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Happy Pi Day!
03-18-2017, 09:17 PM (This post was last modified: 03-18-2017 09:35 PM by Gerson W. Barbosa.)
Post: #21
RE: Happy Pi Day!
(03-18-2017 03:43 AM)Joe Horn Wrote:  That's 433 digits (217 digits over 216 digits) that returns 435 digits of pi. Converting the above into a mnemonic is left as an exercise for the student. Smile

Speaking of mnemonics, I think I've found a good one for 20. Just in case I forget about the number :-)

\({e}^{\pi }-\pi +\frac{81}{89998-{10}^{5}\cdot \left ( {\frac{81}{89998}} \right )^{2}}\)
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03-28-2017, 10:30 AM
Post: #22
RE: Happy Pi Day!
(03-14-2017 01:14 AM)Gerson W. Barbosa Wrote:  -cut-

How does one split a number to let it be multiline on the 50g? Is there a built in function or a third party function or one needs to take the number as string and then break it down with a little userRPL program? (the solution of Gerson I suppose, looking at the code)

Wikis are great, Contribute :)
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03-28-2017, 11:59 AM
Post: #23
RE: Happy Pi Day!
(03-28-2017 10:30 AM)pier4r Wrote:  How does one split a number to let it be multiline on the 50g? Is there a built in function or a third party function or one needs to take the number as string and then break it down with a little userRPL program?

One very fast solution is the "LNViewer" library by Christophe Laluc, which you can read about and download HERE. I use it for viewing long integers and outputs from the LongFloat library. Be sure to read LNViewer's documentation, because how to use it is non-obvious.

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03-28-2017, 09:23 PM
Post: #24
RE: Happy Pi Day!
(03-28-2017 11:59 AM)Joe Horn Wrote:  
(03-28-2017 10:30 AM)pier4r Wrote:  How does one split a number to let it be multiline on the 50g? Is there a built in function or a third party function or one needs to take the number as string and then break it down with a little userRPL program?

One very fast solution is the "LNViewer" library by Christophe Laluc, which you can read about and download HERE. I use it for viewing long integers and outputs from the LongFloat library. Be sure to read LNViewer's documentation, because how to use it is non-obvious.

It is a neat solution. Thanks!

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