Add Falling Candy Cane Effect in Divi

Written by Dan Mossop

Give your Divi theme a festive feel this holiday with a subtle falling candy cane effect. Here's how to add falling candy canes to any Divi section, row or module. Like this:

For 200 years, the candy cane came only in one color: white. The red stripes we know today did not appear until the turn of the 20th century.

To achieve this, first add the following PHP code to your site. It's reasonably long (in part due to the embedded base64 version of the candy cane icon), but don't worry – you shouldn't have to modify it in any way:

if ( ! function_exists( 'divibooster_add_falling_candy_to_section' ) ) {

	function divibooster_add_falling_candy_to_section( $output, $render_slug, $module ) {
		
		if ( is_string( $output ) && isset( $module->props['module_class'] ) && in_array( 'falling-candy-canes', explode( ' ', $module->props['module_class'] ) ) ) {

			// Inject a container to hold the falling candy canes effect that will be managed by JavaScript
			$candy_container = '<div class="falling-candy-container"></div>';

			// Insert our falling candy container HTML just inside the main element
			$output = preg_replace( '/^(<div [^>]*>)/', '$1' . $candy_container, $output, 1 );
		}

		return $output;
	}

	add_filter( 'et_module_shortcode_output', 'divibooster_add_falling_candy_to_section', 10, 3 );

}

// CSS: Basic styles for the falling candy container and candy canes
if (!function_exists('divibooster_falling_candy_css')) {
function divibooster_falling_candy_css() {
	?>
	<style>
		.falling-candy-container {
			position: absolute; 
			top: 0;
			left: 0;
			width: 100%;
			height: 100%;
			overflow: hidden; 
			pointer-events: none; 
		}

		.candy-cane {
			position: absolute;
			top: -10px;
			width: 32px;
			height: 32px;
			background-size: contain; 
			background-repeat: no-repeat;
			opacity: 0.8;         /* Adjust opacity as needed */
			will-change: transform; /* For better performance */
			pointer-events: none;   /* Disables events on the candy canes themselves */
		background-image: url(data:image/png;base64,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);
		}

		@keyframes fall-left {
			from { transform: translateY(0); }
			to { transform: translateY(100vh); }
		}		
		@keyframes fall-right {
			from { transform: translateY(0); }
			to { transform: translateY(100vh); }
		}
	</style>
	<?php
}
add_action( 'wp_head', 'divibooster_falling_candy_css' );
}

if (!function_exists('divibooster_falling_candy_js')) {
function divibooster_falling_candy_js() {
	?>
	<script>
(function() {
	var candyContainers = document.querySelectorAll('.falling-candy-container');
	if (candyContainers.length === 0) {
		return; // Exit if there are no containers
	}

	// Function to create a single candy cane and animate its fall
	function createCandycane(container) {
		var candycane = document.createElement('div');
		candycane.className = 'candy-cane';
		candycane.innerHTML = ' '; 
		var candycaneStyle = candycane.style;
		candycaneStyle.left = (Math.random() * 100) + '%';
		container.appendChild(candycane);

		// Randomize various style properties
		candycaneStyle.opacity = Math.random();
		candycaneStyle.fontSize = (Math.random() * 0.5 + 0.5) + 'em'; 
		
		// Set random duration and rotation speeds for animations
		var fallDuration = (Math.random() * 5 + 15) + 's';
		var spinDirection = Math.random() < 0.5 ? 'left' : 'right';
		candycaneStyle.animation = 'fall-' + spinDirection + ' ' + fallDuration + ' linear forwards';

		// Remove the snowflake after it has fallen
		setTimeout(() => {
			candycane.remove();
		}, parseFloat(fallDuration) * 1000); // Convert duration string to milliseconds
	}

	// Create new candy canes at 300ms intervals inside each container
	candyContainers.forEach(function(container) {
		setInterval(function() {
			createCandycane(container);
		}, 300);
	});
})();
	</script>
	<?php
}

add_action( 'wp_footer', 'divibooster_falling_candy_js', 100 );
}

Now, on any section, row or module that you want to add falling snow to, just give it a CSS Class of "falling-candy-canes", like so:

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Deck Your Divi Site with Holiday Cheer!

Transform your website into a winter wonderland with Divi Christmas Effects. Easily add 7 festive background effects like Falling Snow and Christmas Lights directly into your Divi Builder. No coding needed; just pure holiday magic.

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Adjust the appearance of the lightbox title that appears when visitors open images from a Divi Gallery to align with your brand and improve readability. Refining the title’s color, size, and weight enhances visual hierarchy, accessibility, and overall polish. In this...

Center the Lightbox Image Count in the Divi Gallery Module

Centering the image count in a gallery lightbox creates a cleaner, more balanced presentation and makes it easier for visitors to see where they are in the image set. This simple visual tweak can enhance readability, especially with larger images and longer captions,...

Style the Divi Gallery Module Lightbox Image Count

Tailor the appearance of the image counter in the Divi Gallery module lightbox to match your brand and improve readability. By customizing the counter’s color and typography, you ensure it displays clearly and suits your design. In this guide we show you how to style...

About Dan Mossop

Dan is a Scottish-born web developer, now living in Brisbane with his wife and son. He has been sharing tips and helping users with Divi since 2014. He created Divi Booster, the first Divi plugin, and continues to develop it along with 20+ other Divi plugins. Dan has a PhD in Computer Science, a background in web security and likes a lot of stuff, 

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