He believes that he saw me in 1904 at the fair.
No! No! No! Closure is closure!!
I think that's it, Bobby!
I was probably so swept along with the whole "I've gotta know how old Bobby is and what he looks like" thing here on MIF that my imagination took hold. No other explanation makes sense...so, closure at last!
bobbym wrote:I believe you are probably imagining the whole thing. I mean some people want to believe so bad that they have seen me that they just think they did.
Btw, I improved my C1 formula in my post #9 by removing a duplication, making it more succinct. I'm glad I spotted this now before the OP did.
Hi, Bob. So someone is actually working on my puzzle! When you've solved it, I'd be very interested to see how you went about it.
]]>No, I have never solved that problem.
1913 is not correct. Phrontister is a good friend and a cousin but he is unable to see the contradiction between my age and my appearance at the fair.
]]>I kinow from what I have done so far, that it will not make you more than 100 .
So he couldn't have seen you in 1904.
1913 I could believe.
Bob
]]>His puzzle is going to place me at about 350 years old.
]]>But, do you really think that there will be an improvement in the response of OPs?
No it probably won't. But it will help to stop me getting annoyed when I've spent time on a problem and typing it up and then [blank]
It better not be my age.
But we know you'll never tell that. btw. I'm still working on Phrontister's puzzle.
Bob
]]>I have to ask you something in the random chatter thread later...
It better not be my age.
]]>I've been sitting on the 45 degree plane answer for 24 hours.
http://www.mathisfunforum.com/viewtopic.php?id=18465
Bob
]]>Look at the time between post 3 and post 4.
Impressive speed huh?
Bob
If only the OP was as quick to respond, sob, sob.
]]>I have to ask you something in the random chatter thread later...
]]>Showing that only square numbers satisfy this condition is a piece of pie chart.
Piece of pie chart? That does not sound delicious at all.
]]>]]>
The reason is that only lockers whose numbers have and odd number of divisors will become open. Showing that only square numbers satisfy this condition is a piece of pie chart.
Hi Bob
Is this what you meant?
]]>