diff --git a/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb b/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
index 76bf58e01dfb4578f0ef541cf23879742d65d4eb..9c3bb15a249332d11c9a1dac9fe1c07d6fa5bffe 100644
--- a/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
+++ b/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
@@ -480,7 +480,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 4560\n"
+      "RAND_DATA_LABEL 248\n"
      ]
     },
     {
@@ -503,18 +503,7 @@
       "========================================\n",
       "Customized parameters\n",
       "--------------------\n",
-      "{'K_scaling': 1,\n",
-      " 'N_scaling': 1,\n",
-      " 'connection_params': {'K_stable': 'K_stable.npy',\n",
-      "                       'av_indegree_V1': 3950.0,\n",
-      "                       'fac_nu_ext_5E': 1.125,\n",
-      "                       'fac_nu_ext_6E': 1.41666667,\n",
-      "                       'fac_nu_ext_TH': 1.2,\n",
-      "                       'g': -11.0,\n",
-      "                       'replace_non_simulated_areas': 'het_poisson_stat'},\n",
-      " 'fullscale_rates': 'tests/fullscale_rates.json',\n",
-      " 'input_params': {'rate_ext': 10.0},\n",
-      " 'neuron_params': {'V0_mean': -150.0, 'V0_sd': 50.0}}\n",
+      "{}\n",
       "========================================\n"
      ]
     },
@@ -525,15 +514,6 @@
       "/srv/main-spack-instance-2305/spack/var/spack/environments/ebrains-23-06/.spack-env/view/lib/python3.8/site-packages/dicthash/dicthash.py:47: UserWarning:Float too small for safe conversion tointeger. Rounding down to zero.\n"
      ]
     },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Simulation label: 155470013b00dadc9c4a4af26ef5090e\n",
-      "Copied files.\n",
-      "Initialized simulation class.\n"
-     ]
-    },
     {
      "ename": "ValueError",
      "evalue": "The number of FixedLocator locations (33), usually from a call to set_ticks, does not match the number of ticklabels (32).",
@@ -542,7 +522,7 @@
       "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
       "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
       "Cell \u001b[0;32mIn [12], line 3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;66;03m# %%capture captured\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mM2E_visualize_interareal_connectivity\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m visualize_interareal_connectivity\n\u001b[0;32m----> 3\u001b[0m visualize_interareal_connectivity(M)\n",
-      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py:244\u001b[0m, in \u001b[0;36mvisualize_interareal_connectivity\u001b[0;34m(M)\u001b[0m\n\u001b[1;32m    241\u001b[0m X, Y \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mmeshgrid(x, y)\n\u001b[1;32m    243\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_xticks([i \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m0.5\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m np\u001b[38;5;241m.\u001b[39marange(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;28mlen\u001b[39m(area_list) \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[0;32m--> 244\u001b[0m \u001b[43max\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mset_xticklabels\u001b[49m\u001b[43m(\u001b[49m\u001b[43marea_list\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrotation\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m90\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msize\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m6.\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m    246\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_yticks([i \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m0.5\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m np\u001b[38;5;241m.\u001b[39marange(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;28mlen\u001b[39m(area_list) \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[1;32m    247\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_yticklabels(area_list[::\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m], size\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m6.\u001b[39m)\n",
+      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py:196\u001b[0m, in \u001b[0;36mvisualize_interareal_connectivity\u001b[0;34m(M)\u001b[0m\n\u001b[1;32m    193\u001b[0m \u001b[38;5;66;03m# ax.set_xticklabels(area_list, rotation=90, size=6.)\u001b[39;00m\n\u001b[1;32m    195\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_yticks([i \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m0.5\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m np\u001b[38;5;241m.\u001b[39marange(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;28mlen\u001b[39m(area_list) \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[0;32m--> 196\u001b[0m \u001b[43max\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mset_yticklabels\u001b[49m\u001b[43m(\u001b[49m\u001b[43marea_list\u001b[49m\u001b[43m[\u001b[49m\u001b[43m:\u001b[49m\u001b[43m:\u001b[49m\u001b[38;5;241;43m-\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msize\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m6.\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m    198\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_ylabel(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mTarget area\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m    199\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_xlabel(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mSource area\u001b[39m\u001b[38;5;124m'\u001b[39m)\n",
       "File \u001b[0;32m/srv/main-spack-instance-2305/spack/opt/spack/linux-ubuntu20.04-x86_64/gcc-10.3.0/py-matplotlib-3.6.2-lhkot3cmeebfk5dp74dnubweq56upksc/lib/python3.8/site-packages/matplotlib/axes/_base.py:73\u001b[0m, in \u001b[0;36m_axis_method_wrapper.__set_name__.<locals>.wrapper\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m     72\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mwrapper\u001b[39m(\u001b[38;5;28mself\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[0;32m---> 73\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mget_method\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
       "File \u001b[0;32m/srv/main-spack-instance-2305/spack/opt/spack/linux-ubuntu20.04-x86_64/gcc-10.3.0/py-matplotlib-3.6.2-lhkot3cmeebfk5dp74dnubweq56upksc/lib/python3.8/site-packages/matplotlib/axis.py:1968\u001b[0m, in \u001b[0;36mAxis._set_ticklabels\u001b[0;34m(self, labels, fontdict, minor, **kwargs)\u001b[0m\n\u001b[1;32m   1966\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m fontdict \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m   1967\u001b[0m     kwargs\u001b[38;5;241m.\u001b[39mupdate(fontdict)\n\u001b[0;32m-> 1968\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mset_ticklabels\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlabels\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mminor\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mminor\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
       "File \u001b[0;32m/srv/main-spack-instance-2305/spack/opt/spack/linux-ubuntu20.04-x86_64/gcc-10.3.0/py-matplotlib-3.6.2-lhkot3cmeebfk5dp74dnubweq56upksc/lib/python3.8/site-packages/matplotlib/axis.py:1890\u001b[0m, in \u001b[0;36mAxis.set_ticklabels\u001b[0;34m(self, ticklabels, minor, **kwargs)\u001b[0m\n\u001b[1;32m   1886\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(locator, mticker\u001b[38;5;241m.\u001b[39mFixedLocator):\n\u001b[1;32m   1887\u001b[0m     \u001b[38;5;66;03m# Passing [] as a list of ticklabels is often used as a way to\u001b[39;00m\n\u001b[1;32m   1888\u001b[0m     \u001b[38;5;66;03m# remove all tick labels, so only error for > 0 ticklabels\u001b[39;00m\n\u001b[1;32m   1889\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(locator\u001b[38;5;241m.\u001b[39mlocs) \u001b[38;5;241m!=\u001b[39m \u001b[38;5;28mlen\u001b[39m(ticklabels) \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(ticklabels) \u001b[38;5;241m!=\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[0;32m-> 1890\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m   1891\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mThe number of FixedLocator locations\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   1892\u001b[0m             \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m (\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mlen\u001b[39m(locator\u001b[38;5;241m.\u001b[39mlocs)\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m), usually from a call to\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   1893\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m set_ticks, does not match\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   1894\u001b[0m             \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m the number of ticklabels (\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mlen\u001b[39m(ticklabels)\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m).\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m   1895\u001b[0m     tickd \u001b[38;5;241m=\u001b[39m {loc: lab \u001b[38;5;28;01mfor\u001b[39;00m loc, lab \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m(locator\u001b[38;5;241m.\u001b[39mlocs, ticklabels)}\n\u001b[1;32m   1896\u001b[0m     func \u001b[38;5;241m=\u001b[39m functools\u001b[38;5;241m.\u001b[39mpartial(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_format_with_dict, tickd)\n",
@@ -551,7 +531,7 @@
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 1080x476.769 with 2 Axes>"
       ]
@@ -573,7 +553,7 @@
    "id": "bae85d86-157c-47a2-9826-860b410a440e",
    "metadata": {},
    "source": [
-    "Above figure in paper: <br>\n",
+    "Comparable figure in our publication: <br>\n",
     "Schmidt M, Bakker R, Hilgetag CC, Diesmann M & van Albada SJ <br>\n",
     "Multi-scale account of the network structure of macaque visual cortex <br>\n",
     "Brain Structure and Function (2018), 223: 1409 [https://doi.org/10.1007/s00429-017-1554-4](https://doi.org/10.1007/s00429-017-1554-4) <br> \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 3ad0c8fd188d94a8f1bed1b358fd0ff8c677b140..7ba50921d691b9dadb79d60491f53e528382876e 100644
--- a/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py
+++ b/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py
@@ -193,7 +193,7 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
 
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
-    ax.set_yticklabels(area_list[::-1], size=6.)
+    # ax.set_yticklabels(area_list[::-1], size=6.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
@@ -318,7 +318,7 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
 
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
-    ax.set_yticklabels(area_list[::-1], size=6.)
+    # ax.set_yticklabels(area_list[::-1], size=6.)
 
     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 3ad0c8fd188d94a8f1bed1b358fd0ff8c677b140..7ba50921d691b9dadb79d60491f53e528382876e 100644
--- a/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
+++ b/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
@@ -193,7 +193,7 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
 
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
-    ax.set_yticklabels(area_list[::-1], size=6.)
+    # ax.set_yticklabels(area_list[::-1], size=6.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
@@ -318,7 +318,7 @@ def visualize_interareal_connectivity(M):
     # ax.set_xticklabels(area_list, rotation=90, size=6.)
 
     ax.set_yticks([i + 0.5 for i in np.arange(0, len(area_list) + 1, 1)])
-    ax.set_yticklabels(area_list[::-1], size=6.)
+    # ax.set_yticklabels(area_list[::-1], size=6.)
 
     ax.set_ylabel('Target area')
     ax.set_xlabel('Source area')
diff --git a/multi-area-model.ipynb b/multi-area-model.ipynb
index 8cfbfbd25faa99d28c5e7ed33fa379bdf0e0b67e..9c3bb15a249332d11c9a1dac9fe1c07d6fa5bffe 100644
--- a/multi-area-model.ipynb
+++ b/multi-area-model.ipynb
@@ -480,7 +480,7 @@
      "output_type": "stream",
      "text": [
       "Initializing network from dictionary.\n",
-      "RAND_DATA_LABEL 7773\n"
+      "RAND_DATA_LABEL 248\n"
      ]
     },
     {
@@ -522,7 +522,7 @@
       "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
       "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
       "Cell \u001b[0;32mIn [12], line 3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;66;03m# %%capture captured\u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mM2E_visualize_interareal_connectivity\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m visualize_interareal_connectivity\n\u001b[0;32m----> 3\u001b[0m visualize_interareal_connectivity(M)\n",
-      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py:193\u001b[0m, in \u001b[0;36mvisualize_interareal_connectivity\u001b[0;34m(M)\u001b[0m\n\u001b[1;32m    190\u001b[0m X, Y \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mmeshgrid(x, y)\n\u001b[1;32m    192\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_xticks([i \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m0.5\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m np\u001b[38;5;241m.\u001b[39marange(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;28mlen\u001b[39m(area_list) \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[0;32m--> 193\u001b[0m \u001b[43max\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mset_xticklabels\u001b[49m\u001b[43m(\u001b[49m\u001b[43marea_list\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrotation\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m90\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msize\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m6.\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m    195\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_yticks([i \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m0.5\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m np\u001b[38;5;241m.\u001b[39marange(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;28mlen\u001b[39m(area_list) \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[1;32m    196\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_yticklabels(area_list[::\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m], size\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m6.\u001b[39m)\n",
+      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py:196\u001b[0m, in \u001b[0;36mvisualize_interareal_connectivity\u001b[0;34m(M)\u001b[0m\n\u001b[1;32m    193\u001b[0m \u001b[38;5;66;03m# ax.set_xticklabels(area_list, rotation=90, size=6.)\u001b[39;00m\n\u001b[1;32m    195\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_yticks([i \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m0.5\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m np\u001b[38;5;241m.\u001b[39marange(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;28mlen\u001b[39m(area_list) \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[0;32m--> 196\u001b[0m \u001b[43max\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mset_yticklabels\u001b[49m\u001b[43m(\u001b[49m\u001b[43marea_list\u001b[49m\u001b[43m[\u001b[49m\u001b[43m:\u001b[49m\u001b[43m:\u001b[49m\u001b[38;5;241;43m-\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msize\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m6.\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m    198\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_ylabel(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mTarget area\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m    199\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_xlabel(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mSource area\u001b[39m\u001b[38;5;124m'\u001b[39m)\n",
       "File \u001b[0;32m/srv/main-spack-instance-2305/spack/opt/spack/linux-ubuntu20.04-x86_64/gcc-10.3.0/py-matplotlib-3.6.2-lhkot3cmeebfk5dp74dnubweq56upksc/lib/python3.8/site-packages/matplotlib/axes/_base.py:73\u001b[0m, in \u001b[0;36m_axis_method_wrapper.__set_name__.<locals>.wrapper\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m     72\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mwrapper\u001b[39m(\u001b[38;5;28mself\u001b[39m, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[0;32m---> 73\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mget_method\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
       "File \u001b[0;32m/srv/main-spack-instance-2305/spack/opt/spack/linux-ubuntu20.04-x86_64/gcc-10.3.0/py-matplotlib-3.6.2-lhkot3cmeebfk5dp74dnubweq56upksc/lib/python3.8/site-packages/matplotlib/axis.py:1968\u001b[0m, in \u001b[0;36mAxis._set_ticklabels\u001b[0;34m(self, labels, fontdict, minor, **kwargs)\u001b[0m\n\u001b[1;32m   1966\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m fontdict \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m   1967\u001b[0m     kwargs\u001b[38;5;241m.\u001b[39mupdate(fontdict)\n\u001b[0;32m-> 1968\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mset_ticklabels\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlabels\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mminor\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mminor\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
       "File \u001b[0;32m/srv/main-spack-instance-2305/spack/opt/spack/linux-ubuntu20.04-x86_64/gcc-10.3.0/py-matplotlib-3.6.2-lhkot3cmeebfk5dp74dnubweq56upksc/lib/python3.8/site-packages/matplotlib/axis.py:1890\u001b[0m, in \u001b[0;36mAxis.set_ticklabels\u001b[0;34m(self, ticklabels, minor, **kwargs)\u001b[0m\n\u001b[1;32m   1886\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(locator, mticker\u001b[38;5;241m.\u001b[39mFixedLocator):\n\u001b[1;32m   1887\u001b[0m     \u001b[38;5;66;03m# Passing [] as a list of ticklabels is often used as a way to\u001b[39;00m\n\u001b[1;32m   1888\u001b[0m     \u001b[38;5;66;03m# remove all tick labels, so only error for > 0 ticklabels\u001b[39;00m\n\u001b[1;32m   1889\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(locator\u001b[38;5;241m.\u001b[39mlocs) \u001b[38;5;241m!=\u001b[39m \u001b[38;5;28mlen\u001b[39m(ticklabels) \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(ticklabels) \u001b[38;5;241m!=\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[0;32m-> 1890\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m   1891\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mThe number of FixedLocator locations\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   1892\u001b[0m             \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m (\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mlen\u001b[39m(locator\u001b[38;5;241m.\u001b[39mlocs)\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m), usually from a call to\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   1893\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m set_ticks, does not match\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   1894\u001b[0m             \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m the number of ticklabels (\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mlen\u001b[39m(ticklabels)\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m).\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m   1895\u001b[0m     tickd \u001b[38;5;241m=\u001b[39m {loc: lab \u001b[38;5;28;01mfor\u001b[39;00m loc, lab \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m(locator\u001b[38;5;241m.\u001b[39mlocs, ticklabels)}\n\u001b[1;32m   1896\u001b[0m     func \u001b[38;5;241m=\u001b[39m functools\u001b[38;5;241m.\u001b[39mpartial(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_format_with_dict, tickd)\n",
@@ -531,7 +531,7 @@
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 1080x476.769 with 2 Axes>"
       ]
diff --git a/multiarea_model/data_multiarea/viscortex_processed_data.json b/multiarea_model/data_multiarea/viscortex_processed_data.json
index cad996fffceaf6f4b361bb3fd244426bb5cef78b..54732e980521a71031e354f2140067c64d5553a9 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", "3"], "target_pattern": ["3", 2.0, 2.0, "0", 2.0, 2.0]}, "V3": {"source_pattern": ["0", 2, 2, "0", 2, "3"], "target_pattern": [2.0, 2.0, 2.0, "0", 2.0, 2.0]}, "V3A": {"source_pattern": ["0", "0", "0", "0", 2, 2], "target_pattern": null}, "V4": {"source_pattern": ["0", 2, 2, "0", "3", "3"], "target_pattern": [2.0, 2.0, 2.0, "0", 2.0, 2.0]}, "V4t": {"source_pattern": ["0", 2, 2, "0", "3", "3"], "target_pattern": null}, "VIP": {"source_pattern": null, "target_pattern": null}, "CITd": {"target_pattern": null, "source_pattern": null}, "MSTl": {"target_pattern": null, "source_pattern": null}, "PITd": {"target_pattern": null, "source_pattern": null}, "STPa": {"target_pattern": null, "source_pattern": null}, "PITv": {"target_pattern": null, "source_pattern": null}, "MSTd": {"target_pattern": null, "source_pattern": null}, "AITd": {"target_pattern": null, "source_pattern": null}, "DP": {"target_pattern": null, "source_pattern": null}, "CITv": {"target_pattern": null, "source_pattern": null}, 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