Arcade Game MakerJan 12, 2019Store page updated Aug 5, 2026Free to playAdsGoogle PlayView on Google Play ↗
Revenue is a rough estimate from public install counts × genre ARPD — order of magnitude only.
Spider Solitaire
Also onNintendo
Spider Solitaire is a classic card game! This new, FREE game is perfect to play anywhere, anytime. How to Play The main purpose of the game is to remove all cards from the table, assembling them in the tableau before removing them. Initially, 54 cards are dealt to the tableau in ten piles, face down except for the top cards. The tableau piles build down by rank, and in-suit sequences can be moved together. The 50 remaining cards can be dealt to the tableau ten at a time when none of the piles are empty. Feature: ♥ Solvable dealing make games easier ♥ One suit (Easy) ♥ Four suits (Hard) ♥ Tons of themes, backgrounds, card back styles ♥ Single tap to place a card or drag and drop ♥ Standard spider scoring ♥ Smart hints show potentially useful moves ♥ Auto-collect cards on completion ♥ Auto-save game in play ♥ Statistics all your scores ♥ Daily challenges and achievements
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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 $5.9Mgross
$1.5Mlow → high range$23.7M
Net to developerafter refunds, tax and the store's cutapproximately $3.7M
Estimated range $1.5M – $23.7M. Not checked against reported figures.
Across 2 stores
Full table →| Store | Price | Score | Revenue · chart |
|---|---|---|---|
| Google Play | Free | Score89% | approximately $5.9M |
| Nintendo | $2.99 | Score— |
Spider Solitaire has grossed an estimated approximately $5.9M on Google Play.
How much has Spider Solitaire made?
About approximately $5.9M gross, estimated range approximately $1.5M to approximately $23.7M — roughly approximately $3.7M 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 →
