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(DM42) Harmonic function based on Bernoulli - 32 digits
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(DM42) Harmonic function based on Bernoulli - 32 digits
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(DM42) Harmonic function based on Bernoulli - 32 digits
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12-12-2022, 05:41 PM
(This post was last modified: 12-12-2022 06:00 PM by Gjermund Skailand.)
Post: #3
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RE: (DM42) Harmonic function based on Bernoulli - 32 digits
Hi Werner,
as always, a shorter and faster version from you. I did test the accuracy by expanding all part sums on the stack ( I love the large stack ), and summing in reverse order, from smallest to largest. But apart from the first three items I found that it did not matter. DM42 is my new favourite calculator. Wold anyone happen to know if it is possible to permanently store variables in any other way than storing the entire state? br Gjermund |
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(DM42) Harmonic function based on Bernoulli - 32 digits - Gjermund Skailand - 12-12-2022, 12:34 PM
RE: (DM42) Harmonic function based on Bernoulli - 32 digits - Werner - 12-12-2022, 03:19 PM
RE: (DM42) Harmonic function based on Bernoulli - 32 digits - Gjermund Skailand - 12-12-2022 05:41 PM
RE: (DM42) Harmonic function based on Bernoulli - 32 digits - Werner - 12-13-2022, 04:03 PM
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