for (int b = 0; b < 4; ++b) {
      for (int bit = 128; bit != 0; bit >>= 1) {
        expected[b][bit] = next;
        next = advanceOneBit(next);
      }
    }
    for (int b = 0; b < 4; ++b) {
      expected[b][0] = 0;
      for (int bit = 2; bit < 256; bit <<= 1) {
        for (int i = bit + 1; i < (bit << 1); i++) {
          expected[b][i] = expected[b][bit] ^ expected[b][i ^ bit];
        }
      }
    }

    /**
     * Time encoding type: 1970 epoch, 32-bit seconds, big-endian.
     */
    public static final int TIME_1970_SEC_32BE = 1;

    /**
     * Time encoding type: 1970 epoch, 32-bit seconds, little-endian.
     */
    public static final int TIME_1970_SEC_32LE = 2;

    /**
     * Time encoding type: 1904 epoch, 32-bit seconds, big-endian.
     */
    public static final int TIME_1904_SEC_32BE = 3;

        dst[++dstIndex] = (byte) (val >>= 8);
        dst[++dstIndex] = (byte) (val >> 8);
    }

    /**
     * Reads a 16-bit integer value from a byte array in little-endian format
     * @param src the source byte array
     * @param srcIndex the starting index in the source array
     * @return the 16-bit integer value
     */
    public static int readInt2(final byte[] src, final int srcIndex) {

            assertEquals(1, Integer.bitCount(DcerpcConstants.DCERPC_RESERVED_1), "DCERPC_RESERVED_1 should be a single bit");
            assertEquals(1, Integer.bitCount(DcerpcConstants.DCERPC_CONC_MPX), "DCERPC_CONC_MPX should be a single bit");
            assertEquals(1, Integer.bitCount(DcerpcConstants.DCERPC_DID_NOT_EXECUTE), "DCERPC_DID_NOT_EXECUTE should be a single bit");

   * most key spaces are ANYTHING BUT uniformly distributed. A bit(i) in the input is said to
   * 'affect' a bit(j) in the output if two inputs, identical but for bit(i), will differ at output
   * bit(j) about half the time
   *
   * <p>Funneling is pretty simple to detect. The key idea is to find example keys which
   * unequivocally demonstrate that funneling cannot be occurring. This is done bit-by-bit. For each

   * SipHash-2-4 algorithm</a> using a seed value of {@code k = 00 01 02 ...}.
   *
   * @since 15.0
   */
  public static HashFunction sipHash24() {
    return SipHashFunction.SIP_HASH_24;
  }

  /**
   * Returns a hash function implementing the <a href="https://131002.net/siphash/">64-bit
   * SipHash-2-4 algorithm</a> using the given seed.
   *

   * most key spaces are ANYTHING BUT uniformly distributed. A bit(i) in the input is said to
   * 'affect' a bit(j) in the output if two inputs, identical but for bit(i), will differ at output
   * bit(j) about half the time
   *
   * <p>Funneling is pretty simple to detect. The key idea is to find example keys which
   * unequivocally demonstrate that funneling cannot be occurring. This is done bit-by-bit. For each

        @DisplayName("Should validate constant bit positions")
        void shouldHaveCorrectBitPositions() {
            // Verify specific bit positions as documented in comments
            assertEquals(0, Integer.numberOfTrailingZeros(ACE.FILE_READ_DATA), "FILE_READ_DATA should be at bit position 0");
            assertEquals(1, Integer.numberOfTrailingZeros(ACE.FILE_WRITE_DATA), "FILE_WRITE_DATA should be at bit position 1");

    public static final int ACB_NORMAL = 16;
    /** Account control bit flag: MNS logon user account */
    public static final int ACB_MNS = 32;
    /** Account control bit flag: Interdomain trust account */
    public static final int ACB_DOMTRUST = 64;
    /** Account control bit flag: Workstation trust account */
    public static final int ACB_WSTRUST = 128;

    public static final int ACB_NORMAL = 16;
    /** Account control bit flag: MNS logon user account */
    public static final int ACB_MNS = 32;
    /** Account control bit flag: Interdomain trust account */
    public static final int ACB_DOMTRUST = 64;
    /** Account control bit flag: Workstation trust account */
    public static final int ACB_WSTRUST = 128;