{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# XMM-LSS Selection Functions\n",
    "## Depth maps and selection functions\n",
    "\n",
    "The simplest selection function available is the field MOC which specifies the area for which there is Herschel data. Each pristine catalogue also has a MOC defining the area for which that data is available.\n",
    "\n",
    "The next stage is to provide mean flux standard deviations which act as a proxy for the catalogue's 5$\\sigma$ depth"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "This notebook was run with herschelhelp_internal version: \n",
      "708e28f (Tue May 8 18:05:21 2018 +0100)\n",
      "This notebook was executed on: \n",
      "2018-06-08 09:45:21.677659\n"
     ]
    }
   ],
   "source": [
    "from herschelhelp_internal import git_version\n",
    "print(\"This notebook was run with herschelhelp_internal version: \\n{}\".format(git_version()))\n",
    "import datetime\n",
    "print(\"This notebook was executed on: \\n{}\".format(datetime.datetime.now()))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "#%config InlineBackend.figure_format = 'svg'\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "plt.rc('figure', figsize=(10, 6))\n",
    "\n",
    "import os\n",
    "import time\n",
    "\n",
    "from astropy import units as u\n",
    "from astropy.coordinates import SkyCoord\n",
    "from astropy.table import Column, Table, join\n",
    "import numpy as np\n",
    "from pymoc import MOC\n",
    "import healpy as hp\n",
    "#import pandas as pd #Astropy has group_by function so apandas isn't required.\n",
    "import seaborn as sns\n",
    "\n",
    "import warnings\n",
    "#We ignore warnings - this is a little dangerous but a huge number of warnings are generated by empty cells later\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "from herschelhelp_internal.utils import inMoc, coords_to_hpidx, flux_to_mag\n",
    "from herschelhelp_internal.masterlist import find_last_ml_suffix, nb_ccplots\n",
    "\n",
    "from astropy.io.votable import parse_single_table"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "FIELD = 'XMM-LSS'\n",
    "#FILTERS_DIR = \"/Users/rs548/GitHub/herschelhelp_python/database_builder/filters/\"\n",
    "FILTERS_DIR = \"/opt/herschelhelp_python/database_builder/filters/\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Depth maps produced using: master_catalogue_xmm-lss_20180504.fits\n"
     ]
    }
   ],
   "source": [
    "TMP_DIR = os.environ.get('TMP_DIR', \"./data_tmp\")\n",
    "OUT_DIR = os.environ.get('OUT_DIR', \"./data\")\n",
    "SUFFIX = find_last_ml_suffix()\n",
    "#SUFFIX = \"20171016\"\n",
    "\n",
    "master_catalogue_filename = \"master_catalogue_{}_{}.fits\".format(FIELD.lower(), SUFFIX)\n",
    "master_catalogue = Table.read(\"{}/{}\".format(OUT_DIR, master_catalogue_filename))\n",
    "\n",
    "print(\"Depth maps produced using: {}\".format(master_catalogue_filename))\n",
    "\n",
    "ORDER = 10\n",
    "#TODO write code to decide on appropriate order\n",
    "\n",
    "field_moc = MOC(filename=\"../../dmu2/dmu2_field_coverages/{}_MOC.fits\".format(FIELD))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## I - Group masterlist objects by healpix cell and calculate depths\n",
    "We add a column to the masterlist catalogue for the target order healpix cell <i>per object</i>."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "#Add a column to the catalogue with the order=ORDER hp_idx\n",
    "master_catalogue.add_column(Column(data=coords_to_hpidx(master_catalogue['ra'],\n",
    "                                                       master_catalogue['dec'],\n",
    "                                                       ORDER), \n",
    "                                   name=\"hp_idx_O_{}\".format(str(ORDER))\n",
    "                                  )\n",
    "                           )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# Convert catalogue to pandas and group by the order=ORDER pixel\n",
    "\n",
    "group = master_catalogue.group_by([\"hp_idx_O_{}\".format(str(ORDER))])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "#Downgrade the groups from order=ORDER to order=13 and then fill out the appropriate cells\n",
    "#hp.pixelfunc.ud_grade([2599293, 2599294], nside_out=hp.order2nside(13))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## II Create a table of all Order=13 healpix cells in the field and populate it\n",
    "We create a table with every order=13 healpix cell in the field MOC. We then calculate the healpix cell at lower order that the order=13 cell is in. We then fill in the depth at every order=13 cell as calculated for the lower order cell that that the order=13 cell is inside."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "depths = Table()\n",
    "depths['hp_idx_O_13'] = list(field_moc.flattened(13))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
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       "</table><style>table.dataTable {clear: both; width: auto !important; margin: 0 !important;}\n",
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       ".paginate_button { margin-right: 5px; }\n",
       "</style>\n",
       "<script>\n",
       "\n",
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       "    var a_num = parseFloat(a);\n",
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       "        return isNaN(a_num) ? -1 : 1;\n",
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       "\n",
       "require.config({paths: {\n",
       "    datatables: 'https://cdn.datatables.net/1.10.12/js/jquery.dataTables.min'\n",
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       "require([\"datatables\"], function(){\n",
       "    console.log(\"$('#table140172830175808-791756').dataTable()\");\n",
       "    \n",
       "jQuery.extend( jQuery.fn.dataTableExt.oSort, {\n",
       "    \"optionalnum-asc\": astropy_sort_num,\n",
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     },
     "execution_count": 9,
     "metadata": {},
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   ],
   "source": [
    "depths[:10].show_in_notebook()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "depths.add_column(Column(data=hp.pixelfunc.ang2pix(2**ORDER,\n",
    "                     hp.pixelfunc.pix2ang(2**13, depths['hp_idx_O_13'], nest=True)[0],\n",
    "                     hp.pixelfunc.pix2ang(2**13, depths['hp_idx_O_13'], nest=True)[1],\n",
    "                     nest = True),\n",
    "                     name=\"hp_idx_O_{}\".format(str(ORDER))\n",
    "                        )\n",
    "                 )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
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       "        return isNaN(a_num) ? -1 : 1;\n",
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   "source": [
    "depths[:10].show_in_notebook()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<thead><tr><th>idx</th><th>hp_idx_O_13</th><th>hp_idx_O_10</th><th>ferr_acs_f606w_mean</th><th>f_acs_f606w_p90</th><th>ferr_ap_acs_f606w_mean</th><th>f_ap_acs_f606w_p90</th><th>ferr_acs_f814w_mean</th><th>f_acs_f814w_p90</th><th>ferr_ap_acs_f814w_mean</th><th>f_ap_acs_f814w_p90</th><th>ferr_wfc3_f125w_mean</th><th>f_wfc3_f125w_p90</th><th>ferr_ap_wfc3_f125w_mean</th><th>f_ap_wfc3_f125w_p90</th><th>ferr_wfc3_f160w_mean</th><th>f_wfc3_f160w_p90</th><th>ferr_ap_wfc3_f160w_mean</th><th>f_ap_wfc3_f160w_p90</th><th>ferr_suprime_b_mean</th><th>f_suprime_b_p90</th><th>ferr_suprime_v_mean</th><th>f_suprime_v_p90</th><th>ferr_suprime_rc_mean</th><th>f_suprime_rc_p90</th><th>ferr_suprime_ip_mean</th><th>f_suprime_ip_p90</th><th>ferr_suprime_zp_mean</th><th>f_suprime_zp_p90</th><th>ferr_hawki_k_mean</th><th>f_hawki_k_p90</th><th>ferr_wircam_j_mean</th><th>f_wircam_j_p90</th><th>ferr_ap_wircam_j_mean</th><th>f_ap_wircam_j_p90</th><th>ferr_wircam_h_mean</th><th>f_wircam_h_p90</th><th>ferr_ap_wircam_h_mean</th><th>f_ap_wircam_h_p90</th><th>ferr_wircam_ks_mean</th><th>f_wircam_ks_p90</th><th>ferr_ap_wircam_ks_mean</th><th>f_ap_wircam_ks_p90</th><th>ferr_ap_suprime_b_mean</th><th>f_ap_suprime_b_p90</th><th>ferr_ap_suprime_v_mean</th><th>f_ap_suprime_v_p90</th><th>ferr_ap_suprime_rc_mean</th><th>f_ap_suprime_rc_p90</th><th>ferr_ap_suprime_ip_mean</th><th>f_ap_suprime_ip_p90</th><th>ferr_ap_suprime_zp_mean</th><th>f_ap_suprime_zp_p90</th><th>ferr_megacam_u_mean</th><th>f_megacam_u_p90</th><th>ferr_ap_megacam_u_mean</th><th>f_ap_megacam_u_p90</th><th>ferr_megacam_g_mean</th><th>f_megacam_g_p90</th><th>ferr_ap_megacam_g_mean</th><th>f_ap_megacam_g_p90</th><th>ferr_megacam_r_mean</th><th>f_megacam_r_p90</th><th>ferr_ap_megacam_r_mean</th><th>f_ap_megacam_r_p90</th><th>ferr_megacam_i_mean</th><th>f_megacam_i_p90</th><th>ferr_ap_megacam_i_mean</th><th>f_ap_megacam_i_p90</th><th>ferr_megacam_z_mean</th><th>f_megacam_z_p90</th><th>ferr_ap_megacam_z_mean</th><th>f_ap_megacam_z_p90</th><th>ferr_megacam_y_mean</th><th>f_megacam_y_p90</th><th>ferr_ap_megacam_y_mean</th><th>f_ap_megacam_y_p90</th><th>ferr_ap_decam_i_mean</th><th>f_ap_decam_i_p90</th><th>ferr_decam_i_mean</th><th>f_decam_i_p90</th><th>ferr_ap_decam_y_mean</th><th>f_ap_decam_y_p90</th><th>ferr_decam_y_mean</th><th>f_decam_y_p90</th><th>ferr_ap_decam_g_mean</th><th>f_ap_decam_g_p90</th><th>ferr_decam_g_mean</th><th>f_decam_g_p90</th><th>ferr_ap_decam_r_mean</th><th>f_ap_decam_r_p90</th><th>ferr_decam_r_mean</th><th>f_decam_r_p90</th><th>ferr_ap_decam_z_mean</th><th>f_ap_decam_z_p90</th><th>ferr_decam_z_mean</th><th>f_decam_z_p90</th><th>ferr_ap_irac_i3_mean</th><th>f_ap_irac_i3_p90</th><th>ferr_irac_i3_mean</th><th>f_irac_i3_p90</th><th>ferr_ap_irac_i4_mean</th><th>f_ap_irac_i4_p90</th><th>ferr_irac_i4_mean</th><th>f_irac_i4_p90</th><th>ferr_ap_irac_i1_mean</th><th>f_ap_irac_i1_p90</th><th>ferr_irac_i1_mean</th><th>f_irac_i1_p90</th><th>ferr_ap_irac_i2_mean</th><th>f_ap_irac_i2_p90</th><th>ferr_irac_i2_mean</th><th>f_irac_i2_p90</th><th>ferr_ap_suprime_n921_mean</th><th>f_ap_suprime_n921_p90</th><th>ferr_suprime_n921_mean</th><th>f_suprime_n921_p90</th><th>ferr_ap_suprime_n816_mean</th><th>f_ap_suprime_n816_p90</th><th>ferr_suprime_n816_mean</th><th>f_suprime_n816_p90</th><th>ferr_suprime_g_mean</th><th>f_suprime_g_p90</th><th>ferr_ap_suprime_g_mean</th><th>f_ap_suprime_g_p90</th><th>ferr_suprime_r_mean</th><th>f_suprime_r_p90</th><th>ferr_ap_suprime_r_mean</th><th>f_ap_suprime_r_p90</th><th>ferr_suprime_i_mean</th><th>f_suprime_i_p90</th><th>ferr_ap_suprime_i_mean</th><th>f_ap_suprime_i_p90</th><th>ferr_suprime_z_mean</th><th>f_suprime_z_p90</th><th>ferr_ap_suprime_z_mean</th><th>f_ap_suprime_z_p90</th><th>ferr_suprime_y_mean</th><th>f_suprime_y_p90</th><th>ferr_ap_suprime_y_mean</th><th>f_ap_suprime_y_p90</th><th>ferr_ap_gpc1_g_mean</th><th>f_ap_gpc1_g_p90</th><th>ferr_gpc1_g_mean</th><th>f_gpc1_g_p90</th><th>ferr_ap_gpc1_r_mean</th><th>f_ap_gpc1_r_p90</th><th>ferr_gpc1_r_mean</th><th>f_gpc1_r_p90</th><th>ferr_ap_gpc1_i_mean</th><th>f_ap_gpc1_i_p90</th><th>ferr_gpc1_i_mean</th><th>f_gpc1_i_p90</th><th>ferr_ap_gpc1_z_mean</th><th>f_ap_gpc1_z_p90</th><th>ferr_gpc1_z_mean</th><th>f_gpc1_z_p90</th><th>ferr_ap_gpc1_y_mean</th><th>f_ap_gpc1_y_p90</th><th>ferr_gpc1_y_mean</th><th>f_gpc1_y_p90</th><th>ferr_ap_ukidss_j_mean</th><th>f_ap_ukidss_j_p90</th><th>ferr_ukidss_j_mean</th><th>f_ukidss_j_p90</th><th>ferr_ap_ukidss_k_mean</th><th>f_ap_ukidss_k_p90</th><th>ferr_ukidss_k_mean</th><th>f_ukidss_k_p90</th><th>ferr_ap_ukidss_h_mean</th><th>f_ap_ukidss_h_p90</th><th>ferr_ukidss_h_mean</th><th>f_ukidss_h_p90</th><th>ferr_vista_y_mean</th><th>f_vista_y_p90</th><th>ferr_ap_vista_y_mean</th><th>f_ap_vista_y_p90</th><th>ferr_vista_j_mean</th><th>f_vista_j_p90</th><th>ferr_ap_vista_j_mean</th><th>f_ap_vista_j_p90</th><th>ferr_vista_h_mean</th><th>f_vista_h_p90</th><th>ferr_ap_vista_h_mean</th><th>f_ap_vista_h_p90</th><th>ferr_vista_ks_mean</th><th>f_vista_ks_p90</th><th>ferr_ap_vista_ks_mean</th><th>f_ap_vista_ks_p90</th><th>ferr_vista_z_mean</th><th>f_vista_z_p90</th><th>ferr_ap_vista_z_mean</th><th>f_ap_vista_z_p90</th></tr></thead>\n",
       "<tr><td>0</td><td>289486839</td><td>4523231</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.05615727254189551</td><td>0.44125403463840496</td><td>0.04722167016007006</td><td>0.4609853118658067</td><td>0.0387988838959824</td><td>0.741272282600403</td><td>0.0326881303506739</td><td>0.6252606987953186</td><td>0.07187065295875072</td><td>0.9585718214511871</td><td>0.06032060963266036</td><td>0.8857730984687804</td><td>0.11109916376881301</td><td>1.4290331602096562</td><td>0.09260463985529813</td><td>1.251767063140869</td><td>0.2650968178554817</td><td>2.486584234237677</td><td>0.2182543796521646</td><td>1.8099321603775047</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2002187036684826</td><td>15.67033140883257</td><td>0.27904204873950655</td><td>14.37355382591239</td><td>1.472032828119369</td><td>16.88437470418522</td><td>1.9643074067793047</td><td>18.766805470239593</td><td>0.09577338346268217</td><td>5.257762821320449</td><td>0.13221637276973558</td><td>5.122035248858616</td><td>0.12113030853287665</td><td>9.38532111705101</td><td>0.1858706013519831</td><td>9.531883983430616</td><td>0.49327195235527493</td><td>16.910330744338125</td><td>0.6853993480181375</td><td>16.408309327969064</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.692759450451978</td><td>10.274485919670585</td><td>0.4255353422080728</td><td>9.000781994920517</td><td>1.5368672376755652</td><td>16.809707254286344</td><td>0.7671299682093777</td><td>14.374733190043393</td><td>0.6192969025377492</td><td>22.872846790602</td><td>0.4912443365234876</td><td>20.53998384376402</td><td>1.2473560482892885</td><td>23.750892371859734</td><td>1.3528372387228442</td><td>20.935352586676892</td><td>5.218353334176862</td><td>26.087951110760574</td><td>3.6188077113376553</td><td>20.802712383634837</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>3.4047813415527344</td><td>6.366513729095459</td><td>1.8293150663375854</td><td>9.828298568725586</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>1</td><td>289486845</td><td>4523231</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.05615727254189551</td><td>0.44125403463840496</td><td>0.04722167016007006</td><td>0.4609853118658067</td><td>0.0387988838959824</td><td>0.741272282600403</td><td>0.0326881303506739</td><td>0.6252606987953186</td><td>0.07187065295875072</td><td>0.9585718214511871</td><td>0.06032060963266036</td><td>0.8857730984687804</td><td>0.11109916376881301</td><td>1.4290331602096562</td><td>0.09260463985529813</td><td>1.251767063140869</td><td>0.2650968178554817</td><td>2.486584234237677</td><td>0.2182543796521646</td><td>1.8099321603775047</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2002187036684826</td><td>15.67033140883257</td><td>0.27904204873950655</td><td>14.37355382591239</td><td>1.472032828119369</td><td>16.88437470418522</td><td>1.9643074067793047</td><td>18.766805470239593</td><td>0.09577338346268217</td><td>5.257762821320449</td><td>0.13221637276973558</td><td>5.122035248858616</td><td>0.12113030853287665</td><td>9.38532111705101</td><td>0.1858706013519831</td><td>9.531883983430616</td><td>0.49327195235527493</td><td>16.910330744338125</td><td>0.6853993480181375</td><td>16.408309327969064</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.692759450451978</td><td>10.274485919670585</td><td>0.4255353422080728</td><td>9.000781994920517</td><td>1.5368672376755652</td><td>16.809707254286344</td><td>0.7671299682093777</td><td>14.374733190043393</td><td>0.6192969025377492</td><td>22.872846790602</td><td>0.4912443365234876</td><td>20.53998384376402</td><td>1.2473560482892885</td><td>23.750892371859734</td><td>1.3528372387228442</td><td>20.935352586676892</td><td>5.218353334176862</td><td>26.087951110760574</td><td>3.6188077113376553</td><td>20.802712383634837</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>3.4047813415527344</td><td>6.366513729095459</td><td>1.8293150663375854</td><td>9.828298568725586</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>2</td><td>289486847</td><td>4523231</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.05615727254189551</td><td>0.44125403463840496</td><td>0.04722167016007006</td><td>0.4609853118658067</td><td>0.0387988838959824</td><td>0.741272282600403</td><td>0.0326881303506739</td><td>0.6252606987953186</td><td>0.07187065295875072</td><td>0.9585718214511871</td><td>0.06032060963266036</td><td>0.8857730984687804</td><td>0.11109916376881301</td><td>1.4290331602096562</td><td>0.09260463985529813</td><td>1.251767063140869</td><td>0.2650968178554817</td><td>2.486584234237677</td><td>0.2182543796521646</td><td>1.8099321603775047</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2002187036684826</td><td>15.67033140883257</td><td>0.27904204873950655</td><td>14.37355382591239</td><td>1.472032828119369</td><td>16.88437470418522</td><td>1.9643074067793047</td><td>18.766805470239593</td><td>0.09577338346268217</td><td>5.257762821320449</td><td>0.13221637276973558</td><td>5.122035248858616</td><td>0.12113030853287665</td><td>9.38532111705101</td><td>0.1858706013519831</td><td>9.531883983430616</td><td>0.49327195235527493</td><td>16.910330744338125</td><td>0.6853993480181375</td><td>16.408309327969064</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.692759450451978</td><td>10.274485919670585</td><td>0.4255353422080728</td><td>9.000781994920517</td><td>1.5368672376755652</td><td>16.809707254286344</td><td>0.7671299682093777</td><td>14.374733190043393</td><td>0.6192969025377492</td><td>22.872846790602</td><td>0.4912443365234876</td><td>20.53998384376402</td><td>1.2473560482892885</td><td>23.750892371859734</td><td>1.3528372387228442</td><td>20.935352586676892</td><td>5.218353334176862</td><td>26.087951110760574</td><td>3.6188077113376553</td><td>20.802712383634837</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>3.4047813415527344</td><td>6.366513729095459</td><td>1.8293150663375854</td><td>9.828298568725586</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>3</td><td>289488213</td><td>4523253</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.055816758316995084</td><td>0.6087274491786963</td><td>0.04879066096932701</td><td>0.5537838041782382</td><td>0.03973015774136934</td><td>0.7280745506286621</td><td>0.03466825962674861</td><td>0.7264926433563232</td><td>0.07447874929984005</td><td>1.1814484000205994</td><td>0.06521435889738555</td><td>1.1852506399154663</td><td>0.10991874481526968</td><td>2.337758779525757</td><td>0.09656120049647796</td><td>2.329168939590454</td><td>0.26273195938953503</td><td>3.4324142932891846</td><td>0.22664484662282003</td><td>3.164662623405457</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2373618859148747</td><td>9.700241421568544</td><td>0.37760116196482413</td><td>11.622872147055608</td><td>1.597148233416443</td><td>17.06065333862056</td><td>2.3778627129186156</td><td>24.351602074981244</td><td>0.09735363912647284</td><td>3.112596389709941</td><td>0.6851119127293239</td><td>3.7930520300612636</td><td>0.12811404225465886</td><td>6.817871855331118</td><td>0.2156388581472191</td><td>8.3582664931382</td><td>0.428888686049905</td><td>14.951247445865523</td><td>0.7579634615695099</td><td>16.18525460962388</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>1.0696336590876976</td><td>8.319169175842566</td><td>1.340513207885648</td><td>9.176566291529866</td><td>1.1591100183616037</td><td>15.481090712554478</td><td>1.0103532827382697</td><td>13.693054935625808</td><td>0.8934605302501873</td><td>26.9760318857347</td><td>1.377021501479651</td><td>26.022839291672003</td><td>1.3460507055988653</td><td>29.37654150033584</td><td>1.7348098800205607</td><td>27.339272089539808</td><td>3.935682307063079</td><td>37.15585517838458</td><td>5.177377470876158</td><td>33.153933370597166</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>4.747446525096893</td><td>90.26032714843754</td><td>2.4470443760994636</td><td>81.37441940307617</td><td>4.491366386413574</td><td>4.586308479309082</td><td>3.629500389099121</td><td>11.089972496032715</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>4</td><td>289488214</td><td>4523253</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.055816758316995084</td><td>0.6087274491786963</td><td>0.04879066096932701</td><td>0.5537838041782382</td><td>0.03973015774136934</td><td>0.7280745506286621</td><td>0.03466825962674861</td><td>0.7264926433563232</td><td>0.07447874929984005</td><td>1.1814484000205994</td><td>0.06521435889738555</td><td>1.1852506399154663</td><td>0.10991874481526968</td><td>2.337758779525757</td><td>0.09656120049647796</td><td>2.329168939590454</td><td>0.26273195938953503</td><td>3.4324142932891846</td><td>0.22664484662282003</td><td>3.164662623405457</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2373618859148747</td><td>9.700241421568544</td><td>0.37760116196482413</td><td>11.622872147055608</td><td>1.597148233416443</td><td>17.06065333862056</td><td>2.3778627129186156</td><td>24.351602074981244</td><td>0.09735363912647284</td><td>3.112596389709941</td><td>0.6851119127293239</td><td>3.7930520300612636</td><td>0.12811404225465886</td><td>6.817871855331118</td><td>0.2156388581472191</td><td>8.3582664931382</td><td>0.428888686049905</td><td>14.951247445865523</td><td>0.7579634615695099</td><td>16.18525460962388</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>1.0696336590876976</td><td>8.319169175842566</td><td>1.340513207885648</td><td>9.176566291529866</td><td>1.1591100183616037</td><td>15.481090712554478</td><td>1.0103532827382697</td><td>13.693054935625808</td><td>0.8934605302501873</td><td>26.9760318857347</td><td>1.377021501479651</td><td>26.022839291672003</td><td>1.3460507055988653</td><td>29.37654150033584</td><td>1.7348098800205607</td><td>27.339272089539808</td><td>3.935682307063079</td><td>37.15585517838458</td><td>5.177377470876158</td><td>33.153933370597166</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>4.747446525096893</td><td>90.26032714843754</td><td>2.4470443760994636</td><td>81.37441940307617</td><td>4.491366386413574</td><td>4.586308479309082</td><td>3.629500389099121</td><td>11.089972496032715</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>5</td><td>289488215</td><td>4523253</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.055816758316995084</td><td>0.6087274491786963</td><td>0.04879066096932701</td><td>0.5537838041782382</td><td>0.03973015774136934</td><td>0.7280745506286621</td><td>0.03466825962674861</td><td>0.7264926433563232</td><td>0.07447874929984005</td><td>1.1814484000205994</td><td>0.06521435889738555</td><td>1.1852506399154663</td><td>0.10991874481526968</td><td>2.337758779525757</td><td>0.09656120049647796</td><td>2.329168939590454</td><td>0.26273195938953503</td><td>3.4324142932891846</td><td>0.22664484662282003</td><td>3.164662623405457</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2373618859148747</td><td>9.700241421568544</td><td>0.37760116196482413</td><td>11.622872147055608</td><td>1.597148233416443</td><td>17.06065333862056</td><td>2.3778627129186156</td><td>24.351602074981244</td><td>0.09735363912647284</td><td>3.112596389709941</td><td>0.6851119127293239</td><td>3.7930520300612636</td><td>0.12811404225465886</td><td>6.817871855331118</td><td>0.2156388581472191</td><td>8.3582664931382</td><td>0.428888686049905</td><td>14.951247445865523</td><td>0.7579634615695099</td><td>16.18525460962388</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>1.0696336590876976</td><td>8.319169175842566</td><td>1.340513207885648</td><td>9.176566291529866</td><td>1.1591100183616037</td><td>15.481090712554478</td><td>1.0103532827382697</td><td>13.693054935625808</td><td>0.8934605302501873</td><td>26.9760318857347</td><td>1.377021501479651</td><td>26.022839291672003</td><td>1.3460507055988653</td><td>29.37654150033584</td><td>1.7348098800205607</td><td>27.339272089539808</td><td>3.935682307063079</td><td>37.15585517838458</td><td>5.177377470876158</td><td>33.153933370597166</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>4.747446525096893</td><td>90.26032714843754</td><td>2.4470443760994636</td><td>81.37441940307617</td><td>4.491366386413574</td><td>4.586308479309082</td><td>3.629500389099121</td><td>11.089972496032715</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>6</td><td>289488220</td><td>4523253</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.055816758316995084</td><td>0.6087274491786963</td><td>0.04879066096932701</td><td>0.5537838041782382</td><td>0.03973015774136934</td><td>0.7280745506286621</td><td>0.03466825962674861</td><td>0.7264926433563232</td><td>0.07447874929984005</td><td>1.1814484000205994</td><td>0.06521435889738555</td><td>1.1852506399154663</td><td>0.10991874481526968</td><td>2.337758779525757</td><td>0.09656120049647796</td><td>2.329168939590454</td><td>0.26273195938953503</td><td>3.4324142932891846</td><td>0.22664484662282003</td><td>3.164662623405457</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2373618859148747</td><td>9.700241421568544</td><td>0.37760116196482413</td><td>11.622872147055608</td><td>1.597148233416443</td><td>17.06065333862056</td><td>2.3778627129186156</td><td>24.351602074981244</td><td>0.09735363912647284</td><td>3.112596389709941</td><td>0.6851119127293239</td><td>3.7930520300612636</td><td>0.12811404225465886</td><td>6.817871855331118</td><td>0.2156388581472191</td><td>8.3582664931382</td><td>0.428888686049905</td><td>14.951247445865523</td><td>0.7579634615695099</td><td>16.18525460962388</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>1.0696336590876976</td><td>8.319169175842566</td><td>1.340513207885648</td><td>9.176566291529866</td><td>1.1591100183616037</td><td>15.481090712554478</td><td>1.0103532827382697</td><td>13.693054935625808</td><td>0.8934605302501873</td><td>26.9760318857347</td><td>1.377021501479651</td><td>26.022839291672003</td><td>1.3460507055988653</td><td>29.37654150033584</td><td>1.7348098800205607</td><td>27.339272089539808</td><td>3.935682307063079</td><td>37.15585517838458</td><td>5.177377470876158</td><td>33.153933370597166</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>4.747446525096893</td><td>90.26032714843754</td><td>2.4470443760994636</td><td>81.37441940307617</td><td>4.491366386413574</td><td>4.586308479309082</td><td>3.629500389099121</td><td>11.089972496032715</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>7</td><td>289488221</td><td>4523253</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.055816758316995084</td><td>0.6087274491786963</td><td>0.04879066096932701</td><td>0.5537838041782382</td><td>0.03973015774136934</td><td>0.7280745506286621</td><td>0.03466825962674861</td><td>0.7264926433563232</td><td>0.07447874929984005</td><td>1.1814484000205994</td><td>0.06521435889738555</td><td>1.1852506399154663</td><td>0.10991874481526968</td><td>2.337758779525757</td><td>0.09656120049647796</td><td>2.329168939590454</td><td>0.26273195938953503</td><td>3.4324142932891846</td><td>0.22664484662282003</td><td>3.164662623405457</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2373618859148747</td><td>9.700241421568544</td><td>0.37760116196482413</td><td>11.622872147055608</td><td>1.597148233416443</td><td>17.06065333862056</td><td>2.3778627129186156</td><td>24.351602074981244</td><td>0.09735363912647284</td><td>3.112596389709941</td><td>0.6851119127293239</td><td>3.7930520300612636</td><td>0.12811404225465886</td><td>6.817871855331118</td><td>0.2156388581472191</td><td>8.3582664931382</td><td>0.428888686049905</td><td>14.951247445865523</td><td>0.7579634615695099</td><td>16.18525460962388</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>1.0696336590876976</td><td>8.319169175842566</td><td>1.340513207885648</td><td>9.176566291529866</td><td>1.1591100183616037</td><td>15.481090712554478</td><td>1.0103532827382697</td><td>13.693054935625808</td><td>0.8934605302501873</td><td>26.9760318857347</td><td>1.377021501479651</td><td>26.022839291672003</td><td>1.3460507055988653</td><td>29.37654150033584</td><td>1.7348098800205607</td><td>27.339272089539808</td><td>3.935682307063079</td><td>37.15585517838458</td><td>5.177377470876158</td><td>33.153933370597166</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>4.747446525096893</td><td>90.26032714843754</td><td>2.4470443760994636</td><td>81.37441940307617</td><td>4.491366386413574</td><td>4.586308479309082</td><td>3.629500389099121</td><td>11.089972496032715</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>8</td><td>289488222</td><td>4523253</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.055816758316995084</td><td>0.6087274491786963</td><td>0.04879066096932701</td><td>0.5537838041782382</td><td>0.03973015774136934</td><td>0.7280745506286621</td><td>0.03466825962674861</td><td>0.7264926433563232</td><td>0.07447874929984005</td><td>1.1814484000205994</td><td>0.06521435889738555</td><td>1.1852506399154663</td><td>0.10991874481526968</td><td>2.337758779525757</td><td>0.09656120049647796</td><td>2.329168939590454</td><td>0.26273195938953503</td><td>3.4324142932891846</td><td>0.22664484662282003</td><td>3.164662623405457</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2373618859148747</td><td>9.700241421568544</td><td>0.37760116196482413</td><td>11.622872147055608</td><td>1.597148233416443</td><td>17.06065333862056</td><td>2.3778627129186156</td><td>24.351602074981244</td><td>0.09735363912647284</td><td>3.112596389709941</td><td>0.6851119127293239</td><td>3.7930520300612636</td><td>0.12811404225465886</td><td>6.817871855331118</td><td>0.2156388581472191</td><td>8.3582664931382</td><td>0.428888686049905</td><td>14.951247445865523</td><td>0.7579634615695099</td><td>16.18525460962388</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>1.0696336590876976</td><td>8.319169175842566</td><td>1.340513207885648</td><td>9.176566291529866</td><td>1.1591100183616037</td><td>15.481090712554478</td><td>1.0103532827382697</td><td>13.693054935625808</td><td>0.8934605302501873</td><td>26.9760318857347</td><td>1.377021501479651</td><td>26.022839291672003</td><td>1.3460507055988653</td><td>29.37654150033584</td><td>1.7348098800205607</td><td>27.339272089539808</td><td>3.935682307063079</td><td>37.15585517838458</td><td>5.177377470876158</td><td>33.153933370597166</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>4.747446525096893</td><td>90.26032714843754</td><td>2.4470443760994636</td><td>81.37441940307617</td><td>4.491366386413574</td><td>4.586308479309082</td><td>3.629500389099121</td><td>11.089972496032715</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "<tr><td>9</td><td>289488223</td><td>4523253</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.055816758316995084</td><td>0.6087274491786963</td><td>0.04879066096932701</td><td>0.5537838041782382</td><td>0.03973015774136934</td><td>0.7280745506286621</td><td>0.03466825962674861</td><td>0.7264926433563232</td><td>0.07447874929984005</td><td>1.1814484000205994</td><td>0.06521435889738555</td><td>1.1852506399154663</td><td>0.10991874481526968</td><td>2.337758779525757</td><td>0.09656120049647796</td><td>2.329168939590454</td><td>0.26273195938953503</td><td>3.4324142932891846</td><td>0.22664484662282003</td><td>3.164662623405457</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>0.2373618859148747</td><td>9.700241421568544</td><td>0.37760116196482413</td><td>11.622872147055608</td><td>1.597148233416443</td><td>17.06065333862056</td><td>2.3778627129186156</td><td>24.351602074981244</td><td>0.09735363912647284</td><td>3.112596389709941</td><td>0.6851119127293239</td><td>3.7930520300612636</td><td>0.12811404225465886</td><td>6.817871855331118</td><td>0.2156388581472191</td><td>8.3582664931382</td><td>0.428888686049905</td><td>14.951247445865523</td><td>0.7579634615695099</td><td>16.18525460962388</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>1.0696336590876976</td><td>8.319169175842566</td><td>1.340513207885648</td><td>9.176566291529866</td><td>1.1591100183616037</td><td>15.481090712554478</td><td>1.0103532827382697</td><td>13.693054935625808</td><td>0.8934605302501873</td><td>26.9760318857347</td><td>1.377021501479651</td><td>26.022839291672003</td><td>1.3460507055988653</td><td>29.37654150033584</td><td>1.7348098800205607</td><td>27.339272089539808</td><td>3.935682307063079</td><td>37.15585517838458</td><td>5.177377470876158</td><td>33.153933370597166</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>4.747446525096893</td><td>90.26032714843754</td><td>2.4470443760994636</td><td>81.37441940307617</td><td>4.491366386413574</td><td>4.586308479309082</td><td>3.629500389099121</td><td>11.089972496032715</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td><td>nan</td></tr>\n",
       "</table><style>table.dataTable {clear: both; width: auto !important; margin: 0 !important;}\n",
       ".dataTables_info, .dataTables_length, .dataTables_filter, .dataTables_paginate{\n",
       "display: inline-block; margin-right: 1em; }\n",
       ".paginate_button { margin-right: 5px; }\n",
       "</style>\n",
       "<script>\n",
       "\n",
       "var astropy_sort_num = function(a, b) {\n",
       "    var a_num = parseFloat(a);\n",
       "    var b_num = parseFloat(b);\n",
       "\n",
       "    if (isNaN(a_num) && isNaN(b_num))\n",
       "        return ((a < b) ? -1 : ((a > b) ? 1 : 0));\n",
       "    else if (!isNaN(a_num) && !isNaN(b_num))\n",
       "        return ((a_num < b_num) ? -1 : ((a_num > b_num) ? 1 : 0));\n",
       "    else\n",
       "        return isNaN(a_num) ? -1 : 1;\n",
       "}\n",
       "\n",
       "require.config({paths: {\n",
       "    datatables: 'https://cdn.datatables.net/1.10.12/js/jquery.dataTables.min'\n",
       "}});\n",
       "require([\"datatables\"], function(){\n",
       "    console.log(\"$('#table140173206135808-629480').dataTable()\");\n",
       "    \n",
       "jQuery.extend( jQuery.fn.dataTableExt.oSort, {\n",
       "    \"optionalnum-asc\": astropy_sort_num,\n",
       "    \"optionalnum-desc\": function (a,b) { return -astropy_sort_num(a, b); }\n",
       "});\n",
       "\n",
       "    $('#table140173206135808-629480').dataTable({\n",
       "        order: [],\n",
       "        pageLength: 50,\n",
       "        lengthMenu: [[10, 25, 50, 100, 500, 1000, -1], [10, 25, 50, 100, 500, 1000, 'All']],\n",
       "        pagingType: \"full_numbers\",\n",
       "        columnDefs: [{targets: [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192], type: \"optionalnum\"}]\n",
       "    });\n",
       "});\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "for col in master_catalogue.colnames:\n",
    "    if col.startswith(\"f_\"):\n",
    "        errcol = \"ferr{}\".format(col[1:])\n",
    "        depths = join(depths, \n",
    "                      group[\"hp_idx_O_{}\".format(str(ORDER)), errcol].groups.aggregate(np.nanmean),\n",
    "                     join_type='left')\n",
    "        depths[errcol].name = errcol + \"_mean\"\n",
    "        depths = join(depths, \n",
    "                      group[\"hp_idx_O_{}\".format(str(ORDER)), col].groups.aggregate(lambda x: np.nanpercentile(x, 90.)),\n",
    "                     join_type='left')\n",
    "        depths[col].name = col + \"_p90\"\n",
    "\n",
    "depths[:10].show_in_notebook()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## III - Save the depth map table"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "depths.write(\"{}/depths_{}_{}.fits\".format(OUT_DIR, FIELD.lower(), SUFFIX))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## IV - Overview plots\n",
    "\n",
    "### IV.a - Filters\n",
    "First we simply plot all the filters available on this field to give an overview of coverage."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'acs_f606w',\n",
       " 'acs_f814w',\n",
       " 'decam_g',\n",
       " 'decam_i',\n",
       " 'decam_r',\n",
       " 'decam_y',\n",
       " 'decam_z',\n",
       " 'gpc1_g',\n",
       " 'gpc1_i',\n",
       " 'gpc1_r',\n",
       " 'gpc1_y',\n",
       " 'gpc1_z',\n",
       " 'hawki_k',\n",
       " 'irac_i1',\n",
       " 'irac_i2',\n",
       " 'irac_i3',\n",
       " 'irac_i4',\n",
       " 'megacam_g',\n",
       " 'megacam_i',\n",
       " 'megacam_r',\n",
       " 'megacam_u',\n",
       " 'megacam_y',\n",
       " 'megacam_z',\n",
       " 'suprime_b',\n",
       " 'suprime_g',\n",
       " 'suprime_i',\n",
       " 'suprime_ip',\n",
       " 'suprime_n816',\n",
       " 'suprime_n921',\n",
       " 'suprime_r',\n",
       " 'suprime_rc',\n",
       " 'suprime_v',\n",
       " 'suprime_y',\n",
       " 'suprime_z',\n",
       " 'suprime_zp',\n",
       " 'ukidss_h',\n",
       " 'ukidss_j',\n",
       " 'ukidss_k',\n",
       " 'vista_h',\n",
       " 'vista_j',\n",
       " 'vista_ks',\n",
       " 'vista_y',\n",
       " 'vista_z',\n",
       " 'wfc3_f125w',\n",
       " 'wfc3_f160w',\n",
       " 'wircam_h',\n",
       " 'wircam_j',\n",
       " 'wircam_ks'}"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tot_bands = [column[2:] for column in master_catalogue.colnames \n",
    "             if (column.startswith('f_') & ~column.startswith('f_ap_'))]\n",
    "ap_bands = [column[5:] for column in master_catalogue.colnames \n",
    "            if column.startswith('f_ap_') ]\n",
    "bands = set(tot_bands) | set(ap_bands)\n",
    "bands"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5,1,'Passbands on XMM-LSS')"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "for b in bands:\n",
    "    plt.plot(Table(data = parse_single_table(FILTERS_DIR + b + '.xml').array.data)['Wavelength']\n",
    "            ,Table(data = parse_single_table(FILTERS_DIR + b + '.xml').array.data)['Transmission']\n",
    "            , label=b)\n",
    "plt.xlabel('Wavelength ($\\AA$)')\n",
    "plt.ylabel('Transmission')\n",
    "plt.xscale('log')\n",
    "plt.legend(bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.)\n",
    "plt.title('Passbands on {}'.format(FIELD))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### IV.a - Depth overview\n",
    "Then we plot the mean depths available across the area a given band is available"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "acs_f606w: mean flux error: 0.036929795215014424, 3sigma in AB mag (Aperture): 26.288754614736526\n",
      "acs_f814w: mean flux error: 0.04123826041554608, 3sigma in AB mag (Aperture): 26.168946021130417\n",
      "wfc3_f125w: mean flux error: 0.05671805659374666, 3sigma in AB mag (Aperture): 25.822893509150454\n",
      "wfc3_f160w: mean flux error: 0.05377904756057176, 3sigma in AB mag (Aperture): 25.880664096952835\n",
      "wircam_j: mean flux error: 0.13655678485308673, 3sigma in AB mag (Aperture): 24.86891365563553\n",
      "wircam_h: mean flux error: 0.19576976594174827, 3sigma in AB mag (Aperture): 24.477832809223123\n",
      "wircam_ks: mean flux error: 0.1798913201198185, 3sigma in AB mag (Aperture): 24.569671341093333\n",
      "suprime_b: mean flux error: 0.0027978256516699987, 3sigma in AB mag (Aperture): 29.090145244062946\n",
      "suprime_v: mean flux error: 0.004022897010205734, 3sigma in AB mag (Aperture): 28.695849577243656\n",
      "suprime_rc: mean flux error: 0.004608231248651188, 3sigma in AB mag (Aperture): 28.548361201760805\n",
      "suprime_ip: mean flux error: 0.00487398365441117, 3sigma in AB mag (Aperture): 28.487486692241852\n",
      "suprime_zp: mean flux error: 0.011937951532295495, 3sigma in AB mag (Aperture): 27.51487233485731\n",
      "megacam_u: mean flux error: 0.04313484289960267, 3sigma in AB mag (Aperture): 26.12012631159319\n",
      "megacam_g: mean flux error: 0.03200225178382337, 3sigma in AB mag (Aperture): 26.444245518738377\n",
      "megacam_r: mean flux error: 0.0566098180885274, 3sigma in AB mag (Aperture): 25.824967464916917\n",
      "megacam_i: mean flux error: 0.09472815276420636, 3sigma in AB mag (Aperture): 25.26599919200938\n",
      "megacam_z: mean flux error: 0.17113277116211503, 3sigma in AB mag (Aperture): 24.623863905799418\n",
      "megacam_y: mean flux error: 0.025984041836505836, 3sigma in AB mag (Aperture): 26.670430096169575\n",
      "decam_i: mean flux error: 0.23982591961296396, 3sigma in AB mag (Aperture): 24.257456567080204\n",
      "decam_y: mean flux error: 1.501875442615403, 3sigma in AB mag (Aperture): 22.265612072855212\n",
      "decam_g: mean flux error: 0.09556131641469269, 3sigma in AB mag (Aperture): 25.256491553733035\n",
      "decam_r: mean flux error: 0.11856658278981028, 3sigma in AB mag (Aperture): 25.022291105111215\n",
      "decam_z: mean flux error: 0.3750435715395243, 3sigma in AB mag (Aperture): 23.771992548681972\n",
      "irac_i3: mean flux error: 6.6325316127319605, 3sigma in AB mag (Aperture): 20.652998541592318\n",
      "irac_i4: mean flux error: 6.860851274114714, 3sigma in AB mag (Aperture): 20.616251850641753\n",
      "irac_i1: mean flux error: 0.8203037464007862, 3sigma in AB mag (Aperture): 22.922260125657466\n",
      "irac_i2: mean flux error: 0.9884778784666609, 3sigma in AB mag (Aperture): 22.719779476920216\n",
      "suprime_n921: mean flux error: inf, 3sigma in AB mag (Aperture): -inf\n",
      "suprime_n816: mean flux error: inf, 3sigma in AB mag (Aperture): -inf\n",
      "suprime_g: mean flux error: inf, 3sigma in AB mag (Aperture): -inf\n",
      "suprime_r: mean flux error: inf, 3sigma in AB mag (Aperture): -inf\n",
      "suprime_i: mean flux error: inf, 3sigma in AB mag (Aperture): -inf\n",
      "suprime_z: mean flux error: 0.08763867287990093, 3sigma in AB mag (Aperture): 25.350457382253133\n",
      "suprime_y: mean flux error: inf, 3sigma in AB mag (Aperture): -inf\n",
      "gpc1_g: mean flux error: 7395.972953279289, 3sigma in AB mag (Aperture): 13.03470857746131\n",
      "gpc1_r: mean flux error: 4060.6169625861476, 3sigma in AB mag (Aperture): 13.685716801985528\n",
      "gpc1_i: mean flux error: 10560.790126131738, 3sigma in AB mag (Aperture): 12.647955833193556\n",
      "gpc1_z: mean flux error: 64703.003754379744, 3sigma in AB mag (Aperture): 10.679885756441323\n",
      "gpc1_y: mean flux error: 1166618.1787697275, 3sigma in AB mag (Aperture): 7.539875014403641\n",
      "ukidss_j: mean flux error: 0.5733349880793455, 3sigma in AB mag (Aperture): 23.311175749100208\n",
      "ukidss_k: mean flux error: 0.5498752707057964, 3sigma in AB mag (Aperture): 23.356536391226136\n",
      "ukidss_h: mean flux error: 0.09734060653288552, 3sigma in AB mag (Aperture): 25.236461743148972\n",
      "vista_y: mean flux error: 0.4634695110216187, 3sigma in AB mag (Aperture): 23.542143938955284\n",
      "vista_j: mean flux error: 2.366998064410833, 3sigma in AB mag (Aperture): 21.77170210622777\n",
      "vista_h: mean flux error: 3.3301163689002617, 3sigma in AB mag (Aperture): 21.401048338377826\n",
      "vista_ks: mean flux error: 4.109554138705079, 3sigma in AB mag (Aperture): 21.17271009780739\n",
      "vista_z: mean flux error: 0.33764742047049906, 3sigma in AB mag (Aperture): 23.88603827274202\n",
      "acs_f606w: mean flux error: 0.02204410235849068, 3sigma in AB mag (Total): 26.848965815851948\n",
      "acs_f814w: mean flux error: 0.02434285858178763, 3sigma in AB mag (Total): 26.741267922980832\n",
      "wfc3_f125w: mean flux error: 0.03433806987877893, 3sigma in AB mag (Total): 26.36775716296983\n",
      "wfc3_f160w: mean flux error: 0.03582830724376341, 3sigma in AB mag (Total): 26.32163113863117\n",
      "suprime_b: mean flux error: 0.003995076422492452, 3sigma in AB mag (Total): 28.70338413464571\n",
      "suprime_v: mean flux error: 0.005362450380377634, 3sigma in AB mag (Total): 28.383788646665458\n",
      "suprime_rc: mean flux error: 0.006435282549135992, 3sigma in AB mag (Total): 28.185777813446087\n",
      "suprime_ip: mean flux error: 0.006874485301605927, 3sigma in AB mag (Total): 28.114096393868785\n",
      "suprime_zp: mean flux error: 0.015243460697671306, 3sigma in AB mag (Total): 27.249487924812335\n",
      "hawki_k: mean flux error: -1.4173159688104233, 3sigma in AB mag (Total): nan\n",
      "wircam_j: mean flux error: 0.22339072772792126, 3sigma in AB mag (Total): 24.334534005935943\n",
      "wircam_h: mean flux error: 0.3183679477423727, 3sigma in AB mag (Total): 23.949873518452215\n",
      "wircam_ks: mean flux error: 0.8541589271863473, 3sigma in AB mag (Total): 22.878350152583373\n",
      "megacam_u: mean flux error: 0.055166151755591024, 3sigma in AB mag (Total): 25.853015138742528\n",
      "megacam_g: mean flux error: 0.0438785461188276, 3sigma in AB mag (Total): 26.101566290364794\n",
      "megacam_r: mean flux error: 0.07635727551734181, 3sigma in AB mag (Total): 25.500070803056452\n",
      "megacam_i: mean flux error: 0.1263595951144977, 3sigma in AB mag (Total): 24.95317629906355\n",
      "megacam_z: mean flux error: 0.22280919111862385, 3sigma in AB mag (Total): 24.337364108237345\n",
      "megacam_y: mean flux error: 0.0737065278764846, 3sigma in AB mag (Total): 25.538431980215726\n",
      "decam_i: mean flux error: 0.40085751869047304, 3sigma in AB mag (Total): 23.69972177854782\n",
      "decam_y: mean flux error: 2.411953652604469, 3sigma in AB mag (Total): 21.751274467519274\n",
      "decam_g: mean flux error: 0.1738593118200814, 3sigma in AB mag (Total): 24.60670197259288\n",
      "decam_r: mean flux error: 0.2869334718081514, 3sigma in AB mag (Total): 24.062743830215048\n",
      "decam_z: mean flux error: 8.270440386245802, 3sigma in AB mag (Total): 20.41337527425771\n",
      "irac_i3: mean flux error: 6.584783264161411, 3sigma in AB mag (Total): 20.66084315099574\n",
      "irac_i4: mean flux error: 7.56309666822307, 3sigma in AB mag (Total): 20.51044773471238\n",
      "irac_i1: mean flux error: 1.0771259740400239, 3sigma in AB mag (Total): 22.626530616490108\n",
      "irac_i2: mean flux error: 1.2232434100169867, 3sigma in AB mag (Total): 22.488414651295166\n",
      "suprime_n921: mean flux error: inf, 3sigma in AB mag (Total): -inf\n",
      "suprime_n816: mean flux error: inf, 3sigma in AB mag (Total): -inf\n",
      "suprime_g: mean flux error: inf, 3sigma in AB mag (Total): -inf\n",
      "suprime_r: mean flux error: inf, 3sigma in AB mag (Total): -inf\n",
      "suprime_i: mean flux error: inf, 3sigma in AB mag (Total): -inf\n",
      "suprime_z: mean flux error: 0.160336304020679, 3sigma in AB mag (Total): 24.69461719251911\n",
      "suprime_y: mean flux error: inf, 3sigma in AB mag (Total): -inf\n",
      "gpc1_g: mean flux error: 9141.189867768899, 3sigma in AB mag (Total): 12.80469003924562\n",
      "gpc1_r: mean flux error: 2972.573993548078, 3sigma in AB mag (Total): 14.024365178405752\n",
      "gpc1_i: mean flux error: 6931.425735723085, 3sigma in AB mag (Total): 13.105140426934014\n",
      "gpc1_z: mean flux error: 80144.78971331251, 3sigma in AB mag (Total): 10.447508628893068\n",
      "gpc1_y: mean flux error: 2356405.0275016846, 3sigma in AB mag (Total): 6.776572011568888\n",
      "ukidss_j: mean flux error: 0.7364947786543414, 3sigma in AB mag (Total): 23.03927268250353\n",
      "ukidss_k: mean flux error: 0.7483705781258455, 3sigma in AB mag (Total): 23.02190510055356\n",
      "ukidss_h: mean flux error: 0.1331250579023932, 3sigma in AB mag (Total): 24.896547339005615\n",
      "vista_y: mean flux error: 0.9812820612635131, 3sigma in AB mag (Total): 22.72771221416189\n",
      "vista_j: mean flux error: 5.103906903303869, 3sigma in AB mag (Total): 20.937440002870936\n",
      "vista_h: mean flux error: 7.493581091741332, 3sigma in AB mag (Total): 20.52047333473788\n",
      "vista_ks: mean flux error: 9.400147614778493, 3sigma in AB mag (Total): 20.274360179260007\n",
      "vista_z: mean flux error: 0.7500791943894115, 3sigma in AB mag (Total): 23.019429065152956\n"
     ]
    }
   ],
   "source": [
    "average_depths = []\n",
    "for b in ap_bands:\n",
    "    \n",
    "    mean_err = np.nanmean(depths['ferr_ap_{}_mean'.format(b)])\n",
    "    print(\"{}: mean flux error: {}, 3sigma in AB mag (Aperture): {}\".format(b, mean_err, flux_to_mag(3.0*mean_err*1.e-6)[0]))\n",
    "    average_depths += [('ap_' + b, flux_to_mag(1.0*mean_err*1.e-6)[0], \n",
    "                        flux_to_mag(3.0*mean_err*1.e-6)[0], \n",
    "                        flux_to_mag(5.0*mean_err*1.e-6)[0])]\n",
    "    \n",
    "for b in tot_bands:\n",
    "    \n",
    "    mean_err = np.nanmean(depths['ferr_{}_mean'.format(b)])\n",
    "    print(\"{}: mean flux error: {}, 3sigma in AB mag (Total): {}\".format(b, mean_err, flux_to_mag(3.0*mean_err*1.e-6)[0]))\n",
    "    average_depths += [(b, flux_to_mag(1.0*mean_err*1.e-6)[0], \n",
    "                        flux_to_mag(3.0*mean_err*1.e-6)[0], \n",
    "                        flux_to_mag(5.0*mean_err*1.e-6)[0])]\n",
    "    \n",
    "average_depths = np.array(average_depths,  dtype=[('band', \"<U16\"), ('1s', float), ('3s', float), ('5s', float)])\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def FWHM(X,Y):\n",
    "    \n",
    "    half_max = max(Y) / 2.\n",
    "    #find when function crosses line half_max (when sign of diff flips)\n",
    "    #take the 'derivative' of signum(half_max - Y[])\n",
    "    d = half_max - Y\n",
    "    #plot(X,d) #if you are interested\n",
    "    #find the left and right most indexes\n",
    "    low_end = X[np.where(d < 0)[0][0]]\n",
    "    high_end = X[np.where(d < 0)[0][-1]]\n",
    "    return low_end, high_end, (high_end - low_end)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "data = []\n",
    "\n",
    "for b in ap_bands:\n",
    "    data += [['ap_' + b, Table(data = parse_single_table(FILTERS_DIR + b +'.xml').array.data)]]\n",
    "    \n",
    "for b in tot_bands:\n",
    "    data += [[b, Table(data = parse_single_table(FILTERS_DIR + b +'.xml').array.data)]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ap_acs_f606w (4835.4, 7088.47, 2253.0703)\n",
      "ap_acs_f814w (7069.67, 9138.11, 2068.4404)\n",
      "ap_wfc3_f125w (10993.5, 13997.47, 3003.9697)\n",
      "ap_wfc3_f160w (13996.34, 16869.92, 2873.58)\n",
      "ap_wircam_j (11748.0, 13334.0, 1586.0)\n",
      "ap_wircam_h (14855.0, 17760.0, 2905.0)\n",
      "ap_wircam_ks (19870.0, 23135.0, 3265.0)\n",
      "ap_suprime_b (3827.0, 4906.0, 1079.0)\n",
      "ap_suprime_v (4941.6, 5925.8, 984.1997)\n",
      "ap_suprime_rc (5919.9, 7079.5, 1159.6001)\n",
      "ap_suprime_ip (6895.0, 8437.5, 1542.5)\n",
      "ap_suprime_zp (8073.5, 8416.0, 342.5)\n",
      "ap_megacam_u (3500.0, 4100.0, 600.0)\n",
      "ap_megacam_g (4180.0, 5580.0, 1400.0)\n",
      "ap_megacam_r (5680.0, 6880.0, 1200.0)\n",
      "ap_megacam_i (6831.7305, 8388.556, 1556.8252)\n",
      "ap_megacam_z (8280.0, 9160.0, 880.0)\n",
      "ap_megacam_y (7040.0, 8360.0, 1320.0)\n",
      "ap_decam_i (7090.0, 8560.0, 1470.0)\n",
      "ap_decam_y (9510.0, 10170.0, 660.0)\n",
      "ap_decam_g (4180.0, 5470.0, 1290.0)\n",
      "ap_decam_r (5680.0, 7150.0, 1470.0)\n",
      "ap_decam_z (8490.0, 9960.0, 1470.0)\n",
      "ap_irac_i3 (50246.3, 64096.7, 13850.398)\n",
      "ap_irac_i4 (64415.2, 92596.8, 28181.598)\n",
      "ap_irac_i1 (31754.0, 39164.8, 7410.801)\n",
      "ap_irac_i2 (39980.1, 50052.3, 10072.199)\n",
      "ap_suprime_n921 (9146.5, 9279.0, 132.5)\n",
      "ap_suprime_n816 (8117.9, 8220.3, 102.3999)\n",
      "ap_suprime_g (4090.0, 5460.0, 1370.0)\n",
      "ap_suprime_r (5440.0, 6960.0, 1520.0)\n",
      "ap_suprime_i (6980.0, 8420.0, 1440.0)\n",
      "ap_suprime_z (8540.0, 9280.0, 740.0)\n",
      "ap_suprime_y (9360.0, 10120.0, 760.0)\n",
      "ap_gpc1_g (4260.0, 5500.0, 1240.0)\n",
      "ap_gpc1_r (5500.0, 6900.0, 1400.0)\n",
      "ap_gpc1_i (6910.0, 8190.0, 1280.0)\n",
      "ap_gpc1_z (8190.0, 9210.0, 1020.0)\n",
      "ap_gpc1_y (9200.0, 9820.0, 620.0)\n",
      "ap_ukidss_j (11695.0, 13280.0, 1585.0)\n",
      "ap_ukidss_k (20290.0, 23820.0, 3530.0)\n",
      "ap_ukidss_h (14925.0, 17840.0, 2915.0)\n",
      "ap_vista_y (9740.0, 10660.0, 920.0)\n",
      "ap_vista_j (11670.0, 13380.0, 1710.0)\n",
      "ap_vista_h (15000.0, 17900.0, 2900.0)\n",
      "ap_vista_ks (19930.0, 23010.0, 3080.0)\n",
      "ap_vista_z (8300.0, 9260.0, 960.0)\n",
      "acs_f606w (4835.4, 7088.47, 2253.0703)\n",
      "acs_f814w (7069.67, 9138.11, 2068.4404)\n",
      "wfc3_f125w (10993.5, 13997.47, 3003.9697)\n",
      "wfc3_f160w (13996.34, 16869.92, 2873.58)\n",
      "suprime_b (3827.0, 4906.0, 1079.0)\n",
      "suprime_v (4941.6, 5925.8, 984.1997)\n",
      "suprime_rc (5919.9, 7079.5, 1159.6001)\n",
      "suprime_ip (6895.0, 8437.5, 1542.5)\n",
      "suprime_zp (8073.5, 8416.0, 342.5)\n",
      "hawki_k (19820.0, 23061.0, 3241.0)\n",
      "wircam_j (11748.0, 13334.0, 1586.0)\n",
      "wircam_h (14855.0, 17760.0, 2905.0)\n",
      "wircam_ks (19870.0, 23135.0, 3265.0)\n",
      "megacam_u (3500.0, 4100.0, 600.0)\n",
      "megacam_g (4180.0, 5580.0, 1400.0)\n",
      "megacam_r (5680.0, 6880.0, 1200.0)\n",
      "megacam_i (6831.7305, 8388.556, 1556.8252)\n",
      "megacam_z (8280.0, 9160.0, 880.0)\n",
      "megacam_y (7040.0, 8360.0, 1320.0)\n",
      "decam_i (7090.0, 8560.0, 1470.0)\n",
      "decam_y (9510.0, 10170.0, 660.0)\n",
      "decam_g (4180.0, 5470.0, 1290.0)\n",
      "decam_r (5680.0, 7150.0, 1470.0)\n",
      "decam_z (8490.0, 9960.0, 1470.0)\n",
      "irac_i3 (50246.3, 64096.7, 13850.398)\n",
      "irac_i4 (64415.2, 92596.8, 28181.598)\n",
      "irac_i1 (31754.0, 39164.8, 7410.801)\n",
      "irac_i2 (39980.1, 50052.3, 10072.199)\n",
      "suprime_n921 (9146.5, 9279.0, 132.5)\n",
      "suprime_n816 (8117.9, 8220.3, 102.3999)\n",
      "suprime_g (4090.0, 5460.0, 1370.0)\n",
      "suprime_r (5440.0, 6960.0, 1520.0)\n",
      "suprime_i (6980.0, 8420.0, 1440.0)\n",
      "suprime_z (8540.0, 9280.0, 740.0)\n",
      "suprime_y (9360.0, 10120.0, 760.0)\n",
      "gpc1_g (4260.0, 5500.0, 1240.0)\n",
      "gpc1_r (5500.0, 6900.0, 1400.0)\n",
      "gpc1_i (6910.0, 8190.0, 1280.0)\n",
      "gpc1_z (8190.0, 9210.0, 1020.0)\n",
      "gpc1_y (9200.0, 9820.0, 620.0)\n",
      "ukidss_j (11695.0, 13280.0, 1585.0)\n",
      "ukidss_k (20290.0, 23820.0, 3530.0)\n",
      "ukidss_h (14925.0, 17840.0, 2915.0)\n",
      "vista_y (9740.0, 10660.0, 920.0)\n",
      "vista_j (11670.0, 13380.0, 1710.0)\n",
      "vista_h (15000.0, 17900.0, 2900.0)\n",
      "vista_ks (19930.0, 23010.0, 3080.0)\n",
      "vista_z (8300.0, 9260.0, 960.0)\n"
     ]
    }
   ],
   "source": [
    "wav_range = []\n",
    "for dat in data:\n",
    "    print(dat[0], FWHM(np.array(dat[1]['Wavelength']), np.array(dat[1]['Transmission'])))\n",
    "    wav_range += [[dat[0], FWHM(np.array(dat[1]['Wavelength']), np.array(dat[1]['Transmission']))]]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5,1,'Depths on XMM-LSS')"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "for dat in data:\n",
    "    wav_deets = FWHM(np.array(dat[1]['Wavelength']), np.array(dat[1]['Transmission']))\n",
    "    depth = average_depths['5s'][average_depths['band'] == dat[0]]\n",
    "    #print(depth)\n",
    "    plt.plot([wav_deets[0],wav_deets[1]], [depth,depth], label=dat[0])\n",
    "    \n",
    "plt.xlabel('Wavelength ($\\AA$)')\n",
    "plt.ylabel('Depth')\n",
    "plt.xscale('log')\n",
    "plt.legend(bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.)\n",
    "plt.title('Depths on {}'.format(FIELD))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### IV.c - Depth vs coverage comparison\n",
    "\n",
    "How best to do this? Colour/intensity plot over area? Percentage coverage vs mean depth?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5,1,'Depths (5 $\\\\sigma$) vs coverage on XMM-LSS')"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "for dat in data:\n",
    "    wav_deets = FWHM(np.array(dat[1]['Wavelength']), np.array(dat[1]['Transmission']))\n",
    "    depth = average_depths['5s'][average_depths['band'] == dat[0]]\n",
    "    #print(depth)\n",
    "    coverage = np.sum(~np.isnan(depths['ferr_{}_mean'.format(dat[0])]))/len(depths)\n",
    "    plt.plot(coverage, depth, 'x', label=dat[0])\n",
    "    \n",
    "plt.xlabel('Coverage')\n",
    "plt.ylabel('Depth')\n",
    "#plt.xscale('log')\n",
    "plt.legend(bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.)\n",
    "plt.title('Depths (5 $\\sigma$) vs coverage on {}'.format(FIELD))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python (herschelhelp_internal)",
   "language": "python",
   "name": "helpint"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}