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2020-11-13 03:10:31
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' 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' img2= 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' var getData= function GetData(){ var arr=[]; for (var i = 1; i <= 7; i++) { for (var j = 1; j <= 10; j++) { var x=i*100,y=j*100; arr.push({ // name: i+"-"+j, symbol:img1, symbolSize: [65, 58], value: [x, y], x: x, y: y, fixed: true, }); // x=x-50;y=y-50; // arr.push({ // // name: i+"--"+j, // symbol:img1, // symbolSize: [65, 58], // //symbolOffset:[0,'-100%'], // value: [x, y], // x: x, // y: y, // fixed: true, // }); } } return arr; } option=({ backgroundColor: "#fff", xAxis: { show: false, type: "value" }, yAxis: { show: false, type: "value" }, tooltip: {}, series: [ { type: "graph", zlevel: 6, draggable: false, coordinateSystem: "cartesian2d", //使用二维的直角坐标系(也称笛卡尔坐标系) symbolOffset: [0, 0], label: { normal: { show: true } }, data: getData(), itemStyle:{ backgroundColor:'#ffffff' } }, ] });