Farm Blocks: Logic Puzzle icon

Farm Blocks: Logic Puzzle

Arizona GS
⬇ 5,000+ downloads
Est. actual: 8,656
Style: Other
Free
No in-app purchases
Contains ads
Rated: Everyone

Signals

3 this week · 3 positive All of this week's signals →
  • 📈Last 7 days +8.3K installs · 690/day since Oct 4
  • 🏆Among Other games top 1% by installs gained this week (4328 peers growing)
  • 🛠Updates actively updated · updated 8 days ago · every ~4 days (3 updates tracked)
Estimates · last 30 days ⓘModelled figures, not reported by the store. Use them for scale and trends, not exact numbers.
Downloads ⓘEstimated from chart positions in 20 markets with our own model — not figures reported by the store. Typical error is around 2×.
~15Kestimated · last 30 days
  • 🇬🇧 United Kingdom67%10K
  • Other markets33%
Installs since launch
0 4.3K 8.7K 8.7K Oct 4 today
+8,285 installs since Oct 4
Update history
1.0.3 Oct 10, 2026 · seen Oct 16, 2026
Hello dear users, a new version is here with plenty of improvements:<br>- Bug fixes<br>- New puzzles<br><br>We want you to have a great experience using our app and are committed to always improving it.
1.0.2 Oct 6, 2026
Hello dear users, a new version is here with plenty of improvements:<br>- Bug fixes<br>- New puzzles<br><br>We want you to have a great experience using our app and are committed to always improving it.
1.0.1 Oct 2, 2026 · seen Oct 4, 2026
Farm Blocks: Logic Puzzle screenshotFarm Blocks: Logic Puzzle screenshotFarm Blocks: Logic Puzzle screenshotFarm Blocks: Logic Puzzle screenshotFarm Blocks: Logic Puzzle screenshot

Farm Blocks: Logic Puzzle is an other game by Arizona GS with 5,000+ downloads (about 8.7K estimated). +8.3K installs in the last 7 days. Install growth, rank history, SDKs and ad networks.

From the store listing: “Welcome to Farm Blocks, a cozy logic puzzle where every animal needs a barn of its own! Each animal on the board shows a number: the size of its barn. Drag to draw rectangles, give every animal exactly the right number of tiles, and cover the whole farm with no overlaps. Every puzzle has a single solution you can…”