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Master the concept of Least Common Multiple (LCM) Learn the prime factorization method step-by-step and boost your maths skills Perfect for students, exams, and quick revision #Maths #LCM #Mathematics #LearnMath #MathTips #Education #StudySmart #PrimeFactorization #MathTricks #ExamPreparation #CompetitiveExams #Students #Learning #MathHelp #BasicMath #Viral #Trending #Reels #Shorts #YouTubeShorts #StudyGram #MathTeacher #EasyMath #ConceptClear #DailyLearning
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19 Oct 2025
Interoceanic numbers #NumberTheory #PrimeFactorization
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13 Sep 2025
Poly with sequence give infinitely many prime divisors #NumberTheory #NationalOlympiad #IntegerPolynomial #PrimeFactorization #PrimeDivisor
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How can #cloud #dataSecurity and #transmissionSpeed be enhanced using #PrimeFactorization, #compression, and #cryptographicAlgorithms in #cloudComputing? Read more in a special issue paper published in #SCPE, Vol. 26, No. 3, ISSN 1895-1767: tinyurl.com/4f5r4yc6

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No logic gates. No bits. Still computes. Most systems need gates to work. AFB-Net doesn’t. It just resonates. And it still computes. Build up from the ground. No brute force. No decoherence. No iteration. Just field-aligned logic - fast, stable, and scalable. Paper 2 just dropped. • 64-digit semiprime → factored in <15s • phi reconstructed across 500M digits, validated 160M • pi validated to 900,000 digits • nested functions parsed across 1B digits Comparable speed to quantum systems without quantum conditions. All on one core. Implemented in Python but the architecture is hardware-native. Deterministic. I’ve written a full paper on how it works, and followed it up with a results paper containing benchmarks, scaling performance, and… Yes. These might be world records. And yes — it works. 📄 AFB-Net Paper 2: Analog Computing — A New Paradigm in Computing Validation & Results 🔗 zenodo.org/records/15313119 #AFBNet #AnalogComputing #PostQuantum #FieldLogic #ScientificComputing #PrimeFactorization #Pi #Phi #MathTwitter #TechBreakthrough #CryptoAnalysis #AIInfra
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I didn’t improve a system. I built a new one. Not binary. Not quantum. something else. AFB-Net is an analog, deterministic compute engine. Comparable speeds to quantum systems, without needing quantum conditions. No bits. No decoherence. Just resonance and logic at scale. Paper 1 hit 100% 264views/205downloads Paper 2 just dropped. new results : It factorized a 64-digit (~212-bit) semiprime <15s. Parsed nested functions across a billion digits. Reconstructed phi across 500M digits 160M validated. calculated pi with all 900.000 digits validated All on one core. In Python. No tricks. No brute force. No iteration. Fully deterministic. All with speeds and scale never seen in classical computing. reference used: oeis.org ,numberworld.org Read both papers: New results paper Paper 2: zenodo.org/records/15313119 Proof of concept paper Paper 1: zenodo.org/records/15213182 #AFBNet #AnalogComputing #PostQuantum #FieldLogic #ScientificComputing #NoNoise #Pi #Phi #PrimeFactorization

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23 Dec 2024
Replying to @tonywestonuk
My primeFactorization program doesn't have a trick for this one. Doesn't RSA rely on p and q being large and far apart to work?
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9 Jun 2024
A top 20 exchange has approached us to highlight our project at the UEFA European Championship. We are happily accepting this partnership. We look forward to considering similar proposals from other exchanges. #UEFA2024 @UEFA #FACT0RN $fact
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10 Apr 2024
Meanwhile, I have Copy-Pasted a chunk of my primeFactorization code into my Collatz code so that I factor the numbers in the sequences. There are some interesting patterns.
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9 Apr 2024
For some reason, this number has my primeFactorization program "stuck". I suspect it is working on a composite number with a large prime factor in it. 36086420007765400000222227778888
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21 Nov 2023
"In Defense of Thirteen" #aiArt #aiArtCommunity #math #magic #mathMagic #essay 13 gets a lot of flak as a number. It's odd, it's prime, and it's allegedly cursed. I feel that the beauty behind 13 is vastly overlooked. Don't sleep on 13. Let's explore: - First of all, odd numbers are not to be feared. - Oddphobia is the modus operandi of the naïve number theoretician. - Why? Because odd numbers have a #center. Every obsessive-compulsive wackjob loves centers, right? - Take 2 vs. 3 - xo vs. xox - See? xox. Odd, yet centered! - Prime numbers are not to be feared either. - After all, what is a prime number? - Prime means excellent. A prime number is a number that don't take shit from nobody. Who cares if you can't divide it evenly into two different integers? That just makes it unique! - By the way, not all primes are odd. Even 2 is #prime, and everybody loves 2. - Even if you must give-in and divide a #composite number into two different integers, what then? Divide those two numbers again? Oh shit, what happens if you keep doing this? You end up with an array of prime numbers anyway! It's called #primeFactorization. Look it up. - The prime number mustn't be feared. For the prime number is inevitable. The prime number cannot be contained. - "While enraged, the prime does not feel pity or remorse or fear and it cannot be stopped unless killed." - Now then, about the alleged "cursedness" of 13: - Quoting @Wikipedia: - "In ancient cultures, the number 13 represented femininity, because it corresponded to the number of lunar (menstrual) cycles in a year (13 × 28 = 364 days)." - Therefore, thirteen is only as cursed as is the concept of femininity. - Which, I must concede, is indeed quite cursed. - But let's look at all the positive aspects of thirteen: - Once again, copypasta'd from Wikipedia: - Thirteen is: - The sixth prime number. - A #twinPrime with 11. - A #cousinPrime of 17. - The second #WilsonPrime. - The smallest #emirp when expressed in #baseTen. - A #happyNumber. - Ironically enough, a #luckyNumber. - And, of course, #lastButNotLeast, a #Fibonacci number. Therefore, you cannot love the #FibonacciSequence and the #GoldenRatio without necessarily loving thirteen. Fear not the #tridecagon. For this #BADBOY has feelings, too. #QED
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