Badge Index

All 230 badges — how to earn each one, its rarity, EP score, and how many numbers hit it. Example numbers open the calculator; map highlights every earning number on the grid.

✨ Newly added 26 new badges · 16 July 2026
💻

Exact Leet

MYTHIC

Exactly "1337".

+100,000,100 EP0.0001% of numbers
Leet family · outranks 💻 Leet
👹

Exact Hell

MYTHIC

Exactly "7734".

+100,000,100 EP0.0001% of numbers
Hell family · outranks 🔥 Hell
🦕

Exact Tree Fiddy

MYTHIC

Exactly "350".

+100,000,100 EP0.0001% of numbers
Tree Fiddy family · outranks 🦕 Tree Fiddy
🍽️

Exact Eighty-Six

MYTHIC

Exactly "86".

+100,000,100 EP0.0001% of numbers
Eighty-Six family · outranks 🍽️ Eighty-Six
🧭

Exact Orientation

MYTHIC

Exactly "101".

+100,000,100 EP0.0001% of numbers
Orientation family · outranks 🧭 Orientation
🐐

One Million

MYTHIC

The number one million.

+100,000,100 EP0.0001% of numbers
🚫

Not Found

NewMYTHIC

Exactly "404".

+100,000,100 EP0.0001% of numbers
Error family · outranks 🚫 Error 404

Full Day

NewMYTHIC

Exactly "86400", the number of seconds in a day.

+100,000,100 EP0.0001% of numbers
🏈

17776

NewMYTHIC

Exactly "17776".

+100,000,100 EP0.0001% of numbers
🐚

Golden Ratio

NewMYTHIC

Exactly φ (1618, 16180, or 161803).

+33,333,367 EP0.0003% of numbers
7️⃣

Power of Seven

NewMYTHIC

A power of 7 (7ⁿ).

+12,500,013 EP0.0008% of numbers
e.g. 1 · 7 · 49map →

Factorial

MYTHIC

A factorial number (n!).

+11,111,122 EP0.0009% of numbers
e.g. 1 · 2 · 6map →
5️⃣

Power of Five

NewMYTHIC

A power of 5 (5ⁿ).

+11,111,122 EP0.0009% of numbers
e.g. 1 · 5 · 25map →
🔺

Power of Three

ANOMALY

A power of 3 (3ⁿ).

+7,692,315 EP0.0013% of numbers
e.g. 1 · 3 · 9map →
💾

Power of Two

ANOMALY

A power of 2 (2ⁿ).

+5,000,005 EP0.002% of numbers
e.g. 1 · 2 · 4map →
🐚

Fibonacci Number

ANOMALY

Part of the golden ratio sequence found in nature.

+3,333,337 EP0.003% of numbers
e.g. 0 · 1 · 2map →
🔀

4 Consecutive Numbers (Scrambled)

ANOMALY

The entire number splits into four consecutive integers, but not in order.

+2,272,730 EP0.0044% of numbers
🥛

Homogeneous

ANOMALY

All digits are the same.

+2,222,224 EP0.0045% of numbers
e.g. 11 · 22 · 33map →
🤖

Binary Soul

ANOMALY

Only 0s and 1s.

+1,538,463 EP0.0065% of numbers
e.g. 0 · 1 · 10map →
✌️

Two Digits

ANOMALY

Has exactly two digits.

+1,111,112 EP0.009% of numbers
e.g. 10 · 11 · 12map →
🕵️

Spy Number

ANOMALY

The sum of its digits equals the product of its digits.

+1,030,929 EP0.0097% of numbers
e.g. 0 · 3 · 4map →
⛓️

3 Consecutive Numbers

EPIC

The entire number splits into three consecutive integers in order.

+555,556 EP0.018% of numbers
🙃

Strobogrammatic

EPIC

Looks the same when rotated 180 degrees.

+502,513 EP0.02% of numbers
e.g. 0 · 1 · 8map →
🔀

3 Consecutive Numbers (Scrambled)

EPIC

The entire number splits into three consecutive integers, but not in order.

+277,778 EP0.036% of numbers
🤐

Zipper

EPIC

Two digits alternating perfectly.

+246,914 EP0.041% of numbers
e.g. 10 · 12 · 13map →
🤟

Three Digits

EPIC

Has exactly three digits.

+111,111 EP0.09% of numbers
e.g. 100 · 101 · 102map →
📣

Echo

EPIC

The first half repeats as the second half.

+100,100 EP0.1% of numbers
e.g. 11 · 22 · 33map →
🧮

Pronic Number

EPIC

The product of two consecutive integers (n * n+1).

+100,000 EP0.1% of numbers
e.g. 0 · 2 · 6map →
📜

Semi-Millennium

EPIC

Ends in "500".

+100,000 EP0.1% of numbers
🪞

Palindrome

RARE

Reads the same forwards and backwards.

+50,025 EP0.2% of numbers
Palindrome family · outranks 🪞 Pocket Mirror
e.g. 0 · 1 · 2map →
🏰

Contiguous Full House

RARE

Contains a contiguous set of three adjacent to a contiguous set of two.

+30,111 EP0.332% of numbers
Boat family · outranks 🏠 Full House
🔺

Divisible by Three

RARE

Every digit is divisible by 3.

+24,414 EP0.41% of numbers
e.g. 0 · 3 · 6map →
☯️

Duality

RARE

Uses exactly two different digits.

+21,654 EP0.462% of numbers
Duality family · outranked by 🪲 Firefly
e.g. 10 · 12 · 13map →
💯

Century

RARE

Ends in double zeros.

+10,000 EP1% of numbers
e.g. 100 · 200 · 300map →
🗓️

Semi-Century

RARE

Ends in "50".

+10,000 EP1% of numbers
e.g. 50 · 150 · 250map →
🟰

Equation

NewUNCOMMON

Insert one of + − × ÷ and an equals sign to make a true equation.

+7,720 EP1.3% of numbers
e.g. 111 · 112 · 122map →
📉

Low Ball

UNCOMMON

Contains only digits from 0 to 4.

+6,400 EP1.56% of numbers
e.g. 0 · 1 · 2map →
🤑

High Roller

UNCOMMON

Contains only digits from 5 to 9.

+5,120 EP1.95% of numbers
e.g. 5 · 6 · 7map →

Alternator

UNCOMMON

Digits strictly alternate between even and odd.

+2,845 EP3.51% of numbers
e.g. 10 · 12 · 14map →
🎨

Flush

UNCOMMON

All digits are either all even or all odd.

+2,845 EP3.52% of numbers
e.g. 0 · 1 · 2map →
🪶

Feather

UNCOMMON

The sum of its digits is less than 15.

+2,667 EP3.75% of numbers
e.g. 0 · 1 · 2map →
♠️

Blackjack

UNCOMMON

Digits sum exactly to 21.

+2,521 EP3.97% of numbers
e.g. 399 · 489 · 498map →
🪞

Pocket Mirror

NewUNCOMMON

Contains a palindrome of 4 or more digits.

+2,124 EP4.71% of numbers
Palindrome family · outranked by 🪞 Palindrome
🎲

Snake Eyes

UNCOMMON

Contains a single pair of ones and no other pairs.

+2,121 EP4.71% of numbers
e.g. 11 · 101 · 110map →
⚖️

Balanced

UNCOMMON

Sum of first half of digits equals sum of second half.

+1,959 EP5.1% of numbers
e.g. 11 · 22 · 33map →
💎

Prime Number

UNCOMMON

Divisible only by 1 and itself.

+1,274 EP7.85% of numbers
e.g. 2 · 3 · 5map →
⚜️

Trinity

UNCOMMON

Uses exactly three different digits.

+1,265 EP7.91% of numbers
e.g. 102 · 103 · 104map →
🍩

Dozen

UNCOMMON

Divisible by 12.

+1,200 EP8.33% of numbers
e.g. 12 · 24 · 36map →
🕚

Eleven

UNCOMMON

Divisible by 11.

+1,100 EP9.09% of numbers
e.g. 11 · 22 · 33map →
🤝

Harshad Number

UNCOMMON

Divisible by the sum of its own digits.

+1,048 EP9.54% of numbers
e.g. 1 · 2 · 3map →
🧼

Clean

UNCOMMON

Ends in a zero.

+1,000 EP10% of numbers
e.g. 0 · 10 · 20map →
🧹

Semi-Clean

UNCOMMON

Ends in a 5.

+1,000 EP10% of numbers
e.g. 5 · 15 · 25map →
🧘

Equilibrium

UNCOMMON

The first and last digits are identical.

+1,000 EP10% of numbers
Equilibrium family · ties with 🥪 Sandwich
e.g. 11 · 22 · 33map →
🥪

Sandwich

UNCOMMON

First and last digits match, with at least one different digit between them.

+1,000 EP10% of numbers
Equilibrium family · ties with 🧘 Equilibrium
e.g. 101 · 121 · 131map →
🏞️

Hills

COMMON

Digits strictly alternate between rising and falling.

+733 EP13.64% of numbers
Hills family · outranks 🐫 Dunes
🎰

Lucky Seven (Divisible)

COMMON

Divisible by 7.

+700 EP14.29% of numbers
e.g. 7 · 14 · 21map →
🥗

Heterogeneous

COMMON

No repeated digits.

+593 EP16.86% of numbers
e.g. 0 · 1 · 2map →
↕️

Gap One

COMMON

The first and last digits differ by exactly 1.

+529 EP18.89% of numbers
e.g. 10 · 12 · 21map →
🐫

Dunes

NewCOMMON

Rises and falls keep alternating (flat stretches allowed).

+364 EP27.46% of numbers
Hills family · outranked by 🏞️ Hills
🦘

Hopscotch

COMMON

A digit appears at every other position (2 times).

+312 EP32.02% of numbers
Hopscotch family · outranked by 🦘🦘 Double Hop
e.g. 101 · 121 · 131map →
👻

Ghost

COMMON

Contains exactly one "0".

+309 EP32.38% of numbers
e.g. 0 · 10 · 20map →
🎻

Quartet

COMMON

Uses exactly four different digits.

+290 EP34.47% of numbers
💧

Hydrogen (1)

COMMON

Contains exactly one "1".

+282 EP35.43% of numbers
e.g. 1 · 10 · 12map →
🎈

Helium (2)

COMMON

Contains exactly one "2".

+282 EP35.43% of numbers
e.g. 2 · 12 · 20map →
✏️

Carbon (6)

COMMON

Contains exactly one "6".

+282 EP35.43% of numbers
e.g. 6 · 16 · 26map →
💨

Oxygen (8)

COMMON

Contains exactly one "8".

+282 EP35.43% of numbers
e.g. 8 · 18 · 28map →
🔋

Lithium (3)

COMMON

Contains exactly one "3".

+282 EP35.43% of numbers
e.g. 3 · 13 · 23map →
💎

Beryllium (4)

COMMON

Contains exactly one "4".

+282 EP35.43% of numbers
e.g. 4 · 14 · 24map →
🧼

Boron (5)

COMMON

Contains exactly one "5".

+282 EP35.43% of numbers
e.g. 5 · 15 · 25map →
❄️

Nitrogen (7)

COMMON

Contains exactly one "7".

+282 EP35.43% of numbers
e.g. 7 · 17 · 27map →
🦷

Fluorine (9)

COMMON

Contains exactly one "9".

+282 EP35.43% of numbers
e.g. 9 · 19 · 29map →

Grounded

COMMON

The first digit is smaller than the last.

+250 EP40% of numbers
e.g. 12 · 13 · 14map →
7️⃣

Lucky Seven

COMMON

Contains the number 7.

+213 EP46.86% of numbers
e.g. 7 · 17 · 27map →
⚖️

Even

COMMON

Divisible by 2.

+200 EP50% of numbers
e.g. 0 · 2 · 4map →
🦄

Odd

COMMON

Not divisible by 2.

+200 EP50% of numbers
e.g. 1 · 3 · 5map →
🚀

Liftoff

COMMON

The first digit is larger than the last.

+200 EP50% of numbers
e.g. 10 · 20 · 21map →
🕳️

Void

COMMON

Contains no zeros.

+167 EP59.79% of numbers
e.g. 1 · 2 · 3map →
🏘️

Neighbors

COMMON

Contains two digits that are adjacent in value.

+161 EP62.07% of numbers
e.g. 10 · 12 · 21map →