Full game metadata
| Field | Value |
|---|---|
| Steam app type | game |
| Steam App ID | 3072000 |
| Live current players | 29 |
| SteamPulse tracked peak | 54 |
| Live count (today's peak floor) | 29 |
| Price | Free to play |
| Free to play | Yes |
| Discount | 0% |
| Original price USD | — |
| Current price USD | Free |
| Release date | Jan 31, 2025 |
| Developer | pixelsonascreendev |
| Publisher | pixelsonascreendev |
| Owners estimated | Not available |
| SteamSpy owner estimate minimum | 0 |
| SteamSpy owner estimate maximum | 20,000 |
| Review type | Very Positive |
| Positive review percent | 86% |
| Positive reviews | 128 |
| Negative reviews | 20 |
| Total reviews | 148 |
| Steam recommendations | Not available |
| Achievements | Not available |
| Average playtime forever | Not available |
| Windows support | Yes |
| macOS support | Yes |
| Linux support | Yes |
| Parent game | Not available |
| Store URL | https://store.steampowered.com/app/3072000/ |
Short description
Welcome to Literally Just Pixels On A Screen. In this "game" you get to collect pixels. That's it.
About this game
Welcome to Literally Just Pixels On A Screen . In this "game" you get to collect pixels. That's it. Leave the game open and every hour you will be dropped a random pixel. Different pixels have different drop rates. Pixels will appear as items in your Steam inventory, are tradable, and can be bought/sold on the Steam Community Market. You can also craft 10 pixels into a single random pixel. Drop rates for each pixel: Each pixel is in 12-bit RGB color space and can be represented by 3 hex digits, one for each R, G, and B value. Each digit (0 - F) represents a number between 0 and 15. Each pixel is generated by essentially simulating a sequence of 45 coin flips. The number of heads in the first 15 coin tosses determines the R value, the number of heads in the next 15 coin tosses determines the G value, and the number of heads in the final 15 coin tosses determines the B value. This results in some absurdly rare pixels, like #000 and #FFF (the pure black/white pixels) that each have a probability of 1 : 35184372088832 to be dropped. The pixels #00F, #0F0, #0FF, #F00, #F0F, #FF0 also have the same probability of being dropped. Good luck collecting all the pixels.
Supported languages
English * * languages with full audio support