Updates
Wednesday, October 7, 2009
PC security is very important and to make your life easier, I have created a security recommendations page.
Monday, September 7, 2009
I'd like to create a button so people can text my phone right from here. This would allow everyone to get in touch with me NOW!
Saturday, August 22, 2009
Try out the new game I added called Super Stacker.
Wednesday, August 12, 2009
I've been exposed to three great riddles yesterday and here they are:
3 Lightbulbs: You are standing outside a room and there are three light switches on the wall. Each switch corresponds to one light bulb inside the room but in no particular order. The room is closed and you can not see inside. You are to determine which switch goes to which lightbulb. You can turn any switch on and off as many times as you want, but once you enter the room, you can't flip any more switches. How do you do it?
5 Hats: There are three people in a line. The 3rd person can see the 2nd and 1st person, the 2nd person can only see the 1st person, and the 1st person can't see anybody. By the way, there are no mirrors and they can not talk to each other. There are a total of 5 hats: 3 red ones and 2 white ones. Of those 5 hats, 3 are randomly chosen by someone and one is placed on each person's head. Each person can not see their own hat color. So, the person who placed the hats on their heads asks the 3rd person whether he can determine his hat color, and after a pause, he says: "I can't determine my color." Then the 2nd person is asked and he also responds: "I can't determine my color." Now, when the 1st person is asked what color of hat he is wearing, and remember, he can't see anybody, but he responds accurately with the color he is wearing. What color of hat is the 1st person wearing and how did he know?
4 Gallons: There are 2 buckets: one is a 5 gallon bucket and the other a 3 gallon bucket. They have no markings, so you can't fill them half way or 2/3 or something like that. You can fill up and dump out water from each bucket as many times as you want. How can you end up with exactly 4 gallons of water?
Saturday, August 08, 2009
Hopefully I get to launch this Web site before the end of the year.
