There are several ways to include an image in an HTML file. These are using external URLs, internal images, or using base64 images. Users need to get a base64 encoded string and add it to the HTML <img> tag to use the Base64 images in the HTML files.
It controls the web browser from unnecessary HTTP requests and stops the page from loading slowly. This article will discuss how to display Base64 images in HTML.
What is Base64 encoding?
Base64 encoding refers to the algorithm of encoding binary data to ASCII text. Users can use this technique to store or transfer audio files, images, and other forms of media online. In other words, it transforms binary data, characters, image files, or sound files into a string-readable format.
What is Base64 Image Format?
Base64 is an encoding algorithm that transforms binary data, characters, image files, or sound files into a string-readable format that users can save and transport over the network without data loss. Here, the generated characters from Base64 encoding contain plus, digits, Latin letters, and slashes.
Display Base64 Image in HTML:
Users can embed images encoded with Base64 in HTML using the HTML <img> tag. Adding Base64 images can help to save the loading time by increasing the page load time for smaller images and preventing the browser from adding additional HTTP requests.
Base64 encoding and Data URL go cooperatively, as Data URLs decrease the number of HTTP requests required for the browser to depict an HTML document.
Users can use the HTML <img> tag to display a Base64 image in HTML. In addition, users can specify the URL of the image in the <img> tag's src attribute. It means they can display the base64 images by adding the information about the Base64 image in the src attribute.
Also, the src attribute helps to specify the exact content type, charset, and content-encoding in the src attribute.
Using the <img> tag to display a Base64 image in HTML:
<html>
<head>
<title>Displaying a Base64 Image using img tag</title>
</head>
<body>
<p> <strong>Here, we display a small red dot as the Base64 image</strong></p>
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAHElEQVQI12P4
//8/w38GIAXDIBKE0DHxgljNBAAO9TXL0Y4OHwAAAABJRU5ErkJggg==" alt="Red dot" width="200" height="200" />
</body>
</html>
Output:
Explanation:
We added the HTML <img> tag and its src attribute in the above code example. It includes the Data URL of the image, and the Data URL consists of two parts. Users need to separate these by a comma.
The first part defines an encoded Base64 image, and the second part represents an encoded string format of the Base64 of the image. We also used the HTML alt attribute that defines the alternative text for that image.
Another example of displaying a Base64 image in HTML:
<html>
<head>
<title>Displaying a Base64 Image using img tag</title>
</head>
<body>
<p> <strong>Graph in Base64</strong></p>
<img src = "data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDuRXhpZgAATU0AKgAAAAgABAE7AAIAAAAMAAAISodpAAQAAAABAAAIVpydAAEAAAAYAAAQzuocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFBhcmJhdGkgUm95AAAFkAMAAgAAABQAABCkkAQAAgAAABQAABC4kpEAAgAAAAM1MwAAkpIAAgAAAAM1MwAA6hwABwAACAwAAAiYAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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" alt="Red dot" alt="Bar diagram"/>
</body>
</html>
Output:
Explanation:
We used another Base64 image and displayed it using the HTML <img> tag and the src attribute.
Note:
Users can convert their image into Base64 image format using this link. It can convert any image into Base64 image format.
Why should users embed images as Base64?
When users embed images as Base64 content, it prevents the web browser from unnecessary HTTP requests and stops the page from loading slowly. The base64 file will betwenty to twenty-five percent larger than the image.
It is the most significant advantage of the Base64 image as this approach will be helpful for small to medium images. But users cannot use this technique for large images as this would have a much larger impact on the implementation.
Conclusion:
Using a Base64 image can be advantageous as this prevents the browser from loading unwanted HTTP requests. We hope this article has given the elaborate idea of how to display a Base64 image using HTML.