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PostPosted: Sun Sep 12, 2004 8:42 pm 
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i assumed we could use 0 though i could be wrong meaning it's 60*60*60 or plus another *60 becuse 2 years ago my locker combo ended in 0...that thing reset on me so many times i'll never forget that it ended in 0


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PostPosted: Mon Sep 13, 2004 3:33 pm 
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Bobjohnny wrote:
i assumed we could use 0 though i could be wrong meaning it's 60*60*60 or plus another *60 becuse 2 years ago my locker combo ended in 0...that thing reset on me so many times i'll never forget that it ended in 0

It's not so much the 0 that's in question here, it's whether you could have the same number twice or not.


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PostPosted: Tue Sep 14, 2004 8:58 pm 
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Ive re-evaluated my answer and it seems that I did 1 small error. My answer is now kinda close to 3000days x 1.5%

I assumed that it is possible to have the same number twice, but not consecutively. I also assumed that other than that, this is a regular combination lock, like my school lock.


Its not about what you do, but about how you go on doing it.


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PostPosted: Tue Sep 14, 2004 11:12 pm 
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Incendiary9 wrote:
Ive re-evaluated my answer and it seems that I did 1 small error. My answer is now kinda close to 3000days x 1.5%

I assumed that it is possible to have the same number twice, but not consecutively. I also assumed that other than that, this is a regular combination lock, like my school lock.


So is mine. At least someone got an answer close to mine .. I have hope!

Is it possible to have two repeating consecutive numbers on a school lock? o_O


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PostPosted: Wed Sep 15, 2004 10:20 am 
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never have, but i don't see why you couldn't

they way you can find out is take ur P.E. lock and change the combo on it(if u have a pe locker) then change it back


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PostPosted: Wed Sep 15, 2004 11:07 pm 
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I don't even know how to change the combo. =/ I'm so clueless.


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PostPosted: Thu Sep 16, 2004 5:53 pm 
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I don't believe you can have 2 consecutive same numbers. Once my lock was 12-0-12, though. :P


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PostPosted: Thu Sep 16, 2004 5:54 pm 
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They gave out the prizes now -- about 2500 people got it right, judging from my share of the 2,000,000 NP prize pool.

The solution was (60^4 + 60^3) = 13176000 combinations, giving 197640000 seconds, which translates to roughly 2288 days. edit: forgot to multiply by two for the left-right-left and right-left-right-left things


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Will you stop with the honour stuff?


Last edited by Hunter Lupe on Fri Sep 17, 2004 4:43 am, edited 2 times in total.

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PostPosted: Thu Sep 16, 2004 7:07 pm 
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Hunter Lupe wrote:
They gave out the prizes now -- about 2500 people got it right, judging from my share of the 2,000,000 NP prize pool.

The solution was (60^4 + 60^3) = 13176000 combinations, giving 197640000 seconds, which translates to roughly 2288 days.


That's funny, cause I answered somewhere around 4575 days, and I just got this:

New Event! Mail from theneopetsteam
(Congratulations! You have guessed corre...) (show all)

I only won 830 neopoints, though..... didn't get an item, didn't get a trophy, and didn't get an av. But that's okay, at least I proved my brother wrong! :lol: It's strange that you got so much more money..... maybe they give out a higher percentage to the first 250 people. That's also my theory about why I didn't get the Lenny av.


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PostPosted: Thu Sep 16, 2004 10:27 pm 
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Hunter Lupe wrote:
They gave out the prizes now -- about 2500 people got it right, judging from my share of the 2,000,000 NP prize pool.

The solution was (60^4 + 60^3) = 13176000 combinations, giving 197640000 seconds, which translates to roughly 2288 days.


I submitted 4545 days :roll:

But unlike Amarise, I DID get the av and trophy. But no item.


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PostPosted: Fri Sep 17, 2004 1:37 am 
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I too submited 4575 days, and got the whole list of prizes. I'm so happy I finally got the avie! I believe the new system says that only the first 250 people will get an item, avatar and trophy plus the np.

PS This is how I did it:
60^3 = 216000
60^4 = 12960000
Total = c
c/2/60/24 = 4575 (days)


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