{ "cells": [ { "cell_type": "markdown", "id": "078900c6-d71d-44f0-9e76-cc5ce66f0ca9", "metadata": {}, "source": [ "# Logistic regression: exploring bootstrapping\n", "\n", "Exploring different bootstrapping idea:\n", "\n", "* non-parametric with minimal constraint (no empty group)\n", "* stratified non-parametric\n", "* parametric boostrapping \n", "* comparing distribution of boostrapped parameters with MLE asymptotic approx\n", "\n", "Ref:\n", " * https://www.scirp.org/journal/paperinformation?paperid=70962" ] }, { "cell_type": "markdown", "id": "e18cec5e", "metadata": {}, "source": [ "## Common" ] }, { "cell_type": "code", "execution_count": 1, "id": "3b351af7", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import scipy\n", "\n", "import pandas as pd\n", "import os\n", "\n", "from sklearn import linear_model\n", "\n", "# our libs\n", "from src import data_utils\n", "from src import report_utils\n", "from src import logit\n", "\n", "# testing multivariate normal\n", "import pingouin as pg\n", "from src import mvn" ] }, { "cell_type": "markdown", "id": "e0de7f02-942b-42ff-874c-3c0e2ac1e0dc", "metadata": {}, "source": [ "## Data" ] }, { "cell_type": "code", "execution_count": 2, "id": "3373f87f", "metadata": { "tags": [] }, "outputs": [], "source": [ "results_path = \"./results\"\n", "if not os.path.exists(results_path): os.makedirs(results_path)\n", "\n", "data_path = \"../../data/\"\n", "suv_filename = os.path.join(data_path, \"suv_percentilesSLOthenUWM.mat\")\n", "flags_filename = os.path.join(data_path,\"flags_combined.mat\")\n", "normal_range_filename = os.path.join(data_path, \"normal_range.mat\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "811d990d", "metadata": { "tags": [] }, "outputs": [], "source": [ "\"\"\"\n", "Loading all data\n", "\"\"\"\n", "suv_dict = scipy.io.loadmat(suv_filename)\n", "flags_dict = scipy.io.loadmat(flags_filename)\n", "normal_range_dict = scipy.io.loadmat(normal_range_filename)" ] }, { "cell_type": "code", "execution_count": 4, "id": "4a292c31", "metadata": {}, "outputs": [], "source": [ "# get data\n", "perc = 95\n", "organ = \"lung\"\n", "x, y = data_utils.get_data(organ, perc, suv_dict, flags_dict)\n", "\n", "# number of boostrapping samples\n", "n_boots = 10000" ] }, { "cell_type": "markdown", "id": "35e9bb7b-5a50-4cae-9af4-261c11453dd4", "metadata": {}, "source": [ "## Fit\n", "\n", "Ref: logistic regression documentation\n", "* https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", "* https://stats.stackexchange.com/questions/186830/what-is-scikit-learns-logisticregression-minimizing" ] }, { "cell_type": "code", "execution_count": 5, "id": "239ae789", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pars = array([-11.68319035, 5.68708926])\n" ] } ], "source": [ "# fits\n", "logr = linear_model.LogisticRegression(penalty = None)\n", "pars = logit.logit_poly_fit(x, y, degree = 1, lm=logr)\n", "print(f\"{pars = }\")" ] }, { "cell_type": "code", "execution_count": 6, "id": "9cf6fec1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "cov_pars = array([[12.31854544, -6.71118734],\n", " [-6.71118734, 3.81820749]])\n" ] } ], "source": [ "# asymptotic covariance matrix of parameters\n", "cov_pars = logit.logit_poly_cov(x, pars)\n", "print(f\"{cov_pars = }\")" ] }, { "cell_type": "code", "execution_count": 7, "id": "2359d3c1", "metadata": {}, "outputs": [], "source": [ "# defining twosided probabilities\n", "alpha = 0.05 # significance level\n", "probs = [alpha/2, 1 - alpha/2]" ] }, { "cell_type": "code", "execution_count": 8, "id": "4ba4d5d4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pars_CI = array([[-18.5622299 , 1.85727375],\n", " [ -4.80415081, 9.51690477]])\n" ] } ], "source": [ "# CI of params (assuming asymptotic distr of parameters)\n", "pars_CI = logit.logit_poly_pars_quantiles_normal(probs, pars, cov_pars)\n", "print(f\"{pars_CI = }\")" ] }, { "cell_type": "code", "execution_count": 9, "id": "96acc3ab", "metadata": {}, "outputs": [ { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "index", "rawType": "object", "type": "string" }, { "name": "value", "rawType": "float64", "type": "float" }, { "name": "LCL", "rawType": "float64", "type": "float" }, { "name": "UCL", "rawType": "float64", "type": "float" } ], "ref": "34c57fb5-a0df-4384-b882-1738e3398668", "rows": [ [ "b0", "-11.683190353932444", "-18.562229897321526", "-4.804150810543364" ], [ "b1", "5.687089258005264", "1.857273746403974", "9.516904769606553" ] ], "shape": { "columns": 3, "rows": 2 } }, "text/html": [ "
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valueLCLUCL
b0-11.683190-18.562230-4.804151
b15.6870891.8572749.516905
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" ], "text/plain": [ " value LCL UCL\n", "b0 -11.683190 -18.562230 -4.804151\n", "b1 5.687089 1.857274 9.516905" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# present table of results\n", "pd.DataFrame({\"value\": pars, \"LCL\": pars_CI[0], \"UCL\": pars_CI[1]}, index = [f\"b{i}\" for i in range(len(pars))])" ] }, { "cell_type": "code", "execution_count": 10, "id": "6ef6f46b", "metadata": {}, "outputs": [ { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "index", "rawType": "int64", "type": "integer" }, { "name": "LLF", "rawType": "float64", "type": "float" }, { "name": "AIC", "rawType": "float64", "type": "float" }, { "name": "BIC", "rawType": "float64", "type": "float" }, { "name": "A", "rawType": "float64", "type": "float" }, { "name": "chi2", "rawType": "float64", "type": "float" }, { "name": "p-value(chi2)", "rawType": "float64", "type": "float" }, { "name": "n", "rawType": "int64", "type": "integer" }, { "name": "k", "rawType": "int64", "type": "integer" }, { "name": "dof", "rawType": "int64", "type": "integer" } ], "ref": "e9d4cb31-da3c-4e1a-b680-3863316666df", "rows": [ [ "0", "-7.3941958272727675", "18.788391654545535", "22.90927767563837", "0.9655172413793104", "23.105937357608347", "0.9999705652971257", "58", "2", "56" ] ], "shape": { "columns": 9, "rows": 1 } }, "text/html": [ "
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LLFAICBICAchi2p-value(chi2)nkdof
0-7.39419618.78839222.9092780.96551723.1059370.99997158256
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" ], "text/plain": [ " LLF AIC BIC A chi2 p-value(chi2) n k \\\n", "0 -7.394196 18.788392 22.909278 0.965517 23.105937 0.999971 58 2 \n", "\n", " dof \n", "0 56 " ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# goodness of fit measures\n", "pd.DataFrame([logit.logit_poly_goodness_of_fit(x, y, pars)])" ] }, { "cell_type": "code", "execution_count": 11, "id": "54f463d0", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plotting results\n", "fig, ax = plt.subplots(figsize = (6, 5))\n", "\n", "ax.set_title(\"cond. prob. for AE\")\n", "\n", "ax.set_xlabel(r\"$x = max_{visit} SUV(visit, p)$\")\n", "ax.set_ylabel(\"P(AE|X = x)\")\n", "\n", "# plotting data points\n", "for i, lab in enumerate([\"NC\", \"AE\"]): ax.scatter(x[y == i], y[y == i],label = lab) \n", "\n", "# plotting fitted model \n", "xp = np.linspace(0, 6, 100)\n", "yp = logit.logit_poly_model(xp, pars)\n", "ax.plot(xp, yp, label = \"logistic reg\")\n", "\n", "for lab, c in zip([\"normal\", \"delta\"], [\"red\", \"green\"]):\n", " \n", " # define quantile model\n", " qm = eval(f\"logit.logit_poly_model_quantiles_{lab}\")\n", " \n", " # get result of model quantiles\n", " res = qm(xp, probs, pars, cov_pars)\n", "\n", " # make plot of quantiles\n", " ax.fill_between(xp, *res, color = c, alpha = 0.5, label = f\"CI:{lab}\")\n", "\n", "ax.legend(loc='center right')\n", "\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "6a1a899c-ac8a-44e8-bad6-04262e429913", "metadata": {}, "source": [ "## Nonpar. bootstrapping" ] }, { "cell_type": "code", "execution_count": 12, "id": "f10f2fe4", "metadata": {}, "outputs": [], "source": [ "\n", "\"\"\"\n", " Calculate mean vector and sample covariance matrix\n", "\n", " Input:\n", " x: array nxm for floats\n", " \n", " Return:\n", " (mean, cov)\n", "\"\"\"\n", "def mean_and_cov(x):\n", " \n", " mean_x = np.mean(x, axis = 0)\n", " dx = x - mean_x\n", " \n", " cov_x = dx.T @ dx/(len(dx)-1)\n", " \n", " return mean_x, cov_x" ] }, { "cell_type": "code", "execution_count": 13, "id": "2a860703", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "bpars_nonpar.shape = (10000, 2)\n", "size_selected: 7851\n" ] } ], "source": [ "# performing bootstrapping\n", "m = n_boots\n", "bpars_nonpar = logit.get_nonparam_boots_pars(x, y, m, lm = logr)\n", "\n", "print(f\"{bpars_nonpar.shape = }\")\n", "\n", "# select a zoom windows of parameters with the largest peak in the distribution\n", "window = np.array([[-50,0], [0, 20]])\n", "\n", "mask_sel = data_utils.within_bounds(bpars_nonpar, window)\n", "bpars_nonpar_sel = bpars_nonpar[mask_sel]\n", "\n", "print(\"size_selected:\", len(bpars_nonpar_sel))" ] }, { "cell_type": "code", "execution_count": 14, "id": "c99b4ec3", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_pdf(\n", " bpars_nonpar,\n", " bpars_nonpar_sel,\n", " results_path,\n", " \"logit_nonpar_boots.pdf\",\n", " \"logit_nonpar_boots_sel.pdf\",\n", " pars,\n", " cov_pars)" ] }, { "cell_type": "code", "execution_count": 15, "id": "4c2f7492-6caa-4f05-8a2f-a5a1eac28d30", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "== asymp beta ==\n", "mean:\n", "[-11.68319035 5.68708926]\n", "sample_cov:\n", "[[12.31854544 -6.71118734]\n", " [-6.71118734 3.81820749]]\n", "\n", "== betas in window ==\n", "mean:[-13.80656613 6.82934266]\n", "sample_cov:\n", "[[ 39.79769147 -24.21182354]\n", " [-24.21182354 15.36205015]]\n", "\n", "== all betas ==\n", "mean:\n", "[-31.80230595 17.59449002]\n", "sample_cov:\n", "[[ 1720.40403215 -1063.13618435]\n", " [-1063.13618435 660.43890903]]\n" ] } ], "source": [ "print(\"== asymp beta ==\\nmean:\\n{}\\nsample_cov:\\n{}\\n\".format(pars, cov_pars))\n", "print(\"== betas in window ==\\nmean:{}\\nsample_cov:\\n{}\\n\".format(*mean_and_cov(bpars_nonpar_sel)))\n", "print(\"== all betas ==\\nmean:\\n{}\\nsample_cov:\\n{}\".format(*mean_and_cov(bpars_nonpar)))\n", "\n", "# Conclusion: due to multiple peaks the empirical values are very far from MLE" ] }, { "cell_type": "code", "execution_count": 16, "id": "5160ac22-29e7-4c06-8b60-1214231fbc43", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "case 1:\n", "\tmvn.mardia:(np.float64(4.833573287075571), np.float64(-1.2779303906191906), np.float64(0.30480406700810825), np.float64(0.20127397132431946))\n", "\tmvn.hz:(np.float64(1.021869672905809), np.float64(0.11258362256748744))\n", "\tmvn.royston:(np.float64(9.031869973807346), np.float64(0.060307801029024555))\n", "\tpg.hz:HZResults(hz=np.float64(1.021869672905809), pval=np.float64(0.11258362256748755), normal=True)\n", "case 2: HZResults(hz=np.float64(8.064710154435065), pval=np.float64(1.6550339853758995e-19), normal=False)\n", "our case: HZResults(hz=np.float64(302.3193258436749), pval=np.float64(7.641311146472947e-113), normal=False)\n" ] } ], "source": [ "# testing multivariate_normality\n", "# Ref: \n", "# * https://www.statology.org/multivariate-normality-test-python/\n", "# * https://pingouin-stats.org/build/html/generated/pingouin.multivariate_normality.html\n", "# * https://www.sfu.ca/sasdoc/sashtml/ets/chap14/sect38.htm\n", "\n", "# random generate\n", "#rng = np.random.default_rng(2011) # this does not work !!!!!\n", "rng = np.random.default_rng(2001)\n", "\n", "# test case: expecting p>> 0.05 value => True\n", "data1 = rng.multivariate_normal([1, 2], [[2, 0.25], [0.25, 2]], size = 1000)\n", "test1 = {\"mvn.mardia\": mvn.mardia_test(data1), \n", " \"mvn.hz\": mvn.hz_test(data1),\n", " \"mvn.royston\" : mvn.royston_test(data1),\n", " \"pg.hz\": pg.multivariate_normality(data1, 0.05)}\n", "\n", "print(\"case 1:\")\n", "for key, val in test1.items():\n", " print(f\"\\t{key}:{val}\")\n", "\n", "# test case: expecting p << 0.05 value, => False\n", "data2 = rng.multivariate_normal([3, 5], [[1, 0.5], [0.5, 1]], size = 1000)\n", "test2 = pg.multivariate_normality(np.log(np.abs(data2)), alpha = 0.05)\n", "print(\"case 2:\", test2)\n", "\n", "# testing our parameters\n", "our_case = pg.multivariate_normality(bpars_nonpar[:1000], alpha = 0.05)\n", "print(\"our case:\", our_case)" ] }, { "cell_type": "markdown", "id": "98ad2d95-d89b-4f18-a2f7-c7fc17473135", "metadata": {}, "source": [ "Conclusion: Statistically looking, the distribution of parameters is far from multivariate Gaussian for these sizes of samples, but is captures essential properties." ] }, { "cell_type": "markdown", "id": "a8e54912", "metadata": {}, "source": [ "## Nonpar. stratified bootstrapped\n", "\n", "The number of points in each group is the same as in the original case." ] }, { "cell_type": "code", "execution_count": 17, "id": "b0e015ea", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "bpars_nonpar_strat.shape= (10001, 2)\n" ] } ], "source": [ "# performing stratified bootstrapping\n", "m = n_boots\n", "bpars_nonpar_strat = logit.get_nonparam_stratified_boots_pars(x, y, m, lm = logr)\n", "\n", "print(f\"{bpars_nonpar_strat.shape= }\")" ] }, { "cell_type": "code", "execution_count": 18, "id": "c53978ca", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "size_selected: 7867\n" ] } ], "source": [ "# select a zoom windows of parameters with the largest peak in the distribution\n", "window = np.array([[-100,0], [0, 20]])\n", "\n", "mask_sel = data_utils.within_bounds(bpars_nonpar_strat, window)\n", "bpars_nonpar_strat_sel = bpars_nonpar_strat[mask_sel]\n", "\n", "print(\"size_selected:\", len(bpars_nonpar_strat_sel))" ] }, { "cell_type": "code", "execution_count": 19, "id": "a53543fc", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_pdf(\n", " bpars_nonpar_strat, \n", " bpars_nonpar_strat_sel, \n", " results_path, \n", " \"logit_nonpar_boots_strat.pdf\",\n", " \"logit_nonpar_boots_strat_sel.pdf\",\n", " pars,\n", " cov_pars)" ] }, { "cell_type": "code", "execution_count": 20, "id": "298ff85e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "== asymp beta ==\n", "mean:\n", "[-11.68319035 5.68708926]\n", "sample_cov:\n", "[[12.31854544 -6.71118734]\n", " [-6.71118734 3.81820749]]\n", "\n", "== betas in windows ==\n", "mean:[-13.70249663 6.88927173]\n", "sample_cov:\n", "[[ 38.66266221 -24.47770901]\n", " [-24.47770901 15.59124051]]\n", "\n", "== all betas ==\n", "mean:\n", "[-32.5778551 18.20748471]\n", "sample_cov:\n", "[[ 1876.4222611 -1161.35737777]\n", " [-1161.35737777 721.86322217]]\n" ] } ], "source": [ "print(\"== asymp beta ==\\nmean:\\n{}\\nsample_cov:\\n{}\\n\".format(pars, cov_pars))\n", "print(\"== betas in windows ==\\nmean:{}\\nsample_cov:\\n{}\\n\".format(*mean_and_cov(bpars_nonpar_strat_sel)))\n", "print(\"== all betas ==\\nmean:\\n{}\\nsample_cov:\\n{}\".format(*mean_and_cov(bpars_nonpar_strat)))\n", "\n", "# Conclusion: due to multiple peaks the empirical values are very far from MLE" ] }, { "cell_type": "markdown", "id": "d1a90c82", "metadata": {}, "source": [ "## Parametric boostrapping" ] }, { "cell_type": "code", "execution_count": 21, "id": "88415c37", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "bpars_param.shape= (10000, 2)\n" ] } ], "source": [ "# performing stratified bootstrapping\n", "m = n_boots\n", "bpars_param = logit.get_parametric_boots_pars(x, y, m, lm = logr)\n", "\n", "print(f\"{bpars_param.shape= }\")" ] }, { "cell_type": "code", "execution_count": 22, "id": "c157ea73", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "size_selected: 7832\n" ] } ], "source": [ "# select a zoom windows of parameters with the largest peak in the distribution\n", "window = np.array([[-100,0], [0, 20]])\n", "\n", "mask_sel = data_utils.within_bounds(bpars_param, window)\n", "bpars_param_sel = bpars_param[mask_sel]\n", "\n", "print(\"size_selected:\", len(bpars_param_sel))" ] }, { "cell_type": "code", "execution_count": 23, "id": "74a623bf", "metadata": {}, "outputs": [ { "data": { "image/png": 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r/r0u29OloJsR6gAAPVaT3aEX392pHdnFumLSQPWKCfF0SWcsKMBPk0f21pc7j+nrvQWeLgfdiFAHAOiRKmoa9Ncl27Qju1g/mTxQqUm+cfuSjhiZGqshyVF66cM9OlZS4+ly0E0IdQCAHicnr0KPvbJZhwqqdM3UVFMFOqn5KRMzxicrJMhPz7+9Q1W1jZ4uCd2AUAcA6DHqGpr05uosPfHaFgUG2DTzR0OUnBDu6bK6RKC/TT+ZNFBllfX64xtbVcYjxEzPz9MFwLMam+w6UlSto0U1OlpSreLyOpVU1Ku6rlG19XY12R2yWCR/P5tCgvwUEeKv2MhgxUcFqXdMqJLiQxUfGeRTN+gE0PPUN9j16TdH9PGmg6prsGvKqCSNHZLgs7NcOyouMlg3XDRYS9fu05Ovfa1ZVwxXSlKEp8tCFyHU9SD1jXYdzq/S/mMVOnisUgeOVuhYSY0cRvP68BB/RYYGKCzYXwnRIQrws8pmtchQ88XEdQ121dQ1afeBEpVV1quhySFJCgqwKTkhTAN6R2hA73AN7BWh+OhgWQl6ADzIYRg6eKxSX+w4qg27jqm+waHhKTGaMKyXIkMDPF1et4mNDNLPLhqs9744oCde26JpY/vp0gn9FR7Scz6DnsJiGIbh6SJ6itLSajV9H4S6kt3hUHF5nY4W1yivqFq5hVU6eKxSR0tqZBiSzWpRQnSwEqNDlBAdrISoYMVGBinQ39bh1zAMQ1W1jSosq1NBaY3yS2uVX1qjsqoGSVJwgE39EsKUnBiuPvGh6hMXpsSYYIUF+3tsVM/Pz6ro6NBu6we0j77wDmbrhya7Q/mltco5Uq6s3HLtyClWeXWDwoL9NXxgjEalxirSC58SYbNZFB4erMrKWtntXfdPssNhaPPeAn2x45gskiYMT9TYoQka0i9K/n4dP/4fLz7enKeufRWhrhvZ7R0/aDoMQw6HIUOSvu8hw2j+u2F8///f/9nctnkbu8PQiV1qtVpkc/1nlc3WdaHKMJpDpd3eXEu79VgsslotslosslibL+q1WiSLLHJmPmf4aysDtlrUwaBotVrkcPAj7w3oC+/g0X5o45+fE5cYJzn+OY+TDsOQ3d78p5PVYpGfzSJ/P6tsNu++fNwiyWK1yHAe87uYYRhqaHSoodHuej2b1SI/m1WhQX6d+ry8/bPtaQh1XsgwDOUzBR0A0M3CQwIUGuzbN1/uyQh1AAAAJsC4KQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYgJ+nC+gpDMNQSUm1HA7D06X0WFarRTExofSDF6AvvAP94B18uR/i48NPe1u73aGSkmo3VmNeHf2cGanrJhaLRVarxdNl9GhWq4V+8BL0hXegH7wD/QB3IdQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AACg2zXZHZ4uwXQIdQAAoNuVVtZ7ugTTIdQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAA8Ai7gxmw7kSoAwAAHtHYRKhzJ0IdAADwiPoGu6dLMBVCHQAA8Ig6Qp1bEeoAAIBH1NQ3eboEUyHUAQAAj6ipI9S5E6EOAAB4RGVNg6dLMBVCnUls2lPm6RIAAOiU8mpCnTsR6kwiIz1KEuEOAOA7yqrqPV2CqRDqTIRABwDwJSUVhDp3ItSZSEZ6FCN2AACfUVhW6+kSTIVQZ0LOQEewAwB4s4JSQp07EepMyDlal5EeRbADAHitmvomVTAD1m0IdSZ1fKAj2AEAvFVeYbWnSzANQp2JOUfsJIIdAMC7WC0W2awWHSki1LkLoc7kCHYAAG8VFxmkQ/mVni7DNAh1PcymPWWEOwCAV0iICtZBQp3bEOp6gONH65wIdgAAT0uMCdGRomo12R2eLsUUCHU9BMEOAOBtEmNCZLcbOsJkCbcg1PUgBDsAgDeJjwqSxSJOwboJoa6HIdgBALxFgJ9NsRFBOnCMUOcOhLoeiGAHAPAW8VHBOsxInVsQ6noogh0AwBskRAUrt7BahmF4uhSfR6jrwQh2AABPi40MUn2jXaWV9Z4uxecR6no4gh0AwJNiIgIlScdKajxcie8j1IFgBwDwmMjQQFkkFZfXeboUn0eogySCHQDAM2xWi0KC/Dj96gaEOrg4g11u8Q939ibYAQC6WmiwvyprGj1dhs8j1KGFjPQo9Y1t+WNBsAMAdKUAP6vqGpo8XYbPI9ShleNPxTpH7Qh2AICuYrNa1NDE81/PFKEObXIGu+NH7Qh2AICuYZHF4ukafB+hDu1ixA4A0B3sDkM2K5HkTPEJ4qQYsQMAdLX6xiaFBPl5ugyfR6jDKbV1uxMAANyltt6usGB/T5fh8wh16JATgx2jdQAAd2iyO1RV26iY8EBPl+LzCHXoMIIdAMDdnPeni4kM8nAlvo9Qh04h2AEA3Km4ovnxYL1jQjxcie8j1KHTCHYAAHcprqhToL9N0Zx+PWOEOpwWgh0AwB0KS2vVJz5UFm5Ud8Z8KtR99NFHuv766zV69GiNGDFCl156qZ5//nnV17d+CHBRUZEee+wxTZs2TSNHjtRFF12kp556SlVVVW3u2+Fw6K233tJPf/pTnXPOOcrIyNBdd92lnTt3dvXb8lkEOwDAmSooq1VyYrinyzAFnwl1f/nLX3Tvvfdq586dGjVqlM477zwVFBToueee080336y6ujpX24KCAl177bV64403FBQUpAsuuEAOh0MLFizQDTfc0Gawe/TRR/Xggw8qNzdXEydO1MCBA7VmzRpdf/31+vzzz7vzrfoUgh0A4HQ1NjlUXFGn/olhni7FFHwi1O3du1f//Oc/FRUVpXfeeUcLFy7U/PnztWrVKqWnp+vbb7/Va6+95mr/2GOP6ciRI5o1a5Y++OADPfvss1qxYoV+/OMfKzMzU08//XSL/a9Zs0ZLlixRWlqaVqxYoeeff17/+te/9Oyzz8rhcOiBBx5QbW1tN79r30GwAwCcjoKyWhmG1L8XI3Xu4BOh7ssvv5RhGPrxj3+swYMHu5ZHRUXp9ttvlyRt3rxZknTw4EGtXr1avXv31uzZs11tAwICNG/ePIWFhWnZsmWqrq52rXv55ZclSXPnzlV0dLRr+fTp03XZZZepsLBQH374YZe+R19HsAMAdFZ+SY1sVov6xDFS5w4+EeqcF08eO3as1bqSkhJJUmRkpCRp/fr1MgxDU6ZMkZ9fy0eOhIeHKyMjQ3V1ddq4caMkqbKyUlu3blVISIgmTJjQav/Tpk2TJK1du9Zt78esePIEAKAz8ktq1Cc+VP5+PhFHvJ5PfIqTJ0+WxWLRp59+qmeeeUaFhYWqqqrSRx99pGeffVYBAQG6+eabJUlZWVmSpLS0tDb3NWjQIElSZmamJCk7O1sOh0MpKSmtQqAkpaamtmiPk8tIj3KFu017yhixAwC0i0kS7uUToS41NVWPP/64QkJC9OKLL2rSpEkaM2aM7r33XvXq1UtvvPGGRo4cKal5koQkxcfHt7kv5/Li4uJOtS8qKnLfGwIAACoqr1NyAqde3aX10JSXGjNmjCZNmqT169dr5MiRCggI0Pbt27Vv3z4tWrRIf/jDHxQQEOCa0BAU1PbjRpzLndfU1dTUSJKCg4NP2t4dEyVsNp/I0G5x3ogY1/9/saOk1TJPcH7+PakfvBV94R3oB+/QU/vBYRiyOwz17xUuP06/uoVPhLrt27frv//7vxUXF6f33ntPAwYMkCSVlpbqf//3f7V8+XLZbDb9+c9/ls1mk6RT3sTQMAxJ6nB7h8MhwzDO6OaIERFtB0fzaw510dGhHq6jWc/tB+9DX3gH+sE79NR+GDY4QZFhPE3CHXwi1D355JOqqqrS3//+d1egk6To6Gg99dRTmjZtmj744APdc889CglpfnZcWzckluS6n52znfPP4+9z1177M73bdUVFrex2xxntwxc5R+hKS6tP0bJr2WxWRUQE99h+8Cb0hXegH7yDL/fDmf6yHhLkJ0djk0pLm9xUkTl19HP2+lBXV1enbdu2KSgoSGPHjm21PiYmRiNGjNCGDRv03XffKTExUZJUWFjY5v6cy53Xyjnbt3fN3Intz4Td7lBTk299Yd3JOWnC07Nke3o/eBP6wjvQD96hJ/ZDfFRwj3vPXcnrQ11lZaUMw5DVapXV2vY5d+cp1MbGRtd97LKzs9tse+Ls2NTUVFmtVuXk5MjhcLR6jX379rVoj9Pn6TAHAPAuCVE985RzV/H6KxNjY2MVFRWlmpoa1w2Gj1dZWel6Pmt6enqL25/Y7fZWbTdt2qTg4GCNHz9eUvMEiXHjxrnWnWjVqlWSpClTprj7rQEA0KPFRHAtnTt5faizWq269tprJUkPP/ywjhw54lpXVVWl3/72tyorK9OUKVPUv39/9enTR1OnTlVubq6eeuop14SIhoYGPfzww6qurtZ1112n8PAf7ovjvMfdvHnzWpy2XblypZYvX674+HhdccUV3fF2AQDoMaKYIOFWFsOZerxYQ0OD7rzzTm3YsEH+/v4aP368/Pz8tH37dpWWliolJUWvvfaa4uLiJElHjx7Vddddp/z8fKWkpGjw4MHasWOH8vLyNGzYML322msKDW150eHcuXP13nvvKSwsTOeee65KS0u1detW+fv7a8GCBcrIyDjj91FaWs21Ax7k52dVdHQo/eAF6AvvQD94B1/uh/j4079x8LHiam3ekadzh/VyY0Xm1NHP2SdCnSQ1NTVpyZIlevfdd7Vv3z41NTWpX79+mj59um677TaFhbW8eWF+fr6ee+45rV27VuXl5UpKStKMGTN0xx13tGorNd+yZPHixVq6dKkOHDigiIgIjRw5UrNnz1Z6erpb3oMvfmHNxJcPnGZDX3gH+sE7+HI/nGmo25NdqOEDY91YkTmZLtSZgS9+Yc3Elw+cZkNfeAf6wTv4cj+caag7dKRMA3tHuLEic+ro5+z119QBAABzCgn0+ptw+BRCHQAA8IigAJunSzAVQh0AAPCIAH9CnTsR6gAAgEcE+BND3IlPEwAAeIStnSdF4fTwaQIAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATMDP0wV0xrFjx/Tiiy/qs88+U2FhoSIjIzVhwgTNmTNHycnJLdoWFRW52ubn5ys+Pl4zZszQL3/5S4WFhbXat8Ph0Ntvv63FixfrwIED8vf315gxY3TXXXdp+PDh3fUWAQAATovPjNTt3r1bV1xxhZYsWaLg4GBdcMEFCg4O1gcffKBrr71WR44ccbUtKCjQtddeqzfeeENBQUG64IIL5HA4tGDBAt1www2qqqpqtf9HH31UDz74oHJzczVx4kQNHDhQa9as0fXXX6/PP/+8O98qAABAp/lEqGtoaND999+vsrIy3X///froo4/0/PPPa8WKFfrZz36m0tJSPfHEE672jz32mI4cOaJZs2bpgw8+0LPPPqsVK1boxz/+sTIzM/X000+32P+aNWu0ZMkSpaWlacWKFXr++ef1r3/9S88++6wcDoceeOAB1dbWdvO7BgAA6DifCHWffPKJcnJyNH36dN15552u5TabTXPnzlVSUpKOHDkiu92ugwcPavXq1erdu7dmz57tahsQEKB58+YpLCxMy5YtU3V1tWvdyy+/LEmaO3euoqOjXcunT5+uyy67TIWFhfrwww+74Z0CAACcHp8IdStWrJAk3XLLLa3WBQcH69NPP9V7770nm82m9evXyzAMTZkyRX5+LS8ZDA8PV0ZGhurq6rRx40ZJUmVlpbZu3aqQkBBNmDCh1f6nTZsmSVq7dq173xQAAIAb+cREiV27dslqtWr48OEqKCjQ8uXLtX//foWFhWnq1KkaP368q21WVpYkKS0trc19DRo0SGvWrFFmZqYuuugiZWdny+FwKCUlpVUIlKTU1FRJUmZmZhe8MwAAAPfw+lDX0NCgo0ePKjo6WuvWrdNvfvObVqdOr7zySj3++OPy8/NTQUGBJCk+Pr7N/TmXFxcXS1KH2xcVFZ3xe7HZfGJg1LScnz/94Hn0hXegH7xDT+4HP7+e9567kteHOudM1ZqaGt13332aOnWq5syZo169emnz5s165JFH9M477yghIUH33Xefa0JDUFBQm/tzLncGw5qaGknNp3FP1t4dEyUiItp+DXQv+sF70BfegX7wDj2xH6KjQz1dgql4fahraGiQJNXX12v8+PF69tlnXeumTp2quLg4XXPNNVq4cKFuv/122Ww2SZLFYjnpfg3DkKQOt3c4HDIM45TtTqaiolZ2u+O0t8eZsdmsiogIph+8AH3hHegH7+DL/XCmoay0tPrUjdDhz9nrQ93xI2433nhjq/UjRozQiBEjtH37dn3zzTcKCQmR1BwC21JXVydJrnbOP53LT9b+TAKdJNntDjU1+dYX1ozoB+9BX3gH+sE79MR+6Gnvt6t5/cns8PBw+fv7S5L69u3bZps+ffpIkkpLS5WYmChJKiwsbLOtc7nzWjln+/aumTuxPQAAgDfy+lBns9lcM1Dz8/PbbOMMZLGxsRo8eLAkKTs7u822J86OTU1NldVqVU5OjhyO1r8x7Nu3r0V7AAAAb+T1oU6SpkyZIkn66KOPWq0rLi7Wrl27FBAQoFGjRmny5MmyWCz69NNPZbfbW7StrKzUpk2bFBwc7LoNSnBwsMaNG+dad6JVq1a1qAEAAMAb+USou/766xUSEqLly5dr2bJlruU1NTV68MEHVVNToyuvvFIRERHq06ePpk6dqtzcXD311FOuCRENDQ16+OGHVV1dreuuu07h4eGu/dx8882SpHnz5rU4bbty5UotX75c8fHxuuKKK7rp3QIAAHSexXCmHi+3cuVK3XfffWpsbFRaWpr69u2rHTt2qLCwUEOHDtXrr7/uCmpHjx7Vddddp/z8fKWkpGjw4MHasWOH8vLyNGzYML322msKDW05k2Tu3Ll67733FBYWpnPPPVelpaXaunWr/P39tWDBAmVkZJzxeygtreaiUA/y87MqOjqUfvAC9IV3oB+8gy/3Q3x8+KkbteNYcbVsbVz2hNY6+jn7TKiTpL1792r+/PnatGmTKisrlZSUpEsvvVS33367axarU35+vp577jmtXbtW5eXlSkpK0owZM3THHXcoLCys1b4dDocWL16spUuX6sCBA4qIiNDIkSM1e/Zspaenu6V+X/zCmokvHzjNhr7wDvSDd/DlfiDUdQ9Thjpf54tfWDPx5QOn2dAX3oF+8A6+3A+Euu7R0c/ZJ66pAwAAwMkR6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJtDtoS4vL0/vvvtud78sAACAqXV7qNuxY4d++9vfdvfLAgAAmBqnXwEAAEzAz107uuiiizrUrq6uzl0vCQAAgO+5LdTl5+crLS1NI0aMOGm73Nxcffnll+56WQAAAMiNoS4tLU19+/bV73//+5O2W7FiBaEOAADAzdx2Td3w4cO1ffv2DrU1DMNdLwsAAAC5caTu9ttv15QpU07ZbsqUKVqzZo27XhYAAAByY6hLTk5WcnLyKdsFBQWpT58+7npZAAAAiFuaAAAAmEKnRuoaGxv1zDPPaMOGDYqLi9P555+vq6++WoGBgZKkyspKrV+/Xo2NjUpLS9NZZ53VJUUDAACgpU6Fun/+859asGCB6+/r16/XwoUL9fLLL8tut2vmzJkqLCx0rU9OTtY999yjSy65xH0Vf6+hoUFXXXWVMjMztXLlSvXv37/F+qKiIr344ov67LPPlJ+fr/j4eM2YMUO//OUvFRYW1mp/DodDb7/9thYvXqwDBw7I399fY8aM0V133aXhw4e7vX4AAAB36lSo+/jjjxUQEKBnnnlG4eHhevPNN/Xhhx/qnnvuUUJCggoKCpScnKzhw4drz5492r9/v+6//37t27dPc+bMcWvhf/3rX5WZmdnmuoKCAl1//fU6cuSI0tLSdMEFF2jHjh1asGCB1q9frzfffLNVsHv00Ue1ZMkSRUZGauLEiSoqKtKaNWu0fv16zZ8/X5MmTXJr/QAAAO7UqVB3+PBhZWRkaOrUqZKksWPHKiEhQa+88or27NmjUaNG6bXXXlNAQIAk6euvv9avf/1r/f3vf9fkyZM1evRotxS9YcMGLVy4sN31jz32mI4cOaJZs2bp3nvvldQ8sjd37lx9/PHHevrpp/X//X//n6v9mjVrtGTJEqWlpenVV19VdHS0pOZ76t1777164IEHtGrVKgUHB7ulfgAAAHfr1EQJu92u0NDQFsvuvvtuV9i59dZbXYFOksaMGaP/+7//k9Vq1RtvvOGGcqWKigr99re/Vf/+/RUfH99q/cGDB7V69Wr17t1bs2fPdi0PCAjQvHnzFBYWpmXLlqm6utq17uWXX5YkzZ071xXoJGn69Om67LLLVFhYqA8//NAt9QMAAHSFToW6hISEVqc8w8LCXNecjRo1qtU2gwcP1siRI7V169YzKPMHv//971VQUKA///nPLQKk0/r162UYhqZMmSI/v5YDkeHh4crIyFBdXZ02btwoqXlyx9atWxUSEqIJEya02t+0adMkSWvXrnVL/QAAAF2hU6Hu3HPP1f79+7V48eIWywcNGiRJio2NbXO7pKQkFRUVnWaJP1i+fLmWL1+uO++8s80AKUlZWVmSmh9b1hZnrc5wmp2dLYfDoZSUlFYhUJJSU1NbtAcAAPBGnQp1d9xxhwIDAzVv3jz96le/0po1a1RZWalHHnlEmzZtkr+/f5vb5eXlyWKxnFGhR48e1e9//3sNGzZMd999d7vtCgoKJKnNU7PHLy8uLu5Ue3eEUgAAgK7SqYkSAwYM0PPPP6/7779fn3zyiVasWOFaPnLkSI0cOVIjRoxQenq6K+Bt3rxZ27Zt0+DBg0+7SMMw9Jvf/EZ1dXX605/+1G54lKTa2lpJzU+uaItzufOaupqaGklqdxKEs71zv2fCZuNez57k/PzpB8+jL7wD/eAdenI/+Pn1vPfclTr9mLBJkyZp1apVWrZsmdavX68dO3Zo//792r9/v95//31Jkr+/v9LT05WSkqJPPvlEknTdddeddpGvvPKKNm3apN/85jenDIc2m02STjkyaBhGp9o7HA4ZhnFGI44REcye9Qb0g/egL7wD/eAdemI/REeHnroROuy0nv0aERGh2267TbfddpsMw1BWVpa2b9+u7du3a8eOHcrKytK3336rb7/9VlJzYHr22Wf1n//8R6NGjXKN6sXExJzytfbu3au//e1vGjdunG655ZZTtg8JCZEk1dfXt7m+rq6uRTvnn87lJ2t/pqeQKypqZbc7zmgfOH02m1UREcH0gxegL7wD/eAdfLkfzjSUlZZWn7oROvw5n1aoO57FYlFaWprS0tJ09dVXS2oOVLt3724R9A4dOqQvvvhCX375pWu73bt3n3L/f/3rX9XQ0CCLxaK5c+e2WFdaWipJ+tOf/qSQkBD98pe/VGJioiS1eLLF8ZzLndfKOdu3d83cie3PhN3uUFOTb31hzYh+8B70hXegH7xDT+yHnvZ+u9oZh7q2BAYGavTo0S1uNlxeXu4Kedu3b9fOnTs7tC/nNW9fffVVu23WrFkjSbrmmmtcp2ezs7PbbHvi7NjU1FRZrVbl5OTI4XDIam15fn/fvn0t2gMAAHijLgl1bYmMjNTkyZM1efLkTm332muvtbvuwgsv1JEjR1o8+7Vv376yWCz69NNP9dvf/tZ1zZzUfE+6TZs2KTg4WOPHj5fUPEFi3Lhx2rRpkzZt2tTqXnWrVq2SJE2ZMqVTdQMAAHQn00076dOnj6ZOnarc3Fw99dRTrgkRDQ0Nevjhh1VdXa3rrrtO4eHhrm1uvvlmSdK8efNanLZduXKlli9frvj4eF1xxRXd+0YAAAA6odtG6rrTww8/rF27dumVV17RunXrNHjwYO3YsUN5eXkaNmyY5syZ06L9tGnTdMUVV+i9997TjBkzdO6556q0tFRbt26Vv7+//vKXv7T59AoAAABvYbqROknq3bu3li1bpmuuuUaVlZX69NNPFRAQoFmzZunVV19t9fxaSfrjH/+ohx56SH369NFnn32mQ4cO6cILL9TSpUuVkZHhgXcBAADQcRbDeX4SXa60tJqZPh7k52dVdHQo/eAF6AvvQD94B1/uh/j48FM3asex4mrZHL71fj2lo5+zKUfqAAAAehpCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEzAz9MFdJTD4dCyZcv09ttvKysrS42NjUpKStLFF1+sX/ziF4qIiGjR/vDhw3ruuee0efNmFRcXq0+fPvrJT36iW2+9Vf7+/q3239DQoNdff13vvPOODh8+rJCQEE2cOFFz5sxRcnJyd71NAACA02IxDMPwdBGn4nA4NGfOHK1atUrBwcEaMWKEQkJCtH37dpWUlKh///5avHix4uLiJElZWVm68cYbVV5erlGjRikxMVFbtmxRSUmJJkyYoAULFsjP74c829TUpLvuukvr1q1TQkKCRo8ercOHD2v37t0KDQ3V4sWLNXTo0DN+H6Wl1WpqcpzxfnB6/Pysio4OpR+8AH3hHegH7+DL/RAfH37a2x4rrpbN4Vvv11M6+jn7xEjdv//9b61atUoDBw7UggUL1LdvX0lSVVWV/vd//1effvqp5s2bp2eeeUaS9Jvf/Ebl5eWaN2+err32WlfbWbNmacOGDXr99dd1yy23uPa/ePFirVu3ThMnTtSLL76o4OBgSdLChQv1hz/8QQ888IDeeecdWSyW7n3jAAAAHeQT19S9/fbbkqQHHnjAFegkKSwsTE8++aQsFovWrFmjuro6bdiwQbt27dLo0aNdge7EtosWLZJzgNIwDL3yyiuSpIceesgV6CTplltu0bhx47Rnzx5t3LixO94qAADAafGJUBcZGamUlBSNGjWq1bqYmBhFRkaqsbFRpaWlWrdunSTpwgsvbNU2OTlZQ4YMUV5envbu3StJyszMVF5enlJSUpSSktJqm4svvliStHbtWje+IwAAAPfyidOv8+fPb3fdoUOHVFZWJn9/f8XExCgrK0uSlJaW1mb7QYMG6bvvvlNmZqaGDh2qffv2SZIGDx7cbnupOfwBAAB4K58IdSfz17/+VZI0depUBQYGqqCgQJIUHx/fZnvn8uLiYklytU9ISDhp+6KiojOu1WbziYFR03J+/vSD59EX3oF+8A49uR/8/Hree+5KPh3qFi5cqI8//ljBwcH61a9+JUmqra2VJAUFBbW5TWBgoCSpurpaklRTU3PS9s7lznZnIiIi+NSN0OXoB+9BX3gH+sE79MR+iI4O9XQJpuKzoc45M9ViseiJJ55QamqqJMlms0nSKWeqOidKdLb9maioqJXdzvRtT7HZrIqICKYfvAB94R3oB+/gy/1wpqGstLTaTZWYW0c/Z58LdYZh6KmnntJLL70km82mJ554QpdeeqlrfUhIiCSpvr6+ze2dy53tnH/W1dW12d653NnuTNjtDp+7B5EZ0Q/eg77wDvSDd+iJ/dDT3m9X86mT2XV1dZozZ45eeuklBQUF6dlnn9WVV17Zok1iYqIkqbCwsM19OJc7r5Vztm/vmrkT2wMAAHgjnwl1VVVVuuWWW7Ry5UrFxMTo1Vdfdd1u5HjOWazZ2dlt7ufE2bHO9s5ZsCdyLm9vNi0AAIA38IlQ19jYqDvvvFPffPONkpOTtWTJkjbvWSdJ559/viRp9erVrdYdOnRImZmZ6t27t4YMGSJJSklJUb9+/ZSVlaVDhw612mbVqlWSpClTprjr7QAAALidT4S6559/Xl9//bXi4+P1+uuvKzk5ud22Y8eOVXp6urZs2aJXX33Vtbyqqkq/+93vZBiGbr311hYTI2666SYZhqEHH3xQVVVVruWLFi3Sli1bdNZZZ2nixIld8+YAAADcwGK4Y1pnFyotLdXUqVNVW1uroUOHtnuTYKn5MWJxcXHas2ePbrrpJlVVVWnYsGHq27evtmzZouLiYl1wwQV64YUX5Of3wxyRpqYm3Xbbbdq4caNiY2M1duxY5ebmateuXYqMjNTixYtdNyE+s/fiew9rNhNffmi22dAX3oF+8A6+3A8dfdB8W44VV8vm8K336ykd/Zy9PtStXLlSs2fP7nDb/v37S5L279+vZ599Vhs2bFBtba2Sk5P1k5/8RDfffLMCAgJabVtfX68FCxbo/fffV15enmJjYzVu3DjNnj37pCODneGLX1gz8eUDp9nQF96BfvAOvtwPhLruYZpQZya++IU1E18+cJoNfeEd6Afv4Mv9QKjrHh39nH3imjoAAACcHKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAAB4hMNheLoEUyHUAQAAj2hosnu6BFMh1AEAAI+ob3R4ugRTIdQBAACPqKtv8nQJpkKoAwAAHlFdR6hzJ0IdAADwiMqaBk+XYCqEOgAA4BHl1YQ6dyLUAQAAjyipqPN0CaZCqAMAAB5RWEaocydCHQAA8IijxdWeLsFUCHUAAMAjjhRV81QJNyLUAQAAj2hsciiviNE6dyHUAQCAbmexWGSzWrT3cJmnSzENQh0AAOh2Fkm9Y0O0a3+Jp0sxDUIdAADwiEF9IrVrf4nqG+yeLsUUCHUAAFPbtKfM0yWgHYP7RqnR7tDWrEJPl2IKhDoAAOAR0eGBSk4M09pvjni6FFMg1AEATC0jPUpS84gdo3be5+xBccrKLdf+oxWeLsXnEeoAAKZ3fJgj2HmXtL5Rio0M0tvrczxdis8j1AEATM85WudEsPMeVqtFk4b30q79JdqRU+zpcnwaoQ4A0CMQ7LxXWr8o9e8VrkUff6fa+iZPl+OzCHUAgB6DYOedLBaLZozrp8raRr2xKlOGwaPDTgehDgDQoxwf7HKLHQQ7LxEZFqgfjeunL3ce08rNhz1djk8i1AEAeqy+sc3/DBLsvMOwATEan56gpZ/u05bvCjxdjs8h1AEAepwTR+sYsfMe549M0tDkaM1/b6c27j7m6XJ8ip+nCwAAwBMy0qNaBLncYof0/d9PvPYO3cdqtejSc/vLarHonx/sVnVtky48p48sFounS/N6hDoAQI+VkR7lCnLOETtJ0p4ygp0HWa0WXXJusoICbHpjVab2H63QzOlDFOBv83RpXo3TrwCAHq2t8MbpWM+zWCy6aExfXXpuf321p0BPvPa1cgurPF2WVyPUAQB6vIz0KNekCSeCnXcYNjBGN00brJq6Jv3+lc16e32OGpvsni7LKxHqAAAQwc6bJUSH6OczhijjrER9vPGgHn75K+3IKeZ+dicg1AEA8D2Cnffys1k1aURv/XzGEPnbbPrb0m/1pze2al9uuadL8xqEOgAAjnN8sNuV16BdeQ0EOy8SFxmsGy4apKvOT1FZVYOefP1rPb3sW+XkVXi6NI9j9isAACfISI9S7uclGpYU4FrmvOUJs2I9z2KxKLVPpFKSIrTnYKm+2HlMj7+6Ral9IjR9XLJGp8XJZu1541aEOgAA2nDVpBj9+/MSSc0jds0CCHZexGKx6KwBMRqaHK3svHJt2VuoF9/dqdiIIF08tq/OG9FbYcH+ni6z2xDqAABox/HBzokRO+9jtVo0uG+UBveN0rGSGm3ZW6C31mbrrXXZGj0oTpNHJWnYgBhZrea+gTGhDgCAk7hqUozEiJ3P6BUTov+aMEBTRzdq94FS7cgp1pa93yoqLEDnjeiticN7qXdsqKfL7BKEOgAATuHEEbvmcEew82ahQf4aNzRBY4fE61hJjXbklGj1llx9uOGg+iWEaXx6gsalJyohKtjTpboNoQ4AgA44fsROcs6MlSSCnTezWCzqHRuq3rGhmjq6j/YfrdB3h0r1/hcH9O91OerfK7w54A1NUFykbwc8Qh0AAB3kHLHbldegoqJjiovrxTV2PsTfz6q0flFK6xelhia7cvKaA94763O07NNsJSeG6Zy0eJ0zOF594kNlsfjWNXiEOgAAOsE5YrdLvTQsKYAROx8V4GfT0ORoDU2OVn1jc8DLyi3TRxsP6t3P9is+KkjnpMVr9OB4DeoT6ROTLAh1AAB0kivY5TUoL3uLAiL7asWOXiLY+aZAf5vS+0crvX+0muwOHcqvUlZumT7fflQrvjqssGB/nT0oTmcPjtOwATEKDLB5uuQ2EeoAADgNzmBXVNRXcXG9JEkrdtSJYOfb/GxWpSRFKCUpQj8yDOUVVWvfkebTtJ/vOCo/W/O98c4eHKdRqXGKDg/0dMkuhDoAAE7TVZNiJMk1YidJKzRWBDtzsFgs6hMfpj7xYZpydpJKK+u170i5svPK9fqKvXrV2KsBvcM15vvTtElxnr1VCqEOAIAzcNWkGO1aeqzFMkbszCk6PFDjhjbPlK2tb1JOXoX2HSl3zaRNjAl2TbQYmBQhazdPtCDUAQBwhh6+tpceWzpWkhix6yGCA/00bGCMhg2MUZPdoYPHKpV1pFzrtuXp442HFBkaoLFDEpRxVqJS+0R0y0xaQh0AAG7QHOyaR+yaKo5KYsSup/CzWZXaJ1KpfSLlcBjKK65W5uEyffVdvtZszVVsRJAyzkpUxlmJ6tuFt0oh1AEA4CbHj9gVFR1TQ3kuI3Y9jNVqUd/4MPWND9PU0X10uLBKew6W6tNvcvXRxoPqHRui80clafLIJIUEuTeGWd26NwAAeriHr22eCdtQnqu6gj0qKjqmFTvqtGlPmWcLQ7ezWCxKTgjX9HHJuuuK4brq/BRFhgborbXZuu+Fz/X6yr06WlztttdjpA4AADdzjtgVRTbf7iQvewsjdj2c7bhTtFW1jdq2r0ibdufrP1uPaHhKjK6ekqrkxPAzeg1G6k7w1Vdf6dZbb9WECRM0evRoXX/99froo488XRYAwMc8fG0vxcX1UlHRMdUV7GkOdozYQVJYsL8mjeitX1w+TJdkJOtYcY0eW7hZ/16XrcYm+2nvl5G647z//vuaO3eu/Pz8lJGRIZvNpg0bNujee+/Vvn37NGfOHE+XCADwIdNHBGnFjl5qKE9XQGTf70/F8uQJNPOzWTU8JVbp/aO1aU+BPtl0SFv2FmjW5cPVv1fnR+0YqfteUVGRHnroIQUHB2vJkiV66aWX9I9//EPvvvuu4uLi9OKLL2rXrl2eLhMA4EMy0qM0fUSQklKbJ0+U7X5Ph775gBE7tGCzWTVxeC/9fMYQGYb0wjs71NDY+RE7Qt333njjDdXV1emmm27SsGHDXMtTU1N13333yTAMLVq0yIMVAgB8kTPYxcX1UkB4kmt58+1OgB/ERQbrsokDVFpZrw83HOz09oS6761bt06SdPHFF7dad/HFF8tisWjt2rXdXBUAwAycwS559GVKHn2Zcja8ppwNr7nuawc4xUYEaUDvcG3bV9TpbQl1kgzD0L59+yRJgwcPbrU+MjJScXFxKi8vV35+fneXBwAwAWewc3I01kiSHl6c56mS4IXqG+06lF+lMUPiO70toU5SeXm56uvrFRoaqpCQkDbbJCQkSGq+9g4AgNPhDHYpE25W1FlXKC97iw5984Fmv5Dl6dLgBcqq6vXW2mwZhqFJI3p3entmv0qqra2VJAUHB7fbJjAwUJJUU1Nz2q9js5GhPcn5+dMPnkdfeAf6wTPOGxEjqUQrdvTSocOb1VCZp6KiY3p4sfTYz5JOub2Z2Gzd+8B7b2UYhnYdKNXKrw4rPMRfv715jBJi2h5kOhlCnSSrtfmA1pFnsTkcjtN+nYiI9kMjug/94D3oC+9AP3S//zo/VNJhrdBlKio65rpB8cOLx+q5u1tfBmRKFik8vGf/7DXZHdqRXaQvtx/VkcIqTRndR7+8apRCg/1Pa3+EOkmhoaGSpLq69mci1dfXS1K7p2c7oqKiVnb76YdCnBmbzaqIiGD6wQvQF96BfvCs40fs8rK3NN+gWNLsF3xnxC46OvT0Nzakyspa9xXjQ2rqmvRNVqG2ZhapqrZRwwfG6IaLR2tkaqwa6hrUUNfQon1HP2dCnZpDXWhoqCorK1VXV6egoKBWbQoKCiT9cG3d6bDbHWpq4sDpafSD96AvvAP94DnNNyAu0wqNVZ6kpNSxrlOxzmfImpndbni6hG5T32jXvtxy7T1cpv1HK2S1WDRheKKmje2nPvFhknTG30NCnZpPuw4ePFjbtm1TdnZ2i/vUSVJZWZmKiooUGRmpxMRED1UJADAj14idmgNdzeHNyivvrceWju0Rwc7M6hvtyj7yQ5BrshtKTYrQNVMHacKwRIWHBLj19Qh135s8ebK2bdum1atXtwp1q1evlmEYOv/88z1UHQDAzP7r/H6SDjefii3vrYDIvpKkx5YeI9j5mLKqeuXkVSgnr0KHCirVZDeU0jtCV09J1dihCYqJaH020F0Idd+7+uqrtWDBAi1cuFCTJ0/WOeecI0nKycnR008/LUm6/fbbPVghAMDMjh+xk6RD33wgvwhG7Lyd3e5QbmG1svPKtf9opYor6mS1WpTWN1JXTUnVmCHxiovsngkhhLrv9erVSw8++KAeeugh3XTTTcrIyFBAQIA2bNig+vp63X///Ro6dKinywQAmJjrGrsTHiH2789LdNWkGI/UhNZKK+t14FiFDhyr1MFjlWpocigyNECjBsVqREqczhoQreDA7o9YhLrjXHPNNerVq5f+8Y9/aNu2bbLZbDrrrLN066236kc/+pGnywMA9AA/TJ64TJJUVHRM676/7z3BzjPqGpp0KL9K+49V6OCxSpVVNchqtWhQUoQunThAo1Jj1S8hrEO3RutKhLoTTJ48WZMnT/Z0GQCAHuz4EbuG8lxJ0q68XhIjdt3C4TB0tKRGB442j8blFVfLMKTE6GCNSUvQsIExGpIc5ZHRuJPxrmoAAICklrc7cdqV10Cw6yLl1Q06cLRC+49V6lB+peoa7AoO9NNZ/aN18di+GjYgRnFR3n2zZEIdAABe6vgRu6KiY5KkXWLEzh2a7A4dLqhSTl6FDhyrUHFFvSwWKaV3hKaPT9awgTEa2DtcNqvvPEaPUAcAgBf7Idg1z4AdlhTAiN1pqqxpVM7R8u+DXKUamxyKDgvUiNRYDR8Yo/QB0QoNOr1HdHkDQh0AAF7OGexyix3aldegoqJjjNh1gGEYKiyrVWZuuXLyynWspFYWi5SaFKHLzxugkalx6hsf6vEJDu5CqAMAwAdkpEdJe8q0K0+Ki/vhvnXc7qQlwzBUUFqrvYfLlHm4TCWV9QoOsGlEaqwuO2+gRqTEKizYd0fjToZQBwCAjzh+xE76fuKExIidpKLyWu3aX6rM3DKVVtYrJNBP56TFa+zQBJ01IFp+Nt+5Nu50EeoAAPAhzhE7Z7Bz6okjdvWNdn13qFQ7souVV1yj0KDmIDduaIKG9u8ZQe54hDoAAHyMM9hJzQ+E35XXoGFJAT0m2B0trta2fcX67lCpmpocGpYSoyvPT9GoQXE9Lsgdj1AHAIAPOnHEzhnsNu0p+/40rbkYhqFD+VXasPuYDuVXKSY8UJee21+TRvZWTESQp8vzCoQ6AAB81IkjdpKaQ56Jgp1hGMrOq9DG3fnKK6pWv4Qw3X3lcI0eHC+r1RyzVt2FUAcAgA9r6xo7swS74oo6rdpyWIfyqzSoT4R+dc0ojUiJMc0tSNyNUAcAgI8zW7BrbHJo4+58fbUnX9Hhgbr32lEaPpAwdyqEOgAATMAswa6sql7vfJajkop6/fjc/vqvCf0V4G/zdFk+oedOEQEAwGQy0qPUN7b1P+2b9pR1fzGn4XBBlV5fmSlJeuS/x+mn56cQ6DqBkToAAEzkh8kTzSN1rpE7Lx+x23ekXO99vl+D+0bqritHmPapD12JkToAAEymvfDmrSN2x0pq9MGXBzQyNVb3XXc2ge40EeoAADAh56lY53/OETtvC3Y19U16e32O+saH6s7Lh/XomwefKT45AABMKiM9qsWo3YmPFvMG67/Nk91haM5VIxXI9XNnhFAHAIDJHT9qJ3nPaN2xkhrtyC7WT89PUWRYoKfL8XmEOgAAeoATr7PzhmC3ZW+B4qKCNHV0H0+XYgqEOgAAeghvCnaGDGUeLtOUs/vwuC83IdQBANCDeEuwMwypyW5owrBeHnl9MyLUAQDQwxwf7Dx577peMSGKDudaOnfh5sMAAPRAzjDnHKnzRLhL6xfZ7a9pZozUAQAAj0iKDfV0CabCSB0AAD2YJ0+/pvZhpM6dCHUAAKDbxUUFy+bwvpsh+zJOvwIAgG7HTUzcj1AHAABgAoQ6AAAAEyDUAQAAmAChDgAAwAQIdQAAACZAqAMAADABQh0AAIAJEOoAAABMgCdKdKOIiGBPlwDRD96EvvAO9IN3oB9wpiyGYRieLgIAAABnhtOvAAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEyAUAcAAGACfp4uwBc4HA4tW7ZMb7/9trKystTY2KikpCRdfPHF+sUvfqGIiIhW2xw+fFjPPfecNm/erOLiYvXp00c/+clPdOutt8rf379V+4aGBr3++ut65513dPjwYYWEhGjixImaM2eOkpOT26zrq6++0vz587Vnzx7V1dVpyJAhmjlzpi655BK3fwbe6KuvvtLMmTM1b948XXPNNW22ufzyy7V379529/HRRx8pNTXV9XeHw6G3335bixcv1oEDB+Tv768xY8borrvu0vDhw9vcx549e/T888/r22+/VWVlpQYOHKjrrrtO119/vSwWy5m9SR/QkX6oqqrSP//5T61YsUJ5eXmKiorS1KlTNWfOHMXGxra5zapVq/Tyyy9r3759MgxDI0aM0J133qkJEya02b6z3zkzW7Vqlf7nf/6n3fWXXHKJ/va3v7VY1h3HLLTW04/jcC+LYRiGp4vwZg6HQ3PmzNGqVasUHBysESNGKCQkRNu3b1dJSYn69++vxYsXKy4uzrVNVlaWbrzxRpWXl2vUqFFKTEzUli1bVFJSogkTJmjBggXy8/shTzc1Nemuu+7SunXrlJCQoNGjR+vw4cPavXu3QkNDtXjxYg0dOrRFXe+//77mzp0rPz8/ZWRkyGazacOGDWpoaNDdd9+tOXPmdNtn5Ak5OTmaOXOmCgsL9fjjj7cZJhoaGjR69GiFhobq/PPPb3M/c+fOVUJCguvvDz/8sJYsWaLIyEiNHz9eRUVF+uabb+Tv76/58+dr0qRJLbbfuHGj7rjjDjU1NWns2LEKDw/Xxo0bVV1drSuvvFJ//OMf3fvGvUxH+qGqqkozZ87Url27lJycrPT0dGVmZmr//v1KTEzU0qVL1atXrxbbzJ8/X3/7298UEhKijIwM1dXV6auvvpLD4dDjjz+uq6++ukX7zn7nzO7pp5/W3//+d40fP16JiYmt1o8ePVo33nij6+/dccxCaz39OI4uYOCkli5daqSlpRnTp083Dh8+7FpeWVlp/OIXvzDS0tKMOXPmtNjmyiuvNNLS0owlS5a0aH/jjTcaaWlpxiuvvNKi/aJFi4y0tDTjlltuMWpqalzLX3nlFSMtLc244oorDIfD4VpeWFhojBw50jj77LONnTt3upbv27fPmDhxojFkyJAWy83myy+/NCZMmGCkpaUZaWlpxtKlS9tst337diMtLc2YPXt2h/a7evVqIy0tzfiv//ovo6SkxLX8k08+MdLT043zzjuvRf/U19cb5513npGenm6sXbvWtTw/P9+YMWOGkZaWZqxcufI036X362g/PPnkk0ZaWpoxd+5co7Gx0TAMw7Db7a7ls2bNatF+z549RlpamjFp0qQW37nNmzcbZ599tjFy5Ejj2LFjLbbp7HfO7O68804jLS3NyMzM7FD7rj5mobWefhxH1+CaulN4++23JUkPPPCA+vbt61oeFhamJ598UhaLRWvWrFFdXZ0kacOGDdq1a5dGjx6ta6+9ts32ixYtkvH9AKlhGHrllVckSQ899JCCg4Nd29xyyy0aN26c9uzZo40bN7qWv/HGG6qrq9NNN92kYcOGuZanpqbqvvvuk2EYWrRoURd8Gp5VXFysRx99VLfeeqvKy8uVlJR00va7d++WpHZPm57o5ZdfltQ8ehcdHe1aPn36dF122WUqLCzUhx9+6Fr+/vvvq7CwUDNmzNCUKVNcyxMSEvTII49IkhYuXNih1/YlnemHqqoqLV26VMHBwfrd737nGu2xWq2aO3eu+vXrp//85z86dOiQaxtnP9x9990tvnNjx47Vf//3f6uurk7/+te/XMs7+53rCXbt2qXg4GClpKScsm13HLPQWk89jqNrEepOITIyUikpKRo1alSrdTExMYqMjFRjY6NKS0slSevWrZMkXXjhha3aJycna8iQIcrLy3Nd55WZmam8vDylpKS0eQC++OKLJUlr1651LXO+hnPdie0tFkuL9mYxf/58vfnmm0pOTtaiRYuUkZFx0vbOUHf8AbM9lZWV2rp1q0JCQtq8ZmvatGmSOt4P48ePV2RkpL7++mtVVFSc8vV9SWf64auvvlJNTY3Gjh2ryMjIFutsNpumTp0qqeOf68n6oaPfObMrKipSYWGhhg4dKpvNdsr23XHMQms99TiOrkWoO4X58+fr448/bjFy43To0CGVlZXJ399fMTExkpqvTZGktLS0Nvc3aNAgSc0HRknat2+fJGnw4MEdam8Yxkm3iYyMVFxcnMrLy5Wfn9+xN+kj+vXrp0ceeUTLly/X2LFjT9neGeoKCgp0yy23KCMjQ6NHj9bMmTP12WeftWibnZ0th8OhlJSUNq+9ck6mcPaD9ENft9UPVqtVKSkpMgzD1c4sOtMPnf35LiwsVFlZmaKjo1tcp+qUmpoqi8Wiffv2yW63S+r8d87sdu3aJUnq1auX/vSnP2n69OkaMWKELrzwQv3pT39SeXl5i/ZdfcxCaz35OI6uRag7A3/9618lSVOnTlVgYKCk5gAhSfHx8W1u41xeXFzcov3xF+u31b6oqEiSVF5ervr6eoWGhiokJKTNbZz7cm5jFjNnztTPfvazDs1ktNvtrn9UHnjgAZWWlmrcuHFKSkrSpk2bdPvtt7tO80kd77fjP9PO9rVZdKYfOvvzfarPNCAgQJGRkWpoaFBlZWWHtjFrP7TH+cvMxx9/rKVLl2rgwIE655xzVF5erpdfflnXXnutCgsLXe27+piF1nrycRxdq+dMB/ve/fff7/pN9mRGjhypP//5z+2uX7hwoT7++GMFBwfrV7/6lWt5bW2tJCkoKKjN7Zzhr7q6WpJUU1Nz0vbO5c52zv0ffx1Le6/h3MYbuasf2pOdna26ujoFBgbq6aefbnFq6aOPPtKvf/1rPfXUUxo7dqxGjhzp+qza+1yd/eD8/I////a2oR+6/uc7Kiqq0985X9PZPtqzZ48kacqUKfrLX/6i8PBwSVJJSYnuvfdebdy4UQ899JDmz58vqeuPWWjNLMdxeJ8eF+ry8vK0f//+U7Zr77dWqTnQ/eEPf5DFYtETTzzR4j5nzmtYTnV/MudFx51tb7VaO9Rear4di7dyRz+cTFpamr744gvV1taqX79+LdZdcskl2rZtmxYtWqQ333xTI0eO7HA/OBwOGYYhi8Uim80mh8PRoW28VVf3Q3f8fHf2NXxNZ/vo//2//6d77rlHSUlJLUJDTEyM/vznP2vGjBn69NNPlZubq759+3b5MQutmeU4Du/T40Ldm2++edrbGoahp556Si+99JJsNpueeOIJXXrppS3aOIfS6+vr29yHc7mznfNP5+zZEzmXO9uFhoaetH1br+GNzqQfOqqta7Kcpk6dqkWLFmnnzp2SOtcPzgNxSEiIysvLVVdXp4CAgFbb0A+d//k+VXup/e9QR79zvqazfRQQENDiF83jJSYm6qyzztKWLVu0a9cu9e3bt8uPWWjNLMdxeB+uqeuguro6zZkzRy+99JKCgoL07LPP6sorr2zVznmjz+OvWTmec7nzt2pn+/aumzixfWhoqEJDQ1VZWdnuAeFU17zgh8/TeRqks/1w/DYd7eueqLOf66naNzQ0qLy8XP7+/oqKimqxDf3QMc5fdk782e+qYxZa4ziOrkKo64CqqirdcsstWrlypWJiYvTqq6+2OQ1d+mEmU3Z2dpvrT5xp5mzvnAl1IudyZ3uLxXLS1ygrK1NRUZEiIyPbvJN8T7FixQrdf//9WrZsWZvrDx8+LEmuJxmkpqbKarUqJyenzdMdJ/aDdPK+djgcysnJadFfPdGpfr5P/D5ER0crPj5eRUVFrtsEHc/5yLDBgwe7TmF19jtnZvX19XrooYd09913txsWTvzZ7+pjFlrjOI6uQqg7hcbGRt1555365ptvlJycrCVLlrR5zzon5+OoVq9e3WrdoUOHlJmZqd69e2vIkCGSpJSUFPXr109ZWVktbsDqtGrVKklqcXPbyZMnt/saq1evlmEY7T4Wq6coLy/X8uXL9cYbb7R5bc8777wjSa7HfgUHB2vcuHGqrKzUpk2bWrVvqx9O1tebNm1SeXm5Ro8e3eazgXuKsWPHKiQkRF999ZVrtqqT3W7Xp59+KovF4vqZln74+V6zZk2r/Tn74fif785+58wsMDBQa9eu1erVq/X555+3Wv/dd9/pu+++U3h4uM4++2xJ3XPMQmscx9EVCHWn8Pzzz+vrr79WfHy8Xn/99VM+qHrs2LFKT0/Xli1b9Oqrr7qWV1VV6Xe/+50Mw9Ctt97a4gLZm266SYZh6MEHH1RVVZVr+aJFi7RlyxadddZZmjhxomv51VdfreDgYC1cuFBbt251Lc/JydHTTz8tSbr99tvP9K37tBkzZigqKkp79uzRCy+80CLYLV26VCtWrFBsbKyuv/561/Kbb75ZkjRv3rwWp6JWrlyp5cuXKz4+XldccYVr+bRp05SQkKDly5dr5cqVruWFhYWaN2+eJPohODhYV111laqrq/Xwww+roaFB0g/Xp+bm5uriiy/WwIEDXdv87Gc/k9Vq1dNPP62cnBzX8q1bt2rhwoUKDAx09ZV0et85M3P+TD/55JOuUTmp+XTp7373O9ntdt12222uWardccxCaxzH0RUsBlOU2lVaWqqpU6eqtrZWQ4cOPelptAceeMB1rcqePXt00003qaqqSsOGDVPfvn21ZcsWFRcX64ILLtALL7zQ6uHYt912mzZu3KjY2FiNHTtWubm52rVrlyIjI7V48WLXDT2dli1bpoceekhWq1UZGRkKCAjQhg0bVF9fr/vvv1933nln13woXuSBBx7QO++80+6D5NetW6f/+Z//UUNDgwYMGKAhQ4bowIED2rt3r0JCQrRgwQKNGTOmxTZz587Ve++9p7CwMJ177rkqLS3V1q1b5e/vrwULFrR6esL69et11113qampSeecc46io6O1ceNGVVVV6brrrtNjjz3WpZ+BNzhVP1RVVemGG25QZmam+vTpo+HDhysrK0s5OTnq06eP/vWvf7W6buiZZ57Riy++qMDAQE2YMEENDQ3atGmTHA6HnnrqKV122WUt2nf2O2dmDQ0N+sUvfqEvv/xSQUFBGjNmjAICArRp0ybV1NRo+vTp+tvf/tbiaRPdccxCaxzH4W6EupNYuXKlZs+e3eG2/fv3d/19//79evbZZ7VhwwbV1tYqOTlZP/nJT3TzzTe3O1NywYIFev/995WXl6fY2FiNGzdOs2fPbnd08LPPPtM//vEP7dy5UzabTYMGDdKtt96qH/3oR6f3hn3MqcKE1HxX+/nz57tOh8bExGjSpEn65S9/2epWJ1LztXCLFy/W0qVLdeDAAUVERGjkyJGaPXu20tPT23yN7du364UXXtDWrVvV1NSkgQMH6oYbbtBVV13luu7LzDrSDxUVFfr73/+uFStWqLCwUImJiZo8ebLuuuuudi+o/+CDD/Tqq68qKytLQUFBSk9P16xZs9p9LFlnv3Nm1tTUpNdff13vvfeecnJyZLVaNXjwYF1zzTW6+uqr2xy17I5jFlrr6cdxuBehDgAAwATMP4wAAADQAxDqAAAATIBQBwAAYAKEOgAAABMg1AEAAJgAoQ4AAMAECHUAAAAmQKgDAAAwAUIdAACACRDqAAAATIBQBwAAYAJ+ni4AAE7H/v37tWDBAm3YsEEFBQWy2Wzq16+ffvzjH+uOO+5o8yH0AGBmFsMwDE8XAQCd8fnnn+vuu+9WXV2dBg4cqLS0NFVXV2vTpk1qbGzUbbfdprlz53q6TADoVozUAfAp5eXluv/++1VXV6eHHnpIN954oywWiyTpP//5j375y19q48aNHq4SALofoQ6AT3nrrbdUVlam6dOn66abbmqxLjw8XJIUGxvridIAwKOYKAHAp6xbt06SdPnll7da969//UuSdP7553drTQDgDRipA+AzHA6HduzYIUkaN26ca3llZaVefPFFLV++XH369NHVV1/tqRIBwGMIdQB8RlZWlmpqajRgwABFRkbq97//vbKysrRz507V1tYqPT1dzzzzjIKDgz1dKgB0O0IdAJ+xfft2SdKIESNUXl6uN998U8dP4E9ISJDD4Wi13cGDB/X4449ry5YtCggI0I9//GPNnTtXISEh3VY7AHQ1Qh0An+E89Tpq1ChFRkZq+/btKioq0rfffquXX35Z69at0+7du/Xhhx8qMjJSUvOp2Z///OdKSEjQ008/rfLycv3xj39UcXGxnnvuOU++HQBwK0IdAJ/hHKkbOXKkJCkgIEBJSUlKSkrSRRddpEsvvVSHDh3S+vXrddlll0lqnjxRUlKif//7365ZsUFBQZo9e7Z27typ4cOHe+bNAICbMfsVgE+oq6tTVlaW/P39lZ6e3mp9QECAK6A1Nja6lq9fv17nnntui9ucXHjhhQoJCdHatWu7vG4A6C6EOgA+Yffu3WpqalJ6enq7jwDbs2ePJCktLc21bN++fUpNTW3Rzs/PTwMHDlR2dnbXFQwA3YxQB8AnOE+9pqSktLn+66+/1v79+5WcnKxhw4a5lldUVLhuSny8iIgIlZeXd02xAOABhDoAPsE5SeKTTz7RV1991WJdVlaWfv3rX0uS5syZ43psGAD0JEyUAOATnCN1dXV1mjlzps4++2wlJSUpLy9P27dvl91u16xZs1wTJJwiIiJUWVnZan8VFRXq379/t9QOAN2BUAfA65WVlenQoUOKiIjQPffcoyVLlmjXrl3auXOn4uLiNGPGDP3sZz/T2LFjW22bmpra6to5u92u/fv368ILL+yutwAAXY5QB8DrHX/T4Ztuukk33XRTh7c9//zz9cILL6ikpEQxMTGSpE8//VQ1NTWaMmVKl9QLAJ7ANXUAvN6J96frjOuvv16RkZG66667tG7dOn3wwQd65JFHdNFFF2nEiBHuLhUAPIZQB8DrOSdJnE6oi4iI0KJFixQaGqp77rlHjz/+uC666CI99dRT7i4TADzKYhz/4EQA8EITJ05UcXGxvvjiC8XFxXm6HADwSoQ6AAAAE+D0KwAAgAkQ6gAAAEyAUAcAAGAChDoAAAATINQBAACYAKEOAADABAh1AAAAJkCoAwAAMAFCHQAAgAkQ6gAAAEzg/wdzcm4aaxWttQAAAABJRU5ErkJggg==", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_pdf(\n", " bpars_param, \n", " bpars_param_sel, \n", " results_path, \n", " \"logit_param_boots.pdf\",\n", " \"logit_param_boots_sel.pdf\",\n", " pars,\n", " cov_pars)" ] }, { "cell_type": "markdown", "id": "3e9780e4", "metadata": {}, "source": [ "## Compare model CI results" ] }, { "cell_type": "code", "execution_count": 24, "id": "924d6463", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_logit_ci_comparison(\n", " x=x,\n", " y=y,\n", " pars=pars,\n", " cov_pars=cov_pars,\n", " probs=probs,\n", " results_path=results_path,\n", " logit=logit,\n", " bpars_nonpar=bpars_nonpar,\n", " bpars_nonpar_strat=bpars_nonpar_strat,\n", " bpars_param=bpars_param,\n", " filename=\"logit_cmp_CI.pdf\",\n", " title=\"cond. prob. for AE\",\n", ")" ] } ], "metadata": { "kernelspec": { "display_name": "base (3.12.3)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 5 }