diff --git a/03_DataPostProcessing.py b/03_DataPostProcessing.py
index 87759f199514069abdffadedb7f4683c89ec4f9d..e6682d424d36a4381e8b93fa9c0966c29e476e89 100644
--- a/03_DataPostProcessing.py
+++ b/03_DataPostProcessing.py
@@ -14,6 +14,8 @@ import shutil
 VELOCITY_SIZE = 3840
 PRESSURE_SIZE = 1080
 
+remove_nan = False
+
 for stage in ['train', 'test']:
     df = pd.read_excel(f'Data/{stage}/parameter_input.xlsx').transpose()
     N_FILES_STAGE = df.shape[1]
@@ -32,11 +34,11 @@ for stage in ['train', 'test']:
         pressure_matrix[:,index] = load_xml_to_numpy(pressure_file)
 
     if stage == 'train':
-        velocity_matrix, velocity_removed_rows_identifier = remove_rows(velocity_matrix, 1e-4, True)
-        pressure_matrix, pressure_removed_rows_identifier = remove_rows(pressure_matrix, 1e-4, True)
+        velocity_matrix, velocity_removed_rows_identifier = remove_rows(velocity_matrix, 1e-4, remove_nan=remove_nan)
+        pressure_matrix, pressure_removed_rows_identifier = remove_rows(pressure_matrix, 1e-4, remove_nan=remove_nan)
     elif stage == 'test':
-        velocity_matrix = remove_rows_iloc(velocity_matrix, velocity_removed_rows_identifier)
-        pressure_matrix = remove_rows_iloc(pressure_matrix, pressure_removed_rows_identifier)
+        velocity_matrix = remove_rows_iloc(velocity_matrix, velocity_removed_rows_identifier, remove_nan=remove_nan)
+        pressure_matrix = remove_rows_iloc(pressure_matrix, pressure_removed_rows_identifier, remove_nan=remove_nan)
 
     # Save the data
     if os.path.exists(f'Data/{stage}/matrices'):
diff --git a/04_TrainModels.py b/04_TrainModels.py
index 4d1e133ec86ac9eb54db91a86ad1ff3c5b7337e4..b2f3f6910057ab2586e5720bc44f7bea6fe94793 100644
--- a/04_TrainModels.py
+++ b/04_TrainModels.py
@@ -8,8 +8,8 @@ from models.RBFInterpolator import RadialBasisRegressionModel
 
 models = {
     'linregMod': LinearRegressionModel(),
-    'gaussianProcessMod': GaussianProcessRegressionModel(),
-    'radialBasisMod': RadialBasisRegressionModel(),
+    # 'gaussianProcessMod': GaussianProcessRegressionModel(),
+    # 'radialBasisMod': RadialBasisRegressionModel(),
 }
 
 for model_name in models:
@@ -24,34 +24,31 @@ for model_name in models:
     model.save_model(model_velocity, model_pressure, model_velocity_file=f'{model_name}/velocity_elbow.pkl', model_pressure_file=f'{model_name}/pressure_elbow.pkl')
 
     # Search for the best number of POD modes concerning the rmse (root mean square error)
-    # R = np.linspace(1, 25, 25, dtype=int)
-    # R = np.linspace(1, 21, 21, dtype=int)
-    R = np.linspace(1, 21, 21, dtype=int)
-
-    # mae_velocity_best, mae_pressure_best = model.mae_test(model_velocity, model_pressure)
-    # mape_velocity_best, mape_pressure_best = model.mape_test(model_velocity, model_pressure)
-    # rmse_velocity_best, rmse_pressure_best = model.rmse_test(model_velocity, model_pressure)
-    # max_error_velocity_best, max_error_pressure_best = model.max_error_test(model_velocity, model_pressure)
+    R = np.linspace(1, 21, 3, dtype=int)
 
     best_model_velocity, best_model_pressure = model_velocity, model_pressure
     R_best = model.elbow_point(scaled=True)
-    L2_velocity_best, L2_pressure_best = model.relative_L2(model_velocity, model_pressure)
+    L2_velocity_best, L2_pressure_best = model.relative_norm(model_velocity, model_pressure, ord=2)
 
     print(f'Finding the optimal number of nodes for model {model_name}')
     print(f'Searching for best R in {R}')
     L2_velocity_vec, L2_pressure_vec = [], []
+    Linf_velocity_vec, Linf_pressure_vec = [], []
+    L1_velocity_vec, L1_pressure_vec = [], []
     for R_ in R:
         print(f'Current R: {R_}')
         X_r_velocity, X_r_pressure = model.POD(R_velocity=R_, R_pressure=R_)
         model_velocity, model_pressure = model.train(X_r_velocity, X_r_pressure)
 
-        L2_velocity_, L2_pressure_ = model.relative_L2(model_velocity, model_pressure)
+        L2_velocity_, L2_pressure_ = model.relative_norm(model_velocity, model_pressure, ord=2)
         L2_velocity_vec.append(L2_velocity_)
         L2_pressure_vec.append(L2_pressure_)
-    #     mae_velocity_, mae_pressure_ = model.mae_test(model_velocity, model_pressure)
-    #     mape_velocity_, mape_pressure_ = model.mape_test(model_velocity, model_pressure)
-    #     rmse_velocity_, rmse_pressure_ = model.rmse_test(model_velocity, model_pressure)
-    #     max_error_velocity_, max_error_pressure_ = model.max_error_test(model_velocity, model_pressure)
+        Linf_velocity_, Linf_pressure_ = model.relative_norm(model_velocity, model_pressure, ord=np.inf)
+        Linf_velocity_vec.append(Linf_velocity_)
+        Linf_pressure_vec.append(Linf_pressure_)
+        L1_velocity_, L1_pressure_ = model.relative_norm(model_velocity, model_pressure, ord=1)
+        L1_velocity_vec.append(L1_velocity_)
+        L1_pressure_vec.append(L1_pressure_)
 
         if L2_velocity_ < L2_velocity_best:
             best_model_velocity = model_velocity
@@ -63,22 +60,7 @@ for model_name in models:
             L2_velocity_best = L2_velocity_
             L2_pressure_best = L2_pressure_
             R_best = (R_best[0], R_)
-    #     if rmse_velocity_ < rmse_velocity_best:
-    #         best_model_velocity = model_velocity
-    #         mae_velocity_best = mae_velocity_
-    #         mape_velocity_best = mape_velocity_
-    #         rmse_velocity_best = rmse_velocity_
-    #         max_error_velocity_best = max_error_velocity_
-    #         R_best = (R_, R_best[1])
-
-    #     if rmse_pressure_ < rmse_pressure_best:
-    #         best_model_pressure = model_pressure
-    #         mae_pressure_best = mae_pressure_
-    #         mape_pressure_best = mape_pressure_
-    #         rmse_pressure_best = rmse_pressure_
-    #         max_error_pressure_best = max_error_pressure_
-    #         R_best = (R_best[0], R_)
-
+    
     model.save_model(best_model_velocity, best_model_pressure, model_velocity_file=f'{model_name}/velocity_{R_best[0]}.pkl', model_pressure_file=f'{model_name}/pressure_{R_best[1]}.pkl')
     model.save_model(best_model_velocity, best_model_pressure, model_velocity_file=f'{model_name}/velocity.pkl', model_pressure_file=f'{model_name}/pressure.pkl')
 
@@ -86,41 +68,50 @@ for model_name in models:
     print('---------------------------------')
     print(f'Model: {model_name}')
     print(f'\t \t\t Velocity \t Pressure')
-    # print(f'MAE: \t\t\t {mae_velocity_best} \t {mae_pressure_best}')
-    # print(f'MAPE: \t\t\t {mape_velocity_best} \t {mape_pressure_best}')
-    # print(f'RMSE: \t\t\t {rmse_velocity_best} \t {rmse_pressure_best}')
-    # print(f'max error: \t\t {max_error_velocity_best} \t {max_error_pressure_best}')
     print(f'$L_2$: \t\t\t {L2_velocity_best} \t {L2_pressure_best}')
     print(f'Number of POD modes: \t {R_best[0]} \t {R_best[1]}')
     print(f'Elbow point: \t\t {model.elbow_point(scaled=True)[0]} \t {model.elbow_point(scaled=True)[1]}')
     print('---------------------------------')
     print('\n \n')
 
-    np.savez(f'Results/{model_name}/OptimalSetup.npz', Elbow_points=np.array([model.elbow_point(scaled=True)[0], model.elbow_point(scaled=True)[1]]), R_best=R_best, L2_velocity_vec=L2_velocity_vec, L2_pressure_vec=L2_pressure_vec, R=R)#mae_velocity_best=mae_velocity_best, mae_pressure_best=mae_pressure_best, mape_velocity_best=mape_velocity_best, mape_pressure_best=mape_pressure_best, rmse_velocity_best=rmse_velocity_best, rmse_pressure_best=rmse_pressure_best, max_error_velocity_best=max_error_velocity_best, max_error_pressure_best=max_error_pressure_best)
+    np.savez(f'Results/{model_name}/OptimalSetup.npz', Elbow_points=np.array([model.elbow_point(scaled=True)[0], model.elbow_point(scaled=True)[1]]), R_best=R_best, L2_velocity_vec=L2_velocity_vec, L2_pressure_vec=L2_pressure_vec, R=R, Linf_velocity_vec=Linf_velocity_vec, Linf_pressure_vec=Linf_pressure_vec, L1_velocity_vec=L1_velocity_vec, L1_pressure_vec=L1_pressure_vec)
+
+    norm_names = ['L_2', 'L_infty', 'L_1']
+    norm_velocities = [L2_velocity_vec, Linf_velocity_vec, L1_velocity_vec]
+    norm_pressures = [L2_pressure_vec, Linf_pressure_vec, L1_pressure_vec]
+    for norm_name, norm_velocity, norm_pressure in zip(norm_names, norm_velocities, norm_pressures):
+
+        ylabel = f'${norm_name}$'
+        if norm_name == 'L_infty':
+            ylabel = '$L_\infty$'
 
-    fig, axs = plt.subplots(nrows=1, ncols=2)
-    fig.suptitle(f'{model_name} - Error over number of POD modes')
+        fig, axs = plt.subplots(nrows=1, ncols=2)
+        fig.suptitle(f'{model_name} - Error over number of POD modes')
 
-    axs[0].plot(R, L2_velocity_vec)
-    axs[0].set_title('u')
-    axs[0].set_xlabel('R')
-    axs[1].plot(R, L2_pressure_vec)
-    axs[1].set_title('p')
-    axs[1].set_xlabel('R')
+        axs[0].plot(R, norm_velocity)
+        axs[0].set_title('u')
+        axs[0].set_xlabel('R')
+        axs[0].set_ylabel(f'${norm_name}$')
+        axs[1].plot(R, norm_pressure)
+        axs[1].set_title('p')
+        axs[1].set_xlabel('R')
+        axs[1].set_ylabel(f'${norm_name}$')
 
-    fig.tight_layout()
-    fig.savefig(f'Results/{model_name}/Error_POD_Nodes.jpg')
+        fig.tight_layout()
+        fig.savefig(f'Results/{model_name}/Error_POD_Nodes_{norm_name}.jpg')
 
 
-    fig, axs = plt.subplots(nrows=1, ncols=2)
-    fig.suptitle(f'{model_name} - Error over number of POD modes')
+        fig, axs = plt.subplots(nrows=1, ncols=2)
+        fig.suptitle(f'{model_name} - Error over number of POD modes')
 
-    axs[0].semilogy(R, L2_velocity_vec)
-    axs[0].set_title('u')
-    axs[0].set_xlabel('R')
-    axs[1].semilogy(R, L2_pressure_vec)
-    axs[1].set_title('p')
-    axs[1].set_xlabel('R')
+        axs[0].semilogy(R, norm_velocity)
+        axs[0].set_title('u')
+        axs[0].set_xlabel('R')
+        axs[0].set_ylabel(f'${norm_name}$')
+        axs[1].semilogy(R, norm_pressure)
+        axs[1].set_title('p')
+        axs[1].set_xlabel('R')
+        axs[1].set_ylabel(f'${norm_name}$')
 
-    fig.tight_layout()
-    fig.savefig(f'Results/{model_name}/Error_POD_Nodes_semilogy.jpg')
+        fig.tight_layout()
+        fig.savefig(f'Results/{model_name}/Error_POD_Nodes_semilogy_{norm_name}.jpg')
diff --git a/06_ReconstructVectors.py b/06_ReconstructVectors.py
new file mode 100644
index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391
diff --git a/99_VisError_over_R.ipynb b/99_VisError_over_R.ipynb
index 0d7fcc04e9e7d32f316071977c169865ed33ab81..d7d1bebb362948fe16750742ac62cc696a548341 100644
--- a/99_VisError_over_R.ipynb
+++ b/99_VisError_over_R.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 47,
+   "execution_count": 1,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -13,7 +13,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 48,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -24,7 +24,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 49,
+   "execution_count": 3,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -46,7 +46,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 50,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -59,30 +59,35 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 51,
+   "execution_count": 5,
    "metadata": {},
    "outputs": [],
    "source": [
     "R = np.linspace(1,21,21)\n",
     "L2_velocity_vec = np.zeros((len(R), len(models)))\n",
     "L2_pressure_vec = np.zeros((len(R), len(models)))\n",
+    "L1_velocity_vec = np.zeros((len(R), len(models)))\n",
+    "L1_pressure_vec = np.zeros((len(R), len(models)))\n",
+    "Linf_velocity_vec = np.zeros((len(R), len(models)))\n",
+    "Linf_pressure_vec = np.zeros((len(R), len(models)))\n",
     "for i, model in enumerate(models):\n",
     "    data = np.load('Results/{}/OptimalSetup.npz'.format(model))\n",
     "    L2_velocity_vec[:, i] = data['L2_velocity_vec']\n",
     "    L2_pressure_vec[:, i] = data['L2_pressure_vec']\n",
-    "# data = np.load('Results/linregMod/OptimalSetup.npz')\n",
-    "# L2 = data['L2_velocity_vec']\n",
-    "# data.keys()"
+    "    L1_velocity_vec[:, i] = data['L1_velocity_vec']\n",
+    "    L1_pressure_vec[:, i] = data['L1_pressure_vec']\n",
+    "    Linf_velocity_vec[:, i] = data['Linf_velocity_vec']\n",
+    "    Linf_pressure_vec[:, i] = data['Linf_pressure_vec']"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 52,
+   "execution_count": 7,
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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Nm2P69Olo1aoVfvrpJ7i6ukrblPc53LZtGwICAvD4449LZWq1Gi+++CJyc3OxZ4/5j4v//ve/EAQBixYtKnNuS0vWt99+C5PJhHHjxll9pgMCAtC6dWvpM21p0dm+fXuF42K9vb0BmMeVmkymcrcpqUOHDujcuTO++uorAOYWoQcffNCq/hY7d+5EUVERZs+ebZWUPPPMM/D09MRPP/0EAPjjjz+Qnp6OZ5991uo6N2nSpDKtUnK7XnAd6fnpDvFV22T52WeftXpe8vNdWFiI69ev45577gEA6XNjNBqxfft2jB49WkqMAKBdu3YVdl2XpNVqpZ8Fo9GIGzduSENMyvtslue///0vYmJisGPHDqxduxbh4eF45JFHcODAAWmb6l4DvL29kZeXZzXEqCrV+VyVpFQqMW7cOOkzs2nTJoSEhFj9YWuRmpqK48ePY9KkSVbDZzp37oxBgwZJvxtr+z7UlQbdkurn4Tgzx+0dS8kfQgDSL9TSv7ibNm1aZgLJhQsXcObMmTJdtxbp6ebEJiEhAQqFAs2bN7d6vVWrVpXG5ufnh/vvvx+bN29Gfn4+jEaj1V+XJSUkJCAoKAgeHh5W5ZYWu4SEBKtYLF0jFqX/gnYI7v5yR3DbHcSSnp6OgoKCct/n0mX79+/HokWLcPDgwTIX56ysrBonFG+88QYefPBBhIeHo2PHjhg6dCiefPJJdO7cGYD5F9o777yDuXPnokmTJrjnnnswYsQITJw4scpJeevXr8d7772Hs2fPwmAwSOWlf76B6n++APMvSE9PT6jVagQHB5f5GQXK/xwmJCSgdevWZSZflP7Zv3TpEoKCgioc3wmYP9OiKKJ169blvm7pQmzevDleeuklvP/++9i0aRPuvfdejBo1ChMmTJDeq0cffRRffPEFpk6div/7v//DwIED8fDDD2PMmDEVThR54okn8N5772HOnDk4cOBAueNXS9ap9OdWo9GgRYsWVp93AGXqo1ar0aJFiwq/D3Jo7FJ1a3NdqW0spT8LGRkZWLJkCb7++mvp94KF5Y/Qa9euoaCgoNyfvTZt2khJVEUs461XrVqFuLg4GI1G6bWSQ2YqExkZadXqP2bMGLRu3RozZ87En3/+KZVX5xrw/PPPY8uWLRg2bBiaNm2KwYMHY9y4cRg6dGiF56/O56q0J554Ah9//DFOnDiBzZs347HHHit3NZCKPjOA+Vqxfft25OXlIScnp1bvQ11p0EmqPbvXHU1F3RClJxuV/EvYwmQyoVOnTnj//ffLPYYtutKeeOIJPPPMM0hLS8OwYcOk1pkG4Q661+ujS5cuYeDAgWjbti3ef/99hISEQKPRYNu2bfjggw+q1QpX8hcSYP5lc+nSJfzwww/YsWMHvvjiC3zwwQf47LPPMHXqVADm1vORI0fi+++/x/bt27Fw4UIsX74cu3btQpcuXco9z8aNGzFp0iSMHj0a//jHP+Dv7w+lUonly5dLY0hLqu7nyxJzVd3i5X0ObclkMkEQBPz888/lxl5yrdL33nsPkyZNkr7HL774IpYvX45Dhw4hODgYLi4u+O233xAbG4uffvoJv/zyC/7zn//gvvvuw44dO8o9/uOPP44FCxbgmWeeQaNGjTB48GC71teR1KZ73dGU/jkdN24cDhw4gH/84x+IiIiQlnkaOnRotT7f1bFs2TIsXLgQTz/9NN588034+vpCoVBg9uzZd3wOd3d39OzZEz/88APy8vLg5uZW7WuAv78/jh8/ju3bt+Pnn3/Gzz//jLVr12LixInlTmq0qOpzVVrPnj3RsmVLzJ49G3FxcRX2NjqbBp2kUvVYxngOHDiw0nUcw8LCYDKZEBcXZ/XXWelVBMrz0EMPYfr06Th06FCZpTZKn2Pnzp3Iycmxak09e/as9HrJWC5dumT1F+W5c+eqjIVqxt/fHzqdrtz3uWTZ//73P+j1evz4449WLY/lzZb18fEpM3u7qKgIqampZbb19fXF5MmTMXnyZOTm5iIyMhKLFy+WklTA/DM8d+5czJ07FxcuXEBERATee+89bNy4sdw6RUdHo0WLFvj222+tfubL60KvK2FhYfjrr79gMpmsWihL/+y3bNkS27dvR0ZGRoWtqS1btoQoimjevDnCw8OrPHenTp3QqVMnvPbaazhw4AD69OmDzz77TFqYX6FQYODAgRg4cCDef/99LFu2DK+++ipiY2PLXYg8NDQUffr0we7du/Hcc89ZzaouXWfA/Lkt2SJaVFSEuLg46diW7S5cuCANQwLMqz/ExcXhrrvuqrKOVDs3b97Er7/+iiVLlliNrSw9FMfPzw8uLi7lDtGpzvU5OjoaAwYMKDMuPDMzs1pjoitiWQYxNzcXbm5uNboGaDQajBw5EiNHjoTJZMLzzz+Pzz//HAsXLqy0J7Gqz1Vpjz/+OJYuXYp27dpVuJ5ryc9MaWfPnkXjxo3h5uYGnU5Xq/ehrjToMalUPePGjUNycjL+9a9/lXmtoKBAWh/PMo5l1apVVtt88sknVZ7D3d0dn376KRYvXoyRI0dWuN3w4cNhNBqxcuVKq/IPPvgAgiBIYyAt/5ZeHeDDDz+sMhaqGaVSifvvvx/ff/89UlJSpPKLFy9KY4Qt2wHWrYtZWVlYu3ZtmWO2bNkSv/32m1XZ6tWry7Skll7axt3dHa1atZKWRsvPzy+z0HXLli3h4eFRZvm00nUqHevhw4dx8ODBCvext+HDhyMtLc3qj7ji4mJ88skncHd3R79+/QCYJz6IooglS5aUOYalPg8//DCUSiWWLFlSprVXFEXp+5qdnV1mDeNOnTpBoVBI3z/LRLCSLL9AK/seL126FIsWLap0zPr9998PjUaDjz/+2CrONWvWICsrS1qto1u3bvDz88Nnn32GoqIiabt169aVu1QV2V55nxmg7DVXqVRiyJAh+P7775GYmCiVnzlzBtu3b6/WeUqf45tvvkFycvIdRm7+GT5w4AACAgLg7+8vnQeo+hpQ+hqkUCik4UYV/fxX53NVnqlTp2LRokV47733KtwmMDAQERERWL9+vdXP/qlTp7Bjxw4MHz5cql9t3oe6wpZUqtKTTz6JLVu24Nlnn0VsbCz69OkDo9GIs2fPYsuWLdi+fTu6deuGrl274pFHHsGHH36IGzduSEtQnT9/HgCqvJvOU089VWUsI0eOxIABA/Dqq68iPj4ed911F3bs2IEffvgBs2fPlsb3RURE4PHHH8eqVauQlZWF3r1749dff61Wqy7V3OLFi7Fjxw706dMHzz33nPSHRMeOHXH8+HEAwODBg6UWh+nTpyM3Nxf/+te/4O/vX6aFdOrUqXj22WfxyCOPYNCgQThx4gS2b99epqWkffv26N+/P7p27QpfX1/88ccfiI6OxowZMwAA58+fx8CBAzFu3Di0b98eKpUK3333Ha5evYrHHnuswvqMGDEC3377LR566CE88MADiIuLw2effYb27dsjNzfXtt+8apo2bRo+//xzTJo0CX/++SeaNWuG6Oho7N+/Hx9++KHUszBgwAA8+eST+Pjjj3HhwgWpq3Xv3r0YMGCAtALG0qVLsWDBAsTHx2P06NHw8PBAXFwcvvvuO0ybNg3z5s3Drl27MGPGDIwdOxbh4eEoLi7Ghg0boFQq8cgjjwAwjwv+7bff8MADDyAsLAzp6elYtWoVgoODy9xJrqR+/fpJiXVF/Pz8sGDBAixZsgRDhw7FqFGjcO7cOaxatQrdu3fHhAkTAJjHni5duhTTp0/Hfffdh0cffRRxcXFYu3atw41JdVaenp6IjIzEu+++C4PBgKZNm2LHjh3S+r8lLVmyBL/88gvuvfdePP/889IfWx06dKhy9ZURI0bgjTfewOTJk9G7d2+cPHkSmzZtqtH7HB0dDXd3d4iiiJSUFKxZswY3b97EZ599Jv2equ41YOrUqcjIyMB9992H4OBgJCQk4JNPPkFERESZ1U0sqvO5Kk9YWFi560eXFhUVhWHDhqFXr16YMmWKtASVl5eX1f61eR/qjOjkCgoKxNOnT4sFBQVyh2IXa9euFQGIcXFxoiiKYr9+/cR+/fpJr8fGxooAxG+++cZqv7i4OBGAuHbtWqmsX79+YocOHco9T1FRkfjOO++IHTp0ELVarejj4yN27dpVXLJkiZiVlSVtl5eXJ77wwguir6+v6O7uLo4ePVo8d+6cCEB8++23y8T9+++/V1q/sLAw8YEHHrAqy8nJEefMmSMGBQWJarVabN26tRgVFSWaTCar7QoKCsQXX3xRbNSokejm5iaOHDlSTEpKEgGIixYtqvS8VHO//vqr2KVLF1Gj0YgtW7YUv/jiC3Hu3LmiTqeTtvnxxx/Fzp07izqdTmzWrJn4zjvviP/+97+tfoZFURSNRqP48ssvi40bNxZdXV3FIUOGiBcvXhTDwsLEp556Stpu6dKlYo8ePURvb2/RxcVFbNu2rfjWW2+JRUVFoiiK4vXr18UXXnhBbNu2rejm5iZ6eXmJPXv2FLds2WIVe+nPjclkEpctWyaGhYWJWq1W7NKli7h161bxqaeeEsPCwqTtLJ+jqKioMt+P0j9nixYtEgGI165dq/T7WNnn8OrVq+LkyZPFxo0bixqNRuzUqZPVZ9iiuLhYjIqKEtu2bStqNBrRz89PHDZsmPjnn39abfff//5X7Nu3r+jm5ia6ubmJbdu2FV944QXx3LlzoiiK4uXLl8Wnn35abNmypajT6URfX19xwIAB4s6dO6Vj/Prrr+KDDz4oBgUFiRqNRgwKChIff/xx8fz589X6PpX01FNPiW5ubmXKV65cKbZt21ZUq9VikyZNxOeee068efNmme1WrVolNm/eXNRqtWK3bt3E3377rcx7S7VX0c/ylStXxIceekj09vYWvby8xLFjx4opKSnlXnP37Nkjdu3aVdRoNGKLFi3Ezz77TDpuSaU/84WFheLcuXPFwMBA0cXFRezTp4948ODBMu9zeb/jLMcv+eXm5ib26tWrzDWhuteA6OhocfDgwaK/v7+o0WjE0NBQcfr06WJqaqq0jeX3cGxsrCiK1ftcWepe+vdfaRX9Lt25c6fYp08f0cXFRfT09BRHjhwpnj59usz+1X0fylMX+ZUgiuWM7HcihYWFiIuLQ/PmzXlfaJkcP34cXbp0sVrfkRqG0aNHV7pEFBER1U91kV9xTCrZVEFBQZmyDz/8EAqFApGRkTJERHWl9Ht/4cIFbNu2zep2o0RERNXFMalkU++++y7+/PNPDBgwACqVSlqSw9Hu+kK216JFC+m+3QkJCfj000+h0Wgwf/58uUMjIqJ6iEkq2VTv3r0RExODN998E7m5uQgNDcXixYulW5iS8xo6dCi++uorpKWlQavVolevXli2bFmFC8YTERFVhmNSiYiIiKhGOCaViIiIiBqkBpOkOnmDMREREVGdqYu8yumTVLVaDcB85xkiIiIiqr28vDwIgiDlWfbg9BOnlEolvL29kZ6eDgBwdXWt8s5HRERERGRNFEUUFxcjOzsb2dnZ8Pb2lm4haw9OP3EKMH9T09LSeA9nIiIiolpSKpXw9/eHl5eXXRv+GkSSamE0GmEwGOQOg4iIiKheUqlUUCqVddIr3aCSVCIiIiKqH5x+4hQRERER1T9MUomIiIjI4TBJJSIiIiKHwySViIiIiBwOk1QiIiIicjhMUomIiIjI4TBJJSIiIiKHwySViIiIiBwOk1QiIiIicjhMUokA7N69G4IgYPHixeW+3qxZMzRr1qxOYyIicibx8fEQBAGTJk3C2bNnMXr0aPj6+sLNzQ19+/bFjh075A6RHAyTVCIiIqozcXFx6NWrFzIyMjB9+nSMHTsWf/75J4YNG4b//Oc/codHDoRJKhEREdWZ3377DVOnTsVvv/2G5cuXY926ddi7dy8UCgWeffZZZGdnyx0iOQgmqURERFRnvLy88Prrr1uVdevWDePHj0dmZia+++47mSIjR8MklYiIiOrM3XffDQ8PjzLl/fv3BwAcO3asjiMiR8UklYiIiOpMkyZNyi0PCAgAAGRlZdVlOOTAmKQSAVAozB+F4uLicl/PzMysw2iIiJzX1atXyy1PS0sDYB4OQAQwSSUCAPj4+AAAkpKSyrx28eJF/mVPRGQjR48eRU5OTpny3bt3AwC6dOlSxxGRo2KSSgSgbdu28PT0xA8//ID09HSpvKCgAC+++KKMkREROZesrCy88cYbVmV//PEHNm3aBC8vLzz00EMyRUaORiV3AESOQK1WY9asWXjzzTfRpUsXPPTQQyguLkZMTAyCgoIQFBQkd4hERE4hMjISX3zxBQ4fPow+ffogNTUV//nPf2AymfD555/D09NT7hDJQbAlleiWJUuWYPny5dDpdFi9ejW2bduGRx55BNu3b4darZY7PCIip9C8eXMcOHAAPj4++Oyzz7Blyxbcfffd2LZtGx599FG5wyMHIoiiKModBBERETm3+Ph4NG/eHE899RTWrVsndzhUD7AllYiIiIgcDpNUIiIiInI4TFKJiIiIyOFwTCoRERERORy2pBIRERGRw+E6qZUwmUxISUmBh4cHBEGQOxwiqiOiKCInJwdBQUHSLXPJ9niNJWqYqnuNZZJaiZSUFISEhMgdBhHJJCkpCcHBwXKH4bR4jSVq2Kq6xjJJrYSHhwcAIC4uDr6+vjJHYz8GgwE7duzA4MGDnXbR+oZQR4D1tJXs7GyEhIRI1wCyD15jnUdDqCPAetpKda+xTFIrYel+8vDwcOrbtBkMBri6usLT09NpP3QNoY4A62lr7IK2L15jnUdDqCPAetpaVddYDrYiIiIiIofDJJWIiIiIHA6TVCIiIiJyOExSiYiIiMjhMEklIiIiIofDJJWIiIiIHA6TVBtKT0tEalqc3GEQETmlPH0xsgoMcodBRHWE66TawPe/fopNF1ciXgMMV3TAkqe2yB0SEZHT+DMhA9M3/InruUWYMaAV5g1pI3dIRFQHmKTagLd3IM7qzI3SyYUJMkdDRORcvFw0uJ5bBABIyMiXORoiqivs7reBezoNgcYkAgBSFLkyR0NE5FxCfF1guTFN4o08eYMhojrDJNUGdBoXBBebG6WvqAUkXjknc0RERM5Dq1Ii0FMHgC2pRA0Jk1QbaarwAwCIgoBDJ36UORoiIucS2sgVAJCZb+DkKaIGgkmqjTTzbic9vnD1iIyREBE5nzBfN+lx4g22phI1BExSbaRrq/ulx6n6ePkCISJyQpaWVABIyOC4VKKGgEmqjfRqNxAK8dbkKWUuRJNJ5oiIqKHR6/V4+eWXERQUBBcXF/Ts2RMxMTFV7vftt9/i0UcfRYsWLeDq6oo2bdpg7ty5yMzMLLNts2bNIAhCma9nn33WDjW6LdT3dpKayHGpRA0Cl6CyEVeNGwKKVUhRGxGnUSIx/jTCWnSUOywiakAmTZqE6OhozJ49G61bt8a6deswfPhwxMbGom/fvhXuN23aNAQFBWHChAkIDQ3FyZMnsXLlSmzbtg1Hjx6Fi4uL1fYRERGYO3euVVl4eLhd6mQRVqIlld39RA0Dk1QbClb6IQVpKBYE/HlyK5NUIqozR44cwddff42oqCjMmzcPADBx4kR07NgR8+fPx4EDByrcNzo6Gv3797cq69q1K5566ils2rQJU6dOtXqtadOmmDBhgs3rUJmSY1ITmKQSNQjs7rehlt4dpMeX0jl5iojqTnR0NJRKJaZNmyaV6XQ6TJkyBQcPHkRSUlKF+5ZOUAHgoYceAgCcOXOm3H2KioqQl1d3Y0O9XNXwclEDYHc/UUPBllQb6tb6Pnz1568AgLQi3nmKiOrOsWPHEB4eDk9PT6vyHj16AACOHz+OkJCQah8vLS0NANC4ceMyr+3atQuurq4wGo0ICwvDnDlzMGvWrCqPqdfrodfrpefZ2dkAAIPBAIOh6mWlQn1dcDLZgJSsAuQW6KFV1Y92FkvdqlPH+qoh1BFgPW19/KowSbWhnq37AX+aH6eq8mA0GqFUKuUNiogahNTUVAQGBpYpt5SlpKTU6HjvvPMOlEolxowZY1XeuXNn9O3bF23atMGNGzewbt06zJ49GykpKXjnnXcqPeby5cuxZMmSMuWxsbFwdXUtZ4/bNIZs3Jf7N3KFVogTA7H5h1/QxKXSXRxOdSax1XcNoY4A61lb+fnV6w1hkmpDXlovNDYqcV1pxEWNEvHnj6Flu25yh0VEDUBBQQG0Wm2Zcp1OJ71eXZs3b8aaNWswf/58tG7d2uq1H3+0vlnJ5MmTMWzYMLz//vuYOXMmgoODKzzuggUL8NJLL0nPs7OzERISggEDBqBRo0YV7iec/R+U/52JYRAhKsbgY+PDaN6pO/qH+1W7TnIyGAyIiYnBoEGDoFar5Q7HLhpCHQHW01YsvShVYZJqYyEKP1xHGgoUCvx9ejuTVCKqEy4uLlZd6RaFhYXS69Wxd+9eTJkyBUOGDMFbb71V5faCIGDOnDnYvn07du/eXemEKq1WW24irVarK/9FGNIdgHmJv37KE/jY+DCSM/X1Lkmosp5OoCHUEWA9bXHc6qgfA3rqkVY+7aXH8dc4eYqI6kZgYCBSU1PLlFvKgoKCqjzGiRMnMGrUKHTs2BHR0dFQqarXjmEZ65qRkVGDiGvAOwRo3AYAECFchCdykZhR/ZZhIqqfmKTaWLfwgdLjdEOijJEQUUMSERGB8+fPl+lGO3z4sPR6ZS5duoShQ4fC398f27Ztg7u7e7XPffnyZQCAn58du99bma+tSkFEH8XfSORdp4icHpNUG+sa2lN6nKrKQ5G+UMZoiKihGDNmDIxGI1avXi2V6fV6rF27Fj179pRaOxMTE3H27FmrfdPS0jB48GAoFAps3769wmQzIyMDRqPRqsxgMODtt9+GRqPBgAEDbFyrElrebgCIVPzFtVKJGgCOSbUxf1d/eJqUyFYYcV6rQvzp3xHe5V65wyIiJ9ezZ0+MHTsWCxYsQHp6Olq1aoX169cjPj4ea9askbabOHEi9uzZA/HWbZwBYOjQobh8+TLmz5+Pffv2Yd++fdJrTZo0waBBgwCYJ00tXboUY8aMQfPmzZGRkYHNmzfj1KlTWLZsGQICAuxXwbDegFILGPWIVP6FxRl5MJlEKBSC/c5JRLJikmpjgiAgRNkYf4tXkalU4tK5XUxSiahOfPnll1i4cCE2bNiAmzdvonPnzti6dSsiIyMr3e/EiRMAgHfffbfMa/369ZOS1E6dOqF9+/bYuHEjrl27Bo1Gg4iICGzZsgVjx461fYVK0riaE9XLsWgq3ECw8QrSc/QI8NLZ97xEJBsmqXbQ2qcD/s64CgBIvPG7zNEQUUOh0+kQFRWFqKioCrfZvXt3mbKSraqV6dq1a5klqOpUq4HA5VgAQD/FX0i4kccklciJcUyqHXRv3V96fL2Yd54iIrKJVvdLDyMVfyGBt0clcmpMUu3grqC7pcep6gLk51Vv0VoiIqqEX1sUujQBANyjOI2UdDsteUVEDoFJqh2EeIRAJ5q/tee0aiScOiRzRERETkAQUBRmXkFAJxigSTksc0BEZE9MUu1AISgQomwMAEhTqZB04TeZIyIicg66doOkx0E3DsgYCRHZG5NUOwn3vX3nqdSMP2SMhIjIeWha3wfjrV9dHQt4bSVyZkxS7aR7y9tLvtww8s5TREQ24eqLy+pwAEArJCEnnZNTiZwVk1Q76ejfWXqcpilEVsZ1GaMhInIe8d73SI+zTm2XMRIisicmqXbSwrsFVKL5TihnNBokntpXxR5ERFQd2U1v91QpLu2SMRIisicmqXaiVqjRVNUIAJCgVuF6HAf4ExHZgjasO7JEVwCA79X9gMkoc0REZA9MUu2oza3JU6Ig4GrGUZmjISJyDqF+nthn6ggA0BVnA8m8vhI5IyapdtS9WR/pcZaJk6eIiGwhzNcNv5nuul1w6Vf5giEiu2GSakft/DpIj5O1BlxPZaJKRFRbXq5qHFV3uV1wkUkqkTNikmpH4T7hEETz4zMaDZL+3i9vQERETkLXKAwXTE0BAGLyH0DBTZkjIiJbY5JqRy4qFwSqfAEAFzVq5MbzFn5ERLYQ2sgVv5nMS/0Jogm4vEfmiIjI1pik2lnbRuYu/2JBQEbmMZmjISJyDmG+t5NUAByXSuSEmKTaWZeQ7tLjHCRBNJlkjIaIyDmENXLFIVM7FIpqc8HFXYAoyhsUEdkUk1Q7a9eovfQ4QWtCSvx5GaMhInIOob5u0EODI6a25oLsK8B1Xl+JnAmTVDtr69tWenxWo0HqGU6eIiKqrbBG5sX895Ts8r+4U6ZoiMgemKTamZfWC42VXgCAcxo19Em/yxwREVH9F+Cpg0alsF4vlUtRETkVJql1wNLlX6BQIC/7L5mjISKq/xQKASE+LrggNkWaaF5FBQn7AUOBvIERkc0wSa0DnYPulh7nIRlGI+8zTURUW6G+rgAE7DHe6vIvLgQSDsgaExHZDpPUOtDOt530OE4LJF04IWM0RETOIayRGwCUWopql0zREJGtMUmtAyUnT53RqpF+ln/pExHVlrklFdhn6gjR8uuM41KJnAaT1Drg7+oPT6X5L/6zGg2MV/6UOSIiovrPMsM/C+5Idb+13N+1M0BWsoxREZGtMEmtA4IgoK2v+QKaqVTClHNS5oiIiOo/S5IKACe0XW+/wC5/IqfgsEmqXq/Hyy+/jKCgILi4uKBnz56IiYmpcr/vvvsOQ4YMQVBQELRaLYKDgzFmzBicOnWqDqKuWKcmt8dM5SpSUaQvlDEaIqL6L9jHFYJgfhxr5HqpRM7GYZPUSZMm4f3338f48ePx0UcfQalUYvjw4di3b1+l+508eRI+Pj6YNWsWVq1aheeeew7Hjh1Djx49cOKEfBOW2ja6PS71klaJhDNcL5WIqDZ0aiUCPHUAgF1ZTQGdeU1qXN4NmLiKClF9p5I7gPIcOXIEX3/9NaKiojBv3jwAwMSJE9GxY0fMnz8fBw5UPPHo9ddfL1M2depUBAcH49NPP8Vnn31mt7gr09739u1Rz2jUuPv8YbSOuFeWWIiInEWorytSswpxvcAEQ3g/qM/9CBRmAslHgZDucodHRLXgkC2p0dHRUCqVmDZtmlSm0+kwZcoUHDx4EElJSTU6nr+/P1xdXZGZmWnjSKsv2CMYLgotAOCsVgMh5ahssRAROQvLDH8ASPfvc/uFS5zlT1TfOWRL6rFjxxAeHg5PT0+r8h49egAAjh8/jpCQkEqPkZmZCYPBgLS0NHz44YfIzs7GwIEDK91Hr9dDr9dLz7OzswEABoMBBoPhTqpiJdynDU7c+AtpKhU0uadsckxbsMThKPHYQ0OoI8B62vr45PhKTp46594DTS1PLv4K9P8/WWIiIttwyCQ1NTUVgYGBZcotZSkpKVUe45577sG5c+cAAO7u7njttdcwZcqUSvdZvnw5lixZUqY8NjYWrq6u5exRM675btLjPFU6fvzhO6jU2lof11aqMzGtvmsIdQRYz9rKz8+3y3HJ9kIb3b6univwwn1+bYFrZ4HkP4CCm4CLj4zREVFtOGSSWlBQAK22bPKm0+mk16uydu1aZGdn4/Lly1i7di0KCgpgNBqhUFQ8wmHBggV46aWXpOfZ2dkICQnBgAED0KhRozuoiTXjZSMOHjoIADivVaF7oAfa9ri/1setLYPBgJiYGAwaNAhqtVrucOyiIdQRYD1txdKLQo4vrER3f2JGHtByoDlJFU3A5T1Ah9HyBUdEteKQSaqLi4tVt7tFYWGh9HpVevXqJT1+7LHH0K6d+dakK1asqHAfrVZbbnKsVqtt8ouwg18H6fFZjQbt4v+Aus+wWh/XVmxVT0fWEOoIsJ62OC7VDyW7+xNu5AOd7wMO/dNccOlXJqlE9ZhDTpwKDAxEampqmXJLWVBQUI2O5+Pjg/vuuw+bNm2ySXx3qoV3C6gF898FZzQaqNKOyxoPEVF95+2qgafOfF1NuJEPhPUBVOZeN5zfAZyMBpKOANkpgMkkY6REVFMO2ZIaERGB2NhYZGdnW02eOnz4sPR6TRUUFCArK8tWId4RtUKNVj6tcSbjDBLUKnjlnZY1HiIiZxDWyA0nk7OQmlWAIkELTVhv812nctOA/5aYi6BQA15NAa+QW1/BgHeI9XO1Tr6KEJEVh0xSx4wZgxUrVmD16tXSOql6vR5r165Fz549pZn9iYmJyM/PR9u2txfKT09Ph7+/v9Xx4uPj8euvv6Jbt251V4kKtG/UHmcyzkAUBOSpryMr4xq8fP3kDouIqN4KbeSKk8lZMIlAcmYBmnd5svxbo5oMwM1481dF3PzMyapX8O3EteS/bo0h3eaKiOzKIZPUnj17YuzYsViwYAHS09PRqlUrrF+/HvHx8VizZo203cSJE7Fnzx6IoiiVderUCQMHDkRERAR8fHxw4cIFrFmzBgaDAW+//bYc1bHSzred9PiMRgP1mcPw6jNCxoiIiOq3kpOnEm7koXnHh4EmHYGrJ4GsK0BmkvnfrCTzV2ElvWp518xfKcfKf12lAzybAi7eAKqXrCpFEfdmZkJ59SMHSHDFqje5A0pRRGRmJpRXP3SAOtoP61mFQW8CzfpUvV01OWSSCgBffvklFi5ciA0bNuDmzZvo3Lkztm7disjIyEr3e+655/DTTz/hl19+QU5ODvz9/TF48GC88sor6NSpUx1FX7GSt0c9q9Wg5ZXTAJikEhHdqVCrGf63lg/zCzd/lacw+3bSmplYIoG9Yv7KSTWvDlCe4kIg41KN4lMA8AUAJ17ZTAHAB3DqOgKsZ5Uq+wPwDjhskqrT6RAVFYWoqKgKt9m9e3eZssWLF2Px4sX2C6yWwn3CIUCACBFnNBoMv35O7pCIiOq10NIz/Kui8wR07YEm7ct/3WgwJ6pWLbBXrB8X5dooekdXvVa0ku2zztu+yHrWNYdNUp2Vi8oFoW7BSMhLwkWNGtobF+UOiYioXgsrsaB/tZLUqijVgHeo+csGDAYDtm3bhuHDhzvt8mbFDaCOAOtZ1xxyCSpn19G/MwCgWBBQIF6RORoichZ6vR4vv/wygoKC4OLigp49e1brrlzffvstHn30UbRo0QKurq5o06YN5s6di8zMzHK3//HHH3H33XdDp9MhNDQUixYtQnFxsY1rU30BnjpolOZfZ4kZebLFQUS2xSRVBi29W0qPs9X5yM7KkDEaInIWkyZNwvvvv4/x48fjo48+glKpxPDhw7Fv375K95s2bRrOnDmDCRMm4OOPP8bQoUOxcuVK9OrVq8wd/n7++WeMHj0a3t7e+OSTTzB69GgsXboUM2fOtGfVKqVUCAj2Nd/kJTEj32oyLRHVX+zul0Go5+0upESVCs0vnoBn1wEyRkRE9d2RI0fw9ddfIyoqSlq6b+LEiejYsSPmz5+PAwcOVLhvdHQ0+vfvb1XWtWtXPPXUU9i0aROmTp0qlc+bNw+dO3fGjh07oFKZf4V4enpi2bJlmDVrltWSgHUpzNcVl6/lodBgQnqOHk08ud4pUX3HllQZhHmGSY8T1CpkJf4tYzRE5Ayio6OhVCoxbdo0qUyn02HKlCk4ePAgkpKSKty3dIIKAA899BAA4MyZM1LZ6dOncfr0aUybNk1KUAHg+eefhyiKiI6OtkFN7ozNx6USkezYkiqDUI8SLalqNYzpZ2WMhoicwbFjxxAeHm51lz4A6NGjBwDg+PHj0o1QqiMtLQ0A0LhxY6tzAChzY5SgoCAEBwdLr1dEr9dDr9dLz7OzswGYJxYZDIZqx1aept5a6XHctWx0Cfao1fFsyVK32tbRkTWEOgKsp62PXxUmqTJwVbvCV+ODjKKbSFSroLvGGf5EVDupqakIDAwsU24pS0lJqdHx3nnnHSiVSowZM8bqHCWPWfo8VZ1j+fLlWLJkSZny2NhYuLq6lrNH9aVnCACUAIBdh09Cl3qiVsezh+pMYqvvGkIdAdaztvLzq9fbwSRVJi28WyAj/U9kKJXQFSXIHQ4R1XMFBQXQarVlynU6nfR6dW3evBlr1qzB/Pnz0bp1a6tzAKjwPJaW0YosWLAAL730kvQ8OzsbISEhGDBgABo1alTt+MrTOj0X/zpnHneraRSE4cM71+p4tmQwGBATE4NBgwY57bJFDaGOAOtpK1VdKyyYpMokzKsZ/kj/EwBQpLyBwoI86FzcqtiLiKh8Li4uVl3pFoWFhdLr1bF3715MmTIFQ4YMwVtvvVXmHAAqPE9V59BqteUmuGq1uta/CFv43x7mkHSz0CETCFvU09E1hDoCrKctjlsdnDglk5Iz/K+olUi5dErGaIiovgsMDJS640uylAUFBVV5jBMnTmDUqFHo2LEjoqOjrSZHWc5R8pilz1Odc9iLTq1EwK0Z/dKtUYmoXmOSKpMwj9sz/BPVKmQkMEklojsXERGB8+fPl+lGO3z4sPR6ZS5duoShQ4fC398f27Ztg7u7e7nnAIA//vjDqjwlJQVXrlyp8hz2Zrk9akZeEXIKnXtiC1FDwCRVJiVbUhPUahjSOMOfiO7cmDFjYDQasXr1aqlMr9dj7dq16NmzpzSzPzExEWfPWl9v0tLSMHjwYCgUCmzfvh1+fn7lnqNDhw5o27YtVq9eDaPRKJV/+umnEATBapKVHMJ8b0++4jJURPUfx6TKJMTj9lIwiSoV1JkXZIyGiOq7nj17YuzYsViwYAHS09PRqlUrrF+/HvHx8VizZo203cSJE7Fnzx6ruzINHToUly9fxvz587Fv3z6rO1Q1adIEgwYNkp5HRUVh1KhRGDx4MB577DGcOnUKK1euxNSpU9GuXbu6qWwFwhrdTlITM/LRsamXjNEQUW0xSZWJTqVDgGsTpOVfRYJaBd+8OLlDIqJ67ssvv8TChQuxYcMG3Lx5E507d8bWrVsRGRlZ6X4nTpiXa3r33XfLvNavXz+rJHXEiBH49ttvsWTJEsycORN+fn545ZVX8Prrr9u2MncgtMSC/hyXSlT/MUmVUZhnM6TlX0W2Ugk3MQXG4mIoVXxLiOjO6HQ6REVFISoqqsJtdu/eXaaspve6Hz16NEaPHl3D6OyP3f1EzoVjUmVUclxqmgZITTgnYzRERPVbqG/J7v48GSMhIltgkiqjME/rGf7X4k7KGA0RUf3m7aqGh87cG8WWVKL6j33LMgr1KDHDX6VG45TTMkZDROSYErIT8PmJz3Gj8AYigyMxvt34crcTBAFhjVxxKjkbKZkFKCo2QaNiWwxRfcVPr4xKt6QqMzjDn4iotMLiQvzv8v9wIOUAzmVUPiwqzNc8ecokAsmZ1b8VLBE5HiapMgr2CIbi1luQoFbBK/eSzBERETmeRi6NpMc3Cm9Uum1oo5KTpzgulag+Y5IqI41Sg0B3820GE9VqBBoSIZpMMkdFRORYvLXeECAAAG4UVJ6khvlar5VKRPUXk1SZWbr8cxUKFCn1uJaaKHNERESORaVQwUfnAwDIKMyodNuSLamJnDxFVK8xSZVZyclTiWo1rl4+IWM0RESOyVfnC8DcklrZuq5hJRb0T2BLKlG9xiRVZiUnTyWoVci7whn+RESlNdKZx6UWmYqQZ6h4rGmApw5qpXloAFtSieo3JqkyK7mgf6JaBdzggv5ERKX5uvhKjyubPKVUCAjxMXf5J2bk1/huWkTkOJikysy6JVUN9+zLMkZDROSYLC2pQNWTpyzjUgsMRrz49XGs3R+HY4k3UWgw2jVGIrItLuYvsyD3ICgFJYyiEYkqFQKKEuQOiYjI4ZRchqqqyVOt/d2x+9w1AMD/TqTgfydSAABqpYB2gZ6ICPHGXcHeuCvEGy0au0GhEOwXOBHdMSapMlMr1Gjq3hSJOYlIVKvQCJnIyrgGL18/uUMjInIYNWlJndSnOc6k5uBIfAaKim8v62cwivjrShb+upIFwNwg4KFT4a5gb0SEeKNLqDe6hPrA101jlzoQUc0wSXUAoZ6hSMxJRIFCgWtKJW5cPAGvHvfLHRYRkcOwzO4Hqm5Jbertgo1Te6Ko2ISzadk4kZSJ40lZOJ50E5euWU+6yiksxr6L17Hv4nWprHljN9wd6oO7w7xxd6gPwpt4QMnWVqI6xyTVAYR5hmFf8j4A5hn+pqS/ASapRESSmtx1ykKjUqBzsDc6B3vjyV7msuxCA05eycLxpEzp61qO3mq/uOt5iLueh/8evQIAcNeqcFeIF7qG+qBLmA/uDvGBl6vaNhUjogoxSXUAVmulqlQISj8jYzRERI6nZEtqVd39lfHUqdGnVWP0adUYACCKIlKzCnE8KRNHE27iz8Sb+Ds5G0XG28MEcvXF2H/xBvZfvH1eXzcNFIIAhQDpX0EQoFBYnpvvkSUIgAAgN1eJlZf2QxCq1yJrucOWPVQzBNRkYQRRFJGTo8Q/Lx2odh3tzR5hiKKI7BwlVl12nHraw53Wc9HIDujVslHVG1YTk1QH0MyzmfQ4Qa1Gq+xL8gVDROSAajJxqiYEQUCQtwuCvF0wvJP5NtX6YiNOJWfjWOJNHE28iT8TbuJqtnVra0ZeUU3PhLSCitd3dQ4CUgty5Q6iDghIzWc9y5OrL7ZpBExSHUDptVL9MjnDn4ioJK1SC3e1O3INudXu7r/jc6mU6Brmg65h5luxiqKIlKxCHE0wJ63HEjNxI08PUTS3NppE8daXeVuTpcwkSq8XFxdDparer1x7ruxa02Vja9JYWJM63kksjkGE0WiEUqkE7NjaLb87q6fSxgubMkl1AIFugVAr1DCYDEhQqxBguoqCvFy4uLnLHRoRkcPw1fki15CLjALbtaRWhyAIaOrtgqbeLhh5V1CN9zcYDNi2bRuGDx8Ctdo5x7I2hDoCrGdd42L+DkCpUCLYIxgAkKRSAYKI5Et/yRwVEZFjsXT55xhyoDfqq9iaiOo7JqkOIszDfOcpvUKBq0olMhNPyRwREZFjsVqGqo5bU4mo7jFJdRAlx6UmqFUwpJ2VMRoiIsdTckF/W06eIiLHxCTVQYR5hkmPE9VqaG5ekDEaIiLHcydrpRJR/cUk1UGUbkn1LYiXLxgiIgdkq7VSiah+YJLqICxjUgHzgv5NjckwGGq6Dh8RkfNiSypRw8Ik1UE0cWsCrVILwLygv0YwIiWOd54iIrKwmjjFMalETo9JqoNQCAqEeIQAAK6oVTACuBF3Ut6giIgcSMmJU+zuJ3J+TFIdSKiHeVyqQRCQqlJCn3Za5oiIiBwHu/uJGhYmqQ6k9Ax/VQZn+BMRWbir3aFWmO9+w+5+IufHJNWBlExSE1QqeOfGyRgNEZFjEQRBak1ldz+R82OS6kBKLkOVqFYhqDgJJqNJxoiIiByLZfJUpj4TRpNR5miIyJ5smqTm5+fj2LFjyMnJKfPa/v37bXkqp2TVkqpWw00oRHrKZRkjIqK6wGtn9VkmT5lEEzL1mfIGQ0R2ZbMk9dChQwgLC8OIESPQpEkTLF261Or1YcOG2epUTsvPxQ8uKhcA5pZUAEi//JecIRGRnfHaWTOcPEXUcNgsSX3ppZewcuVKJCcn48SJE9i6dSsmTpwIURQBQPqXKiYIgjTDP1mlggFAfjJn+BM5M147a4ZrpRI1HDZLUk+fPo1HH30UANC6dWvs3r0bGRkZeOihh1BUxDsnVZdlXGqxICBFpYJw/bzMERGRPfHaWTNcK5Wo4bBZkurl5YXk5GTpuU6nw/fffw8XFxcMGTIEJlPNJgDp9Xq8/PLLCAoKgouLC3r27ImYmJgq9/v222/x6KOPokWLFnB1dUWbNm0wd+5cZGZm1rRKsrAel6qCR84lGaMhInuz9bXT2ZXs7mdLKpFzs1mSev/992Pt2rVWZSqVCps3b0arVq1QUFBQo+NNmjQJ77//PsaPH4+PPvoISqUSw4cPx759+yrdb9q0aThz5gwmTJiAjz/+GEOHDsXKlSvRq1evGscgB0t3P2BeKzXAkChjNERkb7a+djq7kt39bEklcm4qWx3o008/RXFxcZlyQRDwr3/9CwsXLqz2sY4cOYKvv/4aUVFRmDdvHgBg4sSJ6NixI+bPn48DBw5UuG90dDT69+9vVda1a1c89dRT2LRpE6ZOnVrtOORQuiXVFzeRkZ4CX/8gGaMiInux5bWzIeDEKaKGw2YtqRqNBq6urtLztLQ0XLt2TXoeGhpa3m7lio6OhlKpxLRp06QynU6HKVOm4ODBg0hKSqpw39IJKgA89NBDAIAzZ85UOwa5WK2VqjL/DZF26YRc4RCRndny2tkQcOIUUcNhs5bU0tavX49XXnkFRmPNF1s+duwYwsPD4enpaVXeo0cPAMDx48cREhJS7eOlpaUBABo3blzpdnq9Hnq9XnqenZ0NADAYDDAYDNU+X214Kj3hpnJDXnEeEtTm2/9lJZ2Codv9djunpW51VUc5NIQ6AqynrY8vh9pcOxsCH60PFIICJtHE7n4iJ2e3JLU2UlNTERgYWKbcUpaSklKj473zzjtQKpUYM2ZMpdstX74cS5YsKVMeGxtr1dJhb16iF/KQh1SVEgYA2Zf+wLZt2+x+3upMTKvvGkIdAdaztvLz8+1yXHvT6/V4/fXXsWHDBty8eROdO3fG0qVLMWjQoEr3O3fuHD777DMcPnwYR48ehV6vR1xcHJo1a1Zm22bNmiEhIaFM+fTp0/HZZ5/ZqioVUiqU8NZ6I6Mwgy2pRE7OIZPUgoICaLXaMuU6nU56vbo2b96MNWvWYP78+WjdunWl2y5YsAAvvfSS9Dw7OxshISEYMGAAGjVqVMmetrV3/16kJKTAJAhIUqsQiGtoN3y43c5nMBgQExODQYMGQX2r9dbZNIQ6AqynrVh6UeqbSZMmITo6GrNnz0br1q2xbt06DB8+HLGxsejbt2+F+x08eBAff/wx2rdvj3bt2uH48eOVniciIgJz5861KgsPD7dFFarFV+eLjMIM3Ci4AVEUIQhCnZ2biOpOjZLULVu2oHPnzmjTpo1dLwouLi5W3e4WhYWF0uvVsXfvXkyZMgVDhgzBW2+9VeX2Wq223ORYrVbX6S/8Zl7NpMeJKjXaFiTUyfnrup5yaAh1BFhPWxzXluri2lmbCaejRo1CZmYmPDw8sGLFiiqT1KZNm2LChAm2DL9GGrk0wsXMiygyFSHXkAsPjYdssRCR/dQoSX3ssccgCAK0Wi3at2+Pzp07S1933XWXzVobAwMDrdYNtEhNTQUABAVVPdP9xIkTGDVqFDp27Ijo6GioVA7ZaFyu0jP8+xdcR15OJtw8vOULiojuWF1cOyubcPrKK68gKSmpwrH8vr6+5ZZXpqioCAaDAW5ubncc850qPXmKSSqRc6pR5va///0Pf/31l/S1YcMGGI1GqWUgICBAuvBeuHDhjoOKiIhAbGwssrOzrSZPHT58WHq9MpcuXcLQoUPh7++Pbdu2wd3d/Y5jkYPVDH+1+S1KuXQSrSPulSskIqqFurh22nrCaWV27doFV1dXGI1GhIWFYc6cOZg1a1aV+9lqcqqPxkd6fDXnKoJcHHuJvoYwobEh1BFgPW19/KrUKEl94IEH8MADD0jPi4qK8Pfff+Ovv/7CiRMn8Ndff+Ho0aPYvn07ANxxt9aYMWOwYsUKrF69Wuq20uv1WLt2LXr27CldaBMTE5Gfn4+2bdtK+6alpWHw4MFQKBTYvn07/Pz87igGOYV5lGxJNXc73kw4BTBJJaqX6uLaaesJpxXp3Lkz+vbtizZt2uDGjRtYt24dZs+ejZSUFLzzzjuV7muryanXCm8v0bXzwE6kalKrXwEZNYQJjQ2hjgDrWVvVnZxaqz5wjUaDLl26oEuXLlblaWlpUovBnejZsyfGjh2LBQsWID09Ha1atcL69esRHx+PNWvWSNtNnDgRe/bsgSiKUtnQoUNx+fJlzJ8/H/v27bO6Q1WTJk2qnOXqCLx13vDUeCK7KFtqSS2+elbmqIjIVuxx7bTlhNPK/Pjjj1bPJ0+ejGHDhuH999/HzJkzERwcXOG+tpqcWnSpCDGHzb88m3VohuGt7Tex1BYawoTGhlBHgPW0lepOTrXLQM2AgAAEBARg8ODBd3yML7/8EgsXLrRaSmXr1q2IjIysdL8TJ8wL37/77rtlXuvXr1+9SFIB87jUk9dPIk2pRKEgQJd5Ue6QiMjOanPttNWE05oSBAFz5szB9u3bsXv37konVNlqcmoT9ybS48yizHqTLDSECY0NoY4A62mL41aHw84m0ul0iIqKQlRUVIXb7N69u0xZyVbV+izUMxQnr5+EKAhIUqnQqCBe7pCIyIHZYsLpnbIMwcrIqJt1S3nXKaKGwWa3RSXbKjkuNVGtQlNTCor0hTJGRESOLCIiAufPny/TjVbdCae1cfnyZQCoszkAjXS3hwbwrlNEzotJqoMqOcM/Qa2CSjAh5fLfMkZERI5szJgxMBqNWL16tVRW0YTTs2fvbIx7RkZGmdu1GgwGvP3229BoNBgwYMCdV6AGfF3YkkrUEDhsd39DV3Kt1MRbYzcyEk6iWbuucoVERA6sNhNOs7Ky8MknnwAA9u/fDwBYuXIlvL294e3tjRkzZgAwT5paunQpxowZg+bNmyMjIwObN2/GqVOnsGzZMgQEBNRJXbVKLdzV7sg15OJGIVtSiZwVk1QHZdWSeutGBPrUM3KFQ0T1wJ1OOL158yYWLlxoVfbee+8BAMLCwqQktVOnTmjfvj02btyIa9euQaPRICIiAlu2bMHYsWPtU6kKNHJpZE5S2d1P5LSYpDooT40nfLQ+uKm/KS1Dpc7gDH8iqtidTjht1qxZtSaddu3atcwSVHLx1fkiITsBuYZc6I16aJVlVw0govqNY1IdmKXLP12lQr4gIDTnKPR626x1SERUn5WcPJVRwHGpRM6ISaoDK9nln6RWwR8ZOL7t3zJGRETkGBq5lEhSOXmKyCkxSXVgJSdPWcalNj65GiajSa6QiIgcQsm1Ujl5isg5MUl1YCVbUo/qzAtxtzTF48Rv38sUERGRY+BaqUTOj0mqAyu5oH9SQBvpsXDwEznCISJyGCXXSmVLKpFzYpLqwEq2pOa4q5EimNcgjCg6irMnDsoVFhGR7NiSSuT8mKQ6MDe1Gxq7NAYAJOYkIqXd09JrmTvflyssIiLZceIUkfNjkurgQj3Mrak3Cm+g2eCJyIQ7AKBr9q+4knBBztCIiGTDiVNEzo9JqoMrOcP/qjEDF0IfBQCoBSPifmJrKhE1TO5qd2gUGgDs7idyVkxSHVzJcamJ2YloM3IuikTzclQRV79DRgYvzkTU8AiCIE2eYnc/kXNikurgrNZKzU6Ap19TnPIbBgDwEApw8n8fyxUaEZGsLJOnMvWZMJqMMkdDRLbGJNXBWcakAuaWVAAIGjZPKguP24iCgsI6j4uISG6WyVMm0YRMfaa8wRCRzTFJdXAlu/svZl4EAAS0jMApt14AgEBcxx8/81apRNTwcPIUkXNjkurgXFQuCPcJBwCcyTiD6wXXAQCuA+ZI2zQ59S8YeatUImpguFYqkXNjkloPRAZHSo/3Je8DALToOhiX1ObkNdx0GX/u+UGW2IiI5FKyJZWTp4icD5PUeqBkkvrbld/MDwQB+h4vSOXKQyshimJdh0ZEJJuSC/qzJZXI+TBJrQc6N+4ML60XAOBgykEYTAYAQLv7xuOq4A8A6Fr0B/4+fki2GImI6hrvOkXk3Jik1gNKhRJ9gvoAAHINuTh29RgAQFCqkdahxK1Sf/1QjvCIiGTBiVNEzo1Jaj1Rsst/z5U90uN2w55HNtwAAD1yYhAXd6nOYyMikgMnThE5Nyap9UTfpn2hEMxvlzQuFYDGzQuXwsaZHwtGxG/jrVKJqGHw1npL10V29xM5Hyap9YSX1gt3+d0FAIjPjkdSdpL0WusRL8EgKgEAd6d/h2s32KJARM5PqVDCW+sNgN39RM6ISWo9YjXLP/l2a6q7XyjO+A0FAHgJefjrfyvrPDYiIjlYJk9lFGRwhRMiJ8MktR4pdymqW4KG/UN63DZ+A/J4q1QiagAsk6eKTEXINeTKHA0R2RKT1HqktXdrBLgFAAB+T/sd+YZ86bXGLbvgjFtPAEBTXMORbevkCJGIqE6VnDzFcalEzoVJaj0iCAIim5pbUw0mAw6lWq+L6l7iVqmBpz7Hz7t/w96/43E2LRsZeUXsCiMip2O1DBVn+BM5FZXcAVDNRAZHYsv5LQDMXf73hd4nvRbSdSgStrdEmOES2oqX0Xb3SABAtuiCq6IvzsIHWarGyNP6w+DWBKJ7IFTeQVB7B+FchglhKdkI8nGDr5sGKiX/fiEix2d11ylOniJyKkxS65kegT2gVWqhN+qx98peiKIIQRDMLwoCTH3mALtnWO3jKRTAU0hGayQDJgAFt76u397GJAq48W9PpIveOCX6IFvVCPmaxihy9YfJrQmUXkHQ+gTBrVEQvNxcoVQIUAgClAoBSgWgVCigFAQoFDCXCQIUt/5VKm4/Vgi4/Vhx6zUB0rEUggBRFGFp8xVFQISIko3ApctEoMw+KLVNkcGAXANwI68IapVJ2q+k0g3Nlv1Lnk86l2j5vt1+LAiAAAHCrToKMNdLIQC4VUdLmeUtqy3zEW8zFBuQXwxkFRigNtjmHLVmo7qWVGww1zO7wABVcfX3c9UooeYfYE7Fqru/gN39RM6ESWo946JyQfeA7tiXvA/pBek4m3EW7Rq1k15v3m8CrrtokX3pEJCTCnVeGnSFV+FpuA6tqK/wuApBhB+y4CdkoQMSzNmY/tbXTQBXbm+bLbrCCAWMUMB0618jFDCK1mXFJV4ruZ1JVMAIwbpM+tecdgm3UkjL45LPceu5Jfcp/frtx7ezTgEiwiDi4ol3SpRZE0qlreaE0mR1DqHMY5N0HHNurIAIwHSrLpYtTaJg9Vwsc/Y7U95xAgGcOv6eTY5f/jkdQwCAv2pYT7fBr6LHvUPsExDJgi2pRM6LSWo9FBkciX3J+wCYu/xLJqkQBDTuOQ6Ne46z3kkUgcIsICcVhpvJyL2ehMKMKzBkJgNZKTBmJsEHOfAovgElTJWe31PIL/8FO7SYEdnScSYxTocTp4icF5PUeigyOBLLDi8DYF4vdfpd06veSRAAF2/AxRtq/3bwaXP7JYPBgG3btmH48OFQKpVA/g0gJxViThoKMpKRn5EMQ2YqkJMKRV461IZsCKIRgmi69a8RCtFkfo5bj2GC4tY2ilvtis7IVKJtVYDotPV0Fh4uvOQ5G06cInJevGLXQ03dm6KVdytczLyIk9dOIqMww+pCXSsKBeDuB7j7QQjsDFcArrY4rigCogkwGQHRWOrfEuWiCYBgTqpxe6zt7TJYv15ycGeZ128/NhgM2L4jBkOGDIFarS4RWKnm39KDRQVFOee79a8glL88hjSQ1XSrPiUei6bbr9mBobgYMTt2YNCgQVCrnffjbTAUIyYmpsb1bKl2s2NUJAdflxJJKlvKiZyK8/4Wc3L3Bt+Li5kXIULE/uT9GNlypNwhVU4QAEEJKJTynF9hgFGpAzRugFWSageCJZmVYYKOwQCDys3cam7vespJ1UDqSVXSKrXwUHsgx5DD7n4iJ8NprvWUZb1UoOzdp4iIGhJLayq7+4mcC5PUeirCPwIeGg8AwP6U/Sg21WAdHiIiJ2KZPJVryIXeWPEqJkRUvzBJradUChX6BPUBAOQU5eB4+nF5AyIikknJMflcK5XIeTBJrccig9nlT0TEtVKJnBOT1HqsT9M+0h2HmKQSUUPFtVKJnBOT1HrMV+eLTn6dAACXsi4hOTdZ5oiIiOoe10olck5MUuu5fsH9pMdsTSWihojd/UTOiUlqPcdxqUTU0LEllcg5MUmt59r4tIG/qz8A4Pe031FQXCBzREREdYstqUTOiUlqPScIAu5tei8AQG/U40jqEZkjIiK56PV6vPzyywgKCoKLiwt69uyJmJiYKvc7d+4c5syZg969e0On00EQBMTHx1e4/Y8//oi7774bOp0OoaGhWLRoEYqL5VurmROniJwTk1QnwC5/IgKASZMm4f3338f48ePx0UcfQalUYvjw4di3b1+l+x08eBAff/wxcnJy0K5du0q3/fnnnzF69Gh4e3vjk08+wejRo7F06VLMnDnTllWpETe1GzQKDQB29xM5E5XcAVDt3RN4D9QKNQwmA/Zc2YPXxNcgCILcYRFRHTpy5Ai+/vprREVFYd68eQCAiRMnomPHjpg/fz4OHDhQ4b6jRo1CZmYmPDw8sGLFChw/frzCbefNm4fOnTtjx44dUKnMv0I8PT2xbNkyzJo1C23btrVpvapDEAQ0cmmE1LxUtqQSORG2pDoBV7Urugd0BwBczb+K8zfPyxwREdW16OhoKJVKTJs2TSrT6XSYMmUKDh48iKSkpAr39fX1hYeHR5XnOH36NE6fPo1p06ZJCSoAPP/88xBFEdHR0bWrRC1YJk9l6jNhNBlli4OIbMdhW1L1ej1ef/11bNiwATdv3kTnzp2xdOlSDBo0qNL9zp07h88++wyHDx/G0aNHodfrERcXh2bNmtVN4DKJDI7EgRRzS8ne5L1o49tG5oiIqC4dO3YM4eHh8PT0tCrv0aMHAOD48eMICQmp9TkAoFu3blblQUFBCA4Oll6viF6vh16vl55nZ2cDAAwGAwwGQ61i89H6AABMognXcq9ZTaaSm6Vuta2jI2sIdQRYT1sfvyoOm6ROmjQJ0dHRmD17Nlq3bo1169Zh+PDhiI2NRd++fSvczzK2qn379mjXrl2l3VbOJLJpJN7G2wDM41Kndpoqc0REVJdSU1MRGBhYptxSlpKSYpNzlDxm6fNUdY7ly5djyZIlZcpjY2Ph6upaq9jy8/Olxz/s/AEByoBaHc8eqjOJrb5rCHUEWM/aKvl5rYxDJql1NbbKmYR4hqC5V3PEZcXhxLUTyCzMhLfOW+6wiKiOFBQUQKvVlinX6XTS67Y4B4AKz2NpGa3IggUL8NJLL0nPs7OzERISggEDBqBRo9q1fF46fglHTx8FAHTo3gE9A3rW6ni2ZDAYEBMTg0GDBkGtVssdjl00hDoCrKetVHWtsHDIJLWysVWvvPIKkpKSKuy28vX1Lbe8IYhsGom4rDiYRBP2p+zHAy0ekDskIqojLi4uVl3pFoWFhdLrtjgHgArPU9U5tFptuQmuWq2u9S9CPzc/6XGWIcshEwhb1NPRNYQ6AqynLY5bHQ6ZpNbF2Kry2HO8VF3oHdgb60+vBwDsSdyDwSGDq7VfQxhj0xDqCLCetj5+fRIYGIjk5OQy5ZYu+qCgIJucw3LM0tfg1NRU6Roth5JrpXIZKiLn4JBJal2MrSqPPcdL1QWjaIQWWuihx+7E3diauRUKofoLODSEMTYNoY4A61lb1R0v5UgiIiIQGxuL7Oxsqz/wDx8+LL1ui3MAwB9//GGVkKakpODKlStWvV91zdelxK1RedcpIqfgkElqXYytKo89x0vVlb1792Jn0k4UiAXwjPBEZNPIKvdpCGNsGkIdAdbTVqo7XsqRjBkzBitWrMDq1aulsfx6vR5r165Fz549pZbPxMRE5Ofn39F6ph06dEDbtm2xevVqTJ8+HUqlEgDw6aefQhAEjBkzxnYVqiHedYrI+ThkkloXY6vKY8/xUnXl/mb3Y2fSTgDA6wdfx8bhG9Hcq3m19q1P9bxTDaGOAOtpi+PWNz179sTYsWOxYMECpKeno1WrVli/fj3i4+OxZs0aabuJEydiz549EEVRKsvKysInn3wCANi/fz8AYOXKlfD29oa3tzdmzJghbRsVFYVRo0Zh8ODBeOyxx3Dq1CmsXLkSU6dOrfJuVfZkWScVYHc/kbNwyCS1LsZWOashzYZg6+Wt2Je8D9lF2Xh+5/PY9MAmqws4ETmnL7/8EgsXLrRaX3rr1q2IjKy8R+XmzZtYuHChVdl7770HAAgLC7NKUkeMGIFvv/0WS5YswcyZM+Hn54dXXnkFr7/+uu0rVAPeWm8oBAVMooktqUROwiHvOBUREYHz58+X6XKz5dgqZ6VSqLCi3wqE+4QDAK7kXsGLu15EYXGhzJERkb3pdDpERUUhNTUVhYWFOHLkCIYMGWK1ze7du61aUQGgWbNmEEWx3K/4+Pgy5xk9ejSOHTuGwsJCJCUl4c0335S99VmpUEoL+nNMKpFzcMgkdcyYMTAajVi9erVUVtHYqrNnz8oVpsNyU7vhnwP/CX8XfwDAiWsn8Nr+12ASTTJHRkRkP5bJUzcKbpRJxImo/nHI7v66GlvlzALcArBy4Eo89ctTKCguwPb47Qh2D8bsrrPlDo2IyC4a6RrhAi7AYDIg15ALD42H3CERUS04ZJIK1M3YKmfXrlE7rOi3AjN3zYRJNGHNqTUI8QjBI+GPyB0aEZHNlZ48xSSVqH5zyO5+oO7GVjm7yOBI/F+P/5Oev3noTRxIqfi2skRE9VUjFy5DReRMHDZJJdt5vO3jmNBuAgDzgv9zd8/FhZsXZI6KiMi2rO46xclTRPUek9QGYl63eRgQMgAAkGvIxQu/voBr+ddkjoqIyHa4ViqRc2GS2kAoFUq8fe/b6NCoAwAgNS8VM3fNRL6h/t3+kYioPOzuJ3IuTFIbEFe1K1YOXIlAt0AAwN83/sb/7f0/GE1GmSMjIqo9q+5+tqQS1XtMUhuYxi6N8c+B/4S72h0AEJsUiw+PfShvUERENsCWVCLnwiS1AWrt0xrv9X8PKsG8Atmmc5twWH9Y5qiIiGrHakwqJ04R1XtMUhuo3kG98do9r0nPtxVsw/mb52WMiIiodjRKDTzU5rVR2d1PVP8xSW3AHgl/BBPbTwQAGGHEawdfQ5GxSOaoiIjunKXLn939RPUfk9QGbtbds9DauzUA4GLmRaw8vlLmiIiI7pylyz/XkAu9US9zNERUG0xSGziNUoM3e70JJZQAgHWn1uHo1aMyR0VEdGesJk8VsDWVqD5jkkoI9wnH/br7AQAiRLyy7xXkGfJkjoqIqOY4eYrIeTBJJQBAH20fRPhFAACSc5MR9XuUvAEREd0BrpVK5DyYpBIAQCEo8EavN+CicgEA/PfCf/Hbld9kjoqIqGa4ViqR81DJHQA5jmD3YMzvPh9LDi4BALy+/3V89+B38NH5yBxZ3btw8wLis+OhEBRQCkqrf1UKVZlypUIJjUIDtVINrVILrVILjVIDjUIDpUIpd3WIGgx29xM5DyapZOWR1o8gNikWv135DTcKb+DNQ2/ivX7vQRAEuUOzO1EUcSj1ENacWoPDqba7uYFKUEGj1NxOXJUaqBVqKAQFBEGAAuZ/BQjmslv/QgAUUJgf32J5HwQIVo8t/4qiiOu517F111YoFAppu5LHthxXEATp2KIoQoR4+1+IMP9vXW45j+VYlmNYjqMQFFDgVuy3HguCICX0lvpa9rGUKQWl1Wslj1umDAqIooizhWeReTYTKtXty1jJ+pb+PgFAn6Z90NS9qc3eW3I8JVtS2d1PVL8xSSUrgiBgSe8leOiHh5Cpz0RMQgx+ivsJI1qMkDs0uzGajNiVtAtrTq7B3zf+tvnxi8ViFBcXI7843+bHrsjltMt1di45bTu6rUbbfzzgYyapTs5qTCpbUonqNSapVEZjl8ZYeM9CzN0zFwCw7NAydGvSDQFuATJHZltFxiJsvbwVa0+tRXx2vNVroR6hGNlyJNQKNYyiEUbRCJNogtF0699SZUbRCIPJAL1RjyJjEfRGPQxG8/OSZUWmIhQZzV+WlkmTaIJJNEktlpbHZHsNoUegoSvZ3c8xqUT1G5NUKtfgZoMxImkEtl7eihxDDl7b/xpWD1pt1fVcX+Ub8vHN+W/w5ekvkZ6fbvVaO992eLrT0xgUOkj2saSWhNUE060Cyz+3u95FUbxdJoooLi7GL9t/weDBg6FUKW931d/qri+ZAFuSY6lr/FY3eekhBdJ/JRK8ihJrURRhwq3XSsQvPbZ8wQST6fZrloS/vP1FiOY/Dkocx1BswNFjRxEREQGFUmH1PZC+f6WGKYiiiDY+bez0bpGjcFO7QavUQm/Us7ufqJ5jkkoVWtBzAY6kHUF6fjoOpx7GV2e/wvh24+UOSyKKIorFYmm8Y1XyTHn49K9P8Z/z/0F2UbbVaz0CemBKxynoFdTLYVrbLGM1LTdaqA4DDNAKWrip3aBWq+0YnbwMBgOK/y7G0GZDnbqeVHOCIMBX54vUvFS2pBLVc0xSqUKeGk8s7bMU02KmAQA++PMD9ArqhRZeLWSODDh1/RRm7pqJ6wXXpbLSs/CVCqX0WCEokFmQieJTxVbHuS/kPjzd6Wnc5XdXXVeBiOykka4RUvNScbPwJowmo+y9IkR0Z5ikUqV6BfXCE22fwOazm6E36vHq3lexYfgGqBTy/ehcy7+GWbtmWSWoAKRxogYYKt1fJajwQIsH8HTHp9HCW/6Em4hsyzLDX4SIm/qbaOzSWOaIiOhOMEmlKs3uOhsHUg4gPjsep26cwr9O/gvP3fWcLLEUGYswe/dspBeYx5IGuQXBz9VPmswk/WsqO7lJX6jH0FZDMbnTZAS6B8oSPxHZX8nJUy/uehEzusxAr0DHGcpDRNXDJJWq5KJywbK+y/Dkz0/CKBrx+YnP0b1Jd3QL6FancYiiiKWHluKva38BAALcArD5gc1W6yJWxGAwYNu2bRjebTjHMBI5ue4B3fHdxe8AACevn8T0mOno1qQbXrz7RXTx7yJzdERUXfV/qjbViU5+nfBM52cAmLvVn9v5XJ3fNvWrs19Jv3h0Sh0+GvBRtRJUImpYRrYciY8HfIzWPq2lsj+u/oGJP0/Eczufw+kbp2WMjoiqi0kqVdu0ztPQJ6gPAKDQWIhZu2bhp8s/1cm5j6Qewbu/vys9X9J7Cdo3al8n5yai+mdA6ABEj4zGu5HvIswzTCrfl7wPj259FC/tfgmXMi/JGCERVYVJKlWbWqHGx/d9jCHNhgAw30np//b+Hzaf2WzX8ybnJmPunrkwikYAwNMdn8bwFsPtek4iqv8UggLDmg/D9w9+jzd6v4FAt9tj0WMSYvDwjw/jlb2vICknScYoiagiTFKpRjRKDd659x2MDR8rlS0/shyfHv/UaiF1W8k35GPWrlnI1GcCAPo27YsXu7xo8/MQkfNSKVR4qPVD2PrQVizosUCa7W8STfjf5f9h1Hej8MbBN5CWlyZzpERUEpNUqjGlQomF9yzEM52ekcpWnViF5UeWwySabHYeURSxcP9CnLt5DgAQ5hmGdyLf4ZqHRHRHNEoNnmj3BLY9vA1zus6Bl9YLgLlX6Jvz32DYt8Pw5sE3kZKbInOkRAQwSaU7JAgCXrz7Rfyj2z+ksq/OfoUFexfAYKp8ndLqWnNqDXYk7ABgvtXhxwM+hqfG0ybHJqKGy0Xlgqc7Po2fH/4Zz9/1PNzUbgCAYlMxtpzfgge+ewCLDyzGlZwrMkdK1LAxSaVamdhhIpb2WQqlYG7d3Ba3DbN2zUJBcUGtjvvbld/w8dGPAZjvIf/2vW9z4X0isikPjQeei3gOvzz8C57p9IxVsvrfC//FyO9G4vX9ryMpm2NWieTAJJVq7cFWD+KD/h9Ao9AAAPYm78X0mOnILsq+o+NdzrqMl397GSLMY1xndJmB/iH9bRUuEZEVb503Xrz7RWx/ZDumd54Od7U7APMwgO8ufoeR34/Eq/teRUJ2gsyREjUsTFLJJgaEDsBngz6TWiKOpR/D5F8m41r+tRodJ7soG7N2zUKuIRcAMChskNXYVyIie/HSemFGlxnYPmY7nr/reXhoPACY14b+8dKPGPX9KCzYuwCXsy7LHClRw8A7TpHNdA/ojn8P+Tee2/kcMgozcP7meUz8eSLe7PMmfHW+cFG5wEXlAle1K9QKdZlbFBpNRvzfb/+H+Ox4AEC4TziW9lnKWxkSUZ3y1HjiuYjnMKH9BGw+sxlfnv4S2UXZMIkmbL28FT9d/gldm3SFp8YTOpUOLioX6FQ66JS6289vPdapdFBDjUuGSziWfgyuWvP1T6vUQqPUQKPUWD1XCGw7IrJgkko21b5Re6wfuh7TYqYhNS8VV3KvYPL2yWW2UwpKKWm1fBlFIy5mXgQAeGu98dGAj+Cqdq3rKhARATCPWZ1+13SMbzceX5/7Guv/Xo9MfSZEiPjj6h81Pt7anWur3EYlqKBSqKQ/zgXc+lcQYPnvVpH5WYly6bEgQAEFzJvefl76mJbjSo/LKa+orGRcAAARyMnJwfpt663iqOq4pet3q7DCbUofr9xjVrCdLZhEE27k3sD3O7+HoKjd8e0RX5XHruYpRZOI67nX8eOvP9aonjMiZiDCP6La21eFSSrZXDOvZvhy2Jd4NuZZXMoq/44uRtGIXEOu1K1fklJQYkW/FQj2CLZ3qEREVXLXuGNqp6l4vO3j+Prs19hwegNuFN6wy7mKxWIUG4vtcuy6cDXzqtwh1Im49Di5Q6gTl6/WbGjL+LbjbXp+JqlkFwFuAfhy+Jf49vy3uJJ7BQXFBZV+5RvyYTAZoFKo8GrPV9EzsKfcVSAisuKmdsOUTlMwueNk5BnyUFhciMLiQhQYC6THhcZCFBSbn+uNehQUFyBPn4fT508jtEUoisViFBmLYDAZoDfqUWQsQpGpyPzvra9isVi6OYr0r+W/EjdNsTwv91+I5nWrRVg/L6H0sUo/Lnluy8uWY1leL/nYaDRCqVRaxSm9XuoYpc9T8vxEFkxSyW48NZ6Y1HFStbcvNhVDhAi1Qm2/oIicmF6vx+uvv44NGzbg5s2b6Ny5M5YuXYpBgwZVuW9ycjLmzJmDHTt2wGQyYcCAAfjggw/QooX10m8VjRFfvnw5/u///s8m9XB0CkEBD42HNLGqKgaDAduStmF4l+FQq53z+mYwGLBt2zYMH26bOpZJcstLes0Pyi23xx0QAXM9t2/fjqFDh9aqnhXFJ0Ks9TCAihL+mnxPiouL8cv2XzB0yFCoVNVPFTVKTbW3rQ4mqeQwVAr+OBLVxqRJkxAdHY3Zs2ejdevWWLduHYYPH47Y2Fj07du3wv1yc3MxYMAAZGVl4ZVXXoFarcYHH3yAfv364fjx42jUqJHV9oMGDcLEiROtyrp06WKXOlHDVGZcqYPMn1WKSqgF80Q3tdI5/+AAAAMM0ApauKhcZP3DilkBEZETOHLkCL7++mtERUVh3rx5AICJEyeiY8eOmD9/Pg4cOFDhvqtWrcKFCxdw5MgRdO/eHQAwbNgwdOzYEe+99x6WLVtmtX14eDgmTJhgv8oQEYHrpBIROYXo6GgolUpMmzZNKtPpdJgyZQoOHjyIpKSK75oUHR2N7t27SwkqALRt2xYDBw7Eli1byt2noKAAhYWFtqsAEVEpbEklInICx44dQ3h4ODw9Pa3Ke/ToAQA4fvw4QkJCyuxnMpnw119/4emnny7zWo8ePbBjxw7k5OTAw+P2+Mt169Zh1apVEEUR7dq1w2uvvYYnnniiyhj1ej30er30PDvbfFc6g8EAg8FQvYrWQ5a6sY71H+tp2+NXhUkqEZETSE1NRWBgYJlyS1lKSkq5+2VkZECv11e5b5s2bQAAvXv3xrhx49C8eXOkpKTgn//8J8aPH4+srCw899xzlca4fPlyLFmypEx5bGwsXF2df03kmJgYuUOwu4ZQR4D1rK38/PxqbccklYjICRQUFECr1ZYp1+l00usV7Qeg2vvu37/fapunn34aXbt2xSuvvIJJkybBxcWlwhgXLFiAl156SXqenZ2NkJAQDBgwoMzkLGdiMBgQExODQYMGOfXsfmevI8B62oqlF6UqTFKJiJyAi4uLVVe6hWXcaEXJo6X8TvYFAI1GgxkzZuDZZ5/Fn3/+WekqAlqtttxkWK1WO/UvfIuGUM+GUEeA9bTFcauDE6eIiJxAYGAgUlNTy5RbyoKCgsrdz9fXF1qt9o72tbCMdc3IyKhRzERElWFLaiUsC9/m5OQ49V9MBoMB+fn5yM7Odtp6NoQ6AqynrVi6ouy1ILg9REREIDY2FtnZ2VaTpw4fPiy9Xh6FQoFOnTrhjz/K3ov+8OHDaNGihdWkqfJcvmy+daKfn1+NYuY11nk0hDoCrKetVPsaK1KFLl26JMJ8Pwt+8YtfDfArKSlJ7stQtR06dEgEIEZFRUllhYWFYqtWrcSePXtKZQkJCeKZM2es9n377bdFAOLvv/8ulZ09e1ZUKpXiyy+/LJWlp6eXOW92drbYsmVLsXHjxqJer69RzLzG8otfDfurqmusIIr1qKmgjmVmZsLHxweJiYnw8vKSOxy7sUxeSEpKKrN8jbNoCHUEWE9bEUUROTk5CAoKgkJRf0ZFjRs3Dt999x3mzJmDVq1aYf369Thy5Ah+/fVXREZGAgD69++PPXv2WLVg5OTkoEuXLsjJycG8efOgVqvx/vvvw2g04vjx41IL6eLFi/H9999j5MiRCA0NRWpqKv79738jMTERGzZswPjx42sUL6+xzqMh1BFgPW2lutdYdvdXwvKN8/LycuofRgtPT0+nr2dDqCPAetpCfUyavvzySyxcuBAbNmzAzZs30blzZ2zdulVKUCvi4eGB3bt3Y86cOVi6dClMJhP69++PDz74wKoLv0+fPjhw4AC++OIL3LhxA25ubujRowf+/e9/47777qtxvLzGOp+GUEeA9bSF6lxjmaQSETkJnU6HqKgoREVFVbjN7t27yy0PDg7GN998U+nxBw0ahEGDBtUmRCKiaqs//VhERERE1GAwSa2EVqvFokWLyl3Xz5k0hHo2hDoCrCfVLw3lfWwI9WwIdQRYz7rGiVNERERE5HDYkkpEREREDodJKhERERE5HCapRERERORwmKQSERERkcNhkloOvV6Pl19+GUFBQXBxcUHPnj0RExMjd1g2tXv3bgiCUO7XoUOH5A7vjuTm5mLRokUYOnQofH19IQgC1q1bV+62Z86cwdChQ+Hu7g5fX188+eSTuHbtWt0GfIeqW89JkyaV+/62bdu27oOuod9//x0zZsxAhw4d4ObmhtDQUIwbNw7nz58vs219fi8bKl5jeY11ZLzGWpPzveRi/uWYNGkSoqOjMXv2bLRu3Rrr1q3D8OHDERsbi759+8odnk29+OKL6N69u1VZq1atZIqmdq5fv4433ngDoaGhuOuuuypctPzKlSuIjIyEl5cXli1bhtzcXKxYsQInT57EkSNHoNFo6jbwGqpuPQHzMiJffPGFVVl9uJPSO++8g/3792Ps2LHo3Lkz0tLSsHLlStx99904dOgQOnbsCKD+v5cNFa+xvMY6Ml5jHegaK5KVw4cPiwDEqKgoqaygoEBs2bKl2KtXLxkjs63Y2FgRgPjNN9/IHYrNFBYWiqmpqaIoiuLvv/8uAhDXrl1bZrvnnntOdHFxERMSEqSymJgYEYD4+eef11W4d6y69XzqqadENze3Oo7ONvbv3y/q9XqrsvPnz4tarVYcP368VFbf38uGiNfY+ovXWGu8xtr/vWR3fynR0dFQKpWYNm2aVKbT6TBlyhQcPHgQSUlJMkZnHzk5OSguLpY7jFrTarUICAiocrv//ve/GDFiBEJDQ6Wy+++/H+Hh4diyZYs9Q7SJ6tbTwmg0Ijs7244R2V7v3r3L/IXeunVrdOjQAWfOnJHK6vt72RDxGlt/8RpbPl5j7YdJainHjh1DeHg4PD09rcp79OgBADh+/LgMUdnP5MmT4enpCZ1OhwEDBuCPP/6QOyS7Sk5ORnp6Orp161bmtR49euDYsWMyRGU/+fn58PT0hJeXF3x9ffHCCy8gNzdX7rDuiCiKuHr1Kho3bgyg4b2XzoLXWF5jnQmvsfbFMamlpKamIjAwsEy5pSwlJaWuQ7ILjUaDRx55BMOHD0fjxo1x+vRprFixAvfeey8OHDiALl26yB2iXaSmpgJAhe9xRkYG9Hq97LeCs4XAwEDMnz8fd999N0wmE3755ResWrUKJ06cwO7du6FS1a+P/6ZNm5CcnIw33ngDQMN6L50Jr7G8xjrL55LXWPu/l/XrO1gHCgoKyv2G63Q66XVn0Lt3b/Tu3Vt6PmrUKIwZMwadO3fGggUL8Msvv8gYnf1Y3r+q3mNnuIAuX77c6vljjz2G8PBwvPrqq4iOjsZjjz0mU2Q1d/bsWbzwwgvo1asXnnrqKQAN6710JrzG8hrrLJ9LXmPt/16yu78UFxcX6PX6MuWFhYXS686qVatWePDBBxEbGwuj0Sh3OHZhef8a6ns8Z84cKBQK7Ny5U+5Qqi0tLQ0PPPAAvLy8pPGMAN/L+orXWF5jnfk95jXWtpiklhIYGCg1cZdkKQsKCqrrkOpUSEgIioqKkJeXJ3codmHptqjoPfb19XWKv/Ar4uLigkaNGiEjI0PuUKolKysLw4YNQ2ZmJn755Rerz19Dfy/rK15jeY115s8lr7G2xSS1lIiICJw/f77MTL3Dhw9Lrzuzy5cvQ6fTwd3dXe5Q7KJp06bw8/Mrd/LCkSNHnP79zcnJwfXr1+Hn5yd3KFUqLCzEyJEjcf78eWzduhXt27e3er2hv5f1Fa+xvMY6M15jbYtJailjxoyB0WjE6tWrpTK9Xo+1a9eiZ8+eCAkJkTE62ynvbhEnTpzAjz/+iMGDB0OhcN4fjUceeQRbt261Wurm119/xfnz5zF27FgZI7OdwsJC5OTklCl/8803IYoihg4dKkNU1Wc0GvHoo4/i4MGD+Oabb9CrV69yt2sI76Wz4TWW11hnwGts3byXgiiKot3PUs+MGzcO3333HebMmYNWrVph/fr1OHLkCH799VdERkbKHZ5N3HfffXBxcUHv3r3h7++P06dPY/Xq1VCr1Th48CDatWsnd4h3ZOXKlcjMzERKSgo+/fRTPPzww9Is2pkzZ8LLywtJSUno0qULvL29MWvWLOTm5iIqKgrBwcH4/fff60VXVFX1vHnzJrp06YLHH39cukXf9u3bsW3bNgwdOhQ//fSTQ/+SnD17Nj766COMHDkS48aNK/P6hAkTAMAp3suGiNdYXmMdHa+xDnKNtfvtAuqhgoICcd68eWJAQICo1WrF7t27i7/88ovcYdnURx99JPbo0UP09fUVVSqVGBgYKE6YMEG8cOGC3KHVSlhYmAig3K+4uDhpu1OnTomDBw8WXV1dRW9vb3H8+PFiWlqafIHXUFX1vHnzpjhhwgSxVatWoqurq6jVasUOHTqIy5YtE4uKiuQOv0r9+vWrsH6lL1v1/b1siHiNrb94jeU1ti7fS7akEhEREZHDcdy2aCIiIiJqsJikEhEREZHDYZJKRERERA6HSSoRERERORwmqURERETkcJikEhEREZHDYZJKRERERA6HSSoRERERORwmqURERETkcJikEhEREZHDYZJKdMu6desgCIL0pVKp0LRpU0yaNAnJyclyh0dEVK/xGks1pZI7ACJH88Ybb6B58+YoLCzEoUOHsG7dOuzbtw+nTp2CTqeTOzwionqN11iqLiapRKUMGzYM3bp1AwBMnToVjRs3xjvvvIMff/wR48aNkzk6IqL6jddYqi529xNV4d577wUAXLp0SeZIiIicD6+xVBEmqURViI+PBwD4+PjIGwgRkRPiNZYqwu5+olKysrJw/fp1FBYW4vDhw1iyZAm0Wi1GjBghd2hERPUer7FUXUxSiUq5//77rZ43a9YMGzduRHBwsEwRERE5D15jqbqYpBKV8s9//hPh4eHIysrCv//9b/z222/QarVyh0VE5BR4jaXqYpJKVEqPHj2kmaejR49G37598cQTT+DcuXNwd3eXOToiovqN11iqLk6cIqqEUqnE8uXLkZKSgpUrV8odDhGRU+E1lirDJJWoCv3790ePHj3w4YcforCwUO5wiIicCq+xVBEmqUTV8I9//ANXr17FunXr5A6FiMjp8BpL5WGSSlQNDz/8MFq2bIkVK1bAaDTKHQ4RkVPhNZbKI4iiKModBBERERFRSWxJJSIiIiKHwySViIiIiBwOk1QiIiIicjhMUomIiIjI4TBJJSIiIiKHwySViIiIiBwOk1QiIiIicjhMUomIiIjI4TBJJSIiIiKHwySViIiIiBwOk1QiIiIicjhMUomIiIjI4fw/a/7VVAyV+0IAAAAASUVORK5CYII=",
       "text/plain": [
        "<Figure size 708x354 with 2 Axes>"
       ]
@@ -92,7 +97,47 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
+      "text/plain": [
+       "<Figure size 708x354 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 708x354 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 708x354 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 708x354 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
       "text/plain": [
        "<Figure size 708x354 with 2 Axes>"
       ]
@@ -102,29 +147,42 @@
     }
    ],
    "source": [
-    "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(3.54*2, 3.54))\n",
-    "for i, model in enumerate(models):\n",
-    "    axs[0].plot(R, L2_velocity_vec[:, i], label=model)\n",
-    "    axs[1].plot(R, L2_pressure_vec[:, i])\n",
-    "axs[0].set_title('u')\n",
-    "axs[0].set_xlabel('R')\n",
-    "axs[1].set_title('p')\n",
-    "axs[1].set_xlabel('R')\n",
-    "fig.legend(loc='upper center', ncol=3, bbox_to_anchor=(0.53, 1.08))\n",
-    "fig.tight_layout()\n",
-    "fig.savefig(f'Results/Error_over_POD/AllModels_linear_scaling.jpg', bbox_inches='tight')\n",
+    "norm_names = ['L_2', 'L_infty', 'L_1']\n",
+    "norm_velocities = [L2_velocity_vec, Linf_velocity_vec, L1_velocity_vec]\n",
+    "norm_pressures = [L2_pressure_vec, Linf_pressure_vec, L1_pressure_vec]\n",
+    "for norm_name, norm_velocity, norm_pressure in zip(norm_names, norm_velocities, norm_pressures):\n",
     "\n",
-    "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(3.54*2, 3.54))\n",
-    "for i, model in enumerate(models):\n",
-    "    axs[0].semilogy(R, L2_velocity_vec[:, i], label=model)\n",
-    "    axs[1].semilogy(R, L2_pressure_vec[:, i])\n",
-    "axs[0].set_title('u')\n",
-    "axs[0].set_xlabel('R')\n",
-    "axs[1].set_title('p')\n",
-    "axs[1].set_xlabel('R')\n",
-    "fig.legend(loc='upper center', ncol=3, bbox_to_anchor=(0.53, 1.08))\n",
-    "fig.tight_layout()\n",
-    "fig.savefig(f'Results/Error_over_POD/AllModels_semilogy_scaling.jpg', bbox_inches='tight')"
+    "    ylabel = f'${norm_name}$'\n",
+    "    if norm_name == 'L_infty':\n",
+    "        ylabel = '$L_\\infty$'\n",
+    "\n",
+    "    fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(3.54*2, 3.54))\n",
+    "    for i, model in enumerate(models):\n",
+    "        axs[0].plot(R, L2_velocity_vec[:, i], label=model)\n",
+    "        axs[1].plot(R, L2_pressure_vec[:, i])\n",
+    "    axs[0].set_title('u')\n",
+    "    axs[0].set_xlabel('R')\n",
+    "    axs[0].set_ylabel(ylabel)\n",
+    "    axs[1].set_title('p')\n",
+    "    axs[1].set_xlabel('R')\n",
+    "    axs[1].set_ylabel(ylabel)\n",
+    "    fig.legend(loc='upper center', ncol=3, bbox_to_anchor=(0.53, 1.08))\n",
+    "    fig.tight_layout()\n",
+    "    fig.savefig(f'Results/Error_over_POD/AllModels_linear_scaling_{norm_name}.jpg', bbox_inches='tight')\n",
+    "\n",
+    "    fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(3.54*2, 3.54))\n",
+    "    for i, model in enumerate(models):\n",
+    "        axs[0].semilogy(R, L2_velocity_vec[:, i], label=model)\n",
+    "        axs[1].semilogy(R, L2_pressure_vec[:, i])\n",
+    "    axs[0].set_title('u')\n",
+    "    axs[0].set_xlabel('R')\n",
+    "    axs[0].set_ylabel(ylabel)\n",
+    "    axs[1].set_title('p')\n",
+    "    axs[1].set_xlabel('R')\n",
+    "    axs[1].set_ylabel(ylabel)\n",
+    "    fig.legend(loc='upper center', ncol=3, bbox_to_anchor=(0.53, 1.08))\n",
+    "    fig.tight_layout()\n",
+    "    fig.savefig(f'Results/Error_over_POD/AllModels_semilogy_scaling_{norm_name}.jpg', bbox_inches='tight')"
    ]
   },
   {
diff --git a/Data/train/matrices/pressure_scaled.csv b/Data/train/matrices/pressure_scaled.csv
deleted file mode 100644
index 78bdbe53fe1e5a7b49439a082b3702fb991977bf..0000000000000000000000000000000000000000
--- a/Data/train/matrices/pressure_scaled.csv
+++ /dev/null
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diff --git a/Data/train/matrices/velocity.csv b/Data/train/matrices/velocity.csv
index bda1bcbf701a4c7fdfe1b3b84e1a4db96e3e29b2..6d1d8c4ff17144424f7984c8c76e1eb32a966dd5 100644
--- a/Data/train/matrices/velocity.csv
+++ b/Data/train/matrices/velocity.csv
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diff --git a/Data/train/matrices/velocity_removed_rows.csv b/Data/train/matrices/velocity_removed_rows.csv
index b36e99e0731012da1e19fb3e8e9efa7eae4a8b96..663f167d35a5e6f09e8f03ec84e343637d2e5d26 100644
--- a/Data/train/matrices/velocity_removed_rows.csv
+++ b/Data/train/matrices/velocity_removed_rows.csv
@@ -1186,9 +1186,15 @@
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diff --git a/Data/train/matrices/velocity_scaled.csv b/Data/train/matrices/velocity_scaled.csv
deleted file mode 100644
index 234cf39a4ef20e900792012f465557c8dfa9d85b..0000000000000000000000000000000000000000
--- a/Data/train/matrices/velocity_scaled.csv
+++ /dev/null
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diff --git a/Results/Error_over_POD/AllModels_linear_scaling.jpg b/Results/Error_over_POD/AllModels_linear_scaling.jpg
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index 0000000000000000000000000000000000000000..fd49443abe736f05c6ef93fcb4687c29f67ba196
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diff --git a/Results/radialBasisMod/OptimalSetup.npz b/Results/radialBasisMod/OptimalSetup.npz
index 0609f30ddb643e732bbf8e3130c8fdc32e0fcb95..f12338d753b0adfcaea1521b12d8a12ba52fa4f8 100644
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diff --git a/miscellaneous/DataPreparation.py b/miscellaneous/DataPreparation.py
index ba52d282b3d930eb8e6e6842783c4d4ef14fcd8c..23225867561974be73c5ddef66baaca589cd694b 100644
--- a/miscellaneous/DataPreparation.py
+++ b/miscellaneous/DataPreparation.py
@@ -13,6 +13,9 @@ def load_xml_to_numpy(file_path):
     # Extract the text, split by whitespace, and convert to floats
     data = np.array([np.float32(val) for val in matrix.text.split()])
 
+    # ? Experimental. Does this even work???
+    data = np.nan_to_num(data, copy=False, nan=0.0, posinf=0.0, neginf=0.0)
+
     return data
 
 def remove_rows_abstract(matrix, atol, remove_nan, stage, removed_rows_identifier):
@@ -26,16 +29,15 @@ def remove_rows(matrix, atol=1e-8, remove_nan=True):
     removed_rows_identifier = []
     removed_rows_counter = 0
     while i < matrix.shape[0]:
-        if np.allclose(matrix[i,:], 0, atol=atol):
+        # if np.allclose(matrix[i,:], 0, atol=atol):
+        if np.allclose(matrix[i,:], 0, atol=atol) or np.isnan(matrix[i,:]).any() or np.isinf(matrix[i,:]).any():
             removed_rows_identifier.append(i)
             matrix = np.concatenate((matrix[:i,:], matrix[i+1:,:]), axis=0)
-            # removed_rows_counter += 1
-            # continue
         i += 1
         removed_rows_counter += 1
 
-    if remove_nan:
-        matrix = np.nan_to_num(matrix, copy=False, nan=0.0, posinf=0.0, neginf=0.0)
+    # if remove_nan:
+    #     matrix = np.nan_to_num(matrix, copy=False, nan=0.0, posinf=0.0, neginf=0.0)
 
     return matrix, np.array(removed_rows_identifier)
 
@@ -44,7 +46,6 @@ def remove_rows_iloc(matrix, removed_rows_identifier, remove_nan=True):
     while i < matrix.shape[0]:
         if i in removed_rows_identifier:
             matrix = np.concatenate((matrix[:i,:], matrix[i+1:,:]), axis=0)
-            # continue
         i += 1
 
     if remove_nan:
diff --git a/miscellaneous/__pycache__/DataPreparation.cpython-311.pyc b/miscellaneous/__pycache__/DataPreparation.cpython-311.pyc
index 1f3efc760e5961bb0ebb675287ad6ec200d21d7b..dd2aa99edbe8cf00b1e58ac610c97b0365dfd23d 100644
Binary files a/miscellaneous/__pycache__/DataPreparation.cpython-311.pyc and b/miscellaneous/__pycache__/DataPreparation.cpython-311.pyc differ
diff --git a/models/RegressionModels.py b/models/RegressionModels.py
index 9189afebfb20f54692418734b3fa6d9911817043..ed8acd183c1431c03e9c623640a979ebaa2f22a7 100644
--- a/models/RegressionModels.py
+++ b/models/RegressionModels.py
@@ -150,18 +150,16 @@ class RegressionModels:
     # def max_percentage_error_test(self, model_velocity, model_pressure, axis='full'):
     #     return 
 
-    def relative_L2(self, model_velocity, model_pressure):
+    def relative_norm(self, model_velocity, model_pressure, ord=2):
         predict_velocity, predict_pressure = self.predict_test(model_velocity, model_pressure, rescale=True)
         # ord = None -> 2-norm (default)
         n_samples = predict_velocity.shape[1]
         L2_velocity, L2_pressure = 0, 0
         for i in range(n_samples):
             # Add relative error per sample
-            L2_velocity += np.linalg.norm(self.velocity_matrix_test[:,i] - predict_velocity[:,i]) / np.linalg.norm(self.velocity_matrix_test[:,i])
-            L2_pressure += np.linalg.norm(self.pressure_matrix_test[:,i] - predict_pressure[:,i]) / np.linalg.norm(self.pressure_matrix_test[:,i])
+            L2_velocity += np.linalg.norm(self.velocity_matrix_test[:,i] - predict_velocity[:,i], ord=ord) / np.linalg.norm(self.velocity_matrix_test[:,i], ord=ord)
+            L2_pressure += np.linalg.norm(self.pressure_matrix_test[:,i] - predict_pressure[:,i], ord=ord) / np.linalg.norm(self.pressure_matrix_test[:,i], ord=ord)
         # Take the mean of the errors
         L2_velocity /= n_samples
         L2_pressure /= n_samples
         return L2_velocity, L2_pressure
-
-        # return np.linalg.norm(self.velocity_matrix_test - predict_velocity) / np.linalg.norm(self.velocity_matrix_test), np.linalg.norm(self.pressure_matrix_test - predict_pressure) / np.linalg.norm(self.pressure_matrix_test)
\ No newline at end of file
diff --git a/models/__pycache__/RegressionModels.cpython-311.pyc b/models/__pycache__/RegressionModels.cpython-311.pyc
index 81fd7815dced724dd33b33f53c29c466cc5cd80e..730ee890097e93c6a7d5f22f40dff26a4beb734c 100644
Binary files a/models/__pycache__/RegressionModels.cpython-311.pyc and b/models/__pycache__/RegressionModels.cpython-311.pyc differ
diff --git a/temp.ipynb b/temp.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..20b32ad644e87246d59205916047677363f71a6d
--- /dev/null
+++ b/temp.ipynb
@@ -0,0 +1,317 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt\n",
+    "from xml.etree import ElementTree as ET\n",
+    "from sklearn.linear_model import LinearRegression\n",
+    "from sklearn.preprocessing import StandardScaler, MinMaxScaler\n",
+    "import joblib\n",
+    "from miscellaneous.DataPreparation import load_xml_to_numpy#, remove_rows_abstract, remove_rows, remove_rows_iloc\n",
+    "import os\n",
+    "import shutil"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "VELOCITY_SIZE = 3840\n",
+    "PRESSURE_SIZE = 1080\n",
+    "\n",
+    "remove_nan = False"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def remove_rows(matrix, atol=1e-8, remove_nan=True):\n",
+    "    # matrix_internal = matrix.copy()\n",
+    "    i = 0\n",
+    "    removed_rows_identifier = []\n",
+    "    removed_rows_counter = 0\n",
+    "    # if remove_nan:\n",
+    "    while i < matrix.shape[0]:\n",
+    "        if np.allclose(matrix[i,:], 0, atol=atol) or np.isnan(matrix[i,:]).any() or np.isinf(matrix[i,:]).any():\n",
+    "            removed_rows_identifier.append(i)\n",
+    "            matrix = np.concatenate((matrix[:i,:], matrix[i+1:,:]), axis=0)\n",
+    "        i += 1\n",
+    "        removed_rows_counter += 1\n",
+    "    # else:\n",
+    "    #     while i < matrix.shape[0]:\n",
+    "    #         if np.allclose(matrix[i,:], 0, atol=atol):\n",
+    "    #             removed_rows_identifier.append(i)\n",
+    "    #             matrix = np.concatenate((matrix[:i,:], matrix[i+1:,:]), axis=0)\n",
+    "    #         i += 1\n",
+    "    #         removed_rows_counter += 1\n",
+    "\n",
+    "    # i = 0\n",
+    "    # removed_rows_identifier = []\n",
+    "    # removed_rows_counter = 0\n",
+    "    # while i < matrix.shape[0]:\n",
+    "    #     # if np.allclose(matrix[i,:], 0, atol=atol):\n",
+    "    #     if np.allclose(matrix[i,:], 0, atol=atol) or np.isnan(matrix[i,:]).any() or np.isinf(matrix[i,:]).any():\n",
+    "    #         removed_rows_identifier.append(i)\n",
+    "    #         matrix = np.concatenate((matrix[:i,:], matrix[i+1:,:]), axis=0)\n",
+    "    #     i += 1\n",
+    "    #     removed_rows_counter += 1\n",
+    "\n",
+    "    return matrix, np.array(removed_rows_identifier)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/janha/Documents/git/pod/miscellaneous/DataPreparation.py:14: RuntimeWarning: overflow encountered in cast\n",
+      "  data = np.array([np.float32(val) for val in matrix.text.split()])\n"
+     ]
+    }
+   ],
+   "source": [
+    "stage = 'train'\n",
+    "df = pd.read_excel(f'Data/{stage}/parameter_input.xlsx').transpose()\n",
+    "N_FILES_STAGE = 5#df.shape[1]\n",
+    "\n",
+    "# Initialize empty arrays\n",
+    "velocity_matrix_origin = np.empty((VELOCITY_SIZE, N_FILES_STAGE), np.float32)\n",
+    "pressure_matrix_origin = np.empty((PRESSURE_SIZE, N_FILES_STAGE), np.float32)\n",
+    "\n",
+    "for index in range(N_FILES_STAGE):\n",
+    "    file_identifier = f'{index}.xml'\n",
+    "\n",
+    "    velocity_file = f'Data/{stage}/velocities/velocity_field_{file_identifier}'\n",
+    "    pressure_file = f'Data/{stage}/pressure/pressure_field_{file_identifier}'\n",
+    "\n",
+    "    velocity_matrix_origin[:,index] = load_xml_to_numpy(velocity_file)\n",
+    "    pressure_matrix_origin[:,index] = load_xml_to_numpy(pressure_file)\n",
+    "\n",
+    "    velocity_matrix, velocity_removed_rows_identifier = remove_rows(velocity_matrix_origin, 1e-4, remove_nan=remove_nan)\n",
+    "    pressure_matrix, pressure_removed_rows_identifier = remove_rows(pressure_matrix_origin, 1e-4, remove_nan=remove_nan)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# velocity_matrix_origin.shape, velocity_matrix.shape, velocity_removed_rows_identifier.shape"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# np.min(velocity_matrix), np.max(velocity_matrix), np.min(pressure_matrix), np.max(pressure_matrix)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# np.isinf(velocity_matrix_origin).any(), np.isnan(velocity_matrix_origin).any(), np.isinf(pressure_matrix_origin).any(), np.isnan(pressure_matrix_origin).any()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# np.isinf(velocity_matrix).any(), np.isnan(velocity_matrix).any(), np.isinf(pressure_matrix).any(), np.isnan(pressure_matrix).any()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# velocity_matrix_, _ = remove_rows(velocity_matrix_origin, 1e-4)\n",
+    "# np.isinf(velocity_matrix_).any(), np.isnan(velocity_matrix_).any()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "True\n",
+      "True\n"
+     ]
+    }
+   ],
+   "source": [
+    "# sanity check, if all removed rows are captured\n",
+    "print(velocity_removed_rows_identifier.shape[0] + velocity_matrix.shape[0] - velocity_matrix_origin.shape[0] == 0)\n",
+    "print(pressure_removed_rows_identifier.shape[0] + pressure_matrix.shape[0] - pressure_matrix_origin.shape[0] == 0)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def recreate_array(matrix, removed_rows_identifier, SIZE):\n",
+    "    matrix_recreated = np.zeros((SIZE, N_FILES_STAGE), np.float32)\n",
+    "    index_recreated = 0\n",
+    "    for index_origin in range(SIZE):\n",
+    "        if index_origin not in removed_rows_identifier:\n",
+    "            matrix_recreated[index_origin,:] = matrix[index_recreated,:]\n",
+    "            index_recreated += 1\n",
+    "\n",
+    "    return matrix_recreated"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "(3840, 5) (3840, 5)\n",
+      "False\n",
+      "False\n"
+     ]
+    }
+   ],
+   "source": [
+    "velocity_matrix_recreated = recreate_array(velocity_matrix, velocity_removed_rows_identifier, VELOCITY_SIZE)\n",
+    "pressure_matrix_recreated = recreate_array(pressure_matrix, pressure_removed_rows_identifier, PRESSURE_SIZE)\n",
+    "\n",
+    "print(velocity_matrix_origin.shape, velocity_matrix_recreated.shape)\n",
+    "\n",
+    "print(np.allclose(velocity_matrix_recreated, velocity_matrix_origin, atol=1e-3, rtol=1e-3))\n",
+    "print(np.allclose(pressure_matrix_recreated, pressure_matrix_origin, atol=1e-8, rtol=1e-8))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "(3840, 5)\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "vel_diff = np.abs(velocity_matrix_recreated - velocity_matrix_origin)\n",
+    "print(vel_diff.shape)\n",
+    "vel_diff_max_axis_1 = np.max(vel_diff, axis=1)\n",
+    "vel_orig_max = np.max(velocity_matrix_origin, axis=1)\n",
+    "# visualize vel_diff\n",
+    "plt.figure()\n",
+    "# plt.imshow(vel_diff)\n",
+    "plt.plot(vel_diff_max_axis_1, label='vel_diff')\n",
+    "# plt.colorbar()\n",
+    "plt.plot(vel_orig_max, label='vel_orig_max')\n",
+    "plt.legend()\n",
+    "plt.show()\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# pressure_removed_rows_identifier"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# velocity_matrix_origin_wo_nan = matrix = np.nan_to_num(velocity_matrix_origin, copy=False, nan=0.0, posinf=0.0, neginf=0.0)\n",
+    "# pressure_matrix_origin_wo_nan = matrix = np.nan_to_num(pressure_matrix_origin, copy=False, nan=0.0, posinf=0.0, neginf=0.0)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "True\n",
+      "False\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(np.allclose(velocity_matrix_origin, velocity_matrix_recreated, atol=1e-2, rtol=1e-2))\n",
+    "# print(np.allclose(velocity_matrix_origin_wo_nan, velocity_matrix_recreated, atol=1e-2, rtol=1e-2))\n",
+    "print(np.allclose(pressure_matrix_origin, pressure_matrix_recreated, atol=1e-2, rtol=1e-2))\n",
+    "# print(np.allclose(pressure_matrix_origin_wo_nan, pressure_matrix_recreated, atol=1e-2, rtol=1e-2))"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "POD",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
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+}