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My age will be a power of 2. This hasn't happened since I was a teenager!
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Mike Raiford wrote:
> My age will be a power of 2. This hasn't happened since I was a teenager!
My age is already a power of 2. It's 2^4.8 ;-)
Oh... you meant an *integer* power of 2? Commiserations...
--
http://blog.orphi.me.uk/
http://www.zazzle.com/MathematicalOrchid*
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On Thu, 21 Feb 2008 08:39:48 -0600, Mike Raiford <mra### [at] hotmail com> wrote:
>My age will be a power of 2. This hasn't happened since I was a teenager!
You are still young
Regards
Stephen
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And lo on Thu, 21 Feb 2008 14:39:48 -0000, Mike Raiford
<mra### [at] hotmailcom> did spake, saying:
> My age will be a power of 2. This hasn't happened since I was a teenager!
Oo a puzzle... no wait I've solved it :-) Happy almost birthday.
--
Phil Cook
--
I once tried to be apathetic, but I just couldn't be bothered
http://flipc.blogspot.com
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"Mike Raiford" <mra### [at] hotmailcom> wrote in message
news:47bd8e60$1@news.povray.org...
> My age will be a power of 2. This hasn't happened since I was a teenager!
Happy birthday.
I'll be having the same experience in just under 10 months time....
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Gail Shaw escribió:
> "Mike Raiford" <mra### [at] hotmailcom> wrote in message
> news:47bd8e60$1@news.povray.org...
>> My age will be a power of 2. This hasn't happened since I was a teenager!
>
> Happy birthday.
>
> I'll be having the same experience in just under 10 months time....
I had that experience a year and two months ago.
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"Mike Raiford" <mra### [at] hotmailcom> wrote in message
news:47bd8e60$1@news.povray.org...
> My age will be a power of 2. This hasn't happened since I was a teenager!
That must mean that you're currently twenty-leven.
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Mike Raiford wrote:
> My age
in years I assume.
> will be a power of 2. This hasn't happened since I was a teenager!
Again, if you only allow years as a measurement of age. If it is in
months you would be just under 21 1/3 year, in weeks you would be just
over 39 1/3 years. etc.
In short, a puzzle that can only be solved by using knowledge about
measuring time in humans and assuming that a) you are human and b)
you're not a geek (unlike me, exhibit A: my October 26th post)
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> In short, a puzzle that can only be solved by using knowledge about
> measuring time in humans and assuming that a) you are human and b)
> you're not a geek (unlike me, exhibit A: my October 26th post)
>
Geeks would still use years to measure age. But not necessarily Earth years.
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"Mike Raiford" <mra### [at] hotmailcom> wrote in message
news:47bd8e60$1@news.povray.org...
> My age will be a power of 2. This hasn't happened since I was a teenager!
Happy binaryday, enjoy it. That won't happen again until you almost
retired.
:-p
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