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{"version":3,"file":"commission-ranking.js","sources":["../../../../../../src/modules/mall/commission/commission-ranking.vue","../../../../../../uniPage:/bW9kdWxlc1xtYWxsXGNvbW1pc3Npb25cY29tbWlzc2lvbi1yYW5raW5nLnZ1ZQ"],"sourcesContent":["<!-- 佣金排行榜 -->\r\n<template>\r\n <s-layout title=\"佣金排行榜\">\r\n <view class=\"CommissionRank\">\r\n <view class=\"header\">\r\n <view class=\"rank\" v-if=\"state.position\">\r\n 您目前的排名\r\n <text class=\"num\">{{ state.position }}</text>\r\n 名\r\n </view>\r\n <view class=\"rank\" v-else>您目前暂无排名</view>\r\n </view>\r\n <view class=\"wrapper\">\r\n <view class=\"nav acea-row row-around\" style=\"display: flex; justify-content: space-around\">\r\n <view\r\n class=\"item\"\r\n :class=\"state.currentTab === index ? 'font-color' : ''\"\r\n v-for=\"(item, index) in tabMaps\"\r\n :key=\"index\"\r\n @click=\"switchTap(index)\"\r\n >\r\n {{ item }}\r\n </view>\r\n </view>\r\n <view class=\"list\">\r\n <view\r\n class=\"item acea-row row-between-wrapper\"\r\n v-for=\"(item, index) in state.rankList\"\r\n :key=\"index\"\r\n >\r\n <view class=\"num\" v-if=\"index <= 2\">\r\n <image :src=\"'/static/images/medal0' + (index + 1) + '.png'\" />\r\n </view>\r\n <view class=\"num\" v-else>\r\n {{ index + 1 }}\r\n </view>\r\n <view class=\"picTxt acea-row row-between-wrapper\">\r\n <view class=\"pictrue\">\r\n <image :src=\"item.avatar\" />\r\n </view>\r\n <view class=\"text line1\">{{ item.nickname }}</view>\r\n </view>\r\n <view class=\"people font-color\">￥{{ fen2yuan(item.brokeragePrice) }}</view>\r\n </view>\r\n </view>\r\n <view\r\n class=\"noCommodity\"\r\n v-if=\"state.rankList.length === 0 && (state.page !== 1 || state.active === 0)\"\r\n >\r\n <emptyPage title=\"暂无排行～\" />\r\n </view>\r\n </view>\r\n </view>\r\n </s-layout>\r\n</template>\r\n\r\n<script setup>\r\nimport sheep from '@/sheep'\r\nimport { onLoad } from '@dcloudio/uni-app'\r\nimport { reactive } from 'vue'\r\nimport BrokerageApi from '@/sheep/api/trade/brokerage'\r\nimport { fen2yuan } from '@/sheep/hooks/useGoods'\r\n\r\nconst tabMaps = ['周排行', '月排行']\r\n\r\nconst state = reactive({\r\n currentTab: 0,\r\n position: 0, // 排名\r\n rankList: [],\r\n})\r\n\r\nasync function switchTap(index) {\r\n state.currentTab = index\r\n state.rankList = []\r\n calculateTimes()\r\n getBrokerageRankList()\r\n getBrokerageRankNumber()\r\n}\r\n\r\nasync function getBrokerageRankList() {\r\n const { code, data } = await BrokerageApi.getBrokerageUserChildSummaryPageByPrice({\r\n pageNo: 1,\r\n pageSize: 10,\r\n 'times[0]': state.times[0],\r\n 'times[1]': state.times[1],\r\n })\r\n if (code !== 0) {\r\n return\r\n }\r\n state.rankList = data.list\r\n}\r\n\r\nasync function getBrokerageRankNumber() {\r\n const { code, data } = await BrokerageApi.getRankByPrice({\r\n times: state.times,\r\n })\r\n if (code !== 0) {\r\n return\r\n }\r\n state.position = data\r\n}\r\n\r\nfunction formatDate(date) {\r\n return sheep.$helper.timeFormat(date, 'yyyy-mm-dd hh:MM:ss')\r\n}\r\n\r\nfunction calculateTimes() {\r\n let times\r\n if (state.currentTab === 0) {\r\n times = getWeekTimes()\r\n } else {\r\n times = getMonthTimes()\r\n }\r\n state.times = [formatDate(times[0]), formatDate(times[1])]\r\n}\r\n\r\nonLoad(function () {\r\n calculateTimes()\r\n getBrokerageRankList()\r\n getBrokerageRankNumber()\r\n})\r\n\r\n// TODO 芋艿：此处可考虑抽离\r\n/**\r\n * 获得当前周的开始和结束时间\r\n */\r\nfunction getWeekTimes() {\r\n const today = new Date()\r\n const dayOfWeek = today.getDay()\r\n return [\r\n new Date(today.getFullYear(), today.getMonth(), today.getDate() - dayOfWeek, 0, 0, 0),\r\n new Date(today.getFullYear(), today.getMonth(), today.getDate() + (6 - dayOfWeek), 23, 59, 59),\r\n ]\r\n}\r\n\r\n/**\r\n * 获得当前月的开始和结束时间\r\n */\r\nfunction getMonthTimes() {\r\n const today = new Date()\r\n const year = today.getFullYear()\r\n const month = today.getMonth()\r\n const startDate = new Date(year, month, 1, 0, 0, 0)\r\n const nextMonth = new Date(year, month + 1, 1)\r\n const endDate = new Date(nextMonth.getTime() - 1)\r\n return [startDate, endDate]\r\n}\r\n\r\n// TODO 芋艿：css 需要优化下；并且展示样式有问题\r\n</script>\r\n<style lang=\"scss\" scoped>\r\n \r\n.CommissionRank .header {\r\n width: 100%;\r\n height: 344rpx;\r\n background: 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