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qANUfXj1isw9l5UMdX2qcXtfJy9zBDEc/wFADJzAyuBFpft4vIo+Htes4gg5X94DTKFiPZioe40FzF4WZRcE9JZKGxzZUK22zKbHYIkc4qtLTDGCjP4MivCfeLnn9980bYD/JfIjjtQfHaEXnzOOcW/tmvCdRqXUpbuf+/i6c7x2GWCIGFHkgf/OPJompvk5JOIfibsYtu/heuOfxMDb5fbj1+CgB+XbbPtC3o8p3kzwFn43++foDCe2PUVAztloTNKJgiy5Zz5t+OfMtEtEvCsMXXgFYsWzXpc1Yrn+P8N4H9U5ROS+6Swzc+q2l6+fP3LgtGRPzKwrapOKnIGvy8L59czQZC623CZSaQCfBtOCMYJZXvO11RUPK+5PwL+pYps4jIGHSBE8TYVP3Vn7YcYQeZO9hGxV7ZKlkoOScpkgiBezf9lWoei2gGTGZ+2KuZ5KjpezX8QhF1UZBOXYTwkKqbSK1u35i8hwrmJx9SuA8ZtomLGuvug3RBC+a4TxHUbexJTRi+jVNs5u3zp5Xu0UjoWrFrkQmvznosUjrPGs8NYNar25Jj4tZZVSuW49USRZYEgC4npwvagS0eaQPeqdjn0HD9sirZTOpFJvTwqbDO8FFT6hN0cGbyHVLALAkx8lmWVuvrqv+sE8Rz/mwDe3wX8lVwyGftY1hzpAma2PonVvvlcd+3exMGdSkB0R+hbwjbDq7O79mSBIH/rqKduwtAx0XzLKkqP/tbdxiAzZaLXExEPla3SsAwa122eRsyxnyuR+W1jfJOwzRe2IR+7aFcJUqs13lMguj72rOI1uFLY5kKZSc/zD0GAjjcNyvwojRt4hxDmTTJZz/HDny/hDobMPi3mIyqV0g3dCrCrBPGchgNQ11/lScD/kbDN/5IVaNWqVVOfeWr7EZlcGuPb7fD0wPz580dlvjzH/yGAQ2Vy3R1nV9glu1sxdJkgzTsBTqXfUwcAPyls80Uq+nXH706jiTHBtdMAwXP8cFtKeIdKhh+6S9jFfboVYNcIksQx1MRAVNzZ6zlNB+AufyOSK+yi9BM3azt4J6td3MeL25knXSNIt/petQPOGNlPCNs8X6abhVVp1dV/z/HDk4ifk+WUhfFu9s3qGkE81/8aGMdnoQCyGIj5y+VKSXq2Y/lyf7fWKGJrpCCLa2vjhanYfdEiMzz8NOlTrzXWMdFHZHKZGCd8XVjmh7oRS9cI4jqNhwmktJjVDWDG+mTgbkuxN67n+PcBeFWXYr5f2OarVXy7jn8XKfYGVrGXpAyDH7Hs0owkfUxkuysEycInbbtgq561qDt+k4HIp/vajWusPAFry7YpbfzWzTMrUfNT/WaMaj9TBHFd/zgad+VY3InFbY+JP2xZpfUyu67b6NrWGdWtGa7bmEVMX5HlkqVxJhxvdeFKuq58g9Td5meZ+RNZKoAsFiI4ZcusyOSW1ZoHBsS3yOSSGDeY3ry4UvyFzHbd9WvMkL7pktlJc5yIPle2iuF5m1SfrhDEc5rXA/yeVDPt2BndIOziETIzG6obptw+7cFNaR9ACg947bdp12mHKdyx2M/4y+rT7niXCNL4K0AZX6D6DyiVd8i6jn8jpXUJzZYwGdhgKV7+k7Gdx4pzlp8UdklpwVbRoJJY6gTJ9vmPyTGbiimvX2h/5LcyZD3HD4/dpv1z4LPCNj8pi22F8+XXjWLzb2RyWRzvxvmQ1Ani1RqzQRT2jOq5hwM+yxqUn09Y5jSPCcCp3gdugN672C5eIwPVHW4sJCOb529ksYN5jqiU1knlYhRInyCZ2I4RGcHLhW3Ok2m77vpdiUeki3UyO+2MMw3sZlmzHpTpeI6/GsDJMrnnxgNO7joCI0qjOrVtNEq5KQp1gSC9sIN0QvRuFbZ5oAq2nuOHnQHfqCIbg8yvhW0qXQjqOX74lkutK3zAh4nB6N0lJ8vLc3yOkLfSzuoIdidU6QJBms8A/II4k0jR1mZhm1NV/NWd5qUMPkVFtlMZAl1WtounqtjxHD/cBj9FRTb8BskWQejvwi5upxR7TEKpEmTZ8Jp9AsP4VUyxd8WMajd1111zCrFxaRpBMgWnWtbcy2S+2u42nzmCAEYQ7Lt4cG5qx4RTJYg73JhHBn1JVsgsj6u2AvK8xpsQkHTRLpZcDT5QiNKtMlttt/jJIEE44I9ag6Xw/6hUnlQJUq/5K5lwZiqZJeWE6GphFaVNJqrV6pQdp+35GAOJvrsn4K9Pbrrn5dVqdbMsZc9tfgvMx8rknh8PAl6iKtuunGGQUr+x8XaJcVG5YqZ2TDhVgniO/zMAb2kXzIzJ/0HYptJuXddpfIdAxyQZP4OvsezSe1V8eI5/P4BXqshmWObnwjZT6yOcKkHqbjNg5lR9JlHogW0Hpi1YMCu873zSJ6VevUq9eFeuXL/DyLMjm2QxZ32ciLhsFY204kxtsrrumjcTGz9PK7Ek/RiE4xcr7Cz1av7RIEgX7zqKlXGMqJjXymwsc/3jgh7bQT1RTkzBWyxrbiobQlMjyDLXPz1gXCwrZC+MM+MSq2KeIYv1wgvX7bJ5pCVdvJPZmWx8ykBh17POmv2QzIZb8y8mwukyuV4YNwhnLLbMWO6cl+WbGkE8xw9fQ35UFlAvjLdzD0dbC3PtJ6+8cNnNe0vaT0uq8SVhmymtMUljiUfAc/w7AOwbj7WuW3lK2OY0lSjqTvNCBksbz6nYGi9DoBVlu3iWiq7n+OH/HzuoyPaAzK+Ebc5MI85UvkGWL79mm9boX55NI6HUfBi0hxDF38v8eU7zZIATem9P84RdvFwag9d8DQK+VybXS+OFqS/edtGiY/6RdMypEKReu+IdTIVE7wtPGqj//PTm08t2SdrXdrmz7oAWWtJFvCjxF1B40yJ7tvTSnrrTmM+gVH6zR8kjig5x69By5aTEW72mQhDP8csAvChAZFaH8VVRMU+UxRfev/jQn5674izWy3UIeGiX3QdeoXKPn1fzrwThBFmsPTYuhG3Wk445FYJ0s9NHYgASfiMs8w0q9l2n8VUCxdrXicFfs+yS0qT3XP//wHi9Sqy9IqPawaXTfFIhiOf44QbFrvVX7RSkifSFbSrh5ziNsw3Q5+OMIwB/3LZLF6jYjLi1XMV0N2XuFLaZ+EsfpQJ3ioLnNEcBVtti3amzFPWpUDi4XJ59s8yl6zaOIibpYp7MzthxJj7askrXyXTq9XUHcav1U5lc743TZmEXlY4edJJb4gTp5TPocmD5XGGXPiOTu+CCdbsMTGmFLUnj2iIRjGwu7H722fIFQs9pfAqgT8ti7MXxNM6oJ06QuuO/j4Gre7EAspjb7CQSvnE5RGZTcfwmYZvvUJHtRocVlbjikCHg2LJtfjsOWxPZSJwgntOsACy9DizJJBO0/Wdhmy9TsR/v1QjqZ7M9x38cwEtVYuw9GRoUdrGWZNyJE8R1GpcSKJVtAUkCNZHtjZtGX1CtzpMugro1/yQiSBf1VHJgxslWxbxCJlutrt52+rSpf5fJ9eo4gy+z7JLSUeOoOSZOEM/x4/xpETXPxPSYjPdb1hzpT0jPa+6PgKWLekqBGnSAEMXbZLKuu/ZY4uBbMrkeHlf+qRk1x+QJUvP/DMJLogbYA3oXCttcJIuzWq0a06e99rfo+E5yunfjpt+9rlqtBjKfnuMvB6C0V0tmK5PjjCdExUz052OiBFn+uS+9rLXNwGOZBDeuoJjvEJXSfirmPKfpAyy9nmByW9QUdtFU8ldr3A6iVDb1qcSThEzhHyMvX/SJj4b/ZyXyJEoQ120cSkzhTap9+7Rzws2r+UMgKC3uTQgY42xRMZXuY++XE5yTTR4m/i/LKiW2zy9RgjiO/zED+ELfsmNLYqqXTNZrzSOZWLq4NxlexHRUuVL8rgzTnrokVZbMJOMBcJptm1/swMSkqokSpEfuQe8YWw6CU61BeV8qz2vMQEC/A7B9RKdPw+DXClF6WKbvDq85hYx0+nLJYkl2PNl71JMliOt/GwyljhvJgpi49a8I21S6ENOr+TeAcHikiBjfExVT6V4Vz/G/DODDkfz0khLhO8Iy35dUyIkSpO407+GO39oklXqcdvlBYZd2U7HY2beq+qel5zQeAGhXlZh6WYZA95bt4p5J5ZAYQVatWjX1mae2H0kq8KzZVd3ZW3eacxksXeTbWn4EOqlsF9eo5N6nO3i3mvp2Ozw9MH/+/LDncOxPYgRxXX9fYoTn0HPxqN4P6C1t7o9CxAXDFh0ghuQLhN28J7EbxWbCTMsyE+n5nBhB6k7zRAZLb4XtBqBJ+GTGOVbFlJ75CBvn1d1m+MHR7vmYO8tWcWb4WlkWv1vzP06E82Vy/TJOoFllu3hlEvkkRhDPaX4K4L7cZr3VQhDdKKziu1WKVHf8BgNKi33P2yPAL9tmScW+5za/D+Z3qcj2hwydK+yi9NhBlFwTI0hfHrOdBGFmPGtVTKV7T+puY5CZlBb7/kUQ4qGyVVLaFe3W/L8TYdsoE6IXdZI8fpsYQRJumJbJOu66+8AUlSYKy13/iBZDutg3NskC4chFlnm9LPGwScSDfxqRdnqX2emxceUGeu3mlSRBngaQ6m1A7SYfu7xin9ylS1fvPLUwNfynUnWj3Z9HW6P7Dg3Ne0QWcyr9gGVBpD/+jLDNqIuvk0abCEHyss1hPLLM7FmVkqUyPzyneT3ASot+AN0g7OIRKnbdWsMlIqEi208yo63New4NnRx7c7xECOINX3E4jMIN/VQAxVyUO224Nb9GBFvFLjMcq2JWVGT7tYOMLHcmHG8pdNyX2Rk/nghB6q5/JjNWthtMP8irLhh6XrOEgJUW/WDQXCGKDRV88rRAOBaP8DYse7BUVcGoHZlECOI6/jICpIeI2gm0Z2QN3kVlM6HjNPYzQNJTgWHeAXh/2y7dLsNgy2ZI6VUIMju9OM7AVZZtHh937IkQxKv514FwZNzB9oI9Ap9UtktK3wye27gdLDnQRHyHsNQOZNWdxlwGRdrG0gvYTh4j3SsS2JOVCEHqjv97Bl7d+6C3n0E7C3qu4zdIsmDIgG8pLhBGWYBsP8Psaqj+vG0ng0QIktffwVuAf1TY5s4qRVBriaTe2sZz/PA18E4qvvtRRvXgWju5x06Q5cv9F7ZGsbGdIPpNVvWTzHX9I0iyYMiEIy2FBcIQw5x/MIHAHyjbpVi7uMROENdtvpVbwTGGYXAQBLHb7wUyFaYWvl4uz5HuZK7X1+7UGm1NetdhYWrh4nJ5zqOyvOv1tTNbo63Y/0mV+c3aeNxvsnI5gbNWVB1PdhHQBMlubXRkGUBAEyQDRdAhZBcBTZDs1kZHlgEENEEyUAQdQnYR0ATJbm10ZBlAQBMkA0XQIWQXAU2Q7NZGR5YBBDRBMlAEHUJ2EdAEyW5tdGQZQEATJANF0CFkFwFNkOzWRkeWAQT+H9OJzVCAQ9C3AAAAAElFTkSuQmCC';
var biao = 'data:image/png;base64,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'
var trafficWay = [{
name: '归属地：山东',
value: 30
},{
name: '漫游地：上海',
value: 20
},{
name: '号码：152****5652',
value: 30
},{
name: '身份：营销人员',
value: 40
},{
name: '关键词：网络营销',
value: 30
},{
name: '话题：冒充政府专职人员',
value: 30
}];
var data = [];
var color=['#00ffff','#00cfff','#006ced','#ffe000','#ffa800','#ff5b00','#ff3000']
for (var i = 0; i < trafficWay.length; i++) {
data.push({
value: trafficWay[i].value,
name: trafficWay[i].name,
itemStyle: {
normal: {
borderWidth: 5,
shadowBlur: 20,
borderColor:color[i],
shadowColor: color[i]
}
}
}, {
value: 2,
name: '',
itemStyle: {
normal: {
label: {
show: false
},
labelLine: {
show: false
},
color: 'rgba(0, 0, 0, 0)',
borderColor: 'rgba(0, 0, 0, 0)',
borderWidth: 0
}
}
});
}
var seriesOption = [{
name: '',
type: 'pie',
clockWise: false,
radius: [105, 109],
hoverAnimation: false,
itemStyle: {
normal: {
label: {
// formatter: '{a|'+ "数据展示" +'}{abg|}\n{hr|}\n {b|{b}} ',
formatter: '{b|{b}} \n{sj|}',
show: true,
width: 210,
height: 80,
padding: [-33, -4, 0, 0],
backgroundColor: "#fff",
shadowColor: "#D6DAE0",
shadowBlur: 4,
borderRadius: 5,
position: "top",
// backgroundColor: '#eee',
// borderColor: '#aaa',
// borderWidth: 1,
// borderRadius: 4,
// shadowBlur:3,
// shadowOffsetX: 2,
// shadowOffsetY: 2,
// shadowColor: '#999',
// padding: [0, 7],
// rich: {
// a: {
// color: '#fff',
// fontSize: 16,
// lineHeight: 32,
// align: 'center'
// },
// abg: {
// backgroundColor: '#333',
// width: '100%',
// align: 'right',
// height: 32,
// borderRadius: [4, 4, 0, 0]
// },
// hr: {
// borderColor: '#fff',
// width: '100%',
// borderWidth: 0.5,
// height: 0
// },
// b: {
// fontSize: 16,
// color: '#000',
// lineHeight: 33
// }
// }
rich: {
b: {
color: "#515151",
fontWeight: 600,
fontSize: 14,
lineHeight: 30,
padding: [-90, 0, 0, 30],
align: "left",
},
sj: {
backgroundColor: {
image: biao,
},
align: "left",
width: 30,
height: 30,
},
value: {
lineHeight: 0,
fontSize: 14,
padding: [-110, 0, 0, 10],
},
}
},
// label: {
// show: true,
// position: 'outside',
// color: '#ddd',
// formatter: function(params) {
// var percent = 0;
// var total = 0;
// for (var i = 0; i < trafficWay.length; i++) {
// total += trafficWay[i].value;
// }
// percent = ((params.value / total) * 100).toFixed(0);
// if(params.name !== '') {
// return params.name;
// }else {
// return '';
// }
// },
// },
labelLine: {
length:30,
length2:100,
show: true,
color:'#00ffff'
}
}
},
data: trafficWay
}];
option = {
backgroundColor: '#0A2E5D',
color : color,
graphic: {
elements: [{
type: "image",
z: 3,
style: {
image: img,
width: 178,
height: 178
},
left: 'center',
top: 'center',
position: [100, 100]
},
{
type: "image",
z: 4,
style: {
image: imgSrc,
width: 178,
height: 178
},
left: 'center',
top: 'center',
position: [100, 100]
}]
},
tooltip: {
show: false
},
toolbox: {
show: false
},
series: seriesOption
}