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| import * as echarts from 'echarts';
|
| export const designMockSnapshotData = {
| appVersion: '0.6.2',
| id: 'y45l5K',
| locale: 'zhCN',
| name: '',
| resources: [
| {
| data: '{}',
| name: 'SHEET_UNIVER_THREAD_COMMENT_PLUGIN',
| },
| {
| data: '',
| name: 'SHEET_RANGE_PROTECTION_PLUGIN',
| },
| {
| data: '{}',
| name: 'SHEET_AuthzIoMockService_PLUGIN',
| },
| {
| data: '{}',
| name: 'SHEET_WORKSHEET_PROTECTION_PLUGIN',
| },
| {
| data: '{}',
| name: 'SHEET_WORKSHEET_PROTECTION_POINT_PLUGIN',
| },
| {
| data: '{"LYKGI_eAuFFDvJpGOx6Gy":[]}',
| name: 'SHEET_HYPER_LINK_PLUGIN',
| },
| {
| data: '{}',
| name: 'SHEET_DRAWING_PLUGIN',
| },
| {
| data: '',
| name: 'SHEET_CONDITIONAL_FORMATTING_PLUGIN',
| },
| {
| data: '',
| name: 'SHEET_DEFINED_NAME_PLUGIN',
| },
| {
| data: '{}',
| name: 'SHEET_RANGE_THEME_MODEL_PLUGIN',
| },
| {
| data: '{}',
| name: 'SHEET_FILTER_PLUGIN',
| },
| {
| data: '{}',
| name: 'SHEET_DATA_VALIDATION_PLUGIN',
| },
| ],
| sheetOrder: ['LYKGI_eAuFFDvJpGOx6Gy'],
| sheets: {
| LYKGI_eAuFFDvJpGOx6Gy: {
| cellData: {
| '8': {
| '3': {
| t: 2,
| v: 123,
| },
| },
| '45': {
| '3': {
| t: 2,
| v: 1111,
| },
| },
| '139': {
| '3': {
| t: 2,
| v: 12_313,
| },
| },
| '146': {
| '1': {
| t: 2,
| v: 1231,
| },
| },
| '191': {
| '5': {
| t: 2,
| v: 123_132,
| },
| },
| },
| columnCount: 20,
| columnData: {},
| columnHeader: {
| height: 20,
| hidden: 0,
| },
| defaultColumnWidth: 88,
| defaultRowHeight: 24,
| freeze: {
| startColumn: -1,
| startRow: -1,
| xSplit: 0,
| ySplit: 0,
| },
| hidden: 0,
| id: 'LYKGI_eAuFFDvJpGOx6Gy',
| mergeData: [],
| name: 'Sheet1',
| rightToLeft: 0,
| rowCount: 1000,
| rowData: {
| '8': {
| ah: 24,
| },
| '45': {
| ah: 24,
| },
| '139': {
| ah: 24,
| },
| '146': {
| ah: 24,
| },
| '191': {
| ah: 24,
| },
| },
| rowHeader: {
| hidden: 0,
| width: 46,
| },
| scrollLeft: 0,
| scrollTop: 0,
| showGridlines: 1,
| tabColor: '',
| zoomRatio: 1,
| },
| },
| styles: {},
| };
|
| export const designMockFloatEchartData = {
| aLaVYplcudFr8kpBZoVl7: {
| domId: 'echart_90af8923a08a48b6908faabf62500289',
| drawingId: 'aLaVYplcudFr8kpBZoVl7',
| echartType: 'pie',
| height: 300,
| option: {
| animation: false,
| chartType: 'pie',
| color: {
| AxisLineStyleColor: '',
| AxisTextStyleColor: '',
| list: [],
| },
| label: {
| backgroundColor: '',
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| formatter: '{b}: {c} ({d}%)',
| show: true,
| },
| legend: {
| fontSize: 14,
| orient: 'horizontal',
| show: true,
| textStyle: {
| fontSize: 14,
| },
| top: 'bottom',
| },
| pie: {
| roseType: false,
| },
| series: [
| {
| data: [
| {
| name: '衬衫',
| value: 5,
| },
| {
| name: '羊毛衫',
| value: 20,
| },
| {
| name: '雪纺衫',
| value: 36,
| },
| {
| name: '裤子',
| value: 10,
| },
| {
| name: '高跟鞋',
| value: 10,
| },
| {
| name: '袜子',
| value: 20,
| },
| ],
| emphasis: {
| itemStyle: {
| shadowBlur: 10,
| shadowColor: 'rgba(0, 0, 0, 0.5)',
| shadowOffsetX: 0,
| },
| },
| label: {
| formatter: '{b}: {c} ({d}%)',
| show: true,
| },
| name: '衣物',
| radius: '50%',
| type: 'pie',
| },
| ],
| seriesCenter: {
| seriesCenterLeft: 50,
| seriesCenterTop: 50,
| },
| seriesLabelPosition: 'outside',
| seriesLabelShowInfo: ['count', 'percent'],
| styleType: 1,
| summaryType: 'none',
| title: {
| left: 'center',
| show: true,
| showSub: true,
| subtext: '子标题',
| subtextI18nCode: '',
| subtextStyle: {
| color: '#aaa',
| fontSize: 12,
| fontWeight: 'normal',
| },
| text: '饼图示例',
| textI18nCode: '',
| textStyle: {
| color: '#333',
| fontSize: 18,
| fontWeight: 'normal',
| },
| },
| tooltip: {
| backgroundColor: '#fff',
| show: true,
| textStyle: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| },
| },
| },
| width: 300,
| },
| SFtqnPQjiRWVuuiMUunZG: {
| domId: 'echart_85501cd654e0425b967f87fb6217f277',
| drawingId: 'SFtqnPQjiRWVuuiMUunZG',
| echartType: 'bar',
| height: 300,
| option: {
| animation: false,
| bar: {
| barTypeList: [],
| },
| barWidth: 25,
| chartType: 'bar',
| color: {
| AxisLineStyleColor: '',
| AxisTextStyleColor: '',
| list: [],
| },
| grid: {
| bottom: 50,
| left: 30,
| right: 10,
| top: 60,
| },
| itemStyle: {
| borderRadius: 0,
| },
| label: {
| backgroundColor: '',
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| seriesCenterLeft: 50,
| seriesCenterTop: 50,
| seriesLabelPosition: 'outside',
| seriesLabelShowInfo: ['count', 'percent'],
| seriesLineStyleWidth: 2,
| seriesSymbolRotate: 4,
| show: false,
| },
| legend: {
| fontSize: 14,
| left: '40%',
| orient: 'horizontal',
| show: true,
| textStyle: {
| fontSize: 14,
| },
| top: '90%',
| },
| legendLeft: 40,
| legendTop: 90,
| series: [
| {
| data: [5, 20, 36, 10, 10, 20],
| name: '销量',
| type: 'bar',
| },
| ],
| styleType: 1,
| summaryType: 'none',
| title: {
| left: 'center',
| show: true,
| showSub: true,
| subtext: '子标题',
| subtextI18nCode: '',
| subtextStyle: {
| color: '#aaa',
| fontSize: 12,
| fontWeight: 'normal',
| },
| text: '柱状图示例',
| textI18nCode: '',
| textStyle: {
| color: '#333',
| fontSize: 18,
| fontWeight: 'normal',
| },
| },
| tooltip: {
| backgroundColor: '#fff',
| show: true,
| textStyle: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| },
| },
| xAxis: {
| axisLabel: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| rotate: 0,
| },
| axisLine: {
| lineStyle: {
| color: '#303133',
| },
| show: true,
| },
| axisTick: {
| alignWithLabel: false,
| },
| data: ['衬衫', '羊毛衫', '雪纺衫', '裤子', '高跟鞋', '袜子'],
| inverse: false,
| name: '',
| nameTextStyle: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| },
| show: true,
| splitLine: {
| lineStyle: {
| color: '#DFDFDF',
| },
| show: false,
| },
| type: 'category',
| },
| yAxis: {
| axisLabel: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| rotate: 0,
| },
| axisLine: {
| lineStyle: {
| color: '#303133',
| },
| show: true,
| },
| inverse: false,
| name: '',
| nameTextStyle: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| },
| show: true,
| splitLine: {
| lineStyle: {
| color: '#DFDFDF',
| },
| show: false,
| },
| },
| },
| width: 300,
| },
| VUPv9HbgSlSJpQLzpmbsp: {
| domId: 'echart_c01552e717914e50a90b9c2b46fc61f4',
| drawingId: 'VUPv9HbgSlSJpQLzpmbsp',
| echartType: 'line',
| height: 300,
| option: {
| animation: false,
| areaStyle: false,
| chartType: 'line',
| color: {
| AxisLineStyleColor: '',
| AxisTextStyleColor: '',
| list: [],
| },
| grid: {
| bottom: 50,
| left: 30,
| right: 10,
| top: 60,
| },
| label: {
| backgroundColor: '',
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| show: false,
| },
| legend: {
| fontSize: 14,
| left: '40%',
| orient: 'horizontal',
| show: true,
| textStyle: {
| fontSize: 14,
| },
| top: '90%',
| },
| legendLeft: 40,
| legendTop: 90,
| line: {
| smooth: false,
| symbolSize: 4,
| },
| lineStyle: {
| Width: 2,
| },
| series: [
| {
| data: [5, 20, 36, 10, 10, 20],
| name: '销量',
| type: 'line',
| },
| ],
| styleType: 1,
| summaryType: 'none',
| title: {
| left: 'center',
| show: true,
| showSub: true,
| subtext: '子标题',
| subtextI18nCode: '',
| subtextStyle: {
| color: '#aaa',
| fontSize: 12,
| fontWeight: 'normal',
| },
| text: '折线图示例',
| textI18nCode: '',
| textStyle: {
| color: '#333',
| fontSize: 18,
| fontWeight: 'normal',
| },
| },
| tooltip: {
| backgroundColor: '#fff',
| show: true,
| textStyle: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| },
| },
| xAxis: {
| axisLabel: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| rotate: 0,
| },
| axisLine: {
| lineStyle: {
| color: '#303133',
| },
| show: true,
| },
| axisTick: {
| alignWithLabel: false,
| },
| data: ['衬衫', '羊毛衫', '雪纺衫', '裤子', '高跟鞋', '袜子'],
| inverse: false,
| name: '',
| nameTextStyle: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| },
| show: true,
| splitLine: {
| lineStyle: {
| color: '#DFDFDF',
| },
| show: false,
| },
| type: 'category',
| },
| yAxis: {
| axisLabel: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| rotate: 0,
| },
| axisLine: {
| lineStyle: {
| color: '#303133',
| },
| show: true,
| },
| inverse: false,
| name: '',
| nameTextStyle: {
| color: '#303133',
| fontSize: 14,
| fontWeight: '',
| },
| show: true,
| splitLine: {
| lineStyle: {
| color: '#DFDFDF',
| },
| show: false,
| },
| },
| },
| width: 300,
| },
| };
|
| export const designMockFloatImageData = {};
|
| export const designMockCellsCustom = {};
|
| export const mockUpdateFloatEchartOption = {
| animation: false,
| color: ['#80FFA5', '#00DDFF', '#37A2FF', '#FF0087', '#FFBF00'],
| grid: {
| bottom: '3%',
| containLabel: true,
| left: '3%',
| right: '4%',
| },
| legend: {
| data: ['Line 1', 'Line 2', 'Line 3', 'Line 4', 'Line 5'],
| },
| series: [
| {
| areaStyle: {
| color: new echarts.graphic.LinearGradient(0, 0, 0, 1, [
| {
| color: 'rgb(128, 255, 165)',
| offset: 0,
| },
| {
| color: 'rgb(1, 191, 236)',
| offset: 1,
| },
| ]),
| opacity: 0.8,
| },
| data: [140, 232, 101, 264, 90, 340, 250],
| emphasis: {
| focus: 'series',
| },
| lineStyle: {
| width: 0,
| },
| name: 'Line 1',
| showSymbol: false,
| smooth: true,
| stack: 'Total',
| type: 'line',
| },
| {
| areaStyle: {
| color: new echarts.graphic.LinearGradient(0, 0, 0, 1, [
| {
| color: 'rgb(0, 221, 255)',
| offset: 0,
| },
| {
| color: 'rgb(77, 119, 255)',
| offset: 1,
| },
| ]),
| opacity: 0.8,
| },
| data: [120, 282, 111, 234, 220, 340, 310],
| emphasis: {
| focus: 'series',
| },
| lineStyle: {
| width: 0,
| },
| name: 'Line 2',
| showSymbol: false,
| smooth: true,
| stack: 'Total',
| type: 'line',
| },
| {
| areaStyle: {
| color: new echarts.graphic.LinearGradient(0, 0, 0, 1, [
| {
| color: 'rgb(55, 162, 255)',
| offset: 0,
| },
| {
| color: 'rgb(116, 21, 219)',
| offset: 1,
| },
| ]),
| opacity: 0.8,
| },
| data: [320, 132, 201, 334, 190, 130, 220],
| emphasis: {
| focus: 'series',
| },
| lineStyle: {
| width: 0,
| },
| name: 'Line 3',
| showSymbol: false,
| smooth: true,
| stack: 'Total',
| type: 'line',
| },
| {
| areaStyle: {
| color: new echarts.graphic.LinearGradient(0, 0, 0, 1, [
| {
| color: 'rgb(255, 0, 135)',
| offset: 0,
| },
| {
| color: 'rgb(135, 0, 157)',
| offset: 1,
| },
| ]),
| opacity: 0.8,
| },
| data: [220, 402, 231, 134, 190, 230, 120],
| emphasis: {
| focus: 'series',
| },
| lineStyle: {
| width: 0,
| },
| name: 'Line 4',
| showSymbol: false,
| smooth: true,
| stack: 'Total',
| type: 'line',
| },
| {
| areaStyle: {
| color: new echarts.graphic.LinearGradient(0, 0, 0, 1, [
| {
| color: 'rgb(255, 191, 0)',
| offset: 0,
| },
| {
| color: 'rgb(224, 62, 76)',
| offset: 1,
| },
| ]),
| opacity: 0.8,
| },
| data: [220, 302, 181, 234, 210, 290, 150],
| emphasis: {
| focus: 'series',
| },
| label: {
| position: 'top',
| show: true,
| },
| lineStyle: {
| width: 0,
| },
| name: 'Line 5',
| showSymbol: false,
| smooth: true,
| stack: 'Total',
| type: 'line',
| },
| ],
| tooltip: {
| axisPointer: {
| label: {
| backgroundColor: '#6a7985',
| },
| type: 'cross',
| },
| trigger: 'axis',
| },
| xAxis: [
| {
| boundaryGap: false,
| data: ['Mon', 'Tue', 'Wed', 'Thu', 'Fri', 'Sat', 'Sun'],
| type: 'category',
| },
| ],
| yAxis: [
| {
| type: 'value',
| },
| ],
| };
|
| export const mockUpdateFloatImageOption = {
| imageType: 'BASE64',
| option: {
| alt: '测试图片',
| src: 'data:image/webp;base64,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',
| },
| };
|
|
