data:image/png;base64,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:image/png;base64,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 sound is from: https://www.youtube.com/watch?v=Q7KmAe8_jZE44435This image is from: http://www.myiconfinder.com/icon/bend-bulb-color-glow-hint-idea-lamp-light-lightbulb/2605trueWhat is this 1st component?,Motherboard,It starts with the letter MWhat is this 2nd computer part?,Processor,Brain of the computerHow is this 3rd computer part called?,Ram,Short term MemoryWhat's the name of this 4th computer part?,Graphics Card,Produces the graphics that you see on your screenThis component's name is...?,Storage,Long term memoryAccording to the picture what is the name of this?,Fan,It avoids high temperatures on the processor6truefan27Congratulations!!,Good Job!,Excellent!!,Incredible!That's Correct!,Keep it up!!!,Impressive!!!!,AmazingWrong!,Bad!,Incorrect!!Fan0