Simple GameplayMay 26, 2024Store page updated Apr 27, 2026Free to playIn-app purchasesGoogle PlayView on Google Play ↗
Revenue is a rough estimate from public install counts × genre ARPD — order of magnitude only.
Parking Master 3D!
Get ready for a thrilling parking adventure with Parking Master 3D!, the ultimate driving challenge designed for all ages! Immerse yourself in a world of realistic 3D graphics and endless fun as you navigate your vehicle through tight spots and tricky obstacles. Your mission? Park perfectly without a scratch and become the master of the parking lot! Key Features: Engaging Gameplay: Tap and steer to park your car with precision, avoiding obstacles and tight spots. Family-Friendly: Perfect for players of all ages, from kids to adults. Offline Play: No WiFi? No problem! Play anytime, anywhere. Simple Yet Challenging: Easy to learn, but with increasing difficulty to keep you hooked. Realistic 3D Graphics: Immersive and detailed visuals that bring the parking experience to life. Hours of Fun: Hundreds of levels to keep you entertained for hours on end. Download Parking Master 3D! now and embark on a fun-filled parking challenge that’s perfect for family game time or solo play. Test your driving skills and become the ultimate parking master! Park it like a pro! 🚗
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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 $12.6Kgross
$3.2Klow → high range$50.5K
Net to developerafter refunds, tax and the store's cutapproximately $9.3K
Estimated range $3.2K – $50.5K. Not checked against reported figures.
Parking Master 3D! has grossed an estimated approximately $12.6K on Google Play.
How much has Parking Master 3D! made?
About approximately $12.6K gross, estimated range approximately $3.2K to approximately $50.5K — roughly approximately $9.3K 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 →
