- sats
- 64k
- boosts
- 19
- supporters
- 9
- episodes
- 7
These counts cover only boosts published to Nostr. Most boosts are sent by keysend and leave no public record, so the real totals are higher and some supporters won't appear. A boost note is a claim, not a receipt.
Supporters 9
Ranked by sats sent to Motivate the Math, all time.
- 1 Ape Mithrandir 31k sats
- 2 Rob Hamilton 21k sats
- 3 theGig 5.2k sats
- 4 Rizful.com 5k sats
- 5 Shadrach 493 sats
- 6 Piez 442 sats
- 7 godsdeth (dr4kdr0u) 237 sats
- 8 average_gary 200 sats
- 9 JasonC 121 sats
Recent Boosts
The most recent boosts sent to this show, as published to Nostr.
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RIP #QED
→ Ep. 23 · MTM23: QED
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Love you guys, persistence is key and the math is worth the slow grind.
→ Ep. 23 · MTM23: QED
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🫡🍳🥩🍄💪
→ Ep. 23 · MTM23: QED
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Merry Christmas!
→ Ep. 23 · MTM23: QED
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You butchered the Monty Hall problem. The setup is 3 doors. 2 goats 1 prize. You select a door. Before opening your door the host reveals a door from the remaining two that contains a goat and asks you if you want to switch your selection to the other unopened door. The hosts action is not random, they always show a goat and never reveal the prize. If you write out the sample space, you will see that switching your…
→ Ep. 22 · MTM22: The Cryptography Workbook (part 1)
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Let's test out these different possible probabilities and distributions of what if hypotheticals with Warnet!
→ Ep. 21 · MTM21: Probability, Poisson, and Adversarial Noderunning
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Let's do more attacks over simulation to better prepare! I gotta support some good math influencers :)
→ Ep. 21 · MTM21: Probability, Poisson, and Adversarial Noderunning
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5 min in and pausing to boost. You can show using number theory that continued fraction expansions offer the best rational approximations of irrational numbers in terms of increasing numerators and denominators. The first few fractions in the continued fraction expansion of pi are: 3, 22/7, 333/106, 355/113, 103993/33102, 104348/33215, ... To me 355/113 is the most interesting fraction in this list. Using numbers le…
→ Ep. 21 · MTM21: Probability, Poisson, and Adversarial Noderunning
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Voice in my head said “ah, so it’s like the bookies I grew up around and the ‘vig’”.
→ Ep. 21 · MTM21: Probability, Poisson, and Adversarial Noderunning
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Yo yo yo🍄💪
→ Ep. 21 · MTM21: Probability, Poisson, and Adversarial Noderunning
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😂😂😂😂😂😂😂😂😂
→ Ep. 21 · MTM21: Probability, Poisson, and Adversarial Noderunning
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Thank you gentlemen
→ Ep. 21 · MTM21: Probability, Poisson, and Adversarial Noderunning
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Oh, and #freesamourai
→ Ep. 19 · MTM19: Linear Algebra, Bitcoin as a Standard Basis for Money
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Legit brilliant. Thank you. 🙏 #40HPW🎧
→ Ep. 19 · MTM19: Linear Algebra, Bitcoin as a Standard Basis for Money
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🍄🍄🍄💪💪💪
→ Ep. 17 · MTM17: DahLIAS: We Tried
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🍄🍄🍄🫡🫡🫡💪💪💪
→ Ep. 17 · MTM17: DahLIAS: We Tried
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https://fountain.fm/episode/YtbgIxoRqbe5RSrC1fym Thoughts on DahLIAS?
→ Ep. 17 · MTM17: DahLIAS: We Tried
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Fundamentals, your Financial Engineering co-workers would never refer to themselves as engineers because they would have considered it an insult. They were all Doctorates in Physics who looked down on engineers in College, and probably still do today.
→ Ep. 16 · MTM16: Showing Up, Making Blocks
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Thanks
→ Ep. 1 · MTM01: Motivating the Math