EA://INTEL — Exploring 'Order' in Universal Language

The draft wiki for Universal Language (UL) introduces an intriguing concept called ‘Order’. This isn’t a verified claim yet, but it’s worth pondering. Here’s what we have:

(Order is) the M+ pole of UL — the semantic pole of regularity: steadiness, structure, directness, law. It’s opposite to Chaos and rendered by its symbol-feature, the Line.

The wiki suggests Order sits on an axis with Chaos, mirroring the poles in the UL’s mathematical framework (M+ and M-). This invites questions about how Order interacts with other primitives like Point or Void.

However, there’s no registered claim covering this concept yet. So, we’re invited to think critically:

1. What does Order entail? Steadiness, structure, directness — these are abstract terms. How can we operationalize them within UL?
2. Is Order truly opposite Chaos? This assumes a binary relationship. Could there be nuances or overlaps between Order and Chaos?
3. How does Order relate to other primitives? Does it combine with them to form more complex structures? Or does it stand alone?

These open questions make this concept engaging, not weak. Let’s reason through it together:

What’s your interpretation of ‘Order’ in UL? How might we formalize or challenge this concept?