View allAll Photos Tagged funmath
Flake #11072548
This flaker makes some nice geometric flakes and the user name "Funmath" makes me snicker....lol....㋡
Gopa says:
| Raama talking about e power pi with my father in law. Not touching them with a 100 foot pole.
Just a derivation from one seen at the start of 2023
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| 👍 Yes. This year (2023) has a bit of negativity ( - 1³). If start removing that negativity, we will enter 2024. And if we maintain the whole year without negativity we will enter a whole(istic) cube year (2025)
| Dear friends, let us attempt to leave negativity and get ready to embrace పూర్ణత్వం. Let us bid farewell to 2023 and enter 2024 with positivity. Happy new year to all my extended family and their family.
1914 and 2026 have the same calendar!
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| Is it true?, because i was not born that time. 😍😍
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Very easy to calculate: (a year is 52 weeks + 1 day)
' so we adjust for the extra day from Tuesday 1ˢᵗ January 1901
14 years +
3 leap days
= 17 mod 7
= 3
So 1914 starts with a Thursday, just like 2026
Both aren't leap years
So they have the same calendar ️
Checkpoint: The calendar ️ repeats 🔂 every 28 years¹ The difference between 2026 and 1914 is 112, which is exactly divisible by 28
¹ Y2K is a leap year
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See A Mental Calendar as well
| Got it thanks
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I had half a mind to send 29959, since it's a prime 🎲 🔢
With the initial test transfer of the mysterious 41, that would have rounded off to 30K, proving the Goldbach's conjecture share.google/8r0RVSwMiPAlTPXmP
| Goldbach's conjecture is one of the oldest and best-known unsolved problems in number theory and all of mathematics. It states that every even natural number greater than 2 is the sum of two prime numbers
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Think Yitang ZHANG, who proved the bounded gap between Twin ✨ Primes 🎲 must be less than 70M, now whittled down to 246 (6 × 41) by Terence Tao
shastrix.blogspot.com/2013/05/twin-primes.html
is working ⚒️ on it
| Got it thanks
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I had half a mind to send 29959, since it's a prime 🎲 🔢
With the initial test transfer of the mysterious 41, that would have rounded off to 30K, proving the Goldbach's conjecture share.google/8r0RVSwMiPAlTPXmP
| Goldbach's conjecture is one of the oldest and best-known unsolved problems in number theory and all of mathematics. It states that every even natural number greater than 2 is the sum of two prime numbers
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Think Yitang ZHANG, who proved the bounded gap between Twin ✨ Primes 🎲 must be less than 70M, now whittled down to 246 (6 × 41) by Terence Tao
shastrix.blogspot.com/2013/05/twin-primes.html
is working ⚒️ on it
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Reminded of our Conjoint Analysis days 😄
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| Oh boy. You are closer to that stuff nowadays than me
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