Function rotr [src]

Rotates right. Only unsigned values can be rotated. Negative shift values result in shift modulo the bit count.

Prototype

pub fn rotr(comptime T: type, x: T, r: anytype) T

Parameters

T: typex: T

Example

 test rotr {
    try testing.expect(rotr(u0, 0b0, @as(usize, 3)) == 0b0);
    try testing.expect(rotr(u5, 0b00001, @as(usize, 0)) == 0b00001);
    try testing.expect(rotr(u6, 0b000001, @as(usize, 7)) == 0b100000);
    try testing.expect(rotr(u8, 0b00000001, @as(usize, 0)) == 0b00000001);
    try testing.expect(rotr(u8, 0b00000001, @as(usize, 9)) == 0b10000000);
    try testing.expect(rotr(u8, 0b00000001, @as(usize, 8)) == 0b00000001);
    try testing.expect(rotr(u8, 0b00000001, @as(usize, 4)) == 0b00010000);
    try testing.expect(rotr(u8, 0b00000001, @as(isize, -1)) == 0b00000010);
    try testing.expect(rotr(u12, 0o7777, 1) == 0o7777);
    try testing.expect(rotr(@Vector(1, u32), @Vector(1, u32){1}, @as(usize, 1))[0] == @as(u32, 1) << 31);
    try testing.expect(rotr(@Vector(1, u32), @Vector(1, u32){1}, @as(isize, -1))[0] == @as(u32, 1) << 1);
}

Source

  pub fn rotr(comptime T: type, x: T, r: anytype) T {
    if (@typeInfo(T) == .vector) {
        const C = @typeInfo(T).vector.child;
        if (C == u0) return 0;

        if (@typeInfo(C).int.signedness == .signed) {
            @compileError("cannot rotate signed integers");
        }
        const ar: Log2Int(C) = @intCast(@mod(r, @typeInfo(C).int.bits));
        return (x >> @splat(ar)) | (x << @splat(1 + ~ar));
    } else if (@typeInfo(T).int.signedness == .signed) {
        @compileError("cannot rotate signed integer");
    } else {
        if (T == u0) return 0;

        if (comptime isPowerOfTwo(@typeInfo(T).int.bits)) {
            const ar: Log2Int(T) = @intCast(@mod(r, @typeInfo(T).int.bits));
            return x >> ar | x << (1 +% ~ar);
        } else {
            const ar = @mod(r, @typeInfo(T).int.bits);
            return shr(T, x, ar) | shl(T, x, @typeInfo(T).int.bits - ar);
        }
    }
}  