(In reply to
Partial solution by Jer)
Something I noticed:
The denominators, without the square root, grow very fast. The number of digits of these, at least for a while, are themselves fibonacci numbers.
1 (1 digit)
1 (1 digit)
27 (2 digits)
727 (3 digits)
54679 (5 digits)
85285383 (8 digits)
6529878175807 (13 digits)
6.33685E+20
4.24431E+33
2.69602E+54
1.14434E+88
3.08516E+142 (pattern ends here, not 144 digits)
3.53046E+230 (not 233 digits. 2 short. Is the shortfall increasing?)
#NUM! (exceeds sheet's limit)
Here's my google sheet:
https://docs.google.com/spreadsheets/d/1rzt2a_iea0hxnTxOK4BnQMtBVE6l-6Tq2d9mSqItZKo/edit?usp=sharing
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Posted by Jer
on 2023-12-15 15:54:04 |
re: Partial solution
