星型进度条

描述:当前是关于Echarts图表中的 象形柱图 示例。
 
            option = {
    backgroundColor:'black',
    "xAxis": {
        max:50,
      "splitLine": {
        "show": false
      },
      "axisLine": {
        "show": false
      },
      "axisLabel": {
        "show": false
      },
      "axisTick": {
        "show": false
      }
    },
    "yAxis": [
      {
        "type": "category",
        "inverse": false,
        "data": [],
        "axisLine": {
          "show": false
        },
        "axisTick": {
          "show": false
        },
        "axisLabel": {
          "show": false
        }
      }
    ],
    "series": [
      {
        "type": "pictorialBar",
        "symbol": "image://data:image/png;base64,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",
        "symbolRepeat": true,
        "symbolMargin": 40,
        "symbolClip": true,
        "symbolSize": 100,
        "symbolPosition": "start",
        "symbolBoundingData":50,
        "data": [35],
        "z": 10
      },
      {
        "type": "pictorialBar",
        "label": {
          "normal": {
            "show": false
          }
        },
        "symbolRepeat": true,
        "symbolMargin": 40,
        "symbol": 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        "symbolSize": 100,
        "symbolBoundingData": 50,
        "symbolPosition": "start",
        "data": [50],
        "z": 5
      }
    ]
  };