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PostPosted: Thu Feb 09, 2006 9:52 am 
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Is the number over 7500?


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PostPosted: Thu Feb 09, 2006 10:25 am 
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First digit: 5/6/7/8/9
Second Digit: ?
Third Digit: ?
Fourth Digit: 5

Is the first digit a prime number?
Is it even?

Is the second digit prime?
Is it even?

Is the third digit prime?
Even?


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PostPosted: Thu Feb 09, 2006 10:39 am 
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Are any of the individual digits of the number repeated?

For Example: 3013 (3 is repeated)


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PostPosted: Thu Feb 09, 2006 11:14 am 
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Is it divisible by 15?

IS the number 6145? :P


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PostPosted: Thu Feb 09, 2006 9:41 pm 
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Is the number part of the Fibonnaci series?

Are any of the digits 1?
2?
3?
4?
5?
6?
7?
8?
9?
0?


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PostPosted: Thu Feb 09, 2006 10:02 pm 
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blk mage wrote:
is the number higher than 7500


Yes. (And no more questions like these, they make it WAY too easy).

CWisgood wrote:
Is the first digit a prime number?
Is it even?

Is the second digit prime?
Is it even?

Is the third digit prime?
Even?


NONOYESNONOYES.

gemma58 wrote:
Are any of the individual digits of the number repeated?

For Example: 3013 (3 is repeated)


No.


kansashimi wrote:
Is it divisible by 15?

IS the number 6145? :P


I've already answered the first question, and for the second, no. 8)

Tested wrote:
Is the number part of the Fibonnaci series?

Are any of the digits 1?
2?
3?
4?
5?
6?
7?
8?
9?
0?


No for the first part (I'm pretty sure), yes to the second. :evil:


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PostPosted: Thu Feb 09, 2006 10:23 pm 
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Does it contain the number 9?

Is the last number prime?


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PostPosted: Thu Feb 09, 2006 10:26 pm 
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Tested wrote:
...

Is the last number prime?


The last number has to be prime since the number is divisible by 5 and odd.


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PostPosted: Thu Feb 09, 2006 10:26 pm 
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Tested wrote:
Does it contain the number 9?

Is the last number prime?


Yes, yes.


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PostPosted: Thu Feb 09, 2006 10:29 pm 
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Does it contain the number zero?

What about three?


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PostPosted: Thu Feb 09, 2006 11:04 pm 
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Within its prime factors; are any numbers repeated?
(e.g. 5619 = 1873 x 3. 3 is repeated. 3891 = 3 x 1297. No numbers are repeated?)

Does the number contain a 7?


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PostPosted: Thu Feb 09, 2006 11:47 pm 
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Is the number 9785 ?
Is the number 9385 ?
Is the number 9365 ?
Is the number 9745 ?
Is the number 9705 ?
Is the number 9305 ?


:)

Yay me!


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PostPosted: Fri Feb 10, 2006 4:30 am 
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XenaAndGabrielle wrote:
Is the number 9785 ?
Is the number 9385 ?
Is the number 9365 ?
Is the number 9745 ?
Is the number 9705 ?
Is the number 9305 ?


:)

Yay me!


Okay, there's no point in playing now, since one of the numbers must be it. <_<

I suggest if there is a second round, each user can only ask 'Is it ####' once.


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PostPosted: Fri Feb 10, 2006 5:49 am 
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XenaAndGabrielle wrote:
Is the number 9785 ?
Is the number 9385 ?
Is the number 9365 ?
Is the number 9745 ?
Is the number 9705 ?
Is the number 9305 ?


:)

Yay me!


Yes. Everyone gets one guess each from here on out.

Matt wrote:
Within its prime factors; are any numbers repeated?
(e.g. 5619 = 1873 x 3. 3 is repeated. 3891 = 3 x 1297. No numbers are repeated?)

Does the number contain a 7?


No, and maybe.


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PostPosted: Fri Feb 10, 2006 5:52 am 
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Wow are those actually the numbers, i could probably never figure it out from just that(probably lots of stuff was given away, just didn't understand most of it).
No wonder XenaAndGabrielle is pro at stuff like LC and stuff, lol. Good job.


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