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/* Author : Gonzalo Tornaria <mailto:tornaria@math.utexas.edu>
 * Date   : December 2003
 *
 *
 * Data about real quadratic twists for elliptic curves of
 * prime conductor less than 500 and congruent to 3 mod 4.
 *
 *   [ell, vec, qfs, aut]
 *
 * ell : elliptic curve data, as given in <data_ell.gp>
 * vec : vector of coefficients
 * qfs : vector of ternary quadratic forms [a1,a2,a3,a23,a13,a12]
 * aut : vector of number of automorphisms of forms in qfs
 *
 * For the explicit formula for the central value of the L-series of
 * the (real) quadratic twists, see the file <twist.gp>
 *
 * Based on joint work with Ariel Pacetti, in preparation.
 *
 * For PARI/GP routines to compute this data, see
 *   <http://www.ma.utexas.edu/~villegas/cnt/cnt.html>
 * 
 * TODO: more conductors, maybe up to 500 (a *LOT* of quadratic forms!)
 *
 * The actual data is in the file "tw_r.prime.1-500.gz"
 */

read("twist.gp");
extern("gzip -dc tw_r.prime.1-500.gz");

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/* List of available data */
{tw_real=[
 tw_11A_r, tw_19A_r, tw_43A_r, tw_67A_r, tw_79A_r, tw_83A_r,
 tw_131A_r, tw_139A_r, tw_163A_r, tw_179A_r, tw_307A_r, tw_307B_r,
 tw_307C_r, tw_307D_r, tw_331A_r, tw_347A_r, tw_359A_r, tw_359B_r,
 tw_431A_r, tw_431B_r, tw_443A_r, tw_443B_r, tw_443C_r, tw_467A_r
];}

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