ScientificPython_Bokeh.tpl.ipynb

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    "\n",
    "<table>\n",
    "    <tr>\n",
    "        <td align=\"center\" style=\"background-color : white\">\n",
    "            <img src=\"https://bokeh.pydata.org/en/latest/_static/images/logo.png\" alt=\"Bokeh\" width=100>\n",
    "        </td>\n",
    "    </tr>\n",
    "    <tr>\n",
    "        <td align=\"center\" style=\"background-color : white\">\n",
    "            <a href=\"https://bokeh.pydata.org/\" style=\"font-size: 30px; background-color: white; border: hidden;\">https://bokeh.pydata.org</a>\n",
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    "      "
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    "Bokeh is an interactive visualization library that targets modern web browsers for presentation. It is good for:\n",
    "\n",
    "* Interactive visualization in modern browsers\n",
    "* Standalone HTML documents, or server-backed apps\n",
    "* Large, dynamic or streaming data"
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    "among other things like plotting spatial data on maps.  While it is best utilized in Jupyter notebooks and for creating visualizations in HTML and Javascript, it has the ability to generate output files in formats like PNG and SVG.  Bokeh is also capable of creating great looking visualizations with very few commands."
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    "Bokeh has several submodules and generally requires quite a few imports.  `bokeh.io` is used to establish where the output plot is intended to be displayed.  `bokeh.plotting` provides functions to create figures and glyphs for a plot/graphic.  `bokeh.models` gives the user a way to turn Python dictionaries or Pandas DataFrames into data that Bokeh can display quickly.  The imports relevant to our discussion are shown below.  Of particular importance is the `bokeh.io.output_notebook` function that gives us the ability to display Bokeh plots in output cells of Jupyter notebooks."
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       "  if (element == null) {\n",
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       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
       "      run_inline_js();\n",
       "    });\n",
       "  }\n",
       "}(window));"
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import bokeh.io\n",
    "import bokeh.plotting\n",
    "import bokeh.models\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import os\n",
    "\n",
    "bokeh.io.output_notebook()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    },
    "tags": [
     "remove_cell"
    ]
   },
   "outputs": [],
   "source": [
    "from bokeh.embed import file_html\n",
    "from bokeh.resources import CDN\n",
    "import IPython"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    },
    "tags": [
     "remove_cell",
     "daytum"
    ]
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/john/miniconda3/envs/book/lib/python3.8/site-packages/intake/source/discovery.py:131: FutureWarning: The drivers ['sql_cat', 'sql', 'sql_auto', 'sql_manual'] do not specify entry_points and were only discovered via a package scan. This may break in a future release of intake. The packages should be updated.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "from intake import cat"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Creating a simple Bokeh plot"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "There are three things required for a Bokeh plot:"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    " * `figure()` --   Controls the *canvas*.  Things like:  figure size, title, interactive tools, toolbar location.\n",
    " * data source --  possibly from a Pandas Dataframe\n",
    " * glyphs or line types -- the data points and/or line styles"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "An example is shown below.  First we load our CSV file into a Pandas DataFrame."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "slideshow": {
     "scrolled": true,
     "slide_type": "subslide"
    },
    "tags": [
     "no_daytum"
    ]
   },
   "outputs": [
    {
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       "      <th>facies_threshold_0.3</th>\n",
       "      <th>porosity</th>\n",
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       "   Unnamed: 0     X     Y  facies_threshold_0.3  porosity  permeability  \\\n",
       "0           0   565  1485                     1    0.1184         6.170   \n",
       "1           1  2585  1185                     1    0.1566         6.275   \n",
       "2           2  2065  2865                     2    0.1920        92.297   \n",
       "\n",
       "   acoustic_impedance  \n",
       "0               2.009  \n",
       "1               2.864  \n",
       "2               3.524  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('datasets/200wells.csv'); df.head(n=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "slideshow": {
     "scrolled": true,
     "slide_type": "subslide"
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    "tags": [
     "daytum"
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   "outputs": [
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       "      X     Y  facies_threshold_0.3  porosity  permeability  \\\n",
       "0   565  1485                     1    0.1184         6.170   \n",
       "1  2585  1185                     1    0.1566         6.275   \n",
       "2  2065  2865                     2    0.1920        92.297   \n",
       "\n",
       "   acoustic_impedance  \n",
       "0               2.009  \n",
       "1               2.864  \n",
       "2               3.524  "
      ]
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     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = cat.MV_2D_200wells.read(); df.head(n=3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "The Bokeh plotting commands are then"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    },
    "tags": [
     "popout"
    ]
   },
   "source": [
    "The `ColumnDataSource` class converts our Panda's DataFrame into a Bokeh source for plotting.  The `circle` member function creates the glyph to display.  There are others such as `Line` or `Arc`.  The full list is [here](https://docs.bokeh.org/en/latest/docs/reference/models/glyphs.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "slideshow": {
     "scrolled": true,
     "slide_type": "-"
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    "tags": [
     "remove_output"
    ]
   },
   "outputs": [
    {
     "data": {
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       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"71c59961-8c50-43ad-8a53-e421aa5fd55f\" data-root-id=\"1002\"></div>\n"
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\",\"dtype\":\"float64\",\"shape\":[200]},\"porosity\":{\"__ndarray__\":\"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\",\"dtype\":\"float64\",\"shape\":[200]}},\"selected\":{\"id\":\"1047\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"1048\",\"type\":\"UnionRenderers\"}},\"id\":\"1034\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"ticker\":{\"id\":\"1012\",\"type\":\"BasicTicker\"}},\"id\":\"1015\",\"type\":\"Grid\"},{\"attributes\":{\"fill_color\":{\"value\":\"#1f77b4\"},\"line_color\":{\"value\":\"#1f77b4\"},\"x\":{\"field\":\"porosity\"},\"y\":{\"field\":\"permeability\"}},\"id\":\"1036\",\"type\":\"Circle\"}],\"root_ids\":[\"1002\"]},\"title\":\"Bokeh Application\",\"version\":\"1.4.0\"}};\n",
       "  var render_items = [{\"docid\":\"db2b2810-ae36-4b6a-8d17-66f0bf0f84eb\",\"roots\":{\"1002\":\"71c59961-8c50-43ad-8a53-e421aa5fd55f\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        clearInterval(timer);\n",
       "        embed_document(root);\n",
       "      } else {\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          clearInterval(timer);\n",
       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        }\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.bokehjs_exec.v0+json": ""
     },
     "metadata": {
      "application/vnd.bokehjs_exec.v0+json": {
       "id": "1002"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "p = bokeh.plotting.figure()\n",
    "\n",
    "data_source = bokeh.models.ColumnDataSource(df)\n",
    "\n",
    "p.circle(x='porosity', y='permeability', source=data_source)\n",
    "\n",
    "bokeh.io.show(p)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "slideshow": {
     "scrolled": true,
     "slide_type": "skip"
    },
    "tags": [
     "remove_input",
     "full_width"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "\n",
       "\n",
       "<!DOCTYPE html>\n",
       "<html lang=\"en\">\n",
       "  \n",
       "  <head>\n",
       "    \n",
       "      <meta charset=\"utf-8\">\n",
       "      <title>Bokeh Application</title>\n",
       "      \n",
       "      \n",
       "        \n",
       "          \n",
       "        \n",
       "        \n",
       "          \n",
       "        <script type=\"text/javascript\" src=\"https://cdn.pydata.org/bokeh/release/bokeh-1.4.0.min.js\"></script>\n",
       "        <script type=\"text/javascript\">\n",
       "            Bokeh.set_log_level(\"info\");\n",
       "        </script>\n",
       "        \n",
       "      \n",
       "      \n",
       "    \n",
       "  </head>\n",
       "  \n",
       "  \n",
       "  <body>\n",
       "    \n",
       "      \n",
       "        \n",
       "          \n",
       "          \n",
       "            \n",
       "              <div class=\"bk-root\" id=\"5621ee05-15f5-4a02-9e97-87604d7f4c4c\" data-root-id=\"1002\"></div>\n",
       "            \n",
       "          \n",
       "        \n",
       "      \n",
       "      \n",
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\",\"dtype\":\"float64\",\"shape\":[200]},\"porosity\":{\"__ndarray__\":\"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\",\"dtype\":\"float64\",\"shape\":[200]}},\"selected\":{\"id\":\"1047\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"1048\",\"type\":\"UnionRenderers\"}},\"id\":\"1034\",\"type\":\"ColumnDataSource\"},{\"attributes\":{},\"id\":\"1024\",\"type\":\"SaveTool\"},{\"attributes\":{},\"id\":\"1043\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{\"fill_color\":{\"value\":\"#1f77b4\"},\"line_color\":{\"value\":\"#1f77b4\"},\"x\":{\"field\":\"porosity\"},\"y\":{\"field\":\"permeability\"}},\"id\":\"1036\",\"type\":\"Circle\"}],\"root_ids\":[\"1002\"]},\"title\":\"Bokeh Application\",\"version\":\"1.4.0\"}}\n",
       "        </script>\n",
       "        <script type=\"text/javascript\">\n",
       "          (function() {\n",
       "            var fn = function() {\n",
       "              Bokeh.safely(function() {\n",
       "                (function(root) {\n",
       "                  function embed_document(root) {\n",
       "                    \n",
       "                  var docs_json = document.getElementById('1202').textContent;\n",
       "                  var render_items = [{\"docid\":\"a40ac174-a840-4600-ae43-59726dcaa3c2\",\"roots\":{\"1002\":\"5621ee05-15f5-4a02-9e97-87604d7f4c4c\"}}];\n",
       "                  root.Bokeh.embed.embed_items(docs_json, render_items);\n",
       "                \n",
       "                  }\n",
       "                  if (root.Bokeh !== undefined) {\n",
       "                    embed_document(root);\n",
       "                  } else {\n",
       "                    var attempts = 0;\n",
       "                    var timer = setInterval(function(root) {\n",
       "                      if (root.Bokeh !== undefined) {\n",
       "                        clearInterval(timer);\n",
       "                        embed_document(root);\n",
       "                      } else {\n",
       "                        attempts++;\n",
       "                        if (attempts > 100) {\n",
       "                          clearInterval(timer);\n",
       "                          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "                        }\n",
       "                      }\n",
       "                    }, 10, root)\n",
       "                  }\n",
       "                })(window);\n",
       "              });\n",
       "            };\n",
       "            if (document.readyState != \"loading\") fn();\n",
       "            else document.addEventListener(\"DOMContentLoaded\", fn);\n",
       "          })();\n",
       "        </script>\n",
       "    \n",
       "  </body>\n",
       "  \n",
       "</html>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "html_repr = file_html(p, CDN)\n",
    "IPython.display.display(IPython.display.HTML(html_repr))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "scrolled": true,
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Styling the plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "slideshow": {
     "scrolled": true
    },
    "tags": [
     "no_daytum"
    ]
   },
   "outputs": [],
   "source": [
    "df = pd.read_csv('datasets/33013014020000.csv', parse_dates=['date'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "slideshow": {
     "scrolled": true
    },
    "tags": [
     "daytum"
    ]
   },
   "outputs": [],
   "source": [
    "df = cat.production_by_api(api='33013014020000').read()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "The previous example used a minimum amount of styling available to produce the Bokeh plot.  This example shows more options such as those used for plotting time series data, adding labels, controlling the tools available in the toolbar, etc.  More visual styling options can be seen in the [Bokeh documentation](https://docs.bokeh.org/en/latest/docs/user_guide/styling.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "slideshow": {
     "scrolled": true
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"359447b5-b043-4568-8796-9e97f3740fee\" data-root-id=\"1203\"></div>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "(function(root) {\n",
       "  function embed_document(root) {\n",
       "    \n",
       "  var docs_json = 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       "  var render_items = [{\"docid\":\"5badf91d-55f7-4890-a3bf-d2f195ebe3f8\",\"roots\":{\"1203\":\"359447b5-b043-4568-8796-9e97f3740fee\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        clearInterval(timer);\n",
       "        embed_document(root);\n",
       "      } else {\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          clearInterval(timer);\n",
       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        }\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.bokehjs_exec.v0+json": ""
     },
     "metadata": {
      "application/vnd.bokehjs_exec.v0+json": {
       "id": "1203"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "p = bokeh.plotting.figure(plot_width=400, plot_height=300, \n",
    "                          x_axis_type='datetime', x_axis_label='Date', \n",
    "                          y_axis_label='Oil (bbls)', tools='pan,box_zoom')\n",
    "\n",
    "data_source = bokeh.models.ColumnDataSource(df)\n",
    "\n",
    "p.line(x='date', y='volume_oil_formation_bbls', source=data_source)\n",
    "\n",
    "bokeh.io.show(p)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    },
    "tags": [
     "remove_input",
     "full_width"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "\n",
       "\n",
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       "<html lang=\"en\">\n",
       "  \n",
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       "    \n",
       "      <meta charset=\"utf-8\">\n",
       "      <title>Bokeh Application</title>\n",
       "      \n",
       "      \n",
       "        \n",
       "          \n",
       "        \n",
       "        \n",
       "          \n",
       "        <script type=\"text/javascript\" src=\"https://cdn.pydata.org/bokeh/release/bokeh-1.4.0.min.js\"></script>\n",
       "        <script type=\"text/javascript\">\n",
       "            Bokeh.set_log_level(\"info\");\n",
       "        </script>\n",
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       "    \n",
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       "  \n",
       "  \n",
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       "        \n",
       "          \n",
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       "      \n",
       "      \n",
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       "        </script>\n",
       "        <script type=\"text/javascript\">\n",
       "          (function() {\n",
       "            var fn = function() {\n",
       "              Bokeh.safely(function() {\n",
       "                (function(root) {\n",
       "                  function embed_document(root) {\n",
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       "                  root.Bokeh.embed.embed_items(docs_json, render_items);\n",
       "                \n",
       "                  }\n",
       "                  if (root.Bokeh !== undefined) {\n",
       "                    embed_document(root);\n",
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       "                          clearInterval(timer);\n",
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       "        </script>\n",
       "    \n",
       "  </body>\n",
       "  \n",
       "</html>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "html_repr = file_html(p, CDN)\n",
    "IPython.display.display(IPython.display.HTML(html_repr))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "scrolled": true,
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Plotting Geo data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "Bokeh offers a couple of options for visualizing geographic and/or spatial data on maps. It's interactivity makes it a superior library to Matplotlib for these kinds of plots, especially when the intended output is a Jupyter notebook or website.  \n",
    "\n",
    "In the example below we will plot all of Pioneer Natural Resources' (PDX) oil and gas wells in the Permian basin on a Google map.  First we read in the latitude and longitude information from a CSV file into a Pandas DataFrame"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "tags": [
     "no_daytum"
    ]
   },
   "outputs": [
    {
     "data": {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>latitude_surface_hole</th>\n",
       "      <th>longitude_surface_hole</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>32.843697</td>\n",
       "      <td>-104.009239</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>32.571335</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>32.186798</td>\n",
       "      <td>-103.574158</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   latitude_surface_hole  longitude_surface_hole\n",
       "0              32.843697             -104.009239\n",
       "1              32.571335             -103.541664\n",
       "2              32.186798             -103.574158"
      ]
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     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('datasets/pxd_permian_wells.csv'); df.head(n=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "tags": [
     "daytum"
    ]
   },
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>latitude_surface_hole</th>\n",
       "      <th>longitude_surface_hole</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>32.843697</td>\n",
       "      <td>-104.009239</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>32.571335</td>\n",
       "      <td>-103.541664</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
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      ],
      "text/plain": [
       "   latitude_surface_hole  longitude_surface_hole\n",
       "0              32.843697             -104.009239\n",
       "1              32.571335             -103.541664\n",
       "2              32.186798             -103.574158"
      ]
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     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = cat.well_columns(columns='latitude_surface_hole,longitude_surface_hole', \n",
    "                      where=\"parent_ticker='PXD' AND basin_name='PERMIAN'\").read().dropna(); \n",
    "df.head(n=3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "To plot data on Google maps in Bokeh uses several special features that deviate somewhat from the standard Bokeh `figure` class, but instead used a dedicated `bokeh.models.GMapOptions` class to set map options as well as `bokeh.plotting.gmap` for creating the figure.  After figure creation, setting a data source and adding glyphs proceeds as usual."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    },
    "tags": [
     "popout"
    ]
   },
   "source": [
    "The `gmap` class requires a Google API key as the first argument.  In this example, the API key is taken from a system environment variable called `'GOOGLE_API_KEY'`.  Instructions for getting an API key are [here](https://developers.google.com/places/web-service/get-api-key)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "slideshow": {
     "slide_type": "-"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
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       "(function(root) {\n",
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       "    \n",
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\",\"dtype\":\"float64\",\"shape\":[12454]},\"longitude_surface_hole\":{\"__ndarray__\":\"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\",\"dtype\":\"float64\",\"shape\":[12454]}},\"selected\":{\"id\":\"1940\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"1941\",\"type\":\"UnionRenderers\"}},\"id\":\"1894\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"data_source\":{\"id\":\"1894\",\"type\":\"ColumnDataSource\"},\"glyph\":{\"id\":\"1896\",\"type\":\"Circle\"},\"hover_glyph\":null,\"muted_glyph\":null,\"nonselection_glyph\":{\"id\":\"1897\",\"type\":\"Circle\"},\"selection_glyph\":null,\"view\":{\"id\":\"1899\",\"type\":\"CDSView\"}},\"id\":\"1898\",\"type\":\"GlyphRenderer\"},{\"attributes\":{},\"id\":\"1885\",\"type\":\"PanTool\"},{\"attributes\":{\"dimension\":\"lat\"},\"id\":\"1878\",\"type\":\"MercatorTickFormatter\"},{\"attributes\":{\"callback\":null},\"id\":\"1884\",\"type\":\"TapTool\"},{\"attributes\":{},\"id\":\"1887\",\"type\":\"ResetTool\"},{\"attributes\":{},\"id\":\"1938\",\"type\":\"LinearScale\"},{\"attributes\":{\"dimension\":\"lon\"},\"id\":\"1873\",\"type\":\"MercatorTickFormatter\"},{\"attributes\":{\"dimension\":\"lat\"},\"id\":\"1879\",\"type\":\"MercatorTicker\"},{\"attributes\":{\"fill_alpha\":{\"value\":0.1},\"fill_color\":{\"value\":\"#1f77b4\"},\"line_alpha\":{\"value\":0.1},\"line_color\":{\"value\":\"#1f77b4\"},\"size\":{\"units\":\"screen\",\"value\":15},\"x\":{\"field\":\"longitude_surface_hole\"},\"y\":{\"field\":\"latitude_surface_hole\"}},\"id\":\"1897\",\"type\":\"Circle\"},{\"attributes\":{\"fill_alpha\":{\"value\":0.8},\"fill_color\":{\"value\":\"blue\"},\"line_color\":{\"value\":\"#1f77b4\"},\"size\":{\"units\":\"screen\",\"value\":15},\"x\":{\"field\":\"longitude_surface_hole\"},\"y\":{\"field\":\"latitude_surface_hole\"}},\"id\":\"1896\",\"type\":\"Circle\"}],\"root_ids\":[\"1866\"]},\"title\":\"Bokeh Application\",\"version\":\"1.4.0\"}};\n",
       "  var render_items = [{\"docid\":\"302c9c60-0359-41b5-8e0f-dc8c38a326bd\",\"roots\":{\"1866\":\"c98a8832-ba4c-4d80-854d-aaaebefaeef3\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        clearInterval(timer);\n",
       "        embed_document(root);\n",
       "      } else {\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          clearInterval(timer);\n",
       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        }\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.bokehjs_exec.v0+json": ""
     },
     "metadata": {
      "application/vnd.bokehjs_exec.v0+json": {
       "id": "1866"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "map_options = bokeh.models.GMapOptions(lat=np.mean(df['latitude_surface_hole'].values), \n",
    "                                       lng=np.mean(df['longitude_surface_hole'].values), \n",
    "                                       map_type=\"terrain\", zoom=5)\n",
    "\n",
    "p = bokeh.plotting.gmap(os.environ['GOOGLE_API_KEY'], map_options, title=\"Well Locations\", \n",
    "                      tools='box_select,tap,pan,wheel_zoom,reset', width=600, height=400)\n",
    "\n",
    "source = bokeh.models.ColumnDataSource(df)\n",
    "\n",
    "p.circle(x='longitude_surface_hole', y='latitude_surface_hole', size=15, \n",
    "         fill_color=\"blue\", fill_alpha=0.8, source=source)\n",
    "\n",
    "bokeh.io.show(p)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    },
    "tags": [
     "remove_input",
     "full_width"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "\n",
       "\n",
       "<!DOCTYPE html>\n",
       "<html lang=\"en\">\n",
       "  \n",
       "  <head>\n",
       "    \n",
       "      <meta charset=\"utf-8\">\n",
       "      <title>Bokeh Application</title>\n",
       "      \n",
       "      \n",
       "        \n",
       "          \n",
       "        \n",
       "        \n",
       "          \n",
       "        <script type=\"text/javascript\" src=\"https://cdn.pydata.org/bokeh/release/bokeh-1.4.0.min.js\"></script>\n",
       "        <script type=\"text/javascript\">\n",
       "            Bokeh.set_log_level(\"info\");\n",
       "        </script>\n",
       "        \n",
       "      \n",
       "      \n",
       "    \n",
       "  </head>\n",
       "  \n",
       "  \n",
       "  <body>\n",
       "    \n",
       "      \n",
       "        \n",
       "          \n",
       "          \n",
       "            \n",
       "              <div class=\"bk-root\" id=\"07ae84bc-f435-4483-85e9-8c49bdff03a4\" data-root-id=\"1866\"></div>\n",
       "            \n",
       "          \n",
       "        \n",
       "      \n",
       "      \n",
       "        <script type=\"application/json\" id=\"2066\">\n",
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\",\"dtype\":\"float64\",\"shape\":[12454]},\"longitude_surface_hole\":{\"__ndarray__\":\"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\",\"dtype\":\"float64\",\"shape\":[12454]}},\"selected\":{\"id\":\"1940\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"1941\",\"type\":\"UnionRenderers\"}},\"id\":\"1894\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"data_source\":{\"id\":\"1894\",\"type\":\"ColumnDataSource\"},\"glyph\":{\"id\":\"1896\",\"type\":\"Circle\"},\"hover_glyph\":null,\"muted_glyph\":null,\"nonselection_glyph\":{\"id\":\"1897\",\"type\":\"Circle\"},\"selection_glyph\":null,\"view\":{\"id\":\"1899\",\"type\":\"CDSView\"}},\"id\":\"1898\",\"type\":\"GlyphRenderer\"},{\"attributes\":{},\"id\":\"1885\",\"type\":\"PanTool\"},{\"attributes\":{\"dimension\":\"lat\"},\"id\":\"1878\",\"type\":\"MercatorTickFormatter\"},{\"attributes\":{\"callback\":null},\"id\":\"1884\",\"type\":\"TapTool\"},{\"attributes\":{},\"id\":\"1887\",\"type\":\"ResetTool\"},{\"attributes\":{},\"id\":\"1938\",\"type\":\"LinearScale\"},{\"attributes\":{\"dimension\":\"lon\"},\"id\":\"1873\",\"type\":\"MercatorTickFormatter\"},{\"attributes\":{\"dimension\":\"lat\"},\"id\":\"1879\",\"type\":\"MercatorTicker\"},{\"attributes\":{\"fill_alpha\":{\"value\":0.1},\"fill_color\":{\"value\":\"#1f77b4\"},\"line_alpha\":{\"value\":0.1},\"line_color\":{\"value\":\"#1f77b4\"},\"size\":{\"units\":\"screen\",\"value\":15},\"x\":{\"field\":\"longitude_surface_hole\"},\"y\":{\"field\":\"latitude_surface_hole\"}},\"id\":\"1897\",\"type\":\"Circle\"},{\"attributes\":{\"fill_alpha\":{\"value\":0.8},\"fill_color\":{\"value\":\"blue\"},\"line_color\":{\"value\":\"#1f77b4\"},\"size\":{\"units\":\"screen\",\"value\":15},\"x\":{\"field\":\"longitude_surface_hole\"},\"y\":{\"field\":\"latitude_surface_hole\"}},\"id\":\"1896\",\"type\":\"Circle\"}],\"root_ids\":[\"1866\"]},\"title\":\"Bokeh Application\",\"version\":\"1.4.0\"}}\n",
       "        </script>\n",
       "        <script type=\"text/javascript\">\n",
       "          (function() {\n",
       "            var fn = function() {\n",
       "              Bokeh.safely(function() {\n",
       "                (function(root) {\n",
       "                  function embed_document(root) {\n",
       "                    \n",
       "                  var docs_json = document.getElementById('2066').textContent;\n",
       "                  var render_items = [{\"docid\":\"6014afb0-e138-4d3a-ac46-1da0210c30d7\",\"roots\":{\"1866\":\"07ae84bc-f435-4483-85e9-8c49bdff03a4\"}}];\n",
       "                  root.Bokeh.embed.embed_items(docs_json, render_items);\n",
       "                \n",
       "                  }\n",
       "                  if (root.Bokeh !== undefined) {\n",
       "                    embed_document(root);\n",
       "                  } else {\n",
       "                    var attempts = 0;\n",
       "                    var timer = setInterval(function(root) {\n",
       "                      if (root.Bokeh !== undefined) {\n",
       "                        clearInterval(timer);\n",
       "                        embed_document(root);\n",
       "                      } else {\n",
       "                        attempts++;\n",
       "                        if (attempts > 100) {\n",
       "                          clearInterval(timer);\n",
       "                          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "                        }\n",
       "                      }\n",
       "                    }, 10, root)\n",
       "                  }\n",
       "                })(window);\n",
       "              });\n",
       "            };\n",
       "            if (document.readyState != \"loading\") fn();\n",
       "            else document.addEventListener(\"DOMContentLoaded\", fn);\n",
       "          })();\n",
       "        </script>\n",
       "    \n",
       "  </body>\n",
       "  \n",
       "</html>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "html_repr = file_html(p, CDN)\n",
    "IPython.display.display(IPython.display.HTML(html_repr))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "### Other tile providers"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "-"
    },
    "tags": [
     "remove_cell"
    ]
   },
   "source": [
    " * [Carto](https://carto.com/)\n",
    " * [OpenStreetMap](https://www.openstreetmap.org/)\n",
    " * [WikiMedia](https://foundation.wikimedia.org/)\n",
    " * [ESRI](https://www.esri.com/)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "In addition to Google, there are other map tile providers such as [Carto](https://carto.com/), [OpenStreetMap](https://www.openstreetmap.org/), [WikiMedia](https://foundation.wikimedia.org/), and [ESRI](https://www.esri.com/) to provide the map backgrounds.  The following example, is a fairly complex example that shows off a different tile provider along with some interactivity in a Bokeh plot.  The code for this is beyond the scope of this introduction, but hopefully this gives you a few ideas of the types of things that you can do in Bokeh."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    },
    "tags": [
     "popout"
    ]
   },
   "source": [
    "Hovering your mouse over wells in the contour plot displays tooltip information as well as updates the time series plot with production data.  To \"freeze\" the production plot on a particular well(s), click on the well.  To return to full interactivity, click anywhere on the canvas away from a well."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "hide_input": true,
    "slideshow": {
     "slide_type": "subslide"
    },
    "tags": [
     "remove_input"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"510\"\n",
       "            height=\"655\"\n",
       "            src=\"https://johnfoster.pge.utexas.edu/files/nd_production.html\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.IFrame at 0x119d55970>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "IPython.display.IFrame(src=\"https://johnfoster.pge.utexas.edu/files/nd_production.html\", width=510, height=655)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Advanced Bokeh Features "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": [
     "remove_cell"
    ]
   },
   "source": [
    "* Widgets w/ callbacks to Python kernel (but try [Panel](https://panel.holoviz.org/))\n",
    "* Serve interactive standalone applications with `bokeh serve`"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "source": [
    "With Bokeh, you can make sophisticated interactive visualizations with *callbacks*.  There are two types of callbacks: \n",
    "\n",
    " 1. *Javascript callbacks* allow for transformations of the plot's data sources and other features, e.g. $x$/$y$-axis scaling, by writing Javascript code that is executed on set interactions, e.g. clicking or hovering over a glyph.  These allow for fast updating of the plot display while maintaining the \"stand alone\" nature of the figure, i.e. plots can still be output to stand alone HTML and embedded in web sites backed by standard web servers.  Javascript callback are used to provide the interactivity in the previous example. \n",
    " \n",
    " 2. *Python callbacks* allow for transformations of *any and all* plot features, data sources, etc. through the execution of arbitrary Python code.  These types of callbacks require a [Bokeh server](https://docs.bokeh.org/en/latest/docs/user_guide/server.html) to be running such that the Python code can be executed. \n",
    "\n",
    "Both types of callbacks can be used with *widgets*, although an easier-to-use widget toolkit built on top of Bokeh, called [Panel](https://panel.holoviz.org/), is recommended for sophisticated widget and dashboard creation."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Other Python plotting libraries \n",
    "\n",
    "There are several other great plotting libraries for Python"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "tags": [
     "remove_cell"
    ]
   },
   "source": [
    "  * [Matplotlib](https://matplotlib.org/)\n",
    "  * [Holoviews](http://holoviews.org/)\n",
    "  * [Plotly](https://plot.ly/)\n",
    "  * [Altair](https://altair-viz.github.io/)"
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    "[Matplotlib](https://matplotlib.org/) is the defacto-standard plotting library for Python.  It has the ability to create virtually any two-dimensional visualization you have ever seen including standard plots, bar charts, box plots, contour and surface plots, etc. \n",
    "\n",
    "[Holoviews](http://holoviews.org/) is a plotting package with a similar interface to Bokeh, but allows you to chose the backend to be either Bokeh (best for web) or Matplotlib (best for print publications) from a unified front end.\n",
    "\n",
    "[Plotly](https://plot.ly/) is another modern plotting library primarily targeting web-based visualizations and offers built in dashboarding capabilities.\n",
    "\n",
    "[Altair](https://altair-viz.github.io/), the newest of the group, is based on [Vega-Lite](https://vega.github.io/vega-lite/), a Javascript visualization grammar similar to the [Grammar of Graphics](https://vita.had.co.nz/papers/layered-grammar.html) implementation in the R programming language."
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    "## Further Reading\n",
    "\n",
    "Further reading on Bokeh can be found in the [official documentation](https://docs.bokeh.org/en/latest/index.html)."
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