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Magical Jelly Bean

Magical Jelly Bean
The Magical Jelly Bean Keyfinder is a freeware utility that retrieves your Product Key (cd key) used to install windows from your registry. It also has a community-updated configuration file that retrieves product keys for many other applications. Another feature is the ability to retrieve product keys from unbootable Windows installations. If you need something more powerful, please compare Magical Jelly Bean Keyfinder with wonderful tool called "Recover Keys". This advanced product key finder is not free, however it doesn't cost much for what it does. * - Portable version of Recover Keys is available in Portable and Enterprise licenses only. Magical Jelly Bean Keyfinder features: An optional config file - this functionality lets you pull a key stored in the registry for any software. If you're still confused, please check out our FAQ section. Keyfinder screen shot: Product key Finder for Mac? If you're looking for such program for Mac - there is free program called Mac Product Key Finder

7 Tasks You Shouldn’t Use a GUI For Sometimes the GUI is just too slow. Learn how to resize images, add drop shadows, splice mp3s, clone hard drives and more with the command line. Here are a few tasks that you might want to consider using the command line for. 1. Resizing images Unless you are doing some sort of cropping there is no reason to load up Photoshop or the Gimp. convert -resize 300 image.jpg image-small.jpg If you finding yourself doing lots of image resizing during the day, this command could potentially save you a LOT of time. 2. I found myself spending a ton of time adding drop shadows to images. convert screenshot.jpg \( +clone -background black -shadow 60×5+0+5 \) +swap -background white -layers merge +repage shadow.jpg Note: You must have Imagemagick installed for this command to work. Obviously, I don’t expect you to memorize this command. 3. If you want simple MP3 splicing this command has your back: cat 1.mp3 2.mp3 > combined.mp3 4. DD is one the most simplistic and powerful image applications out there. 5.

50 Kick-Ass Websites You Need to Know About It's time to update the entries in your browser's links toolbar. But with recent estimates putting the size of the internet at well more than 100 million distinct websites, it's getting harder and harder to get a handle on all the great stuff that's out there. That's why we've compiled this list. And unlike some lists you may have seen, which try to name the very "best" websites, but end up just telling you a lot of stuff you already know, we've chosen instead to highlight 50 of our favorite sites that fly under most people's radar. You might have heard of some of these sites, but we'll bet you haven't heard of all them. Demoscene.tv See What Can Be Done with 4 Kilobytes If you’re any kind of nerd at all, you probably know about the demoscene, where talented programmers create complex videos rendered in real-time, stored in incredibly small files. But what if you just want to see what all the fuss is about without actually downloading and running an executable? lite.Facebook.com Prezi.com

Numbers Near Multiples Of Ten It's fairly easy to multiply two numbers that are close to the same multiple of 10. The algorithm for doing it is called “Nikhilam Navatascaramam Dasata.” It is part of a system of algorithms and mnemonics to remember them, collectively known as “Vedic Math”, that was developed by Jagadguru Swami Bharati Krishna Tirthaji Maharaj in the early 20th century. The easiest way to explain the algorithm is to give examples, and explain the algorithm along the way. 7 x 8 First find a suitable “base”. base 10 7 | -3 x 8 | -2 Multiply the differences. -3 x -2 = 6. base 10 7 | -3 x 8 | -2 ________ | 6 Now add the difference between the one number to be multiplied and 10, to the other number to be multiplied. Put the result on the left side of the answer: base 10 7 | -3 x 8 | -2 ________ 5 | 6 7 x 8 = 56 Now let's try it with significantly bigger numbers, to see why this is such an advantage. 98 x 89 ____ Since both numbers are close to 100, we will use 100 as our base. 10200 + (-08) = 10192 104 x 98 = 10192

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