Macro malachite_base::exhaustive_tuples

macro_rules! exhaustive_tuples {
    (
        ($($vis:tt)*),
        $exhaustive_struct: ident,
        $exhaustive_fn: ident,
        $exhaustive_fn_custom_output: ident,
        $([$i: tt, $t: ident, $it: ident, $xs: ident, $xs_done: ident, $out_x: ident]),*
    ) => { ... };
}

Defines exhaustive tuple generators.

Malachite provides exhaustive_pairs and exhaustive_pairs_custom_output, but you can also define exhaustive_triples, exhaustive_quadruples, and so on, and exhaustive_triples_custom_output, exhaustive_quadruples_custom_output, and so on, in your program using the code below. The documentation for exhaustive_pairs and exhaustive_pairs_custom_output describes these other functions as well.

See usage examples here and here.

use malachite_base::iterators::bit_distributor::{BitDistributor, BitDistributorOutputType};
use malachite_base::iterators::iterator_cache::IteratorCache;
use malachite_base::num::conversion::traits::{ExactFrom, WrappingFrom};
use malachite_base::num::logic::traits::SignificantBits;
use std::cmp::max;

exhaustive_tuples!(
    (pub(crate)),
    ExhaustiveTriples,
    exhaustive_triples,
    exhaustive_triples_custom_output,
    [0, X, I, xs, xs_done, output_type_x],
    [1, Y, J, ys, ys_done, output_type_y],
    [2, Z, K, zs, zs_done, output_type_z]
);
exhaustive_tuples!(
    (pub(crate)),
    ExhaustiveQuadruples,
    exhaustive_quadruples,
    exhaustive_quadruples_custom_output,
    [0, X, I, xs, xs_done, output_type_x],
    [1, Y, J, ys, ys_done, output_type_y],
    [2, Z, K, zs, zs_done, output_type_z],
    [3, W, L, ws, ws_done, output_type_w]
);
exhaustive_tuples!(
    (pub(crate)),
    ExhaustiveQuintuples,
    exhaustive_quintuples,
    exhaustive_quintuples_custom_output,
    [0, X, I, xs, xs_done, output_type_x],
    [1, Y, J, ys, ys_done, output_type_y],
    [2, Z, K, zs, zs_done, output_type_z],
    [3, W, L, ws, ws_done, output_type_w],
    [4, V, M, vs, vs_done, output_type_v]
);
exhaustive_tuples!(
    (pub(crate)),
    ExhaustiveSextuples,
    exhaustive_sextuples,
    exhaustive_sextuples_custom_output,
    [0, X, I, xs, xs_done, output_type_x],
    [1, Y, J, ys, ys_done, output_type_y],
    [2, Z, K, zs, zs_done, output_type_z],
    [3, W, L, ws, ws_done, output_type_w],
    [4, V, M, vs, vs_done, output_type_v],
    [5, U, N, us, us_done, output_type_u]
);
exhaustive_tuples!(
    (pub(crate)),
    ExhaustiveSeptuples,
    exhaustive_septuples,
    exhaustive_septuples_custom_output,
    [0, X, I, xs, xs_done, output_type_x],
    [1, Y, J, ys, ys_done, output_type_y],
    [2, Z, K, zs, zs_done, output_type_z],
    [3, W, L, ws, ws_done, output_type_w],
    [4, V, M, vs, vs_done, output_type_v],
    [5, U, N, us, us_done, output_type_u],
    [6, T, O, ts, ts_done, output_type_t]
);
exhaustive_tuples!(
    (pub(crate)),
    ExhaustiveOctuples,
    exhaustive_octuples,
    exhaustive_octuples_custom_output,
    [0, X, I, xs, xs_done, output_type_x],
    [1, Y, J, ys, ys_done, output_type_y],
    [2, Z, K, zs, zs_done, output_type_z],
    [3, W, L, ws, ws_done, output_type_w],
    [4, V, M, vs, vs_done, output_type_v],
    [5, U, N, us, us_done, output_type_u],
    [6, T, O, ts, ts_done, output_type_t],
    [7, S, P, ss, ss_done, output_type_s]
);