Dontopedia

6

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

6 has 40 facts recorded in Dontopedia across 2 references, with 3 live disagreements.

40 facts·33 predicates·2 sources·3 in dispute

Mostly:rdf:type(4), has proper divisor(3), sum of proper divisors(2)

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Inbound mentions (9)

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.

containsNumberOfEquilateralTrianglesContains Number of Equilateral Triangles(1)

hasAtomicNumberHas Atomic Number(1)

hasBaseHas Base(1)

hasFactorialValueHas Factorial Value(1)

hasNumberOfFacesHas Number of Faces(1)

hasNumberOfSidesHas Number of Sides(1)

hasOrderHas Order(1)

mentionsEntityMentions Entity(1)

sumOfProperDivisorsSum of Proper Divisors(1)

Other facts (39)

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.

39 facts
PredicateValueRef
Rdf:typeInteger[2]
Rdf:typeTriangular Number[2]
Rdf:typeHighly Composite Number[2]
Rdf:typePronic Number[2]
Has Proper Divisor1[2]
Has Proper Divisor2[2]
Has Proper Divisor3[2]
Sum of Proper Divisors1 + 2 + 3 = 6[1]
Sum of Proper DivisorsNumber 6[2]
Uniquely Satisfies PropertiesSum Diff Conditions[1]
Equals Factorial of3[1]
Exists As Perfect Numbertrue[1]
Has Divisors1 2 3[1]
Is First Even Perfect Numbertrue[1]
Is Highly Compositemore divisors than any smaller number[1]
Is Only Number Sum and Diff Even Odd5 + 1 = 6, 7 - 1 = 6[1]
Is Only Number Sum and Diff Square Cube3^2 + 2^3 = 6, 8 - 3^3 = 6[1]
Is Ontologically PerfectPerfect Number Definition[1]
Is Smallest Composite Sum of Prime Factors2 + 3 = 6[1]
Is Triangular Number1 + 2 + 3[1]
Prime Factors Sum to Self2+3[1]
Sum of Proper Divisors Excluding Self1 + 2 + 3 = 6[1]
Basis of Sexagesimal SystemTime Measurement[1]
Is Smallest Perfect Numbertrue[2]
Is Factorial ofNumber 3[2]
Forms Equilateral Triangletrue[2]
Has More Divisors Than Smaller Positive Integerstrue[2]
Is Side Count ofRegular Hexagon[2]
Is Count of Triangles in Hexagon6[2]
Is Sum of Three Consecutive Positive Integerstrue[2]
Is Product of Three Consecutive Positive Integerstrue[2]
Is Product of Two Consecutive Integerstrue[2]
Is Base ofSenary System[2]
Is First Non Prime Perfect Numbertrue[2]
Is Basis ofSexagesimal System[2]
Is Sum of Even and Odd Numbertrue[2]
Is Difference of Even and Odd Numbertrue[2]
Is Sum of Square and Cubetrue[2]
Is Difference of Square and Cubetrue[2]

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.

40 undated
—
uniquelySatisfiesPropertiesblah/omega/part-1193
ex:sum-diff-conditions
—
equalsFactorialOfblah/omega/part-1193
3
—
existsAsPerfectNumberblah/omega/part-1193
true
—
hasDivisorsblah/omega/part-1193
ex:1-2-3
—
isFirstEvenPerfectNumberblah/omega/part-1193
true
—
isHighlyCompositeblah/omega/part-1193
more divisors than any smaller number
—
isOnlyNumberSumAndDiffEvenOddblah/omega/part-1193
5 + 1 = 6, 7 - 1 = 6
—
isOnlyNumberSumAndDiffSquareCubeblah/omega/part-1193
3^2 + 2^3 = 6, 8 - 3^3 = 6
—
isOntologicallyPerfectblah/omega/part-1193
ex:perfect-number-definition
—
isSmallestCompositeSumOfPrimeFactorsblah/omega/part-1193
2 + 3 = 6
—
isTriangularNumberblah/omega/part-1193
1 + 2 + 3
—
primeFactorsSumToSelfblah/omega/part-1193
2+3
—
sumOfProperDivisorsblah/omega/part-1193
1 + 2 + 3 = 6
—
sumOfProperDivisorsExcludingSelfblah/omega/part-1193
1 + 2 + 3 = 6
—
basisOfSexagesimalSystemblah/omega/part-1193
ex:time-measurement
—
labelblah/omega/1187
6
—
typeblah/omega/1187
ex:Integer
—
isSmallestPerfectNumberblah/omega/1187
true
—
sumOfProperDivisorsblah/omega/1187
ex:number-6
—
hasProperDivisorblah/omega/1187
1
—
hasProperDivisorblah/omega/1187
2
—
hasProperDivisorblah/omega/1187
3
—
isFactorialOfblah/omega/1187
ex:number-3
—
typeblah/omega/1187
ex:TriangularNumber
—
formsEquilateralTriangleblah/omega/1187
true
—
typeblah/omega/1187
ex:HighlyCompositeNumber
—
hasMoreDivisorsThanSmallerPositiveIntegersblah/omega/1187
true
—
isSideCountOfblah/omega/1187
ex:regular-hexagon
—
isCountOfTrianglesInHexagonblah/omega/1187
6
—
isSumOfThreeConsecutivePositiveIntegersblah/omega/1187
true
—
isProductOfThreeConsecutivePositiveIntegersblah/omega/1187
true
—
typeblah/omega/1187
ex:PronicNumber
—
isProductOfTwoConsecutiveIntegersblah/omega/1187
true
—
isBaseOfblah/omega/1187
ex:senary-system
—
isFirstNonPrimePerfectNumberblah/omega/1187
true
—
isBasisOfblah/omega/1187
ex:sexagesimal-system
—
isSumOfEvenAndOddNumberblah/omega/1187
true
—
isDifferenceOfEvenAndOddNumberblah/omega/1187
true
—
isSumOfSquareAndCubeblah/omega/1187
true
—
isDifferenceOfSquareAndCubeblah/omega/1187
true

References (2)

2 references
  1. [1]Part 119315 facts
    ctx:discord/blah/omega/part-1193
  2. [2]118725 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 …

See also

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