diff --git "a/notebooks/backup_notebook.ipynb" "b/notebooks/backup_notebook.ipynb" deleted file mode 100644--- "a/notebooks/backup_notebook.ipynb" +++ /dev/null @@ -1,1250 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "2899a039-94b5-4435-9f2a-6e047da46ff6", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "from astropy.io import fits\n", - "import os\n", - "from astropy.table import Table\n", - "from scipy.spatial import KDTree\n", - "\n", - "import matplotlib.pyplot as plt\n", - "\n", - "from IPython.display import Image\n", - "from IPython.core.display import HTML " - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "92ae41a8-9627-46e8-81d1-29191e253f7f", - "metadata": {}, - "outputs": [], - "source": [ - "import torch\n", - "from torch.utils.data import DataLoader, dataset, TensorDataset\n", - "from torch import nn, optim\n", - "from torch.optim import lr_scheduler" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "465d798e-a52c-423c-ac49-c37d5b1a3a8f", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.append('../insight')\n", - "from archive import archive \n", - "from insight_arch import Photoz_network\n", - "from insight import Insight_module\n", - "from utils import sigma68, nmad, plot_photoz_estimates\n", - "from scipy import stats\n", - "from scipy.stats import norm\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "0efc8f49-a27b-4176-ae4f-3054786f41ff", - "metadata": {}, - "outputs": [], - "source": [ - "from matplotlib import rcParams\n", - "rcParams[\"mathtext.fontset\"] = \"stix\"\n", - "rcParams[\"font.family\"] = \"STIXGeneral\"\n", - "parent_dir = '/data/astro/scratch/lcabayol/Euclid/NNphotozs/Euclid_EXT_MER_PHZ_DC2_v1.5'" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "f85cc1df-bf2a-4755-8161-fe61f9329a50", - "metadata": {}, - "outputs": [], - "source": [ - "from torch import nn, optim\n", - "import torch\n", - "class Photoz_network(nn.Module):\n", - " def __init__(self, num_gauss=10, dropout_prob=0, use_flag=False):\n", - " super(Photoz_network, self).__init__()\n", - "\n", - " self.use_flag=use_flag\n", - " self.features = nn.Sequential(\n", - " nn.Linear(6, 10),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(10, 20),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(20, 50),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(50, 20),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(20, 10)\n", - " )\n", - " \n", - " self.measure_mu = nn.Sequential(\n", - " nn.Linear(10, 20),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(20, num_gauss)\n", - " )\n", - "\n", - " self.measure_coeffs = nn.Sequential(\n", - " nn.Linear(10, 20),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(20, num_gauss)\n", - " )\n", - "\n", - " self.measure_sigma = nn.Sequential(\n", - " nn.Linear(10, 20),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(20, num_gauss)\n", - " )\n", - " \n", - " self.flag_layer = nn.Sequential(\n", - " nn.Linear(10, 20),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(20, 30),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(30, 20),\n", - " nn.Dropout(dropout_prob),\n", - " nn.ReLU(),\n", - " nn.Linear(20, 1),\n", - " \n", - " \n", - " nn.Sigmoid()\n", - " )\n", - " \n", - " def forward(self, x):\n", - " f = self.features(x)\n", - " mu = self.measure_mu(f)\n", - " sigma = self.measure_sigma(f)\n", - " logmix_coeff = self.measure_coeffs(f)\n", - " flag = self.flag_layer(f)\n", - " \n", - " flag = torch.clamp(flag,0.01,0.99)\n", - " \n", - " logmix_coeff = logmix_coeff - torch.logsumexp(logmix_coeff, 1)[:,None]\n", - " \n", - " if self.use_flag:\n", - " return mu, sigma, logmix_coeff, flag\n", - " else: \n", - " return mu, sigma, logmix_coeff\n", - " \n", - " \n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "f401fd84-7494-4bdc-8a47-45dd711a7c67", - "metadata": {}, - "outputs": [], - "source": [ - "import torch\n", - "from torch.utils.data import DataLoader, dataset, TensorDataset\n", - "from torch import nn, optim\n", - "from torch.optim import lr_scheduler\n", - "import numpy as np\n", - "import pandas as pd\n", - "from astropy.io import fits\n", - "import os\n", - "from astropy.table import Table\n", - "from scipy.spatial import KDTree\n", - "from scipy.special import erf\n", - "\n", - "class Insight_module():\n", - " \"\"\" Define class\"\"\"\n", - " \n", - " def __init__(self, model, batch_size=100,model_noise=False,rejection_param=1):\n", - " self.model=model\n", - " self.device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n", - " self.batch_size=batch_size\n", - " self.model_noise=model_noise\n", - " self.rejection_parameter=rejection_param\n", - " \n", - " \n", - " if model_noise == True:\n", - " self.noise_model = noise_model()\n", - " \n", - " \n", - " def _get_dataloaders(self, input_data, target_data, additional_data=None, val_fraction=0.1):\n", - " input_data = torch.Tensor(input_data)\n", - " target_data = torch.Tensor(target_data)\n", - " \n", - " if additional_data is None:\n", - " dataset = TensorDataset(input_data, target_data)\n", - " else:\n", - " additional_data = torch.Tensor(additional_data)\n", - " dataset = TensorDataset(input_data, target_data,additional_data)\n", - " \n", - "\n", - " trainig_dataset, val_dataset = torch.utils.data.random_split(dataset, [int(len(dataset)*(1-val_fraction)), int(len(dataset)*val_fraction)+1])\n", - " loader_train = DataLoader(trainig_dataset, batch_size=self.batch_size, shuffle = True)\n", - " loader_val = DataLoader(val_dataset, batch_size=64, shuffle = True)\n", - "\n", - " return loader_train, loader_val\n", - "\n", - " \n", - "\n", - "\n", - " def _loss_function(self,mean, std, logmix, true, flag=None):\n", - " \n", - " if flag == None: \n", - " log_prob = logmix - 0.5*(mean - true[:,None]).pow(2) / std.pow(2) - torch.log(std) \n", - " log_prob = torch.logsumexp(log_prob, 1)\n", - " loss = -log_prob.mean()\n", - " \n", - " else:\n", - " log_prob = logmix - 0.5*(mean - true[:,None]).pow(2) / std.pow(2) - torch.log(std) \n", - " log_prob = torch.logsumexp(log_prob, 1)\n", - " \n", - " loss = log_prob + torch.log(flag).squeeze(1) \n", - " loss = -loss.mean() + (self.rejection_parameter * flag).mean()\n", - "\n", - " return loss \n", - "\n", - " def _to_numpy(self,x):\n", - " return x.detach().cpu().numpy()\n", - " \n", - " \n", - " def train_noise(self,input_data, target_data, noise_condition, nepochs=10, step_size = 100, val_fraction=0.1, lr=1e-3, lr_noise=1e-3 ):\n", - " self.model = self.model.train()\n", - " self.noise_model = self.noise_model.train()\n", - "\n", - " loader_train, loader_val = self._get_dataloaders(input_data, target_data, additional_data=noise_condition, val_fraction=0.1)\n", - " optimizer_z = optim.Adam(self.model.parameters(), lr=lr, weight_decay=1e-4)\n", - " scheduler_z = torch.optim.lr_scheduler.StepLR(optimizer_z, step_size=step_size, gamma =0.1)\n", - " \n", - " \n", - " optimizer_noise = optim.Adam(self.noise_model.parameters(), lr=lr_noise, weight_decay=1e-4)\n", - " \n", - " self.model = self.model.to(self.device)\n", - " self.model_noise = self.noise_model.to(self.device)\n", - "\n", - " \n", - " self.loss_train, self.loss_validation = [],[]\n", - " \n", - "\n", - " for epoch in range(nepochs):\n", - " self.error_coeffs = []\n", - " self.noise_params=[]\n", - " for input_data, target_data, noise_cond in loader_train:\n", - " _loss_train, _loss_validation, = [],[]\n", - "\n", - " input_data = input_data.to(self.device)\n", - " target_data = target_data.to(self.device)\n", - " noise_cond = noise_cond.to(self.device)\n", - " \n", - " \n", - " optimizer_noise.zero_grad()\n", - " optimizer_z.zero_grad()\n", - " \n", - " noise_param = self.model_noise(input_data,target_data )\n", - " #print(noise_param.squeeze(1))\n", - " hidden_label = torch.normal(mean=target_data, std=noise_param.squeeze(1))\n", - " \n", - " \n", - " zlab_loss = -nn.MSELoss()(hidden_label, target_data)\n", - " zlab_loss.backward()\n", - " optimizer_noise.step()\n", - " \n", - " \n", - " mu, logsig, logmix_coeff = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - " \n", - " \n", - " loss = self._loss_function(mu, sig, logmix_coeff,hidden_label.detach())\n", - " _loss_train.append(loss.item()) \n", - " \n", - " loss.backward()\n", - " optimizer_z.step()\n", - " \n", - " self.noise_params.append(noise_param.detach().cpu().numpy())\n", - " \n", - " scheduler_z.step() \n", - " \n", - "\n", - " self.loss_train.append(np.mean(_loss_train))\n", - "\n", - " for input_data, target_data, noise_cond in loader_val:\n", - "\n", - "\n", - " input_data = input_data.to(self.device)\n", - " target_data = target_data.to(self.device)\n", - "\n", - "\n", - " mu, logsig, logmix_coeff = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - " loss_val = self._loss_function(mu, sig, logmix_coeff, target_data)\n", - " _loss_validation.append(loss_val.item())\n", - "\n", - " self.loss_validation.append(np.mean(_loss_validation))\n", - "\n", - " print(f'training_loss:{loss}',f'testing_loss:{loss_val}')\n", - " \n", - " \n", - " \n", - " def train(self,input_data, target_data, nepochs=10, step_size = 100, val_fraction=0.1, lr=1e-3 ):\n", - " self.model = self.model.train()\n", - " loader_train, loader_val = self._get_dataloaders(input_data, target_data, val_fraction=0.1)\n", - " optimizer = optim.Adam(self.model.parameters(), lr=lr, weight_decay=1e-4)\n", - " scheduler = torch.optim.lr_scheduler.StepLR(optimizer, step_size=step_size, gamma =0.1)\n", - " \n", - " \n", - " self.model = self.model.to(self.device)\n", - " \n", - " self.loss_train, self.loss_validation = [],[]\n", - " \n", - " \n", - "\n", - " for epoch in range(nepochs):\n", - " for input_data, target_data in loader_train:\n", - " _loss_train, _loss_validation = [],[]\n", - "\n", - " input_data = input_data.to(self.device)\n", - " target_data = target_data.to(self.device)\n", - "\n", - "\n", - " optimizer.zero_grad()\n", - "\n", - " mu, logsig, logmix_coeff = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - "\n", - " #print(mu,sig,target_data,torch.exp(logmix_coeff))\n", - "\n", - " loss = self._loss_function(mu, sig, logmix_coeff, target_data)\n", - " _loss_train.append(loss.item())\n", - " \n", - " loss.backward()\n", - " optimizer.step()\n", - " \n", - " scheduler.step() \n", - " \n", - " self.loss_train.append(np.mean(_loss_train))\n", - "\n", - " for input_data, target_data in loader_val:\n", - "\n", - "\n", - " input_data = input_data.to(self.device)\n", - " target_data = target_data.to(self.device)\n", - "\n", - "\n", - " mu, logsig, logmix_coeff = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - " loss_val = self._loss_function(mu, sig, logmix_coeff, target_data)\n", - " _loss_validation.append(loss_val.item())\n", - "\n", - " self.loss_validation.append(np.mean(_loss_validation))\n", - "\n", - " print(f'training_loss:{loss}',f'testing_loss:{loss_val}')\n", - " \n", - " \n", - " \n", - " def train_flag(self,input_data, target_data, nepochs=10, step_size = 100, val_fraction=0.1, lr=1e-3 ):\n", - " self.model = self.model.train()\n", - " loader_train, loader_val = self._get_dataloaders(input_data, target_data, val_fraction=0.1)\n", - " optimizer = optim.Adam(self.model.parameters(), lr=lr, weight_decay=1e-4)\n", - " scheduler = torch.optim.lr_scheduler.StepLR(optimizer, step_size=step_size, gamma =0.1)\n", - " \n", - " \n", - " self.model = self.model.to(self.device)\n", - " \n", - " self.loss_train, self.loss_validation = [],[]\n", - " \n", - " \n", - "\n", - " for epoch in range(nepochs):\n", - " for input_data, target_data in loader_train:\n", - " _loss_train, _loss_validation = [],[]\n", - "\n", - " input_data = input_data.to(self.device)\n", - " target_data = target_data.to(self.device)\n", - "\n", - "\n", - " optimizer.zero_grad()\n", - "\n", - " mu, logsig, logmix_coeff, useflag = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - "\n", - "\n", - " loss = self._loss_function(mu, sig, logmix_coeff, target_data,useflag)\n", - " _loss_train.append(loss.item())\n", - " \n", - " loss.backward()\n", - " optimizer.step()\n", - " \n", - " scheduler.step() \n", - " \n", - " self.loss_train.append(np.mean(_loss_train))\n", - "\n", - " for input_data, target_data in loader_val:\n", - "\n", - "\n", - " input_data = input_data.to(self.device)\n", - " target_data = target_data.to(self.device)\n", - "\n", - "\n", - " mu, logsig, logmix_coeff, useflag = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - " loss_val = self._loss_function(mu, sig, logmix_coeff, target_data)\n", - " _loss_validation.append(loss_val.item())\n", - "\n", - " self.loss_validation.append(np.mean(_loss_validation))\n", - "\n", - " print(f'training_loss:{loss}',f'testing_loss:{loss_val}')\n", - " \n", - " \n", - "\n", - " \n", - " def get_pz(self,input_data, target_data, return_pz=False):\n", - " self.model = self.model.eval()\n", - " self.model = self.model.to(self.device)\n", - "\n", - " input_data = input_data.to(self.device)\n", - " target_data = target_data.to(self.device)\n", - " \n", - "\n", - " \n", - " mu, logsig, logmix_coeff = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - " mix_coeff = torch.exp(logmix_coeff)\n", - "\n", - " z = (mix_coeff * mu).sum(1)\n", - " zerr = torch.sqrt( (mix_coeff * sig**2).sum(1) + (mix_coeff * (mu - target_data[:,None])**2).sum(1))\n", - "\n", - " mu, mix_coeff, sig = mu.detach().cpu().numpy(), mix_coeff.detach().cpu().numpy(), sig.detach().cpu().numpy() \n", - " \n", - " \n", - " if return_pz==True:\n", - " x = np.linspace(0, 4, 1000)\n", - " pdf_mixture = np.zeros(shape=(len(target_data), len(x)))\n", - " for ii in range(len(input_data)):\n", - " for i in range(6):\n", - " pdf_mixture[ii] += mix_coeff[ii,i] * norm.pdf(x, mu[ii,i], sig[ii,i])\n", - "\n", - " return self._to_numpy(z),self._to_numpy(zerr), pdf_mixture#, self._to_numpy(useflag)\n", - " \n", - " else:\n", - " return self._to_numpy(z),self._to_numpy(zerr)#, self._to_numpy(useflag)\n", - " \n", - " def pit(self, input_data, target_data):\n", - " \n", - " pit_list = []\n", - " \n", - " self.model = self.model.eval()\n", - " self.model = self.model.to(self.device)\n", - "\n", - " input_data = input_data.to(self.device)\n", - " \n", - "\n", - " mu, logsig, logmix_coeff, useflag = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - " mix_coeff = torch.exp(logmix_coeff)\n", - " \n", - " mu, mix_coeff, sig = mu.detach().cpu().numpy(), mix_coeff.detach().cpu().numpy(), sig.detach().cpu().numpy() \n", - " \n", - " for ii in range(len(input_data)):\n", - " pit = (mix_coeff[ii] * norm.cdf(target_data[ii]*np.ones(mu[ii].shape),mu[ii], sig[ii])).sum()\n", - " pit_list.append(pit)\n", - " \n", - " \n", - " return pit_list\n", - " \n", - " def crps(self, input_data, target_data):\n", - "\n", - " def measure_crps(cdf, t):\n", - " zgrid = np.linspace(0,4,1000)\n", - " Deltaz = zgrid[None,:] - t[:,None]\n", - " DeltaZ_heaviside = np.where(Deltaz < 0,0,1)\n", - " integral = (cdf-DeltaZ_heaviside)**2\n", - " crps_value = integral.sum(1) / 1000\n", - "\n", - " return crps_value\n", - "\n", - "\n", - " crps_list = []\n", - "\n", - " self.model = self.model.eval()\n", - " self.model = self.model.to(insight.device)\n", - "\n", - " input_data = input_data.to(self.device)\n", - "\n", - "\n", - " mu, logsig, logmix_coeff = self.model(input_data)\n", - " logsig = torch.clamp(logsig,-6,2)\n", - " sig = torch.exp(logsig)\n", - "\n", - " mix_coeff = torch.exp(logmix_coeff)\n", - "\n", - "\n", - " mu, mix_coeff, sig, useflag = mu.detach().cpu().numpy(), mix_coeff.detach().cpu().numpy(), sig.detach().cpu().numpy() \n", - "\n", - " z = (mix_coeff * mu).sum(1)\n", - "\n", - " x = np.linspace(0, 4, 1000)\n", - " pdf_mixture = np.zeros(shape=(len(target_data), len(x)))\n", - " for ii in range(len(input_data)):\n", - " for i in range(6):\n", - " pdf_mixture[ii] += mix_coeff[ii,i] * norm.pdf(x, mu[ii,i], sig[ii,i])\n", - "\n", - " pdf_mixture = pdf_mixture / pdf_mixture.sum(1)[:,None]\n", - "\n", - "\n", - " cdf_mixture = np.cumsum(pdf_mixture,1)\n", - "\n", - " crps_value = measure_crps(cdf_mixture, target_data)\n", - "\n", - "\n", - "\n", - " return crps_value\n", - " \n", - "\n", - " def plot_photoz(self, df, nbins,xvariable,metric, type_bin='bin'):\n", - " bin_edges = stats.mstats.mquantiles(df[xvariable].values, np.linspace(0.1,1,nbins))\n", - " ydata,xlab = [],[]\n", - "\n", - "\n", - " for k in range(len(bin_edges)-1):\n", - " edge_min = bin_edges[k]\n", - " edge_max = bin_edges[k+1]\n", - "\n", - " mean_mag = (edge_max + edge_min) / 2\n", - "\n", - " if type_bin=='bin':\n", - " df_plot = df_test[(df_test.imag > edge_min) & (df_test.imag < edge_max)]\n", - " elif type_bin=='cum':\n", - " df_plot = df_test[(df_test.imag < edge_max)]\n", - " else:\n", - " raise ValueError(\"Only type_bin=='bin' for binned and 'cum' for cumulative are supported\")\n", - "\n", - "\n", - " xlab.append(mean_mag)\n", - " if metric=='sig68':\n", - " ydata.append(sigma68(df_plot.zwerr))\n", - " elif metric=='bias':\n", - " ydata.append(np.mean(df_plot.zwerr))\n", - " elif metric=='nmad':\n", - " ydata.append(nmad(df_plot.zwerr))\n", - " elif metric=='outliers':\n", - " ydata.append(len(df_plot[np.abs(df_plot.zwerr)>0.15])/len(df_plot))\n", - "\n", - " plt.plot(xlab,ydata, ls = '-', marker = '.', color = 'navy',lw = 1, label = '')\n", - " plt.ylabel(f'{metric}$[\\Delta z]$', fontsize = 18)\n", - " plt.xlabel(f'{xvariable}', fontsize = 16)\n", - "\n", - " plt.xticks(fontsize = 14)\n", - " plt.yticks(fontsize = 14)\n", - "\n", - " plt.grid(False)\n", - "\n", - " plt.show()\n", - " \n", - " \n", - " def plot_pz(self, m, pz, specz):\n", - " # Create a figure and axis\n", - " fig, ax = plt.subplots(figsize=(8, 6))\n", - "\n", - " # Plot the PDF with a label\n", - " ax.plot(np.linspace(0, 4, 1000), pz[m], label='PDF', color='navy')\n", - "\n", - " # Add a vertical line for 'specz_test'\n", - " ax.axvline(specz[m], color='black', linestyle='--', label=r'$z_{\\rm s}$')\n", - "\n", - " # Add labels and a legend\n", - " ax.set_xlabel(r'$z$', fontsize = 18)\n", - " ax.set_ylabel('Probability Density', fontsize=16)\n", - " ax.legend(fontsize = 18)\n", - "\n", - " # Display the plot\n", - " plt.show()\n", - " " - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "4ddb6562-d708-4a47-a78f-7de8117afefa", - "metadata": {}, - "outputs": [], - "source": [ - "photoz_archive = archive(path = parent_dir,only_zspec=True,flags_kept=[1. , 1.1, 1.4, 1.5, 2,2.1,2.4,2.5,3., 3.1, 3.4, 3.5, 4., 9. , 9.1, 9.3, 9.4, 9.5,11.1, 11.5, 12.1, 12.5, 13. , 13.1, 13.5, 14, ])\n", - "f, ferr, specz ,VIS_mag = photoz_archive.get_training_data()\n", - "f_test, ferr_test, specz_test ,VIS_mag_test = photoz_archive.get_testing_data()\n" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "a4195d87-bd38-4688-b58d-5bda3df1ba18", - "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - }, - "tags": [] - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "training_loss:-0.19010913372039795 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"cell_type": "code", - "execution_count": 12, - "id": "64e420eb-be41-4150-bbe2-14bdda024607", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0.04924346710899313" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "nmad(df.zwerr)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "612bf6ff-7479-4aa9-b9bf-6ede0a383584", - "metadata": {}, - "outputs": [], - "source": [ - "zgrid = np.linspace(0, 4, 1000)" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "3cff2897-08d4-4ab0-afee-320fe98e8c6c", - "metadata": {}, - "outputs": [], - "source": [ - "pz = pz / pz.sum(1)[:,None]" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "a09968c3-fec6-4043-819c-c0bc5733797c", - "metadata": {}, - "outputs": [], - "source": [ - "diff_matrix = np.abs(z[:,None] - zgrid[None,:])\n", - "idx = np.argmin(diff_matrix,1)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "bc4d2260-4a05-4d9c-8a49-7c87cf97bbca", - "metadata": {}, - "outputs": [], - "source": [ - "p_z_x = np.zeros(shape=(len(pz)))\n", - "for ii in range(len(pz)):\n", - " p_z_x[ii] = pz[ii,idx[ii]]" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "45906bcc-5364-4c47-afa5-740390768c8a", - "metadata": {}, - "outputs": [], - "source": [ - "df['p_z_x'] =p_z_x" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "id": "ab6cb0f9-edb3-49b4-ad15-9eb73164ebf7", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from scipy.stats import gaussian_kde\n", - "xy = np.vstack([df.p_z_x,df.zwerr])\n", - "c = gaussian_kde(xy)(xy)\n", - "\n", - "fig, ax = plt.subplots()\n", - "\n", - "plt.scatter(df.p_z_x,df.zwerr, c=c,s=1)\n", - "\n", - "plt.xlabel(r'$p(z_{\\rm p}|f)$', fontsize=16)\n", - "plt.ylabel(r'$\\Delta z / (1 + z_{\\rm s})$', fontsize=16)\n", - "\n", - "plt.xticks(fontsize=12)\n", - "plt.yticks(fontsize=12)\n", - "\n", - "plt.savefig('FLAGvsERROR.pdf', bbox_inches='tight')" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "id": "c8573674-9687-4868-ae1a-50ee4c21b21f", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "xy = np.vstack([df.p_z_x,df.z])\n", - "c = gaussian_kde(xy)(xy)\n", - "\n", - "fig, ax = plt.subplots()\n", - "\n", - "plt.scatter(df.p_z_x,df.z, c=c,s=1)\n", - "\n", - "plt.xlabel(r'$p(z_{\\rm p}|f)$', fontsize=16)\n", - "plt.ylabel(r'$z_{\\rm s}$', fontsize=16)\n", - "\n", - "plt.xticks(fontsize=12)\n", - "plt.yticks(fontsize=12)\n", - "\n", - "plt.savefig('FLAGvsz.pdf', bbox_inches='tight')" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "id": "72b3839b-2a79-4608-9044-1da3ec8738db", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "xy = np.vstack([df.p_z_x,df.VISmag])\n", - "c = gaussian_kde(xy)(xy)\n", - "\n", - "fig, ax = plt.subplots()\n", - "\n", - "plt.scatter(df.p_z_x,df.VISmag, c=c,s=1)\n", - "\n", - "plt.xlabel(r'$p(z_{\\rm p}|f)$', fontsize=16)\n", - "plt.ylabel(r'VIS', fontsize=16)\n", - "\n", - "plt.xticks(fontsize=12)\n", - "plt.yticks(fontsize=12)\n", - "\n", - "plt.savefig('FLAGvsVIS.pdf', bbox_inches='tight')" - ] - }, - { - "cell_type": "code", - "execution_count": 53, - "id": "f9a685ef-0c62-42a5-ac20-3428924ad3ce", - "metadata": {}, - "outputs": [], - "source": [ - "bin_edges = stats.mstats.mquantiles(df.p_z_x, np.arange(0,1.01,0.05))\n", - "scatter, eta,xlab = [],[],[]\n", - "\n", - "for k in range(len(bin_edges)-1):\n", - " edge_min = bin_edges[k]\n", - " edge_max = bin_edges[k+1]\n", - " \n", - " \n", - " \n", - " df_bin = df[(df.p_z_x > edge_min)] \n", - " \n", - "\n", - " \n", - " xlab.append(np.round(len(df_bin)/len(df),2)*100)\n", - " scatter.append(nmad(df_bin.zwerr))\n", - " eta.append(len(df_bin[np.abs(df_bin.zwerr)>0.15])/len(df)*100)\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 57, - "id": "8ccec56b-5271-44c3-8944-b1c27388554a", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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HACA9PR0rV67E5MmTsWDBAr3+u3fvxm+//YbKlSujY8eOGDNmDF5++eUiPlMiIqLSTx2bgKfTlwIAXMcNgIUv13QqiMHF07Rp04yeNDAwsFDF09WrVwEAvr6+eu2+vr64ePGiXlt6ejru3LmT6/omX19fCCFw+fJlvPnmmwCA2bNnY9y4cZBKc18v7+joiNDQUBw9ehRr1qzB5s2bsXv3bt2+ecnIyEBGRobusUqleuFzIyIiKi2eTlsCbWISLOvWhNPg7uaOU+oZXDzVqlULCxYsgJ1d0S4iS0xMxOrVqwvVNz4+HgByzWVvb4/Y2Fi9toSEBAgh8uwLQNf/9OnTcHJyQp06dXD//v1cc7Zt2xZt27YFABw5cgTBwcHo3bs3Hjx4ACsrqzxzhoWFYfr06YV6TkRERKVJ6tGzSN7yGyCRwOObMVzTqRAMfoU6d+6Mjh07GjXpiRMnCtXP0tISAHKdd5VIJLCwsCh0XwCwsLBAZmYmlixZUujirU2bNti2bRtatGiB48eP53v0KTQ0FF9++aXusUqlQpUqVQo1BxERkblo0zMQ99+aTo79u8G64StmTlQ2GFw85XWqy1CFvQgt5xqllJQUvaUJUlJS4O3trdfX1dUVcrkcKSkpeu05j729vfHVV19h9OjRkMlkhc7avHlz1KpVCwqFIt8+VlZW+R6VIiIiKq0SF21E1t1HkHm5wXXiIHPHKTMMroSGDBli9KSDBw8uVL969eoBAKKiovTao6KiEBAQoNcmkUgQEBCQZ1+5XA5/f3+sW7cOb7zxBuzt7WFvb4+6desCAOrWrYt33nkn3xzOzs66Qo6IiKg8yPznXyQs2ggAcJ8zAjJHezMnKjsMPvKU30KRWVlZuH37NhITE2FjY4MqVarAzc0tz741atQo1Fzt27eHra0tzp8/jzp1speHf/jwIRQKBbp3z31BW7du3bBx40a9trNnzyIoKAiurq44dOgQsrKydNuioqLQpk0b7Nu3DzVr1swzQ3JyMmJiYtC8efNCZSYiIirthBCIHf3fmk7t3oBdlzbmjlSmGHUOTqPRYO3atQgKCoKDgwMCAgIQGBiIRo0awdPTEzVr1kRoaCiio6OLNL6NjQ1GjhyJdevW6drWrl2LwMBANGvWDAcPHkStWrVw7do1AEBISAji4uJ011QplUpERERg9OjRAIBq1aqhZs2aup9q1arp2n18fKBUKvH+++9j5cqVuvkmTJiAsLAw2NraFuk5EBERlTaJy35G+l8XAWtLrulUBEW+pP7AgQMICQnBv//+i5deegktW7aEm5sbrKyskJWVheTkZERFRWHRokVYtGgRpk+fjjFjxhg8z8yZMzFlyhR8/vnncHFxwb179xAREQGJRAKVSoXY2FikpqYCALy8vBAZGYmwsDAcPXoUV65cwdKlS9GuXbtCzWVpaYnMzEx8/vnn2LJlCxo0aIAPPvgArVu3Njg3ERFRaZS4fAvipy7JfpCRhbSj52DxUWfzhipjJEIIYehOM2bMQEREBL788kt07twZTk5O+fZVq9U4fPgwwsPD4eLigo0bNxp0wXZZpFKp4OTkBKVSCUdHR3PHISIiAgBkRT3Bg/rPXfYik6La+V8g9/Y0T6hSpLCf3waftps1axa0Wi3OnDmDPn36FFg4AYBcLke7du3w66+/4s0338SwYcMMnZKIiIhMQLVmZ+5GjRZZ96Jyt1O+DCqeDh48CEdHR0ybNq1ISxYMHDgQHTp0wE8//WTwvkRERFR0WY+eQLlyW+4NMiksaviUfKAyzKBrnnx9ffHWW28ZNWHXrl3x999/GzUGERERFZ7QaqEYPhsiJQ3yat5QP4oBNFpAJoXH/DE8ZWcgg4qnnOUCjGWqcYiIiOjFlN9vQfqfFyCxtYH3lnBIrC2RdS8KFjV8WDgVQYndwObkyZNISkoq9DffiIiIyHgZ127j6ewfAADus4bDws8XAFg0GcH4e63k4/XXX8eKFSsghMCGDRvQokULjB07FuPHjy+uKYmIiOgZIiMTiqEzgcws2L7dAg4fdTF3pHKh2Iqn9957D4MGDUJiYiK+/PJLTJo0CRcuXICPDy9KIyIiKgnxX61E5vW7kLo7w+ObsVwM00SKrXjy8vICAIwZMwY2Nja6I05arba4piQiIqL/pP15AYlLNgMAPBeMg9zT1cyJyo9iK57u3r2LV199FT///DM2btwIuVyOX375BWFhYcU1JREREQHQqJKhGD4bEAIOH3WGXYdAc0cqV4q0wnhhXblyBZUqVYKHhwdiYmJw8+ZNACj3tzvhCuNERGROT4bNQvKW3yCv7o0qh9dAas/7sxZGYT+/jf623fHjxxEYmHdF++qrr+r+3cvLC5UqVTJ2OiIiIipAcsRhJG/5DZBK4bVkEgunYmD0abugoCCEh4cX2GfmzJlwd3fH6dOnjZ2OiIiI8qGOiUPsmPkAAOcRH8G66asv2IOKwujiSa1W48aNGxg6dChSU1Pz7NO3b1+sWrUKkZGRxk5HREREeRBCQPF5GLQJKli+Vhuuo/uZO1K5ZZILxoOCgjBu3Dh89tlnuH37dq7tVatWRfPmzfHkyRNTTEdERETPUa3egbTDpyGxtoTXssmQWFqYO1K5ZbJv21WrVg0rVqzAkiVLsGfPHr1tly9fRosWLdCmTRtTTUdERET/yfznXzydtgQA4DZlCCxrVzdvoHLOJMVTRkYGAMDKygoLFixAVFSUbkmC6OhotGnTBhYWFujatasppiMiIqL/iCw1FENmQqRnwqZNEzh++r65I5V7Rn/bztbWFj///DP69OkDS0tLAEBISAhOnjyJkJAQuLi4QKlUYsGCBUaHJSIiIn0J4WuRcekmpM4O8Pw2FBJpsS3hSP8xunhKTEzEqVOn8Pvvv6Nz58669mbNmsHPzw89e/YEAHTpwvvpEBERmVL6matIWLABAOAxbzTklT3MnKhiMLp4ksvlaNGiRZ7bPD09ERkZibFjx0KhUMDVlUvDExERmYI2ORVPhs4CtFrY92gP+65B5o5UYRhdPL2ITCZ74TpQREREZJi4Kd9BfT8Kch9PuIeNNHecCoUnRomIiMqYlN/+RNKG3YBEAs8lkyBzcjB3pAqFxRMREVEZoo5NQOwXXwMAnIb0gk2LBmZOVPGYtHjKyMjA0aNHER8fb8phiYiICNmriMd+ORea2ARYvuIH19CB5o5UIZm0eIqJiUHbtm1x/PhxUw5LREREAJJ+3IvUX48DlhbwXDoZUmsrc0eqkEx+2k4IYeohiYiIKryse1GIm/gtAMA1dCCs6tY0c6KKi9c8ERERlXJCrcaTYbMgUtNg3bw+nIf0MnekCo3FExERUSmXuPgnZJy5Com9LTy/mwiJTGbuSBUaiyciIqJSLOPSTcTPXQ0A8PjqC1hUqWTmRFTkRTKPHDmCBw8e6LXFxcUBAA4dOoTExES9ba6urnq3byEiIqKCadMy8GTITECtgV2XNrDv+ba5IxEAiSjiFd7dunVDREREofvXr18f58+fL8pUZY5KpYKTkxOUSiUcHR3NHYeIiMqouNCFUK7cBpmXG6ocXQeZq5O5I5Vrhf38LnLxFBsbi9TUVL22hw8folWrVvjhhx/Qrl07vW2WlpaoXLlyUaYqc1g8ERGRsVIPn8bjnqMAAJV/ng/boNfNnKj8K+znd5FP23l45H/nZk9PT1SrVq2oQxMREVVoGTfu4knIdACA44D3WTiVMrxgnIiIqBRRbtyNR636QpugAgBY+lc3byDKhcUTERFRKaGOViDuy3l6bXETFkIdrTBTIsoLiyciIqJSIvXYOeD5S5E1WmTdizJPIMqTSYsnuVyOatWqwdbW1pTDEhERlXva9AwkLv4p9waZFBY1fEo+EOWryBeM58XHxwf37t0z5ZBEREQVQvz0Zci6eR8SOxuItAxAqwVkUnjMHwO5t6e549EzTFo8ERERkeFSfj0O5cptAACvFdNhVfclZN2LgkUNHxZOpRCLJyIiIjNSRyug+DwMAOA0pBfs2r0BACyaSjFeME5ERGQmQqPBk89mQJugglU9f7hNCjF3JCoEFk9ERERmkvDNeqSfuASJnQ28fpgGiaWFuSNRIbB4IiIiMoO0vy4iYf5aAIDHvFGw8PM1byAqNBZPREREJUwTr8STITMBrRb2PTvAocfb5o5EBiiR4ikyMrIkpiEiIir1hBBQjPwKmmgFLPx84fH1F+aORAYqkeLpzz//LIlpiIiISj3V6h1I3X8csLSA14rpkNpzYemyxqClCsLDw3Ht2jWDJkhNTcXu3bsxZcoUg/YjIiIqbzKu3sbTqUsAAG5ThsDqtdpmTkRFYVDx5OvrizFjxhg8iUQiMXgfIiKi8kSbkoYng6ZCZGTCtn1zOA3ubu5IVEQGFU89e/bEzJkz8eWXX+Kll14q1D6PHz9GaGhokcIRERGVF3ETFiHr9gPIKrnD89tQHlgowwwqniQSCaZOnYpGjRrBz8+v0PvFxMQYHIyIiKi8SNp+EEk/7QUkEnh9PwUyN2dzRyIjGHzBeI8ePZCWlmbQPl27djV0GiIionIh614UYkfNAwC4fPkJbFo0MHMiMlaRvm1Xt25dg/pXr169KNMQERGVaSIzC09CpkMkp8L69dfgMrqfuSORCZT6GwMLIRAeHg6FQgFLS0vExMRgwYIFcHBwyLP/rVu3MGfOHAQEBOD8+fMIDg5Gly5d8uybmpqKV199FZGRkXoF3v79+7Fjxw74+fnh3LlzmDVrFvz9/Yvj6RERUTkWH7YCGRduQOrsAM/vp0AiL/Ufu1QIBv1X3Lp1K9566y04OzsXeUKNRoP169ejf//+heo/Z84cHDp0SLfQ5pQpU9CnTx/s2rUrV1+FQoG2bdti8+bNaNmyJeLj4+Hv7489e/bg9ddfz9V/4sSJuHv3rl7bH3/8gb59++Kff/6Bk5MTDh06hHbt2uHy5ctGPW8iIqpYUg+dQuJ3mwAAHgvHw8LXy8yJyFQMOm3Xtm1b9OvXDwkJCUWaLCMjA3369EH9+vUL1T8+Ph6zZ89Gv379dG0DBgzA7t27cezYsVz9w8PDYW1tjZYtWwIAXF1d0alTJ0yYMCFX3z///DPPbzqMHTsWXbp0gZOTEwAgKCgIUqkUixcvLlRmIiIi9ZOnUAyfDQBw7N8N9p1amTkRmZJBxZObmxvGjx+PNm3a4OTJkwZNdPHiRQQGBqJLly5o0KBwF8vt378faWlpaNSoka6tevXqcHNzw5YtW3L13759u15fAGjcuDEOHz6M2NhYXVt6ejpWrlyJ4cOH6/WNjo7G6dOn8xwjr/mIiIieJ7RaKIbNgiY2AZav+MFt+jBzRyITM/jka7NmzbBkyRJ06dIFjRo1wvvvv49GjRqhatWqcHZ2hoWFBTIzM5GQkID79+/j7Nmz2LVrF06dOoVVq1bhgw8+KPRcV69eBZC9OOezfH19cfHiRb229PR03LlzJ9f1Tb6+vhBC4PLly3jzzTcBALNnz8a4ceMglerXjleuXMl3vp07dyIzMxOWlpa5cmZkZCAjI0P3WKVSFfo5EhFR+ZL43Sak/XEWEhur7Nuv2FiZOxKZWJGuXAsMDMTly5fx5ZdfYujQoRBC5NtXIpGgR48euHz5MqpWrWrQPPHx8QAAOzs7vXZ7e3u9I0kAkJCQACFEnn0B6PqfPn0aTk5OqFOnDu7fv1/o+TQaDeLj41GpUqVcOcPCwjB9+nSDnhsREZU/6eeuIT5sBQDAffYIWNaubt5AVCyKfNl/5cqVsWnTJsyePRu//PILTpw4gfv37yMlJQX29vbw8/NDYGAgPvjgA4OLphw5R3mevzZJIpHAwsKi0H0B6I6ILVmyBKtXrzZ4vpwx8hIaGoovv/xS91ilUqFKlSr5PzEiIip3NMokPBk8HVBrYN81CA4fdTZ3JComRn9n0s/PD+PGjTNFllw8PDwAACkpKXpLE6SkpMDb21uvr6urK+RyOVJSUvTacx57e3vjq6++wujRoyGTyV443/NjWFpaws3NLc/9rKysYGXFw7JERBWVEAKxo+ZD/eAx5NUqwz18DG+/Uo4VaZHMklKvXj0AQFRUlF57VFQUAgIC9NokEgkCAgLy7CuXy+Hv749169bhjTfegL29Pezt7XWLfdatWxfvvPMOAgICIJPJCjUfERFRjqSNe5AScQiQy+C1fCpkjvbmjkTFqFSv1tW+fXvY2tri/PnzqFOnDgDg4cOHUCgU6N49992ou3Xrho0bN+q1nT17FkFBQXB1dcWhQ4eQlZWl2xYVFYU2bdpg3759qFmzJlxdXdGqVSucP38+1xgDBw4shmdIRERlXebNe4ibuAgA4Bo6CNaNDLsLB5U9pfrIk42NDUaOHIl169bp2tauXYvAwEA0a9YMBw8eRK1atXDt2jUAQEhICOLi4nDixAkAgFKpREREBEaPHg0AqFatGmrWrKn7qVatmq7dx8cHADBu3Djs3LlT9425Y8eOITExEQMGDCix501ERGWDNi0DTwZPg0jLgE2bJnAeHmzuSFQCSvWRJwCYOXMmpkyZgs8//xwuLi64d+8eIiIiIJFIoFKpEBsbi9TUVACAl5cXIiMjERYWhqNHj+LKlStYunQp2rVrV+j53n77bXz77bcYNmwYAgICcPbsWURGRsLLiyvDEhGRvqdTlyDz+l3IPFzg+d1ESKSl+pgEmYhEFLTOABWJSqWCk5MTlEolHB0dzR2HiIhMTB2tgOrHvUiYm/3t7cpbwmHbtqmZU5GxCvv5bVCJ/Py1QERERBWNauMe/Nugu65wsglqysKpgjGoeGrcuDFq1aqFSZMm4dKlS8WViYiIqFRSRysQO2oeoP3fSZu0P85CHa0wYyoqaQYVT/v27UPLli2xdOlSNGzYEHXq1MHUqVN1t1EhIiIqzzLvPAS0Wv1GjRZZ96Ly3oHKJYOKpw4dOmD16tV48uQJIiIi0KRJEyxcuBD16tVD3bp1MWPGDNy4caO4shIREZlV6oETuRtlUljU8Cn5MGQ2Rl8wnpGRgX379uHnn3/G3r17kZqairp166JXr17o0aMHateubaqsZQYvGCciKn+Sth2A4rMZ2Q8kEkAIQCaFx/wxcOStWMqFwn5+m/Tbdmlpadi9eze2bNmCffv2ISMjA6+99hp69eqF8ePHm2qaUo/FExFR+ZJ26jKi3x8JZGbBadiHcB7cA1n3omBRwwdyb09zxyMTMUvx9KyUlBTs3LkTP//8Mw4cOIC0tLTimKZUYvFERFR+ZN2PxqMOg6F9qoRdx5bwWj0TknzukUplm9mLp+fDVKQigsUTEVH5oFEmIeqdIcj6519YvlYbPru+g9TOxtyxqJgUyzpPRcUCgoiIyhqRpcaTAZOR9c+/kHl7ovKPX7NwIgCl/N52RERE5iCEQOzYcKQdPQeJnQ0q//g15JXczR2LSgkWT0RERM9RLt2MpI17AKkUXj9Mg1VATXNHolKExRMREdEzkvcexdPpywAAbjP/D3btm5s5EZU2RhdPx48fL1Q/3n+YiIhKu4xLN6EYMgMQAo4D3ofToA/MHYlKIaOLp6CgIISHhxfYZ+bMmXB3d8fp06eNnY6IiKhYqKOe4HGfcRBpGbAJeh3us/8PEonE3LGoFDK6eFKr1bhx4waGDh2K1NTUPPv07dsXq1atQmRkpLHTERERmZw2ORWP+4yH5slTWL7sh0orp0Mil5s7FpVSJrnmKSgoCOPGjcNnn32G27dv59petWpVNG/eHE+ePDHFdERERCYjNBo8GTwNmdduQ+bhiko/fg2pg525Y1EpZrILxqtVq4YVK1ZgyZIl2LNnj962y5cvo0WLFmjTpo2ppiMiIjKJp1OWIPXACUisLVFpYxgsqlQydyQq5UxSPGVkZAAArKyssGDBAkRFRSEsLAwAEB0djTZt2sDCwgJdu3Y1xXREREQmoVy1HcoffgEAeC6ZBOuGr5g5EZUFRp/QtbW1xc8//4w+ffrA0tISABASEoKTJ08iJCQELi4uUCqVWLBggdFhiYiITCXlwAnETVgEAHCdFAL7d9uaORGVFUYXT4mJiTh16hR+//13dO7cWdferFkz+Pn5oWfPngCALl26GDsVERGRSWRcu40ng6YCWi0ceneC8+d9zB2JyhCjiye5XI4WLVrkuc3T0xORkZEYO3YsFAoFXF1djZ2OiIjIKOonTxHTZxxEShqsAxvCY94oLklABpEIrl5pcoW9KzMREZUsbWo6ort+jowLN2BRsyp89n8PmbODuWNRKVHYz+9ivz1LREQEWrZsWdzTEBERFUhotVAMm4WMCzcgdXVC5R+/ZuFERVIsK4BlZmZi/fr1CA8Px61bt4pjCiIiIoPEz/4BKXv+ACwtUGntbFj4+Zo7EpVRJi2eEhISsHTpUnz33XdQKBS6+9nxXDIREZmT6se9SPz2RwCA58JxsHmjnpkTUVlmktN29+/fx4gRI1C1alVMmTIFT548gZ2dHYYNG2aK4YmIiIos7fh5xI6eBwBwGd0PDj3eNnMiKuuMKp7OnTuH4OBg1K5dG9999x1SUlJQrVo1zJ8/H48ePcLixYtNlZOIiMhgmbcfIKbfRECtgf37b8Fl7ABzR6JyoEin7fbv34958+bhjz/+0J2aa9myJUaOHIn33nsPUmmxX4dORESUL3W0AukX/kbcpMXQKpNh1SQAHovG8zISMgmDiqe1a9ciPDwc169fhxAClpaW+PDDDzFy5EjUr1+/mCISEREVnmrjHsSOmgdotQCQ/c269XMgtbYyczIqLwwqnu7fv6+7ELxLly5YuXIlPDw8iisbERGRQdTRCr3CCQC0iUkQmVlmTEXljUHn16ZNm4YHDx7ghx9+wN27d/H+++9jx44d4DqbRERUGqSfvaZXOAEAtFpk3YsyTyAqlwy+OMnKygoDBw7ElStXMHHiRCxfvhy1atXCokWLkJycXBwZiYiIXijj+h3ETVyUe4NMCosaPiUfiMoto67s7tChA3799VdERETg6tWrqFmzJkaNGoV///3XVPmIiIheKPXwaUR1GgpNzFPIPF2BnC8uyaTwmD8Gcm9P8wakcsUki2TWrVsXK1asQFxcHJYsWYLmzZujefPm+OKLL0wxPBERUb5UG3Yjdkw4oNHAunl9VFo7GyItHVn3omBRw4eFE5lcsdwYODMzExs2bMCiRYtw9epVSCQSaDQaU09TavHGwERExU9otYif/YNu5XD7Hu3huWAcJFaWZk5GZZVZbwxsaWmJTz/9FJcvX8avv/6Kt9/maq5ERGQ62vQMKEKm6wonlzH94blkEgsnKhHFcuSpouORJyKi4qN5moiYj0ORfuYqYCGHxzdj4fjhO+aOReVAsR15Wr58uVHBAGDlypVGj0FERBVP5p0HeNThM6SfuQqpoz28t4SzcKISZ/AF43fu3DF60rt37xo9BhERVSxpJy4hpu8EaBNUkFetjMqb5sKydnVzx6IKyOAjT0+fPjV6UoVCYfQYRERUcSRtO4Do7l9Am6CCVcOX4bP/exZOZDYGH3lat24dbt26BQsLiyJNGBMTA3d39yLtS0REFYsQAokLNiA+bAUAwK5TK3gunQyprbWZk1FFZnDxpNVq8eeffxo1aWBgoFH7ExFR+Sey1IgdNQ9Jm/YBAJyGfgi3KZ9BIpOZORlVdEUqnoiIiIqTRpmEJwMmI+3oOUAqhXvYSDgN6GbuWEQATLTCOBERkalkPYzB4+AxyLp5HxJbG3itmAa79s3NHYtIh8UTERGVGukXbiCmz3hoYuMhq+SOyj9+DavXaps7FpGeYllhnIiIyFAp+48h+r3/gyY2HpZ1X4Lvb8tZOFGpxOKJiIjMLnH5L4jpOxEiLQM2bZvCZ/cS3tCXSi2etiMiIrNQRyuQ+c8DJG/7HUmb9gMAHD95F+5ffQGJBT+eqPTibycREZU41cY9iB01D3jmG9yuU4fAeVgwJBKJGZMRvRiLJyIiKlHqaAViR80FtM/cl14qgcP7b7FwojLBZNc8PX36FCqVylTDlSoajYb34yMiMpHUo+f0CycA0Apk3YsyTyAiAxlVPP3555949913YWdnB09PT7i4uMDJyQl9+vTB6dOnTRJQCIH58+dj7NixmDRpEgYOHIikpKR8+9+6dQv9+vXD/Pnz0bt3b+zevVtvu0KhQHBwMFxcXODt7Y05c+bkGkOpVMLBwQESiQQSiQRyuRyPHj0yyfMhIqrI0k5dRtykb3NvkElhUcOn5AMRFYFECCFe3C23WbNmYerUqQCyC5znyeVyfPXVV/jyyy+NCjh79mwcOnQIkZGRAIApU6bg4sWL2LVrV66+CoUCDRo0wObNm9GyZUvEx8fD398fe/bsweuvvw6tVov+/ftjwIABqFOnDlavXo0JEyZg3759eOedd3TjfPPNN0hOTkbVqlUBAI6Ojnj//fcLnVmlUsHJyQlKpRKOjo5GPX8iovIiee9RKD6bDpGeCXnVylA/epJ9zZNMCo/5Y+D4UWdzR6QKrrCf30Uqnn788Ud8/PHHAIA2bdrgvffeg5+fHywsLPD48WMcOnQIO3bsQFpaGn755ReDCo9nxcfHw9fXF8uXL9fNd//+fdSoUQNHjx5Fy5Yt9fqPGzcOW7duxZ07d3Rt/fr1w8OHDxEZGYlTp07B09MTNWrU0G13c3NDaGgoRo8eDSD79jMdO3bE/v37i3zuncUTEZE+5cptiJuwCBACtu2bw+uHadAqk5B1LwoWNXy4LAGVCoX+/BYGSktLE+7u7sLZ2Vns378/33737t0TTZo0EZUrVxZpaWmGTiOEEGLjxo0CgLh27Zpeu5ubmxg+fHiu/jVr1hQ9evTQa1u8eLGQSCRCoVDk6p+eni4cHR3FhQsXdG07d+4UAISXl5fo37+/uH79usG5lUqlACCUSqXB+xIRlSdajUbETV8qbrsHitvugULx5VyhzcoydyyiPBX289vga562bt0KlUqFAwcOoEOHDvn2q169Ovbs2QMA+OWXXwydBgBw9epVAICvr69eu6+vLy5evKjXlp6ejjt37uTZVwiBy5cv5xp/zpw5+OGHH1C/fn1dm6OjI0JDQ1GzZk2sWbMGjRo10p0yJCKiwhOZWVAMm4XExT8BAFzHD4T7/NGQyPlFbyrbDP4N/u233zBy5Eg0btz4hX09PT0xYcIE7NmzR3fazRDx8fEAADs7O712e3t7xMbG6rUlJCRACJFnXwB6/U+cOIGpU6fiwIED8Pf3R9OmTXWn8tq2bYu2bdsCAI4cOYLg4GD07t0bDx48gJWVVZ45MzIykJGRoXtcXr91SERUWBpVMp70n4S0o+cAuQwe34yFY3BHc8ciMgmDjzxdvHgRISEhhe7/4Ycf4tKlS4ZOAwCwtLQEgFzXHkkkElhYWBS6LwC9/k2aNMH69euxZMkS3L9/H1988UWe87dp0wbbtm2DQqHA8ePH880ZFhYGJycn3U+VKlUK+QyJiMof9eNYRL87HGlHz0Fia4PKP37NwonKFYOLp8zMTPj5+RW6v7u7O7TPrCBrCA8PDwBASkqKXntKSgq8vb312lxdXSGXy/PsC0Cvv1wuR6VKlTB06FCEhobi6NGj+WZo3rw5atWqBYVCkW+f0NBQKJVK3c/Dhw8L9wSJiMqZzJv3EPXOZ8i8dgcyD1f47FoM26DXzR2LyKQMLp7yO3VVEGtra4P3AYB69eoBAKKi9BdOi4qKQkBAgF6bRCJBQEBAnn3lcjn8/f3znKNp06aQv+D8u7Ozs66Qy4uVlRUcHR31foiIKpq0vy4iqtNQqKMUsHipCnz2L4NVvbz/9hKVZQYXT1Kp4etqvqg4yU/79u1ha2uL8+fP69oePnwIhUKB7t275+rfrVs3vb4AcPbsWQQFBcHV1TXPOR4/fow2bdrkmyE5ORkxMTFo3rx5kZ4DEVFFkBxxGNE9voRWmQyrJgHw2bsUFtW8X7wjURlkcFVz7do1jBkzBg4ODoXqn5SUhOvXrxscDABsbGwwcuRIrFu3Dr179wYArF27FoGBgWjWrBkOHjyIIUOGYOfOnahbty5CQkKwcOFCnDhxAm+88QaUSiUiIiKwadMmAMC5c+cQERGBL774Ai4uLkhKSsL69evxww8/AMheWbx///7o2LEjBg4cCACYMGECwsLCYGtrW6TnQERU3iV+vwVPp3wHCAG7ji3h+f1USG0MP0tBVFYYvEimVCot0uKRGo3G4H2A7EUrp0yZApVKBRcXF9y7dw8LFy6Eq6srtm/fjgEDBuDAgQNo0qQJAODChQsICwtDo0aNcOXKFbz77rvo2bMnAODQoUP4+OOPodVqERwcDDc3N/Tu3Vv3Tbu0tDT06NEDhw4dQmBgIBo0aICOHTuidevWBmXmIplEVBEIrRZPpy+DculmAIBj/25wDxsBiUxm5mRERVNsK4xLpVL4+/vDy8vrhUWUEAKPHz/G7du3i1w8lUUsnoiovBMZmVD83xwk78heB891UgicP+9T5DszEJUGhf38Nvi03ccff4x169YZvA8REZUPGmUSYvpORPqfFwC5DJ6LxsOhZ/6LJhOVNwYXT507G37jxnfffdfgfYiIqPRRRz3B4+CxyLxxFxJ7W1RaMwu2bZqYOxZRiTK4eOrRo4fBk6Smphq8DxERlS4Z1+/g8YdjoHkcC5mXGypvmgerV2uZOxZRiTN83QED3bhxA9OmTSvuaYiIqBilHT+P6C7DoXkcC4ta1eCz/3sWTlRhFdvdGc+ePYsFCxbgl19+qVAXixMRlRfqaAWy7j5Cxq37eDr5OyAzC9avv4ZKG8Igc+GXYajiMmnxpNVqsW3bNixcuBAnT54EkP2NO377goiobFFt3IPYUfOAZ26vZde5NTyXTYbUmms4UcVmkuIpMTERP/zwA5YsWYJHjx5BCAELCwt07twZbdu2xdq1a00xDRERlQB1tCJX4QSJBG4zhrFwIoKRxdPff/+NRYsWYcOGDUhLS9MVTdOnT8enn36qux9cUe6HR0REJU9oNEj8Yat+4QQAQkD9IAYWVSqbJxhRKVKkC8Z//fVXdOjQAXXr1sXy5cuRnp6OLl26IDIyEj4+Phg/frzejXQHDRpkssBERFQ8Uo+exaM3B0K5ZFPujTIpLGr4lHwoolLIoCNPS5cuxeLFi3Hr1i0IIeDk5IQBAwZg+PDhulucEBFR2ZL5z794Om0pUn//CwAgdbSHTZvGSNl7FNBoAZkUHvPHQO7taeakRKWDQcVTRkYG1Go1hBDo06cPli9fzhvmEhGVUZq4BMTPXQPV+l2ARgPIZXDq1xUuo/tB5uac/W27e1GwqOHDwonoGQadtvviiy/wzz//YM+ePYiPj0fbtm2xYcMGZGVlFVc+IiIyMW16BhIW/4gHTYOhWrMD0Ghg2yEQVY6th3vYSMjcnAEAcm9P2LRowMKJ6DlFuuapY8eO2Lt3LzZt2oSLFy/itddew9SpUxETE2PqfEREZCJCCCTtOIiHzT9C/IzvoU1KgeWrteC9YxEqbwiDZc2q5o5IVCYYtcK4n58fwsPDcf78efj6+qJLly6Ii4vD0aNH9fpt3rzZqJBERGSc9NNXENVxCBSDp0P9MAayyh7w/G4ifA+uhE1gQ3PHIypTJEIIYcoBjx07hiVLluDixYvo1asXmjZtivnz5+Pw4cOmnKZUU6lUcHJyglKphKMjV+ElIvPJuh+NpzO/R8qu7L/BElsbOH/eG85DPoTU1trM6YhKl8J+fpv89iwtW7ZEy5YtER0djcWLF6N3795ITk429TRERFQAjTIJCd+sh3LlNiAzC5BK4dC7I1zHfQp5JXdzxyMq00x+5Ol5CoUCbdq0wfXr14tzmlKFR56IyFxElhqqtTsRP38ttPFKAIBNmyZwmzYUVnVrmjkdUelWbEee4uLi4O5e+P9r8fT0xIQJEwydhoiIDCCEQOpvf+LptKXIuvMQAGDhXx1u04bB9s3XeY9RIhMyuHhauHAhZs2aZdA+f//9t6HTEBHRC6ijFci6+wja9AwkfrcJ6X9eAABI3Z3hOn4gHPt0gkRu8qsziCo8g99VGzZsQN26deHt7f3C/5MRQuDhw4dYvXq1wQUXERHlT7VxD2JHzQW0/7vyQmJlCafPesJlxEeQOtiZMR1R+WbwNU9SqbRIh381Go3B+5RVvOaJiIpT+pV/EPXmAODZv94SwHv/ctg0esVsuYjKumL/tp0hNRfPtRMRGU+jTELiks1IXLpZv3ACsh+nZ5gjFlGFY/AimXPnzoW3tzc6dOiAP/74A1qtNt8ftVqNe/fuoUmTJsWRnYioQtAmpyJhwXo8aNQTiQvWAxmZuTvJpLCo4VPy4YgqIIOLp9GjR+Pu3bvo0aMHQkJC0KJFC+zZsyfvwaVSVKtWDR07djQ6KBFRRaNNz0Di91vwoOmHiJ+zAlplMixf9kOldbPhvmAsIPvvT7hMCo/5Y3gPOqISYvQ6Tzt37sTcuXORlJSE8ePHIzg4GFKpUXd9KfN4zRMRGUNkqZG0aR/iw9dBE60AAMir+8B1/Kew7xoEiUwG4L9v292LgkUNHxZORCZQ2M9vky2SefToUXz99de4ceMGRo0ahU8//RTW1hVz6X8WT0RUFEKjQfKOSMR/vRrq+1EAAJm3J1xH94XDhx0hseCyA0TFqcSLpxxXrlzB3LlzcfjwYQwbNgxDhw6Fk5OTKaco9Vg8EZEhhBBI2XcM8V+tRNbf9wAAMg8XOI/4GI5934XU2srMCYkqhsJ+fpv8/Nqrr76KXr16wdHREZMmTULVqlUxduxYU09DRFTmCSGQeugUotoPxpN+E5H19z1InezhOnEwqp7eDOeQHiyciEohkx4D3r59O2bNmoVLly4ByP7D8Prrr6NLly6mnIaIqMxLO3EJ8XNWIP1k9t9Lia0NnD/rCaehvSBzcjBzOiIqiNHFkxACmzZtwpw5c3Djxg3d+k+dO3fG5MmTuUwBEdEz0i/+jfg5K5B2+DSA7FXBHQd0g8vnfSBzdzFzOiIqjCIXTxqNBuvXr8dXX32F27dvQwgBqVSKDz74AJMmTcJrr71mypxERGVOzr3nLPx8oVWlIP6rlUjZezR7o1wGx486w+XLvpBX9jBvUCIyiMHFU1ZWFlatWoWvv/4aDx48gBACMpkMwcHBmDhxIvz9/XPtc+bMGR6BIqIKJfvec/MArVZ/g1QK++7t4TqmPyyqe5snHBEZxeDiyc/PD9HR0RBCwNLSEn379sX48eNRo0aNfPdZs2YNiyciqjDU0YpcN+0FAJs3m8F9+lBY+uf/95KISr8i3RgYALy8vDB8+HBUqVIl376ZmZn4559/8N133yElJcW4pGUIlyogqrjUsQmIGxuOlD1/5NrmvfNb2LRoYIZURFQYxXZjYKlUirZt28LHxwe3b9/G7du38+2bkZGBmzdvIj093dBpiIjKlJyb9iqX/wKRmpa7A+89R1RuGFw8ffLJJ1i9erVB+3z44YeGTkNEVCZoU9KgXLEVid/9BK0yGQBgVb8OrJu9BuWKrYBGy3vPEZUzBhdPb731lsGT8MbARFTeiIxMKNftQuLCDdDExgMALOrUgOv4gbDr2BISiQTOQ3rx3nNE5ZDBxZOFhYXBk3zyyScG70NEVBoJtRpJm39FQvhaqB89AQDIq3vDdewA2L//lu6mvQAg9/Zk0URUDhlcPK1duxY9evQojixERKWW0GqRHHEICV+vRtadhwAAWWUPuIzqC8fenXjTXqIKxOB3+/79+1G3bl3Ur18fVlaFu+eSlZUVli1bZnA4IiJzE0Ig9fe/EB+2ApnX7gAApG5OcBnxERz7dYPUhveeI6poinTa7u2338bLL78MS0vLPPs8fPgQM2fOhFqthqurK3bs2GF0UCKikpZ67Bzi56xAxtlrAACpgx2chn0I55CekNrbmjkdEZmLwcVTv3798M033+S7/cyZMwgNDUVWVhb8/Pywb98+1K5d26iQREQlKf3sNcTP+QFpx84DACQ2VnAa2B3O/9cbMheu3UZU0RlcPPXp0yffbVu3bkW/fv2QmpqKN954AxEREXB3dzcqIBFRcXr2/nOaBBXiw1Yi9bc/szdayOH4ybtwGfkx5JX4t4yIshlcPLVq1SrP9tmzZ2Pq1KnQarXo3r07NmzYUOhrooiIzKGg+8859OoAl9H9YFG1snnCEVGpZfTXQ7KysjBgwAD89NNPEEJgzJgx+Prrr02RjYio2OR7/7n2zeE+bSgsa1UzUzIiKu2MKp7i4uLQtWtXnDhxAlKpFEuWLMHgwYNNlY2IqFgItRoJ3/6Yq3ACAJehH7JwIqICFbl4un79Ojp37oz79+/D3t4eW7ZsQYcOHUyZjYjI5NJOXkbc+G90yw7o4f3niKgQpEXZ6ddff0Xz5s1x//59+Pj44NixYwUWTufOnStyQCIiU1Ar4qEYPhvRXYYh89odSJ0dYN/jbUD2359B3n+OiArJ4CNPixcvxqhRo6BWq1GvXj3s3bsX3t7eBe4zb948bN68ucghiYiKSqjVUK3ZifivVkGryr5xr8NHneE2KQQyN2e4TRrM+88RkUEkQojcJ/0LIJVm/1+as7MzZs6cCQcHh3z7ZmRk4PLly1i2bBnUarVxScsQlUoFJycnKJVKODpyTRgic0k7dRlx4xYg89ptAIBVPX+4f/0FrBvVNXMyIiqNCvv5XaRrntq0aYNq1arh7NmzBfZLT0/HtWvXYGB9RkRkFHVsAuJnLEPS5v0AAKmzA1wnDobjx130btxLRFQUBhdPb775Jg4cOGDQPm3atDF0GiIigwmNBqq1EYifs+J/p+j6dMo+RefuYuZ0RFReGFw8DRo0yOBJ+vXrZ/A+OYQQCA8Ph0KhgKWlJWJiYrBgwYJ8TxfeunULc+bMQUBAAM6fP4/g4GB06dJFt12hUGDEiBH49ddfYWNjg+HDh2PChAl6Y+zfvx87duyAn58fzp07h1mzZsHf37/Iz4GIil/6mauIHfcNMq/8AwCwfLUWPOaOgnVjnqIjIhMTpdysWbNEUFCQ7vHkyZNFly5d8uz75MkT4e3tLY4ePSqEEOLp06fC3d1dnDx5UgghhEajEZ988ok4cuSIiImJEXPmzBEAxL59+3RjHDlyRHh4eIjExEQhhBCRkZGiSpUqIiEhodCZlUqlACCUSqWhT5eIDKSOjRdPPg8Tt90DxW33QHH3pQ4icfV2oVWrzR2NiMqYwn5+F2mpgpISHx+P2bNn6x25GjBgAHbv3o1jx47l6h8eHg5ra2u0bNkSAODq6opOnTrpjiydOXMG06ZNQ+vWreHl5YXQ0FC4urri2rVrujHGjh2LLl26wMnJCQAQFBQEqVSKxYsXF+MzJSJDCY0GytU78KBZbyT9tBdA9im6qid/glP/bry2iYiKTakunvbv34+0tDQ0atRI11a9enW4ublhy5Ytufpv375dry8ANG7cGIcPH0ZsbCxef/111KhRQ7ctIyMDarUab731FgAgOjoap0+fznOMvOYjIvNIP3sNj9oPRty4b6BVJsPy1Vrw2bcMngvH89omIip2pbp4unr1KgDA19dXr93X1xcXL17Ua0tPT8edO3fy7CuEwOXLl3ONP2fOHPzwww+oX78+AODKlSv5znfjxg1kZmbmmTMjIwMqlUrvh4hMTxOXAMXIrxD1zmfIvHwLUid7uH/9JXwPrIB1kwBzxyOiCsLoGwMXp/j4eACAnZ2dXru9vT1iY2P12hISEiCEyLMvAL3+J06cwNSpU3HgwAH4+/ujadOmqFGjRoHzaTQaxMfHo1KlSrlyhoWFYfr06UV8lkRUEHW0Apn/PED6+etQLt0MbWISAMAhuCNcJ38GuQePNBFRySrVR54sLS0BABKJRK9dIpHAwsKi0H0B6PVv0qQJ1q9fjyVLluD+/fv44osvDB7jWaGhoVAqlbqfhw8fFv5JElG+VBv34N/63fG4+xdImLMC2sQkWAb8d4ru21AWTkRkFqX6yJOHhwcAICUlRW9pgpSUlFy3hHF1dYVcLkdKSopee87jZ/vL5XJUqlQJQ4cORWxsLBYtWpRrvufHsLS0hJubW545raysYGVlVZSnSET5SD9/HbFffK3fKJGg0vrZsKhS2TyhiIhQyo881atXDwAQFRWl1x4VFYWAAP3rGyQSCQICAvLsK5fL812nqWnTppDLs2vIgIAAyGSyQs1HRMVDm5yK+LCViOo8LPdGIaB+EFPyoYiInlGqi6f27dvD1tYW58+f17U9fPgQCoUC3bt3z9W/W7duen0B4OzZswgKCoKrq2ueczx+/Fi3ArqrqytatWqV5xh5zUdEpiM0Gqh+2osHzXoj4Zt1QFYe98OUSWFRw6fkwxERPaNUF082NjYYOXIk1q1bp2tbu3YtAgMD0axZMxw8eBC1atXSrdMUEhKCuLg4nDhxAgCgVCoRERGB0aNHAwDOnTuHKVOmICEhAQCQlJSE9evXY9asWbrxx40bh507d+q+MXfs2DEkJiZiwIABJfKciSqitD8v4NFbgxA74itonjyFvLoPvNbOhvuCsYDsvz9TMik85o+B3NvTvGGJqMIr1dc8AcDMmTMxZcoUfP7553BxccG9e/cQEREBiUQClUqF2NhYpKamAgC8vLwQGRmJsLAwHD16FFeuXMHSpUvRrl07ANnF1KpVq7BixQoEBwfDzc0Na9as0Vv76e2338a3336LYcOGISAgAGfPnkVkZCS8vLzM8vyJyrPMOw8RP2MZUvZlL3ordbSHy+i+cPr0A0gss7+gYRf0OrLuRcGihg8LJyIqFSRCCGHuEOWNSqWCk5MTlEolHB0dzR2HqNTRJCYhYf4aKFdtB9QaQCaDY9/34Dq2P2RuzuaOR0QVVGE/v0v9kSciKj9ElhqqtTsRP28NtAnZp8Zt32oGt2lDYelf4wV7ExGVDiyeiKjYCSGQeuAvPJ26FFm3HwAALOrUgPuM4bBt29TM6YiIDMPiiYiKVca123g6dQnS/jgLAJC6O8N1/EA49ukEiZx/goio7OFfLiIqFmpFPOK/WomkH/cCWi1gaQHnkB5wHvkxZI725o5HRFRkLJ6IyKS06RlQfr8FCQs3QKSkAQDs3m0LtymfwaKa9wv2JiIq/Vg8EZFR1NEKZN19BHkNH6SfvoL4mcuhfpi9CrhV/Tpwm/l/sGn2mplTEhGZDosnIioy1cY9iB01L/u03DNk3p5wmzQY9h+0g0RaqtfiJSIyGIsnIioSdbQCsaPmAlr9peKchn4I13GfQmprbaZkRETFi/9LSEQGExoNEpZsylU4AYBd++YsnIioXOORJyIySMalm4gdG46M8zdyb+SNe4moAuCRJyIqFG1SCuImLMKj9oORcf4GJPa2sH//Td64l4gqHB55IqICCSGQsvMQ4iYvhubJUwCAfdcguM38P8grucNt6lDeuJeIKhQWT0SUr8w7DxE3fgHSjpwBAFjU8IX73C9h26aJro/c25NFExFVKCyeiCgXbXoGEr/9EYnf/giRkQmJlSWcR3wE5//rDam1lbnjERGZFYsnItKTevg04sYtQNa9RwAAmzZN4P7VF7B8qYqZkxERlQ4snogIAKCOiUPcpMVIiTgEAJB5ucF91uewe68tJBKJmdMREZUeLJ6IKjihVkO5eifiw1ZAJKcCUimcBn4A1/GfQupgZ+54RESlDosnogos/fx1xI6ej8wr/wAArBq+DI95o2H1Wm0zJyMiKr1YPBFVQJrEJMTPXg7Vul2AEJA62cN1UggcP+4CiUxm7nhERKUaiyeiCkQIgeStv+Pp1CXQxCYAAOx7vg23qUMh93Q1czoiorKBxRNRBaCOViD16Dmo1u9CxpmrAACLWtXgMW8UbFo0MHM6IqKyhcUTUTmXsHQz4qctAXLu4SuXwXXcp3Ae+iEklhZmzUZEVBaxeCIqhzL/+Rcp+48jOeIQMi/f0t+oFXDo+TYLJyKiImLxRFQOCI0G6WevIfXX40jZfxxZdx7m31mrRda9KN5ShYioiFg8EZVR2rQMpB09i5T9x5D6+1+6C8ABAJYWsAlsCOs36iEhbAWgFf/bJpPCooZPyQcmIionWDwRlSGap4lIOXACqfuPIfXIGYjUdN02qaM9bNu9Abt3WsI2qKlugUu5uwtiR88DNFpAJoXH/DE86kREZAQWT0SlXNa9KKT8egwp+48j/dQVQKvVbZP7esGuQyBs3wmEzRv1IbHI/ZZ2/KgzbIOaIuteFCxq+LBwIiIyEosnolJAHa1A1t1HsPDzhaySOzIu3UTK/uNI/fU4Mm/c1etrGVALdu8Ewu6dlrAMqFmo+87JvT1ZNBERmQiLJyIzU23cg9hR87KPKEkAiYM9hCr5fx1kMtg0r5d9Oq5DICyqVDJfWCIiYvFEZA6auASkn7uO1EOnoFq9438bBLILJxtr2LV7A3bvBML2rTcgc3YwX1giItLD4omomAm1Gpk37iH97FWkn72GjDPXkHXvUYH7VF43G7Ztm5ZQQiIiMgSLJyIT08QrkX72WnahdPYq0s/fgEhJy9XPonY1WNZ9CSk7DwNCfykBS//qJReYiIgMwuKJqBCevaD72QuvhUaDzL/v/XdEKfvIUl4LVEod7GDV6BVYN64L68YBsGr0iu5UnKpVEy4lQERUhrB4InoBvQu6pRI4DuwOmYNt9tGlc9chklNz7WNRs2p2odQkAFaN68LSvzokMlme43MpASKiskUixLPnC8gUVCoVnJycoFQq4ejoaO44ZISsh4/xoFEv/dNqz5HY2cC64cuwbvIqrBrXhXWjVyBzdSrBlEREZAqF/fzmkSei5witFumnriA54hCStx3Is3CybtME9p1awbpxACxfrpHvUSUiIip/WDwR4b+C6cxVpEQcRvLuI9DExOXfWSaF16LxPL1GRFRBsXiiCktotcg4ew3JOQXT41jdNqmjffYq3u8FQR2tQNy4b3hBNxERAWDxRBWMEAIZ565nn5LbdQSaaIVum9TBDrbvtIT9e21h27oxJFaWum127d7gBd1ERASAxRNVAEIIZJy/juRdR5Cy6zDUj57otknsbWH3TiDs3wuCbZsmegXTs3hvOCIiysHiicqF59dhEkIg4+LfSI44hJRdR6B+GKPrK7GzgV2HQNi/1xY2bZtCam1lxuRERFTWsHiiMu/5dZhs2jRF1u0HUD94rOsjsbWBXYcW/xVMr0Nqw4KJiIiKhsUT6eS3inZppU3PQNofZxH75dz/LSegFUg7dAoAILG1hl375rB7Lwi2bzZjwURERCbB4okAPH/0RgqP8DFw/KizuWPpaNMykHntNjIu3UTG5VvIuHQTmTfvAWpNnv1dxvSH8/DekNpal3BSIiIq71g8EdTRCsSOmgtoc47eaBH75VwItRpWr9aC3McLMk9XSKTSEsmjTU1H5tV//lcoXb6JzJv/AprchZLE2QEiMUm/USaF40edWTgREVGxYPFUwWlT0hA3c/n/CqccQiBuTPj/HstlkFf2yP7Wmc9/P976/5S6OUMikeQ7V16nBbXJqci4mnNEKbtYyrr1b/YRsOfIPFxg9Zo/rOr5w6pebVi+5g+5jyeSftzLG+sSEVGJ4b3tikFZuLedEALJOyLxdNpSvcUhdSSA5Wv+0MQmZK+2nUcxk2sXa0vIK3tC9mxh9d+/Z1y8gYT5a7OLNIkEVg1fhjYpBVn/PMjz9icyT9f/iqT//cgquedbnKmjFVyHiYiIjFLYz28WT8WgtBdPGZdvIW7CIqSfugwAkFetDNu3mkG1LkLv6E3ONU9CrYbmyVOooxTZP9HP/TNKAU1sfJHzyCq5P1Mk1YbVa/6QV3I3yXMlIiIqLN4YmHLRxCUgPmwlVBt2A0JAYmsNlxEfw2loL0itreAy4qM8j95I5HLIfbwg9/HKd2yRkQn14zioo57kKq4yb92H+n50rn1cJoXA8cN3IPdyK5bnS0REVBxYPFUAIksN5ZqdSJi7ClplMgDA/v234DZ1iF6RZMwq2hIrS1hU94ZFde9c29TRCvzboIf+qT+ZFI492rNwIiKiMqdkvj5Vxmk0Gty9e9fcMYok9Y+zeNi2P55OXAStMhmWAbXgves7eC2fWmLXBsm9PeERPgaQ/ffrxou6iYioDCv1R56EEAgPD4dCoYClpSViYmKwYMECODg45Nn/1q1bmDNnDgICAnD+/HkEBwejS5cuuu1RUVEYMWIEDh8+DBsbG3z00UeYMWMGLC3/d08zpVIJX19fJCcn69r++OMP+Pn5Fd8TNbGs+9F4OvU7pOw7BgCQujnBbcJgOPTpBIlMVuJ5HD/qDNugpryom4iIyrxSf8H47NmzcejQIURGRgIApkyZgosXL2LXrl25+ioUCjRo0ACbN29Gy5YtER8fD39/f+zZswevv/461Go1OnbsiHfffRceHh748ccfsXv3boSGhmLOnDm6cb755hskJyejatWqAABHR0e8//77hc5szgvGtSlpSFi0EcqlmyEyMgGZDE4DusFl7ADInPMuOImIiKicfNsuPj4evr6+WL58OT7++GMAwP3791GjRg0cPXoULVu21Os/btw4bN26FXfu3NG19evXDw8fPkRkZCR27twJOzs7tGvXDgCg1WrRuHFjxMbG4uHDh7q2jh07Yv/+/QWuWVQQcxRPeS09YNOqEdxnj4BlnRolkoGIiKgsK+znd6m+5mn//v1IS0tDo0aNdG3Vq1eHm5sbtmzZkqv/9u3b9foCQOPGjXH48GHExsbCzc1NVzgBgFQqRVBQEJRKpa5t9+7d+O2331C5cmUMGDAAN27cKIZnZloZl28hustwKEKmQ/M4FvKqleG1djYqb13AwomIiMjESnXxdPXqVQCAr6+vXruvry8uXryo15aeno47d+7k2VcIgcuXL+c6UpWzX9OmTXWPHR0dERoaipo1a2LNmjVo1KiR7pRhaaOJS4Diy7l49NZApJ+6DImtNVxDB6HKnxtg36lVkY+cERERUf5K9QXj8fHZCy/a2dnptdvb2yM2Vn9V7ISEBAgh8uwLIFf/HMeOHcPs2bN1j9u2bYu2bdsCAI4cOYLg4GD07t0bDx48gJWVVZ5jZGRkICMjQ/dYpVIV5ukZLOf2JvIqlZHy63EkzF0NrSr/pQeIiIjI9Ep18ZTzDbjnj6BIJBJYWFgUui+AXP0B4ODBg/D390fnzp3znL9NmzbYtm0bWrRogePHj+PNN9/Ms19YWBimT59eiGdUdKqNexA7al6u26RYBtSC+5wRsHmjXrHOT0RERNlK9Wk7Dw8PAEBKSopee0pKCry99RdjdHV1hVwuz7MvgFz9ExMTsXTpUqxevbrADM2bN0etWrWgUCjy7RMaGgqlUqn7ybn43FTU0QrEjpqbq3BynfwZfA+uYOFERERUgkp18VSvXnZREBUVpdceFRWFgIAAvTaJRIKAgIA8+8rlcvj7++vaNBoNxo4di8WLF+tO6xXE2dlZV8jlxcrKCo6Ojno/ppR191H2DXWfY93oFbOs2URERFSRleriqX379rC1tcX58+d1bQ8fPoRCoUD37t1z9e/WrZteXwA4e/YsgoKC4OrqqmsLDQ3FiBEj4OPjo2u7fv16nhmSk5MRExOD5s2bG/t0iszCzxeQPvefSiaFRQ2fvHcgIiKiYlOqiycbGxuMHDkS69at07WtXbsWgYGBaNasGQ4ePIhatWrh2rVrAICQkBDExcXhxIkTALJXCo+IiMDo0aN1+8+aNQvp6em4ceMGtm7diq1bt2L+/PnYu3cvlEol3n//faxcuVLXf8KECQgLC4OtrW0JPevceHsTIiKi0qNUL5IJZC9aOWXKFKhUKri4uODevXtYuHAhXF1dsX37dgwYMAAHDhxAkyZNAAAXLlxAWFgYGjVqhCtXruDdd99Fz549AQCbNm1C796985znn3/+gY+PD3r06IFDhw4hMDAQDRo0QMeOHdG6dWuDMhfXIpnqaAVvb0JERFRMysUK42WVOW/PQkREREVTLlYYJyIiIiptWDwRERERGYDFExEREZEBWDwRERERGYDFExEREZEBWDwRERERGYDFExEREZEBWDwRERERGYDFExEREZEBWDwRERERGYDFExEREZEB5OYOUB7l3C5QpVKZOQkREREVVs7n9otu+8viqRgkJSUBAKpUqWLmJERERGSopKQkODk55btdIl5UXpHBtFotoqOj4eDgAIlEYrJxVSoVqlSpgocPHxZ4t+eKOH5Zzl7Wxy/L2Yt7/LKcvayPX5azl/Xxy3J2IQSSkpLg7e0NqTT/K5t45KkYSKVS+Pr6Ftv4jo6OxfILWR7GL8vZy/r4ZTl7cY9flrOX9fHLcvayPn5ZzV7QEaccvGCciIiIyAAsnoiIiIgMwOKpDLGyssLUqVNhZWXF8UtwbI5vvrHL+vhlOXtZH78sZy/r45fl7IXFC8aJiIiIDMAjT0REREQGYPFEREREZAAWT2VYcnIyHj9+bO4YRhNC4Pbt2+aOUSRlOTtQtvObIntxv4cKGt+Y/DExMdi7dy9u3rxpTLwij1/Rf2/MqaznLy9YPJUhBw8ehEQi0f14e3vDwcGhyOMdPXoUbdu2zdV++vRp9O/fH/PmzUPPnj1x4sQJk46v0WhQvXp13fOQSqX466+/CjVmYmIiPv30U1SqVAleXl4YPHiw3m1wjM3+ovGNyQ5kf5gOGTIEnp6ecHd3x4gRI6DRaEyW/0XjG5s/h1arRfPmzXHkyBGTZX/R+KbIXtB7yBT5CxrfFPkvXLiAdu3aYd68efD394e/v7/Jshc0vrHZ69atq/e65PwsWbLE6PwvGtsUr7tKpcKYMWMwY8YMTJo0CR999JFeUWxM/heNbar3bGlQ2MKvqJ9NSqUSw4cPR1hYGIYMGYKwsLAX3malyASVGcHBwWL16tVizZo1Ys2aNeLPP/8s0jgqlUps3LhR+Pv7i+d/BW7cuCFcXFzEnTt3hBBC3Lp1S7i6uoq7d++aZHwhhNi2bZv4v//7P93z2LRpk8jIyCjU2L169RJfffWV+OWXX0Tfvn0FABEcHGyy7AWNb2x2IYQYPny42L17t3jy5IlYu3atkEgkYunSpSbLX9D4psifY+HChQKAOHz4sMmyFzS+qbLn9x4yVf6C3qPG5o+IiBAODg5i3759eu2myp7f+MZmP3HihOjVq5fYvn272L17t+7H0dFR3L1716j8Lxrb2Ow5goODxbfffqt7vH79etG+fXshhPGvf0FjmyJ/cnKyGDFihJg6daoYNGiQGDlypEhPT9dtP3XqlOjXr5+YO3eu6NGjh/jrr79MNrZarRbVqlUTAHQ/69aty3c8Yz6btFqtaNeunZgxY4Zun1atWonw8PBCPx9DsHgqI+7cuSMGDx5s0jEnTZqU6xe0Z8+eIigoSK+tdevWYsCAASYZXwgh3n33XZGSkmLweBcuXBA//PCDXtt7770nZDKZSE9PNzr7i8Y3JrsQQty7d0+cPHlSr61BgwZi2LBhQgjjX/sXjS+Ecflz3L59W4SGhuoVN6b8vclrfCGMz17Qe8gU+V/0HjUm/9WrV4WNjY2YM2dOrm2myF7Q+EIYl33Xrl1CrVbrtV28eFHUrVtXCGFc/heNbWz2HA4ODmLXrl26xzdu3BB2dnZCCONf/4LGFsL4/L169dL7u/bhhx+Kfv366eYypvAraGwhil74FeWzad++fQKAePDggW77mjVrhJOTk0hKSirU8zEEi6cyYuTIkQKAqF27tpgwYYKIj483esypU6fq/YJmZWUJGxsbMWbMGL1+o0aNEk5OTkKj0Rg1vhBCXLp0SQAQzs7OomfPnrk+7Aty4sQJkZmZqde2ePFiAUA8efLE6OwFjf/06VOjsufnpZdeErt37zb5a//8+EIY99rn0Gq1on///iI5OVlX3Jgye17jmyp7fu8hU+Uv6D1qbP7OnTsLZ2fnXL+fpsqe3/imyJ6X6dOni/HjxxfL733O2KbM7ufnJz744APd4y1btohmzZqZJH9+Y5sif87+9+/f17X9/vvvAoC4du2aUYXfi8YWouiFX1E+mwYOHCg8PDz0tl+5ckUAEFu3bjU4w4vwmqcyon79+vj8888hhMCcOXPQsGFDREdHm3SOO3fuIC0tLdd9+Xx9faFUKnHv3j2j51Cr1ZgyZQqaNGmCrVu3okWLFtiwYUOh9m3WrBksLCz02tLT0/HSSy8hISHB6OwFje/q6mpU9rysWrUKISEh6Ny5c7G89s+ODxj32uf4/vvv8dFHH8HOzk7XZsrseY1vquz5vYdMlb+g96gx+Z8+fYq9e/fCz88PgwYNwssvv4yqVatiyZIlJsle0PjGZs9PREQEunTpUiy/9zljmzL7tGnTsG3bNnz66ac4ceIEVq5ciY0bN5okf35jmyL/qVOnAACVKlXStb366qsAgL1792L37t1o1KiR3j6NGzfGtm3boNVqjRr78uXL2LVrF3x8fNCrVy9d/6IozOt89erVPLcDwMWLF4s8d75MXo5RsdJoNGLp0qVCLpeLd99916ixnq/u//rrLwFArFy5Uq/fihUrBABx4sQJo8Z/3sWLF4W/v7+wsrISjx8/Niz8f959912xePFik2d/fnxTZs/5Pz4AonLlyuLMmTMmzZ/X+KbIf//+fTF69GjdY/x3ZMhU2fMb3xTZn/X8e8jUvzsveo8amv/XX38VAMSwYcN0RzK+/fZbAUBMmzbN6OwFjf/bb78ZlT0vDx8+FJ6enkKj0Zj8tX927OcZm33RokVCIpEIKysrcfr0aSGE6f5m5jW2KfLPnTtXABAKhULXlpmZKQCIDh06CABi0aJFevssWLBAABC3b98u8thDhgwR586dE1OmTBHt2rUTUqlUyGQysX79+kLlLspnU+3atUVgYKDe9qysLAFAhISEFGpeQ/DIUxkjlUoxZMgQTJ8+HXv27EFmZqbJxra0tAQASCQSvfacx88flTFWvXr1sH//fgDZ/6diqBs3biAhIQFDhgwpluzPjv88Y7L7+/tjyZIl+Omnn5Ceno6BAweaNH9e45si/4wZMzBlypRc7abKnt/4zzP29+b595BUKtXLm6Oovzsveo8amv/p06cAgEGDBumyDh8+HFWrVsXZs2eNzl7Q+DlHn4qaPS+7du1Cx44dIZVKTf6+fXbs5xmTXaPR4MGDBxgzZgzs7e3RunVrHDp0yCT58xvbFPlr164NADh58qSuTS6XA8g+qg4g11Fee3t7AEBsbGyRxwaAhg0bYvr06fj9999x/vx51KxZE4MGDUJMTEyhsj+rMK+zpaVliX12AVyqoMzq168ftFqt7g+fKXh4eAAAUlJS9NpzHnt7e5tsrhw1atRAq1atoFAoDNovMzMTU6ZMwebNmyGTyUye/fnxTZldJpPB3d0dwcHBWLBgAS5dugR3d3eT5c9rfKVSaVT+lStXokePHnkujWGK176g8fNS1Nf+WTnvoZzTDqb+vS/oPWpIfmdnZwD6H0wSiQQBAQG4du2a0dkLGv/OnTtGZc/Ls6fVTP2+fXbsvBQ1+8iRI2Fra4uvv/4aFy5cgJ+fH3r27GmS/PmNnZycbHT+jh07ombNmpg6dSoSEhIghMDKlSsBAG3atAFQ9MKvoLErV66s19fYorswr7OHh0eJfnaxeCqjnJ2dIZPJ4OLiYrIxfXx84O7ujqioKL32qKgouLu7w8vLy2RzPcvZ2Vn35iisiRMnYsqUKbo3hamzPz++KbM/q2nTpgAAd3f3Ynntc8Z/9oPxWYXN/+OPP6J79+6wt7fX/QDAO++8g7ffftvo7AWNX7duXaOy5yfnPVRcr/2L3qOFzV+zZk0AyPWB6eTkBC8vL6OzFzR+fsVsUV97lUqFEydOoH379gBM+759fuz8GJo9JSUFy5YtQ/fu3QEAVapUwbZt2xAfH48LFy4Ylb+gsZ9d46yo+S0sLHD48GHUqVMHb775Jvr3768r5mvUqKHL8Hwm4MUFR0Fjt2zZMld/Y4ruwvye1KtXL8/tABAQEGDwnC/C4qmMOnv2LIKCgmBtbW2yMWUyGbp06YLz58/nmuv999/P81C4sbRaLa5cuYJ27doVep/58+ejY8eOuosTAeDmzZsmy57X+NevXzdJ9uc9fvwYTZo0gZ2dXbG89s+O/zxD8m/cuBEXL17U+wGyjxj9+uuvRmcvaPx9+/YZlT0/Oe+h4nrtC3qPGpK/du3aqFu3Lo4fP67XHh0djUaNGhmd/UXjG5P9efv370fz5s11xbEp/+Y8P3ZeipJdo9FAq9XqLTbr7+8PDw8PWFhYGJW/oLHz2rco+X19ffHTTz/h/PnzWLt2La5fv45atWqhT58+Rheu+Y2dV/EEFL3oLszvSbdu3fDkyRO9L1KdPXsWjo6OLyyoi8TkV1GRyZ08eVJ069ZNHD16VAghRFJSkujQoYO4evWqUeOOHz9eANC7uPLKlSvC3t5e9/XTO3fuCDs7uyLN9fz4Go1GBAcHi6+//lpkZWUJIbIvOsxvbZm8bNiwQQQHB4tffvlF97N48WIxbtw4k2TPb/wxY8YYnf3OnTti7Nix4tGjR0KI7Isru3TpIo4dOyaEMP61L2h8U7z2z8MzF3Sb8vfm+fFNkf1F7yFj8xc0vinyr1+/XtSsWVOkpqYKIYR48OCBcHJyEnfv3jXJa5/f+Ldv3zbp701wcLD47rvv9NpM9bvz/Nim/J3v0KGDCA0N1T2+d++e8PHxEYmJiUbnL2hsU79nDx06JORyuW4h1P79+4t27drp9QkKCirSmoLPj/08jUYj6tSpo7e0QX6K8tmk1WpFixYt9F6foKAgMXHiRIOfS2GweCoDrl+/LurVqyesra1Fv379xMSJE3WLmhVFZmam2LBhg6hataoAICZOnCiuXLmi237gwAHRq1cv8fXXX4uePXuKyMhIk43/ySefCAcHB/H666+LsWPHih07dhR63D/++ENYWFjorVab83Pw4EGjs79ofGOyC5G9EKGfn59wdnYWQ4cOFTNmzBCXLl3S62NM/heNb2z+5z1bPBmb/UXjG5u9MO8hY/K/aHxTvPZLly4V7733npgwYYL48MMPdUW3sdlfNL6pfm+ysrKEs7Oz+Pfff3NtMzZ/fmObKvvTp0/Fp59+Kj777DMxY8YMMWDAAL33ljH5CxrblO/Z06dPi2rVqonVq1fr2kxVuD4/dlELV2M/m+Li4sTHH38spk6dKoYPHy4mT55c5DXyXkQiRHHd+IWIiIjM6fLly/j5559x9epVTJ8+HfXr19fbfvDgQaxcuRINGzbEuXPnEBISgqCgIKPH7tu3L3bs2IFXXnkFrVu3xhtvvIGuXbua7omZGYsnIiKicigzMxPHjx9Hw4YNdd+qLAtjlwUsnoiIiIgMwG/bERERERmAxRMRERGRAVg8ERERERmAxRMRERGRAVg8ERERERmAxRMRERGRAVg8ERERERmAxRMR0XOUSiV27dqFzz77rEh3gSei8o3FExGZzPnz5xESEgJ/f3+4u7vD29sb1tbWkEgkup+PPvrI3DELdP78ecyYMQMffPABli9fjtTUVHNHIqJShsUTERktKysLQ4cORePGjXHhwgV89913iImJQXR0NFQqFbZs2YKqVasCAFJSUsyctmANGzZEeHg4GjZsaNQ4T548waFDh0yUiohKExZPRGQUIQR69+6NZcuWoX379jh27BjatWsHuVwOALC0tESPHj1w5swZ1KlTp9QXTzlsbGyKvK9Go0Hv3r3x4MEDEyYiotKCxRMRGWXlypXYunUr7O3tsWHDBlhZWeXZz9PTE2vWrCn3p8HUajUGDhzIo05E5RiLJyIyyqxZswAAwcHB8PDwKLBvs2bNUKdOHd3jGzduoG/fvvj4448RHByMV155BSNGjEBcXJyuT1RUFJYuXYp27dph6tSpuHHjBt577z04OjrC3d0d8+fP1431wQcfwMnJCdWrV8fGjRt1Y2RkZCAiIgLBwcEYPnw4rl27hnfeeQf29vaoXLkyJk6cCI1GU6jnGxMTgyFDhuCtt95CtWrV8Morr2DZsmW67atXr8aJEycAAN9++y26du2Kb7/9Vrf99u3b6Nu3L9q2bQsfHx80atQIW7du1W3/999/sWDBArRq1QpLlizBmTNn0LZtW9jZ2aFBgwY4c+ZMrkznzp1Dr1690KpVK1SqVAmBgYE4cuSIXp87d+5gwIABmDVrFv7v//4Prq6uaNOmjV6fn3/+GSEhIZgxYwa6du0KiUSCtWvXFup1IapQBBFREV26dEkAEADE+vXrDdr30KFDws7OTkREROjabt++Lby9vUX16tVFVFSUEEKIP//8U/Tv318AEIGBgWLw4MHi8OHD4vz586J+/foCgJg6daoYNWqUuHjxojh8+LDw9fUVFhYW4smTJ0IIIXbt2iXefvttAUA0bNhQdO/eXWzYsEEsW7ZMVKtWTQAQQ4YM0cvXunVrAUDcu3dP1xYdHS1efvllcebMGSGEEGq1WnTv3l0AEPPmzdP1mzp1qgAg1qxZozfmlStXRN26dcWdO3eEEEKkpqaK5s2bCwBiy5YtQgghzp49K/r06SMAiLffflsMHjxYHDt2TCxevFhIpVLx0ksvCbVarRszMjJSNGnSRPdcnz59Kl566SVhYWEh/vrrL12/unXrih9//FEvS/v27XWPT506JZycnER6erqubcKECbmeAxEJweKJiIps27ZtuuLp999/L/R+aWlpwtvbW7Rp0ybXtp9++kkAEF26dNG1HThwIFebEEKsWbNGABAdO3bUa88pXjZs2JBrjKCgIL2+t2/fFnK5XEgkEnH79m1de17FU69evcTIkSP19j927JgAINzc3HLN/3zh0axZM7Fw4UK9tg0bNuiKuhyrVq0SAMSgQYP0+uZkunnzphBCiMzMTFGlShWxc+dOvX4zZ84UAMT7778vhMguqACIr776Sq/fsmXLdP8eHh4u5HK5ePToka7t6dOn4ueffxZEpE9eUke4iKj8ycrK0v17ZmZmoff77bffEB0djZ49e+ba9sEHH8DGxgZ79+7F06dP4ebmprv43NXVVa9vlSpVACDX6cKc9ujoaF1bzhg523K89NJL6NatG3755RdERkbipZdeyjNzcnIytm3bhldffRVdu3bVtWs0Gvj7+wMAEhMT4ezsnOf+N2/exMmTJyGTyXD48GFde3p6Ovz9/SGRSHRtUmn2FRXe3t56Y+R8YzEmJga1a9fGoUOH8PDhQyxZsgRr1qzR9UtKSoK/v7/uv4+Liwv8/PwwadIkAMAXX3wBS0tLfPbZZ7p9GjVqBLVajTZt2mDVqlVo1aoVXF1d8/xvRFTRsXgioiJ79sP92ULlRf7++28AgLW1da5tlpaWqF27Ni5duoTbt2/Dzc0t33FkMlmB7YW9OL1+/fr45ZdfEBsbm2+fmzdvQq1W47PPPsPgwYMLNe6zrl69CgCYMmUK2rdvb/D+wP+KKq1Wqzfmd999h9q1a+e7n0QiwZYtW/DOO+9g/PjxWLVqFRYuXIiOHTvq+rRu3RrTpk3DtGnT0Lp1a/Ts2RPh4eHw9fUtUlai8owXjBNRkTVt2hR2dnYAgKNHjxZ6v5zi5smTJ3lut7W1BQBYWFgYmbBwco5oPX9k61k5R9YMKRJNub+xYzZq1AiXL19Gnz59cPv2bXTq1AmDBw/WFWIAMHXqVBw4cAAvv/wytmzZgrp162Lv3r0my0tUXrB4IqIis7KyQkhICABg69atePz4caH2e+211wAAp06dynP7kydPYGVlpffNvOKUk/uNN97It0/OEZjt27frFRw54uPjsWfPnhfu/+w36551584dHD9+vNCZCzPmyZMncevWLaSmpuLu3buoVKkSNm7ciHPnzqF+/fpYsWIFtm/fDuB/R7HeeustXLlyBcuXL0dWVhY+/vhjvdOzRMTiiYiMNG3aNNSrVw/p6en48MMPkZycnG/fR48eoV+/fmjdujVq1aqF69ev4/Tp03p9Hj58iH///Rd9+/bVHYEqbnv37kVgYCDq16+fb58qVarg1VdfxZUrVzBlyhS9bSqVCr1790bjxo0B/O905LMLgjZt2hTu7u7Yu3cvVqxYobd/VFQUQkJCdPsXVrt27WBhYYHvv/8e+/fv19t2/fp1zJw5E7Vr14ZKpcJ3332n29agQQPs2rULQPZ/EwDYs2cPLl++DCD7yODgwYMRGhqKhISEAv+bElVELJ6IyCgODg74/fff0a5dOxw9ehQNGzbEunXrdDfU1Wg0uHnzJmbOnImePXsiNDQUVlZW2LRpE5ycnDB06FC9D+fp06fj1Vdfxbx583RtOdcuPb8WU0ZGBoDsC6SfldM/ryMmkZGRuHXrlu7xihUr8OjRI70LrgEgISEBAJCWlqZr++abbyCXyzF79mw0bdoU48aNw5AhQ+Dv74++ffuiUqVKAKC7/mjLli24dOkSZs+eDYlEontOgwcPxltvvYXQ0FAMGDAAjRo1wuTJk3VFV87zeT5/zvpXOZkqVaqkW6Oqc+fO6Nq1K0JDQ9G7d2+0b99e7zVcsWIF7ty5o3uclJQEOzs7dOrUSdc2YcIEvdc4KSkJ7du3h4uLS67XkahCM/fX/Yio/Ni/f78IDg4W1atXF9bW1sLJyUlUr15ddO3aVaxbt05kZWXp9f/nn39E7969Rf369cWAAQNEcHCwmDRpkkhKStL12b17twgMDBQARKVKlcQPP/wgVCqV+PXXX0WnTp0EAGFvby8WLlwoEhISxM6dO0XdunUFAFGzZk2xatUqodFoxOHDhwUA0alTJ9GjRw/xzjvviLfeekv07t1b3L9/XzfftWvXxMiRI3VLMLz77rti9+7duu1HjhwRrVq1Era2tsLNzU289dZb4siRI3rPKzMzU7z33nvCxsZGvPHGG+LixYu6bdu2bRONGzcWVlZWwsvLS3Tt2lVv++7du0WdOnUEAFGtWjWxatUqIYQQc+fOFVZWVgKAaNmypTh27Jhun++//17UrVtXWFpaCl9fX/Hxxx/r1pISQojHjx8LAMLJyUl89tlnYvLkyaJnz55660CFhYUJAKJBgwZi7Nix4osvvhCfffaZSEhIMPTXgKjckwghhLkKNyKiknLkyBG0bdsWffv25arZRGQUnrYjIiIiMgCLJyIiIiIDsHgiogoh56L0p0+fmjkJEZV1LJ6IqNzbtGkTJk+eDAD4/fffERoaavCaSkREOXjBOBEREZEBeOSJiIiIyAAsnoiIiIgMwOKJiIiIyAAsnoiIiIgMwOKJiIiIyAAsnoiIiIgMwOKJiIiIyAAsnoiIiIgM8P8IDiac5/dUCwAAAABJRU5ErkJggg==\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plt.plot(xlab,scatter, marker = '.', color ='crimson')\n", - "\n", - "\n", - "plt.ylabel(r'NMAD [$\\Delta z\\ /\\ (1 + z_{\\rm s})$]', fontsize=16)\n", - "plt.xlabel('Completeness', fontsize=16)\n", - "\n", - "plt.yticks(fontsize=12)\n", - "plt.xticks(np.arange(5,101,5), fontsize=12)\n", - "plt.savefig('FLAG_NMAD.pdf', bbox_inches='tight')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 58, - "id": "998a9161-6489-4d6e-9bd2-5d86d5d18d3a", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plt.plot(xlab,eta, marker='.', color ='crimson')\n", - "plt.yticks(fontsize=12)\n", - "plt.xticks(np.arange(5,101,5), fontsize=12)\n", - "plt.ylabel(r'$\\eta$ [%]', fontsize=16)\n", - "plt.xlabel('Completeness', fontsize=16)\n", - "plt.savefig('FLAG_outliers.pdf', bbox_inches='tight')\n", - "\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0f19c239-01d8-427e-b240-17a884dbf917", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "18e40578-7560-46fa-b228-afeab51b15e1", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "insight", - "language": "python", - "name": "insight" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -}