How to convert a base 64 string to an image in C#
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sam
378
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Answers
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Rahul M...
4960
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Use following method to convert image object from base 64 string: using System.Drawing;
using System.IO;
public Image GetImageFromBase64String(string imageBase64)
{
Image tempImage;
byte[] bytes = Convert.FromBase64String(imageBase64);
using (MemoryStream ms = new MemoryStream(bytes))
{
tempImage = Image.FromStream(ms);
}
return tempImage;
}
Posted On:
29-Dec-2016 23:43
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sam
378
Points
48
Posts
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I am trying following base 64 string: data:image/jpeg;base64,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 yxtiCwguzkQWEF3gaEE2Kma0ZkGdrQEDkAgEAgEAgEAgCAgY6MFBhfTNOhBHkoWnQgiyXaDoQRpLrGpBGkurkQRpLpBztQRpLljOdg7CCLJh6ndnjHYQRJcLUjvwYQRJcF0Ds8TewEEZ+BaE/gwOhBhOBKceJa3yS4dxAhwW8eLPM3mkePZQJ+51UPFq6gf91/fQJ+6Nb/AOZUfjX99AowjW/+ZUfjX99Av7o1Rz1dQf8Auv76B37mvPjzzO55Hn2UDhgamPjgu5XEnuoM0eB6Afgm9hBKiwfQtzRDsBBMiwzStzRjsIJUdwwNzRjsIJUd0MGZg7CCTHdXvbEEmO6+RBJjuwakEqO72jQgkso2izIgzsgaNCDIGAIHWIBAIBAIBAIBAIBAIBAIAgIGlgKBhhadCBhpmnQgxuo2nQgxuoWnQgxOu9p0IMbrtbqQYzdjdSBhusakDDdY1IGm6xqQJ6L5EB6KGpAei+RAousakCi6xqQOF1jUgeLsGpA9t2N1IMjbubqQZW0DdSDI2iaNCDK2kaNCDIKdo0IHiJoQODQgWxAIBAIBAIBAIBAIBAIBAIBAIBAIBAICwICwICwakCbLdSA2G6ggNhmoIDds9yECbtnuQgN3H7kIDdx+5CA3cfuQgN2z3IQLu2e5CA2GaggNhmoIDZbqQLst1ICwakBYgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEAgEH/9k= But Not working show 'Invalid string'
Posted On:
30-Dec-2016 00:07
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Rahul M...
4960
Points
31
Posts
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Use following modified method: public Image GetImageFromBase64String(string imageBase64)
{
Image tempImage;
if (imageBase64.IndexOf(',') > 0)
{
imageBase64 = imageBase64.Substring(imageBase64.IndexOf(',') + 1);
}
byte[] bytes = Convert.FromBase64String(imageBase64);
using (MemoryStream ms = new MemoryStream(bytes))
{
tempImage = Image.FromStream(ms);
}
return tempImage;
}
Posted On:
30-Dec-2016 01:03
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