Find Three vs Every 5x5 Nonogram
Price, ratings, monetisation and update history for both games, side by side — with what reviewers say about each.
Find Three
A challenging card game that tests your pattern recognition and speed. Find combinations of three cards where each feature (number, shape, filling, color) is either all the same or all different. Compete with friends and climb the leaderboards.
- Find card triples
- Match by number, shape, filling, color
- All same or all different features
- Game Center leaderboards
- Play with friends
- Improve cognitive skills
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Find three cards as fast as you can. Broaden your mind by searching combinations with either different or equal states for each feature. Improve your skills. Play with friends. ◉ Game Center Leaderboards. Compete with other players. Challenge your friends. ◉ Overview • Game The goal is to find all right triples of cards. • Deck Each card is unique. And there are four features that each card has: Number, Shape, Filling and Color. Each feature can come in three states. • Combination Right three cards are either different or equal in each feature. ◉ So All these conditions must be met: 1. Number - all the same or all different. 2. Shapes - all the same or all different. 3. Filling - all the same or all different. 4. Colors - all the same or all different.
Every 5x5 Nonogram
Engage in a logic puzzle game featuring all possible 5x5 nonogram puzzles. Compete with others on a global leaderboard and enjoy a changing color scheme as you progress through the challenges.
- All 24,976,511 solvable 5x5 nonogram puzzles
- Global and friend leaderboards
- Dynamic color schemes
- Single-player experience
- Logic-based gameplay
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Sit back, relax, and play through all possible 5x5 nonogram puzzles. Nonograms, also known as picross or griddlers, is a logic puzzle game, like a mixture between sudoku and minesweeper. • Play through all 24,976,511 solvable 5x5 nonogram puzzles • Leaderboard to compete with your friends or players worldwide • Color scheme changes every 10 puzzles This is the single player version of the 2025 collaborative web game of the same name.
Screenshots
Verdict
The clearest difference is rating: Every 5x5 Nonogram at 4.8 against Find Three's 4.0. Every 5x5 Nonogram also leads on ratings volume (31 vs 2). Find Three's advantage is monetization model (free vs paid) and iOS requirement (12.0 vs 15.0). On price, update cadence, ads and in-app purchases there is nothing between them.
Scored on Price · Rating · Positive reviews · Number of ratings · Update frequency · Ads · In-app purchases · Monetization · Best chart rank · Devices · Requires iOS
Both are free to download. Neither carries in-app purchases, so what you see is what you pay.
Every 5x5 Nonogram holds the better App Store score, 4.8 against 4.0. That said, the two scores are not equally well evidenced: Every 5x5 Nonogram has 31 ratings behind it against 2, so its average is the more settled of the two.
Find Three ships an update fortnightly, Every 5x5 Nonogram every 3 weeks. The most recent releases landed on October 6, 2026 and October 15, 2026 respectively.
| Parameter | Find Three | Every 5x5 Nonogram |
|---|---|---|
| Price | Free | Free |
| Rating | 4.0 (2 ratings) | 4.8 (31 ratings) — better |
| Positive reviews | — | 80.0% of reviews |
| Number of ratings | 2 | 31 — better |
| Update frequency | Fortnightly — better | Every 3 weeks |
| Ads | No | No |
| In-app purchases | No | No |
| Monetization | Free — better | Paid |
| Devices | iPhone, iPad, iPod | iPhone, iPad, iPod |
| Requires iOS | 12.0 — better | 15.0 |
| Further details — not scored | ||
| Size | 17 MB | 199 MB |
| Age rating | 4+ | 4+ |
| Developer | Alexey Pustobaev | okayest! studios |
Customer experience
Find Three
Every 5x5 Nonogram
In-app purchases
Find Three
No in-app purchases
Every 5x5 Nonogram
No in-app purchases
Questions
Is Find Three free?
Is Every 5x5 Nonogram free?
Which has better reviews, Find Three or Every 5x5 Nonogram?
Do Find Three or Every 5x5 Nonogram have ads?
Which is updated more often, Find Three or Every 5x5 Nonogram?
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