Plots


Jump to API response

This endpoint handles manipulation of Plotly plot files.

Reference

Authorization


Any user with or without a Plotly account may view public plots. For private plots, see authentication.

Actions


list

Listing all public plots can be done via a GET request to this endpoint. By default, plots will be listed in order of date created. The order_by query parameter is accepted at this endpoint. Currently, only ordering by views is supported. It is possible to filter the plots by quality with min_quality or max_quality as query parameter.

Example:

// GET https://api.plotly.com/v2/plots/ ---> 200

// GET https://api.plotly.com/v2/plots/?order_by=-views ---> 200

// GET https://api.plotly.com/v2/plots/?min_quality=5 ---> 200

// GET https://api.plotly.com/v2/plots/?max_quality=5 ---> 200

feed

Listing all handpicked feed plots can be done via a GET request to this endpoint. By default, plots will be listed in a random order.

Example:

// GET https://api.plotly.com/v2/plots/feed ---> 200

create

You can create new plot resources here. The only required field is 'figure'. Currently, the figure is restricted to only contain references to grid data. That is, this will fail if raw data arrays are passed in. To create and manipulate underlying grids for plots, see the grids endpoint.

Example:

// This fails because a figure field is required.
// POST https://api.plotly.com/v2/plots ---> 400 Bad Request
{}

// This fails because the figure has raw data
//POST https://api.plotly.com/v2/plots ---> 400 Bad Request
{
    "figure": {"data": [{"y": ['this', 'is', 'raw', 'data']}]}
}

// This succeeds because the figure has src keys, not raw data.
//POST https://api.plotly.com/v2/plots ---> 200 OK
{
    "figure": {"data": [{"ysrc": "sven:88:u8nd62"}]}
}

When creating a grid, you can optionally specify a source_fid to specify where a plot has come from:

  • source_fid: the fid of a plot that was copied (and presumably edited) to produce this one

detail

There is a lot of meta information stored about plot files including filename, title, share_url, and content_url to name a few.

This information can only be reached with a GET to this endpoint.

Example:

// GET https://api.plotly.com/v2/plots/iheartgraphs:90

content

The contents of a plot can be downloaded via the content resource. The plot content contains referenced grid/column data by default. If you wish to return the raw grid/column data, the inline_data=true query must be included in the request url. The Content-Type header will be appropriately set for the response body.

Alternatively, you can set ?map_data=unreadable to append a mapping of sources to data that belongs to grids which are unreadable for the requestor. This is useful when you have read access to another users plot, but that plot contains grid references which you don't have access to.

Examples:

// Returns referenced grid/column data
// GET https://api.plotly.com/v2/plots/iheartgraphs:90/content ---> 200 OK

// Returns full grid/column data
// GET https://api.plotly.com/v2/plots/iheartgraphs:90/content?inline_data=true ---> 200 OK

// Returns full grid/column data when requestor doesn't have permission
// to read the referenced grid.
// GET https://api.plotly.com/v2/plots/iheartgraphs:90/content?map_data=unreadable ---> 200 OK

GET /v2/plots?cursor=cj0xJnA9MjAyNC0wMy0yMyswMiUzQTAxJTNBMDEuNDQ2MzQ4JTJCMDAlM0EwMA%3D%3D&format=api
HTTP 200 OK
Allow: GET, POST, HEAD, OPTIONS
Content-Type: application/json
Vary: Accept

{
    "next": "https://api.plot.ly/v2/plots?cursor=cD0yMDI0LTAzLTIzKzAyJTNBMTIlM0E0NC4wMTIwMzklMkIwMCUzQTAw&format=api",
    "previous": "https://api.plot.ly/v2/plots?cursor=cj0xJnA9MjAyNC0wMy0yMyswNCUzQTAxJTNBNDguMjUzNzY4JTJCMDAlM0EwMA%3D%3D&format=api",
    "results": [
        {
            "creation_time": "2024-03-23T04:01:48.253768Z",
            "comments": {
                "results": [],
                "count": 0
            },
            "parented": true,
            "embed_url": "https://chart-studio.plotly.com/~Imb735/1.embed",
            "fid": "Imb735:1",
            "filename": "Plot 1",
            "filetype": "plot",
            "img_url": "https://storage.googleapis.com/plotly-prod-images/Imb735/1/9_9DDDB6H9UR0YSTAKU3DXQA53T5B56A.png",
            "image_urls": {
                "default": "https://storage.googleapis.com/plotly-prod-images/Imb735/1/2_28Z5Q4EX2OS0RYTBPSBHPXWHF2T3UA.png",
                "block-thumb": "https://storage.googleapis.com/plotly-prod-images/Imb735/1/8_DMYV8STICYNQ247F5R11BTT0WAHTUM.png",
                "list-thumb": "https://storage.googleapis.com/plotly-prod-images/Imb735/1/9_9DDDB6H9UR0YSTAKU3DXQA53T5B56A.png"
            },
            "api_urls": {
                "files": "https://api.plotly.com/v2/files/Imb735:1",
                "plots": "https://api.plotly.com/v2/plots/Imb735:1",
                "parent": "https://api.plotly.com/v2/folders/home?user=Imb735"
            },
            "owner": "Imb735",
            "parent": -1,
            "preview": "",
            "referencers": [],
            "references": [],
            "title": "",
            "views": 1,
            "web_url": "https://chart-studio.plotly.com/~Imb735/1/",
            "world_readable": true,
            "date_modified": "2024-03-23T04:56:40.479Z",
            "stars": {
                "results": [],
                "count": 0
            },
            "collaborators": {
                "results": [],
                "count": 0
            },
            "subfolder_count": null,
            "refresh_interval": null,
            "organize_view_url": "https://chart-studio.plotly.com/~Imb735/1/",
            "current_user_permission": "read",
            "is_theme": null,
            "is_template": false,
            "autosize": true,
            "caption": "",
            "figure": {
                "data": [
                    {
                        "meta": {
                            "columnNames": {
                                "x": "Visibility (mi)",
                                "y": "Humidity (%)"
                            }
                        },
                        "mode": "markers",
                        "name": "trace 0",
                        "type": "scatter",
                        "xsrc": "Imb735:0:00aa1f",
                        "ysrc": "Imb735:0:61459c",
                        "visible": true,
                        "orientation": "v"
                    }
                ],
                "frames": [],
                "layout": {
                    "title": {
                        "text": "Humidity Vs. Visibility in Acadia National Park"
                    },
                    "xaxis": {
                        "type": "linear",
                        "range": [
                            9,
                            10.5
                        ],
                        "title": {
                            "text": "Visibility (mi)"
                        },
                        "autorange": false,
                        "fixedrange": true
                    },
                    "yaxis": {
                        "type": "linear",
                        "range": [
                            -12.01489981334766,
                            173.3369082828083
                        ],
                        "title": {
                            "text": "Humidity (%)"
                        },
                        "autorange": true,
                        "fixedrange": true
                    },
                    "legend": {
                        "title": {
                            "font": {
                                "color": "rgb(42, 67, 95)"
                            },
                            "text": "<br>"
                        }
                    },
                    "autosize": true,
                    "template": {
                        "data": {
                            "bar": [
                                {
                                    "type": "bar",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "table": [
                                {
                                    "type": "table",
                                    "cells": {
                                        "fill": {
                                            "color": "#EBF0F8"
                                        },
                                        "line": {
                                            "color": "white"
                                        }
                                    },
                                    "header": {
                                        "fill": {
                                            "color": "#C8D4E3"
                                        },
                                        "line": {
                                            "color": "white"
                                        }
                                    }
                                }
                            ],
                            "carpet": [
                                {
                                    "type": "carpet",
                                    "aaxis": {
                                        "gridcolor": "#C8D4E3",
                                        "linecolor": "#C8D4E3",
                                        "endlinecolor": "#2a3f5f",
                                        "minorgridcolor": "#C8D4E3",
                                        "startlinecolor": "#2a3f5f"
                                    },
                                    "baxis": {
                                        "gridcolor": "#C8D4E3",
                                        "linecolor": "#C8D4E3",
                                        "endlinecolor": "#2a3f5f",
                                        "minorgridcolor": "#C8D4E3",
                                        "startlinecolor": "#2a3f5f"
                                    }
                                }
                            ],
                            "mesh3d": [
                                {
                                    "type": "mesh3d",
                                    "colorbar": {
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                                        "outlinewidth": 0
                                    }
                                }
                            ],
                            "contour": [
                                {
                                    "type": "contour",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    },
                                    "autocolorscale": true
                                }
                            ],
                            "heatmap": [
                                {
                                    "type": "heatmap",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    },
                                    "autocolorscale": true
                                }
                            ],
                            "scatter": [
                                {
                                    "type": "scatter",
                                    "marker": {
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                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "surface": [
                                {
                                    "type": "surface",
                                    "colorbar": {
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                                    }
                                }
                            ],
                            "heatmapgl": [
                                {
                                    "type": "heatmapgl",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    }
                                }
                            ],
                            "histogram": [
                                {
                                    "type": "histogram",
                                    "marker": {
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                            ],
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                                    "line": {
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                                    },
                                    "type": "parcoords"
                                }
                            ],
                            "scatter3d": [
                                {
                                    "type": "scatter3d",
                                    "marker": {
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                                    }
                                }
                            ],
                            "scattergl": [
                                {
                                    "type": "scattergl",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "choropleth": [
                                {
                                    "type": "choropleth",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    }
                                }
                            ],
                            "scattergeo": [
                                {
                                    "type": "scattergeo",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "histogram2d": [
                                {
                                    "type": "histogram2d",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    },
                                    "autocolorscale": true
                                }
                            ],
                            "scatterpolar": [
                                {
                                    "type": "scatterpolar",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "contourcarpet": [
                                {
                                    "type": "contourcarpet",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    }
                                }
                            ],
                            "scattercarpet": [
                                {
                                    "type": "scattercarpet",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "scattermapbox": [
                                {
                                    "type": "scattermapbox",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "scatterpolargl": [
                                {
                                    "type": "scatterpolargl",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "scatterternary": [
                                {
                                    "type": "scatterternary",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "histogram2dcontour": [
                                {
                                    "type": "histogram2dcontour",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    },
                                    "autocolorscale": true
                                }
                            ]
                        },
                        "layout": {
                            "geo": {
                                "bgcolor": "white",
                                "showland": true,
                                "lakecolor": "white",
                                "landcolor": "white",
                                "showlakes": true,
                                "subunitcolor": "#C8D4E3"
                            },
                            "font": {
                                "color": "#2a3f5f"
                            },
                            "polar": {
                                "bgcolor": "white",
                                "radialaxis": {
                                    "ticks": "",
                                    "gridcolor": "#EBF0F8",
                                    "linecolor": "#EBF0F8"
                                },
                                "angularaxis": {
                                    "ticks": "",
                                    "gridcolor": "#EBF0F8",
                                    "linecolor": "#EBF0F8"
                                }
                            },
                            "scene": {
                                "xaxis": {
                                    "ticks": "",
                                    "gridcolor": "#DFE8F3",
                                    "gridwidth": 2,
                                    "linecolor": "#EBF0F8",
                                    "zerolinecolor": "#EBF0F8",
                                    "showbackground": true,
                                    "backgroundcolor": "white"
                                },
                                "yaxis": {
                                    "ticks": "",
                                    "gridcolor": "#DFE8F3",
                                    "gridwidth": 2,
                                    "linecolor": "#EBF0F8",
                                    "zerolinecolor": "#EBF0F8",
                                    "showbackground": true,
                                    "backgroundcolor": "white"
                                },
                                "zaxis": {
                                    "ticks": "",
                                    "gridcolor": "#DFE8F3",
                                    "gridwidth": 2,
                                    "linecolor": "#EBF0F8",
                                    "zerolinecolor": "#EBF0F8",
                                    "showbackground": true,
                                    "backgroundcolor": "white"
                                }
                            },
                            "title": {
                                "x": 0.05
                            },
                            "xaxis": {
                                "ticks": "",
                                "gridcolor": "#EBF0F8",
                                "linecolor": "#EBF0F8",
                                "automargin": true,
                                "zerolinecolor": "#EBF0F8",
                                "zerolinewidth": 2
                            },
                            "yaxis": {
                                "ticks": "",
                                "gridcolor": "#EBF0F8",
                                "linecolor": "#EBF0F8",
                                "automargin": true,
                                "zerolinecolor": "#EBF0F8",
                                "zerolinewidth": 2
                            },
                            "ternary": {
                                "aaxis": {
                                    "ticks": "",
                                    "gridcolor": "#DFE8F3",
                                    "linecolor": "#A2B1C6"
                                },
                                "baxis": {
                                    "ticks": "",
                                    "gridcolor": "#DFE8F3",
                                    "linecolor": "#A2B1C6"
                                },
                                "caxis": {
                                    "ticks": "",
                                    "gridcolor": "#DFE8F3",
                                    "linecolor": "#A2B1C6"
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                                "bgcolor": "white"
                            },
                            "colorway": [
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                                "#EF553B",
                                "#00cc96",
                                "#ab63fa",
                                "#19d3f3",
                                "#e763fa",
                                "#fecb52",
                                "#ffa15a",
                                "#ff6692",
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                            "hovermode": "closest",
                            "colorscale": {
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                                        "#8e0152"
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                                    [
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                                        "#c51b7d"
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                                    [
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                                        "#de77ae"
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                                    [
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                                        "#f1b6da"
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                                    [
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                                        "#fde0ef"
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                                    [
                                        0.5,
                                        "#f7f7f7"
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                                    [
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                                    [
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                                    [
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                                    [
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                                    [
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                                "sequential": [
                                    [
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                                        "#0508b8"
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                                    [
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                            "plot_bgcolor": "white",
                            "paper_bgcolor": "white",
                            "shapedefaults": {
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                                "opacity": 0.4,
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                            "annotationdefaults": {
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                        },
                        "themeRef": "PLOTLY_WHITE"
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                    "showlegend": false,
                    "annotations": [
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                            "x": 9.721147540983607,
                            "y": 143.29965874943915,
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                            "text": "All three students used the following source: https://www.nps.gov/subjects/air/current-data.htm?site=acad&amp;location=mcfarland-hill<br><br>\n<br>\n<br>\n<br>",
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                "stream_tokens": null,
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            "filetype": "plot",
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