Why your badge count and your score disagree

The list of badges a roll earns and the EP total beside it are not two readings of the same thing. One counts how many properties your number had. The other adds up what a subset of them was worth. People compare them anyway, and then spend the evening convinced the score is wrong.

average roll matches 13.7 badges a badge is priced 111 to 100,000,100 EP counted on September 28, 2026

📋 How long the list is supposed to be

Every roll runs against all 233 badge rules, and an ordinary number passes about 13.7 of them. That is not a good day; it is what a register this size produces. Three rules do a chunk of it between them - Six Digits (90.0% of rolls), Pair (83.1% of rolls) and Neighbors (62.1% of rolls) - which together account for about 2.4 rows on an average roll.

About 9.8 of those rows come from badges that belong to no family, so nothing can ever outrank them. The rest come from inside the 39 families, where a single family can hold up to 14 badges and pays for one.

🧾 Ten badges that beat twenty

Two rolls from the same part of the range, six digits each:

The second roll shows twice as many badges as the first, and its total is 26% of the first roll's. Both totals are correct.

The family rule is not what happened here. 177,576 lost 1,695 EP to outranking out of 9,720 EP matched, which is a fraction of the gap. The gap lives in the other column: the most valuable badge on that 20-row list is worth 1,659 EP, while the top two rows on the short list are worth 17,784 and 10,288. Two expensive properties beat many cheap ones, cleanly, with almost nothing thrown away.

Read the register that way and the surprise goes away. The cheapest badge in the game is worth 111 EP, the middle one 137,174, and the top of the table 100,000,100. A badge is not a unit. It is a named property with a price attached, and the prices span 6 orders of magnitude.

🕳 The rows that pay nothing

Now the pile-up, which is the version that makes people redo the arithmetic themselves. The rule is explained on How RNGdle Works; this is only what it costs.

Roll 100,000 matches 36 badges. 21 of them are paid; 15 are not, and they carry 11,775,506 EP between them. The five largest casualties:

That is what a 36-row list is: 15 rows of nothing. Add up every row you can see and you get 30,468,356 EP, which is not the 18,692,850 the game wrote down.

🪙 One discarded row can outweigh an entire list

Counting casualties is its own mistake, though. Roll 823,543 throws away only 2 rows and hides 12,500,592 EP doing it, because one of them - 🌈 7th Power, worth 12,500,013 EP - lost to Ouroboros inside their family. That single unpaid row is worth more than every badge on the 20-row list above put together.

So the useful question is never how many badges you got, or how many got cancelled. It is what the paid rows are worth, and where that total sits against every other roll the game could have handed you.

📊 What to read instead

• The EP total, not the list. It is the only number the game ranks you on.
• The percentile behind it, which turns a total into a statement about luck - the RNGdle Calculator reads it off the game's own curve for any number.
• The paid rows only. The same page splits them from the outranked ones, badge by badge, so you can see which property did the earning.
• Frequency, if you are deciding what to chase. RNGdle Patterns counts how often each family pays at all, and RNGdle Badges lists every badge with its own odds.

If you want the shape of a run rather than one roll's version of it, the RNGdle Sandbox lets rolls stack up without the daily limit, and the length of the lists stops looking meaningful.

The badge values, family membership and odds on this page are the game's own, read from the register on October 19, 2026; the counts behind the average come from running those rules across every number from 0 to 1,000,000 on September 28, 2026. The four rolls worked through above are examples, not typical cases - the calculator will tell you what any specific number does.

❓ FAQ