ca-web-components
Version:
web components for Clínica Alemana
204 lines (184 loc) • 47.2 kB
JavaScript
import{x as A,r as C,i as t}from"../assets/unsafe-html-DS3AO1W7.js";class i extends C{constructor(){super()}static get styles(){return t`
:host {
display: block;
background-color: rgba(242, 245, 249, 0.23);
transition: all .3s ease-in-out;
}
[data-theme="dark"] {
background-color: #364855;
color: #FFFFFF;
}
section {
display: flex;
justify-content: center;
width: 100%;
color: #203442;
}
.inner-container {
max-width: 1264px;
padding: 90px 32px 0;
flex: 1;
display: grid;
grid-template-columns: 1fr 1fr;
gap: 64px;
}
.logo-text {
position: relative;
margin-left: 8px;
}
.logo-text::after {
content: "";
position: absolute;
top: 0;
left: 0;
display: block;
background: var(--logo-banner-cta) no-repeat center center;
background-size: 100%;
width: 270px;
height: 48px;
}
.logo-text::after svg {
width: 100%;
height: 100%;
}
.platforms {
display: flex;
padding: 16px 0;
color: #4D5D68;
margin-top: 16px;
}
[data-theme="dark"] .platforms {
color: #FFFFFF;
}
.platforms .item {
padding: 16px 32px;
display: flex;
align-items: center;
gap: 12px;
color: currentColor;
}
.platforms .item:first-child {
border-right: 2px solid #F2F5F9;
}
.graph {
display: flex;
justify-content: flex-end;
align-items: end;
position: relative;
}
.graph .image {
width: max-content;
max-width: 360px;
}
:host([home]) .graph .image {
max-width: initial;
position: absolute;
right: 100px;
top: 50%;
transform: translateY(-50%);
pointer-events: none;
}
.graph .apps {
display: flex;
flex-direction: column;
gap: 8px;
padding: 60px 0;
z-index: 1;
}
:host([home]) .graph .apps {
padding: 0;
}
@media (max-width: 1024px) {
.inner-container {
display: flex;
flex-direction: column;
padding: 50px 16px 0;
gap: 16px;
}
.logo-text::after {
width: 192px;
height: 34px;
}
.platforms {
margin-top: 0;
}
.graph {
justify-content: center;
align-items: center;
}
.graph .image {
max-width: 188px;
}
:host([home]) {
overflow: hidden;
}
:host([home]) .graph {
justify-content: initial;
align-items: initial;
}
:host([home]) .graph .image {
width: 100%;
right: -70px;
top: -52px;
transform: initial;
}
:host([home]) .graph .apps {
z-index: initial;
padding: 48px 0 24px;
}
}
`}static get properties(){return{theme:{type:String},tag:{type:String},logo:{type:String},image:{type:String},web:{type:String},app:{type:String},ios:{type:String},android:{type:String}}}render(){return A`
<style>
:host {
--logo-banner-cta: url(${this.logo});
}
</style>
<section data-theme="${this.theme}" data-test="io">
<div class="inner-container">
<div class="info">
<cas-text variant="headline5" mobileVariant="m-body2">${this.tag}</cas-text>
<cas-text variant="display2" mobilevariant="m-display3"><slot name="title"></slot></cas-text>
<cas-text variant="headline5" mobilevariant="m-body1"><slot name="subtitle"></slot></cas-text>
<div class="platforms">
<a class="item" href="${this.web}" target="_blank">
${e}
<cas-text variant="body1">Web</cas-text>
</a>
<a class="item" href="${this.app}" target="_blank">
${a}
<cas-text variant="body2">App</cas-text>
</a>
</div>
</div>
<div class="graph">
<img class="image" src="${this.image}" alt="${this.title}" loading="lazy"/>
<div class="apps">
<a href="${this.ios}" target="_blank" title="App Store">
<slot name="ios">${l}</slot>
</a>
<a href="${this.android}" target="_blank" title="Google Play" slot="android">
<slot name="android">${d}</slot>
</a>
</div>
</div>
</div>
</section>
`}}customElements.get("ca-cta")||customElements.define("ca-cta",i);const e=A`<svg width="50" height="37" viewBox="0 0 50 37" fill="currentColor" xmlns="http://www.w3.org/2000/svg">
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</svg>`,a=A`<svg width="25" height="40" viewBox="0 0 25 40" fill="currentColor" xmlns="http://www.w3.org/2000/svg">
<path d="M20 0H5C2.23828 0 0 2.23828 0 5V35C0 37.7617 2.23828 40 5 40H20C22.7617 40 25 37.7617 25 35V5C25 2.23828 22.7578 0 20 0ZM22.5 35C22.5 36.3781 21.3781 37.5 20 37.5H5C3.62188 37.5 2.5 36.3781 2.5 35V5C2.5 3.62188 3.62188 2.5 5 2.5H20C21.3781 2.5 22.5 3.62188 22.5 5V35ZM15 31.25H10C9.30937 31.25 8.75 31.8094 8.75 32.5C8.75 33.1906 9.30937 33.75 10 33.75H15C15.6906 33.75 16.25 33.1906 16.25 32.5C16.25 31.8094 15.6875 31.25 15 31.25Z"/>
</svg>`,l=A`
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"/>
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