RNGdle Lab

26,979 scores 5,533 EP in RNGdle. It triggers 12 badges across 3 scoring families, and after family de-duplication 12 of them count toward the score.

26,979

Common

5,533EP

46.8111%percentile

Scores above 46.8111% of all 1,000,001 numbers.

0%100%

12 badges hit · 12 count · every one counts

Counted badges (12)

  • Nice2,024 EP
  • Five Digits1,111 EP
  • Hopscotch312 EP
  • Quartet290 EP
  • Helium (2)282 EP
  • Carbon (6)282 EP
  • Nitrogen (7)282 EP
  • Grounded250 EP
  • Lucky Seven213 EP
  • Odd200 EP
  • Void167 EP
  • Pair120 EP

Nearby numbers

None of the 10 nearest numbers scores the same — the value is exact, not a band.

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Why 26,979 Scores 5,533 EP

A number's EP is not assigned by RNGdle — it is the sum of the badges the number triggers. 26,979 reaches 5,533 EP because that is exactly what its surviving badges add up to once the scoring rules are applied. Nothing about it is random, and nothing about it changes: enter 26,979 tomorrow and you get 5,533 EP again.

Of the badges 26,979 triggers, 0 are dropped before scoring. They are not unusual badges — they simply lost to a stronger badge inside their own family, and the family de-duplication rule only lets the strongest one through. The full list of what counted and what was dropped is above.

The Family De-Duplication Rule

RNGdle has 233 badges, sorted into 39 scoring families. A family groups badges that describe the same property of a number. The rule is simple: inside any one family, only the highest-scoring badge counts. Everything else the number triggered in that family is discarded.

So a number never banks everything it triggers. 26,979 triggered 12 badges and 12 of them survived; RNGdle's rarest number, 1, scores 186,186,584 EP precisely because it holds the strongest badge in all 39 families at once — not because it holds the most badges.

This rule is also why scores tie. Every number whose badge set de-duplicates down to the same surviving combination lands on the same EP, which is how 83 numbers share the 1,759 EP floor and 2,119 numbers share the most common score of 3,337 EP.

See all 233 RNGdle badges and their families.

How 26,979 Compares

WhatScoreNumber
Highest possible186,186,584 EP1
This number5,533 EP26,979
Most common3,337 EP2,119 numbers tie
Lowest possible1,759 EP83 numbers tie

26,979 sits at the 46.8111th percentile of all 1,000,001 RNGdle numbers — above the 1,759 EP floor, below the 186,186,584 EP maximum. Every number scores at least 1,759 EP, so the floor is a hard boundary, not an average.

Numbers That Score the Same as 26,979

132 numbers score exactly 5,533 EP. Here are a few of them:

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Enter any number from 0 to 1,000,000 to see its exact RNGdle EP, its tier, and the badges behind it.

Frequently Asked Questions About 26,979

What is 26,979 in RNGdle?

26,979 is one of the 1,000,001 RNGdle numbers. It scores 5,533 EP, which places it in the Common tier at the 46.8111th percentile.

How is 26,979's score calculated?

By adding up the badges 26,979 triggers, applying the family de-duplication rule. It triggers 12 badges across 39 possible families, and 12 of them survive to build the 5,533 EP total.

Is 26,979 a rare number?

No. 5,533 EP puts 26,979 at the 46.8111th percentile of all 1,000,001 numbers. For comparison, the rarest number, 1, scores 186,186,584 EP, and the most common score, 3,337 EP, is shared by 2,119 numbers.

Does 26,979's score change?

No. EP is a fixed property of the number itself. 26,979 scores 5,533 EP today and every other day — the daily roll picks a number, it does not change how any number scores.

Why do some of 26,979's badges not count?

Because of family de-duplication. When a number triggers more than one badge inside the same family, RNGdle counts only the highest-scoring one. 0 of 26,979's badges were dropped for that reason.

Can two numbers score 5,533 EP?

Yes. 132 numbers score exactly 5,533 EP. A few of them are listed above.

How do I check my own number?

Enter it in the calculator on this page. RNGdle Lab has scored all 1,000,001 numbers against the official badge table, so the result is exact rather than estimated.