diff --git a/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb b/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
index 31466055532d5e492b5caac3807d35351e819eeb..8c1b899f504386e324712c6dee509b660eb44eec 100644
--- a/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
+++ b/.ipynb_checkpoints/multi-area-model-checkpoint.ipynb
@@ -491,23 +491,11 @@
       "6.8556 6.052848304676828\n"
      ]
     },
-    {
-     "ename": "UnboundLocalError",
-     "evalue": "local variable 'y' referenced before assignment",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mUnboundLocalError\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:233\u001b[0m, in \u001b[0;36mvisualize_interareal_connectivity\u001b[0;34m(M)\u001b[0m\n\u001b[1;32m    231\u001b[0m x \u001b[38;5;241m=\u001b[39m 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)\n\u001b[1;32m    232\u001b[0m \u001b[38;5;66;03m# y = np.arange(0, len(area_list[::-1]) + 1)\u001b[39;00m\n\u001b[0;32m--> 233\u001b[0m X, Y \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mmeshgrid(x, \u001b[43my\u001b[49m)\n\u001b[1;32m    235\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[1;32m    236\u001b[0m \u001b[38;5;66;03m# ax.set_xticklabels(area_list, rotation=90, size=6.)\u001b[39;00m\n",
-      "\u001b[0;31mUnboundLocalError\u001b[0m: local variable 'y' referenced before assignment"
-     ]
-    },
     {
      "data": {
-      "image/png": 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UGMtdkqTGWO6SJDXGcpckqTGWuyRJjbHcJUlqjOUuSVJjLHdJkhpjuUuS1BjLXZKkxljukiQ1xnKXJKkxlrskSY2x3CVJaozlLklSYyx3SQBnJ3kmyYEktw0fTHJDkn3918NJLhlHSEmjmRp3AEnjderUKYC1wAbgMPBokp1V9dTAsGeBD1TVH5NsArYDl3ceVtJIvHKXlrndu3cDvFRVB6vqBLAD2DI4pqoerqo/9jd3AWu6TSlpLix3aZk7cuQIwImBXYeB1a/yLZ8CfrqYmSSdGaflpWWuqmbcPdPOJB+kV+7vXcxMks6M5S4tc2vWrAFYObgLODo8LsnFwB3Apqr6fTfpJM2H0/LSMrdx40aAs5KsT7ISuBbYOTgmyVrgXuDjVfWr7lNKmguv3KVlbmpqCuAQ8ACwArizqvYnuRmgqrYBXwLeAnwnCcDJqpoeT2JJs7HcJQG8MFzW/VJ/5etPA5/uPJWkeXFaXpKkxljukiQ1xnKXJKkxlrskSY2x3CVJaozlLklSYyx3SZIaY7lLktQYy12SpMZY7pIkNcZylySpMZa7JEmNsdwlSWqM5S5JUmMsd0mSGmO5S5LUGMtdkqTGWO6SJDXGcpckqTGWuyRJjbHcJUlqjOUuSVJjLHdJkhpjuUuS1BjLXZKkxljukiQ1xnKXJKkxlrskSY2x3CVJaozlLklSYyx3SZIaY7lLktQYy12SpMZY7pIAzk7yTJIDSW4bPpieb/WP70ty6ThCShqN5S4tc6dOnQJYC2wCNgDXJdkwNGwTcGH/tRX4bpcZJc2N5S4tc7t37wZ4qaoOVtUJYAewZWjYFuD71bMLOCfJ2zuOKmlEU+MOIGm8jhw5AnBiYNdh4PKhYauB54bGrAZ+e7qfu3fv3uNJfrNAMaXl6D/P9xstd2mZq6oZdw9tZ4Qxwz931XwzSTozTstLy9yaNWsAVg7uAo4ODTsMXDDLGElLROflnuSaWVbl3tBfjbsvycNJLuk6o7ScbNy4EeCsJOuTrASuBXYODdsJ3NhfNX8F8EJVnXZKXtJ4dTotn2QF8G3gw/SuBB5NsrOqnhoY9izwgar6Y5JNwHb++v0/SQtkamoK4BDwALACuLOq9ie5GaCqtgH3AZuBA8CfgZvGk1bSKLp+z/09wIGqOgiQ5JVVuX8p96p6eGD8LnrTf5IW1wtVNT24o1/qr3xdwC2dp5I0L11Py59uxe3pfAr46aImkiSpMV1fuY+84jbJB+mV+3tPc3wrvZtpsHbt2oXKJ0nSxOv6yn2kFbdJLgbuALZU1e9n+kFVtb2qpqtqetUqP3EjjcsIi2SXxK1rJ2Ex72wZB8ZtTHIqyce6zDfw+2fNmeSqJI8l2Z/kwa4z9jPM9m/+piQ/SfJ4P2fna0mS3JnkWJInT3N8fudPVXX2ojdTcBBYT++jN48D/2VozFp6i3auHPXnXnbZZSVp/oA9Nb9zegXw78DfDJzTG4bGbKb39lqAK4BfzOd3nclrxJxXAm/uf72p65yjZBwY96/0Fjl+bIn+Lc+ht5ZqbX/7rUs05z8AX+t/vQr4A7Cy45zvBy4FnjzN8XmdP51euVfVSeDz9FblPg38U/VX5b6yMhf4EvAW4Dv9//Xt6TKjpDn5yyLZWtq3rp01Z1U9XFV/7G+OYzHvKH9LgC8APwSOdRluwCg5rwfurapDAFU1jqyj5CzgjUkCvIFeuZ/sMmRVPdT/vaczr/On8zvUVdV99P7HObhvcFXup4FPd51L0rzMtEj2jG9duwhGyTloHIt5Z82YZDXwUeBDwMbuov0Ho/wt3wG8JsnPgTcC36yq73cT7y9GyXk7vXs4HKWX879V1cvdxBvZvM4fbz8r6UyMskh2zreuXQQLtph3EY2S8RvArVV1qnexORaj5JwCLgOuBl4LPJJkV1X9arHDDRgl50eAx+j9Z+lvgX9J8m9V9adFzjYX8zp/LHdJZ2KURbJL4da1c13Mu6lOs5h3EY2ScRrY0S/2c4HNSU5W1Y86Sdgz6r/58ap6EXgxyUPAJUCX5T5KzpuAr1bvze0DSZ4FLgJ2dxNxJPM6f7y3vKQz8Shw4QTcunbWnEnWAvcCH+/4CnPkjFW1vqrWVdU64J+Bz3Vc7CPlBH4MvC/JVJLX0ZsOf3oJ5jxEb3aBJOcB76S36Hspmdf545W7pHmrqpNJXlkku2RvXTtizsHFvAAna+iufUsg49iNkrOqnk5yP7APeBm4o6pm/KjXOHMCXwHuSvIEvenvW6vqeJc5k9wDXAWcm+Qw8GXgNQMZ53X+pL/UfqJNT0/Xnj0uqpfmK8neLotM0uJyWl6SpMZY7pIkNcZylySpMZa7JEmNsdwlSWqM5S5JUmMsd0mSGmO5S5LUGMtdkqTGWO6SJDXGcpckqTGWuyRJjbHcJUlqjOUuSVJjLHdJkhpjuUuS1BjLXZKkxljukiQ1xnKXJKkxlrskSY2x3CVJaozlLklSYyx3SZIaY7lLktQYy12SpMZY7pIkNcZylySpMZa7JEmNsdwlSWqM5S5JUmMsd0mSGmO5S5LUGMtdkqTGWO6SJDXGcpckqTGWuyRJjbHcJUlqjOUuSVJjLHdJkhpjuUuS1BjLXZKkxljukiQ1xnKXJKkxlrskSY2x3CVJaozlLklSYyx3SZIaY7lLktQYy12SpMZY7pIkNcZylySpMZa7JEmNsdwlSWqM5S5JUmMsd0mSGmO5S5LUGMtdkqTGWO6SJDXGcpckqTGWuyRJjem83JNck+SZJAeS3DbD8ST5Vv/4viSXdp1RkqRJ1mm5J1kBfBvYBGwArkuyYWjYJuDC/msr8N0uM0qSNOm6vnJ/D3Cgqg5W1QlgB7BlaMwW4PvVsws4J8nbO84pSdLE6rrcVwPPDWwf7u+b6xhJknQaUx3/vsywr+YxhiRb6U3bA7yU5MkzzNaFc4Hj4w4xAnMunEnICPDOcQeQtHC6LvfDwAUD22uAo/MYQ1VtB7YDJNlTVdMLG3XhmXNhTULOScgIvZzjziBp4XQ9Lf8ocGGS9UlWAtcCO4fG7ARu7K+avwJ4oap+23FOSZImVqdX7lV1MsnngQeAFcCdVbU/yc3949uA+4DNwAHgz8BNXWaUJGnSdT0tT1XdR6/AB/dtG/i6gFvm+GO3L0C0LphzYU1CzknICJOTU9II0utSSZLUCm8/K0lSYyaq3Cfl1rUj5Lyhn29fkoeTXLLUMg6M25jkVJKPdZlv4PfPmjPJVUkeS7I/yYNdZ+xnmO3f/E1JfpLk8X7OzteSJLkzybHTfWx0qZw/khZAVU3Ei94CvH8H/gZYCTwObBgasxn4Kb3Pyl8B/GKJ5rwSeHP/601d5xwl48C4f6W3RuJjS/RveQ7wFLC2v/3WJZrzH4Cv9b9eBfwBWNlxzvcDlwJPnub42M8fX758Lcxrkq7cJ+XWtbPmrKqHq+qP/c1d9D7Lv6Qy9n0B+CFwrMtwA0bJeT1wb1UdAqiqcWQdJWcBb0wS4A30yv1klyGr6qH+7z2dpXD+SFoAk1Tuk3Lr2rlm+BS9q6UuzZoxyWrgo8A2xmeUv+U7gDcn+XmSvUlu7Czd/zdKztuBd9G7IdMTwBer6uVu4o1sKZw/khZA5x+FOwMLduvaRTZyhiQfpFfu713URDP86hn2DWf8BnBrVZ3qXWyOxSg5p4DLgKuB1wKPJNlVVb9a7HADRsn5EeAx4EPA3wL/kuTfqupPi5xtLpbC+SNpAUxSuS/YrWsX2UgZklwM3AFsqqrfd5TtFaNknAZ29Iv9XGBzkpNV9aNOEvaM+m9+vKpeBF5M8hBwCdBluY+S8ybgq1VVwIEkzwIXAbu7iTiSpXD+SFoAkzQtPym3rp01Z5K1wL3Axzu+whw5Y1Wtr6p1VbUO+Gfgcx0X+0g5gR8D70syleR1wOXA00sw5yF6swskOY/eg1oOdppydkvh/JG0ACbmyr0m5Na1I+b8EvAW4Dv9K+OT1eHDRUbMOHaj5Kyqp5PcD+wDXgbuqKpOnxA44t/zK8BdSZ6gN/19a1V1+rS4JPcAVwHnJjkMfBl4zUDGsZ8/khaGd6iTJKkxkzQtL0mSRmC5S5LUGMtdkqTGWO6SJDXGcpckqTGWuyRJjbHcJUlqjOUuSVJj/h+ORMF3hwCctwAAAABJRU5ErkJggg==\n",
+      "image/png": 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\n",
       "text/plain": [
-       "<Figure size 493.603x435.805 with 2 Axes>"
+       "<Figure size 493.603x435.805 with 4 Axes>"
       ]
      },
      "metadata": {
@@ -552,7 +540,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 13,
    "id": "15778e9c",
    "metadata": {},
    "outputs": [],
@@ -582,10 +570,18 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 14,
    "id": "c1d7aa61-e85a-4e6a-9e01-e018413a572b",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "loading spikes\n"
+     ]
+    }
+   ],
    "source": [
     "# Instantiate an analysis class and load spike data\n",
     "A = Analysis(network=M, \n",
@@ -606,10 +602,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 15,
    "id": "bea30fc8",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 493.603x435.805 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "from M2E_visualize_instantaneous_and_mean_firing_rates import plot_instan_mean_firing_rate\n",
     "plot_instan_mean_firing_rate(M)"
@@ -633,12 +642,25 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 16,
    "id": "ae19bcc3",
    "metadata": {
     "tags": []
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "ename": "ImportError",
+     "evalue": "cannot import name 'original_data_path' from 'helpers' (/opt/app-root/src/MAM2EBRAINS/./figures/Schmidt2018/helpers.py)",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mImportError\u001b[0m                               Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn [16], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mM2E_visualize_resting_state\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m plot_resting_state\n\u001b[1;32m      2\u001b[0m plot_resting_state(M, A, data_path)\n",
+      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/M2E_visualize_resting_state.py:8\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01msys\u001b[39;00m\n\u001b[1;32m      6\u001b[0m sys\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mappend(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m./figures/Schmidt2018_dyn\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[0;32m----> 8\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mhelpers\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m original_data_path, population_labels\n\u001b[1;32m      9\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mmultiarea_model\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m MultiAreaModel\n\u001b[1;32m     10\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mplotcolors\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m myred, myblue\n",
+      "\u001b[0;31mImportError\u001b[0m: cannot import name 'original_data_path' from 'helpers' (/opt/app-root/src/MAM2EBRAINS/./figures/Schmidt2018/helpers.py)"
+     ]
+    }
+   ],
    "source": [
     "from M2E_visualize_resting_state import plot_resting_state\n",
     "plot_resting_state(M, A, data_path)"
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 1eafc1e30090d2e90341ed7ca935e0f76f8b68ad..bab27add7d24c85cdf98a3c85712c5cbd8f3b9a1 100644
--- a/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py
+++ b/figures/MAM2EBRAINS/.ipynb_checkpoints/M2E_visualize_interareal_connectivity-checkpoint.py
@@ -75,7 +75,8 @@ def visualize_interareal_connectivity(M):
     """
     Figure layout
     """
-    nrows = 2
+    # nrows = 2
+    nrows = 1
     ncols = 2
     width = 6.8556
     panel_wh_ratio = 0.7 * (1. + np.sqrt(5)) / 2.  # golden ratio
diff --git a/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py b/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
index 1eafc1e30090d2e90341ed7ca935e0f76f8b68ad..bab27add7d24c85cdf98a3c85712c5cbd8f3b9a1 100644
--- a/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
+++ b/figures/MAM2EBRAINS/M2E_visualize_interareal_connectivity.py
@@ -75,7 +75,8 @@ def visualize_interareal_connectivity(M):
     """
     Figure layout
     """
-    nrows = 2
+    # nrows = 2
+    nrows = 1
     ncols = 2
     width = 6.8556
     panel_wh_ratio = 0.7 * (1. + np.sqrt(5)) / 2.  # golden ratio
diff --git a/multi-area-model.ipynb b/multi-area-model.ipynb
index 31466055532d5e492b5caac3807d35351e819eeb..8c1b899f504386e324712c6dee509b660eb44eec 100644
--- a/multi-area-model.ipynb
+++ b/multi-area-model.ipynb
@@ -491,23 +491,11 @@
       "6.8556 6.052848304676828\n"
      ]
     },
-    {
-     "ename": "UnboundLocalError",
-     "evalue": "local variable 'y' referenced before assignment",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mUnboundLocalError\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:233\u001b[0m, in \u001b[0;36mvisualize_interareal_connectivity\u001b[0;34m(M)\u001b[0m\n\u001b[1;32m    231\u001b[0m x \u001b[38;5;241m=\u001b[39m 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)\n\u001b[1;32m    232\u001b[0m \u001b[38;5;66;03m# y = np.arange(0, len(area_list[::-1]) + 1)\u001b[39;00m\n\u001b[0;32m--> 233\u001b[0m X, Y \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mmeshgrid(x, \u001b[43my\u001b[49m)\n\u001b[1;32m    235\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[1;32m    236\u001b[0m \u001b[38;5;66;03m# ax.set_xticklabels(area_list, rotation=90, size=6.)\u001b[39;00m\n",
-      "\u001b[0;31mUnboundLocalError\u001b[0m: local variable 'y' referenced before assignment"
-     ]
-    },
     {
      "data": {
-      "image/png": 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\n",
+      "image/png": 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\n",
       "text/plain": [
-       "<Figure size 493.603x435.805 with 2 Axes>"
+       "<Figure size 493.603x435.805 with 4 Axes>"
       ]
      },
      "metadata": {
@@ -552,7 +540,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 13,
    "id": "15778e9c",
    "metadata": {},
    "outputs": [],
@@ -582,10 +570,18 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 14,
    "id": "c1d7aa61-e85a-4e6a-9e01-e018413a572b",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "loading spikes\n"
+     ]
+    }
+   ],
    "source": [
     "# Instantiate an analysis class and load spike data\n",
     "A = Analysis(network=M, \n",
@@ -606,10 +602,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 15,
    "id": "bea30fc8",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 493.603x435.805 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "from M2E_visualize_instantaneous_and_mean_firing_rates import plot_instan_mean_firing_rate\n",
     "plot_instan_mean_firing_rate(M)"
@@ -633,12 +642,25 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 16,
    "id": "ae19bcc3",
    "metadata": {
     "tags": []
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "ename": "ImportError",
+     "evalue": "cannot import name 'original_data_path' from 'helpers' (/opt/app-root/src/MAM2EBRAINS/./figures/Schmidt2018/helpers.py)",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mImportError\u001b[0m                               Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn [16], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mM2E_visualize_resting_state\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m plot_resting_state\n\u001b[1;32m      2\u001b[0m plot_resting_state(M, A, data_path)\n",
+      "File \u001b[0;32m~/MAM2EBRAINS/./figures/MAM2EBRAINS/M2E_visualize_resting_state.py:8\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01msys\u001b[39;00m\n\u001b[1;32m      6\u001b[0m sys\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mappend(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m./figures/Schmidt2018_dyn\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[0;32m----> 8\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mhelpers\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m original_data_path, population_labels\n\u001b[1;32m      9\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mmultiarea_model\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m MultiAreaModel\n\u001b[1;32m     10\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mplotcolors\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m myred, myblue\n",
+      "\u001b[0;31mImportError\u001b[0m: cannot import name 'original_data_path' from 'helpers' (/opt/app-root/src/MAM2EBRAINS/./figures/Schmidt2018/helpers.py)"
+     ]
+    }
+   ],
    "source": [
     "from M2E_visualize_resting_state import plot_resting_state\n",
     "plot_resting_state(M, A, data_path)"
diff --git a/multiarea_model/data_multiarea/viscortex_processed_data.json b/multiarea_model/data_multiarea/viscortex_processed_data.json
index ab8d1186976e04ffe004056883e0c7894164eb51..0d462572a48832dfd46eb1641452532455da2d4c 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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