( Will is a good guy. 😉 )
Source date (UTC): 2025-12-15 23:40:48 UTC
Original post: https://twitter.com/i/web/status/2000712677199634770
( Will is a good guy. 😉 )
Source date (UTC): 2025-12-15 23:40:48 UTC
Original post: https://twitter.com/i/web/status/2000712677199634770
That’s not true. The operations available in set a, and consequential set b are different, but they are directionally the same. There is no difference between the logic of spin (charge), the logic of mass accumulation, and the logic of cooperative accumulation. We may be discussing different operations but as capital it’s the same.
One of the ways brad and I test a first principle is whether it satisfies the ternary logic’s demand for capital accumulation, loss, equilibrium. Just as we test if for composability at it’s emergent scale (new operations available), it’s constructability from the first principles of the prior scale, and the constructability of the first principles of the subsequent scale.
This the test of consistency and coherence of the first principles at all scales. when we discover those rules we know we have correctly specified the first principles.
Source date (UTC): 2025-12-15 23:32:23 UTC
Original post: https://twitter.com/i/web/status/2000710558828650555
Look. I don’t need help getting confused. I mean, have you seen the crew of guys I work with every day? And they take JOY in it… lol
Source date (UTC): 2025-12-15 23:25:26 UTC
Original post: https://twitter.com/i/web/status/2000708811665867107
Well, I know. I’m agreeing. The point I’m making is that the way I use symbols requires the domain (Scale) of what I’m discussing. This appears inconsistent but it isn’t. I would need to explain the use of the symbols in each case. If I did that then the pattern would be obvious.
The scale <, > and dependency <-, ->, and capital +,-,=,!= are meta symbols that require the user to ‘do work’. And I am too inconsistent, I agree. Where we disagree is the capital symbols, which is the same as the ternary logic triangle (or diamond if we include !=.
For some reason that doesn’t make sense to you because you interpret it as inconsistent. I haven’t figured out your interpretation – usually it’s more literal than I mean it.
Source date (UTC): 2025-12-15 23:24:48 UTC
Original post: https://twitter.com/i/web/status/2000708649824714992
You’re thinking too hard. 😉
It’s a simple issue of logical dependency.
<,> greater than, less than (scale)
<-, -> dependency (causality)
Nothing else to be said.
Source date (UTC): 2025-12-15 23:13:54 UTC
Original post: https://twitter.com/i/web/status/2000705907676864678
lol. Jon. Are those two statements necessarily mutually exclusive? lol -hugs.
The reducibility stack using “<” means the item to the right constitutes a larger field than the item to the left.
Which could be confusing since I use the same symbol to show scale as reducibility, thus confusing you and I assume a whole lot of other people. 😉
In fact, this is one of those criticisms
@AutistocratMS
levies at me frequently, as the symbols require understanding the context.
I suppose I could use “>, <“: greater than / less than and “<-, ->”: Follows From if I were disciplined.
I’ll skip the sarcastic side-trip into bondage and discipline, but let’s just say I have a natural resistance to discipline. 😉
lol -hugs
Source date (UTC): 2025-12-15 22:35:45 UTC
Original post: https://twitter.com/i/web/status/2000696307607122243
(RUNCIBLE)
Had a wonderful conversation with a DC insider this morning about Runcible, thanks to our own Josh Reider.
I used a different story to explain why our Runcible governance layer works so absurdly well. I didn’t think the story would work, but apparently it’s intuitive enough for those at least vaguely familiar with the industry to understand.
|Reducibility|: Mathematical < Programmatic < Verbal < Neural(bayesian).
This framework allows me to explain why neural reducibility is so much larger than verbal, programmatic, and mathematical, without information loss. It also allows me to explain why neural reducibility is so much more powerful than what is accessible to humans. We humans simply can’t do it.
If only humans were taught category theory in high school … (sarcasm). 😉
Source date (UTC): 2025-12-15 20:53:32 UTC
Original post: https://twitter.com/i/web/status/2000670583110164532
Perfect. 🙂
Source date (UTC): 2025-12-15 20:42:05 UTC
Original post: https://twitter.com/i/web/status/2000667702348931393
(Worth The Read)
A survey of the reasons for the decline of europe: the many forms of hubris.
Source date (UTC): 2025-12-15 20:29:33 UTC
Original post: https://twitter.com/i/web/status/2000664549524169067
Daniel.
True.
Brilliant.
Thank you so much.
Curt Doolittle
The Natural Law Institute
Source date (UTC): 2025-12-15 20:28:42 UTC
Original post: https://twitter.com/i/web/status/2000664333970456726