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2316 Andev.web

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15 July 2025

Animazione CSS con triangolo alternato

21 September 2025

Struttura HTML CSS Sunflower

HTML

<!DOCTYPE html>
<html lang="es" >
<head>
  <meta charset="UTF-8">
  <title>Andev Web</title>
  <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/normalize/5.0.0/normalize.min.css">
<link rel='stylesheet' href='https://fonts.googleapis.com/css2?family=Roboto'><link rel="stylesheet" href="./style.css">

</head>
<body>
<div class="carousel">
	<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Paris</div>
			<div class="num">1</div>
			<img src="https://images.unsplash.com/photo-1511739001486-6bfe10ce785f?q=80&w=1887&auto=format&fit=crop&ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D" />
		</div>
	</div>

<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Cartagena</div>
			<div class="num">2</div>
			<img src="https://images.unsplash.com/photo-1534943441045-1009d7cb0bb9?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=2008&q=80" />
		</div>
	</div>

<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Londres</div>
			<div class="num">4</div>
			<img src="https://images.unsplash.com/photo-1529655683826-aba9b3e77383?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=1965&q=80" />
		</div>
	</div>

<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Bubái</div>
			<div class="num">5</div>
			<img src="https://images.unsplash.com/flagged/photo-1559717865-a99cac1c95d8?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=2071&q=80" />
		</div>
	</div>

<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Taipei</div>
			<div class="num">7</div>
			<img src="https://images.unsplash.com/photo-1550760146-f2f4cf8961f1?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=2071&q=80" />
		</div>
	</div>

<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Cusco</div>
			<div class="num">8</div>
			<img src="https://images.unsplash.com/photo-1415804941191-bc0c3bbac10d?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=1780&q=80" />
		</div>
	</div>

<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Seúl</div>
			<div class="num">9</div>
			<img src="https://plus.unsplash.com/premium_photo-1661948404806-391a240d6d40?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=2072&q=80" />
		</div>
	</div>
	<div class="carousel-item">
		<div class="carousel-box">
			<div class="title">Singapur</div>
			<div class="num">10</div>
			<img src="https://images.unsplash.com/photo-1618591362251-1c9f70b59192?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=1887&q=80" />
		</div>
	</div>
</div>

<div class="layout">
	<div class="box">High-end, full-service<br />visual content creation<br />for lifestyle branding.</div>
</div>

</div>

</body>
</html>

CSS

body {
  overflow: hidden;
  font-family: "Roboto", serif;
  background: linear-gradient(135deg, black, #220033);
}

.carousel {
  position: relative;
  z-index: 1;
  height: 100vh;
  overflow: hidden;
  pointer-events: none;
}

.carousel-item {
  --items: 10;
  --width: clamp(150px, 30vw, 300px);
  --height: clamp(200px, 40vw, 400px);
  --x: calc(var(--active) * 800%);
  --y: calc(var(--active) * 200%);
  --rot: calc(var(--active) * 120deg);
  --opacity: calc(var(--zIndex) / var(--items) * 3 - 2);
  overflow: hidden;
  position: absolute;
  z-index: var(--zIndex);
  width: var(--width);
  height: var(--height);
  margin: calc(var(--height) * -0.5) 0 0 calc(var(--width) * -0.5);
  border-radius: 10px;
  top: 50%;
  left: 50%;
  -webkit-user-select: none;
     -moz-user-select: none;
      -ms-user-select: none;
          user-select: none;
  transform-origin: 0% 100%;
  box-shadow: 0 10px 50px 10px rgba(0, 0, 0, 0.5);
  background: black;
  pointer-events: all;
  transform: translate(var(--x), var(--y)) rotate(var(--rot));
  transition: transform 0.8s cubic-bezier(0, 0.02, 0, 1);
}
.carousel-item .carousel-box {
  position: absolute;
  z-index: 1;
  top: 0;
  left: 0;
  width: 100%;
  height: 100%;
  transition: opacity 0.8s cubic-bezier(0, 0.02, 0, 1);
  opacity: var(--opacity);
  font-family: "Orelo-sw-db", serif;
}
.carousel-item .carousel-box:before {
  content: "";
  position: absolute;
  z-index: 1;
  top: 0;
  left: 0;
  width: 100%;
  height: 100%;
  background: linear-gradient(to bottom, rgba(0, 0, 0, 0.3), rgba(0, 0, 0, 0) 30%, rgba(0, 0, 0, 0) 50%, rgba(0, 0, 0, 0.5));
}
.carousel-item .title {
  position: absolute;
  z-index: 1;
  color: #fff;
  bottom: 20px;
  left: 20px;
  transition: opacity 0.8s cubic-bezier(0, 0.02, 0, 1);
  font-size: clamp(20px, 3vw, 30px);
  text-shadow: 0 4px 4px rgba(0, 0, 0, 0.1);
}
.carousel-item .num {
  position: absolute;
  z-index: 1;
  color: #fff;
  top: 10px;
  left: 20px;
  transition: opacity 0.8s cubic-bezier(0, 0.02, 0, 1);
  font-size: clamp(20px, 10vw, 80px);
}
.carousel-item img {
  width: 100%;
  height: 100%;
  -o-object-fit: cover;
     object-fit: cover;
  pointer-events: none;
}

.layout {
  position: absolute;
  z-index: 0;
  top: 0;
  left: 0;
  width: 100%;
  height: 100%;
  pointer-events: none;
}
.layout:before {
  content: "";
  position: absolute;
  z-index: 1;
  top: 0;
  left: 90px;
  width: 10px;
  height: 100%;
  border: 1px solid #fff;
  border-top: none;
  border-bottom: none;
  opacity: 0.15;
}
.layout .box {
  position: absolute;
  bottom: 0;
  left: 30px;
  color: #fff;
  transform-origin: 0% 10%;
  transform: rotate(-90deg);
  font-size: 9px;
  line-height: 1.4;
  text-transform: uppercase;
  opacity: 0.4;
}

.logo {
  position: absolute;
  z-index: 2;
  top: 28px;
  right: 28px;
  width: 30px;
  height: 30px;
  background: #fff;
  border-radius: 50%;
  opacity: 0.5;
  display: flex;
  justify-content: center;
  align-items: center;
  font-family: "Orelo-sw-db", serif;
  pointer-events: all;
  color: black;
  text-decoration: none;
  font-size: 20px;
  overflow: hidden;
  padding-bottom: 0.1em;
}

.social {
  position: absolute;
  z-index: 10;
  bottom: 20px;
  right: 25px;
  color: #fff;
  opacity: 0.4;
}
.social a {
  display: inline-block;
  margin-left: 3px;
}
.social svg {
  --fill: #fff;
  width: 35px;
  height: 35px;
}

.cursor {
  position: fixed;
  z-index: 10;
  top: 0;
  left: 0;
  --size: 40px;
  width: var(--size);
  height: var(--size);
  border-radius: 50%;
  border: 1px solid rgba(255, 255, 255, 0.2);
  margin: calc(var(--size) * -0.5) 0 0 calc(var(--size) * -0.5);
  transition: transform 0.85s cubic-bezier(0, 0.02, 0, 1);
  display: none;
  pointer-events: none;
}
@media (pointer: fine) {
  .cursor {
    display: block;
  }
}

.cursor2 {
  --size: 2px;
  transition-duration: 0.7s;
}

@font-face {
  font-family: "Orelo-sw-db";
  src: 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lAB/AJYAwQCKAMMAywC2AM0A2gC/ANwA4ADNAOIA7wDSAAEBLQABAAEAAgAKAPcA9wACAPkA+QAJAPoA+gAIAPsA+wAFAPwA/AAEAP0A/QAHAP8A/wADAQABAAAGASABIwABASgBKQABAAIACQEBAQIAAgEFAQUAAgEOAQ8ABAEQARAAAQESARIAAQEUARQAAQEeAR8AAgEgASMAAwEoASkAAwACABIA9wD3AAYA+AD4AAIA+QD5AAQA+gD6AAoA+wD7AAcA/AD8AA0A/QD9AAkA/gD+AAMA/wD/AAwBAAEAAAgBEQERAAEBEwETAAEBFQEVAAEBFgEZAAUBGwEdAAUBMQExAAUBMwEzAAUBPwE/AAsAAQD4AAkABQAJAAgAAwACAAcABgABAAQAAgBBAAIACwANAA4AEgAPACEAJAAPAC8ALwAOAD8ASAAPAEsASwAPAFAAVAAiAFUAWQAQAFoAYgARAGMAaAASAGkAaQATAGoAbgAUAG8AcgAVAHcAgQAfAIIAggAkAIMAiQAgAIwAlAAgAJUAlQAWAJYAmQAcAJoAmwAkAJ0AnQAhAKUApgAdAKcApwAkAKkArAAkAK4ArgAkAK8AtQAhALYAvwAgAMAAwQAhAMIAwgAgAMMAxgAhAMcAywAXAMwAzAAkAM0A0QAYANIA2gAZANsA4AAaAOIA5gAaAOcA6gAbAOsA6wAYAOwA7AAaAO0A7QAkAO4A7wAdAPAA9gAWAPcA9wAeAPgA+AAIAPoA+gALAPsA+wAGAP0A/QAKAP4A/gAJAP8A/wAEAQABAAAHAQEBAgACAQUBBQACAQ4BDwAMARYBGQAjARsBHQAjAR4BHwACASABIwADASgBKQADASoBKgAgASwBLAAiAS0BLQAFATEBMQAjATMBMwAjAT4BPgAgAT8BPwABAAIAGwAMAAwAAwANAA0AEQAOAA4AAQAPABIACAATABYAAgAXAB8AAwAgACAABAAhACEAAQAiACQABQAvAC8ADAAwADEABgAyADcABwA/AEcACABIAEgAAwBJAEkAEgBKAEoAEwBLAEsACABMAE8ACQBQAFQACgBVAFkACwBaAGIADABjAGgADQBpAGkADgBqAG4ADwBvAHIAEABzAHYACQEsASwACgACAE4AAgALACAADAAMACQADgASAAIAFwAXAC4AIQAkAAIALwAvAAEAOAA5ACsAPwBIAAIASwBLAAIAUABUAAMAVQBZAAQAWgBiAAUAYwBoAAYAaQBpAAcAagBuAAgAbwByACEAdwCBAAkAggCCAC0AgwCJAA4AigCLACoAjACUAA4AlQCVAAsAlgCZAAwAmgCbAC0AnACcACUAnQCdACgApQCmACcApwCnAC0AqQCsAC0ArgCuAC0ArwC1ACgAtgC/AA4AwADBACgAwgDCAA4AwwDGACgAxwDLABEAzADMAC0AzQDRABIA0gDaABMA2wDgABQA4QDhAB8A4gDmABQA5wDqACMA6wDrABIA7ADsABQA7QDtAC0A7gDvACcA8AD2AAsA+AD4ABgA+QD5AB4A+gD6AB0A+wD7ABcA/AD8ABYA/QD9ABwA/gD+ABsA/wD/ABUBAAEAAC8BAQECACkBAwEEACwBBQEFACkBBgEGACYBCAEIABoBDgEPACIBEAEQABkBEQERAA8BEwETAA8BFQEVAA8BFgEZAA0BGwEdAA0BHgEfACkBIAEjABABKAEpABABKgEqAA4BLAEsAAMBMQExAA0BMwEzAA0BPgE+AA4BPwE/AAoAAgAsAIEAgQADAIIAggAMAIMAhwACAIgAiAAIAIkAiQAMAIoAigAJAIsAiwAIAIwAlAADAJUAlQAEAJYAmQAFAJoAmwAKAJwAnAATAKUApQAUAKcAqAAHAKkAqgAIAKsAqwAJAKwArAAIAK4ArgAIAK8AtQAKALYAvgAMAL8AvwADAMAAwAAMAMEAwQABAMIAwgANAMMAxgAOAMcAywAPAMwAzAAGAM0A0QAQANIA2gALANsA4AARAOEA4QAWAOIA5gARAOcA6gASAOsA6wAQAOwA7AARAO0A7QAIAO4A7gAVAPAA8AALAPEA8QAIAPIA8gAEAPMA8wALAPUA9QAIASoBKgACAT4BPgAMAAIASgACAAsAIwANAA0ALQAOABIAAgAhACQAAgAvAC8AAQAwADAALgAyADIAKgA/AEgAAgBJAEkAKwBLAEsAAgBQAFQAAwBVAFkABABaAGIABQBjAGgABgBpAGkABwBqAG4ACABvAHIACQB3AIEACgCCAIIAIgCDAIkAEACKAIsADACMAJQAEACVAJUADQCWAJkADgCaAJsAIgCcAJwAKQCdAJ0AJwClAKYADwCnAKcAIgCpAKwAIgCuAK4AIgCvALUAJwC2AL8AEADAAMEAJwDCAMIAEADDAMYAJwDHAMsAEwDMAMwAIgDNANEAFQDSANoAFgDbAOAAFwDhAOEAIQDiAOYAFwDnAOoAJADrAOsAFQDsAOwAFwDtAO0AIgDuAO8ADwDwAPYADQD4APgAHAD5APkAJQD6APoAIAD7APsAGgD8APwAGQD9AP0AHwD+AP4AHgD/AP8AKAEAAQAAGwEBAQIAJgEFAQUAJgEGAQYAGAEIAQgAHQEOAQ8AFAEQARAALAERAREAEQETARMAEQEVARUAEQEeAR8AJgEgASMAEgEoASkAEgEqASoAEAEsASwAAwE+AT4AEAE/AT8ACwABAS4AAQABAAIAIQAOABIAAgAhACQAAgAvAC8AAQA/AEgAAgBLAEsAAgBVAFkAAwBaAGIABABjAGgABQBpAGkABgBqAG4ABwBvAHIACAB3AIEACQCDAIkADQCMAJQADQCVAJUACgCWAJkACwCcAJwAEwClAKYADAC2AL8ADQDCAMIADQDHAMsADgDNANEADwDSANoAEADbAOAAEQDhAOEAFADiAOYAEQDnAOoAEgDrAOsADwDsAOwAEQDuAO8ADADwAPYACgEqASoADQE+AT4ADQABAQEAMwADAAMAAAAAAAMACgAGAAgACQAAAAAAAAAAAAUABQACAAcAAgAAAAIAAAABAAEAAQABAAAAAQABAAEAAwADAAQABAAEAAQAAAAAAAAAAAAEAAQAAAAAAAAAAAAAAAAAAAABAAAAAQACAC8AAgALAAUADgASAAcAIQAkAAcALwAvAAYAPwBIAAcASwBLAAcAUABUABQAVQBZAAEAWgBiABcAYwBoAAIAaQBpAAMAagBuAAQAbwByABUAdwCBAAgAggCCAAoAgwCJAAsAjACUAAsAlQCVAAkAlgCZABIAmgCbAAoAnACcABgAnQCdABYApQCmABMApwCnAAoAqQCsAAoArgCuAAoArwC1ABYAtgC/AAsAwADBABYAwgDCAAsAwwDGABYAxwDLAAwAzADMAAoAzQDRAA0A0gDaAA4A2wDgAA8A4QDhABEA4gDmAA8A5wDqABAA6wDrAA0A7ADsAA8A7QDtAAoA7gDvABMA8AD2AAkBKgEqAAsBLAEsABQBPgE+AAsAAQAAAAoBKATmAAJERkxUAA5sYXRuACYABAAAAAD//wAHAAAACgAUAB4AKAA6AEQANAAIQVpFIABIQ0FUIABeQ1JUIAB0S0FaIACKTU9MIACgUk9NIAC2VEFUIADMVFJLIADiAAD//wAHAAEACwAVAB8AKQA7AEUAAP//AAgAAgAMABYAIAAqADIAPABGAAD//wAIAAMADQAXACEAKwAzAD0ARwAA//8ACAAEAA4AGAAiACwANAA+AEgAAP//AAgABQAPABkAIwAtADUAPwBJAAD//wAIAAYAEAAaACQALgA2AEAASgAA//8ACAAHABEAGwAlAC8ANwBBAEsAAP//AAgACAASABwAJgAwADgAQgBMAAD//wAIAAkAEwAdACcAMQA5AEMATQBOYWFsdAHWYWFsdAHcYWFsdAHiYWFsdAHoYWFsdAHuYWFsdAH0YWFsdAH6YWFsdAIAYWFsdAIGYWFsdAIMY2FsdAISY2FsdAIYY2FsdAIeY2FsdAIkY2FsdAIqY2FsdAIwY2FsdAI2Y2FsdAI8Y2FsdAJCY2FsdAJIY2FzZQJOY2FzZQJUY2FzZQJaY2FzZQJgY2FzZQJmY2FzZQJsY2FzZQJyY2FzZQJ4Y2FzZQJ+Y2FzZQKEY2NtcAKKY2NtcAKSY2NtcAKaY2NtcAKiY2NtcAKqY2NtcAKyY2NtcAK6Y2NtcALCY2NtcALKY2NtcALSbGlnYQLabGlnYQLgbGlnYQLmbGlnYQLsbGlnYQLybGlnYQL4bGlnYQL+bGlnYQMEbGlnYQMKbGlnYQMQbG9jbAMWbG9jbAMcbG9jbAMibG9jbAMobG9jbAMubG9jbAM0bG9jbAM6bG9jbANAc2FsdANGc2FsdANMc2FsdANSc2FsdANYc2FsdANec2FsdANkc2FsdANqc2FsdANwc2FsdAN2c2FsdAN8c3MwMQOCc3MwMQOIc3MwMQOOc3MwMQOUc3MwMQOac3MwMQOgc3MwMQOmc3MwMQOsc3MwMQOyc3MwMQO4AAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQAPAAAAAQALAAAAAQALAAAAAQALAAAAAQALAAAAAQALAAAAAQALAAAAAQALAAAAAQALAAAAAQALAAAAAQALAAAAAgABAAIAAAACAAEAAgAAAAIAAQACAAAAAgABAAIAAAACAAEAAgAAAAIAAQACAAAAAgABAAIAAAACAAEAAgAAAAIAAQACAAAAAgABAAIAAAABAAwAAAABAAwAAAABAAwAAAABAAwAAAABAAwAAAABAAwAAAABAAwAAAABAAwAAAABAAwAAAABAAwAAAABAAoAAAABAAMAAAABAAkAAAABAAYAAAABAAUAAAABAAQAAAABAAcAAAABAAgAAAABAA0AAAABAA0AAAABAA0AAAABAA0AAAABAA0AAAABAA0AAAABAA0AAAABAA0AAAABAA0AAAABAA0AAAABAA4AAAABAA4AAAABAA4AAAABAA4AAAABAA4AAAABAA4AAAABAA4AAAABAA4AAAABAA4AAAABAA4AEwAoADAAPgBIAFIAWgBiAGoAcgB6AIIAigCSAJoAogCqAMAAyADQAAEAAAABAloABgAAAAQAqAC6AM4A4AAGAAAAAgDkAPYABgAAAAIA/gESAAEAAAABARwAAQAAAAEBGgABAAAAAQEYAAEAAAABARYAAQAAAAEBFAABAAAAAQESAAEAAAABARAAAQAAAAEBDgAEAAAAAQEWAAEAAAABAUwAAQAAAAEBSgAGAAAACAFIAVoBbAF+AZABogG0AcYAAQAAAAEB5gAEAAAAAQHsAAEAAAABAgIAAwAAAAECAAABAggAAQAAABAAAwAAAAEB7gACAgAB9gABAAAAEAADAAEB9gABAfYAAAABAAAAEAADAAEB7AABAeQAAAABAAAAEAADAAAAAQHSAAEB5AABAAAAEAADAAEB0gABAcAAAAABAAAAEAADAAAAAgHIAc4AAQHIAAEAAAARAAMAAAACAcABugABAcAAAQAAABEAAQGyAAEAAQGsAAEAAQGyAAUAAQGsAAUAAQGmAAUAAQGgAAUAAQGaAAUAAgGaAAUBGwEcAR0BaAFpAAEBmAABAAgABgAOABYAHgAkACoAMADzAAMAlQCcAPUAAwCVAKkA8gACAJUA8AACAJwA9gACAKUA8QACAKkAAQFgACcAAQFaACcAAwABAV4AAQFkAAAAAQAAABIAAwABAVIAAQFSAAAAAQAAABIAAwABAUYAAQFAAAAAAQAAABIAAwABAToAAQEuAAAAAQAAABIAAwABAS4AAQEcAAAAAQAAABIAAwABASIAAQEKAAAAAQAAABIAAwABARYAAQD4AAAAAQAAABIAAwABAQoAAQDmAAAAAQAAABIAAgD+AA8AcwB0AHUAdgBUAFkAoQDuAMsA0QEbARwBHQFoAWkAAgD8AAQAnQCmAWgBaQABAPoAAgAKABQAAQAEADYAAgEKAAEABACtAAIBCgABAIQASQABAAIAnAClAAIAAQFJAVQAAAACAAEBVgFZAAAAAQACAVgBWQACAAEAAgB2AAAAAQACAWgBaQABAAEAqQABAAEBCgABAAEAMgABAAQAUwBYAMoA0AABAAEAnAABAAUBFgEYARkBWAFZAAEAAQCVAAIAAQBMAE8AAAABAAEAlgABAAEApQABAAEA4gABAAEAwgABAAEASwABAAEBC

JS

/*--------------------
Vars
--------------------*/
let progress = 50
let startX = 0
let active = 0
let isDown = false

/*--------------------
Contants
--------------------*/
const speedWheel = 0.02
const speedDrag = -0.1

/*--------------------
Get Z
--------------------*/
const getZindex = (array, index) => (array.map((_, i) => (index === i) ? array.length : array.length - Math.abs(index - i)))

/*--------------------
Items
--------------------*/
const $items = document.querySelectorAll('.carousel-item')
const $cursors = document.querySelectorAll('.cursor')

const displayItems = (item, index, active) => {
  const zIndex = getZindex([...$items], active)[index]
  item.style.setProperty('--zIndex', zIndex)
  item.style.setProperty('--active', (index-active)/$items.length)
}

/*--------------------
Animate
--------------------*/
const animate = () => {
  progress = Math.max(0, Math.min(progress, 100))
  active = Math.floor(progress/100*($items.length-1))
  
  $items.forEach((item, index) => displayItems(item, index, active))
}
animate()

/*--------------------
Click on Items
--------------------*/
$items.forEach((item, i) => {
  item.addEventListener('click', () => {
    progress = (i/$items.length) * 100 + 10
    animate()
  })
})

/*--------------------
Handlers
--------------------*/
const handleWheel = e => {
  const wheelProgress = e.deltaY * speedWheel
  progress = progress + wheelProgress
  animate()
}

const handleMouseMove = (e) => {
  if (e.type === 'mousemove') {
    $cursors.forEach(($cursor) => {
      $cursor.style.transform = `translate(${e.clientX}px, ${e.clientY}px)`
    })
  }
  if (!isDown) return
  const x = e.clientX || (e.touches && e.touches[0].clientX) || 0
  const mouseProgress = (x - startX) * speedDrag
  progress = progress + mouseProgress
  startX = x
  animate()
}

const handleMouseDown = e => {
  isDown = true
  startX = e.clientX || (e.touches && e.touches[0].clientX) || 0
}

const handleMouseUp = () => {
  isDown = false
}

/*--------------------
Listeners
--------------------*/
document.addEventListener('mousewheel', handleWheel)
document.addEventListener('mousedown', handleMouseDown)
document.addEventListener('mousemove', handleMouseMove)
document.addEventListener('mouseup', handleMouseUp)
document.addEventListener('touchstart', handleMouseDown)
document.addEventListener('touchmove', handleMouseMove)
document.addEventListener('touchend', handleMouseUp)

Consigliato

Animazione CSS con triangolo alternato

Struttura HTML CSS Sunflower

HTMLCopy

CSSCopy

JSCopy

HTML

CSS

JS