content: package zemberek.lm.compression;
  
  // TODO: experimental work.
  public class DataInfo {
  
    public static final double LOG_2 = Math.log(2);
    // total amount ot finger print bits. fingerprint data starts from index 0.
    public final int fpBits;
    // This represents the last byte right shift count to retrieve fp data from byte array.
    // For example if fpBits is 13 int (int representation: MSB|---abcdefghijklmn|LSB )
    // Then  it will be put to the byte array as : B0=|abcdefgh| B1=|ijklmn---| So the fpLastByteRightShiftCount = 3
    public final int fpLastByteRightShiftCount;
    //The index of last byte that contains fingerprint data.
    public final int fpEndByte;
    public final int probBits;
    //The index of first byte that contains probability data.
    public final int probStartByte;
  
    // This represents the amount of left shift required for getting the probability data from the last byte.
    // public final int probLastByteRightShiftCount;
    // this defines amount of higher bits to truncate from the first byte of probability.
    // Suppose first byte of the probability data is : |---abcde| then mask needs to truncate most significant 3 bits.
    public final int probFirstByteMask;
    //The index of last byte that contains probability data.
    public final int probEndByte;
    public final int backoffBits;
    public final int byteCount;
  
    DataInfo(int minfingerPrintBits, int probBits, int backoffBits) {
  
      this.probBits = probBits;
      this.backoffBits = backoffBits;
  
      int total = minfingerPrintBits + probBits + backoffBits;
      if (total % 8 != 0) {
        total = ((total / 8) + 1) * 8;
        minfingerPrintBits = total - (probBits + backoffBits);
      }
      this.fpBits = minfingerPrintBits;
      byteCount = (fpBits + probBits + backoffBits) / 8;
      this.fpLastByteRightShiftCount = fpBits % 8;
  
      this.fpEndByte = fpBits / 8;
  
      if (fpLastByteRightShiftCount != 0) {
        probStartByte = fpEndByte;
        probFirstByteMask = 1 << (7 - fpLastByteRightShiftCount);
      } else {
        probStartByte = fpEndByte + 1;
        probFirstByteMask = 0xff;
      }
  
      int probLastByteEndBitIndex = (fpBits + probBits) % 8;
  
      probEndByte = (fpBits + probBits) / 8;
  
  
    }
  
    static DataInfo fromCounts(int minfingerPrintBits, int probCount, int backoffCount) {
      int probBits = probCount == 0 ? 0 : minBitCount(probCount);
      int backoffBits = backoffCount == 0 ? 0 : minBitCount(backoffCount);
      return new DataInfo(minfingerPrintBits, probBits, backoffBits);
    }
  
    static DataInfo fromCountsAndExpectedBits(
        int minfingerPrintBits,
        int probCount,
        int probBitsDesired,
        int backoffCount,
        int backoffBitsDesired) {
      DataInfo initial = fromCounts(minfingerPrintBits, probCount, backoffCount);
      int bb = backoffBitsDesired;
      if (initial.backoffBits < bb) {
        bb = initial.backoffBits;
      }
      int pb = probBitsDesired;
      if (initial.probBits < pb) {
        pb = initial.probBits;
      }
      return new DataInfo(minfingerPrintBits, pb, bb);
    }
  
    /**
     * Calculates 2 base logarithm
     *
     * @param input value to calculate log
     * @return 2 base logarithm of the input
     */
    public static double log2(double input) {
      return Math.log(input) / LOG_2;
    }
  
    public static boolean powerOfTwo(int k) {
      if (k < 0) {
        throw new IllegalArgumentException("Cannot calculate negative numbers:" + k);
      }
      return (k & (k - 1)) == 0;
    }
  
    public static int minBitCount(int a) {
      int probBits = (int) log2(a);
      if (!powerOfTwo(a)) {
        probBits++;
      }
      return probBits;
    }
  
    byte[] encode(int fp, int probIndex, int backoffIndex) {
      long k = backoffIndex;
      k = k << probBits;
      k |= probIndex;
      k = k << fpBits;
      k |= fp;
      byte[] result = new byte[byteCount];
      for (int i = 0; i < byteCount; i++) {
        result[i] = (byte) (k & 0xff);
        k = k >>> 8;
      }
      return result;
    }
  
    byte[] encode2(int fp, int prob, int backoff) {
      byte[] arr = new byte[byteCount];
      return arr;
    }
  
    @Override
    public String toString() {
      return "DataInfo{" +
          "fpBits=" + fpBits +
          ", probBits=" + probBits +
          ", backoffBits=" + backoffBits +
          ", byteCount=" + byteCount +
          '}';
    }
  }
  