Skip to content

Instantly share code, notes, and snippets.

Show Gist options
  • Save gasi/5f171d0035ea37b44e82cb11bed59584 to your computer and use it in GitHub Desktop.
Save gasi/5f171d0035ea37b44e82cb11bed59584 to your computer and use it in GitHub Desktop.
Google Sheets Chart Clipboard Data
{
"dih": 1033723067,
"data": "{\"cid\":\"89524997\",\"ibs\":\"data:image/png;base64,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\",\"csm\":\"FDj5IXPhGyPsAhaVbP6/IA==\",\"tit\":\"Chart\",\"des\":\"\"}",
"edi": "ECmxworZZxTY6nMjx85XYFHxU1zRxjN9Tx64g2v4srWkPz05mXaIL61GsboiBmmTqw4DyaR31pK2F2i8GLdiH3GIFyk_dl3Z47cWc4o8OR0d"
}
[
null,
"a0e4b5f5-83e5-13ca-277c-6c583b990c93",
1,
"10VUU-hq4KRFNhWBmGFRVatcERB1CxEj5MKhaFWA0i_8",
[
null,
"89524997",
[
null,
3,
null,
[
null,
[
[
null,
"0",
0,
3,
0,
1
]
],
null,
0,
0,
0,
"{\"options\":{\"hAxis\":{\"useFormatFromData\":true,\"viewWindow\":null,\"minValue\":null,\"maxValue\":null,\"viewWindowMode\":null},\"legacyContinuousAxisRemoved\":true,\"legacyScatterChartLabels\":true,\"titleTextStyle\":{\"fontSize\":16},\"tooltip\":{\"isHtml\":false},\"vAxes\":[{\"useFormatFromData\":true,\"viewWindow\":{\"max\":null,\"min\":null},\"minValue\":null,\"maxValue\":null},{\"useFormatFromData\":true,\"viewWindow\":{\"max\":null,\"min\":null},\"minValue\":null,\"maxValue\":null}],\"useFirstColumnAsDomain\":false,\"isStacked\":false,\"treatLabelsAsText\":false,\"booleanRole\":\"certainty\",\"legend\":\"right\",\"width\":600,\"height\":371,\"allowHtml\":false,\"sanitizeHtml\":true,\"overwriteConfig\":null,\"hasHiddenData\":false,\"mode\":\"view\"},\"state\":{},\"view\":{\"columns\":[{\"calc\":\"emptyString\",\"sourceColumn\":0,\"type\":\"string\"},0],\"rows\":null},\"isDefaultVisualization\":true,\"chartType\":\"ColumnChart\",\"chartName\":\"Chart 1\"}",
[
null,
"{\"cols\":[{\"id\":\"A\",\"type\":\"number\",\"label\":\"\",\"pattern\":\"General\"}],\"rows\":[{\"c\":[{\"v\":11,\"f\":\"11\"}]},{\"c\":[{\"v\":24,\"f\":\"24\"}]},{\"c\":[{\"v\":56,\"f\":\"56\"}]}]}",
"0.6"
],
0
]
],
[
null,
0,
"0",
[
null,
0,
1
],
60,
13,
600,
371,
1
],
null,
"Chart"
]
]
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment