diff --git a/develop_plots_RubinToO2024.ipynb b/develop_plots_RubinToO2024.ipynb
index 0adda5c..042704b 100644
--- a/develop_plots_RubinToO2024.ipynb
+++ b/develop_plots_RubinToO2024.ipynb
@@ -68,7 +68,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 21,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -83,7 +83,12 @@
     "                   \"exptimes_median\": [30, 30], # if this list is given\n",
     "                   \"exptimes\": [],\n",
     "                   \"depths\": [],\n",
-    "                   \"filters\": ['grz', 'grz']}\n",
+    "                   \"filters\": ['grz', 'grz']},\n",
+    "    'Mixed bag': {\"cadence_hr\": [6, 24, 48],\n",
+    "                   \"exptimes_median\": [], # if this list is given\n",
+    "                   \"exptimes\": [[120, 30, 30, 30, 120, 200], [30, 30], [120, 120]],\n",
+    "                   \"depths\": [],\n",
+    "                   \"filters\": ['ugrizy', 'gz', 'gz']}\n",
     "}\n",
     "\n",
     "# Airmass for the observations (>= 1.)\n",
@@ -114,22 +119,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {
-    "scrolled": true
-   },
+   "execution_count": 23,
+   "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
       "Fabulous Strategy: Using DEPTHS to calculate the exposure times\n",
-      "Using MEDIAN EXPOSURE TIMES to calculate the depths\n"
+      "Less Fabulous: Using DEPTHS to calculate the exposure times\n",
+      "Mixed bag: Using DEPTHS to calculate the exposure times\n",
+      "STOP! Add markers to your exptimes_marker_list, \n",
+      "there are not enough\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
       "text/plain": [
        "<Figure size 2000x800 with 2 Axes>"
       ]
@@ -139,47 +145,81 @@
     }
    ],
    "source": [
-    "# If depths are given, then compute the exposure times\n",
-    "strategy_names = list(strategies.keys())\n",
-    "for i in range(len(strategy_names)):\n",
-    "    # Check if depths are given, as they will dominate\n",
-    "    if len(strategies[strategy_names[i]][\"depths\"]) > 0:\n",
-    "        print(f\"{strategy_names[i]}: Using DEPTHS to calculate the exposure times\")\n",
-    "        # Initiate the exposure times list\n",
-    "        strategies[strategy_names[i]][\"exptimes\"] = []\n",
-    "        # Iterate over the epochs\n",
-    "        for j in np.arange(len(strategies[strategy_names[i]][\"depths\"])):\n",
-    "            depth = strategies[strategy_names[i]][\"depths\"][j]\n",
-    "            # Iterate over the filters\n",
-    "            exptimes_epoch = []\n",
-    "            for filt in strategies[strategy_names[i]][\"filters\"][j]:\n",
-    "                exptime = int(np.round(etc.get_exptime(depth, filt, X=airmass)))\n",
-    "                exptimes_epoch.append(exptime)\n",
-    "            # Add the average exposure time to the strategies dictionary\n",
-    "            strategies[strategy_names[i]][\"exptimes_median\"].append(int(np.round(np.median(exptimes_epoch))))\n",
-    "            # Detailed exposure times\n",
-    "            strategies[strategy_names[i]][\"exptimes\"].append([int(np.round(x)) for x in exptimes_epoch])\n",
-    "          \n",
-    "    else:\n",
-    "        print(\"Using MEDIAN EXPOSURE TIMES to calculate the depths\")\n",
-    "        # Initiate the depths times list\n",
-    "        strategies[strategy_names[i]][\"depths\"] = []\n",
-    "        # Iterate over the epochs\n",
-    "        for j in np.arange(len(strategies[strategy_names[i]][\"exptimes_median\"])):\n",
-    "            exptime_median = strategies[strategy_names[i]][\"exptimes_median\"][j]\n",
-    "            # Initialize a list of depths\n",
-    "            depths = []\n",
-    "            # Get the depth for each filter\n",
-    "            for filt in strategies[strategy_names[i]][\"filters\"][j]:\n",
-    "                # Get depth, round it to the second decimal\n",
-    "                depth = np.round(etc.get_m5(exptime_median, filt, X=airmass), 2)\n",
-    "                depths.append(depth)\n",
-    "            # Exposure times for the epoch\n",
-    "            exptimes_epoch = [exptime_median] * len(strategies[strategy_names[i]][\"filters\"][j])\n",
-    "            # Add the median depth to the strategies dictionary\n",
-    "            strategies[strategy_names[i]][\"depths\"].append(np.median(depths))\n",
-    "            # Detailed exposure times\n",
-    "            strategies[strategy_names[i]][\"exptimes\"].append([int(np.round(x)) for x in exptimes_epoch])        \n",
+    "def complete_strategies(strategies):\n",
+    "    \"\"\"\n",
+    "    Given some input strategies, calculate depths and exposure times to complete \n",
+    "    the strategy dictionary\n",
+    "    \"\"\"\n",
+    "    # If depths are given, then compute the exposure times\n",
+    "    strategy_names = list(strategies.keys())\n",
+    "    for i in range(len(strategy_names)):\n",
+    "        # Check if depths are given, as they will dominate\n",
+    "        if len(strategies[strategy_names[i]][\"depths\"]) > 0:\n",
+    "            print(f\"{strategy_names[i]}: Using DEPTHS to calculate the exposure times\")\n",
+    "            # Initiate the exposure times list\n",
+    "            strategies[strategy_names[i]][\"exptimes\"] = []\n",
+    "            # Iterate over the epochs\n",
+    "            for j in np.arange(len(strategies[strategy_names[i]][\"depths\"])):\n",
+    "                depth = strategies[strategy_names[i]][\"depths\"][j]\n",
+    "                # Iterate over the filters\n",
+    "                exptimes_epoch = []\n",
+    "                for filt in strategies[strategy_names[i]][\"filters\"][j]:\n",
+    "                    exptime = int(np.round(etc.get_exptime(depth, filt, X=airmass)))\n",
+    "                    exptimes_epoch.append(exptime)\n",
+    "                # Add the average exposure time to the strategies dictionary\n",
+    "                strategies[strategy_names[i]][\"exptimes_median\"].append(int(np.round(np.median(exptimes_epoch))))\n",
+    "                # Detailed exposure times\n",
+    "                strategies[strategy_names[i]][\"exptimes\"].append([int(np.round(x)) for x in exptimes_epoch])\n",
+    "              \n",
+    "        elif (len(strategies[strategy_names[i]][\"exptimes\"]) == 0 and \n",
+    "              len(strategies[strategy_names[i]][\"exptimes_median\"]) > 0):\n",
+    "            print(f\"{strategy_names[i]}: Using MEDIAN EXPOSURE TIMES to calculate the depths\")\n",
+    "            # Initiate the depths and exptimes list\n",
+    "            strategies[strategy_names[i]][\"depths\"] = []\n",
+    "            strategies[strategy_names[i]][\"exptimes\"] = []\n",
+    "            # Iterate over the epochs\n",
+    "            for j in np.arange(len(strategies[strategy_names[i]][\"exptimes_median\"])):\n",
+    "                exptime_median = strategies[strategy_names[i]][\"exptimes_median\"][j]\n",
+    "                # Initialize a list of depths\n",
+    "                depths = []\n",
+    "                # Get the depth for each filter\n",
+    "                for filt in strategies[strategy_names[i]][\"filters\"][j]:\n",
+    "                    # Get depth, round it to the second decimal\n",
+    "                    depth = np.round(etc.get_m5(exptime_median, filt, X=airmass), 2)\n",
+    "                    depths.append(depth)\n",
+    "                # Exposure times for the epoch\n",
+    "                exptimes_epoch = [exptime_median] * len(strategies[strategy_names[i]][\"filters\"][j])\n",
+    "                # Add the median depth to the strategies dictionary\n",
+    "                strategies[strategy_names[i]][\"depths\"].append(np.median(depths))\n",
+    "                # Detailed exposure times\n",
+    "                strategies[strategy_names[i]][\"exptimes\"].append([int(np.round(x)) for x in exptimes_epoch])\n",
+    "    \n",
+    "        elif len(strategies[strategy_names[i]][\"exptimes\"]) > 0:\n",
+    "            print(f\"{strategy_names[i]}: Using INDIVIDUAL EXPOSURE TIMES to calculate median exposure times and depths\")\n",
+    "            # Initiate the depths and median exposure times list\n",
+    "            strategies[strategy_names[i]][\"depths\"] = []\n",
+    "            strategies[strategy_names[i]][\"exptimes_median\"] = []\n",
+    "            # Iterate over the epochs\n",
+    "            for j in np.arange(len(strategies[strategy_names[i]][\"exptimes\"])):\n",
+    "                exptimes_epoch = strategies[strategy_names[i]][\"exptimes\"][j]\n",
+    "                strategies[strategy_names[i]][\"exptimes_median\"].append(int(np.round(np.median(exptimes_epoch))))\n",
+    "                # Initialize a list of depths\n",
+    "                depths = []\n",
+    "                # Get the depth for each filter\n",
+    "                for filt in strategies[strategy_names[i]][\"filters\"][j]:\n",
+    "                    # Get depth, round it to the second decimal\n",
+    "                    depth = np.round(etc.get_m5(exptime_median, filt, X=airmass), 2)\n",
+    "                    depths.append(depth)\n",
+    "                # Add the median depth to the strategies dictionary\n",
+    "                strategies[strategy_names[i]][\"depths\"].append(np.median(depths))\n",
+    "        else:\n",
+    "            print(\"The depths, exptimes_median, or the individual exptimes must be given as input!\")\n",
+    "            return None\n",
+    "\n",
+    "    return strategies\n",
+    "\n",
+    "# Complete the strategies using the ETC\n",
+    "strategies = complete_strategies(strategies)\n",
     "\n",
     "# Create the gantt chart\n",
     "fig, ax = makeChart(strategies, event=event_name,\n",
@@ -217,7 +257,12 @@
        "  'exptimes_median': [30, 30],\n",
        "  'exptimes': [[30, 30, 30], [30, 30, 30]],\n",
        "  'depths': [24.52, 24.52],\n",
-       "  'filters': ['grz', 'grz']}}"
+       "  'filters': ['grz', 'grz']},\n",
+       " 'Mixed bag': {'cadence_hr': [6, 24, 48],\n",
+       "  'exptimes_median': [75, 30, 120],\n",
+       "  'exptimes': [[120, 30, 30, 30, 120, 200], [30, 30], [120, 120]],\n",
+       "  'depths': [23.915, 24.265, 24.265],\n",
+       "  'filters': ['ugrizy', 'gz', 'gz']}}"
       ]
      },
      "execution_count": 4,
@@ -284,6 +329,25 @@
       "        Filter: r Depth: 24.52mag, exptime: 30s\n",
       "        Filter: z Depth: 24.52mag, exptime: 30s\n",
       "        Median exposure time: 30s\n",
+      "--\n",
+      "\n",
+      " Strategy name: Mixed bag\n",
+      "    Epoch: 6 hr\n",
+      "        Filter: u Depth: 23.915mag, exptime: 120s\n",
+      "        Filter: g Depth: 23.915mag, exptime: 30s\n",
+      "        Filter: r Depth: 23.915mag, exptime: 30s\n",
+      "        Filter: i Depth: 23.915mag, exptime: 30s\n",
+      "        Filter: z Depth: 23.915mag, exptime: 120s\n",
+      "        Filter: y Depth: 23.915mag, exptime: 200s\n",
+      "        Median exposure time: 75s\n",
+      "    Epoch: 24 hr\n",
+      "        Filter: g Depth: 24.265mag, exptime: 30s\n",
+      "        Filter: z Depth: 24.265mag, exptime: 30s\n",
+      "        Median exposure time: 30s\n",
+      "    Epoch: 48 hr\n",
+      "        Filter: g Depth: 24.265mag, exptime: 120s\n",
+      "        Filter: z Depth: 24.265mag, exptime: 120s\n",
+      "        Median exposure time: 120s\n",
       "--\n"
      ]
     }
@@ -365,14 +429,11 @@
    "metadata": {},
    "outputs": [
     {
-     "ename": "NameError",
-     "evalue": "name 'distance_Mpc' is not defined",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
-      "Cell \u001b[0;32mIn[7], line 6\u001b[0m\n\u001b[1;32m      2\u001b[0m delay_hr \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m6.\u001b[39m\n\u001b[1;32m      4\u001b[0m \u001b[38;5;66;03m# Here are some selected models from the Bulla+19, Anand+23 model grid. Do not modify unless necessary\u001b[39;00m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;66;03m# Please look at models/kilonova_Bulla/ folder for more options.\u001b[39;00m\n\u001b[0;32m----> 6\u001b[0m models \u001b[38;5;241m=\u001b[39m {\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGW170817 best fit polar, theta=26deg\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodels/kilonova_Bulla/nph1.0e+06_dyn0.001-0.15-0.20_wind0.050-0.03_theta25.84_dMpc\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdistance_Mpc\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.dat\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m      7\u001b[0m           \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGW170817 best fit equatorial, theta=90deg\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodels/kilonova_Bulla/nph1.0e+06_dyn0.001-0.15-0.20_wind0.050-0.03_theta90.00_dMpc\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdistance_Mpc\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.dat\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m      8\u001b[0m           \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mKilonova low Y_e and M_ej, theta=45deg\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodels/kilonova_Bulla/nph1.0e+06_dyn0.001-0.15-0.15_wind0.010-0.03_theta45.57_dMpc\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdistance_Mpc\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.dat\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m      9\u001b[0m           \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mKilonova low Y_e, theta=26deg\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodels/kilonova_Bulla/nph1.0e+06_dyn0.001-0.15-0.15_wind0.050-0.03_theta25.84_dMpc\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdistance_Mpc\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.dat\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m     10\u001b[0m           \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mKilonova low M_e, theta=26deg\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodels/kilonova_Bulla/nph1.0e+06_dyn0.010-0.15-0.20_wind0.010-0.03_theta25.84_dMpc\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdistance_Mpc\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.dat\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m     11\u001b[0m           \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mKilonova high M_ej, theta=26deg\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmodels/kilonova_Bulla/nph1.0e+06_dyn0.020-0.15-0.20_wind0.090-0.03_theta25.84_dMpc\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mdistance_Mpc\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m.dat\u001b[39m\u001b[38;5;124m\"\u001b[39m}\n\u001b[1;32m     13\u001b[0m \u001b[38;5;66;03m# Pick the model\u001b[39;00m\n\u001b[1;32m     14\u001b[0m model_filename \u001b[38;5;241m=\u001b[39m models[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGW170817 best fit equatorial, theta=90deg\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n",
-      "\u001b[0;31mNameError\u001b[0m: name 'distance_Mpc' is not defined"
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Selected model file name: \n",
+      " models/kilonova_Bulla/nph1.0e+06_dyn0.001-0.15-0.20_wind0.050-0.03_theta90.00_dMpc300.dat\n"
      ]
     }
    ],
@@ -380,6 +441,9 @@
     "# Delay between transient onset and start of the observing window\n",
     "delay_hr = 6.\n",
     "\n",
+    "# Distance in Mpc, available from 100Mpc to 700Mpc at 100Mpc intervals\n",
+    "distance_Mpc = 300\n",
+    "\n",
     "# Here are some selected models from the Bulla+19, Anand+23 model grid. Do not modify unless necessary\n",
     "# Please look at models/kilonova_Bulla/ folder for more options.\n",
     "models = {\"GW170817 best fit polar, theta=26deg\": f\"models/kilonova_Bulla/nph1.0e+06_dyn0.001-0.15-0.20_wind0.050-0.03_theta25.84_dMpc{distance_Mpc}.dat\",\n",
@@ -390,14 +454,72 @@
     "          \"Kilonova high M_ej, theta=26deg\": f\"models/kilonova_Bulla/nph1.0e+06_dyn0.020-0.15-0.20_wind0.090-0.03_theta25.84_dMpc{distance_Mpc}.dat\"}\n",
     "\n",
     "# Pick the model\n",
-    "model_filename = models[\"GW170817 best fit equatorial, theta=90deg\"]"
+    "model_filename = models[\"GW170817 best fit equatorial, theta=90deg\"]\n",
+    "\n",
+    "# Verbose\n",
+    "print(f\"Selected model file name: \\n {model_filename}\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 8,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      " Strategy name: Fabulous Strategy\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      " Strategy name: Less Fabulous\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      " Strategy name: Mixed bag\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "# Read the model\n",
     "t_model = ascii.read(model_filename)\n",
@@ -435,7 +557,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 9,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -462,20 +584,107 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 10,
    "metadata": {
     "scrolled": true
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'Fabulous Strategy': {'cadence_hr': [4, 24, 48],\n",
+       "  'exptimes_median': [96, 240, 240],\n",
+       "  'exptimes': [[131, 13, 29, 60, 170, 1088],\n",
+       "   [330, 32, 73, 150, 428, 2732],\n",
+       "   [330, 32, 73, 150, 428, 2732]],\n",
+       "  'depths': [24.5, 25, 25],\n",
+       "  'filters': ['ugrizy', 'ugrizy', 'ugrizy']},\n",
+       " 'Less Fabulous': {'cadence_hr': [6, 48],\n",
+       "  'exptimes_median': [30, 30],\n",
+       "  'exptimes': [[30, 30, 30], [30, 30, 30]],\n",
+       "  'depths': [24.52, 24.52],\n",
+       "  'filters': ['grz', 'grz']},\n",
+       " 'Mixed bag': {'cadence_hr': [6, 24, 48],\n",
+       "  'exptimes_median': [75, 30, 120],\n",
+       "  'exptimes': [[120, 30, 30, 30, 120, 200], [30, 30], [120, 120]],\n",
+       "  'depths': [23.915, 24.265, 24.265],\n",
+       "  'filters': ['ugrizy', 'gz', 'gz']}}"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "strategies"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 11,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      " >> Strategy name: Fabulous Strategy\n",
+      "  Epoch 4 hr:\n",
+      "    exposure times: 913s\n",
+      "    overhead change filter: 600.0s\n",
+      "    overhead between exposures: 28.0s\n",
+      "  Epoch 24 hr:\n",
+      "    exposure times: 2294s\n",
+      "    overhead change filter: 600.0s\n",
+      "    overhead between exposures: 28.0s\n",
+      "  Epoch 48 hr:\n",
+      "    exposure times: 2294s\n",
+      "    overhead change filter: 600.0s\n",
+      "    overhead between exposures: 28.0s\n",
+      "Total exposure time per pointing: 1.53hr\n",
+      "Total time for 4 fields: 6.34hr\n",
+      "Total time for 4 fields and 5 events: 31.69hr\n",
+      "-- \n",
+      "\n",
+      "\n",
+      " >> Strategy name: Less Fabulous\n",
+      "  Epoch 6 hr:\n",
+      "    exposure times: 90s\n",
+      "    overhead change filter: 360.0s\n",
+      "    overhead between exposures: 14.0s\n",
+      "  Epoch 48 hr:\n",
+      "    exposure times: 90s\n",
+      "    overhead change filter: 360.0s\n",
+      "    overhead between exposures: 14.0s\n",
+      "Total exposure time per pointing: 0.05hr\n",
+      "Total time for 4 fields: 0.29hr\n",
+      "Total time for 4 fields and 5 events: 1.43hr\n",
+      "-- \n",
+      "\n",
+      "\n",
+      " >> Strategy name: Mixed bag\n",
+      "  Epoch 6 hr:\n",
+      "    exposure times: 373s\n",
+      "    overhead change filter: 600.0s\n",
+      "    overhead between exposures: 28.0s\n",
+      "  Epoch 24 hr:\n",
+      "    exposure times: 60s\n",
+      "    overhead change filter: 240.0s\n",
+      "    overhead between exposures: 7.0s\n",
+      "  Epoch 48 hr:\n",
+      "    exposure times: 240s\n",
+      "    overhead change filter: 240.0s\n",
+      "    overhead between exposures: 7.0s\n",
+      "Total exposure time per pointing: 0.19hr\n",
+      "Total time for 4 fields: 0.88hr\n",
+      "Total time for 4 fields and 5 events: 4.38hr\n",
+      "-- \n",
+      "\n"
+     ]
+    }
+   ],
    "source": [
     "for i in range(len(strategy_names)):\n",
     "    print(f\"\\n >> Strategy name: {strategy_names[i]}\")\n",
@@ -532,20 +741,20 @@
     "    # calculate the total overheads, convert overhead from seconds to hours\n",
     "    # IMPORTANT: the filter change and first slew overhead must to be divided by the number of fields,\n",
     "    # if we complete the tiling before changing filters   \n",
-    "    overheads = np.sum(overhead_between_exposures_total/60/60 +\n",
+    "    overheads_total_nfields = np.sum((overhead_between_exposures_total * n_fields)/60/60 +\n",
     "                       overhead_first_slew_total/n_fields/60/60 +\n",
     "                       overhead_filter_change_total/n_fields/60/60)\n",
+    "    \n",
     "    # calculate the total exposure time per field/pointing in hours\n",
     "    total_exposure_time_hr = exptime_total/60/60\n",
-    "    # calculate the time budget in hours\n",
-    "    budget_strategy_hr = total_exposure_time_hr + overheads\n",
-    "    {'{:.1f}'.format(budget_strategy_hr)}\n",
+    "\n",
+    "    # Calculate the total time budget in hours per event\n",
+    "    budget_strategy_nfields_hr = total_exposure_time_hr * n_fields + overheads_total_nfields\n",
     "    \n",
     "    print(f\"Total exposure time per pointing: {'{:.2f}'.format(total_exposure_time_hr)}hr\")\n",
-    "    print(f\"Total overheads per pointing, assuming {n_fields} fields: {'{:.2f}'.format(overheads)}hr ({'{:.2f}'.format(100*overheads/budget_strategy_hr)}% of total budget)\")\n",
-    "    print(f\"Total time budget per pointing: {'{:.2f}'.format(budget_strategy_hr)}hr\")\n",
-    "    print(f\"Total time for {n_fields} fields: {'{:.2f}'.format(budget_strategy_hr * n_fields)}hr\")\n",
-    "    print(f\"Total time for {n_fields} fields and {n_events} events: {'{:.1f}'.format(budget_strategy_hr * n_fields * n_events)}hr\")\n",
+    "    #print(f\"Total overheads per pointing, assuming {n_fields} fields: {'{:.2f}'.format(overheads_total_nfields)}hr ({'{:.2f}'.format(100*overheads/budget_strategy_hr)}% of total budget)\")\n",
+    "    print(f\"Total time for {n_fields} fields: {'{:.2f}'.format(budget_strategy_nfields_hr)}hr\")\n",
+    "    print(f\"Total time for {n_fields} fields and {n_events} events: {'{:.2f}'.format(budget_strategy_nfields_hr * n_events)}hr\")\n",
     "    print(\"-- \\n\")"
    ]
   },
@@ -562,7 +771,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 12,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -572,7 +781,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -586,9 +795,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 14,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "filter, mag_limit, exptime (s)\n",
+      "u, 24.5, 156\n",
+      "g, 24.5, 14\n",
+      "r, 24.5, 31\n",
+      "i, 24.5, 62\n",
+      "z, 24.5, 175\n",
+      "y, 24.5, 1158\n"
+     ]
+    }
+   ],
    "source": [
     "print(\"filter, mag_limit, exptime (s)\")\n",
     "for filt, mag in zip(filters, mag_limits):\n",
@@ -605,7 +828,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 15,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -619,9 +842,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 16,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "filter, mag_limit, exptime (s)\n",
+      "u, 23.7, 30\n",
+      "g, 25.0, 30\n",
+      "r, 24.9, 60\n",
+      "i, 24.5, 60\n",
+      "z, 23.9, 60\n",
+      "y, 22.9, 60\n"
+     ]
+    }
+   ],
    "source": [
     "print(\"filter, mag_limit, exptime (s)\")\n",
     "for filt, exptime in zip(filters, exptimes):\n",