How to display Base64 images in HTML ? - GeeksforGeeks (2024)

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Last Updated : 17 Apr, 2024

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Base64 is a method for encoding binary data into ASCII text. Displaying Base64 images in HTML involves using the <img> tag with the src attribute set to a Base64 data URL, containing the image data encoded as ASCII text. This method embeds images directly into HTML. Base64 images are encoded binary data, allowing images to be embedded in web pages without separate files.

There are several advantages to displaying Base64 images in HTML.

  • Faster Loading: Embedding image data reduces HTTP requests, speeding up page load times, especially for small images.
  • Increased Security: Hides binary data, enhancing confidentiality and preventing unauthorized access.
  • Improved Compatibility: Base64 images work across all modern browsers, ensuring consistent display.
  • Simplified Development: Easier management by encoding images directly into HTML, avoiding separate file handling.

Approach :

Displaying Base64 images in HTML involves converting binary image data to a Base64 string and then embedding it into the HTML as a data URL. A data URL is a type of Uniform Resource Identifier (URI) that embeds the image data directly into the source code of a web page. Here’s how you can display a Base64 image in HTML.

  • Convert the image to Base64 format: You can use an online Base64 encoder to convert the binary image data to a Base64 string. The result will be a string of characters that can be easily embedded into your HTML code.
  • Create a data URL: The Base64 string must be wrapped in a data URL format. The data URL format consists of three parts: the data type, the Base64 encoded data, and the ending of the URL. For an image, the data type would be “data:image/[format]; base64,” where [format] is the format of the image file (e.g. PNG, JPEG, GIF).
  • Embed the data URL into your HTML: To display the image, you can use an HTML image tag (<img>) and set the “src” attribute to the data URL.

For example:

<img src="data:image/png;base64,iVBORw0KG..." />

Here’s an example HTML program that demonstrates how to display Base64 images in HTML. In this example, Let’s say we have the following image.

How to display Base64 images in HTML ? - GeeksforGeeks (2)

For Base64, we will consider the Data URL of the image, which is placed in the src attribute. The Data URL has two parts

  • The first part is the Base64 encoded image.
  • The second part is the Base64 encoded string of the image.

Example 1:

HTML 
<!DOCTYPE html><html><head> <title>Base64 Image Example</title></head><body> <h1>Base64 Image Example</h1> <img alt="GeekforGeeks" src="data:image/png;base64,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*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*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*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*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*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*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*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" /></body></html>

Output:

How to display Base64 images in HTML ? - GeeksforGeeks (3)

There is another example HTML program that demonstrates how to display Base64 images in HTML. In this example, Let’s say we have the following image.

How to display Base64 images in HTML ? - GeeksforGeeks (4)

For Base64, we will consider the Data URL of the image, which is placed in the src attribute. The Data URL has two parts.

  • The first part is the Base64 encoded image.
  • The second part is the Base64 encoded string of the image.

Example 2:

HTML 
<!DOCTYPE html><html> <head> <title>Base64 Image Example</title> </head><body> <h1>Base64 Image Example</h1> <img src="data:image/png;base64,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*ckaP0/uqnWBZrbyHS3s6Fq7o5L2t5Ew7zehkZ1rW104pC3kQiF2RhxLBgUy2wHoifSRVx//HSy91c9t18jKb2JvBByCCgTWkw8R06n6sVSKm8uUbnM8EzwgjLv6R7+3ZlO5C5deKicy4eF68H10THr649oRXXDZeTggNPb+AX6Zuu2GbfIJIycXSfpcn1OV3TXadOlclttHkFKM/LVe9UjlhYRP0ij5wBail21/mbdM6K7SYLNazVa/IkhOh/G7RHG2WUaptsDi+Q3yNE96K2z+wxMJo79hBjYhQxbzg/vvgfolJq9woM33AOdfa9VHMdwbQXurPAggsqEFhPP8p7485zKOdS+UpGxh+IX/Bpaq1IezPLcPNcV4yXndbg878f7B8Hn53rocD39ZqX70tuR3XMkw4DcuMVJenAv3MVebWBAE2k6Q0tiuHNi3153OpN+HM/QeRgBGHXyJTlyGAY2zKwCePF76+VdN1kmfeQubDk/jMao/njn5mBF8jjeBoRjX/maRUF6schZ4zbExDz80jtXjt+ybXi9ihp/+IycqMozxdn4eTv3FrsPlVHTmzUpLxDyrHF9kivDed6uw/vx/nwcPh4fl4/P5+Hz8Xn5/Lxdx6xnJpyWKmBUR/UqbiAry6cbQduMQwTSrUhtAR0m6V6A8Xd/4j2+x10xkL3j5nOrDPgOUijkyGT2wbjjeqa7ToFxXFk+Ta+qxzhhy6XSRz/3NJABI6dqUMW9t/IVi0LR8MeENLgd5yTWeRv/LYisZ41X7C+hPT/YpXK5sZXvM/Gk17nb3hgMgDC4Lwdmwur7TNwz7HmjKtQr5Tpb+aYtv0M1+tkjzztPAGTDExGTS+33KuS3GjKx1d+A4ONO/MkbzwGw3UQSE5NfGkt+naje+YIQz4tLjK7ICavyC0ITK7l/najWOTZ/9Si+Rxxb+LD85SMe+na/TrS2sDWzMwDIhshiAgA4ZDWaBwBID8QEgCUgJgAsATEBYAmICQBLQEwAWAJiAsASEBMAloCYALAExASAJSAmACwBMQFgCYgJAEtATABYAmICwBIQEwCWgJgAsATEBIAlICYALAExAWAJiAkAC8R3NUFMANhg75GfQEwARIV7pZpvtEFMAESlev8bcgkxARCRir3flkuICYCIlO3eL5cQEwARKYg7/+USYgLAEhATABFZTUzLJcQEQETmp2/LJcQEQETmvvqrXEJMAERk6vZncgkxARCRxMwwTd4awH8OBMAGmOgKgCUSM8P0PwaQ7KGLxOfAAAAAAElFTkSuQmCC" alt="GeekforGeeks"></body></html>

Output:

How to display Base64 images in HTML ? - GeeksforGeeks (5)

Note: Base64 images can enhance webpage interactivity, but may lead to larger file sizes and slower loading times. Reserve them for small images, while relying on traditional file hosting for larger ones to optimize performance.

See Also
W3Schools.com

Conclusion: Displaying Base64 images in HTML can offer several benefits, including faster page loading times, increased security, improved compatibility, and simplified development. However, it’s important to consider the drawbacks, such as larger file sizes and longer data transfer times, when deciding whether to use Base64 images in your projects.



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How to display Base64 images in HTML ? - GeeksforGeeks (8)

'); $('.spinner-loading-overlay').show(); jQuery.ajax({ url: writeApiUrl + 'create-improvement-post/?v=1', type: "POST", contentType: 'application/json; charset=utf-8', dataType: 'json', xhrFields: { withCredentials: true }, data: JSON.stringify({ gfg_id: post_id, check: true }), success:function(result) { jQuery.ajax({ url: writeApiUrl + 'suggestions/auth/' + `${post_id}/`, type: "GET", dataType: 'json', xhrFields: { withCredentials: true }, success: function (result) { $('.spinner-loading-overlay:eq(0)').remove(); var commentArray = result; if(commentArray === null || commentArray.length === 0) { // when no reason is availaible then user will redirected directly make the improvment. // call to api create-improvement-post $('body').append('

'); $('.spinner-loading-overlay').show(); jQuery.ajax({ url: writeApiUrl + 'create-improvement-post/?v=1', type: "POST", contentType: 'application/json; charset=utf-8', dataType: 'json', xhrFields: { withCredentials: true }, data: JSON.stringify({ gfg_id: post_id, }), success:function(result) { $('.spinner-loading-overlay:eq(0)').remove(); $('.improve-modal--overlay').hide(); $('.unlocked-status--improve-modal-content').css("display","none"); $('.create-improvement-redirection-to-write').attr('href',writeUrl + 'improve-post/' + `${result.id}` + '/', '_blank'); $('.create-improvement-redirection-to-write')[0].click(); }, error:function(e) { $('.spinner-loading-overlay:eq(0)').remove(); var result = e.responseJSON; if(result.detail.non_field_errors.length){ $('.improve-modal--improve-content .improve-modal--improve-content-modified').text(`${result.detail.non_field_errors}.`); jQuery('.improve-modal--overlay').show(); jQuery('.improve-modal--improvement').show(); $('.locked-status--impove-modal').css("display","block"); $('.unlocked-status--improve-modal-content').css("display","none"); $('.improve-modal--improvement').attr("status","locked"); $('.improvement-reason-modal').hide(); } }, }); return; } var improvement_reason_html = ""; for(var comment of commentArray) { // loop creating improvement reason list markup var comment_id = comment['id']; var comment_text = comment['suggestion']; improvement_reason_html += `

${comment_text}

`; } $('.improvement-reasons_wrapper').html(improvement_reason_html); $('.improvement-bottom-btn').html("Create Improvement"); $('.improve-modal--improvement').hide(); $('.improvement-reason-modal').show(); }, error: function(e){ $('.spinner-loading-overlay:eq(0)').remove(); // stop loader when ajax failed; }, }); }, error:function(e) { $('.spinner-loading-overlay:eq(0)').remove(); var result = e.responseJSON; if(result.detail.non_field_errors.length){ $('.improve-modal--improve-content .improve-modal--improve-content-modified').text(`${result.detail.non_field_errors}.`); jQuery('.improve-modal--overlay').show(); jQuery('.improve-modal--improvement').show(); $('.locked-status--impove-modal').css("display","block"); $('.unlocked-status--improve-modal-content').css("display","none"); $('.improve-modal--improvement').attr("status","locked"); $('.improvement-reason-modal').hide(); } }, }); } else { if(loginData && !loginData.isLoggedIn) { $('.improve-modal--overlay').hide(); if ($('.header-main__wrapper').find('.header-main__signup.login-modal-btn').length) { $('.header-main__wrapper').find('.header-main__signup.login-modal-btn').click(); } return; } } }); $('.left-arrow-icon_wrapper').on('click',function(){ if($('.improve-modal--suggestion').is(":visible")) $('.improve-modal--suggestion').hide(); else{ $('.improvement-reason-modal').hide(); } $('.improve-modal--improvement').show(); }); function loadScript(src, callback) { var script = document.createElement('script'); script.src = src; script.onload = callback; document.head.appendChild(script); } function suggestionCall() { var suggest_val = $.trim($("#suggestion-section-textarea").val()); var array_String= suggest_val.split(" ") var gCaptchaToken = $("#g-recaptcha-response-suggestion-form").val(); var error_msg = false; if(suggest_val != "" && array_String.length >=4){ if(suggest_val.length <= 2000){ var payload = { "gfg_post_id" : `${post_id}`, "suggestion" : `

${suggest_val}

`, } if(!loginData || !loginData.isLoggedIn) // User is not logged in payload["g-recaptcha-token"] = gCaptchaToken jQuery.ajax({ type:'post', url: "https://apiwrite.geeksforgeeks.org/suggestions/auth/create/", xhrFields: { withCredentials: true }, crossDomain: true, contentType:'application/json', data: JSON.stringify(payload), success:function(data) { jQuery('.spinner-loading-overlay:eq(0)').remove(); jQuery('#suggestion-section-textarea').val(""); jQuery('.suggest-bottom-btn').css("display","none"); // Update the modal content const modalSection = document.querySelector('.suggestion-modal-section'); modalSection.innerHTML = `

Thank You!

Your suggestions are valuable to us.

You can now also contribute to the GeeksforGeeks community by creating improvement and help your fellow geeks.

`; }, error:function(data) { jQuery('.spinner-loading-overlay:eq(0)').remove(); jQuery('#suggestion-modal-alert').html("Something went wrong."); jQuery('#suggestion-modal-alert').show(); error_msg = true; } }); } else{ jQuery('.spinner-loading-overlay:eq(0)').remove(); jQuery('#suggestion-modal-alert').html("Minimum 5 Words and Maximum Character limit is 2000."); jQuery('#suggestion-modal-alert').show(); jQuery('#suggestion-section-textarea').focus(); error_msg = true; } } else{ jQuery('.spinner-loading-overlay:eq(0)').remove(); jQuery('#suggestion-modal-alert').html("Enter atleast four words !"); jQuery('#suggestion-modal-alert').show(); jQuery('#suggestion-section-textarea').focus(); error_msg = true; } if(error_msg){ setTimeout(() => { jQuery('#suggestion-section-textarea').focus(); jQuery('#suggestion-modal-alert').hide(); }, 3000); } } document.querySelector('.suggest-bottom-btn').addEventListener('click', function(){ jQuery('body').append('

'); jQuery('.spinner-loading-overlay').show(); if(loginData && loginData.isLoggedIn) { suggestionCall(); return; } // load the captcha script and set the token loadScript('https://www.google.com/recaptcha/api.js?render=6LdMFNUZAAAAAIuRtzg0piOT-qXCbDF-iQiUi9KY',[], function() { setGoogleRecaptcha(); }); }); $('.improvement-bottom-btn.create-improvement-btn').click(function() { //create improvement button is clicked $('body').append('

'); $('.spinner-loading-overlay').show(); // send this option via create-improvement-post api jQuery.ajax({ url: writeApiUrl + 'create-improvement-post/?v=1', type: "POST", contentType: 'application/json; charset=utf-8', dataType: 'json', xhrFields: { withCredentials: true }, data: JSON.stringify({ gfg_id: post_id }), success:function(result) { $('.spinner-loading-overlay:eq(0)').remove(); $('.improve-modal--overlay').hide(); $('.improvement-reason-modal').hide(); $('.create-improvement-redirection-to-write').attr('href',writeUrl + 'improve-post/' + `${result.id}` + '/', '_blank'); $('.create-improvement-redirection-to-write')[0].click(); }, error:function(e) { $('.spinner-loading-overlay:eq(0)').remove(); var result = e.responseJSON; if(result.detail.non_field_errors.length){ $('.improve-modal--improve-content .improve-modal--improve-content-modified').text(`${result.detail.non_field_errors}.`); jQuery('.improve-modal--overlay').show(); jQuery('.improve-modal--improvement').show(); $('.locked-status--impove-modal').css("display","block"); $('.unlocked-status--improve-modal-content').css("display","none"); $('.improve-modal--improvement').attr("status","locked"); $('.improvement-reason-modal').hide(); } }, }); });

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How to display Base64 images in HTML ? - GeeksforGeeks (2024)
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