Update framework

framework/resonator/vendor/resonance-es6/tables.d.ts

@@ -0,0 +1,38 @@
+declare namespace _default {
+    export { SPHERICAL_HARMONICS };
+    export { SPHERICAL_HARMONICS_AZIMUTH_RESOLUTION };
+    export { SPHERICAL_HARMONICS_ELEVATION_RESOLUTION };
+    export { SPHERICAL_HARMONICS_MAX_ORDER };
+    export { MAX_RE_WEIGHTS };
+    export { MAX_RE_WEIGHTS_RESOLUTION };
+}
+export default _default;
+/**
+ * Pre-computed Spherical Harmonics Coefficients.
+ *
+ * This function generates an efficient lookup table of SH coefficients. It
+ * exploits the way SHs are generated (i.e. Ylm = Nlm * Plm * Em). Since Nlm
+ * & Plm coefficients only depend on theta, and Em only depends on phi, we
+ * can separate the equation along these lines. Em does not depend on
+ * degree, so we only need to compute (2 * l) per azimuth Em total and
+ * Nlm * Plm is symmetrical across indexes, so only positive indexes are
+ * computed ((l + 1) * (l + 2) / 2 - 1) per elevation.
+ * @type {Float32Array}
+ */
+declare const SPHERICAL_HARMONICS: Float32Array;
+/** @type {Number} */
+declare const SPHERICAL_HARMONICS_AZIMUTH_RESOLUTION: number;
+/** @type {Number} */
+declare const SPHERICAL_HARMONICS_ELEVATION_RESOLUTION: number;
+/**
+ * The maximum allowed ambisonic order.
+ * @type {Number}
+ */
+declare const SPHERICAL_HARMONICS_MAX_ORDER: number;
+/**
+ * Pre-computed per-band weighting coefficients for producing energy-preserving
+ * Max-Re sources.
+ */
+declare const MAX_RE_WEIGHTS: number[][];
+/** @type {Number} */
+declare const MAX_RE_WEIGHTS_RESOLUTION: number;