VLD1.P	64(H0), [K4.B16, K5.B16, K6.B16, K7.B16]
	VLD1.P	48(H0), [K8.B16, K9.B16, K10.B16]
	VMOV	K10.B16, KLAST.B16

	BLT	startSingles
	// There are at least 8 blocks to encrypt
	TBZ	$4, NR, octetsLoop

	// For AES-192 round keys occupy: K0 .. K7, K10, K11, K8, K9, KLAST
	VMOV	K8.B16, K10.B16
	VMOV	K9.B16, K11.B16
	VMOV	KLAST.B16, K8.B16
	VLD1.P	16(H0), [K9.B16]
	VLD1.P  16(H0), [KLAST.B16]
	TBZ	$3, NR, octetsLoop

      V v4,
      K k5,
      V v5,
      K k6,
      V v6,
      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    return new RegularImmutableBiMap<K, V>(
        ImmutableMap.of(k1, v1, k2, v2, k3, v3, k4, v4, k5, v5, k6, v6, k7, v7, k8, v8, k9, v9));
  }

  public static <K, V> ImmutableBiMap<K, V> of(
      K k1,
      V v1,
      K k2,
      V v2,
      K k3,

      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    checkEntryNotNull(k1, v1);
    checkEntryNotNull(k2, v2);
    checkEntryNotNull(k3, v3);
    checkEntryNotNull(k4, v4);
    checkEntryNotNull(k5, v5);
    checkEntryNotNull(k6, v6);
    checkEntryNotNull(k7, v7);
    checkEntryNotNull(k8, v8);
    checkEntryNotNull(k9, v9);
    return new RegularImmutableBiMap<K, V>(

      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    return new RegularImmutableMap<K, V>(
        entryOf(k1, v1),
        entryOf(k2, v2),
        entryOf(k3, v3),
        entryOf(k4, v4),
        entryOf(k5, v5),
        entryOf(k6, v6),
        entryOf(k7, v7),
        entryOf(k8, v8),
        entryOf(k9, v9));
  }

  public static <K, V> ImmutableMap<K, V> of(

      V v6,
      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    return new Builder<K, V>(Ordering.natural())
        .put(k1, v1)
        .put(k2, v2)
        .put(k3, v3)
        .put(k4, v4)
        .put(k5, v5)
        .put(k6, v6)
        .put(k7, v7)
        .put(k8, v8)
        .put(k9, v9)
        .build();
  }

      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    return RegularImmutableBiMap.fromEntries(
        entryOf(k1, v1),
        entryOf(k2, v2),
        entryOf(k3, v3),
        entryOf(k4, v4),
        entryOf(k5, v5),
        entryOf(k6, v6),
        entryOf(k7, v7),
        entryOf(k8, v8),
        entryOf(k9, v9));
  }
  /**

      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    checkEntryNotNull(k1, v1);
    checkEntryNotNull(k2, v2);
    checkEntryNotNull(k3, v3);
    checkEntryNotNull(k4, v4);
    checkEntryNotNull(k5, v5);
    checkEntryNotNull(k6, v6);
    checkEntryNotNull(k7, v7);
    checkEntryNotNull(k8, v8);
    checkEntryNotNull(k9, v9);
    return RegularImmutableMap.create(

      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    return fromEntries(
        entryOf(k1, v1),
        entryOf(k2, v2),
        entryOf(k3, v3),
        entryOf(k4, v4),
        entryOf(k5, v5),
        entryOf(k6, v6),
        entryOf(k7, v7),
        entryOf(k8, v8),
        entryOf(k9, v9));
  }

  /**

	{
		Header{
			"k1": {"1a", "1b"},
			"k2": {"2a", "2b"},
			"k3": {"3a", "3b"},
			"k4": {"4a", "4b"},
			"k5": {"5a", "5b"},
			"k6": {"6a", "6b"},
			"k7": {"7a", "7b"},
			"k8": {"8a", "8b"},
			"k9": {"9a", "9b"},
		},
		map[string]bool{"k5": true},
		"k1: 1a\r\nk1: 1b\r\nk2: 2a\r\nk2: 2b\r\nk3: 3a\r\nk3: 3b\r\n" +
			"k4: 4a\r\nk4: 4b\r\nk6: 6a\r\nk6: 6b\r\n" +

      K k7,
      V v7,
      K k8,
      V v8,
      K k9,
      V v9) {
    return fromEntries(
        entryOf(k1, v1),
        entryOf(k2, v2),
        entryOf(k3, v3),
        entryOf(k4, v4),
        entryOf(k5, v5),
        entryOf(k6, v6),
        entryOf(k7, v7),
        entryOf(k8, v8),
        entryOf(k9, v9));
  }

  /**