtAteoRgLfOflA4O6nUKhGDhjwmtHSukfKwK0L97f18yP3jjEGZNSuOOMwogCJTUoYOs7vMd7eYo+mJRp5fkbZnDB9DSONLv59Gg7R5pdPba776MK7B4/X1qSG/F9Pj1qp6zBxc/OK1ECVKFQKBSjkjEhQscTP3rjMFmJRu48M/oknFD9YG27J+LziuHFatTzvTOLmJBuwe2XXPLPnWjasZS7y6vxwMpKTpuYErUp6dmt9WQlGPliF0snhUKhUChGE0qERkCThImCkUR5i4vZuQlYjdFNwtODozyr25QIHcmkWAwUJJvYVt3BQ2uqOx9/9NMa7B4/l86KXMvb7PCxudLOV5flqcEBCoVCoRi1qCtYBPyaxOEdedl9h8dPXbuXoj7GYyaZ9Rj1QonQUUC6zcDiwkTuePUgR5pd7K938t2XD7KgIJEFUUZufnSwBU3C5+YpKyaFQqFQjF6UCI2AXieCc7FHFm6fhgSMfdQAevwSZFTnH8UIQiC4/YxCvH7J3W+Vc/bftmIyCH54ViG6CF/g7loH/1hTw/Rsa+eAA4VC0Te/uqA05u1i3VahUAyMUd0dP1ToBCOy2SPNZiQ/2cSeOkev2+2o6cCrSU6flHp8FqYYELlJJk6dmMzjG2ox6gT3XTqRrERTj+321jn4wRuHSLMaeP9rc9XQAYUiBkrvXUd5sxuAkrTes0gAJ01Q44oViuOFEqGjjDMmpfDOvuZet9lUYUcn4NQJyrh8tHDlnEzWH2nnO6cW9Ihwbq/u4NH1NWyu6iDdZmDlN+aRn9L3xVShUAS8eeV9p7H6UGxzTGLdTqFQDBwlQkcZ03Ns/HdzPT6/xKDvGQlzePy8vruJRYWJJPXiNaoYWczMTeDlL80K83x1+zT+/EkVr+9uIsNm4DcXTeDmE3NJt/W05VIoFL3zozcPA/DRrfNi2k6hUAw9SqWMcOxuP60uHwXByFeSOdAV7/T5SdL3/Ppe2N5Aq8vPXy6ffFzXqRg4XQXo0RY3P32nnIONLu48s5C7zykhwRzdEUGhUCgUitGGEqEjmI/KWvjMoztpdfkpSTNz2ewM9tY5AXB4NJK6ZWSPNLt4eks9J5Ums6RYpeJHK2UNTr710gGMesEbN8/mghlq7KpCoVAoxh5KhI5QVhxo4YKHt5OTZOKzczLZUd3B39dUoxOCsyankNEtJbu9uoO73jyMSa/jX5+fOkyrVgwGb+1pxqdJ9nx/McVpluFejkIxLilJMyNuX9n578N3LR3mFSkUYw8lQkcga8vbOP8fO8hJMnH/pRM7awC9fg2B6KwFlVLS7PSx/kg796+sJCfRyIr/m8fEjMhTdhSjg/VH25mfn6AEqEIxjHQVnSExqlAoBhclQkcgtzy7D4NOhAlQAKP+mHdpWYOTO187RLPTB8DMHBsrbp1HZoRZ8orRw946B0db3Hz39ILhXopCMaZ44LJJg7qdQqEYOEqEjkDSbEYONrlINEVvRHloTTVSSv70mUlMzbJyxuRUzGqE46imyeHl7rfLyVQz4RWKQWd+lAlk/d1OoVAMHKVaRiB3LS+mw6Oxurwt6jZ76hxcszCbb55awHnT05UAHeV4/Br3vF1Oq8vHW1+ZHdGsXqFQ9J/39jXzXh8ey/Fsp1AoBo6KhI5AzpqSSmaCkX9vrGNBfiIp1vCvaWdNBx0ejdxkJVTGCg+uqmZHjYOnrp3OoqKk4V6OQjHmuPe9IwAsn5o2KNspFIqBo8JnIxC9TvD41dOoaHHzzZcOUNvu6XxuY0U7d7x6iIIUEzctyR3GVSoGi/VH2nl5ZyO3nVbAFxaoNLxCoVAoxgcqEjpCuXBGOu99bS4XPLyda57cw8QMC5Mzrby/r4XCVDOrvzlfRULHAD5N8tsPj1KaZuZXF04Y7uUoFAqFQnHcUJHQ44yUki2Vdnx+2ee2p05MYdN3F/Lj5cWkWAysPNDKjBwbG25boAToGKHO7qHZ6ePFL83CYlR/jgqFQqEYP6hI6HFESsmP3zzMr98/yukTU3j3a3PCbJciMTXLxs/PL+Xn55cipUSInvPiFaMXp1djUoZFdeQqFAqFYtyhROhxJCRAZ+XaWHGwlXMe2s57X5vbaT7fF0qAjj1cPo2lk9SIVYViqPn7lVMGdTuFQjFwVP7vONHY4eXX7x8lN8nIHy6dyKLCRFYcbGXdkeg2TIqxTYfHj9cvmZeXMNxLUSjGPNOybUzLtg3adgqFYuAoEXqcyEgw8vtLJlLT7uXmZ/ezscLOLSfmsqxERcHGI06vxpEWNyaD4JZlecO9HIVizPPqzkZe3dk4aNspFIqBo9Lxx5HbzyjE79f4/huH+fKSHP52xRR0OpViH29IKXlwdRW3+zTmFySSbFF/hgrFUHPfigoALpmVMSjbKRSKgaOufseZO88u5ppFORSkmFSN5zikstXNrS+UsafOyQN5ZlKVAFUoFArFOEWl44eBwlSzEqDjFJ8mkRL+9JlJTMywDPdyFAqFQqEYNlQYRqE4jszOTWDDD04I/FCmbkQUCoVCMX5RkVCFQqFQKBQKxXFHRUIVCoVCMeb599XTBnU7hUIxcJQIVSgUCsWYpygtthrsWLdTKBQDR6XjFQqFQjHmeWZzHc9srhu07RQKxcBRkVCFQqFQjHn+tqYagM8vyB6U7RQKxcBRIlShUCgUY4rSe9dR3uwGoCTNPMyrUSgU0VAiVKFQKBRjivJmN/K+0wbt/UrSzIjbV3b++/BdSwftvRWK8YwSoQqFQqFQ9EJX0RkSowqFYuCMycYkIYQt+H/lBq5QKBQKhUIxAhlzkVAhxFnAbUKIH0opdwghhJRSDuQ9NU3i8GrYjDp0OqVrFQPD7vYHjqXhXohCMY547vqZg7qdQqEYOGPxOngaMBX4uRDiBCmlFELooPfIqBDiFiHEBiHEhvr6+rDnHF6NNpcPh1cb0oUrxiZdj626unp1LCkUw0BmopHMROOgbadQ9BchxI+EEHuFEJoQ4jO9bDdJCPGJEGKfEGKzEGJx8HGLEOIlIcRuIcQWIcTbQoiJx+0DDCJjUYR+ALwCPAvcLYQoBUwAvUVEpZT/kFIullIuzsrKCnvOZtSRbDFgM47F3aUYaroeW8npGTQ5fFgNKqKuUBxPHltfw2PrawZtO4WiN4QQHwX1RyTeBy4E+iowfgh4TEo5FbgTeLJLMO1vUsoZUsr5wKvAIwNf9fFnLKqqfQQioVuBl4EngY+EEOmhiGi86HSCRLNepeIVA2ZnjYM5v9/ImX/bhjawKhGFQhEHj22o5bENtYO2nWLkIIQoEkI8J4RoFUK0CSFeEEIUx/C6QiHEn4UQa4QQDiGEjCQchRDnCSE+EELUCCHcQogKIcSzQoh+1W5IKddJKQ/0sbYs4ETg8eBr3g0+tUhK6ZJSvt1l87WAioQON0IIPdAANEkpdwOHgBmABNKklCM2B9rm8rH+SBuapoTJWCY3yci1C7P5+FAbW6rsSogqFArFAAg2In8ATAduAK4DpgAfCiES+nj5ZOAqoBn4uJft0oGNwDeAc4EfArOAtUKIkgF9gOgUA1VSSm+Xx8qDj3fnmwSCbqOOUduYFKnhSErpDz63TQjxGHAG8F3ACtwrhPgS4B5oo9Jgs7Omg+UPbaOm3ct1i7J59AvT0Kuo65gk2WLgy0tzyUo00vapn/0NTqYN96IUCoVi9PIVAlHAaVLKMghoAGA/8FXg/l5eu1JKmRN8zc0EBGYPpJRPAU91fUwIsR7YA1wJ3Bd87EkC4hQCAvcNIYQn+PMVfUU/Y6CHMBBC/JBA9vfsAb73sDCaI6H6rj8IIXRdaiX2EDgob5VSPgY8D3wjGMIeUQL0nb1NLP3jZjx+yZmTU/j3xjpueGovfhURHdNcOiuD7EQj1W0ePjnYOtzLUSgUitHKpcDakAAFkFIeAlYBl/X2wgFmRxuD/++MVEopvyilnB+s09wAXBj6uR8C9AiQL4To2iVXEnwcACHEHcAVwAVSSkd/PsRwMypFqBDiAuBpIcQPhRDXQefBFPo87wDXSynfCD5XJ6VsjPxuw8eHZS1c8PAOchJNPHj5ZO4+p4QvL8nlyU11XPDwdkaYXlYMMjlJJox6wU3P7FNlGAqFQtE/ZgE7Ijy+ExhUvy0hhF4IYRJCTAH+DtQATw/m7wghpawH1gM3Bn/3OQQioRuDP38XuBo4R0rZMhRrOB6MunS8EGIJ8Cfgp4AG/EAIMUNK+SMppV8IYQzWUBwObj9gn9Ch4vuvHSQrwcifPjuJBFMgsHvtomx21Xbw7r4WGjq8ZCWahnmViqFCLwS5SSb2VztZfbiNUyamDPeSFIoxyxs3zx7U7RQjhnQCNZ3daQLSBvl3rQMWBf9dBpwlpayL902EEHcBXwOygNlCiL8Ai6WUNUKIR4BXpJSvBLd5XAjxPcABfDFoO1lIoATgIIHaVwCflHLxAD/fcWfUiVACdksfSSmfBBBCfAisDmrNH0spvUKIs4Gzg8J0RApQgHq7l6lZ1k4BCtDu9rGz1sHcvAQyE5RX3VjHGrT9anL4hnklCsXopvTedZQ3u4HAfPfu2Ez6Ho9FItbtFCOKSNf5oWisuA5IJlDudwfwrhDiFCnl4R4LkvKMaG8ipbwXuDfKczd3+fd+4KQI21QwNJ/vuDMaRagTyBFCpEspm4J3DicRKADeKqV8FthEoCh5RNPq8jPHGv4VPLGhjnaXn8evnoaaOjr20QW/4w6Pf5hXolCMbsqb3cj7Tov6/IOrqgC49eT8Xt8n1u0UI4ZmAtHQ7qQROULab4KuOwDrhBBvEsi4/oBAxFLRD0ZdTaiUciNQAbzV5bEa4K9ATvDnZinlkcjvMDLYVdNBs9NHTtKxdHtVm5sXdzRw84m5zC9IHMbVKY4XBp1AANuqO4Z7KQrFmObZrfU8u7V+0LZTjBh2cqwjvSszgV1D9UuDdZhlBLrgFf1kVIlQIURo8tGtQF1wnFVu8Oks4IRuXfIjlq/8bz8JJh0Xzzh2A/fYp7UYdIKfnTdUtmOKkYZBJzh1Ygp/+aSKdpdKySsUI52SNDPi9pWI21dSeu+64V6OIjAh8cSuYyuDhvMnB58bEoQQOQS8SeO2XRro2M7gcxcKITYGH98uhLi+Xx9kmBk16XghhE5K6Qn++4cEinIvBx4M+nDNA64cyYb0IVYdamX14Ta+vCSXlGA6/lCTi/f2tXDHGYXkJfesZ1KMXa5ekMXKg638Y20Nt59RONzLUSgUvXD4rqWd/y69dx3i9sDkxZI0c9hziuPGwwRM5F8ONvxI4BfAUQId7AAIIU4nMC7zJinlE10evzL4z1DD0QVCiHqgXkq5IrjNiwTK/LYBbQR8OW8DfAQ9QuPkfeAZ4J99bBca2/lIsDv+SSHEdAL1oP8FTpJS7goa5u8TQrwgpbT3Yz3DxqgQoUEBqgX//VvgZCnlrwl0hc0AbEBjpOLgkchru5rQ6+CKuZmdj60rb0MCt51eMHwLUwwL07NtTMyw8M7eZiVCFeOSUFNRvEKur2akoSaSIFVi9PgipewQQpwF/AH4NwGB9j7wnW6CTBDwF++eAf5ft58fDP5/BYGBNxAYi3kVcDuB5uijwEfAr/ujO6SU64Be+z66jO28MPiad4PbLwI2BzcLpVJTCfiWehhljHgR2k2A/p5A7cfpoee7FAqPGjQp0QvR2RkNx1r7Uq0j/itRDAFWgw4ZscFToYid7dUdPYRQd6E2mAIp2nt3fTwaXbcPNRVFiyxGe7+SNHOvzUjHk65r7W90dCi/q7FMsAfkij62+YgIHeVSyj7L96SUvwF+09/19ZOoYzullBuEEJ8DXhJCdBBowro8lC0eTYgR7GAUhhDiPgJz4C+VUvqEEPrQmM4h+F31BL7soUNnMKA3GPH7vGi+3ooBM4GGIV3L0DMWPgPE/jlKpJRZkZ7oPLZi//5HKmPlO4XR9VmiHlswoHPXaNoHvaE+x8Do9fhS9I4QYhORZ7sDLJBSHu22/UfAA1LKlyK81yLgv1LKaV0eexf4G4Fa1/eAu6WUK4UQJxCYHT9XSjmqjv9REXYTQhQD0zgOAhRgJP0RCiE2jEYD2q6Mhc8Ag/M5RtKxNRDGyncKY+uz9Pf4Giv7QH0OxXAipVw4iG/XObazSzQ0NLZzPpAvpVwZ/L2fCiEqgQXAu4O4hiFnVHTHB0PtlxwPAapQKBQKhUIxnPQxtvMoAYE6M/jcZAJWUXuHZbEDYFSIUIDQ5CMlQBUKhUKhUIxWhBB3CSEqgGXAI0KIipDdpBDiESHEpcFNvwZ8SQixD/gdwbGdUspa4CvAM0KIrcCLwP+NdH/0SIyKdPw45x/DvYBBYCx8Bhg7n2MwGEv7Yix9lv4yVvaB+hyKEc9Ax3YGn3sKeGpIFngcGTWNSQqFQqFQKBSKscOoSccrFAqFQqFQKMYOKh0fgczMTFlaWjrcyxhyNAmbK+1kJRhJs8V3KDg8fipaPWTYDJgMke9lmh1eXL74I+0pFj02kz7ic61OH06vxpQsKwCHGl0kWfRMSLdgd/vZW++kMMUU9fWRaOzw0ujwsagwMe61RmLjxo0N0bqUw46thv3BB6cMyu9VhOP1S7ZVd5CdaCTVaqDd7ae6zUNWggGDPvb77yaHF3c/juO+SDDpSLZE/7tzePy0urqVwNftb5aaPz3yK8bPuasrmgSdgDq7l6MtbiZnWNDpAtaPR1vceP2SrERj5/axfJ95ySZAUt3mJcNmICPB2GMbTUrKGlwUppjISTIN6mcaLmI+d40ADjS6AJiUYRnmlYxAIlxbhnt/RTu2lAiNQGlpKRs2bBjuZQw57S4fyT9ezRXL8vj8/PicXcqbXdz49D70iUauXZwdUfS9tKORrVUdca/rrDkZzM1LiPjcv9bX0Ozw8fcvzwbgxqf3sqgwiedvnMm68jZO/NMWbr2glGWlyTH9rooWN3e8dpA0n2T9z5d1XrwGghAiqk9j2LH16EWB/3/p9QH/TkVPWp0+Uu9azYWLc7jhhBw2VrRzx6uHmDExmTMnp8b8Pq/ubGRTZfzHcV+cNDWVk3o5TrdXd/DC9sbwB/90bmVv7zlezl0h7G4/bS4fyRYDj6yr5raXD3L/TTNJMgcubd99+QCVbR5uOSmv8zUvbG9ge7Wj1/e95dxiWl0+HlhZxVUn5XHVvJ7nx+e2NVC2qopfXT2N6xbnDO4HGyZiPncpRjYj8NoS7dhS6fhxjBYMBvRHd5WkWfjJOcU0dHh5aE0NDk9P04JoQrIvchJ7Rh0gEBmqbPVw4YxjgaDsRCMbjrbj88tg9CIQ6YiFsgYn33rpAG6vxntfmzMoAlQxckixGpiRbWNNeRsACwsSmZhuZuXBts7HYuHcaWlDsr4lRUm9Ph/x78BgsQ3JYkYpNmMgmmwz6gi1N4guQ3EixTunZFp7fc/zg9/34aZA5OiEwp7f06pDrTy4qopTJyTzxYXZ/Vu8QqFQInQ8EzpB91d6nTU5lQcum4Td7WflwZ4X9Qnp/ZvlnBkh9QWwo8aBJsNFwZmTUznS4uacv2/DZgxEYxscvQ8g8vo1nt1Sz3dePoBRL/jkG/NYGOFCoxj9XLc4m731TurtXoQQ/ONzUylJM/PO3hbWH2mP6T3MBh13n1PEjSdks6T4WMnG3DwbF87on0D95il5GPS9/+VF/DvwOXsP4Y0zdDpBolnf6w1k92emZvUuQhcXBb7jmnYvegHF3WbSlzU4ufe9I0zLtvLWLermdbj44euH+OHrh4Z7GaOGkbq/VDp+HGM16rAYBIf7mPHcG3PyEjhtYgqfHm3n/OnhF2QhBJfMTOfVXU1xvac+ykn9aIubBJOOSRnHLiIXTE+nxenj4bU1lP5yHQDJ5uj1oLtrHfz+owoONrlYXJTICzfMpChN1RSNVS6blcGP3jjMJ4db+ezsTPQ6wSOfm8pNz+7lzT3N6HUiplpgIQQlaRZK0iydkTIhAsdps8PHmvLYBC3AVfMySbdFvtHqSkRxo2nKJzkKe+udmPQCk+HYfjMbdHi18HioOUoNO8CVczM7zz92tx+bSd/jfPTMlnqMeh0ffn1eXLXnisElnmyGYuTuLxUJHceYDTquWZjN+/tbIqbTY6U03YzDq+HXeia/FhTEnpI/ZUIyP15eFPV5j19ijtBQcvWCbB68YjJTMq0sn5LKpbMyemzj8mo8uLqKb7xYRpvbz8tfmsWn31moBOgYRdMkmiaZmZvApAwLz29rwOPXADDoBY9cNZWCFBOv7Wpiw9HYBSQExGdIgAJxCdClxUnMyLFR0eLmqU11eHxar9v/ZHkR501LPfaAztC3eh2HdLj9/HtDLWdMSsXU5RyRl2yi3e2nuxXhj5cXcVJpz+zHzJxjN7hmgw6vP/z70aRkw9F2Lp2VQW7y2GhGUiiGExUJHed85cQ8/rW+lvfLWrhkZk/xFgu5wc7QVpevR4RHCME95xZztMXNv9bXhj03PdtKSZqZ4jQLuYnGPtNaHp8WNYU5PdvGHy6bFPG5ylY3d752iKo2D19blsdvLp7Qa1eyYnTj80sW3L+RHTUOfnvxBB68YjLn/WMHz29r4OoFgfo9k17Hvz4/lS8/s4/XdwciogsK4ndHqLfHVn8c4pypqUCgOabZ6WdDhb3X5iSdTnBiSTILChJxeDT+9DezumuKwLNb63F4NS6eGW4cUJBswuuXOLwaCV2ilgad4JypaZwzNQ2Hx09Nu5fCFFPYzYXVqMPtl0gpOx8va3DS4vJz3hDVCSsU4w11JR7nLC1OIifRyJZKe79FaIje5h4UpZq559xi6uwefBrkJhnRifhqqVKsBipaHbQ4faRaYz90j7a4qWrz8IfLJvKd0wrj+p2K0YdX09hREyidfGl7A7edWsCsXBsfH2zrFKEQEKL//PxUbnhqL2/taSbJrCc3yURiL+UcIfyaZHOlndd3N8e8ru+clt+Z2k0062l2xp59MBt0gTSy1+WM+UXjiL+vqSYvycTs3PC+rcnBJqSjLW6mZ0fu6bKZ9EzM6Pmdmw0CKYMZGMMxyydg0OzcFIrxjhKh4xwhBMVpZo62ePr9Hkdb3OgEMQnD7MT+p7BOmZDMtqoOnt5cx9dOyo/5dQsLE0kw6fplF6UYfViNen5yTjFrDrfx0/OKaXD4OGtyKo+sqwmLakFAiP78vFJufWE/T26qBwL+nRfPTI8oWrx+jZ01Dl7eGXud86xcG8unpJLSJfp+3aJs6uxeClLibN7zuV3xvWDs4/T62VJl58IZ6WHfLcDs3ARMesHeOmdUERoNYzCt7/JqnXWkXn/gTttqVJVsw01hvH8745yRur+UCFWwrDSZh9f2vEDHSnmzmyRzzwL+wSYzwcicPBvPbWvgM3MyO8sA+sKk13HKhBT+t7Wehz83tc+uZMXo5+fnl+LzaTQ4fGTaDMzKteH0alS2eihMDT8ZT8my8uKNsyhrdFLW4OKpTXU8s6WBsyancOrEFCAQ+Vxb3s57+1tiXsOls9KZmWOL2Ahj1OviF6CKiKw80IrbJzmxuGdZg0EvOH1SCh8daOWiGelx/e2bgts6fRopwcdCTU7RBnQojh//+eL04V7CqGKk7i/1l6SgNM2C06vR4em9SSIado8/rvT4QDhjUio6Ifjmi2URG6GikWDS4dMkMqJzoGKsoWkSl1+SnWjEYNBx7tQ0jHrBI+tqIm6faNYzPz+RK+dm8tR101lUmMia8vbOhpZ39jXHLEBvWJzN3ecUsaAgsddObMXgEDpvpVojl1HMyUsI1oXG13wZOr101a2hSGikBkmFQhE/6i9J0elHGKvJ+3CSZjNw8ax0Gjp8vL479pTo9uoOZmbbOlNsirGNw6vR5vLh8AYEyoQMKz87r4QVB1tZfbh3q5JA5DwZp1ejxemnw+1n/RF7TL/3hsXZlKZb+pVRUPSP0AjfitbIJUWhv/h4bz+dQdHatYkx5Gag0vHDz3deOsB3Xjow3MsYNYzU/aX+khQkBRsxWnpplPD6Nf61voa73zrMVU/s5srHd7GzZnhqLOfk2shONPLg6qqYtnd6/RxodHFxBOsmxdik6ySdEHecUUhWgpFXdjb28soAE9IDTeiVrW42VcYmQAFK02NvXu9uG6ToH6FZ2JWtffgdx7m7nV4NnQj3FfX4Q+l4dZMx3GypsrOlKva/zfHOSN1fqiZUwd66QCdxXnJ0C8I/f1LFq7uaSLHosRp1dLg0bn/1IP+8aiqpFgOHGo9fv4QmAxcIa4ypTrvbjyYDHfqK8UFokk5XjHod3z6tgLvePMy68jaWlkS2RnJ4/PzsnSMYdYL8FBMHm2I7tr+8JPb54R8fbOWDslYAlk9JZWaOjTSbOh33h1AtejRZeLjZjV4Qk+tBV5xdGpJCZAVHqR5sdDEtzkYnxdim9N51lAcHv5SkmTl819JhXtHoQEVCFfxnUx1TMi1kRelcf3lHI6/uauLk0mS+c1oBX12Wx01LckDCrc+XkWTRY/f40eKo0RwIKw600u7284Ozohvbd2Wg40kVY4c7ziikONXMAx9X4vT2rIH2a5KvPrefFqePq+YHJhvFUnu8sCAhrOGpNxP6zZX2TgEK8N7+Fv70SdWABkaMZ0JerSlR6tLf3ddMdqIx7sZJp1fD3K2RKdRhvy7Gka+K8UN5sxt532nI+07rFKOl965D3L4ScftKSu9dN8wrHJmMWREqVFFWTNTbPeyqdbAsSlSoocPLHz+ppCDFxFlTUjofz0gwcvXCLOweP6/takKT0H4cLqJbq+x8fKiN86alsaQ4vnnvKvmpMBsCJvU17V7e3hteU1zV5uba/+6hotXDhTPSOj0mY7m3OntKaue/nV6N//dBBWsjjMlrcfp4JYq90+8+qmT14TbsbiVG46FThEYYQFHR4qbV5Wd+PwYRuH0axm4itDjVjNWoY9Wh1iivUiiOEUmYKsIZcyJUCFEihNBLVXAVEy/taESTdFrRdMfj15ASFhcm9jCXL0mzcNGMdAQB0/ukONNd8eLXJO/tayHDZuB7ZxTG3PyRajEggKoojQuKsYXbp/HD1w/xvVcPRoxI7msI+L2HyjOklDy/rYEbntpLY4ePS2els7jo2A3OvPzeR89etygbm0lPWYOT6jYPBD0Y2iOISVcfYzrf3dfCfSsqaXH6+viUihCVbYGLe2aEcoZQnWheP0ZsplgMtHUb+anXCZYUJfHslno61M3CsDI1y8rULGvfGyqAkbu/xlQRkhDifODrwK1A5TAvZ1TwjzXVFKSYOov7u5NmDdRA2aNEORcWJjInL9B13uL0sa/eyQlFiUPSHbytugO7R+NHy4vjSq2ZDDqyE40caFTDZsY6BxudXPDwDvbVB77rt/Y08e5X53bO+fb4NH76djmzcm0sDEbHntxUxz/X11KQbGJRUSKv7GzilZ1NTMm0kGYzcMakFC6Ynsabe3pOR7rj9AISzHr21Tt5anPA7L40zcyNi7N7+JECWGKsY/7jx1X88KzCnn6UepMaWN6N0BSj7Ai+wQ0dgShpf26QC1JMbKnqoKrNE+bpesXcTFYcbOU3Hx7l5+eX9m/RigHzj89NHe4ljCpG6v4aM5FQIcTFwL3Ab6WUld2e6/MMJIS4RQixQQixob6+fqiWOaLQNMnmKjuLC5OiikarUYdJL9he7cDrjxzFCdkevbC9gTf3NLNliCYTrT/Sjs2o48Q40/AAuckmtsTR5TyYjMdjazioaHGz6P5NVLV6+MX5Jdx9TjFlDU4W/WETBxqc1LV7eHB1FXV2L9cvykEIwaEmF/9cX8uEdDOXzEoLS5Xvb3Cx/oidN3Y3s6Q4iZ+cU8RXT8zl/OlpXDk3g7vPKSIhKG5e392ETkCyWc/hZjf/3VxPpPukeKx9VhyMkPL1e3qE88f78VXd5kEAaRFqQtuC0cr+3BKHHBLWdLP0mpOXwJmTU/jth0d7rf1VKBR9MyZEqBAiFbgL2CelXCWEyBRCXCeE+K4QIlVK6e9LiEop/yGlXCylXJyVlXVc1j3c6HSC6Vk2Nlfae7WL+e7phdTZvTz2aR0+f/TtEk2BXfzm7uYhSSfOzk3A4dXYWBG/mDTpBcN1vRiPx9bxRkrJZx7dicsn+fNnJ3HKhBTOnJzKby+eSL3dy+Rff0rOT9dy28sHmZ+fwAlFgSjoe/uaEQSiWztrIkfK3cEDRycEuckmlhYnMS3LhsOj0eTwommSc6emAoGMQVGqiSvmZka8sYvHvH714diaX8b78aUTgXrvSPfRp01MQSfgowPRazh9fsmbe5qCpRTHyEgwkmLR88L2hh6vmZ5lw+2TEZvbFMeHW/63j1v+t2+4lzFqGKn7a6yk4+3AD4DrhBD3A4uBNcBE4BohxPlSyp5nEgW3nV7Azc/uZ2etg9m5kWvfzpuWhl+T/O6jCl7f08RlUfw2rUER6tMkT22u56vLcnvUkYaiFrn9qNFaWpLE2vI2fvn+EZ67fuaQjwlVjB7+s7GOjRV2vn1qfphX55y8BP782UnsrXfilxIBnDkpFSEEmpS8vLOR/GQTNqOOjw9FNrEPCccOt5+NlXY2HrV3RtgAMmwGvroslzvOKEAgsPQR7VxanBRzd3Wr0xe161sRwGoMnHc8PonFGH5OKEgx85nZGby0o5HlU1NJMPWMRXxQ1sL6I3bWH7Fz1/KisPPKzBwb64604/T6O38PHLOF8vZyU64YWkIlN4rYGKn7a0xEQqWUPmA18DhwGvCqlPL7UsrPAduBO4dzfSOZz8/PxmbU8a91Nb1a0Vw4I53PzslgS2VH1O7dJFPgcJJAnd1Lg73nBKZ/rK3h72sjj07sC4NOcP70NFqcftYfjc8ixaeBbkwc7YruaJrkh28cYnq2lUsj3CBNy7Zx6awMPjs7k8/MzuwUdUdb3HR4NBYWJkZsIgoR6pB+Z18zH5a1YjHq+PKSHL51Sj6nT0qh0eFjT50Tq1HfpwCF6OMlI1HVLTqHzqAUaTdCktEX5fx11uRUNElEL+O6dg9ryo+dS7pfqCdlWNAk7Kp1hD3uCZYmKQ8WhWJgjOoTWrAL3g8gpfQIIVYDn5dSHhBC6KSUGrALZREZlUSznr9cPpmbntnHL947wmkTUpiZayMn0dgjnShlQAjaolxoT56QTE6SCb1OkGjSRWwUuGJuxoDmLodscw40OKPaSkWiocPL0n7UkipGPtXtHipbPdy8tGfkvTdCUSyrUYe+l9eFbs7m5yeyrdrB+dPS+OLCbJ7f3sjHB1tJtxmYnh04LqWU7Kx18Py28KlMl85KZ15eAj5N8vbelpjXmN6941vzqbb5buyrd5Jq0Uc1ow8J+czEnsM4/rYm/Ia4vsPLjC4/h7I73dPumyrslKSZyUiIPuBDoVD0zagUoUKIqVLKfaFazy5C1CeEOBj8tyaEuBb4PHDdcK53pPOlJbnsqnXw508qWRGsnTp7Sio/PrsoTIiuPNhKVoIBXZQ0uFGvY0ZO71NEoqX8Y8Vs0JFo0nEgjglNUkrq7B6K09TEpLFIWTB6NTGKw0Ms9FarGRrVOCHDwoR0M//eWMebe5qo7/BRlGri6gXZGPU66uwe/rY6cpQ/1HFfGucxmKlETp+sPtzW2UQUiR3VHRj1guxuIrR7DShAY0d49iZ0WHSNsjq9frZWdfCtUwsGsGqFQgGjMB0f7ILfIoT4L0D3piMppRRC6IUQZwA3AF+SUu4elsWOIn53yUSq7zmRt74ymy8uzOb9/S3Uth87Ibu8Gs0OX2ckcjjJTzbFNQP3cLMbt0+OiLUrBp/KoJjIjRB5743QvZQmobfg/J46J1qwce/yOZmY9IIGh49zp6bypRNysBp1+PwyqgDtyuE4Dat71D0LVVTSnco2d0Q7LAhYcr2zr5m8JFOPKHmkGrlt1eFpd1PwwOjwHIuEHmh04dUkZ0yO7K2sOD7Mz09kfn78QwiOByVpZsTtKykZQYGPkbq/RlUkVAiRAHwD+A5wkhDiP1LKa4NC1BCsDQWwAGuBq1VDUuykWAycPCGFnTUOntxUR4L52PVuZ20HkpExfz3ZYuBwsxspZUx+pK/tasSoE1w5N/M4rE5xvCkOHpP1dm+vEbHuhNK3Lp/W53G0s8bBnLwEEs16vnlKPj4pwyb0bB4C+6/bTsvv+aASoT3w+LSoJULv7m/B5ZOcMamnYIxk6QTQ7PCRFiyDSDbrESI8aho6UoyqMXJYeeAzk4Z7CVEZiXPjR+r+GlUnNCllB3AT8F/gDsAihPhP8DkfgBBifnAbTQnQ+NDpBIlmPTXtHox60Wm5BIEaKCEYkjs7u9vPz945ws/eOcKGo+0R02RdyU4y4vFLKmKYgOT1a7yzt4Ur5maSlah8vscioQh3aDpOrISOb1cMNjsvbG/sTMkmmPVhAtSvSd6IYGQ/EL53RgHJEcZQqprQcKSUePyyp6l/8LlH1laTZjVQmt7zvJWdFLnUYX/DsQipThc4D3Y9tkLR6WiNUAqFInZGlQgFkFJWSSntQYH5VcAaEqJCiLnAJOAZKaWa0dhP2tx+Ek36sOiQ3e1HB7iHwJJkfRe7mtd3N/OPtTVs6KX7PZR2rYhBdNjdGnaPP2rTgmJkomkSu9uPFsOFPifJiF53bDpOrBiCYsIf44TfX753lC2V9h4G5Z/G6dTQFz88qxBbBCshQHXHR8CkF1FHpLa4/MzNT4gY6Y5Wb3ugITxNn5NkZFuXARypwZuD3d065hXHl2uf3MO1T+4Z7mWMGkbq/hp1IrQrUspGAkLUK4TYCzwPrJZS1g3vykY3ZoPo4X931fwsJAE/xt4M6+NFShnRn/H13c1RZzO3uQLBoJwI3a7dSbMZuGxWBo+sq+HR9f2zhlIcfxxejTaXD0cMUUohBEadDm+ckakmR+A4Sowm+CLw8s4mfv1BBa/uaqK8yYXd7Y+r270rkzMtzM071sj3+fmZ3H1OUcSoXid6g+pU6oIQgtm5CWyNMKXNatRjNepojTI4wxAlnb6vwdVZAwyQYTOGzZDPTTYxK8fGX1ZV9TrkQzG0VLS6YwpEKAKM1P01qkUoQDAiug1IAS6XUlYP85JGPWa9Do9fCzvBFqSY+fHyYursXp7eMnijASt7Sam/X9YS8fGQeMiL0fD+Gyfns6gwkVv+t583djf1/QLFsGMz6ki2GKLW+nWPlBr1Iu6bo0ZH+FzxCRFSttHYVGHnsQ113Leisu+No/CF+Vl8dk4m95xbzD3nFjM929Z3jbPfF1+4dxxw+dxMDjW5Ik5pS7XqO2fLR2JefmS3jq5NmRk2Az5N0tBx7P3Pn55GebN70KPgCsV4Y9SLUCFEGnAhcK6Ucvtwr2csMDXLiscv2dBtPOZZk1M5b1rg5DtY9JZC3VzZM7rh0ySfHrWTatGHTTDpDYNe8NNzSyhOM3PxIzv4z8bafq9XcXwI1SdHswPrHiktTDGz+nBbTPWdIXbWBNKpobTs8fR8vPPMwv5N/FI1oT24YHo6AB9GuGmdmG7ttXYzmq1X169GF6EG9NQJgUanT6JM2VIoFLEx6kWolLIZuERKuW241zJWuG5xDrlJRh5eWx2WloJACis0QWYwsPYyYWZmBM/R1YfbaHf7+fHy4rh+T6JZz18+O5l5+Ql8+Zl9bFQRjFFN90jpQ1dOptbu5Zk4ovTPbq0nw2bo7IQ+beLQW+7MzbNx55kFbDjazoOrqjjUFLvfrSIy8wsSmZ5t5ZWdjT3S41ur7RSmRI9wz8nteY655cRccrrYfVW2ujHrBbldGpmSLXqMetFnE6VCoeidUS9CAaSU6kw+iJgNOn53yUT2N7h63Om3u/2DKkKNvRg0ZnWr+Wzs8LLyQCslaWYWF8U//chq1HHPuSWkWg1c+MgOHJ7ooxoVI5vukdLTJqWyoCCRp7fU9xoNlVKyq9bB/SsqaHT4WFR4zDcvyazn7CmpQ7bmS2elc/rEFB5eW8MHZa20ufw8saGO1YdVNG2gfO+MIg43u9nZpVnI4fFjd2tRu+AhUFN660l5Xd6nIKzMR0rJoSYXGQnhE+SEEGTYDEqEDiPLSpLjmpo33hmp+0t1WioiMi9oahtqAgKoanPzyaHWuLwYe8Pr1/j3xug9ZNOyjpnLu7waT2ysw6AX/O7iCf3+nalWAzcvzeVX7x+lrMHJ3OEw7/3dFOjo8rl/GozAJWTD9/Yf//WMMj490s6Dq6s6u9RbXH4+PdJOfYeXBFPkm5qjLW7e29fMizsaaXf70QlYVJjIkm6jXE8qSeL9/S2Dut7ZuTZOnZCMUa/j4XU1aJrklxeUsrAgkW+9VMamCjsnlY68i8NoIjSprWtdaMi7tbdIKARudr9/ZiFmg+hRk7u/wUWL08/1i3J6vM5s0OHyxV7+oRhcfn1R/68D45GRur+UCFVE5MXtDQgIuzj+4PVD6ITg0lnp/X7f/fVOjra6cfs01h+JbvD9ubmZnREJTUr+vbEOu9vP/ZdOHLDfZ0KwG7q7A8BxoyOK8I72uAIINCP97qMKfvzmIawGPSnWwPdoNuiYl5/ApAwLy0qTsXQp8fBrkpue2ceRYHNKXpKRMyenMCPb1rldebOLxz6t48LpaSwqTGRefuRu61hIsxpIteqRMuBfurgoEbNBh9ev8bfVNfg1yUNXTGFCsBYx1WqgOUr3dld8mgxE7pVFU0Q2BevXp3a5cV1T3o5RJ2LyNrZEKAvya5LXdzWRbNZz8cye5zyPT/ZaTqRQKPpGndAi0bAfHr1ouFdxXJBInF6NVpcfTUoSTXosRh3nVNi5IEUw5ZPASb3d7eMJt4u0VAMpB+I/bKSUNDp82LvaLkWZopmfbMLUqIPGwM/NTh9neX0U5ZrJ2GGEHXH/+jAmun2cZHUx+bVEiGQIPpQ09BHpHCfHXbz4NMnWKjtL3X42pBooTDVj6Bq10oD64H9dqO/w8LjbQ0qagSSLPmDL0wK0BI7JVpefFqePG6xAeeC/K2wGmq396/9JtxmOmcw7gL2BfzY5vJyDn4l5FpI3Bp6XSO5vdiAEFOyMLpSkDAxm8GuSP/TVmDSOzl1dOavOwccJXmattiEQSCR31ji4O0mQvbvnTauUkjaXH7+U6IRAJwJ147pu3shn6wJTuFLe73me+J/sILPCCI/2rCtVDD1XPLYLgOdvnDnMKxkdjNT9pUToOMXj1zjS4qam3RPR2kYIKEg5lnY/2upGpxMkW+I3fdek5EiMHfUlaeawlJjHp9Hq9JFuM5BhG5zu5dCFprtJuUSiyUBnrGDw6l4VA0Mi2VZtp93jpzDVTIbNEPP3U9vuxagXpFqPDV+QMnDjVWeP7MxgGkDNc7SO99Axp8nA53H7ArWGPr8k3db7adjrl/g1SUqUMZPjHbdfo87uId1q7DwufJpE0yQWQ8/zldevRbSG8/hlmIF9qBu+t3OesgkdPkIWa4rYGKn7S53VIpE5Bb70+nCvYkhoc/n49ftHeWBlBR6/5NQJKSwMpiAtBh0HGl0cbHQxLz8BmRfw0DvY6OTLz+7n7CkpnDIh/g7in71zJOZt7zn1WNe7JiUPrqqmw+vnmUtn0DRIUcsDjU5ufnY//zt5BlfOy+p8vMPtp83lI9liGNiEpZt6ETGZU4BeoqFj9LgbCHe9cYhf7TjKt07J57NzMqmI8XVHml3c8PQ+zp+WxtKSQO1nZaubR9b1btF11dRM/LmS57c1xr3WL83OoThC+tevSR5cXU1btR8hAsJSABfPTGdhYe91yTuqO3i+tpGHL54Cd0WYJ9+VMXzuisadL5Xx171VPPHZaTQmB/b9lko7tx06yLUzs5iUcSzlsqfOwTNbokxzdsJ35uR3iv3397ewqqmND86dG3Hz65/ay7K8ZJ65fsbgfqDhpLdzl0IxBCgROs44/a9b2VrVwVlTUrlhcQ5FqeEXzJwkU48miZd2NGLQEdZJHCtHmuMzLpBSdkasyhpcNDp8fP/MwshztPtJaEJO9zvDgN1PdIN0xeBS1uDkw7IWyptdHGl2k5Nk4rSJKZwyIZm0YNT77T1N/Or9o1w4PY3PzM6I+b39muxsepuRExAhbp/WpwCFwDCEkyckc6DBxZY4a0OToty86HWCL8zP4oXtDRSkmClIMVGSZiY9huh+fdBLN5K4He80Obz8bXU1501NIz/52P4JeRlndfN+jSpAg6w70s6509KAwDGk6+VUYDHo6FAOGwrFgFAidBxR2epmS1UHN56Qww2Le3Z7RkJKyXv7W5iWZYvZHL4rba74TtJVbR4Kgt2sKcE02L4GJ+fH/Zujk5lgJNWiZ+WBVr667FhkKWT7M+QkZEduQkrIHvrfPUJ4bVcjn3t8Fy6fRCcCoxFbnD5+/1EFgsA0rEWFiWw4aic/2cS3TyvodZqQ16+x7kg7Wyo7ONLiYmeNA4dX47SJyZ03MLGaw5cGJyctLEyMW4SmWqMfP1mJRr66LC/q89EIzZFvdSrB0503dzfh9UvOnx7eOLS/wYlRL6LeFERjTfkxERoozYl+zJj0Ao9fdccrFANBidBxxFt7AiMrT4sjpV7W4MLp1ZicOTi2TH2xr97ZKUJzkkycUJTIi9sbWT45lZm5kUfsxYteJ1haksxru5rweDU8msRm1EWdzjPohGyYQg0k4yx9+uCqKr75YhmTM638+OwiClLM6HUCt09jd52D7dUdHGh0sb26g2anlx8vL8YUxU+2qs3Nc1sbeGNPE26fxKCDZIuBiRkWpmdbmdXlmDHoBOdPS+Otvc1R1za/IKHz+MuPcSxsiB+dXdj32E0Cdc51di9+TVLcrQY6EqF17Kt39LrdeENKyb3vHaEgxRQ22EJKyYoDLeQmGWP6PqKhSdmrkbZBL/AMl8OGYkg9fcciI3V/KRE6jviwrJUMm6Ez0hMLa8oDRtqTM6O0svdBXS9jOSOx8mAbZ05O7fz57Cmp7KxxcPfb5fzv+hkDuqgA1Nk9fFTWyq5aB21uP5ur7MGShAHWgSpi4vlt9fzfC2WcVJLEXeeUhFncmA065ucnMj9G79b39zfz6w+OImXAJ3JeXsCmqbebiaUlSbS5faw+HHli1vIux148YzW/d0ZBr4MXAFqdPh74uCrssRNLkjh3amqvx3VOohEB3PVWeczrGQ/sqHGwp87Jt07JD/uuqto82D0ap03s302r169h1OsCTUe9HAJGvaCufWQ2e4wHfnJOyXAvIS5K0syI21d2/vvwXUuP6+8fqftLidBxhEkfMGOOVci1uXw8t62B7ERjvwTajpoOPj44sGkwZoOOMyen8PruZnbVOsIiW/Hg8mo8tqGW/22tR5MBI/w/XDaRBfmJnZFQxdDi8Pj51osHKE418/PzS/s3O51Ard7D62p4Zks92YlGvrgwK66a4bMmp0YUoRMzLCR0O85Pn5jMij6O4a+flNuZMo+GlLKHAAVYWx5YR29C1GTQceW8TCpb3azu9beMLw4HR57O6Dbed1dwalKkGtrSNDOH+3DqaHX5yUzQYTPp8PgCzgSRjtU0q4Gjzf3zk1WMP7qKztJ71w2rIB1JKBE6jshJMtHi9IU1/0Rjf72T775yAIdXi2jU3BsNHV7KGpy8vbdlAKs9xty8BN7Z18KLOxr7JUI3VrRz30eVVLd7+PKSXO48s5D8FHNnCn5g1veKWLnn7XKq2jz84dKJ/RagAG/tbeaZLfUsLkzk/Olpcb9XtO0TI0xbyu0jJX/axGSyE020On08sbEOj0+jIMVMbpKRxUVJnTdv++qdUd8jFiE6M8fGzBybEqFdqLMHbJZSu1lX7a5zYNCJHmN/gT4FKECzw0dmgpEksx5JoFEt0ntlJ5pocLTg9Wm4/ce5pEfBBQ9vB+DNr8wZ5pXET1fRGRKjQ81I3V9KhI4jEkw6fJrE5ZNYjdFPln5N8q2XDqAT8KUTcihMjS19X9vu4aE1NYO13E5MBh0LCxL5sKyFry3LC/Py6wu/JvnB64dJMOn46Na5nD4pFXvQikml4I8f7+xt4v4VFVw0I535Bf0flSql5LFPa0gy67lwRlq/yzMWFyayoSJ8YlekY6Evb9pTJwbqq1ccbKXJ4WNmjo3KVjd7653YPcdu4J7uoyt7bXk7uUnGznG5ir6pDabCU7tFwT852Eq6zdBrU1FvNHR4mZJl7Yyu17R7IopQi0Hg16DW7iWgPdX55Hji9A5/U1jpves6nRhimcw1nIyE/RUJJULHEa/ubKIkzdznqLldtQ5cPo3Pzc2MWYACQyJAQywpTmTdkXZe2dnITUtyY36dXifISzaRn2zi9EmpQHxWTJomcXg1FeWIEyklla0eDje5ONDo5BsvHKA0zcL/nRx/d3hXVh9uo6HDx8Uz0wdUH5wWwSB+ckbPumdHHxY8IV/7pcVJbK92sLvWQX6yCbvbH5jOFGRBQQKbK3tP3b60o4lJGdYwIePw+Nld5+S1XU29vnY8Ut7sItWiDxu5KaWkxeVnXn7/mxjLm90sK4XcpIDw3FfvZE5ez/dbcbCVaVlWchONuPyqpGc8Ut7sRt532nAvY1SjROg4weXV2Fpt56IZfafW15S3IQRMiqMjvjHOBqR4SbcZKUwx8b+t9Vy7KDtqt3QkFhYk8s6+5s6Gg3ismBxeTUVNY8Tp9fPw2hpWHGjlw7KWsJnoGTYDv7ygtF82XyH8muT3H1WQbNazYAAiA3qmcC+dld45z70rfc11b+gIpGpzkkx8/aRcNld2sLnSjl8SNgmpKNXcpwgFuG9FJXctL2JLVUdk4ak3qeqRIJsq7T3KJRodPrx+2cMfNB721jvRpCTZYsBq1LG7rqcrQVmDk7IGF7+8oASXX6pzg0LRT5QIHSc8u7Uet0+ytDi5z2331DlJtxowG2IXejtqBs8+ptXlIyVCo8lZU1J5YkMdD62u5lunFsT8fiVpZpxejYoWNxMiRLt6QxnYx4bXr3HW37axtrydvCQTi4sSmZljIz/ZTE6SkbwkE6Y4jqfuuH0aX31uPy0uP5+bmzngqHRXkXLTkp5DG0K8vLP3COSDq6u5+5wihBCk24ycPSWVsyanUGf3ktHld2RHSOdG44kNdRxpiVK76PeqduwgDXZvj0xNQ/BmONKoTW8cnp4VLW6K0yyUpJlZdyS8Ma26zcNP3ynHYhB8cVGOOjcoFANAidBxgNPr53uvHmRalpXFRX3XnKVZ9ZQ1xOd/V9Ua22z4WHhgZRW3n17QI7owId3CspIkXtzRSEGKmSvmZsb0fhsr7GQnGilNj9/rNJao6XhP2Usp+cqz+1lb3s53Ti3gsjgmG8XC0RY3337pAM1OH+dMTWVmrq3vF/VBVqKRm5fmkG4zRi1PORpNCHbj8Q115CQZSbMamJ5tI9VqICcpPELXEofRfFQBCqDTq3N2EL8M2CR1JST2Iw3JKI+hKSlEWYOL4jQLRalm9tQ5aXJ4O6dbvbqrkeo2Dyv/bx4ladHPKeP9vDDUXBxDVk9xjJG6v9QJbRxw77tHqLN7+eHZRTEV62clmujw+GPqooeACNnXEN94zr64b0UlXzkxt4dh+PKpqVS0uvnLqiqyE42djSHR8Po1NlS0c/PSvAF7jEZjvKfsf/D6IR7fUMuNJ+QMugD9+GArP3/3CHodXLMgiylZ/fOrjUTIlD4SXr/Gv9b3PeITAuImJHDe3tvCpbPSWdCt+ap+sMpVDOaR3f1wHNGkRHQz8kyzGjDoRI+RvBCYohQrHx9q46wpqRQHI63bqx2cPilwrnF4NBJNek7uY+jHeD8vDDV3nFk03EsYVYzU/aXyCOOAh9fWcFJJUswm4K1OH4LA2LpY+OTQwLxAo/Hw2poejSE6IbhuUTbJFj1/WdXTd7E71W2eYBlCUky/U9MkdrcfLdYPTyBln2wZnyn7D8ta+O2HFVw6M53rFw3u2NE2l4+fv3uEZIuer5+UN6gCtDc0KfnV+xX9fv0rEVL4LX3UlsaMztD/Yscxhkmvw+UNPz8IIUix6Clv6hn1XH/E3uOxvshLNqETsLv2WD2vXgduv0Zzh7fXc8V4Pi8oFLGi/jrGATpBzGbeHr/Ge/tbmJufEJP/4r56Jx+UtQ50iVH53UeVSBl+kjfqdWTajMgYdGJrMC2XkxTbtTsUvXDEYWcRStmPt5Sb169x09N7yUsy8X8n5w96pPnpLfX4NMnn52VGrBEeCnya5O1exnr2F7dvkOxR9EqEhjixJIkDTT0zMGdNSaW+w4uvy0jN/jZO6nWCNKuBlQePnePOnZaGxyf56bvlvZ4rxut54XhxxoNbOePBrcO9jFHDSN1fKh0/DjDoBd4YI3vbqjrwaZLp2X3X3Xl8Gk9trh/o8vpkf4OLqd2iYBJJLJqn1RWIQMXqLaoakWLnr6uqONzs5hfnlwyo6SgSu2sdPLu1nrl5NrKTBr8hXNMke+ud1Hd4aerwsbV6aCffxCNCL5mZzqvRLJmcLY2DtKRRz/z8RJ7aXE+720eS2RD2+P+2NlDR6u6sA48nFd+dkjQzO2ocneVJ07JsnDc9jQdXVXPTklxyh+D4VCjGC0qEjnHq7R7q7F5OLI7tq153pB2dgAkxzJf/9Gj86a3+UNvu6SFCmxw+ZuX0LZRDo/2KU2NrSorHvmk8U2/3cNebh1lclMjJpX07LsRKnd3D7a8cpKLVg9kgOCPo7TqYHGx08e+NdYP+vl3pXk+dbDYAfTfGfG5eJjNzbCwoSGB3rZP/betmcq/5Y+9wGuOEshutTn+YCC1MCYjC1i7NSQOZ3paZYMTjl3R4tM5zw81LcnlnbzPPb2tQAwYUigGgROgY5x9ra/D6ZcyjN9/Z10xukgljHz6cPr/kvf0tg7DCvuluLN7h9tPq8jM7goF0d9YeaWdalpXMOCxyFH1z15uHcXo1vjFIaXgpA2nw+1dWIiWcNTmFJcVJcdmE9UVdu4e/DeFAha40O32d3dQA50xN7TPaeuMJ2Z3d1kIIZubauDuniFq7l921Djo8GhuHdNWji6q2wNjOjG5ZjoaOQPYjZNPkj6O+OxIhM3y7x98pQjMSjMzItvHc1gZ+fn7pgN5foRjPKBE6hml2eHlgZQWLCxNjsieqbvPQ5vKzrKTvJp6hTl92pXsqPWRhE2mKSVeaHIGL913Li4dsbeMNj0/jTx9X8vDaGj47J6NXi5oQLq9GTbsn6jHo80tu/t8+ypvd5CQa+fz8rIgTjbqiaZLntjWwuy6QZr1ybiazolg3tbt8fFDWypaqgR+z3zwlj3Sbkbf2NLPuSHvU7XbVOji5NLlToCeY9Vy3KLszAnvutEDndaIpMPHHpBcRxbwQgtwkEw12L37Nq8zqu7Cr1kGSWd/DYivkRJASFKGV/bSP82sSvU503gh1dGuSXFyUyL831oXZNynGPqNpVOdoQInQMYjPL3l3XzPfeLGMVqef65bnxPS6smDdVHEMozpr2j0DWmM8WLpFwxJMgZ9XH25jdm5kISql5IGVleiE4Kp5WUO+xtFAi9MXsFP6tJYZ2VauXZzDZ2ZnUJpm6dPPUMqA6PvOSweoavOwrCSJryyNbQTng6ureHVXE4UpJn5+fikTuonRh9ZUU97s5uwpqZxcmtQpxtw+jS1VHdTbvWwMznn/2rJccpJMaJJOAQrRLZAGM/V+8cz0TrFx6sTkXkXo+/tbeX9/K7edlt/ZFDgxw8I958Z/Q7TqUBvv7W8JzCc3mOI3ux1jeHwad7x6kP9srOP8aWk9nm8P1oGHpnPF49HalbIGJ9OybSSbQ2LWw6Quwy7mFyTy+IY61hxu46KZg2tNpuib4Tqvj9ZRnSP1OqhE6ChGSslLOxq5683D+DXJzFwbqRYDL+1opNnpI9mi51cXljI3xhGHtfbAhbz7SMNIHM+Gz2aHL2xNxWkWFhYk8NTmepaVJEeMiL62u4mPD7Xxk3OKKemHSf1Y439b6/nac/tpcfo4fVIKh5vc3P7KQe587SB/uGwSV8zJJJqf4a6aDq59cg+bqzqYmG7hNxdN4ISixJjS8A6Pnzf3NJOTZKTW7uXLz+zjklkZfH1ZHhajjnf3NfP89gaWFidxyoRAbalfk2yssPPmnp5d6g+tqeHOMwuxGnX8ZHkRmyrt1Nm9nDohvC5VSsn6o3beivAe/eW1XU0sKkzsXGMs/GFlFZfNSmdefkK/yhbWlgcE6IR0Mw9/birLH/AMriHvKGNLpZ0rH9/FgUYXV87N5GvLet4IhZowQz72Wiw2GhF4eksD95xbTG5SyKbJwWldfImnZVnRCfj0aLsSocPArSfnD/cSRhUjdX8pEToKaXH6eGh1Ff9cX0NZg4uiFBO5ySY2VdhpdvqYm5fAuVPTWFqSFPOM9c2Vdt7f34xBR9QJMl2JxfR+sKhu9/SY633etDT2NTj50ZuHeO76mWG1gx0ePw+trmZRYSJ3nF44KjvdNU3S6PBS3eYJ85i0ezTKm12UN7mpbnfT0OHjUKOLmbk2zp2axnnT0sJEd2Wrm7vePMxjn9YyJdPKry4sZVpWIG1d0+bhDysr+daLB3hvXwvLp6TS4vJR2+6hscOH26dh9/j5oKwFq0HPt0/N55KZGTFZd4V4Z18zPk1y0Yx0MmwGVhxs5ZWdjXxY1sJJpcm8u6+ZnEQj50xNBQJRrl9/0LtH528/rOCec4vR6QSLi8JLR5ocXg40uHhjEMVnV2raPeQmmfD4Yxc2L+9sQgiiNrDsr3eyq9bBkuIk8roMZ9hb5+DtvS2UpAUEqF4nwO85fimIEUSL08dP3y7nL6sqSbEYuPf8kqhm8aEbhFBUfyAloaFUe5rVwIdlLXy1i+i1GvUUp5p5Zks93z+rqDPyqjg+hDykbSa132NhpO4vJUJHCLtrHTyyrpojzW521jjwS8nZU1JZVpLM9GwbRr1AJ+D5bQ3ct6KCDo/GjGwbd5xewPnT0+MSBl1pdvh4cHUV7+1vwWwQnDwhJaaIzWA2jPTFu/tayEs2haVxTQYdn52dyb831vHqzkau7JJqaHEGvPu+cXI+yTFEdY8nmyrsmO78GL0QvGNuRSfgul+uZ2KGhTSrgX31TmrtARHo6+XqadAJMmwGki0Gki16Vh5o5flgJ3W6zUBpmoUZOTb+t7UeTcLVC7L48pLcsOMkN9nEry4s5bFPa3llVyOv7Ay4/ySZ9SSa9JgNgXq4i2dkcOMJOTFFyLvS6vTx0JpqshKMFKaYEEJwwfR0pmRaeXdfC+/sayY5WCsZWte+AVjpvLmnqV+G5PGw+lAbl8/NxO6OL8W7r94ZUYTWtnv4b9DmLFSz+tUTc8lNNlHTHshM/O2Kyf3++x4tVLS4OdDoJDvR1DkCNXQeeml7Azc/u49mp4/zp6Vxy7K8Xn1jj7S4sRhEZyR0IPtuT52Tk0qNTMiwsLWyA03KsBvwi2ak89fV1Uz79ac8e8NMTiwZPKcIRe9c+MgOAD66dd4wr2R0MFL318i6Qo9DfH7Jbz88yk/fLkcIyE0ykZUYMGJ//NNa/ra6usdrTp2QzHWLcgY0QUZKyVt7m/njykq8muS0icmcOiEFgz62E3aoLvN48cSGuh5jPCdmWMhLMvLI+houmJFOQvAOLxT9dfsHySB8EEmzGTh3TiZ+KUmrNCAlFCSbqG7zsK/eSZrVwJzcBLISjWTYjGQkGEgy6zvHE5oNgpwkE+k2Q9jFUErJkRY3G47aKWtwcrjZxas7Gzl9UgpfOiE3LMLWFb1O8OWludywOIdWV6CEoy9nhFh5cHU1Hr/kyrkZYTc2kzOtTM604vVrGHThDTnPb+vbBvOEop5ibn+9c8gFKMD2GgfLp/rinoC0q7anuHZ4/DwUoVv/72truPucos7SiDaXf8xG2RweP79+/yi/+fAo3i7RZZNekJVoxGbUs7/ByeRMC7+6sJSpWX3bsq0tb6ckzdJ5XJkN/Reh7+4LROwLU8xsOGpnb52TGV2s4a6cl8WEDAu/+7CCk/+8he+eXsjPzisZcdEmhWKkokToMGB3+1lX3sYnh9p4fEMth5pcnD4phW+dkh/WZenXJOXNLmravWhS4tMkpWmWsC7jNpePN3Y3YTHqmJljY1KGtc87/7IGJz956zA17V6yE41cOTeTrDgtjKzHMRIa4uG1NfxkeVFY88zFM9N5eF0tr+xs5OoFgbGRFmPgeYdn5IlQvQhMYEkw6Uhq0GPQC+45pyRm8R8NIQQlaZaYutUjYdCLHlY3A2FNeRvv7Gvm1AnJUc3mu4vd7pOxotHdHFxK2RlNPB5s7WeXvdOrhZW6/O6jyqjbtjj9JAVF6IYKOxfNiM1ibbTg9Wv8d1Mdd752iDq7l7OnpHLu1DTaXD6anT4aOrzU2b00OXx8ZWkuV83LiulvpN7uod3tp7BLc2WsJUnR8Pi0zvrPlQdbw0QowKLCJP75+an8bXU1v/+ogv9uquORq6ZywRj7zhTHl+5d+IfvWjrMKxoalAiNgNOrsa/ewZRM66CPIvzXuhpufWE/bp9EAFOyrPzsvJKwgvcQep1gYoaViRk9I55Or5/ntjXw7411YREEgw7yk81cuyibZSXJndEUKSW7ah08v72Bj8paMRkEF81IY1FhbA0m3RlI2rS/LCtJ6jElKWTf1HUfJJj0GHSC2vb+jeobSuo7vPxtTSC6fZE10GNy8b92cO7UNM6YlEpRqpk0qwGPX2PV4cBNSkOHF0GgHEMSaLTwa2AxCE6bmMLCwkSWlSRHjb40dnh5eks9Xr/EZBCkWAxcOis9zOB7MHl9VyP3r6wk2azvbDaKhViPw9IYBikMJUa9YHKmNe5xtd0jchdMT4vYfAWQaNaRaDaTlWDg9x9V0OTwcu3C7FFn0eTyamypsrOv3onVqCPJrGdvnZNfvX+EOruXKZkWfnx2cczNk33x5KZ6hICZOcfOmQ39HNkZwqdJDDqBlIEIbSQSTHruOKOQ5VNSuX9lJRc+soPvnl7AfZdOGtDvVoxfunbhi9tXDvNqhg4lQiOwq9bBtP+3gTm5Nh66cgonRSmAjwePT+NbL5bx97U1LCxI5PPzs5iZY+vXdJ415W384t0jOL0aRakmLp6Rjsmgo6LFTXlLoKb0V+8fRQA2kw6bUY9fkzQ5fRj1gmWlSZwyISWmBqTuuLwaO2sdbK92xP3agfCNk/MiRuoaHYG0aFe/Np0Q5Ceb2Fl7/LxMB0Juook3djeFjWoUAqQMlD3MzLGhE6Kzy9egE+h1ghanj3f3t/DGnmZSrXqeuHpaD2G5s6aD7712CLdPw6gX+LXARfXJTXX84KyisJsfKSXtbj9NDh+JZn3EUaetLh9rDrextrydVpePylY3EpiVm0BJqpm6Di9v7WkmP9nEtYuy4h7n+Z3T8nlgZVWv23T3ZBzsG8W+mJhuITPByB2nF/D7FdGjmV354sKsHs18S4qTcHj8rDjYFvb4t07J74wS33JiHq/uauRf62t5/NPaUdGYZHf7eWJDLX/+pJL9DU4iVcXMzUvgttMKWFqcNGjfX2Wrm1d2NbKwIDHsGDna0j+f0BBGvaCm3YuEHpPbujO/IJF/XjWFv66q5v4VlUxIt/CNUwoG9PsVirGMEqERyEs2sTxoLH3yX7ay5pvzmZ2X0KuPYl98+6UD/H1tDV+Yn8XNS3P7XSz/ys5G/rCyklSrnqsX5FDUJe2UajUwOy+BC6enUdHqoazBSavTT609cN26cHoa8/IT4hIG++qdHG5y0eb2s7Pm+ApPgPOnp7G0OLp5fsiIurhbGnpOXgIrDsQXqRouylvcLClKZFKmlTaXD7tHw6dJpmZaKUo19XqR1qRkd62D57Y18tDqar53ZlHnc3V2D9966QA2o45bTgz4a0JgKMFzWxu45+1y5uYlYDXqKGtwYvf4cfsCQlcAP15exNlTjvkwVrW5ufHpfXj9EptRR6JZT2KwXnVThZ2VB1qRwEmlSZw9JbVfDgopFgM/OruQw01u9jU42dBtNOxgjgi9eWkOrU5/z9GYfRAqXUkw67n7nCIONrr4z6bo5QBXzctkcmZk8XL6pBR8MuAFetW8TKZnh2dfDHoR8HJNt1Bv97Kmj7VpMlBnGTq/fHqknTf3NPHWnmZ+eHZRWANf2Os02adXbG9IKWno8PLB/ha+/nwZzU4fUzKtfH5eFtOzbZSmW/D6NRzBkoRJEbI7A+XbLx1ALwSnTzx2jEgp2THA81YgqxI4h0b7Hrti1Ov45in51Hd4+fZLB1g+JY3pMYwYBvj4YCtv7G7innNLOic1KSJz4+LY/K8VAUbq/uq3CBVCTAAeASYALwE/klK6gs+tl1IuGZQVDgO17R6e3lyPTsD1i3OYlGmhzeUjmo9iX/j8kv9uqmP5lNQwi4942VPn4I8fV1KQYuLGE3IwRLlYCCEoSjWHCdT+cLTFzVPHsdauO8tKknoVoADrj7STYtH3mFyRm2Si3e3H5dVGxcl8/VE7JWmWHpZDfSFl4EYB4KRuAm3dkXY0GTiGu9b85iWbuPXkPD451MaGinbMeh1pNgPFaWayEowkmvV8cqiNX71/lAybkfkFiWhS8t9N9fg1yU1Lcjq73bvi80tcPq1ffyNdMep1TMmyMiXLykUz0ml3+TjS4qHR4WVxYWSbo0WFiZ2G9n0xK8fG5XMz0AlBQQrck1tMTbuHv8c40rPr5xZCMCnTyt3nFLGv3sn+BlfYOro300V6r+VTUlk+JbXXbWbl2HCma32K0M2VdhJ+uCrsMZ0IOCZ8/t+7eRr4XAQh6vBq/TrHNTu8XPDwDnbUdNARrMGenGnhZ+eVMDvXdtyi1A0dXhodPs6anEJSl875/hrVd0UI0elUEWv2SK8TfPe0Aq58oo0Xtjfwo5y+hxR8sL+ZCx/Zgdsn+bCshY9unTcqzl3DxY1Lcod7CYNCSZq5M90+lLWfI3V/DSQS+iDwArAW+CbwvhDifCllOzCqZ5hlJBi5/tQCbjwhh9l5CWFRgv6w8mALbW4/p/Qzrb+jpoMXtzfw0YFWrEYd1yzIiipABwtNSv61vnZIf0dfnN3LhRkC9lL1HYHGhe5Rt9Dc6CaHl/yU0TFa7X/bGrjFFr2TvTvNDh9Pbqqj0eHjSyfk9PBN3Fhhx2bUkZnQ889crxOcPimF0ydFPiYnZ1r5+5pq7nz9EJfNyuDNPU10eDQWFiSE3dxIKamze8lIMGLQCxL1g98VnGQxMCu391NVPCL07CmpSAnvlbUwK8dGXrKJ3CQTy6ek8t7+ln6tUQjBtGwb07JtXDwzHbvbj82kG7CfbmOHl7Xl7WyI8bNlJhi4/MRc/Frgb7gkzcyiwiT0OrjztUNc/Z/dGHWCz8zJDHtd4NxmiOsc5/D4OfWvW9lX5+TCGekUppopSjGxsDBx0BwWYmVrVWD/TOoWqRzsyW7xfJ0ZCUamZFp5anMdP+pjdHBIgOYnmzl3aip/X1vDGQ9uVUK0FxqCw1Uy42yqHWl0FZ1DWfs5UvfXQI7uHCnlX6WUG6WUNwKvERCiKQT6J0Ytxalmfn/pRGYHJ/HodIJEs77fqfjVhwM1X9P6YalU2ermmy8e4IOyVpLNem48Iee42H8caR5YHdVAuXpBVp8lC4ebA409SyJES7OC9Yw/euMwrXHa6Qwn/1jbdzTO7vbz2q4m/rKqina3n5+dV8L1EVIt64+092iuq2p187N3jnCkuffBO1ajrjPa/vz2BtKsBi6fk9Gj43djhZ2H1tTwy/eOxjxFaCiIVbjPzrWRZjNQ1uBk1aE2Hl53bH+fWBJbFNrh6Tu6lmjWD1iAbq/u4C+rqsMFaB+NSek2I1cvyObaRdlcvziH0yelkmjWYzUGpqdZDDqu/e8etG7fVX/OcY+sq2FnjYPrF+fwndMKuHJuJktLkgdVgB5qdFHd1reQPNAYOJ4zbOE3K42OwWlODH2XDR3xnUuWFiexq9aB09v7MXPNf/agafDrC0v5woJsLp+Twboj7TyxYXgDASOZK5/YxZVP7BruZYwaRur+GsjZIiy8JKX8NfAs8D4QX05xjHP5nEwMOsGDq6titqEJkZ9s4vtnFpJmNdDi8vP4p7WddZDxIIMWTy6vhjcG/8zCAabyB8pTm+tpdvR+wg+lOSPVqi4pTuLqBVn8e2MtU379KR+VtQzFMgedz83NxOeX7K93UtXmweUNfFdefyBduupQG3/6uIpNlXYunpnBv6+ZFtFZQZOB7zrFeuyGRUrJw+sCF7VHP63r02oo1Wrgm6fk8b0zCvjy0lzm5CWEReCdXj+v7z7W3f3qzqa4j+/jTSiKGzI7z+zSwBIaW9sXv/uoEo9vaO2/1h9p54XtETxTNV+vfxR2t59PDrWy8mArKw60cKjRhZQSvyZ5YGUVHR6NX5xf2u8b6q58fn4W+ckm/re1nhe2N7D+SHtMgjEWats9/PSdcm56dh/XPLmH6/+7hz9/Uhn1/ZcFTeK7R8MHY7Jbm8vHjBwbBp3g7rcOx/XanCQjmoSmPs5lv7pwAj5Nct+KClYfbuO1XU1MTLdwxdzMXl+nUIx2BpKO3yeEOEdK+W7oASnl74UQGvD7gS9t7DAzN4HfXDyB2185yIs7Grl8TuwnFiEE509P57xpaWyu7ODutw/zz/W1nD05laUlSX2m5evsHlYdamN7jYOQPhAETNOnZlmZnGlhYrqlR+2WQSe47bR8/tBHp/JQ8qdPqvjWKfmk2SIfptmJRlIsep7cVMuls9LDPoNeJ7jlxDxOmZDC/3v/CGc/tI1fXziB751ZeNy7qeNhSpaFf31aQ3XbMUGkE+GjBwtTTPzygtIezVhdaXf7kYTXsO1vCI9+vrSjkUaHlzMnRZ+S1ZtJ+kfdGr+2VneQbNVz1uTUqK8ZbkJlGrnJJu45tzgsevtwDFHoEL/+oIK7zyka9GNJSsmKg23Rm+pMCZGLYoNUtXn4yVvlYY9lJRjJTjSys9bB/7toAredXjgoa81JMvHxN+Zxyp+38udPjp0nTpsY8Dzuj+9sTZuH13Y38dy2eqSEn55bQqrVwFOb63htVxNv7mnmm6fkc8H08Ij8nLwE8pKNfHywlSXFx86L0SyV4mF3rZOlJUmcMSmF9/a3sP5Ie8TsSyRC9bXNDh8FvZQF3bQ0UK9387P7+PSonYnpFlZ8bc6gevf2haZJEDqV+1ccV+ISoUKIXCll6Ez9hUjbSCnvF0I8M+CV9RMhxBICNak+KeW64VpHd247rYDnttbz50+qqG7zcOGMdIpTzTF3yQshWFiYyFPXTucbLxzgvf0tfHKojWWlSSwuTOxM0Uspqbd72VnrYGtVB60uP3odXDIjnaxEEyaDwO728+6+ZtYfaWdteTtpVgNnTUnptAIKkWwxcPaUVN7vZ53cYLCmvI0Lo5g+CyE4ZUIyr+9u5vltDRE7f2fmBGy2fvthBd9//RBv7G7itZtnD7h5Zig4d2oqf11VTavLzzdOzicnyUhla2B2fKJZT5JZz4R0C3Py+vZUDNXCdT2+9tb1jBh/fLCtc0JTvESaUPTxwTZOi2Py1vGm+7jZ0P7xxTELPkR1u7fXpqN48WmSX753tPeN+rBompFt4z+3LQjrjn9rbzMrDrTy6wtL+f5ZRb29PG4mZlipvGcpNe0eyhpcvL+/mV+9d5TVh9s4Y1IKiwoTmZZtoyDZRGWrh0PNLo42u6lsc1PV6sGnSSZlWJiUaWVvnZP39jcjZUDIPn71NEqCgzm+fVoB5U0uPvvoTn77YWBs8ZXdooTfPKWAH71xmN21js6/kYRBKF16a28zS0uSWFqSxNojbdy3ooJnrpsR02vbg+NdexvBG+KmpbkY9YK/r6nmpS/NOu61ew6vBkI38k6MI4DuxvGKwSPeSOgBIcSfgd9IKcNcloUQJkAvpXRKKWMzzxtkhBDnAY8D/wK+IIS4H3hMSjn08/z6QAjBe1+by/dePciDq6t5blsDZoOgNM1CQnBOt9WoI8VqINViIC/ZxJLipB4zkpPMBh77wlQ+PWrnjx9X8mFZIPWWYNSDCExZ6vBoCAKpoBtOyOH0iSk9vBVvWpKLx6fxQVkLD62p5vltjXxgbeWq+ZlhE2lOLE4aVhHal1hcVJjItuoOHlxTzbRsW0SBZjPpuefcYv63tYG/r61m4f0b+fDWeb1GJo43RSkm3t3XgtWo47cXT+CEOLvkuzM5w4rVqGNHtaPzvWbm2NhU2TMF7+pnavn0SSk9InYXzkjDoBfU272sPtzG6ZNS4p4531/m5tnY1od/bW27hwnpPSPI/RHNCYPYMOL1a/zq/Yq+N+yj3sFm0rGw8NixMy8/kZtP7L8jRywIIchLNpOXbObUiSlcuyiHP31cyb/W10Rs9BIEbK7yk02YDTo+OdzGG3uaMRsE3z61gNtOK6AoQpS/JN3Cp7ct5MwHt/LgqiompAearkIsKUoi1arnvX2BhjOdTvTp6xkrXr+GUa9jcWESHx1opbHD22eU0q9Jnt1Sz5RMC/NiNOO/bnEO1w2TlY7NqAOpDdxOYAzS1TheMbjEe3U4HbgbOCiEuA/4g5QydFU7C3iVYeiMF4GcmAm4GviWlPJZIcSzwO8AixDir1LKXkf8CCFuAW4BKC7u206jP9hMev56xRS+c1oh6460sbHCzs6aDqraPLS7NZxejRanH3uw8UEnYF5eAieWJHPm5NTOaJUQgiXFSTz5xekcanTx6q5GWlw+pAy8Zm5eIqdOTO4hPLtjMug4f3o6505LY8WBVn77YQUPr63hzMmpnFwaMJE26AU3LM7m8Q11Q7JP+iK7j2iAEIJrFmTz4Opqvv/6IZ68ZnrE9L0QgqvmZ1GcZubn7x5h/n2beP9rc5ib32t2c1DoemyRMy3suZD4qWrzcOW8TK5flMPRFjd/XVWFT5NomkSvF2QlGJmebWNefkJMdW56neCC6Wm8tKORDo+fBJOeiRmR0/f9bSg6pTQ5TISeNTmlU/CuPtzGlqoOdtU6uHJuJlMGSQz0xoR0S58itKo1eiBxdq4tLk/JUGofAtpwU2UHDR3ezqECiwoTyU7sO1IaswAF8Ht6FIQfj3NXPEzOtPKnz07mgcsmsbfeyYaj7RxqcjE508qsXBvTsmxhHd9SSqraPCSY9H3esOh1gre/Ooepv/6U+1dU8q/PT+2Mbut1gttPL+Qnb5WzpaqDhYWJ6HWCqxdkDdhqrrLVQ2m6hRk5Vj460Mqqw21cOiuj19d8UNZCRauH52+YOaJLgELodAKkNvJmHUfh6wOwOxyPjNT9Fa8IbQVChWU/B74thDgA6IHZwKZBXFvMyEB0wC2E2A3MFUK8IaXcIoT4DvBnwAn8tY/3+AfwD4DFixcPaXdFyAPx2kWR73g9Po2tVR28tKOBJzfV8bc11fxjXTWnT0zl7CmplKSZyU0yodcJJmRY+NapA5vIoROCMyensrAgkW+/fID397fQ4vRx0Yw0hBCUpltYWJAQMYo21OTEcBG3GHV8bl4m/1pfy+rDrVw0M/rF4cSSZP70mUn88I1DXPTIDl760izmFyT2e3hALHQ9toz506XNrKPdHTjX+zXJlXMzuXpBFhaDjkfW1/DS9kYM+kBkXAd4g9FtCEQr0mwGUq0GZmTbuHpBVtSbjfOmpfHi9kb+9HEVp05MYVlJUsQbiq4pS7vbz9oj7XS4/UzODNQMd09hhzDoBdcuzOI/m+o5qTQpbETn4WYXEzMsHGp08d7+luMiQidFEdld2V7j4PK5kZ8rSTPHJUK7Cou1R9p5Z28LehEQQx6/pLLFw80n9u3Nd7Cxd6eCMCJ0xx/Pc1c86HSCGTm2HrPWuyOEiCsrYTXqeeKa6Zz1t208sLKSO7vUeZ9cmkxmgoH39rcwO9eGyaBjSmbfx0Vf1Hd4KU23kJVgJMmsZ92R9l5F6PbqDh5YWcmkDAufmd27WFX0j88vyB7uJYwqRur+ileEPg7kA38EWghEH68HZgLPAV8bzMX1g23ApcAkIcROKeVOIcT3gGeFEJ9IKbcO8/piwmTQcUJxEicUJ/HLCydwsNHJXz6p4u9rqvkg2OVt1AumZFqZm5fA3PwEchKN2Ix6TIbAzPQjLW6OtripbHVT1eahw+NnUWESp01MZl5eYsT0Y4rVwKOfn8o/1tbw9JZ60qwGTg4Ki/Onpw2LCE21xlaiZAkKJWsMNWCTM6384Kwivv/6IRY/sJkEk47FRUm8cOPMPqPHA0US+H4/OzWNKS2BlPnJpck8t62B9/a10NDh5Run5PPLC0rDTLfbXD5e39XE6sNt1Nk9VLd5eGF7A6/tCjS6Xb0gu0fpwtQsG//43BR+9k457+9vYW+dgxsW5/Dj5UW0u/w4vH6MekFWopF2t5+PD7ayqcKOJgPH15aqDoSAgmQTZ0xKYWJGzwa2SZlW7jyzAItBF/Zchs3YaZvTl98rBGrmdCK8m9np9fPo+loum50Rk0hJsgws7T8nLyGs2783bukiLg81uXh3bwvFqWYe+8JUhBD8/qMK3t3XjJSyzyiYKR5LI4Np4IpqDHDm5FTuPqeYn797hKnZVj47O1AfKoTg7nNK+NZLB1hd3s4Zwaa7r5yYG1fjWXfMwe9ICMHEdAubKtojfretLh+PfVrLKzsbKUgxs+L/5g2KE4GiJ0eDNnORSjcUPRmp+yves/Z84Eop5RuhB4QQvwduBX4DnAs8PWirixEhhJAB3hRCnAV8G/iTEKJMSrlRCPEWgVKkUcnEDCv3XzaJX5xfyrbqDnbXOthV6+CtvU08t62Bp7dETjXpdYFI4uzcBMwGwTt7m3hlZyOZCUbuvaCEaVk9IxShE/ba8jbe299Cms3AzBwbRr2Ou88pYkeNI7J1zBAwLy8h5jRWyLsxxRKbaF1UmMQz185gS5WdzZUdvLO3mdP+upXN3104pEbbFkNgZOGeOiflDhdev+S2gwfR6wJlFC/fNItlEUZTJlsMXL0wm6sXZmN3+2lz+ajv8PLbD47y1OZ6PjnUxu8vmdijwWhyppV/XzO9c9zrP9fXcM3CbNJsBtIw4PT6WXeknQ/2t+DVJBdMS+OahdnkJpnYVetg1aFWXt7ZyH821ZNs0XPmpBTm5iWEXVgjddCHKhcLkk29RqKklLy+u5mNFXbmFyRwWTC6JKVk9eF26jt8rDjQyjULY7uLn5ljY1dt79HMaMLQbNBx6oRkPj7UFuFVxzhvWmqnL2m728+zWwL75sErJne+74wcG6/vbqLR4SMzWDvY4faz6nAbp0xIDvP6TTDFcbz5PHGETcc295xbwnv7mvnrqioWFyZ12m/NyUugJM3MJ4daWViQQLLFQH6yifkFCWzp54202XDseClNN7O1uoN99U6mZR87h36wv4UHPq6kw+Pna8vy+MUFpUN+Uzueue6pvQB8dOu8YV7J6GCk7q94RWg1EHY1kFJqwF+CJ9/fcZxEqBBiGpAObAA0wB9cz/eEEL8Fvgq4hBBHgc8E1zaqSTDrWVaa3ClSfs9EHB4/nx5tp87uxe724/BoFKWamZZtZWKGJUxQOTx+3t7bzNef38+P3jjMQ1dMidgVrROCh66cwnX/3cOL2xvJTjSSmWBECMGcvAQmpFu4b8XQ957F07Fd3xGwNIolfR8iI8HI2VPSmJuXwK5aB/vqnTQ5fJ0z1ocCnyZpdvooTjWTJo2Y9IIXrprJ2VNSSY4xkheabpObZOLJa2fwlRPzuODhHXz9+f38/PxSZkZIf146KwOLQcdvPjzK/Ssq0esC37NPk0gZqL39/SUTw6YhzclLYE5eAjctzeWjslb+vqaal3c28X5ZC2dMSqUwxYRJr8OoFwEvShmY8PPuvpZOz80mp4+99U6mZ0dOyfq1Y96OWyo7uGxWBvvrnby1t7nTW/FIsxtncOZ4XyTF4HoQcJVIDrM30zRJWaOrTwEKhI2SbXb4cPkkFkPg3zajjn0NTp7eHCh56Cp115S3s6a8HYtRF+btGkvj1pmTUzh1QjI/v7/37vjxhE4nePaGmRT+fB1ry9soSj3mjvGz80q48el97Kt3do7CPXtyar9FaNfvKHRTUdPuCROh/9lUR4JJx6pvzo/JwUKhUMQvQh8F/p8QYncE+6OjQE+PnCFACHE58CugMvjfBiHEY1LKNgAp5Z1CiDOBucBU4Bwp5eHjsbbjjc2k5/RJqTFv+9k5mUzNsnLCA5u5++3D/PGySZgi1PyZDTr+evlkrn9qL//eWMfXl+V1NhMkmvV8/8xCfvNhjM0U/cQdR9f2gUYXCSYdBSmxCUi/JnlxewMflLWyu86BTsBzN8wcUgEKMDs3gQ0/OCHww6OBC9ikOHxj4dh0mxBnTE5l/XcWcN7ft/Odlw5wyax0lpUkMzc/ISzVe+60NGbl2nhvXwtOn4bPLzEbBGdMSmVyZs9UewiTXse509JYPjWVNYfb+MPKSl7b1RR1fVajjm+eks/ULCt3v1XOM1saKEwxsaAgkQnpFlKt+s7fZdALfrK8iFq7l3SbgXXlAUuhpOAxNiHDwteeK2PlwVbOm5bW576JZULOB2WtfFDWyoUz0pASKlrcbI+xFvRry3LD9lNxmpkvLsziua0NXPfU3k5PV0GghCXUQS2lZFVwctqHZa1hItRk0HHdomz+vTFy89/8/AROnZA8KppbjjcFKWZSLXoON4UHiAtTzAiOWSRB304bvdG1QbIqaJjf/caqxenjqvlZSoCOYrpbMQ3VHHfFMeIVof8POANYJYR4B3gDOEQgInk3sG9QVxcBIYQR+DzwZSnlKiHEFcCJwJ1CiN9JKVsBpJQfAh8KIQxSytEzt/E4MCs3gf9cM40rHt/Nr94/yp1nFkYcBZqVaAqYW79ykP9srOOmJTmdaViLUcf/nZzHX1dVD9k6nd7YRKhfkxxodHHu1LSYL9Rv7Gnir6urmZJp4QdnFXH9omxm5I7ei8ecvAS2f28RVz6+i9d2NfHC9kYsBsGkTCvTsqwsK0lmfn4iBSlmbjghckOclJL6Di9lDS6SzHpm59rC9qdOCE6ekMJJpcnsqnXQ0OHF6dVw+jT0QmDUCxJMek4sTuq8sXnmuun8d3M9T2+u49WgcE2x6Dl1Ygpz8wJlHjqdIDvRyMqDraw82EZxqpmHr5rSKaAvnJ7GW3ubWVKUFHVwQYiyhtiz1W/EWP8Z4txpqT1uUqQM+Fx+/aQ8Vh5sxeHVmBZsPOza8FXebQxuh9tPQhdRNDHDwiUz0zv3UVcunNHluO5jbOd4pDTdwqGm8P2r1wksRh1trnDHoQUFCWyOMxp69pTwYQ7VbR4sBhEmTDUpaXX5OscFK0YnXa2YhnKO+0AYa0I5LhEqpfQJIc4H/o9AuvtPXZ5uBa4cxLX1RjIwBVgFvAg0ABcRsGh6SAhxIpAhpXydYJpeEc7lc7P47cUuvv/aIfbUOfju6YURp4DMy0/kO6cWBKJfu5u4ZOaxyUSZCUa+uDCLJzcNzP4kGrFGQjdU2PH6JadP6jm+Mhrv729hQrqFvT84YcxEmDISjHx46zwcHj8flrXwdtCk/PXdAVGabNFz2sQUlpUko0mJ3e2nxenjaLCJrbzZTVuXyNG8/ARuPCGH+d1srIQQzIpRsBv1Om5YnMP1i7Ipb3azucrOfzYGpt+8u6+ZohQzzU4fHR4/Ll9A0D10xZTOxrl6u6czghjLuNmh4ISiRM6YlNLjRk1KycNrazAbdVy/KJtLeumW7p4G/v2KSn5yTlFYI9bCwkQ6PH4+KGvl1AnJlKSZKU4zh9co92FWPx5ZVJjESzsaejxuNegCBuxdKEmzxC1CZ+UcO9Y1Kdlb7yQr0Rh23qhs9aDJQGTc7vZjM+pUQ5JiSBgNQjke4m4nDUYV/wj8UQiRA0wmUJO5VUoZu79JP5FSeoMm9N8UQhyQUn4shPgEKAAuEkI8ChQDHwe3HzGWJSON751ZxEmlyVzznz18//VDXDIznW+fWtDDrujSWRnU2738Z1MdWQnGsMaZyZnWQfHhi0QsU0acXo0P97eQl2RkcWFsnp/tbh/bqzv44dmDP3ZxJGAz6bloZkanVZXD4+e9fS08s6WOF7Y39kilp1kNFKWa+cKCLOblJzIvP4FNFXZ++k45t718kMWFiXx1WR6TM/tvsxSy+ipNt/CZWRlsrerg/pUVNDt9TM60djoxnDLh2I1Eq8vHl57Zh8cvuW5RNtkxlEp8ZWkOD6+r7fc6I3HB9MgR9oONLqrbA+n/3XXOiLW4AC6vxtbqnsLnw7JWzpocHmU7dWIKp06M/WZKERhB3DXtHkKv6zkJa0J6/AMqukbfDzcF6pNvWhJuvbWzJvD9LshPpM3lAwwjcirbWOL2QRo/O14YqftrQJ4mUspaYHDP+LHxMTANuC7YGb8S+K8Q4itAiZTy2WFY06jk5Akp7P3BCdz15mHuW1GBT5PceWbP0X43LclhxcEW3tvfwuRMa1jT0NQsK9cvzuaJQTa098YgQlcfbsPtl/z8/NKYBeWnRwM2RBfNGB/+fTaTnktnZ3Dp7AwcHj+bKuxYjTpSrQYyE4ykRGiMOXlCCjefmMuDq6r52Tvl3PK//Vw8M51LZ2WQaApYgZU1uNhaZWdvvZNEk57sJCPZCUYSzXpsJj15SaaI/qBCCOYXJPLE1dN7XfcTG2pxeDS+vDQnZh/J/BQzy0qSWFPeHtvOiYFox9WHZa1YjTqsBh2v7WpiapY1rNkpRKjxqjufHGrjk0Nt3HZafsxNaYqepFkNePwSt08L87QtTLVQ0RKepo93P88vCI/4b6vuwKgXnFQS7mCxs9ZBoknP/PwEXH4ZbB5UDCW9ZR5GKyVp5s7o5mCPBx2p+2tUnvmklC4hxJMEbBd/KISYDrgJdO639vpiRQ8sRh2/v3QiTQ4vT22u444zCntM5RFC8KfPTOZzT+xi9eE2LutmwDwh3cJNS3L41/rBuyeJdEHvTm27h3SrIa4o3YEGJ3odAx6NORqxmfScEmOkzWrUc/sZhdy0JIefv3uEP66s7FGzqNfBxHQrdXYva4+04faF3zjcvDSXaxZkxR1x9vg0Xt3VxJw8W9zjVc+cnDJoIvTMydH3lRCBlLxPBjxOu39CTUpWHmzrMdq0O39YWcV1i7KjTrRS9E6ry4dRJ3qcLzITDOyt65mcm5+fwJaq2FLy3Se27a93csqE5B7NnPV2L3nJJgwGHYmj8qo6+gh9t9OiOG8MlKEUhNEYyvrOod5f/WXU/rlIKZuFEA8DuwjaMQHXBqOzin6wrDSZRz+tpa7dS25yz9RnqtXARTMyeHVXI8unpIY1VgAUpZpZXJjIhiiRn3iJxW5Hk6CLM+hQa/eSlWDs17zw8UiazcgfLpvEV5bmsqfOSavLR7vbz4xsGyeVJnceB1JKmhw+2oLP3/7KQR5ZV0OL08fXT8qLadxoiLVH2vH6JXP70Wkc8rT1az1nwru8Gm/vbY5JhMwvCHSlR+OcqWk8+mktLp+faxdmhZWxdHj8/P6j2G3M/r2xjsvnZKjO6n6wq9ZBYaq5RxnR5Ewr7+5r6RxbGyI32QQxilBzl3rcdpcPh1djZoSLuMcXm4WYYvD46nP7gaHzvRztDT/dGer91V9GrQgFkFJ6CHTArwz8KEfN3NuRyNRg6rS82RVRhAJcPieDl3c2sqHCHrER6NSJycdVhLa6fHGJG4C6dk9MM70V4czMTWBmLw1JQggyEoydtkRv3zKHCx7ewXPbGki1GvhijIbzAB8fbMVsEExI7190UAiBIcLhYzHquGx2BrNybX021F0yI73XCG5xmpkpmRZykkxM6hKJl1LGJUBDhJrHSiJMNAlNPlP0ZFOFPWLZx+SMwGM17R4mZRx7Pj/KuS0SXU3qK0PWTBFqf10+Geaxq1AcT3p0zA9skvdxZUzcukkp/UqADpwNRwPiMa+Xk3RxmoW8JCMbgmPrupNsMYSZeQ+EviKVe+ocNHT4uGRmelzvW2f3MjPHhhZDzamif5Q1OFlw/ybe2ddMZoKR6dnxNTVlJxrx+CQtrnB3NU2T7Kpx8P7+lgF9f5Mzrfx4eREXTO/pPbqsJIkfnV0YU3fzNQuze4wlHchR1ers2WDT5PDyr/W1cVtKjRecXo3kCDesk4OTumrawr1ju6fYe6OwSylIXXAAw6QIZROtLh+ZCaM6pqMYxYQ65uV9p/WwgxvpqL8aRScPrq5iRraN4j5my954Qi6//uAoR1s8FEeolTm5NIl1RwZek6f1clvh9Gq8srOJNKuBL8yPPcLm1wJemJkJRhxeTXWw9oGmSRxeLS7Lmbp2D6f/dSt2t59vnZLPRTPSIw5E6I3L52Ty9JZ61hxu58IZaTQ5fOyuc7K2vI0OT+DAmJQR6LbvDx6fRpvbz6LCRBYUJHCoyU1WgrFPH9JYiDcy35UUa8/j8cXtjeiE4F+fn8KNf1Q+obGSbDGQYNJR3R4eQTbHcSx2bdqrt3tJMOl6jKkN+evmx1m7rBgZdI8iKgaPrvs2GkqEKgDYWmXnYKOLb5+a3+e2p0xIRidgX70zoghNCkZDBypE/b24a60/0o7Tq/GHyybGVdvZ5vKjSchMNKoO1l4IiU9Nk9g9fuKxnLnq37tpdHi5/9JJUW2L+iIjwcgF09N5fXcTO2sdnYMLcpOMfPvUAn71/lH2Nzj7JUIPNDp5cmM9EshLMnLLsrzOUpTB4qzJKXxQFn+PZEq37u2qVjcVrR5uOTE3kKZXPqE9EAK8/sjnivn5ieyo6Vn/OTnT0udggy91G+pQ1eYJ8wwN0eby4/XLmKe1KUYWXX03FYNLmKfp/ZG3USJUAcB/aYw6JwAARzhJREFUN9Wh18GZk1P73NZm0mMz6YJ+eJE5e0oKBp3oNBofbNKCEYrGDl9cw2JTrHqmZFp5cFUVd55ZiFWnIqGRcHg12lw+Ek16ki2GuAS7XggmZ1r7LUBDXLcom1WHWkk067libiYnFCV1dsr/d1Md64+0c2JxEklx2u7srXOi1wkWFyWytrwdu9s/6BHx3H6Of/V3LzEIRlXjdQgYT8zItrGhoh1Nyh5R6GgOGzNzbH2K0KLU8O+ww+2PWCtf0RqI9PS3flnRP+5aXjzcSxhVjNT9pUJBCqSUPLGhlsWFST0iMdEw63U4e5loZNTrWD41lZ+cU8QXF2ZxQlFsRvKxMivXRoJJxwMrKyLWpkZDJwS3npRHnd3LH1bE3zwyXrAZdSRbAtHPRLM+rukvGQkG2l0DH1SWk2TixS/N4t/XTOczszPDhNgvLyxFk/BhH/ZHkShrcJGVYOCGxYFIV/e544NBej/T+t0n/GQG3+fIKKvzOp5845R8GjoCAyi60+HxY4yQKenLdeErS3PCmtK8fg23X0asJz3aEkrlKhF6PFk+NY3lU3vWdEMgDSxuX4m4fSWl967r8/HxQG/7azhRIlRBWYOLmnYvy0qi29F0pzjV3GMucyR0wajYhTPSuefcYr5xcl7Mv6O3iUl6neCUCcnUd/jiLsSeX5DIKROS+cW7RzjSPPgCZCyg04m4xWeI3CQTNe0eyhqcQ7CyAPnJZq6Ym8nmyg7e29/C0RZ32HScaDcmMjjjuzTdwpRMKya9YMXB1phHxMZKaoQBALHg8IT/TZkMOhJNOv63tZ7XdjUOxtLGHJfMzMBiEBHLHw41uSLeWOt1gh+fXcRnuvkdnzs1lR+cVdijvjN0ros0G76qzYOAiNZNiqFjS6WdLZWRnViiNeqM5gaegdLb/hpOVDpe0Tn9yOGNPXp1sMnVaxd9NDISjNxzbjGbK+28srOp123r2r29Pp9uC6zb6Y1fQPzfSfnc+MxebnhqLx+OMN+00c5tpxXw9OZ6vv3SAU4sSeKEoiRm5tgwGXQYdIIUiz58Hno/+dIJuWw42s6qQ22sOtSGToDVqMPnl3g0SZrVwOfmZYalxoUI3LysPNjGv9bX8KOzi/nZu+U8vLaGm5fmYhmkOuHunpWx4olQ23j5nEye2VrPfSpyH5EEs54LZ2Sw8mAL3z41vzMl79cC7grRBlkY9IJ5+QnMy0+gNVh6Eu17C7k05CT1FKEmvQ4J+Afki6CIl++8fAAYeb6XQ8FgGOef+KfNncNEStLMI8YHVYlQRXB8o4HDTbHdGUop6fBoMafuI7GgILFPEbq33omUss9pO/1pRs5NNnH1gmwe+7SWD/Y3c9aUkZemGK1MyLCy9tvz+enb5by2q6lHhCozwcCPlxczPz/2Eo2dNR28tquJm5bkdt40WY06/vX5aTR2eNld52BnjYNGh5cEkx6zQcfLOxr5x9oaTp+YwqkTkzvFyRmTUujwaPx3cz23nJjLveeX8pO3DvPExlq+vCS33wJyMIgUkZ2QYeH20wtweDUeiFLcP975zOwMXtjewL56J9ODEcmjLW78GuQl923J1Ne5LGSdlRPBXzjkaNDY4aMwVdWYKwafwRCMbp/k9EkpfHTrvE5BOxJQIlQBBIrq98eYPnV4NXyajMlMvje+tiyXh9bU9LqNT5MRa7ogMBYRoL+a4ap5mfxnYx2PflqrROggMzHDyhPXTEfTJFurOthe04HPL3H7NX7+Tjn3vF3Oy1+aFfP73fHqQVw+SWaCkS8vzQ17LiPByCkTUjhlQvjwhKsXZPHtlw7w0YFWcpKMneJECMGFM9LYW+/g4bU1vHHzbG4/vZDffVTB5ko7iwdhnGuHu381sVGavDHqdaQMQvR4rHLB9IBX8JZKe+f3XB4stRmMwRQtLh8CSI/gBZoaFLC17R4KlWH9sKGslkYnSoQqALhybhbff/0Q9XZvZ6SpLwZghwjQOVknGgsLE3tN24bS8Mnm/h3Gnxxqw6dJPtutLmwgaJoEEe8g0bGLTidYUJjIgsJjUc9/rauhNc7GpSmZVrbXOEi2xH7jk2IxcN2ibO5972iPGs3adi92t8a1C7OxGHVcMD2NR9ZVs+5I+6CI0E/7OTUsUuOL0+tnY0UHrb24UYx3Qn9xhi7ni1CT12CM0yyrd5JmM2CKcD4KWTPtrXcwLdsWl6euYvAYj1ZLoTT9aBbdSoQqADh/ehrff/0Q64+2c9GM3icQ6YPqc6gHDp3TbRJNdxxB0/JIBt99oUnJk5vqmJBu4TOzM/uzvMhr8moglO9TNKSU7Gtwckpp7E1wAJfMymB7jYOJEabV9Ma+eic60bOhZHedAwFcMTfw3Qsh+ML8bP62ppqG4DCDxg4v22scnDIhOarVTyTcPo0V/ejah/CRkh6fxocHWllbPvDBD2OdUONQoumYSHQFSxuiZVK6EsneqfM5TVLfy2S2ghQzAthZ4+CMST7i8dRVKAbCYKTpe4z8PM61okqEKgCYk5eAUS842Nh3Sj4UdYjHGqkrXr/Ghgo77+xtibrN5XMy+mwScXj96ARY4pzG49ckv/+ogvJmN89cN2NQoxY2ow6kNnB/ojGKy6fR7vKTZot9dCLAOVPTmJlji9svs6bdG7HhZFeNg6xEY1iEdPnUVB5aU8326g7OnJzKW3ubKWtwUZxqjln8alLy/z6oiGuNXTF1EUwHGl09BajOEN+OGyfU2QMe/l1LhEJuCZHEpZSS9/a3sPrwsf17wfQ0lkQYOXywyYVPk8zLj2zrdLjZ1WmYH6+nrqL//OqC0uFewqgj0j4LM5QfhlpRJUIVQMBmxOuXYbOSo9FfySalZHNlB6/u6r0hCaAohtoqh0fDYtD12bjUFY9f4953j/DxoTZ+em4Jn5s3eFFQCKSfkb0NHB3fWI16pmVb2dzNKuRwk4sWp48ki54Ui4HMCKUa/TFsz00yYvf4wxrc3D6NJoePaxeFj3tNtxnJSjSyvdrBmZNTcQYj7fGUALy3ryXuNXalpt3b6ToxPdvKudNSw2/WTLbeDS7HKTuqHUC4V2dIDHp8Wo+U/Iaj9jABCvDmnmZm5th6RDE/LGvFatRxUoTofbvbx8/ePkKGzcidZxapCOhx5KRuNeCKvgnts8Hoth8slAhVAHQaPU+II90ZTxzU69f41fuxR4h68wgN4fRqcc2BPtLs4r4VlWyr7uCByybx7dMKYn6tYvC4al4Wv3j3CGUNTjz+QFnE6m6Ttb68JLeHSOwPRalmNAmtLn9n1LOy1YMkEP3vzhVzMvnbmmpanT4+MyeD7dUdZMRoPL+50s6aAabO9zc4O0WoEIJlJclMTLcca+DT/CrKHoHtNR2YDSLMNi4hKAhdPo2ucqXJ4eWNPc0R3+eDshYunXWsRryu3UNVm4cvL8mNWJ/+uw8rqOvw8PH/zSczxlp6xeCw+lCg5KW/YnQs1FPGy+pDrZw0IWXE2DOBEqGKIHX2gCdnZgxpUr1OYDXq2FRhZ2lxUkxC8GBjfKbwsZiHCwHeGIKOfk3y7NZ6Hv20Fr0Q/P3KKdzcrcNacfy4ZGYGv/nwKF/5334AEk16fn5+CSeXJtPs9HHP2+U8+mkNEzMsEaNP8TAtK9Apvaa8jfOnpSGEYHt1B3pBxLGikzIDN2HNzoChfSxjbEP0NQYyFj4sa2ViuiWsyzonycQ95wZG7v3sfsfIc5seAVS1eshKMIaVXYS64qvbPOR08Yrt7XvaXNnBJTPTO6Pm+4PbXhyhHrSm3cPHh9r4yfJilg3wOB2PDLQW8UdvHgb67xM6koTY8eJHbx4ecb6qSoQqgGMNEQ0Ob582IzohuPf8Uu549SD/3VTPjSdk95kS98eZoI7FgH5CuoU9dU4qWtxR16xJyfdePcjmqg5OnZDMo1+YhtWow+HVVOpsmFhYmMin317AC9sbSLEY+PLS3LD57+dPS2fRHzbxi3fL+cNlkzotd/rDlCwrn52dwYs7Gqlp83LxzHS2VnfwmVkZJJh6fv/tQWul/nRUXzQjjV21jn6vNcQ/19dyxdwMZudGyLzrjSrcFoEks76zESnEjGwryWY9a8rbmV9wzJ2hr/IKj19iNgTOZ21uH0a9iDgBa09d4LtePjV1gKsfnxyvWsSRlHo+HpSkmfnoQAsAN9677riL7XitspQIVaBpsnPWdV9TikIsLEzk6yfl8eDqaj451MapE3tPicg4p4l0n6EdiSmZVt6kmbVH2rkyigitaHGzuaqDn59fwl3Li5Ey8N6qeWD40OkEs3ITmJBhjWhnk2DW88bNszn5L1v44euH+NNnJ8dUIxyNb56ST36yiQdXV/Pg6moArpqfFXHb0MkzrR9jN20mPXecUcDvPxr4ZKPntzVSZ/dyVvdIrN/jGfCbj0FSrHrs7vBzhhCCqxdk8fe1NWHWc319t+1uf2d2p93lj3qu2FPrwKgXLBkESy/F0DHeIp6H71oKj6YCUL7j+I8mjdcqS12JFTi8GmlWA2lWA89urccTY9jyyrmZTEg382FZKw0dvYvXeA2jYxGJCSYdAmjrxT/RHoxszc1LQAgxoJnoisGjr++hNN3C6zfPRgLffukA++v7P4deCMGV87L47cUTsBgEV84NH+UZYkdNB//ZWEtWggFTnI4LIRJMem4/fXBqjT8+2Nb3RgoAcpNMuHxaj3PBedPS0QtY1aXmOL2PGl9rl+/eoBO4fRr+CDXqDq+GWa/DPI5vaEvvXYe4fSXi9pWU3rtuuJejGERC3+1Qf6/j969H0YnNqCMr0cSjX5jKgUYXj39aCwTqMvfUOWhyRBaYQgjuu2QSQgS6TXsjK9HILSfGVod59pTUqPOeu3K01Y2EyGnLIBMzrBh1gme31Mf0uxUjA51OsLAwiXXfXoBJL/jOywfYUjmwcsjFRUm8fvP/b+++4+MqrgWO/842rXq1JffejU0xpnccOoSSAKEGCCSE99JDKGlAyqMkJBAIJCEkoTqkEUpIQm+2cTfGvclFkiWr9y3n/XHvyitpJe/KkrZovp+PP5Z2V9q5u1d3z8ycOTObLx83stt9W/a18I0Xt5LudnL1vOKDep6sNCff/9RYvnHSKD49u/eau72ZXbI/DaGh1c/O2sEf1UgWofJJW7rknudnuLhgtrXALJRq4XY6uLqHRW8Xzi7sWNAEMG14Oq1+5ePypm6PnTYsncb2ABv2HnwKRrIJBSgA+sCJ6AMndswiGKkhNKI50O+rmY43OkalLphdxJVHDOfpZXt5ZkX3oO2Pl0/rNi2an+HixIm5fLC9ntOn5vVa1HtEjoc7Th9DaU0bm6taIq4kPndmAUeMjm5P8U2VrQidP6y78rodXH7YMP64bC+XHTac82b13+5IxsCbNjyDpV87nOMfXsk3X9rK2Dwvkwq9nDuzgLkx7D0fEqlmZGVjO7f8dQsuh3Dd/OID5gqHl3sK1+4PIkLHKuqsNCdzR2YxZ0Qmi0obeq2LG0l44fpff1geVYrKUHWYnfO5uaql4+uQiw4p4q9r9rF0Z0PHQrMJhV6uOmI4a8qbWLnbCjDnjc5iTpdaoFOK0nEKvLO1rtv5NsNe2PbO1nqmFw+tyll93Z2oP7fWfPCCSZz9mzVDKt8zVuH5sCOy3Tx4waQ4t6g7E4QagPXB+selFfx1dRVpLqHV3336KdhDcfrTpuTx1pY6yurbD5i753IIEwu9TCz08qlp+dQ0+1lf2cyu2jZmFWcys5eAMtzSnQ0sLm1gYkEaGREWmIS78ojhfLCjniufWc/ab80z+zsnmdF5aSz72uHc++ZO1pY38+7WOv67qZZ7z53Akf2Qj/fUsr20B4LcdExJxAUoYKV1rClrorS2je3VrbgcwomTcjlsZBbtgSDvb69ncWkDgaC1qCk7zcmRY7I4bFQWTodVamlCgZfHQqWWohC+ICs7zWmC0F6Eqm9EuhaMyk1jTJ6HRTsaOHZ8Tke+Z+g6dP7MAurbAuRE6Hx4XA6GZbl5e0sd/3N85zSL0Ir7uhaznWq0+it43X7nURw6KouyBt+Q26ozFrHmwx5oEddA7K5kglADgG+/tI3739rFnBGZ3HbaGEqyPbT4Amzb10pRlrvXnM5QqZtdtW0xLyDJz3BxzLgcGBf9z6yraObldTWMzvXw60umHPDxbqeD7y0Yx41/3sQ5v/2Yt26eQ67XZfJCk0QwqKS5HNxx2lga2wO4HMK8B1fws7d38cSl0w5qb/DKRh8vravmsFFZPZ7j9a1+frO4nMa2INlpTk6cmMeK3Q28sq6GNzfX4Q8qvoBy+pQ8xuV72V3fxuIdDby8roa3t9Rx+tQ85ozIpCTbw7XzhvPk0r0HbNe3Th7VKaD64rEjAPjhz/p8qCntd0vK8bqEkydFXiB5x+lj+eILm1lc2sCJXRZRigi53p4/Csfmp7F8V1O3rT1DtYyHck7oYIm0kv6/GyPXejUiC71ep0/N7/ExBwoqB6KigQlCDcrq2/j5O7s4Y1o+3zp5dEetvXS3k5m95FuGFGS4yfI42FU3OAt3V+2xps8evXhKxALSkYzJS+Pm40bws7d3U/DdD1n0v4dy5JhsE4gmgWafteAky+Ps2Bbx6Sumc+KvVvHIB3v4+omjYto1K9xfVleiCsdPiFznsaKhnaeXV9LmVx6+cBKz7L8HVWX57kZ+/vZuXE7h+wvGddroQVVZXNrAfW/t4u8fV9PQFuT4CTmMK/By3syCHncNu/TQooMqSTUUtfqCPL1sLydPyotYdguserGjcz18sK2eY8fl4IpiP/mQ4Vke/MFG9jb6Oi1oC20LGs3e9Eb/u+e/pfFuQlIJvV69BaHxYLpwBqv2NBEIwjkzCrrtsR2tuSOz2FM3OInp4wus0dbLn1rH4h3RrSBeU9bEc3ae6/AsN16XmOnNJJHhdpDjdZGV5uxYUX/CxFxuPWUML31Sze/thXR98e+NNYzI8XSbhldVFu2o5/FF5fiDyoPnT+wIQEtrWvm4vJkjRmfz1BXTefKyad12GhMRjh6Xw+2njbG+D7vv8NFZ3Qrlzx+bxbdPGd1jAOoL2Cu/HS4zcNDFhspmmn3BiPu+h7tmXjFtAaUmxulzn10txNMl2NxWbaUATCiIfpc5wzA6Mxc0gx011sW0OLvvdbBH53r4cEd9j4s2+tPR43Ioyfbw94/38Z1XtjOzOJ1fXRR5Wj6oyu8Wl/PsikpKsj28dfMcTpiQa2qFJpHQwrlwwaByx+ljKG9o5w9LKzh9Sh5j82MLBpraA9S0BJjTZcFJdbOP51dWsbfRx+hcDw9dOLkjSK1r9fPFv2ymxRfk9Cl53HLcSHJ7yCOtbPRx56vbyfVa+aHhTpmci8clTC1KZ8qw9F4X9O2sbeOJJXag7UozEU8XofJdo3N7TwXqyOFs9XfUDI3G3kYfXpdQ0GU3udVlTTgEjjO7JfUqmsVIXXMRh1ptz6HMBKEGZfXWNLrb0fegbLS9R3d1s5/CzIHf1GV8gZdbjh/JH5dWsKWXbfheXVfNMysqueqI4fzqoskdO/OY3ZKSW7MvSENbgO8tGMvTy/fy5NIKvnv62Jg6QKHFLLtq2/ikotlaJLe3mbKGdhwifOfUMXxqal6n3/nUsr20+oMcOSaLNzbX8v72ev553axuMwj7mnx88S+b8AfhusOHd6s7WpTp5oIoKjU0tPr3B6AAchB/pClquz0iWZjZ+8fZMPu6VN8aiOn376hui7hgbU1ZE5OL0jvt9mV0F81ipPCgcyB3TzISj7mgGZw/qxC3Q/jOK9sorenb/tdHjLamwj4uH7yaeapKVZO/1+LTJXaZm/ljs3v9sAgGlca2AMEIRamNxBOaoh9f4OX7nxrLm5vrYp6Wn2SvjC6tbePPq6r476Za6tsCnDO9gKc/N40z7L3mw4WmZE+bkkee10WaU+g6iLmjppVrnttAfWuAz84timnUratQbcv9zPnZVWi3tpd6yLMNCW3CEUsO5566Nqpb/Fw8p/sOW6W1bT3mEhtGqguNXh9sQXvThTM4fHQ2f/zcNG768yZu+PMmrp1XzKWHDospP3REjoeSbDdLdzZwwsSciPUY+9uyXY20+IL8+OzxPT7m8FFWmZzvvLyNCw8pYlQPU3ahxS/gMqOkSSB8iv6O08dSWtvGbxaVU5jh5oLZ0dWCzfA4+dpJo/nycSNZv7eF0XmeblOuXR05NptnVlTy9pY6qlv8fK3Loqh1Fc187cUtOES4fn5xRyeor7pN0/ta+751VIo6alwOJ0zI4bmVlZw/q7DHMltVTVYuaHYMf9+LSxtwO4SzpndezNHqC1Ld7GdS4YE31TAGxmOXTGH6/y2NdzOSxmNRVJKJRfjodfjmBbHWazVBqAHAZ+cOY/6YbK57fiO/WVzO8t2N3HPmeLwx5E1eN7+EH7++k81VrUwdNrAX581VLby5uY6SbDeH9lK0XET4xkmjuH7hRo795Ur+9LlpnDgpr9vjrPxQl8kTTUIiwiMXTeHjsiZ+8e5uDh2VybgY8kM9Lke3IuU9mV2cidspHRst/OGjCpbtakRVaQ8oH+1sIMPt4PPziw8Y0EajW/WHoN8UpYzgN5+dysx7l/Lgu7v5/oLIaRllDVbaUbRBaIsvwMflzXx6dmG3Vfd7G63fFWtJulQ22Hmd00wViZj09fU6UO1QiL0eaTjziWsA1sjSxKJ03vryXH732aks39XI7a9soyWGFeShC7XXNXCjoKrKW1vqeHp5JRkeBw+cP/GAPzMqN417zhxPWyDISY+s5skl3QuGmz3lk5vLKTx31QwUWBxhJ67+fJ5P2SVO5o/NwuMSVu9pZE1ZExsqmzl8VBY3HTOiXwJQgLz0LgGTy2sWJkUwbXgG95w1nre31PHG5tqIj3l+5V4y3I4D7h0fsnVfK0GFU+1dlsKF8t53DVJFkGSw/c6jBnULz3+u3Tfgz5FK/rl2X59es/D3dSA6FiYINbq57qgS/vS5aawqa+K2V7bR4osukX9TlTVTGF5Lrz81twf47eIK3t5Sx4KpeTxzxQxG5kQ3EjFvTDa/v3Qah43K4ot/2cS6iqG333OqG5vvZWxeGst2Hdwe8wdytj01W5zl4aZjRvCVE0dZ/04YxTkzC/o1nUNEOGdG+FRw0NQV68G3TxnD9OHp/Or9Mhq75NI2tgXYXdfOISMyo168trW6DbdTIpbNyvQ4Kc52s6as+57yxuB44O1d8W5CUnng7V0J+ZqZINSI6Iojirn33Ims2tN0wIR/sC7yf1tTRU6as9tK4L6yFh75Our0Pb28kvKGdr5+0ihuO3VMzDvlpLsd3HHaGNJcDm5/ZVu/tNFILJ8+pJCVexq7BSH9aUZxBmlOYcu+gU/P9Ae182puf7sZeuuB0yE8evEUalr8vL21rtN972ytI6gwK8ptgcFadT8s091jbvz4fC9LSgdu1N3Yn2sYPg0cmh5+e0sdaQM462YMDpMTakTkCwR5fFEZOWlOTokwHRWuzR/k+oUbaWgLcMXhw/utDSv3NPHi2moEyPE6qWsNcOPRJZw3M7qFJ5EUZrqZNzqbD6Mscm8kl2vmFfPLd/fwr/XVXDK3+4rm/rBqTxNtAY15UYqqUtHoozjLHdVoXGlN20EV4h+K1u21ZjimD9//3qgqv1tSTp7Xyejc6GdpXA4h0Eu1jMIMV8fsz1Cwpqypz4tPYtE1B7FreafQlPDJj6wasDYYg8cEoUZEP3htBxsrW/jhGeMo6qXuZ3N7gJte2MTeRh8XzylkYmH/pKy1+oL8e0MNhRkuzp5RwBuba0lzOTg/itqKBzKhwMsbm2tpaPWbGn9JJBjUjk0GesrdPXx0NrNKMvj72n1cNKeo36o0+ANKaa21U9Lji8pIcwmHjIgt0X9TVSvP2rt2XXn4MIqy3BH3LA8ElTc31/H+dtNRitWj7+9hfH4aE8N2MVpb0Ux1s59zZnQvudWbokxXr1sR56W7qGv1D8oGHYmgPaAHrPfZH0yh+qHFfAIb3VQ1+vjpGzv51NR8TrRr8HW6v8nH39ZU8Z+NNVQ1+VHgzGn5zI5in/lo7alvp9Wv3HxcMefNLOS6+SX99rtD236urWjm6HGmzl+yiLaM1vcWjOPSP63j7v+UcuPRIxgRQ5kkVWVTVQuVjT5qW/zsqW/n9U21VDX7sLNCKMxwcd6sgu4r1w9gR1gN3qeWV3Z8fdPRJZTkeFC1tpR86L2ynn+J0zMwCdcpYF1FM2vKm7nhqJJOQeGr66pxO4Q5I2K7PqW7nbT5e07BzfW6CASt4vc97ZplGEbvzF+O0c3fP64iqPCZuUWdbm/xBVm4spKnllcQUGsHkmMn5DC50Mv4ft4/eVx+GrleJ49+UMZHpQ2srWhGVbn2yBLOmp4fcwAQLjSNunpPkwlCk0ikMlrho6NgBaoXH1LIXWeO4+7/lPLutjrOnFbAWdPzmVjoJd3dc/AaCCoPvL2LV9fXdNwmAgXpLuaNzmZUrodhWe6op9O7+mB75PzBxxZ1r9bQcyPbex6aG8JUlaufWY/X5eCcGQUdtze2Bfj3xlpmlWTEnKt+oLc4zf59rf4g3bvqxkD70+XT4t2EpJKor5cJQo1uHvuwjJE5HiaFTa1XNLRz/cKNNLUHGZefxgWzCsmPstRJQ6sfX1BjKlvjdAgXHVLEsysqWV3WxLBMNzUtfn7+zm4eX1TGV04YxYKp+Qf+RREUZ7vJcDtYbVa2JpVIe8iHj44C1tdeF99dMI7r5pfw09d38tiHZby8zlpcNzLHw/ETcrj2yJJOC9uCqnzhzxvZVt3GseOzmVWcQWaak0yPs9d93aPV3suImnHwnlhSztJdjXzlhJGditW/sq4af1A5amx2vz+nx14U0xpDGbuhIprakgdrTAy1gI3Efb1MEGp0Eggqy3Y1cvGcok6jPW9urqWpPchVRwyPOe9zb5MPfyC2IBRgbH4at546uuN7VWXLvlb+tb6GH7++k3H5aUwdFnsBXocIY/LS2FQ5dBYVpKruo6P7vx6Vm8ZDF03mzgVjWbyjgVVljXxU2sCfV1XhCyj/e8Kojt9T2+JnW3Ubc0dm9rlz05vyBl+//05jv/97YxdTh6V3yxl/flUlwzJdMaVkhASC2mtOcV2LtW9AWj9VA0klg5HX+fyKvQBcelj/LYZNZYn6eqXkX48MhSzxAdLiC6JYeW+RxLK6NGRigZcpRQe/g5KIMLkonRuOKiHNJXz/tR2o9m0v7ew0pyk0nQLCNxnoacOB4mwP588u5LsLxvHi9bO5+bgR/GPtPjZU7q8VW5DhJj/dSXn9wMx2VzaZIHSgqCq769qYVZzRKWhsbAtQ3exnZnHfdoppagvg7SXA/GB7PZMKvQe9NavRN49+WMajH/aSP210kqivV0oGoWBSdPoqVJi+a+8+VCsv0IegT0T6dScir9vBKZPzKG/wsbiPdfrS3Q6a2geulqSRuP73+FG4HMKD7+zudPu5MwvZ2+ijYQBqjFY29lMQ6nCZ2asuKht9NPuCjMztPO27ptxKtxnXx3z1fc1+JhVF/tnqZh9rK5r5XIKNKhlGskm5IFREzgFeE5EcEUm54xtoHnvBT9ftOkfbeyS/s7W+z6OP/Wne6CxcDvhoZ+xB6OId9Sza0TBgOzsZickXCHLWb9ZwyP3LaA8oTW0BgmHn8mlT8hCB3y8pZ/3e5l5rRMaq336X2Tu+mzq7mH+Wp/Plvtoefc7v48r1Fl+QwggpRIGgcu+buxCByw4bmFq0hjFUpFSQJiJnAncCd6pqvapGnTEuIjeKyFIRWVpZWXngH0hRuekuirPcbK1u7XT70WOzuXB2IYt2NPDetvjXL3Q6BKdDOsrmRGtJaQPffW0H4wu8vPqF2QPTuC7MuZUYvvnPrfxrfQ2fmpbPgxdM5PeXTes0fTsu38tPz5lAi095fmUV9721i5c+qWbF7kbK6tvxH0QgObmHEbVYXHtk5FG3oX5+lWRbgWJNS+f4PDRNXtsSe9wesKsuFGd1D0JfWF3F4tIGHrpwMjP7sSydYQxFKTG1Y+eAjgSeB76hqv8RkZHAfKAVWKeqO3r7Har6OPA4wLx58+I/1BdHo/PS2N0lX1JEuOX4kTS0BfjvplpEhOnD00lzCuluJy7n4KfhChIxPWDLvhae/KiCyUXpXHHYcFxOQVV5dkUlT35UwfiCNBZ95VDyY1wo1Vfm3Iq/51fs5Zfv7uGSOUV8+biRPT7uyDHZvHT9LJbsbOC1DTW8v62+Yy96l8MKVC8/bFiPWzn2ZMJBljC7/bTRPZYlG+rnV7bXRbrbQXVz52BzZI41e1Pd7Gd8QaSf7FkoJWN4l9kSf0BZuKqSeWOy+OIxI/reaMMwgBQJQtWaH94tIvcB14nIduAuYAUwG1gkIn9U1bVxbGbSOGVyHr94ZzfN7QEyPPtL4jhEuPWUMWyqauH1TbW8vqkWsLa3u+qIYYwd5BIQHpfQ0No5f6+xLcB3X91BWUM7722rZ0lpA7efNoanlu/lX+truGROEY99ZkrMK/WN5KWq3PryNiYXeaMKHJwO4ZhxORwzLodAUNlT387mqhbe317P65tqKa1pY0IvFSLqWv28sKqKGcUZHD02G4dDYq5RGTJvdBZnzcjvt52fUtXwLDcVDe3dbkt3O/hoZwOHj86K6feF8sULukzlt/itxU63nzZ8SOySlMheuHpmvJuQVBL19UqJ6fhQ7qeq3gO8DLwEPKOqXwauAaYCs+LXwuRyzowCfEHlo52N3e5zOYUnLp3K/edN4I7TxvC1E0eR7nbw3MoqGgdgQUdvhmW6+bh8f61PVeXn7+yiorGd92+Zy3NXTmdHTStXPbOBf62v4fufGsvCq2eYAHSIeWdrHTtq2rj4kKKYRzCdDquc1ymT8/j6iaMQoVuqSriKhnYe/7Cc3fXt/GdjLb96v6xjVuHO08fE9NzHjMvmbBOARmXuyCx2d9li0+kQPn9kMeUNPnbWxlYJo81vDShndMkzzbLrxvbbQjOjz4qy3BRFSJcwIkvU1yslglBVDYYFoj8CTlDVh+3vtwPrAbOMMUrHTcghy+NkUWnk3E+HCEeMzub0qfmcP6uQn18wkfZAkBdWV/VrO1SV6uaeL/Z56S4aw1a4v7O1njc21/HdBWM5dkIulx42nJVfP5xzZhbwxKVT+cEZ483oxRD0m0XlZHmcnDwp76B+j9ftICfNyYa9zRHv39vYzu+WVKDA45dM4YdnjKPFH+S3iyvYsLcZp0OiDkSPn5DDgql55nyN0qRCL7vr27otmjx3ZiEep3TM2kQrtF1nRpcdtkSE/HQXZQ2mvFu8PbmknCeXxLDb2BCXqK9XSgSh0C0Q/Sh0u4hcDZwLvBavtiUbl0NwO4VoF8GPz/eS5nTgD/RvOtry3U089F4Z23oYecr1Omnza8dK/vx0F26H8PTyvVTZIxUlOWk8dskUPjPXrGIdqtaUNTGpyIvX3flyV1rTii/KlW2tviDXP7+RutYAkyLUvG31BVm4sgqHwBOXTmVyUTonTszlz1fPAGCXPUoXbSCandbz9qJGd+9tq6Mgvft2quluBzleZ7dqHwcSOlfqWrsvappc5OVf62t63VfeGHhPLq3gyaUV8W5G0kjU1yspg1ARmScik7reHr4aXkTcInIycBtwmapuGrwWJrfdde3UtPiZNiy6AvOLdtTT7Aty3IT+24e9uT3AfzZYe3i/tbku4mNC2/OFcsHmjMzknrPGU1rTxpEPLueFVZU8tayCxxeV8/sl5fx1dRWLdtSzq7aNQFDxBYK8sq6aK55ax6QfLWFtudnGMxUVZ7u7dZDWVTRzzXMbufrZDR21cbtqaPPz/MpKrnh6Pec+8THba9o4fUoeM4ans66iuWPUrbbFz68/LKOmxc+dp4/tVPor0+PEKXQqBRVNQPTq+hru+s9OE+hEobKxnWW7GjllcuTy0I1tQUbGuMnG8Exr2nJ7hA7wp2cXsbfRx13/7nWtq2EYUUi6hUkisgBrVPNvInKrqm6O9DhV9QFvicgpqpp4Y9AJbNkuq/bm1CiC0KAqv3xvD+luR9RBazQW7WigLaAUZ7nZWdvWbZEU7A9CyxraGW+vPp4/NpufnjOB21/Zxmf+uK7H3y+A2ym0BxSXQ0hzCac9uprSO+bj8ZhRqFTidTlo7zLi+ZM3SnE7hIoGH9c8u4EnLp3WbV/6LyzcREWjj1yvk3mjs5lRnM6onDR+9PpOAM6Ylsf8sdn8dnE5Te1BLj10GMeM69wRa2jzE1Q6zSqUxbAr00/f2MXZ0/OZOzLTWtxkitV38/eP9xFUOHVKXrf7mtoDtPqDPe4A15PMNCdel0SchZk/Npszp+fz0zd2cuURxczo445MhmEkWRAqIunA4cC1wBzgeyJyV9dAVEROA05X1dtMABq7j8utnLdo9oj/09K97G30cd7Mgn7dFWlioZclOxuoaPRRku2OuD/zMHu0YktVS6cP/8NGZfHU56ZT0+In1+skx+uiuT3IvmYflU0+Kht9LNvVwDtb60l3O2jxBfG3K4eOzKK6NUCJCUJTSrrbSau/80hofWuAKcO8zC7J5IXVVVz73AZ+f9lUstOsS6KqUtXkY97oLM6Zub++j6oyLj+NnbVtjMlLQ7DKOn24o57nV1byxqYafnnhZEqyPVQ3+7hh4UZEYPpwq4PW1B7gmRWx1fJ8ZX0Nr6yvYXx+GjhdibeyIM4+qWjG63IwMUIZrNIaK3ezKDP2ly0v3cWSHjbDuGF+Cf9aX8OLa/eZINQwDkJSBaGq2iIiC4Htqqoi8ijwXRH5kapuDHvoR0DEEVLjwD4pb6I42026u/dg7L1tdTy5tIK5IzM5bFT/Fm0eX+Dlf44bybq9zcwdmRlxVbPX7SDX62RdRfeFIoWZbgrDPnjSXA7yM1xMtvP5ZhZn8M7Wen77mam0+oMsKa3nGyePpijGERMj8WV6HLR2mQJvDyhpLgczijP47NwiFq6q4tpnN/LEpVPJTXfR6g8S0P2j7SEiwrVHFne67aRJuRw/IYePy5t4+ZMarnl2AzcePYI/LK2gxRfkisOHMzbfS1CV+9/qvFVoLLbXtEHAb5Zld7Gzto3hWd3zQQF21FgjmX0JQsfle1m2q4GgarcKBYWZbiYUeFm4spJbT42t6oFhGPsl3Seuqm4L+/pLIvIYcIeI3Ax8GmhW1b8B8d/WJ0kE7d1BMtwOHA5h+e5GxnTZh7krVeWe/5ZSkOHi3BkFA7KKNzPNybwx2b0+JtfrYuWe2HM5Q+Wk2gNBrjuqhOuOKulTG43El+npvjDFb6dhAEwbnsHlhw3juRWVfOUfW3jysmk0tlmPf3dbHSt2N9LYHiDT4+TLx46IOOLvdAhzR2YxJi+Np5dX8vD7ewC4fn5xx5a36ypaBvIwh6z1Fc09TrfvsVMfunYmojE8y40/aKVPjIpwPTx0VCYvfVJNMKj9OgtkROeVGwZnx7tUkaivV1ItTBIRZ9jX+QCqehOwB/gQ+DGwIT6tS17NviD1rX6a7Q/qrDRnp9JHkYgI6W4HTpG47JYEsKmyhdLaNs6Ylh/Tz6kqf1q2l5w0J+fNKhyg1hmJIi/dSVN7oNP+7XnpTrbu25/vN7konfwMF8PsOnqFmS4+f2QxGW4nEwu9zB+TTXWzn08ijLqHK8hwc+Hs/efUyJz9C2JizUuMyEzHdzNteAaVTZEHiMfaHYCuheyjEapQUNfDtp8tviBZHqcJQOMkw+Pstk7A6Fmivl5JE4SKiENVA/bXdwOnhgWlm4AxwNmq+km82pisMtwOcrwuMuyyJPPHZHcr/BzJxYcMo7LJ16e9mQ9WQ6ufv6ypIj/dFfP2eYtKG1i+u5G7zhzfacreSC7BoNLYFiB4gD3dc7wuFDptpnDerEL2NftpCrut1Rck3x4xc4hw9bxi/nrtTO49dyI/OGMcOV4nb26p61aLsqv2sJX4m8MC3ZIcD184qjjSj0TPTMd3c8iIDHbXtXdLuQA4cmw2gtVhjVUoD72xPXKFgu3VrR0LIo3B98j7e3jEnnEwDixRX6+kCELtADRof30vcALwD1UNiEgeUAycZLbl7BuHQ8hK29+jnzY8g4a2AGvKep/mPnWKVRLl7S11BwwE+lNZfTu/WVxBIKg8eMHEmLdE/OuaKoqz3XzpWLP3czLrOoLfk1A+YPjo/vyxVprHbxeXs2xXI2vLm2nyBTsWu3XlEOHGo0qobvbzztb6XgPR8NqSz62o5OH39rC5ygqCRuamcespo6M7wEiC/sHv8SW4Q0dmoVg7Y3WV63VRlOlmTVnvI9iRuO0ZntYeymTtrG3j2PH9V5bOiM3CVZUsXBXbIr+hLFFfr4QPQrsEoPcDh2CtfPfb99UC96vq6ni2M5VcM6+YEdke7vlvacRizSEjc9K48vDhrNzTxM/f3c3SnQ39XrC+q31NPv6w1ApAf3b+pD7tVy9Yhe37up+3kRi6juD3pMqeqg3PC5xalM7180vwq/LSJ9W8sLqKfK+LS+b0vKnBmdML+NTUfN7aUsdrG2o71f4M9+H2enLSnDx52VSunjccX1B5enklr22owR9UvG4H31swhq+eMJIbjy7hskOL+nD0Rsg5MwuYXZLBz9/Z3bEQKdxn5hZR3eLvOA+iVW9f+yItalJVmtuDFJiFjIZxUBL+UzgsAH0AmAmcZwegztB9dk1Qo5/kprt48fpZVDf7+b83dvY66nPd/GLuPnMcXpeDl9fVcO+bu/jlu3t4dkUl72/rfcQoVo1tAZ78yNrx4bFLpnDIiL6tyM9Oc9EwyPvcG/2v6wh+T0pr2sjyOMkMy4cSEa48Yjgvfn4Wv/3sFG49ZTR/uHwa+b0EFU6HcOupo7n4kCIWlzbw+yUV3YrJl9W3U9nk56ojhjMu38u1R5aw8KoZfHp2IYt2NPDI+2V8YpdAy013MSLHw7ThGVwwqyDSU0ZohCe2qutDgNvp4F83HoLXJfzgtR3dOsKnTM4D9peei1Z1sxWEjo5Q6L49oCgcsANkGEbvkuIvSETGAtOA88MCUBNFDKB5Y7L58dnj+XBHAxt7yacSEY6fkMvCq2bwwHkTOXtGAdOHp1Na08p/N9VS1tB//YPFpQ00tQf5+fmTOlYc90WWx9EpP9BIbbvr2ijMjBxcigiTCtM5c3pBt2L1kThEuOX4kXz1hFHsqmtn+e7GTvevt/eVP3P6/qAyzeXgKyeM4p4zx9EeCPLn1VXdCtbPHRllh8qTkRXdA4eWUblpPHzRZLbXtLFub+dgsyjTzbBMV0fwH6261gAuh5Dj7X7uhDofBypjZxhG75IiCFXVUjqPgJoIYhAcNsr6vGuPYopdRDh8dBZfPXEUPz57Aj86awIAvn7cdtAXUFxOOeji0A6HMHgZrEa8+YIasc7swTjXLmDf3qUIfkDBIUQMaI+bkMsPzxgHgL9LDrWIcHg/19odakId066vLcDEwvQe0yd6oigHOm0GoDKdYQwp0p/TpalCRCqBRNkYuAioincjDoo4S/CkN+NvbyXQ3o7T4yHg8+HypOFvb8PpdgOCy5NGwNeOv21/YpcnMwtPehbtLY20NzX2/CQHaoPDgQaD3b6OTbTvxThVjZhcmGDn1sFIrvMy0nsuDicOl5NAey5QidPjweXxdpynvf1s/7VJcXrcnZ7P6fF0jHi2N1vnvNWuNoL+URoM9Dh3fxDnV3K9nz3r+Ti6vr/icOBwufBkZONwuvC1NtPe3IjTvf/9cKV5cbo9nX5Gg8EBOyeiOY6BNdDXrlQ5z7pK1eOC/ju2iOeWCUITnIgsVdV58W7HwUiFY4DUOY7+kEqvRSodS1+lymtgjiOxmeNKPgN9bEkxHW8YhmEYhmGkFhOEGoZhGIZhGIPOBKGJ7/F4N6AfpMIxQOocR39IpdcilY6lr1LlNTDHkdjMcSWfAT02kxNqGIZhGIZhDDozEmoYhmEYhmEMOhOEGoZhGIZhGIPOBKGGYRiGkUBEUr8M/lA4xlQxkO9VzxslGwlBRDwAqtp+oMcmslQ4DhFZAEwFHKr6kIiIDvGk6mR/DURkDFABuFW1SUQcqjqQRcgTmohkqGpzMr6vIjIfcAN+VV0c7/b0lYicCZSIyIuqWh3v9gygXKA23o3oD6ly7nUlIuOAXQO5S6UZCU1gInIx8AzwkoicIyL58W5TX6TCcYjI8VjH0ApcKiIPAceJyJDqyInIUSJykogcCaCqmqwjGiJyDvAq8BDwexGZpqpBERmS10URORV4XkRmJ9v7KiJnAC8C5wDPisgtIpIV52b11S3A9cDpIlIU78YMBPtv7zURyUn2v7cUO/c62J2hXwIlA/k8Sf3mpzIRmQrcAzwA/B64CbhaRCbFtWExSpXjAOYDD6vq74DTgTrgEuDIuLZqEInIWcBTwBXAHSLyO0i+QFQsY4CfYn3gfw9YDLwpIrOGcCB6ItZI/10icqT9vjogcadO7fcyDbgc+F9VvR24CLgA+KKIpMe1gX2zCmgGFgBniYgzlTq7dnBzJ3CnqtYn68xDip57AIjIuVif2/eq6u4u9zn787mG4oU2WeQDFar6oao+C/wEmA2cLSLZ8W1aTFLlOFYBR4vIVFVtBe7G+qC4Ir7NGhz2heca4C5VvRG4GpgmIi9AcgWi9jTzHuBDYBOwV1UfwApK/22/x0n5wXiQ3sAa0VkIfE9ExgOhNJqEnJpXSxuwDpgjIlmquhL4KnA2cF0cm9dXf8Pq7P0Dq2PwQ+BHIuKNa6sOkh20jQKeB36nqv8RkZEi8mkROdOe+k0aKXruISJ5WJ2Ejar6vogUichVIvJ1EclT1UB/BqImCE1Qdl5JqYh8VkRcqvoh1kji2cAx8W1d9Ozj2JmMxyEiR4T9sa0HPgGOF5ER9sXnLmC+iFwbrzYOFjsnaEXY9/WqejxQLCKP2bclZKASTkQm26kEeVg5aVeE2q2qvwR+AdwuIt5kCar70UaskdBVWAHQ08BbIlKQBCPDq4FCYJJ9nVkLfAv4uojMjW/TYuYArlXVl4AyrOPwAAOWlzcY7KBtN3AfcJ2InA68gDXiextws4jMimcb+yiVzj2ARuA7QIuI/Az4K9bA0THAf0WkqD9zRBP9wjKkiMjhInK8iBxl3/QucDRW4ONW1Q+A54AbEnl6RkROFZEviMiN9k3vAkeRRMchIiVYI2VPiojTvni+BxyLNYo73R4R/SeQsqNmdjpFyG7gVhEZG3bbhUChiMwc3JbFzp5i+itwP9bo0tNYH3y3hT1sIdCmqq3JEFT3F7uzVQVUq+o6YBswA1AgP1FHhkMdBVV9FevD8yvAbHtUahnwLyApOhNhx7IEKzXkPOAyrLy84cCF/T0VOphCHRlVvQd4GXgJeEZVv4w1yzIVSJogNJXOvXCq6gc+AP6ANRL/T1W9VVU/A6wBvt2fz2eC0ARhf0D+DrgR+JaIXIF1EjQC52JdjMD6UGi1/084dt7gL7FGma4UkfOxPuzrgU+TJMcBtGFNTx6BtVjDqap/w5qunA48JiK/wMop/Ch+zRw49jm5UkSeA1DVp7CmCt8PBaKqWgX4gYROrRCRY7GCz2tU9SSskaX5WJ2KL4nInSIyGTgZOEKScPFctCKN8KpqwP7wWS0iT2Jdi74O/BG4J5FGhkVkmogcIyJuwj7DVPVbWIH0TcDdIvJ1rGtObTzaeSDhx2FfXzQsyJwC/Bn4un1cfwPeH8hVygMtPNdaVX8EnKCqD9vfb8eabRoevxYeWKqce5GEd3DsKjYfAJeq6n1hMyGfYB1n/z3vEOrsJywROQwr4LxKVVeJyGew/kD/186bvBzrw3I81rD/1aq6osdfGCcikok10vRLVX1ZRG7B+iP8SFU32IH12cAoEvg4QkTkZqwe+/1AC/AoVjC9G2t6YjrwlqpujlsjB4j9Xv4F6/08FkhT1cvt++4GzgceAYqAK4GzVXVbnJp7QHYQOlVVn7S/HwY8qarniMhErByoVqzA9POquiZujR1g9pShP+x7B/Zsqd2JvA34qaq+IiLDgYCq7otXe8OJyEXAj7H+BncDS7Hex/qwx5wCzMEaWfuVqn4Sj7b2JsrjmKuqq+LUxAEjEcqgicjVWFPYF6nqpvi0rHepcu51JVYO/Eb7a2d4R0dkf6k2EbkSK9/1Knu2pH+e3wSh8Wd/QM5R1V/b30/GKgf0WVXdHjoRRORQYI+q7o1jc3tkBy6/wurB7wb+jrXqeDywQVWvth83ByhPtOOwX/c8YK2qtojId4FWuye4GGsl/Pl2rlbKE5GRWEG3F/g14AsLRC/EKt1xBPCgqn4ct4ZGwe7lZ6pqvf31CKxUirNVtUysRRG77cfUxbOtA8kOMq8HlmHV//uTfbszbMHBGHtkKqHYo09PYXVy3xer9NvRWLMW93V937oG24miD8eRdDVbAURkHlCjqlt6eYwbOA6rg3+JnU+ZcFLl3OvKnu1aCPxdVT9n39Y1EHUCJwB3YI3M92sH3UzHx1Eo387OkfyLfZsTa+VuBRAqVDzFftzKRAvcoNNxNAErgWuBx4GFqnqpqh4FzLBHQlHV1Yl2HGH5gvdh5YGGpsPaxSrnMwwroL7WviClPFXdo6qN9pT7TYBHRJ61794IvKKqNyR6AAod082hEQvBGqGvtgPQK4HbsQrWp3IAOh8rVeZvwHbgmyLyY7BeH7HytQOhADRRpt+7yMG+HmIdx0tYqRWhztHRYtWghMReyHOg45hvdxiSYsFfV2Jt7LEEuNfu3Eekqj5VfQs4JVED0DCpcu4BHYNGt2CNbraLyFPQcS0IX6vhBRYBlw/EDJEJQuMkQr5dpT1NEcCaFnTaj7sKuD9Rc9QiHMeDWEnmDwP/Dnvom1i9xoTTJV/wFGAf1tRQKfA/WLlKX1TVY7AWIRXHq63xYk/H3gS0isgGrNXTCX+hjURV/araiFW14SfA17BqwLbEuWkDzYOVPvK0WuXSzgAuE5EfgRUQiMhpYYFpQgU/quoDfgZcJCIn2FO672F1fE8Qq2bjWGC5/fiEan9IlMcx3v4+6YhVH/NwrMGIbVjlvroFova59hMAVS0f1EbGKFXOvXD2oNF1WLOu3wS8YYGoH8Cefb0OCNqDEf3OTMfHQYR8O5eqXmnf58QaqXkWqyD6oVi5kwmXWxLhODxhQ/rXYNXSvATrGL6EleS8MT6t7VkP+YJPqOp5InI20Kiq78SzjYlCRL4G3AosSNa8SXuEz41V388NnJaoeWj9SUSOAL6PVf6n2r6tBHgFKwd0od3ZzVbV0jg2tUdi1cq8ASvv7qnQ36WIvAnclIjXl0hS5Th6IiITgO12GtmjQAbwo/DjEpEcrMoLO+LVzlgMgfesEGsGs0VVr7TT5qYA7w7kzKUJQuMkQr5daygQte//O1Zy84WquiEujYxChONoU9Ur7Pu+i1XmJQf4TqJO2/aSL7hAVavsi2WL3RsesuwAZSHwDVVdHe/2HCyx6rt+lATTgP1GRB4B5qnq/LDbrgcyVPWh+LUsevZ5+DmsqiF/w5ph+TZwqqpWxLNtsUiV44iGWLWEvcDNWKvGm9WqNpJUUv09E2ub2PuwBpUcwImqWjagz2mC0PiL0AOZAnweq7eVcCOgPQk7Dp+qXibWquMc4BO1Sj4kPDsXxgu8qKqn2nmsxwPftKcvhjQR8apVHzXpJeuCj74QEU/ob1BEXsJagHeJqpaLyHeAmVjTp5oMr4mIeLAWtNyElb70C03gShs9SZXjCBe+sEVE8lW1xv76J1j7q+cCZyXTZ1u4VHzPwg32bJcJQhNEWA/kOPumE5KxZ9XlOAQr4XxXfFsVO7FqJZYBn8KavkzKqWfDkLCSOGIV5l+Etcf1KKAdmEsCr0zujT1zoZqgxfSjlULHEX6u3Y2VM/l3e7HLdcADwPHJeK51lSrvWbh4zHYl5G41Q5E97bsaOAurB5J0AShEPI6kCkDD8gVPYAjlCxqpqUtQcC9wnKr+BGtHnhlYuXr7NAFLMkVDk7h4e7hUOI4I59p84Id2AJqHtaDzpFQIQCE13rOuVLVGRM4bzNkuMxKaIFIl3y6FjuNahli+oJFaugQF92NtiXieJkH9QiO59Hauhe4TqwTYkM6rN7ozQWgCSZV8u1Q4jqGUL2ikNhF5AGuB4Pl2UOBMxVEcI/7MuWbEytQJTSDJHriFpMJxmADUSAUiMhaYhgkKjAFmzjWjL8xIqGEYRgoLjeqboMAYaOZcM2JlglDDMAzDMAxj0JnpeMMwDMMwDGPQmSDUMAzDMAzDGHQmCDUMwzAMwzAGnQlCDcMwDMMwjEFnglDDMAzDMAxj0Jkg1DAMwzAMwxh0Jgg1DMMwDMMwBp0JQg3DMAzDMIxBZ4JQwzAMwzAMY9CZINQwDMMwDMMYdCYINQzDMAzDMAadCUINwzAMwzCMQWeCUMMwDMMwDGPQmSDUMAzDMAzDGHQmCDUMwzAMwzAGnQlCDcM4aCIyUkT+ICJVItIgIs+LSF6822UMPSLiFpE7RWSriLSIyIciMk1E5olIs4iMjHcbjeRkzq3+J6oa7zYYSUJEFgBfAQ4DCoFK4HngNlX1xbNtRvyIyATgXeAj4NfAMOBh4CVVvTKebTOGFhFxA68Cc4DbgArgEWAx4AXWq+q34tdCI1mZc2tguOLdACOpzAVex/rDawIOB+4GqoEfx7FdRpyIiADPAiuBi9Tu1YrIVOBWEblBVVvj2ERjaLkZOBU4XlU/ABCRI7E6zwJcG7+mGUnOnFsDwAShRtRU9f7Q1yLiBN4HTgaOi1ebjLi7EDgKmKadp1VKAQ8wEtgaj4YZQ9IXgX+HggRbLZAL/EBV9wGIyO3ANcAUrM7T3we5nUbyOeC5JSJe4DlgGtCGNVr6JVU118AemJxQIyoi4hKRa+0cmCrAD/iA84HG+LbOiKPrgQ+BrfY54hIRF5Bl3++PX9OMoURESoDpwCtd7vJgzdb8LOy214GzgXcGp3VGMovx3HpUVWeo6qHAP4HfDkojk5QZCTWi9QxwFlau3z1AFVYezJvAx3FslxEnIuIBTgHSsTokXfmAPYPaKGMom2z/vy10gz1jczWwRVUbQrer6mL7/kFtoJG0ojq37NSj18J+bhHwzcFqZDIyQahxQCJyKPAZ4ApVfSbs9kuwcmFWxKlpRnzNxApAvwws6XLfc0CNqvpFRIF8Va0dyMYM1vMYCSto/18QdtuXsM7T5YPfHCOF9PXc+h/gHwPVqFRgglAjGmPt/zeEbhCRTKwRUTAX+KFqvP3/e6q6OnSjiBQDE7AWLEVNRNymyoJxEFYBdcD3RKQOGA3cC/wFOE9EzgLeNAvljD6I+dwSkduAqcBpcWhv0jA5oUY0VgDtwH0iskBErsKaZvAAe1XVTLkOTaFObKDL7VcBCjwZdttXReRdEdkkIjeEbhQRFZFvi8hbwH32bUeKyBsislREVojIZ8Ie/5SIfCQiq0XkZTtXqxsRuVtEXhGR7IM/TCMZqGoT1oxNC7AQq4zOF7AWlKwCXgKccWugkbRiPbdE5JvAxcBZqto86A1OImYk1DggVd0pIlcA/we8iPVH923ga+yfpjCGnu32/7OAtdCRwH8r8Liqbgl7rEtVTxCREcAKEflQVdfa93lV9WT75/OA3wBnq+oeESkClovIB6q6G/iqqlbZj/0O8AOsD4IQj4g8DTQA56lq1wDZSGGq+h9gdoS75g92W4zUEu25JSJfBy4HTjepQQdmitUbhtEndo3QtUAaVockDatubA1wWmgEwM7VnKCq2+3vnwSWqepD9n1jVHWXfd/ZWNP428KeqgC4VlXfEJGvYI20pmHlo1ap6tFhz7MMeFFV7xrIYzeSm4jcidV5GYbVYWkF5qlqeVwbZiQ1ERkN7MQqSxdaCOdX1Xnxa1ViMyOhhmH0iaqqiFyINXK5EKtiwlPA3RGmoLr2dsO/Dy/xJcBaVT226/OJyPFYif5Hq2qViJwPdA02XwcWiMgvVLUu5oMyhgRVvYf9Oe2G0S/szrQpuRADkxNqGEafqeoGVT1RVb2qOlpVv2PnT3X1BQB7Ov5MrNJekXwATLC3iMX+mUPtclD5WDt11djf3xTh53+CtZXs6yIyrO9HZhiGYQw0E4QahjEY6kTkPazi4HeG5YN2oqo1wDnAbSKySkQ+AX6Kda16FVhv/3sNa6vQSL/jYeAh4A17eswwDMNIQCYn1DAMwzAMwxh0ZiTUMAzDMAzDGHQmCDUMwzAMwzAGnQlCDcMwDMMwjEFnglDDMAzDMAxj0Jkg1DAMwzAMwxh0Jgg1DMMwDMMwBp0JQg3DMAzDMIxBZ4JQwzAMwzAMY9CZINQwDMMwDMMYdP8P+WoGSZtm70YAAAAASUVORK5CYII=", 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92bdvH+Hh4YSEhPD777+zdetWvv76az766CO+/vprduzYwZYtW7BarVx33XWYzWbq6upQKBQ4nU7uuOMO1q5dy0MPPcTtt9+O2+2mvLycZ555hgEDBpCens7o0aPR6XRkZWWRm5uLQqEgJCSEzp07k5CQ0CiN3CO3dKJWHAKBQNDWOGm2Xq9eveQEAM+/S5cuZenSpXKx58l4+umnZQ25l19+mXvvvReDwcD777+PyWRi8ODBQL2id1tGkiSKioqwWCz4+/vj5eVFUVERv/zyCx999BERERF07NgRhULBsGHD+M9//kP//v0ZPnw4dXV1HD58GIADBw6wfft29u7dS1pa2nHb0ev1PPTQQ8yePZvevXvzyiuvAPXe1PXXX091dTXdunVj1KhRxMTEoNFo5KaDhYWFlJaWEhMTQ1hYmLxW5sHz/4aiswKBQNBWOalxysjIOOOB+/btS+fOnYF6xeza2lqOHTtGSUkJI0aMoKqqirq6ujadTu7BU3RrtVqpqamR181mzpxJcHAwDz/8sFxTlJWVhVqtltd5NBoNkZGRdOzYkWHDhgHwxx9/UFJSQlFREWq1GovFQnR0NJmZmfzvf//DZDLx/vvvo1QqcbvdZGRkUFVVxb333stdd91FWFgYXl5eqNVqAgMDcTqdsv6fzWbDx8fnhKoWgnNHTExMo8JykTAhEJw5La5z2rt3L/v375dVtgEmTJhwws+rVCrMZjNQ73n4+vri5+dHYGAg8+fPZ8OGDbz11ltt1jg1DH/p9XpCQ0NlJfIdO3Ywa9YsbrjhBr766isqKiooKyvj6NGjfPXVVwwYMEBeQ6qpqSEvL48tW7ag0+mIj4+nqqoKHx8fDh8+TGFhIbm5ufz666+Ul5fTq1cvPvzwQ4KCgigqKkKSJG666SZ69OjBwoULuf322ykvLyc6Ohp/f3/y8/PlEKJarSYgIAD4v9YcHq9XeEznHpEgIRC0Hi0yTi+//DJr1qxh//79jBgxgmXLljFw4MCTGqdGG1GrMZlMREdH88wzz7BixQrmzp170VwwFQoFSqWS4OBg7HY7//vf/3C73Tz33HNyY0ClUsncuXPRaDSMGTOGkJAQAMaNG9dorFdeeYWEhASefvppcnNz8fX1JSEhgf79+zN06FAGDRrUaF7cbjdarZapU6cyZcoU3nrrLd544w0sFgsWi4Xs7Gzcbjft2rWTlSma7rtAIBBcbLQ4lfyPP/4gNDSUOXPmsHv37uP6DJ0MSZJwOBysX7+e+fPn880339ClS5cz3unzjUeDzpNx9/DDD+Pt7c3w4cNZtWoVVVVVlJWVkZ+fT0hICHV1dRQXF1NcXMxdd92F2WxGq9USFxeHy+UiNzeX66+/HoCIiAj+9a9/MX36dEaMGIHdbsfpdMqPsrIyJk+ezJQpU0hMTOTvf/87JpMJi8WCTqcjNjYWPz+/Rv2mBAKB4GKnRZ6Tp8W3Wq2mqqqK4ODgUyZDNEShUKDVannhhRfo3bs3iYmJZ7zD54uGHocnHVun02Gz2ZgwYQJ+fn68/PLL3H777XzzzTf06dMHqO/HlJKSIoc0r7jiCoYNG0ZYWJg8XkZGBikpKYSGhjJt2jQeeOABfvvtN2JjY9HpdHJ79cWLF/PII49QUFDA1VdfzYsvvoharUan02E2m+Vmhp4iYSFFJBAILhVaZJxSUlKoqKhg0qRJ9OrVC5PJJF+MT4e77777ogwzKZVKjEYjVquViooK1Go1w4cPx2w2c+2117J8+XKioqJYs2YN/fr1a/G4Q4YMYf369axdu5Y///xT7oy6du1aXnnlFTZs2EDHjh155pln6NSpk9ySw2w2y8W9QrxVIBBcirTIOM2YMQOAqVOnMnz4cKqqqujatetpb6ypYWrrbTM8eJIjdDqd3GTQ5XLJhcMJCQnMnTsXi8XCfffdR0lJCTU1NWRnZ5OQkEBlZWWjxI/q6mqqqqqYPXs2a9eu5eabb2bMmDGsXbuWN998k02bNhEWFsb48eO58cYbiY2NRaVSYbPZiIuLkxMdoH5OhcckEAguNVpknCRJYv78+aSnp/Piiy+SnZ3Nn3/+eUbeE9Srk4eGhl4UhgmQi2M9ckUFBQVoNBoWLVoEQHh4OPPmzQPgyy+/JC0tjfT0dOx2O5GRkYwYMYK//e1vhIaGkp2dzcaNG/nqq6/YsWMHkydP5rnnnuNf//oXs2fPJiwsjPvuu4/+/fsTHBxMTEwMkZGRcgNBQG5I6FGuEAgEgksNhdQCyYD77rsPpVLJqlWrOHDgAOXl5QwbNqxFgq1NWbZsGXPmzOG///0vCQkJZ7TTKSkppKamntF3zwRJkigsLCQ/Px+1Wo3dbkeSJKqqqrjrrrsoLS1l0KBBbNq0CR8fH2JjY+nWrRtJSUn8/PPPbNiwAaVSSUREBDk5OQB07NiR22+/nYkTJ7J8+XImT57MhAkTeOedd0hPT0ehUNCpUye8vLyw2WxyONFgMJCfn09NTQ3x8fF4e3ufEyPfdI7P95y3RTyF6OdqPDHHAsH/0SLPaevWrezYsUNWe/Dz8zutdhcNx5kyZQpz5849zjC53e6TegGffvopn376KcB5aZnREEmS5Pohk8nEn3/+SV1dHUlJSWzfvp17772X3377ja5du/Loo4+SlJQkp5LffPPNbNy4kTVr1nD48GFuvfVWUlJS5LWp4uJinnnmGbp3784jjzxCZmYme/fuJSYmBpfLhdvtRqVSUV5eTkJCAmq1Wm5SKGhdmvZnaoooqhUIzh8tMk4ajQaXyyXfoRcXF59ROCktLY277rqLq666iry8PHbu3ElpaSkTJkyQ1RBONO7kyZOZPHkyUH+HeT5RKBSo1WpCQkIoLCzEYDBgt9sJDQ2luLiYhx9+mJSUFF577TUeffRRMjIyGh3H1VdfzY033ig/r6urk7P5li9fTmlpKXfeeSeSJOHv70/79u1JSkpCp9NhsVg4ePCgrGXYsWNHQkNDMZvNjbrdCs4e0blWIGg7tMg4PfTQQ4wePZqioiKee+45Fi5cyKuvvnraG4uMjGTz5s3k5ORw0003MWzYMH7//Xd+/fVXvvnmmza1ftLwItUwcSMwMBCbzSYnRtTW1uJyuWRjM2nSJKqqqholQNTU1ODl5SU/t9lsqFQqAPmY+/Tpg6+vL76+vvIdus1mIysri9raWgwGA97e3thsNry9vUUShEAguKQ5pXFyu93ExcUxbdo0/vjjDyRJ4ueff6ZDhw4t2sDhw4dJSkoC6sOBOTk5fPnll9x555089thjAPTv35/333+fhx566CwOpfXxdMFt6KGo1WpiYmKoqalBr9cTHR3N4cOHeeedd4iLi+Ppp59GkqRGxkmn0+Hl5UVubi4xMTGoVCo5ucGT8VdQUEB6errcah3q08NjYmIICgoiMDAQh8MhUsYFAsFlwSldFaVSyeOPP05ycjL3338/DzzwQIsN05IlS+jevTt33HEHAN26dWPEiBHMnj2bjIwMKisrARg9enSbXEfxJCIUFRU1UmBQKpWoVCr279+P2+3G39+foKAgsrKymDRpEhs2bJA9L6vVyieffEJycjJJSUkkJSXx1FNPsWLFCqZPn84jjzxCfHw8gYGBxMXFodPpcLlcckaej48P4eHhaLVauYWHQCAQXOq0KKw3bNgwfvjhB8aMGdPiNQ6r1cqHH37Iu+++y6ZNmxg3bhxff/01U6dORaVSsXDhQubMmUN5eTnfffcdP/3001kdSGsjSRJ6vZ6qqioqKyvlsBrUe5P79+9nzZo1FBQUkJKSwuzZs/nqq6/46quv+PHHH0lOTmbIkCF8//33lJWVMWjQIK699lqKi4v5+uuvmTVrFgC33HILN910EwEBAdTU1GCz2bDZbFitVkJCQhqF7xp6csJICQSCS5kWGad33nkHq9WKSqVCp9MB9UkCDfsFNcVoNPL5559jNpsZM2YMU6dO5Y477mDBggVMmjSJDh06UF5eztatW/n5559p37596xxRK6FQKFAoFBgMhuM8J6fTybFjx6ioqKC4uJja2lq6deuGzWbjiiuuYOfOnaxYsYKZM2cycuRIvL29GTp0KAMGDKBdu3ZUV1ezadMmcnJy6NOnD1FRUdhsNsLCwqiurkar1cqeU0M8Gn+AWHNqBZpm54lsPIGg7dAi41RdXX1Gg4eHhwP1F9KZM2cyefJk2UCZzWbi4uIYNWrUGY3d2pwoS8sjXdTQU8nNzUWj0dC/f386duyI2WwmLS0Nu91OWFgYw4YNQ6VSsXPnTlwuFxMmTCArK4uMjAw0Gg2hoaF06NCBhIQEnE4nDoeD4OBgKisrsVqtBAUFERYWJq8vefatoVSR2+0WXtRZIrLzBIK2S4v7Of34449s2LABhULBoEGDuPnmm09rQwEBAcycOZMnn3yS9u3b43K5WLNmzWnu7rnF7XbLHotnfcfzb8OkiIiICCRJIjIyEq1Wi8ViwWQyERERQVJSEpmZmXz22Wd4e3uzfPlyFAoFI0aMIDMzk+rqamJiYsjMzCQnJweLxcLIkSOprKxEpVLhcrnk7cLxRtOzHw073QovSiAQXGq0yDj985//5MiRI3JiwyeffMLKlSv56KOPTmtjgYGBdO3alWXLlrFy5UoiIyNPf4/PITU1NRQWFgI0MkxNL/5arZbw8HAOHz5MQkICer2egIAAQkJCyMrK4ujRo0iSJHuc2dnZREdHo9VqiYyMJCoqioCAAGpra6moqCAjIwN/f398fX1JTk5u1tg0XG8CIfgqEAgubVpknNauXcvevXtlz+Huu+8+o35M5eXl/Prrr6xYsaJN9nPS6/WysoOnAFav18tSRWVlZURFRaFSqTh48CBbt27F6XTSvn17SkpKsFqtbNiwgejoaN5++202bdrEkCFD6NKlCyqVisLCQjQaDeXl5cTExBAeHs6ePXtITk6moKAAk8mEWq1uJGvjqbFquN5kNBpFd1uBQHBJ0yLj1L59e7Kzs+UF45ycnDNSJffz82Px4sVyUkVbQqFQNGotb7FYqKiowGKxYDAYOHz4MEVFRSiVSkJDQ8nJyUGhUODl5UVhYaHsLel0Onx9fRkyZAgDBw4kICCAnJwcwsPD8fLywm63s3fvXo4dO4a/vz8RERHY7XYSExOpra3F4XBQUVGByWTCbDY3SswAhCqEQCC4LDipcRo1ahQKhYLKyko6dOhAnz59UCgUbN26lQEDBpzRBnU6HVu2bCEtLY3ExER69uyJVqs9o7HOJXq9HovFgtPpBCApKYnAwEAiIiI4ePAgubm5REdHExUVxbFjx9i1axeLFi1i6NChDB8+HJ1OR0REBKtXr6ayshJJkkhKSmLfvn0oFApycnI4dOgQOp0Of39/unXrhtlsJicnh8LCQoKDg0lISJC9o+bCi4LTQ2TnCQQXDyc1Tk888USrb3DRokU8//zz9OjRg19++YXXX3+9TXTGbZp4oFAoCAwMpKqqiqKiIqKiovD19ZXFWENDQ+nUqRNbt27lmWeeITU1FbPZzPr169m8eTNff/011dXVSJJEUFAQCQkJ5ObmUlJSQlRUFGazGZvNhtvtpq6uDoPBIBs0l8tFZGSkWE9qZUR2nkBw8XBS4zRkyJAWDdK/f382b958ys+Vlpby0Ucf8fXXX9O5c2fuvfdedu3ahY+PD2az+aThvvOpSu5yuSgpKcHPz4/c3Fzy8/NRKBTEx8dTWlqKy+UiMTGRoKAg3n77bVJTUwkMDOS1117jwQcfZNWqVfz222/ceOONxMXFAaBSqYiMjESSJKKiomR5I0+ig16vR6lUyp6a0+kUKeICgeCypcWp5CfDbre3bGNqNTU1NRw8eJDo6GjWrFlDcXExP/30E/Hx8TzzzDMnXOQ/n6rkJSUl5OfnY7VaZVWIqKgooD7jEMDf359jx44xbNgwlEol33zzDVOmTCEqKoo77riDmpoaMjMz0ev1ZGZmotFoiI+PJz4+HqfTSWFhIf7+/jgcDnQ6nZwE4Rnf869AIBBcjrSKcWrpAr2Pjw8PPfQQr7/+Om+99RYTJ07khRdeYNWqVXz55ZccOXKEbt26tcYunTYNj6GhAXI4HERHR8tejKd1BtSrrB88eJC+ffuSkpLCokWLuP/++wkNDcViseDt7S0nNYSEhJCenk5UVBRlZWXk5eVhtVrR6/VyqxCDwYBKpSI0NPT8T4BAIBC0Ic573OiWW27h999/Z9CgQXLzwquuuorq6uqTNno7n6jVakJDQ08otupyuSgsLESpVHLVVVfRpUsX2rVrx+DBgzGbzSQlJdGzZ08CAwPx9fUlLi5OzujLyckhICCA8PBwee0JoKqqCpvNdiEOVyAQCNocLfKc9u/fT8eOHRu9tmbNGq688krgxNI/J8LPz4+rrrqK7777Dq1Wi91uJyMj44zS088VnmOy2Wzs3buXLl26yAkKJSUl5OXlARASEkJiYiIZGRkMHDiQ9u3bN/KEPGN5woJRUVEolUqCgoLkthtAo88LBALB5U6LjNNtt93GXXfdxVNPPYXdbuepp54iNTVVToKYN2/eaW+4f//+pKWl8dprr6HT6ZgzZw6xsbGnPc65Zu/evezatQtJkuTW6g3XhRQKBXl5eRw7dox27dqhUqk4evQoLpeLkJAQfHx8UCqVaLVa2rVrB9Qbq4byQ0ajUaSJCwQCQQNaZJy2bt3Kv/71LwYMGEB1dTXjx49n48aN8vudO3c+7Q37+vry0EMPMXHiRCRJksNbbQWXy0VNTQ0dO3ZEkiS0Wi07duygXbt2lJaWEhkZiUqlklPFc3JyCAoKIjc3lx07dpCXl0d0dDRXXXUVfn5+x40v5IcEAoHgxLTIOGk0GvR6PTU1NdjtduLi4lotzbktNhmEep290tJSqqur8fPzY+3atRQWFtKjRw8MBgO1tbVotVqioqIoKiqitrZWrofKzc2lsLCQsrIyysrKCAgIaDS2R/VBeEvnFlF0KxBcvLTIOPXu3ZubbrqJbdu2UVpaypQpU1i4cCELFy481/t3wTAYDGRmZpKfn09MTAxxcXG4XC6io6MxmUzU1tZy9OhRgEbrSRqNhn79+hETE4PVaiUgIEBegxKcX0TRrUBw8dIi4zR79my5tig0NJRffvnljNaZ2hKSJGG32zly5AgJCQl4eXk1SidXKBQkJiZiMpkIDg4mMjKSsLAw4uLi8PLywu12y56TWq0mPj5e/q5KpSIqKkpeV7LZbMJLOg8IT0kguHRokXFqruj1rrvuavWdOd8cOXKEAwcOANCpUyfq6urIycmRPSAvLy/Cw8M5duwYUJ/uXVtbi8FgQK1WywkOJ0KsK51fhKckEFw6tEoRblug6UXJ02riRM/dbjfR0dEUFBQQHR2NzWZj06ZNuFwuFAoFMTExOBwOUlNTsVgs2Gw2JEkiODhYzsBrSHOFyKKthUAgEJwZl81CSG1tLXv37pWllmpra9m8eTMOh4PS0lIyMzMpKSlBqVQSHh5OXV0df/75J7m5uWRkZJCcnIxeryc4OPiUihiehIeGD4FAIBC0nAtinA4dOsTmzZupq6vD5XKds+3U1dWRnp5OXV2dvM2DBw8CkJ6eTklJCS6XC4fDQWRkJMnJyYSGhpKZmUlmZiZWq5Xc3FysVitbt26VVSw8dUoihHRuiY2NbdbQn+gh1pgEgkuH8x7W+/HHH3n22WeJiIggIiKClJQU7rnnnrOuc2q6XgT1TRE9GXW+vr74+fnJNUfx8fFIkoRKpeLYsWN4eXnh6+srFxb36tWL6OhoYmJiyMvLo0ePHuTn55OQkEBNTU2jAtrLkeaSDzIzM1t9THEDIBBcnpxX41RXV8e3337L7NmzueKKK/jhhx/YsmUL06ZN46mnnjqpgTpVy4ycnByOHDkCQLt27VAoFMdJBul0OlnVwWAw0KVLFxwOB15eXkRERADQs2dPoN54qdVqbDYbHTp0QKlUysoQbrcbuLy70jZNPmiNeRAJDQKBwMN5D+tVVVWRlpYGwOjRo7nhhhtwOBx8/fXXJ70wTZ48mdTUVFJTUwkKCjru/aioKBISEmSDBMiSQVqtVhZzVasb2+OGn9FqtXTo0IEOHTqg1Wrl7rNNkx9O9PrlTExMzGmF4BQKRZuUqxIIBG2D83p11Wg0PPbYY/z444+sX78epVLJwIED6d69Oxs2bDirsRsaGcH5JzMzE0mSTusBiDUjgUDQLArpPMdR7HY7s2bNYs+ePdx5550MHjwYqG+b8c4779C9e/dTjhEYGHjad93FxcXNelxny8U2bkvH9mQvemg65xd6/y7FsZvOuUBwOXPeEyJ0Oh3jx49HoVDw+uuvc/DgQby8vCgsLCQsLKxFY5zJH3BKSgqpqamn/b1LbdwzHbvpnLe1/bvUxxYILjcuSBGun58fkyZNomPHjsycOROdTsdXX30ld5gVCAQCweXNeQ/rNcWjyHA6yQVnEtYTnB6nCusJWp/mwnpi3s89IpzaNrng8kUqleq0vxMbGyvCJ+eYpnqKYs7PPc1pWIp5P/c0N++CC4/IhRYIBAJBm0MYp5PgdruxWCxy0a3geMQcCQSCc4EwTifBZrPJ/ZgEzSPmSCAQnAsu+JpTW0b0Yzo1Yo4EAsG54IJ5TheDhpqQKTo1Yo7aNk2V3UXmn+Bi4bx7TllZWURGRp5Rlp5AIDg9zoVAr0BwPjivt7vLly/noYceoqCg4LS/++mnn5KSkkJKSkqzquSC1kfMuUAguFCcN+O0ZMkSnn/+eZ566im5PYWHljQcPJUquaD1EXMuEAguFOclrFdRUcGrr75KUlISV1xxBSUlJSxbtozi4mLuvfdefH19cblcItQnEAgEAuA8eU4mk4k33ngDvV7PY489xpgxY9i7dy+bN2/mmmuuoaSkRBgmgUAgEMicF+OkVqsZMGAAd999N+vWrWPUqFG8+eabfP/993Tp0oVp06adj90QCAQCwUXCWYX1Dh48SHJy8gnfbxiq02q1DBgwgG+//ZZ27drhdrtRKpV07NjxokgrFwgEAsH546w8p2HDhjX7+uHDh4F6UdeGyQ5qtZr4+Pj6DSuVfPXVV3z77beMGjXqbHZDIBAIBJcYp/ScHnrooWZflySJioqK415fsmQJt912GzfffDNff/21bKA8HpRCocDlcrF+/Xq++OIL5syZQ4cOHc7uKAQCgUBwSXFKz2nOnDl07tyZXr16NXqkpKSg1WobfdZqtfLhhx/y7rvvotVqufPOO4F6D8rpdMqfs9vt9OvXjwULFtClS5dWPiSBQCAQXOyc0nPq3bs3nTt3ZsCAAce999JLLzV6bjQa+fzzzzGbzYwZM4apU6dy55138tVXX6FW129q165drF+/nilTphAYGNg6RyEQCASCS4pTek4LFy6ke/fuzb6XkZFx3Gvh4eGYTCYCAwOZOXMmNTU1sge1Z88ejh49yu23336c1yUQCAQCgYdTGid/f/8WKU6PHTv2uNcCAgKYOXMmGo2G9u3bM3bsWAYMGEBwcPCZ7a1AIBAILgtarc4pPT292dcDAwPp2rUrlZWV/Pjjj4SFhcnviQZ1AoFAIGiOVpMvOpHacXl5Ob/++isrVqwgOzubhQsX4nA4eOKJJwgICGitzQsEAoHgEuKcK0T4+fmxePFiampqeOCBB2jfvj3l5eXceOONbNq0ibq6uhaNIxSyzz9izgUCwYWi1YzTyVQedDode/fuZdiwYYwbN45PPvmEsWPHMm3aNHbs2AGcOsQnFLLPP2LOBQLBhaLVjNObb7550vd79+5NTU0NBw8eBOCxxx5j4MCBPPLII1RUVIhOqgKBQCCQabFFSEtL45ZbbqFjx47Ex8fLDw8nkjLyEBoailqtZuXKlZSUlADwxBNP0LlzZ2bOnHmGuy8QCASCS5EWG6eJEydy3333oVarWb16NRMmTOCuu+466Xca6uoFBwfz4IMPsnz5chYsWMBff/0FQLt27UTraIFAIBA0osXGqaamhquvvhpJkoiJieGll15i1apVzX62OeFXSZLo0aMHr776Kvv27eO1117jjjvu4LPPPuP6669vhUMRCAQCwaVCi1PJdTodbrebxMREPvzwQyIiIigqKjrucycTfnW73bKBKi8vZ9u2bfz3v/8lLi6uVQ9KIBAIBBc3Lfac3n33XWw2G++//z7bt29n3rx5fPHFF40+cyrhV0/Sg1qtJjExkXHjxgnDJBAIBILjaLHn1Lt3b6C+5fqcOXOa/UxLhF93797N+vXr+cc//oGXl5dYbxIIBALBcbTYczp8+DCTJk1i2LBhXHXVVfKjKacSfj1y5Ai33XYbOp1OGCaBQCAQNEuLPadbb72VqVOnMmnSJLlx4KnwCL8++eSTtG/fHrfbzbp164Twq0AgEAhOSouNk1qt5r777jvtDXiEX5ctW8bKlSsJCwvDarViNBpPeyyBQCAQXB6cMqxXVlZGWVkZo0aNYsaMGeTn58uvlZWVnXIDDYVfu3Tpwu+//87rr79OTU1NqxyAQCAQCC49Tuk59erVC4VCIWvnTZ8+XX5PoVCcsFWGB4/wq06nY9myZTz//PO888476PX6s9z108PpdFJSUkJgYKCcnCE4OxrOacNQr1hLFAgEZ8spr9LNdbs9XXQ6HYcOHWL06NHMnj2bIUOGUFRUhM1mw2Kx0Llz51OO8emnn/Lpp58CnJFCdklJCXl5eUC9lJLg1JxqzhvOaUhIyHndN4FAcGnTYhfCbrczY8YMNmzYgEKhYNCgQUydOhWdTtei73t7e/PAAw+wdetW4uLiePHFF4mNjWXx4sW89NJLp1zPmjx5MpMnTwYgJSXluPebU0VveAcfGBjY6N9TfV5w6jlvOqcCgUDQWrQ4lXzChAns27ePBx98kAceeID9+/efUluvIeHh4Tz88MOYTCauvPJKbrrpJmbNmsXSpUt5/vnn2bJlyxkdQEtRq9Wy+KygdVCr1YSEhLQ4e1MgEAhaSouv1IcOHWL37t3y86FDh9KtW7cWfVeSJBQKBVFRUfzzn/9k8ODBDB8+HEmSSElJ4Y477jjrC1xdXR05OTlERUWh0WjO6Htarfas9qEpbrcbm82GwWC4JFuCOBwOjh49CtQL+Dad90v9+AUCwbmjxVeMHj16NPJutm7dyhVXXHHCzx86dIjNmzdTV1fXqJFgZGQk11xzDVAfRvv6669Zv379Wa9Z5OTkcOTIEXJycs7L91qCzWajqqoKm83W7PtutxuLxXLKRottlZycHLZu3crWrVubnb9THX9TLvb5EAgErUeLPaetW7fy5ZdfEh0dDUB2djYdOnSgS5cuKBQK9uzZI3/2xx9/5NlnnyUiIoKIiAhSUlK45557MJvNuN1u1Go1DoeDX375hf/+9798++238rhnSlRUlPxvS9aOPJ9p+L3WxO1243a7MZlMGAyGZt8vKirC6XQC9bJQJxurLXogUVFR9O3bV/5/03n3HHfT4296PJ7nHuMEJ5+PM6WtzqNAIDieFhun5cuXt+hzdXV1fPvtt8yePZsrrriCH374gS1btjBt2jSefPJJfHx8ANBqtURGRrJkyRJiY2PPaOcbotVqadeu3Rl/T5KkZpMkziTsJ0mSnIloNpvl1xqOeezYMVQqFV5eXmi1Wlwul3xx1uv11NbWotfrqampIT09nU2bNhEQEEDfvn0JCwujpqYGt9uNQqHAbDbLF1tJkuQLfk1NDV5eXtTW1mIwGGTj0VqJH1qtluTkZPmYjh492mielEplIyPjmQOPRwX1eoxVVVVkZmYSHR2N2WzGYDDIv0fDffU89xybTqeT1e5ramrQarU4HA70ej0KhaLRd10uF0VFRVgsFkJDQzGZTMe93/R5w1Cz0+lEoVCQn59PcXExR44c4ciRI2g0GqKiooiKiiIiIgJArgUsKSlBoVBgMBjw8fHBaDSiVCqpra3FaDSi1+vp3LmzSMQRCJrhlMbJU2jr7e3d7Pv+/v7HvVZVVUVaWhpXXHEFo0ePJjAwkKVLl7JgwQKmTp3Kli1bsFgscnivLdF07SonJ4fDhw9jtVrp3Llzi+64XS4XlZWVVFdXU1JSglKpxOFwYLfbsdlsZGdny6n0ERER1NTU4HA4yM3Npby8nKqqKgICAsjPz2fXrl3k5+fLY6vVanr06EF8fDzjxo2joqKCxMREbDYbDoeDTp06UV1djd1ux8/PD5fLhdPpxNvbG7PZ3Oii3BqehGe+HA4H2dnZuN1uwsLCmh3T5XJRUlKCv78/ZrNZrnXzGHLPPns+W1RUhFqtprKykpiYGFQqVSMPy+l0Yrfb0Wq1FBcXo1Qq0ev1uN3uRv8vLi7G4XCQk5ODl5cXALW1taSnp+Pj40NhYSEFBQUUFhayf/9+FAoFQUFB+Pv7U1dXR3p6Orm5uRw5coTy8vIzmqcTce211/LVV18JSS+BoAmnXYTrubB57mKbFuFqNBoee+wxPvjgA9q1a8egQYMYOHAgubm5LF26lIkTJ5Kdnc2gQYPOweGcPZ41KID4+HiioqKwWq2YzWZsNtsJw02SJLFhwwY2bNjA2rVr2blzZ7P9rk6HmJgYBg4cSP/+/enduzdFRUWsX7+eDz74gG3btpGRkSF7CZ7wYGJiImFhYahUKvr37094eDjZ2dmEhIRQU1PTyJtp6MGcaRjNM1/R0dEkJCTg5+d3wjHz8vLYvn07ycnJJCUlyeeSr68varUaX19f+bMlJSUcPXqUY8eOYbfbsdvtuFwuNBoNQUFB5OXlYbPZ0Gq1+Pn5UVZWhpeXF3v27KGiooLs7Gw0Gg1ZWVns379frtPKysrC4XCc8Hg84cmKigqqq6sBCAoKwtvbm5CQEEJCQtBoNKhUKtRqNSqVCpVKhUKhkL1fzw1BbW0tdXV18rqr5zcCZA9wzZo1DBs2jNWrV5/R/AsElyqnVYRbVlZGWloadrv9pN8ZNGgQhw4dYt68eUiSxODBgxk3bhyfffYZWVlZ3HbbbWe/56eguRBdQ2prazl8+DBJSUny3TQ0XoNyu904HA6Sk5MpKytj69atdOnShfT0dOLj4wkICECpVLJixQpeeuklOWHE19cXg8GAv78/DocDq9V6yv3xEBERwY033sjgwYMJCQlBq9XSqVMn+ZgWLVqEy+UiODiYqqoqFAoFubm56PV6lEolRqMRl8tFeHi4/B2z2YyPjw8hISGN1n9OtCZ0OkRGRgL1F/CsrCwCAgJk78gTdnQ4HGRkZHDo0CG2b9/OkSNHuOuuuwgKCkKSJPbv38+BAwcwGo1oNBqcTicajYaqqioOHz6MXq9n165d+Pj4oFar+fXXX/nzzz+JjY2lR48eXHXVVezfv5+3336b7du3H3d+BgQEEBYWRnR0NEOHDsXLy4ucnBxqamooKyvD4XBQXV2Nw+GgqqpK9mQ9FBUVUVRUhJeXl+wRKpVK1Gq1bHQkSaKurg6lUinfuHk8R4+h8vweAN27d6egoIC6ujr++usv0Q1aIGhCi9ecZs2axXvvvcexY8fo3r07W7ZsYcCAAfzxxx/HfVan0zF+/HgUCgWvv/46Bw8exMvLi6KiInnN6XzQMETndrsbGaPDhw+zd+9eALp06QLU3802XIOyWq2UlJRQWlrK9u3b2bFjB7t370aj0VBaWsqQIUP47LPPeOyxxwgMDOStt95i+PDh9O/fn7y8PHx9fQkNDSUvLw+1Wi17FM2h0Wjw9fUlPz+fjz/+mI8//pjJkyfzt7/9DbVazYoVK5g5cyYrVqxAq9Vit9spKyujoqKCgIAAUlJSiIuLkxNQnE4nsbGxmM1mysrKmpVtaromdDbzvHz5cg4dOkTXrl3R6/Xo9XrCwsLQ6/UcO3aMDRs2cODAAdLT0wkKCmLfvn0MHToUm82GzWbDbrdTWFhITk4OmZmZKJVKysrKyMjIwOl0MnDgQAICAjh27BjLli0jNzeX0tJS6urqsFqt3HfffbhcLm655RbuvPNOfH19CQsLIzAwEL1eT05ODlqtli5dushJFx5CQ0Px9/cnOjoab29v9Ho91dXVBAcHYzKZCA8P56effqKsrOy4SEFUVBS9evVqlNAzb948rFbrSeds27ZtQH39X15eHlu3bqVXr15n/VsIBJcKLTZO7733Htu2baNfv36sXr2agwcP8u9///uEn/fz82PSpEl07NiRmTNnotPp+Oqrr86rzE3DEJ3Vam1kjJKSkqitrcVut1NbW9vIe/KgVCrZtGkThw4dorS0lKNHj3LllVei0WjIz8/n/vvv5+uvv2b48OF8/PHHcjZibGwsf/31F3a7nerq6kbhnBMhSRIlJSVIkoRGo6Fr165oNBr+97//sWnTJkpLSwkJCSE2NpaEhAR69OhBZGQkGo2GDh060LlzZ/z9/Y9LBIBzK9d07Ngxtm7dSlpaGrm5ufTr1w+VSoVGo2Hbtm106dKFyMhIoqOjyc3NJSYmhqSkJHr06EFGRgYREREkJCRQVVVFXFwca9euJTc3F61WS1RUFDk5OdTW1nL06FE6depEaWkpMTExcs+wuro68vPzGTx4MKtXr2b16tUoFArZy9HpdCQnJ5OcnExcXBx/+9vfmDVrVqNjKCgooKioiLy8PMxmM2q1mrq6OnQ6HTqdjpCQEIqKipqtxTMYDBQXF1NXV4fD4WjkMbUEm83WKGwuEAjqabFx8vyhQn1ILDk5mUOHDp30O1qtlqFDhzJ48GD5j/bPP/+krq4OtVotpyGfK5qG6ACSkpIA8PLywsvLi71796LT6ejcubPsaYWFhVFVVUVWVhZ//vknZWVl+Pr64u3tzdGjR6muruaXX34hMzOT8PBwpk+fLnszAEOGDKFTp07s3r1b9nAcDod80Wpax+O5OKlUKrRaLXq9nr/++ovt27ej0+lo164d//znP/nb3/5GUFAQJpOJ/Px8IiIi0Gg0FzTbKzIykr59+2IwGDAYDJSVlZGdnU1xcTFOpxN/f385i/L6669HqVTSuXNncnNzOXz4MMXFxWi1Wqqrq1m2bBkHDhzAbrcTHx9PaGgogwcPZv369ahUKnbv3k1ZWRk33ngjJpOJAwcOsGvXLvLy8tBqtVx33XVoNBp27Nghh+asVqusgB8TE0P//v157LHHqKysBKCyshKdTkdFRQUA1dXV1NXVUV5eLidwHD169IS1Wqf6GzgVNpsNpVLJvHnzePvtt89qLIHgUqLFxikyMpKKigpuvvlmrr32Wvz8/OR1jVPhueP87bffuPvuu7n33nv55ptveOyxx7jnnnvOSU1LwxCdh65du8r/lyRJNlRJSUk4HA5+//13rFarHAo6dOgQhYWFFBcXYzQa8fPzIysri7S0NLKzs7Hb7WRnZ/PAAw/Qvn17EhISMBgMJCQk0LlzZ3r16sWaNWsoKSmRF9eh3mgHBATId+meh8FgkN8LCwsjJiaGu+++u9mMyPj4+FafszNBq9USHx8vr3Pt3r2bvLw8OnToQHR0NElJSWzatInU1FT69evH0KFDqaurk0N5brcbf39/OnXqhNvtprS0FL1ej8lkIiAggMjISBITE7Hb7RQUFFBaWookSXTr1o2SkhISEhLk9HE/Pz/58zU1NQQGBhIUFMT+/fvJyMhAq9WydOnSRr+FB7PZTO/evenQoQP79u0jKyvrlMXDniSZE3nGnjRyjzfb1Kv1JKj89NNPjBgxQhgngaABLTZOP/30EwAvvfQSQ4cOpbKykuHDh7fou5Ik4XA4WLBgAe+//z633XYbt912G08++SR2u53777//lC00zlaVvDm8vLzk9aa//vqLzMxMKisriY+Pp6CggOLiYsLCwnC73fj5+ZGQkEBgYCBHjhwhKCiI9PR0ysrKqK6uZsGCBc1e9KKjoxkyZAgxMTEMHjyY5ORkzGazbJg8qd1tsdalJXNeV1fHxo0b5fCUxwu98sor5SSNPn36APXisVarlfz8fPbt24dGo8FkMhEZGYlKpcLpdBIaGoqvry8lJSUABAcHy0bMZrOxY8cOIiIiyMvLo0uXLsTHx9O+fXtycnLklPr27dsTFRUlN7asqKiQPaiMjAyMRiM+Pj7odDrS0tI4cOAAhw8f5sCBA2zevJnOnTtz3XXX0aFDBxQKBRqNhtraWoKCguRMvm3btlFYWIifnx8TJkwgLCyM5ORkjh07hl6vJy8vj0WLFpGZmYnVasVkMqFWqzl27Bgul4uIiAgiIyN5+OGH5YSX1iA2NpasrCz5eUxMTKuNLRCcTxTSeQx2v/nmm1RXV/P0009jMplkIdmxY8dy//33t3iclJQUUlNTz2pfPNlVDRMmVq5cSXV1NR07dsRsNrNlyxbatWtHXl4eAQEBxMbGypl4nrtqk8mE0+kkMzMTSZLQ6/VIkoTb7Uaj0RAREdEmDc+paDrHJ5rzo0ePsn//foxGIykpKXJ2XWJi4nEhR4vFQlVVFTqdjuLiYvR6PeHh4acU47VYLHKtl2fN0lPLZDKZGq3xtEbtlqdPlb+/v1yDZTKZGhU7O51OioqKMBgMjV5vimd/dDoddrv9pPvV3Byf7rl+qvWr5oxXZmZmi8e/FGmN64mg9TmvEt1du3Zl0aJF8uJ2p06dmD59OrfddhsDBw5ssZBsa9G0pum6666TjZVSqcRgMBAYGEjv3r2Pu+B5lB+gPrTlCRFebjRc19NoNPj5+XHkyBF0Ot1xoceGqevNhSpPhMFgkI1SU2PUlNbIQPQo2EP9b9uw/qrhZ1oS1m64P+cifH26NDVEF+ONk+Dy4LwIjHnu5K6//npMJhPvvfcee/fuxWKx0KtXL1mh/HwTFRVFQkKCfIHVaDTEx8ej0Wgatdho7g5dUE/DOYPj57QhZzqPSqVSDoWK30AguDw4Z57ToUOHKCsrIyUlBaVSKSdFTJ8+naeeekpOL4+KiuLnn3/mySefPFe70izNJUwITp+md95iTgUCQWtwTozTyVTJAaZNm8bq1avZs2cPhw8fZuXKla0i/nq+EOrW/4eYC4FAcC5odePUUlXyoUOHMnToUJxO50XXnbY1NOkuFcRcCASCc8E5udX1qJIDjB49mhtuuEFOJQfYsmULS5cuBbgoW3x7MrTORpPuUkHMhUAgOBe0unHyqJL/+OOPrF+/HqVSycCBA+nevTvr16+ntraW7OxsevbsCVyc2UIiQeL/EHMhEAjOBefkijJo0CCGDRvGvHnzWLduHSqVinHjxpGXlyerkoeFhZ2LTQsEAoHgEuCcFeGWl5fz9ddfs2TJEkaPHo2XlxfTpk1j1apVZy3+GhgYeNoJFMXFxQQFBZ3Vdi+FcVs6dmZmpqzSAM3P+YXex0tt3KZzDmd2rrfW/pyPMdvCuM3Nu6ANIJ1DamtrpVWrVkm33367dPfdd0s7duw4l5s7Kb169RLjtvLYF8M+XuzjninnYn8utrlra7+J4PQ4p2lyzamSCwQCgUBwKs6rtl5rcaahjvOF2+2msLCQkpISuZ23RqNBqVTKLbydTid1dXXHKVobDAYiIyPx9va+QHtfT0vCepcDbrcbi8VCZWUllZWVckfbhqjVanx8fGQxWc+NmEKhkHt6VVZWUlNT00gJRaFQEBQURGRkJAqFolXDeh4kSZJ7VbndboxGIxERERf8/GpLiHP9/NOiUOqFcNfS0tKkbdu2SXa7/Yy+35bd9WXLlkmRkZESIHl7e0shISFSWFiYFBERIYWEhEhRUVFSWFiYFBISIhmNRgmQAEmhUMj/B6TevXtL27dvv2DH0XSO2/Kctzbl5eXSs88+K/Xr109SKpWNfpfmfqvTeSgUCvnheS06OlrKyMhodo7PZt43bNggtWvXTgKklJQUafDgwVJoaKgESFdffbV06NChs5mmS4bL+Vy/ULRkjs97nG3JkiWMGTOGJ598knvuuYfDhw+f7104pzzxxBOyNp+nBURJSQmJiYkUFBTgdrspKysjKCiIESNG0KFDB/R6PRMmTJDbdwDs3r2bN9988wIeyeXLkiVL+O9//4vL5cJsNuPj48NVV10FQOfOnZk0aRLTpk3jhx9+4J133pFbtGu1Wvr27ctXX33FrFmz6NWrF2q1muuuuw6ADh06cMMNN8gPpVKJl5cX2dnZfPLJJ61+HM8//zwWi4Xly5dz9OhR1q1bx7PPPsv//vc/1q5dy4wZM1p9mwJBa3FejdOmTZt44okn+OKLL1i9ejV+fn688cYb53MXzghJkuRHXV0dBQUF1NXVya+53e5G73fr1g2n08l9993Hb7/9RkpKCg6Hg6qqKpxOJ2PGjGHVqlV89NFHBAYGEhMTw7hx4+jRo4e8TV9fX5xOJ3a7XQ4DOp1OHA4HDoeDgoICqqur2bt3r9zWwbMfgtPHarXKD087lPfeew+j0ch1110nq5RPnDiR/v37s2bNGn7++Wd27twpK6zHxcVhNptJTEzkmmuuITQ0lNjYWPmmY/DgwbJhWrRoESNHjpQlverq6lrtWCRJwuVyUVdXR+fOnYmMjJR7jRUVFXHdddfh7e2N1WrF6XQe15lZIGgLnHfdoKefflq+CL/88stMmjSJ2tpavLy8Tvq9c9Fs8EwoLS2Vewv5+flx7NgxIiIi5P33rCk1paqqiurqarlluAeFQkFpaSlFRUVy63Cov8BkZWXJ6x0BAQHk5OQQFxeHxWKhoKCAsrIyMjIyqKiokNtTGI3GVjvWtjLn5wOXy0VFRQV6vZ6CggL5dY+xd7lcLRpjw4YN3HbbbRgMBg4cOEBsbCx//vlns593Op3N3ky0xrzbbLZGY3sMkOdfSZI4fPgw5eXlBAQEnNE2BIJzyXk1Tn379qVz585A/R9ybW0tWVlZVFVVERQURGlp6Qn/UCZPnszkyZOB+uZg5wuPsKmnq6tn/wICAsjOzubo0aMoFAri4uIoKioiPT2dwMBAAHbt2sWRI0e49tpreeWVV7jiiiuwWq2MHDlSHv/ee+9l6tSpTJ48GbvdzuDBg7FYLKSnp7N9+3ZGjBjBI488gsvlQq1Wo1Ao5N5R3t7elJeXEx4efk4khC7UnF8IKioqyM3N5ejRo/LNh8vlkpsOejx9jzZkQ8LDw/nrr78wm8106dKF0tJSSktLCQwMJDs7m6ysLDp27EhaWhr79+8HYPv27axbtw6tVgsghwahdebdYDCQl5fHgAED5GQIqG8O6XA4qKiowGazkZubK4zTJcCl2ETyvBonlUolhzEkScLX1xd/f3+CgoKYP38+GzZs4J133jlly/bzgeeus6GwqcFgQKVS4e/vj0KhICQkhOLiYhQKBXV1dSxZsgRJkvjzzz8xmUysWrWKzZs388gjj3DNNdfw+++/M23aNNq3b09ZWRkA/fr149VXX+Wrr75CoVDwz3/+E61Wy5gxY7j++utZu3YtTz75JA899BA9e/YkJiYGtVpNcHAwTqcTo9FIQECArFHY9E5ckiRZNdwjFXUxSka1Nk3nSa/X43Q60Wq18ntpaWk4HA4kSeLQoUP07t1b9oKqq6spLS2luroanU7HVVddxcqVKykpKSE7Oxuo92J79Oght29ftWqVLI6blpaGv78/OTk5APTv35958+a1yrF5MgyzsrKYMGECCxcuBOpb3m/evFk+hm7duhERESFCwZcAWVlZx2WCXuxcMDlwtVqNyWQiKiqKZ555hhUrVjB37tw2YZga4vFGdDpdo9YQLpeLzMxMqqurqa2tRa/Xs2bNGgwGAw6HA4vFwgMPPMAff/zB66+/zrXXXsv8+fO57rrrKC0tbZTKO3LkSAwGA+vWrWPevHlyCGnZsmUsXryYsWPHsmLFCsaOHUtWVhYJCQnodDq0Wi0hISGNvDtPm27PvjY0rq0Z8rtUcDqdlJaWYjQa6dChA99//z0///wzGo2GuXPnAv8X0nM4HAAcPHiQv/76i4qKCnmc3r1707t3b0pLS0lMTCQxMVG+ifH39+fbb7/l6quv5j//+Q9Qb4x+/PFHxo4dC9AoGeZsUSgU7Nu3D0mSiI2NZf369YSEhDB8+HC++OILLBYLAElJSXKTSIGgrXHBjJMneWD9+vXU1dXxxx9/kJiYeKF25zga3oXo9XqKi4sbLR5bLBYsFgsul4uIiAiqq6vJzc1Fr9ejUqmorq4mNDSUBx98kBUrVrBs2TLWrVvHbbfdxs0330yHDh2A+rWo559/nt9//52goCCMRiN6vZ4ePXpw6623YrVacTgc9OvXD5vNJt8hNQyP1tTUUF5ejtPpJDIyUk6+gMat0QX/h8ViwW63Y7VaKS0tZfPmzXzwwQccPnwYf39/nE4nf/75J+PHj2fEiBGsXr2a3bt3s2fPHiRJIjg4mHvuuYd27drx4osvYjKZuOaaawBYuXIlLpdLXi/SarXo9XpcLpecndq/f/9G+pIN1xvPFqfTKRtUlUpFWVkZBoNBXgvNy8sDoLCwkMLCQvlGUSBoS1ww4+TpRPvCCy/Qu3fvNmWYoLFbbLPZGvWdqqiooKamBpfLhdvtJiMjA4CCggLUajVqtZrq6mqio6MJDw/H7XYzatQoPv/8c+bNm8eKFStYuXIlALfeeit5eXn85z//4bHHHpNDSx5uvPFGTCYTDz30EKWlpQQHB1NbW4vdbpcLPrVaLQUFBSgUCgwGA4GBgVgsFvl9ceE5Ho9h0mg0vPfee8ybN09eT/KsC95zzz34+voC8Oabb3L06FF27tzJjTfeiMvlIjAwkG3btiFJElVVVRw5coSEhAR69OjRqIizqqqKsLAwysrKGulKNuwY7Fnnag1qa2sbJT5IkoTJZCI8PBxAPqaioiKqq6tPmYwkEFwILniXv7vvvrvNx0f1er38x+7xoiwWC1FRUZjNZjQaDYWFhRw7dgyz2SzLNDVMD1apVOh0Ovl1T2p4bm4uf/vb3+Q29U0z/SIjI7FYLIwePZp7772XmJgYysrK8PLyIjk5mdLSUux2O6WlpWi1Wnx8fLDb7bjdbux2uwjlNYPD4aCkpASj0UhGRob823bv3p21a9fSr18/xo0bJ1/EAcrKyvjjjz/IzMxk4sSJFBUVkZmZSVZWFnFxcezdu5ft27cDYDab6dGjB127dpWzKHv16sWCBQuYOHEiUO/J6vV6NBoNdXV1FBUVtdrx6fV6OQTpdrsxmUzk5OTIYUjPeVhbW4vFYqG2tlaE9wRtjgtunNq6YfKgVCqpqqpCqVQSFRWF0WjE39+fkJAQ9u7dS01NDdXV1fj6+srG6ejRo1RXV/Pdd9+xbds23G43N910EzfccIPsYY0YMYIff/yRf//73wQFBWGz2RqtR73xxhsMHDiQJ554Qi6g7NChA+3atZNT0N1uN1arFZVKRWVlJcHBwUD9RchqtYoW6jQO0x47doyioiKUSiV5eXkkJiYyYMAA1q5dyxVXXMHatWspLS3l0UcfRavVsmbNGr788kucTicKhYKbbrqJm266icWLF8s1UZ76Jh8fH7Kzs9mwYQNr166VM/iGDh3K1VdfLRuIdu3a8d133+Hv709ZWVmrqmJLktQo+SUiIoJNmzaxbds2AgICsFqt8j6YzeZGnrpA0Fa4vK9YJ0GhUMgPpVIpd3zV6XQ4HA6CgoLQaDSUl5cDsGrVKqDeiHnuuDUaDTNnzmTTpk0EBwezYcMGZs+eTf/+/TGbzZjNZh599FEcDgejRo1i3bp1GAwGvLy85IdOp2PcuHEsXryY4uJiXn31VZxOJ15eXvj4+KBQKEhISKBfv3507NiRwMBAFAoFRqMRu91OVVWVfAEV1BMREUF4eDgdO3YkLy+PLVu2yF7uxo0beemll9i7dy8bN24kOzub2bNno1Qq5YJrh8PB999/32hefX19KS0tZePGjXTr1o0lS5bw73//m3bt2rFx40ZeffVV9u/fT1VVFVVVVXLar8fD8SQptAZKpVIuZ9BoNPTp0weoL21ITEwkIiICqM/e8/f3b1YvUCC40LTYODVXwX659EDxVNx7kiCqqqqwWq24XC78/Pyora3ls88+o3v37oSGhuJ0OvHz82Pp0qVMmDCB+Ph4cnNzufHGG3nmmWfYuXMnxcXFFBcXYzab+c9//oPD4WDs2LHMmjWLuro6+ZGWlsb06dOZOHEiarWa8ePHExwcjNVqpby8nJqaGqqqqoiIiCAiIkK+iEqShF6vl+ufGqpcXKo0PMamx2m1WqmqqiInJwe73U5+fj7//Oc/efzxx1m+fDkZGRncfPPNzJgxQ157CgwMZMOGDXh5ecnrNQBhYWFySQTU38hMmDCB3377DbPZTFlZGfv372fJkiWy3NGYMWNkgwH1SRLt2rXDYrFgNBoZPXp0q82Dy+WS17ACAgLYtWsXUJ8RePjwYdmL3r59u3wTJBC0NU4Z1lu9ejV33XUXtbW19OjRg08//VRe7B02bBg7duw4ow27XC65Nqet41FxyMvLIzQ0FJPJJKdtAzz88MO43W7mz5/Pk08+SWVlJbfeeiuzZs3i5Zdf5sUXXyQjI4OFCxfy2WefMX/+fO677z7uv/9+AIYOHUqnTp147rnnePrppwkICMDHx4fXXnuNnTt3AtCnTx9uu+02br/9drmuybNOYbFYGiVsNAzpeLL0POG9iyWM2tooFArKyso4evQoR44c4ZlnnqGqqorQ0FD69evHnXfeyaBBg3C5XFx//fWEh4fTv39/FixYQHh4OLfffjsGg4GSkhKKior45ptv5LElSeLVV19lxYoVVFVV4ePjw44dO9i+fTv79u3j/vvvJzExkR9//FH+Tlpamvz/9957Tw7FtgZKpZJ9+/YB9V5iRkYGkZGRDB06lPfffx+DwUBcXBwHDhzAy8vrsj0nBG2bUxqnp556it9++41OnTqxcOFCrr32WubNm0e/fv3O6C788OHDJCUloVKpLioD1VAZwhPuA5g/fz6pqanMmTOHwMBAtm/fTlxcHOPHj+eLL77g66+/ZtiwYaSkpJCSksKhQ4f47LPPePvtt5k8eTJqtZrvvvuOGTNm4Ha7iYuL4x//+Ad9+vRh586dxMXF8e677+Lt7Y1KpZLv6jMzM9m7dy/h4eFIkkRtbS3JyckoFAo53GQ0GuXnl0utk9vtpqamRk7pb4rVamXOnDlyMkJJSQlLlizhp59+YvDgwZhMJnbt2sWkSZP497//TU5ODnfccQeA3BZj0aJFzW7bU9waFRUlV+fb7XbefvvtkyYcnIvfZOvWrQQEBBAZGcmuXbsYMmQICQkJAOzZs4eYmBjsdjtHjx4lMTGxUfKHQNAWOKVxcjgcdOrUCYBbbrmFDh06MGbMGN54443TvuNasmSJXOfz9ddfn5aBOt86b011yVQqlXx3W1dXJx/7559/TkxMDNdddx3PP/88RUVFvPTSS6jValJSUli9ejWdOnWSFSFUKhXJyckcOnSI/fv3M23aNDZv3kzHjh2pra3l6NGjREdHs3XrVjp37szevXt5++23uf/++4mOjqa4uBi9Xk9hYSEqlYqgoCDy8/ORJInCwkIcDge1tbWo1WrCwsIwGAxnXOvU1rX1mt4ceQyTxxA3TKF3uVz4+voSGhpKWVkZSqWS4uJiunfvTvfu3amsrGTjxo0UFRUxYcIEli1bJodi4+LiyMnJkcPYAwYMOE4aRq/XM2DAAK688kpcLheJiYkcPXqU7OxsBg4cyNGjR8nJyWn2hm7cuHFERUXJz8923svKyli6dCl33nknK1eulOvjHnroIbRaLevWraO8vFwODV/KoV7Bxcsp15w0Gk0jIcxOnTrxxx9/8PLLLzcKTZwKq9XKhx9+yLvvvotWq+XOO+8EkA3UqZg8eTKpqamkpqYSFBTU4u2eLU6nk+LiYjnd2COoWVpaysGDB9m4cSN///vfOXjwIJ9//jn33HMPgwcPJiIiguHDh5OXl4dKpSIuLk5+eLyfyZMns337dkaOHCkrjvft25fs7Gz0ej179+7lhhtuYN26dXz00UeUlZVRWFhIWloaBQUFREZGynI7nnWEsrIyamtrCQoKksN4SqUSk8kkN8BrKRdqzk8XT7aiZ53NZDLhdrsbqW0bDAa8vb2JjIwkLy+PvLw8/Pz82LVrF3PnzmXDhg2MGjWKxx57jHXr1pGXl8fYsWPp1q0bKpUKh8NBWFgYYWFhtGvXTlYqDwoKYsCAAUB9/dvgwYPp1q0b119/PdOmTaOuro49e/ZQWVl5QiMgSRLXX3+9/Pxs533FihXU1NQwbtw4li5dil6vlzX9AgICyMrKoqSkBG9vb5KSkkQdnKBNckrP6Y033qCwsFBuGQD1tTdr167lww8/bPGGjEYjn3/+OWazmTFjxjB16lTuvPNOvvrqqzYd2isuLpZrYcxms5xtlZ6eLrchSEpKYsqUKQQHB/PCCy/IyuNXXHEFUC930759e3lMT4inuLiYe++9l9jYWFQqFVarlaysLDQaDS6Xi4CAAP79739z++23M3nyZEaOHEn37t0ZMGAA4eHhdOjQgZiYGDQajZwM4XA45DT1y2UtoaG3ZDQacTqdHDp0iPbt28vtLBwOB7t27eLpp5/GZrPJmZZDhgwhNjaWLVu28PnnnyNJEpGRkYwaNYq8vDxWrFiBn58fGo0Gi8WCXq+ntLSUtLQ03G63nNjSqVMnOTFCr9cTFhYmZ3J6Lv4nU4FoWJx7tuzbtw+VSkWfPn34+OOPMRgM8jnp5eWFw+HAx8eH8PBwtFotdrtd1DkJ2hynNE4eSZam+Pj48Nxzz8nPx44dyw8//HDSsTwZTyaTiZkzZzJ58mTZQO3YsQODwUBycvLp7H+r0ZxgKvzfHbder0en02G328nOzsZqtWK32wH45JNPSEtLw8/Pj549e3Ldddfx6KOPYjQaCQwMZNeuXfTr108e25M+DPXKAH5+fnTt2pUffviBI0eO4O/vj8vl4oUXXsBsNnPttdcyceJErFYre/fulZvElZSUcNddd9G+fXs0Gg1OpxOdTieH8jzHcKkYqebCeAqFQs42czgceHl5UVZWhsVioaSkBJ1OR3FxMW+88Qbz5s3DarWiVCqpq6vDx8eHtWvXsm7dOqKiohg+fDje3t4EBATw3XffUVpail6vp6ysDJvNxpEjR+Rtq1QqVCoV3t7eDBw4kKCgIL788kvi4+Ox2+0cOnSImpoabrrpJvbs2UNJSQlqtVo+hsDAQDlM6HK5eOqpp5g5c2arzNORI0eIjIzE5XLh7e3dKOXdk3XrCRGr1WpR5yRok7RanVN6evppfT4gIICZM2ei0WhITk7m9ttvv+DhBU94yHPR84TLYmJi8Pb2RqlUcuzYMbKysuTKe4DU1FT0ej3l5eVUVFTw7bffUltbi9FoRK1W43a75YSIlJQUOnbsKG/T29uba665Bh8fHw4cOMDAgQMpKyujsrKSRx55BF9fXzIyMpgxYwY7duxg6dKlpKWlMXbsWN59912WLVvGjh075Gy0goICbDabfEG6VAxTQxqG8RQKBbW1tVitVsrKyrBarfj5+REbG0t4eDj79+/nH//4B5988omcEODxEjxzJEkS2dnZ/PHHH2g0GubNm4fFYsHb25uamhq5Bmn48OG8++67vPbaa7hcLhwOB9XV1QQFBXHw4EG8vLx44oknuP7667nvvvu45pprSExMJCEhgerqalnzzuVyUVhYKP8f4Morr2y1+fGsO0qSREBAALW1tXLCg6ezr6c/mKfli0DQ1mg1hYgzOcEDAwPp2rUry5YtY+XKlURGRrbW7pwRNTU1VFRUYLFYCAwMxG63yxcpj7Hy9fUlMDAQrVZLVVUVJpOJXr16sX37dsxmM3fffTddunRBqVTy6quvUlBQwC233MKmTZvk7RgMBt5//30qKytJTk5m//79vP3224SHh8sXjscee4yQkBCsVisZGRnccsstREVFcejQIXr27MmNN97IDz/8IKuRW61W/P395bUWjxLBxZw+3pynJEkSJSUlOJ1OuYbLy8uLoKAgiouL2b59O9nZ2ezatYv9+/eTmpqK1WrlySefZPTo0TzwwAPs2LEDtVpNXV0dXl5eaLVaWfHjxx9/xO1287e//Y19+/Zht9t56623eOutt1ixYgUbN27k5Zdf5oknnmDDhg1ERUUxcuRIysvLqa2t5bfffuPw4cOkp6fLavUjRoxg+PDhHD16VPa2O3fuzNatW7FYLDgcDrmtRWswbtw4Fi1axLx58/Dz82t0PlitVtRqNQ6Hg8DAQNRqNTabTXhPgjbHBZUvKi8v59dff2XFihWt2jLgTPDUBHlqhux2u9zjp7q6Wk5NjoyMRKPRkJGRQUZGBmFhYWRkZLB69WpGjx7NBx98wAMPPEB4eDjfffcdt956K1FRUY1i+lVVVfTs2ROovwA/++yzVFVVsWDBAv7zn/8QGxvL448/zsqVK+nZsycVFRUYjUasViv/+9//6Nmzp5zeXFxcLAuPelQnKioqUKvVF7Vhag6FQkFNTY1c06XVamXjbDQa+frrr3nllVcoLCwE6r3z0NBQxowZw+DBg+XEBZPJRF1dHbGxsRw5coTa2lqqq6spLi4mMTGRl156CYD9+/dz6NAhYmNj+d///ofFYmHChAk8/fTTvPLKK/z73/+W923cuHH89ttv/PLLL6jVarp168b27dtRKBT88ssvtGvXrlECkaePk4dPPvmk1ZJOhg0bRs+ePfnwww9lzUYPXl5eqNVq+abL39//ki8vEFyctJpxOpN0VD8/PxYvXiwLUV5olEolwcHB2Gw2vLy8sFqtlJSUUFlZKcsSbdiwgW3btrFx40Y2bNhAZWUl9957L+vXr6eyshKtVktQUBAFBQW43W5GjhwpXyybIzc3l7S0NF566SUOHTpEamqq3POnqqqKiooK/v73v/Pvf/+bgwcPsnLlSr744guefPJJ/Pz8uPLKKwkICMBkMuHl5UVNTQ1msxmTyXTJGCZPz6WAgAC535eXlxclJSVyeO3dd9/l9ddfb/Q9T0fa//73v3z55ZfymqHT6cRkMvHiiy+ybt06+SJ91VVXkZGRwRdffMGKFSuQJIkbbrgBlUpFXV0dSUlJ9OjRg/T09OM8DYPBwD/+8Q/Ky8u55ppryM3NZfv27TidTgwGA4cOHZK9bw9KpVLOKOzcufNJz5OW4mk0WFBQQHR09HFq50qlkpqaGurq6tBoNFRWVlJTU4NKpbrs9RcvJprrfHup0WrG6c033zyj710ow9RcAoSnuNbjpRQXF8uhvt9++4133nmH0tJSABITExk9ejRXXXUV06dP5/PPPycqKoqrrrqKyspKOVMrLS1NvjP3UFtbK/f12bp1K1Cvzfavf/2LPn36MGXKFKxWK9deey2JiYls3boVu91OSkoK7dq145prrmH69OmMGzeO+Ph4WRuttLQUp9OJr6/vBTNMDdO3a2trj7vgnUwqxyNIarfbSUtLIzIyEh8fH9nI1NTUEBERgVarldeYsrKymDlzplwY62lg6evrS2xsLDfccAM7d+7k559/lkNqarWaSZMmYbfbZd25mpoaPvzwQxYsWIBer2f48OFMmjSJiIgIKioqOHToENOnT+e7777j3nvvZdOmTfzxxx9ERUVx5ZVXUlxcLPfostvtDB48mOTkZAYNGsS6detQq9XyOQGNDdPIkSP55Zdf6Nu379lOPzabjWnTppGXl8ecOXN4//338fPzk7dts9moqKggNjZW9rg9dV8Xes1X0HKadr69FGmxcUpLS+OZZ55h//798h85/F8ixLBhw1p/7y4QTqeTsrIytm7dyoIFC1izZg0Wi4WhQ4cyadIkevXqRXR0NDabjeTkZFkINicnhy+++KLRWFqtlqSkJDmlGern0pO5WF5ejlarZdmyZXh7e/Ppp5/i5eXFwoULCQ0N5emnn+bvf/87b7zxBi+//LLcLuP111+XU5M9dVOecNe5Duft3r2bOXPmNDJE8fHx3HTTTSe9g/Pc1Z9IJd3lcrFy5UpmzJhBcXExKpVKTijx6Nv5+PjQr18/brnlFtLS0vj1119lw6RSqbBYLBw4cACAzZs3o1KpGD9+PCkpKdTW1jJ37lxZAqqhZNCRI0dYsGABAL/88gshISGyKgjU1x55pKQ0Gk2jNaKRI0cSGBgoeyA2m43AwEAefPBBXn75ZYqKihpl6nnmAuo76C5atKjVvBaXy8XcuXMZPXo0/fr1Y/z48QQGBsrGyaMRqVQqqays5MCBAwQGBhIdHd0q2xe0DWJiYhpdA2JiYo4rHG/rtNg4TZw4kZdffplHH32U1atXM2fOnDZluU/kCXmw2+1yMzgvLy9sNhv79u2jpKSEK664Qi5mTU1N5eeff2bhwoUcO3YMk8kkN57zrFmUl5dTVVXF559/TnFxMR07duTAgQPcf//98qJ6WloaDoeD119/nQ4dOtC7d2/Cw8NRKBRyKAXq08GVSiV//fUXgwcPpry8nKeeeooVK1agVCp59tlnefzxx3n77bcpLi7msccew+Fw4OvrS/v27WUZHr1ej1KplBsMNpyP1jJUTqeThx9+WE5lb8qjjz6KXq9n0KBBdOvWDbvdTmBgoHzB9oTPunTpgpeXF97e3mg0Gnx9famsrGTKlCn89ttv8nqSQqGQa+Dq6ur4888/cblcfP755zz77LOMGzeOAQMGoFar+eyzz+ReWKGhoURGRhIXF8fAgQMpKChg48aNLF++nGPHjrFx40YGDhzIHXfcIXtydXV1PPjgg8yePVtOnPAUigP885//5J133uHAgQMMGjSIkpISamtr5dYllZWVPP/88wQFBXHTTTfxxhtvkJqaKjeDVCgUtG/fXt5HnU7H7t27W+VGwtNVOicnh7Vr12KxWLj99ttZvHgxJSUlckNBX19fuQuun58fq1at4ujRo9x8883yOE3/bprjUgkXX8o0NUQX5W8mtZCePXtKkiRJnTt3ll8bOHBgS7/eiIMHD0qbNm2SHA6H5HQ6T/v7vXr1Ou41u90uHTlyRLLb7ZLb7ZZcLlej13bt2iV9+umn0s6dOyWXyyX99ddf0osvvijdd9990pdffindd999EiA/AgMD5f8/8MADUl5envTll19Ke/fulQoLC6XS0lIpNjZWioyMlABp2LBhUq9evSSlUtloHEBSKBTy//v16yc98cQT0pw5c6Q5c+ZIw4cPl9RqtQRIISEhUlhYmKTRaKSnn35auuaaayRAeuaZZ6Tp06dLgDRixAjpyJEjUmVlpbRnzx6puLhYys3NlSorK6Xq6mrJ6XRKLpdLqq6ullwul+R2u8/oN2o6xz169JBiYmKOO7azeRgMBumHH36Qvv/+eykgIEB+PTQ0VOrevbvUvn17qWvXrlKXLl2knj17Sh06dJBSUlIko9Eof7Zbt27Sb7/9Ju3YsUMaMWJEo/G7du0q/fLLL9Jjjz0mKRQKSa1WSwEBAZKvr68ESAEBAdL//vc/ae3atdLnn38urVixQnr77bel5ORkCZAefPBBKT8/X8rPz5f2798v7dy5U1KpVNLtt98uPffcc/J27r//fkmj0cjPPeMD8vlgNpuPO36tVisB0pIlS054Xjf3WlPcbrd05MgR6bfffpPGjBkjGY1GKT8/X7r11lslnU7X7PnYt29fqX///pKPj4+0evVqKT8/X3K5XFJtba20f/9+af/+/VJtba3kdrslt9st1dXVSfn5+VJdXd0ZnU9tmaZz3JI5v9CcxqX7jD5/rmnJHLfYc9LpdLjdbhITE/nwww+JiIg4o+6dP/74I88++6zc4iElJYV77rmnUQuCM+HYsWMcPXoUQO4+2vA1Hx8f/Pz85HqP2NhYrr/+evbt24ePjw8HDx5sNF7DwsVvvvmGTz75BKfTidFo5K233uKWW27BaDTK6s9bt27F4XA0CnV56Natm9y2wLPovXTpUvbt28fAgQPlRfPCwkKSkpKYOXMm7du3Jzs7G6gPOc2dO5fly5ezdetWYmJiOHDgAPv376eurg6z2YzT6WwUGmptoVe3290qC/YNsdls5OfnU1RURGlpqSxl1blzZ6KioigpKcFgMKBSqeQ1kl69erFu3Tref/99zGYz+/bt4+WXXyYhIQFJkuQxkpOTSUtL4+OPP5Y9gu7du3Ps2DEiIiIYPHgwixYtYseOHfTs2ZPs7Gzeeust9u/fz/33309oaCgfffQRU6ZMISAggKqqKl599VV0Oh3ffvtto/YXJSUljVrKNCyy9pwPAQEBPPLII/LvYjAY+O9//wvAtm3bGDlyZIvnze12Y7PZGoVHPdp8JpNJzuq02+3N3jErFApyc3P55JNPuOGGG/jzzz+Jj4/HZrNRWFgor4NqtVr5b6mkpET2uhqqxVwsNDdnlzNNEyqa0hbCgC02Tu+++y42m43333+fF154gVWrVh23vnIq6urq+Pbbb5k9ezZXXHEFP/zwA1u2bGHatGk89dRTJzVQpxLD9NRINayVaviaQqFg4MCB8jqCl5cXKSkpdOvWjby8PL7//nvS09NZv349q1evZtOmTbKB8vLyYsyYMYSHh5Oamsp9993Hn3/+yc8//8zMmTN55513qKqqkrXdPCE7D2lpaWg0Gu666y4iIyPZtm0by5YtA+qNR//+/dm8eTNjx45l6tSpBAcHM378eFJTU5k4cSJvvfUWlZWVbN68mcGDB2O32+WCUqPRSHp6On5+fkRERMhhPU+9k0e09kxoOOfl5eVkZmZy/fXXy2svzaFQKOjatStXX321LJGjVqspLi7G6XSSmZmJ3W6nb9++dOzYkbi4OLZs2cLEiRNZvnw5+fn5/PHHH3J4SaVSyf204P+0GJOSknj00Uf59ddfWbx4MX/++SdmsxlfX1+CgoLo1q0bfn5+/Pbbb7z//vusXbuWPXv20Lt3bwwGg2xMDAYDr776Kr///js6nY6wsDBmzJjBTTfdhNvt5pdffiE+Pp7HH3+coqIi4uLiSEtLk9dwevXqRc+ePWnfvj3Tpk0jMTERqNc4zM3NBeqTZ1588UX0er283fDwcNk4NT3vT3WuN1SZ9yQxaDQa4uPj+eSTTygvL2fatGnccMMNx52Lnt+oU6dOshH1jOF2uwkLC6Nz587o9fpGYrQeY9zQKF9MNDdnlzOnSqhoE2HAc+i5HYfD4ZCGDx8uzZkzR5IkSXK5XNKaNWukJ598Uvr4449bHII6l253bW2tdOTIEamwsFD69ttvpcWLF0t1dXVSTU2NtHv3bqmqqkp64IEH5JDStGnTpOnTp0vdunWTwyaeMF1MTIyk1+slpVIpvfbaa9LSpUulzZs3S6GhoZJarZbCwsIkpVIpPf3001L79u0lQHruueek8ePHS4A0a9YsqaysTKqtrZWWL18uAdITTzwh1dXVyaHLnJwcadu2bVJOTo7kcrkkl8slOZ1OKT8/X8rJyZGqq6vPaB5OFuqYOXOm1KdPHyklJUXq2bOnlJycLI0cOVL66KOPpIqKCjkUVF1dLeXm5kqlpaXSkSNHpA0bNkgff/yx9O2330oZGRlSWVmZ5HA4pKysLGnBggXSqlWrpCFDhkgqleqEoUClUin5+/tLPXr0kAYPHiyNGjVKmjhxonTTTTed8Du+vr7SlVdeKWm1Wkmv10t+fn5yuK1Hjx5yqGvgwIFyaNATcuvUqZOk0WikiIgI6aOPPpIWL14sDRo0qFFoMSEhQfr555+ln3/+Wfrll1+kn376SXrkkUdaHN589913m53zE73WMGzbHBUVFdKdd94pAVJsbKx8DnrOMYVCIf3rX/+SPvjgAwmQPvzwQ+nw4cNSbm6ulJ+fL+Xm5p7xedNWOdmcXQ5hvaYh+ZiYmFYd/3Rp1bDe4cOHmT59OllZWfKiLvxfe/KWoNFoeOyxx/jggw9o164dgwYNYuDAgeTm5vLrr78yZcqUFo91rvB0KHW73YwYMUJuM6HT6ejatSsAr7zyinyn/NRTT8nf9WSWeeYnJydH1rp77rnnUCqVvPjii0RHR1NQUEB+fj4xMTGymKynv5CnaeGYMWOwWCxIkkT79u1JTk7mk08+YcSIEQwePFhOvY6MjCQoKIi6ujqys7PlRX6tVivXBbUmkydPZvLkyc2+JzW4G/Ns22Aw4O/vT3BwsJy96Nk/pVIpS1gZDAamTZsmh+fcbjfV1dWyMOnu3bvZvXs3hw4dwm63U1paSlZWFtnZ2UiShFarlb0BTzNIT3LFmjVrgPqUfZPJRFBQEJ06dSIkJASVSsWePXvYsGEDUH/X6HA4UKlU7Nu3j1GjRnHdddfRtWtXoqKiSE5OZv369ajVapxOJyNGjJDLA2w2G7GxsXh7ezc7Px6BV5PJxNGjR9FoNPz44488/PDDLZ7/U6V9GwwGnnnmGebPn0/37t35+eefUavVHDp0CB8fHywWCyNHjmTMmDH06tWLXr16ERUVRUVFBf7+/jgcjtNur9LWudxT5S90iO5MaLFxuvXWW5k6dSqTJk06KxXxQYMGcejQIebNm4ckSQwePJhx48Yxa9Ysdu/eTffu3c947NbEU+/UHD4+PkyYMIEJEyZw5MgRli9fjsPhYMOGDbI+W11dHW63W1YX79mzJ9XV1bz22ms8/PDDtGvXjgMHDvDoo4/y3nvvUVJSwrvvvsvjjz/OlVdeycsvvyxfoNVqtZwFeM011zB+/Hg2bdpEREQEUB/a8+j+HThwAH9/fxISEggODj7v7nnD7alUqkYXBG9vb3r37n3cd4KCglAoFOh0OkwmE2azGaPRyNGjR0lPT0ej0dCvXz/69u1Lbm4udXV1JCcny0oHu3fv5ttvv2X16tVyGrknnBUUFCT30oJ6ZXCPlI+n1qwpHuN44403MmDAAGpra0lMTCQsLIwPP/yQzz77DKVSib+/Py+++CJGo5FFixYxf/584P9CxmazGZ1Ox4ABA0hMTGTdunWyTl9QUBD+/v5s27aNdevWnVb7mVOhVqtp3749ffr0IT8/n6SkJIqLi4mNjWXnzp1MnDiRhQsXUlFRwXvvvUfXrl1xOp243W4cDsdlfRG/UDRXVHsxGpTWpMXGSa1Wc9999531BnU6HePHj0ehUPD666/LgpmFhYWEhYWd9fjnAkmS5DbnSqUSpVIprxN07dqV8PBwAgMDcbvdLFq0iLfeeoutW7eSmJgoNwFct24dM2bM4N133+W7777jrbfeYvTo0ezcuZMdO3bwyiuv4HA45PWk5hZtIyIiWLhwIVdccQUffvghzz//fKMF3sjISNxuNwEBARe0EPd0UavVhIaG4nK5UKvVsscVERFBWloaNpuN8vJygoKC0Gq1hIeHU1dXh1KpxGg00qNHD3r16sWBAwfIyspCrVZjt9ux2WyYzWYKCwuxWCwcO3aMdevWoVKpSEtLa1QYDfXGMyQkhMjISKZOncrNN9/MX3/9xeLFi5k1axbLli2TjUtcXBwPPfQQy5YtY8WKFbjdbh566CGuuOIK3njjDTZu3EjXrl0ZNmwY8+bN4+eff8ZoNMr1RFVVVezYsQMfHx+50WFrolQq6dq1KwsWLOCZZ57hueeeIzw8HJ1Ox8SJE3n66afx8/NDq9VSUVEh13xdah7TxULTNaAL/bfbFuqkTmmcPHedo0aNYsaMGYwePbpRlX/D4tKW4ufnx6RJk+jYsSMzZ85Ep9Px1VdftWpPm9akaZtzqUEtiKdDrmfxfvTo0SQmJjJp0iT27dvH+vXrmTdvHu+++y6dOnVi1KhRvP3223KLjYULF+Ln58eoUaNQq9WyF+lwOJg2bRoWi6XRnWxsbCwxMTGsWLGCu+++m6ioKMxmM263m7q6OuLi4hp5tlIzi54X+sQ/ER5j48HpdNKhQwcsFguRkZEolUpCQ0NxOp0UFBQQFBSEyWSSNRG9vb0ZNGgQNpuNnJwcnE4ner0el8tFQkIC2dnZ7N69m8TERD7//HNycnLYuXMngYGB9OjRg4SEBIqLi8nNzcXlcvHggw/y66+/yokNUH/xvu222/Dy8uKZZ56hpqaGXr168eqrrxIXF8eKFSvYs2cPfn5+HDp0iD179hAREcGtt95Kly5dZI3F++67D19fX/lvqbnf6UzxjOVpIeK5ecnOzsbHx0cWLI6JiaG6uprq6mpZuqutnhuC80tbqJM6pXHq1atXo6LO6dOny+8pFIrTbpXhQavVMnToUAYPHix3a21LNPwxmrY5lyRJFhyF+hCSpwi2pqYGt9vNgw8+yNSpU3n22WcpLCwkOTmZmJgYOazlcrkIDQ0lLS2NiIgIFixYwLXXXssLL7xAaGgo77zzDkajkRdffLGRcaqursZgMKDRaMjNzaV9+/YoFArsdnuz2UgNvb62fuFpun9GoxGFQkF0dDRKpRJJktBoNFRXV8s3CJ7zxnNzoNPp0Gq1VFZWEhMTg8FgICAggPT0dGbNmkVkZCRpaWnMnTuXDz/8kM6dO1NRUUFgYCB5eXnMmjWLrKwsDhw4gFKplNeOPLp8NpuNtWvXym1ToL5lyvDhw/nHP/7B559/jr+/PyUlJYSEhHDrrbdiMBiaDWc2pDWNk2cePb2uPOng1dXVcoGyj48PmZmZ9OjRQ25SabPZREhP0GY4pUXIyMggPT1dVuFu+DhTw9SQi0Fw0rP+5Pmjt1qt5OfnY7Vaqa6u5vDhw6SlpcnCr5mZmSxYsACbzYbb7WbXrl3cddddlJSU8Oyzz2I0GunSpQtBQUGMHTsWlUrFtGnTGD58OO+99x5PPvkkEydOZObMmXIdFdTXO11zzTUcOHCAAQMG0L9/f3mfPHfITbXrPF5fw7qti4WG7eUbYjQaCQsLaxSCMhqNhIaGYjQaMRqNhISEYDQa0Wg0hIWFYTKZiI+P59ixY0B9LZzJZGLw4MEkJCQwe/Zsbr31VlauXInRaORf//oX69atw2Qy0bdvXzQaDR06dODWW28lLy+vWWMya9YsBg0axOjRo+WSArW6+fs/s9lMWFiYfGwFBQWtNW0yubm5hIWFyXVLQ4YMIT09XU5PVygUREZGotfr0Wq1IqQnaDGxsbGyFqlCoSA2NrbVt9HiNSe73c6MGTPYsGEDCoWCQYMGMXXq1DajKH6hsNlsFBQUUFJSQnp6Oj/88AN79+4lKCiIqVOnMnfuXPr27UuvXr244447yM3N5eGHH6ampoacnBzGjh3L4MGDcbvdLFy4kE8++YQ//viDF198kZ9++omnn36alStXsnz5cqZMmYJKpeLVV1/l9ttvb3Qxqa2txe12U1tb26g9R8Nsw4vFgzoVnvBfQwOhVCrlY/N4rzabTc4GVKvVPPXUU8yYMYOkpCS6du3Kr7/+SlFREa+++qqsU6hUKtm+fTvh4eFs3ryZ3Nxcuamgp93Eddddx+7du8nKykKj0cjZf97e3oSGhqJQKLj11lv5/vvvmTFjBv3795frtDzccsstjBgxgq+++gqAQ4cOtdr8eOYlKyuLLl268M033xAZGYmfnx8ul4vZs2djt9vx8vKSm2aazeY2f5MoaDs0XSPzGCsPrbFG1eKzccKECezbt48HH3yQBx54gP3793PXXXed1cYvFhreIXi8KM/6WGBgIP7+/thsNl555RX27t3LkCFD2LNnDwEBAdjtdsxmM9u3byctLU1OXfb19ZUfJSUl6PV67rrrLu6//37S0tKYPXs2d999N6mpqezcuZMJEybId/iDBg0iLCwMtVqNWq2We1F5mu813Xej0SiH/S5GD8pD099BqVQ2+9xgMMjhuOrqalkHLyoqitdee43rr7+esrIytm/fztNPPy0bpl69ejF79mx8fX1ZtGgR69atA/6vEDY9PZ3y8nJ8fHzo06cPEyZMoEePHoSEhHD48GG2b9/Ot99+S1BQEA899BDfffcdHTp0YO3atWzZsgW9Xo/BYJB/o6SkJFlRvml/p7OdJ0mSKCoqws/Pj7y8PAwGA/v27cNgMMjH4e3tTVlZmdzlWdB28CQknOhxvltkNN2fptvPzMyUlVgkSTqp+kRLafEZeejQIWbPns3QoUMZOnQon3766QlTcS91PBdCTxfTjh07MmjQIGbPnk2fPn1Yu3YtgwcPJjY2lkceeYRVq1Yxbdo0br75Zmpra3n99df517/+RWpqKuXl5VgsFkpKSigpKZEvUrfccgt79+4lJCSE6dOno9PpeO2118jKyiIvL09WpPDcvZwoBObhRMbrUsTjRTU0Up708NmzZ1NQUEBiYiKJiYm88cYb+Pj4oFAo2L59Ow888ICs/nDNNdfw+OOP4+fnB9Rn2C1fvpw1a9ZQWlqKl5cX3bp1IyIiAo1Gg06no2fPnmg0Gg4ePEhlZSWPPfYYSUlJbNy4kW+++Uau1Vq1ahVz5syRFeX79+/fasfvWRONiYkhLy+PXr16kZ6ejslkwmazMWjQIHbv3i2v2zX16gQXnqYX+6aP850513R/TrX9psbsjMJ+La3ovfvuu6XNmzfLz7ds2SLdd999Lf16q3KhK7g96gyeivPKykopNzdXKikpkRYtWiT94x//kDp06CAB0siRI6UNGzZIvXv3lgApJSVFevTRR2Vx0MTEROnNN9+U/vzzT2nJkiWSwWCQrrnmGikzM1MyGo3SsGHDJEB68803pXXr1kkvvPCCNH/+/EainOeCi7FqviGeuXG73VJtba2Umpoq3XXXXbL6w+zZs6VVq1ZJR48elX755Repf//+jSroR44cKVVWVkoHDhyQtm3bJl133XWNhFMVCoU0YMAA+fdpqBhhNBql6dOnS8uWLZOWLVsmffLJJ9I//vGPZtUhPGoiS5YsOWPh1+aO3el0Stddd52UmJgorVixQt7eiBEjpGXLlkmANHnyZOmvv/6SKioqWmPKL1rawrl+Gpfii5Kmx9eSOW6x57R161YGDBhAbGwssbGx9O/fn7Vr19KlSxdZOeFyxcvLC4VCgclkol27dlx55ZXMmzePe++9l6VLl6LVavnwww/RarWUlpYyYcIE5s6dy9///nfq6up47rnnWLFiBa+++ioul4uXX36ZkpISrFarrAV41VVX0aNHD/r160dKSkojcVHByXE4HGi1Wjk5ISgoiF27drF37160Wi19+vThu+++47HHHkOr1dKvXz/uuOMONm3aRG1tLevWrWvkXRiNRnr27MmmTZvk1iZNi49//vln+bnb7W6Ujt4Qz/ea1ly1BuHh4ZSXlzfq1TRx4kR5X8xms5zhKTi/NE0ouBQ72Z4tLU6IWL58+VlvLDU1FT8/P9q1a3fa3z2VGOb5pmHtk6e6vqamRr4gWCwWOnXqBMD69ev5/vvvMZlMvPDCCzz11FP8/vvvSJLE6NGj0Wq1PP/880C9NFBAQAAZGRlAfbEnwNdff80zzzxD165d5UJV6f/38SkvL5cvNP7+/o0SIuDMaxTa2pyfKXq9Hr1ez4svvsi1114rhyXCwsIICQlBrVaTm5vL5MmTuemmm9izZw9KpZKvv/6aDRs2kJGRIdeOGQwG3nrrLZYvX05OTg5FRUVERUUxb948fvzxR/z9/fnjjz/YunUrhYWFSJLEW2+9RXp6OlFRUXJd4PXXX8/KlStlEd1vvvlG3t+znXdJkqipqZElmBqOodFo5IxFb29vwsPDW025XnBimlOAkNpQP7y2SIuLcE+kFdbSItyVK1dy3XXXMXr0aN58801ZVbulNNRzS0lJOa3vtjaeRXeov1h5jJPVaqWoqIgNGzYQEhIiz82+ffvYsmULRqORe++9F4PBwLXXXovT6eSnn36iV69e3HjjjSgUCqZMmYK/v7+89pSYmEhMTAxr1qzhnnvuIS4uDoPBgNvtltuy5+XlUV5ejq+vr6ztBsgtAs7UOLWlOT9dmnoynhuimJgYampq+OuvvxoVxapUKmpqaoiJiSE4OJgtW7Ywb948eQyXy8V1113H2LFjmTFjBrt27ZINVo8ePYiPj+eJJ54A6uvM1q5dy7PPPkuHDh1IT0/HaDSSk5Mj/667d+9utL8bNmyQf7eznXeFQiHX4NntdoKDg2Xl++TkZNkgRkRE4HA4LvrszYuBy6Gtemtz2kW4nhNZ+v+LqS2pdaqpqWHHjh3MnTuXPXv28Morr/Diiy+etoFqK3iOveEdZ21tLcXFxWRkZMhtK9555x18fX25++678fLy4vvvvyc8PJzMzExWrFgB1GdBfvnll5hMJqZPn47FYqGqqor9+/cD9dmAgYGBaDQaYmJi5Bbbe/fuBeovMJ4WGVVVVYSEhMgZec31dPLse0Muh4uT5/x1Op1UVVXJenIul0suti0pKSEwMJCqqiri4+NJSUkhNTWVLl26cPDgQdauXcu2bduwWCxMnjyZoKAgvv/+e+65555G3kn79u157bXXWLRoEX/88QdKpRKr1SqL0EL975afny/LIf3jH//g999/b7VjVSgUDB06lPnz57Nr1y7eeecd8vLycDgcZGZmyueoy+WSuxQLBG2JUxonT3gJ6r2otLQ07Hb7aW1Er9dz2223yXHW++67j//85z8899xzskL1xYQnhOfl5UVtbS06nY7AwEA5K+X333/nueeeIy0tjWnTpjFs2DA5ZVilUjFmzBj++c9/8vrrr7NgwQIefPBBPvjgAyZNmkR8fDwJCQlyGnOXLl3Q6/VYLBa5purQoUPYbDYCAgIIDg7G19eX9evXEx0dLauge7gcsvNagscAl5WVcezYMXJycggMDESSJKKiorBYLNTV1VFZWYnBYCA6OprvvvuO+++/n99//11WqgD4/vvv+eGHH3jnnXeoqalhypQpXHHFFTz//PP4+/vj5eVFv379mDp1Klu2bOGFF15gx44djTIp8/Pz5b+jTp068Z///KfVjJPnWIcNGwbA3r17GTZsGMnJyQCUlpYSHx8v3/Rc7rWKgrZJixMiZs2axZAhQxg+fDgvvfQSw4cP55VXXmnxhuLi4uQ/mo8//lhOjbZarcyfP7/RAnJbp6amhqqqKkpLS6mqqsJisVBaWkpAQAA+Pj7o9XoOHz7MiBEjMBqNsmECePDBB+X04qFDh1JXV0dSUhI9evTg6NGjbN26VRaO7datG3V1dfz111/yRcTHx4eoqCiioqLo3r07arWaoqIiWYImKChIFqf1SNFYrdZmQwrS/5c2aq5776VKQECArKJRXFxMRUWF/NuFh4djMBiw2WwYjUYcDgf3338/77zzDhEREZSXl7Nhwwa6dOnCkiVLUKlUPPHEE5SWlvLTTz/JazkeqqqqSElJ4YsvvmDOnDn06tWLmJgYYmJiaNeunbwIPnfu3OPWCVsDhUJBeHg4R44cafR6SUkJubm5FBUV4XQ6m21IKDg550Mh4XKnxcbpvffeY9u2bcTExLB69WpZMLMlNMx08tSQzJw5k/DwcPr379/mPSiXy4XFYsHlciFJEjqdDrPZTEBAAGazGZvNRl5eHqWlpQBceeWVPPLIIyxduhS73U5qairPPfcckZGRPP/889x11118+OGHvP/++3Tt2pXQ0FB27tyJxWJhwIABHDp0iEWLFvHll1/y/vvvU1VVRadOndizZw/h4eGEhITQoUMHVCoVNpuNsLAwEhMTSUpKOq7O6WTyRReztNHpIv3/+gyVSkVSUhIBAQF06tSJ8PBwuYeRl5cXWq0WLy8vHA4HgYGBtGvXjjFjxqBWq0lKSiI/P5/8/HxGjBiBxWLhhx9+wOVy8corr5CVlcXmzZvJycnhvffeo2PHjvTp04fFixfTq1cvZs6cybfffsu3337Lrl276N+/PyEhIfTq1atVj9Wz/ulpgaFSqSgvL5cfLpcLLy8vgoODqaysvKxuTloLzxqS5wHHF4mLbLyzo8XGSafTye5/bW0tycnJLZJcadgm3NPe3WOsEhMTycnJYenSpXTs2PFM9v+84PGUrFYrVqtVToiora3FYDAQHBwst83wLEZPmjSJkSNH8tRTT6FUKnn88cfZvn07M2fORKPR8Nprr5GXl8eMGTP48ccfUavVDB8+nIULF3Ls2DGuvvpq/Pz8+Pzzz7ntttvo27cvkZGRaDQajEYjKpWKqqoq9u7dS01NDfHx8XJKe0MaFt82VVW4nApzG14o6urq0Ol0SJJESEgIGo0Gh8OBxWKhtrYWpVKJ0+nE4XAQGhqK2+2Ws/s82n133HEHYWFhZGZm8t///pf4+HgefPBB7rjjDtatW8crr7xCYmIiLpeLZ599lilTprDp/7V33lFRXd/bf6QORYQwEUURQaV3FTuIWLBgw4IaLDHYoiYqdjFGjX6j0SiaRPzFGokNCyKYiAYVKTYUgwUwUtRIL1IGmLLfP3jvzSCIMzAo6P2sNWvBzJ1nzj237HP32WfvmBhkZmYiMzMTt2/fxvXr12FjY6PwOT8m9yOz6FZbW5ttN3PuaGpqQk1Nja0FxvFmXn9KkiVDwuuvj702U32QOZS8ffv2KCwsxOjRozFo0CDo6enB0NCwzu9IJBL2xF+2bBlu3ryJb775BsrKyigsLERWVhauXr3Khlw3VZjIJybogEE64IDP57MT6hKJBAUFBXByckJYWBiSkpLQsWNHqKqqYvz48RgzZgzu3LmD4uJiODs749atWzh69Cj++OMPWFlZwdzcHECVu6e0tBQLFiyAqqoqWrdujbKyMna91MuXL5GVlQV9ff1qUZNMXjmm1tObMk1/rNVBmeMpfVwlEgk0NTWhrKyM9PR05OXlwcjIiHWbDhkyBKdOncKgQYMwYMAAqKqqYs+ePSgsLESfPn3YdUodOnTA3bt38cknn2Dv3r0Qi8U4duwYQkJCMGfOnBptSUtLw7Vr1+Di4qLw/RQKhSgrK2MzXDCUlpZCTU0NGRkZ+PTTT7lQ8rfARdq9H2Q2TmfOnAEArFu3Dm5ubigqKoKHh8cbt5c2TH5+fnjw4AEuXbrEljLX1dWFn59fo/jaFQ2TaJTZJybSCahaN5KVlQWRSMRGbDHuI2aNUkZGRrUgkoqKCjZdTVlZGTw8PBAdHY2XL1/ixx9/hLa2NsrLy7F37164uLiwEX4ZGRnQ09NDaWkpUlJSoK+vD2NjY6irq0MoFEJFRYVNXcMYTmYORTqk/GOIzqsL6SSxQNWTMZMU98WLF4iOjoa+vj60tLQgFouRlpaGCRMmICUlBbNnz4auri5MTExgb28Pd3d3lJaWQkdHBykpKVBSUsKwYcPQtm1bZGdnA6gKNXd3d8ejR49YF6qzszN2796NP//8E5MnT1Zo4lcmaztzPmpoaFSrBpyXl8dGJzLl7Dk4mhoyGydpXF1d37oNY5iWLFmCR48eITQ0FCoqKhCLxaybrzkYJuC/mzlTdlwsFrM1nHJycpCZmQk+nw99fX28evUKrVu3Rm5uLsRiMfh8PrZs2QJzc3MMHDgQQNXaE+lSCvr6+ti/fz+AqlBnHo/Hzm0whfTatm2L8vJypKens1FWenp60NbWRmZmJtTU1NhktNJrsF4vlPixUlf4vKamJiorK9ls5hoaGtDS0oKGhgZ0dHSgo6ODjh07Ijg4GDt27EBKSgoKCgrw+++/4+jRozh79iwcHBxYPWVlZeTn50NXVxc6OjrIzs5GixYtqrmuR4wYATMzM5ibm+PFixc11j01BCUlJWhoaLDl6Fu2bMnm8AOqBkTW1tZwcHDgCgxyNFka1dmckZHBTu6/bpiaM8wclEAggL6+PhsYUl5ejmfPnuHp06eQSCQoLy/Hnj170Lp1a4wePRqrVq1CdnY2KioqIBQK2VdFRQVEIhFEIhHKyspQVlaGVq1a4fTp08jNzUW/fv0QHR2NxMREPH36FA8fPkSXLl3QoUMH1r2qq6uLrKws1pUjbaA+lnkleZCeD2DKbLx48QKampqwt7cHj8fDjRs3EBoaykZb5uXlYeTIkVi/fj2OHz+O8PBwGBoaYsqUKbh37x7y8vKQl5cHHx8fZGdnY9WqVWxEYH5+frUX8J83gsfjwdHRUaH7JhAIoKurCzU1NTx8+JCdLy0tLUVFRQWICB07doSamhrnsuJokjSqcerQoUONJ6YP4UKQvuEztYKys7PB4/HQsWNHmJubo2PHjtDR0UGnTp2wb98+uLi4ICAgAJaWlggPD2dT6mhoaEBPTw+DBg1Cp06doKWlxZbCGDBgACIjI9GxY0f4+voiNzcXZWVlSEpKQn5+Plq0aIHCwkLo6+ujsLAQL1++xPPnz9kIPGbylslWzvzPURNNTU3weDyoqqqivLwcaWlpuH//PpKTk5Gfnw8iwqNHj5Ceng5TU1PWM/DLL78AAL7++mu0atUKurq6GDhwIJYtW4br168jPj4ePXr0QK9evaq9gKqIVXV1dQwZMoSd/1IETFCOhoYGLCwskJqayi7m5vP5EAqFSE9Px/Pnz2sNouHgaAo0epiOtEsMUGw56vfF6+UpmDUybdu2hampKVu3R0dHB+Xl5bCxscGGDRuwZ88eqKurIyYmpobmnTt32DB7aYyNjXH16lWoqakhISGB/U0ej4f8/HxkZ2cjLy8Penp60NHRQbt27bgnJRmRDrnW1taGiYkJWrdujS5dusDe3h4jR45E37594ezsDKFQiNLSUlRWViI/Px98Ph8GBgbQ19fHzJkzkZSUBKFQyGp//vnn0NLSwqNHj974+2lpaRAKheziWEWipKQEPp8PHR0dtl6V9H4DYJ/0ODiaIvWac6ovly9fxuHDh9GlSxdYW1tjzJgxMn+3KSchVVFRYed7GIyMjCAQCNCyZUtIJBJ0794d7dq1Y+c3pNMISUcA1ma81dTUoKSkhIqKChgaGsLCwgKmpqbs9/X19VFRUQENDQ2IRCKFzS015T5XBIx7FgA7zwQAenp6ICKYmJhAIBAgPz8f6urqcHV1RYsWLWBiYgIiglgsRnp6OjuokF4vxDyl5uTkICkpCUVFReDxeOzggkncW9vTrKL6vby8/I1h4hYWFujcuTM3iOFosrwz4xQeHo6lS5diwYIFqKiowKlTp2BhYQFLS0uZvt+Uk5DWNtmurq4Oa2vraiHdjNsuKCgIly5dQvv27ZGWllZt9GpmZgYXFxe4urqirKwMV69eRXR0NAQCAUxMTODo6Ag+n88GVLRt2xYAqmXNVpSbpin3eUN5PXnv6zdxZh5RIpGweedeL+Zobm6OFi1a4J9//gEA9OzZE3Z2dqx7j4gQFhaGsLCwN7ZDIpHUCPVWROJXZr/4fD7CwsKwd+9ejBo1Cv7+/pBIJOjXrx8sLS0Ver5wcCiSd2KccnNzceDAAQQEBMDd3R1ZWVnsgkRZjVNzpLZ1RBEREfjjjz8QGxuLrKwsdOvWDaamptDV1UVeXh6SkpJw9epVnD59GgBgZWWFzz77DK6urhg5cuQb5yY+1jVLDUGWPlNSUoKOjk6tn/F4PNjZ2cHCwgIdOnRAeHg4nj59iuTkZBQVFYGIoKSkVGcGhlmzZmH+/PkN2o+62r5r1y6IxWIsX74cy5cvh6amJtatW4cFCxZwOfU4mjTvxDjx+XwsWLAAVlZWkEgkMDAwQOfOnREbGws3N7d30YQmg4mJCebOnYu5c+fWuR0zWf3pp5++o5Zx1Bc1NTV4e3vD29u71s/FYjEblSnttmWyfTQmhoaGOHv2LEJCQhAfH4/Zs2e/dfE8B0dToAU1coTC6yUamP83btyIoqIibN26FaGhoWjZsiX69+8vkyafz5c70WJOTk6j3Oibm66s2mlpacjNzWX/r63P33cbPzTd1/scqN+5rsg2NUdNefXedq5/iPv8vvVqO9dr8Pbq7w1HJBKxfxcUFBAR0dGjR+nnn3+mixcvUvfu3enJkyeN2gZZatZ/DLqK1G4ObWzuug2hMdrUHDSbul5jaH6Ieo3u1pNO/Lp27VrY2dlh3Lhx0NbWxowZM2BnZ4f9+/fXq3Q7BwcHB8eHSaOuc3o98eu1a9cwevToqh9WUkKrVq0QFBQEGxubxmwGBwcHB0czo9GenOpK/AoAw4YNw71799CmTZvGakI1mNDcj11XkdrNoY3NXbchNEabmoNmU9drDM0PUa/RAyKYxK/S+fWYukIcHBwcHBy10ahzTh9q4lcODg4OjsblnYWSc4aJg4ODg0NWGt04cXA0Jei1dXdNXZeD42OFm/jhkIukpCTExsZCKBRCLBYrTDcuLg6//fYb4uLiUFlZqTBdhszMTACKrwJ8584dSCSSj8YwlZaWvu8myIwixt1NdezeWNehIrWePHmC27dvs/XQ5OWjeXJibnhqamrNQjciIgLJycmQSCRYsGCBQkfm9dU+ffo0Vq1ahXbt2qFdu3bo1q0bpk+f/sbcc7Jy7tw5rFmzBo6OjigtLcXmzZvRpUuXBmlKc+HCBRw4cACbNm1C586dFaabmZmJDh06YOLEidi/f3+Tqux88+ZNCIVCqKiooEePHgrRvHTpEq5cuYLVq1crtP4Ug3SEb0NIT09H+/btFTKNoKg2KZLGuA6Tk5NhZmYGAAqZgjl//jxWrVoFfX19tGnTBt9++y2rLzOKWP3b1AkODiYvLy8aNGgQnT9/nvLz85u0blRUFPH5fPr111+pT58+NH/+fIqKiiKhUPjetCsrK2nChAl0/fp1Iqradz8/P1q9ejUVFRXVuz25ubk0ePBg+vvvv4mIaMaMGXTixAnKysoigUBQb12GuLg4MjIyosuXL9f4TCwWN0g7Pz+fhgwZQpaWljR+/HiqqKhokJ6i+OOPP8jAwIBWrlxJJiYmtGvXLiouLm6QZnh4ODk5OdGVK1cU1Eqi8+fP09q1a2nFihWUm5urEM0LFy7QyJEj6fnz5w3WunTpEk2dOpU2bNhAp0+fVkDriG7dutWgbDiNcR2GhoaShoYGTZo0iX1POquPvERHR5O5uTnFx8cTEdHcuXNpxowZcus0rSFBI5CcnIw1a9ZgyZIlmDFjBgIDA3H48GG2zEFT0wWqRr3z58/HzJkzcenSJbRq1QrBwcG4devWe9V+9eoVUlJSAABjxozBiBEjUFlZid9//73e7g8VFRUIBAI8fvwYr169wpUrV3D48GF8/fXX2LhxY4PdSCkpKfDx8cGAAQPw77//IiwsDIcPHwaAt2YMfxt6enoYOXIkLly4ACLCrFmzEBUVpZDjVB+ICBUVFTh69CgCAgKwadMmnD59GiEhIdizZw8EAkG9dJOSkjBmzBgsXrwYrq6uyM7ORlpaGhITE+vd1hs3bmD+/PkwNzdHQUEBRo4ciZiYmGoFG+Xl/PnzWLNmDZYtW4Z27dpV+0xed1V4eDgWLlyIXr16oWXLljh16lSdhSNlISIiAs7Ozli2bBmePHlSbx1FXoelpaXYvXs3duzYATU1NXz22WcAqkrwNMTFt2LFCjg6OgIAvv32W+Tn58vt3vvgjVNBQQEMDAzQq1cvTJo0CStXrkRiYiLCw8NRXFxcb928vLxG0QUAW1tbxMbGIjk5GTweD/7+/tDU1ERQUFCDdAHA3t4ecXFxcmurqqpi8eLFOH36NKKioqCkpIS+ffvCwcEB169fr3d7WrVqhYULF2Lz5s0YPHgwZsyYgdDQUHzxxRd4/vx5gy5iAGjfvj0KCwvx7NkzjBgxAlFRUQgICGAziMvrsmH86MyNPi8vDydOnMDJkyfx6NEjuLq6svNb7xqmjpilpSXu37+PkpISODg4YMeOHQgPD8f+/fvrpduyZUvMnz8fN27cQExMDCZPnoyNGzfC3d2dLVMvL4mJiRg8eDAmT56MPXv2wMvLC1u2bEF8fDwAyD1oKCwsxMaNG2FmZoY+ffogNzcXv/32G7Zv347CwkK5brbSJX7mzJkDb29vCIXCBh1XgUCA+Ph4HDx4ECYmJli/fn29zm1FX4daWlrYv38/Jk+ejB9++AHl5eXVDFR96NGjB8aOHQugalBQUVGB9PR0trCnzNWX6/3s1ozw8fGh48ePs66r6Oho8vDwoD///FNurX///ZeIiCQSCU2fPl1huhkZGVReXk7FxcVUWVlJCxcupF9//ZX9PYFAQN27d6cDBw7IrX379m32Mf358+e0ePFi2rdvn9zaAoGAdu3aRb6+vnT16lX2fTc3N7p7967c7ZImPz+f/Pz8KDQ0lH1v7NixFBISIrdWUlIS+/e9e/fI09OTNm7cSNu2bWPf79mzJ+3cuVMu3dDQULK1taX+/fvThAkTKDk5mR49ekQ7duygjIwMMjExoZ49e5KXlxdVVlbK3W5FER4eTnPmzKF79+6x5+bt27fJ1NSU7t27Vy/NjIwMWrlyJamqqlJAQAARVbmoPvnkE4qNjZVbLyEhgXx8fOjRo0fse1u3bqWePXuyyaHlQSgUUmRkJH3++ee0aNEi6tevHy1btozGjRtHXbt2pZycHLn0rl69Sjk5Oazrd9WqVfTdd9/J3S5pnj59ShKJhIiI5syZQ1OnTq12rspKY16Hubm5NHbsWJoyZQoREd25c6faMZIXoVBIxcXFNGDAACIiOnLkCM2ZM4fKysre+t0P8skpPj4e169fx40bNwAA/fr1Q1xcHK5fvw6hUIjevXvD29sbv/76K0Qikcy6Fy5cwFdffYUnT56AiNC1a1fcvHmzwbphYWEYOnQoFixYgC+++AKZmZnw8fFBVFQUwsLC8PjxY/B4PHh6eso90s/MzESvXr0wffp0iMVitGvXDn379kVMTAzCw8Pl0ubxeJgyZQrs7e2xefNm7N27F4cOHUJWVhZbkbe+6OnpYcCAATh16hQuXryIc+fOITU1FXZ2dnLpnD9/Hg4ODpg0aRKAqifFYcOGYd++fUhNTUVRURGAKncIU+FWFmJiYuDn54dDhw4hMjIS+vr62Lp1Kzp06IBdu3bBwsICe/bsQWxsLJSUlJCVlSVXuxUB/X+XztChQ6GtrY2dO3ciMTERJSUl6Nq1Kzw8POR2+zDbGxkZYd68eTh37hwbRNOtWzdMmjSpXiPsNm3aQEVFBREREWzpBD8/P9jY2CAwMFBuPRUVFfTu3RvTpk3DtWvX4Onpie+//x4nT56Era0ttmzZIpMOs78uLi7g8/lsoJCGhgYKCgoAAKGhobhy5YrcbTQxMWH1fvnlF/B4PHz33XcoLS1FUFAQzp49K5NOY16H+vr6CAwMhKqqKiwsLDBx4sQGFTFVUVGBtrY2jIyMsHLlSmzfvh3z5s2TLaCm3iaxiRIaGkoODg7k4+NDXl5edOTIEaqoqCB/f39asmQJHT58mIiIDh06RD4+PjJP/NU2sV5SUkIbNmygr776ql66EomEMjIyyMbGhiIjIykzM5O+//57at++PaWnp9OtW7do8eLF5OLiQgsXLqTWrVvTw4cP5eoP6Ul7Ly8vtl0hISHk5+dXL+2Kigr666+/aOLEiTRt2jR24rOhFBQU0M6dO8nFxYUGDx4s9yi/pKSEhgwZQoGBgTRt2rRqE7x79+6lwYMH048//khr164lCwsLuUaE0dHR1Z4ss7OzacSIEUREFBYWVm0E+y55/PgxxcTEUGVlZY1zbunSpTRnzhz6+uuvadu2bWRoaEipqakN0pQOnAkKCiI7OztKT0+Xqa2va8XHx9OwYcMoICCA7t+/T0REmzdvpu+//14mvdo0hUIhG3DAPPVs2bKl3pqKKvEjrSkdOLVixQqytbUlY2NjevDggVyajXUdEhFt376dDAwM2ONSXyQSCVVUVJCpqSkZGRlRcnKyzN/9oIxTfHw82drasje1EydO0IIFC4iI6NWrV+xNy9XVlWxsbOQ6mL/99hutWrWKiIhevHhBISEhdObMGRKLxXTw4EGaMmVKvXRFIhH5+vrS8+fP2Uf+7du3k5GRET179oyIiK5du0b/93//RykpKTLrSvPTTz9RWloajRs3jnx8fCgmJoYSExOpoKCAoqKi6q0tEokaHPFWG69evap35NGLFy+ouLiYcnJyyMvLi7y9vdnPoqKi6Ny5c7R69Wp6/PixXLoikYhtk0gkomfPnpGDgwPrLioqKnrnrrxTp06Rubk5DRgwgHx8fGjnzp01+u2vv/6iHTt20Lx582S6+dWlyRzriooKOnHiBFlbW1NiYuJbNaVdV8xNmjnX4+Pjafbs2TRx4kTy9vYmU1NTmW6ItWkyMNpEVddt165dZR54SZ/P/v7+dPLkSSKqGvTyeDxydnZmI0tlRVpzzZo1FBwczLZ53759pKurK1M/vglFX4f5+fk0cOBASkhIUJjmgQMH5N7HD8o4RUdH0y+//ML+n5KSQt27d2dHi8xJe/fuXcrKypJLOzIykubNm0cZGRnk6OhIy5cvJwcHB/r888/ZbRISEqrpamlpEVHVDdPLy4v97bCwMEpJSaGbN29Sbm4uTZgwocbIbvPmzTR9+nTWN/vNN9/Q1q1bZWprSkoK3bp1i/3u+vXracuWLURE5OzsTC1atKg2t/OhwvjPGQOVkJCgkBBjxo/u5uZGRP/50UtKShqsLSt1hRQXFhbW2mZFasbExMj0FFZXmDJzQ83JyaHk5GQKCgqip0+fNkhT+v/IyEgaOHCgzKN/6Rv80qVLydXVle23sLAwMjAwkHsQV5dmQUEBbdq0SaFGQFEoYhmHNNIDBln5IIyT9CgqOzubiKpOztLSUhoxYgQ78pN38lGWifUePXrQjh07av0+Y5ykOXDgAA0fPpxsbW3JxcWFvvzySwoJCSFjY2PatGkTu11qair5+vqyB1VW49RcJu0bSmRkJA0fPvyt2+Xk5ND06dPJzMyMOnXqxD6N1oWxsbFME+jTpk2jFStWkJOTU4PdH/JSWVlJHh4erKtRLBbTlStXaOnSpewALTY2ls6fP09Est0cXtc0Njams2fP1tCMiIhgv1NXX73uZmUm2YmqG8t//vmH+vfvT1paWvTll1/W2UZZNUtKSkggEMgcCCFtRJYsWUIeHh41DPrLly9l0pJFk/mstmtQlvNP1nO0Li5evEhOTk5kY2NDTk5Ota4FfJ80e+PEjKImTpzIvscceLFYTEOHDqWioiI6fPgweXp6vnGh7KhRo8jJyYmsrKwoMDCQQkNDCQBZWFiQk5MTubu70/Lly4nH45GOjg79/vvvREQ0fvx4cnBwoCFDhpCZmRmtW7eO1WSMU2pqKllbW1NFRQUZGBiQsrIymZmZ0bFjx1jtFy9ekJGREbVu3ZoiIyPpwIEDZGhoSJ07dyZ3d3fy9vZmjdOTJ09oyJAh5OTkRH379mXnTmpb/Obr60ulpaXUqVMn0tTUZCMJx48fL9ONuqkiq3ESiURy+8/fduE3xI+uSC5evEienp507do1Iqra16CgIJo8eTKVl5fT8ePH2YjM+mgaGxtTZmZmnZpv66vX3azSxoSoatD3ww8/0KVLl+jnn39+q3GSRfPu3bsUEBBQr0XRixcvpqFDh7JGRBEus9o06+JdGaf4+Hh68eIFERH9/fffZGho2CA9RdOsjVNdoyiRSERCoZDGjRtHM2fOpK5du9bpc8/LyyMiorKyMrK0tCQ3NzcCQO7u7jRp0iQaPXo0DRo0iH7++Wfq1asXGRoa0tq1a6lNmzbE5/MpNzeXysrKyNramm7dukVENY0TUVVIKhNWSUTk5+dHFhYWRFQ1gtTV1aUpU6aQhYUFde7cmUpLS6moqIg6derEGqcBAwawN8S4uDjWvdRUJ+3l4ebNm2Rra0sCgYBKSkrIysqqVh9/ZGQk9evXj0aPHk2WlpY0e/Zs9iaipaVF/v7+5OzsTOHh4WRtbU3W1tZkb29Ps2bNYm8Oc+bMoa5du5KVlRWtXbuW1WYu/LKyMhoyZAjt3bu31rbWx4+uSN4UUty/f3+5vQTM4MzS0pK8vb3J19eX2rRpQzk5OZSamkoaGho0evRosrW1JS8vLyotLSWiqr5au3YtOTo6ko2NDTtQunHjBvXq1YscHByoV69e9Pjx4xphygkJCRQcHMy6wg8cOCCTcZLmbZrykJ6eTsOHD5fZiChC8/VBMdF/519qaiqZm5vT1KlTG9TvsiCRSOiTTz6h8vLyBu+zomjWxono7aOoUaNGkaWl5VsP0jfffEN2dnZkZ2dHOjo6dO7cOVJTU6Ps7Gzy8vIia2tr2rhxIxFVrYHQ0tKi1atX06ZNm8jHx4fV8ff3px9//JGIajdO+/btI19fXyKqOlEXLVpEhoaG7GjUzMyMUlJSaNOmTeTv78/qLlq0iLZu3UrFxcXE4/HI3t6efTHGrSlO2teH1atX05IlS2jevHnVXJ3SREZGkrq6Ov3zzz8kEolo4MCB7OQ1ADp+/DgRET18+JCGDRvG7vfcuXPp0KFDRPTfgEQkEpGrqyvr+zc2NqbU1FRyd3dnt62N+vjRFU1+fj7t3r2bPDw8KDAwkA4ePEhWVlaUmZkpl4704MzCwoL+97//EY/Ho23bttHWrVsJAJ07d46IqlJMMQMlY2Njdt3TTz/9RDNnziSiqnONuSFHRETQ2LFjiai6m7Vz587VnsLqY5zepikvzDFVhGGSRVO6362trSk3N7eacQLAzgE2pN/fxsmTJ8nd3b0Be6l4mv06J0NDQ2hra4PP5yMwMBACgYBd4ZySkgIrKysEBwfD3Nz8jRpXrlzBpUuXEBsbi4SEBDg6OqJly5ZQVVXFp59+isDAQIjFYgQHBwMAdHV1QUTYuHEj2rZtWyNpal1JVJWUlNgksUQEbW1taGhooG3btjhy5AgyMzMhEomgoaFRq45EIoGuri7u3bvHvpi0KsrKymzyRyKCrq4u9PT0wOfzERQUhOXLlzdKxm9Fs3btWkREROD27dtYtmzZG7dzdnaGqakplJWVMWnSJHaFvLKyMry8vAAAly9fxt27d9G9e3c4ODjg8uXLePr0KQDgxIkTcHJygqOjIx48eICHDx+y2qNGjcKMGTMwderUN/5+U8hErqenB19fXyxbtgx//fUXIiMjceTIERgYGMilExAQAHt7e/Ts2RP//vsvevfujVatWiEqKgpxcXFo06YNPD09AQCfffZZtWwETDaArl27Ii0tDQBQVFSE8ePHw8bGBosWLcKDBw8AAHw+H3Z2digqKsLp06cbvC5H0ZrMMVVk7bm6NKX7/dmzZ2xaIgYjIyP06dMHQMP6vS4ePHiA5cuX12t9WWPS7I2TNNILyMzMzDB8+HB89dVXsLKyqvN7RUVF0NPTg6amJh4/foy4uLgaup6enlBRUYG5uTl7UjBEREQgPz8fAoEAZ8+eZU+m2mjZsiWb3khFRQVmZmYQi8VYuXIlvvvuO5SUlIDH48HFxQVnzpyBQCBAcXExQkNDAQA6OjowMTHByZMnAVQZoYSEhBq/wyx+69ChQ7XFb1paWm/vyPdMfn4+SkpKUFxcjPLy8jdu96ZBAY/HY28ERIRp06axhjwpKQnr1q1DamoqfvjhB1y+fBn379/H8OHDq/1Wnz592Jx5TR01NTW4ubkhKCgI+/fvZ3OayUptgzOxWAwej4c9e/Zgy5YtNbLuS/e9uro6gKqbL7P43N/fH25ubkhMTERoaCjbtwUFBQgPD8fFixdha2vbkN1maQzNd0Ft/f76+V7XwFeefn8Tz58/x5gxY3D48GF06tRJEbulMD4o4wT8N4p69eoVTp06JdMI0sPDAyKRCHZ2dvD390fPnj1rbKOpqYm2bduiqKgIZ86cqXaS9O3bFz4+PnBwcICXlxe6dev2xt9yc3PDw4cP4eDggGPHjsHT0xNZWVnYtm0bbG1t2bTyTk5OmDhxIqvZr18/ViMoKAj79u2Dvb09rK2tERISUuN3iAiVlZWIiopCUFAQjh071mwu3FmzZmHDhg2YMmUKli9f/sbtbt68idTUVEgkEhw/fhx9+/atsY27uzuCg4ORnZ0NoMrwMXm+tLS00KpVK2RlZeHChQvVvrd+/Xro6+tj3rx5it25RkRZWble5R3qGpwxmhkZGYiNjQUAHD16tNa+fl2TSb568OBB9n09PT2EhobKnfmjLhpD813wtkExAIX1e20UFhZi+PDh2Lx5c50D6vfGe3QpNgqNsYCsLt36+slf12isifX3PWkvL4cOHaIxY8YQUZWP3tnZudYQ18jISHJzc6MJEybUGhAhzbFjx8je3p5sbW3JycmJzQU3bdo0srCwoGHDhtGYMWOqhVDn5OSw+ROXLl3aiHv8/ikvLycPDw+ytbWlcePGkaurK0VGRlab+2D62NbWlsaOHVttYp6Z07x16xa5uroSUdU6qC5dulDv3r1pzZo1ZGxsXGcbjI2NSU9Pj7S0tKhdu3ZyZ0tojrzvft+wYQNpampWm7+uTyBJY/FBFhssLy8Hj8d7J7oHDx7E7du3sXv37nrrUiOW+G5MbY6Pg7S0NIwYMaJBJTI45Odj73eV992AxqAxDNObdKdPn47p06c3SLcxjQdnmDg4OJojH+STE8eHw99//w0fH59q76mrq7MZ5zmaD3/++WeNOUQTExOcOXPmPbXo46C59jtnnDg4ODg4mhwfXLQeBwcHB0fzhzNOHBwcHBxNDs44cXBwcHA0OTjjxMHBwcHR5OCMEwcHBwdHk+P/AcCpqWZAoMiaAAAAAElFTkSuQmCC", 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qIjU1laioKHJzc6V6qS5duvDMM89QUVHBiRMniI2NxcfHB7lcjt1uR6fTXVX1Y20d4eYTCC4dLV5ip6WlcfjwYUwmk/S3e++994zPd3Fxwd3dHfhf7Y6Xlxe+vr589dVXbN26lffee6/dGydnyrbTBWcwGCgtLWXevHlUV1czZswYdDodHh4e7Nixg+HDh5OcnExqaipff/01AQEBmM1mAgMDsVqtrF27FofDQf/+/Tl48CAuLi6sXr2aQYMG4e3tjVarpaCgAKVSSXBwMB4eHpSXl1NXV4fJZMLPz++sKucCgUDQHmiRcXr55ZfZuHEjhw8fZvTo0axatYqBAwee1Tg1O4lCgV6vJzw8nGeffZY1a9bw5ZdfXhXqBDKZDI1GI7XDUKvVLFu2jPfff5/bb7+d22+/nZKSEoYOHcrWrVsJCQnhhRdeICsri++//55Dhw41i991796d22+/nbfeegu1Ws3y5cuJj49n9uzZ3HfffQQGBjJx4kTCwsLo2LEjtbW1eHl5UVVVhdlsxmg0ivYXAoGg3dMi4/T999+zf/9+unfvzsKFCykpKeH+++9v8UkcDgcWi4UtW7ZgsVhYt24dsbGxFzzotobRaJQSOtzc3CR36BNPPCHtYsLCwpp1pu3WrRvdunXD4XCwdu1aampqpJjTiy++SEJCAp9++ilhYWEABAQEoFKpKC0tZfjw4dTX11NdXU1ZWRnu7u5oNJpmSRQCgUDQnmmRcdJoNMjlchQKBbW1tfj7+58zGaIpMpkMlUrFCy+8QK9eva4qwwQn5ycgIAA46eZ79tln+e2333jsscdYu3YtFRUVHDt2jICAACorKyktLZXaV8DJnWWXLl2oq6vjrbfews/Pj8WLF2MwGJg9ezarVq1i7969JCQkMH36dEpKSqioqEClUuHn54e/vz9ms1n6nAQCgaC90yLjlJycTHV1NQ888AA9e/ZEr9fTu3fv8z7ZpEmTrgpFglPfg1wux83NTfo9Ojqae+65h//7v/9j+/btxMbGUlFRQUhICN7e3kRFReHt7S093xmPmzZtGg0NDaxatQq9Xk+3bt2wWCz06tWLO++8k+TkZGJiYqisrMRsNtPY2Ii/vz8qlUrqiCsQCARXAy0yTnPmzAHgoYceYuTIkdTW1pKUlHTeJzv1pn61tM2wWq1UVFRImXP19fU8+uijzJo1i02bNuHr64tOpyM3N5fi4mLWrVvHvn37SE9Pp6GhgYaGBklB46233iIpKQmTyYRcLmfYsGHccMMNkmGqqKigrKyM0NBQGhsbhXirQCC4KmmRcXI4HHz11VdkZWXx4osvkpuby+7duy9o9wQn1ckDAwOvCsMEUFZWRlZWFtXV1SgUClQqFd7e3nTr1o2NGzfywAMP0KFDB7Zs2cKIESOora2Vutp6eHigVqvx8vJi8ODBDBo0CBcXF3Q6Hb1796a6uprq6moyMjIIDQ1Fo9EQFxdHYGAgZrNZGCeBQHBV0iLjNH36dORyOevXr+fFF1/Ezc2NW2+9tUWCraeyatUqFi5cyBtvvEGHDh3O+/VtEa1Wi1wuJzs7G7PZTIcOHTCbzdx888385z//4ZZbbmHs2LH4+fkxePBgrr/+em6++WbJFWcwGKTMRWcn3G+++Ybdu3cTFxdHREQECoWCXbt2ERMTQ0REhHDlCQSCq5oWGaddu3axd+9eSe3By8vrvNpdND3Ogw8+yJdffvkXw+RUOTgT8+fPZ/78+QBtrmWGM00+LS2Nuro6ampqKC0tZfz48dTW1rJo0SJeffVVHnjgAR577DEMBgN1dXXS600mk6TqYLVaKSkpkeJ7d9xxB7179yY7O1uqZRLyRAKB4GqnRcZJqVRis9kkN1xZWdkFZYVlZmZyzz33cM0111BYWMi+ffuoqKjg3nvvlVQOznTcadOmMW3aNOBkgkZbwllwrNPpMJlMWK1WrFYr+/fvp2vXrjzyyCPs3r2bTz/9lJ07d7Jy5cpmLk2lUintnGpqanjwwQeRyWT0798fq9VKTk4Offr0obi4mE6dOgl5okvE6TrdCgSCK0OLLMyMGTMYO3YspaWlPP/88wwcOJDnnnvuvE8WGhpKdXU1eXl53HjjjWzZsoWPPvqIO++88+Rg2nEatE6nIzExkY4dOyKXyykoKOD48eOYTCaGDRvGBx98QGhoqKSacTry8/O5/vrr2bp1K+PGjeOuu+6iR48ehIeHU1dXR4cOHXB1db2M7+rvhVAhFwjaDudcgtvtdqKionjnnXdYt24dDoeDn376ic6dO7foBBkZGcTFxQEn3YF5eXksXryYu+++myeeeAKAfv368dFHHzFjxoyLeCuXj6bCr3a7nbq6Oqk1uk6n49ChQ5hMJqKjo+nRowfHjh3jo48+Ij8/n//7v/+jvr6+mcSQzWZj165dTJw4kbq6OqZPn467uzsmk4n+/ftLklEajabZuZ1cLYklAoFA4OScxkkul/Pkk0+yY8cOOnXqdF4H/+233xg/fjw333wzy5Yto2vXrowePZp33nmHG264gZqaGjw8PBg7dmyzOqH2hNFoJDs7m2PHjuHh4UGXLl0ICgqisLCQrVu38sorr5Ceno5CoWDKlCmMGTOGhoYGyTW3fft23n//fdauXUtoaCiPPvoonTt35vjx41KihVwuR6vVNjNCTjX0U/8uEAgEVwMtCl5cf/31/PDDD4wbN67FN8KGhgY+/vhjPvzwQ7Zv386ECRNYunQpDz30EC4uLnz//fcsXLiQqqoqvv32W3788ceLeiNXCo1Gg5+fHzabTUrrjomJ4YUXXmDjxo0MGjSIqVOncttttxEQEIDdbic/P5+tW7eyePFidu3aha+vL9OmTcPLywubzUZWVhYxMTFoNBqMRqOUPOH8XavVNlNDF1p6AoHgaqNFxumDDz6goaEBFxcX1Go1cNKV5Lw5ng6dTseCBQtwd3dn3LhxPPTQQ9x1110sW7aMBx54gM6dO1NVVcWuXbv46aef6NixY+u8o8tAUwPt4uJCUFAQnp6e1NbWUlxczCeffMKGDRv4/PPPmThxIlarFVdXV4qLi7nlllvYu3cvcDLg3qtXL55++mnq6+upqqqiurqanj174uPjQ0BAAAcPHiQwMBB/f3+MRqM0505DKOqcBALB1UiLjFPTtOfzITg4GDi5sp83bx7Tpk2TDJS7uztRUVGMGTPmgo7dlnDGmhQKBaWlpZLLrqCgoNnznBl8kZGRzJw5E71ej4uLC+Hh4aSnp6PVapk0aZKku3f48GFSUlIICgqSVCbgf3VVYsckEAiuVlqck7x8+XK2bt2KTCZj0KBB3HLLLed1Ih8fH+bNm8fMmTPp2LEjNpuNjRs3nudw2wbOpAS73Y7RaEStViOTySgsLKSkpIQhQ4Zw+PBh/vOf/2C323nooYewWq14eXkxceJEvv76awYMGIC7uztBQUFYrVZqamqwWq2Ul5dTXV0NQFBQEImJifj4+AD/M4IixiQQCK52WpS7PX36dD799FMSExOlVg4PP/zweZ/M19eXpKQkampq+PHHHwkNDT3vY7QlnG42o9GIwWBAoVBQUVFBWloa119/PUOHDuXll19m3Lhx7Nq1i/r6emw2G2azmQULFuBwOLBarRQVFREdHU1MTAx2u53y8nLsdjthYWEMHTqUmJgY9Ho9MplMGKZWJDIyUppTmUwm6poEgjZEi3ZOmzZtIi0tTboxTpo0icTExPM+WVVVFStXrmTNmjUX9Pq2gnPnpFarqa+vR61WSzVaN9xwAyEhIej1ejp16kRwcDDr169n5MiR6PV6Ghoa6N27NwkJCezbtw8fHx8MBgNWq5Xg4GA6duyIUqkkLCwMFxeXZqnjzv8LA9U6OOuaBAJB26NFxqljx47k5uZKK8u8vLwLUiX38vLi119/lZIq2itO42AymbDb7TQ2NqLX66V0+P79+7Nt2zaqq6vp378/Y8eOZdGiReTn59O1a1e8vLwwGo3U19ej0+mIiIigqqqK8vJyvL29iY6Ols7VNCvvaugcLBAIBC3hrMZpzJgxyGQyampq6Ny5M71790Ymk7Fr1y769+9/QSdUq9Xs3LmTzMxMYmNj6dGjR7sVMNVqtdjtdunHuXuqqKhArVaj1+ulxI9XXnkFnU5HQUEBJSUlhIeHU1xcTHFxMXK5nKSkJKlPk8ViQaFQYDAYJEMusvIEAsHfibMap6eeeqrVT/jLL7/w73//m+7du/Pzzz/z5ptvttvOuDKZDLlc3kwdAk4mLuzcuZO8vDzuueceIiIicHV1xWQyERERQWVlJQaDgcLCQlQqFfX19WRlZeHm5kZeXh5ms5nIyEjq6+sBsWMSCAR/P85qnIYMGdKig/Tr148dO3ac83kVFRV88sknLF26lISEBKZOncqff/6Jh4cH7u7u7dLd59zRaDQa7HY7NTU1/Pbbb8yePZusrCzq6up46aWXUKlU5OfnExkZSUBAAAcOHKCkpASdTkdwcDChoaH4+/vjcDgk/T13d3ehACEQCP6WtIq8tVP77ZwnUygwGo0cOXKE8PBwNm7cSFlZGT/++CPR0dE8++yzZ9wltKWWGadKB2m1WiwWC2lpaWRmZqJWqxk8eDBubm4MGjSInTt3EhoaisViwWAw4O7uTseOHTlx4gQVFRUUFRXRu3dv1Go1CQkJQpboEiFUxwWC9kOryIC39Cbq4eHBjBkzePPNN7n++uuZMmUKv/76K/fffz/5+fkcO3bsjK+dNm0aqamppKam4ufn1xrDvmAMBgPl5eUcOnQIo9FISUkJx44dY+fOndTV1REREcEnn3zCypUrUavVFBQUkJ6eTkhICFqtlu3bt5OdnU1YWBheXl4olUqOHz9OY2MjJ06cQKVSCcN0CRCq4wJB++Gy96i47bbbWLt2LYMGDZKaF15zzTXU1dU1W9W2ZTQaDXV1dRQWFnLw4EFKS0spLy/HaDQSFBSEj48PCoUCf39/evXqhbe3NxUVFezYsYPdu3ezbds2fvjhB9atW0dISAidO3emQ4cOUpuNvLy8ZvU3AoFA8HejRW69w4cP06VLl2Z/27hxI0OHDgU471oRLy8vrrnmGr799ltUKhUmk4ns7OwLSk+/HJzu/cXFxaHVagkKCqKmpgaFQkFoaCgKhYKUlBTsdjuxsbE4HA7CwsKkBoQeHh7069cPo9FIQUEBbm5udOjQAYVCQUhICFarFaVSidVqFU0FBQLB35YW3f3Gjx/PPffcw9NPP43JZOLpp58mNTVVSoJYsmTJeZ+4X79+ZGZm8vrrr6NWq1m4cCGRkZHnfZwrgUwmQ6VSER0dLcWRIiIiUKvVlJaWSk0GKyoq2LZtGyUlJfTq1QtPT086dOiAyWSiqKiI8PBwYmJiUCgUOBwOLBYLer2e4uJiVCoVgYGBV/qtCgQCwRWhRcZp165dPPPMM/Tv35+6ujomTpzItm3bpMcTEhLO+8Senp7MmDGDKVOmNMtQa4tYLBby8vIICwtDqVQ2eywvL4+srCypILdz5864ublJRqdXr16kpaWRlJSEh4cHDQ0NZGRkUFJSQkJCAkqlEofDIUkhabVagoOD8fX1vULvViAQCK48LTJOSqVS6iVkMpmIiopqtZbq7aHJYF5eHtnZ2QBERUVhNpspLCwkJCSE0NBQbDYb2dnZVFRUANC5c2dpfpRKJV5eXlRUVODh4YFGoyEuLg4fHx/CwsKAk25DV1dXqVbK09PzirzPqw2RnScQtF9aZGF69eqFRqMhJSWFrVu3smzZMm677bZLPbY2Q2hoKFFRUQQEBJCdnU1OTg5Hjx5l//79yOVy3N3dcXNzIzAwkNjYWORyOVarlezsbPz9/YmIiCAsLAyZTIaLiwve3t7ExsZKWXlyuZzGxkZJCklwYZwq5AqI7DyBoJ3Sop3TF198QXJyMgCBgYH8/PPPFxRnass4kx6sVisVFRX4+vpKCQnOxwoKCsjPzyc4OBiFQoHVaiU1NRW9Xo9KpZKkmBwOB3l5eRw/fhyA6Ojoc2bdieaBF48QchUIrh5aZJychqkp99xzT6sPpi1QUVFBYWEhgJSQ4KxTstlsxMTEYLPZMBgMmEwmSYrIqfIQEBCATCaTXHbOHdPZcK70RfNAgUAgOInIVW6C3W5HrVYTGBjYLCEhODiYn376iS1btjB69GgSExOpq6sjNjYWT09PPDw88PT0bPYalUpFTEzMlXgbVy2nxpBORcSUBIKrh6vGOJ3OnXO2Hcupz3fq4mVkZBAXF0dVVZWkj7dmzRpJMmnFihXMnDmTcePGAUjFtv7+/gDYbDbKy8ubuQWvRk6XbHCpYzrCbScQ/H24InfPo0ePUllZSXJyMnK5HBcXl8s+BqcxKi0tRavV4u3tzc6dO2loaMDX15dXX32VxYsX4+HhwfDhw7nhhhvo27cvjz76KG+++Sbx8fHccMMNGAwGfH19JUNYXl7+F7fg1ciphuJClCyuhIETCATtg8tunJYvX85zzz1HSEgIISEhJCcnM3ny5Iuuc7Lb7RiNRtRqNSaTCY1Gc1ajZzQaOXr0KJmZmXh5eeHh4UFlZaWU4u3MmisoKGim1vDCCy/wxx9/oNFo8PT0xNPTs9lN2unaE3VK56Y1DJxAILg6uazGyWKx8M033/DFF18wYMAAfvjhB3bu3Mk777zD008/fVYDdS5VcmcRa319PXa7HeCsCQZarZaOHTvi6emJTqfD29sbT09P4uLicHV1JTw8HID8/Hzi4uKkG6fz36YNEpveVBUKxVW9Y7qUREREnNVAiZiSQPD34bILv9bW1pKZmQnA2LFjufHGGzGbzSxduvSs8YRzqZJrtVrc3d3x9fWV+iCdDblcjre3N507dyY8PBy9Xk9SUpLUUyoxMRGATp064efnx5gxY3juuecYO3YsKpWKjh07XugUXJU4DYvz53RSVKfWIZ1qbE6cONGsLunUH+HyEwj+PlxW46RUKnniiSdYvnw5W7ZsQS6XM3DgQLp168bWrVsv6thyuRy9Xo9CoUCv11+0gsU999xDVlYWn332GTfddBPHjh3jzTffJCIigj179rTb7r2XilMNC9DMEImiWIFAcD5c9pjToEGDOHr0KEuWLMHhcDB48GAmTJjA559/zv79++nWrdvlHtIZiYqK4v777+f+++8HoL6+Hp1OJ2IjLUAYHoFAcDHIHFcgN7eqqoqlS5fy22+/MXbsWFxdXXnnnXdYv349AQEB53y9r6/vBSuYl5WVXbJmhZfq2FfiuCdOnKC8vFz6/dQ5b4/z2NaPfeqcCwR/Z66IcQIwm81s27aNefPmoVarefTRR6Xmg5eS5ORkUlNT29Wx2+Jx2+M8tudjCwR/N65YlahKpWLYsGEMHjxYEj8VCAQCgQCu4M7pYrgYt56gZZzLrSdofU7n1hPzfukR7tS2yRXZOTkcjotKKoiMjBTuk0vMqWK/Ys4vPacTWBbzfuk53bwLrjxXxJfmbMonEAgEAsHpuOzGaeXKlYwZM0bSn2ur2O32ZmoTgtPTdJ6a1jgJBALBxXBZ3Xrbtm1jxowZfPzxxwQHB1/OU583BoOB2tpa4OwySH93ms6TTqe7wqMRCARXC5fVOJWWljJ9+nRGjhxJQUEBKSkpKJVKBg0adE7h13Np67U2ojNty+ZczJOgKUJpXtBaXFa3nsPhYO3atWRkZDB27Fg2b97MCy+8wAcffEBJSclZX3subb3WximH9HdOcW/JnMtkMqGaIZBwKs07f87WHFIgOBuX9c47dOhQEhIS+Pzzzxk3bhwffPAB33//PRs3bmTTpk2XcyiCVuJU/TxhpAQCQWtwWY2Tt7c3HTp04M8//+TPP/+koqKC6Ohohg4dKuoMBAKBQCBxyWJOZ+p2O23aNFQqFXv27OGpp54iPj6eL7/8kj/++ONSDUUgEAgE7YxLYpzO1e128uTJDBkyhJ07d5KXl8fvv/8uWlAIBAKBQKLVjdPZut3OnDkTDw8P4GQ7iqioKOx2+9866UAgEAgEf+WirMKRI0dO+/czdbtdtmwZALt27WLlypUAIoAuEAgEgr9wUcbp+uuv/8vfztbtdsuWLTQ2NpKTkyO1x2irxsmZCmsymThw4AAmk+lKD6lNcuocCYUIgUDQGpzTrTdjxozT/t3hcFBdXX3ax87U7fazzz4jJyeH8ePHX9SgLycZGRmkpaUBkJSUdIVH0zbJyMjg0KFDACQmJl7h0QgEgquBcxqnhQsX8v777+Pq6vqXx5xuulNRq9VMnDgRmUzGm2++yZEjR3B1daW0tFSKObUX4uLimv0r+CtijgQCQWtzTuPUq1cvEhIS6N+//18ee+mll874Oi8vLx544AG6dOkidbv973//26I27G0JV1dXEhMT26z7sS3gnCOBQCBoLc5pnL7//nvUavVpH8vOzj7ra0/X7XbXrl3U1taiUqkYMmTIhY36MiCMUcsQ8yQQCC4F50yI8Pb2bpGo56233nrGx1xcXJDL5axevZrJkyeza9cuRo8ezZo1a85vtFeQq6mFxqV8L1fTPJ0vf+f3LhC0Nq1W55SVlXXWxw8cOMATTzzB3LlzGTp0KCqVCqvVSm5uLuHh4ec8/uVWJbdarZSXl+Pr64vdbufIkSO4u7vj7e2NXC5Hq9VecH3W6TLazrUDsdvtGAyGizqvk5a2A2nJnFssFoqKijCZTERERGCxWKitrZXq15qO90Le9/lw6vHP59jO7EznHJ+qE3iusTtf29L2IWLHKRCcnVarfj3Xl02hULB06VKGDh1KYWEhr776Kt9++y033XQTn3766TmPf7lVyYuLizlw4ADFxcXk5eVRUFBAaWkpaWlplJaWYjAYWnQcq9VKcXExVqtV+pvFYiErKwuLxdLi8ThvfGc7b0tX7lqtFnd3d9Rq9Vmf35I5Lygo4JdffmHbtm38+eefKJVKSQnkTOO1WCxkZGSQl5fXbF6uNC2ZYzhpiBoaGv4yb855PZOnwfm6v1O6fURExF+EgSMjI6/0sATtgMvWz6lLly4A2Gw2Nm7cyIcffsh9993Hnj17uOaaa+jatSv9+vW7XMM5L8LCwgCoqqoiOzsbuVze7AtmMpnIyMggLi5Oymp0Guvy8nKp629gYCAAeXl5HDt2DIDo6GgcDgd2ux2j0YhCoaC6uhovLy8sFgtqtRoXFxc0Gg0OhwO1Wo3D4cBqtUptRnx8fCgrK6OiogIvLy98fX3RaDQYjUY0Gg0ymazZrsvZDqS+vv6iGypWVVUhl8tRKBTS7wEBAVgsFsrKyvD19cVsNpOXl0dYWBgKhYK8vDxSU1Ox2+0MGzaMkJCQ0x7b4XD8ZdFzrt2Mcwej0WikHdvpdp3OYzsf02g0aDQa4GSCR0NDQ7Nj2Gw2HA4HRqNReg38b4dks9kwGo2SwVepVFRWVuLq6oqLiwt6vR6j0UhdXR02mw0XF5dW2QW3dU7Xy0nsGgUtodWMU0tXgy4uLtxyyy1otVrsdjs9e/Zk0qRJkjBsWyEwMBCFQoGvry8KhYKYmBhMJhMqlYq4uLhmN5WmtVCnZq35+vo2+xf+Z+yc/8JJg7Vlyxby8/MpLS3FZDIRFxdHQEAAGo0GT09PevToQW1tLZWVlSgUCv7880/phpibm4vFYpGEdgGMRiNBQUHI5fLTGqHWaBTYuXNnXFxciI6Opr6+Hl9fX2QyGZWVldTU1KDT6WhoaGhmjMPCwigqKqKmpgYAs9lMfn4+oaGhqFSq8x6D1WqloqICHx8fjEYjJSUl+Pj4YDab8fb2prKyUtqhNX3/BoOBrVu3olarpc+5traW48ePYzKZkMlkmEwmSktLycvLo6KiApPJhJubG2FhYURFRWGxWDAYDFRVVVFWVobBYMDhcGA2m6moqMDFxQUPDw9UKhVKpVL6bKxWK25ubsycOVOk4AsEp6HVjNPbb7/d7PfTqZI3jUPAyYZ+y5YtY/PmzTz11FOtNZQWca4YjkKhkHY6TtRq9WkLcePi4rDb7QQGBlJXV4der5dWh6cex3lei8XCypUr0Wq1LFq0iO+//x6z2XzWMfv7+xMfH098fDwuLi7k5OQQGhpKdnY2RqORqKgoPD09OXToEP7+/kRFRREUFHRGI+TcQV0Mrq6uJCQkYDAY8Pf3l953U6Ps7e0N/M8YK5VK+vbtS2lpKQqFgq1bt2I0GoGTmovOz8W5C1IoFJLBiI2NpaysjLCwMGQyGXl5eRw6dAiFQkFRURHDhw8HoKKigpqaGkpLS/H09MRut5OamkppaSmbN28mIyODEydOSEbzXKjVamkXajKZTuv6U6vVKBQKKTO1adzKGdNqumtoaGhg2bJlfPbZZ9x1110XMv0CwVVLi41TZmYmzz77LIcPH24m5eNMhGgqZXQ2VXKngaqtreWnn37i3Xff5euvv25RUkRr0tKkgNNxavBcpVLRoUMHaTcgl8ubBcTtdjtms5n09HRMJhO5ubn88MMPHD16lIMHD6LRaAgPD6exsVFanTvjGe7u7kRGRuLj40NRUREbNmwgOzubxsZG3N3dKS4uJj8/H61Wi7e3Nw0NDZI7ycPDA51O1ypG6Gw459L52Wo0GlxcXPDz85Nu1FFRUc3clxqNBqVSyYYNG7BYLDgcDqqqqnB1dSUjI4OkpCTJNeY0JIcPHyY1NRWFQkHHjh0ZPnw4BoOBkpISjh8/TlFREXPnzsXLy0sag7+/PydOnODo0aPNXEyRkZEkJCQwbtw4PD09MRgM6HQ6KioqqKioICMjg5qaGgoLC6msrMRkMv1FwiooKAiFQkFBQQF2ux2TyYRcLpe8CC3xJsjlciZMmMDGjRtb8yMRCNo9LTZOU6ZM4eWXX+bxxx9nw4YNLFy48LRfvpaqkru7uxMWFsYvv/xCVFRU672jFnIxLi2bzUZOTg5KpVI6htMdpdFoOHDgAN26dUOj0VBTU8OKFStYt24dubm5pKWlSbGioKAgYmJiyMrK4vjx43Tp0gWdTkdgYCDu7u40NjZSWFjIgQMHgJOxpSeeeIIPPvhAGgecdBF17tyZG264gb59+0rutdDQ0MviLtVqtVIMzNXVFW9vb3Q6HQ6HQ4o7ubi4YLVapaxHX19f8vLyKC4uBk4uckpLSwkJCeH48eOUlZXRr18/9u7dS2NjI6mpqXz22We4uLgQGxvLpk2bmD9/Ps8//zw1NTUsXrwYk8mEn58fJpOJmpoaampqqK2tJSQkhJ49ezJt2jR69epF165dsdvt0udnNpv59NNPWbBggSRYrFAoCA0NJTExkcjISA4fPoybmxtw0qAYjUYcDgcWi4WuXbuyZ88eSkpKpEWFVqtFr9ej0+mw2+2Ehoai1Wqlz+POO++kqKiITz75hLKyMubPn0/Pnj0v+WclELQXWmycjEYj1157LQ6Hg4iICF566SUGDRrEyy+//JfnOlXJBwwYwNixY/H19WXFihUsW7aMhx56iB07dmAwGLj22mtb9c2cD+ezmzjVCJeXl1NVVYVOp6Oqqkq6AdbX17N3714OHjxIaWkp4eHhLFu2jNWrV5OWlkZERASdOnWitrYWo9FIUVERKpWKLl26EBYWhpubW7Nki4qKCo4fPw6cNOYdO3bko48+knYdfn5+REREoNfruf/+++nTpw86ne6yxu+cc+M0CF5eXqjVahoaGvj999+lLD9/f3/y8vIoLCzEbDZjsViQy+XU19fj5uaGwWDA29sbPz8/jh8/Tl5eHmazGZPJRF1dHcHBwVx33XX88ccfFBUVIZPJGDJkCPHx8XzyySfodDrWrFkjqXnU19ejVqul3VxJSYlUTF5XV0dmZiYmk4mVK1eyfPlyysvLCQoKYsKECXTo0IEjR46wb98+9u7dy9atW6WFgBO9Xo+npycmk4mUlBTkcrm0Y3MmThiNRmpra7FYLOTk5DR7/erVqwGYPn06c+bMaXfKKQLBpabFxsn5RY+NjeXjjz8mJCSE0tLSvzzPqUo+e/ZsYmJiGDRoEAMHDqSgoIAVK1YwZcoU8vLyGDRoUKu+kcuJM55SU1PD+vXrqa+vp1+/fnTq1ElKNV+7di1lZWV8++23+Pn5MWPGDLZu3cqmTZuaHctsNnPo0CEOHTpETEwMffv2JTk5mW+//ZYff/wRV1dXbrjhBjZv3syuXbuQy+Xcfvvt5OXlMWrUKIKCgggNDaVv375nVPK4lJwuxuTi4sLu3bs5cuQIZrOZgIAAvL29pZiT2WwmKyuLgoICKisrkcvlqFQq9Ho9+fn5+Pv7S88tKiqie/fubNmyhejoaAYMGIBcLsfPz49hw4aRnp7Otm3bmDVrFl27dpUMs4uLi/QDJ42oM7ZYW1vLfffdR0FBAQA9evRgxIgRDBgwAJlMxvHjx/n222+bvU+9Xo+Pjw92u52Ghgaqqqqor6+XHvPy8pLiTIWFhbi6uiKTyVCpVGi1Wjw9PSX3JcBnn33GqFGjpJ3a1Z61JxCcLy02Th9++CEGg4GPPvqIF154gfXr17No0aLTPvdqUiVvisViITMzE6PRSEJCAt7e3lxzzTWcOHECLy8v1q1bR2NjIxqNhlWrVpGZmckTTzzBzTffzOHDh5kzZ85Zj19SUsLKlSv56quvkMvl9OnTh9zcXFasWMHo0aOpq6tjxowZdO7cWdpl6fV63N3dr/jNzWq1SskHLi4u9O7dGzjpiszMzKSgoICBAwcSHR2NxWJBpVLRs2dPQkJC0Ol0bNq0icrKSgoKCnBzcyMkJIS0tDSCgoLQ6/XccMMNHDhwgGuvvZby8nKysrKora2loqICQIqHPvLII+d0EzvP4yQrK4vq6mqKi4sJCQmR3K5Nqa+vl4xRSx47NbmlsrKy2e+jRo0CYP/+/cDJ3XhwcPBZxy0Q/J1osXHq1asXcHKVuHDhwrM+92pSJW9KXl4emzdvllLKExISiImJwcvLi7Vr17J+/Xqqq6sxGAxkZmZy33338eKLL7J79246derEN998wy+//HJGo15fX49Go6Fjx45YLBZ27NhBREQEX375JRMmTJDqmCwWS5upkXHuBJq2zUhISECr1TJkyBBsNhuVlZU0NDSQl5dHZGQkZrOZyMhI7HY7w4cP59ixY+j1elxcXAgNDaVLly5kZGRQW1uLh4cHFouF7du3c91116HT6ZDJZCxevBilUom/vz/XXXcdJ06cYMGCBXz22WfExcWhUChwdXVFpVIRHBxMQEAAnTp1Ijo6Gj8/P77++mvq6uo4cOAAx48f588//2Tz5s1nLIxWKBRSXNHZw8q5a3QmfTj/b7FYmmXlObNVZTKZNF89e/YkNzeXwsJCRo0axe+//35pPiCBoJ3SYuOUkZHBu+++S05OTrOq/vXr15/2+WdSJc/JyeHYsWMoFAr69Olz8e+gFWmaXm632yX5IqdrKCwsjMGDB2MwGPD19eXo0aNoNBqpALO6upr8/HzS09PR6XRMnjwZmUxGhw4dpALPrl27kpyczJIlS9izZ89fYhk2mw273U5MTAzTp09nypQpeHp6IpfLpZT007UvuVI4b8LR0dEUFxejVqupra3Fzc0NmUyGUqlkwIABUhGuMw5jtVoxmUz4+PgQEhJCx44dqaioQKlUYjKZ8PLyonPnzlxzzTXs27ePkpIScnNz8ff3R6fT0bFjR3JycoiIiODAgQPcfffdXH/99cyfP5+NGzdiMBgwmUySQseJEyf+EjsMCgoiOjqayMhIJk2aRGRkJC4uLpSXl0vxsbKyMsldqlKpJNed1WrFYrFgtVqlImfnT319vZRu7nRZqtXqZnVO+fn56PV6Hn/8cT755BMmTpzI4cOHL++HJxC0YVpsnG6//XYeeughHnjggRYH3E9VJf/jjz+YNGkSU6dO5euvv+aJJ55g8uTJlzTN+Xxoml5eX18vKTt4enpKChBdunShqqqK33//ndzcXEJCQvD09KSqqgoPDw/q6+sJDw+nqKiIQYMG4erqSmhoqJTksHXrVhobG/Hx8SEwMJDAwEC0Wi2jRo1i1KhRhIaGYjab8ff3l1QX2jqNjY3s3r0bk8nE/v37UavVDBgwADc3N6k41qmE4bx2amtrJfdZQ0MDNTU1yGQytFot8fHxNDQ0SEW5gwYNkpQx9u3bR5cuXVCr1YSHhxMcHMyDDz6IXq+nQ4cOPPHEE/To0QOtVou/vz/Z2dkkJCSQk5PD1q1bKSkpoaamRtrJy2QyNm3aREFBwRlTv2UyGT4+Pvj5+aFQKCgsLJTciXByZxQaGkpUVBSdOnVCpVLh6ekp1bsZDAYpW9GJWq0mPT2d999/n/79+/P2228zZsyYS/gpCQTtixbf/RQKBf/4xz8u6CRyuRyz2cyyZcv46KOPGD9+POPHj2fmzJmYTCYefvhhaWdxJi618KvD4WiWXu5cLfv6+nL48GH+/PNPsrKy6Nixo7TDclb919bW4uLiglKpxMfHh06dOlFQUMChQ4ekrLSSkhIpVnXddddxzTXX0K1bN4qLi4mMjGxmoNuKvEtL5txsNrNmzRqOHj1KUlIS3t7elJSUUFFRgdlslgx8QEAAjY2NHD58GI1GQ2RkJHK5HB8fH7y8vLBarbi6uuLp6YmbmxsBAQGSsdDpdAwdOhSj0YhOpyMiIgJvb2/Ky8uJiIhAo9FQX19PTU0NgYGB9O7dG39/f7y8vEhOTiYrKwt3d3euu+46evXqxd69e6Ui36ioKBoaGjCbzdhsNg4cOIBSqcRut0s7udzcXIqLi6mrq6O2tpbu3bsTGxuLj48Pubm51NTUUFBQgMFgIDU1lbq6OhoaGqTCYjj5/XGq8ztxdXXlzTffZObMmW1OIUUguNKc0zg5A7ljxoxhzpw5jB07tplbyVn9fzZkMhmurq507tyZAwcOMHr0aLp168aHH37IP//5TzQaDQ8//PBZjzFt2jSmTZsGQHJy8jnPeSE4a3XCwsJQqVSSGy0yMpLdu3dTUFBAdXU1ffr0YeDAgSiVSjIzMzl27BiNjY3Se/T39yc0NFRyWyUkJFBSUoKXl5eUlea8SV0OEdsLpSVzXlBQQFlZGY2NjcBJt2VpaSlhYWHSe3RKGh0+fJiff/6ZwMBARowYQXR0tGSIO3bs+Jdjn2qkXV1diY+PlwxZt27dUCgUqNXqZvVqwcHBKBQK3NzccHNzQ6VSSWn3TkkqZ4q5Wq2msrJSct8OHDgQg8EgiejK5XKsVisKhQJ/f3+sVit5eXmEhIRIrjtfX1/q6+ulXaLJZMLd3R2VSkV9fb0Uh8rPzyc8PFxSthcIBGfmnMapZ8+ezQK57777rvSYTCY7Z6uMpiQlJfHLL79w/PhxSYbn3XffZfz48QwcOJCuXbtewFtoPfLy8jh69ChlZWUkJydLbrWysjICAwNRKpWEh4cTFhZGSUkJnp6exMbG4u7uTlBQEMePH6dXr16SRFPTm6tTqftqIyQkRIopOcVeo6KipJidM/36+PHj0g0+JiaG0NDQ8z6XM16l1+sJCgpqJszqLJB1pow3nX8vLy+8vLyk4zif66RpjZFMJpMKZ53Gy2QySdJFSqWS6OhoAEmFo+k5Tm274fybTCZr0wsRgaCtcU7jdK5uty3B+eUcNWoU69evZ9asWcyYMYMOHTrQs2dPRo4cecXbCMhkMsLCwiT3VXl5ubRzairUqlQqycrK4tixY0RHRxMUFCS5qP6OrQBcXV2lLLi8vDxCQ0ORyWSUl5dTVFQEnIwpHT9+nLCwMEaNGiXtTM+Xpm7XM+08ZDJZq8QwnUricH7yVqc7f1tx0woE7YkWx5xMJhNz5sxh69atyGQyBg0axEMPPXTGws/TCb/CyZ3X008/LWXwhYWF8dNPPzFz5szWeUcXgUqlIjk5WcrSOxOnGivBybmLiYmRFhnOVhk1NTVSS4wLNUpOLrVGoEAgaDu02Djde++9uLm58c9//hOAZcuWcc899/Ddd9/95blnE34FeOedd9iwYQMHDhwgIyODP/7446J3Ha3VKfZ0auR5eXmkpKTw008/MWXKFLy8vCTXzt8Zp+vu+PHjdO3aVZLugZPxu0OHDknxGjFfAoHgfGixcTp69KhUzQ4wbNiw08aIWir8OmzYMIYNGybdvC6Wi1EZPxfO3d2ff/7JypUrpQLjvzsGg4Hdu3eTmZmJXC6XVCFkMhkZGRmUlpbi6+srtbcQCASCltLiLUb37t3ZuXOn9PuuXbsYMGDAaZ/rFH4FGDt2LDfeeKOUSg6wc+dOVqxYAdBqKbTnapF9vjjbYjgcDhQKBVOmTGHEiBGMHj36isfH2gparZbevXvTr18/EhMTpfmCkz2uunfvzrXXXntRrjyBQPD3pMXGadeuXfTv35/IyEgiIyPp168fmzZtIjExsVkDPqfw6/Lly9myZQtyuZyBAwfSrVs3tmzZQmNjI7m5ufTo0QNovWCxMx7RWim6jY2NHDx4kMbGRqxWK1VVVYwfPx4vLy+xC/j/OAVY+/Tpg1wuZ9++fRw5ckRqL5+UlHRFxGgFAkH7p8X+NKfEf0u4GoRf09LS2Lx5M2azGS8vr2ZtxgX/w9livbq6mi1btqDRaFCr1cTExFzpoQkEgnZMi4twT60NcXK6Itz2IPx6Otdc0x2RRqORfppm5wmak5+fT1ZWFsHBwQwePBhXV1cxTwKB4KI57yJc5w3cWbt0piLcMwm/tpemarGxsVKqu1KpFDuBM3C6tHrh9hQIBBfLeRXhVlZWSh1EW8Kpwq9yuVwyam0Bi8UiqWWfWq/UVAlAIBAIBJeXFsecPv/8c2bNmkV+fj7dunVj586d9O/fn3Xr1p3ztc6MvE2bNrFhwwY6derEiBEjmknKXG5kMhl5eXlSLOnUnVFbMaBtnbPNoeDqJzIyslkL+oiIiCs4GsHVRItT22bNmkVKSgoRERFs2LCBffv2nVVF4VRWr17N9OnT8fT05JVXXuHnn38+r4HOnz+f5ORkkpOTW02VPCwsjA4dOogYyRloyZyLOfx7k5OT06zs4sSJE1d6SIKrhBbvnNRqtZQW3NjYSKdOnTh69GiLXpudnc1jjz3Gxx9/zPDhw/H29iYtLY2UlBTCw8NbFIe6FKrkTskdwelpyZw3dX+eGpcUCASCC6XFxik0NJTq6mpuueUWrrvuOry8vAgODm7Ra6Oioli5ciXR0dHk5+fzyCOPMH78eF577TU6d+7MhAkTmtVKCQQCgeDvTYuN048//gjASy+9xLBhw6ipqWHkyJHnfJ0zAaLp6vrDDz9k6tSpnDhxgieffJLDhw+3mnFqLY09wblpOtdityQQCFqTCxK1GzJkyFkfb5qR1/SmZbfbCQsLY+rUqcDJYGqnTp2kdt2twaXU2BM0p+lc63S6KzwagUBwNXHxiqunwWazNRNzdTZuO3Uns3jxYn755ReWL1/eaudu2vNHcGlpOtdi5yQQCFqTVvd7rVq1ijvvvJM333yTJUuWnDyJXI7dbpee09DQwKpVq3j77bf5+uuviY2NbbXzX6jGnslk4sCBA5hMJiHs2kLkcjkKhYK0tDRp3sTcCQSC1qBVjdPu3buZMWMGY8eOJTIykvfee4/nnnvu5ImaGCidTsfQoUNZu3Yt8fHxrTmECyYjI4O0tDQyMjKu9FDaFRkZGRw6dEjMm0AgaFVa1a1nNpsZOnQoEydOBE72bOrfvz8ymYzXX38duVzO2rVr2bBhA6+//joajaY1T39BWK1WysvLpYSNuLi4Kzyi9kVcXBw2mw13d/dW680luLqJiIho5gaOiIgQ9VGCv9CqdxKNRkNJSQmVlZV4e3sTGBjI9u3bGT16NF27dmX8+PH07NmzVd14F0t5eTmFhYUEBweTmJh4pYfT7nB1dSUoKIiioiLUanW70U4UXDlONUQiXik4Ha1qnHr27EloaCgjR45k9+7dAAQGBvLwww9LGXleXl5XVLboVJwqF76+vuJLcgHIZDIxhwKBoNVptZiT2WwGYM6cOfj7+zNw4ECKi4sBKCsrIyUlBbvd3uYC5gqFgsDAQOGOugjEHAoEgtamVe4mdrtdasX95ptv8uSTT7J8+XKmT5+OSqVi//79fP/996IoViBo51wKoVcRgxKcDpnjIrcyzhomgKeffppt27axbds2ANLT0zEYDPj4+BAZGXnRg3Xi6+t7wccrKyvDz8+v1cZyOY59JY574sQJysvLpd9PN+diLlv3uKfOOVzctX4ql+K9t5djnu24p5t3QRvAcRHYbDbp/08++aRj5MiRDovFcjGHvOT07Nmz3R27rR5XzOWlP25rcinG2F6OeSmPK7g0XJSfzbljcurj/frrrygUCmw2W6sYToFAIBD8Pblot15ubi7Tp0/np59+kgyTs7ngpaI1XR1XCovFQn19PSaTCaPRSENDA3a7HaVSKf3odDp8fHyuSKyuJW69qx2r1YrBYABoJr9ls9mkH6vVSmNjIyaTCbPZjFKpxMvLC3d3d6nFjM1mw2Qy/UV9RCaT4eXlJR33Urv1LheVlZVUVVWh0WjQ6/Votdo2nSwjrvXLT4tcqa2x/bLb7Q6Hw+GwWq0ten5mZqYjJSXFYTKZLuh87XV7np6e7njzzTcdffv2dQDSj0wma/Y74JDL5Q7AodVqHdOnT3ccPHjwso711Dlur3N+vlgsFsevv/7quPHGG6XP4EJ/AgICHH5+fmd9jq+vr2PdunUOh+P0c9ye5v3gwYOO5OTk077P5ORkx+bNm6/0EE/L3/Vav5K0ZI5bZTnjzLRpyY7pt99+47nnnsPHx4fAwEBefvnlv4UqwzfffMOdd94JQLdu3VCpVJjNZjQaDUajEblcjqurK0ajEYCQkBDKysowGAzMnz+fOXPmsHr1akaMGHEl38ZVz6RJk1i6dCkymQyHw0FgYCAARqMRo9GIw+HAw8MDHx8famtrKSoqAk424zSZTNLrgGZq+2q1mqSkJLy9vaW/HT16lOzsbK699lr27dt3Gd9l61NYWEjPnj0xm80oFAqsVishISEUFBQAJ1fKgwcPZt++fXTr1u3KDlbQLris/qLt27fz1FNPsWjRIjZs2ICXlxdvvfXW5RzCJcHRpE21zWajvr4em80m/a2urk66+Rw8eJDZs2djNpu57777GDlyJJ6ennz++ecsXLiQd955h44dO+Lv78+qVasAmDFjBgBZWVmYzeZm52tsbCQjI4Pc3FwsFotUS9b0R3BunMYnNzeXpKQkHA4Hjz32GGvXrmXt2rX8/PPPpKWlcejQIbZv386sWbOIi4sjJCSE5cuXc+ONNwInr4WBAweiVCqlY3/++eds3ryZuXPn8vrrr/P666+zatWqZgapvaROO68pu93e7DrPz8+Xah2d3aWTkpL4v//7PwDuuOMOANauXStdq+L6FJyNyx7M+Ne//kX37t0BePnll6msrKSxsfGcr5s/fz7JyckkJydTVlZ2qYd5QdjtdsrKyqiursZoNGI2m8nKyiI7O5v8/HwAaSUOkJiYiEwmw8XFRWqO6O3tLfnnnT2SnDVkNTU1zc7ncDjIyMhg3759HDhwgIqKCmw2GyUlJVit1ot+P+1hzi8FzhhQUwNzOux2Ozqd7i91Oq6urs2e16FDh9N6Fc4US2wP8+7s5WUwGLDb7c3iB03nwsPDA/jfey0pKWHPnj2kp6e3yjUquHq5rMapT58+jBs3DjgZJG5sbCQnJ0dqWFdRUXHG106bNo3U1FRSU1MvWW3NxeA0TGazWVJgz8vLIysri/Lycqnx4eHDh5u9LjY2loqKCp555hlmz57NI488wqFDhwgJCSE1NRVA0qszmUzNvtAGgwE3Nzfi4uJISkrCx8eHiooKCgsLzzqXLaWtz3lr43TZ/fnnn8jlct577z2efvppqqqqmj2voaGBjz/+mC1bthAWFgYgSXKpVCo2bNjQooD6H3/8If3fKQEF7WPetVot7u7uaLVaDAaDdF3L5XJpvlxdXXn11VcBJHemt7c3QUFBmEymVrlGBVcvlzWFxsXFBXd3d+DkjcDT0xNvb2/8/Pz46quv2Lp1Kx988EGbUCs/HxwOB0ajEavVikqlQq1WU1JSglKpJDo6Gjc3N1xcXFi6dClz5szh3nvvBU7e5CZOnEhJSQm//vorKSkpdOvWjXvuuYfExETuuecewsPDufvuu3n22WfZv38/5eXlhIaGAieFdj09PVGpVPj6+uLi4iLdBHx8fK7YfLQHnO4kq9VKRUUFWq0Wi8XCu+++S3x8PMuWLSMvL4+VK1eyY8cOHnvsMfr378++ffv44IMPKCkp4cYbb+TOO+9k8+bNZGRkoNPpaGhooFevXrz77rssX76cxMREKisrSU9PZ9OmTTQ0NAAQFBTEr7/+ilKpJCkpiQEDBlzJ6ThvZDIZWq2Wuro6XF1dufPOO3n//fdRqVTk5ubSoUMHfvvtNzQaDXPnzpUWoN7e3oSGhqJQKMQ12oqcTrmjvbiKz8QVy+9UKBTo9XrCwsJ49tlnWbNmDV9++WW7M0xw8ouqVqtRKBT4+vpSX19PRUUFnp6ehISEUFFRQUVFBaNHj2b58uVSm/t58+axePFijh07JtWG7dy5k507d0rHXrhwoTRPubm5eHt709DQwJ49e+jZsycmk4ni4mLkcjkBAQEolcpmrkPB2SkrK+PEiRNERkYSEBBATU0NY8eOZdy4cWzZsoU33niDqqoqXnrpJSZPnszChQsBCA4ORqPR8M4773DgwIFm/cpSUlLQaDQ8+uijAIwfP549e/bg6uqKp6cncPKakclkWCwWXn755XYpmFtfX09paSmenp40NjYSHh7OsWPHGDNmDL/++ivXXXcdr7zyCrGxsbzxxhu4uLjQvXt3ocN4CcjJyflLmUJ754qJ3TkcDsxmM1u2bOGrr77i66+/btctK0wmE3a7HZPJJMWOlEolhw4dkuJQt9xyC1FRUcyYMYMuXbpQWlpKQEAAgwcPPu0xIyMjGT58OHv27CEzM5PQ0FCsVit79uwhJSWFPXv24OPjQ3BwsFiFXiBarRadTie1mg8LC8Nut1NQUIDFYqG2tlaqR0pMTGTUqFH07NkTu93Ozz//TEFBAQ899JCUvAIQFRWFi4sLP//8MydOnEAmk6HRaNi3bx+HDx/m8OHDFBUV8a9//Qs46e5uzxQVFXHixAksFgtqtZqPPvqIn376iUWLFknuyurqajw8PKiqqhKGSdAirthVIpPJUKlUvPDCC/Tq1atN9Xg6XxwOBxqNBrvdLq2eGxoa+OKLLzCbzYSGhtKnTx90Oh1ff/01jz76KFu2bGHq1KnccccdjB8/Hh8fH1555RW6dOlCcHAw/fr1o0ePHtTV1fHMM8/g6+sruZUSEhKor68nPj6eiooKfHx8cHFxkVZOV8Oq6VLjnCu9Xk9MTIyUxODi4kJoaCifffYZX375JQBdunTh4YcfJjQ0lJiYGCorK5k3bx7FxcVUVFSwadMmunbtyqpVq2hoaGDp0qVcc8011NbW4unpyf33309qaipffPEFDz/8MHDSveV0wVZWVjaLObUX9Ho9NpsNu91ORUUFVVVVdOnShZ9++onnnnuOr7/+Gj8/P5RKJQ0NDSiVSvR6PcXFxfj4+EhGSlyvgtNxxZcwkyZNavcXp9NFI5fLqayspKamhsWLF/PJJ59Iz5HL5YSHhxMWFiYFuRcsWEB6erqUyfXwww+zdetW3NzcqKuro6qqCqvVyrZt27j22mtRKBTU19dTUFCAVquloKAAu91OQ0MDUVFR7X4eLycymQyz2UxBQQEhISEoFApp/o4dOyYZpuHDh/PBBx9QWFiIn58feXl5PPvss82C+fn5+Tz11FNs27aN+++/nz179tC3b1+GDh3K3Llz+eKLLxgwYADvv/8+a9aswcXFpZnM16FDh9pNrV/Ta0wmk6HX6zl06JC0S7z99ttZtmwZRqORyZMn88ILLzB58mRcXV1pbGykqKiIuro6EhISCAkJuYLvRNDWueI9LK6GG6qzXkOj0dDY2EhtbS3Dhw/H398fgLfeeotHHnmEzp0709jYSEpKCgqFgri4OFJTUxk4cKB0s/vtt98oLy/nwQcfZMOGDaxYsYIJEyawceNGIiMjSUhIkOIWdrsdNzc3lEqlJLMjOMmptV5N679sNhu1tbVkZGSQnZ1NYWEhjY2NWCwWzGYzzz//PAqFAq1Wy/79+9myZQslJSUcPnyY+++/H6PRyMcffyydyxlLefvtt0lNTeWOO+7ggQceIDY2lieffBKA/fv3M2DAANzc3NBqtfj7+3Ps2DHUajVz5sy5UtN03pw6rxaLhby8PKnGqbGxkT179tC7d28CAgJ44oknuOuuu4iMjKS6upqdO3eSmZmJ1WoVdU6Cs3LFjdPVQNOdk5+fH3q9nl69evHOO+8AJ6vnCwoKWLVqFT4+Pqxfv57Kykpee+01LBZLs4r5TZs2odPpmDFjBj179uT111/nySefxN/fn6effhqDwYCfnx9+fn5SOq5Tv8w5DsHZMRqNlJWV4eLiIsVBDAYDWVlZfPvtt+zcuROr1YpMJqOsrIw33niDnJwc7rnnHsrLy/n6668ZNWoUmzdvZsaMGVRXV3PDDTfw888/c80113DTTTcRExODWq3GarWSnJxMfX09e/bs4ZFHHmH27NmsWLGC//znP5hMJtauXUtmZuaVnpYLwmKxEBgYiMViASAvLw+bzcZTTz3FkiVLmDZtGhs2bGD+/PnIZDIOHTpERESEtFMV16vgTLTYrWexWP5SlFheXt4ufeWXEnd3d6Kjo9Fqtdx77718/fXXfPnll3To0AGA48ePI5fLsdlsvPLKKwQFBdGjRw9J9sa529q5cycPPfQQDzzwAJs3b8bX15eysjLy8/MlcdG6ujpqamqoqqpqJosjOIndbsdoNKLRaJrdBDUaDX5+flgsFlJSUqiqqqK8vJzCwkIOHDggPc9gMNC9e3dOnDjBiy++KMnyjB49mk6dOtGzZ0++++47evbsyddff43FYpHKBP744w/eeustqS7Nw8NDKgFw0vR3Z4p5e8PV1ZWDBw9KUk3V1dWoVCophjxx4kQCAgJ49dVXCQ8Pp6ysjPj4eJFRKjgn5zROGzZs4J577qGxsZHu3bszf/58qcDw+uuvZ+/evRd04suhXn4lkMlkuLq6UlZWhre3NxMmTGD16tUMGDCADh068NRTT7F3716+/PJL0tLSmDdvHmazmddff52amhq8vLy466672L17N35+fvj7+/Prr79y8OBBpk+fjlarxWq1snv3bpKSkvD19cVisWA0GrHZbGg0mqtyXi8Eo9Eo1dc4E1ZMJhNqtRqNRkNeXh4A/v7+REVFYbVaGTZsmCS54+HhgcPh4J133uGXX35h3bp1WK1WfH19MRqNLF++XKpj27hxI9OmTcNsNvPdd9+xYsUKyQhGRETQp08fOnbsiNVq5dChQ+j1ej744AN0Oh0eHh507dr1is3TxWAymQgPD8fNzQ04WTdmNps5ceIErq6u1NfXS4tanU6Hw+GgpqaG2tpaPDw8RHdswRk5p3F6+umn+f3334mPj+f777/nuuuuY8mSJfTt2/eC/MUZGRnExcXh4uJy1RioU10TlZWVFBYWAnDTTTeh0+nIyMggLCyMu+66i+PHj6NWq3n00Ue58cYbKSwsJC4uDrvdzu23387x48cBJAO3Z88e4OQNtqioiOrqasrKyqirq8Pd3Z2cnBwsFouUTu5Uo/g74ywSBSSXZ0NDg2SsHA4Hbm5uhIaGEhcXJ8lIORMhADw9PcnNzSUxMZHGxkbGjRvHunXr+P333zlx4gTPPfcckZGRTJs2jYiICJKTk/nll19YsWKFZAATExNJTU1tVrvWFJVKxY033thu3FunjlOn0xEaGkp0dHSzx318fPDy8qKqqkpyWTqLlFetWsU111xDYmKiJNElEJzKOY2T2WwmPj4egNtuu43OnTszbtw43nrrrfP+Qv3222+MHz+eW265haVLl7ZbA3WqUXY4HM3mwtPTE4fDgZeXF4899phUNLtx40aSk5MZPnw4Y8eOxdfXl6KiIhYtWsTixYtRKBTceuutREZGsmPHDmw2GzU1NQQGBhIREcGECRNoaGigc+fOFBUVSa5COKk4YLfbcXV1lRIAnC6t9ja/F8qpn4tcLpcMtTNhxKlTaLPZ0Ol0uLi4SIWw8+fPl4xXYmIivXv35osvvmDz5s1UVlbi4uJCYGAgDz30ELNnzyY1NZVrrrmGO+64g++//57p06djtVrx8vLCaDTy3XffER8fT35+PjU1NaSnp0uq88HBwRgMBh544IF2Vd936hwbDAYCAgI4ePAgWq2W3bt3061bN/Lz88nPz8fhcPDf//6X8PBwDh06RN++fbnxxhsJCQnBbrdjs9lE3dMl4FS9x/aoGHHOPbVSqaS4uFj6PT4+nnXr1vHyyy+fVxDXqUf24YcfolKpuPvuuwEkA3Uu2qoYpjOV2263Yzabyc7OlmJHq1at4tNPP8XLy4v6+nrmzZvHRx99xO23305MTAwajYaXXnqJjz/+GG9vbwwGA2vXruXf//43bm5uqFQqnn/+eQoKCrj99tspKSkhJyeHsrIyEhISUKlUNDY2olQqqaysxNXVVTJETpeW82Z4IbTVOb9QTCYT+/fv58SJExQWFlJXV8f69evp2bMn7733XjMXYEFBAcOGDUOr1bJt2zY8PT357bffeO+99/D19cXf35/y8nLCw8N59dVX+eOPPxgxYgS9evWiqqqKyZMnk5SUhE6nw9/fn6SkJO644w4mT57M5MmTmTBhgmSUIiIimo2zPcy7w+GgoaEBmUzGli1b+Pnnn4mNjcVqtTJy5EjmzZuHTCYjKyuL9PR0Ro0ahdFo5LbbbiM2NpaioiIqKysxmUxX+q1clZw4caJZVmVTaaP2wjmXLG+99RYlJSXNApihoaFs2rSpWTrtudDpdCxYsAB3d3fGjRvHQw89xN13381///vfFq3sp02bxrRp0wBITk5u8XkvNUajkZqaGmpqaqQVMkBYWBjPPfccoaGh5Ofn8/bbb/9lhbx06VJ+++03brrpJiZMmMCmTZuYO3cu3333HSUlJSxdulRy8fn4+HDkyBGUSmUzg5iTk0Nubi4ajUaSTzKZTLi6uuLu7n5RclBtdc7Pht1up66uDoPBgL+/f7NV+f79+/n3v/+N1WqltLSU0tJS6eao1+uldHJn+4zMzEzGjRvHsmXLiIqKktL98/PzycnJwdfXl+uvv57o6Gg6duzItddey5YtW0hJSeHTTz/l888/JyAgQIor6fV6aTwqlUrazZ2aDNEe5t1gMFBdXY3NZmPx4sVoNBoyMzMZMmQIy5cvJyMjg/DwcOm77VQn12g0bN++Xer35BTOFQhO5ZzGafjw4af9u4eHB88//7z0+6233soPP/xw1mMFBwcDJ28E8+bNY9q0aZKB2rt3L1qtlk6dOp3P+K8ITV0barUauVwuqas7Yw1PPvkk6enp9O3bl5qaGmJjY6W2GVVVVdTX1/PRRx/Rs2dPkpOTKSwslI7bpUsXAHbt2iXdnCorKxk5ciR6vR4vLy+ysrIICQkhPDxcavXt5eVFeXk5VqsVT09PKQDddLynuiCh/dSancudajKZqKmpYefOnchkMrp06YLJZCI6Opqamhq2bNnCzp076dOnD3q9nsrKSgB69erFxIkTKSsrY8GCBXTp0oWOHTvi6upKTEwMOp2O77//nvHjx1NRUcGCBQuw2WxSMXRDQwObN2/GarUyYMAAPvroI5YvX8727duprKyU3ItlZWWSgohGo+HPP/9Eo9Hw22+/SY0o2zrOz0Cj0VBfXy8Vi/v4+JCfn4/dbicjIwOA5cuXS10InC01XF1dMZvNBAUFERcXh8PhoL6+XpRCCP5Cqzl7s7Kyzuv5Pj4+zJs3j5kzZ9KpUydsNhsbNmxoreFcUpp+gVxcXFCr1dTX10tB9o8//pjZs2czbtw4Nm3aRP/+/cnOzubZZ59t1oQQ4KmnnqKxsbHZznTjxo0MGjSIL774gkGDBiGTyVi/fj2jRo0iKiqKwsJCMjMzpXhSaGioJBFjtVqlAlLnOB0OBwaDQUoQuBpxZuLl5+dz+PBhSTanpqaGoqIi3NzcmDVrFl27dqWwsJC8vDypzUVmZiadOnWisbGRqqoq1q1bx7p166Rjjx49mpUrV0oJEk3VIQwGg7QDio6OJiUlhbq6Og4cOEBcXJzUFqa4uJgffvhBWnzFxsYyduxYVq9ezcqVK9tNMarzmpLJZPj5+WE0Gpvt/CoqKpDL5YwfP56vv/6a0tJSAGkhYDAYCAkJkVL5Gxsbqa+vBxDJEYJmtFoe54WseHx9fUlKSqK6uprly5f/pQ6kreN0r9XX1yOTyfD390elUrFx40YSEhJ4/fXXqaioICEhgfT0dCwWC5MnT+bWW29l6tSpvP/++81kazp16sTo0aP58ccf2b17Ny4uLkyZMoWRI0eyceNGVq5ciclkorq6WuoXlZ2dLaVEa7VaPD09pVopp8Fs2hgO/hcvaC83xFOxWq2UlJRgsVhoaGigsbGRQ4cOUVVVhUajITY2lvj4ePr374+bmxsHDx7k9ttvx2q1kpaWhkKh4K233uKZZ54BYNCgQSxZsoRnnnmG3r178/LLL0v1e97e3qxcuZK4uDhiYmIYMGAA4eHhpx1XVlaWpImoUCgk16FMJmPEiBF/ub7HjBmDyWSiqqpKyu5sT9hsNqmY2Wmwc3JyiI2NpVu3bsTExLB582ZiY2Ol3mQpKSl07NgRrVZLUVERdrtd6gvl3EU5d5eCvzdXtMigqqqKlStXsmbNmnaXseTs4VRdXU1jYyP+/v5ERERQWVnJrl27GD58OPv37wfAzc2NgoICdDodN954I927d5dqXtatW0dWVhbHjx8nOztb0nJLTEykpqYGm83Gli1b8Pf3Z86cOWzdupXy8nKio6Pp3r077u7uBAUFAf9Ln5bJZM0MUtPGcMBfjFVb4VRpnFONp91ux2q1kpeXR05ODu+99x7JycnExMQwd+5cysrKCAsLo2/fvoSFhUlipHPmzKGsrIz6+np8fX154IEHCA0NpWvXrvz888+YTCa++uorevXqxT/+8Q+WLl1KeXk5bm5uVFdXM2HCBKZOnYrBYECv1/Pvf/+bUaNGNYvndejQgUmTJvHGG2/QuXNnZs6ciU6nIy4ujqeeeoo777yTwYMHExcXJ6WuO0VgAY4ePXrZ5vliaPrZ5OXlUVxcTGhoqJR4U1NTg4uLCxs2bCAwMJDGxkY8PT3Jz88nMDCQdevW4efnJ8Xe5HI5Op3uL9es4OxERkZKblCZTPaXpJqrgVYzTheyCvfy8uLXX38lKSmptYZxWXDuRlxdXVEoFCiVSrRaLXa7nV9//RWbzcaNN94ouTS6dOmCTqfDarVKPYNMJhMlJSVSpmJkZCSRkZGYzWb8/Px47LHHuP7666Vut1arlaqqKj744APy8vJQKBRSK/jq6upmFyo071TqjHnI5XLkcnmzx9qSj79posfpcDgcktuopqaGefPmkZeXR3h4OJ9++ikTJkxgw4YNlJeX8+6773LnnXdy7733kp2djdls5pprrqG8vJzPPvuMkJAQEhMT8fPzY/369cDJVb2zDg1OGvv77ruPe++9l+DgYNzd3SkuLqZr164cO3ZMuiEHBQUhk8lYtGgRH374ITKZjNGjR7Njxw5WrVrF9ddfT1ZWluS+ctI0U629tCxvep2FhITg6ekpFeU3LagtKSmhoaGBjh07kpKSQkBAALW1tRw/fpwtW7YASMkizuOduogSnBln/ybnT3tLE28JrRZzevvtty/odWq1ulXOfzrjeLYb77mC603/f+pzna48nU6HRqPBarViMpk4fPgwP//8M0lJSXTs2FFqXV1cXExISAgmk4m0tDQOHDjA1q1bqaurQ6lUEh4ezoYNGwgKCsLHx0e6OQ8YMICtW7cSHR3Nrl27iIyMZN26dfTp04c777wTk8l0xi+zTCY7ow+/af3PxXK2eTx1Tm02W7Pf7XZ7s0xN57w6RXQbGhok42q32ykpKaG+vh69Xo+fnx8DBw5k2bJlPP/881RWVvLSSy9xyy23NHufcPImOGnSJK6//nr69OlDt27dyMnJ4ZdffmHu3Ll/KWVQKpVoNBpqa2v57LPP2L9/P6NGjeKLL74gPz8fHx8fEhMTycrKwm63M2TIEG699Vbef/99vvvuO7777jvgZEPNsWPHcsMNNxAQEIC/vz/V1dXS2JzG6e677+a6667jueeeu8hP43+fwam0dBFyru+F89o0GAxS52dn8bfzeWVlZdL/e/fujaurK3/++aekPzlr1iw++eQTSVXCSWtel4L2T4uNU2ZmJs8++yyHDx9utuJzJkJcf/31rT+6NkLT1goqlQqNRoPFYiEnJwedTofNZiMtLY358+eTmZnJvHnzqKioYNeuXcDJuIUzICyXy5s1prNYLJJbTyaTcfPNNzNixAjp8YEDB7Jhwwaefvpp3njjDSIiIvjggw+YPHmytNtqaoQux06osLCQ7777TkrugJM7v+uvv/6sQW2LxUJhYSEhISHNdBpLS0vJycmhc+fOuLm5SYapvLwcHx8f3NzcMBqNGAwGCgsLOXbsGLm5uVL93YIFC1i8eDF9+/bl0Ucf5ffff8fhcEhGrbi4mCNHjmC323n33XcZNWoUMTExfPzxx1Js6tChQ2zfvh04WR7g4eFB3759qaqqYvfu3Xh4eEg7nzlz5tC9e3cee+wxXFxc6NWrF15eXrz22mvU19ezdetWqqqq2LRpE9999x1yuZyff/4Zs9n8l11heHg4X3zxRZvawZ6LmpoaMjIy8PHxwWg0/mWBWV5eLhm1nJwc+vbtS0lJCcXFxdjtdlavXs2JEyeIi4sTuyTBGWmxcZoyZQovv/wyjz/+OBs2bGDhwoVtKqDuVERw9o05lzJC0ww2542hsbGR9PR0vLy8CAwMpLq6Gl9fX1atWsXHH3/M/v37UavV9OjRg+DgYIKDg0lPT2fbtm3k5uaiVqvp168fn3/+OQ8++CAACQkJvPXWW6SlpeHu7i6l0zfF39+fkpISSULHSW1tLXv37iUgIICoqCjgZPyqpKSEo0ePYjKZiIuLu6z6ZLNnz+bRRx894+q8T58+jBo1ir59+9LQ0ECHDh0ICAhg27ZtREVFUVxcTEFBAb1792bfvn289NJLrFmzBjc3NxITE+nTpw8JCQlERUVJGYwWi4WNGzfy2WefsXr1askF5uvrS58+fRg2bBhwcsczbNgw6XiAVFibkpLCzz//DEB6ejpyuRwXFxdee+01lEolcrlcMk5w0s3mzCaDk27S7t27s2HDBo4dO0ZaWpo0hiVLluDq6iq1LiktLZVUujUaDcHBwbi5uUkLlKaYTCYMBoOkXNEanO7aPl8aGxs5cuQIoaGh6PV6CgoK8PHxISMjAxcXF/bu3YtcLsdisfDee+8hl8txdXXFYDCcVqkjKSmJoqIi4OR73rBhA3a7XfoeOb9rQi1C4KTFV4LRaOTaa6/F4XAQERHBSy+9xKBBg3j55ZfP+6RHjx6lsrKS5ORk6SZxsTgVEZyrZTi7xlxDQ4MUMPfx8cHT05ONGzdKgVtfX1/mzp3LkSNHJJeEi4sLrq6ubNiwgbq6OuDkF69Hjx54enqSnp7Ojh07CA4OpnPnzuTl5ZGWloavry833XQTvXr1YsmSJX8ZS1lZmdTfSSaTUVhYiN1u59NPP5UC+q+++ipBQUGkp6dz5513EhwcTFFRETqdTtI1u5TY7XZ69+5NSkrKGZ/jcDjYuXNnMx25wMBAOnbsKDVEtNvtKJVKnnvuObZt2yY9r66ujh07djQzEAEBASQkJGC329mwYYOk3O6kvLxcit8VFBTQp08fbr75ZiIjI3n88ccpLCwkNDSUmpoaSktLeeWVV/j000+Jj4+XurgeOnQIV1dXjhw5QlxcHEVFRfj6+lJRUSFpGnbr1k3Sj9u8eTN9+vQhIiKCNWvWUF1dLe32tFotKpUKq9VKeXk5NpsNk8nEgQMHePfdd3nzzTepqqoCThbhOrP5brnlFv74448WfxYWi0XqgKxQKGhsbJQ0K9VqtZRYAKdPz25sbCQ/P5/Q0FBUKhUOh4PGxkYOHz6MVqslOjqazMxMDhw4QFVVlSSztX//foxGozR3hw8flq5n5+Lw1OvBmThRUFDQ7DFvb2/UajUFBQWUlZVRUFBAt27d8Pf3l1y5TT/rU99jS7gY96bgytNi46RWq7Hb7cTGxvLxxx8TEhIiBfzPh+XLl/Pcc88REhJCSEgIycnJTJ48GXd39/M+VlOc7gG1Wo3JZDqnu0Cr1XLixAkyMjKkCv7a2lr8/f3p0aMHb7/9Nl9//TXwP4klq9UqrdoTEhLIz89n1KhRpKamSlJOU6dOZdu2baSnpwMwc+ZMbDablN7tDLY3xW63849//IOEhASMRiNdu3Zl586dpKWlMWPGDEpLS8nNzWX69OnMmTOH8ePHk5CQQE5ODp6entjt9ku+eyopKWmW7nznnXcSFxfHK6+8ctbXFRcXS+43ZzrxmXDeTPz8/HjooYc4dOgQx44do6qqSlJ7t9lsWCwWQkJCmDhxIoWFhWzcuJG3334bmUzG4MGDmTlzJqtWrWL+/PnMnTuXkJAQvvjiC7p06cKLL77IlClT8PDw4JtvvqGkpITly5dTUFBAeHg4ffr0YfPmzdhsNiZNmkSXLl2Ij4/n+PHjxMTEkJSUJLUwMZvNDB06lF27dpGVlcWwYcP+UqvncDhYt24dhYWFp83Ik8lkbNq0iW+++aZFnwOcrCVy7kICAgLIzMyUdnJJSUl/Ebw9lfz8fOk6dCqYVFdXs23bNvR6Pa6uroSEhHDgwAFiYmIkg+Hj40NmZiYxMTHk5eWxaNEiamtrCQ0Npba29rTGQKPR0K9fP8xmszRGOOkB8Pf358SJE5SVlXHo0CFkMhk9e/YE/rqwzMjI4NChQ9J7PF+a7ib/jkro7VFrr8XG6cMPP8RgMPDRRx/xwgsvsH79ehYtWnReJ7NYLHzzzTdS2+offviBnTt38s477/D0009flIFqGkxtSVBVLpcTFxeHq6srarUaT09PPD096dChA66urowYMYK0tDTsdru0mnfu8JwxpvDwcH744QfMZrN081ywYAFeXl506NCBnJwcPvzwQxISEhgyZAiurq4kJCSwe/fuZmNxcXFhyZIlDB06lJiYGMLCwti+fTtyuZw+ffpIF9ENN9zAd999x7PPPkuvXr3Izs7GYrFQUFBAXFyctAq+FAoQ/v7+hISESDsnp+E+G66urkRHRxMQEECHDh3QarVSPczvv/8uqQYA0o53yJAhPPXUUyQkJFBXVycF259++mmWLl3K2LFj2b17N48//jh79+7l119/xcXFhTlz5rBr1y5WrVrFxIkTWbJkCQ8//DCHDx8mISGBoKAgqbC2Q4cO2Gw2oqOjmT17NnK5nKeffppbb70VmUxGdXU1jz32GIsWLaJXr16sXbtWGve+fftITk4mNTWVzz//nBtvvBG73U6fPn0kN+H//d//UVFRIe309Ho96enpDBw4kJtuugmZTMaECRMYOnQoxcXF1NXVSckzLcE5J85/Y2NjcTgcUs3cuRILnPVWTsOUnZ1NcHAwAwYMQKvVEhISwv79+6mvr6ekpISwsDBpd96tWzepPfvQoUPJzs6W5sbDw0OS72pKRkaG5Glwsm7dOoYOHYper5diVE75qNMtLJ3v7ULb2TfdTf4dky5ONUTtYQfZYuPUq1cv4OQHu3Dhwgs+YW1tLZmZmQwYMEBS5l6xYgVLly7lwQcfPOOkzZ8/n/nz5wO0ihim05g0vdib1loNHz4cd3d3evfujcFg4Ntvv2XRokXo9XruvvtuBg8ejEwmIyMjA4fDwaZNm1ixYgWHDx/GYDBI7pCOHTuyfft2srKymDlzJmPHjmXfvn3s27cPX19fwsLCKCkpoaioiB07dhAYGEh0dDT5+fl06NCB6OhoySg6HA4++ugj7rrrLv75z39KskdBQUHodDopLtVaNJ3zyspKcnJyWLhwIQ888MBpxXrVajW9evVi6tSpDBkyRNrl5OTkEBwcjEaj4ejRo+Tk5ODt7c3u3bulpBF/f3969epFXFwcKSkppKeno1Ao8Pb2xtPTkyeeeIKtW7eyceNGbrrpJt555x1KSkoYMmQIhw4d4rXXXuPhhx/m5ptv5o477mDu3LlUVFSQkpLChg0bSE9PJyYmBoA+ffpQXFzMs88+y4MPPsg///lPKaPOOZa5c+eyZMkSvvrqK1QqFa6uruj1em6++WZMJhNeXl7cfPPNUqzIbDbj4+PD3XffTb9+/fj+++9Zvnw5vr6+HDp0iH79+vHII49In2VwcDDjx4/njTfeAGgmonyua12pVDZTFFGr1ee1m3DKMgGStl1YWFizuJfTnRofH9/sO+lMZAkLC+O+++5j5MiRPPnkkxw4cEAyQAMHDpRkt4qKioiLi8Nms7Fr1y6plGLPnj2kpqZitVqpq6uja9eudO3aldDQUGln0/S85/seT319092koH3QYuOUkZHBu+++S05OTrOaDGeNSEtQKpU88cQTzJ49m5iYGAYNGsTAgQMpKChg5cqVUhLB6bjcYph6vZ5rrrlG+v8jjzzCI488Ij1ut9sxGAxER0fjcDjo2bMn06dPZ9WqVXz44YeSvtjOnTuZOnUqO3bs4N///jerV69GpVKRlJREenp6s92DM80YTra7drZvd2aJKZVKhg4dKqWlBwQEkJiYiFwuRyaTSUHrmpoaKR5xMZxuzqdMmcLYsWPZuHFjMwMVHBxMWFgYer0ed3d3KWZgsViwWCy4u7uj1+sJCwsjICCAkJAQxowZw7Fjx/jss88oLS1l8+bNrFy58owq9e7u7pjNZpYsWYJGo0Gv17Np0yaUSqWk4K7VarFYLJhMJo4dO0aXLl3Iz88nIyODfv36Se/rscceo1evXqxfvx5PT8+/rPgLCws5dOgQVquVyZMnM3bs2GZNNvv06cNXX31FRUUFAwYMoKSkBE9PT3JyctBqtTz++OM89thjfPPNN7z44otkZGSQmpoqtZ+pqqqSMjQdDkezOMrlvNZVKpVkqJqi1Wrp27fvWV/XuXNn/P39efvtt7nhhhuw2+14enqSkpJCYmIirq6u0vPz8vKQyWSYTCbsdju1tbXs27ePgQMHkpiYSFRUVKsmhZyKSFNvf7T47nX77bdLbcMvJoFh0KBBHD16lCVLluBwOBg8eDATJkzg888/Z//+/dINua3T9GKvr6/HarVis9kYM2YM1157LS+88ALffvstXl5eLFiwgIcffpiePXvy008/Se6q7t274+rqSmZmJhaLRUqhLiwspKKiApVKRVlZGevXr0ev1xMdHc327dspKChg9OjRhIaGSn1xnPGM6upqzGYzgLQTaG08PT2b1ROdDaVSSXx8PEajEaVSSadOnTCZTAQHB1NSUkJUVBSDBg2isbERq9Uq1Rf5+flRWVlJZWUlmZmZbNy4kYKCAiwWC1VVVURERODq6kp8fDzHjh1j8+bNwMnVco8ePbjpppsYM2YMTzzxBBqNhpdffpnGxkaGDh3K9u3bue+++3j22WdJTk6mvLxc6tdkNpv573//y+LFi6Xxzp07lx9++IGnn36a5ORkjEYjDoeDxx57DDi5E3Nzc+PLL79k4cKF3H333ZIXYOTIkZSVlfHjjz/y3nvvnXGebr31Vl577bWL/WguOzabjcbGRiIjI6mqqpLcc9u2bSMpKQmj0cjx48fZuXMngYGBUqwsMDAQPz8/vL29iY2NxWAwoFAo/pbxoJYQGRnZrO3F1agIcSotNk4KhYJ//OMfF31CtVrNxIkTkclkvPnmmxw5cgRXV1dKSkokGZ72RtNkDIPBgLu7O4sXLyY6Opq33noLd3d3Pv74Y1588UV27NjBnDlz+Pbbb9m9eze33347AQEBUrzN19eXoKAgGhsbcXV1JTg4mL1799K3b198fX1Zu3YtKpWKG264QXIfuri4EBkZiVKplHZOvr6+V9yv7Dy/i4tLs1Wrq6ur1OjvbOnDzgC7xWJh8ODBHDt2jOuvvx4PDw+OHj1KSkqKtHovKytj+fLlbN26le3bt/P444+j1+sZP348Pj4+zJgxQ3I7KRQKfHx8+Ne//sVzzz3H1KlTUSgUeHp68uqrr/LNN9+gUCi4//776dKlC8uWLWPz5s089dRTzJw5k+rq6mYLNKe7SqlUEhkZyYIFCzhy5AgvvfQSXbp0YdKkSUyfPp133nlHylrT6XQcPHiQ7OxsKcbZHo2Th4cHPXv2pEOHDuzfv5/S0lK6d+/Ovn37yMrKwmAwYLfbkclkeHt7U1NTg8Vi4R//+AeJiYmEhYVRX18veQfE7ub0OBUh/k6c0zg5azPGjBnDnDlzGDt2bLPture393mf1MvLiwceeIAuXbowb9481Go1//3vfy/ZSv9y4DRQcrmc2tpaZDIZTz/9NB4eHrzwwgvo9XpeeeUVMjMzue222xgzZgyLFi3im2++QavV0r9/f3x8fKirqyMtLY3k5GSWL1/OgAEDMJlMUiHqL7/8wnXXXUdAQACNjY0UFhZiMpkICwsjIiICpVIpzaPzYr7SRup0KBSKZnETaJ7665QygpNz261bN7p27SqtrKOionB1dSUwMBCr1UpwcDBms5no6Gj+9a9/kZ+fz8cff8y3334LnNzdXHvttfz44480NDSwcOFCXn/9dd544w0+++wzunTpQr9+/ejevTtFRUVs27aN2bNno1AosFqtqNVqvLy8ePfdd+nQoQP33HMPGzZsoLGxEZVKhVwuJzw8nPvuu4/o6GhWr17NiBEjuPvuuxkzZgzHjx//S6zWmQTy5ptvXlTfrSuJc+fUuXNn1qxZA5xM1Bg4cCAqlQqz2Yyvry+RkZEsXrwYV1dXqfYtJiZGKrQWskWXl/aQvXdO49SzZ89m9SXvvvuu9Jiz0+WFoFKpGDZsmJRY0J63800/ZFdXV+RyudQU8L777sPV1ZXnn38eNzc3li1bxuHDh5k3bx7/+c9/GDVqFDNnzmT9+vXccccdxMTEoNVquf/++3n88cdZsGCB5IvPzMykoKCAMWPGSLE/Z+8mFxcXSktLpeSI9o7RaKSkpARAek9NtQOd6c6VlZV4e3tjtVrR6/VERESg1+tRq9UsWbKEN998k4aGBm644QaWL19Oeno6r732GnFxcXz66acsXryYtLQ0Nm/ezKZNm5qNQSaTSfEvk8lEUVERGo2GuXPn0rlzZ1JTUxk2bBi9evUiNzcXmUxGQkICVquV0aNHM3/+fJYsWYKLi8tpU8XtdjtTp07ln//85yWezUtHZWUlx44dk4rLY2NjOXjwIKtXr0ahUHD48GH8/f2xWCzMmjULd3d3Ghsb6d27t6RC7uPjc1Vcs+2J9pC9d07jlJ2dfUkH0BoFuG0Fu91ORUWFFIx3d3ensrISd3d3OnfuLLnndu7cydGjR+nduze9e/fm008/5csvv2Tp0qWkpKTw0ksv4e3tTffu3dm7dy/BwcHI5XIpFXrcuHGYTCZsNhtVVVXExMRInUadfZ3amqjr+aLRaKQd4Jl2FeXl5WRlZeHu7o5araaiogJ/f3/0ej1VVVUoFAqmT5/OmjVryMrK4o8//sDV1ZVff/2VDz/8UEpGefDBB9m1axclJSXs27eP2tpaKisrOX78OEePHpXS2FetWoXRaGTFihV07tyZiooKSktLue666/jiiy+aSRO5ubkxY8YMioqKWL169V8KVJ1cf/317fpzgpMxV6ciRmBgIJmZmZLig5O0tDQcDgd1dXUkJCRI/bREewzBmWhxzMlkMkktG2QyGYMGDeKhhx5qNeHW9oxzV2k0GrFardKX1Waz4enpyZ9//snevXsZNGgQO3bsYOjQoURFRUk3R6PRyCOPPEKnTp145513+PDDD7nttttITU2lT58+7NmzB19fX1JSUoiOjqaurg6bzYZaraZ79+4EBgaSm5sraR46d6GnW42e2hW3rRYmOhNOznbjdmoc1tTU4OnpSVhYGF5eXlRWVqLRaCgpKcFut+Pl5YWHhwfPPfcca9asQS6XEx8fL0kOzZs3D7PZzDPPPCNlaG7dupVZs2ZhMpn4888/eeaZZygtLeXPP/9k+/btvPvuu9LYunTpQk5ODl27diUrK4vy8vJm7cnLy8sZN24cy5cvl1KxZTIZdrudu+++m8DAQIYMGXKJZ/TS4OnpSXx8vKQ0bjQacXd3p6GhAYPBQHl5OQqFgp9++kmSFnN3d+fAgQPEx8djsVgkF257X1C1Jpc7AaItuvlabJzuvfde3NzcJBfEsmXLuOeeeyQF5r8zTdtU2O12tFottbW1mM1mcnNz+eSTTxg8eLD0RX3xxRcJCQlpdgxfX1+mTJlCQUEBX331lVTsescdd7BlyxbCw8P5/fffCQgIID4+npqaGoxGo9Tg0CmMCrS4HUZbK0w83+JhDw8PunfvjsFgwN/fH7lcTmlpKfX19ZI8jrN3kNMdOnHiRLKzs6WFg4uLCyEhIcyfPx+VSsULL7xAbW0tM2bMQKlUEhcXx0cffcTatWtJS0vj5ptvZt++fcyaNUsao8lkkhQSnJ9Hhw4dAPjpp58oKiri3//+N9HR0ZKqio+PD2vWrOHw4cOMGTOmXTYbhJPueX9/fyoqKlAqldTV1dG5c2cpnqhSqfDz82PXrl1ERUWRlZXFiBEjuPbaayWjZDKZpIVVW7gO2wKXOwGiLbr5Wmycjh49KjXPAxg2bBhdu3a9JINqrzhjZyaTiZqaGnJzc6WgfVpaGiNHjuTw4cM89thjfPLJJ6cVgR0/fjw6nY7FixfTvXt3qf6mR48eXHPNNSxYsIBDhw4xZswYKioq8Pb2xsXFhc6dO1NZWYmfn1+zhJWz0d4LE+VyuaTsYbfbqaurk26Wvr6+uLi4YDAYSExMRK/XY7fbMZvNhIWFodPpKCkpITc3l4cffpiGhgbmzZsnNTEcPHgwq1at4sCBA/Tu3ZuwsDD279/frM2Dl5cXZrOZW265hcjISLZu3cqzzz7LU089BZy8wfTs2ZO1a9eyYsUKJk+eLL02Pj6eWbNm8dhjj1FXVyel/7dH1Go1er0ei8WCSqWS9AOdZGRkSDsmf39/HnjgAanVjPMaNpvN7fY6bA3+jqni56LFxql79+7s3LlTKszbtWsXAwYMuGQDa0807Yzr6uqKm5ubtJvp0KEDb7zxBv/+97/57bffePDBB1myZAljxozh5ZdfZvDgwRQXF0u7nvLycm6++Wauu+46FAoFs2bNwsfHh27duhEfH8/evXuZNGkSX331FTExMcjlcnx8fFCpVFIBakuNk7PnU1tYJV0sBoNBUlMICAiQDFNdXR06nU4Sd3U4HPj6+lJWVkZ4eDju7u5ERUUxYcIEysvLWbNmDaNHj+att95i0KBBLFq0iEceeQR/f3/S09NZtGgRHTt25JlnnuGuu+6ioaGBDz74gB9++AG9Xs+BAweYP38+kZGR/Pe//8XDw4OwsDDee+89unXrJsUG4eR3SKfToVarLyjr9Upwqlu4oaEBq9XKoEGD+PTTT5HJZBw7dozjx4+j1Wqpr6+XBHSd6u9paWnEx8dTV1eH1WrFbDb/7RMirrZU8dMZ2/N1E7bYOO3atYvFixcTHh4OQG5uLp07dyYxMRGZTMaBAwfO68RXE01bTDuVEHQ6HQkJCWi1Wq699lqqqqr4+uuvmT9/Ph9//DGffPIJjz76KP369WP8+PEMGjRIUj53rpqMRiMpKSnceuut0or91VdfZcyYMXz88ceMHz8ePz8/Bg0ahLu7O/X19eeMAV4Nhuh0aLVaSVzXaXCdrk21Wi21DHcG5cvLywkNDSUyMpK0tDS6du3KLbfcQmJiIt9++y333XcfycnJHD16lHvvvZejR4/y22+/kZWVRbdu3aS4lp+fH7Nnz2by5Mncfffd+Pj4sHXrVvbt2wcg7XxramooLCxsJpGVmZkptdRojxgMBinOGhISQt++fTl27Bh2u53ffvsNtVrNH3/8wYkTJ/Dw8EClUqHX69m4cSPFxcUkJSWhVqv/lrGmtr5TOjUGdbrHz2ZsTjW2F/L5ttg4rV69+rwPfiqpqal4eXmdVi6lPePs3AonU5yrq6ulhnVZWVlYLBZ69+7NDTfcwMiRI3nnnXf46aef+Pnnn5k7dy6PP/443bp14/bbbyc0NFRaXa9evZqGhgZuueUWGhoaaGxs5LnnnsPb25s77riDiIgIjEajpCbhbNXg7+9/xq6+VytyubyZcLCz2aBOp6OhoYHq6mo8PDykWrLQ0FD8/PxYu3YtWVlZkihrSkoKt99+O3fddRcpKSmMHTuWHj16MGvWLHJycsjJyaGmpobq6mrq6uqIiYlh1qxZREdHS52MbTYbu3fvluqYzGYz//rXv4iPj5diSxEREURHR3P06FEpZb69odVqsdlsFBYWUlRUxLXXXsvOnTuJiYmRUugTEhJ45plnuPbaa5k8eTIBAQFUVlZKjRd9fX3bXDLO5aCt75TOtcu5HPeUFhfhntpS2UlL3RF//PEHI0aMYOzYsbz99ttSwLiltLbwa2virL/RarWUlpZSXFyM0WhELpeTl5dHYGAgQUFBRERE8Nxzz/HAAw+wePFi/vOf//DQQw/x+eef88knn/D8888DJ1WzhwwZwrZt2wgNDWXYsGHIZDJeeOEFDh48yNSpU+nbty8dOnQgPz+fsLAwFAqFJKNUX1+PXC6/6BVpW57zc3Gq6KdzVwUnC4CdWXTO1H+VSkVKSgoZGRlotVreeOMNXnrpJX788Ud+/PFHAMkAeXt74+fnh4eHBz/99BO33HILDz/8MMeOHeO6667DYDBQXV1Nbm4uPj4+vP/++812TE7i4+P59ttvqaura9Zduj3Nu9FopK6ujtLSUnx9fRk1ahSbN29m/vz5DB8+HLvdjk6no7CwkMLCQrp160bnzp2JjY0lLCzsqiklaQ03lqA5512E6/zSO1sztKQI12g0snfvXr788ksOHDjAK6+8wosvvnheBupyC79eCAaDAavVKq0G5XI5DQ0NhIaGEh4ejlwul+pdnKtFlUpFUFAQ4eHhhISE0L9/f9LS0liyZAk6nY6XX36ZiooKPvzwQ+kLP2nSJDp06IBKpSIqKkr6TPz9/SW5mLM1m2sp7WHOW4JcLpcWV87eV04ljaSkJCn2ptfrCQoKwt/fH6vVygMPPEBxcTF6vZ4RI0aQmJjIqlWrWLNmDWazmczMTCorK5HL5cyaNYvQ0FC6devGfffdR1JSEoMGDeL3339n4cKFfPDBB38ZV9MEgKZit+1l3p3Xu6enJ3379sVms7FlyxZsNht//PGHtKiqqKhgwoQJaLVaevXqhaenJ1qttt10vT3V8MBfjU9ruLHaE5cj9fy8inCdIpxNV3ktQaPRMH78eCIjI5HJZPzjH//g1Vdf5fnnn7/g/ixtEefNxqkSUV9fLwXdbTYbx48f58UXXyQxMZEpU6Ywd+5cPvvsM7KysggKCqKsrAyDwcCyZcswGo38/vvvLF26lMceewy73c6gQYOYMmUK7u7uKJVKHA4HZrOZwsJCQkJCUCqVzWSU/s7ZT6fSdHHlTByxWq24u7tjMBgwm81ERkYSGRnJsWPH8Pf3JyIiAl9fXyorK6UEF2etk9NtBydVEaZMmcJ1113HSy+9hFqt5ssvv8TDw4P33nuPuXPnMnr06L+IGhcUFKBUKqUxtTecY3ZKaa1du5bly5ej0+n47rvv2LdvH++88w7vvfceJ06c4J577mH48OE4HA48PDyw2WySon5b5nQuuLY+5kvNqYbIeW930hoxtBYvXT7//HNmzZpFfn4+3bp1Y+fOnfTv319SLTgXTXsNzZ07lwcffJDXX3+dOXPm8NNPP6HT6VqsdN3WcH4oziZszgvZ+f/6+nrMZjO33347druduXPn8uijj7Ju3TqSkpJ47bXXuOmmm/j222957bXXpB2mc25HjRoltSBXKpVER0fT2NjIsWPHUCgUZGdnk5ubS79+/VCpVNI4BP/DmU3pjA06F1harZby8nIaGhpwc3OjoKCA3bt307VrV6655pr/1955R0V1dW38QdpIlaICUgREkS4q0ZiAoBFiwYKCxii4LEEsn4rYyxs1mnx+iWAsQVFij1FRQCFiQQOCAioWEEQBsSBSR9oA4+zvD965LyAgDAwZeO9vLddyZu48nHvm3rPv2WefvaGgoAAOh4OCggJs27YN/v7+zCzMxMQEK1asgJ2dHXr27AkAiI6OBo/Hw6hRo9C9e3cmA8LJkyeZEiJA7c394MEDSElJQVZWtskyIZJGw7VM4cxcRkYGx48fh7y8PMrLyzFjxgycOnUK/v7+iIuLw4ABA2BgYMDUfZKXl2fKnnRFJHFTqzgRx7m12DgFBAQgMTERw4YNQ3R0NNLS0rB58+YWfffDhw+Mb7m4uBhqamoIDAzE2rVrMXz4cLx//x4RERGinYEEIhAIIBAIUFJSgpSUFFRXV2Pz5s1ISUnByZMnceDAAVy7dg1r1qzB9OnTkZubizdv3iA4OBiqqqqYOnUqXF1dAdRWDL1z5w5UVVUxduxYGBgYgIgQGRmJV69eYcSIEZCVlUVlZSUyMjJgamraadwlHUllZSXj6gT+s5bTs2dPmJmZIScnB9XV1TA0NER1dTVMTU1BREhNTUV2djYiIiIQGBgIV1dXLF68GNOnT0d+fj4UFRVRUVHBVIPdv38/wsPDkZaWhqysLCbbdnx8POLj4xttW3V1Na5evSrmHhAPlZWV4PF4KCgoQFhYGIYNG4aYmBgmT+GYMWOQnp7OrImqqanh3bt3qKioABHhw4cPXfJ67YiZRVenxVcFh8NhwpSrqqpgamrK1BBqDoFAwBimjRs3wsbGBpMmTYK0tDRMTEzw8uVLxMbGwszMTMRTkDyEoeVJSUnIzc3FiRMnkJCQgEOHDoHH4+Ho0aP45ptvMH/+fADA2bNnsW/fPlRVVeHUqVNMX5w9exbx8fHw9/fHH3/8gfT0dBw8eBBycnJ4+fIlM9gKN4MqKioy0Xr/jRFQzdFww7EwQEJJSYmJ6issLASHw2Gu15ycHISGhiIsLIwpFBgWFobi4mIcOHAA3t7e+Pbbb9G3b1/Y2tris88+g52dHZKSkpCZmQkOh1PPHdS9e3csWbIEqqqqcHd3x6ZNm/DHH3+AiBAUFNTBPdI+8Hg8lJWVISAgADU1NVi5ciUqKipw9+5dTJs2DW5ubjA0NGT6qV+/ftDX14eUlBTev3/faYsANjYzao6uPGsSFy0ewXR1dVFSUoJJkybhq6++wsSJEz+5P0O4+AwAq1atQkxMDCZOnAhpaWmUlJQgLy8PN2/eZKqDdiX4fD4UFBRgaGjIlOC+e/cu7t27BwAYN24cgNooxm3btsHc3ByXLl36aF1CWKBwz549uH//Ph48eIB+/frB3t4eU6dOhaamJqqrq6Gvr8/suhdu6GX5D8JBUBiooqKiwlTsBWrdUr1794aysjJ69+4NTU1NGBoawsLCggncERqamJgYKCsrY926dZg6dSpMTEwQExOD1atXw9PTE5mZmUzV3LpUVlYyf6dfv34YMmQIo9lZ0xdxOBzIy8szbsnAwEAsXrwYFhYWWLNmDQDA2dkZXl5eiIyMhJaWFpycnJgI085aKiQ7O5vZfE9ErPERAy2eOQnDaf/1r3/B0dERXC4XLi4uTR5f1zCtXLkSKSkpuHr1KmRkZJhyzitXrmQSYXZmGi6WCgQCpligvr4+Ll68iIULF2LPnj2YPHkytLW1sWbNGvz888/w8/ODqakpU+tG6I9PT0+HrKwstLS0ICsrywyQOTk54PP5TOoo4X4RYQ65iooKdO/e/b8qcqg9KC8vR01NDd69ewcVFRW8efMGJiYmGD16NHR1dfH8+XMkJSXBzc0Nb968wfjx45n1o27dusHa2hrDhw9HWFgYevfujezsbEyaNAkGBgbIzMxEVVUVMjIycOTIEQDAnj178OTJEyYS1tPTEwcPHvwnu6BFNLzWhZua3dzckJubi7CwMOTm5iIoKAgqKiooKSmBgoICuFwutLS00KtXL/Tv35+p/MxemyxNIZLvx8HBAa6urkydoUaF/22YfH19kZqaivDwcMjIyDAROgC6hGFqjG7duqFnz57Q1dWFQCCAqakpoqKi4O3tjfPnz2PcuHF4+fIl3N3dUVpaCisrKxQXFzO5x44dOwZ7e3sMHz4cx44dY7JnA0BKSgri4+OZGYAwO3lNTQ3jnhIIBMjLywOfz/+He6JzkZeXh6ysLERGRuLRo0eIj4+HvLw8LC0tsWvXLowYMQLnzp1DSUkJzM3NMXr0aHh5ecHZ2RkAEBYWhp49eyIvLw96enq4cOECDh8+jPDwcFy5cgXdu3dHnz590KdPHyatkXCwd3d3/ydPXWRkZWUhJycHHR0d+Pr6wt3dHcnJyVi+fDm0tbWhq6vLGPu+ffsiJSUF6enp4HA4nSJSj+WfQ6wrkTk5OUhPT0dYWBhjmLrKpruG1C0/AdS6iWRkZBh3TUFBAbNnpW/fvjA1NcXr169hbW2NM2fO4M8//4StrS2++eYbfPbZZxg7diyysrIwevRoAEBoaChkZGRgZGQELpfLlIPQ0NBgsqALb/jCwkLm73bm6sIdiUAggIqKCqSlpVFeXg4OhwNFRUUUFRWhoqICaWlpUFZWhomJCd6+fftRclMlJSXIyspCV1cXOjo6ePToEbS0tNCnTx84OjqCz+cjICCgyawALVm/lTSICK9evUJxcTG4XC5iYmLw/PlzJmNKUVER81BVUFAAPp8PHo+Hd+/eQSAQwMLCosuOByxtR6yr5vr6+vVmTNLS0hKdsqMtCHPrCaOQ6ia0FBYFjI2NBQAYGxtDW1sb2traCAoKQkhICPz8/FBWVoaVK1fiq6++AofDwW+//QZtbW1wuVwcP34cY8eOxbBhw1BUVITLly8jMzMTxcXFqKioQHZ2Nt69ewcigoaGBnR0dKChofEP94rkIFwb+PDhA8rKyj4K3Rb+dhwOB1JSUlBRUUFhYSEzQ83MzMTly5chJSWFgQMH1kvgqqioiIEDB2L48OGYPXs21q1bB1NTU+Tn52PSpEmIi4uDv78/Bg0ahCVLlmDJkiUIDQ3Fl19+yXgRDh8+3KH90R5UVFQwwT/du3fH06dPcffuXSgoKOD69euwtLREUFAQKioqmIrFmpqaKC0tRUlJCQoKCrrseMDSdsQewymctgufkISZJboSdTdRClMG5efn4+XLl1BSUoKamhrU1NSY87azs8Nff/2Fhw8fQl1dHTo6OpgzZw68vLxw7949XLt2DadOnQIRYd++fXj8+DGKioqgq6vLZNVWUVGBsrIy1NXVmXBloRtPuFbF8jF1Q8rrRompqKhAIBBAX18f6enpePHiBbp3744ePXpAWVkZ586dg7m5Oc6cOQNTU1MYGxtj/fr1UFRUxMGDB5GYmIhbt27BwsICRUVFuHDhAhwcHHDhwgXcvXsXTk5OmD59OmOMXF1dYWRkxKQ1unz5MrNXSpJpmBaKiKCgoABlZWVkZ2dDQ0MDhYWFWL9+Pc6cOYMffvgBS5cuRVlZGQQCAfLz89GnTx9oaWl9FM3IwlKXDt1gcO3aNRw9ehQmJiYwNzfH5MmTO/LPi5W6IbHC2Yuw8GB5eTkAMDMZWVnZRmeRwqdyZ2dnxMfHM8ZG+JSvrq4ObW1t2NjYgMvlQkNDA9LS0pCRkYGioiJ4PB4qKiqazIPI8p+S7w2jxKqrq5nfw8DAABwOB8rKyujRowdUVFRQU1MDS0tLphzJhAkTMGrUKAC1WyuSk5PrrfGpqKigb9++zIODmZnZR+H92trazP87Y7nybt26QU9PDwoKCtDQ0EBNTQ1UVVVRWFgIJycnvH37Fr///jtzvJycHOTk5GBgYMBk5pCRkemUoeQs4qfDjFNERAT8/PywZMkSVFVV4dy5czA1NcXAgQNb9P3OlAxTuOtfGGqvpKQEaWlpJmt2SEgIs89j3bp1sLGxgY2NDWRlZZGcnIxDhw7h9evXMDc3R2pqKnODm5mZYfDgwZCTk6s3uCopKTEZONqzLk5n6vNPUXcG39hgKKycKzRKhYWF4PP5yMnJYX6/2NhYbNmyBQBw//59jB49GgoKCkyJ8gMHDkBFRQXGxsYwNjZGTU0NcnNzAQC5ubmYPXs2U3ImLy8PycnJjba1M/V7w1m68EHs3r17TBmd8PBwVFdXQ1tbm8k72atXL/B4vE6Ztomlg6AOID8/n6ZOnUpXr14lIqK3b9+Su7s7Xb9+XSS9wYMHt2fzOozk5GQaNGgQASAZGRlSV1cneXl5AlDvn5ycHKmrq5OioiIBIA6HQ5MnT6aSkpIOa2vDPu6sfd4Wqqqq6NmzZ1RVVUV79+4le3t75jdp7J+cnBypqak1+Xlz/3788cdG+7gz9XtwcDDJycmRlJQUc40Lz09XV5cSExOZ/pQkPnWtd9Aw2aVp2Ictua47JI2ApqYmlixZAmtrawgEAmYTYlPpXLoq1tbWuHfvHpKTk7Fo0SLo6+s36oJTUlKCrq4upk2bhvPnz6OgoAAhISH1FuFZxI+cnByMjY0hJycHHx8f3Lx5E4WFhYiKisKiRYugpaUFdXV1eHl5ITQ0FEVFRSgqKkJhYSESEhJw4sQJ+Pj4NLohV4i6ujr+/vtvrF69uuNOTEx4eXkhLS0Nrq6ukJGRwWeffYatW7ciISEB2dnZGDJkCNOfLCyfQurfVk1sUIMACOHrbdu2gcvlYufOnQgPD4eysjJGjhzZIk1NTc1mb/jmyM/PF9vCs7i0/wnd7OxsFBQUMK8b63O2L9tXt2GfA2271hujvc9fHP3Z0W381LXO9ln76zV2rX+EOKZwDeHz+cz/i4uLiYjo1KlTtG/fPoqKiqKhQ4fSs2fPOqIpYnWTiEtbUnXZvhS/bnvT3u0Ux3lLWhslrT0doSkJemIPiKib+HXTpk2wsrLC1KlToaSkhDlz5sDKygqHDx/ucqXbWVhYWFhER6xrTg0Tv/79999MzaZu3bpBVVUVJ06cgIWFhTibwcLCwsLSyRDbzKm5xK8AMHbsWCQnJ3f4ZlFh+evOpC2pumxfil+3vWnvdorjvCWtjZLWno7QlAQ9sQdE+Pr64smTJ/Xy60lJSbH1hlhYWFhYmoRN/MrCwsLCInF0WCg5a5hYWFhYWFqK2H1rDRO/srD8k4jrWUzMz3gsbYD9bTon7MIPS6tIT09HfHw8ampqPio70RZu376NY8eO4fbt26iurm43XSFv374F0P5Vge/evQuBQNDlMu13JQoLC0X+rqQaNnHdh+2p9ezZMyQlJaGqqkqk74vdrSeJCAe/9k6jIi7dK1eu4OnTpxAIBFiyZEm7lR1prW5ISAjWrVvHVHMdMmQIvLy8mIS2ohIWFoYNGzZg0KBBKC8vx44dO2BiYtImzbpERkYiODgY27dvZ8rdtwdv376Fvr4+PDw8cPjw4U5X2bk9rqOEhATU1NQw6Yrayp07d/D+/XvIycnBwcGhzXoRERHYunUrzp07xyRibg11o44lBXHch0+fPkX//v0BoF2WYC5evIh169ZBQ0MDWlpa+P777xn9FtMu2387EWfPniU3Nzf66quv6OLFi1RUVCTRujExMaSpqUlBQUE0YsQIWrx4McXExFBNTU2H6lZXV5O7uzvFxsYSUe35rly5ktavX09cLlfkdhQUFNCYMWPo0aNHREQ0Z84c+vPPPykvL48qKytF1hVy+/Zt0tPTo2vXrn302YcPH9qkXVRURM7OzjRw4ECaNm2axCU0bY4bN27Q5s2b6dSpUyJfq3/99Rf17t2b1q5dS4aGhvTrr79SaWmpyG2KjIwkU1NT2rp1KykoKNDly5dF1iIiio2NJWNjY4qMjBTp+1evXqXZs2fT1q1bKSQkpE1tISIm8W1bEMd9GB4eTt27d6cZM2Yw79XN6tNabt26RQMGDKB79+4REdHChQtpzpw5rdaRrEcCMfP06VNs2LABvr6+mDNnDgIDA3H06FE8f/5cInWB2ifTxYsXY+7cubh69SpUVVVx9uxZJCYmdrju+/fvkZGRAQCYPHkyxo8fj+rqapw8eVJk94eMjAwqKyuRlpaG9+/f48aNGzh69CiWLVuGbdu2MSUYRCUjIwOzZs2Ck5MT3rx5g0uXLuHo0aMAajeCt6WOkpqaGlxdXREZGQkiwoIFCxATE9Pm30bc/PXXX/Dx8UGPHj2wZcsWhIaGtur7RISqqiqcOnUKu3fvxvbt2xESEoLQ0FD89ttvqKysbHWbHj58iBUrVmD//v3YsGEDNm/ezJQsEZV3797Bx8cHLi4ueP36NS5cuIBLly4xxSabIyIiAkuXLsXw4cOZYpNPnjwRuS1XrlyBnZ0dVq1ahWfPnomsA7TvfVheXo49e/bA398fcnJy+PbbbwHUxgi0xcW3Zs0aDBo0CADw/fffo6ioqPXuPZHNYyfk9u3b5ODgwLyOi4ujefPm0e7du+n9+/ci68bHx4tFl4goKiqKnJ2dKT09nYiIeDwerV27lhYtWiSSnkAgIKLap0IXF5dW6UZFRdGECRPo77//JqLap6sTJ07QzJkzGV1ROHPmDNna2tJnn31GW7ZsISKia9eukaenJyUnJ4usS0QUHR1NPj4+lJOTQ4MGDaLVq1fT4MGDycPDQyS9jIwMSkxMpIqKCiIi2rJlC/3v//4vERHZ2dmRlJQUhYWFtanN4iQzM5MGDBhAV65cISKiI0eOkJ+fHyUkJNDbt29bpfXjjz/S+vXrmdnS48ePydHRkfbs2dPqdqWkpND9+/eJiOj169ekpKREnp6eZG1tTfv372+1HhHRuXPn6Ouvv6b09HQaOnQoLV++nAYNGkSbN29u9lzbu8RPRUUF/fjjj3TkyBHy9fWlWbNmUUZGhkhaRO1/H75+/ZpKS0spPz+f3NzcaObMmSK3Tdge4SyOz+fTy5cvycbGht69e0dEtd6SlvBfZZyIiGbNmkWnT59m3Fe3bt0iFxcXkVwI5eXlRFTrHvLy8mo33ZycHOLxeFRaWkrV1dW0dOlSCgoKojdv3hARUWVlJQ0dOpSCg4NbpXv79m2KjY0lgUBAb968oRUrVtChQ4darFtZWUm//vorzZ8/n27evMm87+joyAwsolJUVEQrV66k8PBw5r0pU6ZQaGhoq7WEBpeotobWhAkTaNu2bfTzzz8z7w8bNowCAgJapRseHk6WlpY0cuRIcnd3p6dPn9KTJ0/I39+fcnJyyNDQkIYNG0Zubm5UXV3d6nZ3FM+fPyciopcvX5KysjLNnTuXXF1dafXq1fTgwYMW60RERJC3tzclJycz131SUhIZGRmJ/FAhHGiDgoIYPRUVFYqLi2u1VmFhIfn5+ZGfnx/t2LGDiGrP3cHBgU6fPt3sd2/evEn5+fmM63fdunX0ww8/tLoNQjIzMxnD4e3tTbNnz653nbYGcd6HBQUFNGXKFMZA3b17l548eSKyXk1NDZWWlpKTkxMRER0/fpy8vb2Zh7vm6PJuvTt37uDmzZtISEgAAIwcORJxcXGIjY1FTU0NPv/8c0yfPh1BQUH1ymx/isuXL2Pv3r2MC2Pw4MFISEhos+6lS5fw9ddfY8mSJZg3bx7evn2LWbNmISYmBpcuXUJaWho4HA4mTJjQqoXay5cvw9PTExwOB1JSUtDW1sYXX3yBW7duISIiokW6HA4HM2fOhLW1NXbs2IEDBw7gyJEjyMvLq1dyXBTU1NTg5OSEc+fOISoqCmFhYcjKyoKVlVWrdC5evAgbGxvMmDEDQG0NrbFjx+LQoUPIysoCl8sFUOsOaU05+7i4OKxcuRJHjhxBdHQ0NDQ0sHPnTujr6+PXX3+FqakpfvvtN8THx6Nbt27Iy8trVbs7Avq3y8fIyIh57e/vj6CgIAQEBCAjIwOpqakt1vn666+hpKSEgIAAPH78GGVlZRg8eDBcXFxEdvNKS0tj0qRJmDt3LgQCAQYPHgxPT0+RFujV1dXRr18/JCcnIzk5GYWFhTAyMsLIkSObLNcgbLe9vT00NTWZgJHu3bujuLgYQG1l3xs3brSqLYaGhozW/v37weFw8MMPP6C8vBwnTpzAhQsXWqwlzvtQQ0MDgYGBkJWVhampKTw8PBqtHN1SZGRkoKSkBD09Paxduxa//PILfHx86lXybhKRTWInICIigvr160fz588nV1dXWrJkCRER7dixg/7nf/6Hjh49SkS1ro1Zs2a1eBEwIiKCrKysKDo6mnmvtLSUNm/eTMuWLRNJVyAQUE5ODllYWFB0dDS9ffuWfvrpJ9LV1aUXL15QYmIirVixguzt7Wnp0qXUq1cvSk1NbVF7Y2JiSEdHh3FL1F04jYmJabVuVVUVXb9+nTw8PMjT05NZ+GwrxcXFFBAQQPb29jRmzJhWP32XlZWRs7MzBQYGkqenZ70F3gMHDtCYMWNo165dtGnTJjI1NW3VE+GtW7fqzSjfvXtH48ePJyKiS5cu1XuClSSacvM0Fgyybt068vf3b/T4tLQ0iouLo+rq6o+uZz8/P/L29qZly5bRzz//TDo6OpSVldVsuxrTa6xNJ0+eJGtra3rx4kWr9YQEBwfT4sWLycvLi3bu3EkGBgb09OnTJrXau8RPXb26wSdr1qwhS0tLMjAwoJSUlBbrCRHXfUhE9Msvv1Dv3r3p4cOHbdIRCARUVVVFRkZGpKen12y/N6TLGic+n08eHh6MoeByuTRs2DAmauTYsWM0c+ZMcnBwIAsLixb/sCkpKdS3b18KDAwkotppcEpKCnMziqorbPP8+fPp1atXzKDyyy+/kJ6eHr18+ZKIiP7++286ePBgq3zWe/fupWnTptGDBw8oOzubZsyYQfPmzSMPDw969eqVyLp8Pr/NEW+N8f79e5Ejjxr6z6dPn858FhMTQ2FhYbR+/XpKS0trlW5TfvT8/Hwiqr2+JNGV1zD6sqnf68iRI2RhYdHo4HHu3DkaMGAAOTk50axZsyggIOCj3+f69evk7+9PPj4+nxxom9MTto/L5TJtevz4sch6QjIzM+nkyZP0008/Nfvb1+2fjRs30pkzZ4io1qXL4XDIzs6OiSxtCXX1NmzYQGfPnmWM1aFDh6hHjx6fPL9P0d73YVFREY0ePbpVLt5PERwc3Orz7LLGiah2wVZonIQMHz6cli1bxrx++PAh5eXltVgzKSmJFi5cSAcPHqTIyEgaNWoUubu7k6OjI61ataqeroKCAhHVDphubm5ERHT//n26dOlSPc2MjAxKSEiggoICcnd3p59++qne5zt27CBra2vavn17i9sp1E1JSaHc3FzatWsXeXt7U58+fSggIIDu3LlDW7dupTFjxrQpFFySEfrPhQbqwYMHjDFuC0I/uqOjIxH9x49eVlbWZu32JCIigtzc3Gj79u317oO6A1lZWRlFRESQmZlZo4NHc6HLJSUlHx3/qS0OrdG7fv06ZWZmtptew3Nv7jM/Pz9ycHBgzufSpUvUu3fvVj28NadXXFxM27dvb1cD0J60xzaOuogSqNHljFPdRcZjx46Rubl5PZdAfn4+TZkypVVPPw11Y2NjadmyZWRkZET79+9nXHJOTk713DuKioof6QQHB9eLiBMustvb29OiRYsoNDSUDAwM6hmirKwssrW1ZaLCWoJQ98svv6R58+ZRbGws7d69m5nxEdUuiM+ZM4d4PF6LdSWF6OhoGjdu3CePy8/PJy8vL+rfvz8ZGxszM9DmMDAwYGZEzeHp6Ulr1qwhW1vbNrs/2ps7d+5Qv3796Pjx43Ty5EmysrKitWvXMp/XHTgrKiqYoJi6GBgY0Js3b8jFxYVxaX748IFu3LhBfn5+tH//fjIwMKDIyEi6ePEiEX16EKqurv5ILzQ0lPT09EheXp4WLVpEcXFxTKTcp2hMr277iGoDgYQPhC1xc/r6+pKLi8tHhjY3N7dFbfqUnvCzpmbaLbn+WnqNNkdUVBTZ2tqShYUF2draNroX8J+kSxkn4WayumHCGzZsYNZthHh4eNDt27frfXfixIlka2tLZmZmzACuqKhIq1atImNjY+rWrRuNHj2aHBwcyNDQkHbu3EkhISEUHBxMrq6u5OzsTCoqKjRv3jxGU2icsrKyyNzcnKqqqkhPT480NTXJ2tqavv/+e9LQ0GBmcvPnz6eePXsyG0dHjRpFhoaGZGZmRmpqavT9998TEdGzZ8/I2dmZbG1t6Ysvvvho7aThJrjvvvuOFi9eTERUzxAdP36cHBwcGL96Z6KlxonP57faf/6pG78tfvSOIiYmpt61mJubS4aGhrRu3TrmvStXrtR73RBhPzQVuvzNN9+Qvr4+HTx4sFHj1hQN9bhcLm3atImGDh1K3t7edPr06Tbp1W0fj8drld6KFSvo66+/ZgxJW11mjel9io4yTvfu3aPXr18TEdGjR49IR0enTXrtTZcxTg0Xw+uuNWzYsIGsrKzot99+o23btpGpqelH7oLCwkIiqn2KNDc3p4KCAgJAISEh5OzsTDY2NqStrU0eHh6UnJxM1tbWVFFRQcHBwaSlpUXBwcFka2tL/fv3p8TERCL62DgR1Z853bp1iyZOnEg7d+4kotpFdiUlJcrKyqILFy5Qjx49aN68eWRjY0N6enrMcU5OTsyAePv2bca9JKSxxfsJEybUy2AQFBREVlZWbfZ3tzcJCQlkaWlJlZWVVFZWRmZmZo3OcqOjo+nLL7+kSZMm0cCBA+m7775jBhFFRUXauHEj2dnZUUREBJmbm5O5uTlZW1vTggULmAHC29ubBg8eTGZmZrRp0yZGW3jjV1RUkLOzMx04cKDRtoriR+8okpKSaMKECcx1TVRroAYNGsSEURcVFVF2djYRNf5wJuyHtLQ06tWrF5mYmJCRkRG5ublReXk5jRw5kvr06UObNm2iQYMGkYWFBfOgdOfOHRo+fDjZ2NjQ8OHD663zNBUKPWDAAJH22DSlN3LkyFaFa7948YLGjRvXKkPSVr3m+j0rK4sGDBhAs2fPJktLS6bfhce0tt+bQyAQkLq6ukR5UbqMcSJqfjE8JCSE9u3bR3Pnzm10sNu8eTNZWVmRlZUVqaioUHx8PMnJyZFAIKDXr1/T6tWrae3ateTm5kYzZswgVVVVIqodoD7//HMaMmQIPXr0iDZu3Ei7du0iok8bJz6fT2vWrKGdO3cyi+wcDofu3LlDu3btoqVLl1JNTQ2VlJTQ8uXLaefOnVRaWkocDoesra2Zf6ampvXO5VOb4J4/f07Lly9v0/4FcbJ+/Xry9fUlHx+fJtfZoqOjSV5enp4/f058Pp9Gjx7NLF4DYAbg1NRUGjt2LONCWbhwIR05coSI/vNAwufzycHBgfH/GxgYUFZWFo0aNYo5tjHasvG4I1i4cCENHTq03ntBQUG0e/fuj45t7OGs7iAJgJYvX04uLi70+eefk4eHB5mZmZGuri6jt3fvXpo7dy4R1c6GhIPylStXaMqUKfX+XlFREe3Zs4dcXFwoMDCQfv/9d9LR0REpzU1TemZmZq3eWCz8TdtqmFqq15J+F66nzZkzh3lANTAwEKnfm+LMmTM0atQoEc9SPIi12GBHI0zsqKSkhMDAQCxYsAAzZszAqVOn0L9/f9ja2mLhwoUffe/GjRu4evUq4uPjoaCggJEjR4LH40FWVhZSUlLQ0dEBh8OppytMq/PmzRt8+PABp0+fhpGREf78888WJ9OUlpaGoqIiBAIBiAg9evSAlJQUevXqhaSkJDx58gQ1NTVQVVVlviMQCNCjRw8kJyc3qytMAinUVVdXR8+ePXH8+HE8evQI//rXv9qcsFVcbNq0CUOHDgWHw8Hu3bubPM7Ozo7ZszNjxgzExsZi6tSpkJaWhpubGwDg2rVruH//PoYOHQoAqKysRK9evQAAf/75Jw4cOAA+n4/c3FykpqYy+6omTpyIVatWYebMmU3+fUnNRF5dXQ05OTns27cP48ePxxdffIGzZ89CS0sL+fn5SE1NZTKpC89h9+7dOH/+PADg5cuXTHocIXp6evjxxx9x69YtbNmyBXFxcQgNDcXkyZMxZcoUALV7/UJCQgAAXC4Xnp6eyMjIgJSUFGpqaurpqampYf78+TAzM0NgYCA4HA4WLFiA/Px8kc65Mb3jx4+jd+/erdJp7xI/n9JrSb+PGDECAPDtt99i9+7dWLlyJQCI1O+NkZKSgtWrVyMqKkqEMxQfXco41UW4mczPzw8DBgzAhw8fmtw4x+VyoaamBgUFBaSlpeH27duf1A0LC8OAAQOYTZ09evRAZWUlLly4gMOHDzf5fWVlZZSWljKv+/bti4sXL0JGRgZPnz4Fj8fDTz/9hLt37zK5rUpLSxEeHo7vvvsOKioqMDQ0xJkzZzBt2jQQER4+fAhra+tG/17DTXBRUVEIDg6WWMMEAEVFRSgrK0NNTQ14PB4UFRUbPa6hcRC+5nA4zGBARPD09MSOHTvqHZuVlYX/+7//Q2JiItTU1ODl5QUej8d8PmLECERGRuKbb76RWCPUGAKBgMmKv2PHDvj6+iIkJAQ+Pj6Qk5PDgwcPcPbs2XobrZt6OKuLlJQU5OTk4OjoCD6fj7179zK50+Tl5QHUDsDCDecbN26Eo6Mjzp8/j+zsbIwcOfKjtgr17O3tISUlhaNHj4psnBrTk7Rs4g1pab839VrUfq/Lq1evMHnyZBw9ehTGxsbtcFbth2T/em1EU1MTVlZW4HK5OH/+PHR1dRs9zsXFBXw+H1ZWVti4cSOGDRv2Sd1u3bqBy+Vi8eLFsLe3x6xZs2BjYwM3NzcMGTKkye86OjoiNTUVNjY2OH36NNzc3FBUVAQbGxvs3bsXMjIyCA0NRVhYGDw9PRnNL7/8ktE4ceIEDh06BGtra5ibmzebuJOIUF1djZiYGJw4cQJ//PFHq7MudDQLFizA1q1bMXPmTKxevbrJ4xISEpCVlQWBQIDTp0/jiy+++OiYUaNG4ezZs3j37h2AWsP34sULvH//HoqKilBVVUVeXh4iIyPrfW/Lli3Q0NCAj49P+56cGKlb3mHVqlW4ePEiHB0d8euvv+KHH36An58fIiMjYW5uXu97LXk4y8nJQXx8PIDaGWfd67ExuFwu+vTpAwD4/fffmz1WWlq6XQ1Je+uJi9b2+6lTpxq9xhtqtrTfS0pKMG7cOOzYsYOZnUkU/6hTUcyIYzNZQ92GoeFtRVyL7JK8eF+XI0eO0OTJk4mo1k9vZ2fXaIhrdHQ0OTo6kru7e6MBEXX5448/yNramiwtLcnW1pbi4+OJqDYU3NTUlMaOHUuTJ09mgkiEPn+BQEBeXl7k5+cnxjNuH1oSCt0UPB6PXFxcyNLSkqZOnUoODg4UHR1db+1D2MeWlpY0ZcqUegvzwqixxMREJgFyXFwcmZiY0Oeff04bNmwgAwODZttgYGBAampqpKioSH369BEpY0Jn45/ud2Fpkrrr163Z8yluunyxQR6PBw6HIzbd33//HUlJSdizZ0+76FI7FRLsKF0WycLX1xdPnjxBWFgYZGRk2qVwXHZ2NsaPH4/Hjx+3UytZWsJ/e7932TUnIeIwTHV1vby84OXl1W664jIgrGHq+uTk5CA9Pb1dDRMLyz9Fl585sXRuHj16hFmzZtV7T15eHnfu3PmHWiTZCGfIkmiYLl++/NEaoqGhIROtxiIeOmu/s8aJhYWFhUXikPyQFhYWFhaW/zpY48TCwsLCInGwxomFhYWFReJgjRMLCwsLi8TBGicWFhYWFomDNU4sLCwsLBIHa5xYWFhYWCQO1jixsLCwsEgc/w9MPk4YBfra1AAAAABJRU5ErkJggg==", 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", 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", "text/plain": [ "
" ] @@ -390,7 +390,7 @@ } ], "source": [ - "medians, err_low, err_high, count, c_bins, result = structure_function(\n", + "sf_result, result = structure_function(\n", " data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " coords=mao_rm_tab['coordinates'][mao_rm_tab['included']],\n", @@ -414,49 +414,49 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-11-01 17:12:51.774 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-11-01 17:12:53.675 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-11-01 17:12:53.710 INFO structurefunction - structure_function: Computing SF...\n", - "2022-11-01 17:13:07.148 INFO structurefunction - fit_data: Fitting SF with a power law...\n", - "17:13 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir'\n", - "17:13 bilby INFO : Search parameters:\n", - "17:13 bilby INFO : amplitude = Uniform(minimum=-59.39935402665864, maximum=471.1876374210877, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", - "17:13 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", - "17:13 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", - "17:13 bilby INFO : Single likelihood evaluation took 1.422e-04 s\n", - "17:13 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", - "17:13 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", - "17:13 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" + "2022-11-07 14:04:07.099 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-07 14:04:09.998 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-07 14:04:10.063 INFO structurefunction - structure_function: Computing SF...\n", + "2022-11-07 14:04:32.609 INFO structurefunction - fit_data: Fitting SF with a power law...\n", + "14:04 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir'\n", + "14:04 bilby INFO : Search parameters:\n", + "14:04 bilby INFO : amplitude = Uniform(minimum=-52.035011894175796, maximum=464.9494929780924, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "14:04 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "14:04 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", + "14:04 bilby INFO : Single likelihood evaluation took 1.576e-04 s\n", + "14:04 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "14:04 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "14:04 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[Kit= 3175 logz=-114.463908053260\n" + "\u001b[Kit= 3219 logz=-114.1911086409369\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "17:13 bilby INFO : Sampling time: 0:00:10.283431\n", - "17:13 bilby INFO : Summary of results:\n", - "nsamples: 3576\n", + "14:04 bilby INFO : Sampling time: 0:00:13.769841\n", + "14:04 bilby INFO : Summary of results:\n", + "nsamples: 3620\n", "ln_noise_evidence: nan\n", - "ln_evidence: -114.036 +/- 0.123\n", - "ln_bayes_factor: nan +/- 0.123\n", + "ln_evidence: -113.771 +/- 0.124\n", + "ln_bayes_factor: nan +/- 0.124\n", "\n", - "2022-11-01 17:13:18.273 INFO structurefunction - fit_data: Fitting results:\n", - "2022-11-01 17:13:18.274 INFO structurefunction - fit_data: amplitude: 180 ± 20\n", - "2022-11-01 17:13:18.275 INFO structurefunction - fit_data: x_break: 10 ± 10\n", - "2022-11-01 17:13:18.276 INFO structurefunction - fit_data: alpha: 0.10 ± 0.04\n", - "2022-11-01 17:13:18.277 INFO structurefunction - fit_data: Fit log evidence: -114.03632025719673 ± 0.12312562391847354\n" + "2022-11-07 14:04:47.401 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-07 14:04:47.402 INFO structurefunction - fit_data: amplitude: 180 ± 20\n", + "2022-11-07 14:04:47.403 INFO structurefunction - fit_data: x_break: 15 ± 9\n", + "2022-11-07 14:04:47.404 INFO structurefunction - fit_data: alpha: 0.10 ± 0.04\n", + "2022-11-07 14:04:47.406 INFO structurefunction - fit_data: Fit log evidence: -113.77116114103981 ± 0.1240670676073616\n" ] }, { "data": { - "image/png": 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", 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", 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", + "image/png": 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", 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", 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", "text/plain": [ "
" ] @@ -498,7 +498,7 @@ } ], "source": [ - "medians, err_low, err_high, count, c_bins, result = structure_function(\n", + "sf_result, result = structure_function(\n", " data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " coords=mao_rm_tab['coordinates'][mao_rm_tab['included']],\n", @@ -537,7 +537,7 @@ }, { "data": { - "image/png": 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", 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ICh/oGhGmrhFhhASAoEDXEwDAiKAAABi51PV06tSpVt8TEhKiHj16tLUeAICfcSkoYmJiFBMTI0fjdZ/NqKur08mTJ71WGADAP7gUFElJSdqzZ4/xPUOHDvVKQQAA/+LSGMX27du98p6gdbxAWpYhnf1MOl6gp76Yo+i61rvrACAQuNSiiIyM9Mp7gtLxAun1qZK9VnrjPql8l2LsF3T7udcljbe6OgBos1aD4q9//askyeFwaMWKFZo9e7bGjRvn88ICxqaHGkLCYZfKdkn2aoVJyjj/v1ZXZjTtpYYW4No5mRZXAsDftdr19Oijj+rgwYOqqKjQP//5T1VUVLRHXYFj5nop7l+ksCjJXi1JqlG4Vnb/sbV1AYCXtBoUBQUFOnfunCIjI5WcnKy77767PeoKHBUfS+W7nCEhSSGqV/KFIutqAgAvajUoOnfurMcee0x9+vRR586d26OmwNLY9SQ1tCpCw9VJdmWcf9/augDgEp6ulePyndlDhgzRokWL3C4s6M3cIKXfI3XuLf3bcmnoTFWFROuZHr+yujIAcGrLWjkuB8WsWbM8Ki7odbtCuvVp6aFjUvJk6danlX3FWh2MGGJ1ZQDg1Ja1clwOCtNd2egYpr203Xm1FIDA0pa1clyeZtzW+AkAgIDTlrVyXA4KWhQAENg8XSvH5a6nxYsXu10UACDwudyiGDx4sHbv3q0nnnhCJ06ckN1ul8PhkM1m0759+3xZIwDAQm4thXrnnXfqqaeeUkpKikJCWPMIADoCt4Kib9++mjhxoq9q6fCYfwmAP3IrKB577DHdd999uummmxQREeHcftttt3m9MACAf3ArKFatWqVDhw6ptrbW2fVks9kICgAIYm4Fxd69e7V//35f1QIAcFF7dlW7NSKdkZGh4uJiX9UCAPBDbrUo3n//fb322muKj49XREQEl8cCQAfgVlBs3rzZV3UAAPyUW0ERFxfnqzoAAH6Ku+YAAEYEBQBYKBCm7281KLZu3arZs2erqKhIkpSbm+vrmgAAfqTVMYply5Zp1apVWrRokU6dOuUMDABAx9Bqi6Jv377q0aOHli5dqi1btmjXrl3tURcAwE+0GhTjx493Pl6yZInuvvtunxaEAHe8QFqWIZ39rOljAAGr1a6nSZMm6emnn26y7dLnDz74oHer8lB+fr7y8/NVVVVldSkd0/EC6fWpkr1WeuM+qXxXw+P3fivd+nTr+wPwSy5d9XT27FmdPXtWu3fv1osvvqjy8nKVl5dr+fLlfjWlx4QJE5Sbm6vo6GirS+mYNj3UEAwOu1S2S6qtbnhcvN7qytCBeXJVkV9fifR1Sz267pSSa/a2S6vdpRvuFi5cKEm6+eab9eGHH6pbt26SpJycHE2ZMsV31aFVfrWGxcz10huzG0LCXt2wLSxKGk9rAt7hV+d7M3xe30Wt9h+FLtEg+2HV2+wK8XGr3a37KE6ePKnw8HDn8/DwcJWUlHi7JrSDczV2/ePLahWeOO29g1Z8/HV3U/U32xx1DSc3gLa7qNU+qPaQolSjEEedavev8+nHuhUUM2fO1LXXXqucnBw99thjGjFiBIPbAajwxGkVf3JGpaerdeeKHd4Li8aTWGpoSYSGS3UX6HrCZfy6a8efzVwvxf2LakMiFWW7IEmqdoTrb1fO9+nHuhUUCxYs0KpVq9SzZ0/16NFDq1at0q9+9Stf1QYf2XGsUg5Hw+Nae712HKv0zoFnbpDS75E695b+bbk0dGbD4ymveuf4QEf3dau9U/1556YQ1euaOt+uE+TWpICSFB8fL7vdrvPnz+vs2bMqKCjQyJEjfVEbfCQjobdsNsnhkDqFhSgjobd3DtztioZ+0sa+0uTJmlY+RdoirZ3jnY8Ags25GrvOVNeq8MRppcf1NL/5olZ7jcJlU70ibHb1K93k0xrdalGsWLFCI0eO1JgxY7Rw4UKNGTNGOTk5PioNvpIe11NXf7u7BvSM0ur7Mlo/OQH4hNvdwBe12l/o8Qu923lMu7Ta3QqKZ555Rrt27VJcXJzeffdd7dmzR3379vVVbfChrhFhiukR5VZI+GQAHOjA3O4Gbmy1P3RMH0Rdr1eifyI9dEyK922vjltBERkZqcjISElSTU2NrrrqKh0+fNgnhcG/+GwAHAEvEAamm9xv0J4zBrQyU0FjN7Dk5W5gL3NrjCI2NlZffvmlJk+erH/9139Vz549FRMT46va4Eea++VDlxUCQcK5D/WLs4813G/QnjMGuDBTQWM38JnqWv1++lC//X/KraBYt67hWt2cnBzdcMMNqqqq0tixY31SGPyLzwbA0Sp/v8nMnxWeOK17q5apk61WIapXXelOhdZ9fcVQ8foWg8KtAeaWXDpTQeP9RZd8bteIMHWNCPPbkJDc6HpyOBwqLS11Ph81apQmTpzY5AY8BC8GwNsuELpogs2OY5W668LD+qD+KlU7wr8JCcOMAV7rZv36ngeFRQX8TAUuB4XNZtPkyZN9WAr8nScD4IA3uXtBRUZCbyWG/ENDQ446b1CTZJwxoC33GTWpL4hmKnBrMDsjI4P1KIAg1l6tHk+uoPPkl356XE8tjvyjwm32hg0uzBjg6QDzpfVVb/hZ0MxU4FZQvPvuu8rMzNSVV16p1NRUpaSkKDU11Ve1AQgGl1z5U/374fr8k5Nud+14+kv/N30W62+dx7k8Y4Cn3ayX1rcm6bmgmanArcHsTZt8e/cfAO/wmwHwZq78iai9oJ+EvqlH7bPcuoLO0wsqqkJ76ZXoH2vMnNUNG5Int3q1kycDzJfWl3rVICmu6UwFgboui0stimuuuUaSFBcX1+w/F78HAJyaWaMkRHUaH/qBJPe+8P39ggp/r68tXGpRfPTRR8YuJofDwapyAC7XwholL0XO1YDOUW7fO+Dvl5L6e32ecikoDh061Op7QkND21wMYAW/6aYJRi1c+ZNev197e2QF3RdqsHIpKBq7l4D2wpd3kLh0jRJHnVR3QRnn32+YpwgBwa2rngDgUsZLXVtYo+SZHqxjE0jcXo8CABo13jvgcEh3rthx+SBuM2uU6NandZA71J08bTW3Z2vbpRbFyZMnfV0HgADks9US4VdcCoqLp+64/fbbfVULEDA8uYPZ0/U82rQOSCvTXLdVoEyTjbZxqevJ0fiTQdKxY8d8VgwQrFrtovHyftLXazC8nmOc5rqtAmGabE+6aLiIoimXWhS2xp8MlzwG4BpPu2ja0rVz75lll93sJofdONeQJ60XJosMfi4Fxd69e9W9e3d169ZN+/btU/fu3Z3Pu3fv7usaAZc4u4N83N3iCU+7aNrStfNEr9+4Nc01qxiiJS51PdXV1fm6DsAr2qO7xROedtG0pWunv72s5Wmukydf9v72XMUwEK708YS/1+cp7qNAUPGku6W9eNpF4+l+zr+F5NPptRH8XAqKXbt26dNPP3U+/8Mf/qBJkyZp3rx5OnXqlM+KA9zlbndLsDpXY9dPwhbq8+9N9/n02gh+LgXFnDlznEueFhQU6Je//KXuvvtuRUdHKzs726cFIrC16dJODxi7WzqIxrGGvV9GamTxrSqcVvjNFNcPHZPiR7a4LwPTaI5LQVFXV6devXpJktauXavs7Gzdfvvt+o//+A8dPXrUpwUicFkxOOpud4vPNDOgHl3XPq1vboKDt7kcFHZ7w1KCf/vb33TjjTc6X2vcDlzKii+sRb0WW7+qWONiPV8caRhQ//rx7edeb5ePZ6wB3ubSVU8zZszQqFGj1KdPH0VFRen666+XJB09elTR0dE+LRCBy9MVydqiKrRXs3MLmZyrsetMda0KT5z2TpfLpYv1fN0NlnH+f/VK9I/bfvxWBMJNcAgsLgXFggULdNNNN+mTTz7RzTff7Lzprr6+Xs8995xPC0TgCoQvrLbc+dyiFhbrWdnV9yHRKFgX0IE1XJ49NiMj47Jt3/ve97xaDIKPv39h+eTegRYW60m+UKQPoq5v27EBCzDNODo0n3SPdbDFeoL1JjN8gxvu0KH55N4BFutBkKFF4QP8wgosXu8eY7EeBBmXgmLixInG1zdu3OiVYgAAvuPpj1iXgmL79u0aMGCAZsyYoREjRjRZnwLWSq7Z23CT2dmtUsXhhv7xmRsaftXCZ7x+SS3gx1wao/j000/1m9/8RgcOHNADDzygrVu3qk+fPho1apRGjRrl6xrRkuMFmn/qUcXYy5rc2KX3fmt1ZUGN6bjR0bgUFKGhoRo7dqxee+017dixQ4mJicrKyuIeCqttekihsitMdX43U2owY4oMdDQuD2bX1NTo7bffVl5enkpKSjRv3jzddtttvqytw3G7O2Pmeh16bqq+e+GQItycKdXfB9z9uWunve84b8//Vv5+XsAaLgXFPffcowMHDuiWW27RwoULNXjwYF/X1eF4dIdwxccNIaGab7YZFqYJFD65W9qLPL3jnC9hBCqXup7+67/+Sx9//LGeeeYZZWZmshSqD3jUnfF115Mk1YdGWjdTqpcFQtcO03GjI3EpKOrr63X27FnnP2fOnNGZM2d0+vRpLVu2zNc1dgiezPi594bX9Lr9BlU6uumnF+7X54lT23+mVB9g9lPAv7jU9XTmzBm98MILKi8v16RJkzR69Gi98MILWrp0qYYMGaK77rrL13UGPU+6M97/NFRP2WfpUfsshdqk731rkObOeKEdqvUtT7t2/Hlco73RzQVvcikoZs6cqZ49eyozM1Mvv/yynnzySV24cEHr169XWlqaj0vsONy9Q9iKabzbi7t/C38f1wACmUtBcezYMe3fv1+SdN9996lPnz46efKkunXr5tPiYBYI03i3F5/MAgtAkotB0alTJ+fj0NBQxcfHExJ+wt+n8W4vwdy6AqzmUlDs3bvXeXWTw+FQdXW1unfvLofDIZvNpjNnzvi0SPgHf+73pnUF+I5LQVFXV+frOoA2o3UF+AbrUQAAjAgKAIARCxehw/PnsRfAH9CiAAAYERQAACOCAgBgRFAAAIz8PijWr1+v2bNna9KkSdqyZYvV5QBAh2NJUMyaNUv9+vW7bAGkzZs3a9CgQUpMTNSSJUskSZMnT9bLL7+sV199VWvXrrWiXADo0CwJinvvvVebN29usq2urk5z587Vpk2bVFxcrLy8PBUXFztfX7RokebOndvepQJAh2dJUIwcOVK9evVqsm3nzp1KTExUQkKCwsPDNX36dG3YsEEOh0Pz58/XLbfcomuuucaKcgGgQ/ObG+7Ky8s1YMAA5/PY2Fh98MEHeu655/TOO++oqqpKR48e1f3339/s/rm5ucrNzZUkffHFF+1SMwB0BH4TFI7GxQQuYrPZNG/ePM2bN6/V/bOzs5WdnS1JGjZsmNfrAy7G3dzoSPzmqqfY2FiVlpY6n5eVlSkmJsbCigAAkh+1KIYPH64jR47o+PHj6t+/v9asWaPXX3/d6rLQRvzyBgKfJS2KGTNmKDMzU4cPH1ZsbKxWrlypsLAwPf/88xozZoySkpI0depUJScnW1EeAOAilrQo8vLymt0+btw4jRs3rp2rAQCY+M0YBQDAPxEUAAAjggIAYERQAACM/ObyWG/Iz89Xfn6+qqqqrC4FAIJGULUoJkyYoNzcXEVHR1tdCgAEjaAKCgCA9xEUAAAjggIAYBRUg9no2JhXCvANWhQAACOCAgBgRFAAAIwYo4BfYrwB8B+0KAAARgQFAMAoqLqemOsJALwvqFoUzPUEAN4XVEEBAPA+ggIAYERQAACMCAoAgBFBAQAwIigAAEYEBQDAiKAAABgRFAAAI4ICAGDEXE8AAKOgalEw1xMAeF9QBQUAwPsICgCAEUEBADAiKAAARgQFAMCIoAAAGBEUAAAjggIAYERQAACMCAoAgBFBAQAwIigAAEYEBQDAiGnGAQBGQdWiYJpxAPC+oAoKAID3ERQAACOCAgBgRFAAAIwICgCAEUEBADAiKAAARgQFAMCIoAAAGBEUAAAjggIAYERQAACMCAoAgBFBAQAwIigAAEYsXAQAMAqqFgULFwGA9wVVUAAAvI+gAAAYERQAACOCAgBgRFAAAIwICgCAEUEBADAiKAAARkF1Z3ZHtHZOptUlAAhytCgAAEYEBQDAiKAAABgRFAAAI4ICAGBEUAAAjAgKAIARQQEAMCIoAABGBAUAwCiopvDIz89Xfn6+qqqqrC4FAIJGULUoJkyYoNzcXEVHR1tdCgAEjaAKCgCA9xEUAAAjggIAYERQAACMCAoAgBFBAQAwIigAAEYEBQDAiKAAABgRFAAAI4ICAGBEUAAAjAgKAIARQQEAMCIoAABGBAUAwIigAAAYERQAACOCAgBgRFAAAIxsDofDYXUR3ta1a1ddddVVVpfRoqqqKkVHR/vtsT05hjv7uPLe1t7T0ustbf/iiy/Ut29fl+qzCudF284LT17jvPjm2CUlJaqoqGj+jY4glJ6ebnUJRrNnz/brY3tyDHf2ceW9rb2npddb2u7v54TDwXnR1vPCk9c4L1w7Nl1PFpgwYYJfH9uTY7izjyvvbe09Lb3uy7+tr3FetO288PQ1f+cP50VQdj0NGzZMu3fvtroM+BHOCTSH88I1QdmiyM7OtroE+BnOCTSH88I1QdmiAAB4T1C2KAAA3kNQAACMCAoAgFGHCopjx47pBz/4ge644w6rS4HFvvrqK91zzz2aPXu2Vq9ebXU58BN8RzQvYIJi1qxZ6tevnwYPHtxk++bNmzVo0CAlJiZqyZIlxmMkJCRo5cqVviwTFnLnHHnzzTd1xx136OWXX9bGjRutKBftxJ3zgu+I5gVMUNx7773avHlzk211dXWaO3euNm3apOLiYuXl5am4uFj79+/Xrbfe2uSfzz//3KLK0V7cOUfKyso0YMAASVJoaKgV5aKduHNeoHlhVhfgqpEjR6qkpKTJtp07dyoxMVEJCQmSpOnTp2vDhg16+OGH9dZbb1lQJazkzjkSGxursrIypaWlqb6+3oJq0V7cOS+uvvpqCyr0fwHTomhOeXm581ehJMXGxqq8vLzF91dWVur+++/Xnj17tHjx4vYoERZr6Ry57bbb9MYbb+iHP/xhQE/vAM+0dF7wHdG8gGlRNKe5ewVtNluL7+/du7eWL1/uy5LgZ1o6R7p06aJVq1ZZUBH8QUvnBd8RzQvoFkVsbKxKS0udz8vKyhQTE2NhRfA3nCNoDueFewI6KIYPH64jR47o+PHjunDhgtasWaOJEydaXRb8COcImsN54Z6ACYoZM2YoMzNThw8fVmxsrFauXKmwsDA9//zzGjNmjJKSkjR16lQlJydbXSoswjmC5nBetB2TAgIAjAKmRQEAsAZBAQAwIigAAEYEBQDAiKAAABgRFAAAI4ICAGBEUAB+YtOmTVqwYAGz2cLvEBRAG6xbt042m02HDh1ybqurq9MDDzyg5ORkpaSk6NixY5ftV1JSoqioKKWlpTm3FRQUaPjw4dq+fbuqq6uVlpam8PBwVVRUtMe/CtAiggJog7y8PA0bNkxr1qxxblu8eLESEhJ08OBBzZs3T8uWLWt23yuvvFJFRUXO56GhoVq9erWSkpIUFRWloqIiJqqDXwjoacYBK507d07vvfeetm7dqilTpignJ0dfffWV1q1bp8LCQklSfHy83n77bZeOt2jRIl+WC3iMoAA8tH79eo0ePVqpqanq0qWLPvzwQ5WWlqq0tNTZpXTq1CmNHj3a2kKBNqLrCfBQXl6epk6dKkmaOnWq8vLyVFRUpMcff1xFRUUqKirSzTff3GQcAghEBAXggcrKSu3cuVNjx46VJE2bNk1r167VqVOn1LlzZ0mS3W7Xli1bWGoVAY+gADzwl7/8RePGjVNERISkhrGIb33rW+rVq5d27NghSfrd736n8ePHKz4+3spSgTZjjALwQF5envbt26eBAwc6t1VWVio9PV179uxRYmKiMjMzlZuba12RgJcQFIAHtm3bZnUJQLuh6wmwQGhoqKqqqloc6G684a62tlYhIfxvCmuxFCoAwIifKgAAI4ICAGBEUAAAjAgKAIARQQEAMCIoAABGBAUAwIigAAAY/T9VTcNO8mON0wAAAABJRU5ErkJggg==", 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" ] @@ -548,8 +548,8 @@ ], "source": [ "plt.figure(figsize=(6,6), facecolor='w')\n", - "plt.plot(c_bins, medians, '.', label='Median from MC')\n", - "plt.errorbar(c_bins.value, medians, yerr=[err_low, err_high], color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range')\n", + "plt.plot(sf_result.c_bins, sf_result.med, '.', label='Median from MC')\n", + "plt.errorbar(sf_result.c_bins, sf_result.med, yerr=[sf_result.err_low, sf_result.err_high], color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range')\n", "plt.plot(mao_sep, mao_sf, 'X', label='Paper SF')\n", "plt.xscale('log')\n", "plt.yscale('log')\n", @@ -576,111 +576,26 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-11-01 17:13:23.089 INFO structurefunction - structure_function: Sampling errors...\n", - "2022-11-01 17:13:25.101 INFO structurefunction - structure_function: Getting angular separations...\n", - "2022-11-01 17:13:25.133 INFO structurefunction - structure_function: Computing SF...\n" + "2022-11-07 14:04:53.006 INFO structurefunction - structure_function: Sampling errors...\n", + "2022-11-07 14:04:55.827 INFO structurefunction - structure_function: Getting angular separations...\n", + "2022-11-07 14:04:55.888 INFO structurefunction - structure_function: Computing SF...\n", + "2022-11-07 14:05:06.528 INFO structurefunction - flush: Grouping triplets: 0%| | 0/23 [00:00, 'steps': 20, 'enlarge': 1.2}\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[Kit= 2961 logz=-97.68661128704\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "17:14 bilby INFO : Sampling time: 0:00:09.111096\n", - "17:14 bilby INFO : Summary of results:\n", - "nsamples: 3362\n", - "ln_noise_evidence: nan\n", - "ln_evidence: -97.263 +/- 0.118\n", - "ln_bayes_factor: nan +/- 0.118\n", - "\n", - "2022-11-01 17:14:12.878 INFO structurefunction - fit_data: Fitting results:\n", - "2022-11-01 17:14:12.879 INFO structurefunction - fit_data: amplitude: 570 ± 70\n", - "2022-11-01 17:14:12.880 INFO structurefunction - fit_data: x_break: 15 ± 9\n", - "2022-11-01 17:14:12.881 INFO structurefunction - fit_data: alpha: 0.14 ± 0.05\n", - "2022-11-01 17:14:12.882 INFO structurefunction - fit_data: Fit log evidence: -97.2633090676323 ± 0.1177774236637834\n" - ] - }, - { - "data": { - "image/png": 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", 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" } ], "source": [ - "medians, err_low, err_high, count, c_bins, result = structure_function(\n", + "sf_result, result = structure_function(\n", " data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2,\n", " coords=mao_rm_tab['coordinates'][mao_rm_tab['included']],\n", From 25f535f9f2d28303c3f1db6a840d172f44eed5df Mon Sep 17 00:00:00 2001 From: "Thomson, Alec (S&A, Kensington)" Date: Mon, 7 Nov 2022 14:15:36 +0800 Subject: [PATCH 18/21] Finish example --- example/example.ipynb | 87 ++++++++++++++++++++++++++++++++++++++++++- 1 file changed, 86 insertions(+), 1 deletion(-) diff --git a/example/example.ipynb b/example/example.ipynb index 39f9ba4..8a0aebf 100644 --- a/example/example.ipynb +++ b/example/example.ipynb @@ -590,8 +590,93 @@ "2022-11-07 14:07:02.432 INFO structurefunction - flush: Grouping triplets: 39%|###9 | 9/23 [01:55<02:28, 10.58s/it]\n", "2022-11-07 14:07:56.236 INFO structurefunction - flush: Grouping triplets: 43%|####3 | 10/23 [02:49<05:00, 23.15s/it]\n", "2022-11-07 14:09:32.316 INFO structurefunction - flush: Grouping triplets: 48%|####7 | 11/23 [04:25<08:54, 44.56s/it]\n", - "2022-11-07 14:11:19.801 INFO structurefunction - flush: Grouping triplets: 52%|#####2 | 12/23 [06:13<11:34, 63.15s/it]\n" + "2022-11-07 14:11:19.801 INFO structurefunction - flush: Grouping triplets: 52%|#####2 | 12/23 [06:13<11:34, 63.15s/it]\n", + "2022-11-07 14:13:00.834 INFO structurefunction - flush: Grouping triplets: 57%|#####6 | 13/23 [07:54<12:23, 74.39s/it]\n", + "2022-11-07 14:14:16.764 INFO structurefunction - flush: Grouping triplets: 61%|###### | 14/23 [09:10<11:13, 74.85s/it]\n", + "2022-11-07 14:14:17.652 INFO structurefunction - flush: Grouping triplets: 65%|######5 | 15/23 [09:11<07:02, 52.78s/it]\n", + "2022-11-07 14:14:17.804 INFO structurefunction - flush: Grouping triplets: 70%|######9 | 16/23 [09:11<04:19, 37.05s/it]\n", + "2022-11-07 14:14:34.125 INFO structurefunction - flush: Grouping triplets: 74%|#######3 | 17/23 [09:27<03:05, 30.85s/it]\n", + "2022-11-07 14:14:34.246 INFO structurefunction - flush: Grouping triplets: 83%|########2 | 19/23 [09:27<01:06, 16.66s/it]\n", + "2022-11-07 14:14:34.316 INFO structurefunction - flush: Grouping triplets: 100%|##########| 23/23 [09:27<00:00, 24.69s/it]\n", + "2022-11-07 14:15:03.879 WARNING structurefunction - sf_three_point: Correcting for errors in three point SF\n", + "2022-11-07 14:15:14.286 INFO structurefunction - fit_data: Fitting SF with a power law...\n", + "14:15 bilby INFO : Running for label 'power_law_3_point', output will be saved to 'outdir'\n", + "14:15 bilby INFO : Search parameters:\n", + "14:15 bilby INFO : amplitude = Uniform(minimum=-225.72103067916134, maximum=1232.513427467522, name='amplitude', latex_label='$a$', unit=None, boundary=None)\n", + "14:15 bilby INFO : x_break = Uniform(minimum=0.5660000000000001, maximum=28.371000000000002, name='x_break', latex_label='$\\\\theta_\\\\mathrm{break}$', unit=None, boundary=None)\n", + "14:15 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\\\alpha$', unit=None, boundary=None)\n", + "14:15 bilby INFO : Single likelihood evaluation took 9.887e-05 s\n", + "14:15 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing.\n", + "14:15 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing.\n", + "14:15 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2}\n" ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[Kit= 2984 logz=-108.29771321747\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "14:15 bilby INFO : Sampling time: 0:00:07.572824\n", + "14:15 bilby INFO : Summary of results:\n", + "nsamples: 3385\n", + "ln_noise_evidence: nan\n", + "ln_evidence: -107.875 +/- 0.118\n", + "ln_bayes_factor: nan +/- 0.118\n", + "\n", + "2022-11-07 14:15:22.691 INFO structurefunction - fit_data: Fitting results:\n", + "2022-11-07 14:15:22.692 INFO structurefunction - fit_data: amplitude: 590 ± 70\n", + "2022-11-07 14:15:22.693 INFO structurefunction - fit_data: x_break: 16 ± 9\n", + "2022-11-07 14:15:22.694 INFO structurefunction - fit_data: alpha: 0.16 ± 0.05\n", + "2022-11-07 14:15:22.694 INFO structurefunction - fit_data: Fit log evidence: -107.874896434051 ± 0.11839303208862947\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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", 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We also need to +correct for the impact of errors by: + +.. math:: SF_{\text{RM}}(\delta\theta) = SF_{\text{RM},\text{obs}}(\delta\theta) - SF_{\sigma_\text{RM}}(\delta\theta) + +See Haverkorn et al. 2004 (2004ApJ…609..776H) for details. + +Here we’ll reproduce the results of Mao et al. 2010 (2010ApJ…714.1170M). + +First, we can look at the expected results. I’ve pulled these data from +the paper’s plots using a web plot digitiser. + +.. code:: ipython3 + + mao_sf = 10**np.array([2.417894195735458, + 2.097768739428083, + 2.2926445508823967, + 2.164149088774578, + 2.1404402085381147, + 2.176621779798478, + 2.218782670913379, + 2.2444782900152482, + 2.2476963207124476, + 2.2837806390213578,]) * (u.rad / u.m**2)**2 + mao_sep = 10**np.array([-0.7729091483767441, + -0.5386163683663935, + -0.2730532911440767, + -0.02550632317850443, + 0.21819567988496358, + 0.47213008276920787, + 0.7173429798998987, + 0.9643533199726302, + 1.18882007856649, + 1.3453070240944185,]) * u.deg + +.. code:: ipython3 + + plt.figure(figsize=(6,6)) + plt.plot(mao_sep, mao_sf, 'X', label='Paper SF') + plt.xscale('log') + plt.yscale('log') + plt.ylim(10**1.5, 10**3) + plt.xlim(10**-1,10**1.5) + plt.legend() + plt.xlabel(rf"$\Delta\theta$ [{mao_sep.unit:latex_inline}]") + plt.ylabel(rf"RM SF [{mao_sf.unit:latex_inline}]") + + + + +.. parsed-literal:: + + Text(0, 0.5, 'RM SF [$\\mathrm{rad^{2}\\,m^{-4}}$]') + + + + +.. image:: example_files/example_4_1.png + + +Now we’ll start with the original data. We’ll convert the data to an +astropy table for convenience + +.. code:: ipython3 + + with open('apj343194t1_mrt.txt') as f: + lines = f.readlines() + for i, line in enumerate(tqdm(lines)): + lines[i] = line.strip() + coords, rms, e_rms, flags, incs = [], [], [], [], [] + for i, line in enumerate(tqdm(lines)): + ra = f"{line[0:2]}h{line[3:5]}m{line[6:11]}s" + #print(ra) + dec = f"{line[12]}{line[13:15]}d{line[16:18]}m{line[19:24]}s" + coord = SkyCoord(ra, dec) + rm = float(line[39:42]) * (u.rad / u.m**2) + e_rm = float(line[43:45]) * (u.rad / u.m**2) + inc = line[63] == 'Y' + incs.append(inc) + try: + flag = line[67] + except: + flag = None + coords.append(coord) + rms.append(rm) + e_rms.append(e_rm) + flags.append(flag) + + mao_rm_tab = Table() + mao_rm_tab.add_column(coords, name='coordinates') + mao_rm_tab.add_column(rms, name='RM') + mao_rm_tab.add_column(e_rms, name='e_RM') + mao_rm_tab.add_column(incs, name='included') + mao_rm_tab.add_column(flags, name='flag') + + mao_rm_tab + + + +.. parsed-literal:: + + 0%| | 0/472 [00:00Table length=472 +
coordinatesRMe_RMincludedflag
deg,degrad / m2rad / m2
SkyCoordfloat64float64boolobject
+ + + + + + + + + + + + + + + + + + + + + + + +
coordinatesRMe_RMincludedflag
deg,degrad / m2rad / m2
SkyCoordfloat64float64boolobject
196.78470833333333,24.78352777777778-3.04.0TrueNone
203.9505833333333,20.1711111111111133.05.0Falseb
201.06033333333332,22.220305555555555-6.06.0TrueNone
201.07991666666663,22.2334722222222220.06.0TrueNone
199.01816666666664,23.627138888888894.013.0TrueNone
200.20225,22.965194444444442-6.08.0TrueNone
197.81804166666666,24.4543333333333345.03.0TrueNone
203.60637499999996,21.167916666666667-1.09.0Falseb
196.91187499999998,25.055555555555557-6.04.0TrueNone
...............
193.52904166666664,26.502466666666667-5.02.0Falsea
197.22479166666665,22.971611111111114.05.0TrueNone
196.72154166666664,23.542472222222223-2.010.0TrueNone
199.7889583333333,20.890111111111111.06.0TrueNone
201.55124999999998,19.408252.011.0Falseb
196.7925833333333,24.1291666666666660.03.0TrueNone
199.27962499999998,22.589416666666665-20.014.0TrueNone
200.54762499999998,21.8033888888888912.06.0TrueNone
200.29674999999997,22.269972222222222-1.04.0TrueNone
199.57758333333334,22.8713055555555558.04.0TrueNone
+ + + +Now we’ll define our own bin edges to compute a structure function + +.. code:: ipython3 + + start = -0.8 + stop = 1.5 + step = 0.1 + bins = 10**np.arange(start, stop+step, step)*u.deg + +Here we compute the strcture function itself, including error +correction. We use 1000 samples of each distribution for error +propagation. + +By setting ``show_plots=True`` three plots are shown. 1. An error-bar +plot of the SF. 2. A count of the number of source pairs per SF bin 3. A +structure function image showing the sampling from Monte-Carlo error +propagation + +The ``structure_function`` function returns the centre of each bin, the +median value of each bin, the upper and lower error bounds, and the +number of sources in each bin. + +By setting ``fit`` we use ``bilby`` to do a best-fit of the SF with a +broken power law. Here we’re using ``nestle`` to do the sampling. All +``**kwargs`` are passed onto the ``run_sampler`` method of ``bilby``. + +.. code:: ipython3 + + # Clean up if a previous run was done + if os.path.exists("outdir"): + shutil.rmtree("outdir") + +.. code:: ipython3 + + sf_result, result = structure_function( + data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], + samples=1000, + bins=bins, + show_plots=True, + verbose=True, + fit='bilby', + nlive=400, + sampler='nestle', + model_name='broken_power_law', + ) + + +.. parsed-literal:: + + 2022-11-07 14:03:13.640 INFO structurefunction - structure_function: Sampling errors... + 2022-11-07 14:03:17.396 INFO structurefunction - structure_function: Getting angular separations... + 2022-11-07 14:03:17.434 INFO structurefunction - structure_function: Computing SF... + 2022-11-07 14:03:31.302 INFO structurefunction - fit_data: Fitting SF with a broken power law... + 14:03 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir' + 14:03 bilby INFO : Search parameters: + 14:03 bilby INFO : amplitude = Uniform(minimum=-55.43796027883391, maximum=471.5431939956728, name='amplitude', latex_label='$a$', unit=None, boundary=None) + 14:03 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) + 14:03 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\alpha_1$', unit=None, boundary=None) + 14:03 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\alpha_2$', unit=None, boundary=None) + 14:03 bilby INFO : Single likelihood evaluation took 1.555e-04 s + 14:03 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. + 14:03 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. + 14:03 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} + + +.. parsed-literal:: + + it= 3592 logz=-114.816709542922 + + +.. parsed-literal:: + + 14:03 bilby INFO : Sampling time: 0:00:27.098431 + 14:03 bilby INFO : Summary of results: + nsamples: 3993 + ln_noise_evidence: nan + ln_evidence: -114.499 +/- 0.130 + ln_bayes_factor: nan +/- 0.130 + + 2022-11-07 14:04:01.465 INFO structurefunction - fit_data: Fitting results: + 2022-11-07 14:04:01.467 INFO structurefunction - fit_data: amplitude: 180 ± 10 + 2022-11-07 14:04:01.468 INFO structurefunction - fit_data: x_break: 22 ± 4 + 2022-11-07 14:04:01.469 INFO structurefunction - fit_data: alpha_1: 0.11 ± 0.04 + 2022-11-07 14:04:01.470 INFO structurefunction - fit_data: alpha_2: 0 ± 1 + 2022-11-07 14:04:01.471 INFO structurefunction - fit_data: Fit log evidence: -114.49868298129567 ± 0.12984044020094218 + + + +.. image:: example_files/example_11_3.png + + + +.. image:: example_files/example_11_4.png + + + +.. image:: example_files/example_11_5.png + + + +.. image:: example_files/example_11_6.png + + +.. code:: ipython3 + + sf_result, result = structure_function( + data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], + samples=1000, + bins=bins, + show_plots=True, + verbose=True, + fit='bilby', + nlive=400, + sampler='nestle', + model_name='power_law', + ) + + +.. parsed-literal:: + + 2022-11-07 14:04:07.099 INFO structurefunction - structure_function: Sampling errors... + 2022-11-07 14:04:09.998 INFO structurefunction - structure_function: Getting angular separations... + 2022-11-07 14:04:10.063 INFO structurefunction - structure_function: Computing SF... + 2022-11-07 14:04:32.609 INFO structurefunction - fit_data: Fitting SF with a power law... + 14:04 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir' + 14:04 bilby INFO : Search parameters: + 14:04 bilby INFO : amplitude = Uniform(minimum=-52.035011894175796, maximum=464.9494929780924, name='amplitude', latex_label='$a$', unit=None, boundary=None) + 14:04 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) + 14:04 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\alpha$', unit=None, boundary=None) + 14:04 bilby INFO : Single likelihood evaluation took 1.576e-04 s + 14:04 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. + 14:04 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. + 14:04 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} + + +.. parsed-literal:: + + it= 3219 logz=-114.1911086409369 + + +.. parsed-literal:: + + 14:04 bilby INFO : Sampling time: 0:00:13.769841 + 14:04 bilby INFO : Summary of results: + nsamples: 3620 + ln_noise_evidence: nan + ln_evidence: -113.771 +/- 0.124 + ln_bayes_factor: nan +/- 0.124 + + 2022-11-07 14:04:47.401 INFO structurefunction - fit_data: Fitting results: + 2022-11-07 14:04:47.402 INFO structurefunction - fit_data: amplitude: 180 ± 20 + 2022-11-07 14:04:47.403 INFO structurefunction - fit_data: x_break: 15 ± 9 + 2022-11-07 14:04:47.404 INFO structurefunction - fit_data: alpha: 0.10 ± 0.04 + 2022-11-07 14:04:47.406 INFO structurefunction - fit_data: Fit log evidence: -113.77116114103981 ± 0.1240670676073616 + + + +.. image:: example_files/example_12_3.png + + + +.. image:: example_files/example_12_4.png + + + +.. image:: example_files/example_12_5.png + + + +.. image:: example_files/example_12_6.png + + +We can compare our results to those from the original paper. + +.. code:: ipython3 + + plt.figure(figsize=(6,6), facecolor='w') + plt.plot(sf_result.c_bins, sf_result.med, '.', label='Median from MC') + plt.errorbar(sf_result.c_bins, sf_result.med, yerr=[sf_result.err_low, sf_result.err_high], color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range') + plt.plot(mao_sep, mao_sf, 'X', label='Paper SF') + plt.xscale('log') + plt.yscale('log') + plt.ylim(10**1.5, 10**3) + plt.xlim(10**-1,10**1.5) + plt.legend() + plt.xlabel(rf"$\Delta\theta$ [{mao_sep.unit:latex_inline}]") + plt.ylabel(rf"RM SF [{mao_sf.unit:latex_inline}]") + + + + +.. parsed-literal:: + + Text(0, 0.5, 'RM SF [$\\mathrm{rad^{2}\\,m^{-4}}$]') + + + + +.. image:: example_files/example_14_1.png + + +Finally, we extend to using mutli-point structure functions, as +described by Seta et al. 2022 (10.1093/mnras/stac2972). Currently, only +the triple-point structure function is implemented. + +.. code:: ipython3 + + sf_result, result = structure_function( + data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], + samples=1000, + bins=bins, + show_plots=True, + verbose=True, + fit='bilby', + nlive=400, + sampler='nestle', + model_name='power_law', + n_point=3 + ) + + +.. parsed-literal:: + + 2022-11-07 14:04:53.006 INFO structurefunction - structure_function: Sampling errors... + 2022-11-07 14:04:55.827 INFO structurefunction - structure_function: Getting angular separations... + 2022-11-07 14:04:55.888 INFO structurefunction - structure_function: Computing SF... + 2022-11-07 14:05:06.528 INFO structurefunction - flush: Grouping triplets: 0%| | 0/23 [00:00, 'steps': 20, 'enlarge': 1.2} + + +.. parsed-literal:: + + it= 2984 logz=-108.29771321747 + + +.. parsed-literal:: + + 14:15 bilby INFO : Sampling time: 0:00:07.572824 + 14:15 bilby INFO : Summary of results: + nsamples: 3385 + ln_noise_evidence: nan + ln_evidence: -107.875 +/- 0.118 + ln_bayes_factor: nan +/- 0.118 + + 2022-11-07 14:15:22.691 INFO structurefunction - fit_data: Fitting results: + 2022-11-07 14:15:22.692 INFO structurefunction - fit_data: amplitude: 590 ± 70 + 2022-11-07 14:15:22.693 INFO structurefunction - fit_data: x_break: 16 ± 9 + 2022-11-07 14:15:22.694 INFO structurefunction - fit_data: alpha: 0.16 ± 0.05 + 2022-11-07 14:15:22.694 INFO structurefunction - fit_data: Fit log evidence: -107.874896434051 ± 0.11839303208862947 + + + +.. image:: example_files/example_16_3.png + + + +.. image:: example_files/example_16_4.png + + + +.. image:: example_files/example_16_5.png + + + +.. image:: example_files/example_16_6.png + + diff --git a/example/example_files/example_11_3.png b/example/example_files/example_11_3.png new file mode 100644 index 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Table length=472 - +
@@ -160,8 +160,6 @@ astropy table for convenience -f - Now we’ll define our own bin edges to compute a structure function .. code:: ipython3 @@ -190,7 +188,13 @@ broken power law. Here we’re using ``nestle`` to do the sampling. All .. code:: ipython3 - cbins, medians, err, count, result = structure_function( + # Clean up if a previous run was done + if os.path.exists("outdir"): + shutil.rmtree("outdir") + +.. code:: ipython3 + + sf_result, result = structure_function( data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], @@ -207,50 +211,46 @@ broken power law. Here we’re using ``nestle`` to do the sampling. All .. parsed-literal:: - 2022-09-16 09:14:10.461 INFO structurefunction - structure_function: Sampling errors... - 2022-09-16 09:14:12.527 INFO structurefunction - structure_function: Getting data differences... - 2022-09-16 09:14:13.876 INFO structurefunction - structure_function: Getting data error differences... - 2022-09-16 09:14:15.241 INFO structurefunction - structure_function: Getting angular separations... - 2022-09-16 09:14:15.269 INFO structurefunction - structure_function: Computing SF... - 2022-09-16 09:14:16.936 INFO structurefunction - structure_function: Fitting SF with a broken power law... - 09:14 bilby INFO : Running for label 'broken_power_law', output will be saved to 'outdir' - 09:14 bilby INFO : Search parameters: - 09:14 bilby INFO : amplitude = Uniform(minimum=-63.26544230534412, maximum=470.26399685658464, name='amplitude', latex_label='$a$', unit=None, boundary=None) - 09:14 bilby INFO : x_break = Uniform(minimum=0.17782794100389226, maximum=28.18382931264449, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) - 09:14 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\alpha_1$', unit=None, boundary=None) - 09:14 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\alpha_2$', unit=None, boundary=None) - 09:14 bilby INFO : Single likelihood evaluation took 9.987e-05 s - 09:14 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. - 09:14 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. - 09:14 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} + 2022-11-07 14:03:13.640 INFO structurefunction - structure_function: Sampling errors... + 2022-11-07 14:03:17.396 INFO structurefunction - structure_function: Getting angular separations... + 2022-11-07 14:03:17.434 INFO structurefunction - structure_function: Computing SF... + 2022-11-07 14:03:31.302 INFO structurefunction - fit_data: Fitting SF with a broken power law... + 14:03 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir' + 14:03 bilby INFO : Search parameters: + 14:03 bilby INFO : amplitude = Uniform(minimum=-55.43796027883391, maximum=471.5431939956728, name='amplitude', latex_label='$a$', unit=None, boundary=None) + 14:03 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) + 14:03 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\alpha_1$', unit=None, boundary=None) + 14:03 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\alpha_2$', unit=None, boundary=None) + 14:03 bilby INFO : Single likelihood evaluation took 1.555e-04 s + 14:03 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. + 14:03 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. + 14:03 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} .. parsed-literal:: - it= 3530 logz=-115.1097827102492 + it= 3592 logz=-114.816709542922 .. parsed-literal:: - 09:14 bilby INFO : Sampling time: 0:00:10.811501 - 09:14 bilby INFO : Summary of results: - nsamples: 3931 + 14:03 bilby INFO : Sampling time: 0:00:27.098431 + 14:03 bilby INFO : Summary of results: + nsamples: 3993 ln_noise_evidence: nan - ln_evidence: -114.815 +/- 0.127 - ln_bayes_factor: nan +/- 0.127 - - 2022-09-16 09:14:29.269 INFO structurefunction - structure_function: Fitting results: - 2022-09-16 09:14:29.269 INFO structurefunction - structure_function: amplitude: 180 ± 20 - 2022-09-16 09:14:29.270 INFO structurefunction - structure_function: x_break: 22 ± 4 - 2022-09-16 09:14:29.271 INFO structurefunction - structure_function: alpha_1: 0.10 ± 0.04 - 2022-09-16 09:14:29.272 INFO structurefunction - structure_function: alpha_2: 0 ± 1 - 2022-09-16 09:14:29.272 INFO structurefunction - structure_function: Fit log evidence: -114.8152379924337 ± 0.12701652449377673 + ln_evidence: -114.499 +/- 0.130 + ln_bayes_factor: nan +/- 0.130 + + 2022-11-07 14:04:01.465 INFO structurefunction - fit_data: Fitting results: + 2022-11-07 14:04:01.467 INFO structurefunction - fit_data: amplitude: 180 ± 10 + 2022-11-07 14:04:01.468 INFO structurefunction - fit_data: x_break: 22 ± 4 + 2022-11-07 14:04:01.469 INFO structurefunction - fit_data: alpha_1: 0.11 ± 0.04 + 2022-11-07 14:04:01.470 INFO structurefunction - fit_data: alpha_2: 0 ± 1 + 2022-11-07 14:04:01.471 INFO structurefunction - fit_data: Fit log evidence: -114.49868298129567 ± 0.12984044020094218 -.. parsed-literal:: - - Making hist plot: 0%| | 0/24 [00:00 - - - -.. image:: example_files/example_11_9.png - - .. code:: ipython3 - cbins, medians, err, count, result = structure_function( + sf_result, result = structure_function( data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], @@ -298,48 +284,44 @@ broken power law. Here we’re using ``nestle`` to do the sampling. All .. parsed-literal:: - 2022-09-16 09:14:35.282 INFO structurefunction - structure_function: Sampling errors... - 2022-09-16 09:14:35.323 INFO structurefunction - structure_function: Getting data differences... - 2022-09-16 09:14:36.885 INFO structurefunction - structure_function: Getting data error differences... - 2022-09-16 09:14:38.499 INFO structurefunction - structure_function: Getting angular separations... - 2022-09-16 09:14:38.529 INFO structurefunction - structure_function: Computing SF... - 2022-09-16 09:14:40.027 INFO structurefunction - structure_function: Fitting SF with a power law... - 09:14 bilby INFO : Running for label 'power_law', output will be saved to 'outdir' - 09:14 bilby INFO : Search parameters: - 09:14 bilby INFO : amplitude = Uniform(minimum=-63.81717705255777, maximum=468.5890166911098, name='amplitude', latex_label='$a$', unit=None, boundary=None) - 09:14 bilby INFO : x_break = Uniform(minimum=0.17782794100389226, maximum=28.18382931264449, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) - 09:14 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\alpha$', unit=None, boundary=None) - 09:14 bilby INFO : Single likelihood evaluation took 1.050e-04 s - 09:14 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. - 09:14 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. - 09:14 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} + 2022-11-07 14:04:07.099 INFO structurefunction - structure_function: Sampling errors... + 2022-11-07 14:04:09.998 INFO structurefunction - structure_function: Getting angular separations... + 2022-11-07 14:04:10.063 INFO structurefunction - structure_function: Computing SF... + 2022-11-07 14:04:32.609 INFO structurefunction - fit_data: Fitting SF with a power law... + 14:04 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir' + 14:04 bilby INFO : Search parameters: + 14:04 bilby INFO : amplitude = Uniform(minimum=-52.035011894175796, maximum=464.9494929780924, name='amplitude', latex_label='$a$', unit=None, boundary=None) + 14:04 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) + 14:04 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\alpha$', unit=None, boundary=None) + 14:04 bilby INFO : Single likelihood evaluation took 1.576e-04 s + 14:04 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. + 14:04 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. + 14:04 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} .. parsed-literal:: - it= 3254 logz=-114.3524352848590 + it= 3219 logz=-114.1911086409369 .. parsed-literal:: - 09:14 bilby INFO : Sampling time: 0:00:09.337694 - 09:14 bilby INFO : Summary of results: - nsamples: 3655 + 14:04 bilby INFO : Sampling time: 0:00:13.769841 + 14:04 bilby INFO : Summary of results: + nsamples: 3620 ln_noise_evidence: nan - ln_evidence: -113.927 +/- 0.125 - ln_bayes_factor: nan +/- 0.125 - - 2022-09-16 09:14:50.400 INFO structurefunction - structure_function: Fitting results: - 2022-09-16 09:14:50.401 INFO structurefunction - structure_function: amplitude: 180 ± 20 - 2022-09-16 09:14:50.402 INFO structurefunction - structure_function: x_break: 16 ± 8 - 2022-09-16 09:14:50.403 INFO structurefunction - structure_function: alpha: 0.10 ± 0.04 - 2022-09-16 09:14:50.403 INFO structurefunction - structure_function: Fit log evidence: -113.9273916449165 ± 0.1252873443614207 + ln_evidence: -113.771 +/- 0.124 + ln_bayes_factor: nan +/- 0.124 + + 2022-11-07 14:04:47.401 INFO structurefunction - fit_data: Fitting results: + 2022-11-07 14:04:47.402 INFO structurefunction - fit_data: amplitude: 180 ± 20 + 2022-11-07 14:04:47.403 INFO structurefunction - fit_data: x_break: 15 ± 9 + 2022-11-07 14:04:47.404 INFO structurefunction - fit_data: alpha: 0.10 ± 0.04 + 2022-11-07 14:04:47.406 INFO structurefunction - fit_data: Fit log evidence: -113.77116114103981 ± 0.1240670676073616 -.. parsed-literal:: - - Making hist plot: 0%| | 0/24 [00:00 - - - -.. image:: example_files/example_12_9.png - - -Finally, we can compare our results to those from the original paper. +We can compare our results to those from the original paper. .. code:: ipython3 plt.figure(figsize=(6,6), facecolor='w') - plt.plot(cbins, medians, '.', label='Median from MC') - plt.errorbar(cbins.value, medians, yerr=err, color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range') + plt.plot(sf_result.c_bins, sf_result.med, '.', label='Median from MC') + plt.errorbar(sf_result.c_bins, sf_result.med, yerr=[sf_result.err_low, sf_result.err_high], color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range') plt.plot(mao_sep, mao_sf, 'X', label='Paper SF') plt.xscale('log') plt.yscale('log') @@ -397,3 +365,99 @@ Finally, we can compare our results to those from the original paper. .. image:: example_files/example_14_1.png +Finally, we extend to using mutli-point structure functions, as +described by Seta et al. 2022 (10.1093/mnras/stac2972). Currently, only +the triple-point structure function is implemented. + +.. code:: ipython3 + + sf_result, result = structure_function( + data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, + coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], + samples=1000, + bins=bins, + show_plots=True, + verbose=True, + fit='bilby', + nlive=400, + sampler='nestle', + model_name='power_law', + n_point=3 + ) + + +.. parsed-literal:: + + 2022-11-07 14:04:53.006 INFO structurefunction - structure_function: Sampling errors... + 2022-11-07 14:04:55.827 INFO structurefunction - structure_function: Getting angular separations... + 2022-11-07 14:04:55.888 INFO structurefunction - structure_function: Computing SF... + 2022-11-07 14:05:06.528 INFO structurefunction - flush: Grouping triplets: 0%| | 0/23 [00:00, 'steps': 20, 'enlarge': 1.2} + + +.. parsed-literal:: + + it= 2984 logz=-108.29771321747 + + +.. parsed-literal:: + + 14:15 bilby INFO : Sampling time: 0:00:07.572824 + 14:15 bilby INFO : Summary of results: + nsamples: 3385 + ln_noise_evidence: nan + ln_evidence: -107.875 +/- 0.118 + ln_bayes_factor: nan +/- 0.118 + + 2022-11-07 14:15:22.691 INFO structurefunction - fit_data: Fitting results: + 2022-11-07 14:15:22.692 INFO structurefunction - fit_data: amplitude: 590 ± 70 + 2022-11-07 14:15:22.693 INFO structurefunction - fit_data: x_break: 16 ± 9 + 2022-11-07 14:15:22.694 INFO structurefunction - fit_data: alpha: 0.16 ± 0.05 + 2022-11-07 14:15:22.694 INFO structurefunction - fit_data: Fit log evidence: -107.874896434051 ± 0.11839303208862947 + + + +.. image:: example_files/example_16_3.png + + + +.. image:: example_files/example_16_4.png + + + +.. image:: example_files/example_16_5.png + + + +.. image:: example_files/example_16_6.png + + diff --git a/example/example_files/example_11_3.png b/docs/example_files/example_11_3.png similarity index 100% rename from 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coordinatesRMe_RMincludedflag
deg,degrad / m2rad / m2
SkyCoordfloat64float64boolobject
- - - - - - - - - - - - - - - - - - - - - - - -
coordinatesRMe_RMincludedflag
deg,degrad / m2rad / m2
SkyCoordfloat64float64boolobject
196.78470833333333,24.78352777777778-3.04.0TrueNone
203.9505833333333,20.1711111111111133.05.0Falseb
201.06033333333332,22.220305555555555-6.06.0TrueNone
201.07991666666663,22.2334722222222220.06.0TrueNone
199.01816666666664,23.627138888888894.013.0TrueNone
200.20225,22.965194444444442-6.08.0TrueNone
197.81804166666666,24.4543333333333345.03.0TrueNone
203.60637499999996,21.167916666666667-1.09.0Falseb
196.91187499999998,25.055555555555557-6.04.0TrueNone
...............
193.52904166666664,26.502466666666667-5.02.0Falsea
197.22479166666665,22.971611111111114.05.0TrueNone
196.72154166666664,23.542472222222223-2.010.0TrueNone
199.7889583333333,20.890111111111111.06.0TrueNone
201.55124999999998,19.408252.011.0Falseb
196.7925833333333,24.1291666666666660.03.0TrueNone
199.27962499999998,22.589416666666665-20.014.0TrueNone
200.54762499999998,21.8033888888888912.06.0TrueNone
200.29674999999997,22.269972222222222-1.04.0TrueNone
199.57758333333334,22.8713055555555558.04.0TrueNone
- - - -Now we’ll define our own bin edges to compute a structure function - -.. code:: ipython3 - - start = -0.8 - stop = 1.5 - step = 0.1 - bins = 10**np.arange(start, stop+step, step)*u.deg - -Here we compute the strcture function itself, including error -correction. We use 1000 samples of each distribution for error -propagation. - -By setting ``show_plots=True`` three plots are shown. 1. An error-bar -plot of the SF. 2. A count of the number of source pairs per SF bin 3. A -structure function image showing the sampling from Monte-Carlo error -propagation - -The ``structure_function`` function returns the centre of each bin, the -median value of each bin, the upper and lower error bounds, and the -number of sources in each bin. - -By setting ``fit`` we use ``bilby`` to do a best-fit of the SF with a -broken power law. Here we’re using ``nestle`` to do the sampling. All -``**kwargs`` are passed onto the ``run_sampler`` method of ``bilby``. - -.. code:: ipython3 - - # Clean up if a previous run was done - if os.path.exists("outdir"): - shutil.rmtree("outdir") - -.. code:: ipython3 - - sf_result, result = structure_function( - data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, - errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, - coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], - samples=1000, - bins=bins, - show_plots=True, - verbose=True, - fit='bilby', - nlive=400, - sampler='nestle', - model_name='broken_power_law', - ) - - -.. parsed-literal:: - - 2022-11-07 14:03:13.640 INFO structurefunction - structure_function: Sampling errors... - 2022-11-07 14:03:17.396 INFO structurefunction - structure_function: Getting angular separations... - 2022-11-07 14:03:17.434 INFO structurefunction - structure_function: Computing SF... - 2022-11-07 14:03:31.302 INFO structurefunction - fit_data: Fitting SF with a broken power law... - 14:03 bilby INFO : Running for label 'broken_power_law_2_point', output will be saved to 'outdir' - 14:03 bilby INFO : Search parameters: - 14:03 bilby INFO : amplitude = Uniform(minimum=-55.43796027883391, maximum=471.5431939956728, name='amplitude', latex_label='$a$', unit=None, boundary=None) - 14:03 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) - 14:03 bilby INFO : alpha_1 = Uniform(minimum=-2, maximum=2, name='alpha_1', latex_label='$\\alpha_1$', unit=None, boundary=None) - 14:03 bilby INFO : alpha_2 = Uniform(minimum=-2, maximum=2, name='alpha_2', latex_label='$\\alpha_2$', unit=None, boundary=None) - 14:03 bilby INFO : Single likelihood evaluation took 1.555e-04 s - 14:03 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. - 14:03 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. - 14:03 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} - - -.. parsed-literal:: - - it= 3592 logz=-114.816709542922 - - -.. parsed-literal:: - - 14:03 bilby INFO : Sampling time: 0:00:27.098431 - 14:03 bilby INFO : Summary of results: - nsamples: 3993 - ln_noise_evidence: nan - ln_evidence: -114.499 +/- 0.130 - ln_bayes_factor: nan +/- 0.130 - - 2022-11-07 14:04:01.465 INFO structurefunction - fit_data: Fitting results: - 2022-11-07 14:04:01.467 INFO structurefunction - fit_data: amplitude: 180 ± 10 - 2022-11-07 14:04:01.468 INFO structurefunction - fit_data: x_break: 22 ± 4 - 2022-11-07 14:04:01.469 INFO structurefunction - fit_data: alpha_1: 0.11 ± 0.04 - 2022-11-07 14:04:01.470 INFO structurefunction - fit_data: alpha_2: 0 ± 1 - 2022-11-07 14:04:01.471 INFO structurefunction - fit_data: Fit log evidence: -114.49868298129567 ± 0.12984044020094218 - - - -.. image:: example_files/example_11_3.png - - - -.. image:: example_files/example_11_4.png - - - -.. image:: example_files/example_11_5.png - - - -.. image:: example_files/example_11_6.png - - -.. code:: ipython3 - - sf_result, result = structure_function( - data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, - errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, - coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], - samples=1000, - bins=bins, - show_plots=True, - verbose=True, - fit='bilby', - nlive=400, - sampler='nestle', - model_name='power_law', - ) - - -.. parsed-literal:: - - 2022-11-07 14:04:07.099 INFO structurefunction - structure_function: Sampling errors... - 2022-11-07 14:04:09.998 INFO structurefunction - structure_function: Getting angular separations... - 2022-11-07 14:04:10.063 INFO structurefunction - structure_function: Computing SF... - 2022-11-07 14:04:32.609 INFO structurefunction - fit_data: Fitting SF with a power law... - 14:04 bilby INFO : Running for label 'power_law_2_point', output will be saved to 'outdir' - 14:04 bilby INFO : Search parameters: - 14:04 bilby INFO : amplitude = Uniform(minimum=-52.035011894175796, maximum=464.9494929780924, name='amplitude', latex_label='$a$', unit=None, boundary=None) - 14:04 bilby INFO : x_break = Uniform(minimum=0.179, maximum=28.371000000000002, name='x_break', latex_label='$\\theta_\\mathrm{break}$', unit=None, boundary=None) - 14:04 bilby INFO : alpha = Uniform(minimum=-2, maximum=2, name='alpha', latex_label='$\\alpha$', unit=None, boundary=None) - 14:04 bilby INFO : Single likelihood evaluation took 1.576e-04 s - 14:04 bilby WARNING : Supplied argument 'npool' not an argument of 'Nestle', removing. - 14:04 bilby WARNING : Supplied argument 'sample' not an argument of 'Nestle', removing. - 14:04 bilby INFO : Using sampler Nestle with kwargs {'method': 'multi', 'npoints': 400, 'update_interval': None, 'npdim': None, 'maxiter': None, 'maxcall': None, 'dlogz': None, 'decline_factor': None, 'rstate': None, 'callback': , 'steps': 20, 'enlarge': 1.2} - - -.. parsed-literal:: - - it= 3219 logz=-114.1911086409369 - - -.. parsed-literal:: - - 14:04 bilby INFO : Sampling time: 0:00:13.769841 - 14:04 bilby INFO : Summary of results: - nsamples: 3620 - ln_noise_evidence: nan - ln_evidence: -113.771 +/- 0.124 - ln_bayes_factor: nan +/- 0.124 - - 2022-11-07 14:04:47.401 INFO structurefunction - fit_data: Fitting results: - 2022-11-07 14:04:47.402 INFO structurefunction - fit_data: amplitude: 180 ± 20 - 2022-11-07 14:04:47.403 INFO structurefunction - fit_data: x_break: 15 ± 9 - 2022-11-07 14:04:47.404 INFO structurefunction - fit_data: alpha: 0.10 ± 0.04 - 2022-11-07 14:04:47.406 INFO structurefunction - fit_data: Fit log evidence: -113.77116114103981 ± 0.1240670676073616 - - - -.. image:: example_files/example_12_3.png - - - -.. image:: example_files/example_12_4.png - - - -.. image:: example_files/example_12_5.png - - - -.. image:: example_files/example_12_6.png - - -We can compare our results to those from the original paper. - -.. code:: ipython3 - - plt.figure(figsize=(6,6), facecolor='w') - plt.plot(sf_result.c_bins, sf_result.med, '.', label='Median from MC') - plt.errorbar(sf_result.c_bins, sf_result.med, yerr=[sf_result.err_low, sf_result.err_high], color='tab:blue', marker=None, fmt=' ', )#label = '16th to 84th percentile range') - plt.plot(mao_sep, mao_sf, 'X', label='Paper SF') - plt.xscale('log') - plt.yscale('log') - plt.ylim(10**1.5, 10**3) - plt.xlim(10**-1,10**1.5) - plt.legend() - plt.xlabel(rf"$\Delta\theta$ [{mao_sep.unit:latex_inline}]") - plt.ylabel(rf"RM SF [{mao_sf.unit:latex_inline}]") - - - - -.. parsed-literal:: - - Text(0, 0.5, 'RM SF [$\\mathrm{rad^{2}\\,m^{-4}}$]') - - - - -.. image:: example_files/example_14_1.png - - -Finally, we extend to using mutli-point structure functions, as -described by Seta et al. 2022 (10.1093/mnras/stac2972). Currently, only -the triple-point structure function is implemented. - -.. code:: ipython3 - - sf_result, result = structure_function( - data=np.array(mao_rm_tab['RM'][mao_rm_tab['included']]) * u.rad / u.m**2, - errors=np.array(mao_rm_tab['e_RM'][mao_rm_tab['included']]) * u.rad / u.m**2, - coords=mao_rm_tab['coordinates'][mao_rm_tab['included']], - samples=1000, - bins=bins, - show_plots=True, - verbose=True, - fit='bilby', - nlive=400, - sampler='nestle', - model_name='power_law', - n_point=3 - ) - - -.. parsed-literal:: - - 2022-11-07 14:04:53.006 INFO structurefunction - structure_function: Sampling errors... - 2022-11-07 14:04:55.827 INFO structurefunction - structure_function: Getting angular separations... - 2022-11-07 14:04:55.888 INFO structurefunction - structure_function: Computing SF... - 2022-11-07 14:05:06.528 INFO structurefunction - flush: Grouping triplets: 0%| | 0/23 [00:00, 'steps': 20, 'enlarge': 1.2} - - -.. parsed-literal:: - - it= 2984 logz=-108.29771321747 - - -.. parsed-literal:: - - 14:15 bilby INFO : Sampling time: 0:00:07.572824 - 14:15 bilby INFO : Summary of results: - nsamples: 3385 - ln_noise_evidence: nan - ln_evidence: -107.875 +/- 0.118 - ln_bayes_factor: nan +/- 0.118 - - 2022-11-07 14:15:22.691 INFO structurefunction - fit_data: Fitting results: - 2022-11-07 14:15:22.692 INFO structurefunction - fit_data: amplitude: 590 ± 70 - 2022-11-07 14:15:22.693 INFO structurefunction - fit_data: x_break: 16 ± 9 - 2022-11-07 14:15:22.694 INFO structurefunction - fit_data: alpha: 0.16 ± 0.05 - 2022-11-07 14:15:22.694 INFO structurefunction - fit_data: Fit log evidence: -107.874896434051 ± 0.11839303208862947 - - - -.. image:: example_files/example_16_3.png - - - -.. image:: example_files/example_16_4.png - - - -.. image:: example_files/example_16_5.png - - - -.. image:: example_files/example_16_6.png - - diff --git a/example/example_files/example_11_4.png b/example/example_files/example_11_4.png deleted file mode 100644 index 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triple_dev.ipynb triple_test.ipynb +lmc.ipynb +uncle_timmy.pickle +example/lmc_data_table.csv +lmc/broken_power_law_2_point_result.json +lmc/broken_power_law_3_point_result.json

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zdD=;kFn`4n?Sc&nRQ!I2Fo-@|9X=7V`B6TmTP24A;U0!4x=Pn5Bo=cdx z`EBg>6*~~Iur8M4H(z^Rl9L&VwO2_ULLdWmX=X@r@w-=#5%YdAD<-tDl%eM0s(hTr z`h0-hS7bI0-jh9fd*NwW*UmevCVLt+;sn2T!GP~ehWexVg;rTU?VR%O;h8%d5evfF zm81&Q(b%|o|MS&ZXS`#wPN(g?iCD<`@sNb1dV~|V5wO*y#4Q7NK0ZGiKI&!n`SDe# zmd$wRs5#Y4zX>+mSpaS3?m$r0H8pYv z!#(g>mu`av%^#fzQsuGgN1+a4aj z0acKiFkU{W_pt0)Mk3Hx{g9j%N~fv+moF8nvXbVg0LjP8VVAv_TPB;A@EH^tbz-3X z31%j}Q3=PKQ%FO-j24 Date: Mon, 7 Nov 2022 15:18:34 +0800 Subject: [PATCH 20/21] Actual example --- docs/example.rst | 288 ++++++----- .../example_files/example_11_3.png | Bin docs/example_files/example_11_4.png | Bin 94972 -> 44224 bytes docs/example_files/example_11_5.png | Bin 49937 -> 17540 bytes docs/example_files/example_11_6.png | Bin 18273 -> 7090 bytes docs/example_files/example_11_7.png | Bin 7090 -> 0 bytes docs/example_files/example_11_9.png | Bin 10865 -> 0 bytes .../example_files/example_12_3.png | Bin docs/example_files/example_12_4.png | Bin 53846 -> 42970 bytes 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bytes 27 files changed, 176 insertions(+), 575 deletions(-) rename {example => docs}/example_files/example_11_3.png (100%) delete mode 100644 docs/example_files/example_11_7.png delete mode 100644 docs/example_files/example_11_9.png rename {example => docs}/example_files/example_12_3.png (100%) delete mode 100644 docs/example_files/example_12_7.png delete mode 100644 docs/example_files/example_12_9.png rename {example => docs}/example_files/example_16_3.png (100%) rename {example => docs}/example_files/example_16_4.png (100%) rename {example => docs}/example_files/example_16_5.png (100%) rename {example => docs}/example_files/example_16_6.png (100%) delete mode 100644 example/example.rst delete mode 100644 example/example_files/example_11_4.png delete mode 100644 example/example_files/example_11_5.png delete mode 100644 example/example_files/example_11_6.png delete mode 100644 example/example_files/example_12_4.png delete mode 100644 example/example_files/example_12_5.png delete mode 100644 example/example_files/example_12_6.png delete mode 100644 example/example_files/example_14_1.png delete mode 100644 example/example_files/example_4_1.png diff --git a/docs/example.rst b/docs/example.rst index 58b7fc8..907aa68 100644 --- a/docs/example.rst +++ b/docs/example.rst @@ -1,5 +1,3 @@ -Example usage -============= .. code:: ipython3 %matplotlib inline @@ -10,6 +8,8 @@ Example usage from tqdm.auto import tqdm import matplotlib.pyplot as plt import astropy.units as u + import os + import shutil The second-order structure function of rotation measure (RM) is given by: @@ -20,7 +20,7 @@ That is, the ensemble average of the squared-difference in RM for sources with angular seperation :math:`\delta\theta`. We also need to correct for the impact of errors by: -.. math:: SF_{\text{RM}}(\delta\theta) = SF_{\text{RM},\text{obs}}(\delta\theta) - SF_{\sigma_\text{RM}}(\delta\theta) +.. math:: SF_{\text{RM}}(\delta\theta) = SF_{\text{RM},\text{obs}}(\delta\theta) - SF_{\sigma_\text{RM}}(\delta\theta) See Haverkorn et al. 2004 (2004ApJ…609..776H) for details. @@ -41,15 +41,15 @@ the paper’s plots using a web plot digitiser. 2.2444782900152482, 2.2476963207124476, 2.2837806390213578,]) * (u.rad / u.m**2)**2 - mao_sep = 10**np.array([-0.7729091483767441, - -0.5386163683663935, - -0.2730532911440767, - -0.02550632317850443, - 0.21819567988496358, - 0.47213008276920787, - 0.7173429798998987, - 0.9643533199726302, - 1.18882007856649, + mao_sep = 10**np.array([-0.7729091483767441, + -0.5386163683663935, + -0.2730532911440767, + -0.02550632317850443, + 0.21819567988496358, + 0.47213008276920787, + 0.7173429798998987, + 0.9643533199726302, + 1.18882007856649, 1.3453070240944185,]) * u.deg .. code:: ipython3 @@ -104,14 +104,14 @@ astropy table for convenience rms.append(rm) e_rms.append(e_rm) flags.append(flag) - + mao_rm_tab = Table() mao_rm_tab.add_column(coords, name='coordinates') mao_rm_tab.add_column(rms, name='RM') mao_rm_tab.add_column(e_rms, name='e_RM') mao_rm_tab.add_column(incs, name='included') mao_rm_tab.add_column(flags, name='flag') - + mao_rm_tab @@ -132,7 +132,7 @@ astropy table for convenience .. raw:: html