Plotly REST API, v2

Plots

Jump to API response

This endpoint handles manipulation of Plotly plot files.

Reference

authorization
actions
- list
- feed
- create
- detail
- content
- update (same as /files)
- partial update (same as /files)

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=cj0xJnA9MjAyNS0wOS0wMSswOSUzQTAxJTNBMTAuODAzNjI1JTJCMDAlM0EwMA%3D%3D&format=api

HTTP 200 OK
Allow: GET, POST, HEAD, OPTIONS
Content-Type: application/json
Vary: Accept

{
    "next": "https://api.plotly.com/v2/plots?cursor=cD0yMDI1LTA5LTAxKzExJTNBMTIlM0EyOS45NDIxMTYlMkIwMCUzQTAw&format=api",
    "previous": "https://api.plotly.com/v2/plots?cursor=cj0xJnA9MjAyNS0wOS0wMSsxNCUzQTQ5JTNBMTYuMDQ0MjAyJTJCMDAlM0EwMA%3D%3D&format=api",
    "results": [
        {
            "creation_time": "2025-09-01T14:49:16.044202Z",
            "comments": {
                "results": [],
                "count": 0
            },
            "parented": true,
            "embed_url": "https://chart-studio.plotly.com/~maxwell93/53.embed",
            "fid": "maxwell93:53",
            "filename": "BEV Bestand",
            "filetype": "plot",
            "img_url": "https://api.plotly.com/v2/files/maxwell93:53/image?image_name=list-thumb",
            "image_urls": {
                "default": "https://api.plotly.com/v2/files/maxwell93:53/image?image_name=default",
                "block-thumb": "https://storage.googleapis.com/plotly-prod-images/maxwell93/53/8_WZ0OSKPJSO29X7UDDYV7SBOCES1RE7.png",
                "list-thumb": "https://api.plotly.com/v2/files/maxwell93:53/image?image_name=list-thumb"
            },
            "api_urls": {
                "files": "https://api.plotly.com/v2/files/maxwell93:53",
                "plots": "https://api.plotly.com/v2/plots/maxwell93:53",
                "parent": "https://api.plotly.com/v2/folders/home?user=maxwell93"
            },
            "owner": "maxwell93",
            "parent": -1,
            "preview": "",
            "referencers": [],
            "references": [],
            "title": "",
            "views": 1,
            "web_url": "https://chart-studio.plotly.com/~maxwell93/53/",
            "world_readable": true,
            "date_modified": "2025-09-01T15:02:27.501Z",
            "stars": {
                "results": [],
                "count": 0
            },
            "collaborators": {
                "results": [],
                "count": 0
            },
            "subfolder_count": null,
            "refresh_interval": null,
            "organize_view_url": "https://chart-studio.plotly.com/~maxwell93/53/",
            "current_user_permission": "read",
            "is_theme": null,
            "is_template": false,
            "autosize": false,
            "caption": "",
            "figure": {
                "data": [
                    {
                        "meta": {
                            "columnNames": {
                                "x": "C",
                                "y": "BEV"
                            }
                        },
                        "mode": "markers",
                        "type": "bar",
                        "xsrc": "maxwell93:52:23fa16",
                        "ysrc": "maxwell93:52:10d854",
                        "marker": {
                            "line": {
                                "width": 1
                            },
                            "color": "rgb(225, 200, 50)"
                        },
                        "orientation": "v"
                    }
                ],
                "frames": [],
                "layout": {
                    "width": 1000,
                    "xaxis": {
                        "type": "linear",
                        "range": [
                            2014.5,
                            2025.5
                        ],
                        "ticks": "outside",
                        "title": {
                            "font": {
                                "size": 18
                            }
                        },
                        "ticklen": 6,
                        "showgrid": true,
                        "tickfont": {
                            "size": 18,
                            "color": "rgb(0, 0, 0)"
                        },
                        "tickmode": "linear",
                        "zeroline": true,
                        "autorange": false,
                        "gridcolor": "rgb(157, 157, 157)",
                        "gridwidth": 1,
                        "tickcolor": "rgb(0, 0, 0)",
                        "tickwidth": 2,
                        "zerolinecolor": "rgb(0, 0, 0)",
                        "separatethousands": false
                    },
                    "yaxis": {
                        "range": [
                            0,
                            2000000
                        ],
                        "ticks": "outside",
                        "title": {
                            "font": {
                                "size": 22
                            },
                            "text": "<b>Bestand an BEV</b>"
                        },
                        "mirror": "ticks",
                        "ticklen": 6,
                        "showline": true,
                        "tickfont": {
                            "size": 18
                        },
                        "autorange": false,
                        "gridcolor": "rgb(197, 197, 197)",
                        "gridwidth": 2,
                        "linecolor": "rgb(0, 0, 0)",
                        "linewidth": 2,
                        "tickcolor": "rgb(0, 0, 0)",
                        "tickwidth": 2,
                        "tickformat": "",
                        "ticksuffix": "",
                        "zerolinecolor": "rgb(0, 0, 0)",
                        "zerolinewidth": 1,
                        "exponentformat": "none"
                    },
                    "bargap": 0.4,
                    "height": 600,
                    "margin": {
                        "l": 200,
                        "t": 100
                    },
                    "autosize": false,
                    "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": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    }
                                }
                            ],
                            "contour": [
                                {
                                    "type": "contour",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    },
                                    "autocolorscale": true
                                }
                            ],
                            "heatmap": [
                                {
                                    "type": "heatmap",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    },
                                    "autocolorscale": true
                                }
                            ],
                            "scatter": [
                                {
                                    "type": "scatter",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "surface": [
                                {
                                    "type": "surface",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    }
                                }
                            ],
                            "heatmapgl": [
                                {
                                    "type": "heatmapgl",
                                    "colorbar": {
                                        "ticks": "",
                                        "outlinewidth": 0
                                    }
                                }
                            ],
                            "histogram": [
                                {
                                    "type": "histogram",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "parcoords": [
                                {
                                    "line": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    },
                                    "type": "parcoords"
                                }
                            ],
                            "scatter3d": [
                                {
                                    "type": "scatter3d",
                                    "marker": {
                                        "colorbar": {
                                            "ticks": "",
                                            "outlinewidth": 0
                                        }
                                    }
                                }
                            ],
                            "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"
                                },
                                "bgcolor": "white"
                            },
                            "colorway": [
                                "#636efa",
                                "#EF553B",
                                "#00cc96",
                                "#ab63fa",
                                "#19d3f3",
                                "#e763fa",
                                "#fecb52",
                                "#ffa15a",
                                "#ff6692",
                                "#b6e880"
                            ],
                            "hovermode": "closest",
                            "colorscale": {
                                "diverging": [
                                    [
                                        0,
                                        "#8e0152"
                                    ],
                                    [
                                        0.1,
                                        "#c51b7d"
                                    ],
                                    [
                                        0.2,
                                        "#de77ae"
                                    ],
                                    [
                                        0.3,
                                        "#f1b6da"
                                    ],
                                    [
                                        0.4,
                                        "#fde0ef"
                                    ],
                                    [
                                        0.5,
                                        "#f7f7f7"
                                    ],
                                    [
                                        0.6,
                                        "#e6f5d0"
                                    ],
                                    [
                                        0.7,
                                        "#b8e186"
                                    ],
                                    [
                                        0.8,
                                        "#7fbc41"
                                    ],
                                    [
                                        0.9,
                                        "#4d9221"
                                    ],
                                    [
                                        1,
                                        "#276419"
                                    ]
                                ],
                                "sequential": [
                                    [
                                        0,
                                        "#0508b8"
                                    ],
                                    [
                                        0.0893854748603352,
                                        "#1910d8"
                                    ],
                                    [
                                        0.1787709497206704,
                                        "#3c19f0"
                                    ],
                                    [
                                        0.2681564245810056,
                                        "#6b1cfb"
                                    ],
                                    [
                                        0.3575418994413408,
                                        "#981cfd"
                                    ],
                                    [
                                        0.44692737430167595,
                                        "#bf1cfd"
                                    ],
                                    [
                                        0.5363128491620112,
                                        "#dd2bfd"
                                    ],
                                    [
                                        0.6256983240223464,
                                        "#f246fe"
                                    ],
                                    [
                                        0.7150837988826816,
                                        "#fc67fd"
                                    ],
                                    [
                                        0.8044692737430168,
                                        "#fe88fc"
                                    ],
                                    [
                                        0.8938547486033519,
                                        "#fea5fd"
                                    ],
                                    [
                                        0.9832402234636871,
                                        "#febefe"
                                    ],
                                    [
                                        1,
                                        "#fec3fe"
                                    ]
                                ],
                                "sequentialminus": [
                                    [
                                        0,
                                        "#0508b8"
                                    ],
                                    [
                                        0.0893854748603352,
                                        "#1910d8"
                                    ],
                                    [
                                        0.1787709497206704,
                                        "#3c19f0"
                                    ],
                                    [
                                        0.2681564245810056,
                                        "#6b1cfb"
                                    ],
                                    [
                                        0.3575418994413408,
                                        "#981cfd"
                                    ],
                                    [
                                        0.44692737430167595,
                                        "#bf1cfd"
                                    ],
                                    [
                                        0.5363128491620112,
                                        "#dd2bfd"
                                    ],
                                    [
                                        0.6256983240223464,
                                        "#f246fe"
                                    ],
                                    [
                                        0.7150837988826816,
                                        "#fc67fd"
                                    ],
                                    [
                                        0.8044692737430168,
                                        "#fe88fc"
                                    ],
                                    [
                                        0.8938547486033519,
                                        "#fea5fd"
                                    ],
                                    [
                                        0.9832402234636871,
                                        "#febefe"
                                    ],
                                    [
                                        1,
                                        "#fec3fe"
                                    ]
                                ]
                            },
                            "plot_bgcolor": "white",
                            "paper_bgcolor": "white",
                            "shapedefaults": {
                                "line": {
                                    "width": 0
                                },
                                "opacity": 0.4,
                                "fillcolor": "#506784"
                            },
                            "annotationdefaults": {
                                "arrowhead": 0,
                                "arrowcolor": "#506784",
                                "arrowwidth": 1
                            }
                        },
                        "themeRef": "PLOTLY_WHITE"
                    },
                    "bargroupgap": 0
                }
            },
            "height": 600,
            "width": 1000,
            "user": {
                "profile_url": "https://chart-studio.plotly.com/~maxwell93",
                "avatar_url": "https://storage.googleapis.com/plotly-prod-profiles/95.jpg",
                "background_url": "https://storage.googleapis.com/plotly-prod-profiles/bg-3.jpg",
                "bio": "",
                "nickname": "",
                "website": "",
                "stream_tokens": null,
                "feature_set_id": null,
                "csrf_token": null,
                "date_joined": "2023-05-29 02:13:50",
                "mapbox_access_tokens": null,
                "has_password": null,
                "username": "maxwell93",
                "email": null,
                "is_active": null,
                "readonly": null,
                "is_dash_creator": null,
                "dash_created_count": null,
                "is_chart_creator": null,
                "charts_created_count": null
            }
        },
        {
            "creation_time": "2025-09-01T14:30:34.741331Z",
            "comments": {
                "results": [],
                "count": 0
            },
            "parented": true,
            "embed_url": "https://chart-studio.plotly.com/~Aunyx/48.embed",
            "fid": "Aunyx:48",
            "filename": "Plot 48",
            "filetype": "plot",
            "img_url": "https://api.plotly.com/v2/files/Aunyx:48/image?image_name=list-thumb",
            "image_urls": {
                "default": "https://api.plotly.com/v2/files/Aunyx:48/image?image_name=default",
                "block-thumb": "https://storage.googleapis.com/plotly-prod-images/Aunyx/48/8_RWO1KG6JFY0PXWOZ07N9F4AK5JOMEW.png",
                "list-thumb": "https://api.plotly.com/v2/files/Aunyx:48/image?image_name=list-thumb"
            },
            "api_urls": {
                "files": "https://api.plotly.com/v2/files/Aunyx:48",
                "plots": "https://api.plotly.com/v2/plots/Aunyx:48",
                "parent": "https://api.plotly.com/v2/folders/home?user=Aunyx"
            },
            "owner": "Aunyx",
            "parent": -1,
            "preview": "",
            "referencers": [],
            "references": [],
            "title": "",
            "views": 1,
            "web_url": "https://chart-studio.plotly.com/~Aunyx/48/",
            "world_readable": true,
            "date_modified": "2025-09-01T14:30:34.754Z",
            "stars": {
                "results": [],
                "count": 0
            },
            "collaborators": {
                "results": [],
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}

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