Super Corners™ Downloads & RevenueSuper Corners™ · App Store
Super Corners™ is #154 in Education Paid in United States and charting in 1 of 30 countries we track.
Updated 8 Nov 2026 · rankings refresh through the day
Full timeline · 6 events
- 📈Super Corners™ dropped out of every chart we trackLast seen 3 Nov
- 📈Super Corners™ entered the top 100Top Paid · Education · US
- 📈Super Corners™ charting in a new countryUnited States
- 🆕Super Corners™ first spotted by AppInsider#40 in Top Paid · Education · United Kingdom
- 📦Super Corners™ version 1.51. Upgrade and performance improvements.
- 🆕Super Corners™ released on the App Store
Collected from the stores by AppInsider since we first spotted the app. Dates are when we saw each change.
Super Corners™ on the App Store
App details
Super Corners™ downloads
Worldwide, per day, and installs to date. The band is open; the exact number is free with an account.
How this is calculated
Where Super Corners™'s downloads come from Modelled
Last 30 days: organic search, browsing the store, features and paid ads.
Active users
All platforms, worldwide. Free with an account.
How this is calculated
Where it ranks now
Every top chart it appears in across 30 countries.
| Country | Charts | Rank |
|---|---|---|
| EducationPaid | #154 |
Apps near Super Corners™ on the chart
Education Paid, around #154.
Ratings
App Store, worldwide.
Review momentum
ⓘ How we measure thisReview momentum (0-100) blends how fast the app collects ratings compared with other apps in its category (60%), whether that pace is speeding up (25%) and what recent raters give it (15%; recent stars well below lifetime pull it down). Ratings counts are read daily. A jump usually means a launch, a feature, ads or a new review prompt.
About Super Corners™
When two cards form a “corner", each touching numbers must match colors and add up to the multiple and the scores are multiplied by two. When three cards create a “bay" and a card is placed, the total of the three pairs is multiplied by three. Four cards create a “window" and the total of the four pairs is multiplied by four.