圣诞快乐

描述:当前是关于Echarts图表中的 水球图 示例。
 
            var radius = 250;

var option = {
    title: {
        text: '圣诞快乐',
        left: 'center',
        textStyle: {
            color: 'red',
            fontSize: 30,
            fontFamily: '隶书'
        }
    },
    series: [{
        amplitude: 10,
        color: ['#eee', '#f3f3f3', '#fff'],
        type: 'liquidFill',
        radius: radius,
        data: [1, 1, 1],
        animationDuration: 0,
        animationDurationUpdate: 4000,
        label: {
            normal: {
                formatter: function() {
                    return '';
                }
            }
        },
        backgroundStyle: {
            color: 'transparent',
            borderWidth: 1,
            borderColor: '#fff'
        },
        outline: {
            borderDistance: 5,
            itemStyle: {
                borderColor: '#fff',
                borderWidth: 5
            }
        }
    }],
    graphic: {
        elements: [{
            type: 'image',
            style: {
                image: 'data:image/png;base64,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',
                width: radius - 10,
                height: radius - 10
            },
            left: 'center',
            top: 'middle'
        }]
    }
};
myChart.setOption(option);

this.timeout1 = setTimeout(function() {
    myChart.setOption({
        series: [{
            data: [0.25, 0.25, 0.25]
        }]
    });
}, 500);