* To force selection of our fallback strategies we load {@link AggregateFutureState} (and all of
 * {@code com.google.common.util.concurrent}) in degenerate class loaders which make certain
 * platform classes unavailable. Then we construct a test suite so we can run the normal FuturesTest
 * test methods in these degenerate classloaders.
 */

public class AggregateFutureStateFallbackAtomicHelperTest extends TestCase {

  /**

			// are a bit of a degenerate case: we will take the transitive
			// requirements of both roots into account, but only the higher one can
			// possibly be selected. However — especially given that we need the
			// seenRoot map for later anyway — it is simpler to support this
			// degenerate case than to forbid it.
			continue
		}

	if Verify(&pub, []byte("testing"), fromHex("2"), fromHex("4")) {
		t.Errorf("Verify unexpected success with non-existent mod inverse of Q")
	}
}

func TestSigningWithDegenerateKeys(t *testing.T) {
	// Signing with degenerate private keys should not cause an infinite
	// loop.
	badKeys := []struct {
		p, q, g, y, x string
	}{
		{"00", "01", "00", "00", "00"},
		{"01", "ff", "00", "00", "00"},
	}

			}
			if prefix == nil {
				return suffix
			}
			prefix.Sub = append(prefix.Sub, suffix)
		}
		if prefix != nil {
			return prefix
		}

		// Some degenerate case like min > max or min < max < 0.
		// Handle as impossible match.
		return &Regexp{Op: OpNoMatch}
	}

	return re
}

// simplify1 implements Simplify for the unary OpStar,

   * compressed stream that is terminated in a web socket frame even though the DEFLATE stream is
   * not terminated.
   *
   * Use this method to create a degenerate Okio Buffer where each byte is in a separate segment of
   * the internal list.
   */
  @JvmStatic
  fun fragmentBuffer(buffer: Buffer): Buffer {

// distribution). This makes it easier to work with as it's being
// updated.
//
// It is represented as the sum of scaled uniform distribution
// functions and Dirac delta functions (which are treated as
// degenerate uniform distributions).
type mud struct {
	sorted, unsorted []edge

	// trackMass is the inverse cumulative sum to track as the
	// distribution is updated.
	trackMass float64

		z := k.SetBytes(hash)

		s = new(big.Int).Mul(priv.X, r)
		s.Add(s, z)
		s.Mod(s, priv.Q)
		s.Mul(s, kInv)
		s.Mod(s, priv.Q)

		if s.Sign() != 0 {
			break
		}
	}

	// Only degenerate private keys will require more than a handful of
	// attempts.
	if attempts == 0 {
		return nil, nil, ErrInvalidPublicKey
	}

	return
}

	return P{1, 2, 3}
}

func _[P interface{ ~[]E }, E interface{ map[string]P } ]() P {
	x := P{}
	return P{{}}
	return P{E{}}
	return P{E{"foo": x}}
	return P{{"foo": x}, {}}
}

// This is a degenerate case with a singleton type set, but we can create
// composite literals even if the core type is a defined type.
type MyInts []int

func _[P MyInts]() P {
	return P{}