Mega Zoom Camera - xZoom icon

Mega Zoom Camera - xZoom

Just4Fun Utilities
★ 4.4 (55,228 ratings)
⬇ 5,000,000+ downloads
Est. actual: 7,546,838
Free
Released: Jul 15, 2020
IAP: $1.99 per item
Contains ads
Rated: Everyone

Signals

4 this week · 1 positive · 1 warning All of this week's signals →
  • 📈Last 7 days +15K installs — 63% slower than the week before (+42K) · 2.2K/day since Sep 29
  • 🏆Among Tools apps top 1% by installs gained this week (1190 peers growing)
  • ⭐Rating steady at ★ 4.39 since Sep 29
  • 🛠Updates quiet · updated 74 days ago
Installs since launch
0 3.8M 7.5M 7.5M Jul 15, 2020 today
+80,776 installs · +110 ratings since Sep 29
Update history
— Sep 1, 2026 · seen Oct 5, 2026
🤖 Optimized for Android 16<br>🎥 Record video with Mega Zoom functionality <br>🔎 New UI with enhanced usability <br>📸 Improved digital Mega Zoom algorithm: faster and higher quality <br>⌚ Control Mega Zoom Camera using your Wear OS watch
VARY Sep 1, 2026 · seen Sep 29, 2026
🤖 Optimized for Android 16<br>🎥 Record video with Mega Zoom functionality <br>🔎 New UI with enhanced usability <br>📸 Improved digital Mega Zoom algorithm: faster and higher quality <br>⌚ Control Mega Zoom Camera using your Wear OS watch
Mega Zoom Camera - xZoom screenshotMega Zoom Camera - xZoom screenshotMega Zoom Camera - xZoom screenshotMega Zoom Camera - xZoom screenshotMega Zoom Camera - xZoom screenshotMega Zoom Camera - xZoom screenshotMega Zoom Camera - xZoom screenshotMega Zoom Camera - xZoom screenshot

Mega Zoom Camera - xZoom is a tools app by Just4Fun Utilities with 5,000,000+ downloads (about 7.5M estimated). +15K installs in the last 7 days. Rated 4.4 from 55K ratings. Released Jul 15, 2020. Install growth, rank history, SDKs and ad networks.

From the store listing: “This tool will let you use maximum hardware optical/digital zoom values of your build-in camera while taking photos. Additionally this app is equipped with our original idea: mega digital zoom (zoom beyond max hardware values), which will let you observe and photograph objects, which are in the far distance. How it…”