Multi-Well welly project.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "365a5a27",
   "metadata": {},
   "source": [
    "# Welly Multi Well Projects"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d22e2dce",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/anaconda3/lib/python3.8/site-packages/pkg_resources/__init__.py:122: PkgResourcesDeprecationWarning: tplib2 is an invalid version and will not be supported in a future release\n",
      "  warnings.warn(\n",
      "/opt/anaconda3/lib/python3.8/site-packages/pkg_resources/__init__.py:122: PkgResourcesDeprecationWarning: 4.0.0-unsupported is an invalid version and will not be supported in a future release\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "from welly import Project\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e84e8d92",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "0it [00:00, ?it/s]Only engine='normal' can read wrapped files\n",
      "1it [00:00,  1.09it/s]Only engine='normal' can read wrapped files\n",
      "3it [00:02,  1.53it/s]Only engine='normal' can read wrapped files\n",
      "8it [00:04,  1.95it/s]\n"
     ]
    }
   ],
   "source": [
    "# Loading wells using Project\n",
    "wells = Project.from_las('/Users/isaacabrahamodeh/Desktop/Taranaki-wells/Taranaki/*.las')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "14fe34f5",
   "metadata": {},
   "source": [
    "### Well Meta Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "b6ca745f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Index</th><th>UWI</th><th>Data</th><th>Curves</th></tr><tr><td>0</td><td><strong>100000113536</strong></td><td>14&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, NEUT, PEF, RESD, RESM, RESS, SP, TEMP, TENS</td></tr><tr><td>1</td><td><strong>100000113531</strong></td><td>14&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, NEUT, PEF, RESD, RESM, RESS, SP, TEMP, TENS</td></tr><tr><td>2</td><td><strong>100000223430</strong></td><td>13&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, NEUT, PEF, RESD, RESS, SP, TEMP, TENS</td></tr><tr><td>3</td><td><strong>100000113532</strong></td><td>14&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, NEUT, PEF, RESD, RESM, RESS, SP, TEMP, TENS</td></tr><tr><td>4</td><td><strong>100000022053</strong></td><td>14&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, GR_CORR, NEUT, NEUT_CORR, RESD, RESD_CORR, RESS, RESS_CORR, SP</td></tr><tr><td>5</td><td><strong>100000022053</strong></td><td>10&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, NEUT, RESD, RESS, SP</td></tr><tr><td>6</td><td><strong>100000022050</strong></td><td>10&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, NEUT, RESD, RESS, TEMP</td></tr><tr><td>7</td><td><strong>100000022052</strong></td><td>10&nbsp;curves</td><td>BS, CALI, DENS, DRHO, DTC, GR, NEUT, RESD, RESS, SP</td></tr></table>"
      ],
      "text/plain": [
       "Project(8 wells: 100000113536, 100000113531, 100000223430, 100000113532, 100000022053, 100000022053, 100000022050, 100000022052)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Viewing contents of wells\n",
    "wells"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "51e321e5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['100000113536',\n",
       " '100000113531',\n",
       " '100000223430',\n",
       " '100000113532',\n",
       " '100000022053',\n",
       " '100000022053',\n",
       " '100000022050',\n",
       " '100000022052']"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Call upon UWIs\n",
    "wells.uwis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "d538cd21",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Well(uwi: '100000113536', name: 'Maui-7', 14 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'NEUT', 'PEF', 'RESD', 'RESM', 'RESS', 'SP', 'TEMP', 'TENS'])\n",
      "Well(uwi: '100000113531', name: 'Maui-6', 14 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'NEUT', 'PEF', 'RESD', 'RESM', 'RESS', 'SP', 'TEMP', 'TENS'])\n",
      "Well(uwi: '100000223430', name: 'Rahi-1', 13 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'NEUT', 'PEF', 'RESD', 'RESS', 'SP', 'TEMP', 'TENS'])\n",
      "Well(uwi: '100000113532', name: 'Maui-5', 14 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'NEUT', 'PEF', 'RESD', 'RESM', 'RESS', 'SP', 'TEMP', 'TENS'])\n",
      "Well(uwi: '100000022053', name: 'Maui-3', 14 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'GR_CORR', 'NEUT', 'NEUT_CORR', 'RESD', 'RESD_CORR', 'RESS', 'RESS_CORR', 'SP'])\n",
      "Well(uwi: '100000022053', name: 'Maui-3', 10 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'NEUT', 'RESD', 'RESS', 'SP'])\n",
      "Well(uwi: '100000022050', name: 'Maui-4', 10 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'NEUT', 'RESD', 'RESS', 'TEMP'])\n",
      "Well(uwi: '100000022052', name: 'Maui-2', 10 curves: ['BS', 'CALI', 'DENS', 'DRHO', 'DTC', 'GR', 'NEUT', 'RESD', 'RESS', 'SP'])\n"
     ]
    }
   ],
   "source": [
    "# Print individual well details\n",
    "for well in wells:\n",
    "    print(well)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "f842b06e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-39.6351864          173.3207531\n",
      "-39.5296319          173.4074213\n",
      "-39.7164729          173.3434684\n",
      "-39.616576           173.3768647\n",
      "-39.5346325          173.4515882\n",
      "-39.5346325          173.4515882\n",
      "-40.0383342          173.2410221\n",
      "-39.6110213          173.4496429\n"
     ]
    }
   ],
   "source": [
    "# Print well name and location\n",
    "for well in wells:\n",
    "    print(f'{well.location.latitude} \\t {well.location.longitude}'.expandtabs(10))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "f3e37b8f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a dataframe of well header information\n",
    "\n",
    "well_dict = {}\n",
    "for well in wells:\n",
    "    well_dict[well.uwi] = {'Latitude':well.location.latitude,\n",
    "                          'Longitude':well.location.longitude}\n",
    "\n",
    "wells_df = pd.DataFrame.from_dict(well_dict, orient='index')\n",
    "\n",
    "wells_df.reset_index(inplace=True)\n",
    "\n",
    "wells_df.rename(columns={'index':'UWI'}, inplace=True)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "82b6e0fd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\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>UWI</th>\n",
       "      <th>Latitude</th>\n",
       "      <th>Longitude</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>100000113536</td>\n",
       "      <td>-39.6351864</td>\n",
       "      <td>173.3207531</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>100000113531</td>\n",
       "      <td>-39.5296319</td>\n",
       "      <td>173.4074213</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>100000223430</td>\n",
       "      <td>-39.7164729</td>\n",
       "      <td>173.3434684</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>100000113532</td>\n",
       "      <td>-39.6165760</td>\n",
       "      <td>173.3768647</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>100000022053</td>\n",
       "      <td>-39.5346325</td>\n",
       "      <td>173.4515882</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>100000022050</td>\n",
       "      <td>-40.0383342</td>\n",
       "      <td>173.2410221</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>100000022052</td>\n",
       "      <td>-39.6110213</td>\n",
       "      <td>173.4496429</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            UWI    Latitude    Longitude\n",
       "0  100000113536 -39.6351864  173.3207531\n",
       "1  100000113531 -39.5296319  173.4074213\n",
       "2  100000223430 -39.7164729  173.3434684\n",
       "3  100000113532 -39.6165760  173.3768647\n",
       "4  100000022053 -39.5346325  173.4515882\n",
       "5  100000022050 -40.0383342  173.2410221\n",
       "6  100000022052 -39.6110213  173.4496429"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wells_df"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bec1feff",
   "metadata": {},
   "source": [
    "## Mapping the Well Locations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "eaa357ad",
   "metadata": {},
   "outputs": [],
   "source": [
    "import folium"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "cde760f3",
   "metadata": {},
   "outputs": [
    {
     "data": {
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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x7f7d1d8d73d0>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mean_lat = wells_df['Latitude'].mean()\n",
    "mean_long = wells_df['Longitude'].mean()\n",
    "\n",
    "m = folium.Map(location=[mean_lat, mean_long],zoom_start=7)\n",
    "\n",
    "for index, well_location in wells_df.iterrows():\n",
    "    folium.Marker([well_location['Latitude'], well_location['Longitude']],\n",
    "                 popup=well_location).add_to(m)\n",
    "m"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c679c79",
   "metadata": {},
   "source": [
    "## Plotting Curves from Multiple Wells"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "c7244a8e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x720 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Plot GR from all wells\n",
    "fig, axs = plt.subplots(figsize=(14, 10), ncols=len(wells))\n",
    "\n",
    "for i, (ax, well) in enumerate(zip(axs, wells)):\n",
    "    gr = well.get_curve('GR')\n",
    "    if gr is not None:\n",
    "        ax = gr.plot(ax=ax, c='green')\n",
    "    ax.set_title(f\"GR for\\n{well.name}\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "809dab32",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x720 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(figsize=(14, 10), ncols=len(wells))\n",
    "\n",
    "curve_name = 'DENS'\n",
    "\n",
    "for i, (ax, well) in enumerate(zip(axs, wells)):\n",
    "    gr = well.get_curve(curve_name)\n",
    "    if gr is not None:\n",
    "        ax = gr.plot(ax=ax, c='red')\n",
    "    ax.set_title(f\"{curve_name} for\\n{well.name}\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "085ab9a7-294c-4a28-b97f-549660bda7b8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x720 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(figsize=(14, 10), ncols=len(wells))\n",
    "\n",
    "curve_name = 'NEUT'\n",
    "\n",
    "for i, (ax, well) in enumerate(zip(axs, wells)):\n",
    "    gr = well.get_curve(curve_name)\n",
    "    if gr is not None:\n",
    "        ax = gr.plot(ax=ax, c='blue')\n",
    "    ax.set_title(f\"{curve_name} for\\n{well.name}\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "e0a1a92e-6524-44ec-ba60-b882dd37e167",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x720 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(figsize=(14, 10), ncols=len(wells))\n",
    "\n",
    "curve_name = 'DTC'\n",
    "\n",
    "for i, (ax, well) in enumerate(zip(axs, wells)):\n",
    "    gr = well.get_curve(curve_name)\n",
    "    if gr is not None:\n",
    "        ax = gr.plot(ax=ax, c='purple')\n",
    "    ax.set_title(f\"{curve_name} for\\n{well.name}\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6477fa8",
   "metadata": {},
   "source": [
    "## Well Log Data Quality"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "c3f51aa1",
   "metadata": {},
   "outputs": [],
   "source": [
    "import welly.quality as wq\n",
    "from IPython.display import HTML"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "9cf38ceb",
   "metadata": {},
   "outputs": [],
   "source": [
    "tests = {'Each': [wq.no_flat,\n",
    "                 wq.no_gaps,\n",
    "                 wq.not_empty],\n",
    "        'GR': [\n",
    "                wq.all_positive,\n",
    "                wq.all_between(0, 250),\n",
    "                wq.check_units(['API', 'GAPI']),\n",
    "        ],\n",
    "        'DENS': [\n",
    "                wq.all_positive,\n",
    "                wq.all_between(1.5, 3),\n",
    "                wq.check_units(['G/CC', 'g/cm3']),\n",
    "        ]}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "bcf9537e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Idx</th><th>UWI</th><th>Data</th><th>Passing</th><th>GR</th><th>DENS</th></tr><tr><td></td><td></td><td></td><td>%</td><td>8/8&nbsp;wells</td><td>8/8&nbsp;wells</td></tr><tr><td>0</td><td><span style=\"font-weight:bold;\">100000113536</span></td><td>2/14&nbsp;curves</td><td>67</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"5/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">71.88 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"3/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.29 G/C3</span></td></tr><tr><td>1</td><td><span style=\"font-weight:bold;\">100000113531</span></td><td>2/14&nbsp;curves</td><td>75</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"5/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">74.07 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"4/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.31 G/C3</span></td></tr><tr><td>2</td><td><span style=\"font-weight:bold;\">100000223430</span></td><td>2/13&nbsp;curves</td><td>67</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"6/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#33EE33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">76.00 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"2/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.58 G/C3</span></td></tr><tr><td>3</td><td><span style=\"font-weight:bold;\">100000113532</span></td><td>2/14&nbsp;curves</td><td>67</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"5/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">74.00 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"3/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.30 G/C3</span></td></tr><tr><td>4</td><td><span style=\"font-weight:bold;\">100000022053</span></td><td>2/14&nbsp;curves</td><td>92</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"6/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#33EE33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">61.23 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"5/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.38 G/C3</span></td></tr><tr><td>5</td><td><span style=\"font-weight:bold;\">100000022053</span></td><td>2/10&nbsp;curves</td><td>92</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"6/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#33EE33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">61.23 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"5/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.38 G/C3</span></td></tr><tr><td>6</td><td><span style=\"font-weight:bold;\">100000022050</span></td><td>2/10&nbsp;curves</td><td>75</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"6/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#33EE33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">55.10 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"3/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.38 G/C3</span></td></tr><tr><td>7</td><td><span style=\"font-weight:bold;\">100000022052</span></td><td>2/10&nbsp;curves</td><td>58</td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">GR<div title=\"3/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">55.95 GAPI</span></td><td style=\"background-color:#CCEECC; line-height:80%; padding:5px 4px 2px 4px;\">DENS<div title=\"4/6\" style=\"font-size:80%; float:right; cursor: default; padding:4px 0px 4px 6px; color:#FFCC33;\">&#x2b24;</div><br /><span style=\"font-size:70%; color:#33AA33\">2.40 G/C3</span></td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data_qc_table = wells.curve_table_html(keys=['GR', 'DENS'], tests=tests)\n",
    "HTML(data_qc_table)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "df7b1b9d",
   "metadata": {},
   "outputs": [],
   "source": [
    "qc_dict = {}\n",
    "for well in wells:\n",
    "    qc_dict[well.name] = well.qc_table_html(tests)\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "fc61c07c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Curve</th><th>Passed</th><th>Score</th><th>all_between</th><th>all_positive</th><th>no_flat</th><th>no_gaps</th><th>check_units</th><th>not_empty</th></tr><tr><th>BS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>CALI</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DENS</th><td>4 / 6</td><td>0.667</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DRHO</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DTC</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>GR</th><td>3 / 6</td><td>0.500</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>NEUT</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESD</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>SP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(qc_dict['Maui-2'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "d45cbdb1-7c4c-4328-b403-13613433d61b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Curve</th><th>Passed</th><th>Score</th><th>all_between</th><th>all_positive</th><th>no_flat</th><th>no_gaps</th><th>check_units</th><th>not_empty</th></tr><tr><th>BS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>CALI</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DENS</th><td>5 / 6</td><td>0.833</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DRHO</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DTC</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>GR</th><td>6 / 6</td><td>1.000</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>NEUT</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESD</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESS</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>SP</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(qc_dict['Maui-3'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "94f8c58d-1acf-4a21-b2c1-798619b9b97d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Curve</th><th>Passed</th><th>Score</th><th>all_between</th><th>all_positive</th><th>no_flat</th><th>no_gaps</th><th>check_units</th><th>not_empty</th></tr><tr><th>BS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>CALI</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DENS</th><td>3 / 6</td><td>0.500</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DRHO</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DTC</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>GR</th><td>6 / 6</td><td>1.000</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>NEUT</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESD</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESS</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TEMP</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(qc_dict['Maui-4'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "f4bc590f-7ed0-45ba-a2e6-402f00d0e1ad",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Curve</th><th>Passed</th><th>Score</th><th>all_between</th><th>all_positive</th><th>no_flat</th><th>no_gaps</th><th>check_units</th><th>not_empty</th></tr><tr><th>BS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>CALI</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DENS</th><td>3 / 6</td><td>0.500</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DRHO</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DTC</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>GR</th><td>5 / 6</td><td>0.833</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>NEUT</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>PEF</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESD</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESM</th><td>1 / 3</td><td>0.333</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESS</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>SP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TEMP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TENS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(qc_dict['Maui-5'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "db5e2da2-8954-46d2-b3b6-119a778f3dd2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Curve</th><th>Passed</th><th>Score</th><th>all_between</th><th>all_positive</th><th>no_flat</th><th>no_gaps</th><th>check_units</th><th>not_empty</th></tr><tr><th>BS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>CALI</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DENS</th><td>4 / 6</td><td>0.667</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DRHO</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DTC</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>GR</th><td>5 / 6</td><td>0.833</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>NEUT</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>PEF</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESD</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESM</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>SP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TEMP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TENS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(qc_dict['Maui-6'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "18d692dc-c7fa-495c-954a-efd5fbfc0dd4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Curve</th><th>Passed</th><th>Score</th><th>all_between</th><th>all_positive</th><th>no_flat</th><th>no_gaps</th><th>check_units</th><th>not_empty</th></tr><tr><th>BS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>CALI</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DENS</th><td>3 / 6</td><td>0.500</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DRHO</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DTC</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>GR</th><td>5 / 6</td><td>0.833</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>NEUT</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>PEF</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESD</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESM</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>SP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TEMP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TENS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(qc_dict['Maui-7'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "74b7032d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><th>Curve</th><th>Passed</th><th>Score</th><th>all_between</th><th>all_positive</th><th>no_flat</th><th>no_gaps</th><th>check_units</th><th>not_empty</th></tr><tr><th>BS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>CALI</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DENS</th><td>2 / 6</td><td>0.333</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DRHO</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>DTC</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>GR</th><td>6 / 6</td><td>1.000</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>NEUT</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>PEF</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESD</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>RESS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>SP</th><td>3 / 3</td><td>1.000</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TEMP</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr><tr><th>TENS</th><td>2 / 3</td><td>0.667</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td><td style=\"background-color:#FFCCCC;\">False</td><td style=\"background-color:#EEEEEE;\"></td><td style=\"background-color:#CCEECC;\">True</td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(qc_dict['Rahi-1'])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3cd5bd7",
   "metadata": {},
   "source": [
    "## Well Data to Dataframe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "e26054e2",
   "metadata": {},
   "outputs": [],
   "source": [
    "df = wells.df()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "4afbc1f4",
   "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></th>\n",
       "      <th>BS</th>\n",
       "      <th>CALI</th>\n",
       "      <th>DENS</th>\n",
       "      <th>DRHO</th>\n",
       "      <th>DTC</th>\n",
       "      <th>GR</th>\n",
       "      <th>NEUT</th>\n",
       "      <th>PEF</th>\n",
       "      <th>RESD</th>\n",
       "      <th>RESM</th>\n",
       "      <th>RESS</th>\n",
       "      <th>SP</th>\n",
       "      <th>TEMP</th>\n",
       "      <th>TENS</th>\n",
       "      <th>GR_CORR</th>\n",
       "      <th>NEUT_CORR</th>\n",
       "      <th>RESD_CORR</th>\n",
       "      <th>RESS_CORR</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>UWI</th>\n",
       "      <th>DEPTH</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"5\" valign=\"top\">100000113536</th>\n",
       "      <th>139.5984000000</th>\n",
       "      <td>36.0</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>139.7508000000</th>\n",
       "      <td>36.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>139.9032000000</th>\n",
       "      <td>36.0</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>140.0556000000</th>\n",
       "      <td>36.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>140.2080000000</th>\n",
       "      <td>36.0</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\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",
       "      <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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       "      <th rowspan=\"5\" valign=\"top\">100000022052</th>\n",
       "      <th>3565.0931999988</th>\n",
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       "      <td>27.6703999960</td>\n",
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       "      <td>-1.4141999986</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3565.2455999988</th>\n",
       "      <td>NaN</td>\n",
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       "      <td>27.3670000024</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>89.1521000212</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>-1.7376999974</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>3565.3979999988</th>\n",
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       "      <td>-2.0612999974</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3565.5503999988</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>26.1108000075</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>-2.2293999987</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>3565.7027999988</th>\n",
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       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>149632 rows × 18 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                BS  CALI  DENS  DRHO            DTC  \\\n",
       "UWI          DEPTH                                                    \n",
       "100000113536 139.5984000000   36.0   NaN   NaN   NaN            NaN   \n",
       "             139.7508000000   36.0   NaN   NaN   NaN            NaN   \n",
       "             139.9032000000   36.0   NaN   NaN   NaN            NaN   \n",
       "             140.0556000000   36.0   NaN   NaN   NaN            NaN   \n",
       "             140.2080000000   36.0   NaN   NaN   NaN            NaN   \n",
       "...                            ...   ...   ...   ...            ...   \n",
       "100000022052 3565.0931999988   NaN   NaN   NaN   NaN  52.8656999995   \n",
       "             3565.2455999988   NaN   NaN   NaN   NaN  52.8444000002   \n",
       "             3565.3979999988   NaN   NaN   NaN   NaN  52.8231000002   \n",
       "             3565.5503999988   NaN   NaN   NaN   NaN            NaN   \n",
       "             3565.7027999988   NaN   NaN   NaN   NaN            NaN   \n",
       "\n",
       "                                         GR  NEUT  PEF           RESD  RESM  \\\n",
       "UWI          DEPTH                                                            \n",
       "100000113536 139.5984000000             NaN   NaN  NaN            NaN   NaN   \n",
       "             139.7508000000             NaN   NaN  NaN            NaN   NaN   \n",
       "             139.9032000000             NaN   NaN  NaN            NaN   NaN   \n",
       "             140.0556000000             NaN   NaN  NaN            NaN   NaN   \n",
       "             140.2080000000             NaN   NaN  NaN            NaN   NaN   \n",
       "...                                     ...   ...  ...            ...   ...   \n",
       "100000022052 3565.0931999988  27.6703999960   NaN  NaN  91.8273000202   NaN   \n",
       "             3565.2455999988  27.3670000024   NaN  NaN  89.1521000212   NaN   \n",
       "             3565.3979999988  27.0635000024   NaN  NaN  86.4769000212   NaN   \n",
       "             3565.5503999988  26.1108000075   NaN  NaN            NaN   NaN   \n",
       "             3565.7027999988  23.8440000179   NaN  NaN            NaN   NaN   \n",
       "\n",
       "                              RESS            SP  TEMP  TENS  GR_CORR  \\\n",
       "UWI          DEPTH                                                      \n",
       "100000113536 139.5984000000    NaN           NaN   NaN   NaN      NaN   \n",
       "             139.7508000000    NaN           NaN   NaN   NaN      NaN   \n",
       "             139.9032000000    NaN           NaN   NaN   NaN      NaN   \n",
       "             140.0556000000    NaN           NaN   NaN   NaN      NaN   \n",
       "             140.2080000000    NaN           NaN   NaN   NaN      NaN   \n",
       "...                            ...           ...   ...   ...      ...   \n",
       "100000022052 3565.0931999988   NaN -1.4141999986   NaN   NaN      NaN   \n",
       "             3565.2455999988   NaN -1.7376999974   NaN   NaN      NaN   \n",
       "             3565.3979999988   NaN -2.0612999974   NaN   NaN      NaN   \n",
       "             3565.5503999988   NaN -2.2293999987   NaN   NaN      NaN   \n",
       "             3565.7027999988   NaN -2.0830000012   NaN   NaN      NaN   \n",
       "\n",
       "                              NEUT_CORR  RESD_CORR  RESS_CORR  \n",
       "UWI          DEPTH                                             \n",
       "100000113536 139.5984000000         NaN        NaN        NaN  \n",
       "             139.7508000000         NaN        NaN        NaN  \n",
       "             139.9032000000         NaN        NaN        NaN  \n",
       "             140.0556000000         NaN        NaN        NaN  \n",
       "             140.2080000000         NaN        NaN        NaN  \n",
       "...                                 ...        ...        ...  \n",
       "100000022052 3565.0931999988        NaN        NaN        NaN  \n",
       "             3565.2455999988        NaN        NaN        NaN  \n",
       "             3565.3979999988        NaN        NaN        NaN  \n",
       "             3565.5503999988        NaN        NaN        NaN  \n",
       "             3565.7027999988        NaN        NaN        NaN  \n",
       "\n",
       "[149632 rows x 18 columns]"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
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   "id": "369755fb-5b7c-490a-aab5-17b1e1073310",
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   "source": []
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