6
s t z p w b

45 p + 35 s - 165 b - 36;
35 p + 40 z + 25 t - 27 s;
15 w + 25 p s + 30 z - 18 t - 165 b^2;
- 9 w + 15 p t + 20 z s;
w p + 2 z t - 11 b^3;
99 w - 11 s b + 3 b^2;
10000 b^2 + 6600 b + 2673;;

/* Trinks 2, Ideal P = A + F7 R, 10/12/1983.
**  Found in "Some examples for Solving Systems of Algebraic Equations
**  by Calculating Grobner Bases", by Boege, Gebauer and Kredel.
**   J. of Symbolic Computation (1986) 1,83-98.
*/
