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Extra Line on Pie chart in case of single data value

Open vcomplyRahul opened this issue 3 years ago • 0 comments

var data = new google.visualization.arrayToDataTable([["checkbox only assignee","Responsibility Count"],["option 1",3],["option 2",0],["option 3",0],["option 4",0]]); // Set chart options var options = { pieHole: 0, pieSliceText: "label", legend: { position: "bottom", textStyle: {fontSize: 10}}, colors: ["#1E5DD3","#033187","#34AA44","#5DD86E"], }; var chart = new google.visualization.PieChart(document.getElementById('chart_div')); chart.draw(data, options); using this data pie chart draw with extra line . base64 data = "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" output-onlineimagetools it's working fine in case of legend: { position: 'right'} only

vcomplyRahul avatar Nov 19 '20 09:11 vcomplyRahul