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(50g) Nth Fibonacci Number
02-26-2015, 08:23 PM
Post: #7
RE: (50g) Nth Fibonacci Number
(02-26-2015 07:39 PM)Han Wrote:  Very neat indeed.

Indeed! Brilliant!

And very nicely illustrated and explained Han, thanks for taking the time to walk thru that. Me thinks I'm not the only one who didn't see this. And like so many clever solutions, the math itself is indeed simple, but the insights to approach it this way is remarkable.

Joe - Do you recall who crafted such an insightful solution? Am I honoring you?

--Bob Prosperi
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Messages In This Thread
RE: (50g) Nth Fibonacci Number - Gerald H - 02-22-2015, 09:48 AM
RE: (50g) Nth Fibonacci Number - Joe Horn - 02-22-2015, 09:06 PM
RE: (50g) Nth Fibonacci Number - Offroad - 02-23-2015, 03:07 AM
RE: (50g) Nth Fibonacci Number - rprosperi - 02-26-2015, 01:42 PM
RE: (50g) Nth Fibonacci Number - Han - 02-26-2015, 07:39 PM
RE: (50g) Nth Fibonacci Number - rprosperi - 02-26-2015 08:23 PM
RE: (50g) Nth Fibonacci Number - Joe Horn - 02-26-2015, 10:19 PM
RE: (50g) Nth Fibonacci Number - Han - 02-27-2015, 03:29 AM
RE: (50g) Nth Fibonacci Number - rprosperi - 02-27-2015, 01:31 PM
RE: (50g) Nth Fibonacci Number - rprosperi - 02-27-2015, 01:43 PM
RE: (50g) Nth Fibonacci Number - rprosperi - 02-27-2015, 01:48 PM
RE: (50g) Nth Fibonacci Number - Han - 02-27-2015, 02:22 PM
RE: (50g) Nth Fibonacci Number - Gerald H - 02-27-2015, 03:27 PM



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