diff --git a/figures/MAM2EBRAINS/.ipynb_checkpoints/MAM2EBRAINS_LOAD_DATA-checkpoint.py b/figures/MAM2EBRAINS/.ipynb_checkpoints/MAM2EBRAINS_LOAD_DATA-checkpoint.py
index 1f53c07520b458701e4f5a56889114e36c54632e..d0aa53fa84fed0c79ef6d0f73b367582a3e7b863 100644
--- a/figures/MAM2EBRAINS/.ipynb_checkpoints/MAM2EBRAINS_LOAD_DATA-checkpoint.py
+++ b/figures/MAM2EBRAINS/.ipynb_checkpoints/MAM2EBRAINS_LOAD_DATA-checkpoint.py
@@ -185,7 +185,7 @@ def load_data(M):
         - 'alpha_time_window' : time constant of the alpha function
         - 'rect_time_window' : width of the moving rectangular function
     """
-    A.create_synaptic_input(self, **keywords)
+    A.create_synaptic_input()
     print("Computing synaptic input done")
     
     A.save()
diff --git a/figures/MAM2EBRAINS/MAM2EBRAINS_LOAD_DATA.py b/figures/MAM2EBRAINS/MAM2EBRAINS_LOAD_DATA.py
index 1f53c07520b458701e4f5a56889114e36c54632e..d0aa53fa84fed0c79ef6d0f73b367582a3e7b863 100644
--- a/figures/MAM2EBRAINS/MAM2EBRAINS_LOAD_DATA.py
+++ b/figures/MAM2EBRAINS/MAM2EBRAINS_LOAD_DATA.py
@@ -185,7 +185,7 @@ def load_data(M):
         - 'alpha_time_window' : time constant of the alpha function
         - 'rect_time_window' : width of the moving rectangular function
     """
-    A.create_synaptic_input(self, **keywords)
+    A.create_synaptic_input()
     print("Computing synaptic input done")
     
     A.save()
diff --git a/multi-area-model.ipynb b/multi-area-model.ipynb
index 300306c0746413339b8f8e74e4b270704f13393c..72cbfae7bf309d7389a7b99db266167d387bb8d5 100644
--- a/multi-area-model.ipynb
+++ b/multi-area-model.ipynb
@@ -354,7 +354,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 3319\n"
+      "RAND_DATA_LABEL 1274\n"
      ]
     },
     {
@@ -501,72 +501,72 @@
      "text": [
       "Prepared simulation in 0.00 seconds.\n",
       "Rank 0: created area V1 with 0 local nodes\n",
-      "Memory after V1 : 1911.67 MB\n",
+      "Memory after V1 : 1911.46 MB\n",
       "Rank 0: created area V2 with 0 local nodes\n",
-      "Memory after V2 : 1938.38 MB\n",
+      "Memory after V2 : 1938.05 MB\n",
       "Rank 0: created area VP with 0 local nodes\n",
-      "Memory after VP : 1967.54 MB\n",
+      "Memory after VP : 1967.25 MB\n",
       "Rank 0: created area V3 with 0 local nodes\n",
-      "Memory after V3 : 1995.83 MB\n",
+      "Memory after V3 : 1995.62 MB\n",
       "Rank 0: created area V3A with 0 local nodes\n",
-      "Memory after V3A : 2015.77 MB\n",
+      "Memory after V3A : 2015.52 MB\n",
       "Rank 0: created area MT with 0 local nodes\n",
-      "Memory after MT : 2041.32 MB\n",
+      "Memory after MT : 2041.07 MB\n",
       "Rank 0: created area V4t with 0 local nodes\n",
-      "Memory after V4t : 2066.27 MB\n",
+      "Memory after V4t : 2066.01 MB\n",
       "Rank 0: created area V4 with 0 local nodes\n",
-      "Memory after V4 : 2093.33 MB\n",
+      "Memory after V4 : 2092.96 MB\n",
       "Rank 0: created area VOT with 0 local nodes\n",
-      "Memory after VOT : 2118.48 MB\n",
+      "Memory after VOT : 2118.31 MB\n",
       "Rank 0: created area MSTd with 0 local nodes\n",
-      "Memory after MSTd : 2140.07 MB\n",
+      "Memory after MSTd : 2139.82 MB\n",
       "Rank 0: created area PIP with 0 local nodes\n",
-      "Memory after PIP : 2161.38 MB\n",
+      "Memory after PIP : 2161.17 MB\n",
       "Rank 0: created area PO with 0 local nodes\n",
-      "Memory after PO : 2182.85 MB\n",
+      "Memory after PO : 2182.64 MB\n",
       "Rank 0: created area DP with 0 local nodes\n",
-      "Memory after DP : 2203.16 MB\n",
+      "Memory after DP : 2202.91 MB\n",
       "Rank 0: created area MIP with 0 local nodes\n",
-      "Memory after MIP : 2224.62 MB\n",
+      "Memory after MIP : 2224.41 MB\n",
       "Rank 0: created area MDP with 0 local nodes\n",
-      "Memory after MDP : 2246.05 MB\n",
+      "Memory after MDP : 2245.91 MB\n",
       "Rank 0: created area VIP with 0 local nodes\n",
-      "Memory after VIP : 2268.00 MB\n",
+      "Memory after VIP : 2267.73 MB\n",
       "Rank 0: created area LIP with 0 local nodes\n",
-      "Memory after LIP : 2292.05 MB\n",
+      "Memory after LIP : 2291.76 MB\n",
       "Rank 0: created area PITv with 0 local nodes\n",
-      "Memory after PITv : 2317.36 MB\n",
+      "Memory after PITv : 2317.09 MB\n",
       "Rank 0: created area PITd with 0 local nodes\n",
-      "Memory after PITd : 2342.56 MB\n",
+      "Memory after PITd : 2342.27 MB\n",
       "Rank 0: created area MSTl with 0 local nodes\n",
-      "Memory after MSTl : 2364.06 MB\n",
+      "Memory after MSTl : 2363.73 MB\n",
       "Rank 0: created area CITv with 0 local nodes\n",
-      "Memory after CITv : 2383.13 MB\n",
+      "Memory after CITv : 2382.91 MB\n",
       "Rank 0: created area CITd with 0 local nodes\n",
-      "Memory after CITd : 2402.54 MB\n",
+      "Memory after CITd : 2402.21 MB\n",
       "Rank 0: created area FEF with 0 local nodes\n",
-      "Memory after FEF : 2424.05 MB\n",
+      "Memory after FEF : 2423.71 MB\n",
       "Rank 0: created area TF with 0 local nodes\n",
-      "Memory after TF : 2439.61 MB\n",
+      "Memory after TF : 2439.40 MB\n",
       "Rank 0: created area AITv with 0 local nodes\n",
-      "Memory after AITv : 2462.32 MB\n",
+      "Memory after AITv : 2462.00 MB\n",
       "Rank 0: created area FST with 0 local nodes\n",
-      "Memory after FST : 2479.05 MB\n",
+      "Memory after FST : 2478.69 MB\n",
       "Rank 0: created area 7a with 0 local nodes\n",
-      "Memory after 7a : 2500.23 MB\n",
+      "Memory after 7a : 2500.02 MB\n",
       "Rank 0: created area STPp with 0 local nodes\n",
-      "Memory after STPp : 2518.98 MB\n",
+      "Memory after STPp : 2518.73 MB\n",
       "Rank 0: created area STPa with 0 local nodes\n",
-      "Memory after STPa : 2538.06 MB\n",
+      "Memory after STPa : 2537.84 MB\n",
       "Rank 0: created area 46 with 0 local nodes\n",
-      "Memory after 46 : 2553.42 MB\n",
+      "Memory after 46 : 2553.17 MB\n",
       "Rank 0: created area AITd with 0 local nodes\n",
-      "Memory after AITd : 2576.14 MB\n",
+      "Memory after AITd : 2575.84 MB\n",
       "Rank 0: created area TH with 0 local nodes\n",
-      "Memory after TH : 2588.73 MB\n",
-      "Created areas and internal connections in 2.32 seconds.\n",
-      "Created cortico-cortical connections in 23.29 seconds.\n",
-      "Simulated network in 74.69 seconds.\n"
+      "Memory after TH : 2588.55 MB\n",
+      "Created areas and internal connections in 2.31 seconds.\n",
+      "Created cortico-cortical connections in 23.21 seconds.\n",
+      "Simulated network in 72.67 seconds.\n"
      ]
     }
    ],
@@ -614,10 +614,19 @@
       "Computing population LvR done\n",
       "Loading data from file\n",
       "Loading data from file\n",
-      "Computing rate time series done\n",
-      "pop_LvR\n",
-      "pop_rates\n",
-      "synchrony\n"
+      "Computing rate time series done\n"
+     ]
+    },
+    {
+     "ename": "NameError",
+     "evalue": "name 'self' is not defined",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
+      "Input \u001b[0;32mIn [12]\u001b[0m, in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      2\u001b[0m label \u001b[38;5;241m=\u001b[39m M\u001b[38;5;241m.\u001b[39msimulation\u001b[38;5;241m.\u001b[39mlabel\n\u001b[1;32m      4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mMAM2EBRAINS_LOAD_DATA\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m load_data\n\u001b[0;32m----> 5\u001b[0m A, tsteps, firing_rate \u001b[38;5;241m=\u001b[39m \u001b[43mload_data\u001b[49m\u001b[43m(\u001b[49m\u001b[43mM\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/MAM2EBRAINS_LOAD_DATA.py:188\u001b[0m, in \u001b[0;36mload_data\u001b[0;34m(M)\u001b[0m\n\u001b[1;32m    154\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mComputing rate time series done\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m    157\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m    158\u001b[0m \u001b[38;5;124;03mCalculate synaptic input of populations and areas using the spike data.\u001b[39;00m\n\u001b[1;32m    159\u001b[0m \u001b[38;5;124;03mUses function ah.pop_synaptic_input.\u001b[39;00m\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m    186\u001b[0m \u001b[38;5;124;03m    - 'rect_time_window' : width of the moving rectangular function\u001b[39;00m\n\u001b[1;32m    187\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[0;32m--> 188\u001b[0m A\u001b[38;5;241m.\u001b[39mcreate_synaptic_input(\u001b[38;5;28;43mself\u001b[39;49m, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkeywords)\n\u001b[1;32m    189\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mComputing synaptic input done\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m    191\u001b[0m A\u001b[38;5;241m.\u001b[39msave()\n",
+      "\u001b[0;31mNameError\u001b[0m: name 'self' is not defined"
      ]
     }
    ],
@@ -659,23 +668,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": null,
    "id": "bea30fc8",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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5nZGRUXKckZFBUVERmZmZfPLJJxx99NGl7hs2bBiNGzdm9uzZFBcXk52d7RpnZmYmRUWp2QpcxywURVGSxNlnn82zzz5bMu4wc6a12+6OHTto0qQJGRkZvPXWWxw8eDCVYrqiykJRFCVJPPDAAxQWFtK1a1c6d+7MAw88AMBNN93EyJEjOeGEE1iyZAnVq1dPsaRl8XXzo0RR98j2ZptufqQoShgWLlxIhw4dUi1GynB7/nKz+ZGiKIpSMVBloSiKokRElYWiKBWG8mBW94NkPLcqC0VRKgTZ2dnk5+cfdgojsJ+F093WD3SehaIoFYLmzZuTl5fH5s2bUy1K0gnslOcnqiwURakQZGVl+bpT3OGOmqEURVGUiKiyUBRFUSKiykJRFEWJiCoLRVEUJSKqLBRFUZSIqLJQFEVRIqLKQlEURYmIKgtFURQlIqosFEVRlIioslAURVEiospCURRFiYgqC0VRFCUiqiwURVGUiKiyUBRFUSKiykJRFEWJiCoLRVEUJSK+KwsRyRSRmSIy2j6uJyLfishS+39dv2VQFEVR4iMZPYvbgIWO46HAeGNMW2C8fawoiqKkMb4qCxFpDgwCXnGcPh8Yaf8eCVzgpwyKoihK/Pjds3gauBsodpxrbIxZD2D/b+R2o4hcLyLTRGRaYWGRz2IqiqIo4fBNWYjIOcAmY8z0WO43xrxsjOlhjOmRlVUpwdIpiqIo0eBnLdwbOE9EBgLZQC0ReRvYKCJNjDHrRaQJsMlHGRRFUZQE4FvPwhhzrzGmuTEmB7gU+N4Y80dgFHClHexK4Au/ZFAURVESQyrmWYwAzhSRpcCZ9rGiKIqSxiRlMMAYMwGYYP/OB/omI11FURQlMegMbkVRFCUiqiwURVGUiKiyUBRFUSKiykJRFEWJiCoLRVEUJSKqLBRFUZSIqLJQFEVRIqLKQlEURYlI2El5IpINnAOcAjQF9gHzgDHGmPn+i6coiqKkAyGVhYgMA87Fmnn9K9aCf9lAO2CErUjuMMbM8VtIY/xOQVEURQlHuJ7Fb8aYYSGuPSkijYCWiRdJURRFSTdCKgtjzJjgcyKSAdQwxuw0xmxClxdXFEU5LIg4wC0i74pILRGpDiwAFovIXf6LpiiKoqQLXryhOhpjdmLtlf0VlunpT34KpSiKoqQXXpRFlohkYSmLL4wxhYAOOSuKohxGeFEWLwG5QHVgkogcCez0UyhFURQlvRATpV+qiAiQaYwp8kekstRp2d5sX70oWckpiqJUCERkujGmRyLiinqnPGNpl6QpCkVRFCX16HIfiqIoSkRCKgsRaZJMQZRD7DtwkNlrtqdaDEVRlBLC9SxeE5EpIjJCRPqISNQmKyU27vp4Nuc//xObd+1PtSiKoihAGGVhjBkA9MFaG+pCYIqIfCoi14uILvPhI3PydgCw94AODSmKkh6E7S0YYwqAsfYfItIKGAA8JyJHGGN6+S+ioiiKkmqiMi0ZY1YCLwAviEhlf0RSEsneA0VUzcrE8nhWFEWJjZi9oYwxBxIpiHIIk6AJ8iu37KHjP8bx4bQ1CYlPUZTDF3WdTWOE+HoDSzfuAuDbBbo4sKIo8RGVshCRuiLS1S9hFL/QpbwURYkPL0uUT7CXKK8HzAZeF5En/RdNiRcdp1AUJVF46VnUtpcovwh43RhzHNDPX7GURKLb0iqKEi9elEUlezb374HRPsujJJBAv0J1haIo8eJFWTwEjAOWG2N+E5GjgKX+iqUkArVCKYqSKCLOszDGfAR85DheAVzsp1BKYol2GXpFUZRgvAxwtxOR8SIyzz7uKiJ/9180JV60Z5F8fsvdygsTlqVaDEVJOF7MUP8D7gUKAYwxc4BL/RTqcCfRHQHtVySP3/33Fx4duzjVYihKwvGiLKoZY6YGnYu4wp2IZIvIVBGZLSLzReRB+3w9EflWRJba/+vGIni68cZPK1mzdW9C44y3ZxDvpD4lfRgzZz3TV21LtRjKYYwXZbFFRFpjN1BF5BJgvYf79gNnGGOOAY4F+ovICcBQYLwxpi0w3j4u1+zYW8iwLxcw+JVfUy2KUkG5+d0ZXPziz6kWQzmM8aIsbgZeAtqLyFrgr8ANkW4yFrvtwyz7zwDnAyPt8yOBC6ITOf04aNuNdhUUplgSJZh12/fx7YKNSU936x5dOk2pWHhRFnWNMf2AhkB7Y8zJgKclP0QkU0RmAZuAb40xvwKNjTHrAez/jULce72ITBORaUVF6b2vQ7p7G6W5eL5y3nM/cd2b05Ke7p/fSn6aiuInnga4RaSLMWaPMWaXiFwKePKGMsYcNMYcCzQHeolIZ6+CGWNeNsb0MMb0qFSpfGzSl3bLa9ji5O/Zz6zDdJvWLbtTs9vguu0FKUlXSX+27jnAzNXlb/zJi7K4BBgpIh1E5Doss9RZ0SRijNmOteNef2BjYH9v+3+5XxI1XRvuAdU1b+1OLnj+p5TKoiiKxSX//ZkLXyh/408RlYU9Ce9S4BMsxXGWMWZHpPtEpKGI1LF/V8VaT2oRMAq40g52JfBFTJL7RHGxYdGGnVHdEzDzpFm/okKwZutedtpjQSs276ag8KAv6eRu2ZPQbWzTrZOppA8rNu/xLe4lG3dRdLDYl7hDKgsRmSsic0RkDvAxUA/IAX61z0WiCfCDHfY3rDGL0cAI4EwRWQqcaR+nDa9OXkn/p3+MyU0x3SqItDOLxcApj/7AoGd+pKDwIGc8MZHb3p/pSzp9Hp+QkrENRUkUuVv2cNZTk3h0nD/zfMINBpwTT8T25L1uLufzgb7xxB1MQeFBDhYbqleJf2xjzlqr05S3bS/HHeltCkikne2Kiw1rt++jYc0qZGdlRo4vTHS7CgrJyszwFE9FYc3WfRywW0s/L8v3LZ2fEhh3BdDTSjkjMD7n13yccGaobcaYVcCuEH9pw4n/Gk+nf45LtRiEMkQ9+/0yTnn0B3o+8l3cKXQZ9g3nPTc5DmmUYNZt35fwOHVCpFLRCNcUfxerdzEdawzXWfoNcJSPckXFtr0pnt8QYYT7u4WWn/+ugsTYxJds3B05kOKZ9TvUc0lRIhGyZ2GMOcf+38oYc5T9P/CXNooinfBieli2aRc5Q8fwnWOi2PLNu8kZOoZv5m9IujyHOw+PXhBxZvRDXy4gZ+gYXvlxhed40z3vJy7ZTM7QMSxcH50zR3kkf/d+coaO4a0pq3yJ/61fcskZOqbCT8T0tAe3iFwkIk+KyBMicoHPMpU7Ah0LL/XDjNXbARjrUAyz7TkQX89LrLJQIvPK5JURw7z2kxXmVQ9hywuBhsm0w2C9qbxtlpnxo2lrfIn/AzvetdsSb85MJ7wsUf4C1vIec4F5wA0i8rzfgqWKWBqEJa6zIW52O+9lVnW03jnnP/8TN787I2K4ZZusnsy8tTs4/fEJ3Pvp3KjSiYeCwoPkDB3Dh7+tKZFjbp7lVND5n+N48tslSZMlFDe/OyPueSmr8vfy49LNnsNf/fpULnt5iufwfR77gfs+8/bedhYUkjN0DGPmeFnSLTI/LNpEztAx5AdNeHx7yipyho7xzXUzmHd+tdIrjJBePPOg/vbBLAb850fXazlDx/DypOVxxJ5Y/J7v5aVncRpwtjHmdWPM68BAoI+vUqWQWDI8kjdUrCzaEJ0fwew120tVCKEGWcfbYyijZq9j5ZY9vDd1dexCRkmgq/7Ud0sccqwFYPf+Ip4Zn/pNGMfMWe864z3ahsRbv3g3e/yweDO/rPDujZWbv5d3f/X23lZtsVZDfnFiYvbZCPSwFgSZsP799SIA9vo0FyaYkvT2e0svlobgZzPXhjXVDf9qUQyx+otfFlAvymIx0NJx3ALwMs+iwnD5/6Z4qlBDVc6RXp6zl3GgqJi1PnjngNUS2pFEZ4A/vvIr7/x6qMLcsKOAk0Z8X3Ic6HG98XMuQ974rcz9kezpxhjOe25ywlrM8fDN/A30f3pSqXPjF0W/OMHu/dE5QZzy6PdRL2C5csse3vGoaAK8MGFZmV7rw6MX8o8v5pUJ69daZJt2FnDiv8azfHN6OXgUFsX2wFNW5HP64xOimmj6x1d+5a1fcun/9KRS454AyzdZ+bLZpyVuvCiL+sBCEZkgIhOABUBDERklIqN8kSrN+Hl5fsJMNZEUx4YEeua4mb+crVe/F0CcvGwL9392qDL5YtZa13CFBw3fu1SsL0wo28V3SlxsYE7eDv7yXmTTm9/c/uHsMj3Bg8XR5++cKNfwWrN1X8k4WCiCe74jf86NTijg0bGLS5RyIL7FG3fxprP35POg/tfzNrB+R0FM8vvJpl3WNxutheGhLxewcsselm3yrvwmL9vCA1/MZ9GGXdz9Sek2e2BsbVV+YvfVCeBFWfwDGAD80/4bCPwf8IT9V6GIVN637TnAn9+aVqqFvmWXZVrZ49Iq/HL2OmbnHVodZcvush4TXj1nQtnzxy/cyBPfeJ+1GUiv8GBqV7UK1RP76/szKTxYHLcymxHDYm1TV24t+T1q9rpS18LNiA8l6w+LN/Hvsak1VQQq+XBzP35Zns+DX85n+94D3PDWdNbv2MeNb09n405/3Ir3HijixrenJ6Rx9Jf3Z7I6TAWZDqtC5wwdw50fzfYt/s9m5pVyqd97oIib3pme0DS8KItpwI/GmIlYmx7VBn42xky0zx1WvDJ5BePmb+StKbkl5/5j29l3uSiLv7xXenmK576P3SYfyp5/zchpPPt9WXt0JB00JQobeSII/mRD1b2fz1rHHIeCLXVPFOldFMNibb9/6ZeS37cGvbtYuPr133jRpYcUEh9a5y9Niuzye9n/pvD6T7m89lMuY+dv4OIXfubreRuiaoSU4KFuHj1nPV/P28DjscQfxKQlm3nAxRxWRpwU+zN/PD3Pt7j/9kFpRfTV3A18NTex3pVelMUkIFtEmmHtbHc18EZCpfCJHXsLuf2DWVz/5jSe/yExg3vuuH8d4QrHJzPyWLZpN098s7iUjTfa8py7xX1Rsg07Clx7Ik57b6QB9JcnLWfpRm+D7D8s3sToOesiB/TIu7+uZqbDvPLkN9azJLKN+KEHV8oljudft+PQWNLBYsOIrxeVeARFkmvjzgIeH7eYV35cwbnPhp6B/+mMtRQXG7oOG8dpj/1QsohiAGNMxAr8y9nrmLC4rFlv7tod/C9IcYybt6HE0cANY2BVvreF7wKTTt+Zuoqfl2/hkTELXO3xizfsimrOCliz7J/6bkmJTKFYuH5nKRfn8Qs3Ms7hkr46fy/PjF8adW/jzCcncvsHs0KaUgEeG7e4xCTlheBvvbjY8OjYRWze5T7mkLfNu3nJj96Ul8WUxBizV0SuAZ41xjxqb2iU9gz/aiGfzrRe7jcLNnLlSTnUSMD6UcGEei9u3U5n0H5PWh2zq07KiTntK14L3h7d4tb3Z7r60D82bjH3D+wQMV5jDMO/WsRT3y5l4f/1jxj+6tetAepzujaNGDZAOLPOJzNKK9o3XOzU0XwQOwsKqZWdVerc3R9H9tM466lDg9bO5CYu2cR/Jy5nzda9PD+4e8RB3dven8mUFYdMXNv2HKBu9cpA6bGNj6fncVmvFuwsKGJnQRFPjFvMg+cf2gZm7todrr1IJ4HebO6IQWWuPfLVwlLlbfKyLUxetqVMuMC7McCVIcqYE+eEtEfHHlJmdatX5qY+bUqFPefZH6M2gd7y7gy2e3DOCLi5XnNyK+v/yNLu51e/MZXlm/dw8XHNaVanquf0l27azdJNu/l05lrOP7aZa5gfl27hzo/m8OaQXp7jdTJlRT4vTFjOog27eO2qnmWu//mtxJqVosVLz0JE5ERgMDDGPlcuVrE7EMb/ese+Qt76JZclG3cxbv4G3vwlly9nrytjp3bipRu5ZuvesK0PNwJjHcUuNc6e/UW88dPKMhVjoFW8eqt7ayOch0VgsUQnX81dz8OjF7DN/ugDFdi+KN0gX5u8kuJi41qRJ2LS4e79RfR/epKrb/23CzayOEp341iYvmork5daJrz9RZYckQY39xWWlvf930L3apyPNvKXVcxzvK9Xfiw7MfCzGXkh17eak7e9zLlwvdcde0uPqRlTugzs2FdYZsHFHxZvYq5LmQIoclEKTkUxf90hj7f7P5vL2U9NYuWWPWW+Q7dBfGdjw8u2AgIU2O/Br3GM/VF8L4Fnf3XySuav21HyfQScPWav2c6dH80u6VGE+qY/dClLfjydl2b2bcC9wGfGmPkichTwgw+yJJX7PpsbtcvlnR/N5ooTjyxz3vliLnj+J/L3HAjZ+nDjI1sJjZu/gTvPOrrUtYfHLOC9qWs4sn71Uufv/ngOfY5u6F14B1+6KMSb3rE8ipZt3s0bV/cqNcM8Gh4avYDGtbJpVKtKybkdewupXS2rZKY6WJVQrBbkRRt28di4xdx9dum8CkxidGtRJ5KLX/zFcWS9/Uh1T3Dl9O+xixjUpQkt61crEza4Mj/HYbZya8x8PmsdM9dsZ+Jdp5e5dt5z0U0uHGl7N4VSKG4TAQO9ylhwukcH3HlPf3wCAOcdY/VSVwS5yrop5o07U7MjIsRfMX82cy2fzSzdwMzbtpfz7Ymhk5ZsZur9/Vzv3bizoIxXlF942fxokjHmPGPMv+3jFcaYW/0XLTRLN+5iwbrQLYkZq7exZute18po9/4ixs5bH7NvfqDFnb/nAD/Z3XdnRZAfx/owBYXFZXzIt+2xut5uLfxwrpl7D8Q2MSrQs3B6do2Nskewbvu+Uq0gtx7Thp0FcY03bttzIKqPNG/rPt+WbvaC24D9gvU7WLh+J1/NjX+eyCaXynJeiNa+FwJLZARXzNt8WP9obt4O1/k/Y+etp6DwYFgLQTiCx21m520vNYdpwbqdvDZ5ZdTPtHb7Pq4PsbrCryu3ctXrU0P2XOaGcNwIxllWN9ljGG6fe6hxjJ37Ej+fKtzmRy+LSJcQ16qLyBARGZxwiTxw5lOTGPiM+xR8sLxgTnnUvfNzx4ezuOHt2P3yA+/r9Z9yGfzKr6XOJYKrglppsVSoizfsisp3OxI3vD09Ks+pR75aWKqlHSp/kjmZbuAzP0ZcMDAeYikDN7w9gwH/+bGMx1xhUfSVo1tj4pwwA+npxLnPTea6t8pWvje8PYMRX4d2Ow5nStq+90CZb6lUmTRWmXho9AKuet19TCaUsu094nu+cUyICxZjwuLNIceVzvW4vcBt788qc26lizNL6V7uIR4es9BTOtEQrmfxAvCAiCwUkY9E5AUReU1EfgR+Bmpi7aCXMr6YtZb566JrPblleDzsLChkSRLs5NGYWONa/TIwsBmU3vYgW/biDbvKeOo4cS7HHqoXGO8idk4vnWi2RN2xtzApYxuxsiWNVi8tPGhKmXjyXeYJhcNZjgoKD4asgJeHaNzkuSzO5+VbOBBB4Trn4CzfvIcDRcXMydvOgaLiEnNpuPLtZIdLK36NPZa4dc+BhMw43+TTfJdoCDlmYYyZBfxeRGoAPbC2Sd0HLDTG+LNvX5S4ad9SSNlDr5VuqHDzgwp712HfeIswRgI9i2hmhz745fyEyxHcBT776Ul0alqLMbee4hreuTTEH1/9lbnDzkq4TP2ePOSpFM2ciPOen5z4Wa4J7F4mYn5Hogge31rs0ZXajbs+nuM6XgbxmW9jwVl37N5fxINfzuedX1dzWruGTFyyme/vOC2u+APFoe8TExKy306v4ePjjiNeIg5wG2N2AxP8FyXxuHliuLUCQrFu+z4a18oudc7rQFqidl/bHWaRtFCtvGgXIHQS0K/BObdu+z6KDhZTKfNQZ3R+mHGjYCK19OLF2Us5UFQccubxpp0FcSmKYNPHtFXbyN2yJ2a7eipYvz25rdQNOwqoX6MyM2OYUe/G3gMH2bbnQFjX62gHvANmpYlLrJWCp63aRvMoXGtD4efGbG5jgX6S+EkHKWTvgSKqVT70SG6eI5tCTHgJZsNOa9G7G/u0jkkW54J5TqJ9v5Pswut2n5826eD0Hh6zkLxt+xh2Xiff0oyGcNl4/PDvQn6k8bbQgl1et+8tpI/tvVNeiNXTLRb2HCjihH+N59KeLRIWp5v3UDBexwYCBE+Eu/vjObx77fFRy5ZMvMw7SSSeNj8qL+wvDN+6i7TuvZOAzXFckCdQtPMOgom1NZCsNkSgsba/qOxzBrxLnJ5OB4qKPS2YdzDBrSBndMVBbrh+tuam5abOoyoSew8URbWCaTIIeNWNnb/Bt9Vo05GK+KyeexYiUt0Yk9jR4QQT6f0c+9C3nuMK+HyvCBoQj8aM5cb+GM0xyRrgWrvNcnt98MsFZa4ZLHOUs9fU7u9f06tVvYjxOmdCJ4LgGd7J2oc9HRalC0XHf4xLtQhlCDQ+tu8tpHrl6A0Z0TTw0olkm4iSgZed8k4SkQXAQvv4GHv3vLQjnT/keFkTYqZ2otm0a7/r6rlgtZbc1qJyrtQaimR3mf2i4paw9GRf4cGwq+WmK0UxLE+f7nhR9U8BZwOjAIwxs0XkVF+lUsowMopd1+JlfZhloyveJxAdFblB4jexbOo1deVWz7352z+YFXX84bjcnkcVC1/OXhfS86u84mnMwhgTvPhIehlGlYQSbu7K4V5XVsAGY9oTav2zYD6NMOitxIeXnsUaETkJMCJSGbgV2ySVbtz18ZyE7jR3uHLPJ6F3Bfx0pn9r8pcHwi00qZTl7Snx7+/u56ZBine8KIsbgP8AzYA84BvgJj+FihW3rTmVxPLpDG29KcrhiBdlcbQxptQaUCLSG4huOUul3OPVHKAoSsXDy5jFsx7PKYqiKBWUkD0Le8Ojk4CGInK741ItysnmR4qiKEpiCGeGqgzUsMPUdJzfCVzip1CKoihKehFu1dmJwEQRecMYkzwnf0VRFCXt8DLAvVdEHgM6ASVLsBpjzvBNKkVRFCWt8DLA/Q6wCGgFPAjkArFvuhsnxTorSlEUJel4URb1jTGvAoXGmInGmCHACT7LFZIPpwVPJlcURVH8xouyCCzMsl5EBolIN6B5pJtEpIWI/GBvyzpfRG6zz9cTkW9FZKn9v240Av+03Pte0IqiKEpi8KIsHhaR2sAdwJ3AK8DfPNxXBNxhjOmA1RO5WUQ6AkOB8caYtsB4+9gzFW1xLkVRlPJA2AFuEckE2hpjRgM7gNO9RmyMWQ+st3/vEpGFWEuGnA/0sYONxNqy9Z5oBVcURVGSR9iehTHmIHBevImISA7QDfgVaGwrkoBCaRTinutFZJqITCssct9fQVEURUkOXlxnfxaR54APgJKdb4wxM7wkICI1gE+AvxpjdobbZN2JMeZl4GWA2i3bqwuUoihKCvGiLE6y/z/kOGeAiPMsRCQLS1G8Y4z51D69UUSaGGPWi0gTQJeKVRRFSXMiKgtjjOdxCididSFeBRYaY550XBoFXAmMsP9/EUv8iqIoSvKIfgd17/QG/gTMFZFZ9rn7sJTEhyJyDbAa+J2PMiiKoigJwDdlYYyZDCF3Wu/rV7qKoihK4vG0B7eiKIpyeBOxZyEiF7mc3gHMNcYkZXBaMHDQmkheCXWjVRRFSTZezFDXACcCP9jHfYApQDsRecgY85ZPspXQpmgZ/F8DAJZlRwisKIqiAKHHAWLBi7IoBjoYYzYCiEhj4EXgeGAS4LuyyM+oD2fcxWPjlvidlKIoSgXilYTF5EVZ5AQUhc0moJ0xZquIFIa6KZFszagHp97F81+NSUZyiqIoFYTkKosfRWQ08JF9fDEwSUSqA9sTJomiKIqStnhRFjdjKYjeWCawN4FPjDGGKBYWVBRFUcovXmZwG+Bj+09RFEU5DIk4z0JELrI3KtohIjtFZJeI7EyGcIqiKEp64MUM9ShwrjFmod/CKIqiKOmJlxncG1VRKIqiHN546VlME5EPgM+B/YGTjiXHFUVRlAqOF2VRC9gLnOU4ZwBVFoqiKIcJXryhrk6GIIqiKEr6ElJZiMjdxphHReRZrJ5EKYwxt/oqmaIoipI2hOtZBAa1pyVDEEVRFCV9CaksjDFfikgm0NkYc1cSZVIURVHSjLCus8aYg8BxSZJFURRFSVO8eEPNFJFRWAsJ7gmcVNdZRVGUwwcvyqIekA+c4TinrrOKoiiHEeo6qyhKKVrUq8qarftSLYaSZqjrbJrSoUktFq7X9RqV5POX09ty9ydzUi2GkmaEG+BeYP+fBkx3+VN85PWreqZahMOaIb1bpVqE1JHIjZuVpHNsizq+xBtOWfzB/l/HGDMy+M8XaZQSjqidnWoRDmtOal0/1SKkjEypWNqiRhUvQ7Plg7v7Hx0xzOW9WvqSdjhlcZyIHAkMEZG6IlLP+eeLNIpSAbj9zHa0bVSj1LmuzWunSBoYfmGXiGFG3dK75PcF3Zr5KU5Evrzl5ITGV7tqVkLjSyXHNK8TMUzj2tmcfnTDhKcdTln8FxgLtKesCapCz+qunOll5fbyQ4MaVcgdMSjVYhw23Nq3La0bllYWZ3c6Iuly5I4YRO6IQVx+fOSWZldHJZSZkdqeRZcUKtZUc2bHxmGve+n0CfDXfu0SI5CDkLWiMeYZY0wH4DVjzFHGmFaOv6MSLkk55ureOb7E+8Lg7p7DPnNZN244rbXrtTvPSnzBcePd645PSjqJ5t4B7cucS7Yl5sSjypq9LuvVkpFDekUVz0XdU9srSEesnaHTn4FdjqBSBEV93JF1PcXVsWkt+ie4gRKxCW2MuTGhKZYDij0Url6tDlni/nluJ1/kGNilieew5x3TlKEulR5A0zpVAbi0Z4sy15zPES8ntW6QsLgSTYcmtUJe+3MIJZtMTm1X1mzwr4u6cJrL+XC0qFstIfLcfmZyGhjJoHyoCnj8d8eUaaTUqVbahFalUmbEeEQgKzOD//4psYtvVCx7Sxw4u39eCtedZ0UeaDocGRSFgnNyUZLt5FeceGTY6/H2LG46/ZACqlGlEucd0zS+CJPMhVG+j2OiNB3dekabqMLHgx8di3+c0xGAI2odckS5d0B7Tm7TIGLZCseNp7WhXvXKJccjLoo83pQsVFnYnOv4mCN1W3NHDArbIl8+fCC5Iwbx2/39AGhQo3LIsImgXwd3O+fJbZLf0n9+cPeYxkcuP74l3VvWSbxAIbjixJyExvefS48tddy1eZ2SMYN5D55Ni3reWvx/Pi09LLxu8uaOGES1yu4t27rVvZXx2lWzyB0xiNsdja1EjKf1bd8o7jiiYcjJrcgdMYgp9/UtOffn01rz9rXH89D5nWOOt0vz2sx44MyS4/6dwze+euZ4M0slgvKhLHzqR4aqxONNLtjsGG3L5m9RDk4NPsF9ANPYTxKulTwkzHhLVmboG2NteYdqYbcJ8h4CuOS45rEl4sLRjYPjNwzq2oTWDasD0P6Impzl6F1KlJMNvHiphMMkqJB7jcWpmAO27Rv7tA5pMw/0HJxl+dKeLUpa1ql2tu0bosEE4fPWrdyVJ645uex8oPZHhDa5xkP5UBYJ4Na+bcu45LVtVJNzulqa29mbiKfbmjtiEGLXpLFWqLf1a+t6/ii7Ygvm9KPDt6rcKr7KmRnkjhgUtuVSNcu9Fdm8blWuOCG2rvbVvXO4p3/psZW/D+pAnWqlFXevVvX4V4gu+Emt69PSbvlOuLNPiZz/d0HoFl2dapXLtGCfv7w74+/oA8DYv57Ky1f0cL13ycMDIrZ+G9WqEva6G27jEW7v6niXXqxTnmb2mJRXPrnxRD69qTdnd7Iq2Au6WQr8nv7tWTZ8oOs9X9jfjrPiHXFxVx65MPZWtBvh8jnctXZlGgOlaVDDej9T7+9b6vwNp7Xm1r7u31s8fHXrKZ7DxuN91r9zk5LGacCi0bBm9GXRCxVeWQRaTb1b16dpHasV5DTbiEuNHmw/D5f5gdboH3qUHTwOEEr3tD+iZsh7YuX8Y53mtNLX3AZRAZqGmAAYuD14glo89nxnfne0B5175liV4cWOnsQFxzYLOTnM+VwisbXKG9ZI/KTHWHzbY5n8V6VS6M+2t4f4vDaGsrOsdKo7TE/FQfe2a2yV4XM9jsmEKzuX9Sr7DYUyezkZ0rtVSePBDbfnrWlP1OvavLYv5tomUUyqDfTus2J02b/qJKt34XfvruJMbXRh+fCBZIhVwAPae/nwgfyyPJ/vFm4MWXCvPCmHT2euBWDF8IGIHUfr+74qFS5wDWDExV3KtIQjvbzOzWqzaMMu/nVRF+79dG7kB3IU+rM7NWbc/I1lgjx6SVe+mLWu1FyRgIxu7pkAHZvWZt2OAu4d0J5/fb3oUHJ2ekMHtGfqyq08PGah6/0ALwa5+a4YPpBiY2hz/9ch7zmlbQO+/MvJJe/m8l4t+X2PFmSIkCGWYjmnaxNGz1kfMg4n0XwstatFmKjliMyLMhKE167q6akifvXKHlwzchoGeOfa4zEGXpy4PHTcDllWuLT8A9cn3NmHnAbuvU8nAREjybrgwf4YgvI16J4W9aqxfPhAMjOEKSvy+XBaXpl43hzSi/ZNatLrkfEh03J+S07mDTubg8aEnVX+wDkdEBEuOLYpn89aF/6hTOlvOlD2rjophzd+zgWsOsL5rc8ZdhYXPv8TyzfvcYvRlbrVK7N8+ECOHz6eLbv3hwwXkOXeAR3IiLKHESgLD5zTgb8Piv7+aPGtZyEir4nIJhGZ5zhXT0S+FZGl9n9fR2cyMwQRKdXNy8yQiLZ85/eQ4RJH8DUrLinzsqpVtnRxqAlZAfNChya1OLpxdL2MjBDCBz6qQV2blPQkAmYK5y2Duh4yP53S1mpZBa8pE/DZb1Qzu1SPoGGNKvTIKW0aaR1k+83IECq5tJQynD0BKd0FFxGyMjNK3luo5zylXYMS7zWvs3O9+qfHg1sZcKOVXaGf3KZ+mXsCj+vsBTp/Z2SUTSNQ6Xs1Z5RVEu73ZWRY5d6Z3jldy5otA+mGGudpWa8atbKt9zSgs/u34PyWgs9nZWaEzdeSshIiTPDjun3TToeV4HzMrpRJpYxDZTnwvUQiM0PKPG+3ICeOgCzRVPSBcaLAPdHeHyt+9izeAJ4D3nScGwqMN8aMEJGh9vE98SY08a4+1K6axXnP/cTqrXs93xeqcHuZZ+GFqpUzmfb3ftSpmsV7U1cDMPW+vvQabrWwLjmuOae1a0ijWtl8cUtv2j8wNmRcMx44k0te/DlimpUyM5j+937UqppFpQzhom7NaFSrbJf40Uu6lvy+4sQjGdD5CBrVyua3+/tRu2oWO/YVUr96ZW45ow2Napa+/4ja2Zx7TFMeGr2Azbv28+qVPUrMEcG0P6ImizbsKjkWpKSyinYQOcANp7bGYNmbnWMdgbfWt30jHr6wMz8s2sx9n82la/Pans0kh+T0j6Ma1mDqfX1DmjdnPHAm1ascMr/ceFprHh27OGHpxzNJ7d+XdC3pdXvhl3vPoEltq7Ey/e/9Erb0xm/396PnI99Ff2OIFzuwSxMm3XW6q3yVHWa/9647ge5H1vGc3D/P7cht/drS4+HvSu7/36QVPPHtEs9xXNStGZ/OXMtdZ1seZD/c2YcDB4s9358ofOtZGGMmAVuDTp8PBBYhHAlckIi0jqxfnTrVKoe1W5aW7dDvTk0tu7lzkLA42DAbBw1qVClpYR/VsHqpiltESo6zQwwmB6hXvbJr69htYK9+jSpkZWaUih8OVc61siuVso86wzWsWYXKlTJoWLMKGRlSRlEAdGpqecYEWk2hFIUbzklGnpYuCArTqkH1khZvqMq2drUsmtSuSpdmlpxnROlWWTNo4blQvbhwcoYi4FXUqFbp3lrAK6tNwxrUq1651OQrtxZ3JMItnlffHuztbOdPNPb1QLlpXrfsoLqbmAFFEUjXrbfpRqSxioY1q9ArqHfbMcTES6+6sWX9aiHNk93tby+nQbUyE+PCLQ9UKTOjZHAdrO+8e5S93Fq2Ags4clStnJmS9a6SPWbR2BizHsAYs15EQn7FInI9cD1AtSahZ9g6W4yBF3358S25LYyHQ6DsiMD1pxzFyW0alHw4UHYQLxFMuLMP9eKcb/HwhZ1pUjubZ75fhojVwqjv8xyOYHrl1ONGe8bz3wd15LJeLT3NIXjvuhPI37Pf83yDAIEP/f6BHejcrDYdm3p3C+zSvDaj/3Jy2Nnbwfx49+nUqFKJOWt3ANbgf6CC/PHu09mxr5Bznp3s/QEcjL/jNBqFUHD9Ozfhy1tOpnOz+N0eA8/gxle3nlLiLnrz6W04o32jUmXfCxPu7ON5XkWsTL7nDPbsLypz/rf7+1Fot6pfv7on63cUlFwb0rsVJxxVn217D/CnV6e6Rxzjt/3geZ244sQjSym/AFPu6+sqq5Npf+/H/iJL7t5tGvDUH47xvF5YQAknyuIRK2nrDWWMedkY08MY06NSZiW27jngGq6XY1JKoGdxTpcmNHYxvQSoY2vlnPpWKzX4Y6mZnXgdmtOgeondNlaqVMrkRHtJjRb1qtEqyjgr2fMmYvHDDlRyZ3VqXGIfrVwpI2JFHKiYmtbJ5pyulmIPmEGiaS83rFmFE1vXD9+icvmYOjerHZVrYot61ahbvXJJGXH677eoVy1kxeql8d+6YQ1qhnlfXZrXjqkXEXxL4BmcHFnf+jacyjbTpex7IadBddf34NbbiJV61Su7Niwa1qxSsnxN9SqVSs2TCHzLgQo9MI+qXeMacc/ID1fWQ8nqpEGNKqWsFxd2a14yphmJWM21iSbZPYuNItLE7lU0ATZ5vTE3v7QnwjUnW60I58zNv/VrR8+cupwUwRXumBZ1eP2qnpzUxt07KJqWaLI5sXV9Xr2yR0g32HBUr1KJd687nk5Noq8gzunahOyszKhNOo9e0pXf92jBkfUPeemUjFnEYIZKFoEycmIEV9QXB3enbpDZKFmM/svJ1KmWxR9emhIx7Cc3nkTuFu/ePLFww2mteeb7ZRwoKuah8ztF/I7G3Hpy3A2ocNTKzuKZS7vRuXlt+j4x0bd0/GDiXX3YV3gw1WKUItnKYhRwJTDC/v+F1xs3OLqbYNlkg5fzrVwpgzPah1/iN8DpSV4eIJGEm60aiVgX+xORiMsnu1GtcqUyiq3EDOihxRRYJyecDds47YoJxEsZaVw7m+4tk7fkgpNoegUNalQpZTv3g0qZGfTr0Iiv5m6gfvUqJfNnQhEY+0o0zmIQaDg2qZ3N5l37U778ulecjat61S2FmupNnHxLXUTeA/oADUQkD/gnlpL4UESuAVYDv/Ma349Lt/ghZineHNKrZIe6z246yTcb4atX9ihxn3TyyIWd2b630Jc00xEvdfs9/dvTplGNmBSVX4y/4zTmr9vJvgNFdPNpC8tgvv3bqawLajAFqGAb2/nCq1f25OflW0oG9yPx3e2n0u/JST5L5Y3rT21N7WqV+V2Yib/JwDdlYYy5LMSlviHORxd/IiIJwtkC7uZjazFUz2Dw8bGvVlmeiEYHZ2dlRp0vftt4WzesUWZzI79p27gmbaOci3O44yxmDWtW4fxjva+k26ZR+uR15UoZ/CnG5XUSSTmawV1eVqVXIlEyKTLFcigVk0SVqw+uP4FNu0LPvj7cKDfKokxrtJzsfqWUxa8xhsO9TKTT4ydqFd24ZIgzQ44PsTzO4Uq5URZO6levzLWnpse6/37z4uDu5IdwGy6vHBrgTgyf3HgSX85eV+KRdLjZ8N+4uidvT1lNi3qJc12NlWHndnJ1PkkmsbgfK5EpN8pix75DA7+P/a6rry536cSAGHeeKw8k6pvu3Kw2nZvV5sNpaxITYTmjTaOaDDvPn619o6VRrWweveSYVIuh+EC5URZfz9uQahG4qFszuiVhQbqKzmW9WjB23nr+4LIneDyc1bExrzSuwY19Ur+ntpI6mtetyrEt6pTZN0WJj3KjLNKBJ/9wbKpFqBA0qV2Vb/52WsLjrVOtsi/xKuWLrMwMPr+5d6rFqHCk7XIfiqIoSvqgykJRFEWJiCoLRVEUJSKqLBRFUZSIlEtl0apBcpdaUCoOxyRpLSdFqWiUS28ot0X4FMULH/35RIqKk78lpaKUd8qlslCUWKlcKYPK5bNDrSgpRb8aRVEUJSKqLBRFUZSIqLJQFEVRIqLKQlEURYmIKgtFURQlIqosFEVRlIioslAURVEiUi6UhU6iUhRFSS3lRFkc2ktXl2tQFEVJPuVCWTipnKn76yqKoiSbcqcsBFUWiqIoyabcKQtFURQl+ZQ7ZWEwkQMpiqIoCaX8KQvVFYqiKEmn3CmLm89ok2oRFEVRDjvKnbI4/ehGqRZBURTlsKPcKQtFURQl+aiyUBRFUSKiykJRFEWJiCoLRVEUJSKqLBRFUZSIqLJQFEVRIpISZSEi/UVksYgsE5GhqZBBURRF8U7SlYWIZALPAwOAjsBlItLRy70f/vlEP0VTFEVRQlApBWn2ApYZY1YAiMj7wPnAglA3dGlWm2kjBiVJPEVRFCWYVCiLZsAax3EecHxwIBG5HrjePtwvIvOSIFu8NAC2pFoID6iciaM8yAgqZ6IpL3IenaiIUqEs3DakKLM8oDHmZeBlABGZZozp4bdg8aJyJpbyIGd5kBFUzkRTnuRMVFypGODOA1o4jpsD61Igh6IoiuKRVCiL34C2ItJKRCoDlwKjUiCHoiiK4pGkm6GMMUUicgswDsgEXjPGzI9w28v+S5YQVM7EUh7kLA8ygsqZaA47OcXobkKKoihKBHQGt6IoihIRVRaKoihKRNJaWaTTsiAi0kJEfhCRhSIyX0Rus88PE5G1IjLL/hvouOdeW/bFInJ2EmXNFZG5tjzT7HP1RORbEVlq/6+bSjlF5GhHns0SkZ0i8td0yE8ReU1ENjnn9sSSfyJynP0elonIMyLi5jaeaDkfE5FFIjJHRD4TkTr2+RwR2efI1/8mQ84QMkb9jlOUlx84ZMwVkVn2+ZTkpR1/qHrI//JpjEnLP6zB7+XAUUBlYDbQMYXyNAG6279rAkuwlisZBtzpEr6jLXMVoJX9LJlJkjUXaBB07lFgqP17KPDvVMsZ9K43AEemQ34CpwLdgXnx5B8wFTgRa27R18CAJMh5FlDJ/v1vh5w5znBB8fgmZwgZo37HqcjLoOtPAP9IZV7a8Yeqh3wvn+ncsyhZFsQYcwAILAuSEowx640xM+zfu4CFWLPRQ3E+8L4xZr8xZiWwDOuZUsX5wEj790jgAsf5VMvZF1hujFkVJkzS5DTGTAK2uqTvOf9EpAlQyxjzi7G+zDcd9/gmpzHmG2NMkX04BWseU0j8ljNEXoYirfIygN3i/j3wXrg4kiRnqHrI9/KZzsrCbVmQcJVz0hCRHKAb8Kt96ha72/+ao/uXSvkN8I2ITBdr2RSAxsaY9WAVOKBRGsgZ4FJKf4jplp8Qff41s38Hn08mQ7BajAFaichMEZkoIqfY51IlZzTvONV5eQqw0Riz1HEu5XkZVA/5Xj7TWVl4WhYk2YhIDeAT4K/GmJ3Ai0Br4FhgPVZ3FVIrf29jTHeslX1vFpFTw4RNaT6LNTHzPOAj+1Q65mc4QsmV6ny9HygC3rFPrQdaGmO6AbcD74pILVIjZ7TvONXv/jJKN2ZSnpcu9VDIoCFkilrWdFYWabcsiIhkYb2gd4wxnwIYYzYaYw4aY4qB/3HINJIy+Y0x6+z/m4DPbJk22l3PQHd5U6rltBkAzDDGbIT0zE+baPMvj9ImoKTJKyJXAucAg20TA7YZIt/+PR3Ldt0uFXLG8I5TmZeVgIuADwLnUp2XbvUQSSif6aws0mpZENtu+Sqw0BjzpON8E0ewC4GAN8Uo4FIRqSIirYC2WANKfstZXURqBn5jDXjOs+W50g52JfBFKuV0UKrVlm756SCq/LNNAbtE5AS77FzhuMc3RKQ/cA9wnjFmr+N8Q7H2kkFEjrLlXJEKOaN9x6nKS5t+wCJjTInJJpV5GaoeIhnlM5Ej9Yn+AwZijfYvB+5PsSwnY3XT5gCz7L+BwFvAXPv8KKCJ4577bdkXk2CviDByHoXl/TAbmB/IN6A+MB5Yav+vl0o57XSrAflAbce5lOcnlvJaDxRitcCuiSX/gB5YFeFy4DnsFRN8lnMZlo06UEb/a4e92C4Ps4EZwLnJkDOEjFG/41TkpX3+DeCGoLApyUs7/lD1kO/lU5f7UBRFUSKSzmYoRVEUJU1QZaEoiqJERJWFoiiKEhFVFoqiKEpEVFkoiqIoEVFloVRoRKSOiNzkOG4qIh/7lNYFIvKPBMTzuIickQiZFCVRqOusUqGx188ZbYzpnIS0fsaaDLclzniOBP5njDkrMZIpSvxoz0Kp6IwAWou178BjYu1FMA9ARK4Skc9F5EsRWSkit4jI7fYCcVNEpJ4drrWIjLUXZvxRRNoHJyIi7YD9AUUhIm+IyIti7T2wQkROsxfNWygib9hhMu1w88TaV+BvAMZafbe+iByRnCxSlMhUSrUAiuIzQ4HOxphjoaSn4aQz1sqd2Vizn+8xxnQTkaewlkB4GmvT+xuMMUtF5HjgBSDYTNQbazavk7p2uPOAL+0w1wK/icixWPt4NAv0esTeqMhmhh3+kxieWVESjioL5XDnB2PtC7BLRHZgVepgLUfR1V7d8yTgIzm0kVgVl3iaAJuDzn1pjDEiMhdrieu5ACIyH2sDnYnAUSLyLDAG+MZx7yagabwPpyiJQpWFcriz3/G72HFcjPV9ZADbAz2TMOwDaoeI2xlvSdzGmG0icgxwNnAz1gY7Q+ww2XacipIW6JiFUtHZhbX9ZEwYa6+AlSLyO7BW/bQr+GAWAm2iiVtEGgAZxphPgAewtvUM0I5Dq7EqSspRZaFUaIy178BP9iDyYzFGMxi4RkQCK/m6be87CegmEmHT+9I0AyaIyCys1U3vhZL9CtoA02KUV1ESjrrOKkqCEJH/YI1TfBdnPBcC3Y0xDyRGMkWJH+1ZKEriGI61R0e8VOLQVqOKkhZoz0JRFEWJiPYsFEVRlIioslAURVEiospCURRFiYgqC0VRFCUiqiwURVGUiPw/cxexTPf9af0AAAAASUVORK5CYII=\n",
-      "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "from MAM2EBRAINS_VISUALIZATION import plot_instan_mean_firing_rate\n",
     "plot_instan_mean_firing_rate(tsteps, firing_rate, sim_params)"
@@ -699,37 +695,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": null,
    "id": "ae19bcc3",
    "metadata": {
     "tags": []
    },
-   "outputs": [
-    {
-     "ename": "IndexError",
-     "evalue": "index 1500 is out of bounds for axis 0 with size 1500",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mIndexError\u001b[0m                                Traceback (most recent call last)",
-      "Input \u001b[0;32mIn [14]\u001b[0m, in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mMAM2EBRAINS_VISUALIZATION\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m plot_resting_state\n\u001b[0;32m----> 2\u001b[0m \u001b[43mplot_resting_state\u001b[49m\u001b[43m(\u001b[49m\u001b[43mM\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mA\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlabel_spikes\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msim_params\u001b[49m\u001b[43m)\u001b[49m\n",
-      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/MAM2EBRAINS_VISUALIZATION.py:413\u001b[0m, in \u001b[0;36mplot_resting_state\u001b[0;34m(M, A, label_spikes, data_path, sim_params)\u001b[0m\n\u001b[1;32m    410\u001b[0m ax[i]\u001b[38;5;241m.\u001b[39myaxis\u001b[38;5;241m.\u001b[39mset_ticks_position(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mleft\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m    411\u001b[0m ax[i]\u001b[38;5;241m.\u001b[39mxaxis\u001b[38;5;241m.\u001b[39mset_ticks_position(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnone\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 413\u001b[0m binned_spikes \u001b[38;5;241m=\u001b[39m \u001b[43mrate_time_series\u001b[49m\u001b[43m[\u001b[49m\u001b[43marea\u001b[49m\u001b[43m]\u001b[49m\u001b[43m[\u001b[49m\u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwhere\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    414\u001b[0m \u001b[43m    \u001b[49m\u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlogical_and\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtime\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m>\u001b[39;49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mt_min\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtime\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m<\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mt_max\u001b[49m\u001b[43m)\u001b[49m\u001b[43m)\u001b[49m\u001b[43m]\u001b[49m\n\u001b[1;32m    415\u001b[0m ax[i]\u001b[38;5;241m.\u001b[39mplot(time, binned_spikes, color\u001b[38;5;241m=\u001b[39mcolors[\u001b[38;5;241m0\u001b[39m], label\u001b[38;5;241m=\u001b[39marea)\n\u001b[1;32m    416\u001b[0m \u001b[38;5;66;03m# rate = rate_time_series_auto_kernel[area]\u001b[39;00m\n",
-      "\u001b[0;31mIndexError\u001b[0m: index 1500 is out of bounds for axis 0 with size 1500"
-     ]
-    },
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 720x635.692 with 10 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "from MAM2EBRAINS_VISUALIZATION import plot_resting_state\n",
     "plot_resting_state(M, A, label_spikes, data_path, sim_params)"
diff --git a/multiarea_model/data_multiarea/viscortex_processed_data.json b/multiarea_model/data_multiarea/viscortex_processed_data.json
index 001a04ec4d192760bdea1bef52013577adf5c748..77609146d40370c63a701b6a82cdd0bc1774345a 100644
--- a/multiarea_model/data_multiarea/viscortex_processed_data.json
+++ b/multiarea_model/data_multiarea/viscortex_processed_data.json
@@ -1 +1 @@
-{"cocomac_completed": {"V1": {"7a": {"source_pattern": ["0", "0", "0", "0", "0", "1"], "target_pattern": null}, "IT": {"source_pattern": ["0", "0", 2, "0", "0", "3"], "target_pattern": [2.0, "0", "0", "0", "0", "0"]}, "LIP": {"source_pattern": ["0", "0", "0", "0", "0", "2"], "target_pattern": null}, "MT": {"source_pattern": ["0", "0", 2, "0", 2, 2], "target_pattern": [2.0, 2.0, 2.0, "0", 2.0, 2.0]}, "PIP": {"source_pattern": null, "target_pattern": null}, "PO": {"source_pattern": null, "target_pattern": null}, "STP": {"source_pattern": ["0", "0", "0", "0", "0", "1"], "target_pattern": null}, "STPp": {"source_pattern": ["0", "0", "0", "0", "0", "1"], "target_pattern": null}, "TF": {"source_pattern": ["0", "0", "0", "0", "0", 2], "target_pattern": [2.0, "0", "0", "0", "0", "0"]}, "TH": {"source_pattern": ["0", "0", "0", "0", "0", 2], "target_pattern": null}, "V1": {"source_pattern": null, "target_pattern": [2.0, 2.0, 2.0, "0", "3", "3"]}, "V2": {"source_pattern": ["0", 2, 2, "0", "3", 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