03_express.ipynb

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   "id": "94475fc6",
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   "source": [
    "#| default_exp express"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50138c70",
   "metadata": {},
   "source": [
    "# express\n",
    "> A drop-in replacement for `plotly.express` that renames all labels from snake_case to Words."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3366fea3",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| hide\n",
    "from nbdev.showdoc import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a8eb73e6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import plotly.express as px\n",
    "from pdpatch.express import px"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "dd6df0e8",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "from functools import partial, wraps\n",
    "import inspect\n",
    "\n",
    "import pandas as pd\n",
    "from plotly import express\n",
    "from plotly.graph_objects import Figure\n",
    "import plotly.io as pio\n",
    "from plotly.subplots import make_subplots\n",
    "import seaborn as sns\n",
    "from fastcore.all import *\n",
    "\n",
    "from pdpatch.core import *\n",
    "from pdpatch.case import *"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f42a5489",
   "metadata": {},
   "source": [
    "## `set_template`\n",
    "Sets `plotly` default template and updates its own doc string so you can always see your default template and options."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7dfef1e7",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "def set_template(template_name):\n",
    "    pio.templates.default = template_name\n",
    "    set_template.__doc__  = str(pio.templates)\n",
    "set_template.__doc__  = str(pio.templates)"
   ]
  },
  {
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   "execution_count": null,
   "id": "52806661",
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   "source": [
    "set_template('plotly')\n",
    "test_eq(set_template.__doc__,\n",
    "        \"Templates configuration\\n-----------------------\\n    Default template: 'plotly'\\n    Available templates:\\n        ['ggplot2', 'seaborn', 'simple_white', 'plotly',\\n         'plotly_white', 'plotly_dark', 'presentation', 'xgridoff',\\n         'ygridoff', 'gridon', 'none']\\n\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4de58ffb",
   "metadata": {},
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   "source": [
    "set_template('seaborn')\n",
    "test_eq(set_template.__doc__,\n",
    "        \"Templates configuration\\n-----------------------\\n    Default template: 'seaborn'\\n    Available templates:\\n        ['ggplot2', 'seaborn', 'simple_white', 'plotly',\\n         'plotly_white', 'plotly_dark', 'presentation', 'xgridoff',\\n         'ygridoff', 'gridon', 'none']\\n\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0ee61a16",
   "metadata": {},
   "source": [
    "## Fix seaborn template"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10cb1ca1",
   "metadata": {},
   "source": [
    "The `seaborn` template sets the default line width to 0, making the invisible when using `add_vline` or `add_hline` methods.\n",
    "It also sets `opacity` to `0.5`. We fix this by popping this keys and values from the seaborn template layout."
   ]
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          "font": {
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     },
     "metadata": {},
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   ],
   "source": [
    "df = pd.DataFrame({'time_foo_bar_xyz__s__': range(10), 'position__m__': range(10), 'speed__m/s__': 10*[1]})\n",
    "fig = express.scatter(range(10), range(10))\n",
    "fig.add_hline(4)\n",
    "fig.add_vline(4)"
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  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "52eb2d77",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "pio.templates['seaborn'].layout.shapedefaults.pop('line')\n",
    "pio.templates['seaborn'].layout.shapedefaults.pop('opacity');"
   ]
  },
  {
   "cell_type": "code",
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          "scatterpolargl": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "tickcolor": "rgb(36,36,36)",
              "ticklen": 8,
              "ticks": "outside",
              "tickwidth": 2
             }
            },
            "type": "scatterpolargl"
           }
          ],
          "scatterternary": [
           {
            "marker": {
             "colorbar": {
              "outlinewidth": 0,
              "tickcolor": "rgb(36,36,36)",
              "ticklen": 8,
              "ticks": "outside",
              "tickwidth": 2
             }
            },
            "type": "scatterternary"
           }
          ],
          "surface": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "tickcolor": "rgb(36,36,36)",
             "ticklen": 8,
             "ticks": "outside",
             "tickwidth": 2
            },
            "colorscale": [
             [
              0,
              "rgb(2,4,25)"
             ],
             [
              0.06274509803921569,
              "rgb(24,15,41)"
             ],
             [
              0.12549019607843137,
              "rgb(47,23,57)"
             ],
             [
              0.18823529411764706,
              "rgb(71,28,72)"
             ],
             [
              0.25098039215686274,
              "rgb(97,30,82)"
             ],
             [
              0.3137254901960784,
              "rgb(123,30,89)"
             ],
             [
              0.3764705882352941,
              "rgb(150,27,91)"
             ],
             [
              0.4392156862745098,
              "rgb(177,22,88)"
             ],
             [
              0.5019607843137255,
              "rgb(203,26,79)"
             ],
             [
              0.5647058823529412,
              "rgb(223,47,67)"
             ],
             [
              0.6274509803921569,
              "rgb(236,76,61)"
             ],
             [
              0.6901960784313725,
              "rgb(242,107,73)"
             ],
             [
              0.7529411764705882,
              "rgb(244,135,95)"
             ],
             [
              0.8156862745098039,
              "rgb(245,162,122)"
             ],
             [
              0.8784313725490196,
              "rgb(246,188,153)"
             ],
             [
              0.9411764705882353,
              "rgb(247,212,187)"
             ],
             [
              1,
              "rgb(250,234,220)"
             ]
            ],
            "type": "surface"
           }
          ],
          "table": [
           {
            "cells": {
             "fill": {
              "color": "rgb(231,231,240)"
             },
             "line": {
              "color": "white"
             }
            },
            "header": {
             "fill": {
              "color": "rgb(183,183,191)"
             },
             "line": {
              "color": "white"
             }
            },
            "type": "table"
           }
          ]
         },
         "layout": {
          "annotationdefaults": {
           "arrowcolor": "rgb(67,103,167)"
          },
          "autotypenumbers": "strict",
          "coloraxis": {
           "colorbar": {
            "outlinewidth": 0,
            "tickcolor": "rgb(36,36,36)",
            "ticklen": 8,
            "ticks": "outside",
            "tickwidth": 2
           }
          },
          "colorscale": {
           "sequential": [
            [
             0,
             "rgb(2,4,25)"
            ],
            [
             0.06274509803921569,
             "rgb(24,15,41)"
            ],
            [
             0.12549019607843137,
             "rgb(47,23,57)"
            ],
            [
             0.18823529411764706,
             "rgb(71,28,72)"
            ],
            [
             0.25098039215686274,
             "rgb(97,30,82)"
            ],
            [
             0.3137254901960784,
             "rgb(123,30,89)"
            ],
            [
             0.3764705882352941,
             "rgb(150,27,91)"
            ],
            [
             0.4392156862745098,
             "rgb(177,22,88)"
            ],
            [
             0.5019607843137255,
             "rgb(203,26,79)"
            ],
            [
             0.5647058823529412,
             "rgb(223,47,67)"
            ],
            [
             0.6274509803921569,
             "rgb(236,76,61)"
            ],
            [
             0.6901960784313725,
             "rgb(242,107,73)"
            ],
            [
             0.7529411764705882,
             "rgb(244,135,95)"
            ],
            [
             0.8156862745098039,
             "rgb(245,162,122)"
            ],
            [
             0.8784313725490196,
             "rgb(246,188,153)"
            ],
            [
             0.9411764705882353,
             "rgb(247,212,187)"
            ],
            [
             1,
             "rgb(250,234,220)"
            ]
           ],
           "sequentialminus": [
            [
             0,
             "rgb(2,4,25)"
            ],
            [
             0.06274509803921569,
             "rgb(24,15,41)"
            ],
            [
             0.12549019607843137,
             "rgb(47,23,57)"
            ],
            [
             0.18823529411764706,
             "rgb(71,28,72)"
            ],
            [
             0.25098039215686274,
             "rgb(97,30,82)"
            ],
            [
             0.3137254901960784,
             "rgb(123,30,89)"
            ],
            [
             0.3764705882352941,
             "rgb(150,27,91)"
            ],
            [
             0.4392156862745098,
             "rgb(177,22,88)"
            ],
            [
             0.5019607843137255,
             "rgb(203,26,79)"
            ],
            [
             0.5647058823529412,
             "rgb(223,47,67)"
            ],
            [
             0.6274509803921569,
             "rgb(236,76,61)"
            ],
            [
             0.6901960784313725,
             "rgb(242,107,73)"
            ],
            [
             0.7529411764705882,
             "rgb(244,135,95)"
            ],
            [
             0.8156862745098039,
             "rgb(245,162,122)"
            ],
            [
             0.8784313725490196,
             "rgb(246,188,153)"
            ],
            [
             0.9411764705882353,
             "rgb(247,212,187)"
            ],
            [
             1,
             "rgb(250,234,220)"
            ]
           ]
          },
          "colorway": [
           "#0173b2",
           "#de8f05",
           "#029e73",
           "#d55e00",
           "#cc78bc",
           "#ca9161",
           "#fbafe4",
           "#949494",
           "#ece133",
           "#56b4e9"
          ],
          "font": {
           "color": "rgb(36,36,36)"
          },
          "geo": {
           "bgcolor": "white",
           "lakecolor": "white",
           "landcolor": "rgb(234,234,242)",
           "showlakes": true,
           "showland": true,
           "subunitcolor": "white"
          },
          "hoverlabel": {
           "align": "left"
          },
          "hovermode": "closest",
          "paper_bgcolor": "white",
          "plot_bgcolor": "rgb(234,234,242)",
          "polar": {
           "angularaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           },
           "bgcolor": "rgb(234,234,242)",
           "radialaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           }
          },
          "scene": {
           "xaxis": {
            "backgroundcolor": "rgb(234,234,242)",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "showgrid": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "yaxis": {
            "backgroundcolor": "rgb(234,234,242)",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "showgrid": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "zaxis": {
            "backgroundcolor": "rgb(234,234,242)",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "showgrid": true,
            "ticks": "",
            "zerolinecolor": "white"
           }
          },
          "shapedefaults": {
           "fillcolor": "rgb(67,103,167)"
          },
          "ternary": {
           "aaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           },
           "baxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           },
           "bgcolor": "rgb(234,234,242)",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           }
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "showgrid": true,
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white"
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "showgrid": true,
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white"
          }
         }
        },
        "xaxis": {
         "anchor": "y",
         "domain": [
          0,
          1
         ],
         "title": {
          "text": "x"
         }
        },
        "yaxis": {
         "anchor": "x",
         "domain": [
          0,
          1
         ],
         "title": {
          "text": "index"
         }
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.DataFrame({'time_foo_bar_xyz__s__': range(10), 'position__m__': range(10), 'speed__m/s__': 10*[1]})\n",
    "fig = express.scatter(range(10), range(10))\n",
    "fig.add_hline(4)\n",
    "fig.add_vline(4)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e4b1cbf1",
   "metadata": {},
   "source": [
    "## Default to colorblind palette"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f723f0fd",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "cb = ['#%02x%02x%02x' % (int(x[0]*255), int(x[1]*255), int(x[2]*255)) for x in sns.color_palette('colorblind')]\n",
    "for t in pio.templates: pio.templates[t]['layout']['colorway'] = cb"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0b7426f9",
   "metadata": {},
   "source": [
    "## Rename snake_case to Words"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "42240a54",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "def update_legend_and_yaxis(fun):\n",
    "    @wraps(fun)\n",
    "    def _inner(*args, **kwargs):\n",
    "        fig = fun(*args, **kwargs)\n",
    "        for t in fig.data:\n",
    "            if hasattr(t, 'name'):\n",
    "                t.update(name=px_labeler[t.name])\n",
    "            if hasattr(t, 'legendgroup'):\n",
    "                t.update(legendgroup=px_labeler[t.name])\n",
    "            if hasattr(t, 'hovertemplate'):\n",
    "                if not t.hovertemplate is None:\n",
    "                    t.update(hovertemplate=t.hovertemplate.replace(t.name, px_labeler[t.name]))\n",
    "        # some express functions like ecdf and histogram write their own yaxis text so we update it here\n",
    "        if nested_attr(fig, 'layout.yaxis.title.text'):\n",
    "            fig.update_layout(yaxis_title=px_labeler[fig.layout.yaxis.title.text])\n",
    "        return fig\n",
    "    return _inner"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7eb32396",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "class Express:\n",
    "    '''Like `plotly.express` but defaults to labels=`px_labeler`'''\n",
    "    def __getattr__(self, attr):\n",
    "        fun = getattr(express, attr)\n",
    "        docstr = fun.__doc__\n",
    "        if hasattr(fun, '__call__'): \n",
    "            sig = inspect.signature(fun)\n",
    "            if 'labels' in sig.parameters.keys():\n",
    "                if attr=='imshow':\n",
    "                    imshow_labeler = PxLabeler()\n",
    "                    imshow_labeler['x'] = None\n",
    "                    imshow_labeler['y'] = None\n",
    "                    fun = partial(fun, labels=imshow_labeler)\n",
    "                else:\n",
    "                    fun = update_legend_and_yaxis(partial(fun, labels=px_labeler))\n",
    "        fun.__doc__ = docstr\n",
    "        return fun\n",
    "    __dir__ = express.__dir__\n",
    "px = Express()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2b13e5fd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "---\n",
       "\n",
       "[source](https://github.com/asappinc/pdpatch/tree/main/blob/main/pdpatch/express.py#L54){target=\"_blank\" style=\"float:right; font-size:smaller\"}\n",
       "\n",
       "### Express\n",
       "\n",
       ">      Express ()\n",
       "\n",
       "Like `plotly.express` but defaults to labels=`px_labeler`"
      ],
      "text/plain": [
       "---\n",
       "\n",
       "[source](https://github.com/asappinc/pdpatch/tree/main/blob/main/pdpatch/express.py#L54){target=\"_blank\" style=\"float:right; font-size:smaller\"}\n",
       "\n",
       "### Express\n",
       "\n",
       ">      Express ()\n",
       "\n",
       "Like `plotly.express` but defaults to labels=`px_labeler`"
      ]
     },
     "execution_count": null,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "show_doc(Express)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1ed77a26",
   "metadata": {},
   "outputs": [],
   "source": [
    "acronyms.append('XYZ')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d75134b4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "hovertemplate": "Time Foo Bar XYZ (s)=%{x}<br>Position (m)=%{y}<extra></extra>",
         "legendgroup": "",
         "marker": {
          "color": "#0173b2",
          "symbol": "circle"
         },
         "mode": "markers",
         "name": "",
         "orientation": "v",
         "showlegend": false,
         "type": "scatter",
         "x": [
          0,
          1,
          2,
          3,
          4,
          5,
          6,
          7,
          8,
          9
         ],
         "xaxis": "x",
         "y": [
          0,
          1,
          2,
          3,
          4,
          5,
          6,
          7,
          8,
          9
         ],
         "yaxis": "y"
        }
       ],
       "layout": {
        "legend": {
         "tracegroupgap": 0
        },
        "margin": {
         "t": 60
        },
        "template": {
         "data": {
          "bar": [
           {
            "error_x": {
             "color": "rgb(36,36,36)"
            },
            "error_y": {
             "color": "rgb(36,36,36)"
            },
            "marker": {
             "line": {
              "color": "rgb(234,234,242)",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "bar"
           }
          ],
          "barpolar": [
           {
            "marker": {
             "line": {
              "color": "rgb(234,234,242)",
              "width": 0.5
             },
             "pattern": {
              "fillmode": "overlay",
              "size": 10,
              "solidity": 0.2
             }
            },
            "type": "barpolar"
           }
          ],
          "carpet": [
           {
            "aaxis": {
             "endlinecolor": "rgb(36,36,36)",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "rgb(36,36,36)"
            },
            "baxis": {
             "endlinecolor": "rgb(36,36,36)",
             "gridcolor": "white",
             "linecolor": "white",
             "minorgridcolor": "white",
             "startlinecolor": "rgb(36,36,36)"
            },
            "type": "carpet"
           }
          ],
          "choropleth": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "tickcolor": "rgb(36,36,36)",
             "ticklen": 8,
             "ticks": "outside",
             "tickwidth": 2
            },
            "type": "choropleth"
           }
          ],
          "contour": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "tickcolor": "rgb(36,36,36)",
             "ticklen": 8,
             "ticks": "outside",
             "tickwidth": 2
            },
            "colorscale": [
             [
              0,
              "rgb(2,4,25)"
             ],
             [
              0.06274509803921569,
              "rgb(24,15,41)"
             ],
             [
              0.12549019607843137,
              "rgb(47,23,57)"
             ],
             [
              0.18823529411764706,
              "rgb(71,28,72)"
             ],
             [
              0.25098039215686274,
              "rgb(97,30,82)"
             ],
             [
              0.3137254901960784,
              "rgb(123,30,89)"
             ],
             [
              0.3764705882352941,
              "rgb(150,27,91)"
             ],
             [
              0.4392156862745098,
              "rgb(177,22,88)"
             ],
             [
              0.5019607843137255,
              "rgb(203,26,79)"
             ],
             [
              0.5647058823529412,
              "rgb(223,47,67)"
             ],
             [
              0.6274509803921569,
              "rgb(236,76,61)"
             ],
             [
              0.6901960784313725,
              "rgb(242,107,73)"
             ],
             [
              0.7529411764705882,
              "rgb(244,135,95)"
             ],
             [
              0.8156862745098039,
              "rgb(245,162,122)"
             ],
             [
              0.8784313725490196,
              "rgb(246,188,153)"
             ],
             [
              0.9411764705882353,
              "rgb(247,212,187)"
             ],
             [
              1,
              "rgb(250,234,220)"
             ]
            ],
            "type": "contour"
           }
          ],
          "contourcarpet": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "tickcolor": "rgb(36,36,36)",
             "ticklen": 8,
             "ticks": "outside",
             "tickwidth": 2
            },
            "type": "contourcarpet"
           }
          ],
          "heatmap": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "tickcolor": "rgb(36,36,36)",
             "ticklen": 8,
             "ticks": "outside",
             "tickwidth": 2
            },
            "colorscale": [
             [
              0,
              "rgb(2,4,25)"
             ],
             [
              0.06274509803921569,
              "rgb(24,15,41)"
             ],
             [
              0.12549019607843137,
              "rgb(47,23,57)"
             ],
             [
              0.18823529411764706,
              "rgb(71,28,72)"
             ],
             [
              0.25098039215686274,
              "rgb(97,30,82)"
             ],
             [
              0.3137254901960784,
              "rgb(123,30,89)"
             ],
             [
              0.3764705882352941,
              "rgb(150,27,91)"
             ],
             [
              0.4392156862745098,
              "rgb(177,22,88)"
             ],
             [
              0.5019607843137255,
              "rgb(203,26,79)"
             ],
             [
              0.5647058823529412,
              "rgb(223,47,67)"
             ],
             [
              0.6274509803921569,
              "rgb(236,76,61)"
             ],
             [
              0.6901960784313725,
              "rgb(242,107,73)"
             ],
             [
              0.7529411764705882,
              "rgb(244,135,95)"
             ],
             [
              0.8156862745098039,
              "rgb(245,162,122)"
             ],
             [
              0.8784313725490196,
              "rgb(246,188,153)"
             ],
             [
              0.9411764705882353,
              "rgb(247,212,187)"
             ],
             [
              1,
              "rgb(250,234,220)"
             ]
            ],
            "type": "heatmap"
           }
          ],
          "heatmapgl": [
           {
            "colorbar": {
             "outlinewidth": 0,
             "tickcolor": "rgb(36,36,36)",
             "ticklen": 8,
             "ticks": "outside",
             "tickwidth": 2
            },
            "colorscale": [
             [
              0,
              "rgb(2,4,25)"
             ],
             [
              0.06274509803921569,
              "rgb(24,15,41)"
             ],
             [
              0.12549019607843137,
              "rgb(47,23,57)"
             ],
             [
              0.18823529411764706,
              "rgb(71,28,72)"
             ],
             [
              0.25098039215686274,
              "rgb(97,30,82)"
             ],
             [
              0.3137254901960784,
              "rgb(123,30,89)"
             ],
             [
              0.3764705882352941,
              "rgb(150,27,91)"
             ],
             [
              0.4392156862745098,
              "rgb(177,22,88)"
             ],
             [
              0.5019607843137255,
              "rgb(203,26,79)"
             ],
             [
              0.5647058823529412,
              "rgb(223,47,67)"
             ],
             [
              0.6274509803921569,
              "rgb(236,76,61)"
             ],
             [
              0.6901960784313725,
              "rgb(242,107,73)"
             ],
             [
              0.7529411764705882,
              "rgb(244,135,95)"
             ],
             [
              0.8156862745098039,
              "rgb(245,162,122)"
             ],
             [
              0.8784313725490196,
              "rgb(246,188,153)"
             ],
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   ],
   "source": [
    "df = pd.DataFrame({'time_foo_bar_xyz__s__': range(10), 'position__m__': range(10), 'speed__m/s__': 10*[1]})\n",
    "px.scatter(df, x='time_foo_bar_xyz__s__', y='position__m__').show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e7607b53",
   "metadata": {},
   "outputs": [
    {
     "data": {
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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.DataFrame({'time__s__': range(10), 'position__m__': range(10), 'speed__m/s__': 10*[1]})\n",
    "fig = px.scatter(df,x='time__s__', y=['position__m__', 'speed__m/s__'])\n",
    "fig.show(renderer=\"png\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "76531b83",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.DataFrame({'time__s__': range(10), 'position__m__': range(10), 'speed__m/s__': 10*[1]})\n",
    "px.imshow(df.crosstab(index='position__m__', column='time__s__')).show('png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1dc89c12",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = px.data.iris()\n",
    "fig = px.scatter(df, x=\"sepal_width\", y=\"sepal_length\", color=\"species\", marginal_y=\"violin\",\n",
    "           marginal_x=\"box\", trendline=\"ols\", template=\"simple_white\")\n",
    "fig.show('png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e5709b19",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = px.data.iris()\n",
    "fig = px.scatter_matrix(df, dimensions=[\"sepal_width\", \"sepal_length\", \"petal_width\", \"petal_length\"], color=\"species\")\n",
    "fig.show('png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3d5d3b3c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.DataFrame([\n",
    "    dict(task=\"Job A\", start='2009-01-01', finish='2009-02-28', resource=\"alex\"),\n",
    "    dict(task=\"Job B\", start='2009-03-05', finish='2009-04-15', resource=\"alex\"),\n",
    "    dict(task=\"Job C\", start='2009-02-20', finish='2009-05-30', resource=\"max\")\n",
    "])\n",
    "\n",
    "fig = px.timeline(df, x_start=\"start\", x_end=\"finish\", y=\"resource\", color=\"resource\")\n",
    "fig.show('png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "edf127bf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = dict(\n",
    "    number=[39, 27.4, 20.6, 11, 2],\n",
    "    stage=[\"website visit\", \"downloads\", \"Potential customers\", \"Requested price\", \"Invoice sent\"])\n",
    "fig = px.funnel(data, x='number', y='stage')\n",
    "fig.show('png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b3410d0c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = px.data.tips()\n",
    "fig = px.histogram(df, x=\"total_bill\", y=\"tip\", color=\"sex\", marginal=\"rug\", hover_data=df.columns)\n",
    "fig.show('png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "197b288d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = px.data.tips()\n",
    "fig = px.ecdf(df, x=\"total_bill\", color=\"sex\")\n",
    "fig.show('png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b8fe1e2e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = px.data.iris()\n",
    "fig = px.density_heatmap(df, x=\"sepal_width\", y=\"sepal_length\", marginal_x=\"rug\", marginal_y=\"histogram\")\n",
    "fig.show('png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ee7ad893",
   "metadata": {},
   "source": [
    "## Altair like `__add__` method"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3597058f",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "@patch\n",
    "def __add__(self:Figure, other):\n",
    "    color_discrete_sequence = ifnone(self.layout.colorway, pio.templates[pio.templates.default].layout.colorway)\n",
    "    n_traces = len(self.data)\n",
    "    if n_traces==1:\n",
    "        self.data[0].name = self.layout.yaxis.title.text\n",
    "        self.data[0].showlegend = True\n",
    "        self.layout.yaxis.title.text = 'Value'\n",
    "    if len(other.data)==1:\n",
    "        other.data[0].name = other.layout.yaxis.title.text\n",
    "    for i, trace in enumerate(other.data):\n",
    "        trace.showlegend = True\n",
    "        trace.update(marker_color=color_discrete_sequence[n_traces+i])\n",
    "        self.add_trace(trace)\n",
    "    return self"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "278a02ae",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "hovertemplate": "Variable=position__m__<br>Time (s)=%{x}<br>Value=%{y}<extra></extra>",
         "legendgroup": "Position (m)",
         "marker": {
          "color": "#0173b2",
          "symbol": "circle"
         },
         "mode": "markers",
         "name": "Position (m)",
         "orientation": "v",
         "showlegend": true,
         "type": "scatter",
         "x": [
          0,
          1,
          2,
          3,
          4,
          5,
          6,
          7,
          8,
          9
         ],
         "xaxis": "x",
         "y": [
          0,
          1,
          2.4622888266898326,
          4.171167510947728,
          6.062866266041593,
          8.103282983463814,
          10.270619156458231,
          12.549529737646981,
          14.92852786458892,
          17.398638404385867
         ],
         "yaxis": "y"
        },
        {
         "hovertemplate": "Variable=speed__m/s__<br>Time (s)=%{x}<br>Value=%{y}<extra></extra>",
         "legendgroup": "Speed (m/S)",
         "marker": {
          "color": "#de8f05",
          "symbol": "circle"
         },
         "mode": "markers",
         "name": "Speed (m/S)",
         "orientation": "v",
         "showlegend": true,
         "type": "scatter",
         "x": [
          0,
          1,
          2,
          3,
          4,
          5,
          6,
          7,
          8,
          9
         ],
         "xaxis": "x",
         "y": [
          1,
          1,
          1,
          1,
          1,
          1,
          1,
          1,
          1,
          1
         ],
         "yaxis": "y"
        },
        {
         "hovertemplate": "Time (s)=%{y}<extra></extra>",
         "legendgroup": "",
         "marker": {
          "color": "#029e73",
          "symbol": "circle"
         },
         "mode": "markers",
         "name": "Time (s)",
         "orientation": "v",
         "showlegend": true,
         "type": "scatter",
         "x": [
          0,
          1,
          2,
          3,
          4,
          5,
          6,
          7,
          8,
          9
         ],
         "xaxis": "x",
         "y": [
          0,
          1,
          2,
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            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           },
           "bgcolor": "rgb(234,234,242)",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           }
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "showgrid": true,
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white"
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "showgrid": true,
           "ticks": "",
           "title": {
            "standoff": 15
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           "zerolinecolor": "white"
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         }
        },
        "xaxis": {
         "anchor": "y",
         "domain": [
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          "text": "Time (s)"
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        },
        "yaxis": {
         "anchor": "x",
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          0,
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         "title": {
          "text": "Value"
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     },
     "metadata": {},
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   ],
   "source": [
    "df = pd.DataFrame({'time__s__': range(10), 'position__m__': [i**1.3 for i in range(10)], 'speed__m/s__': 10*[1]})\n",
    "fig = px.scatter(df,x='time__s__', y=['position__m__', 'speed__m/s__'])\n",
    "fig+px.scatter(df,x='time__s__', y='time__s__')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "55e289d8",
   "metadata": {},
   "outputs": [],
   "source": [
    "# fig1 / fig2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6cc8c9fc",
   "metadata": {},
   "outputs": [
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     "metadata": {},
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   ],
   "source": [
    "fig = px.scatter(df,x='time__s__', y='time__s__') + px.scatter(df,x='time__s__', y=['position__m__', 'speed__m/s__'])\n",
    "fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6d0117f8",
   "metadata": {},
   "outputs": [],
   "source": [
    "#| export\n",
    "@patch\n",
    "def __or__(self:Figure, other):\n",
    "    nr1 = len(self._grid_ref) if not self._grid_ref is None else 1\n",
    "    nc1 = len(self._grid_ref[0]) if not self._grid_ref is None else 1\n",
    "    nr2 = len(other._grid_ref) if not other._grid_ref is None else 1\n",
    "    nc2 = len(other._grid_ref[0]) if not other._grid_ref is None else 1\n",
    "    n_cols = nc1+nc2\n",
    "    assert nr2 == nr1\n",
    "    n_rows = nr1\n",
    "    fig = make_subplots(rows=n_rows, cols=n_cols)\n",
    "    for trace in self.data:\n",
    "        index = trace.xaxis.replace('x', '')\n",
    "        if index=='': index='1'\n",
    "        index = int(index)-1\n",
    "        row = index // nc1 + 1\n",
    "        col = index % nc1 + 1\n",
    "        fig.add_trace(trace, row=row, col=col)\n",
    "    for trace in other.data:\n",
    "        index = trace.xaxis.replace('x', '')\n",
    "        if index=='': index='1'\n",
    "        index = int(index)-1\n",
    "        row = index // nc2 + 1\n",
    "        col = nc1 + index % nc2 + 1\n",
    "        #print('col = nc1 + index % n_cols + 1')\n",
    "        #print(f' col={col} nc1={nc1}, index={index}, n_cols={n_cols}')\n",
    "        fig.add_trace(trace, row=row, col=col)\n",
    "    return fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8436858d",
   "metadata": {},
   "outputs": [
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   "source": [
    "fig = px.scatter(df,x='time__s__', y='time__s__') | px.scatter(df,x='time__s__', y=['position__m__', 'speed__m/s__'])\n",
    "fig"
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  {
   "cell_type": "code",
   "execution_count": null,
   "id": "89b0f6f2",
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   "outputs": [],
   "source": [
    "#| export\n",
    "@patch\n",
    "def __truediv__(self:Figure, other):\n",
    "    nr1 = len(self._grid_ref) if not self._grid_ref is None else 1\n",
    "    nc1 = len(self._grid_ref[0]) if not self._grid_ref is None else 1\n",
    "    nr2 = len(other._grid_ref) if not other._grid_ref is None else 1\n",
    "    nc2 = len(other._grid_ref[0]) if not other._grid_ref is None else 1\n",
    "    n_rows = nr1 + nr2\n",
    "    assert nc2 == nc1\n",
    "    n_cols = nc1\n",
    "    fig = make_subplots(rows=n_rows, cols=n_cols)\n",
    "    for trace in self.data:\n",
    "        index = trace.xaxis.replace('x', '')\n",
    "        if index=='': index='1'\n",
    "        index = int(index)-1\n",
    "        row = index // nc1 + 1\n",
    "        col = index % nc1 + 1\n",
    "        fig.add_trace(trace, row=row, col=col)\n",
    "    for trace in other.data:\n",
    "        index = trace.xaxis.replace('x', '')\n",
    "        if index=='': index='1'\n",
    "        index = int(index)-1\n",
    "        row = nr1 + index // nc2 + 1\n",
    "        col = index % nc2 + 1\n",
    "        fig.add_trace(trace, row=row, col=col)\n",
    "    return fig"
   ]
  },
  {
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   "execution_count": null,
   "id": "6e79c0bb",
   "metadata": {},
   "outputs": [
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   "source": [
    "fig = px.scatter(df,x='time__s__', y='time__s__') / px.scatter(df,x='time__s__', y=['position__m__', 'speed__m/s__'])\n",
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  {
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   "metadata": {},
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            [
             0.5647058823529412,
             "rgb(223,47,67)"
            ],
            [
             0.6274509803921569,
             "rgb(236,76,61)"
            ],
            [
             0.6901960784313725,
             "rgb(242,107,73)"
            ],
            [
             0.7529411764705882,
             "rgb(244,135,95)"
            ],
            [
             0.8156862745098039,
             "rgb(245,162,122)"
            ],
            [
             0.8784313725490196,
             "rgb(246,188,153)"
            ],
            [
             0.9411764705882353,
             "rgb(247,212,187)"
            ],
            [
             1,
             "rgb(250,234,220)"
            ]
           ]
          },
          "colorway": [
           "#0173b2",
           "#de8f05",
           "#029e73",
           "#d55e00",
           "#cc78bc",
           "#ca9161",
           "#fbafe4",
           "#949494",
           "#ece133",
           "#56b4e9"
          ],
          "font": {
           "color": "rgb(36,36,36)"
          },
          "geo": {
           "bgcolor": "white",
           "lakecolor": "white",
           "landcolor": "rgb(234,234,242)",
           "showlakes": true,
           "showland": true,
           "subunitcolor": "white"
          },
          "hoverlabel": {
           "align": "left"
          },
          "hovermode": "closest",
          "paper_bgcolor": "white",
          "plot_bgcolor": "rgb(234,234,242)",
          "polar": {
           "angularaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           },
           "bgcolor": "rgb(234,234,242)",
           "radialaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           }
          },
          "scene": {
           "xaxis": {
            "backgroundcolor": "rgb(234,234,242)",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "showgrid": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "yaxis": {
            "backgroundcolor": "rgb(234,234,242)",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "showgrid": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "zaxis": {
            "backgroundcolor": "rgb(234,234,242)",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "showgrid": true,
            "ticks": "",
            "zerolinecolor": "white"
           }
          },
          "shapedefaults": {
           "fillcolor": "rgb(67,103,167)"
          },
          "ternary": {
           "aaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           },
           "baxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           },
           "bgcolor": "rgb(234,234,242)",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "showgrid": true,
            "ticks": ""
           }
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "showgrid": true,
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white"
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "showgrid": true,
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white"
          }
         }
        },
        "xaxis": {
         "anchor": "y",
         "domain": [
          0,
          0.45
         ]
        },
        "xaxis2": {
         "anchor": "y2",
         "domain": [
          0.55,
          1
         ]
        },
        "xaxis3": {
         "anchor": "y3",
         "domain": [
          0,
          0.45
         ]
        },
        "xaxis4": {
         "anchor": "y4",
         "domain": [
          0.55,
          1
         ]
        },
        "yaxis": {
         "anchor": "x",
         "domain": [
          0.575,
          1
         ]
        },
        "yaxis2": {
         "anchor": "x2",
         "domain": [
          0.575,
          1
         ]
        },
        "yaxis3": {
         "anchor": "x3",
         "domain": [
          0,
          0.425
         ]
        },
        "yaxis4": {
         "anchor": "x4",
         "domain": [
          0,
          0.425
         ]
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = px.scatter(df,x='time__s__', y='time__s__') / px.scatter(df,x='time__s__', y=['position__m__', 'speed__m/s__'])\n",
    "fig | fig"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c6e0a41",
   "metadata": {},
   "source": [
    "## Export -"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c8a7787c",
   "metadata": {},
   "outputs": [],
   "source": [
    "#|hide\n",
    "#|eval: false\n",
    "from nbdev import nbdev_export; nbdev_export()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "python3",
   "language": "python",
   "name": "python3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}