(t)
| 163 | B = (t) => (e) => Math.sign(e) * Math.log1p(Math.abs(e / t)), |
| 164 | z = (t) => (e) => Math.sign(e) * Math.expm1(Math.abs(e)) * t, |
| 165 | N = (t) => (e) => (e < 0 ? -Math.pow(-e, t) : Math.pow(e, t)); |
| 166 | function O(t, e, n, r) { |
| 167 | const i = n(t[0]), |
| 168 | o = n(F(t)), |