Notebooks/7_Multi-messenger_astronomy__Planning_observations_rapidly_with_MOCs.ipynb

{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "7650a193",
   "metadata": {},
   "source": [
    "# Multi Order Coverage data structure to plan multi-messenger observations\n",
    "\n",
    "Giuseppe Greco¹, Manon Marchand²\n",
    "\n",
    "1. INFN, Sezione de Perugia, 1-06123 Perugia, Italy\n",
    "2. Université de Strasbourg, CNRS, Observatoire Astronomique de Strasbourg, UMR 7550, F-67000, Strasbourg, France\n",
    "\n",
    "\n",
    "This notebook is a tutorial associated to the article [Multi Order Coverage data structure to plan\n",
    "multi-messenger observations](https://www.sciencedirect.com/science/article/pii/S2213133722000026?via%3Dihub).\n",
    "\n",
    "***\n",
    "\n",
    "We will first explore Multi-Order Coverage (MOC) data structure manipultation, then we will see how astroplan and Space-Time Multi Order Coverage (STMOC) can be combined. The final step is a concrete example illustrating how STMOCS can be build in a few seconds to plan observations from three ground observatories of the full sky localisation produced after detection of a gravitational wave."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "667a7509",
   "metadata": {},
   "source": [
    "## Setting the notebook\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "efe9627f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Standard Library\n",
    "from datetime import timedelta\n",
    "from pathlib import Path\n",
    "\n",
    "# Astronomy tools\n",
    "import astropy.units as u\n",
    "from astroplan import Observer\n",
    "from astropy.io import fits\n",
    "from astropy.table import QTable\n",
    "from astropy.time import Time\n",
    "from astropy.utils.data import download_file\n",
    "\n",
    "# Moc and HEALPix tools\n",
    "from cdshealpix import healpix_to_skycoord\n",
    "from mocpy import MOC, STMOC\n",
    "\n",
    "# Sky visualization\n",
    "from ipyaladin import Aladin\n",
    "\n",
    "# For plots\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Data handling\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6f8240be",
   "metadata": {},
   "outputs": [],
   "source": [
    "# define a path to store data\n",
    "path = Path.cwd() / \"Data/Multi-order-coverage-to-plan-MMA/\"\n",
    "path.mkdir(parents=True, exist_ok=True)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "6677e9ce",
   "metadata": {},
   "source": [
    "\n",
    "## Manipulating MOCs\n",
    "\n",
    "\n",
    "In this first section, we build an elementary MOC, describe essential algorithms and perform basic tests.\n",
    "\n",
    "First, we create a MOC region with the HEALPix index = 652 at order = 4 applying the method [from_healpix_cells](https://cds-astro.github.io/mocpy/stubs/mocpy.MOC.html#mocpy.MOC.from_healpix_cells) from mocpy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "09dba0a8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'mocpy.moc.moc.MOC'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "2/50 \n",
       "4/"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ipix = np.array([50], dtype=\"uint64\")  # the index of the HEALPix cell\n",
    "depth = np.array([2], dtype=\"uint8\")  # its depth\n",
    "\n",
    "moc_test = MOC.from_healpix_cells(\n",
    "    ipix,\n",
    "    depth,\n",
    "    4,\n",
    ")  # here we set it's order to 4, it can be more precise than the most precise cell. No issues there.\n",
    "print(type(moc_test))\n",
    "moc_test"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "ed4053a9",
   "metadata": {},
   "source": [
    "As a good practice, always try to know the type of the objects you're manipulating. Here we created a `mocpy.moc.moc.MOC`.\n",
    "\n",
    "Printing this `moc_test` alows to find again the `order/cell_indices` for all cells that are in the MOC. Try creating a MOC with more cells to explore this representation!\n",
    "\n",
    "Let's look at it in the very handy `display_preview`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "cad43359",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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QUR0lnRjhbfZS07UIjorwdgFJ+vjjj/XVV19F/Jo9Ef00gTFG27dv1zHHHKNAIBCpzQJAxPWWtE5StD7rVC/peEklUdo+3Mvr9WrLli3Ky8uL2O2OI14GvF4vVxkEEPc2K/qfAPhC0m2SVkn6PMr7grs4jqNAIBCxMhDR0wRLly6N5OYAICrGSuocg/10l1Qk6VFJR8dgf3CXZcuWRWxbEZ0ZOProo7V169ZIbQ4AouJlSSNivM/TJH0Q430iufXs2VMlJZE5ERWxmYF77rlHpaWlkdocAETNbyQVq+lar7HQICkYo33BPbZt26Z77703ItuKSBkIBAJav349iwYBJIQqNS3uWx+DfX0v6SpJXHUFkRbRY28kbnDwwgsvWL+RA4PBYLR0dJXMewr9xkQtHd9LZnwc/Hcyknu89NJLrT6Ot3pmYOfOnXr++edbuxkAiLmvJY2T9E6Utl+mpsWDQDQtWrSo1ZcpbvUCwpKSEvXq1atVIQDApp9Iel5SQQS32aCmKxt+EsFtAodSUlKinj17hv3+VpWB+vp69ejRg5sRAUh4mZJWS+qp8G9YtLdYrUkAJCk7O1v//e9/lZaWFtb7wz5NYIxRRUUFRQBAUqhR002LInEA/1xNpyCAWCkvL1dFRUXYF/0Le2bAcLVBAEkoV003LxoU5vs/VtNHF9dFKhAQIq/XK7/fH9ZVCcOeGXj99dfDfSsAxK0ySddJei+M96794b0UAdgQDAa1ZMmSsN4b9szAiSeeqLVr14a1UwCIdz+RtFhS/xBf/6WaZhM2RSsQEIIBAwbok09avmw1rJkBY4waGxvDeSsAJIRtavo0wLYQXmskfSOKAOwLBAJhnb4PqwzccccdWr+edbIAklutmhYVHm7af5Wk/xf9OMBhrV27VlOmTGnx+yJ610IASDa1ks6X9I9DfH2ZpHMkcTF2JLIWl4GysjK9/fbb0cgCAHFpq5oWBv5zv+eXSrpeTacIgHjxzjvvqKysrEXvaXEZWLdunVatWtXStwFAQiuW9GtJG9W0RmClmi5lvNViJuBgPv74Y3322Wcteg+nCQAgRNslDZD0xQ/jS7txgIhpURkIBoPasmVLtLIAQNzbJekoSRfZDgL8iJKSEgWDwZBf36LrDJSVlal79+5hBQMAALFTVlamnJyckF7LaQIAAFyuRWWA+xAAAJAYWnLMDvk0gd/vV+fOnVVTUxN2MAAAEBuZmZmqrKyUz+c77GtbVAZSU1NbHQ4AAMRGQ0NDSGWANQMAALgcZQAAAJcLuQyweBAAgMQS6rE75DJwxBFHhB0GAADEXqjH7pAXEDqO06pAAAAg9kI5zLNmAAAAl6MMAADgcpQBAABcjjIAAIDLUQYAAHA5ygAAAC5HGQAAwOUoAwAAuBxlAAAAl6MMAADgcpQBAABcjjIAAIDLhVwGOnToEM0cAAAgwkI9dod818KGhgalpaW1KhQAAIidhoYG+Xy+w74u5JkBbmEMAEByYs0AAAAuRxkAAMDlWlQGWEQIAEBiaMkxO+Qy4PP5tG7durACAQCA2Prss89CWjwotXBmgEWEAAAkH9YMAADgci0qA9nZ2Xr00UejlQUAAETAvHnz1K1bt5Bf36Iy4PF41KNHj5ZmAgAAMfSTn/xEHk/oh3hOEwAA4HItLgMnnHCCTjrppGhkAQAArVRQUKDjjz++Re9pcRnIycnR4MGDW/o2AAAQA2eeeaays7Nb9J6wTxPwMUMAAOJLuMfmkO9auDdjjPLz8/Xpp5+GtVMAABB5+fn5Wr16dYtLQVgzA47jtGiVIgAAiD6v1xvW7EDYR/Tp06dzqgAAgDjhOI6mTZsW3nvDOU0gNZ0q8Hq9CvPtAAAggrxer/x+f2xnBiRp+/btrXk7AACIkG3btoX93lZ9mqBLly7Ky8sLe+cAAKD18vLydOSRR8b20wR7KykpUa9evVqzCQAA0AolJSXq2bNn2O9v9UcCunXrpjFjxrR2MwAAIAy//vWvW3RTooNpdRlo27atRo4c2drNAACAMIwcOVJt2rRp1TYicrGAESNG6JJLLonEpgAAQIjGjBmjCy+8sNXbiUgZ8Hq9OuGEE+T1eiOxOQAAcBher1f9+/ePyLG31QsI93b00Udr69atkdocAAA4hJ49e6qkpCQi24roNYXnzZvHVQkBAIgyx3H02GOPRW57kZwZ4KqEAABEn+M4CgQCEfsDPOJ3G9q+fTtrBwAAiBKv16vS0tKIbjOiZcBxHOXm5uqTTz6J5GYBAMAPVq9erZycnIielo/4zIDjOMrOzlZBQUGkNw0AgKudfPLJ6tatW8TX50W8DEhS165dde2110Zj0wAAuNY111yjLl26RHy7EV1AuLe6ujoNHTpUH3zwQTQ2DwCAqwwaNEhvvvmmMjIyIr7tqJUBSQoEAsrLy1N5eXm0dgEAQNLLzc3Vtm3borZAP6plQGoqBCkpKdHcBQAASa2xsTGqn9SLypqBfXbg8WjixInR3g0AAElp4sSJ8niie7iOehlwHEczZszQlClTor0rAACSyp133qmZM2dG/+q+JkYaGhrMhAkTjCQGg8FgMBiHGZMmTTJ+vz8mx+iozwzs4fP51KdPH65OCADAYXi9XvXp0ydma+5iVgYkacKECSosLORmRgAAHILjOLr99ts1fvz42O00JvMPewkGg2b69OnWp18YDAaDwYjHcd9995lgMBjTY3PUP1p4MMYYPfHEExo3blysdw0AQNyaP3++fvOb38R8Bt1KGZCk8vJy5eTk2Ng1AABx6auvvlJWVlbM9xvTNQN769atm5YuXSqfz2crAgAAccHn82nZsmXq2rWrlf1bKwOO4+jss8/WggULonKdZQAAEkHbtm313HPPaejQodYW2Fs7TbC3F198UaNHj1YcRAEAIGYcx9GLL76okSNH2s0RD2XAGKPly5dryJAhtqMAABAz77zzjs4880zrH7mPizIgNRWCFStW6IwzzrAdBQCAqFuxYoVOO+0060VAsrhmYH+O42jQoEF6+eWXlZaWZjsOAABRkZaWpldffTVuioAUR2VAaioEI0aM0Lx58ygEAICkk5GRofnz5+vCCy+MmyIgxdFpgv0tWrRIY8aMYVEhACApOI6jhQsXavTo0bajHCBuy4AxRm+//bbOPvts21EAAGi1t956S2eddVZczQjsEVenCfbmOI6GDBmiZcuWxeU3DgCAUDiOE9dFQIrjMiD9XyF49tln1aNHj7j9JgIAsD/HcdSjRw8999xzcV0EpDg+TXAwv/3tb/Xwww/bjgEAwGFNmjRJs2bNsh0jJHE9M7C/2bNna9q0abZjAADwo6ZPn66HHnrIdoyQJdTMgCQFAgHNmTNHN910k+0oAAAcYPbs2brhhhvk9XptRwlZQs0MSJLX69WkSZN0++23y3GcuD4HAwBwhz3HozvvvFMTJkxIqCIgJeDMwB57Yufn5+vTTz+1nAYA4Gb5+flavXq1JCXkH6kJNzOwx54WtmbNGg0fPtx2HACAS40YMUKrVq1K6NnqhC0De3g8HhUVFWncuHG2owAAXObaa69VUVGRPJ7EPpwm7GmC/dXV1am8vFznnHOOPv/8c9txAABJrE+fPlqyZImys7OVkZFhO06rJU0Z2KO+vl4dO3ZUQ0MD9zUAAESU4zhKTU3Vjh07lJ6ebjtOxCT2vMZBpKenq66uTtu3b1dWVpbtOACAJJGVlaXS0lLV1dUlVRGQkrAMSE3NrXv37nr33XfVs2dP23EAAAmuZ8+eWrFihXJzcxN2keCPSbrTBPv77LPPtGnTJo0YMYLTBgCAFnEcR6+88oqOO+449enTx3acqEn6MiA1XZPg3//+t04++WTbUQAACeSjjz5SQUFBUs4G7C0pTxPsz3EcFRQUqL6+XnPmzEn6f1QAQPgcx9HcuXNVX1/viiIgSSm2A8SK4zhKS0vThAkTVFlZqcWLF2vVqlW2YwEA4siAAQM0YsQIjR8/3hUlYA9XnCY4GGOMrrnmGs2fP992FABAHBg3bpwef/xxV5WAPVxbBiSpsbFRK1as0Ny5c/XKK6/YjgMAsGDUqFEaP368Bg0apJQU10yY78PVZWCP2tpa7dixQ8cdd5xqa2ttxwEAxEBmZqY2bNigTp06qU2bNrbjWEUZ2EtNTY26dOmiYDAov99vOw4AIAp8Pp88Ho++/fZbtWvXznacuOCKTxOEKjMzU3V1dfrPf/6j008/PSmuNw0AaJKRkaHTTz9dn3zyierq6igCe2Fm4Ec899xzWrt2re6//37bUQAArTB58mTl5+fr0ksvtR0lLlEGDiMYDOrhhx/W7373O9tRAABhmD17tiZMmJDwtxmOJr4zh+HxeDRhwgRVVFRozJgxtuMAAEI0ZswYVVRU6IYbbqAIHAYzAy0QDAbV2NioI488Ug0NDdq9e7ftSACAvaSlpSk9PV1ff/21UlJSKAEh4rvUAh6PR6mpqaqqqlJJSYmGDh2qTp062Y4FAK7XqVMnDR06VFu2bNH333+v1NRUikALMDPQSsuXL9fHH3+s22+/3XYUAHAdx3E0bdo0/fznP9eZZ55pO07CogxEgDFGK1eu1Hvvvac77rjDdhwAcIXp06dr0KBBGjhwoCsvIRxJlIEIamxsVFVVlS666CKtWLHCdhwASEqDBw/WwoUL1bFjR3m9XttxkgJlIAqCwaB2796t3Nxc1dfXq66uznYkAEhoGRkZSk9P15dffsl6gCjguxkFHo9HGRkZqqys1Jo1azR8+HBlZmbajgUACSczM1PDhw/X2rVrVVlZqfT0dIpAFDAzECOLFy/W+vXrWVMAACGaPn26+vXrp/PPP992lKRHGYghY4xWrVolSbr77ru1ZMkSy4kAIL4MGzZMU6dOlSQNGDCAhYExQhmwpL6+XrW1tcrKylIgELAdBwCs8nq9+vrrr9WmTRulp6fbjuM6nHixJD09XZ07d1ZDQ4OKi4uVlZWlrKwsWjAAV3Acp/n33saNG9XQ0KAjjjiCImAJMwNx5uabb1ZxcbGWLl1qOwoARMU555yjvn376sEHH7QdBT+gDMQhv9+vp59+WpJ0//336/PPP7ecCABap3fv3po8ebIkaezYsUpJSbGcCHujDMS50tJSffnllzr55JNtRwGAsHz00UfKzc1V9+7dbUfBIbBmIM7l5eWpoKBA1dXVqq6u1m233WY7EgAcVmFhYfPvrYKCAopAnGNmIMEYY2SMUb9+/VRbW6vq6mpVVVXZjgXA5Tp06KD27durXbt2WrdunRzHYUF0AqEMJLiNGzfqvvvukzFGTz31lPjnBBArjuNo7NixchxHhYWF6t27t+1ICBNlIEkYY7Rw4UIFg0G99tpreuGFF2xHApCkRo8erQsuuEAej0eXXHIJMwBJgDKQhHbu3KkvvvhCfr9f+fn5zBYAaDXHcbR27Vr5fD51795d7dq1sx0JEUQZSGLGGO3atUuSNHfuXP3+979vfh4Afsyev/YfeOABXXfddZKkNm3aMAuQpCgDLrHnnzkQCKhv376SpIqKCtXU1NiMBSCOZGZmKisrS5JUXFzcfHdACkDyowy42AcffKCioiLV1dXpySeftB0HgCVXXnmlMjIydOmll+qUU06xHQcWUAYgY4xeeuml5sc333yzSktLLSYCEE15eXmaMWNG8+NRo0bx17/LUQZwgLKyMtXX12v16tW6+OKLbccBECEvvviiTjzxRKWnpys3N9d2HMQRygAOyRij+vp6SU1rDTp27KhgMNj8NQDxac9f+R6PRzt27JDX65XUdLdUZgBwMJQBhGzPj8rSpUubbzhSV1enLVu22IwFQFLPnj2VkZEhqekTAEOHDpXE4j+EhjKAVqmvr9eUKVMkNZWFhx9+WH6/33IqIPn5fD5NnDix+WA/bdo0paWlWU6FREUZQES99dZbamhokCT99a9/1VtvvWU5EZA8zjnnHF1//fWSpLS0NA0ZMsRyIiQLygCiprq6Wt9//33z40WLFjVf+AjA4d1///0aPXp08+NOnTqpffv2FhMhWVEGEDPBYLB51qCqquqA1cyBQMBGLMCqPYv79igrK1OHDh0kSampqc0X/gGiiTIAK/b/sTPGaODAgc2fVpCktWvXUhCQVLxer/Lz85sfezwerVy58oBFfiz6Q6xRBhC3pk+fvs/lkp944glVVFRYTAS0TFZWlq666qrmx+3bt1dhYaHFRMDBUQaQMFatWqVvv/22+fFf/vIXLV++3GIiYF9DhgzRLbfc0vy4S5cu+tnPfmYxERAaygASVnV19QE3Wpo4caJeffVVO4HgKqNGjdKsWbP2ea59+/bKzMy0lAgIH2UASSUQCBx0ncGxxx57wCmGYDDINRGwD5/Pd8CCvezsbG3cuPGA13q93gMW/wGJijIAVzjYj3kwGNTpp59+wPPfffedNmzYEItYsKRv37464ogjDnj+/fffP+jqfRb0IdlRBoD9VFdXHzD9u7fp06errq4uhonQUm3btv3Ra1rceOONTOcDe6EMAC300UcfNd/AaX9Lly7V/fffH+NE7lRYWNh8/f39ZWRkaODAgTFOBCQuygAQQX6/X5WVlSG99vrrr2ex436GDx+uRx55JKTXdu7cWT6fL8qJAHegDACWBAKBsG8FPXDgQK1atSrCiSKjoKBAH374YVjvdRyHRXmABZQBAABcjoteAwDgcpQBAABcjjIAAIDLUQYAAHA5ygAAAC5HGQAAwOUoAwAAuBxlAAAAl6MMAADgcv8ff+N8LLt9vjEAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "moc_test.display_preview()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "5d344065",
   "metadata": {},
   "source": [
    "Then, we write the MOC region in an external file named **TEST.fits** serialized in a FITS format."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "508c4127",
   "metadata": {},
   "outputs": [],
   "source": [
    "moc_test.save(path / \"TEST.fits\", format=\"fits\", overwrite=True)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e881b50e",
   "metadata": {},
   "source": [
    "**Figure 1.** HEALPix grid at order = 4. In red, the MOC region with HEALPix index = 652. This represents the MOC we created."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "a30af252",
   "metadata": {},
   "source": [
    "Now, we read the MOC file `TEST.fits` and we find the MOC order: the depth of the smallest HEALPix cells. Of course, we will find an order = 4 as set when we created the MOC."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "caf2f8bc",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "moc_order = 4\n"
     ]
    }
   ],
   "source": [
    "# Read  MOC map.\n",
    "moc_test_from_file = MOC.from_fits(path / \"TEST.fits\")\n",
    "\n",
    "# Find MOC order\n",
    "moc_order = moc_test_from_file.max_order\n",
    "print(\"moc_order =\", moc_order)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "b51944bf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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QUR0lnRjhbfZS07UIjorwdgFJ+vjjj/XVV19F/Jo9Ef00gTFG27dv1zHHHKNAIBCpzQJAxPWWtE5StD7rVC/peEklUdo+3Mvr9WrLli3Ky8uL2O2OI14GvF4vVxkEEPc2K/qfAPhC0m2SVkn6PMr7grs4jqNAIBCxMhDR0wRLly6N5OYAICrGSuocg/10l1Qk6VFJR8dgf3CXZcuWRWxbEZ0ZOProo7V169ZIbQ4AouJlSSNivM/TJH0Q430iufXs2VMlJZE5ERWxmYF77rlHpaWlkdocAETNbyQVq+lar7HQICkYo33BPbZt26Z77703ItuKSBkIBAJav349iwYBJIQqNS3uWx+DfX0v6SpJXHUFkRbRY28kbnDwwgsvWL+RA4PBYLR0dJXMewr9xkQtHd9LZnwc/Hcyknu89NJLrT6Ot3pmYOfOnXr++edbuxkAiLmvJY2T9E6Utl+mpsWDQDQtWrSo1ZcpbvUCwpKSEvXq1atVIQDApp9Iel5SQQS32aCmKxt+EsFtAodSUlKinj17hv3+VpWB+vp69ejRg5sRAUh4mZJWS+qp8G9YtLdYrUkAJCk7O1v//e9/lZaWFtb7wz5NYIxRRUUFRQBAUqhR002LInEA/1xNpyCAWCkvL1dFRUXYF/0Le2bAcLVBAEkoV003LxoU5vs/VtNHF9dFKhAQIq/XK7/fH9ZVCcOeGXj99dfDfSsAxK0ySddJei+M96794b0UAdgQDAa1ZMmSsN4b9szAiSeeqLVr14a1UwCIdz+RtFhS/xBf/6WaZhM2RSsQEIIBAwbok09avmw1rJkBY4waGxvDeSsAJIRtavo0wLYQXmskfSOKAOwLBAJhnb4PqwzccccdWr+edbIAklutmhYVHm7af5Wk/xf9OMBhrV27VlOmTGnx+yJ610IASDa1ks6X9I9DfH2ZpHMkcTF2JLIWl4GysjK9/fbb0cgCAHFpq5oWBv5zv+eXSrpeTacIgHjxzjvvqKysrEXvaXEZWLdunVatWtXStwFAQiuW9GtJG9W0RmClmi5lvNViJuBgPv74Y3322Wcteg+nCQAgRNslDZD0xQ/jS7txgIhpURkIBoPasmVLtLIAQNzbJekoSRfZDgL8iJKSEgWDwZBf36LrDJSVlal79+5hBQMAALFTVlamnJyckF7LaQIAAFyuRWWA+xAAAJAYWnLMDvk0gd/vV+fOnVVTUxN2MAAAEBuZmZmqrKyUz+c77GtbVAZSU1NbHQ4AAMRGQ0NDSGWANQMAALgcZQAAAJcLuQyweBAAgMQS6rE75DJwxBFHhB0GAADEXqjH7pAXEDqO06pAAAAg9kI5zLNmAAAAl6MMAADgcpQBAABcjjIAAIDLUQYAAHA5ygAAAC5HGQAAwOUoAwAAuBxlAAAAl6MMAADgcpQBAABcjjIAAIDLhVwGOnToEM0cAAAgwkI9dod818KGhgalpaW1KhQAAIidhoYG+Xy+w74u5JkBbmEMAEByYs0AAAAuRxkAAMDlWlQGWEQIAEBiaMkxO+Qy4PP5tG7durACAQCA2Prss89CWjwotXBmgEWEAAAkH9YMAADgci0qA9nZ2Xr00UejlQUAAETAvHnz1K1bt5Bf36Iy4PF41KNHj5ZmAgAAMfSTn/xEHk/oh3hOEwAA4HItLgMnnHCCTjrppGhkAQAArVRQUKDjjz++Re9pcRnIycnR4MGDW/o2AAAQA2eeeaays7Nb9J6wTxPwMUMAAOJLuMfmkO9auDdjjPLz8/Xpp5+GtVMAABB5+fn5Wr16dYtLQVgzA47jtGiVIgAAiD6v1xvW7EDYR/Tp06dzqgAAgDjhOI6mTZsW3nvDOU0gNZ0q8Hq9CvPtAAAggrxer/x+f2xnBiRp+/btrXk7AACIkG3btoX93lZ9mqBLly7Ky8sLe+cAAKD18vLydOSRR8b20wR7KykpUa9evVqzCQAA0AolJSXq2bNn2O9v9UcCunXrpjFjxrR2MwAAIAy//vWvW3RTooNpdRlo27atRo4c2drNAACAMIwcOVJt2rRp1TYicrGAESNG6JJLLonEpgAAQIjGjBmjCy+8sNXbiUgZ8Hq9OuGEE+T1eiOxOQAAcBher1f9+/ePyLG31QsI93b00Udr69atkdocAAA4hJ49e6qkpCQi24roNYXnzZvHVQkBAIgyx3H02GOPRW57kZwZ4KqEAABEn+M4CgQCEfsDPOJ3G9q+fTtrBwAAiBKv16vS0tKIbjOiZcBxHOXm5uqTTz6J5GYBAMAPVq9erZycnIielo/4zIDjOMrOzlZBQUGkNw0AgKudfPLJ6tatW8TX50W8DEhS165dde2110Zj0wAAuNY111yjLl26RHy7EV1AuLe6ujoNHTpUH3zwQTQ2DwCAqwwaNEhvvvmmMjIyIr7tqJUBSQoEAsrLy1N5eXm0dgEAQNLLzc3Vtm3borZAP6plQGoqBCkpKdHcBQAASa2xsTGqn9SLypqBfXbg8WjixInR3g0AAElp4sSJ8niie7iOehlwHEczZszQlClTor0rAACSyp133qmZM2dG/+q+JkYaGhrMhAkTjCQGg8FgMBiHGZMmTTJ+vz8mx+iozwzs4fP51KdPH65OCADAYXi9XvXp0ydma+5iVgYkacKECSosLORmRgAAHILjOLr99ts1fvz42O00JvMPewkGg2b69OnWp18YDAaDwYjHcd9995lgMBjTY3PUP1p4MMYYPfHEExo3blysdw0AQNyaP3++fvOb38R8Bt1KGZCk8vJy5eTk2Ng1AABx6auvvlJWVlbM9xvTNQN769atm5YuXSqfz2crAgAAccHn82nZsmXq2rWrlf1bKwOO4+jss8/WggULonKdZQAAEkHbtm313HPPaejQodYW2Fs7TbC3F198UaNHj1YcRAEAIGYcx9GLL76okSNH2s0RD2XAGKPly5dryJAhtqMAABAz77zzjs4880zrH7mPizIgNRWCFStW6IwzzrAdBQCAqFuxYoVOO+0060VAsrhmYH+O42jQoEF6+eWXlZaWZjsOAABRkZaWpldffTVuioAUR2VAaioEI0aM0Lx58ygEAICkk5GRofnz5+vCCy+MmyIgxdFpgv0tWrRIY8aMYVEhACApOI6jhQsXavTo0bajHCBuy4AxRm+//bbOPvts21EAAGi1t956S2eddVZczQjsEVenCfbmOI6GDBmiZcuWxeU3DgCAUDiOE9dFQIrjMiD9XyF49tln1aNHj7j9JgIAsD/HcdSjRw8999xzcV0EpDg+TXAwv/3tb/Xwww/bjgEAwGFNmjRJs2bNsh0jJHE9M7C/2bNna9q0abZjAADwo6ZPn66HHnrIdoyQJdTMgCQFAgHNmTNHN910k+0oAAAcYPbs2brhhhvk9XptRwlZQs0MSJLX69WkSZN0++23y3GcuD4HAwBwhz3HozvvvFMTJkxIqCIgJeDMwB57Yufn5+vTTz+1nAYA4Gb5+flavXq1JCXkH6kJNzOwx54WtmbNGg0fPtx2HACAS40YMUKrVq1K6NnqhC0De3g8HhUVFWncuHG2owAAXObaa69VUVGRPJ7EPpwm7GmC/dXV1am8vFznnHOOPv/8c9txAABJrE+fPlqyZImys7OVkZFhO06rJU0Z2KO+vl4dO3ZUQ0MD9zUAAESU4zhKTU3Vjh07lJ6ebjtOxCT2vMZBpKenq66uTtu3b1dWVpbtOACAJJGVlaXS0lLV1dUlVRGQkrAMSE3NrXv37nr33XfVs2dP23EAAAmuZ8+eWrFihXJzcxN2keCPSbrTBPv77LPPtGnTJo0YMYLTBgCAFnEcR6+88oqOO+449enTx3acqEn6MiA1XZPg3//+t04++WTbUQAACeSjjz5SQUFBUs4G7C0pTxPsz3EcFRQUqL6+XnPmzEn6f1QAQPgcx9HcuXNVX1/viiIgSSm2A8SK4zhKS0vThAkTVFlZqcWLF2vVqlW2YwEA4siAAQM0YsQIjR8/3hUlYA9XnCY4GGOMrrnmGs2fP992FABAHBg3bpwef/xxV5WAPVxbBiSpsbFRK1as0Ny5c/XKK6/YjgMAsGDUqFEaP368Bg0apJQU10yY78PVZWCP2tpa7dixQ8cdd5xqa2ttxwEAxEBmZqY2bNigTp06qU2bNrbjWEUZ2EtNTY26dOmiYDAov99vOw4AIAp8Pp88Ho++/fZbtWvXznacuOCKTxOEKjMzU3V1dfrPf/6j008/PSmuNw0AaJKRkaHTTz9dn3zyierq6igCe2Fm4Ec899xzWrt2re6//37bUQAArTB58mTl5+fr0ksvtR0lLlEGDiMYDOrhhx/W7373O9tRAABhmD17tiZMmJDwtxmOJr4zh+HxeDRhwgRVVFRozJgxtuMAAEI0ZswYVVRU6IYbbqAIHAYzAy0QDAbV2NioI488Ug0NDdq9e7ftSACAvaSlpSk9PV1ff/21UlJSKAEh4rvUAh6PR6mpqaqqqlJJSYmGDh2qTp062Y4FAK7XqVMnDR06VFu2bNH333+v1NRUikALMDPQSsuXL9fHH3+s22+/3XYUAHAdx3E0bdo0/fznP9eZZ55pO07CogxEgDFGK1eu1Hvvvac77rjDdhwAcIXp06dr0KBBGjhwoCsvIRxJlIEIamxsVFVVlS666CKtWLHCdhwASEqDBw/WwoUL1bFjR3m9XttxkgJlIAqCwaB2796t3Nxc1dfXq66uznYkAEhoGRkZSk9P15dffsl6gCjguxkFHo9HGRkZqqys1Jo1azR8+HBlZmbajgUACSczM1PDhw/X2rVrVVlZqfT0dIpAFDAzECOLFy/W+vXrWVMAACGaPn26+vXrp/PPP992lKRHGYghY4xWrVolSbr77ru1ZMkSy4kAIL4MGzZMU6dOlSQNGDCAhYExQhmwpL6+XrW1tcrKylIgELAdBwCs8nq9+vrrr9WmTRulp6fbjuM6nHixJD09XZ07d1ZDQ4OKi4uVlZWlrKwsWjAAV3Acp/n33saNG9XQ0KAjjjiCImAJMwNx5uabb1ZxcbGWLl1qOwoARMU555yjvn376sEHH7QdBT+gDMQhv9+vp59+WpJ0//336/PPP7ecCABap3fv3po8ebIkaezYsUpJSbGcCHujDMS50tJSffnllzr55JNtRwGAsHz00UfKzc1V9+7dbUfBIbBmIM7l5eWpoKBA1dXVqq6u1m233WY7EgAcVmFhYfPvrYKCAopAnGNmIMEYY2SMUb9+/VRbW6vq6mpVVVXZjgXA5Tp06KD27durXbt2WrdunRzHYUF0AqEMJLiNGzfqvvvukzFGTz31lPjnBBArjuNo7NixchxHhYWF6t27t+1ICBNlIEkYY7Rw4UIFg0G99tpreuGFF2xHApCkRo8erQsuuEAej0eXXHIJMwBJgDKQhHbu3KkvvvhCfr9f+fn5zBYAaDXHcbR27Vr5fD51795d7dq1sx0JEUQZSGLGGO3atUuSNHfuXP3+979vfh4Afsyev/YfeOABXXfddZKkNm3aMAuQpCgDLrHnnzkQCKhv376SpIqKCtXU1NiMBSCOZGZmKisrS5JUXFzcfHdACkDyowy42AcffKCioiLV1dXpySeftB0HgCVXXnmlMjIydOmll+qUU06xHQcWUAYgY4xeeuml5sc333yzSktLLSYCEE15eXmaMWNG8+NRo0bx17/LUQZwgLKyMtXX12v16tW6+OKLbccBECEvvviiTjzxRKWnpys3N9d2HMQRygAOyRij+vp6SU1rDTp27KhgMNj8NQDxac9f+R6PRzt27JDX65XUdLdUZgBwMJQBhGzPj8rSpUubbzhSV1enLVu22IwFQFLPnj2VkZEhqekTAEOHDpXE4j+EhjKAVqmvr9eUKVMkNZWFhx9+WH6/33IqIPn5fD5NnDix+WA/bdo0paWlWU6FREUZQES99dZbamhokCT99a9/1VtvvWU5EZA8zjnnHF1//fWSpLS0NA0ZMsRyIiQLygCiprq6Wt9//33z40WLFjVf+AjA4d1///0aPXp08+NOnTqpffv2FhMhWVEGEDPBYLB51qCqquqA1cyBQMBGLMCqPYv79igrK1OHDh0kSampqc0X/gGiiTIAK/b/sTPGaODAgc2fVpCktWvXUhCQVLxer/Lz85sfezwerVy58oBFfiz6Q6xRBhC3pk+fvs/lkp944glVVFRYTAS0TFZWlq666qrmx+3bt1dhYaHFRMDBUQaQMFatWqVvv/22+fFf/vIXLV++3GIiYF9DhgzRLbfc0vy4S5cu+tnPfmYxERAaygASVnV19QE3Wpo4caJeffVVO4HgKqNGjdKsWbP2ea59+/bKzMy0lAgIH2UASSUQCBx0ncGxxx57wCmGYDDINRGwD5/Pd8CCvezsbG3cuPGA13q93gMW/wGJijIAVzjYj3kwGNTpp59+wPPfffedNmzYEItYsKRv37464ogjDnj+/fffP+jqfRb0IdlRBoD9VFdXHzD9u7fp06errq4uhonQUm3btv3Ra1rceOONTOcDe6EMAC300UcfNd/AaX9Lly7V/fffH+NE7lRYWNh8/f39ZWRkaODAgTFOBCQuygAQQX6/X5WVlSG99vrrr2ex436GDx+uRx55JKTXdu7cWT6fL8qJAHegDACWBAKBsG8FPXDgQK1atSrCiSKjoKBAH374YVjvdRyHRXmABZQBAABcjoteAwDgcpQBAABcjjIAAIDLUQYAAHA5ygAAAC5HGQAAwOUoAwAAuBxlAAAAl6MMAADgcv8ff+N8LLt9vjEAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "moc_test_from_file.display_preview()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "09952a59",
   "metadata": {},
   "source": [
    "Here, we serialize the MOC from fits to json/dictionary with the keys and values representing the orders and the pixel indices, respectively. Of course, we find here the values used in the original MOC creation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "fff1dee9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'2': [50], '4': []}"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Serialize the MOC from fits to json/dict.\n",
    "moc_json = moc_test.serialize(format=\"json\")\n",
    "moc_json"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "8d3386c0",
   "metadata": {},
   "source": [
    "By definition, for the [nested](https://healpix.jpl.nasa.gov/html/intronode4.htm) numbering scheme used in MOcs, the HEALPix cells of higher order contained in a cell are comprised between:\n",
    "\n",
    "$[npix \\times 4^{(max\\_order - order)}]$ \n",
    "\n",
    "and\n",
    "\n",
    "$[(npix+1) \\times 4^{(max\\_order - order)}-1] $.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7597ae30",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "For our cell 50 at order 2, the cells at order 3 are comprised between the indices 200 and 203\n"
     ]
    }
   ],
   "source": [
    "first_index = int(ipix[0] * 4)\n",
    "last_index = int((ipix[0] + 1) * 4 - 1)\n",
    "print(\n",
    "    f\"For our cell {ipix[0]} at order {depth[0]}, the cells at \"\n",
    "    f\"order {depth[0] +1} are comprised between the indices {first_index} and {last_index}\",\n",
    ")\n",
    "moc_order_3 = MOC.from_healpix_cells(\n",
    "    np.array([200, 201, 202, 203], dtype=\"uint64\"),\n",
    "    np.array([3, 3, 3, 3], dtype=\"uint8\"),\n",
    "    3,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fcafa854",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(5, 5))\n",
    "wcs = moc_order_3.wcs(fig)\n",
    "ax = fig.add_subplot(projection=wcs)\n",
    "# Represent the moc at order 3 with its four cells, 200, 201, 202, and 203\n",
    "moc_order_3.fill(ax, wcs, color=\"purple\", alpha=0.5)\n",
    "moc_order_3.border(ax, wcs, color=\"purple\")\n",
    "# Represent the cell 50 at order 2\n",
    "moc_test.border(ax, wcs, color=\"black\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "da71d21a",
   "metadata": {},
   "source": [
    "You can interactively visualize the results with the following Aladin widget. To see the HealPix grid, select it in the `manage layers` <img src=\"https://github.com/ggreco77/Tutotest/blob/main/images/ipyaladin_layer.png?raw=true\" alt=\"the Layer Button\" style=\"width:30px; display: inline-block;\"/> menu."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "0f41d287",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": []
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5cfcd8810a204d238be85ac6fa52b40b",
       "version_major": 2,
       "version_minor": 1
      },
      "text/plain": [
       "Aladin()"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aladin = Aladin(target=\"20:15:0, +19:15:0\", fov=150, height=600)\n",
    "aladin"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "5c3055ed",
   "metadata": {},
   "source": [
    "A MOC map can also be added to the Aladin widget by adding it to the variable `aladin`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "9ffb2a10",
   "metadata": {},
   "outputs": [],
   "source": [
    "aladin.add_moc(moc_order_3, color=\"purple\", opacity=0.4, edge=True, name=\"moc_order_3\")\n",
    "# if the MOC does not appear right away in the ipyaladin widwet, unzoom and zoom again to actualize the view"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "5f6725e5",
   "metadata": {},
   "source": [
    "## Astroplan\n",
    "\n",
    "In this second section, we cover the use of [astroplan](https://astroplan.readthedocs.io/en/latest/index.html) a python library useful for observation planning and scheduling.\n",
    "\n",
    "First, we want to define the airmass in each HEALPix index using the astroplan module. In particular, we define the airmass in the Haleakala site  at 2019-04-25 14:18:05.018 UTC."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f5210364",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Observer: name='haleakala',\n",
       "    location (lon, lat, el)=(-156.169 deg, 20.71552 deg, 3047.9999999999245 m),\n",
       "    timezone=<UTC>>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Let's define a MOC with four cells and extract the coordinates of the centers of these cells\n",
    "healpix_indices = [2608, 2609, 2610, 2611]\n",
    "observation_MOC = MOC.from_json({5: healpix_indices})\n",
    "skycoords = healpix_to_skycoord(healpix_indices, 5)\n",
    "\n",
    "# The Observer module has pre-defined observations sites. Here we chose Haleakala.\n",
    "haleakala = Observer.at_site(\"haleakala\")\n",
    "\n",
    "# Set observational time.\n",
    "start_time = Time(\"2019-04-25 12:30:00\")\n",
    "\n",
    "haleakala"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "622d40dd",
   "metadata": {},
   "source": [
    "Haleakala info from Observer class in astroplan."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "63fd5a3b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "We could apply any of the methods listed here\n",
      " to the object haleakea ['__class__', '__delattr__', '__dict__', '__dir__', '__doc__', '__eq__', '__format__', '__ge__', '__getattribute__', '__getstate__', '__gt__', '__hash__', '__init__', '__init_subclass__', '__le__', '__lt__', '__module__', '__ne__', '__new__', '__reduce__', '__reduce_ex__', '__repr__', '__setattr__', '__sizeof__', '__str__', '__subclasshook__', '__weakref__', '_altitude_trig', '_calc_riseset', '_calc_transit', '_determine_which_event', '_horiz_cross', '_is_broadcastable', '_key', '_preprocess_inputs', '_two_point_interp', 'altaz', 'astropy_time_to_datetime', 'at_site', 'datetime_to_astropy_time', 'elevation', 'is_night', 'latitude', 'local_sidereal_time', 'location', 'longitude', 'midnight', 'moon_altaz', 'moon_illumination', 'moon_phase', 'moon_rise_time', 'moon_set_time', 'name', 'noon', 'parallactic_angle', 'pressure', 'relative_humidity', 'sun_altaz', 'sun_rise_time', 'sun_set_time', 'target_hour_angle', 'target_is_up', 'target_meridian_antitransit_time', 'target_meridian_transit_time', 'target_rise_time', 'target_set_time', 'temperature', 'timezone', 'tonight', 'twilight_evening_astronomical', 'twilight_evening_civil', 'twilight_evening_nautical', 'twilight_morning_astronomical', 'twilight_morning_civil', 'twilight_morning_nautical']\n"
     ]
    }
   ],
   "source": [
    "print(\n",
    "    f\"\"\"We could apply any of the methods listed here\n",
    " to the object haleakea {dir(haleakala)}\"\"\",\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "195c0aaf",
   "metadata": {},
   "source": [
    "Does the time we set correspond to night time at Haleakala? You can answer it using [is_night](https://astroplan.readthedocs.io/en/latest/api/astroplan.Observer.html#astroplan.Observer.is_night) method and setting the astronomical twilight."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7c8440ee",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Is it night? True\n"
     ]
    }
   ],
   "source": [
    "# Check if it is night in Haleakala at the defined time:\n",
    "# -18 degree horizon (evening astronomical twilight).\n",
    "night = haleakala.is_night(start_time, horizon=-18 * u.deg)\n",
    "print(\"Is it night?\", night)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "ca8b2246",
   "metadata": {},
   "source": [
    "We have all needed information to calculate the airmass at the sky coordinates determined in the first section."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "7b7561da",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "airmass: 1.28 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (202.5, 31.38816646)> \n",
      "airmass: 1.27 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (203.90625, 32.7971683)> \n",
      "airmass: 1.31 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (201.09375, 32.7971683)> \n",
      "airmass: 1.29 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (202.5, 34.22886633)> \n"
     ]
    }
   ],
   "source": [
    "# Airmass calculation\n",
    "airmass_values = haleakala.altaz(start_time, skycoords).secz\n",
    "\n",
    "for airmass_value, skycoord in zip(airmass_values, skycoords):\n",
    "    print(f\"airmass: {airmass_value.round(2)} {skycoord} \")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "820fe0e7",
   "metadata": {},
   "source": [
    "To only select sky area with airmass < 1.30, we create a new MOC with those sky coordinates. We will call it `MOC_observability_haleakala`. \n",
    "\n",
    "It can be useful to create an astropy table with skycoords and airmass_values as columns. Then we filter the airmass_values column from 1.00 to 1.30. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "31842521",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><i>QTable length=3</i>\n",
       "<table id=\"table140485889684736\" class=\"table-striped table-bordered table-condensed\">\n",
       "<thead><tr><th>skycoords</th><th>airmass_value</th></tr></thead>\n",
       "<thead><tr><th>deg,deg</th><th></th></tr></thead>\n",
       "<thead><tr><th>SkyCoord</th><th>float64</th></tr></thead>\n",
       "<tr><td>202.5,31.388166464348547</td><td>1.283356253026247</td></tr>\n",
       "<tr><td>203.90625,32.797168295823646</td><td>1.2655238268424671</td></tr>\n",
       "<tr><td>202.5,34.22886632781258</td><td>1.2898750950579083</td></tr>\n",
       "</table></div>"
      ],
      "text/plain": [
       "<QTable length=3>\n",
       "         skycoords             airmass_value   \n",
       "          deg,deg                              \n",
       "          SkyCoord                float64      \n",
       "---------------------------- ------------------\n",
       "    202.5,31.388166464348547  1.283356253026247\n",
       "203.90625,32.797168295823646 1.2655238268424671\n",
       "     202.5,34.22886632781258 1.2898750950579083"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "table = QTable([skycoords, airmass_values], names=[\"skycoords\", \"airmass_value\"])\n",
    "\n",
    "# Mask table with selected airmass values.\n",
    "observability_table = table[\n",
    "    (table[\"airmass_value\"] >= 1.0) & (table[\"airmass_value\"] <= 1.3)\n",
    "]\n",
    "\n",
    "observability_table"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "6fc6dfc5",
   "metadata": {},
   "source": [
    "## Combining astroplan and STMOC\n",
    "\n",
    "We use the [from_skycoords](https://cds-astro.github.io/mocpy/stubs/mocpy.MOC.html#mocpy.MOC.from_skycoords) method of MOCpy to create an observability MOC from the sky coordinates."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "13f4f83f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "5/2608-2609 2611 "
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# MOC from  sky coordinates\n",
    "moc_observability_haleakala = MOC.from_skycoords(observability_table[\"skycoords\"], 5)\n",
    "moc_observability_haleakala"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "25203864",
   "metadata": {},
   "source": [
    "The MOC observability is shown in green in **Figure 3** over the original MOC. The HEALPix index = 2610 at order = 5 is not considered in the MOC visibility at the coordinates RA = 201.09375 $^\\circ$, DEC = 32.7971683 $^\\circ$. This is because its associated airmass value = 1.31 is outside the airmass range we selected to create the MOC visibility from Haleakala."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "00a2b7b2",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": []
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a2476aed1d7149e7ae6a3921ab95c357",
       "version_major": 2,
       "version_minor": 1
      },
      "text/plain": [
       "Aladin()"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aladin2 = Aladin(target=\"13:30:0 +32:50:0\", fov=150, height=600)\n",
    "\n",
    "aladin2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "3e8fabeb",
   "metadata": {},
   "outputs": [],
   "source": [
    "aladin2.add_moc(observation_MOC, color=\"blue\", edge=True, fill=False, name=\"obs_MOC\")\n",
    "aladin2.add_moc(\n",
    "    moc_observability_haleakala, color=\"green\", opacity=0.5, edge=True, name=\"haleakala\"\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "f23270a1",
   "metadata": {},
   "source": [
    "In green, the MOC visibility from the Haleakala site with airmass ranges from 1.00 to 1.30 over the original MOC area in blue."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e7a609e4",
   "metadata": {},
   "source": [
    "### Adding temporal information to an (Observability) MOC\n",
    "\n",
    "The ability to transform any spatial MOC generated from telescope footprints, image surveys, catalogues, gravitational-wave sky localizations, MOC visibility *etc.* into spatial and temporal MOC (STMOC) offers several interoperable approaches. In the next sections, we will discuss how to filter candidate transients.\n",
    "\n",
    "To encode temporal information in a space (observability) MOC, we apply the method [from_spatial_coverages](https://cds-astro.github.io/mocpy/stubs/mocpy.STMOC.html#mocpy.STMOC.from_spatial_coverages) from mocpy. We assume an exposure time of 10 minutes: from 2019-04-25 12:30:00 to 2019-04-25 12:40:00."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "df8263cb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a Space and Time MOC from a space MOC.\n",
    "space_time_moc_obs = STMOC.from_spatial_coverages(\n",
    "    Time([\"2019-04-25 12:30:00\"]),\n",
    "    Time([\"2019-04-25 12:40:00\"]),\n",
    "    [moc_observability_haleakala],\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "aa25b453",
   "metadata": {},
   "source": [
    "**Filtering transient candidates**\n",
    "\n",
    "To filter transient candidates *in space and in time* simultaneously, we use the [contains](https://cds-astro.github.io/mocpy/stubs/mocpy.MOC.html#mocpy.MOC.contains) method in mocpy. It returns a boolean mask array of the positions lying inside (or outside) the MOC instance. Good performances are obtained thanks to the core functions written in Rust programming language.  \n",
    "\n",
    "We consider two transients at sky positions of\n",
    "-  transient1: (RA = 202.49997 $^\\circ$, DEC = 32.79846 $^\\circ$) observed at UTC time 2019-04-25T12:33:00\n",
    "-  transient2: (RA = 202.69392 $^\\circ$, DEC = 34.02011 $^\\circ$) observed at UTC time 2019-04-25T12:50:00\n",
    "\n",
    "Both candidate transients fall inside our MOC region but only the first one is consistent with the exposure time of that region, see next cells: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "91fce829",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    ID         ra      dec              time         \n",
      "              deg      deg                           \n",
      "---------- --------- -------- -----------------------\n",
      "transient1 202.49997 32.79846 2019-04-25T12:33:00.000\n",
      "transient2 202.69392 34.02011 2019-04-25T13:45:00.000\n"
     ]
    }
   ],
   "source": [
    "# An astropy table with the 2 transients is created.\n",
    "transient_tb = QTable()\n",
    "\n",
    "# ID candidate transients\n",
    "transient_tb[\"ID\"] = [\"transient1\", \"transient2\"]\n",
    "\n",
    "# Transient positions\n",
    "transient_tb[\"ra\"] = [202.49997, 202.69392] * u.deg\n",
    "transient_tb[\"dec\"] = [32.79846, 34.02011] * u.deg\n",
    "\n",
    "# Transient time observations\n",
    "transient_tb[\"time\"] = Time([\"2019-04-25T12:33:00\", \"2019-04-25T13:45:00\"])\n",
    "\n",
    "print(transient_tb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "bbed0c3c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ True, False])"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Filtering transients in space and time.\n",
    "space_time_moc_obs.contains(\n",
    "    transient_tb[\"time\"],\n",
    "    transient_tb[\"ra\"],\n",
    "    transient_tb[\"dec\"],\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "fc039100",
   "metadata": {},
   "source": [
    "As expected,  the boolean mask returns **True** only for the transient1."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "a829682d",
   "metadata": {},
   "source": [
    "## Concrete example : planning observations for a GW follow up\n",
    "\n",
    "Here we describe the essential steps to delimit portions of a MOC coverage that are observable from a specific astronomical site within a fixed time interval and a defined range of airmass values. We start with the 90% credible region of the gravitational-wave event GW190425. The credible region is encoded in a MOC data structure. In order to show the potential of MOCs to manage complex and irregular sky areas, the 90% credible region of GW190425 is prepocessed as discussed in **Sections 4.2 and 4.3**.\n",
    "The MOC region is accessible from the link [here](https://github.com/ggreco77/MOC-to-plan-MMA/blob/main/data/processed_moc_skymap.fits?raw=true). \n",
    "All steps are shown in the [video tutorial](https://virgo.pg.infn.it/sites/virgo.pg.infn.it/files/mm/tuto_A_C_mid.mp4) focusing in the main Aladin graphical user interface. \n",
    "\n",
    "For running the code, we consider the merger time of GW190425 from the image's header."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "0b7ab4e8",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Download the initial (BAYESTAR)sky map of GW190425 from GraceDB.\n",
    "\n",
    "bayesian = download_file(\n",
    "    \"https://gracedb.ligo.org/api/superevents/S190425z/files/bayestar.fits.gz,0\",\n",
    "    cache=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "90014768",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The merger time is 2019-04-25T08:18:05.018\n"
     ]
    }
   ],
   "source": [
    "# Get merger time from image's header.\n",
    "hdul = fits.open(bayesian)\n",
    "merger_time = Time(hdul[1].header[\"DATE-OBS\"])\n",
    "\n",
    "print(\"The merger time is\", merger_time)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "46c437aa",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define an observatory from the astroplan list\n",
    "observatory_name = \"haleakala\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "c5165e78",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define observatory in the astroplan Observer class\n",
    "observatory_astroplan_observer = Observer.at_site(observatory_name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "abe6b7b3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Observer: name='haleakala',\n",
       "    location (lon, lat, el)=(-156.169 deg, 20.71552 deg, 3047.9999999999245 m),\n",
       "    timezone=<UTC>>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "observatory_astroplan_observer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "e8a6ab2b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Check if it is night in your Observatory at the merger time:\n",
    "# -18 degree horizon (evening astronomical twilight).\n",
    "night = observatory_astroplan_observer.is_night(merger_time, horizon=-18 * u.deg)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "e75856e3",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Is nightime in haleakala ? True\n"
     ]
    }
   ],
   "source": [
    "print(f\"Is nightime in {observatory_name} ?\", night)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e6b20906",
   "metadata": {},
   "source": [
    "If it is night in your observatory, we set as start time the merger time of the event, otherwise, we find the nearest twilight astronomical evening. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "076c13f2",
   "metadata": {},
   "outputs": [],
   "source": [
    "if night:  # starts as soon as the merger if it is nightime at the observatory\n",
    "    start_time = merger_time\n",
    "else:\n",
    "    # else, wait for the nearest twilight astronomical evening\n",
    "    twilight_evening_astronomical = (\n",
    "        observatory_astroplan_observer.twilight_evening_astronomical(\n",
    "            merger_time,\n",
    "            which=\"nearest\",\n",
    "        )\n",
    "    )\n",
    "    start_time = twilight_evening_astronomical"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "218f4fbb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start time for the first observation: 2019-04-25T08:18:05.018\n"
     ]
    }
   ],
   "source": [
    "print(\"Start time for the first observation:\", start_time)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "153cd165",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MOC order: 11\n"
     ]
    }
   ],
   "source": [
    "# Init. list for schedule observation\n",
    "observatory_time_obs = []\n",
    "# Set the airmass range to create the MOC visibility\n",
    "airmass_max = 2\n",
    "airmass_min = 1\n",
    "# Read the MOC map.\n",
    "moc = MOC.from_fits(path / \"processed_moc_skymap.fits\")\n",
    "# Find MOC Order\n",
    "order = moc.max_order\n",
    "print(\"MOC order:\", order)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "48f1b13a",
   "metadata": {},
   "source": [
    "Here, we want to calculate the visibility area within the previous MOC from the specific observatory site, at a given time and setting the airmass values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "8edb5194",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "input_order:  11\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[np.int64(8388608),\n",
       " np.int64(8388609),\n",
       " np.int64(8388610),\n",
       " np.int64(8388611),\n",
       " np.int64(8388612),\n",
       " np.int64(8388613),\n",
       " np.int64(8388614),\n",
       " np.int64(8388615),\n",
       " np.int64(8388616),\n",
       " np.int64(8388617)]"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Serialize the MOC from fits to json/dict.\n",
    "moc_json = moc.serialize(format=\"json\")\n",
    "# Init. a list of HEALPix indices.\n",
    "healpix_indices = []\n",
    "# Set a MOC order. MOC order >= max order in the original MOC.\n",
    "input_order = order\n",
    "print(\"input_order: \", input_order)\n",
    "# Read MOC JSON file.\n",
    "for key, value in moc_json.items():\n",
    "    order = int(key)\n",
    "\n",
    "    # Flatten cells.\n",
    "    for npix in value:\n",
    "        first_index = npix * 4 ** (input_order - order)\n",
    "        last_index = (npix + 1) * 4 ** (input_order - order) - 1\n",
    "\n",
    "        # Resulting list of flatten cells.\n",
    "        for healpix_index in np.arange(first_index, last_index + 1):\n",
    "            healpix_indices.append(healpix_index)\n",
    "healpix_indices[:10]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "ddfadf77",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Convert HEALPix indices to celestial coordinates.\n",
    "healpix_indices = np.array(healpix_indices)\n",
    "skycoord = healpix_to_skycoord(healpix_indices, input_order)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "25570913",
   "metadata": {},
   "source": [
    "In the next cell, we open a samp instance with the function defined at the beginning of this notebook. This protocol will try to send information to the Aladin desktop application to vizualize the observation plan. Be sure that the application is open. \n",
    "\n",
    "To install the aladin desktop software, follow the instructions below.\n",
    "\n",
    "Download the Aladin.jar from the Aladin download page. Execute it from a terminal by typing:\n",
    "\n",
    "`$ java -Xmx2g -jar Aladin.jar`\n",
    "\n",
    "The flag -Xmx specifies the maximum memory allocation pool for a JVM. Here 2GB of memory is allocated. For GW sky localizations with nside=2048, increase the memory allocated up to 3GB, -Xmx3g."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "f167a1b9",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_observation_moc(start_time, after_n_hours: int, observer):\n",
    "    \"\"\"Get an observation MOC from observer point of view n-hours after start-time.\n",
    "\n",
    "    This MOC corresponds to a sky area above the horizon (above 18°) and with an\n",
    "    airmass comprised between 1 and 2.\n",
    "\n",
    "    Parameters\n",
    "    ----------\n",
    "    start_time : `astropy.time.core.Time`\n",
    "        Time at which the observation starts\n",
    "    after_n_hours : int\n",
    "        Increment for the time, in hours\n",
    "    observer : `astroplan.observer.Observer`\n",
    "        An observatory, as defined in astroplan\n",
    "\n",
    "    Returns\n",
    "    -------\n",
    "    `mocpy.moc.moc.MOC`\n",
    "        The corresponding MOC\n",
    "    \"\"\"\n",
    "    time_step = start_time + timedelta(hours=after_n_hours)\n",
    "    night = observer.is_night(time_step, horizon=-18 * u.deg)\n",
    "    print(f\"Was it nightime in {observatory_name} at {time_step.iso}? \", night)\n",
    "\n",
    "    # Airmass calculation\n",
    "    airmass = observatory_astroplan_observer.altaz(time_step, skycoord).secz\n",
    "\n",
    "    # Create an Astropy table.\n",
    "    tb = QTable([skycoord, airmass], names=[\"skycoord\", \"airmass\"])\n",
    "\n",
    "    # Mask table with selected airmass values.\n",
    "    tb = tb[(tb[\"airmass\"] >= airmass_min) & (tb[\"airmass\"] <= airmass_max)]\n",
    "\n",
    "    # Create an observability MOC.\n",
    "    return MOC.from_skycoords(tb[\"skycoord\"], input_order)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "1bad3ad5",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": []
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e1aad6185be94344b84318d5dde2f05c",
       "version_major": 2,
       "version_minor": 1
      },
      "text/plain": [
       "Aladin()"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "observation_aladin = Aladin(fov=200, target=\"20:00:0, +20:00:0\", height=600)\n",
    "observation_aladin"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "54d8fed4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Was it nightime in haleakala at 2019-04-25 08:18:05.018?  True\n",
      "Was it nightime in haleakala at 2019-04-25 10:18:05.018?  True\n",
      "Was it nightime in haleakala at 2019-04-25 12:18:05.018?  True\n",
      "Was it nightime in haleakala at 2019-04-25 14:18:05.018?  True\n"
     ]
    }
   ],
   "source": [
    "list_moc = []\n",
    "for increment_hour in range(0, 8, 2):\n",
    "    spacial_moc = get_observation_moc(\n",
    "        start_time,\n",
    "        increment_hour,\n",
    "        observatory_astroplan_observer,\n",
    "    )\n",
    "    # we add the MOCs here\n",
    "    observation_aladin.add_moc(\n",
    "        spacial_moc,\n",
    "        opacity=0.5,\n",
    "        name=f\"observation_after_{increment_hour}_hours\",\n",
    "    )\n",
    "    list_moc += [spacial_moc]"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "3d807846",
   "metadata": {},
   "source": [
    "Explote the aladin view to see the mocs, or plot them directly with matplotlib. The list of MOCs behaves like every other list, and you could for example retrieve the first MOC we created with `list_moc[0]`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "77d01c35",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 10))\n",
    "colors = [\"orange\", \"purple\", \"blue\", \"teal\"]\n",
    "\n",
    "for i, moc in enumerate(list_moc):\n",
    "    wcs = moc.wcs(fig)\n",
    "    ax = fig.add_subplot(\n",
    "        2,\n",
    "        2,\n",
    "        i + 1,\n",
    "        projection=wcs,\n",
    "    )  # a 2*2 grid of subplots\n",
    "    moc.fill(ax, wcs, fill=True, alpha=0.5, color=colors[i])\n",
    "    ax.grid(True)  # noqa: FBT003"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "bf2ea001",
   "metadata": {},
   "source": [
    "Both the visualisations in aladin and with the display_preview allow to see the evolution of the observation area with time. Feel free to check and uncheck the coverages display in the aladin widget in the `Manage Layers` menu.\n",
    "Then, we repeat the same steps for Paranal and SSO observatories fixing the same starting time than for the Haleakala site."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "27d8c607",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<Observer: name='paranal',\n",
      "    location (lon, lat, el)=(-70.40498688000002 deg, -24.627439409999997 deg, 2668.999999999649 m),\n",
      "    timezone=<UTC>>\n",
      "<Observer: name='sso',\n",
      "    location (lon, lat, el)=(149.06119444444445 deg, -31.273361111111104 deg, 1149.0000000015516 m),\n",
      "    timezone=<UTC>>\n"
     ]
    }
   ],
   "source": [
    "# Set Observers: Paranal and SSO\n",
    "paranal = Observer.at_site(\"paranal\")\n",
    "sso = Observer.at_site(\"sso\")\n",
    "print(paranal)\n",
    "print(sso)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
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