From 54fab295d93178e0f13244cab628d1670bb5af30 Mon Sep 17 00:00:00 2001
From: didihou <didi.hou@rwth-aachen.de>
Date: Thu, 14 Sep 2023 14:05:52 +0200
Subject: [PATCH] /

---
 .../multi-area-model-checkpoint.ipynb         | 99 +++++++++----------
 ...lize_interareal_connectivity-checkpoint.py | 10 +-
 .../M2E_visualize_interareal_connectivity.py  | 10 +-
 multi-area-model.ipynb                        | 99 +++++++++----------
 .../viscortex_processed_data.json             |  2 +-
 5 files changed, 103 insertions(+), 117 deletions(-)

diff --git a/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb b/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
index aca7747..38b5eed 100644
--- a/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
+++ b/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
@@ -35,15 +35,8 @@
     "\n",
     "3. Schmidt M, Bakker R, Shen K, Bezgin B, Diesmann M & van Albada SJ (2018)\n",
     "   A multi-scale layer-resolved spiking network model of\n",
-    "   resting-state dynamics in macaque cortex. PLOS Computational Biology, 14(9): e1006359. [https://doi.org/10.1371/journal.pcbi.1006359](https://doi.org/10.1371/journal.pcbi.1006359)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "d1cc9ffc-a986-4337-a078-a6764a2ca6f9",
-   "metadata": {},
-   "source": [
-    "===================================================================================================================================================================================="
+    "   resting-state dynamics in macaque cortex. PLOS Computational Biology, 14(9): e1006359. [https://doi.org/10.1371/journal.pcbi.1006359](https://doi.org/10.1371/journal.pcbi.1006359)\n",
+    "<br>"
    ]
   },
   {
@@ -377,7 +370,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 3559\n"
+      "RAND_DATA_LABEL 6336\n"
      ]
     },
     {
@@ -538,7 +531,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 755\n"
+      "RAND_DATA_LABEL 8090\n"
      ]
     },
     {
@@ -577,7 +570,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 8855\n"
+      "RAND_DATA_LABEL 4703\n"
      ]
     },
     {
@@ -613,7 +606,7 @@
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 1080x317.846 with 5 Axes>"
       ]
@@ -669,87 +662,87 @@
      "text": [
       "Prepared simulation in 0.00 seconds.\n",
       "\n",
-      "Sep 14 13:54:02 SimulationManager::set_status [Info]: \n",
+      "Sep 14 13:58:41 SimulationManager::set_status [Info]: \n",
       "    Temporal resolution changed from 0.1 to 0.1 ms.\n",
       "Rank 0: created area V1 with 0 local nodes\n",
-      "Memory after V1 : 1517.80 MB\n",
+      "Memory after V1 : 1519.18 MB\n",
       "Rank 0: created area V2 with 0 local nodes\n",
-      "Memory after V2 : 1544.47 MB\n",
+      "Memory after V2 : 1545.85 MB\n",
       "Rank 0: created area VP with 0 local nodes\n",
-      "Memory after VP : 1573.64 MB\n",
+      "Memory after VP : 1575.02 MB\n",
       "Rank 0: created area V3 with 0 local nodes\n",
-      "Memory after V3 : 1601.89 MB\n",
+      "Memory after V3 : 1603.27 MB\n",
       "Rank 0: created area V3A with 0 local nodes\n",
-      "Memory after V3A : 1621.86 MB\n",
+      "Memory after V3A : 1623.24 MB\n",
       "Rank 0: created area MT with 0 local nodes\n",
-      "Memory after MT : 1647.36 MB\n",
+      "Memory after MT : 1648.74 MB\n",
       "Rank 0: created area V4t with 0 local nodes\n",
-      "Memory after V4t : 1672.32 MB\n",
+      "Memory after V4t : 1673.74 MB\n",
       "Rank 0: created area V4 with 0 local nodes\n",
-      "Memory after V4 : 1698.90 MB\n",
+      "Memory after V4 : 1700.80 MB\n",
       "Rank 0: created area VOT with 0 local nodes\n",
-      "Memory after VOT : 1723.05 MB\n",
+      "Memory after VOT : 1726.02 MB\n",
       "Rank 0: created area MSTd with 0 local nodes\n",
-      "Memory after MSTd : 1744.51 MB\n",
+      "Memory after MSTd : 1746.89 MB\n",
       "Rank 0: created area PIP with 0 local nodes\n",
-      "Memory after PIP : 1765.85 MB\n",
+      "Memory after PIP : 1767.10 MB\n",
       "Rank 0: created area PO with 0 local nodes\n",
-      "Memory after PO : 1787.34 MB\n",
+      "Memory after PO : 1788.59 MB\n",
       "Rank 0: created area DP with 0 local nodes\n",
-      "Memory after DP : 1807.64 MB\n",
+      "Memory after DP : 1808.89 MB\n",
       "Rank 0: created area MIP with 0 local nodes\n",
-      "Memory after MIP : 1829.10 MB\n",
+      "Memory after MIP : 1830.38 MB\n",
       "Rank 0: created area MDP with 0 local nodes\n",
-      "Memory after MDP : 1850.63 MB\n",
+      "Memory after MDP : 1851.84 MB\n",
       "Rank 0: created area VIP with 0 local nodes\n",
-      "Memory after VIP : 1872.57 MB\n",
+      "Memory after VIP : 1873.81 MB\n",
       "Rank 0: created area LIP with 0 local nodes\n",
-      "Memory after LIP : 1896.54 MB\n",
+      "Memory after LIP : 1897.70 MB\n",
       "Rank 0: created area PITv with 0 local nodes\n",
-      "Memory after PITv : 1921.77 MB\n",
+      "Memory after PITv : 1923.02 MB\n",
       "Rank 0: created area PITd with 0 local nodes\n",
-      "Memory after PITd : 1946.95 MB\n",
+      "Memory after PITd : 1948.23 MB\n",
       "Rank 0: created area MSTl with 0 local nodes\n",
-      "Memory after MSTl : 1968.44 MB\n",
+      "Memory after MSTl : 1969.72 MB\n",
       "Rank 0: created area CITv with 0 local nodes\n",
-      "Memory after CITv : 1987.61 MB\n",
+      "Memory after CITv : 1988.78 MB\n",
       "Rank 0: created area CITd with 0 local nodes\n",
-      "Memory after CITd : 2006.94 MB\n",
+      "Memory after CITd : 2008.14 MB\n",
       "Rank 0: created area FEF with 0 local nodes\n",
-      "Memory after FEF : 2028.32 MB\n",
+      "Memory after FEF : 2029.64 MB\n",
       "Rank 0: created area TF with 0 local nodes\n",
-      "Memory after TF : 2043.95 MB\n",
+      "Memory after TF : 2045.27 MB\n",
       "Rank 0: created area AITv with 0 local nodes\n",
-      "Memory after AITv : 2066.66 MB\n",
+      "Memory after AITv : 2067.85 MB\n",
       "Rank 0: created area FST with 0 local nodes\n",
-      "Memory after FST : 2083.37 MB\n",
+      "Memory after FST : 2084.57 MB\n",
       "Rank 0: created area 7a with 0 local nodes\n",
-      "Memory after 7a : 2104.61 MB\n",
+      "Memory after 7a : 2105.74 MB\n",
       "Rank 0: created area STPp with 0 local nodes\n",
-      "Memory after STPp : 2123.33 MB\n",
+      "Memory after STPp : 2124.45 MB\n",
       "Rank 0: created area STPa with 0 local nodes\n",
-      "Memory after STPa : 2142.45 MB\n",
+      "Memory after STPa : 2143.62 MB\n",
       "Rank 0: created area 46 with 0 local nodes\n",
-      "Memory after 46 : 2157.78 MB\n",
+      "Memory after 46 : 2158.95 MB\n",
       "Rank 0: created area AITd with 0 local nodes\n",
-      "Memory after AITd : 2180.36 MB\n",
+      "Memory after AITd : 2181.62 MB\n",
       "Rank 0: created area TH with 0 local nodes\n",
-      "Memory after TH : 2193.06 MB\n",
-      "Created areas and internal connections in 2.22 seconds.\n",
-      "Created cortico-cortical connections in 22.42 seconds.\n",
+      "Memory after TH : 2194.31 MB\n",
+      "Created areas and internal connections in 2.26 seconds.\n",
+      "Created cortico-cortical connections in 22.70 seconds.\n",
       "\n",
-      "Sep 14 13:54:27 NodeManager::prepare_nodes [Info]: \n",
+      "Sep 14 13:59:06 NodeManager::prepare_nodes [Info]: \n",
       "    Preparing 20780 nodes for simulation.\n",
+      "Simulated network in 79.73 seconds.\n",
       "\n",
-      "Sep 14 13:54:27 SimulationManager::start_updating_ [Info]: \n",
+      "Sep 14 13:59:06 SimulationManager::start_updating_ [Info]: \n",
       "    Number of local nodes: 20780\n",
       "    Simulation time (ms): 2000\n",
       "    Number of OpenMP threads: 1\n",
       "    Number of MPI processes: 1\n",
       "\n",
-      "Sep 14 13:55:51 SimulationManager::run [Info]: \n",
-      "    Simulation finished.\n",
-      "Simulated network in 83.58 seconds.\n"
+      "Sep 14 14:00:26 SimulationManager::run [Info]: \n",
+      "    Simulation finished.\n"
      ]
     }
    ],
diff --git a/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py b/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py
index b00428a..e796977 100644
--- a/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py
+++ b/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py
@@ -128,7 +128,7 @@ def visualize_interareal_connectivity(M):
     # ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_yticklabels(area_list[::-1], size=6.)
-    ax.set_yticklabels(area_list[::-1], size=10.)
+    ax.set_yticklabels(area_list[::-1], size=8.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
@@ -198,12 +198,12 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
-    ax.set_xticklabels(area_list, rotation=90, size=10.)
+    ax.set_xticklabels(area_list, rotation=90, size=8.)
 
     # ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_yticklabels(area_list[::-1], size=6.)
-    ax.set_yticklabels(area_list[::-1], size=10.)
+    ax.set_yticklabels(area_list[::-1], size=8.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
@@ -327,12 +327,12 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
-    ax.set_xticklabels(area_list, rotation=90, size=10.)
+    ax.set_xticklabels(area_list, rotation=90, size=8.)
 
     # ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_yticklabels(area_list[::-1], size=6.)
-    ax.set_yticklabels(area_list[::-1], size=10.)
+    ax.set_yticklabels(area_list[::-1], size=8.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
diff --git a/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py b/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
index b00428a..e796977 100644
--- a/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
+++ b/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
@@ -128,7 +128,7 @@ def visualize_interareal_connectivity(M):
     # ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_yticklabels(area_list[::-1], size=6.)
-    ax.set_yticklabels(area_list[::-1], size=10.)
+    ax.set_yticklabels(area_list[::-1], size=8.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
@@ -198,12 +198,12 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
-    ax.set_xticklabels(area_list, rotation=90, size=10.)
+    ax.set_xticklabels(area_list, rotation=90, size=8.)
 
     # ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_yticklabels(area_list[::-1], size=6.)
-    ax.set_yticklabels(area_list[::-1], size=10.)
+    ax.set_yticklabels(area_list[::-1], size=8.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
@@ -327,12 +327,12 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_xticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
-    ax.set_xticklabels(area_list, rotation=90, size=10.)
+    ax.set_xticklabels(area_list, rotation=90, size=8.)
 
     # ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list), 1)])
     # ax.set_yticklabels(area_list[::-1], size=6.)
-    ax.set_yticklabels(area_list[::-1], size=10.)
+    ax.set_yticklabels(area_list[::-1], size=8.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
diff --git a/multi-area-model.ipynb b/multi-area-model.ipynb
index aca7747..38b5eed 100644
--- a/multi-area-model.ipynb
+++ b/multi-area-model.ipynb
@@ -35,15 +35,8 @@
     "\n",
     "3. Schmidt M, Bakker R, Shen K, Bezgin B, Diesmann M & van Albada SJ (2018)\n",
     "   A multi-scale layer-resolved spiking network model of\n",
-    "   resting-state dynamics in macaque cortex. PLOS Computational Biology, 14(9): e1006359. [https://doi.org/10.1371/journal.pcbi.1006359](https://doi.org/10.1371/journal.pcbi.1006359)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "d1cc9ffc-a986-4337-a078-a6764a2ca6f9",
-   "metadata": {},
-   "source": [
-    "===================================================================================================================================================================================="
+    "   resting-state dynamics in macaque cortex. PLOS Computational Biology, 14(9): e1006359. [https://doi.org/10.1371/journal.pcbi.1006359](https://doi.org/10.1371/journal.pcbi.1006359)\n",
+    "<br>"
    ]
   },
   {
@@ -377,7 +370,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 3559\n"
+      "RAND_DATA_LABEL 6336\n"
      ]
     },
     {
@@ -538,7 +531,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 755\n"
+      "RAND_DATA_LABEL 8090\n"
      ]
     },
     {
@@ -577,7 +570,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 8855\n"
+      "RAND_DATA_LABEL 4703\n"
      ]
     },
     {
@@ -613,7 +606,7 @@
     },
     {
      "data": {
-      "image/png": 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df5K7ITcnQwUeAVY0sw0ioySeIVxLnG8HwlnA6UXuX61HgIOByR6fjf5RwvXyv43Ei71uxfwBGGdmGxI+8KSuwZ2XfS+23d8CfwZeJnyQuqOMfed7hnCguT1hiDHZqJNNCPNNdFbuw0j+fBqbV7IBd38jcvt0wsH+DRYm4nuAsMrHI4THtAvhuulCOwAPuvtHy+qaWfQMn7u/Y2ZvAGu7+9UVNP1RYLiZDXP3yZH7PEL4sNPh7i9XsO3U+2xjstcyoqLHH/ES4UPIdoT3Xq7jc2PC3CYxz2Q5+Qp/fjZrY/717TtkuTl3EeaQmcKiuSLuIvwebU2Yh6As7j6b8HiKxR4HHgdyE2l+hfAh8hFCR9gSzGxZwhnp49z9P9ltW5I+3iun9hTzKIuPZCpX7vXbhmzS3GyegVKvXzHzKfJezN5TfQmPrdbeI6+mmNnyFJmzp0DRduZko4GKvQ92AE50939UsC8Ij3t9dy/63srmIanm73I1niF0XA/K+5v5cUKdfNbdp5rZW4TfxTuzthjh/fFW3jZKHQ+ISIvSJRsiUsxEYBsLqxQMy4aj/5pwff+fzGxbM1vLzD5lYYb+QYltvUY4kDg+y9kb+Eni/sBHH/h+DvzczI40s3XMbPNsuPfXsru9QLh04tBs28cSDqwr8W/C0NC/mNkeZramme1mZvtn8V8AO1uYdf1jZnYoYQKucyvcTynXED7U/83Mds7asZOF2cxzs92fBXzezP7PwoonG1lYbSE38dxEYEcLM+ZHZ/F393sJE0NeSzjLmTrAe5cw9HkPM1ve8mZGJ0yu+T5hYrTfZcNsy+buLxIuFbk0G7q+CaGzZFrWtk7JPuw9AHw3e64+Tg0mu8yG0B9sZhuY2TqECfymETqpXiRMMHi5mX0uex13tEWzzr8AbGlme5nZumb2I9KTQEK4Lv+U7LVez8w2trBaxPcTOY8SXrvCzrR8dxAuT/hb1p41zWx7MzvDzIqNmsiZCGyctWVYbtRJ9j4cQfGOmJxqHv9isssmriB8UN/NwqosV1K6M+5C4FMWVnRY18JkoYUjM84DDrOwasG6ZnYCYRRR/u977izyASy6NOcuwsSV88m7FKEa2etwjpl93MxWN7NdCBMF5zpFzgO2yGrvZtnr8FUzW40wVH4ycHRWM3cGLiGMkogpp/YUcyvp91dR2et3JeH1+6SFjtHLCcek5Z4xz5kIfNLMVjCz/NEaOwIvZ7+PtXYnYRWqrcxsC8LlNaUuj4q1s5QXgC9l9X5rwojAeSVyIMz5dIiZnZnVi/UtXN6Yex9X9Xe5StcQRnBcbWG1jZ2ASwkj83IdJhcQatyBZrYeYRTVRx0vZR4PiEiLUoeEiBTzc8JBzzOEs0GrufubhBEJHYQPHE8TOinmZl9Fuft7hDN7+2fb+zFh9YFy/IjwYezb2f5uJ8yq/0q27ZsJB+ejCde17kZYiaBs2YfovQgfzP5AOEN6AdmwVXd/hDBb/OcI1zifk31dVGx71coumdiJcMb3BuA5wnDdpcmWXnT3WwgfoPYifOAcRzgTn+sIOI0w38D/KD1U+RrC7Op/TF0OkZ25O5Fw6cKb5M01kV0//DvCcOVqRzQcQfgAd1P2vT9hQsjZVW6v0JHZ94cJB8E/rME2pwPfIbT3EcKoi73yLnv5MqFD5ULC6ziG0JlH1obrs/jDhIk3f5Hambtfnj2OwwhnzP8LfI1FS7IWy1lI+NBXOFN9/n0c+DThA9ZvCSuFXA+sR3itY35L+D0ZT3iffSK7fT/gNXf/byK34scf8W1CZ8CN2fenSI/MwN0fIMzSfyyhXhxAqC/59xkLnEAYIv8MYWWPb2S1JnefGcAEwoesR7Ob7yd86C+cP6Ias4CPEerAC4Q6cA1hlQnc/THC6iPrEzrcHiRcbjE/q2dfIHRgPEWo0T8iXaNL1p6IPwAfs7xleivwbcL7+CbC6/cE4f1U6oN9oW8RauDrLHotIHRMx0aSdda3CM/VXYQRYpcTOv9K5RRrZylHEiYBnUDojLiS0LmRlF3as3e2z4eyr++RXe7Qyb/LFcneX3sQ5lt5iPA35H4W1WYINeB3hOfyQcLnk2sKNpU8HhCR1mXheERERKRyZvYbwkzpuzW6LbI4M1uO8GFjmwovyah2fw8Bo92906NbpDWY2TnAcHc/qpPb6UMYtXWeu1fTQZW/rY0JI98+VjCZqIiINCGNkBARkYqZ2RAz25UwGmB0g5sjRbj7u4SzkKuWum9nZZ0ffwb+2NX7kqZyNvCymZUzd81HzGwLMzskG3q/BWFExiDgTzVo00rAl9UZISLSGpIdEhauH/fsq8PCEl3XmtnALD4mi21Vn+a2luyP7elmNjTvNjezYktbFeZ+dL/sOtLTzWzzKtqwkZk9aWYLzGxSpfmdYWYjzOxfZjYt+xpnZhuUkbe2mf3ZzD40s5lm9lCJ65kxs5F579Uv5d1+Z3bbxBo8JBFZ5G/A34ErcxOuSfNx95vcfVwd9vOuu5/rGnbZrbj7NHc/q8pVcL5JuHzhTsLkqju5e6ePU9z9tuySBRERaQHlrrLxKOE67UMI1+Xlfv4N4VrySmdFjjKzpQrWHm9lhxCu4RtDmI0bwvM3pfjdF5N/v48Tru+bSFiaqxKHE2auvpAi65Z31fOdXVN6N+Ha8l8S3iOfBNYlXHscy1uBsBTccOAywjWl2xJm3U9dl5zvKOAPZrYmYQk2Eakxdx/Z6DaISGty90cBncwSEZGyL9l4jzAb94Ts51xHxrGE4Zlr542muMfM/padEb/WzAzAzB7IbptlZhNyZ7zzzmzfkl1/+oCZPWxm79qimbtvMrM5+SMNcszsW2b2UhZ/2sz6m1kfM/ulmb1pZlOy9qya3T83quM8M5tkZq/nteX0LHaRmb2QjQj5fBbrbWY/N7M3sm3eYGbDs9iKZnZddv/pFmbHPp1FS+m9kneG/o+EWYKXNrO5Zva3bBs9zOxtM3u84H4jCZ0/AL/L2nd89n1Ulrtl9vM5Bc/N4YTJfyBMSvfNyPNtZnaqmb2atf8/WYdC/nPy6yz+qpntYGa3mtkMM7s08p75HmFyutPc/bvufpm7f4FwRhUzO9rMXswbAZGbqfs4YDngMnf/urtf7u5HE2YJx8z2szDiY6aZPWVm+xXs92XCighrESbLe5uwQkDuOflU3vtlcva6DYq9jpHHJiIiIiIiIp1UbofE7oQZhH9MmHn7isR9tyfM+vw84Sx/7oPm7YTheacDK7D4Gt8QZoy+kXA2/TeEM+SfsXB5yG7ATYXrY5vZlwmrAUwmfJC9g7Ds16nAKOA2wqzUn2HJ2Xo/QfiQuwoFs2xnbcktcZj7UPp9wizJNxOul94rayfZtr+Qff8WoQPnzyyaSflEwqzdH3H3D4FbCEvpDSIsUbU8YdbqfM/ktf0SwnP6O8JoiSOy23NrRxeuUT8uew4gLOd0ZsFjzD3fRwD/R5jl+lTCOup/y3UIZXYgzH68Wrbd3Gv8NSt+KcmI7Ptiy7+5e4eF684vIzxP38y2eZOF9dNTeesRZgDvRZgBfSnghuz2nNsI79GjCDNIX82iFQgAZgAXE16TPxJetxOzWLHXUURERERERLpAuZdsPEhYKm0k4QPrN1jyQ/xH93X3n5qZE4bjrWFmjwJbEj7UfzTxkZn1y8v7u7v/NO/2nxM+KPcG+rLkh22AfbLvR7n703nb/TThQ+gx7j7XzD4D7Jh1buSc7u63mdkPCcuO5Tvf3S8zs2MJlxhA6NQAOCbvfrtn2xwJjHf3UfkbMbM3gS2Am919YpH2X0NYcmkfQkdOB2EptI+4+7tm9hhh6bYH3f26bNuXAWeb2ZaEZY8muPszBbmvmNmLhA6lO939rmzEBSz+fP85u+2b7v6imW1LuNzkY3mb+xVh0qkzgbfc/cdm1oPwuq5J/FKSYtcTfzr7/mN3v93C2uk/ALYrkbcboTPiF+7+2+w9dhmhcyX3+i8kvFe+BfQhXC5zfN42+hHev2vn3bZJ6nUUERERERGR2it3hMRkd78DOCv7+dOJ+36Qfc/NS9AT+FKW85fse+7Sjz55eR+teZ6tP38VYRTC1wmjMxY7Y14D+e0snB06P5Z7jiz7eU/CB+PdgANL7KPU5F5/B6YCnwc+C9zl7m+UuZ3LgXmEESDrU7zDJqXYGvOp9k7JW1t9SvY9N4lVsdm1x2ff98i/MevESO2v2rx8VxLeW/e7+3MFsZ8CaxEuN/pCdlvfEtsTERERERGRGit3hMRKZvZFwmUFEC4XqIRl3/sDGxEmKCzlEsJlFyMJ65oXm3jxZkKnwBVm9ttsuz8C/kEY+v8bM3uecOb9bnefYWZFNlOWm7NtfoVwaciGwJrZKIu7gF3MbDThTP3gbB3tD7Pcr5jZOHe/K3+D7j7HzP5CGAliWduLyW1nLzOb5e7Xu/t7We7BwHw6t9TaPwijLM43s9uBfQmTUL7QiW3+LNvmT8xsacLcDiMJS3rdQhjBcIaZrU1Ylu5DwmUg4wmjUL6evVYTCJeQPEG47Gc+8C0LwZOzn+8AVszt2N1fMrNjWDRqIp9lX4MJk2zmcmYkXkcRERERERGpsXJHSGxB+MD7JeBW4DsV7ucPhA+NOxPmbri7VIK7P09YCgoiZ//d/eqsLcMJcz7sTjhrfzZwAWGExfcJIxG+VGwbFfgpYXLJHYGLsm3nllI7FLg+28cvs/YAXAq8Rri85YeR7V5D+IA8hzCCpJibCB/MP8fil3Tk5rD4p7t3Zr6DMYTOkM0Ij3M8sF/eiIiKZZfQ7ATcRZg/45fA6sBL7n4n8DXC5JXnA5OAfd39fXd/h/AeuZFw2civgG2AJ7P3xOcJI1UuIFziclB2e+H+L3P3e4s07fvA68BJLJrjIyf2OoqIiIiIiEiNWTMuGW5mfQgfZi8EZrn7iBIp3Y6ZrUsYHXEG4cP8zQ1ukoiIiIiIiEjZyr1ko95WJKyW8BqLVpKQxZ3KohU3/t7gtoiIiIiIiIhUpClHSIiIiIiIiIhIeyt3DgkRERERERERkZpRh4SIiIiIiIiI1J06JERERERERESk7tQhISLShMxsDTPzgq8pZeTdld13mJmNzP5/UZ3a2vAJds3s21lbDi9xv6Zps4g0VkG9nWNmr5vZNWa2ZqPb1hnNVOdUm0UkpllX2RARkeBR4Nzs//Ma2RARkTb3KGHJ+V2ALwO7mtlm7v5uY5slItK+NEJCRKS5vQfckX39GyA7e/RU9v8Ds59Pr3TDZnZMdiZwrpm9Zmbfym7/mJndYmZTzOxDMzs+u/2G7Oc5ZvaMmX02st2Vzewv2X3fNLNzzGyJvzdmdnjW9jHZ9t41s72yM5MzzWysmS2V3XcHM3vQzGaY2Utm9rW87XzbzCab2QRgk4J9bG9m92d5L5jZwZU+TyLSbbzp7mPc/SvAb4EVgGMgXoPM7Oysjq2X1Rs3s+9msclmdk/2/4lZXfuZmX1gZg+b2QrFGqHaLCLdiTokRESa2+6ETon3gL9VuxEz62HhMo5hZjYsu/lc4EPg68DFwILsIPNmYDfgAuBUYHZ2/4eBU4DvZz9fbWZ9i+zuD3n5NwHfBb6RaN6uwG+AYcDfgSnAPcB+wGfMbNlsO6sD3wbeBS41s13NbDPgPOBt4FLgU3mPeZlse0OBs4CJwO/NbPNEW0REAP6Zfd8sVYOAu7P7bQ9sl/u/ma0HLAv8N2+b/YHlgH8AWwFHqzarNot0d7pkQ0SkuT0I/DD7/4ed2M5qwCt5PxvwIrAWsDMwAbgGWA/4GPBnd//xR3c26wlsCBwM9M7bzhrAnLz7Dcy2Z8CP8+63OxCby+Jqd/+VmX2PcEbyZOCwLGdNYAGwNHC2u19iZv8DbgP2AiZl2/ilu19hZquy6PnaHlgm+zo7b3+7An+NtEVEBEINA3BCLYnVoJ8AC/Puc2v2/+2z/PwOiQ7gWGBz4EuE+qnavIhqs0g3pA4JEZHmNtnd7yi4rYNF9Xtomdt5m3BmLN+uwOeALYGfAl8gG55cxG7AVwiXjYwmnLnbG+hL3kFvnscJZ8xypibaNiX7Ph+Y7e7zzGxhdlvPvPt5Yhs5VuT/VwO/z7t9YhnbEZHubY/s+xN5ty1Rg9x9mpk9waIOia8DNxI6HDqAe/PuPtvd55jZguznnqg2qzaLdHPdskPCzMopnFEjRowoeZ8JEyZ0Zhd1Uc7jKKUWj7MW7Sils+2sRxvrpdRz0QzviyZ6T0x29+Fd3ZYqTATWNLNDgOPLSXD3OYR5KPKNJpx9ewQ4AFgJeB54AdjfwrwU7xAm03wzy+lPOPP2ich+ZpjZOGAnYEfgDWAH4DnCsOJq3E8YHXKUmb1OOEMHcAvwQfb/k7MzhUfk5d2XxffM9r0U8BnCGc1Xq2yLiLSvlSysArEz4UP+28BlhJEAsRoE4bKNEwkdEOOAx4BPAo+5e+oDv2qzarNIt9ctOyQ6a/z48SXvY2Yl79No5TyOUmrxOGvRjlI62856tLFeSj0XzfC+aKL3RLMeGH2XcF3v/wF3AptVuZ2hwBnAIMKQ4e+6+wIz25dwQDyKcObrNMIw3OsIB40HEIYlfyGy3S9l+ccDvYAnCWfCquLu72dt+gVwPvAWcIy7/wfAzL4DfC/b3+2EDxK4+wdm9hng58A5hOut7yd06DR/kRaRetuCMN/Bu8C1wA/d/R2AVA0iXJZxEvBU9sH/fmBrFr9coxJDUW0WkW7C3Ds1WKAldXaERDnPWSt0SNTita/F46zHe7Cz7Wyn35NSz0UzvC+a6D0xwd236uq2iIiIiIh0Ry27yoaZXWHZJwozu9LMLjCzUQ1uloiIiIiIiIiUoWU7JAjLMe1hZpsSrtX7ZWObIyIiIiIiIiLlauU5JMYSroObQ5gEZ+lGNkZEREREREREyteyIyTcfQFhZmEjLEd0JLCzmW3S0IaJiIiIiIiISEma1LIKmtRyEU1q2Xo0qWWgSS1FRNqTmQ0ALiYsi3mXu1/T4CaJiLSdWtXalh0hISIiIiLdQzaB+btm9lTB7Xua2fNm9pKZfS+7+QDgz+5+NLBv3RsrItKiGlFrW3kOiYZphdEP5WiWx9EKZ9PLUY/ns9RjrUcbWmUfzfK+EBGRmhgDXARcnbvBzHoCvwZ2AyYBD5vZTcAqwJPZ3RbWt5kiIi1tDHWutRohISIiIiJNzd3vBj4ouHkb4CV3f9nd5wHXAfsRDphXye6jY10RkTI1ota27AgJM7sC+Kq7u5n9B7gNWAc4x91fbGzrRERERLqfPfbc1N+fPKOinAkTXnmasGpazmXuflkZqSsDr+f9PAnYFrgQuMjM9gZurqgxIiItotJ626y1tmU7JIB/AnuY2ZvAje5+oZkdAawIqENCREREpM4mT57OAw+dUVFO755fmVPlBMLFru9zd58JHFHF9kREWkal9bZZa20rd0iMBUYTenl+Yma7AUOyYSYiItJgyy7bz1dbdXDRWI/ZU5O58yf3jAdLTA8ybXb/aGxQ39nJ3IUL4/vtN2hmMnfOjPh+Adzjc6PMmNcnmTug17x47vzeydzlN14tGU9584nXo7GOErnL9J0TjZVa7GpWieejp8X3vsDTo0anz4/HVxk6PZk7bWb8Ne5RYuqb3j3nR2NzFqRfw7kd8Y2/Ne+9ZO6qfYYl40MHzIrGnvxg1mR3H57cwBKcsDJ7RYaY2WXAze5eyVm2ScCqeT+vQlgSvltZdtl+vtpqQ4rGesyaksyd+06vqvfbd531kvH3n341EU3XgKWHTIvGpk4r/nflo9wN10jGU1JtXnaj1avebld6/+mJJe4Rrx+NekzzXn42Ge+91gZVb/vFR1+Lxvr1TBfqVTZdNRl/+bH438S1Nk/nzvvfc9HYk1NmVlFroYp625S1tmU7JNx9QTY6YllgI+B04AYz28Tdn0wmi4hIl1tt1cGMu/PQorH+j9+UzH37t0OjsY6F6Q+cdzy5WTS203rpg6AZMwZEY+uPfCiZ++Ld6ZMOCxKdHfe8tmYyd+sVJ0VjD7yZPggaNf7iZDzlR6udGI3NWZg+sPvCevHBin17xztYACa8vkYyPrRPvLPjvTn9krl3vxPvVDh377uSubdPiL/GvXum5/Naa5l4x8Ez766YzJ04M/6YTn/1kmTuKat/Lhnff8T4aGzVP05IfaIszsG94rnNprr71yreFzwMrGtmawJvAF8EDqliOy1ttdWGMO4/Xy4a6//oX5O5/zt/5ar3u97N45LxMRt9NRrrWaJT8rN73xqN/evWTyZzDxx/VTKekmrz4eMvr3q7Xen3Gx+VjC9MdIY36jG99oVtkvHV/pT+e5uy96Djo7ENBydOdgDnjb8gGT9oaPxv4vXjL0zmTjxwu2hszb88WHmthWrqbVPW2pbtkABw97PzfvxEwxoiItKmCubruRKYDrzi7qMb2zIRaUaO09EFIyTM7I/ASGCYmU0CfuzuV5jZ8cCtQE/gSnd/uvrWN45qrYhUqop625S1tqU7JEREpMvlz9fzGHATsH8jGyQizayqSzZKnrVz94Mjt98C3FLpDpuQaq2IVKjietuUtbZbdkiMGDGC8ePjQxTN0sNQ3UtcwFyGUvsoR6l21GIfnVXOc1WP57semqGdtXi+67GP7vJctYmx5M3XAyzdyMaISLOr6xwS7WQsqrUiUpG6zSHRpbplh4SIiJSnYL6e+cCRwCZm9m/N1yMiS3DHO2o/QqLdqdaKSMUqr7dNWWtbtkOi4Fq7l4H/AFOBv7v7nY1tnYhI+yiYr+e0hjVERFpD5SMkBNVaEalCG9Tb9FTlzS13rd2mhCFuNwM/A3ZtZKNEREREuq8whLiSL7JhxGa2T6NbLyLSOiqrtzRprW3ZERIsfq3df4F9gS2B5lyTR0Skm+kxdzr9nr+jaGzWZvsmc3suFR/o9tLEtZO5Q/vMjcZSy3oCzJidWDKyI92H//70weltz+0bjfVbKn2GY5f7H4/Gfrhyeh35nj0HRWM9rHcy9+QVvhSNzSqx0thDb6wWjW06/O1k7lNT0q/Tsn3iz+UTH6aXdZuxsCMamzs7vl2Ap6fG29W7xCmewb3j78t/vpl+vG/NjS9zulX/4kvr5tzxVq9k/LW7U4uUTUjmFufQMb/SpKYcRtwqesyeSr+n/1E0VqrW9ulzXzT2+MvrJHM/NehTyfgfNo3XxPdnDUzm9ugTXxr4z68OTeYemIj17JH+XVvYMTMZb0aHPXVFMn7lhkfXqSXlWzA/XZc64x/TL4rG9h98Qqe2PTvx96OUNf78QDxY9ZxlFdfbpqy1LdshUXCt3VTC5BxjG9sqERERke7LvQNfGO9AERGR2miXetuyHRKwxLV2IiJSYwXz9fwHuA1YBzjH3V9sbOtEpOm4Q+WTWjblzO/1pForIhWrvN42Za1t6Q4JERHpcrn5et4EbnT3C83sCGBFQAfJIrKkyidZa8phxHWmWisilaus3jZlre2WHRITJkzAqr5Wh7Jy3b3q7deyHSnltLGz+6hVO6R51OM9IU1lLIvm6/mJme0GDHH3uxvZKBFpToZjlY+QENVaEalQu9TbVl5lQ0REupiHaZnfBAzYCDgdwMw2aWCzRKRZ5YYQV/IlqrUiUrlK622T6pYjJEREpHwF8/WkpuQXkW5Pc0hUS7VWRCqjOSQaqmDyn98BTwBrAr929+cb2zoREbEBG9Jr+/FFYwt/smw6+cKjoqGRQ89Nps74/krRWK9Bs5K5fX4wJRqbe86QZO7HP//PZHzO68vFgz3SS4l99eevRWPvHrlxMvfUK6cn4ympbc+fm14ydOVrHql6vztUndk5s88Yloyfc/2DVW/7zcO2iMaue/iPVW+3K51nF1aR5ZjmkKird14ZxOgvjywa+8rOtyVzl7kyvizoF4Zdncx96+jEMslAr4Gzo7F9LvpMMne32X2isatPTS9z+fAuL0VjbxyWXsrULL4c5c1bHpTM3eeR65PxlD9tekg09vL0+NLNAO/OSS91PKxv/Llcd9D+ydzjV1wxGluub3p1h1+9FG/X3w9/L5l7+urx5TmfnJK+dHjigqnR2OeWTz+X56/zjWR8xDLxx/SLErkLvCsuea643jZlrW3ZDgkWn/znUeAlYEcgvnCxiIiIiHQdBzoWNroVIiLtr03qbSt3SIwlb/Ifd59qZm8AGwCvNLBdIiJto2A02svAf4CpwN/d/c7Gtk5Emk97TLJWb6q1IlK59qi3Ldsh4e4LstERywIbmNnOwKrAJY1tmYhIW8kfjTYaeA24HzgB0EGyiBTwtjhj1wCqtSJSofaoty3bIQFLTP7zQMMaIiLSvsayaDTaf4F9gS2ByxvXJBFpWq5JLas0FtVaEalE5fW2KWttS3dIiIhI1yoYjTaV8EdsbGNbJSLNzCo/Y9eUE63Vk2qtiFSjwnrblLVWHRJdxCw9k6q7dyq/VtvorFJtKEdn21mLNtRDZ98TtdIqz5c0j4LRaCIicd4eQ4gbQbVWRCrSJvVWHRIiIiIiUjNVjJAQEZEqtEO9bZkOiYLZh38HPAGsCfza3Z83sxOBAe7+04Y2VEREAOh443Fm/XCForH5MwYnc+d/N35p47Sfpffbb5UPorG5rw1L5s799mrRWMf8ZZO5Qy94ORmfedy60diANd9K5qYsd+VTVeeW0mfwzGis1/y5XbbfRnn7ifhrBOGgI+bF/XZM5i67cvy5bC/tccaulSy3zBSOPejGorH/Tdg4mdvr4PgUbO9O/nIyt9/vfpmMP3HTyGjsD/s/lMx9+qHNo7EDH0n/Lt2xczw+ZI03k7kp+zxyfdW5pWyz7vPR2KZz+iZzD7hruWR8+anLRGMvzfpHMveOt46Jxlbol/47/uCc+PQn9z+0X3q/782Jxg5YqVcy9/S146/xD+5bL5nbQY9k/BPD46OM//12eiT0gi4Zodwe9bZlOiRYfPbhR4GXgB2BeWa2FNAHmGZmQ9x9agPbKSIiItItmXtbnLETEWl27VJvW6lDYiyLZh/+ibtPNbM3gA2AEYRJgPoBB6OlP0VEaqLU6LTGtk5EmlIbHCDXm2qtiFSlDepty3RIFMw+vIGZ7QysSuh8OMbdTwAws9FmZq6Z+0REaiE6Oq2hrRKR5tQmZ+waQLVWRCrTJvW2ZTokYInZh/Mvejsh7z6j6tYgEZH2N5b46LRXGtguEWlWlR8gDzGzywhLXcYnkGlvY1GtFZFKVVZvm7LWtlSHhIiI1FeJ0WkiIgUc6+ioNGmqu3+tK1rTKlRrRaRyFdfbpqy16pBoELP0TKz12kY7tKFdlPNclroSqRbbqIdS7SynjbXYhpQnMTpNRGRxTltc09wIqrUiUpE2qbfqkBARkS7hC3syb+rAorGF83umkzviHU59L784mTr7qydGY0v9/Opk7sCfvR2NTR2VWvSxtJ595kdjvb89o+rtzj1nSDI++634cqWllipNtblHrwXphnXC5KM3TMaH/faZLtnvmn+5v+rcnj3TZ6l6DZhd9bZbS3ssQ9dKOhb2iNbaAQNmJXOnThsUjfW55FfJ3DnHficZX/Xxv0ZjG/ypTzL3rFVXisZW7EgvOXzxhHhN/NU/7k3mpsz4fnrZ6A8nrhyNrfrHx5O5CxbGP5INWWZKMncVL1Eve8eXybx/qz2TuVc+G/9bvXzf9ImfgX3jfzP/+urwZO6KvePbfm1W+oTUq5Pjy6D265le1nNQr/S25y2M1/kV+qaPaxaknq70r2lCe9TbluyQMLPDgd3d/RAzOxE4DridsMrGve5+ZSPbJyIiItJdmVd8yYaIiFShHeptS3ZIZCab2VrAMoSZiccCQ919bCMbJSLSykotPZd1Ag9w9582tKEi0py8Pc7YdTXVWhHptDapt+lxK83tOuBi4NZGN0REpI3klp7blLD03PPAKsA8M1sK6ANMM7P0dQIi0j25w4IFlX11T6q1ItI5ldbbJtXKIyRmASe7+7Nm9oVGN0ZEpE2MJb703AjCDPD9gIPR7O8iUoS1wRm7OhiLaq2IdFI71NuW7JBw9zEFP49qTEtERNpLiaXnjnH3EwDMbLSZmWs5ExFZjEPly352O6q1ItJ57VFvW7JDQkREuk5i6bkT8u4zqm4NEpHW4bTFAXI9qNaKSKe0Sb3tlh0SI0aMYPz48dG4WXrJl3I6qTu7jVL5tdpGZ7VKh30ztLMebWiGx1mOVmmniIhUqj3O2ImINL/2qLfdskNCRES63oL5SzF50gpFY717z0vm9h86PRqb+tzqydxeP/5zvE1nfDmZO/fsodGY9YjHytGjV3xCqSknrJPMnfF+fN+9+qSfj7mz+kZj8a0G86b3j8YWzouvbQ8wqMS2U/qvODkZf+Vz20dja/7l/mTujVscFo199tHfpxuWMHSF95LxuVPiz8j0w7ZI5q70+0ejsd9u8LVk7tHPXpaM15zTFrO+t5IFc3vz9qurFI09NHGtZO7e28d/Xz58Op3b53t/TMb7XXBwNPb6Sun35ZP3rBiNrfvO2sncb+34QDT2zY4RydzHX47X4gfunJvMnT2/d2rLydzp0wdGY1OnpavpOgPTtXhY3/hJoI22eSyZu+6k1aKx4X3Tz8dGk7eLb3dQukZMmR9fd+GYbR5K5j7xSvz9cdAaU5O5L5R4rqfM6xmNrV3iMXWQOFH8QTI1rk3qrTokRERERKQmDMfa4IydiEiza5d621LLfprZFZZdh2BmV5rZtmZ2X/bz6WY2tKENFBFpI2Z2uJldm/3/RDN73swuymrxkY1un4g0qY6Oyr5E9VZEqtMGtbbVRkjk1mx+E5gIbAbkxu2sCxxiZte6+5TGNE9EpO1MNrO1gGUINXgsMNTdxzayUSLSpKqbZG2ImV0G3OzuN9e+US1D9VZEyld5vW3KWttSIyQIhfkzwJeBqcAAYItsqaQXAXVGiIjU1nXAxcCtjW6IiLQCr2aExFR3/1ozHSA3iOqtiFSgwnrbpLW2pTok3H0B8CZg7n6Bu/8SeNTdxwHPA183s6Ub2kgRkfYyCzjZ3dMzBYqIQHbGziv7ys7amdk+DW59o6neikj5Kq23TVprW+2SjcI1mz9an9nd01P9iohIRdx9TMHPoxrTEhFpKZVfsjHV3dPLhbQ51VsRqUpl9bYpa23LdUiIiEhr6LP2+qxz4z1FY1NOSi8nN/SCl6OxWT8svpRoTv//ezsaW3jtgGTuzG8cF431u+bCZG4pvZf7MBob+K2Zydyhndpz9Za5+IWG7Lf/me8m42t2YtudWdozpd/w+OsLsHBOn2hs2M8mVb3fZfvOqTq3a7jmkKizybP7ccVjmxSNnfiJ+BKYAMMvfzoam/H9lZK5A3/6ZjK+8Op+0djMU05O5m7e/+Jo7Nq7/p7MnX3GsGis34/TSwqvkYxWz7mmi7YM6YVMS0n/XfvOedVv+fDqU5Omf2fVZHzr/vGa+Nv/7pDM/fHEXyXjF6339Wjs+OcvSeamnGYXVZlZcb1tylrbLTskJkyYQLZYR1U6k1vPbbjH1x0utw212EZnlWpDOerRzlKa4bmURfR8i4h0gdwQ4so05Vk7EZGmVnm9bcpa21JzSIiISNfTEssi0ineUdlXN6VaKyKd1ga1tmU7JFJFXEREOiW3xPKmxJdYHtqYpolIc6twQssmnmitDlRrRaQT2qPWtvIlG7ki/iZLFnEREaneWGA0MAd4HS2xLCLl0iUblRiLaq2IVKtNLtlo5Q6JsUSKeLYMqIiIVMHdF2Sdvcu6+wUAZra6u48zs5UISyxf6u7pWfxEpHuqvEOiW1KtFZFOa4N627IdEqki3uCmiYi0PC2xLCLVcK/qUuWmnPm9HlRrRaRaVdTbpqy1LdshAfEiLiIiIiINoks2RETqQ5dsiIiIFLfg1ad576sbFY0ts+s7ydx3jtg0Gpszc/Vk7vPbfCEa23CdDZK5064ZH42t8vtvJHNnnrRWMv70I5+Kxt64+ivJ3D49F0Zjr88cmMw94YUrkvGU3298WDQ2b2HPZO7Bnx8bjS2Y1TeZ++h9WyXjW+/+32js1Yc3TuZOfHeFaOzjOzyQzJ31/pBo7J23tkjmzpvfKxq7fa3jk7lrD5oRjf37raWTuevt9clkvGfivVUVB5p3Mve2tMKQaXxvrzuKxpbZdWIy941Dt4zG5s5eM5k7dpMjk/GhvQ+Ixv73f+mrUI54KP6ZaeqR6d/x5a6cHI1dvuHRydxUXfvG85ckcxtlxndXScanvzUsGlv1mleTua8fGv97u+LVjyVzL1n/mGhs+9VeSeb+7714nb7jzfj7CuAP026Pxq5af0oyt5QHJ/eJxtJVHC742LGd2ndRbVJvu2WHxIgRIxg/Pn7QmS3e0SnuzX89Ty3a2AqPE1qjna3QxmbS2eernPxa1AIRkW6nDQ6QRURaQhvU25Zd9lNERLqellgWkYp5hV9NuhRdPanWikhV2qDWtsQICTO7Aviqu7uZXQm8B7wFDAN+B+wDfBa4EbjN3Z9pWGNFRNqLllgWkfI5eEfFo8ua8rrmOlOtFZHKVF5vm7LWtkSHBIsX6c8Cq7n7dDP7NLCuu482szXcfXRDWyki0n7GoiWWRaQSC3S5WxXGolorIpVqg3rbKh0SY1lUpMc0siEiIt2JllgWkYpUN0Ki21OtFZGKtUm9bYkOifwiDfwc+JGZvZX9fFpDGyci0ua0xLKIlM+gDQ6QG0G1VkQq0x71tiU6JGCJIn1Kkfio+rVGRERKWWr1jRh+efEVjRb8Jr50FsAyiSsce23/YDI3vSho15l2RvpP6ieGnlunlizueBq1VN1vq87cqRN7Xb+T8ZTBiVh8kbrStu5EbnyR2xqodqUhrzhviJldBtzs7jdXt9Pu652pgxl9W/HlXX+80eXJ3OW+MTca673DkyX23HVTXLywfnyZ5Z8+9+lkrll8id1S3OdXndsZnWlzKb2Xii/DsLAjvqQwwHo3zIvGht24dzL3lRm3RWMDX00vkz173sPRWKk2p/zy+R2S8cP6rpuMH7l0/L03oO/aydyOji56b1VWb5uy1rZMh4SIiIiINDlNaikiUh+a1FJSrNqzChVw9y7fR2fV4nmoxePsbDta4bmG+jzfzfLeLtWOVnnNmolWNBKRmujQqvIpqrUiUjNtUG/VISEiIjla0UhEOsfb45rmLqZaKyKd1yb1Vh0SIiKSMxataCQineSVzyHR3YxFtVZEaqAd6m3TdkiY2eHA7u5+iJmdSOhBfhKYCPwX+ASwJzAOmODut2V5ozXBpYhI5bSikYjURBsMIe5KqrUiUjNtUG+btkMiM9nM1gKWAeYDTpjSd4K7P2xmQ4HfuPsUM/sJ8AaweaMaKyLS6rSikYh0hlc3qWW3o1orIp3VLvW22btUrgMuBm4FngFOJ6ys9dMi9x3u7pcAr9etdSIiIiKSJ7umuZIvERGpQnvU2mYfITELONndnzWz7wJHAQOA54rc9y0z+zywaj0bKCIixc1/5RneOHTLorFhm/VO5479IBp7/oxPJXMHDJgZjb361krJ3JH3/SUaW/inwcncD27YMBnn8iVOgn5k0qHjk6n/fnG9aGy3jz2bzN3gH/em25Uwftf4cz1nXvo1HDZ0SjS2xvaPJ3Of/c+2yXjPHh3R2Nz5vZK5Ez8YHo3tvuu4ZO4jD4yIxlYe/m4y95XEe2/K3L7J3HkdPaOxi/+XPrf0o43ivw8A/XvPTcarUcU1zUPM7DLgZne/ueYNanPDB83g2B3uKxrz+fH3DsC8m6ZGY49+atdk7sCB6ffWOjfeE41tPPCLydwLz70sGnt4v/TfgKkfnhyNvfqFR5O5+w4+IRr7yXbPJ3M3u+22ZDzlwnW/Go31TtQ7gJUHzEjGd9379mjsuj8fnsz9zquPRGMvT/9HMvf01ePP5eFbP5zMXesvr0Rj4z7+mWTur56OfxTcefl5ydy7n38xGT9gSPwxzZzzv2TuHzc9Iho75MkxydyUCuttU9bapu2QcPcxBT/vX+Q+p+f9/4zsvzd0ZbtEREREJMKp5prmqe7+tS5ojYhI+6q83jZlrW3aDgkREel6mkBYRGqtHa5prjXVWhHpCu1Qb7tlh8SECRMwa+yL5+7JeC3aV2obpdpQC+Xsox6vRT2e72bQKq9pLdpZj8fajWgCYRGpEWuLZei6iGqtiNRQe9TbZp/UUkREup4mEBaR2sgNIa7kq/tQrRWR2qm03japlhwhkQ172xAYBKzj7ruZ2TjgNmC2u5/fyPaJiLQYTSAsIjXTDkOIu4hqrYjUVDvU25bskMhcC/QB/p39/Ki7n2VmlzewTSIiLUUTCItILTlVrbLR9lRrRaTW2qXetnKHxCHAHODK7OctzOxU4I+Na5KIiIhIN+bW1EODRUTaRpvU21bukLjW3R8zs9HZz4+6+1mNbJCIiCzSY6mFDFr+g6Kx2W8MTycn/sB+bI/7kqm9T54Vja109tD0fhNmPpzOXePPD1S97VWuOSUZP2HoudHY3HMHJXP97/OralMpc85aOhnve+qHVW978x9UnVrSVp3IHdmJ3FXOGBaN9fvx5Kq3+6WqM8tQ5YTPzTqE2Mz2B/YGlgN+nVvJotX1XGoBg5Z7v2hs6nOrJ3N79OyIxjbc855k7qDvDUnG3/vmGtHYwhK/if++aN9o7KLnlkvmvrzKa9HYfZO2SObevPQvo7E/fSL9eM16JePVmv699N/LYy/7fDJ+5+UHR2NXTU2/xt9Y9hPR2EXrfT2Ze80Hb0dj8x/aJpl73ArbRmM/enROMvevX741nnvjnsncU1c7MRlfZ1D82OR7q6ZzO3xwMl6tZqy3ldbaluxScfcx7v5Y9v9R+d9FREREpHHcraKvcpjZlWb2rpk9VXD7nmb2vJm9ZGbfS7fLx7r70cDhwBeqfXwiIs2iHWptK4+QEBGRLqQJhEWkYl03hHgMcBFwde4GM+sJ/BrYDZgEPGxmNwE9WXLliiPd/d3s/z/M8pqCaq2IVKVr6u0Y6lxr1SHRIFblMMhKtuHuXb6PUpqhDc2iWV6vWuxHuhVNICwiFemKIcTufreZrVFw8zbAS+7+MoCZXQfs5+4/BT5TuA0LfyTPAf7p7o/UvJGdo1orIhWrdb1tRK1Vh4SIiKRoAmERKZs7dCys+IzdMDMbn/fzZe5+WRl5KwOv5/08CYhffA4nAJ8ChpjZOu5+SaUN7UKqtSJSkSrqbVPWWnVIiIhIiiYQFpEKGO4Vd0hMdvdq5hstdmowOgzQ3S8ELqxiP/WgWisiFaq43jZlrW3ZDomC6+0msehJec7d/9qodomItAt3H5P3/1H530VEoiofQjzEzC4Dbnb3myvImwSsmvfzKsCble680VRrRaRqldXbpqy1Ldshkcldb/cfd+8PYGYXAuqQEBFpsI4FPZk5eWjR2Py5vZO5Cxf0jMZ69JmXzJ2TWGpu3vSVkrkffHnzaGzFq+NLyZXjnSM2jcaGrpve9rRvxGPzXlw1HgR6XNAvGls4o28yd8678aU9589MP5fpLae9elBqJCisfv2DVW/7txt8LRo7+tlyRq5WZ+rLK0dj8VeoNZU7m3ueqe4ef2HiHgbWNbM1gTeALxIufehWOhb0ZOb7Q4vGpk9JLzXYo0d82c/eQ2Ykc+/dceNk/PlH4++Dy7dIL0f80gdDo7G1BqbPCJ+yVnxZyKXOH5PMnTr1O9HYW4ePS+bO+dkT0djcRC0FePuFNaKx8ePSy352lJga7L258dit2y6fzD3w4RejsYmv/TOZe8bAraOx/0yOL4MMcN+s+NQpo9dN/EEEJjyyeTS25sAFydzv/C89/+JRw0+Kxq54r/rBV+dZ9bkV1tumrLUtuexnnkMIa5xe0eiGiIiIiHR7HiZZq+SL7Kydme0T26yZ/RG4H1jPzCaZ2VHuvgA4HrgVeBa43t2frsfDFBFpuArrLU1aa1t+hER2vd3nzewH2W13NbJBIiLtRJfHiUglvLo5JEqetXP3gyO33wLcUukOm41qrYhUqop625S1tmU7JAqut7uhgU0REWl3ujxORMpWxTJ01V7X3G5Ua0WkIhXW26astS3bIdEZI0aMYPz48dF4WDq1c9zTF3SV2kep/HLUYx+dbUO92lFKLV7zUprhcTaLWrw3m+H93Y3klqPT5XEikuZ1nUOi3ajWikj5Kq+3TVlru2WHhIiIVESXx4lI2arokJBAtVZEKtIO9VYdEiIiEqXL40SkUrpko3KqtSJSDV2y0UB5k/+8TXgcmwGPAmu6+3ENbJqIiIhIt9RVk1qKiMjiumJSy0Zo2Q6JTG5o27HAcHf/uZldbGa93T29UL2IiHSpefN68+qrqxaNbbrzg8ncBbP6RmP3jvtEMneD1V+JxoYs/34yd96cPtHYwqv7JXOf/P1Oyfiqa8cXg//w+dXT7Trmrmhs6KWfSeY+c9BjyXhKR0f8QGfmnPhrBPDEdp+PxtZf+3/J3FffSD8fz2/zhWjskcnDk7lrDoofHkz75hrJ3EceGBGNTZ2Tfn/sedDEaOy01U9M5i5MTImzQt/5ydwXpvdOxg9ZN/77UhWvaoSEdMKcuX159sV1isZGbDshmZuqtaPGfDaZ+72PP5qMz5sXf+/NTsQADj3+99HYW+cdncxdetD0aOzD/62SzJ13xH+isWFjdknmjt5i82isb8+OZO5JL/wmGtui79rJ3Flzb0rG/7r5F6Oxre5ML5owMRlNe2/Gw9HYqwdtW/V2R714cTI+64crRGMv3LB/1fsF6FNxX+siuw04tlP7LqpN6m0nntamYsB0M/s28Jg6I0REREQaw90q+iIbRmxm+zS67SIiraQdam2rj5A4xMx2JTyO1939541ukIhIO9HlcSJSKa2yUTnVWhGphlbZKJOZbUwosh+NC3P3qzuzzfzJf0REpGtqbUaXx4lIedzaYghximqtiDSFNqm3Xd4hYWY/BkYSCvctwF7APUAtCreIiFC3WqvL40QkyWmPZehiVGtFpFm0S72txwiJA8mGnbn7EWa2PHB5HfbbZdwTs0s1kVq0s7PbMGv9X5JWovdmt9aVtVaXx4lI2apYZaMpl6KLUK0VkaZRYb1tylpbjw6J2e7eYWYLzGww8C6wVh32KyLSnXRJrdXlcSJSqY72nkNCtVZEmkaF9bYpa209OiTGm9lQ4LfABGAG8FC1G8sm/dnd3Q8xsxOBTwP/AqYQhs8NAi5y96c712wRkZZS01pbCwPWW4ftxhXvgJ98zAbJ3GGXPhuN7VViv3PPHRSN9TklvhwcwNIltp2y+Zc7kVzCwhuXjcZ6Dk2/zGtef0o0NnjouVW3ac5P4m0C6Puj9BKrKStXnQm7dyK3lJGdyE0tRXfmqxd2YstdqJpRjm1yTXNC09XauQt78sq0oUVjG08bmMy9ffxW0dhOy89M5i6/1uvJ+H33bheNzZyfXvbzzt/tH42ZpUdIvv3hMtHYs2+ll/387LdviMb+vON6ydxjJywXjV2+1Yxk7l+3iP8BefWw+HLUAD+75RvJ+P3vxWMzNj4qmfvbl3tGY3fPuiyZu96gA6KxzXqml/28PhXb7CvJ3G3Xiy8bPbR3565+WtCJwbm3z4wv7Wp2SXUbbZN62+UdEu6e+y25xMz+BQx29yc6udnJZrYWsAwwJ+/2a4E+wPaAOiREpNvoolorIlKRdrmmOUa1VkSaRbvU23pMamnAocBa7n6mma1mZtu4e2d6k68DLgbOADbPu/0QQgfF6E5sW0Sk5dS61mo0mohUqx0OkGNUa0WkmbRDva141qEqXEwYsXBw9vN04Ned3OYs4GR3v7/g9mvd/TR3/6CT2xcRaTVdUWtTo9HGZPsTEVmMu1X0RTbRmpnt0+i2l0G1VkSaRjvU2nrMIbGtu29pZo8CuPuHZpa+cCyhcNIfd9+/c80TEWkLNa21GY1GE5HKuNFR+SobTTnRWoRqrYg0h8rrbVPW2np0SMw3s56Ey1wws+FARx32KyLSnXRFrc2NRnu2YAnfa939sU5uW0TakENbTLKWoForIk2hXeptPTokLgRuBJYzs7MI6zf/sA77rZp7J6ZQbaJ9NINWeZyt0s5WoeezIWpaazUaTUSq1dFRjyuCG0a1VkSaRjvU2y7tkDCzHsArwCnAJwED9nf3+HpuIiJSEdVaEWkaDh1tMMlaMaq1ItJU2qTeWlefyTSz+929qSbj2WqrrXz8+PGNboaINDkzm+Du8UXam4hqrVRj2pRTkvHBQ8+tU0ukGVVTAzccPMSv3Xa7ivazxR23qdZ2gmpt85v2wTeT8cHLnF+nlkgzqvZ4s9J626y1th5jPG4zs89ZwUVxlTCzw83s2uz/J5rZv8zsxuz/55jZIDM73cy+b2ZXmNnytWu+iEhL6HStFRGphSpW2WglqrUi0jTaodbWYw6JbwIDgAVmNocwvM3dfXCF2ylcEmmcu19oZhsAh2X3+Q2wB7AJ8E5NWi8i0ho6XWvN7HBgd3c/xMxOBD4NzAb+A6wEnAV8C5gLrAP8wN1Va0VkMVUMIR5iZpcBN7v7zV3QpFpSrRWRplFhvW3KWtvlHRLuPqhGm4otiWRkMx0DxwK9gZ/WaJ8iIi2hhrVWnb8i0ilVnIlryqXoilGtFZFmUmG9bcpaW48REpjZ0sC6QN/cbe5+d4WbKVwSaWcz62DxnuTfuPuUmjRaRKTF1KjWqvNXRKrmXlWHREtRrRWRZtAu9bbLOyTM7KvAScAqwGPAdsD9wK7lbqPMJZFOr7KJIiItrxa1NqPOXxHpBGuLWd9jVGtFpHm0R72txwiJk4CtgQfcfRczW5/QG9y0uss8ReWssFKP56JUO5rh9ajFajSlHkc99lGL/TTDe6KcdnT1CkJNqNO1Vp2/IlIL7XDGLkG1VkSaRjvU23p0SMxx9zlmhpn1cffnzGy9OuxXRKQ7aala+8ze6ZOJPawjGlt6+AfJ3D6DZ1TVJoAFs/pGY7OmDUzmrvanh5LxGd9dpao2AcyZEr9sfdilzyZzPzxu3Whs/uw+6R0nVqLr/evfJlP7nvphetsJ7311o2R8+OVPV73tf259cDS218N/rHq7L+63YzK+8mbPR2OTHls/mfuxm+JXA/xhkyOTuV968spkvCu0wwFyQtPV2jeffI3TVz+haGy75d9L5vbqsTAaW2+tV5K5HQvTi/X1GzQzGnvtldWSuVc+/bFo7NdvX5DMfePQLaOxPgNnJ3MnvRxv1+a335rMffOwLaKxD95bNpm72vU/iMZ6nHV1MnfgzyYl4ymvfC69gu2af7m/6m1/Y/mTorGL30m/hil/2/JLyfgO2zwcjR38+08mc2+beXEyPmql+GMa/Wb1j6kz2qHe1qNDYpKZDQXGAreb2YfAm3XYr4hId6JaKyIN51S1ykYrUa0VkabQLvW2HqtsfDb77+lm9h9gCPCvardnZlcAX3V3N7OXCdfYbYaWRhKRbky1VkSaQptMshajWisiTaNN6m1dVtnIcfdxNdjMP4E9zOxNYDSLZiLW0kgiIqjWikgjtccka+VQrRWRxmqPelvXDokaGUso2HOA/xKWRwItjSQiUktjUa0VkQo54LT+AXIdjUW1VkSq0C71tuU6JNx9QdaLvCwwFRiahbQ0kohIjajWiki12mEIcb2o1opIZ7RDve3yDgkz+5m7f7fUbZVw97MLbhpb7bZERNqBaq2INIt2GEIco1orIs2kHepter2e2tityG171WG/IiLdiWqtiDQBw72yrxajWisiTaI9am2XjZAws2OBbwBrmdkTeaFBwL1dtV9pPWbN+wtSS+5e+k4iFWrVWltq/fqF3jMa847qa0bH/PSfvYUL4vGFC+JtKkeq3b4wve35s/tEY7NOW65Ebjw+b07fZO6QSy6NxuYed0wyN73ltOGXP92J7LT5HV1zLmZhidewZ/+50VhnDhTnldhvvbm3xxm7Qs1caw3o3bP4MUYP0sceU+f2i8ZK1elS79tnnl0vGps1L17TADZfenY0ZtYrmfvCvtsl4yn9+8X3O3XUmsnc999dJxp7e8rSydw1fjomGus49fBkbqnnwyz+Orp3JHOXWmp4NDa07xrJ3NV8w2is11LLJnMXLJwWjY1e96vJ3F0StXaZ3unnaqme6dfp2ysdFo317DkkmYsvSMer0C71tisv2biWMHPwT4Hv5d0+3d0/6ML9ioh0J6q1ItJUmvlMXCeo1opI02mHettll2y4+1R3n+juBwOrAru6+6tADzNLdzGWYGaHm9nm2f9Hm9lIM7vCzM43s10733oRkdbQlbUWVG9FpHIdWEVfwBAzu8zM9ml022NUa0WkGbVDra3HpJY/BrYC1gN+R1jC6A/AJ2q8q5uB+4ETgDtrvG0RkaZWx1oLqrciEuFUdcZuqrt/rQuaU3OqtSLSLKqot01Za+ux7OdngS2ARwDc/U0zG9QF+9kH2BK4vAu2LSLS7OpVa0H1VkSirJprmoeY2WXAze5+cxc0qpZUa0WkSVRcb5uy1tajQ2Keu7uZOYCZDajRdg81s5FAbgaZm919bI22LSLSarqq1oLqrYhUoJ1HSKBaKyJNRCMkynO9mV0KDDWzo4Ejgd92ZoPuPibvx9Gd2ZaISJuoea0F1VsRqYwD6Xn7i2rKs3YRqrUi0hSqqLdNWWu7vEPC3X9uZrsB0wjX253m7rd39X5FRLqTVqu12cnFqJXWei0aW+biF6re74fHrZuM9x0yPRrr3T++HBzAvJ8PTMYHnTcjGU8ZXHUm9O9EbspTn9wrGV/3L6dEY4OHntupfc85K740m/VMH57tO2FqNDbt26slc1PLxq62Zfr1fe7ObaOxYcMnJ3NTjnwm/Vn4/a/Hl16E0kvOVsxhYeVLqzblWbtimrHWzl1ovDSt+Ou43fILk7k7bfFwNDbs0mc71a6lDt0yGuszMF1PN08sdTz3qPSSob2//d90w7rIJlXGSjlllZOS8alTv5OMDx58dtX7fueITaOx11+NLwkKsNWdV0VjD478TDJ3yMB4PV1107HJ3N1G7x2NXbnr48nc6/7+YTJ+6DLx1+IPGx2QzF2QqItffvrKZG5U5fW2KWttPUZIkBXqpj0w7gru6YPtUsy6fgmXcvbR2cfRKurxfNejDeW8Xs3wWGuh1GNtl8dZie5Ya0Wk+TjtXX9Va0WkWbRDva3HKhvTCSNK8k0FxgPfcveXu7oNIiLtrla11swOBzYEBhGuYx4NbEs4wTPO3UfXpsUi0o68zSe1VK0VkWZRRb1tylpbjxES5wNvAtcCBnwRWAF4HrgSGFmHNoiItLta1tprgT7Av919NzN7Gtjf3Ueb2c+A04AjgP+6+9O1ewgi0g46Kh9c2ZTDiCNUa0WkaVRYb5uy1tajQ2JPd8+/cPIyM3vA3c80sx+UuxH1JIuIJNWk1mYOAeYQDq4L3QB8Hljf3S+psq0i0sbaYQhxgmqtiDSNdqi3Fc86VIUOMzvIzHpkXwflxSrtQ78WGANs7+7/IBTwcbmeZDPrY2ZfN7ONatR2EZFWUdNa6+6nUWTyZncfDxwIPNCJtopIm3Kgw62iL7JhxGa2T4ObXw7VWhFpCpXWW5q01tZjhMShwAXAxYTn7QHgS2bWDzi+wm2pJ1lEpLia1Nr8pefcfVT2fSJ5y9C5+/6db66ItCWHKubDbsphxBGqtSLSHCqvt01Za7u0Q8LMegLHunusF+aeCjd5rbs/ZmajCwPuPt7MfghcV+E2RURaWhfUWhGRqnW0wRDiYlRrRaTZtEO97dIOCXdfaGYjarStMXn/H5V9n4h6kkWkm6tlra2XwUOmJeO9B83qkv32X/XdZNx6LYjGOub0Tub2GDy/qja1qhH//mfVudOmnJKMDx56bjLe99T0WvHVGvzz16rOnX9Bv2R82PDJ0diAYVOq3m8py17yfPXJl1d+oOuAV77KRkto1lrbw6Bvz+KxpQfMSOb2HjSzC1oULLv+q9GY9ZmXzF04bUA01mNg96q15066oFP5qXpbqtYu/7sn4rGqWwTb3vX3qnPn/bJ/Mn7+1u9EY8NWTB8DlNIjUdoOfuJ3VW/3y1Zs8H9p7VJv63HJxqNmdhPhkoqPqp67/7UO+xYpi1cxvrRV29DZ/Zi1RuGrxfPZKo81o1orIk2gvZf9RLVWRJqGlv0s1zLA+8Cuebc5oMItIlI7na615a5mZGYjgaHuPrazjRaR9lNFd3BTXtccUZPjWtVbEamFCuttU9baLu+QcPcjunofIiLdXQ1r7bVAH+Df7r6bmT0N7J+tZrQb8AlgOHB7jfYnIm0kN+t7u6rxca3qrYhUrV3qbZd3SJhZX+AoYCOgb+52dz+ygm0cjnqRRUSialFrM6nVjPYFvpl9FxEpaok1LNtIDWstqN6KSCe1Q73tUYd9/B5YAdgDGAesAkyvYjvXAmOA7d39H4TiPS7Xi2xmpxOW/RQR6Y5qVmvd/TSK/437O3AssEO1jRSR9uduFX21mFrVWlC9FZFOaoda22UjJMxsKXdfAKzj7p83s/3c/Sozuxa4tYpNqhdZRKRALWttqdWM3P3WSrcpIt2Le1VDiJtyorV8tT6uVb0Vkc6qot42Za3tyks2HgK2BHJr80wxs42Bt4E1qtjete7+mJmNLhLL9SKvSeitFhHpLmpda2tmzkvP88K+OxWN9Uuv2sXAn02qer8ffONj0dig9dJLzXXMjf9Z7KqlJssx6ZCtorGeS8WXKgVY8erHqt7v1FFrRmML5/VK5i5z8QvRWKml5jq7LGjKo5/aMxrb4o5/Vb1dX5AedDpwePz902fZ9DK4KXduf2Ayvuv9f65629Vq00ktm7bWDu8/m29s8XTRmFn61ejMUrdvHLplul1bzonGfG66flz95/2isa8/d2m6YZ3w4n47RmN9+8UfD8Cq1z1c9X5Tz+Xc2eklhdf6673JeKpeTpv2g3Tu4LOT8ZTLNzw6GvvqM7+ters+O70E94rLx5f27LtM9bUWYGh61w2hSS3Lc5mZLQ38ELgJGAj8qJINqBdZRKSkTtdaEZFaaIdJ1hJUa0WkabRDve3KDonlzOyb2f9zMxL/Ovs+oAv3KyLSndSk1maTB+/u7oeY2YnAZ4EngYnAfwmzve9JGIU2Afh0roNYRCTHaY9J1opQrRWRptIu9bYrOyR6EnqNi3XbVDGar3YmTJiAWfW9Se6db35n9l+uWrSzs2rxOJvh+W6G57Ic5TzOVnkspZR6rO3yOMtQy1o72czWApYhDEt2wjDlCe7+sJkNBX7j7lPM7NOdaLOItK3mnjytE1RrRaTJtEe97coOibfc/cwu3L6IiNS21l4HXAycAQzNvn8S+Cnw3RrtQ0TaXDucsStCtVZEmk471Nuu7JCoSXeNhraJiCTVsmt8FnCyuz9rZt8FjiIMRX6uhvsQkTbm0BZn7IpQrRWRptIu9bYrOyQ+WcNtaWibiEhxNam1+ZMHZz/vX+Q+p+f9f1Qt9isi7aej8ivmmnIpugKqtSLSdCqst01Za9NrVHWCu39Qw83lhrbdCjwDnA6sQBjaJiLSbdW41oqIdJpX+EW2FF0zHSAXUq0VkWbUDrW2Hst+1oKGtomItJiXp/fmwDtXKRr73pp9krlb7btTNHb4HR9L5m46aK9o7N056astb5x2STQ2c8Zyydy57w9Jxle5Ir7vAwZ8Jpn7hw8ej8aOWe4bydz4Iyrtun/tHo3N60if0zjspLWisX4rvp/MPfWCw5Pxs549JRrrc9lvkrm9e20TjU0+esNk7uANJ0ZjY6/+fDJ3QeL5+scbg5O5J9yxTzT2wexl0vu9PP27ds+V6fdepdzbYxm6VvLc9Pl8fNybRWOfH7hbMvebe8UHfmz0z38nc1e+5pHSjYv44tInJeNXnvDHaOz9r9+VzF32kueraRIA6/7tv1XndsYq1z4ZjbnPT+Z+8I3038T+iXo7+EfpWjxtSrzWPrb3i8ncOQuXT8ZTZp8xLBrr9+MpydzVE7Hbtz0omZv+bYGXZyyMxub9fGAyt/e3Z5TYeuXapd42fYeEhraJiIiItI6FbXCALCLSCtqh3jZ9h4SIiNSHma0IHAe8D8wD3gZWJUwmfCPwgLs/0LgWikizc9pj1veupForIrXQLvW2y+aQaGYjRozA3aNf9ZDaf7ltKLUNM0t+1UOpNpbz1QztKPVclvNVD/V4LLV4TbvL+78FHQec4+6/BJ4GFrr7aODR7PtbZjbKzHqa2fkNbKeINDH3yr66IdVaEamJdqi1GiEhIiI5xkfzHi3J3V81szWAfYCmmhBJRJpHR01XyGxLqrUiUhPtUG/VISEiIjm/Br5vZrlhxG8Uuc8dwCh3/1RdWyYiLcGpatnP7ka1VkQ6rV3qbUt0SOhaOxGRrufubwI/LHL7qLz//x34ex2bJSItppmHBjcD1VoRqZV2qLetMoeErrUTERERaXpGR4VfdW2d2QAzm2BmtV3vVESk7tqj1rbECAl0rZ2ISMvZcIs1GT/+2ppv976abzHfr6KRuY9sl8xcesv0QL2Zv66qQQD8nguqT+6EY567tCH7/dX3qs+d9rV0fKNTzq1+4wkHnVx97iG1a0YRVyWjI7+aCFYzAXAXTZ5mZlcCnwHedfeN827fE7gA6Alc7u7nlNjUd4Hra9/Cxulj/Vmrx5ZFY+/OWZjM3e2eBdHYtL7rJnM7fH4yvmrv4m0CGNAxIJnbc/+1orHNdu6fzB38h4OisdcXPp7MnT3v3fh2+66RzJ0x761obGHH7GTucgO2jsaGD4zHAIbahsn4sIXLRmPP/XTTZO7WtkM09ufX10zmfnK530djNw1InxOfzF7R2Ac/j8cA+tAvGvvK8JWSuf/X/5hkfKrNjMZ2Pe3gZG7HaaliW6UuqLeNqLWt0iGha+1EREREmlwXLkM3BrgIuDp3g5n1JBwj7gZMAh42s5sIB8w/Lcg/EtgUeAbo2zVNFBGpny6qt2Ooc61tiQ4JXWsnItL1Kpmvx8xG59dgEZGcrphkzd3vzkbD5tsGeMndXwYws+uA/dz9p4QzfIsxs12AAcCGwGwzu8Xdu6j/JE61VkRqpdb1thG1tiU6JEREpC5y8/XMMLORwFB3H21ma2TfzcxGA88C8fG0ItKtVXF8PMzMxuf9fJm7X1ZG3srA63k/TwK2jbbL/VQAMzscmNyIzoiMaq2I1ESF9bYpa606JIrwJpiutBnaIIu00+vRTo8lpbs8zhpLztcDLAdMdfdLzRIXlopItxWWoat47onJ7r5VFbsrtqOSxd/dx1Sxr1pSrRWRTqui3jZlrVWHhIiI5JSar+ddoJ+ZfR5Yut6NE5HWUEV/8BAzuwy42d0rmZx8EuFSh5xVgDcr3nv9qdaKSE1UWG+bsta2RIeErrUTEel6pebr8TDs5JTs5hvq1zIRaSVVXAcx1d1LrI9S1MPAuma2JuFD/Rfp6kVLakC1VkRqpcJ625S1tiU6JNC1diIiLeetJ1/jrDWPLxrbfY1XkrmvT4kvU/bmrPSSb/MWxpcT236lScncKbPjS9GttUKfZO6NTxd/rDlf/sS90djTL6SX1+uzVHx5vbdmDEnmLtN3VjQ2bNC0ZO6A/vHcefN6J3NvfH6DaGy31SYmc9+fOSgZv/WN4dHY6gPSSxEePf6UaOzuTxZbxGuR294cFo3tv0Y6d7khU6KxtbZ6Kpn7yF3xJWe3+0k699uH7p2MD1iqtpe3OV0zQsLM/giMJFwDPQn4sbtfYWbHA7cSZnu/0t2frrbtrWpAj6XYbmDxmrnF0nOSuQcttU409trMTZK5b8/pmYx/bs14vb1p4jLJ3NGfHxGNbWnpJSMv+vSD0dj5/90zmZvacqkPfqkVVpfrm/6lWJgI77vWy8ncUx5aPhkf0CP+ce/iteLPM8CvXpoXjQ1e5uJk7vvxFVQ5dPX4dgFe7XgmGjtsUPoqphX6xl+IvdZ5IZn7f2+k49Ovjf/NXOrA6cncrlBFvW3KWtsqHRK61k5ERESkBXTFCAl3Pzhy+y3ALZXvUkSk9dV6hEQjam2rdEjoWjsRkTrKZkbeiFBv9wP+BkwD7gR+CYwD/uXuzzWqjSLShLyqZeiqva655anWikjVKq+3TVlrW6JDQtfaiYg0zGxgRvb/mQWx9+rcFhFpck5Vy35We11zO1GtFZGKVFFvm7LWtkSHhIiINMQ17v6YmW3g7qMBzGwNYFzuZxGRQlWMkOjuVGtFpCrtUG/VIVGEWcXrZ7etUs+Fl5hJpZznstQ2aqGzr2kt2liL91UzPN/1+P0op43N8Jp2I2ub2SjCGbxbG9wWEWlydVz2s92o1opIReq07GeXUoeEiIgswd3H5P1/n4Lw6Lo2RkRahlPXZT9bnmqtiFSrinrblLW2pTokNPGPiIiISHNrhyHEIiKtoB3qbUt1SOTRxD8iIk1uxU1W49TxFxWNTTpkq2Tu+ls9EY2997/Vkrm9+86Nxoau+nYyd+DPJkVj7399vWTu924el4ynrFR1ZuO8sO9OyfiPXvlVl+17lx+uEI31/7/0a3z7tgdFYzv9e41k7s5n/TEa6zV4VjJ30iMbRGMz3hyWzN1os/hy72NP/kQyd/SbFyTj834xIBo7+9vJ1Kgqjo+bchhxq+hwmD6/eGzHtV9M5q6ywUvR2NsvrJHMNUu/0sPXKFwUb5HvPjYkmfvXXR6L517zSDI3ZXTVmY1z/077JuPjZl3aZfv+5JEbV507ctX4R7K73lgxmeunfxCN9Rr4p2Tuy+Pjbe7ff3Yy96m9V07GDzoy/lq4X5jMnXNWfCHIfj+cksxNqbDeNmWtbcUOCU38IyIiItKE3GFh5ddsNOUwYhGRZlZFvW3KWtuj0Q3ohLXNbJSZHdPohoiItDMz65XV23+Z2ffN7K3s5wMa3TYRaT4dFX5JoForIpVqh1rbUiMkNPGPiEj9uft8YLSZDQV+A+TGQ+oSORFZjNMe1zQ3gmqtiFSiXeptK4+QEBGRxnjP3Ue7+38b3RARaT5e4RfZdc1mVniyqbtTrRWRpHaotS01QkIW5yUWnjWzLt9HV+fXSj2eq1ZoQz330xn1eO+2wvMgItKKqjhj15TXNYuINLsK621T1lp1SIiISFnc/fTsv6Ma2AwRaXJNci6iZanWiki52qHeqkNCRETqbpVrx1edO6iG7ajEnOnx5RG7o4/ddHcyPvfc+Cu1cFr6uSy1dGefj02NxhZc3ieZu9uD8WVh5549NJk799T4iaW+Q89N5q6TjFbvwE7mL5iaei3SS5kW4zT35GntaErHNG6efXvR2DX/eKbq7Q6uOrO01a86MRnvWNizC/feWra/+6ZkfO456SVU570ffyUHnfd6Mnfpzf4XjZVaCvuRmc9HY28cumUyd9BvDo7G+g8+O5mbWqg0tewzwG4PXp+Mzx54XDKe8u4T6yaiD1e1zXapty3bIWFmvYDjgD2BccCJwM+A19z9r41sm4iIiEh31dEOp+xERFpAO9Tblu2Q0EzEIiK1Z2YnAgOA+4FlgVWBzwI3Ag+4+wMNbJ6ItIAqDo+HmNllwM3ufnPNG9SEVGtFpBYqrLdNWWvbaZUNzUQsItIJZrYU0AeYBgwBFrr7aODR7PtbZjbKzHqa2fmNa6mINCv3MMlaJV9kE6010wFyV1KtFZFaqLTe0qS1tmVHSIiISM3tTzhT1w9YCCx2Ib+7v2pmawD7AE31x0xEmoXj1YyR6F72R7VWRDqtPepty3dIaCZiEZGa2dndTwAws8eAM4rc5w5glLt/qp4NE5HW4FS17Gd3o1orIp3WLvW25TskRESkNnIHyNn/N8/7/6i8//8d+HtdGyYiLaUdZn3vSqq1IlIr7VBv1SFRhLfBbKVSmVKvuZl1+T7KUaod5eyjFtsQERGJ0d8REZH6aId6qw4JERGpu+c+MzIZX3aF+IJJ7789PJnbt++caGzYuq8lczvmx/8s9hk4IJlbytRRa0ZjQ0a/UvV2n97rk8n4Rv/8d9Xbfv2LW0dj8+f1Tuau9dfpVe933s8HJuMLZ8Zfi34/npzMfXKP3aKxtbdNP6bBQ8+NxqZNOSWZO+WYu6Kx4eunX/9+Z8R/H+7ZYf9k7g73jE3G+5/5bjz4k8o74532OGPXSpbpOZj9BxV/X1+7yRHJ3E9uNSEae/fN5ZO5AwfOSMaHrTUpGrv8yJ7J3DlT0jUg5Z0jNo3Glv/dE1Vv929bfikZ3++RP1S97fG7fjoamzW3TzJ3p3unJuOp7LnnDkrmzn595Whs2UueT+amnq+dtk//fRg8+OxorFStfXKfeLu23/XhZG4ph601q+rc1f70UDx4fXUnPtul3rZMh4SWRxIRERFpflWcsWvKpehERJpdhfW2KWttS3RIxJZHMrM1su+rm9ko4FfAee7+zQY2V0Sk5ZnZ4cBGwDvAhsBTwOPAOsDOwBvAg+7+50a1UUSaUxVn7Ka6+9dq35Lmp1orIp1RYb1tylrbEh0SaHkkEZFGmQ4Y4QD5v+7+bzObCzzm7o81tGUi0nTCrO+tf01zA6jWikhF2qXe9mh0A8q0s7t/z93PBL5OKNiF7gCOd/f/1LdpIiJt6xp3vxQ4AegF/LrB7RGRFuAV/hPVWhGpTjvU2pYYIaHlkUREGsPMVge+QPh78VyDmyMiLaAdJlmrN9VaEalGO9TbluiQEBGR+nL3MXk/npuIiYh8xHE6mvhMXLNRrRWRarVLvVWHRBFm1S290o5KPRe1WPu2GfZRSjO0oZx2NMt7tx7Pd2ffN7XYh6Q9/ejLbDzwi0VjR6ywYTK334vxPv/jXrgimfuZgcdEYwc/v0Eyd9Qrz0Zj9+2W/pN54wbpeaK+8rV3orGJB26XzO0/OL683pCl+yZz3/7KZtFYr37xJVIBlv3Yh9FYaolUgEmHbBWNzZiWXtJvwMD06+Qe/918cbvPJ3PXX/v9aGzBrPRz+eZhW0Rj772TXo52zetHRmP26xeTuamlXddYLb3kX6llHx/7cHAyXjFvj2uaW8lSBsv2Kf6cv5ZYIhfSy2CmF/0sbdkBI6KxIT1WSOb+cUT8d/yoQccnc//8/fjyzv/apvjfpJwVhsRr3mZrpX/XXtxvx2isV6/5ydx1Nokvv7tgTnrZz9e+sE0y/s678drUa6mPJ3PfnTo0Gts9mQlzF8aXdp03q18yN1Xz7n91rWTuQQ9sFI31OPfBZO6d2x+YjK88aGEyXndtUm/VISEiIiIiNdPM1yqLiLSTdqi3LdUhoaWRRETqz8x2BrYgrHh0hLu/0tgWiUizcmiLIcSNoForIpVol3rbUh0SebQ0kohInbj7ODO7B1gPWMXM9gVWdfdvN7hpItJ0nIVtMc1a/anWikhl2qPetsqyn/m0NJKISP3tD9wEDAZmEkariYgsJnfGrpIvWcz+qNaKSBkqrbfNqhU7JHJLI30D2BItjSQiUg97AP8CNgZmAfHZqkSk+zLosI6KvmQxqrUiUp4K622zaqlLNrQ0kohIY7h7bgmJn2Xfr21UW0SkuTXzmbhmp1orIpVoh3rbUh0SIiIiItK8HMfb4JpmEZFm1y71Vh0S0ilm8XWiW2kfUr5Wec31vmm8lfsYZ67bu2hsfsesZO5Dk4dEY8MTa9sD7LBc9WcL9uyzbTR2zwszk7m3vdU3GT9ypfif3PEvrZfMvfTF/tHYSetPS+bu88j10diW/Q9J5l6768RobMGC9CHEzc9vEI1tvdw7ydxNlpucjF9/7w7R2KoDZiRzP5i8bDS2VO8FydwbHtwuGvvU2i8kc/tefnE0NufYr0VjAOstG58u6+27N0nmLvT01blf3vjpaOy8N5KpUe1wxq6V9OnZwTqDZheNvTErXZc6Y/mBH0/GN2ebaOyxjoeSuRM/jL+vb55+UTJ34Z+ujsY++9h9ydzZ816LxvYdfEIy96Zpv0rGU/625ZeisbkL01ftHPT4Veltf+zYaOzz26efj81vvzUZTxn//tBo7GOTVqx6v7N22TuZ2/tX8cUW53376GTuTitfkIxP+vcWyXjKnzf/StW5Ke1Qb1tyDgkRERERaU5VzCExxMwuM7N9Gt12EZFW0g61ViMkRES6OTM7CNiQMKO7AXsDNwK3Ab/Jvs929/Mb1kgRaQlhAHHFQ4in5s2d0LZUa0Wklqqot01Za1u6Q8LMdga2ICyRdIS7v9LYFomItKRVgcnAne7+jJmt5O6jAczsUXc/y8wuN7PTgQ+B5YAr3P3lhrVYRJpWFR0SQ8zsMuBmd7+5C5rULFRrRaSmKqy3TVlrW7pDwt3Hmdk9wHrAKma2L7Cqu3+7wU0TEWkZ7v4LM1sN+KqZjS8Ib2FmpwJ/BHYEbgKWAT4FXFbflopI86tqkrWmPGtXa6q1IlJbFdfbpqy1Ld0hkdmfULQHE4bAbdTQ1oiItJisM3cdYCjwekH4UXc/K7vfjsBBwMpAeuYnEemWHKpZ774pz9rVmmqtiNRSFfW2KWttO3RI7AEcA5xCKO7pqWhFRGQx7n5TwU2P5sVGFcQudfcpXd0mEWlVmkMiRrVWRGpLc0g0hbwn9WfZ92sb1RYRkXbm7qdXcv+35/Tg/Of7VLWve2fHl0gs5bv/eyAaO231E5O5v/8gvt+n5nwxmftBj/QaiR/esUo0duBj6WXbPm+9orHZzx6ezHWfn4ynfHrgcdHYfE8fBB26xpxorH/vucncD9+LL80JsHL/+BKs6600KZn7yKtrRmOfGJJeQnWTZd+LxpYtsVTpy3dtFY2tvfU/krmzvnhSNNbj3tuTufvsMi4Zf/7J9ZPxajgLa77N7qTSWjtlnvH3ScWX9xzet+sW1HtnRnrJyJS1BqWXbhxcokakvPqn+JKhs+fdW/V2O7OsZyn7PfKHqnN3GxBf1hPgyLXjtfjVV1dN5q6Y+Nuz0YDPJXOfmnFdNHbbNl9I5n5n5XjNO3bbKcncv12/XzR2wA5/S+bOOji+X4AZf3skGnvry5un2/X6zsl4tdqh3mrZTxERERGpidys75X8o0mXohMRaWaV1luatNa2/AiJRnD3Lt+HmXX5PmqhHs+FSDVKvTdb5XesXrQcnYjUii7ZiFOtFZFa0iUbIiLSLspdju7ThJWNBrj7/zWwvSLSlLwthhB3IdVaEamR9qi3Td0hoV5kEZH6qGA5uuWAqcDH691GEWl+TlUjJJpy5veuoForIrVSRb1tylrb1B0SlN+LfDrwIaF4X+HuLzesxSIiLaiC5ejOBJ5HKxqJSITrko0o1VoRqaUK621T1tqm7pCooBd5R+AmYBngU8Bl9W2piEhrK3c5Onc/LfvvNXVoloi0HKejDYYQdxXVWhGpnfaot03dIVFBL/KOwEHAysAF9WyjiIiIiAROVSMkRESkQu1Sb5u6Q6LcXuTMpe4+pavbJCIi5Rm0VA92HtavaGzXld5K5h759C7R2Kf6bpDMXW7gdtFYb+ufzO3ZY2A0ts3AZZK5f5n5XDL++JMbRWNn9E+PoDx5xW9EY9sOn5rM3XPgcdHY1sukR4P/cpenorEFC9KHEONeXjcaW2ZIus0vvrlKMr7cwGnR2MDBM5K5B13432jsN8fslsyduSD+fA0fnH5MK635WjQ2/U/pVYHeP//+aGz5q9Jtnvr1/yTjf3h+7WS8ck6HV3zGrimva24VPczo27NH0diuK8R/VwA+N+TEaGzmwvTr2LPEalXL94n/vmzVM/2++9+0edHY/oNPSOYu13eraOytQccnc+d2xD/c7b9K+oPfDZPisYWezt15WN9obL91XkrmbrfsOsn4xivG839w33rJ3B+uemw0tuWyHyZzF94wNBq79Y2vJHPfmxOP3fjEZsncvdd/Jhr720nx4wOAXj3eTMZ3uXPLaOzZ/eP7BejbJRdfVVxvm7LWNnWHRLnc/fRGt0FERERENIeEiEi9aA6JNuWePlPRXdoAzdOOdlCP57KcfViJMxrNsA9pLma2N3AMcCawB1rdSESi2mMZukZQrRWRyrRHvVWHhIiIRJnZFkBf4GXgSOB/4WYzV4+liBRwoKPE8HRZkmqtiFSqXept03dImNlBwIbATMCAvYEbgduA32Tf1YMsItI19gJmAVsAHcApwKHAlsCEBrZLRJqROx0+v9GtaEWqtSJSmTapt03fIQGsCkwG7nT3Z8xsJXcfDWBmj7r7WWZ2uZl9GlgPGODu/9fA9oqItA13PxvAzNYA/gn8ABiClqITkSIcp6PyOSSacqK1elKtFZFKVVFvm7LWNn2HhLv/wsxWA75qZuMLwluY2anAH4HlgKnAx+vdRhGRdpe3stGtjWyHiDQ/r3wIcVNOtNYIqrUiUokK621T1tqm75Aws32BdYChwOsF4Ufd/azsfmcCzwNdsqiKiIhUZuVNV+Ws8RdWlftqjdtSD5d0IveTNWvFkr7QhdtOiS9yCjN/sGIyd72bxyXjCy7rEw8WX/3wIy/8/BPR2JEHjk3mDjg7vVxtyoMjPxONbXvX35O5g6+MLwn4+OfiS9UCrPuX+BK6AGf933XR2EW/SKZGtMcka61kSscUbpr1t6Kx656YmMw9uAvaU44DhqSX7txzw/iSw8c/f0+tm1MT8cWZu1Z8kdNg2rdXi8ZuvvX2ZO68n8fry6zXl0vm/vu8PaKx73zqrmTuClc9noyn3L7tQdFYv6XSlzfsftiNyfhtn/psNLbjnZsmc791yH3R2OX/SKYmtEe9bfoOCXe/qeCmR/Nio/L+f1r2Xw1tExEREWmQKkZIiIhIFdqh3jZ9h4SIiNSHmZ0IDADuB5YlzOHzWcJEwg+4+wPZ/UbndwiLiCwSrmqWONVaEamN9qi36pAowsyS8XqsvlSqDeW0oxkeRznq0c5yns+ubkMp9XjNuxM9F5Uxs6WAPsA0wkRqC919tJmtkX03MxsNPAus1cCmikgTc8C99YcQdxXVWhGplXapt+qQEBERgP0JZ+r6AQuBtwviyxEmQ7rUzHaoc9tEpGV4Wwwh7kL7o1orIjXRHvVWHRIiIgKws7ufAGBmjwFnFMTfBfqZ2eeBpevcNhFpIVUMIW7Kpei6iGqtiNRMhfW2KWttS3dImNnewDHAmcAewGx3P7+xrRIRaT25A+Ts/5vn/X9U9t2BU7Kbb6hn20SkhbiW/UxRrRWRmqm83jZlrW3ZDgkz2wLoC7wMHAn8L9xs5s0yOYKIiIhIt9Iek6yJiDS/9qi3LdshAewFzAK2ADoIvcmHAlsCExrYLhERKeHD49ZNxpf+9Yt1akn5Znx3lWR84M8m1aklrW/A2W91Kn+pr82tOnfen/aIxvpuNjOZO/fsodFYnx9MSeauvd7/orHp31k1mbtU/0HR2Mw5fZO5g4eem4xP/+6MePAXv0nmFtMuk6y1EqMHS/XoXzQ2+ZgNkrnDLn22K5pU0h3z/p2MD1ttTp1a0v4G//y1qnN7fzteH3qXyF249cHR2PA9XkrmzvnJstFY3x+9n8zddMPn4rlDpidz576dvkrqvdnFf88ABg8+O5lrVyQGJqwwLpkb0y71tmU7JNz9bAAzWwP4J/ADwmzF1zSwWSIiIiLdmEMbnLETEWl+7VFvW7ZDIidvfeZbG9kOEZF2ZGa9gOOAPYFxwGHuvmEWG51Xg0VEgKrmkOj2VGtFpBrtUG9bvkNCRES6jrvPB0ab2VDgN8DGZjaqoY0SkSbWHtc015tqrYhUrj3qrTokimiGOTFr0YZmeBzlqEc767EPM+vyNpTaR6so9VzU4nHWYx/d1HvuPhrCWbvGNkVEmlPrHyA3AdVaESlD69dbdUiIiIiISO20wRBiEZGW0Ab1tiU6JMzsRGAAcD+wLLAq8FngRuABd38gu5+usRMR6QLufnr231F5t40qdl8R6c6adwixmfUAfgIMBsa7+1UNbtISVGtFpHzNWW8rrbXW7MP6zWwp4GTCEp+TCG0em+t8sDDu+pfAs8De7r5vqW1utdVWPn78+C5tt3Q/nb1ko1kuIajHpSUtdMnGBHffqtON6abM7D3g1Ua3Q0Sqtrq7D68kwayHh/kZy+c+r2StNbMrgc8A77r7xnm37wlcAPQELnf3cxLb+CywH/AB8A93T6892SJUa0VaXsW1Fiqvt81aa1thhMT+hFER/YCFwNsF8eWAqe5+qZntUOe2iYhIRDV/XEWkDXTNya4xwEXA1bkbzKwn8GtgN8JJq4fN7CbCAfNPC/KPBNYD7s+OGf8MtEWHhGqtSDdW+3o7hjrX2lbokNjZ3U8AMLPHgDMK4u8C/czs88DSdW6biIiIiHzEcWrfIeHud5vZGgU3bwO85O4vA5jZdcB+7v5Twhm+xZjZJGBe9uPCmjdSRKSual9vG1Frm75DItcZkf1/87z/j8q+O3BKdvMN9WybiIiIiCzmVlgwrMKcvmaWfy3tZe5+WRl5KwOv5/08Cdg2cf+/Ar8ysx2Buytso4hIs6m03jZlrW36DgkRERERaQ3uvmcdd1dsMqDo6UJ3nwUc1XXNERGpnzrW2y6tteqQKKKzE/I1i3Z5HK2is89nPSaTrMU2mqWdIiLS7U0irLyWswrwZoPaIiLSrrq01vao1YZEREREROroYWBdM1vTzHoDXwRuanCbRETaTZfW2pbskDCzXmY2ysz+ZWbfN7Nn8mKjG9g0EREREakxM/sjcD+wnplNMrOj3H0BcDxwK2H59+vd/elGtlNEpJU1ota25CUb7j4fGG1mQ4HfABub2aiGNkpEREREuoS7Hxy5/Rbgljo3R0SkLTWi1rbkCIki3nP30e4+utENERGR1mZmg7PvQyrMW79rWlT2/qMnGcxsAzM7MuvIL4wNN7Ndi+WnYhW0a4Nqc+vNzPY3s080uh31ZGa/NLPzc98b3R7pPlRry4tV0K6WqbXQ/eqtam1cu3RIiIhIEzOzjYrctraZ7VAsbma7mNmZZrZaZHvrmtnqZranmW1YJD7IzI4p9kffzA5PtHMwcEj2/ZjE/XYscvPusftnOb80szvN7Gozu7NI/GQzu8zMdonkf9bMLjCz0Wa2f0HsIsLIwa9Gdn888BQwqkjsbGAY8P0KYyVfp8xO2UHYQQW5++Z/Fdl28uDNzH5hZjtH2vVLMxubPddLXOdqZh8zs6WLpK4GjEg8llL7PSCVm93nPDP7h5n9q0hsDTP7qpmtGck91cz+ZGZ/jsS3MLP+Bbclnwt3Pxl41d1Pdvdvlmq/NDfV2o/yovVWtXaJbTei1kKJeqta2320dIeEu5/u7lPcfVTebaPiGSIiUi9mdmL2dRJwZpG7fB9Yx8xOBD5ZENsbuAg4MrL544FfEGZ5/nrBfr8LfAkYHvmjv0Pi4OxkYAfCweRrRR7TvdkB20+KHLgdkDqoyw5G/uTuXwYuLtKuvu7+NWC7IjGA9dz9pOzvXOEZwpfd/XhgcCR3BjAH6GdmmxbE/gf8C5iffTgoNwalXyeA3wETCJNg5ZsK7Ea4fLTYQect7v7NxMHbd4ChZnZbYSB7rm/Jnuuri+TuCRxW5PbvAVvHXsNS+wW2NbNNc1+R/NcJa7SPKRI7CngEOCmSO5Pwevwl/0YL82qdDGwN/Cw/VsZzAYnl26T5qdYuqUS9Va1dXCNqLZSut6q13URLziEhIiItYU3gl4T1q5cpEn/R3ceY2W7AacCFebEhhIPFVcxsX3cvPNvwCvBPd3/CzCYVxGYBA4D+FDcLmFIs4O5nQDgr5+7/LXKXk4HNgNeKXCZ4o7tfENlnzspmdjHwVpHYHmY2HNjSzIod4Fvk/2Q5/wKmm9n5RXKfATbP+/5EXqwP4UOBZd/PLDMGMJT060SWc727L3ZGy93HmdlI4G/AykXytjSzB/PuP60gfgKwBhB7zjcwsx8D/YDCs1wjYdESxO6ee+9dSPjwklqbOLXfVQjPrxEOPPOfZ8xsdcIHhiHAEmeygfeA94E3zWxwkcf8HOE5L/yQ1B+YDfwBOLXIdqPPhZk9DTxiZr8EXGfuWpJqbXGxeqtau+RjqnethdL1VrW2m+iWHRITJkyYbGavVpuf+6Vqde3yOKS+WuV9U6N2rl6LjXRjg4F9gauAnxaJ72FmM7P4KQWxXYHHCctKTSmSuymwwMwGAXflB9z9V2bWE9jfzC5w98IzILsDC1h0IHN3LmBm9wIPAluY2aNFDhiOIRygTy3SppvNbPesDUuc0TGzT7n7aUXycu0eGYst2oTNAK4ACg/gHwemZ49pQJHc1DXavyCcweogHGTle6xEm35PeA5z3wsbfKK7fy+Rfy/hg9TNRWIjCQfpudfpowN0M9uG8KFkiTOrubi7n2xmy7n7u0XucnKkPTsDvYvts5z9AuPcPXZmDMKZumeAm9z9vCLxpYGvUORDSXZWbkPgWne/riDvVsKZ05uBcwrbXOK5+D2lO2GkuanWFkjVW9XaJYyk/rUWEvVWtbZ76ZYdEu4+vNFtEBFpd+5+lJltAvyI8Af4OwXxXQvi9+fF1s5iX85uursg98iC3IdyMTNbF5hHODt3aZGmXUw4GPmXuz9YEEudlct/TF82s/PcPf8xHQ7cF5pgZxY5GB5hZg/lbWuxMzLZsNTtgCuBjiIH6CsTPjzs7e6FZ6Hmu/sl2XZGFXnMexHO6uQO/PLPUv2A8EGlB+GMzw/yYucTDmJfpfgHg/3z/r82Ba8TMDK/czD/7Fh2AH0hcEeR7UJ4fWJn5LYrONO2RBx4KHJQCOF5nOHuN5jZ0cBvy9hnOft90cx6Ab8GnnX3XxbExwK/InyAu8TdPxoCnx0Er0I4CP5PkW33dfejzez7QGH8NOBloCfhtb49v82kn4tkJ4w0P9Xaoh0P0XqrWruERtTazu5XtbaNdMsOCRERqZuVCEMX36wivhLQF3ijRG5h/HjCAeWZhGueT8wPuvuFFiay+rWZnezuz+eFU2flCttV2Ob33f1fAGa2XpG8kUTOQmVeAn5IOAj+cZH83LXJfc1sU3fPH6K6ooXraA1YoUjuLYSh3MU+GLyVew7MbLHHVMaHlY/Oflm4fr3Qk4RhwsVED6Az91i4w9nAc+5+VV7sADNbg+y5LPKBolR8MDAo+3+/vNt/HWlrudvdLPv+F2CLIvmPunsH4brmvxbEUgfBkB5mfinhPflKkeexVJtLdcJIa1CtXdxI4vVWtXZxjai1kK63qrXdiDokRESkS5jZ5YSDs1HuvrCSeGdySV/zjJldQ7h+9CeEA9aPlDgrV2q/K1iYdbsHsGLhfil9MDKd+EEwhOGnW1D82uRcDODZwg17GFod+2Cwiy06Wt2ZMHFavuiHFVt8MrGVijymB9w9dolk6gAaYEfC6zOeMHw2340lnstS8f0I14CvCaxFdhbT3RckcsrZ7ibZ14mEoe6LcffCs5r5Sl3Xfqy7L/HaZtu9xcw2B4p9OCvV5lKdMNLkVGuLStVb1drF1b3WQsl6q1rbjahDQkREuoS7x5ZFKxnvTC6Ja54zuWuOP0aRybCIn5Urtd/lCLN6jwF+XiSeOgsF6YNgity/rBikPxgQzlqNpMh1raU+rLD4malnisRPNrM/UXxodOoAGsJEfasDp7PkfC6vW96s/b7kBG+l4n8DZrn7b6lM/nbN3QsP8p8Bprn7zOxxVyJ6EJzZjSIfgHLc/TGKX4eebHMZnTDS5FRri0rVW9XaxanWLk61ts7UISEiIm3FE9c8Z/HoAWUZB4Wp/R5lZqMJQ26/ScF13KTPQpU80O2k1AeD6BDjMj6slGpzamh06gAawtmveSw6SM5fFm4F4Ons/0s8l2XEVwY8d9axyBnSmPcJQ5BXIgw5LzxIXh5YLu9sZmxCtmKSB8EsGg4MQJHnK6ZUm0Wq0sS1FhL1VrVWtRbV2qaiDgkREWlHsWuek0odFJa536Jn/EifhepSJc74pYYYd1ZqaHSp67hvJH4tdi93HweQDZ8tVCqeO4DeguJnbmO2J1zzvqy7b1nD7ULpg+B/uPt5ZrYPlR18l2qzSGc0Y62FBtVb1dolqNZKSeqQEBGRttKZM29dvN/UWaiGKTHEuLNSQ6OT13GXOHgfll1DDjCsyH6T8U6cIZ1JWOqvf7FgJ8+8ljoI7jCz9YGtgE8SlqorR7LNItVq4loLTVhvVWsrolrbjZj7EkvZioiISI2Z2QnEz0I1jJl9Je9H9/Ta7nXbb97B+5+AmfkH0Wa2AnBc9uPF7v5WQW4y3sl29yQswbeTuxeb7b7a7X4L+AdwMDDE3UcVxH9MeD5uBg70JZe5q3ubRZpVM9Zb1dqK261a202oQ6JKZrYLsAtwubtXMpyn0v0c7u5jEvHB7j7NzIa4e2rppFj++u7+XKcaWSNmtlRswhcz24AwFOqv7j4lcp/hhB7xuwu3k4rl3aes19TMNohNhpM/sQ8Undyny5nZx4D33P3DSHz/LH5vJ/ZxgLsXLqNUzXbWAD4F/NvdX6lyG1sAz7v7rCpyf0kY6hdbokmkpnJnoYBaD9dtO406eG+UUgfBZvZ5YBV3/6WZ7ePuNzeinSKtQvW2PKq1qrWN1u0v2TCzjdz96SK3rw2s6O73RO6zN3Au8A3CcLDC/HUJQ8U2AF5z92Iz4pLNTHwIsF7kw9AOZvZB7of8D7hmNhg4xMyuJUyecm7ice7o7v8tEtodSHZIZB/aNgMmEX5Bdy2In0x4nH9092Lr+WJmnyXMLOzAXe4+tiB+Ufb9MXe/vMgmjgeuIgybOj3S1LOB24HvE4bDlRvLSb6meXYys6MJsxZfXxCbChxIWNf4E8BiHRLlfgA2s18AN+WuyyuyjTWBacBQd9+34C57Zt8L10fOWS37SnZIpNoAbGtmL+V+iE1SZGbnESY56unuexa5y1GEaxdPosiQODM7lTCLd093P7AgNorwPM4EjgROKJKffK7c/WQzO8m1LrTUQRcP1207nRyS24qeIfyNfT2/vua4+w15/9cBskiC6m35VGsXp1pbf92yQ8LMTsz9F9gJ+FyRu32fsGRQblKSwg6JIcB2wCpmtm+RM+HHE2aWPRP4OmGd3MJ2fJfwQWnZxJnZWcCUSOxkYF3C8kcvFLuDmd0LPEhYa/eRIvvJTewS/YCcfWg7xt0vNbMDC+NAX3f/mpl9n/BBvJj1ckOXzOx7ReIvu/v5ZhZ7HmYQrn/rV+z6t8z/gH8Ba+VGjpQZyxlK+jXN+R3weeCLwGIdEu4+zsxGEmbWXblI7i3ufntku/m+A+xjZre5++4F+zjZzL7m7pdFXo+RAJYtde3uhR0T3wP+nescSbz3om0AViFco2ikJxN6ndDhNTMSf48wK/GbkddlJuF1m1Mktz8wG/gDcGqxjZfxXJG1X6QeSi2BJ92YDoJFakr1VopSrW0+3bJDgnDG9JeED1PLRO7zoruPMbPdgNNY8mzzrsDjhDPgU4rkvwL8092fMLNJkX3MovTkJ7sDC1j0we/uXMDdz4Dk6AcInRabEUZpjC4Sv7HMs8Mrm9nFQLFrw/bILonY0syGRz7gWuT/OVua2b+A6WZ2fpFt5CbpKbpmdKYP4Sy7Zd/PLDOW83vCc5z7HnMmcL27HxCJ30t4fxUrclua2UfXMkY6RiCc7V8DiL02G2RDzvoBfy6InRzJybkQuJjir0O5bRhXakifma0OTCB03m0UudvSwFeIvy7PETqK1i+SeythZMTNwDmJpkSfKzN7GnikjM4ZkU7rhmehREQaQvVWpHV01w6JwcC+hEsAfhq5zx5mNjO7zymFQXdf28Lay1/Obrq74C6bAguySzLuKrYDD7Pa9gT2N7MLIpOfXEz40LbEpDx5ox+2MLNHIx+mjiF0jsTml7jZzHbP2nNbsTuY2afc/bRIPu4+MhZbfDM2A7gCKNZ58jhhFmAjdNIUGlLGPn4BHAZ0EM6a53usjPz98/6/Nku+ppjZie5ebIRHfvxC4I7IXUYSOkdyHUxLdIyY2TaEjqKi81iY2TbZmf/l3P3dInfZFZjh7jdkl5b8tiC+M9C7M20AXjSzXoRrM58tvP4uM4bQgXSTu59XZB8nE0ZaXFvsUp8svmEWv67I9k8DXgZ6AnsRLslZ4nGUeK5+T3mdMyIiIiIiUmPdskPC3Y/KOhN+RPgg8p0i99m14D73F9lUbg3kJdZedvcjC/IfKrxP3jwTs4BLI2290OJL8ZQa/ZD/WL9sZue5e+FjPRy4LzTHzox0PIwws4/aX3hW38xuI1zqcCXQEekYWZnwQXlvdy88ow8w390vybY3qkh8L8Lw/NyH6GLzI/yA0IHUgzCE/wd5sfMJoxZeJdI54+4fjSwws9jMuCNzl0JkOYXtKBX/VxkjUrYrkrdYHHgo8gEbQofboOz//YrEa9GGzbLvfyEsM1XMWOBXhA63S9z96wXxvu5+dOJSn1LxSwm/f68k2lrquSrZOSMiIiIiIl2jW3ZIZFYifFh7s5r7WHlrIOfyl+iwyJQzz0RqUp5Sox/y29G32OMA3nf3f2X7Wi+SP5L0Wf2XgB8SOht+HNlGbg6IomsgAyua2abZPlYokn8LpZdveivXYWNmiz3WMka0kO0/Z6XIPp4kzA8RUyp+j4Uei7OB5yJDCkvN61Eqvh/h0pc1gbVYsvPm14n2lbuPTbKvEwmjgYp51N07gL9mX4VKXeqTjLv7LWa2ORB735bzOMrpnBFpCdkksIcACwkjxY5J1EsREamCaq1IbXXLDolyOhNK3cfdv9rZfVDePBPRSXnKGP1QTjtWMLP+hFEFK0baUOpD23TSnQ0Qhu5vQXwOiFwcYIklNbPLW2IjRXJ2sUXDE3YGLiqIR0e0ZPLP9BddFYWwssarkVg58R0JnTvjCZcjFFNqXo9S8b8Bs9y98FINADyy7GmF+3gGmObuM83sT5H9LNHpU+BYjyyfWmYcd3+M9OU4pR5HOZ0zIk3PzLYHPgNs6e5zzWwYYfRPZ7cbXY65VuqxDxGRWlCtFam9btkhUaozodz71CC/nHkmSk3Kkxr9UE47liOshDAG+HnkPqXO6pfqbCj5OErFS4wUyelHGM2xxHwA5XQQlTkB0snZB/DY5Sml4msCqxOWFV09so/Xzeyj5Sl9ydU+SsVXBjw34iPSQVRK/j7M3QtHfSwPLJc3qiQ210TKbhTpfKogXo7k49AfZmkjKwKT3X0ugLtPzgXM7JOE+r4U8DChs2+umU0EtnL3yWa2FfBzdx9pZqcT/rasAUzO5nO5hDDiiiz/PjP7EmGUVG/CfEbfKKyvZnYasA+hPt9HOJPoZnZX9vMngJuyn88HBgKTgcPd/a1sHpyvZft4CTjM3WfV6DkTEamUaq1IjfVodAO6M3c/EhhHmGfi85XmZx+yBxA+ZMcm5yzVhqMIH+I7gNgKAzsC2xPO6q9WZBtX5X0lV17ohNuARwkjRTaP3OcWwuSY57j7Zwva+FV3/2titEq5XgI+BUyNzJVRKr4JsAGhQ2KHyD5WIFyGM5XiS4eWij/Nok6izSP7KOV9woicFYFil+HUYh8HmNn5ua8q4uUo9ThE2sVtwKpm9oKZXWxmOwOYWV9Ch/MX3H0TwoHysWVsbwSwn7sfQrjsa5y7bwZsCTxtZhsAXwA+4e6bE4YuH1pkOxe5+9buvjHhQPkzebGh7r5ztv1fAQe6+whCh+5Z2X3+muVvRuigPKrM50NEpCuo1orUWLccIdFkSs0zEdXZURwFbYiOsqC8s/pdqpzRC2Ve1tFZpS5PKRW/kdJzYfRy93EA2RwJFcXLHOlRyvaEDo9l3X3LLtrHP9z9PDPbh+IjLErFy5F8HCLtwt1nmNkIQgfyLsCfzOx7hI7cV9z9heyuVwHHAaNLbPImd5+d/X9Xsvl3sk7dqWZ2GOFA+uHsSrl+QLHJY3cxs1MIy1svQ+jMzC2JnLvcaz1gY+D2bFs9WbTE9MZm9n+E5X8HEpb7FRFpCNVakdpTh0QDlTnPRDO0YRPCaiCnEzokqj1b3aXKvKyjs8qdC6NovMxOk2HZvB4Aw6qI18JMwuib/qXu2AkdZrY+sBXwSWBUhfFy1ONxiDSFrIbfBdxlZk8CXyE9x8oCFo2U7FsQm1lidwZc5e7fj94hnDG8mDBU+fVseHL+fnL7MOBpd9++yGbGAPu7++NmdjhhRJ+ISMOo1orUli7ZaKAaXkbQ1W24kbDs6XXufkCdmlaNci7r6JRSl6eUimedJieR7jT5NfD97OviKuKd5u6/IiyTOsHMumoVioGEswGXE5ZjrTReUp0eh0jDmdl6FpaSztmc8HvzHLCGma2T3X4Y4VJBgImEM28An0ts/t9kQ4/NrKeZDc5uO9DMlstuX8bMCkfQ5Q6IJ5vZQODAyPafB4Znk8VhZr3MbKMsNgh4y8x6UXyYsohI3ajWitSeRkhISXW6FKLTanQZQVeLrpqS4+5vE+YVKapUvFayTqq/ZF9d4Rlglaw3/6Uq4mWpw+MQaQYDgV+Z2VDC2biXgK+5+xwzOwK4wcxyE61dkuWcAVxhZj8gTJQWcxJwmZkdRbh++Vh3v9/MfgjcZmY9gPmE4ckfdR66+xQz+y1hOeSJ2b6X4O7zzOxA4EIzG0I4NhlNGHL8o6xtr2bbGVTRsyIiUluqtSI1Zu7e6DZIk8u7FOJPwMwi8yKIiIiIiIiIVEQjJKQcJc/qi4iIiIiIiFRCIyREREREREREpO40qaWIiIiIiIiI1J06JERERERERESk7tQhIU3HzE41s6fN7Akze8zMtm10m0RERERERKS2NKmlNJVsbeTPAFu6+1wzGwb0rsF2l3L3BZ1uYIP3ISIiIiIi0i40QkKazYrAZHefC+Duk939TQAz+6SZPWpmT5rZlWbWJ7t9YtZxgZltZWZ3Zf8/3cwuM7PbgKvNbHkzu9HMHs++Pp7d70tm9lA2GuNSM+tZ2CgzO83MHjazp7JtWnb7XWZ2tpmNA04ysxFmNs7MJpjZrWa2Yna/o7P8x83sL2bWv6ufSBERERERkWamDglpNrcBq5rZC2Z2sZntDGBmfYExwBfcfRPC6J5jy9jeCGA/dz8EuBAY5+6bAVsCT5vZBsAXgE+4++bAQuDQItu5yN23dveNgX6EURw5Q91952z7vwIOdPcRwJXAWdl9/prlbwY8CxxV5vMhIiIiIiLSlnTJhjQVd59hZiOAHYFdgD+Z2feAR4FX3P2F7K5XAccBo0ts8iZ3n539f1fgy9l+FgJTzewwQqfFw9mgh37Au0W2s4uZnQL0B5YBngZuzmJ/yr6vB2wM3J5tqyfwVhbb2Mz+DxgKDARuLdFuERERERGRtqYOCWk6WWfBXcBdZvYk8BXgsUTKAhaN9ulbEJtZYncGXOXu34/eIYzOuBjYyt1fN7PTC/aT24cBT7v79kU2MwbY390fN7PDgZEl2iUiIiIiItLWdMmGNBUzW8/M1s27aXPgVeA5YA0zWye7/TBgXPb/iYRRDgCfS2z+32SXeZhZTzMbnN12oJktl92+jJmtXpCX63yYbGYDgQMj238eGJ5NzImZ9TKzjbLYIOAtM+tF8UtCREREREREuhV1SEizGQhcZWbPmNkTwIbA6e4+BzgCuCEbNdEBXJLlnAFcYGb/JcwBEXMS4dKLJ4EJwEbu/gzwQ+C2bH+3EybW/Ii7TwF+CzwJjAUeLrZxd59H6Kz4mZk9ThjV8fEs/CPgwWz7z5X1TIiIyP+3awcnAMAwDMTo/kOnW1yglSbw+zAA8LAzM9sbAAAAgM94SAAAAAA5QQIAAADICRIAAABATpAAAAAAcoIEAAAAkBMkAAAAgJwgAQAAAOQECQAAACB3AVQ80CVoF5IvAAAAAElFTkSuQmCC\n",
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\n",
       "text/plain": [
        "<Figure size 1080x317.846 with 5 Axes>"
       ]
@@ -669,87 +662,87 @@
      "text": [
       "Prepared simulation in 0.00 seconds.\n",
       "\n",
-      "Sep 14 13:54:02 SimulationManager::set_status [Info]: \n",
+      "Sep 14 13:58:41 SimulationManager::set_status [Info]: \n",
       "    Temporal resolution changed from 0.1 to 0.1 ms.\n",
       "Rank 0: created area V1 with 0 local nodes\n",
-      "Memory after V1 : 1517.80 MB\n",
+      "Memory after V1 : 1519.18 MB\n",
       "Rank 0: created area V2 with 0 local nodes\n",
-      "Memory after V2 : 1544.47 MB\n",
+      "Memory after V2 : 1545.85 MB\n",
       "Rank 0: created area VP with 0 local nodes\n",
-      "Memory after VP : 1573.64 MB\n",
+      "Memory after VP : 1575.02 MB\n",
       "Rank 0: created area V3 with 0 local nodes\n",
-      "Memory after V3 : 1601.89 MB\n",
+      "Memory after V3 : 1603.27 MB\n",
       "Rank 0: created area V3A with 0 local nodes\n",
-      "Memory after V3A : 1621.86 MB\n",
+      "Memory after V3A : 1623.24 MB\n",
       "Rank 0: created area MT with 0 local nodes\n",
-      "Memory after MT : 1647.36 MB\n",
+      "Memory after MT : 1648.74 MB\n",
       "Rank 0: created area V4t with 0 local nodes\n",
-      "Memory after V4t : 1672.32 MB\n",
+      "Memory after V4t : 1673.74 MB\n",
       "Rank 0: created area V4 with 0 local nodes\n",
-      "Memory after V4 : 1698.90 MB\n",
+      "Memory after V4 : 1700.80 MB\n",
       "Rank 0: created area VOT with 0 local nodes\n",
-      "Memory after VOT : 1723.05 MB\n",
+      "Memory after VOT : 1726.02 MB\n",
       "Rank 0: created area MSTd with 0 local nodes\n",
-      "Memory after MSTd : 1744.51 MB\n",
+      "Memory after MSTd : 1746.89 MB\n",
       "Rank 0: created area PIP with 0 local nodes\n",
-      "Memory after PIP : 1765.85 MB\n",
+      "Memory after PIP : 1767.10 MB\n",
       "Rank 0: created area PO with 0 local nodes\n",
-      "Memory after PO : 1787.34 MB\n",
+      "Memory after PO : 1788.59 MB\n",
       "Rank 0: created area DP with 0 local nodes\n",
-      "Memory after DP : 1807.64 MB\n",
+      "Memory after DP : 1808.89 MB\n",
       "Rank 0: created area MIP with 0 local nodes\n",
-      "Memory after MIP : 1829.10 MB\n",
+      "Memory after MIP : 1830.38 MB\n",
       "Rank 0: created area MDP with 0 local nodes\n",
-      "Memory after MDP : 1850.63 MB\n",
+      "Memory after MDP : 1851.84 MB\n",
       "Rank 0: created area VIP with 0 local nodes\n",
-      "Memory after VIP : 1872.57 MB\n",
+      "Memory after VIP : 1873.81 MB\n",
       "Rank 0: created area LIP with 0 local nodes\n",
-      "Memory after LIP : 1896.54 MB\n",
+      "Memory after LIP : 1897.70 MB\n",
       "Rank 0: created area PITv with 0 local nodes\n",
-      "Memory after PITv : 1921.77 MB\n",
+      "Memory after PITv : 1923.02 MB\n",
       "Rank 0: created area PITd with 0 local nodes\n",
-      "Memory after PITd : 1946.95 MB\n",
+      "Memory after PITd : 1948.23 MB\n",
       "Rank 0: created area MSTl with 0 local nodes\n",
-      "Memory after MSTl : 1968.44 MB\n",
+      "Memory after MSTl : 1969.72 MB\n",
       "Rank 0: created area CITv with 0 local nodes\n",
-      "Memory after CITv : 1987.61 MB\n",
+      "Memory after CITv : 1988.78 MB\n",
       "Rank 0: created area CITd with 0 local nodes\n",
-      "Memory after CITd : 2006.94 MB\n",
+      "Memory after CITd : 2008.14 MB\n",
       "Rank 0: created area FEF with 0 local nodes\n",
-      "Memory after FEF : 2028.32 MB\n",
+      "Memory after FEF : 2029.64 MB\n",
       "Rank 0: created area TF with 0 local nodes\n",
-      "Memory after TF : 2043.95 MB\n",
+      "Memory after TF : 2045.27 MB\n",
       "Rank 0: created area AITv with 0 local nodes\n",
-      "Memory after AITv : 2066.66 MB\n",
+      "Memory after AITv : 2067.85 MB\n",
       "Rank 0: created area FST with 0 local nodes\n",
-      "Memory after FST : 2083.37 MB\n",
+      "Memory after FST : 2084.57 MB\n",
       "Rank 0: created area 7a with 0 local nodes\n",
-      "Memory after 7a : 2104.61 MB\n",
+      "Memory after 7a : 2105.74 MB\n",
       "Rank 0: created area STPp with 0 local nodes\n",
-      "Memory after STPp : 2123.33 MB\n",
+      "Memory after STPp : 2124.45 MB\n",
       "Rank 0: created area STPa with 0 local nodes\n",
-      "Memory after STPa : 2142.45 MB\n",
+      "Memory after STPa : 2143.62 MB\n",
       "Rank 0: created area 46 with 0 local nodes\n",
-      "Memory after 46 : 2157.78 MB\n",
+      "Memory after 46 : 2158.95 MB\n",
       "Rank 0: created area AITd with 0 local nodes\n",
-      "Memory after AITd : 2180.36 MB\n",
+      "Memory after AITd : 2181.62 MB\n",
       "Rank 0: created area TH with 0 local nodes\n",
-      "Memory after TH : 2193.06 MB\n",
-      "Created areas and internal connections in 2.22 seconds.\n",
-      "Created cortico-cortical connections in 22.42 seconds.\n",
+      "Memory after TH : 2194.31 MB\n",
+      "Created areas and internal connections in 2.26 seconds.\n",
+      "Created cortico-cortical connections in 22.70 seconds.\n",
       "\n",
-      "Sep 14 13:54:27 NodeManager::prepare_nodes [Info]: \n",
+      "Sep 14 13:59:06 NodeManager::prepare_nodes [Info]: \n",
       "    Preparing 20780 nodes for simulation.\n",
+      "Simulated network in 79.73 seconds.\n",
       "\n",
-      "Sep 14 13:54:27 SimulationManager::start_updating_ [Info]: \n",
+      "Sep 14 13:59:06 SimulationManager::start_updating_ [Info]: \n",
       "    Number of local nodes: 20780\n",
       "    Simulation time (ms): 2000\n",
       "    Number of OpenMP threads: 1\n",
       "    Number of MPI processes: 1\n",
       "\n",
-      "Sep 14 13:55:51 SimulationManager::run [Info]: \n",
-      "    Simulation finished.\n",
-      "Simulated network in 83.58 seconds.\n"
+      "Sep 14 14:00:26 SimulationManager::run [Info]: \n",
+      "    Simulation finished.\n"
      ]
     }
    ],
diff --git a/multiarea_model/data_multiarea/viscortex_processed_data.json b/multiarea_model/data_multiarea/viscortex_processed_data.json
index 2e4d912..f515b4b 100644
--- a/multiarea_model/data_multiarea/viscortex_processed_data.json
+++ b/multiarea_model/data_multiarea/viscortex_processed_data.json
@@ -1 +1 @@
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\ No newline at end of file
-- 
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