Highcharts 带有数据标签曲线图表

时间:2023-03-09 00:02:27
Highcharts 带有数据标签曲线图表
<html>
<head>
<meta charset="UTF-8" />
<title>Highcharts</title>
<script src="http://apps.bdimg.com/libs/jquery/2.1.4/jquery.min.js"></script>
<script src="http://code.highcharts.com/highcharts.js"></script>
</head>
<body>
<div id="container" style="width: 550px; height: 400px; margin: 0 auto"></div>
<script language="JavaScript">
$(document).ready(function() {
var title = {
text: '每月平均温度'
};
var subtitle = {
text: 'Source: runoob.com'
};
var xAxis = {
categories: ['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun',
'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']
};
var yAxis = {
title: {
text: 'Temperature (\xB0C)'
}
};
var plotOptions = {
line: {
dataLabels: {
enabled: true
},
enableMouseTracking: false
}
};
var series= [{
name: 'Tokyo',
data: [7.0, 6.9, 9.5, 14.5, 18.4, 21.5, 25.2, 26.5, 23.3, 18.3, 13.9, 9.6]
}, {
name: 'London',
data: [3.9, 4.2, 5.7, 8.5, 11.9, 15.2, 17.0, 16.6, 14.2, 10.3, 6.6, 4.8]
}
]; var json = {}; json.title = title;
json.subtitle = subtitle;
json.xAxis = xAxis;
json.yAxis = yAxis;
json.series = series;
json.plotOptions = plotOptions;
$('#container').highcharts(json); });
</script>
</body>
</html>

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" 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