Tue May 9 07:12:02 UTC 2023 inscode

a1a27944 · 62babeffbe76c5061d48074e · 4f39fc67 · a1a27944 · a1a27944 · a1a27944
56 changed file
--- a/src/assets/font/Alimama_ShuHeiTi_Bold.ttf
+++ b/src/assets/font/Alimama_ShuHeiTi_Bold.ttf
--- a/src/assets/images/energyDataPanorama/bottom-wrapper-img-gaoYou.png
+++ b/src/assets/images/energyDataPanorama/bottom-wrapper-img-gaoYou.png
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+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
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+                gradientTransform="translate(25.2763 54.6532) rotate(90) scale(0.3317 0.316602)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <radialGradient id="paint112_radial_2298_3207" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse"
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+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <radialGradient id="paint113_radial_2298_3207" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse"
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+                <stop stop-color="#15FEFE" />
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+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
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+                <stop stop-color="#15FEFE" />
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+                <stop stop-color="#15FEFE" />
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+                gradientTransform="translate(14.73 47.8035) rotate(90) scale(0.331551 0.31645)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
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+                gradientTransform="translate(20.5446 65.7623) rotate(90) scale(0.331721 0.316602)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <radialGradient id="paint125_radial_2298_3207" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse"
+                gradientTransform="translate(16.3015 67.6285) rotate(90) scale(0.331721 0.316602)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <radialGradient id="paint126_radial_2298_3207" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse"
+                gradientTransform="translate(12.0468 63.1516) rotate(90) scale(0.331679 0.316602)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <radialGradient id="paint127_radial_2298_3207" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse"
+                gradientTransform="translate(12.6801 65.763) rotate(90) scale(0.331679 0.316602)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <radialGradient id="paint128_radial_2298_3207" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse"
+                gradientTransform="translate(10.3483 66.8478) rotate(90) scale(0.331679 0.316602)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <radialGradient id="paint129_radial_2298_3207" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse"
+                gradientTransform="translate(23.3288 57.9946) rotate(90) scale(0.3317 0.316613)">
+                <stop stop-color="#15FEFE" />
+                <stop offset="1" stop-color="#15FEFE" stop-opacity="0" />
+            </radialGradient>
+            <linearGradient id="paint130_linear_2298_3207" x1="14.679" y1="54.8137" x2="14.679" y2="66.2211"
+                gradientUnits="userSpaceOnUse">
+                <stop stop-color="white" />
+                <stop offset="1" stop-color="#15FEFE" />
+            </linearGradient>
+        </defs>
+    </svg>
+</template>
+
+<script >
+
+</script>
+
+<style lang="less" scoped>
+@keyframes roateFrames {
+    from {
+        transform: rotateY(0deg);
+        // transform: scale(1);
+        // transform: translateY(-5px);
+    }
+
+    to {
+        // transform: scale(0);
+        // transform: translateY(5px);
+        transform: rotateY(180deg);
+    }
+}
+
+.roate {
+    animation: roateFrames 2s linear infinite;
+}
+</style>
+
--- a/src/assets/images/energyDataPanorama/installedCapacity/map-bgc.vue
+++ b/src/assets/images/energyDataPanorama/installedCapacity/map-bgc.vue
--- a/src/assets/images/energyDataPanorama/installedCapacity/map-fn-icon.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/map-fn-icon.png
--- a/src/assets/images/energyDataPanorama/installedCapacity/map-hlfd-icon.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/map-hlfd-icon.png
--- a/src/assets/images/energyDataPanorama/installedCapacity/map-swzn-icon.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/map-swzn-icon.png
--- a/src/assets/images/energyDataPanorama/installedCapacity/map-tyn-icon.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/map-tyn-icon.png
--- a/src/assets/images/energyDataPanorama/installedCapacity/swl-icon.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/swl-icon.png
--- a/src/assets/images/energyDataPanorama/installedCapacity/title-bgc.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/title-bgc.png
--- a/src/assets/images/energyDataPanorama/installedCapacity/yhzs-icon.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/yhzs-icon.png
--- a/src/assets/images/energyDataPanorama/installedCapacity/zzjrl-icon.png
+++ b/src/assets/images/energyDataPanorama/installedCapacity/zzjrl-icon.png
--- a/src/assets/images/energyDataPanorama/left-card-chosed-bgc.png
+++ b/src/assets/images/energyDataPanorama/left-card-chosed-bgc.png
--- a/src/assets/images/energyDataPanorama/left-card-nochosed-bgc.png
+++ b/src/assets/images/energyDataPanorama/left-card-nochosed-bgc.png
--- a/src/assets/images/energyDataPanorama/pie3d-bgc.png
+++ b/src/assets/images/energyDataPanorama/pie3d-bgc.png
--- a/src/assets/images/energyDataPanorama/totalEnergyConsume/ear-circle.png
+++ b/src/assets/images/energyDataPanorama/totalEnergyConsume/ear-circle.png
--- a/src/assets/images/energyDataPanorama/totalEnergyConsume/in-circle.png
+++ b/src/assets/images/energyDataPanorama/totalEnergyConsume/in-circle.png
--- a/src/assets/images/energyDataPanorama/totalEnergyConsume/middle-circle.png
+++ b/src/assets/images/energyDataPanorama/totalEnergyConsume/middle-circle.png
--- a/src/assets/images/energyDataPanorama/totalEnergyConsume/out-circle.png
+++ b/src/assets/images/energyDataPanorama/totalEnergyConsume/out-circle.png
--- a/src/assets/images/energyDataPanorama/totalEnergyConsume/summary-icon.png
+++ b/src/assets/images/energyDataPanorama/totalEnergyConsume/summary-icon.png
--- a/src/assets/images/energyDataPanorama/totalEnergyConsume/summary-title-bgc.png
+++ b/src/assets/images/energyDataPanorama/totalEnergyConsume/summary-title-bgc.png
--- a/src/assets/images/energyDataPanorama/yearSocialElectricity/map.vue
+++ b/src/assets/images/energyDataPanorama/yearSocialElectricity/map.vue
--- a/src/assets/images/energyDataPanorama/yearSocialElectricity/summary-title-bgc.png
+++ b/src/assets/images/energyDataPanorama/yearSocialElectricity/summary-title-bgc.png
--- a/src/assets/images/energyDataPanorama/地图.svg
+++ b/src/assets/images/energyDataPanorama/地图.svg
--- a/src/assets/images/energyGoodPlace/company-introduce-bgc.png
+++ b/src/assets/images/energyGoodPlace/company-introduce-bgc.png
--- a/src/assets/images/energyGoodPlace/tab-chosed-bgc.png
+++ b/src/assets/images/energyGoodPlace/tab-chosed-bgc.png
--- a/src/assets/images/energyGoodPlace/tab-nochosed-bgc.png
+++ b/src/assets/images/energyGoodPlace/tab-nochosed-bgc.png
--- a/src/assets/images/energyGoodPlace/video-bgc.png
+++ b/src/assets/images/energyGoodPlace/video-bgc.png
--- a/src/assets/images/layout/background-bottom.png
+++ b/src/assets/images/layout/background-bottom.png
--- a/src/assets/images/layout/background.png
+++ b/src/assets/images/layout/background.png
--- a/src/assets/images/layout/background1.png
+++ b/src/assets/images/layout/background1.png
--- a/src/assets/images/layout/header-background.svg
+++ b/src/assets/images/layout/header-background.svg
--- a/src/assets/images/layout/tab-chosed.png
+++ b/src/assets/images/layout/tab-chosed.png
--- a/src/assets/logo.svg
+++ b/src/assets/logo.svg
-<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 261.76 226.69"  xmlns:v="https://vecta.io/nano"><path d="M161.096.001l-30.225 52.351L100.647.001H-.005l130.877 226.688L261.749.001z" fill="#41b883"/><path d="M161.096.001l-30.225 52.351L100.647.001H52.346l78.526 136.01L209.398.001z" fill="#34495e"/></svg>
\ No newline at end of file
+<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 261.76 226.69"><path d="M161.096.001l-30.225 52.351L100.647.001H-.005l130.877 226.688L261.749.001z" fill="#41b883"/><path d="M161.096.001l-30.225 52.351L100.647.001H52.346l78.526 136.01L209.398.001z" fill="#34495e"/></svg>
--- a/src/assets/main.css
+++ b/src/assets/main.css
-@import "./base.css";
+@import './base.css';

 #app {
  max-width: 1280px;

--- a/src/assets/style/base.css
+++ b/src/assets/style/base.css
+html {
+  display: flex;
+  align-items: center;
+  justify-content: center;
+  width: 100%;
+  height: 100%;
+}
+html,
+body {
+  padding: 0;
+  margin: 0;
+  border: 0;
+}
+body {
+  min-width: 1920px !important;
+  min-height: 1080px !important;
+  max-width: 1920px !important;
+  max-height: 1080px !important;
+}
+#app {
+  width: 100%;
+  height: 100%;
+  padding-top: 2px;
+  background: #000c15;
+}
+* {
+  box-sizing: border-box;
+}
+.xl-flex {
+  display: flex;
+  align-items: center;
+}
+.xl-center {
+  align-items: center;
+  justify-content: center;
+}
+.xl-justify-end {
+  align-items: center;
+  justify-content: flex-end;
+}
+.xl-justify-start {
+  align-items: center;
+  justify-content: flex-start;
+}
+.xl-align-start {
+  align-items: flex-start !important;
+}
+.xl-align-end {
+  align-items: flex-end !important;
+}
+.xl-between {
+  align-items: center;
+  justify-content: space-between;
+}
+.xl-around {
+  align-items: center;
+  justify-content: space-around;
+}
+.xl-wrap {
+  flex-wrap: wrap;
+}
+.xl-stretch {
+  align-items: stretch;
+}
+.xl-column {
+  flex-direction: column;
+}
+.xl-expanded {
+  flex: 1 1 auto;
+  position: relative;
+}
+.xl-expanded .add-header {
+  background: unset;
+}
+.xl-expanded .theme--light.v-stepper {
+  background: unset;
+}
+.xl-expanded > * {
+  position: absolute;
+  top: 0;
+  left: 0;
+  right: 0;
+  bottom: 0;
+  overflow-y: auto;
+}
+.pointer {
+  cursor: pointer;
+}
+.xl-line {
+  white-space: nowrap;
+  overflow: hidden;
+  text-overflow: ellipsis;
+}
+.xl-card .xl-card-title-444 {
+  background: url(../images/energyDataPanorama/card-title-bgc444.svg) center left no-repeat;
+  background-size: 100%;
+  height: 33px;
+  width: 100%;
+  font-size: 16px;
+  font-weight: 500;
+  color: #ffffff;
+  padding-left: 30px;
+}
+.xl-card .xl-card-title.xl-card-title-middle {
+  background: url("@/assets/images/base/title-middle.png") center left no-repeat;
+  background-size: 100%;
+}
+.xl-card .xl-card-title.xl-card-title-440 {
+  background: url("@/assets/images/base/title-440.png") center left no-repeat;
+  background-size: 100%;
+}
+.xl-card .xl-card-title.xl-card-title-large {
+  background: url("@/assets/images/base/title-large.png") center left no-repeat;
+  background-size: 100%;
+}
+.xl-card .xl-card-body {
+  width: 100%;
+  height: calc(100% - 33px);
+}
+.xl-card .xl-card-title-home-detail {
+  background: url("@/assets/images/base/home-detail-title460.png") center left no-repeat;
+  background-size: 100%;
+  height: 46px;
+  width: 100%;
+  font-size: 16px;
+  font-weight: 600;
+  color: #ffffff;
+  display: flex;
+  align-items: center;
+  padding-left: 57px;
+}
+.xl-card .xl-card-title-home-detail-middle {
+  background: url("@/assets/images/base/home-detail-title804.png") center left no-repeat;
+  background-size: 100%;
+  height: 46px;
+  width: 100%;
+  font-size: 16px;
+  font-weight: 600;
+  color: #ffffff;
+  display: flex;
+  align-items: center;
+  padding-left: 57px;
+}
+.xl-body-has-title {
+  background: url("@/assets/images/base/body-has-title.png") center center no-repeat;
+  background-size: cover;
+}
+.xl-body {
+  background: url("@/assets/images/base/body-body.png") center center no-repeat;
+  background-size: cover;
+}
+@font-face {
+  font-family: Alimama;
+  src: url(../font/Alimama_ShuHeiTi_Bold.ttf);
+}
+.fade-right-enter-to,
+.fade-right-leave-from {
+  opacity: 1;
+  transform: none;
+}
+.fade-right-enter-active,
+.fade-right-leave-active {
+  transition: all 0.5s;
+}
+.fade-right-enter-from,
+.fade-right-leave-to {
+  opacity: 0;
+  transform: translateX(20px);
+}
--- a/src/assets/style/base.less
+++ b/src/assets/style/base.less
+html {
+    display: flex;
+    align-items: center;
+    justify-content: center;
+    width: 100%;
+    height: 100%;
+}
+html,
+body {
+    padding: 0;
+    margin: 0;
+    border: 0;
+}
+body {
+    min-width: 1920px !important;
+    min-height: 1080px !important;
+    max-width: 1920px !important;
+    max-height: 1080px !important;
+}
+#app {
+    width: 100%;
+    height: 100%;
+    padding-top: 2px;
+    background: #000c15;
+}
+* {
+    box-sizing: border-box;
+}
+
+.xl-flex {
+    display: flex;
+    align-items: center;
+}
+.xl-center {
+    align-items: center;
+    justify-content: center;
+}
+.xl-justify-end {
+    align-items: center;
+    justify-content: flex-end;
+}
+.xl-justify-start {
+    align-items: center;
+    justify-content: flex-start;
+}
+.xl-align-start {
+    align-items: flex-start !important;
+}
+.xl-align-end {
+    align-items: flex-end !important;
+}
+.xl-between {
+    align-items: center;
+    justify-content: space-between;
+}
+.xl-around {
+    align-items: center;
+    justify-content: space-around;
+}
+.xl-wrap {
+    flex-wrap: wrap;
+}
+.xl-stretch {
+    align-items: stretch;
+}
+.xl-column {
+    flex-direction: column;
+}
+.xl-expanded {
+    flex: 1 1 auto;
+    position: relative;
+    .add-header {
+        background: unset;
+    }
+    .theme--light.v-stepper {
+        background: unset;
+    }
+    & > * {
+        position: absolute;
+        top: 0;
+        left: 0;
+        right: 0;
+        bottom: 0;
+        overflow-y: auto;
+    }
+}
+.pointer {
+    cursor: pointer;
+}
+
+.xl-line {
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+}
+
+.xl-card {
+    .xl-card-title-444 {
+        background: url(../images/energyDataPanorama/card-title-bgc444.svg)
+            center left no-repeat;
+        background-size: 100%;
+        height: 33px;
+        width: 100%;
+        font-size: 16px;
+        font-weight: 500;
+        color: #ffffff;
+
+        padding-left: 30px;
+    }
+    .xl-card-title.xl-card-title-middle {
+        background: url("@/assets/images/base/title-middle.png") center left
+            no-repeat;
+        background-size: 100%;
+    }
+    .xl-card-title.xl-card-title-440 {
+        background: url("@/assets/images/base/title-440.png") center left
+            no-repeat;
+        background-size: 100%;
+    }
+    .xl-card-title.xl-card-title-large {
+        background: url("@/assets/images/base/title-large.png") center left
+            no-repeat;
+        background-size: 100%;
+    }
+    .xl-card-body {
+        width: 100%;
+        height: calc(100% - 33px);
+    }
+    // home详情 card左侧部分
+    .xl-card-title-home-detail {
+        background: url("@/assets/images/base/home-detail-title460.png") center
+            left no-repeat;
+        background-size: 100%;
+        height: 46px;
+        width: 100%;
+        font-size: 16px;
+        font-weight: 600;
+        color: #ffffff;
+        display: flex;
+        align-items: center;
+        padding-left: 57px;
+    }
+    .xl-card-title-home-detail-middle {
+        background: url("@/assets/images/base/home-detail-title804.png") center
+            left no-repeat;
+        background-size: 100%;
+        height: 46px;
+        width: 100%;
+        font-size: 16px;
+        font-weight: 600;
+        color: #ffffff;
+        display: flex;
+        align-items: center;
+        padding-left: 57px;
+    }
+}
+
+.xl-body-has-title {
+    background: url("@/assets/images/base/body-has-title.png") center center
+        no-repeat;
+    background-size: cover;
+}
+.xl-body {
+    background: url("@/assets/images/base/body-body.png") center center
+        no-repeat;
+    background-size: cover;
+}
+
+@font-face {
+    font-family: Alimama;
+    src: url(../font/Alimama_ShuHeiTi_Bold.ttf);
+}
+
+// 进入后和离开前保持原位
+.fade-right-enter-to,
+.fade-right-leave-from {
+    opacity: 1;
+    transform: none;
+}
+
+// 设置进入和离开过程中的动画时长0.5s
+.fade-right-enter-active,
+.fade-right-leave-active {
+    transition: all 0.5s;
+}
+
+// 进入前和离开后为透明，并在右侧20px位置
+.fade-right-enter-from,
+.fade-right-leave-to {
+    opacity: 0;
+    transform: translateX(20px);
+}