/** AC-05 fixed input: fovy=π/4, aspect=16/9, near=0.1, far=100. */
export declare const PERSPECTIVE_REVERSE_Z_FINITE_INPUT: {
    readonly fovy: number;
    readonly aspect: number;
    readonly near: 0.1;
    readonly far: 100;
};
/**
 * Finite reversed-Z expected matrix (column-major 16 elements, double-precision reference).
 *
 * Numeric derivation:
 *   m[0]  = (1 / tan(π/8)) / (16/9)         = 1.357995128834866
 *   m[5]  = 1 / tan(π/8)                    = 2.414213562373095
 *   m[10] = near / (far - near) = 0.1 / 99.9 = 0.001001001001001001
 *   m[11] = -1
 *   m[14] = near * far / (far - near)        = 0.10010010010010009
 *   m[15] = 0
 */
export declare const PERSPECTIVE_REVERSE_Z_FINITE_EXPECTED: ReadonlyArray<number>;
/**
 * Infinite reversed-Z expected matrix (fovy=π/4, aspect=16/9, near=0.1, far=Infinity).
 *
 * lim(f→∞) m[10] = 0; lim(f→∞) m[14] = near = 0.1.
 */
export declare const PERSPECTIVE_REVERSE_Z_INFINITE_EXPECTED: ReadonlyArray<number>;
/**
 * Projection-correctness check (reversed-Z finite, near=0.1, far=100):
 * feed z_eye into mat4.perspectiveReverseZ and the table below should produce ndc_z.
 *
 * Derivation: p_clip = M @ [0, 0, z_eye, 1]^T; ndc_z = p_clip[2] / p_clip[3].
 *
 * From wiki §7.4 table (n=0.1, f=100):
 *   z_eye=-0.1   (near) → ndc_z = 1.0
 *   z_eye=-1.0          → ndc_z = 0.09909909909909909
 *   z_eye=-10.0         → ndc_z = 0.009009009009009009
 *   z_eye=-100.0 (far)  → ndc_z = 0.0
 */
export declare const REVERSE_Z_PROJECTION_PROBES_FINITE: ReadonlyArray<{
    z_eye: number;
    ndc_z: number;
}>;
/**
 * Projection-correctness check (reversed-Z infinite, near=0.1, far=Infinity):
 *
 * From wiki §7.4 table: infinite-far yields ndc_z = -near / z_eye = n / |z_eye| for any z_eye < 0.
 *   z_eye=-0.1   (near)              → ndc_z = 1.0
 *   z_eye=-1.0                       → ndc_z = 0.1
 *   z_eye=-10.0                      → ndc_z = 0.01
 *   z_eye=-100.0                     → ndc_z = 0.001
 *   z_eye=-10000.0 (far frustum out) → ndc_z = 1e-5
 */
export declare const REVERSE_Z_PROJECTION_PROBES_INFINITE: ReadonlyArray<{
    z_eye: number;
    ndc_z: number;
}>;
/**
 * AC-05 tolerance: vitest `toBeCloseTo(expected, decimals)` with 5 decimals → ≤ 0.5e-5;
 * float32 arithmetic stays within this tolerance vs the float64 reference.
 */
export declare const REVERSE_Z_FIXTURE_TOLERANCE = 5;
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