affine2proj(P)=
{
  my([X,Y]=P);
  my(x=numerator(X),z=denominator(X),y=Y*z^3);
  [x,y,z];
}
{
  V=[
 [-10,-8,1,-2,0,-5,-4],
 [4,-6,-4,-7,-8,5,-3],
 [4,-8,2,-3,-1,0,-6],
 [0,5,6,2,-7,4,-8],
 [-5,10,-9,-6,7,-1,3],
 [0,-8,-6,-9,-8,-6,-9],
 [-6,5,7,-10,-1,1,-2],
 [-2,9,-3,-3,-4,-2,-3],
 [7,-7,-2,5,-1,8,7],
 [-6,10,-6,9,-3,-7,-2],
 [-3,-8,10,6,3,7,-7],
 [-5,5,8,7,-2,2,-3],
 [-8,5,9,-6,-2,-6,-1],
 [0,6,0,-9,6,2,-3],
 [2,1,-5,9,-9,1,-2],
 [-5,8,-4,-5,10,-10,-5],
 [-2,3,1,4,-5,7,3],
 [-8,-8,4,8,7,3,-6],
 [6,6,-5,-8,-5,-5,-2],
 [6,-10,-6,-6,-7,-8,-8],
 [4,10,-9,-1,6,10,3],
 [1,2,7,3,-7,-9,-2],
 [-7,-5,-2,0,-3,-9,2],
 [3,1,-7,-3,4,7,3],
 [-3,7,6,-3,-1,7,-8],
 [-8,-3,0,-3,4,7,4],
 [10,10,5,-7,0,3,-2],
 [-7,-3,10,-4,-3,-7,3],
 [7,-8,-2,7,-4,1,3],
 [3,-3,-9,-10,5,-2,-1],
 [4,9,-7,8,-3,1,10],
 [-4,-9,-7,-3,9,7,8],
 [-2,5,7,4,0,6,4],
 [0,1,1,-1,4,4,9],
 [8,4,-4,1,-3,-10,3],
 [-10,-10,-3,9,7,0,-4],
 [-7,-1,7,-9,9,-5,-7],
 [0,5,1,-4,10,-2,-3],
 [4,6,-6,1,-7,-8,-9],
 [2,-7,-4,3,-2,-8,2],
 [1,8,-8,-5,-2,9,-4],
 [-6,9,-10,2,9,5,2],
 [1,-4,-6,-9,-1,-3,-4],
 [-2,4,3,1,-2,-10,10],
 [9,5,-10,1,-10,-10,5],
 [-1,6,-3,4,-6,-6,-2],
 [3,4,-6,-6,-9,5,-1],
 [4,-8,-2,6,6,3,8],
 [2,0,3,0,10,4,5],
 [-10,3,0,1,5,8,2],
 [8,6,-2,5,-3,3,-9],
 [10,-10,-3,-4,8,8,7],
 [6,10,-4,-3,-9,-10,8],
 [-5,-1,-3,-4,5,10,9],
 [0,8,10,10,-8,8,-2],
 [8,-4,-2,-10,-1,9,9],
 [9,2,5,1,4,9,10],
 [1,-2,6,-7,-4,-8,1],
 [-6,8,-2,0,7,-5,-2],
 [-4,-5,-7,8,-4,-4,-1],
 [6,9,-9,3,-8,10,10],
 [9,-5,5,2,2,1,1],
 [-7,-2,1,8,2,-8,-1],
 [5,-6,7,-7,6,-6,9],
 [9,10,4,1,-1,7,-7],
 [0,1,10,7,-9,-8,9],
 [-10,9,5,-9,4,-3,6],
 [-7,-6,5,9,-7,-10,-7],
 [-8,-5,6,-7,-1,-4,-2],
 [-4,7,6,0,3,1,-4],
 [2,4,5,7,-10,-9,1],
 [-3,9,-5,9,2,-8,2],
 [7,2,10,-1,-4,-10,-2],
 [0,-4,-9,-4,-4,-6,-10],
 [9,1,-4,-4,4,7,6],
 [-2,-1,6,8,4,-8,-10],
 [9,-8,-5,9,2,-5,8],
 [5,0,10,-10,2,5,-6],
 [6,0,9,-7,-8,0,-2],
 [6,3,-6,3,8,10,-9],
 [-7,-2,-6,-1,10,-2,-5],
 [-7,3,-5,9,1,-8,6],
 [-5,7,-8,10,1,-9,1],
 [6,-6,-7,0,6,3,-4],
 [-2,-2,-10,-7,-5,-3,0],
 [-6,-6,-3,-4,-9,-10,6],
 [7,-6,0,10,-1,1,-8],
 [10,9,-9,2,1,9,-3],
 [-6,-4,-9,5,-10,10,8],
 [-10,-8,-10,8,-1,-9,9],
 [3,-3,-9,-4,-6,-8,-4],
 [-2,8,9,-6,5,-7,-6],
 [6,9,-9,3,7,10,-5],
 [6,10,2,-5,0,-6,-9],
 [9,-6,6,-9,-8,7,-1],
 [1,0,-9,7,-10,-7,-10],
 [4,-3,3,5,-4,-5,2],
 [-9,-3,8,-6,2,9,3],
 [10,-4,1,4,10,1,-5],
 [5,10,0,-8,-9,6,3],
 [-9,5,-4,-5,4,-4,6],
 [1,-2,5,-5,-9,3,2],
 [-8,-3,6,1,9,0,10],
 [-3,-5,-3,-7,5,-4,-8],
 [-7,8,7,1,-3,10,-4],
 [8,0,8,9,9,-7,0],
 [-5,-8,-3,10,-9,4,-8],
 [3,-9,10,3,4,-9,-7],
 [6,-8,-1,10,2,-5,-9],
 [8,4,-6,-1,3,3,2],
 [9,5,9,4,5,3,-9],
 [-3,4,-5,9,-7,8,-7],
 [3,9,-5,8,0,1,-4],
 [-1,3,10,0,-3,2,1],
 [7,-10,0,8,-10,3,10],
 [7,-6,-4,2,0,-4,0],
 [-8,4,-8,6,10,-9,2],
 [-1,-10,-5,-2,1,9,6],
 [-10,-4,2,9,4,7,-3],
 [5,1,4,2,-7,4,-4],
 [0,4,2,-10,-3,5,6],
 [4,4,3,6,4,3,-1],
 [-10,10,-10,8,-8,-6,-9],
 [7,7,10,-9,-5,-1,-3],
 [-7,10,4,-3,1,1,3],
 [-10,5,-8,4,1,4,-4],
 [-3,1,-1,8,10,4,8],
 [2,10,3,-7,-1,-3,-6],
 [-7,8,0,7,10,2,-6],
 [-3,-4,-5,-2,1,-1,-5],
 [-2,10,-4,8,-7,-4,-2],
 [9,0,10,8,-4,4,-7],
 [3,9,-5,0,1,4,7],
 [1,10,4,9,1,-10,5],
 [7,-6,-10,10,-8,2,-7],
 [7,-3,7,10,-7,-6,6],
 [4,4,2,4,10,-1,3],
 [-4,-6,10,10,7,-5,-9],
 [6,-8,1,-9,2,8,-7],
 [3,-5,-6,-5,7,3,-2],
 [9,8,-7,8,7,3,8],
 [7,4,-4,6,4,-7,-6],
 [-3,10,-1,1,4,-9,0],
 [-3,5,-2,-6,9,-6,7],
 [4,7,3,9,4,2,-7],
 [-10,-3,1,10,5,-9,5],
 [-5,5,-9,7,10,2,-3],
 [7,1,0,6,-5,9,-6],
 [-5,1,-7,-9,-1,9,-4],
 [7,-6,-9,5,-2,-3,-6],
 [0,6,9,-5,8,-5,10],
 [9,10,-2,9,9,-3,5],
 [-4,7,8,0,-6,-1,-1],
 [4,5,7,-3,5,-9,4],
 [-5,-7,8,5,-8,-5,-1],
 [-10,5,-10,0,-2,2,10],
 [7,7,5,-9,-10,2,1],
 [1,-10,-8,1,3,4,-8],
 [-8,4,10,1,-10,2,2],
 [7,2,-4,-2,-10,-3,3],
 [3,-5,-6,-2,-5,2,9],
 [-3,-6,-9,-7,-3,3,-8],
 [-6,-4,0,-1,9,-3,-8],
 [-7,9,9,-7,4,0,-1],
 [2,4,4,1,-9,10,-10],
 [9,-1,-8,6,8,1,-2],
 [10,-10,5,10,9,-10,-3],
 [10,0,-10,-6,6,-7,2],
 [10,0,-1,3,10,2,-3],
 [-10,10,-2,7,5,-9,10],
 [-2,-8,7,-6,6,9,10],
 [6,5,2,-1,3,2,-4],
 [9,5,-10,-6,-1,3,0],
 [-2,-10,5,4,8,-6,-5],
 [8,-4,-3,2,4,-5,-5],
 [2,4,10,-4,8,-2,7],
 [-4,10,8,9,1,-2,8],
 [4,5,6,4,-8,9,8],
 [-3,-6,4,1,6,2,-6],
 [-8,8,-9,9,-7,-1,-3],
 [7,-2,-9,10,1,4,-10],
 [-1,-5,-5,-7,-9,4,-3],
 [-3,8,2,0,-6,9,9],
 [-4,5,0,-10,-4,-6,-8],
 [-10,-6,-7,-6,-9,-2,4],
 [-2,-5,-1,0,8,3,-10],
 [-4,-3,6,9,-5,1,-8],
 [2,0,6,8,-8,-2,-9],
 [2,4,2,-7,-2,-4,-7],
 [2,-7,-4,7,-2,9,7],
 [3,-7,-3,0,1,1,-4],
 [-4,-7,1,7,1,-4,-3],
 [8,7,-4,-3,0,-2,3],
 [-3,-7,1,8,3,-2,1],
 [3,0,-7,2,-6,5,-7],
 [-4,-2,-6,-3,-6,-2,10],
 [5,10,1,10,10,-6,-4],
 [-4,6,5,-10,2,6,-3],
 [4,-5,2,3,-10,3,8],
 [-5,4,-10,4,6,0,-2],
 [-7,-3,-9,7,-3,2,1],
 [1,-9,-9,2,8,8,7],
 [-7,1,-7,-7,1,-6,-10],
 [-9,1,-2,-5,3,5,-3],
 [-3,-9,-3,9,6,-9,4],
 [-2,9,-9,5,5,-7,8],
 [5,-10,8,-8,-3,-8,-10],
 [0,1,-7,7,6,3,-8],
 [-1,-9,4,-8,-5,-6,-2],
 [-6,5,1,8,-8,3,-3],
 [6,8,-4,1,3,9,-1],
 [4,-6,7,10,-9,-7,-8],
 [1,7,-3,3,0,-10,-1],
 [4,-6,-2,3,-1,7,-6],
 [5,-8,-2,-4,-6,10,-5],
 [10,-3,2,-1,-6,-8,-1],
 [1,2,-5,-10,-7,-4,-1],
 [7,-8,4,0,5,4,1],
 [3,6,-2,2,6,-6,1],
 [8,-4,6,1,-9,8,-8],
 [-4,-6,8,5,-5,-4,5],
 [-7,-3,8,-6,1,-6,-4],
 [8,-4,-10,-3,10,4,4],
 [-4,4,3,-7,1,-3,-8],
 [6,-5,-4,-5,-7,-5,9],
 [-10,6,-9,-8,2,2,2],
 [-7,1,10,-9,10,-2,-4],
 [9,0,-8,8,-3,10,2],
 [3,-4,2,8,10,2,-1],
 [2,8,-8,6,-6,7,8],
 [1,5,-8,-4,-8,-7,7],
 [-3,4,-5,-6,-10,-1,7],
 [9,-6,-3,3,-6,-1,-1],
 [-6,4,-10,6,-10,-4,-1],
 [-4,-7,-4,4,-2,-8,7],
 [4,8,-2,-2,-3,-7,-5],
 [5,-10,0,2,-9,-4,-7],
 [8,-7,-5,-6,0,7,-5],
 [7,-9,4,10,-7,1,6],
 [10,-8,1,8,0,-3,8],
 [3,3,2,-2,-6,-2,-10],
 [1,0,-8,5,6,-1,-8],
 [-5,6,0,10,7,-4,-10],
 [10,-5,2,5,6,8,7],
 [7,2,7,-6,-8,-2,2],
 [3,7,3,8,-3,-4,1],
 [8,-2,9,0,-5,9,-3],
 [6,0,5,-6,-9,-3,-2],
 [-5,-8,-10,2,1,-2,-1],
 [3,1,-9,5,-10,8,-8],
 [6,-7,-4,-8,-2,-1,-4],
 [-1,0,0,5,-2,-9,2],
 [-7,10,-2,-2,-7,-7,-2],
 [6,4,-3,-3,-1,-9,5],
 [10,6,5,4,-1,-1,-4],
 [-8,-4,-2,7,3,9,1],
 [5,0,3,-6,0,10,-2],
 [5,-10,7,7,5,2,5],
 [1,3,4,-10,3,2,-8],
 [-2,-1,4,-10,-10,-3,-7],
 [-9,1,6,1,4,0,9],
 [6,9,10,-4,2,6,10],
 [0,2,-3,-1,-4,6,-1],
 [1,-4,-7,-2,3,1,6],
 [-1,-4,0,-2,-3,4,8],
 [-8,4,-9,-4,-5,5,-6],
 [-1,4,6,-9,6,-5,0],
 [-6,-1,-3,5,-6,4,-7],
 [6,-10,10,2,3,5,1],
 [-10,-8,-1,7,-8,-2,5],
 [3,-2,3,8,4,7,10],
 [7,-4,8,5,-1,3,5],
 [4,10,7,0,5,-3,5],
 [-8,-3,-8,7,-3,-10,1],
 [9,7,2,3,-7,-3,-3],
 [-9,-7,-2,9,-2,-4,4],
 [-4,-7,3,9,5,4,-5],
 [3,3,4,10,-6,2,5],
 [-9,2,9,0,-9,2,3],
 [-6,-7,-1,-1,-7,-10,1],
 [-6,8,9,-10,-3,-4,8],
 [4,9,7,-4,4,1,10],
 [6,6,4,-5,-2,-8,-6],
 [-8,5,10,-2,1,1,3],
 [-3,-2,2,-3,0,8,-4],
 [9,2,6,8,9,8,-1],
 [5,9,5,-10,10,3,-8],
 [-4,1,-9,-4,-2,0,-9],
 [10,7,4,3,-4,-7,-6],
 [-5,9,-6,-9,-6,-6,4],
 [9,0,-6,3,-9,-8,-6],
 [-4,0,4,-5,8,-10,9],
 [3,-7,5,5,9,-6,-10],
 [-4,-5,2,9,5,-3,-10],
 [5,6,0,2,-6,10,0],
 [-7,-8,-1,10,-10,-3,-8],
 [-9,6,2,-2,3,7,-9],
 [-7,-3,-10,-6,-6,9,1],
 [3,-10,9,2,10,7,9],
 [-5,9,-9,9,-7,1,-5],
 [6,-2,3,-3,3,-8,-8],
 [9,-7,1,-9,-9,-6,-5],
 [-3,-2,-5,1,0,0,-8],
 [3,3,-6,-7,3,-8,-2],
 [10,-9,-8,1,-4,8,6],
 [-8,3,5,3,-4,-8,0],
 [-3,3,-9,-7,5,-5,-8],
 [8,10,-1,9,7,10,-3],
 [-2,1,10,9,-2,-6,1],
 [9,4,-6,9,-7,2,4],
 [7,-8,-6,2,-6,2,-2],
 [9,-9,0,8,4,0,-9],
 [-4,-6,-3,6,9,9,9],
 [-3,-6,-2,-7,6,0,10],
 [5,-4,-7,0,-3,8,-8],
 [7,1,5,-2,-7,-7,-7],
 [4,-3,5,-6,7,-1,-6],
 [6,-2,-4,4,-9,7,8],
 [9,4,-3,8,1,7,3],
 [0,-2,-8,-9,-2,4,10],
 [-3,6,9,8,-3,-2,10],
 [-8,-10,7,-8,6,6,-5],
 [-8,-5,0,9,-9,-1,8],
 [4,-1,10,1,5,-8,1],
 [-4,5,4,0,-4,-9,-1],
 [-9,8,-6,-8,2,-7,-6],
 [-7,-8,8,9,5,6,9],
 [7,-9,-3,2,-5,6,1],
 [0,1,-1,0,-1,-5,0],
 [3,-9,2,0,5,6,2],
 [8,-7,-3,3,-8,-5,-4],
 [10,8,-9,-7,3,2,2],
 [10,5,3,-2,-6,9,-5],
 [-10,7,5,-1,-6,3,-6],
 [-10,-9,-1,-4,-10,-1,-1],
 [4,7,10,-4,-1,3,1],
 [-8,-7,0,-6,0,-6,4],
 [0,2,-4,10,-7,2,9],
 [8,-8,-1,9,5,-8,7],
 [1,-10,-8,1,0,-5,-2],
 [10,9,-10,6,8,9,-3],
 [1,-3,-8,4,-7,-10,0],
 [6,-7,-1,4,-1,-2,-5],
 [8,6,-4,2,-2,-7,-6],
 [10,-2,7,-10,-6,9,-8],
 [4,2,9,6,-2,1,4],
 [0,9,-4,-5,3,-4,-6],
 [2,4,-4,-10,-9,-1,-1],
 [4,6,10,2,2,-5,6],
 [-9,3,-1,-9,-7,3,-10],
 [4,9,-6,-5,3,-4,-1],
 [4,9,-10,-7,-8,9,3],
 [-2,8,0,8,5,5,-7],
 [-7,9,1,-3,2,9,-8],
 [-4,-1,-10,6,8,-6,-2],
 [9,7,4,0,2,8,-4],
 [4,9,-7,10,10,-10,-4],
 [0,6,0,-8,-1,-2,1],
 [-4,3,-5,1,-2,-9,-2],
 [-7,-5,-8,-5,7,-5,8],
 [8,1,-10,-8,-9,-10,6],
 [-8,-3,-2,4,-5,2,-2],
 [-5,-1,9,0,-6,-8,-5],
 [-2,-7,-1,-3,7,-9,7],
 [2,4,2,0,6,2,-7],
 [7,-3,-1,7,-5,4,-2],
 [-9,-8,-1,-2,10,-7,-4],
 [0,-10,10,7,-8,-10,3],
 [2,8,2,-4,4,0,-7],
 [9,6,7,-8,10,-8,-10],
 [-2,-9,-7,0,-2,-9,-7],
 [-3,8,1,3,7,1,-2],
 [-9,-2,-2,1,4,0,4],
 [-9,4,-5,2,-9,7,2],
 [-2,-9,5,2,-1,4,-5],
 [2,2,-7,-10,5,-7,6],
 [5,-7,2,-4,0,-1,-1],
 [8,-1,2,10,10,-5,4],
 [0,9,-2,-4,2,-5,-1],
 [-9,4,-6,1,-7,-7,-3],
 [4,-1,5,-4,3,-7,2],
 [-3,9,-5,6,5,2,0],
 [6,7,-4,9,-9,9,-4],
 [8,-6,-5,-7,-3,2,7],
 [-6,-8,1,2,8,5,-7],
 [5,9,-7,2,-6,-8,5],
 [0,-2,-7,-5,-9,-7,-7],
 [-6,5,10,6,0,6,0],
 [10,4,-6,0,-5,-8,4],
 [-1,-3,-9,-7,1,-9,6],
 [-3,-8,-4,-1,1,-7,5],
 [-4,-6,7,10,7,6,10],
 [8,7,-1,-8,-10,1,-9],
 [3,7,1,8,1,-4,6],
 [-7,1,-3,9,0,10,-7],
 [-7,-6,8,-7,-6,2,3],
 [3,0,4,-3,-5,-8,-2],
 [6,1,2,-3,1,7,9],
 [3,-6,5,9,-1,5,5],
 [6,4,-3,6,0,-5,-4],
 [-1,-4,1,-9,3,3,0],
 [-2,-7,-8,-2,0,-2,-5],
 [8,0,-3,1,-4,-3,6],
 [-1,-7,-9,10,-4,-5,2],
 [6,-4,-2,-1,-4,4,-2],
 [3,-2,-7,-1,-9,2,-7],
 [-9,-8,-8,-10,-7,6,-10],
 [10,9,-4,1,5,-4,1],
 [5,10,-9,-3,-3,-6,-10],
 [10,6,-10,-7,3,8,-2],
 [-7,10,5,6,-8,-1,5],
 [-8,-8,-10,-6,6,-8,-8],
 [-3,-8,9,-1,3,1,4],
 [-10,-8,-9,8,-1,-10,1],
 [3,-8,5,1,3,-10,-1],
 [-8,5,1,9,-9,0,-3],
 [8,-9,10,-10,-1,-10,-10],
 [-1,5,-10,-4,-8,-10,8],
 [-6,9,-8,10,-10,-3,4],
 [3,-10,2,9,4,1,10],
 [8,6,8,4,1,4,-9],
 [3,-10,8,-5,-2,-10,8],
 [10,-5,-3,7,-1,6,-2],
 [6,-10,-4,-9,0,8,10],
 [2,10,-6,6,10,10,-1],
 [7,-8,4,-10,3,9,3],
 [1,2,-3,-10,3,10,5],
 [-5,-8,-6,9,-1,9,-6],
 [9,-10,9,-6,8,3,-1],
 [-7,1,-8,0,-10,-4,4],
 [-10,1,0,3,4,3,10],
 [10,-3,10,2,7,-4,3],
 [-3,9,-6,-3,7,0,-6],
 [-9,-3,0,1,4,1,-4],
 [6,2,-4,6,0,-6,-4],
 [7,-5,5,4,-9,6,-6],
 [-10,-10,4,-2,7,-2,-7],
 [8,-8,2,-6,10,2,1],
 [5,-10,-2,1,-10,8,8],
 [8,6,3,-9,-5,8,-7],
 [5,2,8,8,0,6,-7],
 [-4,3,-10,4,-3,4,-1],
 [9,-3,-8,0,-8,-9,-6],
 [-5,9,-6,-8,2,3,2],
 [-1,10,-2,4,10,-9,-8],
 [-5,-10,8,-7,-5,8,-3],
 [-10,8,-4,8,4,-2,-7],
 [-8,4,-1,-10,4,3,-4],
 [9,-1,1,-9,9,4,-1],
 [-7,-7,9,0,6,-3,-7],
 [-2,-4,-8,3,9,9,-4],
 [3,9,9,5,-9,8,7],
 [-3,-4,-9,1,-2,4,9],
 [-5,2,3,-6,-10,-9,3],
 [-3,10,5,7,2,1,0],
 [3,-10,9,-1,2,-2,-4],
 [3,3,-6,-1,-6,3,-6],
 [8,6,-9,7,-3,-4,2],
 [-5,-1,4,-1,5,-1,-7],
 [-8,8,0,-7,-8,-10,1],
 [-1,0,10,2,8,-5,8],
 [-2,-2,-8,-4,9,-8,-4],
 [-10,-8,-1,8,2,0,2],
 [-10,7,-4,3,-4,-6,1],
 [1,2,-7,-3,-9,-7,2],
 [-3,10,2,-6,-5,9,-1],
 [0,4,-9,9,9,7,-6],
 [5,2,-5,-3,-10,-9,10],
 [-10,9,3,2,5,-5,3],
 [-2,5,10,-10,5,3,-6],
 [-9,1,0,5,8,10,-6],
 [2,-6,-5,6,2,9,3],
 [-4,9,-8,-2,0,-10,0],
 [4,6,-9,-3,-2,-4,2],
 [-8,-7,2,10,9,-5,4],
 [-5,4,-5,6,6,2,-1],
 [3,10,-3,-6,-10,-7,-1],
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 [5,-10,9,5,7,0,3],
 [3,-3,0,-10,0,-6,0],
 [-8,3,2,-5,-5,2,-1],
 [-4,-10,-10,10,-4,4,3],
 [6,1,-9,5,6,8,9],
 [-8,2,3,5,7,7,5],
 [-4,0,7,-3,6,-8,-5],
 [6,9,8,7,9,0,-9],
 [-9,9,-7,9,-7,-10,0],
 [-1,7,6,-6,4,-6,6],
 [-9,-9,-7,8,-6,9,-3],
 [5,-7,-1,-8,3,6,3],
 [-1,-2,-10,2,-10,10,3],
 [-5,-6,3,2,6,5,-7],
 [-8,1,8,-1,7,-2,3],
 [1,-6,-4,-8,2,2,6],
 [3,0,1,6,-1,-1,-2],
 [-10,0,1,8,2,0,3],
 [6,-5,-6,7,9,-9,-10],
 [-10,-10,-10,-5,-5,6,0],
 [8,-4,-8,1,-10,8,-3],
 [7,-3,3,-6,1,5,-6],
 [8,10,10,7,6,-3,0],
 [4,-6,6,-3,6,0,7],
 [9,-7,-3,10,-2,-2,-4],
 [4,-1,-4,-8,-3,7,-7],
 [-8,2,9,-4,0,-5,-7],
 [-2,9,7,7,3,7,-5],
 [8,5,10,-5,-8,-6,-3],
 [0,6,-10,-5,-6,-7,10],
 [-9,-2,3,-10,5,-9,-1],
 [9,-4,-6,-10,10,7,8],
 [-7,-4,-1,-1,4,7,-7],
 [-9,-3,-5,-2,-7,-5,7],
 [-6,8,4,-3,10,-7,9],
 [-10,-2,4,1,8,-2,-3],
 [3,-3,-7,-2,9,8,7],
 [8,9,8,9,9,9,-1],
 [-3,10,6,-4,3,1,-4],
 [5,1,1,5,-10,-4,-2],
 [-7,7,3,2,1,-5,0],
 [0,-4,-10,-2,9,-3,-3],
 [2,8,-7,-4,5,7,-9],
 [4,-4,4,4,0,5,5],
 [5,-2,2,-3,9,3,8],
 [4,3,-8,3,-9,4,6],
 [0,9,7,8,8,1,0]
];
  for(i=1,#V,
    print1(i,":");
    my(L=hyperellratpoints(Polrev(V[i]),16383));
    print(apply(affine2proj,L)));
}
