example.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Demonstration of Tehom's capabilities\n",
    "\n",
    "This notebook shows how to display downloaded data and sample it as machine learning\n",
    "training data.  It requires some AIS and acoustic data be downloaded prior to running.\n",
    "Prior to running this notebook, take the following steps:\n",
    "1. Create [Ocean Networks Canada account](https://data.oceannetworks.ca/Login?service=https://data.oceannetworks.ca/LandingPage)\n",
    "and get your API token [here](https://data.oceannetworks.ca/Profile#api_tab>)\n",
    "1. Run `tehom.downloads.save_user_token(<your token>)`\n",
    "1. Run ```tehom.downloads.download_ais_data(2016, 6, 9)```\n",
    "1. Run "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "\n",
    "import tehom.downloads as td"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Identifying data\n",
    "This section describes how to interrogate which acoustic data is available for download\n",
    "and which ship label/acoustic data have already been downloaded and are ready for\n",
    "sampling.\n",
    "By assumption, all months of AIS (ship label) data are available to download.  However, \n",
    "ONC (acoustic) data is only available during certain periods, varying by hydrophone.  \n",
    "\n",
    "This section is divided into functions that return code objects (lists, DataFrames, etc)\n",
    "and the graphical `show_data()` function.\n",
    "### Code objects\n",
    "The `get_ais_downloads()` function returns a list of AIS downloads. Each record is a\n",
    "tuple of (year, month, [UTM zone](https://en.wikipedia.org/wiki/Universal_Transverse_Mercator_coordinate_system)).\n",
    "Most ONC data is available in UTM zones 9 and 10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[(2016, 6, 9), (2016, 6, 10)]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "td.get_ais_downloads()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `get_audio_availability()` function lists the hydophone deployments as a pandas\n",
    "DataFrame.  \n",
    "Important columns are \n",
    "* `deviceCode` (hydrophone name)\n",
    "* `begin` (when hydrophone was deployed)\n",
    "* `end` (when hydrophone was removed/relocated)\n",
    "* `lat` (latitude)\n",
    "* `lon` (longitude)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Requesting URL:\n",
      "https://data.oceannetworks.ca/api/deployments?deviceCategoryCode=HYDROPHONE&method=get&token=f32ee0a7-1824-4e49-b695-35d723419d3b\n",
      "Web Service response time: 2 seconds\n"
     ]
    },
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>begin</th>\n",
       "      <th>depth</th>\n",
       "      <th>deviceCategoryCode</th>\n",
       "      <th>deviceCode</th>\n",
       "      <th>end</th>\n",
       "      <th>hasDeviceData</th>\n",
       "      <th>heading</th>\n",
       "      <th>lat</th>\n",
       "      <th>locationCode</th>\n",
       "      <th>lon</th>\n",
       "      <th>pitch</th>\n",
       "      <th>roll</th>\n",
       "      <th>zone</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2009-09-11 00:27:51+00:00</td>\n",
       "      <td>982.4</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>NAXYS_HYD_007</td>\n",
       "      <td>2010-05-16 13:49:01+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>48.316732</td>\n",
       "      <td>BACAX</td>\n",
       "      <td>-126.050142</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2010-05-17 17:33:14+00:00</td>\n",
       "      <td>981.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>NAXYS_HYD_007</td>\n",
       "      <td>2011-07-14 06:28:04+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>48.316758</td>\n",
       "      <td>BACAX</td>\n",
       "      <td>-126.050183</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2018-06-22 03:05:27+00:00</td>\n",
       "      <td>647.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>ICLISTENHF1252</td>\n",
       "      <td>2019-09-17 01:11:56+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>48.345900</td>\n",
       "      <td>BACND</td>\n",
       "      <td>-126.157938</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2019-09-17 01:11:56+00:00</td>\n",
       "      <td>643.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>ICLISTENHF1252</td>\n",
       "      <td>2020-06-01 21:37:15+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>48.345773</td>\n",
       "      <td>BACND</td>\n",
       "      <td>-126.157685</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>2016-06-16 05:18:32+00:00</td>\n",
       "      <td>394.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>ICLISTENHF1251</td>\n",
       "      <td>2018-07-01 01:48:20+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>48.426393</td>\n",
       "      <td>BACUS.H1</td>\n",
       "      <td>-126.174394</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>167</th>\n",
       "      <td>2011-07-03 15:00:00+00:00</td>\n",
       "      <td>170.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>IOS3HYDARR03</td>\n",
       "      <td>2011-12-11 23:30:00+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>49.000000</td>\n",
       "      <td>SGE.H1</td>\n",
       "      <td>-123.000000</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>168</th>\n",
       "      <td>2011-12-11 21:00:00+00:00</td>\n",
       "      <td>170.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>ICHYDROPHONE203</td>\n",
       "      <td>2012-08-09 21:00:00+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>49.042422</td>\n",
       "      <td>SGE.H2</td>\n",
       "      <td>-123.317143</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>169</th>\n",
       "      <td>2021-03-25 16:52:01+00:00</td>\n",
       "      <td>110.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2021-09-08 20:58:15+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>49.084384</td>\n",
       "      <td>USDDL</td>\n",
       "      <td>-123.330335</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>170</th>\n",
       "      <td>2022-03-11 20:42:58+00:00</td>\n",
       "      <td>112.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2022-09-26 00:04:19+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>49.084282</td>\n",
       "      <td>USDDL</td>\n",
       "      <td>-123.330795</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>171</th>\n",
       "      <td>2018-10-04 19:28:01+00:00</td>\n",
       "      <td>105.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2020-03-06 20:10:00+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>49.085321</td>\n",
       "      <td>USSLP</td>\n",
       "      <td>-123.329648</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>134 rows × 13 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                        begin  depth deviceCategoryCode       deviceCode  \\\n",
       "1   2009-09-11 00:27:51+00:00  982.4         HYDROPHONE    NAXYS_HYD_007   \n",
       "2   2010-05-17 17:33:14+00:00  981.0         HYDROPHONE    NAXYS_HYD_007   \n",
       "3   2018-06-22 03:05:27+00:00  647.0         HYDROPHONE   ICLISTENHF1252   \n",
       "4   2019-09-17 01:11:56+00:00  643.0         HYDROPHONE   ICLISTENHF1252   \n",
       "10  2016-06-16 05:18:32+00:00  394.0         HYDROPHONE   ICLISTENHF1251   \n",
       "..                        ...    ...                ...              ...   \n",
       "167 2011-07-03 15:00:00+00:00  170.0         HYDROPHONE     IOS3HYDARR03   \n",
       "168 2011-12-11 21:00:00+00:00  170.0         HYDROPHONE  ICHYDROPHONE203   \n",
       "169 2021-03-25 16:52:01+00:00  110.0         HYDROPHONE   ICLISTENAF2556   \n",
       "170 2022-03-11 20:42:58+00:00  112.0         HYDROPHONE   ICLISTENAF2556   \n",
       "171 2018-10-04 19:28:01+00:00  105.0         HYDROPHONE   ICLISTENAF2556   \n",
       "\n",
       "                          end  hasDeviceData  heading        lat locationCode  \\\n",
       "1   2010-05-16 13:49:01+00:00           True      NaN  48.316732        BACAX   \n",
       "2   2011-07-14 06:28:04+00:00           True      NaN  48.316758        BACAX   \n",
       "3   2019-09-17 01:11:56+00:00           True      NaN  48.345900        BACND   \n",
       "4   2020-06-01 21:37:15+00:00           True      NaN  48.345773        BACND   \n",
       "10  2018-07-01 01:48:20+00:00           True      NaN  48.426393     BACUS.H1   \n",
       "..                        ...            ...      ...        ...          ...   \n",
       "167 2011-12-11 23:30:00+00:00           True      NaN  49.000000       SGE.H1   \n",
       "168 2012-08-09 21:00:00+00:00           True      NaN  49.042422       SGE.H2   \n",
       "169 2021-09-08 20:58:15+00:00           True      NaN  49.084384        USDDL   \n",
       "170 2022-09-26 00:04:19+00:00           True      NaN  49.084282        USDDL   \n",
       "171 2020-03-06 20:10:00+00:00           True      NaN  49.085321        USSLP   \n",
       "\n",
       "            lon  pitch  roll  zone  \n",
       "1   -126.050142    NaN   NaN     9  \n",
       "2   -126.050183    NaN   NaN     9  \n",
       "3   -126.157938    NaN   NaN     9  \n",
       "4   -126.157685    NaN   NaN     9  \n",
       "10  -126.174394    NaN   NaN     9  \n",
       "..          ...    ...   ...   ...  \n",
       "167 -123.000000    NaN   NaN    10  \n",
       "168 -123.317143    NaN   NaN    10  \n",
       "169 -123.330335    NaN   NaN    10  \n",
       "170 -123.330795    NaN   NaN    10  \n",
       "171 -123.329648    NaN   NaN    10  \n",
       "\n",
       "[134 rows x 13 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "td.get_audio_availability()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Acoustic recordings are not available during all deployments and intermittently\n",
    "available in others.  To discover periods with contiguous acoustic data, tehom would\n",
    "have to:\n",
    "1. Query the ONC server for a list of all acoustic files\n",
    "2. Download them\n",
    "3. open the files to read the length\n",
    "4. concatenate all the intervals appropriately.\n",
    "Rather than do steps 2 and 3, tehom assumes all files are 5 min long (300 sec).  This is\n",
    "usually true, but in odd cases causes wrong intervals.  We call this process\n",
    "\"certifying\" data availability.  Despite skipping steps 2 and 3, the process still takes\n",
    "a long time, so the funciton `certify_audio_availability()` stores the result locally,\n",
    "saving progress in a pickle along the way.  This allows you to interrupt the function\n",
    "and resume it later.\n",
    "\n",
    "\n",
    "Note: When downloading acoustic files during an interval, it is not necessary to choose\n",
    "exact times to bookend the data.  ONC servers find the correct files in a given\n",
    "interval, so deployment intervals and certified intervals are just guides for users.\n",
    "\n",
    "\n",
    "Uncomment, run, and then stop the following cell after a certain amount of time has\n",
    "passed:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# td.certify_audio_availability()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Inspect the certified list to see what deployments have been fully certified:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>deviceCode</th>\n",
       "      <th>begin</th>\n",
       "      <th>depth</th>\n",
       "      <th>deviceCategoryCode</th>\n",
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       "      <th>167</th>\n",
       "      <td>IOS3HYDARR03</td>\n",
       "      <td>2011-07-03 15:00:00+00:00</td>\n",
       "      <td>170.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>2011-12-11 23:30:00+00:00</td>\n",
       "      <td>True</td>\n",
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       "      <td>HYDROPHONE</td>\n",
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       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2021-03-25 16:52:01+00:00</td>\n",
       "      <td>110.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>2021-09-08 20:58:15+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>49.084384</td>\n",
       "      <td>USDDL</td>\n",
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       "      <td>ICLISTENAF2556</td>\n",
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       "      <td>112.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>2022-09-26 00:04:19+00:00</td>\n",
       "      <td>True</td>\n",
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       "    <tr>\n",
       "      <th>171</th>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2018-10-04 19:28:01+00:00</td>\n",
       "      <td>105.0</td>\n",
       "      <td>HYDROPHONE</td>\n",
       "      <td>2020-03-06 20:10:00+00:00</td>\n",
       "      <td>True</td>\n",
       "      <td>NaN</td>\n",
       "      <td>49.085321</td>\n",
       "      <td>USSLP</td>\n",
       "      <td>-123.329648</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>10</td>\n",
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      ],
      "text/plain": [
       "          deviceCode                     begin  depth deviceCategoryCode  \\\n",
       "167     IOS3HYDARR03 2011-07-03 15:00:00+00:00  170.0         HYDROPHONE   \n",
       "168  ICHYDROPHONE203 2011-12-11 21:00:00+00:00  170.0         HYDROPHONE   \n",
       "169   ICLISTENAF2556 2021-03-25 16:52:01+00:00  110.0         HYDROPHONE   \n",
       "170   ICLISTENAF2556 2022-03-11 20:42:58+00:00  112.0         HYDROPHONE   \n",
       "171   ICLISTENAF2556 2018-10-04 19:28:01+00:00  105.0         HYDROPHONE   \n",
       "\n",
       "                          end hasDeviceData heading        lat locationCode  \\\n",
       "167 2011-12-11 23:30:00+00:00          True     NaN       49.0       SGE.H1   \n",
       "168 2012-08-09 21:00:00+00:00          True     NaN  49.042422       SGE.H2   \n",
       "169 2021-09-08 20:58:15+00:00          True     NaN  49.084384        USDDL   \n",
       "170 2022-09-26 00:04:19+00:00          True     NaN  49.084282        USDDL   \n",
       "171 2020-03-06 20:10:00+00:00          True     NaN  49.085321        USSLP   \n",
       "\n",
       "            lon pitch roll zone  \n",
       "167      -123.0   NaN  NaN   10  \n",
       "168 -123.317143   NaN  NaN   10  \n",
       "169 -123.330335   NaN  NaN   10  \n",
       "170 -123.330795   NaN  NaN   10  \n",
       "171 -123.329648   NaN  NaN   10  "
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from tehom import _persistence\n",
    "_persistence.load_audio_availability_progress().tail()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Inspect the database for the calculated continuous data intervals.\n",
    "There are a lot, because gaps of only a few milliseconds count as an interruption.\n",
    "`tehom.downloads.OVERLAP_PRECISION` may be changed in future without deprecation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>deviceCode</th>\n",
       "      <th>begin</th>\n",
       "      <th>end</th>\n",
       "      <th>lat</th>\n",
       "      <th>lon</th>\n",
       "      <th>zone</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>493233</th>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2019-12-22 08:38:03+00:00</td>\n",
       "      <td>2019-12-22 15:38:01+00:00</td>\n",
       "      <td>49.085321</td>\n",
       "      <td>-123.329648</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>493234</th>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2019-12-22 15:38:02+00:00</td>\n",
       "      <td>2019-12-22 16:38:02+00:00</td>\n",
       "      <td>49.085321</td>\n",
       "      <td>-123.329648</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>493235</th>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2019-12-22 16:38:03+00:00</td>\n",
       "      <td>2019-12-22 18:38:02+00:00</td>\n",
       "      <td>49.085321</td>\n",
       "      <td>-123.329648</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>493236</th>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2019-12-22 18:38:03+00:00</td>\n",
       "      <td>2019-12-22 20:38:02+00:00</td>\n",
       "      <td>49.085321</td>\n",
       "      <td>-123.329648</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>493237</th>\n",
       "      <td>ICLISTENAF2556</td>\n",
       "      <td>2019-12-22 20:38:03+00:00</td>\n",
       "      <td>2019-12-22 20:58:01+00:00</td>\n",
       "      <td>49.085321</td>\n",
       "      <td>-123.329648</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            deviceCode                     begin                       end  \\\n",
       "493233  ICLISTENAF2556 2019-12-22 08:38:03+00:00 2019-12-22 15:38:01+00:00   \n",
       "493234  ICLISTENAF2556 2019-12-22 15:38:02+00:00 2019-12-22 16:38:02+00:00   \n",
       "493235  ICLISTENAF2556 2019-12-22 16:38:03+00:00 2019-12-22 18:38:02+00:00   \n",
       "493236  ICLISTENAF2556 2019-12-22 18:38:03+00:00 2019-12-22 20:38:02+00:00   \n",
       "493237  ICLISTENAF2556 2019-12-22 20:38:03+00:00 2019-12-22 20:58:01+00:00   \n",
       "\n",
       "              lat         lon  zone  \n",
       "493233  49.085321 -123.329648    10  \n",
       "493234  49.085321 -123.329648    10  \n",
       "493235  49.085321 -123.329648    10  \n",
       "493236  49.085321 -123.329648    10  \n",
       "493237  49.085321 -123.329648    10  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "certified = td.get_audio_availability(certified=True)\n",
    "certified.tail()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### How to `show_data()` in plots\n",
    "Instead of using code objects, tehom provides a graphical tool to display available data\n",
    "for EDA in either a bar chart or surface map\n",
    "\n",
    "Bar chart shows the AIS downloaded data (orange), acoustic data avilable for download\n",
    "(blue), mp3 data downloaded (green), and wav data downloaded (red):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = td.show_available_data(begin=\"2016-06\", end=\"2016-08\", style=\"bar\")\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now let's look at intervals for which we've certified the data availability (takes a lot\n",
    "longer because every small data gap results in another bar to draw):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = td.show_available_data(begin=\"2016-06\", end=\"2016-08\", style=\"bar\", certified=True)\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Map:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "hoverinfo": "text",
         "lat": [
          48.426393,
          48.426393,
          69.112685,
          48.699407,
          48.699407,
          50.020683,
          50.020767,
          54.258667,
          49.042645,
          49.042645,
          49.042645,
          49.042645,
          49.043026,
          49.043026,
          49.043026,
          49.043026,
          48.81377,
          51.71195,
          47.923667,
          53.974668,
          49.080927,
          47.763317,
          48.671407,
          48.670396,
          48.651287,
          49.040217
         ],
         "lon": [
          -126.174394,
          -126.174394,
          -105.064899,
          -126.872425,
          -126.872425,
          -125.2353,
          -125.235367,
          -130.431208,
          -123.31744,
          -123.31744,
          -123.31744,
          -123.31744,
          -123.317569,
          -123.317569,
          -123.317569,
          -123.317569,
          -125.281738,
          -128.235917,
          -129.108903,
          -128.65701,
          -123.338713,
          -127.758703,
          -126.846813,
          -126.84854,
          -123.487167,
          -123.426418
         ],
         "text": [
          "ICLISTENHF1251<br>(48.426393,-126.174394)<br>deployment from 2016-06-16 05:18:32+00:00 to 2018-07-01 01:48:20+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENLF223<br>(48.426393,-126.174394)<br>deployment from 2016-06-16 05:18:32+00:00 to 2018-07-01 01:48:20+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1252<br>(69.112685,-105.064899)<br>deployment from 2015-08-27 20:18:00+00:00 to 2016-08-22 22:13:00+00:00<br>0 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1353<br>(48.699407,-126.872425)<br>deployment from 2016-06-23 20:45:32+00:00 to 2020-06-13 17:50:17+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1253<br>(48.699407,-126.872425)<br>deployment from 2016-06-23 20:45:32+00:00 to 2020-06-13 17:50:17+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1350<br>(50.020683,-125.2353)<br>deployment from 2016-03-18 16:20:00+00:00 to 2016-07-28 19:30:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1350<br>(50.020767,-125.235367)<br>deployment from 2016-07-29 21:08:00+00:00 to 2017-01-24 20:00:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1352<br>(54.258667,-130.431208)<br>deployment from 2016-03-30 19:00:00+00:00 to 2017-04-06 19:59:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2402<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2403<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2405<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2406<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2372<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2373<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2375<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "JASCOAMARHYDROPHONE2379<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1349<br>(48.81377,-125.281738)<br>deployment from 2015-09-12 03:27:03+00:00 to 2017-05-02 02:23:32+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "SONGMETERSM2MHYDROPHONE681520<br>(51.71195,-128.235917)<br>deployment from 2016-07-06 19:50:00+00:00 to 2017-06-28 00:00:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1293<br>(47.923667,-129.108903)<br>deployment from 2016-06-19 09:30:23+00:00 to 2018-06-29 19:02:32+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1351<br>(53.974668,-128.65701)<br>deployment from 2016-03-25 17:05:00+00:00 to 2017-04-05 01:30:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENAF2523<br>(49.080927,-123.338713)<br>deployment from 2016-05-02 15:24:11+00:00 to 2017-06-24 08:33:27+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENLF224<br>(47.763317,-127.758703)<br>deployment from 2013-06-23 21:44:41+00:00 to 2017-06-19 14:01:22+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1333<br>(48.671407,-126.846813)<br>deployment from 2015-09-15 00:38:38+00:00 to 2016-06-24 04:00:27+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
          "ICLISTENHF1333<br>(48.670396,-126.84854)<br>deployment from 2016-06-24 04:00:27+00:00 to 2017-06-08 20:18:04+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval",
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data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1350<br>(50.020683,-125.2353)<br>deployment from 2016-03-18 16:20:00+00:00 to 2016-07-28 19:30:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1350<br>(50.020767,-125.235367)<br>deployment from 2016-07-29 21:08:00+00:00 to 2017-01-24 20:00:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1352<br>(54.258667,-130.431208)<br>deployment from 2016-03-30 19:00:00+00:00 to 2017-04-06 19:59:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2402<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2403<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2405<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2406<br>(49.042645,-123.31744)<br>deployment from 2015-09-14 19:49:25+00:00 to 2016-10-08 01:59:36+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2372<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2373<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2375<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"JASCOAMARHYDROPHONE2379<br>(49.043026,-123.317569)<br>deployment from 2015-09-14 22:30:18+00:00 to 2016-10-07 20:11:08+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1349<br>(48.81377,-125.281738)<br>deployment from 2015-09-12 03:27:03+00:00 to 2017-05-02 02:23:32+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"SONGMETERSM2MHYDROPHONE681520<br>(51.71195,-128.235917)<br>deployment from 2016-07-06 19:50:00+00:00 to 2017-06-28 00:00:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1293<br>(47.923667,-129.108903)<br>deployment from 2016-06-19 09:30:23+00:00 to 2018-06-29 19:02:32+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1351<br>(53.974668,-128.65701)<br>deployment from 2016-03-25 17:05:00+00:00 to 2017-04-05 01:30:00+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENAF2523<br>(49.080927,-123.338713)<br>deployment from 2016-05-02 15:24:11+00:00 to 2017-06-24 08:33:27+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENLF224<br>(47.763317,-127.758703)<br>deployment from 2013-06-23 21:44:41+00:00 to 2017-06-19 14:01:22+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1333<br>(48.671407,-126.846813)<br>deployment from 2015-09-15 00:38:38+00:00 to 2016-06-24 04:00:27+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1333<br>(48.670396,-126.84854)<br>deployment from 2016-06-24 04:00:27+00:00 to 2017-06-08 20:18:04+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1266<br>(48.651287,-123.487167)<br>deployment from 2016-05-04 17:29:59+00:00 to 2016-10-05 18:33:06+00:00<br>1 months of AIS data downloaded<br>0 days 00:00:00 wav data downloaded<br>0 days 00:00:00 mp3 data downloaded<br>across all deployments for this hydrophone and interval\",\"ICLISTENHF1354<br>(49.040217,-123.426418)<br>deployment from 2016-05-03 20:54:19+00:00 to 2016-10-08 15:40:20+00:00<br>1 months of AIS data downloaded<br>1 days 00:14:58 wav data downloaded<br>30 days 00:04:02 mp3 data downloaded<br>across all deployments for this hydrophone and interval\"],\"type\":\"scattergeo\"}],                        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   "source": [
    "fig = td.show_available_data(begin=\"2016-06\", end=\"2016-08\", style=\"map\")\n",
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