Arnold RauersAug 2, 2022Store page updated Aug 28, 2026Free to playIn-app purchasesGoogle PlayView on Google Play ↗
Revenue is a rough estimate from public install counts × genre ARPD — order of magnitude only.
Card Crawl Adventure
Card Crawl Adventure is a solitaire style roguelike deckbuilding card game. In this single player card game you travel the world to visit cozy Taverns, play against devious monsters and loot shiny treasures. By drawing a path across your cards you combine them to create powerful attacks and magical spells. Collect and improve your cards, equip powerful items and refine your strategy. Each character comes with its own cards and effects which will challenge your wit, courage and resourcefulness. All adventures are randomly generated and every week you are invited to join the Weekly Tavern Crawl to compete with other adventurers around the world on a unique journey through the taverns of Card Crawl. Features - visit Card Crawls taverns - based on Card Thiefs pathing puzzle mechanic - roguelike deckbulding - short and engaging gameplay - weekly competitions Learn More about Tinytouchtales & Card Crawl Adventure at www.tinytouchtales.com
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Estimated lifetime revenueVery wide rangeEstimated from install counts and typical spend per download, not from reviews. This is the widest range we publish — treat it as an order of magnitude.More in the glossary →
approximately $475.5Kgross
$118.9Klow → high range$1.9M
Net to developerafter refunds, tax and the store's cutapproximately $349.4K
Across 3 stores
Full table →| Store | Price | Score | Revenue · chart |
|---|---|---|---|
| Google Play | Free | Score79% | approximately $475.5K |
| Steam | $4.99 | Score83% |
Card Crawl Adventure has grossed an estimated approximately $475.5K on Google Play.
How much has Card Crawl Adventure made?
About approximately $475.5K gross, estimated range approximately $118.9K to approximately $1.9M — roughly approximately $349.4K net to the developer after refunds, VAT and Google Play's cut. Very wide range: see how often ranges like this hold on accuracy. How we estimate →
