art_dice 0.1.0

Contains structures for building dice with arbitrary symbols and functions for determining roll probabilities
Documentation 
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use crate::dice::standard::*;
use crate::rolls::*;

fn test_results_exactly(results: &RollProbabilities, symbols: &[DieSymbol], count: usize, expected: f64) {
    let target = RollTarget::exactly_n_of(count, symbols);
    let odds = results.get_odds(target);
    assert_eq!(odds, expected);
}

#[test]
fn one_d4() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::collect_all(&symbols);
    let results = RollProbabilities::new(&vec![d4()], policy).unwrap();
    assert_eq!(results.total, 4);
    
    
    test_results_exactly(&results, &symbols, 1, 0.25);
    test_results_exactly(&results, &symbols, 2, 0.25);
    test_results_exactly(&results, &symbols, 3, 0.25);
    test_results_exactly(&results, &symbols, 4, 0.25);
}

#[test]
fn two_d4s() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::collect_all(&symbols);
    let results = RollProbabilities::new(&vec![ d4(), d4()], policy).unwrap();
    assert_eq!(results.total, 16);
    
    test_results_exactly(&results, &symbols, 1, 0.0);
    test_results_exactly(&results, &symbols, 2, 0.0625);
    test_results_exactly(&results, &symbols, 3, 0.125);
    test_results_exactly(&results, &symbols, 4, 0.1875);
    test_results_exactly(&results, &symbols, 5, 0.25);
    test_results_exactly(&results, &symbols, 6, 0.1875);
    test_results_exactly(&results, &symbols, 7, 0.125);
    test_results_exactly(&results, &symbols, 8, 0.0625);
}

#[test]
fn d4_and_d8() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::collect_all(&symbols);
    let results = RollProbabilities::new(&vec![ d4(), d8() ], policy).unwrap();
    assert_eq!(results.total, 32);
    
    test_results_exactly(&results, &symbols, 1, 0.0);
    test_results_exactly(&results, &symbols, 2, 0.03125);
    test_results_exactly(&results, &symbols, 3, 0.0625);
    test_results_exactly(&results, &symbols, 4, 0.09375);
    test_results_exactly(&results, &symbols, 5, 0.125);
    test_results_exactly(&results, &symbols, 6, 0.125);
    test_results_exactly(&results, &symbols, 7, 0.125);
    test_results_exactly(&results, &symbols, 8, 0.125);
    test_results_exactly(&results, &symbols, 9, 0.125);
    test_results_exactly(&results, &symbols, 10, 0.09375);
    test_results_exactly(&results, &symbols, 11, 0.0625);
    test_results_exactly(&results, &symbols, 12, 0.03125);
}

#[test]
fn three_d4s() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::collect_all(&symbols);
    let results = RollProbabilities::new(&vec![ d4(), d4(), d4() ], policy).unwrap();
        
    assert_eq!(results.total, 4*4*4);
    test_results_exactly(&results, &symbols, 7, 0.1875);
}

#[test]
fn four_through_ten() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::collect_all(&symbols);
    let results = RollProbabilities::new(&vec![ d4(), d6(), d8(), d10() ], policy).unwrap();

    assert_eq!(results.total, 4*6*8*10);
}

#[test]
// anydice.com
// output [highest 2 of 3d4]
fn three_d4s_highest_two() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::take_highest_n_of(2, &symbols);
    let results = RollProbabilities::new(&vec![ d4(), d4(), d4() ], policy).unwrap();

    assert_eq!(results.total, 4*4*4);
    test_results_exactly(&results, &symbols, 2, 0.015625);
    test_results_exactly(&results, &symbols, 3, 0.046875);
    test_results_exactly(&results, &symbols, 4, 0.109375);
    test_results_exactly(&results, &symbols, 5, 0.1875);
    test_results_exactly(&results, &symbols, 6, 0.25);
    test_results_exactly(&results, &symbols, 7, 0.234375);
    test_results_exactly(&results, &symbols, 8, 0.15625);
}

#[test]
// anydice.com
// output [lowest 2 of 3d4]
fn three_d4s_lowest_two() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::take_lowest_n_of(2, &symbols);
    let results = RollProbabilities::new(&vec![ d4(), d4(), d4() ], policy).unwrap();

    assert_eq!(results.total, 4*4*4);
    test_results_exactly(&results, &symbols, 2, 0.15625);
    test_results_exactly(&results, &symbols, 3, 0.234375);
    test_results_exactly(&results, &symbols, 4, 0.25);
    test_results_exactly(&results, &symbols, 5, 0.1875);
    test_results_exactly(&results, &symbols, 6, 0.109375);
    test_results_exactly(&results, &symbols, 7, 0.046875);
    test_results_exactly(&results, &symbols, 8, 0.015625);
}

#[test]
// anydice.com
// output [lowest 1 of 3d4]
fn three_d4s_remove_highest_two() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::remove_highest_n_of(2, &symbols);
    let results = RollProbabilities::new(&vec![ d4(), d4(), d4() ], policy).unwrap();

    assert_eq!(results.total, 4*4*4);
    test_results_exactly(&results, &symbols, 1, 0.578125);
    test_results_exactly(&results, &symbols, 2, 0.296875);
    test_results_exactly(&results, &symbols, 3, 0.109375);
    test_results_exactly(&results, &symbols, 4, 0.015625);
}

#[test]
// anydice.com
// output [highest 1 of 3d4]
fn three_d4s_remove_lowest_two() {
    let symbols = d4().unique_symbols();
    let policy = RollCollectionPolicy::remove_lowest_n_of(2, &symbols);
    let results = RollProbabilities::new(&vec![ d4(), d4(), d4() ], policy).unwrap();

    assert_eq!(results.total, 4*4*4);
    test_results_exactly(&results, &symbols, 1, 0.015625);
    test_results_exactly(&results, &symbols, 2, 0.109375);
    test_results_exactly(&results, &symbols, 3, 0.296875);
    test_results_exactly(&results, &symbols, 4, 0.578125);
}