docs: public FieldElement multiply(FieldElement val) {
      int[] g = ((org.mariadb.jdbc.internal.com.send.authentication.ed25519.math.ed25519.Ed25519FieldElement) val).t;
      int g1_19 = 19 * g[1]; /* 1.959375*2^29 */
      int g2_19 = 19 * g[2]; /* 1.959375*2^30; still ok */
      int g3_19 = 19 * g[3];
      int g4_19 = 19 * g[4];
      int g5_19 = 19 * g[5];
      int g6_19 = 19 * g[6];
      int g7_19 = 19 * g[7];
      int g8_19 = 19 * g[8];
      int g9_19 = 19 * g[9];
      int f1_2 = 2 * t[1];
      int f3_2 = 2 * t[3];
      int f5_2 = 2 * t[5];
      int f7_2 = 2 * t[7];
      int f9_2 = 2 * t[9];
      long f0g0 = t[0] * (long) g[0];
      long f0g1 = t[0] * (long) g[1];
      long f0g2 = t[0] * (long) g[2];
      long f0g3 = t[0] * (long) g[3];
      long f0g4 = t[0] * (long) g[4];
      long f0g5 = t[0] * (long) g[5];
      long f0g6 = t[0] * (long) g[6];
      long f0g7 = t[0] * (long) g[7];
      long f0g8 = t[0] * (long) g[8];
      long f0g9 = t[0] * (long) g[9];
      long f1g0 = t[1] * (long) g[0];
      long f1g1_2 = f1_2 * (long) g[1];
      long f1g2 = t[1] * (long) g[2];
      long f1g3_2 = f1_2 * (long) g[3];
      long f1g4 = t[1] * (long) g[4];
      long f1g5_2 = f1_2 * (long) g[5];
      long f1g6 = t[1] * (long) g[6];
      long f1g7_2 = f1_2 * (long) g[7];
      long f1g8 = t[1] * (long) g[8];
      long f1g9_38 = f1_2 * (long) g9_19;
      long f2g0 = t[2] * (long) g[0];
      long f2g1 = t[2] * (long) g[1];
      long f2g2 = t[2] * (long) g[2];
      long f2g3 = t[2] * (long) g[3];
      long f2g4 = t[2] * (long) g[4];
      long f2g5 = t[2] * (long) g[5];
      long f2g6 = t[2] * (long) g[6];
      long f2g7 = t[2] * (long) g[7];
      long f2g8_19 = t[2] * (long) g8_19;
      long f2g9_19 = t[2] * (long) g9_19;
      long f3g0 = t[3] * (long) g[0];
      long f3g1_2 = f3_2 * (long) g[1];
      long f3g2 = t[3] * (long) g[2];
      long f3g3_2 = f3_2 * (long) g[3];
      long f3g4 = t[3] * (long) g[4];
      long f3g5_2 = f3_2 * (long) g[5];
      long f3g6 = t[3] * (long) g[6];
      long f3g7_38 = f3_2 * (long) g7_19;
      long f3g8_19 = t[3] * (long) g8_19;
      long f3g9_38 = f3_2 * (long) g9_19;
      long f4g0 = t[4] * (long) g[0];
      long f4g1 = t[4] * (long) g[1];
      long f4g2 = t[4] * (long) g[2];
      long f4g3 = t[4] * (long) g[3];
      long f4g4 = t[4] * (long) g[4];
      long f4g5 = t[4] * (long) g[5];
      long f4g6_19 = t[4] * (long) g6_19;
      long f4g7_19 = t[4] * (long) g7_19;
      long f4g8_19 = t[4] * (long) g8_19;
      long f4g9_19 = t[4] * (long) g9_19;
      long f5g0 = t[5] * (long) g[0];
      long f5g1_2 = f5_2 * (long) g[1];
      long f5g2 = t[5] * (long) g[2];
      long f5g3_2 = f5_2 * (long) g[3];
      long f5g4 = t[5] * (long) g[4];
      long f5g5_38 = f5_2 * (long) g5_19;
      long f5g6_19 = t[5] * (long) g6_19;
      long f5g7_38 = f5_2 * (long) g7_19;
      long f5g8_19 = t[5] * (long) g8_19;
      long f5g9_38 = f5_2 * (long) g9_19;
      long f6g0 = t[6] * (long) g[0];
      long f6g1 = t[6] * (long) g[1];
      long f6g2 = t[6] * (long) g[2];
      long f6g3 = t[6] * (long) g[3];
      long f6g4_19 = t[6] * (long) g4_19;
      long f6g5_19 = t[6] * (long) g5_19;
      long f6g6_19 = t[6] * (long) g6_19;
      long f6g7_19 = t[6] * (long) g7_19;
      long f6g8_19 = t[6] * (long) g8_19;
      long f6g9_19 = t[6] * (long) g9_19;
      long f7g0 = t[7] * (long) g[0];
      long f7g1_2 = f7_2 * (long) g[1];
      long f7g2 = t[7] * (long) g[2];
      long f7g3_38 = f7_2 * (long) g3_19;
      long f7g4_19 = t[7] * (long) g4_19;
      long f7g5_38 = f7_2 * (long) g5_19;
      long f7g6_19 = t[7] * (long) g6_19;
      long f7g7_38 = f7_2 * (long) g7_19;
      long f7g8_19 = t[7] * (long) g8_19;
      long f7g9_38 = f7_2 * (long) g9_19;
      long f8g0 = t[8] * (long) g[0];
      long f8g1 = t[8] * (long) g[1];
      long f8g2_19 = t[8] * (long) g2_19;
      long f8g3_19 = t[8] * (long) g3_19;
      long f8g4_19 = t[8] * (long) g4_19;
      long f8g5_19 = t[8] * (long) g5_19;
      long f8g6_19 = t[8] * (long) g6_19;
      long f8g7_19 = t[8] * (long) g7_19;
      long f8g8_19 = t[8] * (long) g8_19;
      long f8g9_19 = t[8] * (long) g9_19;
      long f9g0 = t[9] * (long) g[0];
      long f9g1_38 = f9_2 * (long) g1_19;
      long f9g2_19 = t[9] * (long) g2_19;
      long f9g3_38 = f9_2 * (long) g3_19;
      long f9g4_19 = t[9] * (long) g4_19;
      long f9g5_38 = f9_2 * (long) g5_19;
      long f9g6_19 = t[9] * (long) g6_19;
      long f9g7_38 = f9_2 * (long) g7_19;
      long f9g8_19 = t[9] * (long) g8_19;
      long f9g9_38 = f9_2 * (long) g9_19;
  
      /**
       * Remember: 2^255 congruent 19 modulo p.
       * h = h0 * 2^0 + h1 * 2^26 + h2 * 2^(26+25) + h3 * 2^(26+25+26) + ... + h9 * 2^(5*26+5*25).
       * So to get the real number we would have to multiply the coefficients with the corresponding powers of 2.
       * To get an idea what is going on below, look at the calculation of h0:
       * h0 is the coefficient to the power 2^0 so it collects (sums) all products that have the power 2^0.
       * f0 * g0 really is f0 * 2^0 * g0 * 2^0 = (f0 * g0) * 2^0.
       * f1 * g9 really is f1 * 2^26 * g9 * 2^230 = f1 * g9 * 2^256 = 2 * f1 * g9 * 2^255 congruent 2 * 19 * f1 * g9 * 2^0 modulo p.
       * f2 * g8 really is f2 * 2^51 * g8 * 2^204 = f2 * g8 * 2^255 congruent 19 * f2 * g8 * 2^0 modulo p.
       * and so on...
       */
      long h0 = f0g0 + f1g9_38 + f2g8_19 + f3g7_38 + f4g6_19 + f5g5_38 + f6g4_19 + f7g3_38 + f8g2_19
          + f9g1_38;
      long h1 =
          f0g1 + f1g0 + f2g9_19 + f3g8_19 + f4g7_19 + f5g6_19 + f6g5_19 + f7g4_19 + f8g3_19 + f9g2_19;
      long h2 =
          f0g2 + f1g1_2 + f2g0 + f3g9_38 + f4g8_19 + f5g7_38 + f6g6_19 + f7g5_38 + f8g4_19 + f9g3_38;
      long h3 = f0g3 + f1g2 + f2g1 + f3g0 + f4g9_19 + f5g8_19 + f6g7_19 + f7g6_19 + f8g5_19 + f9g4_19;
      long h4 =
          f0g4 + f1g3_2 + f2g2 + f3g1_2 + f4g0 + f5g9_38 + f6g8_19 + f7g7_38 + f8g6_19 + f9g5_38;
      long h5 = f0g5 + f1g4 + f2g3 + f3g2 + f4g1 + f5g0 + f6g9_19 + f7g8_19 + f8g7_19 + f9g6_19;
      long h6 = f0g6 + f1g5_2 + f2g4 + f3g3_2 + f4g2 + f5g1_2 + f6g0 + f7g9_38 + f8g8_19 + f9g7_38;
      long h7 = f0g7 + f1g6 + f2g5 + f3g4 + f4g3 + f5g2 + f6g1 + f7g0 + f8g9_19 + f9g8_19;
      long h8 = f0g8 + f1g7_2 + f2g6 + f3g5_2 + f4g4 + f5g3_2 + f6g2 + f7g1_2 + f8g0 + f9g9_38;
      long h9 = f0g9 + f1g8 + f2g7 + f3g6 + f4g5 + f5g4 + f6g3 + f7g2 + f8g1 + f9g0;
      long carry0;
      long carry1;
      long carry2;
      long carry3;
      long carry4;
      long carry5;
      long carry6;
      long carry7;
      long carry8;
      long carry9;
  
          /*
          |h0| <= (1.65*1.65*2^52*(1+19+19+19+19)+1.65*1.65*2^50*(38+38+38+38+38))
            i.e. |h0| <= 1.4*2^60; narrower ranges for h2, h4, h6, h8
          |h1| <= (1.65*1.65*2^51*(1+1+19+19+19+19+19+19+19+19))
            i.e. |h1| <= 1.7*2^59; narrower ranges for h3, h5, h7, h9
          */
  
      carry0 = (h0 + (long) (1 << 25)) >> 26;
      h1 += carry0;
      h0 -= carry0 << 26;
      carry4 = (h4 + (long) (1 << 25)) >> 26;
      h5 += carry4;
      h4 -= carry4 << 26;
      /* |h0| <= 2^25 */
      /* |h4| <= 2^25 */
      /* |h1| <= 1.71*2^59 */
      /* |h5| <= 1.71*2^59 */
  
      carry1 = (h1 + (long) (1 << 24)) >> 25;
      h2 += carry1;
      h1 -= carry1 << 25;
      carry5 = (h5 + (long) (1 << 24)) >> 25;
      h6 += carry5;
      h5 -= carry5 << 25;
      /* |h1| <= 2^24; from now on fits into int32 */
      /* |h5| <= 2^24; from now on fits into int32 */
      /* |h2| <= 1.41*2^60 */
      /* |h6| <= 1.41*2^60 */
  
      carry2 = (h2 + (long) (1 << 25)) >> 26;
      h3 += carry2;
      h2 -= carry2 << 26;
      carry6 = (h6 + (long) (1 << 25)) >> 26;
      h7 += carry6;
      h6 -= carry6 << 26;
      /* |h2| <= 2^25; from now on fits into int32 unchanged */
      /* |h6| <= 2^25; from now on fits into int32 unchanged */
      /* |h3| <= 1.71*2^59 */
      /* |h7| <= 1.71*2^59 */
  
      carry3 = (h3 + (long) (1 << 24)) >> 25;
      h4 += carry3;
      h3 -= carry3 << 25;
      carry7 = (h7 + (long) (1 << 24)) >> 25;
      h8 += carry7;
      h7 -= carry7 << 25;
      /* |h3| <= 2^24; from now on fits into int32 unchanged */
      /* |h7| <= 2^24; from now on fits into int32 unchanged */
      /* |h4| <= 1.72*2^34 */
      /* |h8| <= 1.41*2^60 */
  
      carry4 = (h4 + (long) (1 << 25)) >> 26;
      h5 += carry4;
      h4 -= carry4 << 26;
      carry8 = (h8 + (long) (1 << 25)) >> 26;
      h9 += carry8;
      h8 -= carry8 << 26;
      /* |h4| <= 2^25; from now on fits into int32 unchanged */
      /* |h8| <= 2^25; from now on fits into int32 unchanged */
      /* |h5| <= 1.01*2^24 */
      /* |h9| <= 1.71*2^59 */
  
      carry9 = (h9 + (long) (1 << 24)) >> 25;
      h0 += carry9 * 19;
      h9 -= carry9 << 25;
      /* |h9| <= 2^24; from now on fits into int32 unchanged */
      /* |h0| <= 1.1*2^39 */
  
      carry0 = (h0 + (long) (1 << 25)) >> 26;
      h1 += carry0;
      h0 -= carry0 << 26;
      /* |h0| <= 2^25; from now on fits into int32 unchanged */
      /* |h1| <= 1.01*2^24 */
  
      int[] h = new int[10];
      h[0] = (int) h0;
      h[1] = (int) h1;
      h[2] = (int) h2;
      h[3] = (int) h3;
      h[4] = (int) h4;
      h[5] = (int) h5;
      h[6] = (int) h6;
      h[7] = (int) h7;
      h[8] = (int) h8;
      h[9] = (int) h9;
      return new org.mariadb.jdbc.internal.com.send.authentication.ed25519.math.ed25519.Ed25519FieldElement(f, h);
    }