Dontopedia

regular hexagon

From Dontopedia, the open, paraconsistent wiki. (Last updated 2026-06-06.)

regular hexagon has 6 facts recorded in Dontopedia across 3 references, with 1 live disagreement.

6 facts·4 predicates·3 sources·1 in dispute

Mostly:has number of sides(2), contains equilateral triangles(1), rdf:type(1)

Maturity scale raw canonical shape-checked rule-derived certified

Inbound mentions (1)

Other subjects in dontopedia point AT this entity as a value. These are inverse relationships — e.g. "X motherOf this subject" — and answer questions the forward facts can't. Grouped by predicate.

isSideCountOfIs Side Count of(1)

Other facts (5)

The long tail: predicates that appear too rarely to warrant their own section. Filter or scroll to find a specific one. Each row links to its source.

5 facts
PredicateValueRef
Has Number of Sides6[2]
Has Number of SidesNumber 6[3]
Contains Equilateral Triangles6[1]
Rdf:typePolygon[3]
Contains Number of Equilateral TrianglesNumber 6[3]

Timeline

Timeline axis is valid_time — when each source says the fact was true in the world, not when Dontopedia learned about it. Retracted rows are kept for provenance; coloured stripes indicate the context kind.

containsEquilateralTrianglesblah/omega/part-1193
6
hasNumberOfSidesblah/omega/part-1194
6
labelblah/omega/1187
regular hexagon
typeblah/omega/1187
ex:Polygon
hasNumberOfSidesblah/omega/1187
ex:number-6
containsNumberOfEquilateralTrianglesblah/omega/1187
ex:number-6

References (3)

3 references
  1. [1]Part 11931 fact
    ctx:discord/blah/omega/part-1193
  2. [2]Part 11941 fact
    ctx:discord/blah/omega/part-1194
  3. [3]11874 facts
    ctx:discord/blah/omega/1187
    • full textomega-1187
      text/plain2 KBdoc:agent/omega-1187/d94f0ae4-1c45-4ee4-9344-64726e508be9
      Show excerpt
      [2026-03-01 15:17] omega [bot]: - 6 is the smallest perfect number — the sum of its proper divisors (1, 2, 3) equals 6. - It is the factorial of 3 (3! = 3 × 2 × 1 = 6). - 6 is a triangular number: it can form an equilateral triangle (1 + 2

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