1x1x1x1
SecretAbout 1x1x1x1
Appearance
1x1x1x1 resembles a corrupted classic Roblox humanoid with black arms and legs and a translucent green torso containing visible rib-like structures. Its dark head has glowing red eyes with small white pupils and a wide grin resembling a mouth sealed by a zipper. A Viridian Domino Crown sits on its head, while the character carries the Daemonshank sword. The black-and-green colour palette and red facial details reinforce its hacker-inspired design.
How to Obtain
- Perform the 1x1x1x1 Ritual with four players, each contributing one Guerriro Digitale
- Purchase 1x1x1x1 if it is selected as the ritual reward
- Steal it from another player’s base
Release Information
Trivia
- 1x1x1x1 is based on a famous Roblox myth connected to an alternate account created by former administrator Shedletsky.
- Rumours portrayed the account as a dangerous hacker, although these stories were fictional community lore.
- Four Guerriro Digitale are required to activate its ritual.
- The ritual can produce Guest 666 as a rarer alternative reward.
- Its voice line incorrectly pronounces the name as “1x1x1x1x1,” adding an extra “x1.”
- 1x1x1x1 is alphabetically the first Brainrot in the game.
- Its design includes the Viridian Domino Crown and Daemonshank, two objects associated with the original Roblox character.
- The character caused debate among some Forsaken fans, although the 1x1x1x1 myth predates Forsaken.
Data & Verification
1x1x1x1 is confirmed as a Secret costing $255.5M and generating exactly $1,111,111/s, displayed in-game as approximately $1.1M/s. Its Update 21 introduction, four-player Guerriro Digitale ritual and stealing method are documented. The current ritual reward rate is listed as approximately 94%, with Guest 666 occupying the rarer alternative outcome. Ritual availability and reward probabilities may change during future events, while its total number of existing copies is not currently confirmed.
Income per Mutation
| Mutation | Multiplier | Income/s | Est. Market Value |
|---|---|---|---|
| Default | 1x | $1.1M/s | $0.40-$0.60+ |
| Gold | 1.25x | $1.4M/s | ~$0.42–$0.53 |
| Diamond | 1.5x | $1.6M/s | ~$0.44–$0.55 |
| Rainbow | 10x | $11M/s | ~$0.64–$0.80 |
| Bloodrot (limited) | 2x | $2.2M/s | ~$0.47–$0.59 |
| Candy (limited) | 4x | $4.4M/s | ~$0.55–$0.68 |
| Lava (limited) | 6x | $6.6M/s | ~$0.59–$0.73 |
| Galaxy (limited) | 7x | $7.7M/s | ~$0.60–$0.75 |
| Yin Yang (limited) | 7.5x | $8.2M/s | ~$0.61–$0.76 |
| Radioactive (limited) | 8.5x | $9.3M/s | ~$0.62–$0.78 |
| Cursed (limited) | 9x | $9.9M/s | ~$0.63–$0.79 |
| Divine (limited) | 10x | $11M/s | ~$0.64–$0.80 |
| Cyber (limited) | 11x | $12.1M/s | ~$0.65–$0.81 |
| Phantom (limited) | 12x | $13.2M/s | ~$0.66–$0.83 |
Similar Trade Value
Brainrots with similar market value — useful for fair trades
More Secret Brainrots
Other Secret brainrots with similar income
1x1x1x1 — FAQ
What rarity is 1x1x1x1?
1x1x1x1 is listed as a Secret brainrot. Rarity is only one part of value: income, obtain method, exist count, mutation and current demand can change how it trades.
How much income does 1x1x1x1 produce?
1x1x1x1 produces $1.1M/s at Default mutation. Higher income mutations can multiply that amount if the mutation exists for this brainrot.
How rare is 1x1x1x1?
The current exist count stored for 1x1x1x1 is ~1,451,788. Use rarity, obtain method, mutation and live demand as scarcity signals.
Can 1x1x1x1 be stolen?
1x1x1x1 may have a specific original obtain method, but once a player owns one, normal trading or stealing rules can still matter depending on the current game state.
How do I get 1x1x1x1?
According to synced wiki data, 1x1x1x1 can be obtained by: From the 1x1x1x1 Ritual with a 94% chance.
How much is 1x1x1x1 worth?
1x1x1x1 has a current site trade reference of $0.40-$0.60+ for the base/default version. Mutations, traits and income brackets can change the final value in the calculator.
What is the best mutation for 1x1x1x1?
For pure income, Phantom, Cyber, Divine and Rainbow are usually the strongest multipliers. For trade value, do not rely only on the multiplier: rare limited mutations, traits, exist count and current demand can matter more than income.
Last updated: July 11, 2026















