# Generate table entries giving character ranges
# for POSIX/Perl character classes.  Rather than
# figure out what the definition is, it is easier to ask
# Perl about each letter from 0-128 and write down
# its answer.

use strict;
use warnings;

my @posixclasses = (
	"[:alnum:]",
	"[:alpha:]",
	"[:ascii:]",
	"[:blank:]",
	"[:cntrl:]",
	"[:digit:]",
	"[:graph:]",
	"[:lower:]",
	"[:print:]",

// to disable FMA. This lets us generate the same output on all platforms.
func log2(x float64) float64 {
	frac, exp := math.Frexp(x)
	// Make sure exact powers of two give an exact answer.
	// Don't depend on Log(0.5)*(1/Ln2)+exp being exactly exp-1.
	if frac == 0.5 {
		return float64(exp - 1)
	}
	return float64(nlog(frac)*(1/math.Ln2)) + float64(exp)
}

	if err != nil {
		klog.Warningf("Warning: Unable to statfs %s: %v", mountpoint, err)
		return false
	}
	if int64(buf.Type) != typeMagic {
		return false
	}
	if answer, _ := SupportsQuotas(mountpoint, FSQuotaAccounting); answer {
		return true
	}
	return false
}

// GetQuotaOnDir retrieves the quota ID (if any) associated with the specified directory

                                    artifactId.set("new-artifact-id")
                                    version.set("42")
                                    message.set("the answer to life, the universe and everything")
                                }
                            }
                            mailingLists {
                                mailingList {

then q̂ = ⌊uₙuₙ₋₁ / vₙ₋₁⌋ satisfies q ≤ q̂ ≤ q+2. (Proof below.)

That is, if we know the answer has only a single digit and we guess an answer
by ignoring the bottom n-1 digits of u and v, using a 2-by-1-digit division,
then that guess is at least as large as the correct answer. It is also not
too much larger: it is off by at most two from the correct answer.

Note that in the first step of the overall division, which is an n-by-n-digit

        """
    }

    def "can capture user input if standard input was provided"() {
        when:
        file("src/test/groovy/Test.groovy") << functionalTest("""
            // defer sending the answer until prompted
            def stdin = new PipedInputStream()
            def stdinSink = new PipedOutputStream(stdin)
            def stdout = new java.io.Writer() {
                def buffer = new StringBuilder()

	if !systemConf().mustUseGoResolver(r) {
		port, err := cgoLookupPort(ctx, network, service)
		if err != nil {
			// Issue 18213: if cgo fails, first check to see whether we
			// have the answer baked-in to the net package.
			if port, err := goLookupPort(network, service); err == nil {
				return port, nil
			}
		}
		return port, err
	}
	return goLookupPort(network, service)
}

}

// As Apple converts gcc to a clang-based front end
// they keep breaking the DWARF output. This map lists the
// conversion from real answer to Apple answer.
var machoBug = map[string]string{
	"func(*char, ...) void":                                 "func(*char) void",
	"enum my_enum {e1=1; e2=2; e3=-5; e4=1000000000000000}": "enum my_enum {e1=1; e2=2; e3=-5; e4=-1530494976}",

	// before we fail the webhook call in order to limit the fan out that ensues when the system is degraded.
	WebhookRetryBackoff *wait.Backoff

	// CacheTTL is the length of time that a token authentication answer will be cached.
	CacheTTL time.Duration

	// CAContentProvider are the options for verifying incoming connections using mTLS and directly assigning to users.

// load command within a Go go binary generated on Darwin using
// external linking. Why is it necessary to update the UUID load
// command? See issue #64947 for more detail, but the short answer is
// that newer versions of the Macos toolchain (the newer linker in
// particular) appear to compute the UUID based not just on the
// content of the object files being linked but also on things like