James Roe
Slot Car Collection: Track, Catalog & Connect
Apple 공개 App Store 페이지에서 현재 확인되는 항목입니다. App Store Connect의 전체 상품 목록과 다를 수 있습니다.
Slot Car Collection: Track, Catalog & Connect
The ultimate companion app for slot car enthusiasts and collectors! Slot Car Collection helps you organize, manage, and showcase your entire collection with precision and ease.
Catalog Your Collection
Maintain a comprehensive digital inventory of your slot cars with detailed information including brand, model, year, color, chassis type, and more. Packaged and loose cars are tracked separately to maintain accurate collection records.
Powerful Search & Filtering
Quickly find specific cars using our powerful search engine. Filter by brand, series, condition, or any other attribute to locate cars in seconds rather than digging through storage boxes.
Transaction Management
Record purchase prices, sale values, and maintain a complete financial history of your collection. Track your investment and see actual value appreciation over time.
Wishlist Feature
Add coveted models to your wishlist so you always know what you're looking for when visiting shops or online auctions.
UPC Scanner
Simply scan a barcode to instantly identify and add new cars to your collection or check if you already own a particular model while shopping.
Powerful Analytics
View comprehensive statistics about your collection including total investment, current valuation, and most valuable pieces.
Brand Support
Includes detailed information for major brands including Aurora, Autoworld, and more, with regular updates adding new releases as they become available.
Perfect for casual collectors and serious enthusiasts alike, Slot Car Collection transforms how you manage, enjoy, and grow your slot car hobby. Never lose track of what you own or what you're looking for again!
Download now and bring your collection into the digital age!
최근 관측된 App Store 데이터를 바탕으로 한 빠른 답변입니다.
최근 관측된 다운로드 가격은 Free입니다. 현재 결제 가격은 공식 App Store 링크에서 확인하세요.
Apple 공개 페이지에는 현재 이 스토어에서 0개의 구매 항목이 표시됩니다. 공개 목록은 완전하지 않을 수 있습니다.