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=cj0xJnA9MjAyNC0wMy0yOCsxMiUzQTQ5JTNBMTYuMDUwOTI5JTJCMDAlM0EwMA%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=cD0yMDI0LTAzLTI4KzEyJTNBNTglM0E0MS43MTkyNTclMkIwMCUzQTAw&format=api",
    "previous": "https://api.plot.ly/v2/plots?cursor=cj0xJnA9MjAyNC0wMy0yOCsxMyUzQTQ0JTNBMTIuMDE4NzUwJTJCMDAlM0EwMA%3D%3D&format=api",
    "results": [
        {
            "creation_time": "2024-03-28T13:44:12.018750Z",
            "comments": {
                "results": [],
                "count": 0
            },
            "parented": true,
            "embed_url": "https://chart-studio.plotly.com/~aakkiillii/7.embed",
            "fid": "aakkiillii:7",
            "filename": "Plot 7",
            "filetype": "plot",
            "img_url": "https://storage.googleapis.com/plotly-prod-images/aakkiillii/7/9_GZGLOR9JKPXQ74IYZYVXTNCFQASFF6.png",
            "image_urls": {
                "default": "https://storage.googleapis.com/plotly-prod-images/aakkiillii/7/2_Z35OAJOP67DH8WMYDR90VENPM7GZ08.png",
                "block-thumb": "https://storage.googleapis.com/plotly-prod-images/aakkiillii/7/8_NYS16LIEPIUI1DY52KNE52E5AGV92F.png",
                "list-thumb": "https://storage.googleapis.com/plotly-prod-images/aakkiillii/7/9_GZGLOR9JKPXQ74IYZYVXTNCFQASFF6.png"
            },
            "api_urls": {
                "files": "https://api.plotly.com/v2/files/aakkiillii:7",
                "plots": "https://api.plotly.com/v2/plots/aakkiillii:7",
                "parent": "https://api.plotly.com/v2/folders/home?user=aakkiillii"
            },
            "owner": "aakkiillii",
            "parent": -1,
            "preview": "",
            "referencers": [],
            "references": [],
            "title": "",
            "views": 2,
            "web_url": "https://chart-studio.plotly.com/~aakkiillii/7/",
            "world_readable": true,
            "date_modified": "2024-03-28T13:44:12.031Z",
            "stars": {
                "results": [],
                "count": 0
            },
            "collaborators": {
                "results": [
                    {
                        "type": "email",
                        "email": "salsa.salsica@gmail.com",
                        "readonly": true
                    }
                ],
                "count": 1
            },
            "subfolder_count": null,
            "refresh_interval": null,
            "organize_view_url": "https://chart-studio.plotly.com/~aakkiillii/7/",
            "current_user_permission": "read",
            "is_theme": null,
            "is_template": false,
            "autosize": true,
            "caption": "",
            "figure": {
                "data": [
                    {
                        "meta": {
                            "columnNames": {
                                "x": "Accuracy",
                                "y": "MeanCVScores",
                                "z": "Precision"
                            }
                        },
                        "mode": "markers",
                        "type": "scatter3d",
                        "xsrc": "aakkiillii:6:374e91",
                        "ysrc": "aakkiillii:6:3cc751",
                        "zsrc": "aakkiillii:6:9ae30b"
                    }
                ],
                "frames": [],
                "layout": {
                    "scene": {
                        "aspectmode": "auto",
                        "aspectratio": {
                            "x": 1.3581796303797764,
                            "y": 0.6111808336709023,
                            "z": 1.2046837737400282
                        }
                    },
                    "xaxis": {
                        "range": [
                            -1,
                            6
                        ],
                        "autorange": true
                    },
                    "yaxis": {
                        "range": [
                            -1,
                            4
                        ],
                        "autorange": true
                    },
                    "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": {
                                        "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,
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                                    ],
                                    [
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                                    [
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                                    ],
                                    [
                                        0.9832402234636871,
                                        "#febefe"
                                    ],
                                    [
                                        1,
                                        "#fec3fe"
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                                ],
                                "sequentialminus": [
                                    [
                                        0,
                                        "#0508b8"
                                    ],
                                    [
                                        0.0893854748603352,
                                        "#1910d8"
                                    ],
                                    [
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                                    [
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                                    [
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                                    [
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                                    [
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                                    [
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                                    [
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                                ]
                            },
                            "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"
                    }
                }
            },
            "height": null,
            "width": null,
            "user": {
                "profile_url": "https://chart-studio.plotly.com/~aakkiillii",
                "avatar_url": "https://storage.googleapis.com/plotly-prod-profiles/76.jpg",
                "background_url": "https://storage.googleapis.com/plotly-prod-profiles/bg-4.jpg",
                "bio": "",
                "nickname": "",
                "website": "",
                "stream_tokens": null,
                "feature_set_id": null,
                "csrf_token": null,
                "date_joined": "2024-03-05 18:08:48",
                "mapbox_access_tokens": null,
                "has_password": null,
                "username": "aakkiillii",
                "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": "2024-03-28T13:43:42.132636Z",
            "comments": {
                "results": [],
                "count": 0
            },
            "parented": true,
            "embed_url": "https://chart-studio.plotly.com/~Esanta/50.embed",
            "fid": "Esanta:50",
            "filename": "plot from API (25)",
            "filetype": "plot",
            "img_url": "https://storage.googleapis.com/plotly-prod-images/Esanta/50/9_5DL7KR9TV9U0GUZM5EEL4XNI0L6JS2.png",
            "image_urls": {
                "default": "https://storage.googleapis.com/plotly-prod-images/Esanta/50/2_J5KYPV8X6ILGPDO85DV53SLN36IOP2.png",
                "block-thumb": "https://storage.googleapis.com/plotly-prod-images/Esanta/50/8_72J4A03UKQ72AT0RLYXW59SBJACLFZ.png",
                "list-thumb": "https://storage.googleapis.com/plotly-prod-images/Esanta/50/9_5DL7KR9TV9U0GUZM5EEL4XNI0L6JS2.png"
            },
            "api_urls": {
                "files": "https://api.plotly.com/v2/files/Esanta:50",
                "plots": "https://api.plotly.com/v2/plots/Esanta:50",
                "parent": "https://api.plotly.com/v2/folders/home?user=Esanta"
            },
            "owner": "Esanta",
            "parent": -1,
            "preview": "",
            "referencers": [],
            "references": [],
            "title": "Systolic vs Diastolic",
            "views": 2,
            "web_url": "https://chart-studio.plotly.com/~Esanta/50/systolic-vs-diastolic/",
            "world_readable": true,
            "date_modified": "2024-06-19T07:09:49.544Z",
            "stars": {
                "results": [],
                "count": 0
            },
            "collaborators": {
                "results": [],
                "count": 0
            },
            "subfolder_count": null,
            "refresh_interval": null,
            "organize_view_url": "https://chart-studio.plotly.com/~Esanta/50/",
            "current_user_permission": "read",
            "is_theme": null,
            "is_template": null,
            "autosize": true,
            "caption": "",
            "figure": {
                "data": [
                    {
                        "line": {
                            "color": "blue"
                        },
                        "mode": "lines markers",
                        "name": "Systolic",
                        "type": "scatter",
                        "xsrc": "Esanta:51:99f5e2",
                        "ysrc": "Esanta:51:c368ce",
                        "textsrc": "Esanta:51:130381"
                    },
                    {
                        "line": {
                            "color": "green"
                        },
                        "mode": "lines markers",
                        "name": "Diastolic",
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