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go-a-game-of-pig's Introduction

A game of Pig

Pig is an cli based program that simulates dice game between 2 players

Features

  • Supports single-single, single multi, multi multi strategy

How to use

Examples

1. Single Single Strategy

$ ./pig 10 15
Holding at 10 vs Holding at  15: wins: 1/10 (10.00%), losses: 9/10 (90.00%)

2. Single Multi Strategy

$ ./pig 21 1-100
Holding at 21 vs Holding at  1: wins: 10/10 (100.00%), losses: 0/10 (0.00%)
Holding at 21 vs Holding at  2: wins: 10/10 (100.00%), losses: 0/10 (0.00%)
Holding at 21 vs Holding at  3: wins: 10/10 (100.00%), losses: 0/10 (0.00%)
...
...
Holding at 21 vs Holding at  20: wins: 9/10 (90.00%), losses: 1/10 (10.00%)
Holding at 21 vs Holding at  22: wins: 10/10 (100.00%), losses: 0/10 (0.00%)
Holding at 21 vs Holding at  23: wins: 10/10 (100.00%), losses: 0/10 (0.00%)
Holding at 21 vs Holding at  24: wins: 10/10 (100.00%), losses: 0/10 (0.00%)
Holding at 21 vs Holding at  25: wins: 2/10 (20.00%), losses: 8/10 (80.00%)
Holding at 21 vs Holding at  26: wins: 0/10 (0.00%), losses: 10/10 (100.00%)
Holding at 21 vs Holding at  27: wins: 1/10 (10.00%), losses: 9/10 (90.00%)
...
...
Holding at 21 vs Holding at  99: wins: 0/10 (0.00%), losses: 10/10 (100.00%)
Holding at 21 vs Holding at  100: wins: 0/10 (0.00%), losses: 10/10 (100.00%)

3. Multi Multi Strategy

$ ./pig 1-100 1-100
Result: Wins, losses staying at k = 1: 27/990 (2.73%), 963/990 (97.27%)
Result: Wins, losses staying at k = 2: 23/990 (2.32%), 967/990 (97.68%)
Result: Wins, losses staying at k = 3: 38/990 (3.84%), 952/990 (96.16%)
...
...
...
Result: Wins, losses staying at k = 97: 968/990 (97.78%), 22/990 (2.22%)
Result: Wins, losses staying at k = 98: 970/990 (97.98%), 20/990 (2.02%)
Result: Wins, losses staying at k = 99: 975/990 (98.48%), 15/990 (1.52%)
Result: Wins, losses staying at k = 100: 979/990 (98.89%), 11/990 (1.11%)

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