Lets count the fingers again
Lets count the fingers again, but
a little different. Use both hands,
Start with one as the little finger of the
left hand. Count left to right so the left thumb is 5.
Continue with the right hand. But lets suppose the right
thumb is missing. 6 is the right index finger, and 9 is
the right little finger.
Don't recount the little finger so 10 is the right
ring finger.
Just keep counting all nine fingers left to right then
right to left. Which finger is # 123456789 ?
Need help? lets count to 17
Left Little" '1
Left Ring" '2
Left Middle" '3
Left Index" '4
Left Thumb" '5
Right Index" '6
Right Middle" '7
Right Ring" '8
Right Little" '9
Right Ring" '10
Right Middle" '11
Right Index" '12
Left Thumb" '13
Left Index" '14
Left Middle" '15
Left Ring" '16
Left Little" '17
a little different. Use both hands,
Start with one as the little finger of the
left hand. Count left to right so the left thumb is 5.
Continue with the right hand. But lets suppose the right
thumb is missing. 6 is the right index finger, and 9 is
the right little finger.
Don't recount the little finger so 10 is the right
ring finger.
Just keep counting all nine fingers left to right then
right to left. Which finger is # 123456789 ?
Need help? lets count to 17
Left Little" '1
Left Ring" '2
Left Middle" '3
Left Index" '4
Left Thumb" '5
Right Index" '6
Right Middle" '7
Right Ring" '8
Right Little" '9
Right Ring" '10
Right Middle" '11
Right Index" '12
Left Thumb" '13
Left Index" '14
Left Middle" '15
Left Ring" '16
Left Little" '17
Labels: friday special
posted by Ragknot at
3:30 PM
14 Comments:
Try 1.
wot knightmare said
try 1234567891011121314151617181920
Try 3,147,483,647
3,147,483,647 gives left middle
Insufficient coffee.
123456789 => left little
I get
3 => left middle
147 => right middle
483 => right middle
647 => left middle
Yes he is. Twice.
aaaarrrggghh. Definitely more coffee needed.
123456789 => left thumb
3147483647 => left middle
3 => left middle
147 => left middle
483 => left middle
647 => right middle
1234567891011121314151617181920 => left ring
I said try 3,147,483,647
That's one number, not 4 number
3147483647
3 billion, 147 million, 483 thousand.... etc.
I answered for both. I just went nuts and used mod 17 instead of 16.
Chris,
for 1234567891011121314151617181920
I got Left Little
I'm sticking to left ring for 1234567891011121314151617181920
Please confirm above for Ragknot.
1234567891011121314151617181920 is exactly divisible by 16, so the remainder is 0. That corresponds to finger 16. It sounds like an error in your code.
I have rechecked.. I might have miss type something.
For 3147483647 I get Left Middle
Is that what you got, Chris?
40 Right Ring
123456789 Left Thumb
3147483647 Left Middle
1234567891011121314151617181920 Left Ring
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