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dexfilter-web-nuxt3
Commit ec0898b1 by haojie
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parent 58688f7b
Showing with 522 additions and 131 deletions
a-disst.zip
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constants/UnifiedManagementChain.ts
...@@ -128,7 +128,7 @@ export const chain_options = [ ...@@ -128,7 +128,7 @@ export const chain_options = [
// ava // ava
{ {
label: 'AVA', label: 'AVA',
value: '/ava', value: '/avax',
img: '/images/svg/selectChain/ava.svg', img: '/images/svg/selectChain/ava.svg',
name: 'AVA', name: 'AVA',
fullName: 'AVALANCHE', fullName: 'AVALANCHE',
...@@ -969,6 +969,56 @@ export const publicTokenImg = [ ...@@ -969,6 +969,56 @@ export const publicTokenImg = [
img: '/images/svg/publicToken/WASTR.svg', img: '/images/svg/publicToken/WASTR.svg',
title: 'WASTR', title: 'WASTR',
}, },
// Cake
{
img: '/images/svg/publicToken/Cake.svg',
title: 'Cake',
},
// NOTE
{
img: '/images/svg/publicToken/NOTE.svg',
title: 'NOTE',
},
// ATOM
{
img: '/images/svg/publicToken/ATOM.svg',
title: 'ATOM',
},
// WCANTO
{
img: '/images/svg/publicToken/WCANTO.svg',
title: 'WCANTO',
},
// LSHARE
{
img: '/images/svg/publicToken/LSHARE.svg',
title: 'LSHARE',
},
// LIF3
{
img: '/images/svg/publicToken/LIF3.svg',
title: 'LIF3',
},
// TOMB
{
img: '/images/svg/publicToken/TOMB.svg',
title: 'TOMB',
},
// TSHARE
{
img: '/images/svg/publicToken/TSHARE.svg',
title: 'TSHARE',
},
// L3USD
{
img: '/images/svg/publicToken/L3USD.svg',
title: 'L3USD',
},
// mCUSD
{
img: '/images/svg/publicToken/mCUSD.svg',
title: 'mCUSD',
},
]; ];
/** /**
......
language/cn.ts
...@@ -446,6 +446,7 @@ const cn = { ...@@ -446,6 +446,7 @@ const cn = {
startTime: '请选择时间', startTime: '请选择时间',
endTime: '结束时间', endTime: '结束时间',
Cannotexceed: '不能超过当前时间', Cannotexceed: '不能超过当前时间',
currentTimeNoData: '当前筛选暂无数据',
}, },
}; };
export default cn; export default cn;
language/en.ts
...@@ -444,6 +444,7 @@ const cn = { ...@@ -444,6 +444,7 @@ const cn = {
startTime: 'Please select a time', startTime: 'Please select a time',
endTime: 'End time', endTime: 'End time',
Cannotexceed: 'Cannot exceed the current time', Cannotexceed: 'Cannot exceed the current time',
currentTimeNoData: '当前筛选暂无数据',
}, },
}; };
export default cn; export default cn;
public/images/svg/publicToken/ATOM.svg 0 → 100644
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<circle cx="16" cy="16" r="16" fill="#2E3148"/>
<circle cx="15.9998" cy="16" r="9.28397" fill="#1B1E36"/>
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</svg>
\ No newline at end of file
public/images/svg/publicToken/Cake.svg 0 → 100644
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<circle cx="16" cy="16" r="16" fill="#37D3DF"/>
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<defs>
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\ No newline at end of file
public/images/svg/publicToken/L3USD.svg 0 → 100644
<svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg">
<mask id="mask0_4320_31244" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="0" y="0" width="32" height="32">
<path d="M32 0H0V32H32V0Z" fill="white"/>
</mask>
<g mask="url(#mask0_4320_31244)">
<path d="M16 32C24.8366 32 32 24.8366 32 16C32 7.16345 24.8366 0 16 0C7.16345 0 0 7.16345 0 16C0 24.8366 7.16345 32 16 32Z" fill="url(#paint0_radial_4320_31244)"/>
<g filter="url(#filter0_d_4320_31244)">
<path d="M14.9591 8.36771C14.7923 8.53539 14.6698 8.7393 14.5993 8.96106L10.079 21.0013H8.25586V22.848H11.7088L13.0393 19.1758L13.6725 17.3297L15.9744 10.7928L20.2196 22.848H23.7431V21.0013H21.9129L17.393 8.96068C17.3225 8.73911 17.2 8.53527 17.0332 8.36771C16.7582 8.0913 16.3851 7.93604 15.9962 7.93604C15.6072 7.93604 15.2342 8.0913 14.9591 8.36771Z" fill="white"/>
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<stop offset="0.616783" stop-color="#1A715C"/>
</radialGradient>
</defs>
</svg>
\ No newline at end of file
public/images/svg/publicToken/LIF3.svg 0 → 100644
<svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg">
<mask id="mask0_4322_31281" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="0" y="0" width="32" height="32">
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<stop offset="0.616783" stop-color="#2A4874"/>
</radialGradient>
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\ No newline at end of file
public/images/svg/publicToken/LSHARE.svg 0 → 100644
<svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg">
<mask id="mask0_4321_31253" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="0" y="0" width="32" height="32">
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public/images/svg/publicToken/NOTE.svg 0 → 100644
<svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg">
<g clip-path="url(#clip0_4230_31222)">
<path d="M16 30C23.732 30 30 23.732 30 16C30 8.26801 23.732 2 16 2C8.26801 2 2 8.26801 2 16C2 23.732 8.26801 30 16 30Z" fill="#06FC99" stroke="#06FC99" stroke-width="3"/>
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public/images/svg/publicToken/TOMB.svg 0 → 100644
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"/>
</defs>
</svg>
\ No newline at end of file
views/analysis/DealBox.vue
...@@ -33,6 +33,7 @@ ...@@ -33,6 +33,7 @@
</div> </div>
</template> </template>
<div class="chart-box" id="chart-box-2"></div> <div class="chart-box" id="chart-box-2"></div>
<!-- <NoData v-show="currentType"></NoData> -->
</chart-box> </chart-box>
</template> </template>
<script setup lang="tsx"> <script setup lang="tsx">
...@@ -43,6 +44,7 @@ import RadioGroup from '@/components/RadioGroup.vue'; ...@@ -43,6 +44,7 @@ import RadioGroup from '@/components/RadioGroup.vue';
import { useI18n } from 'vue-i18n'; import { useI18n } from 'vue-i18n';
import useEchartNum from '@/hooks/useEchartNum'; import useEchartNum from '@/hooks/useEchartNum';
import TimeFilter from './TimeFilter.vue'; import TimeFilter from './TimeFilter.vue';
import NoData from './noData.vue';
import { import {
blueGradientLight, blueGradientLight,
greenGradientLight, greenGradientLight,
...@@ -75,6 +77,7 @@ let myChart: any = null; ...@@ -75,6 +77,7 @@ let myChart: any = null;
const WatchEcharts = useWatchEcharts(); const WatchEcharts = useWatchEcharts();
// 当前链 // 当前链
const chain = useChain(); const chain = useChain();
const currentType = ref(true);
const formData = reactive({ const formData = reactive({
value1: '', value1: '',
value2: '', value2: '',
...@@ -129,27 +132,40 @@ const onInit = () => { ...@@ -129,27 +132,40 @@ const onInit = () => {
initChart('chart-box-2', props.theme); initChart('chart-box-2', props.theme);
}; };
const getData = (timestamp: number) => { const getData = (timestamp: number) => {
ShowLoading(myChart); try {
request if (!props.tb) {
.get(`/v1${chain.value}/analysis/getBuyAndSellNumberV1`, { return;
params: { }
tag: props.tb, currentType.value = false;
date: date.value, ShowLoading(myChart);
timestamp: timestamp ? timestamp : undefined, request
}, .get(`/v1${chain.value}/analysis/getBuyAndSellNumberV1`, {
}) params: {
.then((res: any) => { tag: props.tb,
hideLoading(myChart); date: date.value,
formData.value1 = res?.count?.buy; timestamp: timestamp ? timestamp : undefined,
formData.value2 = res?.count?.sell; },
// 先计算出双轴各自的最大值 })
getMinNum(res.list.buy, 'oneMin'); .then((res: any) => {
getMaxNum(res.list.buy, 'oneMax'); hideLoading(myChart);
getMinNum(res.list.sell, 'twoMin'); if (res) {
getMaxNum(res.list.sell, 'twoMax'); formData.value1 = res?.count?.buy;
resultList.list = res.list; formData.value2 = res?.count?.sell;
renderChart(res.list); // 先计算出双轴各自的最大值
}); getMinNum(res.list.buy, 'oneMin');
getMaxNum(res.list.buy, 'oneMax');
getMinNum(res.list.sell, 'twoMin');
getMaxNum(res.list.sell, 'twoMax');
resultList.list = res.list;
renderChart(res.list);
} else {
// 无数据
currentType.value = true;
}
});
} catch (e) {
console.log(e);
}
}; };
const renderChart = (list) => { const renderChart = (list) => {
let options = { let options = {
......
views/analysis/DiscordBox.vue
...@@ -124,9 +124,12 @@ const initChart = (id: string, theme: string, height: string = '212px') => { ...@@ -124,9 +124,12 @@ const initChart = (id: string, theme: string, height: string = '212px') => {
myChart = echarts.init(chartDom, theme); myChart = echarts.init(chartDom, theme);
}; };
const getData = (timestamp: number) => { const getData = (timestamp: number) => {
if (!props.token) {
return;
}
ShowLoading(myChart); ShowLoading(myChart);
request request
.get(`/v1${chain.value}/analysis/getDiscordData`, { .get(`/v1${chain.value}/analysis/getDiscordDataV1`, {
params: { params: {
tag: props.token, tag: props.token,
date: date.value, date: date.value,
...@@ -135,15 +138,17 @@ const getData = (timestamp: number) => { ...@@ -135,15 +138,17 @@ const getData = (timestamp: number) => {
}) })
.then((res: any) => { .then((res: any) => {
hideLoading(myChart); hideLoading(myChart);
formData.value1 = res?.count?.din; if (res) {
formData.value2 = res?.count?.diol; formData.value1 = res?.count?.din;
// 先计算出双轴各自的最大值 formData.value2 = res?.count?.diol;
getMinNum(res.list.din, 'oneMin'); // 先计算出双轴各自的最大值
getMaxNum(res.list.din, 'oneMax'); getMinNum(res.list.din, 'oneMin');
getMinNum(res.list.diol, 'twoMin'); getMaxNum(res.list.din, 'oneMax');
getMaxNum(res.list.diol, 'twoMax'); getMinNum(res.list.diol, 'twoMin');
resultList.list = res.list; getMaxNum(res.list.diol, 'twoMax');
renderChart(res.list); resultList.list = res.list;
renderChart(res.list);
}
}); });
}; };
const renderChart = (list) => { const renderChart = (list) => {
......
views/analysis/HolderBox.vue
...@@ -136,6 +136,9 @@ watch( ...@@ -136,6 +136,9 @@ watch(
} }
); );
const getData = (timestamp: number) => { const getData = (timestamp: number) => {
if (!props.tb) {
return;
}
ShowLoading(myChart); ShowLoading(myChart);
request request
.get(`/v1${chain.value}/analysis/getNhDataV1`, { .get(`/v1${chain.value}/analysis/getNhDataV1`, {
...@@ -147,18 +150,20 @@ const getData = (timestamp: number) => { ...@@ -147,18 +150,20 @@ const getData = (timestamp: number) => {
}) })
.then((res: any) => { .then((res: any) => {
hideLoading(myChart); hideLoading(myChart);
formData.value1 = res?.count?.total_nh; if (res) {
formData.value2 = res?.count?.add_24; formData.value1 = res?.count?.total_nh;
formData.value3 = res?.count?.cl_24; formData.value2 = res?.count?.add_24;
// 先计算出双轴各自的最大值 formData.value3 = res?.count?.cl_24;
getMinNum(res.list.active, 'oneMin'); // 先计算出双轴各自的最大值
getMaxNum(res.list.active, 'oneMax'); getMinNum(res.list.active, 'oneMin');
getMinNum(res.list.cl_nh, 'twoMin'); getMaxNum(res.list.active, 'oneMax');
getMaxNum(res.list.cl_nh, 'twoMax'); getMinNum(res.list.cl_nh, 'twoMin');
getMinNum(res.list.new_nh, 'threeMin'); getMaxNum(res.list.cl_nh, 'twoMax');
getMaxNum(res.list.new_nh, 'threeMax'); getMinNum(res.list.new_nh, 'threeMin');
resultList.list = res.list; getMaxNum(res.list.new_nh, 'threeMax');
renderChart(res.list); resultList.list = res.list;
renderChart(res.list);
}
}); });
}; };
const renderChart = (list) => { const renderChart = (list) => {
......
views/analysis/InAndOutBox.vue
...@@ -134,6 +134,9 @@ const onInit = () => { ...@@ -134,6 +134,9 @@ const onInit = () => {
initChart('chart-box-3', props.theme); initChart('chart-box-3', props.theme);
}; };
const getData = (timestamp: number) => { const getData = (timestamp: number) => {
if (!props.tb) {
return;
}
ShowLoading(myChart); ShowLoading(myChart);
request request
.get(`/v1${chain.value}/analysis/getTurnoverV1`, { .get(`/v1${chain.value}/analysis/getTurnoverV1`, {
...@@ -145,27 +148,29 @@ const getData = (timestamp: number) => { ...@@ -145,27 +148,29 @@ const getData = (timestamp: number) => {
}) })
.then((res: any) => { .then((res: any) => {
hideLoading(myChart); hideLoading(myChart);
formData.value1 = res?.count?.total; if (res) {
formData.value2 = res?.count?.buy; formData.value1 = res?.count?.total;
formData.value3 = res?.count?.sell; formData.value2 = res?.count?.buy;
res.list.buy = res.list.buy.map((item) => { formData.value3 = res?.count?.sell;
if (item !== undefined && item !== null) { res.list.buy = res.list.buy.map((item) => {
return parseFloat(item).toFixed(2); if (item !== undefined && item !== null) {
} return parseFloat(item).toFixed(2);
}); }
res.list.sell = res.list.sell.map((item) => { });
if (item !== undefined && item !== null) { res.list.sell = res.list.sell.map((item) => {
return parseFloat(item).toFixed(2); if (item !== undefined && item !== null) {
} return parseFloat(item).toFixed(2);
}); }
// 先计算出双轴各自的最大值 });
getMinNum(res.list.buy, 'oneMin'); // 先计算出双轴各自的最大值
getMaxNum(res.list.buy, 'oneMax'); getMinNum(res.list.buy, 'oneMin');
getMinNum(res.list.sell, 'twoMin'); getMaxNum(res.list.buy, 'oneMax');
getMaxNum(res.list.sell, 'twoMax'); getMinNum(res.list.sell, 'twoMin');
// 实例化 getMaxNum(res.list.sell, 'twoMax');
resultList.list = res.list; // 实例化
renderChart(res.list); resultList.list = res.list;
renderChart(res.list);
}
}); });
}; };
const renderChart = (list) => { const renderChart = (list) => {
......
views/analysis/PoolBox.vue
...@@ -120,6 +120,9 @@ const initChart = (id: string, theme: string, height: string = '212px') => { ...@@ -120,6 +120,9 @@ const initChart = (id: string, theme: string, height: string = '212px') => {
myChart = echarts.init(chartDom, theme); myChart = echarts.init(chartDom, theme);
}; };
const getData = (timestamp: number) => { const getData = (timestamp: number) => {
if (!props.tb) {
return;
}
ShowLoading(myChart); ShowLoading(myChart);
request request
.get(`/v1${chain.value}/analysis/getUbDataV1`, { .get(`/v1${chain.value}/analysis/getUbDataV1`, {
...@@ -130,28 +133,30 @@ const getData = (timestamp: number) => { ...@@ -130,28 +133,30 @@ const getData = (timestamp: number) => {
}, },
}) })
.then((res: any) => { .then((res: any) => {
if (typeof res.list.date[0] === 'number') {
res.list.date.forEach((item, index) => {
let date = new Date(item * 1000); //时间戳为10位需*1000，时间戳为13位的话不需乘1000
let Y = date.getFullYear() + '-';
let M =
(date.getMonth() + 1 < 10
? '0' + (date.getMonth() + 1)
: date.getMonth() + 1) + '-';
let D = date.getDate() + ' ';
let h = date.getHours() + ':';
let m = date.getMinutes() + ':';
let s = date.getSeconds();
res.list.date[index] = Y + M + D + h + m + s;
});
}
hideLoading(myChart); hideLoading(myChart);
formData.value1 = res?.count?.ub; if (res) {
// 先计算出双轴各自的最大值 if (typeof res.list.date[0] === 'number') {
getMinNum(res.list.ub, 'oneMin'); res.list.date.forEach((item, index) => {
getMaxNum(res.list.ub, 'oneMax'); let date = new Date(item * 1000); //时间戳为10位需*1000，时间戳为13位的话不需乘1000
resultList.list = res.list; let Y = date.getFullYear() + '-';
renderChart(res.list); let M =
(date.getMonth() + 1 < 10
? '0' + (date.getMonth() + 1)
: date.getMonth() + 1) + '-';
let D = date.getDate() + ' ';
let h = date.getHours() + ':';
let m = date.getMinutes() + ':';
let s = date.getSeconds();
res.list.date[index] = Y + M + D + h + m + s;
});
}
formData.value1 = res?.count?.ub;
// 先计算出双轴各自的最大值
getMinNum(res.list.ub, 'oneMin');
getMaxNum(res.list.ub, 'oneMax');
resultList.list = res.list;
renderChart(res.list);
}
}) })
.catch((e) => { .catch((e) => {
hideLoading(myChart); hideLoading(myChart);
......
views/analysis/TelegramBox.vue
...@@ -124,6 +124,9 @@ const initChart = (id: string, theme: string, height: string = '212px') => { ...@@ -124,6 +124,9 @@ const initChart = (id: string, theme: string, height: string = '212px') => {
myChart = echarts.init(chartDom, theme); myChart = echarts.init(chartDom, theme);
}; };
const getData = (timestamp: number) => { const getData = (timestamp: number) => {
if (!props.token) {
return;
}
ShowLoading(myChart); ShowLoading(myChart);
request request
.get(`/v1${chain.value}/analysis/getTelegramDataV1`, { .get(`/v1${chain.value}/analysis/getTelegramDataV1`, {
...@@ -134,16 +137,18 @@ const getData = (timestamp: number) => { ...@@ -134,16 +137,18 @@ const getData = (timestamp: number) => {
}, },
}) })
.then((res: any) => { .then((res: any) => {
hideLoading(myChart); if (res) {
formData.value1 = res?.count?.tgn; hideLoading(myChart);
formData.value2 = res?.count?.tgol; formData.value1 = res?.count?.tgn;
// 先计算出双轴各自的最大值 formData.value2 = res?.count?.tgol;
getMinNum(res.list.tgn, 'oneMin'); // 先计算出双轴各自的最大值
getMaxNum(res.list.tgn, 'oneMax'); getMinNum(res.list.tgn, 'oneMin');
getMinNum(res.list.tgol, 'twoMin'); getMaxNum(res.list.tgn, 'oneMax');
getMaxNum(res.list.tgol, 'twoMax'); getMinNum(res.list.tgol, 'twoMin');
resultList.list = res.list; getMaxNum(res.list.tgol, 'twoMax');
renderChart(res.list); resultList.list = res.list;
renderChart(res.list);
}
}); });
}; };
const renderChart = (list) => { const renderChart = (list) => {
......
views/analysis/Top100Box.vue
...@@ -136,30 +136,32 @@ const getData = () => { ...@@ -136,30 +136,32 @@ const getData = () => {
}) })
.then((res: any) => { .then((res: any) => {
hideLoading(myChart); hideLoading(myChart);
let buy_24h, sell_24h; if (res) {
if (res.count) { let buy_24h, sell_24h;
buy_24h = parseFloat(res.count.buy_24h).toFixed(2); if (res.count) {
sell_24h = parseFloat(res.count.sell_24h).toFixed(2); buy_24h = parseFloat(res.count.buy_24h).toFixed(2);
} sell_24h = parseFloat(res.count.sell_24h).toFixed(2);
formData.value1 = buy_24h;
formData.value2 = sell_24h;
res.list.buy = res.list.buy.map((item) => {
if (item !== undefined && item !== null) {
return parseFloat(item).toFixed(2);
}
});
res.list.sell = res.list.sell.map((item) => {
if (item !== undefined && item !== null) {
return parseFloat(item).toFixed(2);
} }
}); formData.value1 = buy_24h;
// 先计算出双轴各自的最大值 formData.value2 = sell_24h;
getMinNum(res.list.buy, 'oneMin'); res.list.buy = res.list.buy.map((item) => {
getMaxNum(res.list.buy, 'oneMax'); if (item !== undefined && item !== null) {
getMinNum(res.list.sell, 'twoMin'); return parseFloat(item).toFixed(2);
getMaxNum(res.list.sell, 'twoMax'); }
resultList.list = res.list; });
renderChart(res.list); res.list.sell = res.list.sell.map((item) => {
if (item !== undefined && item !== null) {
return parseFloat(item).toFixed(2);
}
});
// 先计算出双轴各自的最大值
getMinNum(res.list.buy, 'oneMin');
getMaxNum(res.list.buy, 'oneMax');
getMinNum(res.list.sell, 'twoMin');
getMaxNum(res.list.sell, 'twoMax');
resultList.list = res.list;
renderChart(res.list);
}
}); });
}; };
const renderChart = (list) => { const renderChart = (list) => {
......
views/analysis/TwitterBox.vue
...@@ -123,6 +123,9 @@ const initChart = (id: string, theme: string, height: string = '212px') => { ...@@ -123,6 +123,9 @@ const initChart = (id: string, theme: string, height: string = '212px') => {
myChart = echarts.init(chartDom, theme); myChart = echarts.init(chartDom, theme);
}; };
const getData = (timestamp: number) => { const getData = (timestamp: number) => {
if (!props.token) {
return;
}
ShowLoading(myChart); ShowLoading(myChart);
request request
.get(`/v1${chain.value}/analysis/getTwitterV1`, { .get(`/v1${chain.value}/analysis/getTwitterV1`, {
...@@ -134,13 +137,15 @@ const getData = (timestamp: number) => { ...@@ -134,13 +137,15 @@ const getData = (timestamp: number) => {
}) })
.then((res: any) => { .then((res: any) => {
hideLoading(myChart); hideLoading(myChart);
formData.value1 = res?.count?.twt; if (res) {
formData.value2 = res?.count?.twf; formData.value1 = res?.count?.twt;
// 先计算出双轴各自的最大值 formData.value2 = res?.count?.twf;
getMinNum(res.list.twn, 'oneMin'); // 先计算出双轴各自的最大值
getMaxNum(res.list.twn, 'oneMax'); getMinNum(res.list.twn, 'oneMin');
resultList.list = res.list; getMaxNum(res.list.twn, 'oneMax');
renderChart(res.list); resultList.list = res.list;
renderChart(res.list);
}
}); });
}; };
const renderChart = (list) => { const renderChart = (list) => {
......
views/analysis/index.vue
...@@ -131,7 +131,8 @@ watch( ...@@ -131,7 +131,8 @@ watch(
} }
); );
const route = useRoute(); const route = useRoute();
const tb = ref(route.params.tb + ''); const routeTb = route.params.tb;
const tb = ref('');
const currentPath = ref(route.params.chain + ''); const currentPath = ref(route.params.chain + '');
const chain = useChain(); const chain = useChain();
// token---接口得到 // token---接口得到
...@@ -157,7 +158,7 @@ onBeforeMount(() => { ...@@ -157,7 +158,7 @@ onBeforeMount(() => {
if (currentPath.value) { if (currentPath.value) {
chain.value = currentPath.value; chain.value = currentPath.value;
} }
let obj = WebS(tb.value); let obj = WebS(routeTb);
request request
.get(`/v1/${currentPath.value}/getConfig`, { .get(`/v1/${currentPath.value}/getConfig`, {
params: { params: {
...@@ -165,6 +166,16 @@ onBeforeMount(() => { ...@@ -165,6 +166,16 @@ onBeforeMount(() => {
}, },
}) })
.then((res: any) => { .then((res: any) => {
if (!res.is_token) {
tb.value =
res.pair[0] == 'd' ? res.pair.slice(1, res.pair.length) : res.pair;
} else {
tb.value =
res.tbname[0] == 'd'
? res.tbname.slice(1, res.tbname.length)
: res.tbname;
}
r24h.value = res.r24h; r24h.value = res.r24h;
token.value = res.token; token.value = res.token;
}); });
......
views/analysis/noData.vue 0 → 100644
<template>
<div class="no-data">{{ $t('tooltip.currentTimeNoData') }}</div>
</template>
<script lang="ts" setup></script>
<style lang="less">
.no-data {
position: absolute;
}
</style>
views/layout/Search.vue
...@@ -180,7 +180,7 @@ const getTokenList = () => { ...@@ -180,7 +180,7 @@ const getTokenList = () => {
// //
let obj = WebS(RemoveSpaces(keyword.value)); let obj = WebS(RemoveSpaces(keyword.value));
request request
.get(`/search`, { .get(`/searchV1`, {
params: { params: {
q: obj.token, q: obj.token,
type: obj.type, type: obj.type,
......
views/layout/rollToken.vue
...@@ -120,8 +120,7 @@ const changeScrollBox = () => { ...@@ -120,8 +120,7 @@ const changeScrollBox = () => {
const getPublicToken = async () => { const getPublicToken = async () => {
try { try {
const result: any = await request.post( const result: any = await request.post(
`/v1${chain.value}/mainstream/scroll`, `/v1${chain.value}/mainstream/scroll`
{}
); );
let list: any = []; let list: any = [];
Object.keys(result).forEach((item: any, index: any) => { Object.keys(result).forEach((item: any, index: any) => {
......
views/token/rightDetailHeader/index.less
...@@ -45,6 +45,7 @@ ...@@ -45,6 +45,7 @@
img { img {
width: 38px; width: 38px;
height: 38px; height: 38px;
border-radius: 50%;
} }
:not(:first-child) { :not(:first-child) {
......
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