Problem Statement
Design a flexible deck of cards system that supports generic card games and can be extended for specific games like BlackJack.Constraints and Assumptions
- Design a generic deck, then extend for BlackJack
- Standard 52-card deck (2-10, Jack, Queen, King, Ace) with 4 suits
- Inputs are valid (no validation needed)
- Deck fits in memory
Design Overview
The implementation uses inheritance and abstraction to create a flexible card game system:- Suit: Enum for card suits
- Card: Abstract base class for all cards
- BlackJackCard: Concrete card implementation for BlackJack
- Hand: Generic hand of cards
- BlackJackHand: BlackJack-specific hand with scoring
- Deck: Card deck with dealing and shuffling
This design uses the Template Method pattern, where the base Card class defines the structure, and game-specific classes like BlackJackCard implement the details. This allows easy extension to other card games.
Implementation
Suit Enumeration
Card Abstract Class
Base class for all cards with abstract value property:BlackJackCard Class
Implements BlackJack-specific card logic:Hand Classes
Generic hand and BlackJack-specific implementation:Deck Class
Manages the collection of cards:Key Design Patterns
Template Method Pattern
The abstractCard class defines the structure, with concrete implementations providing game-specific details:
Strategy Pattern
Different scoring strategies for different games:- Generic Hand: Simple sum of card values
- BlackJack Hand: Complex scoring with Ace flexibility (1 or 11)
Inheritance Hierarchy
BlackJack-Specific Features
Ace Handling
Aces can be worth 1 or 11 in BlackJack. TheBlackJackHand class calculates all possible scores:
- Multiple Aces: Each ace can independently be 1 or 11
- Optimal score: Choose the best score ≤ 21, or the lowest score > 21 if busted
Face Card Values
Jack, Queen, and King are all worth 10 points:Complexity Analysis
| Operation | Time Complexity | Notes |
|---|---|---|
| deal_card() | O(1) | Direct array access |
| add_card() | O(1) | Append to list |
| score() (generic) | O(n) | Sum of n cards |
| score() (BlackJack) | O(2^k) | k is number of Aces |
| shuffle() | O(n) | Fisher-Yates shuffle |
BlackJack scoring has exponential complexity relative to the number of Aces because it must consider all possible value combinations (1 or 11 for each Ace). However, since a hand typically has at most 4 Aces, this remains practical.
Design Considerations
Advantages
- Extensible: Easy to add new card games by extending base classes
- Reusable: Generic classes (Card, Hand, Deck) work for multiple games
- Type safety: Abstract properties enforce implementation of game-specific logic
- Clear separation: Game rules in specialized classes, not in base classes
Extension to Other Games
This design easily extends to other card games:- Poker: Create
PokerCardandPokerHandwith hand ranking logic - Uno: Create
UnoCardwith colors and special cards - Bridge: Add bidding and trick-taking logic
Potential Improvements
- Card factory: Create cards using a factory pattern
- Deck initialization: Auto-populate deck with 52 standard cards
- Multiple decks: Support games that use multiple decks
- Card images: Add visual representation of cards
- Game state: Track game progression, bets, winners
- Player management: Add player classes with hands and chips
- Shuffle algorithm: Implement cryptographically secure shuffling for online play
