{ "cells": [ { "cell_type": "code", "execution_count": 1, "id": "dab18dbb", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from scipy.misc import face\n", "from scipy.ndimage import zoom\n", "from scipy.special import logsumexp\n", "import torch\n", "import matplotlib.pyplot as plt\n", "import pickle\n", "import scipy.io\n", "import cv2\n", "import os\n", "import pandas as pd\n", "from scipy.stats import pearsonr, spearmanr" ] }, { "cell_type": "code", "execution_count": null, "id": "b48a6642", "metadata": {}, "outputs": [], "source": [ "def load_images_from_folder(folder):\n", " images = []\n", " img_name = []\n", " for filename in os.listdir(folder):\n", " img = cv2.imread(os.path.join(folder,filename))\n", " if img is not None:\n", " images.append(img)\n", " img_name.append(filename)\n", " return images, img_name" ] }, { "cell_type": "code", "execution_count": null, "id": "a79f3e8f", "metadata": {}, "outputs": [], "source": [ "imgs, img_name = load_images_from_folder('stimuli')" ] }, { "cell_type": "code", "execution_count": null, "id": "c2d3ff2c", "metadata": {}, "outputs": [], "source": [ "img_name" ] }, { "cell_type": "code", "execution_count": null, "id": "d00d5fcb", "metadata": {}, "outputs": [], "source": [ "len(scipy.io.loadmat(fn)['Results']['Disp'])" ] }, { "cell_type": "code", "execution_count": null, "id": "6957bb28", "metadata": {}, "outputs": [], "source": [ "fn = '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/results/S04/FA_Block1.mat'" ] }, { "cell_type": "code", "execution_count": null, "id": "6af13d03", "metadata": { "scrolled": true }, "outputs": [], "source": [ "len(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][63][0])" ] }, { "cell_type": "code", "execution_count": null, "id": "67e9c2eb", "metadata": {}, "outputs": [], "source": [ "fn = '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/results/S04/FA_Block1.mat'\n", "\n", "for i in range(64):\n", " gavx, gavy, sttime, entime = [], [], [], []\n", " \n", " for j in range(len(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0])):\n", " gavx.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][18][0][0])\n", " gavy.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][19][0][0])\n", " sttime.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][4][0][0])\n", " entime.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][5][0][0])\n", "\n", " fixendtimes = scipy.io.loadmat(fn)['Results']['FixEndTimes'][0][0][0][i][0]\n", " stim_image_name = scipy.io.loadmat(fn)['Results']['ImPath'][0][0][0][i][0].split('\\\\')[-1]\n", " stim_folder_name = scipy.io.loadmat(fn)['Results']['ImPath'][0][0][0][i][0].split('\\\\')[-2]\n", "\n", " break\n", "\n", "gavx = np.array(gavx)\n", "gavy = np.array(gavy)\n", "sttime = np.array(sttime)\n", "entime = np.array(entime)\n", "\n", "res_width = scipy.io.loadmat(fn)['Results']['Disp'][0][0][0][0][2][0][0][0][0][0]\n", "res_height = scipy.io.loadmat(fn)['Results']['Disp'][0][0][0][0][2][0][0][1][0][0]\n", "ImWidth = scipy.io.loadmat(fn)['Results']['ImWidth'][0][0][0][0]\n", "ImHeight = scipy.io.loadmat(fn)['Results']['ImHeight'][0][0][0][0]\n", "\n", "FixX = np.round(gavx) - (res_width/2) + (ImWidth/2)\n", "FixY = np.round(gavy) - (res_height/2) + (ImHeight/2)\n", "FixDur = entime - sttime\n", "FixOnset = fixendtimes - FixDur + FixDur*.999\n", "\n", "exclude_ind = np.unique([np.where(FixDur < 100)[0][0], np.where(FixOnset < 0)[0][0]])\n", "FixX = np.delete(FixX, exclude_ind)\n", "FixY = np.delete(FixY, exclude_ind)\n", "FixDur = np.delete(FixDur, exclude_ind)\n", "FixOnset = np.delete(FixOnset, exclude_ind)\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "id": "87e18819", "metadata": {}, "outputs": [], "source": [ "image = cv2.imread('/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/stimuli/' + stim_folder_name + '/' + stim_image_name)\n", "image = cv2.cvtColor(image, cv2.COLOR_BGR2RGB)\n", "image = cv2.resize(image, (ImWidth, ImHeight))\n", "plt.imshow(image)\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "id": "e07be79d", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "17977642", "metadata": {}, "outputs": [], "source": [ "image.shape" ] }, { "cell_type": "code", "execution_count": null, "id": "aad511e9", "metadata": {}, "outputs": [], "source": [ "scipy.io.loadmat(fn)['Results']['ImPath'][0][0][0][i][0].split('\\\\')[-2]" ] }, { "cell_type": "code", "execution_count": null, "id": "6396d916", "metadata": {}, "outputs": [], "source": [ "\n", "#fixation_history_x = fix_X[i]/3\n", "#print(fixation_history_x)\n", "#fixation_history_y = fix_Y[i]/3\n", "#radius_history = radius[i]/5\n", "\n", "#print(fixation_history_x, fixation_history_y, radius_history)\n", "\n", "# Create a 2D matrix filled with zeros of size (600, 800)\n", "matrix_size = (1200, 1200)\n", "matrix = np.zeros(matrix_size, dtype=int)\n", "\n", "# Call the function to add circles to the matrix\n", "result_matrix = add_circles(matrix, FixY, FixX, FixDur/5)\n" ] }, { "cell_type": "code", "execution_count": null, "id": "6f396faf", "metadata": {}, "outputs": [], "source": [ "plt.imshow(result_matrix)" ] }, { "cell_type": "code", "execution_count": null, "id": "7c35bf1b", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "2b9b0899", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "e52c9c1a", "metadata": {}, "outputs": [], "source": [ "FixX(iFix) = round(FixData(iFix).gavx - Results.Disp.Resolution.width./2 + Results.ImWidth/2); \n", "FixY(iFix) = round(FixData(iFix).gavy - Results.Disp.Resolution.height./2 + Results.ImHeight/2);\n", "FixDur(iFix) = FixData(iFix).entime - FixData(iFix).sttime;\n", "FixOnset(iFix) = Results.FixEndTimes{iIm}(iFix) - FixDur(iFix);\n", "% Bug fix to correct error in fixation onsets\n", "FixOnset(iFix) = FixOnset(iFix) + FixDur(iFix)*.999;" ] }, { "cell_type": "code", "execution_count": null, "id": "8e8787a9", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "412324a5", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "d2ebb782", "metadata": {}, "outputs": [], "source": [ "def load_fix_from_folder(folder):\n", " fix_X = []\n", " fix_Y = []\n", " radius = []\n", " img_name = []\n", " for filename in os.listdir(folder):\n", " fix_X.append(scipy.io.loadmat(os.path.join(folder,filename))['currImData'][:,4])\n", " fix_Y.append(scipy.io.loadmat(os.path.join(folder,filename))['currImData'][:,5])\n", " radius.append(scipy.io.loadmat(os.path.join(folder,filename))['currImData'][:,6])\n", " img_name.append(str(scipy.io.loadmat(os.path.join(folder,filename))['currImName'][0][0]) + '.jpg')\n", " #print(filename)\n", " #print(img_name)\n", " return fix_X, fix_Y, radius, img_name" ] }, { "cell_type": "code", "execution_count": 2, "id": "78ddfb7d", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "def create_folder(folder_path):\n", " try:\n", " os.mkdir(folder_path)\n", " print(f\"Folder '{folder_path}' created successfully.\")\n", " except FileExistsError:\n", " print(f\"Folder '{folder_path}' already exists.\")\n", " except Exception as e:\n", " print(f\"An error occurred: {e}\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "585be960", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "def folder_exists(folder_path):\n", " return os.path.exists(folder_path) and os.path.isdir(folder_path)\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "25fa0752", "metadata": {}, "outputs": [], "source": [ "def add_circles(matrix, x_list, y_list, r_list):\n", " for x, y, r in zip(x_list, y_list, r_list):\n", " x, y, r = int(x), int(y), int(r)\n", " for i in range(max(0, y - r), min(matrix.shape[0], y + r + 1)):\n", " for j in range(max(0, x - r), min(matrix.shape[1], x + r + 1)):\n", " if (i - y) ** 2 + (j - x) ** 2 <= r ** 2:\n", " matrix[i][j] += 1\n", " return matrix" ] }, { "cell_type": "code", "execution_count": null, "id": "bd2da5f7", "metadata": { "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Using cache found in /home/pranjul/.cache/torch/hub/pytorch_vision_v0.6.0\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c' created successfully.\n", "S10_Block1.mat\n", "[4]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' created successfully.\n", "[3 4]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' created successfully.\n", "[6]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' created successfully.\n", "[2 3]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' created successfully.\n", "[5]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' created successfully.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' created successfully.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[5]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[10]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' created successfully.\n", "[2]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' created successfully.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[5 6]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[9]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[3]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[7]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[6]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[4]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[7]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[5]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[4]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "S10_Block2.mat\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[2]\n", "Folder 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'/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "S10_Block4.mat\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[4]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[1]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[2]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[6]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[3]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[1 6]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[6]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_art_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia' already exists.\n", "[10 12]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/objects' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/pareidolia_inv' already exists.\n", "[]\n", "Folder '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps/S10_fix_c/faces' already exists.\n" ] } ], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from scipy.misc import face\n", "from scipy.ndimage import zoom\n", "from scipy.special import logsumexp\n", "import torch\n", "\n", "import deepgaze_pytorch\n", "\n", "DEVICE = 'cuda'\n", "\n", "# you can use DeepGazeI or DeepGazeIIE\n", "model = deepgaze_pytorch.DeepGazeIII(pretrained=True).to(DEVICE)\n", "\n", "#image = face()\n", "\n", "n_f = '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/results/S'\n", "\n", "for q in range(10, 30):\n", " \n", " x = []\n", " \n", " # Replace 'path/to/your/folder' with the folder path you want to check\n", " folder_path = n_f + str(q)\n", " \n", " if folder_exists(folder_path):\n", " \n", " #fix_X, fix_Y, radius, img_name = load_fix_from_folder('S_fix/S'+ str(q) +'_fix')\n", "\n", " # Replace 'path/to/your/folder' with the desired folder path\n", " folder_path = '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG3_HG_heatmaps_c/S'+ str(q) +'_fix_c'\n", " create_folder(folder_path)\n", "\n", " for file in sorted(os.listdir(n_f + str(q))):\n", " if 'Block' in file:\n", " print(file) \n", "\n", " fn = n_f + str(q) + '/' + file\n", "\n", " for i in range(64):\n", " gavx, gavy, sttime, entime = [], [], [], []\n", "\n", " for j in range(len(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0])):\n", " gavx.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][18][0][0])\n", " gavy.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][19][0][0])\n", " sttime.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][4][0][0])\n", " entime.append(scipy.io.loadmat(fn)['Results']['FixData'][0][0][0][i][0][j][5][0][0])\n", "\n", " fixendtimes = scipy.io.loadmat(fn)['Results']['FixEndTimes'][0][0][0][i][0]\n", " stim_image_name = scipy.io.loadmat(fn)['Results']['ImPath'][0][0][0][i][0].split('\\\\')[-1]\n", " stim_folder_name = scipy.io.loadmat(fn)['Results']['ImPath'][0][0][0][i][0].split('\\\\')[-2]\n", "\n", " #break\n", "\n", " gavx = np.array(gavx)\n", " gavy = np.array(gavy)\n", " sttime = np.array(sttime)\n", " entime = np.array(entime)\n", "\n", " res_width = scipy.io.loadmat(fn)['Results']['Disp'][0][0][0][0][2][0][0][0][0][0]\n", " res_height = scipy.io.loadmat(fn)['Results']['Disp'][0][0][0][0][2][0][0][1][0][0]\n", " ImWidth = scipy.io.loadmat(fn)['Results']['ImWidth'][0][0][0][0]\n", " ImHeight = scipy.io.loadmat(fn)['Results']['ImHeight'][0][0][0][0]\n", "\n", " FixX = np.round(gavx) - (res_width/2) + (ImWidth/2)\n", " FixY = np.round(gavy) - (res_height/2) + (ImHeight/2)\n", " FixDur = entime - sttime\n", " FixOnset = fixendtimes - FixDur + FixDur\n", " \n", " #print(FixDur)\n", " #print(FixOnset)\n", " dur_indices = np.where(FixDur < 100)[0]\n", " onset_indices = np.where(FixOnset < 0)[0]\n", "\n", " exclude_ind = np.unique(np.concatenate([dur_indices, onset_indices]))\n", " \n", " print(exclude_ind)\n", " FixX = np.delete(FixX, exclude_ind)\n", " FixY = np.delete(FixY, exclude_ind)\n", " FixDur = np.delete(FixDur, exclude_ind)\n", " FixOnset = np.delete(FixOnset, exclude_ind) \n", " \n", " image = cv2.imread('/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/stimuli/' + stim_folder_name + '/' + stim_image_name)\n", " create_folder(os.path.join(folder_path, stim_folder_name))\n", " \n", " #image = cv2.cvtColor(image, cv2.COLOR_BGR2RGB)\n", " image = cv2.resize(image, (ImWidth, ImHeight)) \n", " \n", " if image is not None and len(FixX) > 3 and len(FixY > 3):\n", "\n", " # location of previous scanpath fixations in x and y (pixel coordinates), starting with the initial fixation on the image.\n", " #fixation_history_x = np.array([1024//2, 300, 500, 200, 200, 700])\n", " #fixation_history_y = np.array([768//2, 300, 100, 300, 100, 500])\n", "\n", " #print(img_name[i])\n", "\n", " fixation_history_x = FixX\n", " #print(fixation_history_x)\n", " fixation_history_y = FixY\n", " #radius_history = radius[i]/5\n", "\n", " #print(fixation_history_x, fixation_history_y, radius_history)\n", "\n", " # Create a 2D matrix filled with zeros of size (600, 800)\n", " matrix_size = (ImWidth, ImHeight)\n", " matrix = np.zeros(matrix_size, dtype=int)\n", "\n", " # Call the function to add circles to the matrix\n", " result_matrix = add_circles(matrix, FixX, FixY, FixDur/5)\n", "\n", " #plt.imshow(result_matrix)\n", " #plt.plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " #plt.axis('on')\n", " #plt.colorbar(fraction=0.046, pad=0.04) # Adjust fraction and pad values as needed\n", " #plt.tight_layout()\n", "\n", " # load precomputed centerbias log density (from MIT1003) over a 1024x1024 image\n", " # you can download the centerbias from https://github.com/matthias-k/DeepGaze/releases/download/v1.0.0/centerbias_mit1003.npy\n", " # alternatively, you can use a uniform centerbias via `centerbias_template = np.zeros((1024, 1024))`.\n", " centerbias_template = np.load('centerbias_mit1003.npy')\n", "\n", " # rescale to match image size\n", " centerbias = zoom(centerbias_template, (image.shape[0]/centerbias_template.shape[0], image.shape[1]/centerbias_template.shape[1]), order=0, mode='nearest')\n", " # renormalize log density\n", " centerbias -= logsumexp(centerbias)\n", "\n", " image_tensor = torch.tensor([image.transpose(2, 0, 1)]).to(DEVICE)\n", " centerbias_tensor = torch.tensor([centerbias]).to(DEVICE)\n", " x_hist_tensor = torch.tensor([fixation_history_x[model.included_fixations]]).to(DEVICE)\n", " y_hist_tensor = torch.tensor([fixation_history_y[model.included_fixations]]).to(DEVICE)\n", "\n", " log_density_prediction = model(image_tensor, centerbias_tensor, x_hist_tensor, y_hist_tensor)\n", "\n", " # Scale factor\n", " #scale_factor = 3\n", "\n", " # Calculate the new width and height\n", " #new_width = image.shape[1] * scale_factor\n", " #new_height = image.shape[0] * scale_factor\n", "\n", " # Resize the image using cv2.resize()\n", " #image = cv2.resize(image, (new_width, new_height))\n", "\n", " image = cv2.cvtColor(image, cv2.COLOR_BGR2RGB)\n", "\n", " x.append((log_density_prediction.detach().cpu().numpy()[0, 0], str(stim_folder_name), str(stim_image_name.split('.')[0]),\n", " 'S' + str(q), result_matrix))\n", "\n", " f, axs = plt.subplots(nrows=1, ncols=3, figsize=(16, 9))\n", " axs[0].imshow(image)\n", " axs[0].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " axs[0].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='white', zorder=100)\n", " axs[0].set_axis_off()\n", " axs[1].matshow(log_density_prediction.detach().cpu().numpy()[0, 0]) # first image in batch, first (and only) channel\n", " axs[1].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " axs[1].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='white', zorder=100)\n", " axs[1].set_axis_off()\n", " axs[2].matshow(result_matrix)\n", " axs[2].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " axs[2].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='white', zorder=100)\n", " axs[2].set_axis_off()\n", " plt.tight_layout()\n", " plt.savefig(os.path.join(folder_path, stim_folder_name, stim_image_name.split('.')[0] + '.png'))\n", " #plt.show()\n", " plt.close()\n", " #break\n", "\n", " # Open a file in binary write mode\n", " with open(folder_path + '/' + 'S' + str(q) + '.pkl', 'wb') as file:\n", " pickle.dump(x, file)\n", "\n", " #break\n", " #break" ] }, { "cell_type": "code", "execution_count": 19, "id": "d083b6bf", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/shared/venvs/py3.8-torch1.7.1/lib/python3.8/site-packages/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n", " return array(a, dtype, copy=False, order=order)\n" ] }, { "data": { "text/plain": [ "(255, 5)" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.shape(x)" ] }, { "cell_type": "code", "execution_count": 20, "id": "3b1a8ba5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "256" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "32*8" ] }, { "cell_type": "code", "execution_count": 4, "id": "970201dc", "metadata": {}, "outputs": [], "source": [ "x_loaded = {}" ] }, { "cell_type": "code", "execution_count": 7, "id": "072a0b13", "metadata": {}, "outputs": [], "source": [ "for q in range(1, 56):\n", "\n", " # Replace 'path/to/your/folder' with the folder path you want to check\n", " folder_path = '/raid/pranjul/DG3_HG_heatmaps_c/S'+ str(q) +'_fix_c'\n", " \n", " if folder_exists(folder_path):\n", " # Open a file in binary write mode\n", " with open('/raid/pranjul/DG3_HG_heatmaps_c/S'+ str(q) +'_fix_c/' + 'S'+ str(q) + '.pkl', 'rb') as file:\n", " x_loaded[q] = pickle.load(file)\n", "\n", "#x_loaded = [x.tolist() for x in x_loaded]" ] }, { "cell_type": "code", "execution_count": 6, "id": "eef8a427", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(x_loaded)" ] }, { "cell_type": "code", "execution_count": 15, "id": "532e15cd", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{4: [(array([[-21.89091177, -21.89091177, -21.89091177, ..., -23.12038153,\n", " -23.12038153, -23.12038153],\n", " [-21.89091177, -21.89091177, -21.89091177, ..., -23.12038153,\n", " -23.12038153, -23.12038153],\n", " [-21.89091177, -21.89091177, -21.89091177, ..., -23.12038153,\n", " -23.12038153, -23.12038153],\n", " ...,\n", " [-22.62758873, -22.62758873, -22.62758873, ..., -19.91765614,\n", " 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-24.71235766, -24.71235766, ..., -23.08435687,\n", " -23.08435687, -23.08435687],\n", " [-24.71235766, -24.71235766, -24.71235766, ..., -23.08435687,\n", " -23.08435687, -23.08435687],\n", " [-24.71235766, -24.71235766, -24.71235766, ..., -23.08435687,\n", " -23.08435687, -23.08435687]]),\n", " 'faces_inv',\n", " 'face21_inv',\n", " 'S04',\n", " array([[0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0]])),\n", " (array([[-24.02907276, -24.02907276, -24.02907276, ..., -24.72287615,\n", " -24.72287615, -24.72287615],\n", " [-24.02907276, -24.02907276, -24.02907276, ..., -24.72287615,\n", " -24.72287615, -24.72287615],\n", " [-24.02907276, -24.02907276, -24.02907276, ..., -24.72287615,\n", " -24.72287615, -24.72287615],\n", " ...,\n", " [-22.5696358 , -22.5696358 , -22.5696358 , ..., -18.15384007,\n", " -18.15384007, -18.15384007],\n", " [-22.5696358 , -22.5696358 , -22.5696358 , ..., -18.15384007,\n", " -18.15384007, -18.15384007],\n", " [-22.5696358 , -22.5696358 , -22.5696358 , ..., -18.15384007,\n", " -18.15384007, -18.15384007]]),\n", " 'pareidolia_inv',\n", " '74_inv',\n", " 'S04',\n", " array([[0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0]]))]" ] }, "execution_count": 126, "metadata": {}, "output_type": "execute_result" } ], "source": [ "x_loaded[4]" ] }, { "cell_type": "code", "execution_count": 36, "id": "4d0b7c18", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.imshow(x_loaded[4][0][4])" ] }, { "cell_type": "code", "execution_count": 25, "id": "48886c2d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6656" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "256*26" ] }, { "cell_type": "code", "execution_count": null, "id": "fb4e8b68", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 8, "id": "9743923c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " dg3 stim_folder \\\n", "0 [[-21.89091177095421, -21.89091177095421, -21.... pareidolia \n", "1 [[-23.752590900618024, -23.752590900618024, -2... pareidolia_inv \n", "2 [[-22.717763718089778, -22.717763718089778, -2... faces \n", "3 [[-23.13883206422637, -23.13883206422637, -23.... objects \n", "4 [[-20.465820021512595, -20.465820021512595, -2... pareidolia_inv \n", "... ... ... \n", "6430 [[-20.38224038502084, -20.38224038502084, -20.... objects \n", "6431 [[-22.052369795591286, -22.052369795591286, -2... pareidolia \n", "6432 [[-22.79276440604324, -22.79276440604324, -22.... faces_inv \n", "6433 [[-25.106845728307075, -25.106845728307075, -2... objects \n", "6434 [[-20.281315388215702, -20.281315388215702, -2... pareidolia_art \n", "\n", " stim_name sub hg \n", "0 64 S04 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "1 56_inv S04 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "2 face31 S04 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "3 16_match S04 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "4 46_inv S04 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "... ... ... ... \n", "6430 10_match S29 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "6431 26 S29 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "6432 face14_inv S29 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "6433 74_match S29 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "6434 par_gaze_15 S29 [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,... \n", "\n", "[6435 rows x 5 columns]\n" ] } ], "source": [ "import pandas as pd\n", "\n", "# Assuming x_loaded is a dictionary\n", "data_frames = []\n", "\n", "for key, value in x_loaded.items():\n", " df = pd.DataFrame(value, columns=['dg3', 'stim_folder', 'stim_name', 'sub', 'hg'])\n", " data_frames.append(df)\n", "\n", "# Concatenate DataFrames\n", "df = pd.concat(data_frames, ignore_index=True)\n", "\n", "# Display the resulting DataFrame\n", "print(df)\n" ] }, { "cell_type": "code", "execution_count": null, "id": "4d51aabe", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 37, "id": "9fc92e53", "metadata": {}, "outputs": [], "source": [ "df_agg_hg = df.groupby(['stim_folder', 'stim_name'])['hg'].apply(lambda x: np.mean(x.tolist(), axis=0)).reset_index()\n" ] }, { "cell_type": "code", "execution_count": 38, "id": "2e9d4054", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehg
0facesface01[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
1facesface02[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
............
251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
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256 rows × 3 columns

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" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg \n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_agg_hg" ] }, { "cell_type": "code", "execution_count": null, "id": "1f15b7de", "metadata": {}, "outputs": [], "source": [ "\n", "\n", "# Define a function to serialize the 2D arrays\n", "def serialize_array(arr):\n", " return base64.b64encode(pickle.dumps(arr)).decode('utf-8')\n", "\n", "# Apply the serialization function to the column\n", "df_agg_hg['hg'] = df_agg_hg['hg'].apply(serialize_array)\n", "\n", "# Save the DataFrame to a CSV file\n", "df_agg_hg.to_csv('/raid/pranjul/agg_hg_26_subs_c.csv', index=False)" ] }, { "cell_type": "code", "execution_count": 2, "id": "709b8028", "metadata": {}, "outputs": [], "source": [ "import base64\n", "\n", "# Load the DataFrame from the CSV file\n", "loaded_df_csv = pd.read_csv('/raid/pranjul/agg_hg_26_subs_c.csv')\n", "\n", "# Define a function to deserialize the 2D arrays\n", "def deserialize_array(serialized_arr):\n", " return pickle.loads(base64.b64decode(serialized_arr.encode('utf-8')))\n", "\n", "# Apply the deserialization function to the column\n", "loaded_df_csv['hg'] = loaded_df_csv['hg'].apply(deserialize_array)\n", "\n", "# Now, loaded_df contains the original DataFrame with 2D arrays in 'Array_Column'" ] }, { "cell_type": "code", "execution_count": 3, "id": "44d66ffb", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehg
0facesface01[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
1facesface02[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
............
251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
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256 rows × 3 columns

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" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg \n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "loaded_df_csv" ] }, { "cell_type": "code", "execution_count": null, "id": "cad6488c", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "90dcd74f", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "3334d903", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "d8eea8a4", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 11, "id": "7a5b6082", "metadata": {}, "outputs": [], "source": [ "sp_corr = []\n", "for i in range(len(df['dg3'])):\n", " sp_corr.append(spearmanr(df['dg3'][i].flatten(), df['hg'][i].flatten())[0])\n", " #break\n" ] }, { "cell_type": "code", "execution_count": 12, "id": "76a4cfab", "metadata": {}, "outputs": [], "source": [ "import pickle\n", "\n", "# Save the list to a file\n", "with open('/raid/pranjul/sp_corr_dg3_26_subs_c.pkl', 'wb') as file:\n", " pickle.dump(sp_corr, file)" ] }, { "cell_type": "code", "execution_count": null, "id": "19b45d8a", "metadata": {}, "outputs": [], "source": [ "# Load the list from the file\n", "with open('/raid/pranjul/sp_corr_dg3_26_subs_c.pkl', 'rb') as file:\n", " loaded_list = pickle.load(file)\n", "\n", "print(loaded_list)" ] }, { "cell_type": "code", "execution_count": 19, "id": "9969e070", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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dg3stim_folderstim_namesubhg
0[[-21.89091177095421, -21.89091177095421, -21....pareidolia64S04NaN
1[[-23.752590900618024, -23.752590900618024, -2...pareidolia_inv56_invS04NaN
2[[-22.717763718089778, -22.717763718089778, -2...facesface31S04NaN
3[[-23.13883206422637, -23.13883206422637, -23....objects16_matchS04NaN
4[[-20.465820021512595, -20.465820021512595, -2...pareidolia_inv46_invS04NaN
..................
6430[[-20.38224038502084, -20.38224038502084, -20....objects10_matchS29NaN
6431[[-22.052369795591286, -22.052369795591286, -2...pareidolia26S29NaN
6432[[-22.79276440604324, -22.79276440604324, -22....faces_invface14_invS29NaN
6433[[-25.106845728307075, -25.106845728307075, -2...objects74_matchS29NaN
6434[[-20.281315388215702, -20.281315388215702, -2...pareidolia_artpar_gaze_15S29NaN
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6435 rows × 5 columns

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" ], "text/plain": [ " dg3 stim_folder \\\n", "0 [[-21.89091177095421, -21.89091177095421, -21.... pareidolia \n", "1 [[-23.752590900618024, -23.752590900618024, -2... pareidolia_inv \n", "2 [[-22.717763718089778, -22.717763718089778, -2... faces \n", "3 [[-23.13883206422637, -23.13883206422637, -23.... objects \n", "4 [[-20.465820021512595, -20.465820021512595, -2... pareidolia_inv \n", "... ... ... \n", "6430 [[-20.38224038502084, -20.38224038502084, -20.... objects \n", "6431 [[-22.052369795591286, -22.052369795591286, -2... pareidolia \n", "6432 [[-22.79276440604324, -22.79276440604324, -22.... faces_inv \n", "6433 [[-25.106845728307075, -25.106845728307075, -2... objects \n", "6434 [[-20.281315388215702, -20.281315388215702, -2... pareidolia_art \n", "\n", " stim_name sub hg \n", "0 64 S04 NaN \n", "1 56_inv S04 NaN \n", "2 face31 S04 NaN \n", "3 16_match S04 NaN \n", "4 46_inv S04 NaN \n", "... ... ... .. \n", "6430 10_match S29 NaN \n", "6431 26 S29 NaN \n", "6432 face14_inv S29 NaN \n", "6433 74_match S29 NaN \n", "6434 par_gaze_15 S29 NaN \n", "\n", "[6435 rows x 5 columns]" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df" ] }, { "cell_type": "code", "execution_count": null, "id": "98174519", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "b86e879c", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 20, "id": "a5aaf588", "metadata": {}, "outputs": [], "source": [ "# Add the Spearman correlation values to the DataFrame\n", "df['sp_corr'] = sp_corr" ] }, { "cell_type": "code", "execution_count": 21, "id": "3393ccd0", "metadata": {}, "outputs": [], "source": [ "df = df.drop(columns=['dg3', 'hg'])" ] }, { "cell_type": "code", "execution_count": 22, "id": "74823bb5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6435" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(df['sp_corr'])" ] }, { "cell_type": "code", "execution_count": 23, "id": "41901f26", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesubsp_corr
0pareidolia64S040.412683
1pareidolia_inv56_invS040.199522
2facesface31S040.455274
3objects16_matchS040.271415
4pareidolia_inv46_invS040.390327
...............
6430objects10_matchS290.310579
6431pareidolia26S290.254216
6432faces_invface14_invS290.259664
6433objects74_matchS290.347851
6434pareidolia_artpar_gaze_15S290.360013
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6435 rows × 4 columns

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" ], "text/plain": [ " stim_folder stim_name sub sp_corr\n", "0 pareidolia 64 S04 0.412683\n", "1 pareidolia_inv 56_inv S04 0.199522\n", "2 faces face31 S04 0.455274\n", "3 objects 16_match S04 0.271415\n", "4 pareidolia_inv 46_inv S04 0.390327\n", "... ... ... ... ...\n", "6430 objects 10_match S29 0.310579\n", "6431 pareidolia 26 S29 0.254216\n", "6432 faces_inv face14_inv S29 0.259664\n", "6433 objects 74_match S29 0.347851\n", "6434 pareidolia_art par_gaze_15 S29 0.360013\n", "\n", "[6435 rows x 4 columns]" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df" ] }, { "cell_type": "code", "execution_count": 223, "id": "f742b79b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesubsp_corr
0pareidolia64S040.412683
1pareidolia_inv56_invS040.199522
2facesface31S040.455274
3objects16_matchS040.271415
4pareidolia_inv46_invS040.390327
...............
6430objects10_matchS290.310579
6431pareidolia26S290.254216
6432faces_invface14_invS290.259664
6433objects74_matchS290.347851
6434pareidolia_artpar_gaze_15S290.360013
\n", "

6368 rows × 4 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name sub sp_corr\n", "0 pareidolia 64 S04 0.412683\n", "1 pareidolia_inv 56_inv S04 0.199522\n", "2 faces face31 S04 0.455274\n", "3 objects 16_match S04 0.271415\n", "4 pareidolia_inv 46_inv S04 0.390327\n", "... ... ... ... ...\n", "6430 objects 10_match S29 0.310579\n", "6431 pareidolia 26 S29 0.254216\n", "6432 faces_inv face14_inv S29 0.259664\n", "6433 objects 74_match S29 0.347851\n", "6434 pareidolia_art par_gaze_15 S29 0.360013\n", "\n", "[6368 rows x 4 columns]" ] }, "execution_count": 223, "metadata": {}, "output_type": "execute_result" } ], "source": [ "result_df" ] }, { "cell_type": "code", "execution_count": 52, "id": "f060d3ba", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " stim_folder stim_name sub sp_corr\n", "3574 faces face22 S18 0.390317\n", "4605 faces face24 S22 0.425249\n", "5824 faces face05 S27 0.248709\n", "2286 faces face04 S13 0.329143\n", "763 faces face20 S07 0.353423\n", "... ... ... ... ...\n", "4517 pareidolia_art_inv par_gaze_12_inv S22 0.434670\n", "910 pareidolia_art_inv par_gaze_20_inv S07 0.291760\n", "4512 pareidolia_art_inv par_gaze_17_inv S22 0.351762\n", "2495 pareidolia_art_inv par_gaze_02_inv S14 0.328035\n", "2606 pareidolia_art_inv par_gaze_22_inv S14 0.336493\n", "\n", "[6368 rows x 4 columns]\n" ] } ], "source": [ "# Define the custom order\n", "custom_order = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "\n", "# Convert the 'stim_folder' column to a Categorical data type with the custom order\n", "result_df['stim_folder'] = pd.Categorical(result_df['stim_folder'], categories=custom_order, ordered=True)\n", "\n", "# Sort the DataFrame based on the custom order\n", "df_sorted = result_df.sort_values(by='stim_folder')\n", "\n", "# Print the sorted DataFrame\n", "print(df_sorted)" ] }, { "cell_type": "code", "execution_count": 241, "id": "5a8fb762", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesubsp_corr
0facesface01S170.362184
1facesface04S130.329143
2facesface13S270.257281
3facesface18S220.139306
4facesface05S270.248709
...............
6363pareidolia_inv74_invS260.227001
6364pareidolia_inv37_invS090.389919
6365pareidolia_inv10_invS150.288287
6366pareidolia_inv44_invS090.331721
6367pareidolia_inv13_invS260.343645
\n", "

6368 rows × 4 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name sub sp_corr\n", "0 faces face01 S17 0.362184\n", "1 faces face04 S13 0.329143\n", "2 faces face13 S27 0.257281\n", "3 faces face18 S22 0.139306\n", "4 faces face05 S27 0.248709\n", "... ... ... ... ...\n", "6363 pareidolia_inv 74_inv S26 0.227001\n", "6364 pareidolia_inv 37_inv S09 0.389919\n", "6365 pareidolia_inv 10_inv S15 0.288287\n", "6366 pareidolia_inv 44_inv S09 0.331721\n", "6367 pareidolia_inv 13_inv S26 0.343645\n", "\n", "[6368 rows x 4 columns]" ] }, "execution_count": 241, "metadata": {}, "output_type": "execute_result" } ], "source": [ "result_df" ] }, { "cell_type": "code", "execution_count": 79, "id": "c6544090", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 pareidolia\n", "1 pareidolia_inv\n", "2 faces\n", "3 objects\n", "4 pareidolia_inv\n", " ... \n", "244 pareidolia\n", "245 pareidolia_art\n", "246 objects\n", "247 faces_inv\n", "248 pareidolia_inv\n", "Name: stim_folder, Length: 249, dtype: object" ] }, "execution_count": 79, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df['stim_folder']" ] }, { "cell_type": "code", "execution_count": 24, "id": "588a1915", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "objects 813\n", "pareidolia_art 812\n", "pareidolia 808\n", "objects_inv 806\n", "faces_inv 802\n", "pareidolia_inv 800\n", "pareidolia_art_inv 798\n", "faces 796\n", "Name: stim_folder, dtype: int64" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df['stim_folder'].value_counts()" ] }, { "cell_type": "code", "execution_count": 357, "id": "994c83f0", "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "faces 796\n", "faces_inv 796\n", "objects 796\n", "objects_inv 796\n", "pareidolia 796\n", "pareidolia_inv 796\n", "pareidolia_art 796\n", "pareidolia_art_inv 796\n", "Name: stim_folder, dtype: int64" ] }, "execution_count": 357, "metadata": {}, "output_type": "execute_result" } ], "source": [ "result_df['stim_folder'].value_counts()" ] }, { "cell_type": "code", "execution_count": null, "id": "c9ec7617", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "7543ea0a", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "86af740e", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 48, "id": "2ca5da07", "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " stim_folder stim_name sub sp_corr\n", "0 pareidolia 64 S04 0.412683\n", "1 pareidolia_inv 56_inv S04 0.199522\n", "2 faces face31 S04 0.455274\n", "3 objects 16_match S04 0.271415\n", "4 pareidolia_inv 46_inv S04 0.390327\n", "... ... ... ... ...\n", "6430 objects 10_match S29 0.310579\n", "6431 pareidolia 26 S29 0.254216\n", "6432 faces_inv face14_inv S29 0.259664\n", "6433 objects 74_match S29 0.347851\n", "6434 pareidolia_art par_gaze_15 S29 0.360013\n", "\n", "[6368 rows x 4 columns]\n" ] } ], "source": [ "import pandas as pd\n", "import numpy as np\n", "\n", "# Assuming df is your original DataFrame\n", "# If you don't have a DataFrame, you can create a sample one\n", "# df = pd.DataFrame({'stim_folder': ['objects']*32 + ['faces']*32 + ['pareidolia']*31 + ['pareidolia_art_inv']*31 + ['pareidolia_inv']*31 + ['pareidolia_art']*31 + ['objects_inv']*31 + ['faces_inv']*30})\n", "\n", "# Get the unique values and their counts\n", "value_counts = df['stim_folder'].value_counts()\n", "\n", "# Find the minimum count\n", "min_count = value_counts.min()\n", "\n", "# Identify rows to be removed for each unique value\n", "rows_to_remove = []\n", "\n", "for stim_folder, count in value_counts.items():\n", " if count > min_count:\n", " indices = df[df['stim_folder'] == stim_folder].sample(n=count - min_count).index\n", " rows_to_remove.extend(indices)\n", "\n", "# Remove the identified rows\n", "result_df = df.drop(rows_to_remove)\n", "\n", "# Display the result DataFrame\n", "print(result_df)\n" ] }, { "cell_type": "code", "execution_count": 147, "id": "76acbad9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "796" ] }, "execution_count": 147, "metadata": {}, "output_type": "execute_result" } ], "source": [ "min_count" ] }, { "cell_type": "code", "execution_count": 29, "id": "95468f6f", "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "67" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(rows_to_remove)" ] }, { "cell_type": "code", "execution_count": null, "id": "f1716d59", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 4, "id": "4811d462", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[('faces', 'faces_inv'), ('faces', 'objects'), ('faces', 'objects_inv'), ('faces', 'pareidolia'), ('faces', 'pareidolia_inv'), ('faces', 'pareidolia_art'), ('faces', 'pareidolia_art_inv'), ('faces_inv', 'objects'), ('faces_inv', 'objects_inv'), ('faces_inv', 'pareidolia'), ('faces_inv', 'pareidolia_inv'), ('faces_inv', 'pareidolia_art'), ('faces_inv', 'pareidolia_art_inv'), ('objects', 'objects_inv'), ('objects', 'pareidolia'), ('objects', 'pareidolia_inv'), ('objects', 'pareidolia_art'), ('objects', 'pareidolia_art_inv'), ('objects_inv', 'pareidolia'), ('objects_inv', 'pareidolia_inv'), ('objects_inv', 'pareidolia_art'), ('objects_inv', 'pareidolia_art_inv'), ('pareidolia', 'pareidolia_inv'), ('pareidolia', 'pareidolia_art'), ('pareidolia', 'pareidolia_art_inv'), ('pareidolia_inv', 'pareidolia_art'), ('pareidolia_inv', 'pareidolia_art_inv'), ('pareidolia_art', 'pareidolia_art_inv')]\n" ] } ], "source": [ "from itertools import combinations\n", "\n", "# 'Object_and_face_identification'\n", "# Given array\n", "task_array = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "\n", "# Generate all unique combinations of two tasks\n", "combinations_list = list(combinations(task_array, 2))\n", "\n", "# Display the result\n", "print(combinations_list)" ] }, { "cell_type": "code", "execution_count": 26, "id": "fd3bbdaa", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6435" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(df['sp_corr'])" ] }, { "cell_type": "code", "execution_count": 346, "id": "345e9b3f", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesubsp_corr
0pareidolia64S040.412683
1pareidolia_inv56_invS040.199522
2facesface31S040.455274
3objects16_matchS040.271415
4pareidolia_inv46_invS040.390327
...............
6430objects10_matchS290.310579
6431pareidolia26S290.254216
6432faces_invface14_invS290.259664
6433objects74_matchS290.347851
6434pareidolia_artpar_gaze_15S290.360013
\n", "

6435 rows × 4 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name sub sp_corr\n", "0 pareidolia 64 S04 0.412683\n", "1 pareidolia_inv 56_inv S04 0.199522\n", "2 faces face31 S04 0.455274\n", "3 objects 16_match S04 0.271415\n", "4 pareidolia_inv 46_inv S04 0.390327\n", "... ... ... ... ...\n", "6430 objects 10_match S29 0.310579\n", "6431 pareidolia 26 S29 0.254216\n", "6432 faces_inv face14_inv S29 0.259664\n", "6433 objects 74_match S29 0.347851\n", "6434 pareidolia_art par_gaze_15 S29 0.360013\n", "\n", "[6435 rows x 4 columns]" ] }, "execution_count": 346, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df" ] }, { "cell_type": "code", "execution_count": 101, "id": "65c5864f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 pareidolia\n", "1 pareidolia_inv\n", "2 faces\n", "3 objects\n", "4 pareidolia_inv\n", " ... \n", "244 pareidolia\n", "245 pareidolia_art\n", "246 objects\n", "247 faces_inv\n", "248 pareidolia_inv\n", "Name: stim_folder, Length: 249, dtype: object" ] }, "execution_count": 101, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[\"stim_folder\"]" ] }, { "cell_type": "code", "execution_count": 102, "id": "c2ffd235", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 0.412683\n", "1 0.199522\n", "2 0.455274\n", "3 0.271415\n", "4 0.390327\n", " ... \n", "244 0.398480\n", "245 0.268268\n", "246 0.315395\n", "247 0.331299\n", "248 0.308229\n", "Name: sp_corr, Length: 249, dtype: float64" ] }, "execution_count": 102, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[\"sp_corr\"]" ] }, { "cell_type": "code", "execution_count": null, "id": "9163a8b5", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 30, "id": "1af78875", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[('faces', 'faces_inv'),\n", " ('faces', 'objects'),\n", " ('faces', 'objects_inv'),\n", " ('faces', 'pareidolia'),\n", " ('faces', 'pareidolia_inv'),\n", " ('faces', 'pareidolia_art'),\n", " ('faces', 'pareidolia_art_inv'),\n", " ('faces_inv', 'objects'),\n", " ('faces_inv', 'objects_inv'),\n", " ('faces_inv', 'pareidolia'),\n", " ('faces_inv', 'pareidolia_inv'),\n", " ('faces_inv', 'pareidolia_art'),\n", " ('faces_inv', 'pareidolia_art_inv'),\n", " ('objects', 'objects_inv'),\n", " ('objects', 'pareidolia'),\n", " ('objects', 'pareidolia_inv'),\n", " ('objects', 'pareidolia_art'),\n", " ('objects', 'pareidolia_art_inv'),\n", " ('objects_inv', 'pareidolia'),\n", " ('objects_inv', 'pareidolia_inv'),\n", " ('objects_inv', 'pareidolia_art'),\n", " ('objects_inv', 'pareidolia_art_inv'),\n", " ('pareidolia', 'pareidolia_inv'),\n", " ('pareidolia', 'pareidolia_art'),\n", " ('pareidolia', 'pareidolia_art_inv'),\n", " ('pareidolia_inv', 'pareidolia_art'),\n", " ('pareidolia_inv', 'pareidolia_art_inv'),\n", " ('pareidolia_art', 'pareidolia_art_inv')]" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "combinations_list" ] }, { "cell_type": "code", "execution_count": 344, "id": "0bddc8f1", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesubsp_corr
0facesface01S170.362184
1facesface04S130.329143
2facesface13S270.257281
3facesface18S220.139306
4facesface05S270.248709
...............
6363pareidolia_inv74_invS260.227001
6364pareidolia_inv37_invS090.389919
6365pareidolia_inv10_invS150.288287
6366pareidolia_inv44_invS090.331721
6367pareidolia_inv13_invS260.343645
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6368 rows × 4 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name sub sp_corr\n", "0 faces face01 S17 0.362184\n", "1 faces face04 S13 0.329143\n", "2 faces face13 S27 0.257281\n", "3 faces face18 S22 0.139306\n", "4 faces face05 S27 0.248709\n", "... ... ... ... ...\n", "6363 pareidolia_inv 74_inv S26 0.227001\n", "6364 pareidolia_inv 37_inv S09 0.389919\n", "6365 pareidolia_inv 10_inv S15 0.288287\n", "6366 pareidolia_inv 44_inv S09 0.331721\n", "6367 pareidolia_inv 13_inv S26 0.343645\n", "\n", "[6368 rows x 4 columns]" ] }, "execution_count": 344, "metadata": {}, "output_type": "execute_result" } ], "source": [ "result_df" ] }, { "cell_type": "code", "execution_count": 342, "id": "fb842369", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesubsp_corr
0facesface01S170.362184
525facesface13S190.301120
526facesface16S200.237945
527facesface10S050.309658
528facesface13S050.348140
...............
5301pareidolia_art_invpar_gaze_21_invS130.355693
5300pareidolia_art_invpar_gaze_01_invS130.426689
5299pareidolia_art_invpar_gaze_13_invS130.323324
5297pareidolia_art_invpar_gaze_18_invS220.292141
5571pareidolia_art_invpar_gaze_03_invS040.224841
\n", "

6368 rows × 4 columns

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" ], "text/plain": [ " stim_folder stim_name sub sp_corr\n", "0 faces face01 S17 0.362184\n", "525 faces face13 S19 0.301120\n", "526 faces face16 S20 0.237945\n", "527 faces face10 S05 0.309658\n", "528 faces face13 S05 0.348140\n", "... ... ... ... ...\n", "5301 pareidolia_art_inv par_gaze_21_inv S13 0.355693\n", "5300 pareidolia_art_inv par_gaze_01_inv S13 0.426689\n", "5299 pareidolia_art_inv par_gaze_13_inv S13 0.323324\n", "5297 pareidolia_art_inv par_gaze_18_inv S22 0.292141\n", "5571 pareidolia_art_inv par_gaze_03_inv S04 0.224841\n", "\n", "[6368 rows x 4 columns]" ] }, "execution_count": 342, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_sorted" ] }, { "cell_type": "code", "execution_count": 349, "id": "d16e1945", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesubsp_corr
0pareidolia64S040.412683
1pareidolia_inv56_invS040.199522
2facesface31S040.455274
3objects16_matchS040.271415
4pareidolia_inv46_invS040.390327
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6430objects10_matchS290.310579
6431pareidolia26S290.254216
6432faces_invface14_invS290.259664
6433objects74_matchS290.347851
6434pareidolia_artpar_gaze_15S290.360013
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6368 rows × 4 columns

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" ], "text/plain": [ " stim_folder stim_name sub sp_corr\n", "0 pareidolia 64 S04 0.412683\n", "1 pareidolia_inv 56_inv S04 0.199522\n", "2 faces face31 S04 0.455274\n", "3 objects 16_match S04 0.271415\n", "4 pareidolia_inv 46_inv S04 0.390327\n", "... ... ... ... ...\n", "6430 objects 10_match S29 0.310579\n", "6431 pareidolia 26 S29 0.254216\n", "6432 faces_inv face14_inv S29 0.259664\n", "6433 objects 74_match S29 0.347851\n", "6434 pareidolia_art par_gaze_15 S29 0.360013\n", "\n", "[6368 rows x 4 columns]" ] }, "execution_count": 349, "metadata": {}, "output_type": "execute_result" } ], "source": [ "result_df" ] }, { "cell_type": "code", "execution_count": 53, "id": "1eabdc8b", "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "%matplotlib inline\n", "import seaborn as sns\n", "from statannotations.Annotator import Annotator\n", "\n", "x = \"stim_folder\"\n", "y = \"sp_corr\"\n", "\n", "# Filter the DataFrame based on the 'Time' condition\n", "subset_df = df_sorted\n", "\n", "# Increase the figure size and font size\n", "plt.figure(figsize=(6, 4))\n", "sns.set(style=\"white\", rc={\"axes.edgecolor\": \"black\", \"grid.color\": \"black\", \"grid.linestyle\": \":\"}, font_scale=1.5)\n", "\n", "# Create a palette with distinct colors\n", "palette = sns.color_palette(\"Set3\", n_colors=len(subset_df[x].unique())) # You can choose any other colormap\n", "\n", "# Create the barplot with the distinct color palette\n", "ax = sns.barplot(data=subset_df, x=x, y=y, palette=palette, capsize=0.1, errwidth=1.5) # Added capsize and errwidth for error bars\n", "#ax = sns.boxplot(data=subset_df, x=x, y=y, palette=palette) # Added capsize and errwidth for error bars\n", "\n", "'''\n", "# Add statistical annotations\n", "annot = Annotator(ax, combinations_list, data=subset_df, x=x, y=y)\n", "annot.new_plot(ax, combinations_list,\n", " data=subset_df, x=x, y=y)\n", "annot.configure(test='Kruskal', text_format='star', loc='outside',\n", " comparisons_correction=\"fdr_bh\",\n", " hide_non_significant=True,\n", " pvalue_thresholds=[[1e-3, '∗∗∗'], [1e-2, \"∗∗\"], [0.05, \"∗\"]], verbose=2)\n", "\n", "#annot.apply_test()\n", "\n", "# Adjust the position of stars between lines\n", "#annot.line_offset_to_group = 0.5\n", "#annot.line_offset = 0.3 # Adjust this value to move the stars closer to the lines\n", "#annot.text_offset = 0.05 # Adjust this value to move the stars closer to the lines\n", "#ax, test_results = annot.annotate(line_offset = 0.01)\n", "#ax, test_results = annot.annotate()\n", "\n", "ax, test_results = annot.apply_test().annotate(line_offset=0.001)\n", "'''\n", "# Remove top and right plot edges\n", "sns.despine()\n", "\n", "# Define explicit legend handles\n", "legend_labels = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "legend_handles = [plt.Rectangle((0, 0), 1, 1, color=color, label=label) for color, label in zip(palette, legend_labels)]\n", "\n", "# Create legend without edges and without error bars, and change the title to \"CNN\"\n", "legend = ax.legend(handles=legend_handles, title=\"\", title_fontsize='16', loc='upper left', bbox_to_anchor=(1, 1), frameon=False, fontsize=16)\n", "\n", "\n", "\n", "# Remove x-axis ticks and labels\n", "#ax.set_xticks([])\n", "#ax.set_xticklabels([])\n", "\n", "# Set y-axis limits from 0 to 1\n", "ax.set_ylim(0.25, 0.35)\n", "ax.set_yticks(np.linspace(0.25, 0.35, num=6))\n", "\n", "# Show the tick marks on the left side of the y-axis\n", "#ax.tick_params(axis='y', direction='out', length=5) # Adjust 'length' as needed\n", "ax.tick_params(tick1On=True)\n", "\n", "# Set font size for axis labels and title\n", "ax.set_ylabel('DG3 & HG correlation [Spearman\\'s r]', fontsize=16)\n", "#ax.set_ylabel('')\n", "ax.set_xlabel('2 (orientation) x 4 (stimuli condition)', fontsize=16)\n", "\n", "#ax.set_title('255ms:lay13-15', fontsize=18)\n", "\n", "# Set font size for tick labels\n", "ax.tick_params(axis='both', labelsize=16)\n", "\n", "# Uncomment the following lines to show y-axis ticks and tick labels\n", "# ax.set_yticks(np.linspace(0, 1.0, num=11)) # Uncomment if not already set\n", "# ax.set_yticklabels(['0.0', '0.1', '0.2', '0.3', '0.4', '0.5', '0.6', '0.7', '0.8', '0.9', '1.0'])\n", "\n", "#plt.savefig('fig_5_3.png', dpi= 600, bbox_inches='tight')\n", "#plt.savefig('fig_5_3.png', dpi= 600)\n", "\n", "\n", "# Show the plot\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 54, "id": "1999e662", "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "p-value annotation legend:\n", " ∗: 1.00e-02 < p <= 5.00e-02\n", " ∗∗: 1.00e-03 < p <= 1.00e-02\n", " ∗∗∗: p <= 1.00e-03\n", "\n", "faces_inv vs. objects: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:6.991e-08 Stat=2.907e+01\n", "objects_inv vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:2.041e-03 Stat=9.512e+00\n", "faces vs. objects: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:5.318e-09 Stat=3.407e+01\n", "faces_inv vs. objects_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:7.125e-09 Stat=3.350e+01\n", "objects vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:6.751e-03 Stat=7.338e+00\n", "faces vs. objects_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:4.240e-10 Stat=3.900e+01\n", "faces_inv vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:3.591e-03 Stat=8.480e+00\n", "pareidolia vs. pareidolia_art_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.132e-02 Stat=6.415e+00\n", "faces vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:7.126e-04 Stat=1.146e+01\n", "faces_inv vs. pareidolia_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.476e-05 Stat=1.877e+01\n", "faces vs. pareidolia_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.757e-06 Stat=2.284e+01\n", "faces_inv vs. pareidolia_art: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:7.585e-06 Stat=2.004e+01\n", "faces vs. pareidolia_art: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:8.947e-07 Stat=2.414e+01\n", "faces_inv vs. pareidolia_art_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.259e-07 Stat=2.793e+01\n", "faces vs. pareidolia_art_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.082e-08 Stat=3.269e+01\n" ] }, { "data": { "image/png": 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mlj2AqXVXQhrDpuI/aCR1mC1jE88NPT090+uuhDQWdXd3L6i7DpLGH1vGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJq5Ar8E8tJdVdAGuP8b0hSx3X19vbWXQdJkqQJy25KSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSarR8nVXQGpHRKwKbA1cm5mPDKLcCsD2wE2Zec8QnrsjcEdm3jbYspIktcOWMY0VmwC/BDYfZLk1qnI7DvG5PwdmDLGsJElLZRjTqBURk5ZyfrmI6BpsuYGuGU5ZSZKGwjCmUSkidgcWRsT0fs5vC1wH7Nl0fCvg1oj4YD/lNouIS4FDW5xbH7g9ImZGxBL/bUTElIg4GzhhsO8jSVJ/DGMarR4HVgHmR8Q5wAbV8fUi4kzgCmAt4NGmcouAp4BzI+IyFndrrhkRxwPXA1sAd7d45mTgj5SwtTAiplXHV4qIucAtwLuB2zvwfpIkAdDV29tbdx2kliJiReAg4BBgpYZTTwPzgHmZ+UyLcpOAmcBcSmDr8wJwPDAnM5tDXGP53ar7r99wuBc4HTh4KBMBJEnqj2FMo15EHAAc03BodmbOa6PcLsBZQN8Yr+OAAzPzxTbKbgNcyOIQ+GNgRqvwJ0nScBjGNGpFxFTgWGAacC/wmoaPVwMHZGZPi3JvAL4G7Nyi3M2UQHZJP89cBzgS2Bt4EFgbeABYF7gLmJWZZ3XoFSVJcsyYRqeqNWwh8CZgP2DX6tQMYB9gQ+DaiJjVVO5DlMC1A6V7823VqUMp4WwycHFEHNfimdsAt1bP+DqwEfA8ZQzZdsBDwJkRcX6n3lOSJMOYRqsFwNHAxpl5ImVgPkBvZp4MbEwZ1zW/qdxVwKlVuaOAZ/tOZOZ5wKbAbOCiFs+8Hjgb2DQzZ2Xmkw1lrwS2BPYFzhv220mSVHEFfo1KmXkjcOMA558EDm5x/D5g/wHKPUcJca3OPU0JW/2VXQR8v/9aS5I0eLaMSZIk1cgB/JIkSTWyZUySJKlGhjFJkqQaGcYkSZJq5GzKDuju7t4P2KPuekhj3Bk9PT1uwi5pwrFlrDP2AKbWXQlpDJuK/6CRNEHZMtY5N/T09EyvuxLSWNTd3b2g7jpIUl1sGZMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSauSir51xUt0VkMY4/xuSNGF19fb21l0HSZKkCctuSkmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRsvXXQGpLhGxKrA1cG1mPjKIcisA2wM3ZeY9Q3jujsAdmXnbYMtKksYfW8Y0kW0C/BLYfJDl1qjK7TjE5/4cmDHEspKkccYwpgklIiYt5fxyEdE12HIDXTOcspKk8c8wpgkjInYHFkbE9H7ObwtcB+zZdHwr4NaI+GA/5TaLiEuBQ1ucWx+4PSJmRsQS/71FxJSIOBs4YbDvI0kaHwxjmkgeB1YB5kfEOcAG1fH1IuJM4ApgLeDRpnKLgKeAcyPiMhZ3a64ZEccD1wNbAHe3eOZk4I+UsLUwIqZVx1eKiLnALcC7gds78H6SpDGoq7e3t+46SMtMRKwIHAQcAqzUcOppYB4wLzOfaVFuEjATmEsJbH1eAI4H5mRmc4hrLL9bdf/1Gw73AqcDBw9lIoAkaXwwjGlCiogDgGMaDs3OzHltlNsFOAvoG+N1HHBgZr7YRtltgAtZHAJ/DMxoFf4kSROHYUwTSkRMBY4FpgH3Aq9p+Hg1cEBm9rQo9wbga8DOLcrdTAlkl/TzzHWAI4G9gQeBtYEHgHWBu4BZmXlWh15RkjTGOGZME0bVGrYQeBOwH7BrdWoGsA+wIXBtRMxqKvchSuDagdK9+bbq1KGUcDYZuDgijmvxzG2AW6tnfB3YCHieMoZsO+Ah4MyIOL9T7ylJGlsMY5pIFgBHAxtn5omUgfkAvZl5MrAxZVzX/KZyVwGnVuWOAp7tO5GZ5wGbArOBi1o883rgbGDTzJyVmU82lL0S2BLYFzhv2G8nSRqTXIFfE0Zm3gjcOMD5J4GDWxy/D9h/gHLPUUJcq3NPU8JWf2UXAd/vv9aSpPHOljFJkqQaOYBfkiSpRraMSZIk1cgwJkmSVCMH8E8g3d3d+wF71F0PqR9n9PT0uEenpAnHlrGJZQ9gat2VkFqYiv9QkDRB2TI28dzQ09Mzve5KSI26u7sX1F0HSaqLLWOSJEk1MoxJkiTVyDAmSZJUI8OYJElSjQxjkiRJNTKMSZIk1cgwJkmSVCPDmCRJUo0MY5IkSTVyBf6J5aS6KyD1w59NSRNWV29vb911kCRJmrDsppQkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGi1fdwU0/kTEqsDWwLWZ+cggyq0AbA/clJn3DOG5OwJ3ZOZtgy0rSVJdbBnTSNgE+CWw+SDLrVGV23GIz/05MGOIZSVJqoVhTB0REZOWcn65iOgabLmBrhlOWUmSRgvDmIYtInYHFkbE9H7ObwtcB+zZdHwr4NaI+GA/5TaLiEuBQ1ucWx+4PSJmRsQSP8cRMSUizgZOGOz7SJK0LBnG1AmPA6sA8yPiHGCD6vh6EXEmcAWwFvBoU7lFwFPAuRFxGYu7NdeMiOOB64EtgLtbPHMy8EdK2FoYEdOq4ytFxFzgFuDdwO0deD9JkkZMV29vb9110DgQESsCBwGHACs1nHoamAfMy8xnWpSbBMwE5lICW58XgOOBOZnZHOIay+9W3X/9hsO9wOnAwUOZCCBJ0rJkGFNHRcQBwDENh2Zn5rw2yu0CnAX0jfE6DjgwM19so+w2wIUsDoE/Bma0Cn+SJI02hjF1RERMBY4FpgH3Aq9p+Hg1cEBm9rQo9wbga8DOLcrdTAlkl/TzzHWAI4G9gQeBtYEHgHWBu4BZmXlWh15RkqQR4ZgxDVvVGrYQeBOwH7BrdWoGsA+wIXBtRMxqKvchSuDagdK9+bbq1KGUcDYZuDgijmvxzG2AW6tnfB3YCHieMoZsO+Ah4MyIOL9T7ylJ0kgwjKkTFgBHAxtn5omUgfkAvZl5MrAxZVzX/KZyVwGnVuWOAp7tO5GZ5wGbArOBi1o883rgbGDTzJyVmU82lL0S2BLYFzhv2G8nSdIIcgV+DVtm3gjcOMD5J4GDWxy/D9h/gHLPUUJcq3NPU8JWf2UXAd/vv9aSJI0OtoxJkiTVyAH8kiRJNbJlTJIkqUaGMUmSpBoZxiRJkmrkbMoO6O7u3g/Yo+56SAM4o6enx03TJWkUsmWsM/YAptZdCakfU/EfC5I0atky1jk39PT0TK+7ElKz7u7uBXXXQZLUP1vGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJq5Ar8nXFS3RWQBuDPpySNYl29vb1110GSJGnCsptSkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmq0fN0VkKSREBGrAlsD12bmI3XXR5L6Y8uYpPFqE+CXwOZ1V0SSBmIYkzRuRMSkpZxfLiK6llV9JKkdhjFJ40JE7A4sjIjp/ZzfFrgO2HNZ1kuSlsYwJmm8eBxYBZgfEecAG1TH14uIM4ErgLWAR2uqnyS11NXb21t3HSSpIyJiReAg4BBgpYZTTwPzgHmZ+UwddZOk/hjGJI07EXEAcEzDodmZOa+m6kjSgAxjksaNiJgKHAtMA+4FXtPw8WrggMzsqa2CktSCY8YkjQtVa9hC4E3AfsCu1akZwD7AhsC1ETGrnhpKUmuGMUnjxQLgaGDjzDwRWFQd783Mk4GNKePG5tdTPUlqzRX4JY0LmXkjcOMA558EDl52NZKk9tgyJkmSVCMH8EuSJNXIljFJkqQaGcYkSZJqZBiTJEmqkbMppXGuu7t7P2CPuuuhZe6Mnp6eE+quhKSls2VMGv/2AKbWXQktU1MxgEtjhi1j0sRwQ09Pz/S6K6Flo7u7e0HddZDUPlvGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJq5Ar80vh3Ut0V0DLn37k0hnT19vbWXQdJkqQJy25KSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSarR8nVXQOqEiFgV2Bq4NjMfGUS5FYDtgZsy856Rqp8kSf2xZUzjxSbAL4HNB1lujarcjh2vkSRJbTCMacyKiElLOb9cRHQNtly710iS1AmGMY1JEbE7sDAipvdzflvgOmDPpuNbAbdGxAf7KbdZRFwKHNrZGkuS1JphTGPV48AqwPyIOAfYoDq+XkScCVwBrAU82lRuEfAUcG5EXMbibs01I+J44HpgC+DuEa6/JEkAdPX29tZdB2lIImJF4CDgEGClhlNPA/OAeZn5TItyk4CZwFxKYOvzAnA8MCczm0OcJEkjwjCmMS8iDgCOaTg0OzPntVFuF+AsoG982HHAgZn5YscrKUlSPwxjGrMiYipwLDANuBd4TcPHq4EDMrOnRbk3AF8Ddm5R7mZKILtk5N9AkiTHjGmMqlrDFgJvAvYDdq1OzQD2ATYEro2IWU3lPkQJXDtQujffVp06lBLOJgMXR8RxI/wKkiQBhjGNXQuAo4GNM/NEysB8gN7MPBnYmDJubH5TuauAU6tyRwHP9p3IzPOATYHZwEUjWntJkiquwK8xKTNvBG4c4PyTwMEtjt8H7D9AuecoIU6SpGXCljFJkqQaOYBfkiSpRraMSZIk1cgwJkmSVCPDmCRJUo2cTTmBdHd37wfsUXc9VIszenp6Tqi7EpKkJdkyNrHsAUytuxJa5qZiCJekUcuWsYnnhp6enul1V0LLTnd394K66yBJ6p8tY5IkSTUyjEmSJNXIMCZJklQjw5gkSVKNDGOSJEk1MoxJkiTVyDAmSZJUI8OYJElSjQxjkiRJNXIF/onlpLoroFr49y5Jo1hXb29v3XWQJEmasOymlCRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaLV93BVSviFgV2Bq4NjMfGUS5FYDtgZsy854hPHdH4I7MvG2wZSVJGk9sGdMmwC+BzQdZbo2q3I5DfO7PgRlDLCtJ0rhhGJuAImLSUs4vFxFdgy030DXDKStJ0nhmGJtgImJ3YGFETO/n/LbAdcCeTce3Am6NiA/2U26ziLgUOLTFufWB2yNiZkQs8TMXEVMi4mzghMG+jyRJY51hbOJ5HFgFmB8R5wAbVMfXi4gzgSuAtYBHm8otAp4Czo2Iy1jcrblmRBwPXA9sAdzd4pmTgT9SwtbCiJhWHV8pIuYCtwDvBm7vwPtJkjSmdPX29tZdBy1jEbEicBBwCLBSw6mngXnAvMx8pkW5ScBMYC4lsPV5ATgemJOZzSGusfxu1f3XbzjcC5wOHDyUiQCSJI11hrEJLCIOAI5pODQ7M+e1UW4X4Cygb4zXccCBmfliG2W3AS5kcQj8MTCjVfiTJGkiMIxNQBExFTgWmAbcC7ym4ePVwAGZ2dOi3BuArwE7tyh3MyWQXdLPM9cBjgT2Bh4E1gYeANYF7gJmZeZZHXpFSZLGDMeMTTBVa9hC4E3AfsCu1akZwD7AhsC1ETGrqdyHKIFrB0r35tuqU4dSwtlk4OKIOK7FM7cBbq2e8XVgI+B5yhiy7YCHgDMj4vxOvackSWOFYWziWQAcDWycmSdSBuYD9GbmycDGlHFd85vKXQWcWpU7Cni270RmngdsCswGLmrxzOuBs4FNM3NWZj7ZUPZKYEtgX+C8Yb+dJEljjCvwTzCZeSNw4wDnnwQObnH8PmD/Aco9Rwlxrc49TQlb/ZVdBHy//1pLkjR+2TImSZJUIwfwS5Ik1ciWMUmSpBoZxiRJkmpkGJMkSaqRsyk7oLu7ez9gj7rroVqc0dPT4wbnkqQhs2WsM/YAptZdCS1zUzGES5KGyZaxzrmhp6dnet2V0LLT3d29oO46SJLGPlvGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJq5Ar8nXFS3RVQLfx7lyQNW1dvb2/ddZAkSZqw7KaUJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBotX3cFpNEqIlYFtgauzcxHBlFuBWB74KbMvGek6idJGh9sGZP6twnwS2DzQZZboyq3Y8drJEkadwxjUoOImLSU88tFRNdgy7V7jSRp4jGMSZWI2B1YGBHT+zm/LXAdsGfT8a2AWyPig/2U2ywiLgUO7WyNJUnjgWFMWuxxYBVgfkScA2xQHV8vIs4ErgDWAh5tKrcIeAo4NyIuY3G35poRcTxwPbAFcPcI11+SNAZ19fb21l0HadSIiBWBg4BDgJUaTj0NzAPmZeYzLcpNAmYCcymBrc8LwPHAnMxsDnGSJBnGpFYi4gDgmIZDszNzXhvldgHOAvrGhx0HHJiZL3a8kpKkccEwJjWIiKnAscA04F7gNQ0frwYOyMyeFuXeAHwN2LlFuZspgeySkX8DSdJY45gxqVK1hi0E3gTsB+xanZoB7ANsCFwbEbOayn2IErh2oHRvvq06dSglnE0GLo6I40b4FSRJY5BhTFpsAXA0sHFmnkgZmA/Qm5knAxtTxo3Nbyp3FXBqVe4o4Nm+E5l5HrApMBu4aERrL0kak1yBX6pk5o3AjQOcfxI4uMXx+4D9Byj3HCXESZK0BFvGJEmSauQAfkmSpBrZMiZJklQjw5gkSVKNDGOSJEk1cjalRp3u7u79gD3qrsc4c0ZPT88JdVdCkrQkW8Y0Gu0BTK27EuPIVAy3kjRq2TKm0eqGnp6e6XVXYjzo7u5eUHcdJEn9s2VMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGrsCv0eikuiswzvj9lKRRrKu3t7fuOkiSJE1YdlNKkiTVyDAmSZJUI8OYJElSjQxjkiRJNTKMSZIk1cgwJkmSVCPDmCRJUo0MY5IkSTUyjEmSJNXIMCZJklQjw5gkSVKNDGOSJEk1MoxJkiTVyDAmSZJUI8OYJElSjQxjkiRJNTKMSZIk1cgwJkmSVCPDmCRJUo2Wr7sCGn8iYlVga+DazHxkEOVWALYHbsrMe4bw3B2BOzLztsGWlSSpLraMaSRsAvwS2HyQ5daoyu04xOf+HJgxxLKSJNXCMKaOiIhJSzm/XER0DbbcQNcMp6wkSaOFYUzDFhG7AwsjYno/57cFrgP2bDq+FXBrRHywn3KbRcSlwKEtzq0P3B4RMyNiiZ/jiJgSEWcDJwz2fSRJWpYMY+qEx4FVgPkRcQ6wQXV8vYg4E7gCWAt4tKncIuAp4NyIuIzF3ZprRsTxwPXAFsDdLZ45GfgjJWwtjIhp1fGVImIucAvwbuD2DryfJEkjpqu3t7fuOmgciIgVgYOAQ4CVGk49DcwD5mXmMy3KTQJmAnMpga3PC8DxwJzMbA5xjeV3q+6/fsPhXuB04OChTASQJGlZMoypoyLiAOCYhkOzM3NeG+V2Ac4C+sZ4HQccmJkvtlF2G+BCFofAHwMzWoU/SZJGG8OYOiIipgLHAtOAe4HXNHy8GjggM3talHsD8DVg5xblbqYEskv6eeY6wJHA3sCDwNrAA8C6wF3ArMw8q0OvKEnSiHDMmIatag1bCLwJ2A/YtTo1A9gH2BC4NiJmNZX7ECVw7UDp3nxbdepQSjibDFwcEce1eOY2wK3VM74ObAQ8TxlDth3wEHBmRJzfqfeUJGkkGMbUCQuAo4GNM/NEysB8gN7MPBnYmDKua35TuauAU6tyRwHP9p3IzPOATYHZwEUtnnk9cDawaWbOyswnG8peCWwJ7AucN+y3kyRpBLkCv4YtM28Ebhzg/JPAwS2O3wfsP0C55yghrtW5pylhq7+yi4Dv919rSZJGB1vGJEmSauQAfkmSpBrZMiZJklQjw5gkSVKNDGOSJEk1cjblBNLd3b0fsEfd9Rhnzujp6XEzcknSkNkyNrHsAUytuxLjyFQMt5KkYbJlbOK5oaenZ3rdlRgPuru7F9RdB0nS2GfLmCRJUo0MY5IkSTUyjEmSJNXIMCZJklQjw5gkSVKNDGOSJEk1MoxJkiTVyDAmSZJUI8OYJElSjVyBf2I5qe4KjDN+PyVJw9bV29tbdx0kSZImLLspJUmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpFhTJIkqUaGMUmSpBoZxiRJkmpkGJMkSaqRYUySJKlGy9ddAQ1ORKwKbA1cm5mPDKLcCsD2wE2Zec8QnrsjcEdm3jbYspIkqX+2jI09mwC/BDYfZLk1qnI7DvG5PwdmDLGsJEnqh2FsDIiISUs5v1xEdA223EDXDKesJElqn2FslIuI3YGFETG9n/PbAtcBezYd3wq4NSI+2E+5zSLiUuDQFufWB26PiJkRscTPSERMiYizgRMG+z6SJOmlDGOj3+PAKsD8iDgH2KA6vl5EnAlcAawFPNpUbhHwFHBuRFzG4m7NNSPieOB6YAvg7hbPnAz8kRK2FkbEtOr4ShExF7gFeDdwewfeT5KkCa2rt7e37jpoKSJiReAg4BBgpYZTTwPzgHmZ+UyLcpOAmcBcSmDr8wJwPDAnM5tDXGP53ar7r99wuBc4HTh4KBMBJEnSSxnGxpCIOAA4puHQ7Myc10a5XYCzgL4xXscBB2bmi22U3Qa4kMUh8MfAjFbhT5IkDZ5hbAyIiKnAscA04F7gNQ0frwYOyMyeFuXeAHwN2LlFuZspgeySfp65DnAksDfwILA28ACwLnAXMCszz+rQK0qSNGE5ZmyUq1rDFgJvAvYDdq1OzQD2ATYEro2IWU3lPkQJXDtQujffVp06lBLOJgMXR8RxLZ65DXBr9YyvAxsBz1PGkG0HPAScGRHnd+o9JUmaqAxjo98C4Ghg48w8kTIwH6A3M08GNqaM65rfVO4q4NSq3FHAs30nMvM8YFNgNnBRi2deD5wNbJqZszLzyYayVwJbAvsC5w377SRJmuBcgX+Uy8wbgRsHOP8kcHCL4/cB+w9Q7jlKiGt17mlK2Oqv7CLg+/3XWpIktcuWMUmSpBo5gF+SJKlGtoxJkiTVyDAmSZJUI8OYJElSjZxN2QHd3d37AXvUXY9x5oyenh43IpckjXu2jHXGHsDUuisxjkzFcCtJmiBsGeucG3p6eqbXXYnxoLu7e0HddZAkaVmxZUySJKlGhjFJkqQaGcYkSZJqZBiTJEmqkWFMkiSpRoYxSZKkGhnGJEmSamQYkyRJqpGLvnbGSXVXYJzx+ylJmjC6ent7666DJEnShGU3pSRJUo0MY5IkSTUyjEmSJNXIMCZJklQjw5gkSVKNDGOSJEk1MoxJkiTVyDAmSZJUI8OYJElSjfrdDikifjDEe34hM/84xLKSJEkTykB7U84A7geeHcT91gOOAQxjkiRJbVjaRuE7Z+a17dwoIpYHnht+lSRJkiaOgcaMXQo8Poh7vViVeWJYNZIkSZpAunp7e+uugyRJ0oS11NmUEbFCRPwkIqYtiwpJkiRNJEsNY5n5HPD37VwrSZKkwWk3YF0FbDWSFZEkSZqIljabss9BwE8j4ingp8B9wEsGm2Xmos5WTZIkafxrawB/RPQFrf4u7s3MdoOdJEmSKu0GqCPoP4hJkiRpiFzaYoKLiFWBrYFrM/ORQZRbAdgeuCkz7xnCc3cE7sjM2wZbdiyr6/stSRq9nCGpTYBfApsPstwaVbkdh/jcn1O23Jpo6vp+S5JGKcPYBBQRk5ZyfrmI6BpsuYGuGU7Zsa6O77ckaewwjE0wEbE7sDAipvdzflvgOmDPpuNbAbdGxAf7KbdZRFwKHNri3PrA7RExMyKW+JmLiCkRcTZwwmDfZ7Sr4/stSRpbDGMTz+PAKsD8iDgH2KA6vl5EnAlcAawFPNpUbhHwFHBuRFzG4m62NSPieOB6YAvg7hbPnAz8kRK2Fjbs5rBSRMwFbgHeDdzegfcbber4fkuSxhAH8E9AEbEiZe24Q4CVGk49DcwD5mXmMy3KTQJmAnMpAaLPC8DxwJzMbA4VjeV3q+6/fsPhXuB04ODxOjC9ru+3JGlsGFYYi4g1M/PhDtZHy1BEHAAc03BodmbOa6PcLsBZQN94peOAAzPzxTbKbgNcyOJQ8mNgRqswMt7U8f2WJI1+7S76OhNYLTP/vfp6M8rMrnUp3SXvy8z7R7Ki6pyImAocC0wD7gVe0/DxauCAzOxpUe4NwNeAnVuUu5kSEC7p55nrAEcCewMPAmsDD1B+hu4CZmXmWR16xVGlju+3JGnsaHfM2KeAxpaLbwCPAQcCq1IWhdUYULXOLATeBOwH7FqdmgHsA2wIXBsRs5rKfYgSAHagdLe9rTp1KCUsTAYujojjWjxzG+DW6hlfBzYCnqeMIdsOeAg4MyLO79R7jhZ1fL8lSWNLu2FsfeB38NdFK99Oacn4FnAY8K6RqZ5GwALgaGDjzDyRMlAcypZWJwMbU8YxzW8qdxVwalXuKODZvhOZeR6wKTAbuKjFM68HzgY2zcxZmflkQ9krgS2BfYHzhv12o88Clv33W5I0hrS7HdJyLP4lsi1l0PWC6us/Aa/qbLU0UjLzRuDGAc4/CRzc4vh9wP4DlHuOEipanXuaErb6K7sI+H7/tR676vh+S5LGlnZbxn4PvLf6/MPA1dUvWCjjV9re1kWSJEmLtTuAfw/gNMpaSKsDu2bmj6tz3wXWz8x3j2RFJUmSxqO2uikz84yIuAv4O+C6zPxVw+kHgJ+NROUkSZLGOxd9lSRJqlG/LWMRsV7j15l518hXRyOpu7t7P2CPuuvRpjN6enpG9V6Vfj8lSZ0w0AD+O4E7Gj5q7NsDmFp3JdowlbERcvx+SpKGbaAxY+9YZrXQsnRDT0/P9LorMZDu7u4FdddhEPx+SpKGpd8wlpmXL8uKSJIkTUTtrjMmSZKkEdDuCvxExF7AR4D1gBWbTvdm5hs6WTFJkqSJoK0wFhFfAA4HfgvcQMM+eZIkSRq6dlvGPgYcm5mfHsnKSJIkTTTtjhlbE/j5SFZEkiRpImo3jF0ObDGSFZEkSZqI2u2mPBD4cUQ8DPwX8EjzBZm5qIP1kiRJmhDaDWO3Vh9P7ud87yDuVauurq7lgdcBd/f29r5Qd30kSdLE1m6AOoISuMaD1wF33HHHxNvhac6cOX2fjuq/S+vZWWOlnhoTuuqugDQedfX2Tqz/P3d1dU2hCmNTpkypuTaSNKYYxqQR4Ar8kiRJNRrMCvwrAO8GgtYr8M/tZMUkSZImgnZX4H8NcCUwhTLupK+purGP0zAmSZI0SO12U/478CBlX8ou4O+ADYEvA7dVn0uSJGmQ2u2m3A74/4B7q68XZeadwBcjYhLwTeADna+eJEnS+DaY7ZDurRZ2/TOwesO5y4DpHa6XJEnShNBuGLsbWKv6/HbgnQ3n3gr8pZOVkiRJmija7aacD7wd+CnwH8C3I2Iq8DzwruqYJEmSBqndMPZ5YA2AzPxORCwP7A68AphHWaF/wrnooou44IILeOSRslXnGmuswU477cQ73/nOpZRctsZKPSVJmojaCmOZ+RDwUMPX3wK+NVKVGmsaQ85oNlbqKUnSROJ2SB3wmc98BoBvfOMbHbnfSBkr9ZQ0arkdkjQCBrMC/07ArsDrab0C/9s7WTFJkqSJoK3ZlBExC/gv4H3ASsCLTX8WjVQFl4UXFo2O6i+tHr29Ly6jmgxstNRDkqTxoN2WsU9SZkx+MjPH3W/i5Zdbju9c96shl7/niccAhnUPgI9vOW3A811dk3jmmUuHfP8XX3wUYFj3AHj5y3cYVnlJGksiYh/gEGB94OnMXK3eGmm8aTeMrQKcPR6DmDQe9c2gBZxFq9p947fX3A+sU2MVHvjMW7Z69VAKVnsznwCcDnwU19XUCGg3jF0IbEVZbV+VPy68kTt6ruex++4HYMF/nMIG3X/D+v9vi5pr9lKXXnoTF198I3/4wwMAHHzwD9lxxy3YYYfNaq6ZlgVn0WoUqDOIDff5GwGTgFMz88oO1Ud6icF0U/4kInqBi4BHmy/IzD90smJjyctXfmXdVWjLGmuMjXpq+N75znf+tQXMWbTS0ETEKcBe1ZeXRgTAqcAFwH7AZsDLgd8Dx2TmqU3llwcOqu6xIfAksBA4MDN/V12zNjAXeD9lp5s7gG9k5gkN93k18FVgR8r2hI9U99knM/+v0++tZa/dMNZL+SH6MvClfq6Z1JEajSHr/78tRl0rWCs77LCZrWCSNHhzKaHnm8AngP8BHqQsen4OcBRlAts04HsR8fLM/G5D+TOBnYFjgEsoKxFMA9YFfhcRqwBXUgLdHEoQexfwnYiYXK3pCXAaZbzaZ4E/UVr6dqAsvK5xoN0wdgrwNuBo4HfAcyNVIUkv9cKLi1h+UrvbyI7fOkjLWmbeHhG3VF/+b2ZeU31+ZN81EbEcsIASsD4OfLc6vj2wC3BAZn6z4bY/bfj8AErI2iwzf18duyQiVgMOi4jvZOYLwNbA5zLz9IayZw//DTVatBvG3gF8IjNPGcG6SGph+UnL8e8/vXbI5e966AmAYd3jszu/dchlBzJWtuoaK/XUshERG1G2AZwGvJrFy0Q923DZOym9SicOcKudgF8Dd1Rdmn0uBPYF3gz8BrgO+GxEdFHGbv82MyfWiu3jXLth7EHggZGsiOQvvIlrrEwyGCv11MiJiFcCFwNPAwcDt1N6iz4O7NNw6ZrAI5n5zAC3exXwRuD5fs6vWX3cHTgMmEXp8rwvIr4LfCkzR8dCmRqWdsPYN4F/jYgL/YvXSBvtv/DGQmi855b/4e5begB48sH7APj1j0/gdZt089pN/rbOqr1E30SD0T7JYKzUcyz8bI4DW1O6FrdrnF3Z1LIFZT/nNapxZP0FsoeB/6N0V7aSANUg/U8An4gyi2Av4HBKQ8l3hvoiGj3aDWOrA28B/jciLmbJ2ZS9mXlYR2umCWes/MLrM9pDY5/Jr1i57ipoGRsrP5tjVN+g+b+2ZkXE6sAHmq67iNJyti/wLVq7APgUcFe7syIzM4HPRcS/UH4vaxxoN4wd2vD5xi3O91KaUKVxbyyExtdu8rfLvAWs98Xn6Zr0smX6zMHW4cVFzzNpuXrrOJL1GAs/m+PA1cATwLcj4jDKFoGfp7SErdp3UWbOj4hzgW9ExOspY71eRhln9ovMXECZFLc7cEVEHE1pCVsJeBOl5e0DEbEqZSbm6ZQJdM9Tgt/qlMCncaCtMJaZHZtGVf1QHk1ZL6WL8kN2YGbetZRy61O6S6dS+tn/DNwMfDUz/6tT9dPwLXpxEcuNgpl3o6UeE0XXpJfx4PmzhlT2uYdvBxhy+T5rv2/egOcnLfcyfnrDIUO+/0NPleUUh3MPgJ2nfmVY5VWfzHwwIv4R+DpleYt7gWOBNViyUeLDwGxKt+KBwOOUwfjfq+71eES8Dfhidd1rgccooezc6h5/oSypMZPSPbqoOv9PmXneSLyjlr2lhrGIWAE4Czg6M4e1+WJEvILyr4NnKT+cvZR1y+ZHxOaZ+ecBir+S8i+PzwN3U7Zomgn8IiJ2ycwfD6du6pzlJi3Hr+bfsvQL+/HYo+XHYDj3AJj2jk0GPN/7wgt0Ld9u4/DIGA11qNOv/vdh5t/8EH/8v6cBOPzs5B2brsW0N6+5lJLL1i09D3HLtQ/y4D2lnj8+/hY2eevabNK9Vs01GzMeoObtkIZaMDMvoTQcNB67DPibFpfPabruBcr6nF8e4P6PAp+u/rQ6/yyw/6AqrTFnqb8FMvO5iPh7SvIfrpmUVYgjM28DiIjfUFYv3h/ot009M28GPtZ4LCJ+QVkk76OAYUyD0rX88jx4dH9rGC/dc3/6I8Cw7rH2pz8/5LLjyWor1d912I5XrLJs6tm7qJeu5bqWfuEYqcdQ94WUJop2/0l+FWVvygXDfN4/ANf0BTGAzLwjIq6i9IEPaoBDZr4QEY8DLwyzXhoFbvzNr7n+hv/m/gfuBuCUHxzD30zdmi02/7uaa6aRMu3Na466VrBWNulea5m2gnUt18Uzv713yOVf/HNZ7mo49wB4+VteM6zyktrTbhg7CPhpRDxFWT34PkoX41+1ueTFpkCrPu6bgV3bqUi12vFylD289qNMKOhvWrDGoFe+ctWlX1SjX919P/Pvuo8/PvEkAIdffT3vWG9dpr3Of/yrXpdeeyUX//py/nB3abU9+FtfZse/ezs7vHXbmmsmaSDthrGbqo/H0rq7srfNe61Bi03GKZuert5mXeZRwiHAU8CHM/PSVhdWW0qs1nhs9dVXf92jj7aqguq2xeZ/N6ZawVabPLnuKkgtrbHKanVXQdIgtBvGjqCpJaxGx1A2X3018M/AGRHxocw8v8W1B9I0u2W11VbDMKbhmPa6V9sKplFph7duayuYNAa1u7TFnA4971Fat4D112LWqi53U2ZTApwfEQuArwGtwtgxlE3O/+qxxx57HXBFW7WVJEkaYct6Tv3NlHFjzd4M/O8Q79lDaQFbQmY+Rlmz5a+6uuqfoSRJktSn7TBWrTf2biCAFZtO92bm3DZu8zPgaxGxYWb+obrvFGAbyrYRg1IN5t+WslGrJEnSmNNWGIuI1wBXAlMoY8f6mpcax5G1E8ZOBD4JnBcRn6/KzwX+BPxHw/PWpwSsIzLziOrYHEp35lXA/ZQxYx8D3grs0c57SJIkjTbt7hXz75Td4dejBLG/oyze+mXgturzpapW2N8euBU4jbLX1h3A9pn5VMOlXcCkpvr9D2VT1G9R9uOaR9kmYrvMPLPN95AkSRpV2u2m3A74/yh7cAEsysw7gS9GxCTKnpHNO9a3VO1BuctSrrmTJbef+Bmlm1OSpGUmIvYBDqHsDfl0Zq5Wb40GLyJ6gcM7OCFPHdRuGFsTuDczF0XEn3npjMjLKF2PkiS1cP791L435fuGtB5NNUznBEpPzkcpPTJj0dYsXolAo0y7Yexuyor3UMZyvRO4pPr6rYzdH05J0sirM4gN9/kbUYbNnJqZV3aoPstcZl5Tdx3Uv3bD2Hzg7ZStkP4D+HZETAWeB95Fw+B7SZLGg4g4Bdir+vLSiAA4FbiAsh3fZsDLgd8Dx2TmqU3ll6fsGLMXZWz1k8BC4MDM/F11zdqUiWzvpzR63AF8IzNPaLjPq4GvAjtSeqoeqe6zT2b+X5vv8pJuympS3GGULQWPofyOfxj4PvClqifs1ZTGmM9k5jeb7jeLMm78NZn5YDt1UP/aHcD/eeA7AJn5HcpekK8A1uWl2xNJkjRezAX+rfr8E5SuvrmUYHUO8E/AzsDPge9FxL80lT+TElj+q7puJmVNzXUBImIVykoF7wHmAO+t7vWdiPhUw31Oq579WUog+zdKSHpFB97xJ5ThRjtTGlwOpwqgmXk/pRdsRotyewIXGMQ6o90V+B8CHmr4+luUWY2SJI1LmXl7RNxSffm/DV19R/ZdU613uYASsD4OfLc6vj1lstoBTa1KP234/ADKpIDNMvP31bFLqn2VD4uI72TmC5Qg9rnMPL2h7NnDf0MAvp6ZJzc8e3vgI0DfsdOAH0ZEZGZW7zaVsrpBO0taqQ2DWoG/+qF7M6WZtKdaqkKSpAkjIjai7Nk8jbLmZV8v07MNl72TspbmiQPcaifg18AdVZdmnwuBfSm/b38DXAd8NiK6KK1Yv83MTu0X/Yumr38L/E3D1z8BnqK0hH2+OrYn8DiucNAx7XZTEhGfoCy2eiPlhyGq4z+NiH8bqKwkSeNBRLwSuBjYgrJzzHbAlsBJwOSGS9cEHsnMZwa43asoge75pj99rV5rVh93pwSfWZRwdk9EfLFqIBmuR5q+fpaGXXYy82ngXOCfIqKrWs7qI8DZmenkvQ5pdwX+mcCxlB+2i4D/bDh9BaUp9pstikqSNJ5sTela3K5xdmVTyxaUoT1rRMTLBwhkDwP/R+mubCUBqkH6nwA+EWUWwV6UsV0PUo3nHmGnVc/cljJhYd3qmDqk3W7Kz1D6lWdXqbjR7yiDCiVJGu/6Bs0/33cgIlZnyYXPL6K0nO1L/2OsLwA+BdzV7qzIatzW56rJAm8ZRL2HYz5lwsCelDB2J6UhRh3SbhjbgNKH3cqfgdU6UhtJkka3q4EnKEs8HQasRBlL9RCwat9FmTk/Is4FvhERr6cM73kZpVvyF5m5ADia0gV5RUQcTWkJWwl4E6Xl7QMRsSplRuPplMaP5ynBb3VK4Btx1TIXpwP7V+9wdAfHrIn2x4w9RNkkvJUA7ulIbSRJGsWqpRz+kbIQ7DnAV4DvAT9scfmHKUtW7EwZ83USsClwX3Wvx4G3UZa+mE1p9DiJErbmV/f4C2Vv5pnV835C6Sr9p8w8r8OvN5DTKA0vK2EXZce12zJ2PmUfygXAH6tjvRGxFvBpXjpVV5KkRg9Q+3ZIQ5OZl7DkXsmX8dIZh33mNF33AmWdsS8PcP9HKb9HP93P+WcpLVLDkpnN7zCHpvpWx/fup/zNNH0f1DnthrHPA++gTHn9NWW67jcpTan/R5niK0lSC0PbF1KaKNpe9DUiuoEDKdsf3V6VPY7Sd/zEiNVQkiS1VE2qG6jFalFmLlpW9dHQtL3oa2Y+SVlt1xV3JUkaHS6l7CvZn1OBvZdNVTRUg12BfxXKVNrXUqa5/rYKaZIkadnbH1h5gPMPDXBOo0TbYSwivkjZEPyVLG4SfTIi/j0zvzQSlZMkSf3r2y9SY1tbS1tExOGUWRdnUXaM3wz4e8pK/IdHxJwRqp8kSdK41m7L2EzKCvyNK+3fDFwWEY8D+9FiiqwkSZIG1u6ir6vS/wr8F9Cw6rAkSZLa124Y+zVlV/pWtqzOS5IkaZDa7ab8N+AnEfECcDaLV1PeDdgH+EBE/DXYuaaJJElSe9oNY7+pPh5V/WnUBdzU8HXvIO4rSZI0obUbmo6ghCxJktSg2rd5+czcdinXzQEOa94nskN1mA5MB46wd2rsaXc7pDkjXA9J0jg1/+Lf30/NG4W/Y8eNRsP+mN+jTHobCdOBw4AvAYaxMWbI3YkRsRbweGY+38H6SJLGnzqD2Gh4PgCZeTdl9xrpJfoNY9XG4H+Xmd9uOj4D+AawJvBMRHwzMz83stWUJKkeEbETpdVpKvAcMB+Y3bz6fUR8APgysBFwB/DFzPzPhvNzaOqmjIjlgc8CewEbAA8DPwIOzcy/NFy3EvAFYFfgdcCjwFXAvwIfr+oH8HxEAJCZXdX9DwP2oGxl+BTwO+DgzLxyeN8ZdcpAS1scBHyg8UBEbAmcQvlhPAb4FTA7Ij42QvWTJKk2VRD7BSXE7E4JPm8BroyI1zZc+kbgm8DXgQ8CtwFnRsQ7lvKIHwKfB84A3gt8BfgYcHpDHVYALgY+Rfkd/D7gk8AjwOqU7s/vV5dvC2xd/QGYDXy6qtu7gI9SNhdfo+1vgkbcQN2UW1J+qBrtT+mLnp6ZtwFExJmU5S2+jyRJ48uXgD8A787MFwAi4r+BWymNFp+prlsH2Dozr6muuYCyU80RwHatbhwR21EC3l6Z+YPq8CUR8Qjww4iYmpk3ADMo4eoDmfmzhluc03Cvvu7PX/fVs7I1cFFmHttw7OeDeH8tAwO1jL2a8sPWaCfKX/RtDcd+BGza6YpJklSnqmvwb4GzGgNOZt5B6SJ8e8Plf+oLYtU1L1LW5Xxr4zqcTXai9DSdExHL9/0BLqrOT6s+vhO4vymItes64D0R8eWI2LZqZdMoM1AYew54Wd8XEfF64DXAfzdd9zCwYuerJklSrVanrKV5X4tz9/PSrr4HWlzzALACsHY/939Vdf7PwPMNf/6vOr9mw8d7BlPxBkdSxoz9A3AF8HBEnFxNwtMoMVA35e+Bd7B4Gu57KGuNXdJ03etY/IMjSdJ48Sjl916rZTFeTRmz1afVjM11KA0bD/Zz/4eBv9BPNyZwb/XxIco4tUGrVjz4KvDViHg1ZbzZN4BXULpINQoMFMa+C5wQEZMo6f6zwB8ps0ga/T3wvyNTPUmS6pGZf46IhcCuETGn6nokItYH3gZ8q+Hy10fEVg1jxiZRZj5eO8AirBdQBtivmpmXDlCVi4APR8T7M7O/8V7PVh9fDjzZz/vcD3wvIt7DEMOdRsZAYewUYDPKjI0VKNN092hcVywi1qAk6zkjV0VJkmrzBcpsyvMj4njglcDhwOO8dJLbA8BZEXEYpSXs48DG1ceWMnNBRPyIMmbsG8C1lElyUyi9UbMz81bKjMuZwI8i4ivAr4GVKbMjj8nM37G4UeSgiPgl8GJm9kTEecCNwP9QWvr+hjJW7T+G9V1RR/UbxjKzF/hMRHwOWCkzH25x2ROUH5onRqZ6kiTVJzMviIj3UsZd/Sel23EBMCsz72249DZgHmWM1kbAncBHMrO5N6nZDMqSFfsAh1JauO4ELqQah5aZz0fEO6s67Fd9fJgyiaCvq/R84HjKumNfpIx166IsQbUr8AlK1+RdVT2/PMhvhUbQUlfgrxad+0s/516g/EBIktSfB6h5O6ThFM7MCxhgG6PMnN7w5UAzHleh6Xdm1YV5bPVnoDo8RRku9Nl+zr9ICVyfaDr+dZZcpkqjzEAr8P8z8It+WsQGKvPzzHy0E5WTJI19o2RfyNpUQ3q2Af4RuGYpl2sCGmhpi5OBDdu9UTVY8WTKdg6SJKmYBpxJ6X48sNaaaFQaqJuyC9g3It7d5r0GCnaSJE1ImflTYKW666HRa2ljxmYuk1pIkiRNUAPNprSlS5IkaYQZuCRJkmpkGJMkSaqRYUySJKlGhjFJkqQaGcYkSZJqZBiTJGkYImJBRFzZxnVzIqJ3hOowvbp/x3+vV++3oNP31WJL3ZuyWUS8Clix+Xhm3tWRGkmSxpUXDj/ofmrem3L5w74+GrZk+h4D7HE5TNMpG4h/CVjU4Xv/a4fvpyZthbGIWIWyienuwOR+LpvUqUpJksaVOoPYaHg+AJl5N3B33fUYrMz837rrMN612zL2bWAX4PvATcCzQ31gRLweOBrYkbLl0iXAgUtrWYuIbmA/yh5f6wEPAVcAn8/MO4ZaH0mSBhIRO1FanaYCzwHzgdmZmU3XfQD4MrARcAfwxcz8z4bzc4DDMrOr4djywGeBvSh7Oz8M/Ag4NDP/0nDdSsAXgF2B1wGPAldRWq0+XtUP4PmIACAzu6r7HwbsAbwWeAr4HXBwZi61a7V69oLqftOrr6dX34MPAO8EPlxdegHwycx8rLru5lIsP9h0v7cCvwY+mJk/aacO4127YWwn4LOZ+e3hPCwiXgFcRglzewG9lCbV+RGxeWb+eYDiHwY2Bb4J3Ez5ofoC0BMRUzPzT8OpmyRJzaog9gvK767dgVcCRwBXVr977qkufSPl99Mc4P8oAenMiHgwM+cP8IgfAu8HvgpcDWwCzAWmUBpBiIgVgIuBLYCjgGuAVYF3AatTuj9fB3wM2BZ4seH+s4FPA4cCNwCrAN3AGoP/bizhWOB8StALYF717L2q86cBcyJi9cx8tKHcnsAjlO+rGNyYsVz6JUs1E9gQiMy8DSAifgP8Htgf+MYAZb+amQ82HoiIqyj/+pgJfLED9ZMkqdGXgD8A787MFwAi4r+BW4GDgM9U160DbJ2Z11TXXEBpODgC2K7VjSNiO0rA2yszf1AdviQiHgF+WIW9G4AZwNbABzLzZw23OKfhXn3dn7/uq2dla+CizDy24djPB/H+A/lVZn6q+vyiKE1y+0bE3pnZC5xOaSncDfiPqp4vozSunJWZz3WoHmNeu7MuzqQk9+H6B+CaviAGUHUxXkVp7uxXcxCrjv0ReJDSSiZJUsdUXYN/SwkOfw04Db+33t5w+Z/6glh1zYvA2cBbB5jhuBOl2/OciFi+7w9wUXV+WvXxncD9TUGsXdcB74mIL0fEtlUrW6c0t2zdRBlXvg5A1WO1gNIS1mcnYC1Kq5kq7baMXQQcExErA/9FaV58icy8rI37bAqc1+L4zZR+8EGJiE2AVwG3DLasJElLsTplbPN9Lc7dD6zf8PUDLa55AFgBWLuf86+qzvc3RGfNho/39HPN0hwJ/IXSuvY54KmIOIcy9OihId6zT3MW6BtP3rjiwmnAyRGxQRVi9wRuy8z/Huazx5V2w1hfgNoA2LvheC/lB7WX9mZTrkEZdNjsEcoPfduqfz18l9Iy9v1+rlkNWK3x2Oqrr/66Rx9tVQVJkl7iUcrvt1bLYryal4aRVjM216G0fC3Rs1N5mBKUWnZjAvdWHx8C3rK0yraSmc9TxqN9NSJeDbyPMiToFZQu0pF2LmUS4IyI+Call+0ry+C5Y0q7YewdI1qLoTkOeBvw3qaBgY0OZPEMEwBWW201DGOSpKXJzD9HxEJg14iYU3U9EhHrU37/fKvh8tdHxFYNY8YmUXp8rs3M/tb9uoAywH7VzLx0gKpcBHw4It6fmf2N9+prlXo58GQ/73M/8L2IeA9DDHeDlZlPRsRPKS1z91K6MX+4LJ49lrQVxjLz8g4971Fat4D112LWUkQcRVnmYq/MvGiAS48BTmk88Nhjj72OsiSGJElL8wXK2KjzI+J4ymzKw4HHga83XPcAcFZEHEZpCfs4sHH1saXMXBARP6KMGfsGcC1lwdYpwHsoy2fcSgkvM4EfRcRXKMtCrEyZTXlMZv4O6FsL7KCI+CXwYmb2RMR5wI3A/1B+z/4NZdzWfwzruzI4p1FmXB4OXJWZf1iGzx4TBrUCf0SsQZmZsQalefa/M3OJ8WMDuJkybqzZm1n8g7S0OhxK+ZfEpzJzwAGA1VonjzUe6+rqanmtJEnNMvOCiHgvpZflPyndjguAWZl5b8Olt1GWdjiSss7YncBHlrKsBZQWo08B+1CWn3i2Knsh1TizzHw+It5Z1WG/6uPDlEkEfb+DzweOp6w79kXKEKIu4FeUFrpPULom76rq+eVBfiuG42LKGLvXUmaXqknbYSwivkSZxrsC5S8Y4NmI+FpmfqHN2/wM+FpEbNiXjCNiCrANcHAbdfg3yjTjQzPzuHbrLkmq1QPUvB3ScApn5gUMsI1R32KolYFmPK5CCVGNZRdR1us6tmWJxdc9RVkc9rP9nH+RErg+0XT867y0BW/Qmt6PzFzA4hzQePwUmnqjGuq27nDqMN61ux3SgZRZGN+nNJfeTxm8OAP4XLWo3TfbuNWJwCeB8yLi85SBkXOBP9HQZFr1x98OHJGZR1THPkzpdrwAuCwitmq47xNu1yBJo9Mo2ReyNlWv0jbAP1IWbJVeot2WsX8Bjs3MTzccS+DyiHiK0iy61DBWDYbcnrId0mmUZH0pZTukpxou7aLMzmxcm2Wn6vhO1Z9Gl1M2SZUkabSZRlkA9VrKxLJRoVr/bKD1Rnv7Ji1oZLUbxqbQ/7YFv2CAAYrNqj0od1nKNXfS1ASamXvz0mU1JEka9TLzp8BKddejhS/StOJAkz9Sfv9rhLUbxh6mTIO9pMW5TWnqA5ckSaPeCZSB//15doBz6qB2w9hPgLkR8TDwo8x8oVp0dVfKzIhTR6qCkiSp86rZoPcu9UKNuHb3pjyEstv7qcAzEfEA8AylD/xGyuB+SZIkDVK7i74+GRHTgPdStm3oW2fscuCX1e7skiRJGqS21xmrAtf5DNy/LEmSpEFot5tSkiRJI6DflrGIeBHYOjOvjYhFlAVa+9ObmYPaWkmSJEkDd1MeAdzd8LnjwiRJkjqs3zCWmYc3fD5nmdRGkiS1VO3lfAfw0WofyIGuvRNYUC2YPphnnAJMz8wpg32mhq7dvSlPAuZm5h0tzq0PHJaZ+3S6cpKkse/wn/32fmreKPywf3jLeNgf8z5ga8rezeP5mRNOu+O89ga+S0nHzdYC9gIMY5KkVuoMYqPh+f2KiMmZ2dZK99V1y3Sj8TqeORENZtB9f2PGXk1ZAFaSpHElIuZQ9m/cHPgm8HfA48CJwJzMXBQRKwJfAXak7OX4FHAd8NnM/F3DvfYGTgbeDnyquv5OYGq1q81nKY0bG1C2GfwRcGhm/qUqP4UWXYYRcQDwacrv499Wn7d6l7cCRwJbUfZ/vgY4JDOvHeD9l3hmRGwJzK7usyZwF3AupQfNPDAEA82m/EfgHxsOHR4RDzVd9nLKIrALR6BukiSNFj8FTqKErncBXwAWAXOAycDKwJco3XprAP8K/HdEbJKZ9zfd63RK0PoQi38P/xB4P/BV4GpgE2AuJdzt0l+lIuJjwDHAKcBZwBure6/cdN3mlIXa/5fS29ULHAxcHhFbZeaNbX4fANaj7MpzCvAkZY/qLwIbAh8exH1UGahlbD1K0ILylzaVJTcNfZbyQ3NIx2smSdLocWJmHlV9flFErAIcFBHHZOZjwL59F0bEJOBC4AHgI8DRTfc6JzNnNVy/HbA7sFdm/qA6fElEPAL8MCKmZuYNzRWKiOUoYfDCzPxow/EHgTObLv8i5Xf2DlV9iYiLKS1zhwEfbO/bAJl5bsOzuoCrgCeAH0TEJzLz4XbvpWKg2ZTHAscCRMQdwM6DTM6SJI0X/9n09ZmUAPYW4MqI2A04CAhg1YbrosW9ftL09U7Ac8A5VXdln4uqj9MoLVHNXlf9Oazp+LnAC03HpgHn9wUxgMx8IiJ+RmmRa1sVRA+ltOy9HnhZw+mNKF2sGoR296bcYKQrIknSKPZAP1+/NiLeT+kiPBU4HHiI0oX5X8CKLe51X9PXrwJWAP7cz7PX7Of4uq3qlpkvRERzIFqjxXMB7gdW7+f+/TkZ+HtKa9sNlHq/Ffg2rd9XSzGoVfMjYnVK6l3im52Zv+pUpSRJGmXWAf7Q9DXAPcDHgdsa1/SKiJdRAlArzRPiHgb+wuKhQc3u7ed4X7h6yWzRqnWtOcA9Qhng3+zVwKP93H8J1WSFD1AmLxzbcHyzdu+hJbW7ztiKlIGLu1FmYLQyqVOVkiRplNkNOKrh6w9TZk3eBLyCJbsF96T934sXUGYnrpqZlw6iTncDf6rqdlLD8V1Y8vf75cB7ImLlzHwSICJWpnRRLhjEMydT3uv5puN7D+IeatJuy9gXgOmUKbenAZ+gpPi9Kc2kB4xA3SRJGi1mVgPmr6PMptyX0jr0eERcAOwcEUcD5wPdlKUrHmvnxpm5ICJ+RBkz9g3gWko35xTgPcDszLy1RblFEXE48L2IOJkyju2NlFmSTzRdPhd4H3BpRHyV0jo3mxIkj2j3m1C97zWUyQv3Ubpk9wFe2+49tKTl2rxuF8pfVt/sjF9n5smZ+XbgRsrgQ0mSxqsPUNYF+xkwg7KMxdzq3InAlykzIn9OCVDvp6xH1q4ZlJmRHwLOA84BPgn8niXHq/1VZn4fOBDYvir3UcoMzkebrvsNpVHlCcrYttMoLXtvH8LkvI9QlrT6NmV5i/uxUWZY2m0ZWw+4OTNfjIjngZUazp1EGcznX4QkqZUHqHk7pA7c43eZ+Y5WJzJzEfD56k+jKU3XnUIJL/3d46+rGPRzzZ20GCrUuPpBf8+urvs1ZeB9v5r3smz1zOrYu1sU728Yk5ai3TD2MPDK6vM/AVsAV1Rfr0VZ/FWSpCWMk30hpRHTbhi7Bvgb4JdUWx5UA/9eoKyrcuXIVE+SJGl8azeMfZXSVQmln/yNlDFkkyhB7eOdr5okSfXKzDmUsVzSiGl30dceoKf6/Elgl4iYDEzOzOYZG5IkSWrToBZ9bZSZz7LkXpWSJEkahH7DWET882Bu1LC5qSRJkto0UMvYKYO4Ty9gGJMkSRqkgcKYm4NLkiSNsH7DWGb+cVlWRJIkaSIa1AD+iNgcmEbZDf4/MvP+iHgj8EDfxqOSJElqX1thrFrG4ofABynbHfRS9t+6H5gH3ErZmFSSJEmD0G7L2Jcp+1ntCVzMS/f5+iXwrxjGJEktLPrFx+6n5r0pl3vv98f8lkwRMQW4A/hotc/lQNfeCSxo3muyjWecAkzPzCmDfeZgNT9rIluuzes+Anw+M88AHmk6dwctNiSVJKlSZxAbDc/vlPuArYFfjJNnzgX+cQTuO+a02zK2JnBLP+eWAyZ3pjqSJE0cETG5WkR9qarrrhnhKi2zZ2bm7SNx37Go3TB2ByUZX9bi3FuB7FiNJEkaJSJiDnAYsDnwTeDvgMeBE4E5mbkoIlYEvgLsSOkpegq4DvhsZv6u4V57AycDbwc+VV1/JzA1IpYHPgvsRVla6mHgR8ChmfmXqvwUWnQZRsQBwKeBVwO/rT5v9S5vBY4EtqKM/74GOCQzrx3g/Zd4ZkRsCcyu7rMmcBdwLjA3M5/p714t7n0KrbtE/wV4LTATeDlwBfDxzLy7uu4XwLqZ+bdN91sX+BPl+350u/UYDdrtpvwBcHBE/BPwsupYb0S8g/KXftJIVE6SpFHip8AlwM7AGcAXgC9W5yYDKwNfAt4LfBxYEfjviGg1Vu10Suj4EIvHW/8Q+Hx17/dSwt3Hqmv7FREfA44B5ld1O4US4lZvum5z4PLq+N7APwOrAJdHxBYDvvmS1gNuoISmnYBjgX0oQbMTDgHeWN3zAEpj0A8bzp8G/E1EvLmp3B7VxzM6VI9lpt2WsXnAFpRvwPeqY1dSftjOzMxvjUDdJEkaLU7MzKOqzy+KiFWAgyLimMx8DNi378KImARcSJns9hGguZXmnMyc1XD9dsDuwF4NWwteEhGPAD+MiKmZeUNzhSJiOWAOcGFmfrTh+IPAmU2Xf5Gyn/QOVX2JiIspLXOHUVZLaEtmntvwrC7gKuAJ4AcR8YnMfLjde/XjzszsC1ZExNrAv0fEazLzXuC86nl7UoJbnz2BizLzAcaYtsJYZr4IfDgivg28C3gVpQn1gsy8fATrJ0nSaPCfTV+fSQlgbwGujIjdgIOAAFZtuC5a3OsnTV/vBDwHnFN1V/a5qPo4jdIS1ex11Z/Dmo6fC7zQdGwacH5fEAPIzCci4mfA+1vcu19VED2U0rL3ehb3mAFsRMkHw/FfTV/fVH1cD7g3M5+JiHOAf4qIz2Vmb0RsRmk0+uown12LpYaxiFiB0q98cGZeROm7lSRpImluben7+rUR8X7gLOBU4HDgIWARJVSs2OJe9zV9/SpgBeDP/Tx7zX6Or9uqbpn5QkQ0B6I1WjwXynqhq7c4PpCTKctdfZESEv9MGT/+bVq/72A1r9rQN8Gh8d6nUboxp1O6aPcEnqR0J485Sw1jmflcRGzAkilbkqSJYh3gD01fA9xDGSN2W+OaXhHxMkoAaqW36euHgb8A2/Vz/b39HO8LVy9ZuqNqXWsOcI9QBvg3ezXwaD/3X0I1WeEDlMkLxzYc36zde3TI5ZSJAzMi4nLKeLFzBjOBYDRpd8zYxcA7aT2bUpKk8W434KiGrz9MmTV5E/AKlmyw2BOY1Oa9L6DMTlw1My8dRJ3upswe3I2XTqTbhSV/v18OvCciVu7bvjAiVqZ0US4YxDMnU97r+abjew/iHsNWdU3+EPgkpdv3tZTWsjGp3TD2LcogwuUpTYD30ZTsM/MPLcpJkjQezKwGzF9HGTu9L6V16PGIuADYOSKOBs4HuilLVzzWzo0zc0FE/IgyZuwbwLWUbs4pwHuA2Zl5a4tyiyLicOB7EXEyZRzbGykzNJ9ounwu8D7g0oj4KuV3+GxKkDyi3W9C9b7XUCYv3Efpkt2HEoaWtdOAzwHfpbSSLaihDh3R7tIWl1MG6X2m+vxW4PdNfyRJaqXu2W2deP4HKOuC/QyYQVnGYm517kTKtoG7U/Ztfg+lxenxQdx/BmVm5IcoswXPobT6/J4B6p+Z3wcOBLavyn2UMoPz0abrfkMZX/UEZWzbaZSWvbdn5o2DqCfV/RdSxoidQhl3dsAg7zFs1RpuPZQgeHpmNnf/jhnttox9dOmXSJK0pPGwLyTwu8x8R6sTmbmIskbY55tOTWm67hRKeOnvHsdWf1rKzDspi7U2H29VbkqL635NGXjfr+a9LFs9szr27hbFl6jbcJ9VHV/Q370zc8vBPHO0amc25csoTa2/ycw7RrxGkiRJE0g7symfj4j/pKyDYhiTJEn9qhaCHXDyQma6QkODdrsp/0BZB0WSpAkjM+dQxnKpfXux9K2RBtWlOd4NZjukQyPissx8cCQrJEmSxrSfA+NiLNey0m4Y256yeN0d1ZTW5qUtejNzr3ZuFBGvp+zTtSMlGV8CHJiZd7VR9kjKlOH/V9XnJTvXS5KkelV7Uw53S6QJpd0wti1lgbcHgTdUfxq1NZ00Il5BWTj2WUozZi9levD8iNg8M/vbCqLPpyhbL5xP2XFekiRpTGt3o/ANOvS8mcCGQGTmbQAR8RvKOir7A99YSvlVq0Xu3ohhTJIkjQPtLvraKf8AXNMXxACq5TKuoiyoN6BqHRZJkqRxo91uyr4uxn2At1PGaz1C2Sn95EFszLkpZYXgZjcDu7ZbF0mSpPGirTAWEa+m7Pm0MfBHytYHG1I2I/1UREzPzHa2m1iD1rvDPwKs3k5dBiMiVgNWazy2+uqrv+7RR9veoF6SJGlEDWZpi9WB7TLzqr6DEfE24FzgqyzjHdvbdCBwWOOB1VZbDcOYJEkaLdoNY++m7Bp/VePBzLw6Ij4PHNXmfR6ldQtYfy1mw3UMTfuAPfbYY68DrhiBZ0mSWjj/jn+9H1inxio88L4Njh/z+2NGxBTKTjhLXdYpIu4EFjTv/9jGM04BpmfmlME+c1mrer8OBH6Wmf9Tb22Gp90w9krg3n7O3V2db8fNlHFjzd4M/G+b92hbZj5G2Vfzr7q6XPRXkpaxOoPYaHh+p9wHbA3cPs6f2a7VKL1fdwMTIowlsCdwQYtzM4DftXmfnwFfi4gNM/MP8NfUvQ1wcJv3kCRpXIiIyZn5bDvXVtddM8JVqv2Z7YiIyXXXoZPaDWNfA34QEesAZ1CS8quBDwN/Twlq7TgR+CRwXtW92QvMBf4E/EffRRGxPiWFH5GZRzQcfzuwdvVsgO6IeAogM89psw6SJLUlIuZQWl82B74J/B3wOOX32Zxq7csVga9QdpaZAjwFXAd8NjN/13CvvSl7Nr6dsoj5jsCdwNSIWB74LGVB9A0oK9j/CDg0M/9SlZ9Ciy7DiDgA+DTld+Nvq89bvctbgSOBrSg74FwDHJKZ1w7w/ks8MyK2BGZX91kTuIsyfnzuIFZXaPs+EbGAkle+ChxB6U07mMVrk54YESdWn4+67tR2tLvo6w+rpS2OAL7XcOoB4F8y84w27/PniNiesh3SaZQfhksp2yE91XBp347vzeugHU75Ie7ziepPXxlJkkbCT4GTKKHrXcAXgEWUTcQnAytTdpS5jzIO+l+B/46ITTLz/qZ7nU4JWh9i8e/hHwLvpwSOq4FNKI0VUygrF7QUER9j8fjos4A3Vvdeuem6zYHLKUOC9qY0hhwMXB4RW2XmjW1+HwDWo+yGcwrwJGX40Rcpqyx8eITuszElDM8F/kAZZ/5B4MeUv5OfVdeNxu7UpWp7nbHMPCEivgcEi9cZy8EuxFrtQdnvD1Z1zZ20CFeZOX0wz5IkqUNOzMy+yWoXRcQqwEERcUw1PnnfvgsjYhJwIaXB4iOUBohG52TmrIbrtwN2B/bKzB9Uhy+JiEeAH0bE1My8oblCEbEcJQxemJkfbTj+IHBm0+VfpGxFuENVXyLiYkrL3GGUYNOWzDy34VldlIXbn6D0oH2i2puy0/dZC3hn4/chIh6vPv1DZo66rtTBaDuMwV9XwL9lhOoiSdJo9Z9NX59JCWBvAa6MiN2AgygNFqs2XBct7vWTpq93Ap4Dzqm6K/tcVH2cRmlBava66s9hTcfPBV5oOjYNOL8viAFk5hMR8TNKi1zbqiB6KKVl7/XAyxpOb0Sbm4QP8j53tgqk40Vb2yFFxNERcVo/506LiH/vbLUkSRpVmhc27/v6tRHxfkoX4S3AHpRxZVsCDwIrtrjXfU1fvwpYAfgz8HzDn/+rzq/ZT53WbVW3zHyBJQPRGi2eC2UR98Euun4y8C+UbsMdKe/aN2So1ft24j6t6j5utNsy9g+UptBWLqSk8s92okKSJI1C61DGKjV+DXAP8HHgtsY1vSLiZZQA1Epv09cPA38Btuvn+v6WluoLKC9ZuqNqXWsOcI+wePJbo1cziHU+q8kKH6BMXji24fhm7d5jiPdp/p6NK+2GsddSZjm0cnd1XpKk8Wo3XrrA+YcpsyZvAl7Bkt2Ce1ImorXjAsqswlUz89JB1OluymoEu1EmF/TZhSV/v18OvCciVs7MJwEiYmVKF+WCQTxzMuW9nm86vvcg7tGp+/QtCfLyQT571Gk3jD1KmaFxeYtzb6T8QEqSNF7NrAbMX0eZTbkvpVXn8Yi4ANg5Io4Gzge6KUtXPNbOjTNzQUT8iDJm7BvAtZSZmlOA91B2wLm1RblFEXE48L2IOJkyju2NlFmSTzRdPhd4H3BpRHyV0tI0mxIkj6BN1fteQ5m8cB/wELAPg2yU6dB9HqC0Kn44In5D6ea9o90JBKNJW2PGgEuAz1frjP1V9fXngIs7XTFJ0rjRPN5qLD7/A5RxTT+jLHb+JUrAgbLm2JcpMyJ/TglQ76esR9auGZThQB8CzgPOoazL+XsGqH9mfp+yJdD2VbmPUmZwPtp03W+A6ZSQdipleamngLcPclkLqvsvBL5NWZbifuCAQd5j2PepJhXuSxnzdgklKA9qMsJo0W7L2BcoL/n7iDifxV2T76P0c39+ZKonSRrrxsO+kMDvMvMdrU5UoeDzLPm7cErTdafQtF9y0z2Orf60NMCyT63KTWlx3a8pC7X3q3kvy1bPrI69u0XxQa332e59BlrWKjN/SlkDbkxrq2Ws+oZtSXnhd1BS+Dso03Pfmpl3jEz1JEmSxrfBLPp6J/DPI1cVSZI01lULuA44eaFafkOVQS36KknSRJKZc+h/aSe1thdlDbGBuIVhA8OYJEnqpJ9ThjapTYYxSZLUMdXSEmNueYk6tbu0hSRJkkaAYUySJKlGhjFJkqQa9TtmLCImAR8E/pSZ11THuigr9zZ6AvhUZo7rTTwlSZJGwkAD+D9C2Xi0cUbEcpQtG+4DnquOrQNcSdkTS5IkSYMwUDfl7sA5/exZ9f7M3CAzNwCOB/YYkdpJkiSNcwO1jP0/4DNt3ONySiuaJElLePF/7r2f0otSlwcm/e1rxvz+mBExBbgD+Gi1z+VA194JLGjea7KNZ5wCTM/MKYN95rIWEatRtmf8WWb+zyDLnkLDe9ZtoJaxtSgbgv9VZr4IHNJ0/NHqWkmSWqkziI2G53fKfcDWwC/G+TPbtRpwGPC3Qyg7F/jHjtZmGAZqGXuK8qIvkZlfbTq0GvDnzlVJkqSJISImZ+az7VxbXXfNCFep9me2IyImD6d8Zt7eqbp0wkBh7LfA3wPnL+Uefw/c3LEaSZI0SkTEHErry+bAN4G/Ax4HTgTmZOaiiFgR+AqwIzCF0phxHfDZzPxdw732puzZ+HbgU9X1dwJTI2J54LOUfR03oKxg/yPg0Mz8S1V+Ci26DCPiAODTwKspv7s/3c+7vBU4EtiKsjfkNcAhmXntAO+/xDMjYktgdnWfNYG7gHOBuZn5TH/3anHvtu4TEQsoeeWrwBHAm4GDgW9Ul5wYESdWn7fVnTpAd+y/AK8FZgIvB64APp6Zd1fX/QJYNzP/tul+6wJ/ovydH93u96DPQN2UPwJmRkT3AC/zVmBf4IzBPliSpDHkp8AlwM6U33lfAL5YnZsMrAx8CXgv8HFgReC/I6LVWLXTKb/4P0QJFQA/BD5f3fu9lHD3serafkXEx4BjgPlV3U6h/P5evem6zSljvFcH9gb+GVgFuDwithjwzZe0HnADJbjsBBwL7MPSNwcfzn02poThbwHvAi6jLL8F5Xu1NZ3pTj0EeGNVjwOqe/6w4fxpwN9ExJubyvVNZBxSHhqoZexE4J+AX0XEdykveFd1bj3gfcD+wPXVtZIkjVcnZuZR1ecXRcQqwEERcUxmPkZpmAD+uk7nhcADlAluzS0l52TmrIbrt6OsYLBXZv6gOnxJRDwC/DAipmbmDc0ViojlgDnAhZn50YbjD7LkclNfBJ4FdqjqS0RcTGmZO4zFwWapMvPchmd1AVdR1hz9QUR8otqbstP3WQt4Z+P3ISIerz79Q996qB1wZ2b+dYWIiFgb+PeIeE1m3gucV9VxT0pw67MncFFmPjCUh/YbxjLzhYjYCTiO0px6QNMlvZTE/snMfGEoD5ckaYz4z6avz6QEsLcAV0bEbsBBQACrNlwXLe71k6avd6Ks3XlO1V3Z56Lq4zRKC1Kz11V/Dms6fi7Q/Ht5GnB+XxADyMwnIuJnwPtb3LtfVRA9lNKy93rgZQ2nN6LNTcIHeZ87WwXSEfBfTV/fVH1cD7g3M5+JiHOAf4qIz2Vmb0RsBmxB6UYdkoFaxsjMp4C9I+JzwHTKXzqU2ZSXZ+Y9Q32wJEljSHOLR9/Xr42I9wNnUXaoORx4CFhE+cW+Yot73df09auAFeh/Mtya/Rxft1XdqsaU5kC0RovnAtxPU5dmG06mjBf/IiUk/hl4K/BtWr9vJ+7Tqu4j4ZGmr/smVzTW5zRKN+Z0SvfwnsCTlK7sIRkwjPWpmuYcFyZJmqjWAf7Q9DXAPZQxYrc1rukVES+jBKBWmrcPfBj4C7BdP9ff28/xvoDykqU7qta15gD3CGWAf7NXU5aoaks1WeEDlMkLxzYc36zdewzxPqNpy8XLKcO2ZkTE5ZTxYucMZvJCs7bCmCRJE9xuwFENX3+YMmvyJuAVLNktuCcwqc17X0CZVbhqZl46iDrdTZnBtxtl+8I+u7Dk7/fLgfdExMqZ+SRARKxM6aJcMIhnTqa81/NNx/cexD06dZ++VquXD/LZw1J1Tf4Q+CSly/m1lNayIRtoo/BFtJ9EezPTYCdJGq9mVgPmr6PM5tuX0qrzeERcAOwcEUdTloPqpoy1fqydG2fmgoj4EWXM2DeAayndnFOA9wCzM/PWFuUWRcThwPci4mTKOLY3UmZoPtF0+VzKxLtLI+KrlN/vsylB8oh2vwnV+15DmbxwH6VLdh9KIGlbh+7zAKVV8cMR8RtKN+cd7U4gGKbTgM8B36W0ki0Yzs0GClBH8tIwthxl5sBJLLu+W0mSRoMPUJZV+AJlnbEvUQIOlBUFXk8JE/tTAtv7WXKg/kBmUALcPpRB7c9SZjr2zcpsKTO/HxGvpGxf+BHKOmMf4aXLMZCZv4mI6cCXKWPb+tYZe3s/e1AP5CPAdyhju56hTG44gKWvS9rR+1RhdF9KXrmEkmk+SlneY0Rl5u8ioocSvL+SmcPqRu3q7W2vfDVV93mge7B7QI0mXV1dU4A77rjjDqZMmfLX49+57ld1VemvPr7ltKVe88wzg2nBHhkvf/kOS73mV/NvWQY1Gdi0d2yy1GsePPpLy6Am/Vv7059v67p//2m/azIuE5/d+a1tXffg+bOWftEIWvt985Z6zU9vOGSp14y0nad+ZanXPPPb/oYJLTsvf8trmg91DeU+Y3lvyoZFX1/mygEaKXYtSpJG1HjYpFsaSYYxSZLUMdUCrgNOXhipVsY6nz0cA22HJEnShJaZczKzazT+Ah/F9qIMaxroz3h89pANpWVsNK31IUmSRpefA1tOwGcP2UBLW/yg6VDfwM251X5ZjXozc6+O1kySJI051dISy2J5iVH17OEYqGVsGku2gv0R2LTFtbaWSZIkDcFAG4VPWYb1kCRJmpAcwC9JklQjw5gkSVKNDGOSJEk1MoxJkiTVyDAmSZJUI8OYJElSjQYdxiLib6u9nxqP7dm5KkmSJE0cQ9kOqQd4ICLmAccCH68+ntbJikmSJE0EQwlj21JW558N/AvwRuAbnayUJEnSRDHoMJaZVwNXR8RywJeAPwGHdrpikiRJE0G/Y8Yi4rsR8et+zn0emAscDDwP/NvIVE+SJGl8G6hlbEfgyOaD1Vixg4BPZebxEfEM8DHga+08MCJeDxxd3b8LuAQ4MDPvaqPsipQQOANYDbgBmJ2Zv2rn2ZIkSaPNQLMp1wVubzwQEd+hBLF/yczjq8M3Axu387CIeAVwGfAmYC9gT2AjYH5ErNTGLb4PzAS+CLwPuA+4MCKmtvN8SZKk0WaglrE/Ae8GFlQtUicDHwL2ycxTG657FaWrsh0zgQ2ByMzbACLiN8Dvgf0ZYCJARGwB7FE9/+Tq2OWUMHgE8A9t1kGSJGnUGKhl7FjgsxFxAyWY7Q7cCZzfd0FETAI+BVzX5vP+AbimL4gBZOYdwFXAB9oo+zxwVkPZF4AzgXdFxOQ26yBJkjRq9NsyVo0HewzYhdJydSplSYubIuIE4AlgN2BLYKc2n7cpcF6L4zcDu7ZR9o7MfLpF2RUoS2zc3GY9JEmSRoUBl7bIzDOAMxoOnV8FtNnAysCDwN6ZeXGbz1sDeLTF8UeA1YdRtu/8S0TEapSB/n+16qqrrv/4449z9913v+Tah++9bymPH3l33nnnUq/5y1/uH/mKLMWKK9651Gvuu/+eka/IUtx558uXes3Dj7T6kVp2/tzG3znAI/9378hWZCna+dkEePiBx0e2IkvRzvfz/+59bMTrsTR3rnbnUq/5yz0PjHxFlmLFVz73kq832GCDKcDdvb29L9RSIWmcGso6Y0dGxFeBtYAHM3NR56vVMQcChzUeWHnllXn88cfZbrvt6qnRAL5QdwW07H1pbKyXfFTdFWjbCXVXoE3frbsCQ3UHsAFlyIqkDhnKCvxk5ovAUP7Z9iitW8D6a/VqLrt+P2VhcQtZo2OAUxoPdHV1rbDCCits+Nxzz/0eeHEpz2zL6quv/rrVVlvtiscee2y7Rx999O6ll6iH9ews69k5Y6GOYD0ro/a9pbFqSGFsGG6mjP1q9mbgf9so+48R8YqmcWNvBp4DbmsukJmPAY+1uNet7VS2XREBwNprr333I488cmcn791J1rOzrGfnjIU6gvWUNDIGmk05En4GbBURG/YdiIgpwDbVuYH8HHgZDQP9I2J5yizPizLz2Y7XVpIkaYQt65axE4FPAudVWyr1UlbU/xPwH30XRcT6lAVnj8jMIwAy8/qIOAs4JiJeRhm78HHK+IV/WqZvIUmS1CHLtGUsM/8MbE/pJjwNOJ0SqrbPzKcaLu0CJrWo30cpi89+CfgF8Hpgp8z8nxGuuiRJ0ohY1i1jVHtQ7rKUa+6kBLLm488An6n+jCaPAYfTenzaaPIY1rOTHsN6dspjjP46gvWUNAK6ent7B7wgIv4GeCEzb6q+Xo6yLdIbKYPmf5KZ7W6HJEmSpAb9hrGIWAO4CPib6tAlwAcp2yG9veHS64FpVRekJEmSBmGgMWOfo2zq/XHKjMXXAmcDbwLeQVmB//3AFMr+lJIkSRqkgcaMfQA4PDNPAIiIu4GrgU9l5uXVNb+IiKMpYW3sLNItSZI0SgzUMvY6Shdknxurj9c3XfdrSuuYRpGIWLPuOkiSpKUbqGXsz5SuyD59O8b+pem6rqXcZ9yJiLWAV1QzQ/uO7Q+8BbgwM8+vrXKL3RcR/0VZQuTnmfnc0grUJSLeBqzR932rguRxVN9PYHa1BVetIuIDwC8y002SJ5CI+GfK3/vDLc6tAbwvM3+w7GsmabwYqGXsD5RfhsBf96NcmSVbxjYC7ul81Ua1k4CD+76IiC8A3wH2oCxou3tdFWvwecqYv7OB+yPiuxGxTc116s9RwP9r+PrfgfdQ1qP7OGX84mjwE0rI/VZEvLXuyrTj/2/v3uMtn8v+j79m5JzkGLdym0pvFXXXbcSvcop00N2B3CSnpFT3XQ63SGEMEiISdwchVIOUopuQnCrHEklXaoacy9A4Ngz798f1XfaaNWutvfcw+/P9rnk/H4/92Guv79qzr1kze69rX5/P57okLSdpPUkbdr7VILbPSFqpdByjcArwih7XJlXXi2vQ82lmHfolY98Dlmq/IyIei4jO45fbA1c934HV3LrAz9s+3h34YkSsAJxADfqgRcSREfE64I3ki8V7gCsk/UXSFEmvLBvhXF4NXA9QTVfYGtgzIrYCPk8muXWwPjCN3CP5a0kh6fPVSK9akbSEpO8Bfwd+Dfyiy1tpXwbulnS+pG0kLV46oB7m6XnYZmmgLpXSpjyfZtah5/JiRBw7yj/jHcy7dDnolgfuB5C0NrAK8J3q2rnAjmXCmldE3AjcKGkfYDPgw8DeZOWsLsvLLwQerm6vR77AtZZ6fwOsXiKoThFxLXCtpD2BdwI7kMniwZJ+CZwWEd8uGWObA4CNgZ3IpepPkd+nOwOrAp8pFVibl5G/zH2YTHIflnQ2cHpEXFEyMEn/Rv4i0/Ke6nu93ZLAtsBt4xXXCGr7fJpZf8/5xTgiHh75UQNnJnnAAXK80z0R0fqBvCjjP4B9RBHxjKTHgCeAp+ioehZ2N/B64Eoyyfl9RPyturYc8HipwLqp9oydB5wn6UVkJe9gcr5qXZKxrYCp5Ivy6cA11diwU6oX6HcAFxSMj4i4DzgaOFrSOmRyux2wq6Q7gDMi4oBC4b0XOKi6PUQm3d3MBHYdl4hGUPPn08z66JuMVfsPnoqIf7Td95GOhz0SEWcvgNjq7BJgSrWRf2+yGtayFnBHiaC6kbQm+UN5e/LU691k0nB6wbA6fR/4oqSNyb1iB7VdeyP1qTzMpRpo/+HqbTXgvrIRzWV14JaIeFrSU2S1seVkcum6DtUxAKoJH5+VtC/5f+Dr5F7BUsnDscCp5BLldOD9wI0dj5kN3N9l60ZxNXw+zayPnsmYpI2AS8kX8WnVfYsAJ5G/Kbb2UQxJujciFqZ9Y58FzgAOB64jqyIttdhDJ+m/yCRhMnky9hxgN+AXNXzxmEIuoa1PbuY/pu3a64EfFIipK0nLAtuQCe6byUrjucAewMXFApvXTHL5F+BOhiuPACuSS2y1Uv3M+TBZaVyWah9hCRExC5glaTFyD+j0iKjNL1mjUafn08z661cZ+wjwq4iY1uXafwC/JxOyI8gyffEEZLxExP3A5j0ub0Y99tB9hazg7UDOD32icDw9VSd1D+tx7X3jG01vkn5AVhkWAy4jv0fOiYhHS8bVw9XkKLMLyET8EEnLkJvN96Ym36+S1mK4crs68FfyEMzpERElYwOIiCclHQ5sUTqW0aj782lm3fVLxt4MHNnj2r2t3xIlnUOPF9JBVw1Nfw2wAnB9ddq0LnvoXloljbUn6Wlgg2qDfOe1fweujYhFxj+yeaxFVkG/GxF3lQ5mBEcwfPDhUOCV5B6yRchE7ROF4nqWpBuAfwMeIaufp7dN96iTW8k2MbXeBN+g59PMOvRLxlYDOn+TeoZswjmr7b77qscuVCR9itzbtCK5bDsZ+I2kc4FLI+KrBcOjKYlYpV/rgDokYQBEROdputqKiOuplqUi4hFgq6rVweI1+oXhXvIXvh9HRB2qyb0cCBwn6YZqL1ZdNeX5NLMO/ZKxOeTJwGdVe43e2fG4xcgkbaEhaTfgOHIj9EXAWW2XryRPshVNxgAk7USeplodWKLj8lBE9GpkOS6qymIrEZtYfdxuSfL/29/HNbBRkLQy8z6ntE9lqJuImE1uOq+FiNiydAyjtC+5/+63km4nk572fZdDEbFRicDaNej5NLMO/ZKxGWRz00tG+DMmk6eNFiZ7AUdHxL7VoYZ2fwT2KRDTXKqpAAeTe/tupEYvwgCSDiIrDpAvbL/s8/ATF3xEI6s27x9LNn3t1VCzWCWvfWxPdbuvuozwkbQK3X9hoCb9sZ4G/lA6iNFqwPNpZh36JWPnAf8l6ZsR8WC3B1StHT7FcMPThcUkcrm2m8eAF49fKD3tChwXEXuWDqSHy6r3E8ik7NtA5z6s2eSLYB1mfULOy9yKjPVmapbgkq0Y1idPUp46wmOHgKLJmKTVyBYr3apKE8gYiy9TR8TGpWMYjaY8n2Y2r37J2DFkt+5fVr1qflYtc1DtPXkHuUl4AnO3IlgYPED27OpG1GNW5wpkQl1L1cbiywEkDQHfioh7ykY1oncA+0TECaUD6WESuYTWul13/wusQ7aKqWNy2zR+Ps0aqt84pJmStgB+SA5IflpSa+/OitXnTgfeEREzF3ik9XI+cKCkyxhu8DpUVQr3ZO4msKVcTvaWurR0IKNwItlpfx6SXgU8GBEPjG9IPdW2PUB7H6yG9MR6K/DpiKhTA+KeJC0HrEl9l/8a9Xya2bC+Hfgj4veSXkM2DdyU4RFAd5Ev8udExFMLNsRa+gKwCbkf6xqy/P9VsvXB38gWAqXtAfxQ0kzg/4B5lpojoi4HL04k4/t4l2t7klW+bcY1ou6mkQPXR9pHaaPzBPn9UmuSliAP62xD75O/dVj+a8TzaWbzGnE2ZTWHb1r1ZkBEPCBpXTLh2QL4C/lcfg34Sk1aB/ypen9Kj+tD1GdQ+FvIvYfdXEQ+r3VwEXBs1Ty1V4JbrBIpaQZzn/Lrp/hpWuBbZIPSXvsv66IJQ9ehOc+nmXUY1Ytx9ZvhuuQPniFyX8oNC3Mvm6p30yHVWx1NZfQvzKUtx9y969o9TFbG6uDH1ftJ5AtxS2s8WOkN0pfTnH9zyL2VO0j6OTkpoFtye/K4RzWv2g9drzTl+TSzDiMNCl+cbCK4G3mU/9l5lMA/Jf0vsH9EPLlAo6yZah/Tqt26W0vakJxQUHS4dURMKfn1x+gu4E3Az7tcexPDm9JL26R0AP1ExM6lYxijr1fv16D7cztELg+W1pSh6015Ps2sw0iVsfPJvWI/Jpdl/komZC8DtiT387yGnNe3MDmWbLnQbdTIluRz4gaMo/cD4HOSfhcRP23dKendwH7kKbHiPFrmedeEE5/QnKHrTXk+zaxDz2RM0gfJ3662jogfdXnISZK2As6U9IGI+OGCCrKG1mX4t9BOV5B7S8adpAOBkyLinup2P0MRUZcl1qnAhsBPJN1HLresBqxCzlE8uGBsjSVpHXJk10bkUvBDwC+AQ+ow1qchJz6hIUPXG/R8mlmHfpWx7YCzeiRiAETEOdWeie3JFhgLi2XIDbzdPAUsO46xtJsCXAjcU93uZ4ia7HeLiMclbURuPt6c3CP2Z3LD/BnVIZIiJF0KfDIi/ljd7mcoIt42HnGNRNJksnL7BPATcobsKuRp0HdL2jAibigYYpPUfui6mTVbv2TsDWQLh5GcT/6AWphMB95GJgudNgVuH9doKhExsdvtJqhapJxM/fa0tLcymEj/DfL9Bp6Pt8PJ1itvqw6bAFBVdC6prr99vIOSNB14f0T8bhSnP+tw4rPWQ9eb+Hya2bz6JWMrkXvERvJXYOXnJ5zGOI1cqvgruSw4u/rh/FGy3cWUgrGNmaQJ5IifKSUHXUt6HblcuQLwjYi4T9IrgfvbE4rxFBGbtN3euEQM82l9YIfO5y0iHpF0BOVGmF1OnpBt3W7S6c9n9Rq6Xs2qfRKYXJ24XNAG4vk0W9j1S8aWYnTjNJ6kS0fqAfdlckD68cBxkh4ElicrJ+eQyxpNMpHc5/Y1RpeAP6+qRPYM4AMMt4g4j1xaO5LsmbbfeMf1XEiaSC61vicibikQwkgvykVetCNil7bbO5eIYRyMW4V0IXk+zQbeSKcpV5P08hEe89IRrg+ciHga2FrSpgzvcXoAuCgiLisZ23NQcontMGAzcs/YxcD9bdcuAD5Jw5Ix8vlcg2wJU8I1wP6SLulYplwa2Jfc69QYBSpOA83Pp1m9jJSM/WAUf0arkrHQqbqtN2H2Y91tB3whIr5XvUi0m0HvoezW2/7AZcAdks4ne7WtQrahWYrsKN80ddqTNwj8fJrVRL9kbJc+18yeTysAt/a4NpFy1aXGiohrJa0PHEiO7Fqe7Mhem9YWZmaWeiZjEVFqg28jSPoYeaRddEkWIqIOg4ObYgawAd2rjOsBMb7hDIaIuAnYunQcZmbWX6PaH9SFpB3JzfvXkYcXTiE3oD9MDg2fWi66RjoN2E/S9sCi1X1DkjYhpzzUrd2FmZnZ82ZUg8JtHnuQfZoOIdtZnBgRv5G0HLlPZ2a50BrpSHLEzOnASdV9V5GJ7rSIOL5UYE0iaSxJ61BE7LrAgjEzs1FzMjZ/1iTHHj1TvS0GEBEPSTqMPB34tXLhjdkQ2aOoVC+vp4FtJZ1A7m9amUxoL/Q8yDHZlLkP07yYnAYxh3w+VyC/52eRo5HseVYNE9+FXHo3MxsVJ2Pz5wlgYkQMVbMUX85wq4BHgX8pFllF0orAUu1NXCV9HFgb+FlEnN+6PyKeIeeQFhURVzI8gLnpniFnat4zXl8wItZo3Zb0FuD7wMeBc6okYRFyD9lRwIfHK65BUVW+16RLX8WIuKLttvfbmtmYOBmbPzeT8+kuIZOH/atRJHPI7vt/LBfas04G7iJ7dCHpADI5eAj4pKQPRcSZBeNrHEn/D1i+lchKWoGsgK4N/AzYt6ryERFDlB1wfgxweESc1bqjiu3MKlE/ljwc0QglK06SliC/n7ahdzuI4gd2qr2sP42IebZJSFoe2DIiTgNX8MzqxsnY/PkmMKm6fQCZlF1VffwI8L4CMXVal7lH3uwOfDEiviDpq8BeQLFkTNLTwAZVC4ZnGLlX3Uzg18CeETF9gQfY3ZeAn5PzWCErTO8i//0/QS7/1WL4OrAOOQGgm9vIBLIWGlBxOoDsy7YTua/xU8A/gZ2BVYHPFIqr0ynkqeRue1YnVddPa93hCp5ZfTgZG6Vq5NFmVbfqLahedCPiz5JeS/4QXAr4VUQ8UC7SZy1P1cle0tpkw8/WD99zgR3LhPWsqWTlrnV7pGTsRcD7yUR4swUYVz+vphp1JWlRcslvj4g4WdIe5JJgXZKx+8hKTrdh9tsy95SDIppScQK2Iv+PTiOTsWuqnwOnSDobeAc5KaK0fk1clyYr92ZWQ07GRm9phvuJ7QR8narEHxGPkdWROpnJ8KiqTYF7IuK26uNFKdzWJCIObrs9ZTSfI+kych9UKS9keCjzeuT/iVaV7DfA6iWC6uFY4CuSVgXOJpOvl5CJzxbkieDSmlJxWh24pVrae4r8d285maw4FYlV0r8Bb2y76z3VL1/tliQT8Nsws1pyMjZ6dwC7VUOtJwBvqH6z76p9eaWQS4Ap1f6gvclqWMta5N+nliStFBF/73LpKmD78Y6nzd1kC44rgXcCv4+Iv1XXlgMeLxVYp4g4TtKjwEFkrC13ArtFRB16tzWl4jSTTMQhn7/W/wGAFclkp5T3kv/GkNXlz/d43EzArUzMasrJ2Oh9CfgG+Vv8EHBij8e1ZnWWXl75LNmI9nCyOW37ZvLtGd7jVguSNiJfmNcDFpP0JDns+sBWYhsRDwE/Lhcl3we+KGljcq/YQW3X3kjNKg8R8e2q99hLyUrTvcBd1eGCOqhtxanD1cAbyMTwHOAQScuQy357U/Z76VjgVPLnznRyKf/GjsfMBu6v0b+7mXVwMjZK1b6gC4BXkfP9Pk3veYrFRcT9wOY9Lm9GLgfVgqQPktWRP5Gb4u8n97htDVwqaduIGM3Q+gVtCvm8rU8m58e0XXs9UIcY51K9AN9ZvdVNnStO7Y5geAn6UPIk9VTyF66rycMbRUTELGCWpMXIQznTI6K2VW8z627C0JB/WRorSacAUyOi9sfCJU0EXkM2/Ly+2t9WK5JuJatK76t6nrXunwj8BHhFRLy6VHxN0d7aoLrdV6vNQSnVUuRvI+KLko4APkZOY2hVnG6IiHeXjLGXarvC4hHx8IgPHieSngC2qMEWCTMbI1fG5kNE7FI6htGQ9ClyKW1Fcul0MvAbSecCl0bEVwuG124SsFd7IgbZjFbSieTSUHHt7Ti6XPt34NrCA+JPJat2M6vb/QzR1uagkNpWnEYSEbPJ5b86uZVsQO1kzKxhnIwNKEm7AceRe28uAs5qu3wluXm6LsnYbcBKPa6tRO9+WeOtX+uA0nsEIZPae9tu11pEXA9cX91+BNiqLhWnplUZKwcCx0m6ISJuLh2MmY2ek7HBtRdwdETsW43BafdHYJ8CMfXyefJF5NaIuK51p6Q3kfu0/rtUYFUcExlOxCZWH7dbkjyx2O0E6Lhp3yvU1H1DNao4nUqzqowA+5J78H4r6XYyMW/fhzIUERuVCMzM+nMyNrgmkSN6unmMHCJdjKTOpZQlgKsl3clwT6yXAX8jE8fzKUDSQWTFAfKF7Zd9Ht7rhG0xkl4HbEjuGfxGRNwn6ZXk6bpxHwzfoIpTo6qMlaeBP5QOwszGzsnY4HoAWKPHNZE9s0rqHIH0R+ae6TmDeszNu6x6P4FMyr7N8OSAltnki2CRhLGbarnvDOADDLdbOY/szH8keXJ1vwKhnUoDKk5NrDJGxMalYzCz+eNkbHCdDxxYda1vvZgMVU1g92TuJrDjrikvHBFxOXA5gKQh4FsRcU/ZqEblMLKFyQ7Axcw9/ugCcoB8iWSsiRUnM7MFysnY4PoCsAnwe7J56hC5YX8tculvarnQ5lWN7dkb2Iicq/kg2c/t6KpnWh2cSHban4ekVwEP1mQuKcB2wBci4ntd9gzOoHfVdIFqSsVJ0gxGnpfaMhQRr1iQ8YzFaAevm1l9OBkbUBHxgKR1yRmEWwB/If+9vwZ8pfRptXZVInMVuY/tl+TpyVXI7us7Snpr21zNkk4kk8SPd7m2J7kva5txjai3FejdlHgiw3NWrbvLGX0yVgsNGrxuZh2cjA2waoP2IdVbnR0BzALWi4jbW3dK+leyLccR5N6n0t5CDrPu5iIy0a2LGcAGwKVdrq0HxPiGk5pScYqInUt83eeoKYPXzayDk7EBVVWbVq32PHVe2xC4tybVJsjl1N3bEzHIZSxJU6jPKcXlyKSxm4fJalRdnAbsX7U4aDXNHZK0CVnFm1IorsZVnBqkKYPXzayDk7HBdSx5wm+eZAzYkhyRtOV4BtTHYkCvNguPVNfr4C7gTcDPu1x7E8Mb0+vgSHLW4+nASdV9V5H7iKZFxPElgmpoxQlJ65DTLDYik/KHyD2Nh9SowWpTBq+bWYfO5pU2ONal91iUK8jRSHVxI/Dfnc1UJU0gT/3dWCCmbn4AfE7SXPMSq4/3Y+4pB0VFxNMRsS2ZPBxNJmRfBTaNiO2LBtcwkiaTh2A2IU8pH1W935TsjffvBcNr123wekudBq+bWQdXxgbXMuR+kW6eApYdx1hGMpV8cbtV0plkhWkV4IPkqbC6DIueSjZQ/Ymk+8hebauRsV4NHFwwtmdJWoyMZ7+IuIgcf1VLDak4HU6eSn5be6NcScsAl1TX314otnZXA28glyLPAQ6pYmwNXr+qYGxm1ocrY4NrOvC2Htc2BW4fv1D6i4gLySXTR8jRSCeQrTkeBbasEoriIuJxMmnYjawu/oNcBt4V2Ki6XlxEPEn28JpTOpZ+GlRxWh84vHNiQfXxEeRBiTo4guHGyYeShzemVvdPp8aD180Wdq6MDa7TyN+M/wqcFBGzq67sHyXbXUwpGNs8qoTsQklLUVVI6pLctIuIp8j9NyeXjmUEF5PVmm6nKeuiKRWnkQ4c1OJAQp0Hr5tZfxOGhmrxc8SeZ1WjzzPJlhDPkP2xlieroecA/xkRz5SLsLnqNu+xG0lvJcchnU1OW+gcGk1ETB//yIZJehTYISJ+1OXaB4DvRMQy4x/ZPLFcQi7rb9qRNC5NJruzIqIOSeOoVT8fngQmVycuzawgV8YGVEQ8DWwtaVNgczJxeAC4KCIuKxlbU9V43mM3rVO0e5GtLLop3QC0ERUnYH9yRukdks5neE/ju4ClyN5eTdSrMayZjTMnYwMuIi6l3ktVTVLXeY/d7FI6gFG4huyFdkmXitO+5Ib04iLiWknrk4Pit2DucV11OmhgZg3lZMxs9Go577GbiPhO6RhGoTEVp4i4Cdi6dBxmNpicjA0wSR8jT1CJLrMII6L0MlXTeN7j88gVJzOz5GRsQEnaETge+A7Z/PFkYFHgP4C/A98tF11j1XLeYy+SViareSI777cbiohdxz+qudW14iRpLKdla/FcmllzORkbXHuQrQEOIdtZnBgRv5G0HLk0NLNcaI1V13mP85Ak4Nfk9/jS5OGN5clN+w/Re8ampU2Z+wDBi8kTlXPI750VyOd2Fvl8mpnNNydjg2tNsjHpM9XbYgAR8ZCkw8jN6F8rF14j1XLeYw9HAdcB7wMeA94J3ATsSE4KeH+JoJpScYqINVq3Jb0F+D7wceCcavbjImRF7yjgwyViNLPB4WRscD0BTIyIoWp0z8sZPp32KPAvxSJrqKpdyLaSTiD3OK1MVkkujIhuA9lLmgzsDsyuPp4YEXOAkyWtRA6S36RAXE2sOB1DduB/dvZo9X/hTEkrks/leoVimy9VQrkLufRuZoU5GRtcNwOvJDuZX0kur80gX/SmMDw2xcYoIq6kxvMeKy8EHoyIZyTNIgdFt1wHHFAiqIZWnNYB/tzj2m3A2uMYy4iqrQhrMu8+QSLiirbbTThxa7ZQcDI2uL5JzieEfOG9hOFBwY+Qy1c2uG4n20RAHiz4IHBh9fGW5FzN0ppScboP2AboNiN1W+buN1eMpCXIgzrb0Luhq09Qm9WQk7EBIulBYLNqvMkW5OZ9IuLPkl5LngRcCvhVRDxQLtLmkPQ0sEHVhuEZRu4KP5PcOL9n4XFDF5OTF84mk55pVSVqDrAWuWewtKZUnI4FviJpVfL5vB94CZn0bEEelqmDA8jebDuR+xo/BfwT2BlYFfhMqcDMrD8nY4NlaYZ7Xe0EfJ1qT0hEPEZWx2xspgJ3td0eKRl7Ebk5/ptkt/5SPkf1fyEizpL0OFnFWQo4DvhWwdhaGlFxiojjqjmaB5EHIVruBHaLiLoMjd+K/D86jUzGrql+MTtF0tnAO8hJEWZWM07GBssdwG7VDMUJwBuqpYuu2vePWHcRcXDb7Smj+RxJl5F7oYqJiNnAbEkvIitMSwInAjfXZZg5zak4ERHfrk6CvpSsMt0L3BURdZmfCbA6cEu19+4p8pezlpOBU3B1zKyWnIwNli8B3yCrYkPki283rSHX3j/yHEhaKSL+3uXSVcD24x1PJ0kHAnuTm/lb/+aPSjoqIg4tGhyNqjgBUCVed1ZvdTST/LeGjPH1DB80WZFMyM2shiYMDdXpFzt7rqoqw6vIkTKfpvf4HiLi5+MV16CQtBG5FLQe2bvtSXLg9YF1qjRKOpjcQ3QSuWzVqjptB3yEHDc0pViAbSRNoGYVp2qCxU8jYmZ1u6+IOG0cwuqrWor8bUR8UdIRwMfI3nhzyKT8hoh4d8kYzaw7V8YGTETcC9wr6Tvki4n7CD1PJH2QTGz+RLZeuJ88sbg1cKmkbSPiBwVDbLcbcHRE7NN23y1knLPIF+opJQLrVNOK06nA+mS16dQRHjtETmco7QhyqRLgULK1zVSyAn41OafWzGrIydiAiohdSscwgKYCPwXeFxHPtO6UdBDwE/L0al2SsWWBn/W4diGFXpgbVHGaRFbpWrdrLyKuB66vbj8CbFXtH108Ih4uGpyZ9eVkzGz0JgF7tSdiAFVj1RMZnldZB9eQXfi7naCdXF0v4VQaUHGKiDu63W6a1kGO0nGYWX9OxsxG7zZgpR7XVqJ3z6wSPg38SNIc5j2p+BHgvZImth7cmWAuQI2rOLVIeh2wITmy6RsRcZ+kVwL3lzqh2qBKo5n14WTMbPQ+Dxwn6daIuK51p6Q3kfuv/rtUYF3cVL3/UvXWbgI5LqtliHH6WdDEilO11HcG8AGGT6WeR/ZJO5LcQ7hfofBOpQGVRjPrz8mYWR+SOk9ILgFcLelOhqtNLwP+BuwDnD++EfY0mga1tVDHilOHw8gGvjuQkw3am9FeAHyScslYYyuNZjbMyZhZf50jkP7I3EPWZ1RvtVKXthX91Lzi1G474AsR8b1qkHm7GcAa4x9SamKl0czm5WTMrI+I2Lh0DAOszhWndivQu1/fRIZHkJmZzRcnY2ZjUDXV3RvYCFgeeJBssHt0RNRilmKD1Lbi1GEGsAFwaZdr6wExvuEMkzSD0S9HD0XEKxZkPGY2f5yMmY2SpFeRo45eDPySPD25Cjnvb0dJb42I28pF2DhNqTidBuwv6XaG25cMSdoE2JOyzXMvpyF7A82sNydjZqN3BDALWC8ibm/dKelfgYuq6x8oE1oj1bbi1OFIcs7j6eR4KcikfAlgWkQcXyqwiNi51Nc2s+ePkzGz0dsE2L09EYPcOC1pCr0Hs1t3da44PSsinga2lXQCsAWwMtlK4sKIuLxocGY2EJyMmY3eYkCvVguPVNdt9GpbcWqRtBg513G/iLgIuLJwSH1JWgc4iNzTuBzwELmn8ZCIuLnf55pZOROGhrzdwGw0JP0KeBh4V8dsygnkzMplI+LNpeJrKklvpcYVJ0kPAVtFRLfl1NqQNJncQ/YEOSv1PnJP43uAJYENI+KGchGaWS+ujJmN3lSyqeutks4km22uAnwQWBN4d8HYGqVhFaeLgbfTfW9bnRwO/B54W3uzXEnLkDNKDyf/HmZWM07GzEYpIi6UtCVwKDkaqdWo9AZgyyqpsFGIiCclTQLmlI5lFI4HzpD0AuBcMgmfa0khIqYXiKvT+sAOnVMLIuIRSUcA3ykTlpmNxMmY2RhExIXAhZKWotqTExGPFw6rqZpScWotme5FHizoprNPWgkj7TnxnhSzmnIyZjYfqgTMSdhz05SK0y6lAxila8jTqZd0LFMuDexLLgubWQ15A7+ZFSHpmbYPu/4giog6VJwaQdJ6wGXAP8m9ja09je8ClgI2jojrigVoZj25MmZmpTSl4tQIEXGtpPWBA8nTqe3jutzawqzGXBkzMxuBpJXJWZoi+6C1G4qIXcc/KjMbFK6MmZn1IUnAr8mfl0sDD5BVp0XIpqqzykVnZoPAyZiZFdOQitNRwHXA+4DHgHcCNwE7AgcD7y8VmKSTx/DwujyfZtbByZiZFdGgitNkYHdgdvXxxIiYA5wsaSXgWHJuaQmbMvfhhxcDy5L922YCK5DP7yzyOTWzGppYOgAzW2i1Kk4vIRvovpMc2/NRsm1IsYpThxcCD1YjsGYBK7Zdu45M1oqIiDUiYlJETAJ2AB4FtgWWjIhVyedzO3J26odLxWlm/bkyZmal1Lni1O52skUEQJDjry6sPt4S+Mf4h9TVMcDhEXFW646IeBo4U9KK5PO5XqHYzKwPV8bMrJTaVpw6XAxsXt0+BthFUki6BfgMMJZ9WwvSOsCfe1y7DVh7HGMxszFwMmZmpdzOvBWnljpVnD4H/A9AVXX6DzJZDOATwEHlQpvLfcA2Pa5tC9w/jrGY2Rh4mdLMSmlVnM4mK07TJL2F3Hy+FnBYwdieFRGzgdmSXkRWl5YETgRu7hzKXdixwFckrUo+p/eT+/G2IZvA7lEsMjPry01fzawISYsDi0fEw9XHW5IVnKXIPVnfioha/ICSdCCwN7m0OoE8wfgocFREHFoytnaSdiUrdS9tu/tO4OCIqMtyqpl1cDJmZkW1VZxWA+6mZhUnSQcDBwAnAdMYrjhtB3yEHDU0pViAHSRNIJOxVcn5lHfVJak1s+6cjJlZMU2oOEm6B/huROzT5dqXgQ9FxL+Mf2RmNii8Z8zMihih4nSwpBfUpOK0LPCzHtcuJDfxFyFpR+CnETGzut1XRJw2DmGZ2Rg5GTOzUnYDju6oON0CXCppFvAxYEqJwDpcQ7bZuKTLtcnV9VJOBdYnu+2fOsJjhwAnY2Y15GTMzEqpbcWpw6eBH0maw7ynFD8CvFfSs22Cqr5p42USuS+sddvMGsjJmJmVUueKU7ubqvdfqt7aTQBubvt4iHH8uRoRd3S7bWbN4mTMzEqpc8Wp3VTmHsZda5JeB2xIDgn/RkTcJ+mVwP11OqVqZsN8mtLMipDUSq66/RCa0HH/UET4l8c+qr5tZwAfYPj5mxwRv5H0Q+BPEbFfyRjNrDv/cDOzUhpVcWqAw4DNgB3I6Qbt448uAD4JOBkzqyEnY2ZWRE3aVgyS7YAvRMT3JC3ScW0GsMb4h2Rmo+FB4WZmg2EF4NYe1yYCi49jLGY2Bk7GzMwGwwxggx7X1gNiHGMxszFwMmZmNhhOA/aTtD2waHXfkKRNgD0BDwo3qymfpjQzGwDVPrHvkq1BZpPLkk8ASwDTImL7guGZWR9OxszMBoiktwJbACuTY5IujIjLy0ZlZv04GTMzazhJiwFXA/tFxEWl4zGzsfGeMTOzhouIJ8nZlHNKx2JmY+dkzMxsMFwMvL10EGY2dm76amY2GI4HzpD0AuBc4F46JhxExPQCcZnZCLxnzMxsALTN+oQeY6YiorMzv5nVgCtjZmaDYZfSAZjZ/HFlzMzMzKwgb+A3MzMzK8jLlGZmA0LSysB2gMjO++2GImLX8Y/KzEbiZMzMbABIEvBr8uf60sADwPLAIsBDwKxy0ZlZP16mNDMbDEcB1wEvASYA7wSWBD4KPA68v1xoZtaPK2NmZoNhMrA7OSQcYGJEzAFOlrQScCywSaHYzKwPV8bMzAbDC4EHI+IZcklyxbZr15HJmpnVkJMxM7PBcDuwSnU7gA+2XdsS+Mc4x2Nmo+RlSjOzwXAxsDlwNnAMME3SW8jh4WsBhxWMzcz6cDJmZjYYPgcsDhARZ0l6HNgWWAo4DvhWwdjMrA934DczGyCSXgSsDawG3A3cHBGPlI3KzPpxMmZmNiAkHQjsTW7mn0AODH8UOCoiDi0Zm5n15g38ZmYDQNLBwBTgTHLv2DrV+7OAgyVNKRacmfXlPWNmZoNhN+DoiNin7b5bgEslzQI+RiZrZlYzroyZmQ2GZYGf9bh2YXXdzGrIyZiZ2WC4ht6NXSdX182shryB38xsAEhaG/gR8E2y19j95JzKbcglzPcCf2w9vurUb2Y14GTMzGwASGolV91+qE/ouH8oIrxn2Kwm/M1oZjYYptI9ETOzmnNlzMzMzKwgb+A3MzMzK8jJmJmZmVlB3jNm1kbS7cDtEbFxoa+/InAMsBmwKnD5WGMZy99B0s7AKcAmEXHZ2KI1M7Png5MxW+hUY2FujIhzC4fSzdHAfwKHAdPJ9gRmZjbAnIzZwugg4DvAuV2uibIn0jYHfhYRUwvGYGZm48jJmFmbiJhdOIRVgAcLx/CcSFoEWDwiHi8di5lZEzgZs4EiaQlgP2A74GXAk8Cd5Gy+E4AZ1UN3krRT6/MiYkL1+bfTsd+qdR/wGXIZcX3gceB0YF/y++jQ6muuAFwLfDwibh1D3FPIil1nbLtExKnVYz4KfBJ4dfX3ugaYGhFXjfJr7AbsDUwin5OvAbN6PHZZYH9gK/J5fBi4BPh8RExve9zO5J6zzYENgJ2B1cmO76eOJi4zs4WdkzEbNCcAHwFOIzfCvwBYE9gUmALsQCZRV5JjY0brpcDFwJnAD4C3A3sBc4DXAksCXwJWBP4HOFfSq8cwcuaHwJ+7xPYrAElHAJ8lE739gWWAjwG/kPTeiPi/fn+4pD2ArwC/qz5/qSrOv3V57LLV110dOBm4hTxM8EngGknrRsQdHZ/2ZWBR4Ftk4haj/HubmS30nIzZoHk/cEFE7NTj+hmSTgemR8QZY/hzXwFsExFnVx9/XdINwD7AecBmETEEIGkmcBzV/q/R/OERcRNwU7fYJKn6Or8ENo2IJ6v7TwL+AJwo6RUR8XS3P1vSi8kDAbcC/6+1fCjpFNpmFbaZCrwcWD8iftf255wK3AwcTFbA2i0JvMFLk2ZmY+c+YzZoZgGvrYYmP5/ubkvEWq4iZ/4d30rEKldW79d8nr72e6uvc2QrEQOIiHvIJcJ/Bd7Q5/PfTlbCTmhPliLiLuC77Q+UNAHYHrgCuFvSiq034DHg6urP6/S/TsTMzOaPK2M2aPYgl/puljQd+AVZuTpvDEuG3czoct9DPa617l/hOXy9dpOq97d0uda67+XA9T0+/+XV+25VsD90fLwSGffbgb/3+PO6PY9/6vFYMzMbgZMxGygR8WNJawDvAjYim6fuClwpabP2ytIYdV0CHOHahPn8WiW1Yr4EOGIMn+eqmJnZfHIyZgMnIh4EziD3h00gN9Z/llzu61xqbILW6cXXAn/puPaajsf0+/y1gJ/3+PyWvwP/AF4UEZeMLUwzM5sf3jNmA0PSItVm9WdVe7l+W324fPX+0bbbTfATshHtPpIWbd0paVVgF+AOhv+O3VwMPAF8StJSbZ//UuBD7Q+slnK/C6wnaetuf5iklefz72FmZl24MmaDZBngXkk/IZOTv5H7rT5B7uM6r3rc1cBmkvYF/goMRcS0AvGOSkSEpKPI6t4Vks5kuLXFC4Hte52krD7/IUkHkO0nfiXpNHJD/+7Abcy7+f/zwJuBsySdRT5fT5IHBd4F3MC8pynNzGw+ORmzQfI4cCzwNnKv2AuBe8nK0uHV6UPIflknkEnHMtV9tU3GACJiX0l/JmP/EsNNXz8UEVf2/eT8/KMlPUr2RjucbPr6ZfL06ckdj50l6c1kg9htyOXdOcBd5AnSk56vv5eZmcGEoaGSY/jMzMzMFm7eM2ZmZmZWkJcpzRagamj2SqN46IPPoe2GmZk1mJMxswXrZXRvGNtpE+CyBRuKmZnVkZMxswXrPnJG5Uh+N/JDzMxsEHkDv5mZmVlB3sBvZmZmVpCTMTMzM7OCnIyZmZmZFeRkzMzMzKwgJ2NmZmZmBf1/cEm0hiKQWT0AAAAASUVORK5CYII=\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "%matplotlib inline\n", "import seaborn as sns\n", "from statannotations.Annotator import Annotator\n", "\n", "x = \"stim_folder\"\n", "y = \"sp_corr\"\n", "\n", "# Filter the DataFrame based on the 'Time' condition\n", "subset_df = result_df\n", "\n", "# Increase the figure size and font size\n", "plt.figure(figsize=(6, 4))\n", "sns.set(style=\"white\", rc={\"axes.edgecolor\": \"black\", \"grid.color\": \"black\", \"grid.linestyle\": \":\"}, font_scale=1.5)\n", "\n", "# Create a palette with distinct colors\n", "palette = sns.color_palette(\"Set3\", n_colors=len(subset_df[x].unique())) # You can choose any other colormap\n", "\n", "# Create the barplot with the distinct color palette\n", "ax = sns.barplot(data=subset_df, x=x, y=y, palette=palette, capsize=0.1, errwidth=1.5) # Added capsize and errwidth for error bars\n", "# ax = sns.boxplot(data=subset_df, x=x, y=y, palette=palette) # Added capsize and errwidth for error bars\n", "\n", "\n", "# Add statistical annotations\n", "annot = Annotator(ax, combinations_list, data=subset_df, x=x, y=y)\n", "annot.new_plot(ax, combinations_list,\n", " data=subset_df, x=x, y=y)\n", "annot.configure(test='Kruskal', text_format='star', loc='outside',\n", " comparisons_correction=\"fdr_bh\",\n", " hide_non_significant=True,\n", " pvalue_thresholds=[[1e-3, '∗∗∗'], [1e-2, \"∗∗\"], [0.05, \"∗\"]], verbose=2, line_height = .05)\n", "\n", "#annot.apply_test()\n", "\n", "# Adjust the position of stars between lines\n", "#annot.line_offset_to_group = 0.5\n", "#annot.line_offset = 0.3 # Adjust this value to move the stars closer to the lines\n", "#annot.text_offset = 0.05 # Adjust this value to move the stars closer to the lines\n", "#ax, test_results = annot.annotate(line_offset = 0.01)\n", "#ax, test_results = annot.annotate()\n", "\n", "ax, test_results = annot.apply_test().annotate(line_offset=0.001)\n", "\n", "# Remove top and right plot edges\n", "sns.despine()\n", "\n", "# Define explicit legend handles\n", "legend_labels = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "legend_handles = [plt.Rectangle((0, 0), 1, 1, color=color, label=label) for color, label in zip(palette, legend_labels)]\n", "\n", "# Create legend without edges and without error bars, and change the title to \"CNN\"\n", "legend = ax.legend(handles=legend_handles, title=\"\", title_fontsize='16', loc='upper left', bbox_to_anchor=(1, 1), frameon=False, fontsize=16)\n", "\n", "\n", "\n", "# Remove x-axis ticks and labels\n", "#ax.set_xticks([])\n", "#ax.set_xticklabels([])\n", "\n", "# Set y-axis limits from 0 to 1\n", "#ax.set_ylim(0.25, 0.35)\n", "#ax.set_yticks(np.linspace(0.25, 0.35, num=6))\n", "\n", "# Show the tick marks on the left side of the y-axis\n", "#ax.tick_params(axis='y', direction='out', length=5) # Adjust 'length' as needed\n", "ax.tick_params(tick1On=True)\n", "\n", "# Set font size for axis labels and title\n", "ax.set_ylabel('DG3 & HG correlation [Spearman\\'s r]', fontsize=16)\n", "#ax.set_ylabel('')\n", "#ax.set_xlabel('2 (orientation) x 4 (stimuli condition)', fontsize=16)\n", "ax.set_xticklabels(ax.get_xticklabels(), rotation=90)\n", "\n", "\n", "#ax.set_title('255ms:lay13-15', fontsize=18)\n", "\n", "# Set font size for tick labels\n", "ax.tick_params(axis='both', labelsize=16)\n", "\n", "# Uncomment the following lines to show y-axis ticks and tick labels\n", "# ax.set_yticks(np.linspace(0, 1.0, num=11)) # Uncomment if not already set\n", "#ax.set_yticklabels(['0.0', '0.1', '0.2', '0.3', '0.4', '0.5', '0.6', '0.7', '0.8', '0.9', '1.0'])\n", "\n", "#plt.savefig('fig_5_3.png', dpi= 600, bbox_inches='tight')\n", "#plt.savefig('fig_5_3.png', dpi= 600)\n", "\n", "\n", "# Show the plot\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 149, "id": "b2dc4e82", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Length of x: 6368\n", "Length of y: 6368\n" ] } ], "source": [ "print(\"Length of x:\", len(subset_df[x]))\n", "print(\"Length of y:\", len(subset_df[y]))" ] }, { "cell_type": "code", "execution_count": null, "id": "68b2c5b2", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 5, "id": "bf6f386d", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehg
0facesface01[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
1facesface02[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
............
251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
\n", "

256 rows × 3 columns

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" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg \n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "loaded_df_csv" ] }, { "cell_type": "code", "execution_count": 6, "id": "c57e732a", "metadata": {}, "outputs": [], "source": [ "df_agg_hg = loaded_df_csv" ] }, { "cell_type": "code", "execution_count": 7, "id": "aa645e29", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Loaded pretrained weights for efficientnet-b5\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Using cache found in /home/pranjul/.cache/torch/hub/pytorch_vision_v0.6.0\n", "Using cache found in /home/pranjul/.cache/torch/hub/pytorch_vision_v0.6.0\n" ] } ], "source": [ "import numpy as np\n", "from scipy.misc import face\n", "from scipy.ndimage import zoom\n", "from scipy.special import logsumexp\n", "import torch\n", "import matplotlib.pyplot as plt\n", "\n", "import deepgaze_pytorch\n", "\n", "DEVICE = 'cuda'\n", "\n", "# you can use DeepGazeI or DeepGazeIIE\n", "model = deepgaze_pytorch.DeepGazeIIE(pretrained=True).to(DEVICE)\n", "\n", "# image = face()\n", "\n", "x = []\n", "\n", "\n", "for i in range(len(df_agg_hg)):\n", " \n", " stim_folder_name = df_agg_hg['stim_folder'][i]\n", " stim_image_name = df_agg_hg['stim_name'][i]\n", " \n", " folder_path = '/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/DG2E_HG_heatmaps_c/'\n", " \n", " image = cv2.imread('/home/pranjul/DeepGaze/Bachelorarbeit_Christine_Huschens/stimuli/' + stim_folder_name + '/' + stim_image_name + '.tif')\n", " #create_folder(os.path.join(folder_path, stim_folder_name))\n", "\n", " #image = cv2.cvtColor(image, cv2.COLOR_BGR2RGB)\n", " image = cv2.resize(image, (1200, 1200)) \n", " \n", " # load precomputed centerbias log density (from MIT1003) over a 1024x1024 image\n", " # you can download the centerbias from https://github.com/matthias-k/DeepGaze/releases/download/v1.0.0/centerbias_mit1003.npy\n", " # alternatively, you can use a uniform centerbias via `centerbias_template = np.zeros((1024, 1024))`.\n", " centerbias_template = np.load('centerbias_mit1003.npy')\n", " # centerbias_template = np.zeros((1024, 1024))\n", " # rescale to match image size\n", " centerbias = zoom(centerbias_template, (image.shape[0]/centerbias_template.shape[0], image.shape[1]/centerbias_template.shape[1]), order=0, mode='nearest')\n", " # renormalize log density\n", " centerbias -= logsumexp(centerbias)\n", "\n", " image_tensor = torch.tensor([image.transpose(2, 0, 1)]).to(DEVICE)\n", " centerbias_tensor = torch.tensor([centerbias]).to(DEVICE)\n", "\n", " log_density_prediction = model(image_tensor, centerbias_tensor)\n", " \n", " a = log_density_prediction.detach().cpu().numpy()[0,0]\n", " \n", " x.append(a)\n", " \n", " '''\n", " f, axs = plt.subplots(nrows=1, ncols=2, figsize=(16, 9))\n", " axs[0].imshow(cv2.cvtColor(image, cv2.COLOR_BGR2RGB))\n", " # axs[0].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " # axs[0].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='yellow', zorder=100)\n", " axs[0].set_axis_off()\n", " axs[1].matshow(log_density_prediction.detach().cpu().numpy()[0, 0]) # first image in batch, first (and only) channel\n", " # axs[1].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " # axs[1].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='yellow', zorder=100)\n", " axs[1].set_axis_off()\n", " # plt.savefig(os.path.join('DG2_heatmaps', '{0}.jpg'.format(i)))\n", " \n", " \n", " f, axs = plt.subplots(nrows=1, ncols=3, figsize=(16, 9))\n", " axs[0].imshow(cv2.cvtColor(image, cv2.COLOR_BGR2RGB))\n", " #axs[0].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " #axs[0].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='white', zorder=100)\n", " axs[0].set_axis_off()\n", " axs[1].matshow(log_density_prediction.detach().cpu().numpy()[0, 0]) # first image in batch, first (and only) channel\n", " #axs[1].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " #axs[1].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='white', zorder=100)\n", " axs[1].set_axis_off()\n", " axs[2].matshow(df_agg_hg['hg'][i])\n", " #axs[2].plot(fixation_history_x, fixation_history_y, 'o-', color='red')\n", " #axs[2].scatter(fixation_history_x[-1], fixation_history_y[-1], 100, color='white', zorder=100)\n", " axs[2].set_axis_off()\n", " plt.tight_layout()\n", " plt.savefig(os.path.join(folder_path, stim_folder_name, stim_image_name + '.png'))\n", " #plt.show()\n", " plt.close()\n", " '''\n", " \n", " #break" ] }, { "cell_type": "code", "execution_count": null, "id": "61eaa85b", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 8, "id": "91bef121", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "256" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(x)" ] }, { "cell_type": "code", "execution_count": null, "id": "6bc2fa05", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 9, "id": "24f5fd26", "metadata": {}, "outputs": [], "source": [ "# Add the Spearman correlation values to the DataFrame\n", "df_agg_hg['dg2'] = x" ] }, { "cell_type": "code", "execution_count": 10, "id": "6d007260", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehgdg2
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2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.99151507223307, -18.99151507223307, -19....
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.153439997303785, -19.153439997303785, -1...
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593251054700445, -19.593251054700445, -1...
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251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.050094282300535, -19.050094282300535, -1...
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.20552649252614, -19.20552649252614, -19....
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593265423580505, -19.593265423580505, -1...
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.886519666205615, -18.886519666205615, -1...
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.379200253494467, -19.379200253494467, -1...
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256 rows × 4 columns

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" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg \\\n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", " dg2 \n", "0 [[-19.93076457390265, -19.93076457390265, -19.... \n", "1 [[-20.211706554634592, -20.211706554634592, -2... \n", "2 [[-18.99151507223307, -18.99151507223307, -19.... \n", "3 [[-19.153439997303785, -19.153439997303785, -1... \n", "4 [[-19.593251054700445, -19.593251054700445, -1... \n", ".. ... \n", "251 [[-19.050094282300535, -19.050094282300535, -1... \n", "252 [[-19.20552649252614, -19.20552649252614, -19.... \n", "253 [[-19.593265423580505, -19.593265423580505, -1... \n", "254 [[-18.886519666205615, -18.886519666205615, -1... \n", "255 [[-19.379200253494467, -19.379200253494467, -1... \n", "\n", "[256 rows x 4 columns]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_agg_hg" ] }, { "cell_type": "code", "execution_count": null, "id": "7fecd938", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "fda8ef1e", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "c030811c", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 11, "id": "f707fe40", "metadata": {}, "outputs": [], "source": [ "\n", "\n", "# Define a function to serialize the 2D arrays\n", "def serialize_array(arr):\n", " return base64.b64encode(pickle.dumps(arr)).decode('utf-8')\n", "\n", "# Apply the serialization function to the column\n", "df_agg_hg['hg'] = df_agg_hg['hg'].apply(serialize_array)\n", "\n", "# Apply the serialization function to the column\n", "df_agg_hg['dg2'] = df_agg_hg['dg2'].apply(serialize_array)\n", "\n", "# Save the DataFrame to a CSV file\n", "df_agg_hg.to_csv('/raid/pranjul/agg_hg_dg2_26_subs_c.csv', index=False)" ] }, { "cell_type": "code", "execution_count": 12, "id": "412a8aa4", "metadata": {}, "outputs": [], "source": [ "import base64\n", "\n", "# Load the DataFrame from the CSV file\n", "loaded_df_csv = pd.read_csv('/raid/pranjul/agg_hg_dg2_26_subs_c.csv')\n", "\n", "# Define a function to deserialize the 2D arrays\n", "def deserialize_array(serialized_arr):\n", " return pickle.loads(base64.b64decode(serialized_arr.encode('utf-8')))\n", "\n", "# Apply the deserialization function to the column\n", "loaded_df_csv['hg'] = loaded_df_csv['hg'].apply(deserialize_array)\n", "\n", "# Apply the deserialization function to the column\n", "loaded_df_csv['dg2'] = loaded_df_csv['dg2'].apply(deserialize_array)\n", "\n", "# Now, loaded_df contains the original DataFrame with 2D arrays in 'Array_Column'" ] }, { "cell_type": "code", "execution_count": 13, "id": "51936049", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehgdg2
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2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.99151507223307, -18.99151507223307, -19....
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.153439997303785, -19.153439997303785, -1...
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593251054700445, -19.593251054700445, -1...
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251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.050094282300535, -19.050094282300535, -1...
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.20552649252614, -19.20552649252614, -19....
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593265423580505, -19.593265423580505, -1...
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.886519666205615, -18.886519666205615, -1...
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256 rows × 4 columns

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" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg \\\n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", " dg2 \n", "0 [[-19.93076457390265, -19.93076457390265, -19.... \n", "1 [[-20.211706554634592, -20.211706554634592, -2... \n", "2 [[-18.99151507223307, -18.99151507223307, -19.... \n", "3 [[-19.153439997303785, -19.153439997303785, -1... \n", "4 [[-19.593251054700445, -19.593251054700445, -1... \n", ".. ... \n", "251 [[-19.050094282300535, -19.050094282300535, -1... \n", "252 [[-19.20552649252614, -19.20552649252614, -19.... \n", "253 [[-19.593265423580505, -19.593265423580505, -1... \n", "254 [[-18.886519666205615, -18.886519666205615, -1... \n", "255 [[-19.379200253494467, -19.379200253494467, -1... \n", "\n", "[256 rows x 4 columns]" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "loaded_df_csv" ] }, { "cell_type": "code", "execution_count": null, "id": "c9ff6f39", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "42e4c616", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 14, "id": "2db1eb6d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Unique Values in df1:\n", " SharedColumn Data1_Column\n", "5 4 D\n", "6 5 E\n", "\n", "Repeated Values in df2:\n", " SharedColumn Data2_Column\n", "0 1 10.0\n", "1 1 20.0\n", "2 2 30.0\n", "3 2 40.0\n", "4 3 50.0\n", "5 4 NaN\n", "6 5 NaN\n" ] } ], "source": [ "import pandas as pd\n", "\n", "# Create two sample dataframes\n", "data1 = {'SharedColumn': [1, 2, 3, 4, 5],\n", " 'Data1_Column': ['A', 'B', 'C', 'D', 'E']}\n", "df1 = pd.DataFrame(data1)\n", "\n", "data2 = {'SharedColumn': [1, 1, 2, 2, 3],\n", " 'Data2_Column': [10, 20, 30, 40, 50]}\n", "df2 = pd.DataFrame(data2)\n", "\n", "# Merge dataframes based on the shared column\n", "merged_df = pd.merge(df1, df2, on='SharedColumn', how='outer')\n", "\n", "# Divide the dataframes based on unique values in the 'SharedColumn'\n", "unique_values_df1 = merged_df[merged_df['Data2_Column'].isnull()].drop('Data2_Column', axis=1)\n", "repeated_values_df2 = merged_df[merged_df['Data1_Column'].notnull()].drop('Data1_Column', axis=1)\n", "\n", "# Display the results\n", "print(\"Unique Values in df1:\")\n", "print(unique_values_df1)\n", "\n", "print(\"\\nRepeated Values in df2:\")\n", "print(repeated_values_df2)\n" ] }, { "cell_type": "code", "execution_count": 15, "id": "3fbe8c57", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehgdg2sp_corr_splt_hlf
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1facesface02[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-20.211706554634592, -20.211706554634592, -2...0.640453
2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.99151507223307, -18.99151507223307, -19....0.640453
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.153439997303785, -19.153439997303785, -1...0.640453
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593251054700445, -19.593251054700445, -1...0.640453
..................
251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.050094282300535, -19.050094282300535, -1...0.682261
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.20552649252614, -19.20552649252614, -19....0.682261
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593265423580505, -19.593265423580505, -1...0.682261
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.886519666205615, -18.886519666205615, -1...0.682261
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.379200253494467, -19.379200253494467, -1...0.682261
\n", "

256 rows × 5 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg \\\n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", " dg2 sp_corr_splt_hlf \n", "0 [[-19.93076457390265, -19.93076457390265, -19.... 0.640453 \n", "1 [[-20.211706554634592, -20.211706554634592, -2... 0.640453 \n", "2 [[-18.99151507223307, -18.99151507223307, -19.... 0.640453 \n", "3 [[-19.153439997303785, -19.153439997303785, -1... 0.640453 \n", "4 [[-19.593251054700445, -19.593251054700445, -1... 0.640453 \n", ".. ... ... \n", "251 [[-19.050094282300535, -19.050094282300535, -1... 0.682261 \n", "252 [[-19.20552649252614, -19.20552649252614, -19.... 0.682261 \n", "253 [[-19.593265423580505, -19.593265423580505, -1... 0.682261 \n", "254 [[-18.886519666205615, -18.886519666205615, -1... 0.682261 \n", "255 [[-19.379200253494467, -19.379200253494467, -1... 0.682261 \n", "\n", "[256 rows x 5 columns]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.merge(loaded_df_csv, df_sh, on='stim_folder', how='outer')" ] }, { "cell_type": "code", "execution_count": null, "id": "6873e2b2", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "b568d804", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "0ec6401a", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "5fbccdc1", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "e79d4b83", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "05bf148f", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 19, "id": "3492dab1", "metadata": {}, "outputs": [], "source": [ "sp_corr_dg2 = []\n", "for i in range(len(loaded_df_csv)):\n", " sp_corr_dg2.append(spearmanr(loaded_df_csv['dg2'][i].flatten(), loaded_df_csv['hg'][i].flatten())[0])\n", " #break" ] }, { "cell_type": "code", "execution_count": 22, "id": "1cb4d2a9", "metadata": {}, "outputs": [], "source": [ "# Add the Spearman correlation values to the DataFrame\n", "loaded_df_csv['sp_corr_dg2'] = sp_corr_dg2" ] }, { "cell_type": "code", "execution_count": 23, "id": "e9809da0", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehgdg2sp_corr_dg2
0facesface01[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.93076457390265, -19.93076457390265, -19....0.525931
1facesface02[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-20.211706554634592, -20.211706554634592, -2...0.687697
2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.99151507223307, -18.99151507223307, -19....0.694408
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.153439997303785, -19.153439997303785, -1...0.734112
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593251054700445, -19.593251054700445, -1...0.529283
..................
251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.050094282300535, -19.050094282300535, -1...0.602548
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.20552649252614, -19.20552649252614, -19....0.783083
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.593265423580505, -19.593265423580505, -1...0.703977
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-18.886519666205615, -18.886519666205615, -1...0.656026
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...[[-19.379200253494467, -19.379200253494467, -1...0.735494
\n", "

256 rows × 5 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg \\\n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", " dg2 sp_corr_dg2 \n", "0 [[-19.93076457390265, -19.93076457390265, -19.... 0.525931 \n", "1 [[-20.211706554634592, -20.211706554634592, -2... 0.687697 \n", "2 [[-18.99151507223307, -18.99151507223307, -19.... 0.694408 \n", "3 [[-19.153439997303785, -19.153439997303785, -1... 0.734112 \n", "4 [[-19.593251054700445, -19.593251054700445, -1... 0.529283 \n", ".. ... ... \n", "251 [[-19.050094282300535, -19.050094282300535, -1... 0.602548 \n", "252 [[-19.20552649252614, -19.20552649252614, -19.... 0.783083 \n", "253 [[-19.593265423580505, -19.593265423580505, -1... 0.703977 \n", "254 [[-18.886519666205615, -18.886519666205615, -1... 0.656026 \n", "255 [[-19.379200253494467, -19.379200253494467, -1... 0.735494 \n", "\n", "[256 rows x 5 columns]" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "loaded_df_csv" ] }, { "cell_type": "code", "execution_count": 24, "id": "0d679042", "metadata": {}, "outputs": [], "source": [ "loaded_df_csv = loaded_df_csv.drop(columns=['dg2', 'hg'])" ] }, { "cell_type": "code", "execution_count": 25, "id": "db0c138a", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesp_corr_dg2
0facesface010.525931
1facesface020.687697
2facesface030.694408
3facesface040.734112
4facesface050.529283
............
251pareidolia_inv75_inv0.602548
252pareidolia_inv78_inv0.783083
253pareidolia_inv80_inv0.703977
254pareidolia_inv81_inv0.656026
255pareidolia_inv83_inv0.735494
\n", "

256 rows × 3 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name sp_corr_dg2\n", "0 faces face01 0.525931\n", "1 faces face02 0.687697\n", "2 faces face03 0.694408\n", "3 faces face04 0.734112\n", "4 faces face05 0.529283\n", ".. ... ... ...\n", "251 pareidolia_inv 75_inv 0.602548\n", "252 pareidolia_inv 78_inv 0.783083\n", "253 pareidolia_inv 80_inv 0.703977\n", "254 pareidolia_inv 81_inv 0.656026\n", "255 pareidolia_inv 83_inv 0.735494\n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "loaded_df_csv" ] }, { "cell_type": "code", "execution_count": 26, "id": "feb185b0", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "objects 32\n", "pareidolia_art 32\n", "objects_inv 32\n", "faces 32\n", "pareidolia_art_inv 32\n", "faces_inv 32\n", "pareidolia_inv 32\n", "pareidolia 32\n", "Name: stim_folder, dtype: int64" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "loaded_df_csv['stim_folder'].value_counts()" ] }, { "cell_type": "code", "execution_count": 27, "id": "36efceb1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " stim_folder stim_name sp_corr_dg2\n", "0 faces face01 0.525931\n", "31 faces face32 0.610146\n", "30 faces face31 0.750339\n", "29 faces face30 0.646035\n", "28 faces face29 0.626982\n", ".. ... ... ...\n", "218 pareidolia_art_inv par_gaze_27_inv 0.633605\n", "219 pareidolia_art_inv par_gaze_28_inv 0.752477\n", "220 pareidolia_art_inv par_gaze_29_inv 0.753881\n", "222 pareidolia_art_inv par_gaze_31_inv 0.683020\n", "223 pareidolia_art_inv par_gaze_32_inv 0.582101\n", "\n", "[256 rows x 3 columns]\n" ] } ], "source": [ "# Define the custom order\n", "custom_order = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "\n", "# Convert the 'stim_folder' column to a Categorical data type with the custom order\n", "loaded_df_csv['stim_folder'] = pd.Categorical(loaded_df_csv['stim_folder'], categories=custom_order, ordered=True)\n", "\n", "# Sort the DataFrame based on the custom order\n", "df_sorted = loaded_df_csv.sort_values(by='stim_folder')\n", "\n", "# Print the sorted DataFrame\n", "print(df_sorted)" ] }, { "cell_type": "code", "execution_count": 28, "id": "3d9bcec6", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesp_corr_dg2
0facesface010.525931
31facesface320.610146
30facesface310.750339
29facesface300.646035
28facesface290.626982
............
218pareidolia_art_invpar_gaze_27_inv0.633605
219pareidolia_art_invpar_gaze_28_inv0.752477
220pareidolia_art_invpar_gaze_29_inv0.753881
222pareidolia_art_invpar_gaze_31_inv0.683020
223pareidolia_art_invpar_gaze_32_inv0.582101
\n", "

256 rows × 3 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name sp_corr_dg2\n", "0 faces face01 0.525931\n", "31 faces face32 0.610146\n", "30 faces face31 0.750339\n", "29 faces face30 0.646035\n", "28 faces face29 0.626982\n", ".. ... ... ...\n", "218 pareidolia_art_inv par_gaze_27_inv 0.633605\n", "219 pareidolia_art_inv par_gaze_28_inv 0.752477\n", "220 pareidolia_art_inv par_gaze_29_inv 0.753881\n", "222 pareidolia_art_inv par_gaze_31_inv 0.683020\n", "223 pareidolia_art_inv par_gaze_32_inv 0.582101\n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_sorted" ] }, { "cell_type": "code", "execution_count": 30, "id": "02efe074", "metadata": {}, "outputs": [], "source": [ "df_sorted_sh = pd.merge(df_sorted, df_sh, on='stim_folder', how='outer')" ] }, { "cell_type": "code", "execution_count": 31, "id": "293790d5", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesp_corr_dg2sp_corr_splt_hlf
0facesface010.5259310.640453
1facesface320.6101460.640453
2facesface310.7503390.640453
3facesface300.6460350.640453
4facesface290.6269820.640453
...............
251pareidolia_art_invpar_gaze_27_inv0.6336050.648207
252pareidolia_art_invpar_gaze_28_inv0.7524770.648207
253pareidolia_art_invpar_gaze_29_inv0.7538810.648207
254pareidolia_art_invpar_gaze_31_inv0.6830200.648207
255pareidolia_art_invpar_gaze_32_inv0.5821010.648207
\n", "

256 rows × 4 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name sp_corr_dg2 sp_corr_splt_hlf\n", "0 faces face01 0.525931 0.640453\n", "1 faces face32 0.610146 0.640453\n", "2 faces face31 0.750339 0.640453\n", "3 faces face30 0.646035 0.640453\n", "4 faces face29 0.626982 0.640453\n", ".. ... ... ... ...\n", "251 pareidolia_art_inv par_gaze_27_inv 0.633605 0.648207\n", "252 pareidolia_art_inv par_gaze_28_inv 0.752477 0.648207\n", "253 pareidolia_art_inv par_gaze_29_inv 0.753881 0.648207\n", "254 pareidolia_art_inv par_gaze_31_inv 0.683020 0.648207\n", "255 pareidolia_art_inv par_gaze_32_inv 0.582101 0.648207\n", "\n", "[256 rows x 4 columns]" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_sorted_sh" ] }, { "cell_type": "code", "execution_count": 33, "id": "7cea2334", "metadata": {}, "outputs": [], "source": [ "# Divide Column1 by Column2\n", "df_sorted_sh['sh_corrected'] = df_sorted_sh['sp_corr_dg2'] / df_sorted_sh['sp_corr_splt_hlf']" ] }, { "cell_type": "code", "execution_count": 34, "id": "af406de8", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesp_corr_dg2sp_corr_splt_hlfsh_corrected
0facesface010.5259310.6404530.821186
1facesface320.6101460.6404530.952678
2facesface310.7503390.6404531.171575
3facesface300.6460350.6404531.008716
4facesface290.6269820.6404530.978966
..................
251pareidolia_art_invpar_gaze_27_inv0.6336050.6482070.977474
252pareidolia_art_invpar_gaze_28_inv0.7524770.6482071.160860
253pareidolia_art_invpar_gaze_29_inv0.7538810.6482071.163025
254pareidolia_art_invpar_gaze_31_inv0.6830200.6482071.053708
255pareidolia_art_invpar_gaze_32_inv0.5821010.6482070.898018
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256 rows × 5 columns

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" ], "text/plain": [ " stim_folder stim_name sp_corr_dg2 sp_corr_splt_hlf \\\n", "0 faces face01 0.525931 0.640453 \n", "1 faces face32 0.610146 0.640453 \n", "2 faces face31 0.750339 0.640453 \n", "3 faces face30 0.646035 0.640453 \n", "4 faces face29 0.626982 0.640453 \n", ".. ... ... ... ... \n", "251 pareidolia_art_inv par_gaze_27_inv 0.633605 0.648207 \n", "252 pareidolia_art_inv par_gaze_28_inv 0.752477 0.648207 \n", "253 pareidolia_art_inv par_gaze_29_inv 0.753881 0.648207 \n", "254 pareidolia_art_inv par_gaze_31_inv 0.683020 0.648207 \n", "255 pareidolia_art_inv par_gaze_32_inv 0.582101 0.648207 \n", "\n", " sh_corrected \n", "0 0.821186 \n", "1 0.952678 \n", "2 1.171575 \n", "3 1.008716 \n", "4 0.978966 \n", ".. ... \n", "251 0.977474 \n", "252 1.160860 \n", "253 1.163025 \n", "254 1.053708 \n", "255 0.898018 \n", "\n", "[256 rows x 5 columns]" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_sorted_sh" ] }, { "cell_type": "code", "execution_count": 44, "id": "5f2aa57c", "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "p-value annotation legend:\n", " ∗: 1.00e-02 < p <= 5.00e-02\n", " ∗∗: 1.00e-03 < p <= 1.00e-02\n", " ∗∗∗: p <= 1.00e-03\n", "\n", "objects_inv vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.839e-03 Stat=9.704e+00\n", "objects vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.400e-02 Stat=6.038e+00\n", "objects_inv vs. pareidolia_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:5.446e-03 Stat=7.725e+00\n", "pareidolia vs. pareidolia_art: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:8.495e-03 Stat=6.926e+00\n", "pareidolia_inv vs. pareidolia_art_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.603e-03 Stat=9.956e+00\n", "faces_inv vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.052e-03 Stat=1.073e+01\n", "objects vs. pareidolia_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.685e-02 Stat=5.712e+00\n", "pareidolia vs. pareidolia_art_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:1.461e-03 Stat=1.013e+01\n", "faces vs. pareidolia: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:8.495e-03 Stat=6.926e+00\n", "faces_inv vs. pareidolia_inv: Kruskal-Wallis independent samples (pairwise between groups) with Benjamini-Hochberg correction, P_val:3.891e-03 Stat=8.334e+00\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "%matplotlib inline\n", "import seaborn as sns\n", "from statannotations.Annotator import Annotator\n", "\n", "x = \"stim_folder\"\n", "y = \"sh_corrected\"\n", "\n", "# Filter the DataFrame based on the 'Time' condition\n", "subset_df = df_sorted_sh\n", "\n", "# Increase the figure size and font size\n", "plt.figure(figsize=(6, 4))\n", "sns.set(style=\"white\", rc={\"axes.edgecolor\": \"black\", \"grid.color\": \"black\", \"grid.linestyle\": \":\"}, font_scale=1.5)\n", "\n", "# Create a palette with distinct colors\n", "palette = sns.color_palette(\"Set3\", n_colors=len(subset_df[x].unique())) # You can choose any other colormap\n", "\n", "# Create the barplot with the distinct color palette\n", "ax = sns.barplot(data=subset_df, x=x, y=y, palette=palette, capsize=0.1, errwidth=1.5) # Added capsize and errwidth for error bars\n", "# ax = sns.boxplot(data=subset_df, x=x, y=y, palette=palette) # Added capsize and errwidth for error bars\n", "\n", "\n", "# Add statistical annotations\n", "annot = Annotator(ax, combinations_list, data=subset_df, x=x, y=y)\n", "annot.new_plot(ax, combinations_list,\n", " data=subset_df, x=x, y=y)\n", "annot.configure(test='Kruskal', text_format='star', loc='outside',\n", " comparisons_correction=\"fdr_bh\",\n", " hide_non_significant=True,\n", " pvalue_thresholds=[[1e-3, '∗∗∗'], [1e-2, \"∗∗\"], [0.05, \"∗\"]], verbose=2, line_height = .05)\n", "\n", "#annot.apply_test()\n", "\n", "# Adjust the position of stars between lines\n", "#annot.line_offset_to_group = 0.5\n", "#annot.line_offset = 0.3 # Adjust this value to move the stars closer to the lines\n", "#annot.text_offset = 0.05 # Adjust this value to move the stars closer to the lines\n", "#ax, test_results = annot.annotate(line_offset = 0.01)\n", "#ax, test_results = annot.annotate()\n", "\n", "ax, test_results = annot.apply_test().annotate(line_offset=0.2)\n", "\n", "# Remove top and right plot edges\n", "sns.despine()\n", "\n", "# Define explicit legend handles\n", "legend_labels = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "legend_handles = [plt.Rectangle((0, 0), 1, 1, color=color, label=label) for color, label in zip(palette, legend_labels)]\n", "\n", "# Create legend without edges and without error bars, and change the title to \"CNN\"\n", "legend = ax.legend(handles=legend_handles, title=\"\", title_fontsize='16', loc='upper left', bbox_to_anchor=(1, 1), frameon=False, fontsize=16)\n", "\n", "\n", "\n", "# Remove x-axis ticks and labels\n", "#ax.set_xticks([])\n", "#ax.set_xticklabels([])\n", "\n", "# Set y-axis limits from 0 to 1\n", "ax.set_ylim(0.9, 1.1)\n", "ax.set_yticks(np.linspace(0.9, 1.1, num=11))\n", "\n", "# Show the tick marks on the left side of the y-axis\n", "#ax.tick_params(axis='y', direction='out', length=5) # Adjust 'length' as needed\n", "ax.tick_params(tick1On=True)\n", "\n", "# Set font size for axis labels and title\n", "ax.set_ylabel('S-H corrected DG2E & HG correlation \\n [Spearman\\'s r]', fontsize=16)\n", "#ax.set_ylabel('')\n", "#ax.set_xlabel('2 (orientation) x 4 (stimuli condition)', fontsize=16)\n", "ax.set_xticklabels(ax.get_xticklabels(), rotation=90)\n", "\n", "\n", "#ax.set_title('255ms:lay13-15', fontsize=18)\n", "\n", "# Set font size for tick labels\n", "ax.tick_params(axis='both', labelsize=16)\n", "\n", "# Uncomment the following lines to show y-axis ticks and tick labels\n", "# ax.set_yticks(np.linspace(0, 1.0, num=11)) # Uncomment if not already set\n", "#ax.set_yticklabels(['0.0', '0.1', '0.2', '0.3', '0.4', '0.5', '0.6', '0.7', '0.8', '0.9', '1.0'])\n", "\n", "#plt.savefig('fig_5_3.png', dpi= 600, bbox_inches='tight')\n", "#plt.savefig('fig_5_3.png', dpi= 600)\n", "\n", "\n", "# Show the plot\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": null, "id": "24057961", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "5877b510", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "a9a4da8a", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "edfab771", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "8f454bd9", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 19, "id": "b7559c80", "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "array(['S04', 'S05', 'S06', 'S07', 'S08', 'S09', 'S10', 'S11', 'S12',\n", " 'S13', 'S14', 'S15', 'S16', 'S17', 'S18', 'S19', 'S20', 'S21',\n", " 'S22', 'S23', 'S24', 'S25', 'S26', 'S27', 'S28', 'S29'],\n", " dtype=object)" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Get all unique values in the 'sub' column\n", "unique_subs = df['sub'].unique()\n", "unique_subs" ] }, { "cell_type": "code", "execution_count": 20, "id": "cc285653", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['S17', 'S22', 'S20', 'S25', 'S15', 'S13', 'S27', 'S04', 'S06',\n", " 'S10', 'S08', 'S09', 'S07', 'S28', 'S23', 'S14', 'S29', 'S11',\n", " 'S26', 'S05', 'S12', 'S24', 'S16', 'S21', 'S18', 'S19'],\n", " dtype=object)" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Randomly shuffle the unique values\n", "np.random.shuffle(unique_subs)\n", "unique_subs" ] }, { "cell_type": "code", "execution_count": 21, "id": "486cf66c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "13" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Calculate the index to split at (half of the unique values)\n", "split_index = len(unique_subs) // 2\n", "split_index" ] }, { "cell_type": "code", "execution_count": 23, "id": "162006ff", "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "array(['S17', 'S22', 'S20', 'S25', 'S15', 'S13', 'S27', 'S04', 'S06',\n", " 'S10', 'S08', 'S09', 'S07'], dtype=object)" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Select the first half of unique values\n", "selected_subs_df1 = unique_subs[:split_index]\n", "selected_subs_df1" ] }, { "cell_type": "code", "execution_count": 24, "id": "e9ad53ad", "metadata": {}, "outputs": [], "source": [ "# Split the DataFrame into two based on the selected unique values\n", "df1 = df[df['sub'].isin(selected_subs_df1)]\n", "df2 = df[~df['sub'].isin(selected_subs_df1)]" ] }, { "cell_type": "code", "execution_count": 25, "id": "783a8dd0", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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dg3stim_folderstim_namesubhg
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5926[[-21.75621475693642, -21.75621475693642, -21....objects78_matchS27[[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,...
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dg3stim_folderstim_namesubhg
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251[[-20.96469292954289, -20.96469292954289, -20....faces_invface02_invS05[[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,...
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253[[-23.50631882651886, -23.50631882651886, -23....facesface20S05[[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,...
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stim_folderstim_namehg_1
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1facesface02[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
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251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
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256 rows × 3 columns

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" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg_1 \n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df1_hg = df1.groupby(['stim_folder', 'stim_name'])['hg'].apply(lambda x: np.mean(x.tolist(), axis=0)).reset_index()\n", "\n", "# Rename the column 'old_col_name' to 'new_col_name'\n", "df1_hg = df1_hg.rename(columns={'hg': 'hg_1'})\n", "df1_hg" ] }, { "cell_type": "code", "execution_count": 29, "id": "6c8fa6bb", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namehg_2
0facesface01[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
1facesface02[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
2facesface03[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
3facesface04[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
4facesface05[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
............
251pareidolia_inv75_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
252pareidolia_inv78_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
253pareidolia_inv80_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
254pareidolia_inv81_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
255pareidolia_inv83_inv[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,...
\n", "

256 rows × 3 columns

\n", "
" ], "text/plain": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg_2 \n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df2_hg = df2.groupby(['stim_folder', 'stim_name'])['hg'].apply(lambda x: np.mean(x.tolist(), axis=0)).reset_index()\n", "\n", "# Rename the column 'old_col_name' to 'new_col_name'\n", "df2_hg = df2_hg.rename(columns={'hg': 'hg_2'})\n", "df2_hg" ] }, { "cell_type": "code", "execution_count": 30, "id": "0b460ad5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " stim_folder stim_name \\\n", "0 faces face01 \n", "1 faces face02 \n", "2 faces face03 \n", "3 faces face04 \n", "4 faces face05 \n", ".. ... ... \n", "251 pareidolia_inv 75_inv \n", "252 pareidolia_inv 78_inv \n", "253 pareidolia_inv 80_inv \n", "254 pareidolia_inv 81_inv \n", "255 pareidolia_inv 83_inv \n", "\n", " hg_1 \\\n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", " hg_2 \n", "0 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "1 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "2 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "3 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "4 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", ".. ... \n", "251 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "252 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "253 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "254 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "255 [[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0,... \n", "\n", "[256 rows x 4 columns]\n" ] } ], "source": [ "# Merge the DataFrames based on 'stim_folder' and 'stim_name'\n", "merged_df = pd.merge(df1_hg, df2_hg, on=['stim_folder', 'stim_name'], how='inner')\n", "\n", "# Display the resulting merged DataFrame\n", "print(merged_df)" ] }, { "cell_type": "code", "execution_count": 34, "id": "3be7535f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.imshow(merged_df['hg_1'][1])" ] }, { "cell_type": "code", "execution_count": 35, "id": "48eb82a8", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.imshow(merged_df['hg_2'][1])" ] }, { "cell_type": "code", "execution_count": null, "id": "778da74b", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 36, "id": "955721a6", "metadata": {}, "outputs": [], "source": [ "sp_corr_splt_hlf = []\n", "for i in range(len(merged_df)):\n", " sp_corr_splt_hlf.append(spearmanr(merged_df['hg_1'][i].flatten(), merged_df['hg_2'][i].flatten())[0])\n", " #break" ] }, { "cell_type": "code", "execution_count": 37, "id": "3cf2d0f9", "metadata": {}, "outputs": [], "source": [ "# Add the Spearman correlation values to the DataFrame\n", "merged_df['sp_corr_splt_hlf'] = sp_corr_splt_hlf" ] }, { "cell_type": "code", "execution_count": 38, "id": "8e0ead15", "metadata": {}, "outputs": [], "source": [ "merged_df = merged_df.drop(columns=['hg_1', 'hg_2'])" ] }, { "cell_type": "code", "execution_count": 39, "id": "0a2c8570", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_folderstim_namesp_corr_splt_hlf
0facesface010.492283
1facesface020.687678
2facesface030.634083
3facesface040.592181
4facesface050.600470
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251pareidolia_inv75_inv0.695518
252pareidolia_inv78_inv0.729614
253pareidolia_inv80_inv0.767422
254pareidolia_inv81_inv0.768320
255pareidolia_inv83_inv0.763537
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" ], "text/plain": [ " stim_folder stim_name sp_corr_splt_hlf\n", "0 faces face01 0.492283\n", "1 faces face02 0.687678\n", "2 faces face03 0.634083\n", "3 faces face04 0.592181\n", "4 faces face05 0.600470\n", ".. ... ... ...\n", "251 pareidolia_inv 75_inv 0.695518\n", "252 pareidolia_inv 78_inv 0.729614\n", "253 pareidolia_inv 80_inv 0.767422\n", "254 pareidolia_inv 81_inv 0.768320\n", "255 pareidolia_inv 83_inv 0.763537\n", "\n", "[256 rows x 3 columns]" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "merged_df" ] }, { "cell_type": "code", "execution_count": 41, "id": "d302dc86", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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stim_foldersp_corr_splt_hlf
0faces0.646486
1faces_inv0.644655
2objects0.659655
3objects_inv0.645310
4pareidolia0.695382
5pareidolia_art0.640874
6pareidolia_art_inv0.653417
7pareidolia_inv0.687064
\n", "
" ], "text/plain": [ " stim_folder sp_corr_splt_hlf\n", "0 faces 0.646486\n", "1 faces_inv 0.644655\n", "2 objects 0.659655\n", "3 objects_inv 0.645310\n", "4 pareidolia 0.695382\n", "5 pareidolia_art 0.640874\n", "6 pareidolia_art_inv 0.653417\n", "7 pareidolia_inv 0.687064" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "merged_df = merged_df.groupby('stim_folder')['sp_corr_splt_hlf'].mean().reset_index()\n", "merged_df" ] }, { "cell_type": "code", "execution_count": 42, "id": "9dbab573", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " stim_folder sp_corr_splt_hlf\n", "0 faces 0.646486\n", "1 faces_inv 0.644655\n", "2 objects 0.659655\n", "3 objects_inv 0.645310\n", "4 pareidolia 0.695382\n", "7 pareidolia_inv 0.687064\n", "5 pareidolia_art 0.640874\n", "6 pareidolia_art_inv 0.653417\n" ] } ], "source": [ "# Define the custom order\n", "custom_order = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "\n", "# Convert the 'stim_folder' column to a Categorical data type with the custom order\n", "merged_df['stim_folder'] = pd.Categorical(merged_df['stim_folder'], categories=custom_order, ordered=True)\n", "\n", "# Sort the DataFrame based on the custom order\n", "merged_df_sorted = merged_df.sort_values(by='stim_folder')\n", "\n", "# Print the sorted DataFrame\n", "print(merged_df_sorted)" ] }, { "cell_type": "code", "execution_count": 43, "id": "150d3228", "metadata": {}, "outputs": [], "source": [ "# Extract the 'sp_corr_splt_hlf' column and save it to a NumPy array\n", "sp_corr_splt_hlf_array = merged_df_sorted['sp_corr_splt_hlf'].to_numpy()" ] }, { "cell_type": "code", "execution_count": 44, "id": "01253db8", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([0.64648617, 0.64465511, 0.65965516, 0.64530994, 0.69538224,\n", " 0.68706432, 0.64087402, 0.65341664])" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sp_corr_splt_hlf_array" ] }, { "cell_type": "code", "execution_count": null, "id": "30d27acc", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "f2d9d05e", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "d751aabb", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "2bcf36b3", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 64, "id": "e2ce5789", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['S13' 'S06' 'S10' 'S11' 'S24' 'S09' 'S07' 'S20' 'S05' 'S22' 'S27' 'S12'\n", " 'S19' 'S04' 'S26' 'S18' 'S16' 'S25' 'S29' 'S14' 'S28' 'S08' 'S15' 'S17'\n", " 'S21' 'S23']\n", "['S10' 'S08' 'S15' 'S06' 'S16' 'S05' 'S29' 'S14' 'S17' 'S28' 'S22' 'S24'\n", " 'S19' 'S12' 'S20' 'S23' 'S25' 'S27' 'S21' 'S07' 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0.62888891, 0.65014541]), array([0.65315416, 0.6475758 , 0.65955654, 0.64557392, 0.70640707,\n", " 0.67826459, 0.64458398, 0.65694756]), array([0.62814914, 0.64635728, 0.65456358, 0.64938911, 0.68756811,\n", " 0.67672179, 0.63663924, 0.64045082]), array([0.63331105, 0.63356509, 0.65355591, 0.64369202, 0.68899086,\n", " 0.69285063, 0.62656312, 0.65583675]), array([0.63956705, 0.64242107, 0.64095999, 0.64408248, 0.69480441,\n", " 0.67395648, 0.62098916, 0.63268729]), array([0.63673657, 0.64228799, 0.64885168, 0.64860178, 0.69492685,\n", " 0.67751842, 0.62817573, 0.64640952]), array([0.65737198, 0.64564296, 0.65317555, 0.64450606, 0.6892349 ,\n", " 0.67259192, 0.63620116, 0.63559246]), array([0.65059364, 0.63751089, 0.63179825, 0.65823724, 0.70306623,\n", " 0.68644389, 0.6418104 , 0.639978 ]), array([0.65202058, 0.63902554, 0.65833288, 0.64054768, 0.68112305,\n", " 0.68239243, 0.63372374, 0.6446803 ]), array([0.64611474, 0.63429541, 0.65248615, 0.65571954, 0.69027644,\n", " 0.68010258, 0.62801035, 0.65499764]), array([0.62766219, 0.64437118, 0.65081495, 0.6561219 , 0.69562128,\n", " 0.68756066, 0.6250168 , 0.65208874]), array([0.6391058 , 0.64264137, 0.65407926, 0.63852222, 0.69071099,\n", " 0.68953718, 0.63825191, 0.64274256]), array([0.66110507, 0.65177554, 0.64959768, 0.64638961, 0.69895612,\n", " 0.68932421, 0.63588516, 0.65079076]), array([0.64467695, 0.64114923, 0.64974102, 0.64368561, 0.7030071 ,\n", " 0.6872263 , 0.62628548, 0.66814014]), array([0.6271655 , 0.6274346 , 0.65055242, 0.64604697, 0.69361587,\n", " 0.67733566, 0.63529526, 0.64689901]), array([0.64388326, 0.63893661, 0.64403646, 0.64227873, 0.67908511,\n", " 0.67481175, 0.63057493, 0.64381482]), array([0.6465022 , 0.63682109, 0.66300022, 0.64549453, 0.70045614,\n", " 0.68111254, 0.6332456 , 0.64313761]), array([0.63945303, 0.63884669, 0.65412809, 0.64934734, 0.68674967,\n", " 0.68734111, 0.632543 , 0.65656869]), array([0.65082094, 0.64662552, 0.64846949, 0.64859982, 0.68861653,\n", " 0.68038117, 0.63599853, 0.6532554 ]), array([0.63932629, 0.63026976, 0.63962726, 0.64428394, 0.68164723,\n", " 0.6848479 , 0.63125495, 0.63810436]), array([0.63348841, 0.64416528, 0.65347103, 0.65773813, 0.68796429,\n", " 0.68102756, 0.63174924, 0.64765318]), array([0.6334736 , 0.63254519, 0.65403561, 0.64473961, 0.68731046,\n", " 0.68445085, 0.63938059, 0.65597929]), array([0.64419819, 0.64939312, 0.65394341, 0.64514855, 0.68375173,\n", " 0.68009977, 0.63621341, 0.65064907]), array([0.63237351, 0.64354451, 0.65747701, 0.65286533, 0.69145472,\n", " 0.69633537, 0.64184033, 0.65279803]), array([0.64632873, 0.64402231, 0.65685392, 0.643144 , 0.7035067 ,\n", " 0.67856233, 0.64078475, 0.65052149]), array([0.63621478, 0.64337015, 0.65640403, 0.65592325, 0.70080302,\n", " 0.68809887, 0.6542335 , 0.65077312]), array([0.63750696, 0.63428935, 0.6569124 , 0.64321459, 0.69373315,\n", " 0.6850461 , 0.62917502, 0.6499458 ]), array([0.64923901, 0.634709 , 0.64568007, 0.64932484, 0.69243579,\n", " 0.68254882, 0.62497293, 0.64822376])]\n" ] } ], "source": [ "# Number of times to perform the bootstrap sampling\n", "num_iterations = 50\n", "sp_corr_splt_hlf_array = []\n", "\n", "for _ in range(num_iterations):\n", "\n", " # Get all unique values in the 'sub' column\n", " unique_subs = df['sub'].unique()\n", " #print(unique_subs)\n", "\n", " # Randomly shuffle the unique values\n", " np.random.shuffle(unique_subs)\n", " print(unique_subs)\n", "\n", " # Calculate the index to split at (half of the unique values)\n", " split_index = len(unique_subs) // 2\n", " #print(split_index)\n", "\n", " # Select the first half of unique values\n", " selected_subs_df1 = unique_subs[:split_index]\n", " #selected_subs_df1\n", "\n", " # Split the DataFrame into two based on the selected unique values\n", " df1 = df[df['sub'].isin(selected_subs_df1)]\n", " df2 = df[~df['sub'].isin(selected_subs_df1)]\n", "\n", " df1_hg = df1.groupby(['stim_folder', 'stim_name'])['hg'].apply(lambda x: np.mean(x.tolist(), axis=0)).reset_index()\n", "\n", " # Rename the column 'old_col_name' to 'new_col_name'\n", " df1_hg = df1_hg.rename(columns={'hg': 'hg_1'})\n", " #df1_hg\n", "\n", " df2_hg = df2.groupby(['stim_folder', 'stim_name'])['hg'].apply(lambda x: np.mean(x.tolist(), axis=0)).reset_index()\n", "\n", " # Rename the column 'old_col_name' to 'new_col_name'\n", " df2_hg = df2_hg.rename(columns={'hg': 'hg_2'})\n", " #df2_hg\n", "\n", " # Merge the DataFrames based on 'stim_folder' and 'stim_name'\n", " merged_df = pd.merge(df1_hg, df2_hg, on=['stim_folder', 'stim_name'], how='inner')\n", "\n", " # Display the resulting merged DataFrame\n", " #print(merged_df)\n", "\n", " sp_corr_splt_hlf = []\n", " for i in range(len(merged_df)):\n", " sp_corr_splt_hlf.append(spearmanr(merged_df['hg_1'][i].flatten(), merged_df['hg_2'][i].flatten())[0])\n", " #break\n", "\n", " # Add the Spearman correlation values to the DataFrame\n", " merged_df['sp_corr_splt_hlf'] = sp_corr_splt_hlf\n", "\n", " merged_df = merged_df.drop(columns=['hg_1', 'hg_2'])\n", "\n", " merged_df = merged_df.groupby('stim_folder')['sp_corr_splt_hlf'].mean().reset_index()\n", "\n", " # Define the custom order\n", " custom_order = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "\n", " # Convert the 'stim_folder' column to a Categorical data type with the custom order\n", " merged_df['stim_folder'] = pd.Categorical(merged_df['stim_folder'], categories=custom_order, ordered=True)\n", "\n", " # Sort the DataFrame based on the custom order\n", " merged_df_sorted = merged_df.sort_values(by='stim_folder')\n", "\n", " # Print the sorted DataFrame\n", " #print(merged_df_sorted)\n", "\n", " # Extract the 'sp_corr_splt_hlf' column and save it to a NumPy array\n", " sp_corr_splt_hlf_array.append(merged_df_sorted['sp_corr_splt_hlf'].to_numpy())\n", "\n", "print(sp_corr_splt_hlf_array)\n" ] }, { "cell_type": "code", "execution_count": 66, "id": "3fa9422a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([0.64045339, 0.63962363, 0.65247639, 0.64685355, 0.69212828,\n", " 0.68226111, 0.63446804, 0.64820666])" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.mean(sp_corr_splt_hlf_array, axis=0)" ] }, { "cell_type": "code", "execution_count": 65, "id": "10718a78", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "50" ] }, "execution_count": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(sp_corr_splt_hlf_array)" ] }, { "cell_type": "code", "execution_count": 68, "id": "1ac85240", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Conditions S-H rho\n", "------------------ ---------\n", "faces 0.640453\n", "faces_inv 0.639624\n", "objects 0.652476\n", "objects_inv 0.646854\n", "pareidolia 0.692128\n", "pareidolia_inv 0.682261\n", "pareidolia_art 0.634468\n", "pareidolia_art_inv 0.648207\n" ] } ], "source": [ "from tabulate import tabulate\n", "\n", "mapping = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "values = [0.64045339, 0.63962363, 0.65247639, 0.64685355, 0.69212828, 0.68226111, 0.63446804, 0.64820666]\n", "\n", "array_result = np.array(values)\n", "\n", "table = list(zip(mapping, array_result))\n", "headers = [\"Conditions\", \"S-H rho\"]\n", "\n", "print(tabulate(table, headers=headers))" ] }, { "cell_type": "code", "execution_count": 17, "id": "3b4c3fe0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " stim_folder sp_corr_splt_hlf\n", "0 faces 0.640453\n", "1 faces_inv 0.639624\n", "2 objects 0.652476\n", "3 objects_inv 0.646854\n", "4 pareidolia 0.692128\n", "5 pareidolia_inv 0.682261\n", "6 pareidolia_art 0.634468\n", "7 pareidolia_art_inv 0.648207\n" ] } ], "source": [ "# Given data\n", "mapping = ['faces', 'faces_inv', 'objects', 'objects_inv', 'pareidolia', 'pareidolia_inv', 'pareidolia_art', 'pareidolia_art_inv']\n", "values = [0.64045339, 0.63962363, 0.65247639, 0.64685355, 0.69212828, 0.68226111, 0.63446804, 0.64820666]\n", "\n", "# Create a DataFrame\n", "df_sh = pd.DataFrame({'stim_folder': mapping, 'sp_corr_splt_hlf': values})\n", "\n", "# Print the DataFrame\n", "print(df_sh)" ] }, { "cell_type": "code", "execution_count": null, "id": "04fd3c07", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "10ac43f4", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "a60ccce0", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "873461b1", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "dbda9f4b", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "7ae9f2d9", "metadata": {}, "outputs": [], "source": [ "\n", "correlation_coef_objects_iter_img = []\n", "\n", "for keys in y_objects:\n", " mmm = []\n", " print(keys)\n", " for i in range(len(y_objects_subs)):\n", " if y_objects_subs[i][0][0] == keys:\n", " mmm.append(y_objects_subs[i][1])\n", " #print(y_faces_subs[i][1])\n", "\n", " # Number of times to perform the bootstrap sampling\n", " num_iterations = 50\n", " correlation_coef_objects_iter = []\n", "\n", " for _ in range(num_iterations):\n", "\n", " # Define your dataset\n", " dataset = list(range(len(mmm)))\n", "\n", " # Perform bootstrap sampling without replacement until no dataset is left\n", " bootstrap_samples = []\n", " correlation_coef_objects = []\n", "\n", " while dataset:\n", " bootstrap_sample = random.sample(dataset, len(dataset))\n", " bootstrap_samples.append(bootstrap_sample)\n", " dataset = [x for x in dataset if x not in bootstrap_sample]\n", "\n", " # Print the bootstrap samples\n", " #for i, sample in enumerate(bootstrap_samples):\n", " # print(f\"Bootstrap Sample {k + 1}: {sample}\")\n", " \n", " temp1 = []\n", " temp2 = []\n", "\n", " for i in bootstrap_samples[0][:int(len(bootstrap_samples[0])/2)]:\n", " temp1.append(mmm[i])\n", "\n", " for i in bootstrap_samples[0][int(len(bootstrap_samples[0])/2):]:\n", " temp2.append(mmm[i])\n", "\n", " #print(temp1)\n", " temp1 = np.mean(temp1, axis=0)\n", " temp2 = np.mean(temp2, axis=0)\n", " \n", " #plt.matshow(mmm[sample[i]])\n", " #plt.matshow(mmm[sample[i+1]])\n", " correlation_coef_objects.append(spearmanr(temp1.flatten(),\n", " temp2.flatten())[0])\n", "\n", " correlation_coef_objects_iter.append(np.mean(correlation_coef_objects))\n", " \n", " #break\n", " \n", "\n", " correlation_coef_objects_iter_img.append(np.mean(correlation_coef_objects_iter))\n", " \n", " #break\n", " " ] }, { "cell_type": "code", "execution_count": null, "id": "f59ec104", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "27c5282e", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "55fccdef", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "856344fb", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "68144351", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "031db151", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "6a111361", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "3fcfb699", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "9a181318", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "abbe38bb", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "eba2327a", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "084d5689", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "36cc322a", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "5841029d", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "973779fb", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "1594f5f5", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "2d1b2423", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "893d2965", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "b54a54cd", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "92934490", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "520e6c25", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "6d8f569b", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "08b42deb", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "c30b8314", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.5" } }, "nbformat": 4, "nbformat_minor": 5 }