muffe rolled

Raredle #23 2026-09-02

1
d4
4
d6
1
d8
2
d10
3
d12
2
d20

821,871EP

SStop 1.4%

Poem

cursedomen,hoponward?
Ten words at most, each one carried by a badge this roll earned. Every word links to the badge it came from.

Badges

Every badge pays its own rarity, rarest first. Only the best member of each family is charged for; the rungs beneath it are indented, earned and collected free.

  • UnluckyRare+370,246 EP

    The total is exactly 13

    1 + 4 + 1 + 2 + 3 + 2 = 13, where the floor is 6

    730 in 460,800
  • Low RollUncommon

    The total is 16 or less

    1 + 4 + 1 + 2 + 3 + 2 = 13, where the floor is 6

    6,846 in 460,800
  • UnderdogRare+149,714 EP

    d6 beats every larger die

    d6 4 beats d8 1 · d10 2 · d12 3 · d20 2

    3,916 in 460,800
  • The ShallowsRare+145,520 EP

    No face is higher than 4

    Highest face is 4: 1 · 1 · 2 · 2 · 3 · 4

    4,096 in 460,800
  • ScatteredUncommon+106,884 EP

    Highest and lowest face differ by exactly 3

    d4 1 to d6 4, a spread of 3

    6,499 in 460,800
  • EmberUncommon+2,971 EP

    d20 shows 2

    d20 2 of a possible 20

    23,040 in 460,800
  • First LightUncommon+1,696 EP

    d12 shows 3

    d12 3 of a possible 12

    38,400 in 460,800
  • LoomUncommon+1,349 EP

    d10 shows 2

    d10 2 of a possible 10

    46,080 in 460,800
  • Long MarchCommon+14,743 EP

    4 or more faces run consecutively

    4 in a row, sorted: 1 · 1 · 2 · 2 · 3 · 4

    50,970 in 460,800
  • Short MarchCommon

    3 or more faces run consecutively

    4 in a row, sorted: 1 · 1 · 2 · 2 · 3 · 4

    173,094 in 460,800
  • NorthCommon+994 EP

    d8 shows 1

    d8 1 of a possible 8

    57,600 in 460,800
  • BlunderCommon+10,062 EP

    Exactly 2 dice show 1

    Showing 1: d4, d8

    66,319 in 460,800
  • CunningCommon+636 EP

    d6 shows 4

    d6 4 of a possible 6

    76,800 in 460,800
  • Snake PairCommon+7,503 EP

    Two or more dice show 1

    2 showing 1: d4, d8

    79,449 in 460,800
  • Prime TotalCommon+3,743 EP

    The total is a prime number

    1 + 4 + 1 + 2 + 3 + 2 = 13, and 13 has no divisors but 1 and itself

    114,294 in 460,800
  • EarthCommon+294 EP

    d4 shows 1

    d4 1 of a possible 4

    115,200 in 460,800
  • QuartetCommon+3,282 EP

    Exactly 4 distinct faces across the six dice

    4 faces: 1 · 2 · 3 · 4

    121,328 in 460,800
  • Two PairCommon+2,234 EP

    Two or more separate faces each appear at least twice, or better

    1 on d4, d8, and 2 on d10, d20

    142,464 in 460,800
  • PairCommon

    Two or more dice show the same face

    1 on d4, d8, and 2 on d10, d20

    360,000 in 460,800

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