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Favorite number between 1 and 10? (Read 975 times)

Offline ybanana

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Favorite number between 1 and 10?
« on: April 05, 2016, 02:53:00 AM »
Mine is 4.

It sounds stable and dark. It is also the smallest "Not-small" number. Gives me emotional power four some reason (HA! that pun tho).

Adding on, Kurusu Keigo, 4th diary owner in Mirai Nikki is so bad-ass.
Juror 4 in 12 Angry Men, fav juror in play.
First Schubert Impromptu I played: op 90 no 4
Beethoven's 4th piano concerto, my personal favorite concerto all time.

Offline ajlongspiano

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Re: Favorite number between 1 and 10?
«Reply #1 on: April 05, 2016, 03:02:56 AM »
7

Best,

AJ

Offline mjames

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Re: Favorite number between 1 and 10?
«Reply #2 on: April 05, 2016, 03:11:34 AM »

Adding on, Kurusu Keigo, 4th diary owner in Mirai Nikki is so bad-ass.


badtaste

Offline chopinlover01

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Re: Favorite number between 1 and 10?
«Reply #3 on: April 05, 2016, 03:11:57 AM »
9. Especially when I say it.

"NEIN!"

Cheers!
Jazz Ambassador 8)

Offline briansaddleback

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Re: Favorite number between 1 and 10?
«Reply #4 on: April 05, 2016, 02:36:38 PM »
8
Looks like a guitar

Work in progress:

Rondo Alla Turca

Offline visitor

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Re: Favorite number between 1 and 10?
«Reply #5 on: April 05, 2016, 02:40:55 PM »
first favorite


2nd favorite
2

3rd favorite
3

Offline pencilart3

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Re: Favorite number between 1 and 10?
«Reply #6 on: April 05, 2016, 04:12:21 PM »
e
and....i'm on youtube!
youtube.com/noahjohnsonpiano

Offline georgey

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Re: Favorite number between 1 and 10?
«Reply #7 on: April 05, 2016, 10:46:10 PM »
If you accept irrational numbers, my favorite is:

The limit of (1 + 1/n)^n as n approaches infinity less e plus pi

Not everyone accepts irrational numbers.  I think Pythagoras may have drowned a person for suggesting that irrational numbers exist.

Offline georgey

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Re: Favorite number between 1 and 10?
«Reply #8 on: April 06, 2016, 06:33:44 AM »
My favorite rational number greater than 1 and less than 10 is 9 (= 3 squared) because Beethoven wrote 9 symphonies.  My 2nd favorite rational number in that range is 4 (= 2 squared) because Brahms wrote 4 symphonies. I agree that Beethoven's 4th piano concerto is a gem.