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path: root/src/GeneralizedPolynomial-Uniform/Lagrange/2d.coeffs/2d.cube.order4.smooth0/coeff-dyy.compute.c
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fp t833,
   t808,
   t853,
   t807,
   t852,
   t834,
   t818,
   t851,
   t850,
   t849,
   t829,
   t815,
   t817,
   t806,
   t820,
   t804,
   t848,
   t847,
   t812,
   t846,
   t819,
   t845,
   t803,
   t844,
   t843,
   t798,
   t842,
   t841,
   t840,
   t839,
   t838,
   t837,
   t800,
   t836,
   t835,
   t816,
   t814,
   t811,
   t810,
   t809,
   t805,
   t802,
   t801,
   t799,
   t797;
      t833 = x*x;
      t808 = RATIONAL(-1.0,49.0)*t833;
      t853 = t808+RATIONAL(71.0,2940.0);
      t807 = RATIONAL(2.0,49.0)*t833;
      t852 = t807+RATIONAL(-289.0,2940.0);
      t834 = y*y;
      t818 = RATIONAL(-2.0,5.0)*t834;
      t851 = t818+RATIONAL(181.0,735.0)+RATIONAL(1.0,98.0)*t833;
      t850 = t818+t808+RATIONAL(226.0,735.0);
      t849 = x*y;
      t829 = RATIONAL(1.0,10.0);
      t815 = t829*y;
      t817 = RATIONAL(-1.0,5.0)*y;
      t806 = RATIONAL(-1.0,10.0)*y;
      t820 = RATIONAL(1.0,5.0)*y;
      t804 = t829*t834;
      t848 = t815+t804;
      t847 = t806+t804;
      t812 = RATIONAL(1.0,49.0)*t833;
      t846 = t818+RATIONAL(166.0,735.0)+t812;
      t819 = RATIONAL(3.0,5.0)*t834;
      t845 = t819+RATIONAL(-53.0,98.0)+t812;
      t803 = RATIONAL(-2.0,49.0)*t833;
      t844 = t803+RATIONAL(191.0,2940.0)+t804;
      t843 = t803+t819+RATIONAL(-41.0,98.0);
      t798 = x*t815;
      t842 = t798+t851;
      t841 = t848+t853;
      t840 = t847+t853;
      t839 = t847+t852;
      t838 = t820+t850;
      t837 = t817+t850;
      t800 = x*t806;
      t836 = t800+t851;
      t835 = t848+t852;
      t816 = RATIONAL(2.0,35.0)*x;
      t814 = RATIONAL(1.0,70.0)*x;
      t811 = RATIONAL(-1.0,70.0)*x;
      t810 = RATIONAL(1.0,35.0)*x;
      t809 = RATIONAL(-1.0,35.0)*x;
      t805 = RATIONAL(-2.0,35.0)*x;
      t802 = x*t817;
      t801 = x*t820;
      t799 = RATIONAL(-1.0,20.0)*t849;
      t797 = RATIONAL(1.0,20.0)*t849;
      coeff_dyy_m2_m2 = t798+t805+t839;
      coeff_dyy_m1_m2 = t797+t809+t840;
      coeff_dyy_0_m2 = t806+t844;
      coeff_dyy_p1_m2 = t810+t799+t840;
      coeff_dyy_p2_m2 = t800+t816+t839;
      coeff_dyy_m2_m1 = t810+t802+t838;
      coeff_dyy_m1_m1 = t820+t814+t836;
      coeff_dyy_0_m1 = t820+t846;
      coeff_dyy_p1_m1 = t811+t820+t842;
      coeff_dyy_p2_m1 = t809+t801+t838;
      coeff_dyy_m2_0 = t816+t843;
      coeff_dyy_m1_0 = t810+t845;
      coeff_dyy_0_0 = t819+RATIONAL(-57.0,98.0)+t807;
      coeff_dyy_p1_0 = t809+t845;
      coeff_dyy_p2_0 = t805+t843;
      coeff_dyy_m2_p1 = t810+t801+t837;
      coeff_dyy_m1_p1 = t817+t814+t842;
      coeff_dyy_0_p1 = t817+t846;
      coeff_dyy_p1_p1 = t811+t817+t836;
      coeff_dyy_p2_p1 = t809+t802+t837;
      coeff_dyy_m2_p2 = t805+t800+t835;
      coeff_dyy_m1_p2 = t809+t799+t841;
      coeff_dyy_0_p2 = t815+t844;
      coeff_dyy_p1_p2 = t797+t810+t841;
      coeff_dyy_p2_p2 = t816+t798+t835;