{ "cells": [ { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "# Presenting SOTA results on CIMA dataset\n", "\n", "This notebook serves as visualisation for State-of-the-Art methods on CIMA dataset\n", "\n", "_Note: In case you want to get some further evaluation related to new submission, you may contact JB._" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/jb/.local/lib/python3.6/site-packages/dask/config.py:161: YAMLLoadWarning: calling yaml.load() without Loader=... is deprecated, as the default Loader is unsafe. Please read https://msg.pyyaml.org/load for full details.\n", " data = yaml.load(f.read()) or {}\n" ] } ], "source": [ "%matplotlib inline\n", "%load_ext autoreload\n", "%autoreload 2\n", "\n", "import os, sys\n", "import glob, json\n", "import shutil\n", "\n", "import tqdm\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "sys.path += [os.path.abspath('.'), os.path.abspath('..')] # Add path to root\n", "from birl.utilities.data_io import update_path\n", "from birl.utilities.evaluate import compute_ranking\n", "from birl.utilities.drawing import RadarChart, draw_scatter_double_scale\n", "from bm_ANHIR.generate_regist_pairs import VAL_STATUS_TRAIN, VAL_STATUS_TEST\n", "from bm_ANHIR.evaluate_submission import COL_TISSUE" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This notebook serves for computing extended statistics (e.g. metrics inliding ranks) and visualie some more statistics.\n", "\n", "\n", "You can run the notebook to see result on both scales `10k` and `full`.\n", "To do so you need to unzip paticular archive in `bm_CIMA` to a separate folder and point-out this path as `PATH_RESULTS` bellow." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# folder with all participants submissions\n", "PATH_RESULTS = os.path.join(update_path('bm_CIMA'), 'size-10k')\n", "# temporary folder for unzipping submissions\n", "PATH_TEMP = os.path.abspath(os.path.expanduser('~/Desktop/CIMA_size-10k'))\n", "# configuration needed for recomputing detail metrics\n", "PATH_DATASET = os.path.join(update_path('bm_ANHIR'), 'dataset_ANHIR')\n", "PATH_TABLE = os.path.join(update_path('bm_CIMA'), 'dataset_CIMA_10k.csv')\n", "# landmarks provided to participants, in early ANHIR stage we provided only 20% points per image pair\n", "PATH_LNDS_PROVIDED = os.path.join(PATH_DATASET, 'landmarks_all')\n", "# complete landmarks dataset\n", "PATH_LNDS_COMPLATE = os.path.join(PATH_DATASET, 'landmarks_all')\n", "# baseline for normalization of computing time\n", "PATH_COMP_BM = os.path.join(PATH_DATASET, 'computer-performances_cmpgrid-71.json')\n", "FIELD_TISSUE = 'type-tissue'\n", "\n", "# configuration for Pandas tables\n", "pd.set_option(\"display.max_columns\", 25)\n", "assert os.path.isdir(PATH_TEMP)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some initial replacement and name adjustments" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# simplify the metrics names according paper\n", "METRIC_LUT = {'Average-': 'A', 'Rank-': 'R', 'Median-': 'M', 'Max-': 'S'}\n", "\n", "def col_metric_rename(col):\n", " for m in METRIC_LUT:\n", " col = col.replace(m, METRIC_LUT[m])\n", " return col" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Parse and load submissions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Extract metrics from particular submissions\n", "\n", "All submissions are expected to be as a zip archives in single folder. The archive name is the author name." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ ], "source": [ "# Find all archives and unzip them to the same folder.\n", "archive_paths = sorted(glob.glob(os.path.join(PATH_RESULTS, '*.zip')))\n", "submission_dirs = []\n", "\n", "for path_zip in tqdm.tqdm(archive_paths, desc='unzipping'):\n", " sub = os.path.join(PATH_TEMP, os.path.splitext(os.path.basename(path_zip))[0])\n", " os.system('unzip -o \"%s\" -d \"%s\"' % (path_zip, sub))\n", " sub_ins = glob.glob(os.path.join(sub, '*'))\n", " # if the zip subfolder contain only one folder move it up\n", " if len(sub_ins) == 1:\n", " [shutil.move(p, sub) for p in glob.glob(os.path.join(sub_ins[0], '*'))]\n", " submission_dirs.append(sub)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Parse submissions and compute the final metrics. This can be computed just once.\n", "\n", "**NOTE:** you can skip this step if you have already computed metrics in JSON files" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "scrolled": false }, "outputs": [], "source": [ "import bm_ANHIR.evaluate_submission\n", "\n", "bm_ANHIR.evaluate_submission.REQUIRE_OVERLAP_INIT_TARGET = False\n", "\n", "tqdm_bar = tqdm.tqdm(total=len(submission_dirs))\n", "for path_sub in submission_dirs:\n", " tqdm_bar.set_description(path_sub)\n", " # run the evaluation with details\n", " path_json = bm_ANHIR.evaluate_submission.main(\n", " path_experiment=path_sub, path_table=PATH_TABLE, path_dataset=PATH_LNDS_PROVIDED,\n", " path_reference=PATH_LNDS_COMPLATE, path_comp_bm=PATH_COMP_BM, path_output=path_sub,\n", " min_landmarks=1., details=True, allow_inverse=True)\n", " # rename the metrics by the participant\n", " shutil.copy(os.path.join(path_sub, 'metrics.json'),\n", " os.path.join(PATH_RESULTS, os.path.basename(path_sub) + '.json'))\n", " tqdm_bar.update()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load parsed measures from each experiment" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Users: dict_keys(['ANTs', 'DROP', 'Elastix', 'RNiftyReg', 'RVSS', 'bUnwarpJ-SIFT', 'bUnwarpJ'])\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "submission_paths = sorted(glob.glob(os.path.join(PATH_RESULTS, '*.json')))\n", "submissions = {}\n", "# loading all participants metrics\n", "for path_sub in tqdm.tqdm(submission_paths, desc='loading'):\n", " with open(path_sub, 'r') as fp:\n", " metrics = json.load(fp)\n", " # rename tissue types accoding new LUT\n", " for case in metrics['cases']:\n", " metrics['cases'][case][FIELD_TISSUE] = metrics['cases'][case][FIELD_TISSUE]\n", " m_agg = {stat: metrics['aggregates'][stat] for stat in metrics['aggregates']}\n", " metrics['aggregates'] = m_agg\n", " submissions[os.path.splitext(os.path.basename(path_sub))[0]] = metrics\n", "\n", "print ('Users: %r' % submissions.keys())" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fields: dict_keys(['aggregates', 'cases', 'computer', 'submission-time', 'required-landmarks'])\n", "required-landmarks: [1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0]\n", "found tissues: ['lung-lesion', 'lung-lobes', 'mammary-gland']\n" ] } ], "source": [ "# split the particular fields inside the measured items\n", "users = list(submissions.keys())\n", "print ('Fields: %r' % submissions[users[0]].keys())\n", "user_aggreg = {u: submissions[u]['aggregates'] for u in users}\n", "user_computer = {u: submissions[u]['computer'] for u in users}\n", "user_cases = {u: submissions[u]['cases'] for u in users}\n", "print ('required-landmarks: %r' % [submissions[u]['required-landmarks'] for u in users])\n", "tissues = set(user_cases[users[0]][cs][FIELD_TISSUE] for cs in user_cases[users[0]])\n", "print ('found tissues: %r' % sorted(tissues))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define colors and markers later used in charts" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "METHODS = sorted(submissions.keys())\n", "# https://seaborn.pydata.org/tutorial/color_palettes.html\n", "# https://www.codecademy.com/articles/seaborn-design-ii\n", "COLOR_PALETTE = \"Set1\"\n", "METHOD_CMAP = sns.color_palette(COLOR_PALETTE, len(submissions))\n", "METHOD_COLORS = {m: METHOD_CMAP[i] for i, m in enumerate(METHODS)}\n", "\n", "def list_methods_colors(methods):\n", " return [METHOD_COLORS[m] for m in methods]\n", "\n", "def cmap_methods(method):\n", " return METHOD_COLORS[m]\n", "\n", "# define cyclic buffer of markers for methods\n", "# https://matplotlib.org/3.1.1/api/markers_api.html\n", "METHOD_MARKERS = dict(zip(submissions.keys(), list('.*^v<>pPhHXdD')))\n", "# METHOD_MARKERS = dict(zip(submissions.keys(), list('.1234+xosD^v<>')))\n", "\n", "def list_methods_markers(methods):\n", " return [METHOD_MARKERS[m] for m in methods]\n", "\n", "# display(pd.DataFrame([METHOD_COLORS, METHOD_MARKERS]).T)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Compute ranked measures" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Extend the aggregated statistic by Rank measures such as compute ranking over all cases for each selected field and average it" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "for field, field_agg in [('rTRE-Median', 'Median-rTRE'),\n", " ('rTRE-Max', 'Max-rTRE')]:\n", " # Compute ranking per user in selected metric `field` over all dataset\n", " user_cases = compute_ranking(user_cases, field)\n", " for user in users:\n", " # iterate over Robust or all cases\n", " for robust in [True, False]:\n", " # chose inly robyst if it is required\n", " vals = [user_cases[user][cs][field + '_rank'] for cs in user_cases[user]\n", " if (robust and user_cases[user][cs]['Robustness']) or (not robust)]\n", " s_robust = '-Robust' if robust else ''\n", " user_aggreg[user]['Average-Rank-' + field_agg + s_robust] = np.mean(vals)\n", " user_aggreg[user]['STD-Rank-' + field_agg + s_robust] = np.std(vals)\n", " # iterate over all tissue kinds\n", " for tissue in tissues:\n", " vals = [user_cases[user][cs][field + '_rank'] for cs in user_cases[user]\n", " if user_cases[user][cs][FIELD_TISSUE] == tissue]\n", " user_aggreg[user]['Average-Rank-' + field_agg + '__tissue_' + tissue + '__All'] = np.mean(vals)\n", " user_aggreg[user]['STD-Rank-' + field_agg + '__tissue_' + tissue + '__All'] = np.std(vals)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Show the raw table with **global** statistic (joint training and testing/evaluation)." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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Average-used-landmarksAverage-RobustnessSTD-RobustnessMedian-RobustnessAverage-Rank-Median-rTREAverage-Rank-Max-rTREAverage-Median-rTRESTD-Median-rTREMedian-Median-rTREAverage-Max-rTRESTD-Max-rTREMedian-Max-rTREAverage-Average-rTRESTD-Average-rTREMedian-Average-rTREAverage-Norm-TimeSTD-Norm-TimeMedian-Norm-TimeSTD-Rank-Median-rTRESTD-Rank-Max-rTRE
ANTs1.00.7902140.2482320.8924683.3425932.8240740.0230310.0200080.0166620.0556010.0366170.0500110.0241310.0194720.01860052.16722926.89300360.9163351.5644311.489648
DROP1.00.8424510.3046370.9868422.2962962.5648150.0250390.0511290.0050840.0628940.0792090.0298800.0268940.0510190.0065211.8566350.8443692.1608552.0424172.148527
bUnwarpJ1.00.7406830.2774900.8312503.6018523.8240740.0282140.0208330.0300130.0666140.0365610.0641720.0296300.0201940.0314372.9895721.1253162.9333921.8556211.762935
RNiftyReg1.00.6805070.2968540.7020444.2222224.0648150.0319810.0193450.0322050.0684740.0348840.0682340.0330360.0190730.0344790.3642170.5981570.0457821.5173891.760014
Elastix1.00.7955040.1647820.8076924.5277785.0000000.0379000.0289740.0347420.0829200.0447420.0754680.0397060.0281330.0373974.0243810.7543114.2545181.8076911.563472
RVSS1.00.5745200.2893450.5412414.9814814.4629630.0595150.1582660.0323940.0947640.1653540.0633920.0606000.1578220.0342691.4998620.8257501.2297131.7479171.734326
bUnwarpJ-SIFT1.00.4969520.3835570.5401455.0277785.2592590.0743380.0792850.0422980.1352660.1224010.0968390.0774250.0806560.0464812.6598661.1650222.7089901.8631831.796964
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" ], "text/plain": [ " Average-used-landmarks Average-Robustness STD-Robustness \\\n", "ANTs 1.0 0.790214 0.248232 \n", "DROP 1.0 0.842451 0.304637 \n", "bUnwarpJ 1.0 0.740683 0.277490 \n", "RNiftyReg 1.0 0.680507 0.296854 \n", "Elastix 1.0 0.795504 0.164782 \n", "RVSS 1.0 0.574520 0.289345 \n", "bUnwarpJ-SIFT 1.0 0.496952 0.383557 \n", "\n", " Median-Robustness Average-Rank-Median-rTRE \\\n", "ANTs 0.892468 3.342593 \n", "DROP 0.986842 2.296296 \n", "bUnwarpJ 0.831250 3.601852 \n", "RNiftyReg 0.702044 4.222222 \n", "Elastix 0.807692 4.527778 \n", "RVSS 0.541241 4.981481 \n", "bUnwarpJ-SIFT 0.540145 5.027778 \n", "\n", " Average-Rank-Max-rTRE Average-Median-rTRE STD-Median-rTRE \\\n", "ANTs 2.824074 0.023031 0.020008 \n", "DROP 2.564815 0.025039 0.051129 \n", "bUnwarpJ 3.824074 0.028214 0.020833 \n", "RNiftyReg 4.064815 0.031981 0.019345 \n", "Elastix 5.000000 0.037900 0.028974 \n", "RVSS 4.462963 0.059515 0.158266 \n", "bUnwarpJ-SIFT 5.259259 0.074338 0.079285 \n", "\n", " Median-Median-rTRE Average-Max-rTRE STD-Max-rTRE \\\n", "ANTs 0.016662 0.055601 0.036617 \n", "DROP 0.005084 0.062894 0.079209 \n", "bUnwarpJ 0.030013 0.066614 0.036561 \n", "RNiftyReg 0.032205 0.068474 0.034884 \n", "Elastix 0.034742 0.082920 0.044742 \n", "RVSS 0.032394 0.094764 0.165354 \n", "bUnwarpJ-SIFT 0.042298 0.135266 0.122401 \n", "\n", " Median-Max-rTRE Average-Average-rTRE STD-Average-rTRE \\\n", "ANTs 0.050011 0.024131 0.019472 \n", "DROP 0.029880 0.026894 0.051019 \n", "bUnwarpJ 0.064172 0.029630 0.020194 \n", "RNiftyReg 0.068234 0.033036 0.019073 \n", "Elastix 0.075468 0.039706 0.028133 \n", "RVSS 0.063392 0.060600 0.157822 \n", "bUnwarpJ-SIFT 0.096839 0.077425 0.080656 \n", "\n", " Median-Average-rTRE Average-Norm-Time STD-Norm-Time \\\n", "ANTs 0.018600 52.167229 26.893003 \n", "DROP 0.006521 1.856635 0.844369 \n", "bUnwarpJ 0.031437 2.989572 1.125316 \n", "RNiftyReg 0.034479 0.364217 0.598157 \n", "Elastix 0.037397 4.024381 0.754311 \n", "RVSS 0.034269 1.499862 0.825750 \n", "bUnwarpJ-SIFT 0.046481 2.659866 1.165022 \n", "\n", " Median-Norm-Time STD-Rank-Median-rTRE STD-Rank-Max-rTRE \n", "ANTs 60.916335 1.564431 1.489648 \n", "DROP 2.160855 2.042417 2.148527 \n", "bUnwarpJ 2.933392 1.855621 1.762935 \n", "RNiftyReg 0.045782 1.517389 1.760014 \n", "Elastix 4.254518 1.807691 1.563472 \n", "RVSS 1.229713 1.747917 1.734326 \n", "bUnwarpJ-SIFT 2.708990 1.863183 1.796964 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cols_all = [col for col in pd.DataFrame(user_aggreg).T.columns \n", " if not any(n in col for n in [VAL_STATUS_TRAIN, VAL_STATUS_TEST, '_tissue_', '_any'])]\n", "cols_general = list(filter(lambda c: not c.endswith('-Robust'), cols_all))\n", "dfx = pd.DataFrame(user_aggreg).T.sort_values('Average-Median-rTRE')[cols_general]\n", "display(dfx)\n", "# Exporting results to CSV\n", "dfx.sort_index().to_csv(os.path.join(PATH_TEMP, 'results_overall.csv'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Only **robust** metrics (computed over images pairs with robustness higher then a threshold)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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Average-Median-rTRESTD-Median-rTREMedian-Median-rTREAverage-Max-rTRESTD-Max-rTREMedian-Max-rTREAverage-Average-rTRESTD-Average-rTREMedian-Average-rTREAverage-Norm-TimeSTD-Norm-TimeMedian-Norm-TimeAverage-Rank-Median-rTRESTD-Rank-Median-rTREAverage-Rank-Max-rTRESTD-Rank-Max-rTRE
ANTs0.0191580.0179010.0120600.0512480.0365560.0411270.0203620.0172890.01422950.30648227.26603155.4012633.3425931.5644312.8240741.489648
DROP0.0062220.0073020.0041330.0358150.0346730.0244990.0081980.0089460.0058861.9261730.8210152.2717202.0294121.7682152.3137251.935126
bUnwarpJ0.0246970.0209170.0210410.0626310.0386810.0573200.0263410.0204000.0239982.9457041.0385542.9026593.6018521.8556213.8240741.762935
RNiftyReg0.0290020.0205070.0302740.0665260.0389200.0662520.0301260.0202280.0322800.3826160.6126800.0454944.1886791.5054194.0283021.750782
Elastix0.0358190.0285150.0321640.0817530.0452330.0714320.0377160.0276700.0343834.0079760.7582273.9785004.5277781.8076915.0000001.563472
RVSS0.0292960.0245970.0215710.0644350.0451330.0502080.0302930.0247470.0235831.4565450.7473601.3435424.9134621.7437284.3750001.705125
bUnwarpJ-SIFT0.0320930.0186480.0341730.0769510.0343190.0736790.0343560.0177770.0346252.8964361.1672572.8240244.5058821.7665094.8000001.761016
\n", "
" ], "text/plain": [ " Average-Median-rTRE STD-Median-rTRE Median-Median-rTRE \\\n", "ANTs 0.019158 0.017901 0.012060 \n", "DROP 0.006222 0.007302 0.004133 \n", "bUnwarpJ 0.024697 0.020917 0.021041 \n", "RNiftyReg 0.029002 0.020507 0.030274 \n", "Elastix 0.035819 0.028515 0.032164 \n", "RVSS 0.029296 0.024597 0.021571 \n", "bUnwarpJ-SIFT 0.032093 0.018648 0.034173 \n", "\n", " Average-Max-rTRE STD-Max-rTRE Median-Max-rTRE \\\n", "ANTs 0.051248 0.036556 0.041127 \n", "DROP 0.035815 0.034673 0.024499 \n", "bUnwarpJ 0.062631 0.038681 0.057320 \n", "RNiftyReg 0.066526 0.038920 0.066252 \n", "Elastix 0.081753 0.045233 0.071432 \n", "RVSS 0.064435 0.045133 0.050208 \n", "bUnwarpJ-SIFT 0.076951 0.034319 0.073679 \n", "\n", " Average-Average-rTRE STD-Average-rTRE Median-Average-rTRE \\\n", "ANTs 0.020362 0.017289 0.014229 \n", "DROP 0.008198 0.008946 0.005886 \n", "bUnwarpJ 0.026341 0.020400 0.023998 \n", "RNiftyReg 0.030126 0.020228 0.032280 \n", "Elastix 0.037716 0.027670 0.034383 \n", "RVSS 0.030293 0.024747 0.023583 \n", "bUnwarpJ-SIFT 0.034356 0.017777 0.034625 \n", "\n", " Average-Norm-Time STD-Norm-Time Median-Norm-Time \\\n", "ANTs 50.306482 27.266031 55.401263 \n", "DROP 1.926173 0.821015 2.271720 \n", "bUnwarpJ 2.945704 1.038554 2.902659 \n", "RNiftyReg 0.382616 0.612680 0.045494 \n", "Elastix 4.007976 0.758227 3.978500 \n", "RVSS 1.456545 0.747360 1.343542 \n", "bUnwarpJ-SIFT 2.896436 1.167257 2.824024 \n", "\n", " Average-Rank-Median-rTRE STD-Rank-Median-rTRE \\\n", "ANTs 3.342593 1.564431 \n", "DROP 2.029412 1.768215 \n", "bUnwarpJ 3.601852 1.855621 \n", "RNiftyReg 4.188679 1.505419 \n", "Elastix 4.527778 1.807691 \n", "RVSS 4.913462 1.743728 \n", "bUnwarpJ-SIFT 4.505882 1.766509 \n", "\n", " Average-Rank-Max-rTRE STD-Rank-Max-rTRE \n", "ANTs 2.824074 1.489648 \n", "DROP 2.313725 1.935126 \n", "bUnwarpJ 3.824074 1.762935 \n", "RNiftyReg 4.028302 1.750782 \n", "Elastix 5.000000 1.563472 \n", "RVSS 4.375000 1.705125 \n", "bUnwarpJ-SIFT 4.800000 1.761016 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cols_robust = list(filter(lambda c: c.endswith('-Robust'), cols_all))\n", "dfx = pd.DataFrame(user_aggreg).T.sort_values('Average-Median-rTRE')[cols_robust]\n", "dfx.columns = list(map(lambda c: c.replace('-Robust', ''), dfx.columns))\n", "display(dfx)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define color and markers per method which shall be used later..." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Odered methods by \"Average-Rank-Median-rTRE\": ['DROP', 'ANTs', 'bUnwarpJ', 'RNiftyReg', 'Elastix', 'RVSS', 'bUnwarpJ-SIFT']\n" ] } ], "source": [ "col_ranking = 'Average-Rank-Median-rTRE'\n", "dfx = pd.DataFrame(user_aggreg).T.sort_values(col_ranking)\n", "# display(dfx[[col_ranking]])\n", "users_ranked = dfx.index\n", "print('Odered methods by \"%s\": %s' % (col_ranking, list(users_ranked)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Basic visualizations" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Show general results in a chart..." ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "dfx = pd.DataFrame(user_aggreg)[users_ranked].T[list(filter(lambda c: not c.startswith('STD-'), cols_general))]\n", "ax = dfx.T.plot.bar(figsize=(len(cols_general) * 0.7, 4), grid=True, logy=True, rot=75, color=list_methods_colors(dfx.index))\n", "# ax.legend(loc='upper center', bbox_to_anchor=(0.5, 1.35),\n", "# ncol=int(len(users) / 1.5), fancybox=True, shadow=True)\n", "ax.legend(bbox_to_anchor=(1.1, 0.95))\n", "ax.get_figure().tight_layout()\n", "ax.get_figure().savefig(os.path.join(PATH_TEMP, 'bars_teams-scores.pdf'))\n", "# plt.savefig(os.path.join(PATH_TEMP, 'fig_teams-scores.pdf'), constrained_layout=True)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "for col, name in [('Average-Rank-Median-rTRE', 'ARMrTRE'),\n", " ('Average-Median-rTRE', 'AMrTRE'),\n", " ('Median-Median-rTRE', 'MMrTRE')]:\n", " plt.figure(figsize=(4, 2.5))\n", " dfx = pd.DataFrame(user_aggreg)[users_ranked].T[col].sort_values()\n", " ax = dfx.plot.bar(grid=True, rot=40, color=list_methods_colors(dfx.index))\n", " # ax = pd.DataFrame(user_aggreg).T.sort_values(col)[col].plot.bar(grid=True, rot=90, color='blue')\n", " _= plt.ylabel(name)\n", " ax.get_figure().tight_layout()\n", " ax.get_figure().savefig(os.path.join(PATH_TEMP, 'bar_teams-scores_%s.pdf' % col))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Transform the case format data to be simple form with extra colums for used and case ID to be able to draw a violine plot later." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "skip not numerical column: \"name-tissue\"\n", "skip not numerical column: \"type-tissue\"\n", "skip not numerical column: \"name-reference\"\n", "skip not numerical column: \"name-source\"\n", "skip not numerical column: \"method\"\n" ] } ], "source": [ "dfs_ = []\n", "for usr in users:\n", " df = pd.DataFrame(user_cases[usr]).T\n", " df['method'] = usr\n", " df['case'] = df.index\n", " dfs_.append(df)\n", "df_cases = pd.concat(dfs_).reset_index()\n", "del dfs_\n", "\n", "for col in df_cases.columns:\n", " try:\n", " df_cases[col] = pd.to_numeric(df_cases[col])\n", " except Exception:\n", " print('skip not numerical column: \"%s\"' % col)\n", "# df_cases.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Showing several distribution plots" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "def _format_ax(ax, name, use_log=False, vmax=None):\n", " plt.xticks(rotation=60)\n", " if use_log:\n", " ax.set_yscale('log')\n", " if vmax:\n", " ax.set_ylim([0, vmax])\n", " ax.grid(True)\n", " ax.set_xlabel('')\n", " ax.set_ylabel(name)\n", " ax.get_figure().tight_layout()\n", "\n", "show_metrics = [('rTRE-Median', 'MrTRE', True, None, 0.01),\n", " ('rTRE-Max', 'SrTRE', True, None, 0.01),\n", " ('Robustness', 'Robust.', False, None, 0.05),\n", " ('Norm-Time_minutes', 'Time [min]', True, 180, 0.1)]" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/jb/.local/lib/python3.6/site-packages/matplotlib/axes/_base.py:3477: UserWarning: Attempted to set non-positive ylimits for log-scale axis; invalid limits will be ignored.\n", " 'Attempted to set non-positive ylimits for log-scale axis; '\n" ] }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "for field, name, log, vmax, bw in show_metrics:\n", " # methods_ = list(dfg['method'].unique())\n", " vals_ = [df_cases[df_cases['method'] == m][field].values for m in users_ranked]\n", " df_ = pd.DataFrame(np.array(vals_).T, columns=users_ranked)\n", " fig, ax = plt.subplots(figsize=(5, 3))\n", " bp = df_.plot.box(ax=ax, showfliers=True, showmeans=True, \n", " color=dict(boxes='b', whiskers='b', medians='g', caps='k'),\n", " boxprops=dict(linestyle='-', linewidth=1),\n", " flierprops=dict(linestyle='-', linewidth=1),\n", " medianprops=dict(linestyle='-', linewidth=1),\n", " whiskerprops=dict(linestyle='-.', linewidth=1),\n", " capprops=dict(linestyle='-', linewidth=1),\n", " return_type='dict')\n", " _format_ax(ax, name, log, vmax)\n", " ax.get_figure().savefig(os.path.join(PATH_TEMP, 'boxbar_teams-scores_%s.pdf' % field))" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/jb/.local/lib/python3.6/site-packages/matplotlib/axes/_base.py:3477: UserWarning: Attempted to set non-positive ylimits for log-scale axis; invalid limits will be ignored.\n", " 'Attempted to set non-positive ylimits for log-scale axis; '\n" ] }, { "data": { "image/png": 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QWlzN1Punuyrf1ddezbRH7qf8a6UUjCjo1esDZQHKvlbKu2ve4dzzz8lqb9alS5dy4QUXMuU3UyisKWNixXHsXDwGkd5nYfrEx5ji3fjKgK8RX+nj8p9fzi8u+QWrV6/OmryqykPT7+OMEevwpRlpGVMWYa/yRp599pmsyZUKLS0RCgq6F7qw0OdZMcbKlSsZWBRM6soBCPkgHPS53iM46RUoIoeIyGntjXFEZF8ReRDIrdMuxyxbtoz/vPgiX27ZZo19pamZ5597zpPm0h9++CG+gpId/L2polV78Mp//5tlqQytra18+zvfZt4L8yg9voTmpS2svcfMA6t/u2G77ftvmtbl/rX3rMcXEOJFcVav+IRzzjsn4+KCRCLBvffcywXnXcCiDxbx5fJjaYo18sQ60yfk/foFPLb2wR2233j39S73d9z+sGEx79W+ycQBx9O6LM55557Hww8/khUXyooVK9BoC2PKMusedvDATbwyb27G8qSKqtLSEuHss42PdebMVq699u9btydNqqegwOeZBVxTU0Nzaxsz1oSYsSbEwrptsYmFdf4d9peE/K4r4B6NcRH5E3Ai8B7wSxF5HjgHuB4421XJ0kBETgJO2nXXXTM6Tzwe54/XXMOxjU0UAe2LuFLgqKZm/nTttfz1b3/D58tdHcuaNWtoa4sQfel2Co/4MdGVbxBb/dZ22+z1sy73Fx7xY2IbPmZjzafE43H8/q6DYumgqlw55Uoi5W0MP2Eo4hPKxpdSNt40h+m8feoRpzK3aU63x5SPL6N8fBnNHzZz0c8uYvp909NuNHPjDTfy+otv8NWqEyn0G3fI2LJ9GVu2b4/bB37hIEZs3DXl43cr3pPh4WoenvYwjQ2N/OiczH4aq1atYmRpLCVLrSdGlkRZvTgrRaYpEYvF8PuFBx4w39fppxew117fAp7k9NMLOP30AqZMwZOgMJiCoCHhBMcO2vHGtk95nH3Kt3c3hH2K220NkmmQE4AvqOqZwDHAz4CDVfUmVc2+oy5DsuWCePihh4ivWctB0dgOzx0eiVK3fDmPP/ZYRu/RW9atWw8DR1F4xI8BCI46sFfbodEHU1BUmnUf9htvvMHCDxdSfFgRku56uQuK9igiXhVj6v1T03r9kiVLmP/vFzmw5Etbla+bFAdKOKj0S8yaOXPrNOB0aW5upsC347XXWwoDCZpbc9eDN5FIpFSy71UWRGtrK35N3afrJ+FKPKIjyRRwa7uiVdUtwFJVXemqRB6zbNkyHpw2jTPq6rv8cHzAt2rrmXrXXVn1+yVj+arVEM6sTV6wuIK1a7NrEf17/r8J7OpH/NlPCw/vGeLF/6SXCvTRRx9RFRpC0NdDwmeWKfAXMqhwSMbltuFwmOW1Pr4/byTfnzeSx1dsMyjasx6+P28kL725uMv97cdHEkIomNuGh0kDw+KdAlZV6M17K64XCSX7dsaISMc+DaM7PlbVr7sjlje0tbVx9a9+xdcamhjYwxc1WJVjGpu45je/4W9Tp+akUfv69Z8iBZn1I06ESvjss8+yJJGhta0V6aLuPxtIUIimOUVhzJgxrGlazbJaU/q6Z+m4rS6D9+sXsKRhUff77+/l8c7+3Uv2YlPLBsaMGZPef9hh4MCBlBUF+d2EZTs8943RdXxjtFkWf7THafDh8zvsb6cu4mdAee76BKsq8XiCSZPqATj11BB77WWemzmzlUcfjVBV5d1gW7/fj4oPSM0KVhHXf9vJzn5yp8c3uCVINsjUB3zPHXdQsXEjB8SSL/8OjURZsm4d06ZO5UeTJ6f1fr2hrq4OKc1sKR3zhbLu09pn73149YFXqX3ZnLf0CyVb/bn1bzfQ8G5j2vsDZX523S2973Lvvfdm7733pnlFK2NL9tvuuY7+2672Dzu6kvVzN6V8PBjl87+mtzj4kIOprq5OS+Z2hgwZwsbmzG9qG1sCDB2SuwboiUSCYNDPtGlFW/e1Fw+2+4Cvu859q7I7wuEw6vMDXZdKdyaBEA6Hkx+YAckU8A9V9QeuSpBFVPVp4OkJEyac29vXLlq0iOdnz+aSuoaUaqwFOK2unhtnzuSIiRPZbbfdei1vb4hE2sCf2d04gT/rPq2JR07kzrvvZNj3huALbe+06RhcS2d/45wmTvzBiWnJJSJcefVvOfdH57K8eSljitz9fj5sXky8LMovLvt5xucaMmQIW5pjxBIQyCDOW9MaYPiY0RnL018oLi4mJqn/hqIJobi42EWJkvuAd7zt90NisRh/mDKFk+ob6c0gmnKFrzU08ocpU1xP2I5GIogvMwWsPj/NWU4BqqysZPyE8bQsze55o1uixOsSHHHEEWmfo6KigptvvZnVupyVTTsu57PF0qYPqA1v5K8330hRUVHyFyQhEAgwoKyYzW2ZZatsihYyrHpkxvKkit/vJ5GkaVUiQVazcHpDaWkpG1oSzFizrQdwT9uRBK6PpkqmgItE5Asi8sWu/lyVLIc89uijFG/ewv5pKNEDYnESn37Ks7NnuyCZIRaL0dbaAoHMlkMSLOSzmo1ZkmobZ3zzDOLLsxtYiXwc5aQTTiIYzCyINmzYMG657WaWJz7ik+aV2RGuA8ubl1ITWMctt9/CwIGpF8gko6pyAJvbMrvh1sYKqapKXmadLfx+P/F4z+6FeNw7BVxWVkZxQWiHHsDdbbfG4rgx3KEjyb7hnTB+365W5Qp8JesS5ZjGxkamT53K+XX1abV3E+CkunruvfNOjj72WAoKelcBlgrLly+noHSA479KHykayEdL382SVNvYf//90VYlVh8jkEqdZwpEVkU55mfHZOVc1dXV3HjTX7joJxdR5C9OqfdDKqxvWcuK2FLu/NsdDBqUXoFMdwwYMICG5szyzOtjQQYMGJAliZLTbgGrarfZEImEeqaAKyoqaI2nZiioQnNb1HUFnOwb/lhVv6KqE7v46/PKF+CxmTPZIxpjaAapMSMSyohIhKeffDKLkm1j/osvkijLvPeRr3QwGzbUZJynusN5fT722XcfIp9lJ+c03hRHo8ro0dnzX44ZM4Zf/9+vebfpdaKJzOVsibewoPktfvf76xg2bFgWJNye0rIKmmOZKeDmqOR0WrKI4PMJPcXYvLSAKyoqaI6kll8dUyOnGwZVR/J+KGdv6G0znmg0ymMzZ3JkQ+YNS46sb+CRBx/Mui+4ubmZJ558Cq3aM/nBSRCfH9/gPXjgoRlZkGx7dh21K7H67PzfYw1xhg4fmvU5fIceeigHH3Yw/938YtJS42TbH7Yu4qSTT2LcuHFZlbGdgqIS2uKZ/TzbYuq6AumM3++jp59APO6dBVxWVkZbNEYqsxVa41BanLk/PxnJvuFfiohfRPJjlnQSelsJ9/rrr1MZjzMsC4nhOyeUcGsr776b3SX+tOl/R0uH4yvOkn9x2H7MmTM360UkJSUl+DJUGO1oNOFa9Hny+ZNp0kZOGnY6YFLJvrnTt3u1fdzQU1jfupbvfu+7rsgIEC4oIJphtlY0roRCuc27TSSU732v+14QXgbhfD4fJYWFtKXwubYmhAqX3Q+QvBvaHFWNAzs7AzT7Fc8/9RT719Vn7XxfrG/g+SwG45YtW8bMmTNpXreElpduJ7ryja3PRVe+QctLt/d6f+tr9xMtGMg1112f1XzMSCSC+rIUiPMJ0WhquZq9paqqirFjx/Jpa/oVgetaPuHwww5zNUIeCASJa2YrgJiSkyKhjhQUBLn33m29IH7zm+9u3Z4xo8xTCxigvKyU1njyz7UtQU7856l+O8uBV5wquKb2nar6F1ekygGxWIy3332XX2TRZbB3LM5tr79OIpHIuFFPJBLh/66agn/M4YSG7rXD88FRBxIcdWBa+1UTfPL+bGY8/AjfPnNSRnK2s2HTBshSzrq/wEdt7ZbsnKwLDjrkQF5YMY8RjErr9Q2+Wk486NjsCtUJXyCQ0lK5JxIJzWnDKACfT4jHle4mlnmugMvLad2YvMtea1yozHJgtStS/XaWAbOd40s7/PVZlixZwkCfn7IsZk9VqlKQSLB8eeaDB++6+x42RwL4hmTu++2MiI/EmC9z//TpWZEVYNUnqwiUZsfa8pf62bRhs2sVUyNGjKDNl35BSlO8iREjRmRRoh3x+fy8v6UgpSkY3W23RrPb+S4V/H5fj0E4L10QAAMGDKQtkZoFXDnI/SrClH4xqnq124LkmsWLFrGzC23xdo7FeP/998mkJebixYt5avazyL6nZj0Q1Y6vsJx49QH89upruP/euzNeqn6y+hMCo7OjgH0hH8GCIJ999pkrGQZlZWVENf1MiGgi4np2gd/vZ/eKCL/6oulH27HXQ/v2R93sb9/+57qBHljAPSvgeDz3VnlHBg4axOr3kx8X84UYkMW87u7o8ZMQkad6+nNdOiPDKSJyt4g8LCLZSQwFPly4kJ1caDW3U1MzHy5cmPbrY7EYU667nsTIg5GQu1FY35C92NScYMbDmY3gbmlpob62nkBZ9iybgspw1qzzzohIRh25VDN3MSXD7/eTyDBJyYuc22RpaF64RToycFAVEU3+/lEJUlaWWffBVEgmySFANfAf4M+YooyOfz0iIlNFpEZEFnXaf5yIfCgiH4vI5T2dQ1WfUNVzgfOBbyV7z1RZvXIlgzN1snVBVUJZlYHiePzxx6mP+vFXZdZUPhVEhPjOh/H3fzzA5s3pjwtfsWIFRZXZ7QecKM2OK6crIpEIfklfMfl9AdebigcCAeJkpjxjcc15EC6ZBey1Ai4rKyOeQovSqPhdL8KA5Ap4KPArYBxwE3A0sFFVX1TVVBq13g8c13GHiPiB24DjgbHAmSIyVkT2EZHZnf46OmF+47wuK6yr2cAgF3yMVaqs/fTTtF7b1tbGfdOmE68+0DXXQ2d8heUwaDem//0faZ9j5cqV+Cuy+6OSCmHJx+5MHm5qaiIg6Zc4B31B1+eaBYPBjBRwQkHxwgJOroC99AGXlpYSS0EBRxLkpIhFUl2KiUgYOBP4E3C1qt6a4utGAbNVdZzz+BDgKlU91nl8BYCqXt/N6wX4PTBXVV/o4X0mA5MBhgwZMn7GjO6LDVSVpUuXUp2kbr2d2KBKAhtTmyShwFq/j913733v3rq6Omo21UJBekufAQXCltY0rHqNQ/MWdtlll7Sskw0bNlDXVoe/KPlry3zl1CeSF8okooqvxcfoUdnv5lVfX8+WDVso9HWdaxws8xPtoaikKdHI4KFVrnbKqquro2nzpwwq6N5X3RoeQkFb1/2dVYXVjSF2S+M6zIQVK5YxZIjS3sKjtbWCgoJt07hXrUowZsyunlnBTU1N1Hy6jhLftu83UFZJrH7733d93M+IkTunnUc9ceLEt1V1QrLjkq5PHMV7Akb5jgJuBh5PSyrDTkDHqZZrgIN6OP4i4KtAuYjsqqp3dHWQqt4F3AUwYcIEPfLII7s94aeffsrvr7mG1nicG5paeD4YYE4o2O32LyedybvTp/d4TMft4mCQB2fNoqKiolcfzNnnnscnwTH4K9OrXjp1rxCPfpBecMm39DUuqq7m+OOP7/VrL73iUpaGP6Jol+T9io8uPoa5TXOSHhdviVP3RD3/fPb5XsuTjIcffpiXn3yVcSVf6PL5zv2AO/Ne8xtMuuAMerrGMmXu3Lm8NvNBztu1+4KZj/a4hN0/7DoTtCHi45Z3d2H2c8k/62xyzz23cvHFzVRXGyt30aKTGTduW4n+DTe0MGvWE653GeuOxYsXM/3OWzmydNtNYdBXv8/GF7afdv70xhL+8dDDWW2w1BXJhnJOx7gfnsVYvYt6Ot4NVPVmjNJPSqoN2evq6hgcCnHxRuP3PDYa41hn/ltX2zUpHNNx+4+VhdTW1vZKAdfW1rJ61Ur8B3w55ddkk0jZSF6Y92JaCrhmQw3+PbK7rPQV+Ii0RWlpaaGwMLsz3RrqG/An0veN+jVIY2Pm5es9EQ6HaUuk/5m2JYSCUO7GMbWT70G44uJioinEftqiMdd7AUNyH/B3gN2Ai4H/iki989cgIumWkK0FOiZRVjv7MibVUuSWlhbCafU+S42w0OvG54sXLyY8YDiSYcezdPGV78T7ixallR3w6ZpP2TjbWIxdjZtPZ7vhnUbgLTr/AAAgAElEQVTEL9TW1pJt6uvqM5oV54v7XFfAhYWFtGZQ2t0a91FQ4O40h65InoaW8NQHXFRURCTWs+sxoeZGkYsy7h7NANUU8jV6z5vAbiIyGqN4JwHfzsaJU7WAW1paCLk4GDCM9FoBf7xsGZFQRYZx7/TxFZQSi8fZsmVLr5ddijLsO0OAHcfQZ7It633U19dnPRc40yBcQAI0N7kbhCsqKsqoGU9rTCgqcn8adGdMS8run/c6CFdYWEgk1nP1a1QhHArmJBDu6lpARB4CXgX2EJE1IvIjVY0BFwLPAx8Aj6jq4p7Ok22MAnZvLlVQtdcKeNXqNWjY2+LCUMmAtFpVRtoiSCj7F6sv5HMl26CtNbM0NJ/4aWt1Nw2tuLiYlgwm07fEfRRnYTpHb8n3NLR2BdyT/RVLQIHLs+DacTVJUFXP7Gb/sxi/crbfL6WZcPF4nGz1jekKP0oshcGeHdm8ZQsSzF3z7K6QYEGvh3bG43HTgDuLOcBb5fHhSlOeaDSKZKKA8RGJuNMsqJ3i4mJaMmiH1hITinLgw+yMKUXu+sfVvt9LBRwIBAj4fcQVuhvmHVXJmfumX/UDTpVEIoHPRReEj95Pfo1EopDhzLeM8QV6rfCy0XioW0Rc6QeRSMSRDGIAgjtydaS4uJjmVPomdkNLzEdJqfuVXJ3x+brvB5xImCCd14RDIWJJLOBsB367o18p4FQbsqsqgnsKWLT3CjiT0thsoaQ5Mtx70XuHCJkK7bZ7sH2pnGKq+g60xHyUlPUuDTIb+Hzd+4D7jAJWctbIvl8p4FSzIOLxOOKi0hC014osHA5Bwt3JysmQRIxwL31fJuiScOcGou6U0vp9vsx6QeB+LwgRoTAcpCXNQFxz3EexJwq4ex+w6YTmvcoJBgP0NBouoRDKcBhsqni85s0uqWZBAKyJx/h5sVlmHBOJbs3lbS+myGR/OhZwUVER2uCuXzEpiViv7/w+n88oowRkO4VD42Q8FbkrAoEgUdL/rBOoK3J1pqiwgJaYUJLGW7VomGoPih16akeZLxZwMBAgEe9+FZQAgjmaJNKvFHCqQTgRodof4JIupmF0LKxId7+K9NpCqhxQAWs29Oo12SYRaUmrAUkgFEBjiviz++PSWKLXFnkqhMIhmjT9LIaExgnnIEhTXFTgDObs/cqoJRHKSSFBZ4wF3F0QztsAXDvBYJBEDzHyuErORjl5/2l4gM/nI4WezGmj9P5CqxpUSXzjMlpeuh3YNkKoN9v/uPOvab+25aXbibY29bp8GoxC056cammSiLqjgMPhEHFN392TUHfk6kxxUVHaLojWRMATBez3B3qwgDVPXBDBHm9pCSVnCrhfWcCpuiB8Pp+rURSV3ivgyspKCssqSez/TWD7EUKpbk86/nAe/SCS1msDI8cT+e89aSngcEGYRFSzXkQSi8RdUSKFRYWZKWBfgoJC94M0xcXFtMbSu05b437PLODu3Ot544IIBnsc9xRXCIVsGlqvSTUIJyK4mUSUIA0LuKoKX8zd6qqe0EgzxWVlaVUpFRYWopmO8O2CWCRGkQvFBEXFRcQ1/SqHhCRyEiUvKi5J2wJuiUvOUqk60lMlXN64IELBnoNwQKg/FGLkK36/H3XTAqb3PuCqqirirQ0uSZQcbWtkwMDKtF5bVFxESyS7Nw9VJdYWc0WJFBUVkZAMLGCJ58YFUVJK64Y0FXBMPLOAly6N0375JxLKW2+ZgGd9veLLoAdHtggFQz0aYAm1CthV8tECHjx4MJGmegKqOWvG3hFta2TokCFpvbakuISN0ewGEDWqBEIBV/oGFBYWkvClfwUkiLtimXemqKSMlhRGqHdFa1Q9sYAPOuhLvPxyhI0bzeN99ilg4cJtPYmPOmqXnMvUmVAoREy7z4KIK4TDuckD7lcKOFUfsN/vR13shobQayVaXFxslHasDYK5+fI7om2NVA/fKa3XlpaUkohk95aWiCgFRe58DoWFhSQkfXljuGOZd6awqIT6NBVwWyzhiQI+8cSTOfHEk7c+nj9/Pmed9d2cy9ETwVCYth7zgCVnFrD3Dpks0hsfsLqofxNIWpbbgMpBaJu7bQ67IxBrZqfh6XUdKystQyPZzYLQSIJCl7p5FRYWEid9H3BMc6WAi4hoekv21mhu/NR9kXA43GMQTn1+m4bmJj6fj4SLFnA6LgiAqqrBningYLyZqqqqtF5bXlbuigXsVjevjBVwIpoTBVxQUEBbGgo4ljCFQLlSIn2NUDIFLL6cFNpAP3NBpIoZ+e0eiTSHIQ4dMpgPlze5IFFyNNKUtgIuLSnFF8vuvVyjCYqL3ankKiwsJJZBGlos4U52RmcKCwuJaO9/om1xMw3Di1hCXyBcUMjKSAG1zeaz/XLCzxvN2xoXbWqL2zxgN/H5fHwWi/Lz4sLUZsJB0mM6bo9JIwsCYKfhQ+HDnE99AiDa0pC2Ai4qKkKyrIATEXVtblhBQQGxRPqlyNF4JCfLe2MB9/5G3pbwURD2PtsgXzn9jDMYu/feWx83NjbyvZ9evt0x48ePz4ksn1sFPCgY5Fd1Ju0r2zPhbi0sSksBD66qIpRocdU67wpNxIm0NDFgQHr9iEtKSpA0Cwa6lSmSoKTUPQs4Gk9fAUdikZy4IMLhMNE05sJF45KzZjJ9kcGDBzN48OCtj+fPn+/qgNWe6Fc+4FTbURofsHuk7wOuwhfNfTGGRpopLilLu/NYYWEhGbhUuyQRVUqL3ZkQkokCVlWisWhOLOBgMEgsjZr5qArB4OfStupz9CsFnGoWRL76gAcOHEgiywUNKRFppjxN6xecTm7RLGdBxNxTwOFwmFiaCjjhtKLMxVyzUChENI10nVgCq4D7CP1KAaeKz+dztYd4Os14ACoqKoi1emABR1uoKE+/d2xhYSGJLJci+2I+1wJd4XA4bQs4rjGCgdwEaILBIOl8rLGE5CyKb8mMz60CzkcXRHl5OZHWppxPx9BoK5WVvZuE3BGjgLPbTF7iPtf8rIFAANR0NestcY0TCuZOAaflgkhYH3BfwSpgF0hXAYdCIYKhsKmGyyEabaEqQwUcj2RbAbvXTEZECAaCaXVEy7UCTue+FrUWcJ/hc6mATSmyeyQ0PR8wQElpGRptybJEPeOPtzIoAwVcVFREtC3LUbiYu4MRg8EMFHCOckRDoRCxnioGuiGWkJxNdLBkRt4rYBHZS0TuEJFZInJBNs7ptgWcrg8YoKysHI22ZlegJAQSkbT6ALcTCoWIx7I8zy7u7mDEUDCUVkvKuMYI50i5GQu49wo4qpIzK92SGa6GSkVkKnAiUKOq4zrsPw64CTNF7B5V/X1351DVD4DzRcQHTAf+lqlcPp+vx1LETEmopq2AKyoq+GTNB2hDTa9fq7vsTWzN4l6/ztdQk5ECbk9f04QiWWq4rXF11dIMhcLURjcTSUR2eG6wlrMlsrnL19VFawmX56ZRS7oKOJbI3UwzS2a4natyP3ArRnECICJ+4DbgaGAN8KaIPIVRxtd3ev3ZqlojIl8HLgD+ng2hfD4fjbEYLwVScxPsJLAkxWMBWuLxtF0QZ5z2DUa98WZar60oCnLCfr1vKen3D2fs2LFpvWc7gWAAjWdRAcfcVcDjJ3yRhQu6rjrcWYaxLPRB1y8MwWHjD3VNru3eKhQimsZc+mhCcjbRwZIZripgVX1JREZ12n0g8LGqLgcQkRnAyap6PcZa7uo8TwFPicgzwIOZyjV06FC+dsrJRCM7Wj9dIQMG4D/9tJTP//WCgrSryg479FAOOzS9H/j8+fM544wz0nptpgQCATQOZCn247YFfNnll3X73Pz58/n7g9O7fT5XGAWsXLe46/aqh48sYGYXz9W2xDl099xPRLb0HnE75clRwLPbXRAichpwnKqe4zz+LnCQql7YzeuPBL4JhIEFqnpbN8dNBiYDDBkyZPyMGTOy9n9obGx0rS9BNvFSzo+XfYyvzIckMfzLfOXUJ3quVASIb0kwcsRITzp65dP33dbW1m1aYiQS6fbzCQaDOSkWSUY+fZbd4YaMEydOfFtVJyQ7Lu/LZVR1PjA/hePuEpH1wEmlpaXjs1nb7WWteG/wUs6bbv0rwSMDBMp7vqSOLj6GuU1zkp5vy1N1TL1jKsOGpdejOBPs9509rIw940UWxFpgRIfH1c6+jEm1FNmSfYKhIJpGwKg7EjHbz9bS//FCAb8J7CYio0UkBEwCnsrGiVNtxmPJPsFgKKsKOB7LXb6txeIVripgEXkIeBXYQ0TWiMiPVDUGXAg8D3wAPKKqvc+dsuQVoVCQDHqc74C1gC2fB9zOgjizm/3PAs+68H5PA09PmDDh3Gyf29IzwVD2LGBVJR63FrCl/5P3QThL36CspIxVL6+iLdRzal/8hAR1zzQkOZsSDoftSB1Lv6dfKeBUx9Jbss9V/3cVW7ZsSXrckiVLuOOmO5Iel4uZaxaL1/QrBWxdEN5RUlKSUi7lsmXLGDFiRNLjLJbPA3nfjKc32CwIi8XSl+hXCtjmAVsslr6E66XIXiAiG4BVWTzlIGBjFs/nFn1BTitj9ugLcn5eZdxZVauSHdQvFXC2EZG3Uqnr9pq+IKeVMXv0BTmtjD3Tr1wQFovF0pewCthisVg8wirg1LjLawFSpC/IaWXMHn1BTitjD1gfsMVisXiEtYAtFovFI6wCtlgsFo+wCthisVg8wirgNBGRvP7s8l2+zojIIK9lsFhyTZ/6kXqNiBSKyJ4Aqtr7eeEuIh16N4qItMsnfaCnozMZ5WoR+bmI5H4IXJr0hc82HxCRQ0RkcH/6vETkVBG5NtPzWAWcIiIyAngM+JuIrBSR47yWqRN+ABH5JbB15ro6aS55fvGXAG8AVcBvReRMEQl7LFOXtK8sRKRA8ySFqP27FZHjReQgr+XpiIgcBdxE/9M1PwNeABBJNgu8e/rbh+Im1wH/VdWJwB+By0SkwmOZtqKqMREZDXwf+DuAiFwgIl9zns8LZdEVqroZI/M/gPeAI4DrRWSip4J1on1lISIjgTdF5EKvZWrHuTF8BbjIeZwv40SuBG5Q1U8Bn4h8UUTOykMDJmVE5FKgHFgEoJr+MC6rgFNARA4EDgPuBVDV24F6YKyXcoG5+4rIHs7DrwH3AxtE5BrgVIzFfqpX8iWj3XpwXCYrVPVO4E7gM+AsEfm1iIzxUsZ2OtzEvg2sAX4tIm+KyFfbj8m1711EfGpIAH8Cahx/ethxmR3m1epHRA4FWlX1YWfXxZgb7fHAT0XkeC/kygQRqQQuAN4Ffuys1gZ3eL5Xn7VVwKkxCHgfOMe5oI8Chqrqf8Hz5f3vgKOd7YXA/wNeA2pU9avADcAe3bzWUxyLMi4iZSIyHXhORJ4FUNU/ADOAYszk7LxARI4Fvqmqx6vqMGA68IyI3C8iFbmODTgW+QQR+RswE3PTXQZcD/wXOMzD1c9azNd8kYjcCByDsYh/CMwFDvVIrkz4C+Y7/wXQDBwMnC8iR6fjlupXEzHcQlWfFZHFwLeAHwN7A091eN6TC1xEdgeOau/kpKovOdb6nqo617GMzwa+4YV8veBKoAX4OnAe8ISI3AdMAVYCd4rIf1V1vmcSbmMQztJTRAKqeouINGF+kK+IyHGq+onbQohIGTBaVf8HtGJcN3cBX8DEAKZhbs6eTCcQkaCqrhKRvwCnABMw3+0CVY2KSBHG599nEJEqzE3lGsdw+AvGXXYkxqrfX0T+parvpHpOawH3gBhGish4oBq4BbgCM9F5mIicLSL7eCjin4GqjpkDqvqJqs51Hn4PeFpVV3giXQ841q+KyHCgCLhPVWsdy/ermJtcsap+DAQxK5B84DmgUkR+yLbfz4EYpTcT2CtHcpwMFIrITkAUuEdV31XVqRjlO05V12GstJzi3PgfcZbm/8IYLYer6luqGnEMh0kYK70vcSPwuKN8RVUTjlFwA/AysAtQ2psT2l4QPSAi12OW7yOABcB+wJ2qereIfB2zlHpKVe/zQLYTgN8Aj2N8ki8B/6eqfWoek4j8BvgB8CLwW4zrJCoiq4GjVfVDERmkqp409XZ8rAnHtzsQUGAn4HZgM8bC3FlVjxCR14BL2l1TOZLvT0Al5sbwnqouFZGjgd8DB6lqLFeydJBpFvA/Vb3GeVwKxDE30gDwf0Cdql6Za9nSRUQmAec5QXhEZIKqvtVuSDj7hjs3vdTPaxVw14jIXsAsjI8nBoSAAzBR5vmqeqPjkG9T1UYP5HsMczN4XkTGYtJiDgLuVdWbcy1Pb+ig1I7CRJM3Y3zXLZjJBFHM53q5iPgziTJnQdZ2S/1GjPK9EPiuqj7sBN9WOzJ/C+MOOi0HMpWqaoOITAA2YJa/hzmy/BtjLARUdb3bsnQh20TgWlU9zHl8BHAtsAV4G3gA47VbnmvZMkFE3gEuV9U5InIlMFZVv+U8t1UJ9xbrguieycA0VW3ARHLrVPUFzLLpWyKym6pu8kj5jgXmqOrzAKr6vqpOxiixr4rIAicCnXe0L92ch2cBm1R1vqqejFEeYzFLuSecYzyzEDoo332AA1X1EuAtzI0CYLmqfgQ0Aq8D5+RApuHAISLyTUxe+hpVvQO4GmjD3CC+5oXydYgBy0WkRETOxFyTrwJTgcOBvfug8t0PEwz+gnND+TrwS+c5XyYxIKuAu2cRsLdjgW39gFX1Ncyd3JPMAjEFCj8EykTkYGd51y7bv4EzgL/hUfAlGR2Waz/GKNuSDs/dBZyOyea4XUTOynVWQUc6fO9fwqTzTQI2qOpTIjIEuFVEhqpqRFXfUdXaHIl2GHAHpnhloIiUqOrHqjoF4xrJmQukI46i+hTjd/4jcDfwDPAnVX0S4w/+kheypYsTTPwfMBEYDvwVkyK51nkuo+vTuiC6QUSqMU73P6vq652eewm4XVVn5FimdovsZIw1UQK8g7G+FnmprHqLY6FfCwwAfqmqczo9fwDwmaqu9kK+TrLsjLEwDwIOUNVGEfkdUKmq52WyBO2lHO3f/0BMMLgSs7R/FfgnJj/1Y1V93G1ZupAtCNzqyPESsA8QVdVXnOcDmPTIn+bSR54pYoptSoEHnayOfTCxlyDGnTJfVTelfX6rgLtHRC7DpHA9hLl7FwHjgTNV9cseyOPTbT0eQpgUmNMwvr+Pgf94uPRMCxH5LkaZLAauUtXFuVJoPchUgbHOV2NcJC0icgkmXe5+zDL7EMxSv7bj95Ij+X6CuSYjmADmYRir7DTgCK+W+CJyFvAHTDD1/g7XaiVwOVClqj/wQrZ0cYLdJwMJzI3lGVWtE5FvYdw972FuKmldr1YBd0BECoCTMBHb91V1iZjE+59iLI19MPXf051lSa7luxQTgf8PMBp4E9gdOBYoc2T8uaquybVsyWgPpjn+6+9i3F8vYRLy45jVRqmq/tBDMQEQkSeBCmAkcIea1DjElCB/B+OeWqmqC3IVJOzw+f0UOERVz3T2l2NuCPsDDaq6wG1Zksh5BOam8GdVfV9EBJNSeCjwSA7dNBkjIgeq6huOXvgexn2yAXhOTZ59MbCHqr6TrtFgFXAHROQOYBRmyfERcGX7ElhECjHR+YQXS30nt/J9QDDBl9mYO/NC4MuY9J4yVfUyLzkpIvIKZqn6U2fX68AsVX25g5LxLPNBRL4DnK6qJ4tpbPNHTJ7ncmAFMFg9yqt2Vj2vYxRBBaa091zgNuA3Xq4a2nFiEpdhYhE/UNVXnf0B9SAlLl1E5Hyc3hqq+pmzbxgm2+UAYBUmSP9hJu9jK+EcROQLwP6qerDjz/ot8AsReQFjWQ4DXlDTOCbnqMmHHYW5E58OlKvq1go358Jv6frV+YGInIKxHB8SkV8Av8akz90mIherU+nmlfJ1+CUmpxZVfV1EZgJXATsD84CJIvK1znGBHDEYWI+5NocC/8MEg2/B5Cin7YtMFxH5siNXEOMC+wT4PxFZAHxfRFar6to+pnzDmCyoC1T1M+fGtz9mRXQf8DTGpZJxEoO1gB1E5G6ML+0kVV0mpsLoXUzTlSXAOEze7W0eyOYH/KoacR6PxyiuvYBbVfX+XMuUKh2XZmIqoEIYV85hqnqhiByMsZi+papRD0VFRAZg3CMjMe09nwGuwfh+5wFDgFovUg87yDgB83nNUtVHROQkTBDzcI/k+X+YgPAmjCvsRUw6nA/YE3PDPcsL2dJFRL4NHKOqP3D81+cAP8LkV+8OnJit4LBVwGztYDUOOAGjhF/DRLxnq+qdIlKmqvUeyTYYk240G2NpPISpR2/A9CW4FlPIMElV27yQMRVE5Axgvar+R0S+hOlbcB1wJvCkqt6V62BWN3KGMX0LDsY0ORqB+TGu9Viu8Zic6GXqVDuK6U3wMh2W+l7iXKtfweRFn4BRwDXqFCz0FcT0U7kb09/jLIzR8JiqzhKRqzE3laxUv1oXBFtbIS4AFojIYZjS3oNwigG8Ur4OYUyEuwXTa+A7GP/TJEyl3gKgOZ+Vr0MZMF5EVjhK+PeYhPbVavJ/PZ0y0sFS/yLGvXODiLyJUcKXi0gN8Fc1hTm5kqndJ34KZklcCLSJqYJ8CRMQ+okXytexDH+FiUlsAKY6vtL21MzZTjZJa65lyxQn8HYrxh0VwjS0as8sGU0WXX2fewtYRHbF/OgOAT7ApBn5MHfwEzBNeH6jqm94KOM3MQngF6opArgBcyE8gUmNu19V8/ZCb19BiOlRvAtmyfyJ81xITYMWT0uO23HSi64BLlXVJ53r42CMNXeVF75MEfkPxij4ASbg2ohxkUwDHvUi+CYiUzHK6V3MKuHfzrUZUDMcwNNUwkzpkHNd0Z65ISKHAzdjcsHj2fg/fq4tYBEZCtyDqd55H+NX/SlGQTwqIm9gMg0+9U5KUNXHRGQLcLKIbABOxOSgLmtXYF7K1xMisi8w3blpzMIot1kicrmqzsNklngdeNuKmh4Pm4ETROQ5Vf1YRFZgrOKYBzm/B2EKLVox2Rn7iplLOBOo90j5fgnT8vRQ5/HxwM+c73qEiDQDb4jIjL6mhDt8v4Jx+bQ6+8dgAm83ZzNT5/Neinwd8JKqTlLVKao6FhNR/ruInO9Yafdky+GeLk4u5esYv+9c4FVH+fryWfk6FGCS2K/EFI48jfG3Xy4ihV7/QGXbjLdCEdlJRHZR086zAnhURKqdH1ot5MZNIqbE/DRn5fA6JgtjELDGCcgGMD0g5vR0HhfZGTjYWZmBiVF8AZOj/jamutGTm0O6iDOVW02TKMEoYDCjx47ExF0ubQ94Z8tg+Ny6IJy7+B863MWLVLXZ2T4D+IY6ye75hJiKrP0wLf0+yceLvMPybTjmphHARO4TmAGNuwMjVfXBfFmqisgfMamGgzA+zXmY6QfXqeqfcyzLNzDW1huYET7vYootbgSOwnyO16nqI7mUq5OMlRgXyBBHtutUdbZX8mSCk2Z2I8bP+6A61aRiirBuUNVxrr13Hlz7niAm4X468PX2C0dMvTqYFon3YpKwXZ9u0BvEVOXch6lBv9NrebrDsdSuwvh812Ga2B8LvKyqT3c4zjMF7Fi3a8T0ejgBs7pYgykiaMDc6M7EVMP9JUcyHYpxOQwAfo7JyvkXZmDpZ8AYjDvklVzIkwzH7fAYpirzfO1j/agBxPTWOAmT1lmOCXA+him4GKCqT4tLhSSfWwUM293Fh2OaLb/p7D8J+JWqHuKlfN0hplCkWPO8rNNRbAFMtdZ4TIXhgZjWjm95LFsAY01+BxOAPV9Nu9HOxw3DdJf7ntvZME5MYhbG19tuhe2NicYPdJ57It++d2fJPgnzW/q+qj7ksUi9xnFFjcXc8PbHdHT7h6q+6+r7fp4VcDsisj/m4n4Tk3T9MKbA4Z+eCtbH6JA2NRhj7cbaf4xOStLOwLB8+FzFTJL4G8ZK/xJmxt+96vRScFxUb2J+lDdqDpovicidwBY1jej3wfR8uMt57mSMIr5PVe92W5Z0cHKoS9Wj6SXp0DGYJiLFqtrk6IPjgV0x5ecPqksNjqwCduh0F39JzURhSxqIyPOYzJHxQA1wi3Zqkeix6+FITIPwXTHunEcxaWZHYAobFmAGSJ6CWZKGnRxXN2U6AhOTOMR5/C/gATUz3joe16d6KuQzHWIV5Zjg+yhMit+vVPU9MRNPvgI0qurv3JDh854FsRU1PITpsXuG1/L0Ndr952J6arSo6ved4MUDmIyH58R0EwO8myTtsBkzS28asFFVn8I0Mv8zpgz5emCGc03Uuq18HUYCB4nIYU5aV72qTnUMA0TkJhE5xCpfV/gt26Zyv4iZyn0lxvc+FTjKuWlnHauAO6FmuoEnDXf6Mh0UwynAUDGzwVDVezGW5buYwJanOKlvC4B64JuAisghmBlq81X1x8CXcu3HVNV/YMa0X4HpQTHX2d/egH+85kG5cX+hU6aOZ1O5rQvCkjEicgXwmqrOEzMt+gRMAvu7GHfO8g7HetbvQUSKgFNV9e9OtkE1pqJwX0z+6nxgqeaw3LgrRGQcpsrxLUwTmIeA29SZAWjJHuLxVG6rgC0ZISIlmArCCRjf6c2YCPKZGMUWwbTx9Fx5ONVMI4FlwHGYjIINYkpMz8C0eLxZVV/2UExgh5jEf1T1KI9F6jdIHk3ltgrYkjEiUoYJYp2OyRqYhempsTdGiTyi3k9qaA+m1YjIMcD5mJFDLzh/EeBU4J9eW8AdcYoESqxbLDt0DP6K6WcxTVVfdB5PxlyvjcDvVPU1t1dsVgFbsoaY9ogHYpLal6vqH8VMjvW0zy+AmHFOw4DngTkYy+f7mK53HwLzVPUl59i8qM6zuIeYqdzfA65R1Wc67K8ELsGkod2gqg+4Koe9zizp4FQPHaWqMzvtD2IKGy4FLlPVD7yQrzMi8kXMjWEksBRj6b4nZtTTjzHxrp95KaMld0ieTOW2CtiSFmK6dD2JCRRdqapvd3p+OmZ4oV4SNEsAAAQeSURBVOdVUbL9NOlxwA8x/Qs+wjTd/0xEqhx/sOdN4S25Qzyeym0VsKXXdPKjXYwZDvkgptFOM6Y/7KOYSq56j4suJmH6+S7GpF3WY4pDJmM6tQ3EWED/9UI+S26QPJ3KbRWwpde0+3VF5CsYJXYsJuthMWZQ5J6YmWX3uB1FTiJnCJNetjem2f61mF7KaxwZB2Ca2xynqou8kNGSWyTPpnJbBWzpFR2W6iUYZfssJoi1J6aV44PAAlVd6Z2U23Byf0/DWLyLgMt124SDSkzvhYR1PfR/xIx2Ol1VzxKRt9k2lXsYsHUqd05lsgrYkipObuq/MUGs1Zhy2ZudgNxemKyCP6vqR/mWSSBmyvWlmA5ojwJTrMLt/3Ryl+XdVG5bimxJGedCPhfjR/0BppgBVd2spj9tKfCNDsd6hohcKSJ/EJE/ici+qrrWyXL4EcYlscLJgLD0Yzoo3zOAIY6raQ2mv8N3MIMN/um41HKuD60CtvQKVf1YVX+BmRQ7UETeFJHvi5lTNgTT5KbdWvYEEfkBpp6/BlMSfbyz36eqb6jq6Zi+tR96JaMl55QBJ4ppwv8fIC+mclsXhCVtxEy9+A4muFWFmSByt8f9HgKYwNvhqtogZqrxbZjxPoWYrIe3MK0e6/LNVWLJPpLHU7mtBWxJG1WNq+o0zOie/4fprQtmmqxX7IyZOfdzMBa783gUZrBiLSbdqM553irffoyYkUkvOfm+szDtZme1d+vD46nc1gK2ZJV8yCZwqvGuwGQ+vIdZZv64QwvC9n89l9XiLiJyIHAHxgVxE8Yl9VdM4/1TVLXFQ/GsArb0X5w0szsxQbdTVdWVnq6W/KJTr9+8nsptFbCl3yMi+wHPYaLdZ3stj8V9pA9M5QargC2fE5ysjDGquszrH50lN0geT+Vuxypgi8XSL5A+NJW7HauALRZLv0LyfCp3R2wamsVi6fNI35rKvRWrgC0WS59H+8hU7s5YF4TFYunTSB+Zyt0VVgFbLJY+i/ShqdxdYRWwxWLp00gfmMrdHVYBWyyWfkE+T+XuDhuEs1gsfQ4RGSgip3fcp6obgDmYqSxfEpG98ln5glXAFoulb7IbcIuIzBaR8e07VTWqqi8BW4D9PZMuRawCtlgsfQqniOJ1VR2KmWo8U0SuFZEqESl2hgOMB55pP95LeXsi4LUAFovF0ksCQPtU7qXA05jWo4exbSr3jU4Tds+mcqeCDcJZLJY+Q1+byp0Mq4AtFkufoC9P5e4O6wO2WCx9gr40lTtVrAK2WCx9hr4wlbs3WBeExWLpk+TjVO7eYhWwxWLp0zg+4G8Bd6tqrK/4f8EqYIvF0o/oS9YvWAVssVgsnmGDcBaLxeIRVgFbLBaLR1gFbLFYLB5hFbDFYrF4hFXAFovF4hH/HzzKCjuvAreoAAAAAElFTkSuQmCC\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "for field, name, log, vmax, bw in show_metrics:\n", " # methods_ = list(dfg['method'].unique())\n", " vals_ = [df_cases[df_cases['method'] == m][field].values for m in users_ranked]\n", " df_ = pd.DataFrame(np.array(vals_).T, columns=users_ranked)\n", " \n", " fig = plt.figure(figsize=(5, 3))\n", " # clr = sns.palplot(sns.color_palette(tuple(list_methods_colors(df_.columns))))\n", " ax = sns.violinplot(ax=plt.gca(), data=df_, inner=\"quartile\", trim=True, cut=0., palette=COLOR_PALETTE, linewidth=1.)\n", " _format_ax(fig.gca(), name, log, vmax)\n", " fig.gca().grid(True)\n", " fig.savefig(os.path.join(PATH_TEMP, 'violin_teams-scores_%s.pdf' % field))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualise global results" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fields = ['Average-Max-rTRE', # 'Average-Max-rTRE-Robust',\n", " 'Average-Median-rTRE', # 'Average-Median-rTRE-Robust',\n", " 'Median-Median-rTRE', # 'Median-Median-rTRE-Robust',\n", " # 'Average-Rank-Max-rTRE', 'Average-Rank-Median-rTRE',\n", " 'Average-Norm-Time', # 'Average-Norm-Time-Robust',\n", " 'Average-Robustness',]\n", "df = pd.DataFrame(user_aggreg)[users_ranked].T[fields]\n", "df['Average-Weakness'] = 1 - df['Average-Robustness']\n", "del df['Average-Robustness']\n", "\n", "radar = RadarChart(df, fig=plt.figure(figsize=(5, 4)), colors=list_methods_colors(df.index), fill_alpha=0.02)\n", "lgd = radar.ax.legend(loc='lower center', bbox_to_anchor=(0.5, 1.15), ncol=int(len(users) / 1.5))\n", "radar.fig.savefig(os.path.join(PATH_TEMP, 'radar_teams-scores.pdf'),\n", " bbox_extra_artists=radar._labels + [lgd], bbox_inches='tight')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visual statistic over tissue types\n", "\n", "Present some statistis depending on the tissue types..." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "cols_all = pd.DataFrame(user_aggreg).T.columns\n", "col_avg_med_tissue = sorted(filter(\n", " lambda c: 'Median-rTRE_tissue' in c and not 'Rank' in c and 'Median-Median-' not in c, cols_all))\n", "col_robust_tissue = sorted(filter(\n", " lambda c: 'Average-Robustness_tissue' in c and not 'Rank' in c, cols_all))" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "params_tuple = [\n", " (col_avg_med_tissue, 'Avg. Median rTRE', 'Average-Median-rTRE__tissue_{}__All', True),\n", " (col_robust_tissue,'Avg. Robust', 'Average-Robustness__tissue_{}__All', False),\n", "]\n", "\n", "for cols, desc, drop, use_log in params_tuple:\n", " # print('\"%s\" with sample columns: %s' % (desc, cols[:3]))\n", " dfx = pd.DataFrame(user_aggreg)[users_ranked].T[cols]\n", " # colors = plt.get_cmap('nipy_spectral', len(dfx))\n", " fig, extras = draw_scatter_double_scale(\n", " dfx, colors=list_methods_colors(users_ranked), ax_decs={desc: None},\n", " idx_markers=list_methods_markers(users_ranked), xlabel='Methods', figsize=(2 + len(dfx.columns) * 0.95, 3),\n", " # legend_style=dict(bbox_to_anchor=(0.5, 1.15), ncol=4),\n", " legend_style=dict(bbox_to_anchor=(1.15, 0.95), ncol=1),\n", " x_spread=(0.4, 5))\n", " \n", " # DEPRICATED visualisation\n", " # ax = dfx.T.plot(style='X', cmap=plt.get_cmap('nipy_spectral', len(dfx)), figsize=(len(dfx) / 2 + 1, 5), grid=True)\n", " # ax.legend(loc='upper center', bbox_to_anchor=(1.2, 1.0), ncol=1)\n", " extras['ax1'].set_xticks(range(len(cols)))\n", " extras['ax1'].set_xticklabels(list(map(lambda c: col_metric_rename(c.replace(drop, '')), cols)), rotation=45, ha=\"center\")\n", " _format_ax(extras['ax1'], desc, use_log, vmax=None)\n", " \n", " name = ''.join(filter(lambda s: s not in '(.)', desc)).replace(' ', '-')\n", " fig.savefig(os.path.join(PATH_TEMP, 'scat_teams-scores_tissue-%s.pdf' % name),\n", " bbox_extra_artists=(extras['legend'],), bbox_inches='tight') # " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.9" }, "pycharm": { "stem_cell": { "cell_type": "raw", "metadata": { "collapsed": false }, "source": [] } } }, "nbformat": 4, "nbformat_minor": 1 }