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11111011011
Walter B Offline
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#1
12-31-2010, 06:35 AM

Since our friends in NZ have entered it already and others down under will do so soon:

Happy 7DB!!
Ein glückliches und erfolgreiches neues Jahr!
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bill platt Offline
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#2
12-31-2010, 09:37 AM

Happy 3733

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Martin Pinckney Offline
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#3
12-31-2010, 09:48 AM

Wish everyone well in 3.3034120706!

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Gerson W. Barbosa Offline
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#4
12-31-2010, 11:05 AM

Happy GB(125)

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John B. Smitherman Offline
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#5
12-31-2010, 11:32 AM

Yes, Happy MMXI!


John

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Gerson W. Barbosa Offline
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#6
12-31-2010, 11:34 AM

Didn't you mean 103.3034120706 ? Thanks, anyway!

http://translate.google.com/translate?u=http%3A%2F%2Fwww.123rezerwacje.pl%2Fliczba-2011&sl=pl&tl=en&hl=&ie=UTF-8

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Martin Pinckney Offline
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#7
12-31-2010, 11:58 AM

No, I meant to express the number in logarithmic form.

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Walter B Offline
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#8
12-31-2010, 12:38 PM

Then I'd like 7.60638738977 better - it's simply more natural ;)

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Ren Offline
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#9
12-31-2010, 12:45 PM

Quote:
Happy GB(125)


I'm sorry, I don't get this...

Will some kind soul explain?

Ren

dona nobis pacem

P.s. Happy New Year to forum members!

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Walter B Offline
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#10
12-31-2010, 12:56 PM

2011 ENTER 125 / FP 125 * results in 11 corresponding to the "digit" B.

2011 ENTER 125 / IP results in 16 ...

spero pax datum est 8)

Edited: 31 Dec 2010, 12:58 p.m.

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Ken Shaw Offline
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#11
12-31-2010, 12:57 PM

Base 125.

G represents 16.
B represents 11.

(G*125^1)+(B*125^0) = 2011.

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Marcus von Cube, Germany Offline
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#12
12-31-2010, 01:02 PM

So we can likewise use base 250 and get 8B(250) or even simpler 11(2010)

Edited: 31 Dec 2010, 1:07 p.m.

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Martin Pinckney Offline
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#13
12-31-2010, 01:33 PM

Walter, I saved that one for you!

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Martin Pinckney Offline
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#14
12-31-2010, 01:33 PM

Clever, indeed!

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Gerson W. Barbosa Offline
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#15
12-31-2010, 01:45 PM

Yes, but somehow I thought GB would look better :-)

Happy New Year!

Gerson Barbosa.

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Marcus von Cube, Germany Offline
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#16
12-31-2010, 01:49 PM

You can't do that with M v and C. ;) At least I can't.

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Eric Smith Offline
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#17
12-31-2010, 01:57 PM

Happy New Decade!

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Gerson W. Barbosa Offline
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#18
12-31-2010, 02:00 PM

In only three years we'll reach MC(91). We'll have to wait a little longer for MVC(32), though. :-)

Edited: 31 Dec 2010, 2:02 p.m.

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Walter B Offline
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#19
12-31-2010, 03:38 PM

Ok, I think I've got a chance to repeat my wishes in another base:

Happy WB(62.5)

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Gerson W. Barbosa Offline
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#20
12-31-2010, 03:49 PM

Quote:
Happy WB(62.5)

Yet another utility of non-integer bases!

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Martin Pinckney Offline
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#21
12-31-2010, 04:16 PM

Quite right!

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Ángel Martin Offline
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#22
01-01-2011, 05:15 AM

you can always tell when there's fond friendship in here :-)

Feliz Año Nuevo to all.

ÁM

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Xavier A. (Brazil) Offline
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#23
01-01-2011, 06:15 AM

Quote:
even simpler 11(2010)

I like this: simplicity relative to base.

Une bonne année à tous! (Fbase)

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Thomas Okken Offline
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#24
01-01-2011, 06:23 AM

Happy 2002220.01220002...

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Dieter Offline
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#25
01-01-2011, 12:14 PM

Well, the one or other RPN-user might prefer to write this as...

2011 ENTER 125 RMDR  =>  11 = B

2011 ENTER 125 INT/  =>  16 = G

I love all those numeric functions that make things more elegant, more precise or just shorter. :-)



However, in this case the final solution of course is writing "2011" as a base-2011-number: a simple "10". B-)



Dieter

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Eddie W. Shore Offline
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#26
01-01-2011, 12:41 PM

Happy New Year everyone!

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Iqbal Offline
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#27
01-01-2011, 01:33 PM

From Trinidad and Tobago Happy New Year everyone.

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Chuck Offline
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#28
01-01-2011, 02:18 PM

I'm a little late for the New Year, but happy 11:11:11 1/1/11.

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Dave Shaffer (Arizona) Offline
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#29
01-01-2011, 02:27 PM

I can hardly wait until November 11!

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Jean-Michel Offline
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#30
01-01-2011, 05:30 PM

Happy New Year 2011

Bonne Annee 182 ( base 41 )

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Norman Dziedzic Offline
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#31
01-03-2011, 07:27 AM

Also Happy:
157+163+167+173+179+181+191+193+197+199+211

(11 consecutive prime numbers)

Shamelessly lifted from this site:
http://republicofmath.wordpress.com/2011/01/01/happy-mathematical-new-year-2011-is-the-sum-of-11-consecutive-prime-numbers/

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bill platt Offline
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#32
01-03-2011, 09:02 AM

That's pretty clever.

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Walter B Offline
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#33
01-03-2011, 09:11 AM

Quote:
However, in this case the final solution of course is writing "2011" as a base-2011-number: a simple "10". B-)
A bit trivial, don't you think so?
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Dieter Offline
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#34
01-03-2011, 03:01 PM

Quote:
A bit trivial, don't you think so?

Well... a bit late maybe. I later realized someone else had that idea with 2011 = 112010 a few hours earlier. #-)


Dieter

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Don Shepherd Offline
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#35
01-03-2011, 05:04 PM

Base 2011 means you have 2,011 unique symbols to represent numbers. What are the other 2009 symbols? : )

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