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t81dev

@t81dev

T81 Foundation—an open-source experimental computing research program investigating balanced ternary representations, adaptive execution, and verifiable systems

 Cyberspace
github.com/t81dev/digital-archaeology/
Joined May 2025
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Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)Photo by t81dev (@t81dev)
T81 Foundation Exploring alternative foundations for computation github.com/t81dev/t81-founda…
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T81: Research Status Report github.com/t81dev/t81-founda…
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T81:github.com/t81dev/t81-founda…
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Replying to @forgedusa1
interesting!
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Replying to @t81dev @GithubProjects @grok
You asked grok !!?? 😂😂😂😂
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Replying to @forgedusa1 @GithubProjects @grok
@boardyai, what do you think of T81? github.com/t81dev/t81-founda…
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T81: Architecture Observatory
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T81 Repository Atlas: github.com/t81dev/t81-founda…
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t81dev retweeted
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t81dev@t81devNov 8
Replying to @Stephen69551039 @Math_files
The ASCII code for the asterisk ( * ) is 42 in decimal. The asterisk ( * ) is the most common wildcard value used across computing. therefore: the answer to life, the universe, and everything. I.E. "It is what you make of it"
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To understand recursion, one must first understand recursion. — Stephen Hawking
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Replying to @Math_files
It would be ironic if that was the reason Douglas Adams chose that as the answer to Life, the Universe, and Everything.
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An amusing mathematical coincidence: M = 13 A = 1 T = 20 H = 8 13 + 1 + 20 + 8 = 42.
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Replying to @Stephen69551039 @Math_files
The ASCII code for the asterisk ( * ) is 42 in decimal. The asterisk ( * ) is the most common wildcard value used across computing. therefore: the answer to life, the universe, and everything. I.E. "It is what you make of it"
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Your #CPU Chose Your Number System. Here’s How to Choose Your Own. | @Intel @Arm t81dev.medium.com/your-cpu-c…
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The largest known prime has 41,024,320 digits! Discovered by Luke Durant in 2024: P = 2^136,279,841 − 1 It is a Mersenne prime. For 2^p − 1 to be prime, p must be prime. But the converse fails: 2¹¹ − 1 = 2047 = 23 × 89. A prime exponent does not guarantee a prime result.
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Replying to @Math_files
T81 Foundation Researching alternative representations, adaptive execution, and verifiable computing. Balanced ternary · Representation-aware AI/ML · Deterministic execution · Experimental architecture github.com/t81dev/t81-founda…
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t81dev@t81devOct 30
Imagine normal computers are like light switches that only go on or off. That’s called binary — just two choices.
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t81dev@t81devNov 7
Can alternative state representations and transition dynamics—including deterministic, stochastic, and hybrid systems—support computational architectures with capabilities or efficiency advantages not obtained as effectively through conventional instruction-oriented execution?
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AI Context github.com/t81dev/t81-founda… Instantly load your AI's context and submit your contribution to a open-source mathematics based research project.
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github.com/t81dev/t81-founda…
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