* 🔧 Fix Ruff configuration unintentionally enabling and re-disabling mccabe complexity check. PR [#10893](https://github.com/tiangolo/fastapi/pull/10893) by [@jiridanek](https://github.com/jiridanek).

  - The deprecated, legacy behavior of treating the CommonName field on X.509 serving certificates as a host name when no Subject Alternative Names are present is now disabled by default. It can be temporarily re-enabled by adding the value x509ignoreCN=0 to the GODEBUG environment variable. ([#93264](https://github.com/kubernetes/kubernetes/pull/93264), [@justaugustus](https://github.com/justaugustus)) [SIG API Machinery, Auth, CLI, Cloud Provider, Cluster...

    *   Added a new `rerandomize_each_iteration` argument for the `tf.data.Dataset.random()` operation, which controls whether the sequence of generated random numbers should be re-randomized every epoch or not (the default behavior). If `seed` is set and `rerandomize_each_iteration=True`, the `random()` operation will produce a different (deterministic) sequence of numbers every epoch.

32F8          ; mapped                 ; 30EB          # 1.1  CIRCLED KATAKANA RU
32F9          ; mapped                 ; 30EC          # 1.1  CIRCLED KATAKANA RE
32FA          ; mapped                 ; 30ED          # 1.1  CIRCLED KATAKANA RO
32FB          ; mapped                 ; 30EF          # 1.1  CIRCLED KATAKANA WA

*affineCached { v.YplusX.Add(&p.y, &p.x) v.YminusX.Subtract(&p.y, &p.x) v.T2d.Multiply(&p.t, d2) var invZ field.Element invZ.Invert(&p.z) v.YplusX.Multiply(&v.YplusX, &invZ) v.YminusX.Multiply(&v.YminusX, &invZ) v.T2d.Multiply(&v.T2d, &invZ) return v } // (Re)addition and subtraction. // Add sets v = p + q, and returns v. func (v *Point) Add(p, q *Point) *Point { checkInitialized(p, q) qCached := new(projCached).FromP3(q) result := new(projP1xP1).Add(p, qCached) return v.fromP1xP1(result) } // Subtract sets...

*affineCached { v.YplusX.Add(&p.y, &p.x) v.YminusX.Subtract(&p.y, &p.x) v.T2d.Multiply(&p.t, d2) var invZ field.Element invZ.Invert(&p.z) v.YplusX.Multiply(&v.YplusX, &invZ) v.YminusX.Multiply(&v.YminusX, &invZ) v.T2d.Multiply(&v.T2d, &invZ) return v } // (Re)addition and subtraction. // Add sets v = p + q, and returns v. func (v *Point) Add(p, q *Point) *Point { checkInitialized(p, q) qCached := new(projCached).FromP3(q) result := new(projP1xP1).Add(p, qCached) return v.fromP1xP1(result) } // Subtract sets...