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| Hey Rube Goldberg, watch this? Step 1. insert your phone # Result: your phone #
__________________ How come whenever I have a 50/50 chance I'm wrong 80% of the time? What goes in a computer? Click me to find out. |
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__________________ Then, as it was, then again it will be Though the course may change, rivers will always reach the sea. ---------------------------------------------- |
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| I'm no math genius. Also I could never figure it out either. It just seemed so Rube Goldberg ish to me. Stuff like that is fun the first time. But watching someone try to figure out how to sharpen a pencil in 20 steps or more begs for someone to stick a pencil in a pencil sharpener and then turn the handle. Or even better, use a battery operated pencil sharpener. My version of a battery operated pencil sharpener. Step 1. Speed dial #1 Result: Calls home phone #
__________________ How come whenever I have a 50/50 chance I'm wrong 80% of the time? What goes in a computer? Click me to find out. |
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I just pushed speed dial #1 and it wasn't your phone number. ![]()
__________________ Then, as it was, then again it will be Though the course may change, rivers will always reach the sea. ---------------------------------------------- |
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| Your right! I ussually use my cell but I just tried speed dial 1 on my home phone and got my mother in law! Yuck!
__________________ How come whenever I have a 50/50 chance I'm wrong 80% of the time? What goes in a computer? Click me to find out. |
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Mother-in-Laws are here for some reason.... I just haven't figured it out yet. I have enough anguish and guilt without her help. ![]() Clarification.... I no longer have someone else's mother to give me grief so I'm a lucky man I guess. I divorced her when I divorced her daughter.
__________________ Then, as it was, then again it will be Though the course may change, rivers will always reach the sea. ---------------------------------------------- |
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| this is me trying to avoid doing any more maths work. i woe up last night trying to prove things about the identity matrix in my head and going over a program i wrote to test if a number is even or not. too much maths at uni. or maybe too much red bull before bed... anyway: here's why it works. multiplying by 80, adding 1, multiplying by 250 and subtracting 250 is the same as doing 80 * 250 = 20000. ((80+1)*250 - 250 = 20000) multiplying this by the first 3 digits of you phone numbers (say a,b,c) gives you double that number, moved along a few decimal places which equals 2(a,b,c)0000. (see where this is headed yet?) adding the last 4 digits (say d,e,f,g) twice gives you 2(a,b,c)2(d,e,f,g). Dividing by two gives you the numbers you started with a,b,c,d,e,f,g. This is because you can swap the stages of subtracting 250 and adding the 4 digits around. (+,- associative) This should only work for 7 digit numbers. Theres some abuse of notation going on in there but I can't tthinnk how else to write it. Thankyou. |
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