Slice of Pi
Rare +25,006Contains 314, the start of pi. 1 in 250
314159Home / Daily Games / RNGdle
RNGdle Unlimited Rolls & Rarity Calculator
Spin the machine as many times as you like. Every number from 0 to 1,000,000 is checked against 67 badges, and its rarity is ranked against all 1,000,001 possible rolls.
314159
> 314,159 · Legendary · Top 4% · 27,238 pts · 7 badges
SOLVELEVEL · RNG LABExample
314,159
27,238points
7 badges earned
🥧🔒📈🌈☝️🌕🧃
Rolls this session: 0
Badge breakdown7 badges · 314,159
Prime
Uncommon +1,274Divisible only by 1 and itself. 1 in 13
314,159 has no divisors except 1 and 314,159
Rising Ends
Common +250The first digit is smaller than the last. 1 in 2.5
314159Five Colours
Common +230Uses exactly five different digits. 1 in 2.3
314159Odd
Common +200Not divisible by 2. 1 in 2
314,159 = 2 × 157,079 + 1
Full Moon
Common +167Contains no zeros at all. 1 in 1.7
314159Six Pack
Common +111Exactly six digits long. 1 in 1.1
314159What is RNGdle?
RNGdle is a daily number game built around pure luck. Instead of guessing a word, you press a single roll button and get one random number for the day. The fun is in what that number turns out to be: a palindrome, a prime, a run of repeating digits, a meme number, or something stranger. Players compare rolls and hunt for the rare ones.
This page is an unofficial companion. SolveLevel is not affiliated with RNGdle. Our roll machine, badges and point values are our own design, inspired by the same idea and explained in full below.
How RNGdle Works: One Roll, 0–1,000,000
Every roll is a whole number from 0 to 1,000,000, so there are 1,000,001 possible results and each one is equally likely. There is no skill in the roll itself. What matters is which patterns your number happens to contain.
Each pattern is a badge, and one number usually earns many at once. A badge is worth 100 ÷ its probability in points: something half of all numbers have is worth 200 points, while a 1-in-1,000 badge is worth 100,000. Your points add up, and the total is ranked against every possible number to give your roll its tier.
RNGdle Unlimited Rolls (Play More Than Once a Day)
The machine at the top of this page has no daily limit. Press Roll as often as you like to practise, chase a specific badge, or see how often the rare tiers really show up. Your last ten rolls and your best roll of the session are listed under the machine, and Copy result puts a short summary on your clipboard to share. Nothing is saved or sent anywhere; refresh the page to start over.
RNGdle Rarity Calculator
Already rolled a number somewhere else? Type it in to see every badge it earns, its points, and how rare it is.
SOLVELEVEL · RNG LABExample
777,777
2,464,582points
20 badges earned
🗿📣🪞🗼🍀🃏🔴🧱🏋️🎟️🥖🦵📚🎲🎩🍰🔁☝️🌕🧃
Monolith
Legendary +2,222,224Every digit is the same (at least 2 digits). 1 in 22,222
777777Echo
Epic +101,010The first half repeats exactly as the second half, like 123123. 1 in 1,010
777777Mirror
Rare +50,505Reads the same forwards and backwards (3+ digits). 1 in 505
777777Tower
Rare +37,023Four or more identical digits side by side. 1 in 370
777777Lucky Sevens
Rare +27,027Contains 777. 1 in 270
777777Four of a Kind
Uncommon +8,436The same digit appears four or more times anywhere. 1 in 84
777777Odd Squad
Uncommon +5,128Every digit is odd (3+ digits). 1 in 51
777777Triple Stack
Uncommon +2,784Three identical digits side by side. 1 in 28
777777Heavyweight
Uncommon +2,667The digits add up to 40 or more. 1 in 27
777777Lucky Ticket
Uncommon +1,984Six digits where the first three add up to the same as the last three. 1 in 20
777777Baker's Dozen
Uncommon +1,300Divisible by 13. 1 in 13
777,777 = 13 × 59,829
Legs Eleven
Uncommon +1,100Divisible by 11. 1 in 11
777,777 = 11 × 70,707
Bookends
Uncommon +1,000The first and last digits are the same (2+ digits). 1 in 10
777777Seven Times
Common +700Divisible by 7. 1 in 7
777,777 = 7 × 111,111
Hat Trick
Common +667The same digit appears three or more times anywhere. 1 in 6.7
777777Thirds
Common +300Divisible by 3. 1 in 3
777,777 = 3 × 259,259
Double Up
Common +249Two identical digits side by side. 1 in 2.5
777777Odd
Common +200Not divisible by 2. 1 in 2
777,777 = 2 × 388,888 + 1
Full Moon
Common +167Contains no zeros at all. 1 in 1.7
777777Six Pack
Common +111Exactly six digits long. 1 in 1.1
777777Every RNGdle Badge Explained
These are all 67 badges on this page, from rarest to most common. The odds are exact: we checked every number from 0 to 1,000,000. The official game uses its own badge names and EP values.
| Badge | What it means | Odds | Points | Tier |
|---|---|---|---|---|
| 🌌 Edge of the World | Exactly 0 or 1,000,000: the two ends of the range. | 1 in 500,000 | +50,000,050 | Mythic |
| 💡 Power of Two | One of 2, 4, 8, 16 … 524,288. | 1 in 52,632 | +5,263,163 | Legendary |
| 🐚 Fibonacci | Appears in the Fibonacci sequence 1, 2, 3, 5, 8, 13 … | 1 in 34,483 | +3,448,279 | Legendary |
| 🗿 Monolith | Every digit is the same (at least 2 digits). | 1 in 22,222 | +2,222,224 | Legendary |
| 💾 Binary | Uses only the digits 0 and 1 (3+ digits). | 1 in 16,393 | +1,639,346 | Legendary |
| 🧊 Perfect Cube | A whole number cubed. | 1 in 10,101 | +1,010,102 | Legendary |
| 🛗 Escalator | Five or more digits climbing by one in a row, like 23456. | 1 in 9,524 | +952,382 | Epic |
| 🌊 Ripple | Two different digits alternate all the way through, like 121212 (4+ digits). | 1 in 4,115 | +411,523 | Epic |
| 👾 Leet | Contains 1337. | 1 in 3,333 | +333,334 | Epic |
| ⛰️ Uphill | Every digit is bigger than the one before it (3+ digits). | 1 in 2,381 | +238,095 | Epic |
| 🪶 Featherweight | The digits add up to 5 or less (and the number is not 0). | 1 in 2,165 | +216,450 | Epic |
| 🛷 Downhill | Every digit is smaller than the one before it (3+ digits). | 1 in 1,263 | +126,263 | Epic |
| 📣 Echo | The first half repeats exactly as the second half, like 123123. | 1 in 1,010 | +101,010 | Epic |
| 🟦 Perfect Square | A whole number multiplied by itself. | 1 in 1,001 | +100,100 | Epic |
| 💰 Grand | Ends in 000. | 1 in 1,000 | +100,000 | Epic |
| 🔺 Triangle | A triangular number: 1 + 2 + 3 + … up to some whole number. | 1 in 708 | +70,771 | Rare |
| 🏗️ Staircase | Four digits climbing by one in a row, like 3456. | 1 in 532 | +53,192 | Rare |
| 🪞 Mirror | Reads the same forwards and backwards (3+ digits). | 1 in 505 | +50,505 | Rare |
| 🚀 Liftoff | Four or more digits falling by one in a row, like 6543. | 1 in 505 | +50,505 | Rare |
| 🔄 Binary Mirror | Written in binary (base 2), the number reads the same both ways. | 1 in 500 | +50,025 | Rare |
| 🗼 Tower | Four or more identical digits side by side. | 1 in 370 | +37,023 | Rare |
| 🕶️ Secret Agent | Contains 007. | 1 in 346 | +34,614 | Rare |
| 🍀 Lucky Sevens | Contains 777. | 1 in 270 | +27,027 | Rare |
| 😈 Beastly | Contains 666. | 1 in 270 | +27,027 | Rare |
| 🔍 Not Found | Contains 404. | 1 in 251 | +25,132 | Rare |
| 🔤 Easy as 123 | Contains 123. | 1 in 250 | +25,006 | Rare |
| 🥧 Slice of Pi | Contains 314, the start of pi. | 1 in 250 | +25,006 | Rare |
| 🕓 Four-Twenty | Contains 420. | 1 in 250 | +25,006 | Rare |
| ☯️ Two-Tone | Uses exactly two different digits (4+ digits). | 1 in 233 | +23,288 | Rare |
| 🫙 Hollow | Contains three or more zeros. | 1 in 124 | +12,427 | Rare |
| 📅 Calendar | The six digits make a real date when read as MM-DD-YY. | 1 in 109 | +10,870 | Rare |
| 💯 Round Hundred | Ends in 00. | 1 in 100 | +10,000 | Rare |
| 🃏 Four of a Kind | The same digit appears four or more times anywhere. | 1 in 84 | +8,436 | Uncommon |
| 🔵 Even Keel | Every digit is even (3+ digits). | 1 in 64 | +6,410 | Uncommon |
| 🔴 Odd Squad | Every digit is odd (3+ digits). | 1 in 51 | +5,128 | Uncommon |
| 🪜 Steps | Three digits climbing by one in a row, like 345. | 1 in 35 | +3,466 | Uncommon |
| ⏳ Countdown | Three digits falling by one in a row, like 543. | 1 in 34 | +3,351 | Uncommon |
| 🧱 Triple Stack | Three identical digits side by side. | 1 in 28 | +2,784 | Uncommon |
| 🏋️ Heavyweight | The digits add up to 40 or more. | 1 in 27 | +2,667 | Uncommon |
| ⌛ Time Capsule | Contains a year from 1900 to 2026. | 1 in 26 | +2,642 | Uncommon |
| 🤷 Six-Seven | Contains 67. | 1 in 20 | +2,024 | Uncommon |
| 😏 Nice | Contains 69. | 1 in 20 | +2,024 | Uncommon |
| 🎟️ Lucky Ticket | Six digits where the first three add up to the same as the last three. | 1 in 20 | +1,984 | Uncommon |
| 🥖 Baker's Dozen | Divisible by 13. | 1 in 13 | +1,300 | Uncommon |
| 🖍️ Three Colours | Uses exactly three different digits (4+ digits). | 1 in 13 | +1,275 | Uncommon |
| 🔒 Prime | Divisible only by 1 and itself. | 1 in 13 | +1,274 | Uncommon |
| 🦵 Legs Eleven | Divisible by 11. | 1 in 11 | +1,100 | Uncommon |
| 🧮 Harshad | Divisible by the sum of its own digits. | 1 in 10 | +1,048 | Uncommon |
| 📚 Bookends | The first and last digits are the same (2+ digits). | 1 in 10 | +1,000 | Uncommon |
| ☁️ Cloud Nine | Divisible by 9. | 1 in 9 | +900 | Common |
| 🎨 All Different | Six or more digits and no digit repeats. | 1 in 7.3 | +735 | Common |
| ⚡ Zigzag | Digits go strictly up, down, up, down all the way through (4+ digits). | 1 in 7.3 | +733 | Common |
| 🎲 Seven Times | Divisible by 7. | 1 in 7 | +700 | Common |
| 🎩 Hat Trick | The same digit appears three or more times anywhere. | 1 in 6.7 | +667 | Common |
| 🖐️ High Five | Divisible by 5. | 1 in 5 | +500 | Common |
| 🍰 Thirds | Divisible by 3. | 1 in 3 | +300 | Common |
| 🖌️ Four Colours | Uses exactly four different digits. | 1 in 2.9 | +290 | Common |
| 📈 Rising Ends | The first digit is smaller than the last. | 1 in 2.5 | +250 | Common |
| 🔁 Double Up | Two identical digits side by side. | 1 in 2.5 | +249 | Common |
| 🌈 Five Colours | Uses exactly five different digits. | 1 in 2.3 | +230 | Common |
| ♾️ Infinity Loop | Contains at least one 8. | 1 in 2.1 | +213 | Common |
| 📉 Falling Ends | The first digit is bigger than the last. | 1 in 2 | +200 | Common |
| ✌️ Even | Divisible by 2. | 1 in 2 | +200 | Common |
| ☝️ Odd | Not divisible by 2. | 1 in 2 | +200 | Common |
| 🌕 Full Moon | Contains no zeros at all. | 1 in 1.7 | +167 | Common |
| 🚪 Next Door | Two side-by-side digits differ by exactly one, like 45 or 76. | 1 in 1.6 | +161 | Common |
| 🧃 Six Pack | Exactly six digits long. | 1 in 1.1 | +111 | Common |
Roll tiers
Your roll's tier depends on how its total points rank against all 1,000,001 possible numbers.
| Tier | Where your total ranks |
|---|---|
| Mythic | top 1% |
| Legendary | top 1–5% |
| Epic | top 5–10% |
| Rare | top 10–25% |
| Uncommon | top 25–50% |
| Common | bottom 50% |
| Dud | bottom 1% |
Badge tiers
Each badge also has its own tier, set by how often it appears.
| Tier | How often the badge appears |
|---|---|
| Mythic | under 1 in 100,000 rolls |
| Legendary | 0.001% – 0.01% of rolls |
| Epic | 0.01% – 0.1% of rolls |
| Rare | 0.1% – 1% of rolls |
| Uncommon | 1% – 10% of rolls |
| Common | over 10% of rolls |
RNGdle Tips: How to Read Your Roll
- Every roll earns something. Even an ordinary number collects a few common badges such as Even or Odd, so look at the total, not the badge count.
- One rare badge beats a pile of common ones. Because points are 100 ÷ probability, a single Rare badge is worth more than ten Common badges put together.
- Check the digits first. Repeats, mirrors and staircases are visible at a glance. The highlighted tiles on each badge show exactly which digits earned it.
- Maths badges hide in plain sight. Squares, cubes, triangular and Fibonacci numbers do not look special, so the calculator is the quickest way to spot them.
- Practise here, keep your real roll. Use unlimited rolls to learn what a good number looks like before you spend your official daily roll.
RNGdle FAQ
What is RNGdle?
RNGdle is a daily number game. You press roll once and get a random number between 0 and 1,000,000. The game scans that number for patterns — palindromes, repeating digits, primes, sequences, meme numbers — and awards badges, Entropy Points (EP), and a rarity rank.
How many rolls do you get in RNGdle per day?
One. The official game locks your number in after a single roll and resets the next day, which is the whole point of the game.
Can you roll more than once in RNGdle?
The official RNGdle gives you one roll per day, but unlimited RNGdle versions let you roll as many numbers as you like. That is what this page's unlimited mode is for — practice rolls, badge hunting, and testing rarity without burning your real daily roll.
How is RNGdle rarity calculated?
Every badge your number earns is worth EP, and rarer badges are worth more. Your total EP is then compared with every possible roll: the bottom 1% is TRASH, the bottom half is COMMON, and the top 1% is MYTHIC, with UNCOMMON, RARE, EPIC and ANOMALY in between.
What are RNGdle badges and EP?
Badges are the specific patterns your number matched — for example a palindrome, three-of-a-kind, or a prime. EP (Entropy Points) is the numeric total those badges add up to. Rarer badges are worth more EP.
What is the rarest RNGdle number?
In practice the rarest rolls are the ones that stack multiple rare badges at once — for example a number that is both a palindrome and a prime with repeated digits. Since rolls run from 0 to 1,000,000 and the daily roll is random, there is no single "rarest number" you can aim for; rarity is about which properties your number happens to hit.
Does RNGdle reset every day?
Yes. You get a fresh roll every day, and the leaderboard has separate today, this-week and all-time rankings, so a bad roll today does not carry over to tomorrow.
Is RNGdle free to play?
Yes. The official game is free to play without an account, though you need to sign up to save your rolls and appear on the leaderboard. The unlimited roller on this page is free too, with no sign-up.
Last updated 2026-10-02.