"haiti":                                "\U0001f1ed\U0001f1f9",
	"hamburger":                            "\U0001f354",
	"hammer":                               "\U0001f528",
	"hammer_and_pick":                      "\u2692\ufe0f",
	"hammer_and_wrench":                    "\U0001f6e0\ufe0f",
	"hamster":                              "\U0001f439",
	"hand":                                 "\u270b",

		racewritepc(unsafe.Pointer(h), callerpc, abi.FuncPCABIInternal(mapassign_fast64))
	}
	if h.flags&hashWriting != 0 {
		fatal("concurrent map writes")
	}
	hash := t.Hasher(noescape(unsafe.Pointer(&key)), uintptr(h.hash0))

	// Set hashWriting after calling t.hasher for consistency with mapassign.
	h.flags ^= hashWriting

	if h.buckets == nil {
		h.buckets = newobject(t.Bucket) // newarray(t.bucket, 1)
	}

again:

// The result will be 0 if a == b, -1 if a < b, and +1 if a > b.
//
// Use Compare when you need to perform a three-way comparison (with
// slices.SortFunc, for example). It is usually clearer and always faster
// to use the built-in string comparison operators ==, <, >, and so on.
func Compare(a, b string) int {
	return bytealg.CompareString(a, b)

// license that can be found in the LICENSE file.

//go:build go1.21

// Starting with Go 1.21, we can leverage the new generic functions from the
// slices package to implement some `sort` functions faster. However, until
// the bootstrap compiler uses Go 1.21 or later, we keep a fallback version
// in sort_impl_120.go that retains the old implementation.

package sort

import "slices"

// 128-bit number.
func mask6(n int) uint128 {
	return uint128{^(^uint64(0) >> n), ^uint64(0) << (128 - n)}
}

// isZero reports whether u == 0.
//
// It's faster than u == (uint128{}) because the compiler (as of Go
// 1.15/1.16b1) doesn't do this trick and instead inserts a branch in
// its eq alg's generated code.
func (u uint128) isZero() bool { return u.hi|u.lo == 0 }

	}
	if cmode != coverage.CtrModeAtomic {
		return fmt.Errorf("ClearCounters invoked for program built with -covermode=%s (please use -covermode=atomic)", cmode.String())
	}

	// Implementation note: this function would be faster and simpler
	// if we could just zero out the entire counter array, but for the
	// moment we go through and zero out just the slots in the array
	// corresponding to the counter values. We do this to avoid the

}

func (r *replace) LogValue() Value { return r.v }

type panickingLogValue struct{}

func (panickingLogValue) LogValue() Value { panic("bad") }

// A Value with "unsafe" strings is significantly faster:
// safe:  1785 ns/op, 0 allocs
// unsafe: 690 ns/op, 0 allocs

// Run this with and without -tags unsafe_kvs to compare.
func BenchmarkUnsafeStrings(b *testing.B) {
	b.ReportAllocs()
	dst := make([]Value, 100)

		return nil, false, nil
	}

	return encryptionConfiguration, true, nil
}

// minKMSPluginCloseGracePeriod can be lowered in unit tests to make the health check poll faster
var minKMSPluginCloseGracePeriod = 10 * time.Second

func (d *DynamicEncryptionConfigContent) validateNewTransformersHealth(
	ctx context.Context,
	kmsPluginHealthzCheck healthz.HealthChecker,

	},
	{
		Element:  "P384Element",
		Prime:    "2^384 - 2^128 - 2^96 + 2^32 - 1",
		Prefix:   "p384",
		FiatType: "[6]uint64",
		BytesLen: 48,
	},
	// Note that unsaturated_solinas would be about 2x faster than
	// word_by_word_montgomery for P-521, but this curve is used rarely enough
	// that it's not worth carrying unsaturated_solinas support for it.
	{
		Element:  "P521Element",
		Prime:    "2^521 - 1",

	//
	// 	if d is a power of two then
	// 		Let F ← log₂(d) and c = 1.
	// 	else
	// 		Let F ← N + L where L is the smallest integer
	// 		such that d ≤ (2^(N+L) mod d) + 2^L.
	// 	end if
	//
	// [1] "Faster Remainder by Direct Computation: Applications to
	// Compilers and Software Libraries" Daniel Lemire, Owen Kaser,
	// Nathan Kurz arXiv:1902.01961
	//
	// To minimize the risk of introducing errors, we implement the