The data looks like this:

11      A       1       0       10      -24     3.06    [0,-1,1,-10,-20]
14      A       1       0       6       -55     4.7     [1,0,1,4,-6]
15      A       1       0       2       -56     5.81    [1,1,1,-10,-10]

The format is

level iso_class num   rank      B        D       t      a_invariants

where

level = conductor of the elliptic curve E

iso_class = the isogeny class of the elliptic curve

num = which curve in the isogeny class (this is *always* 1 in this table)

rank = the rank of the elliptic curve

B = an integer divisible only by primes that *might* divide Sha(E)

D = the discriminant (divisible by at least two primes) used
    to compute B

t = how many seconds the computation took.  If t = 0, then the computation
    was automatically timed out after 2 minutes.  Exactly 5503 of the 
    29758 computations timed out after 2 minutes; all others completed
    before then!

a_invariants = the a-invariants of a minimal Weierstrass equation

--------

personal notes:

1. using python get rid of spaces
1> x=open("data").read().split("\n")
2> len(x)
  29759
  3> x=open("data").read()
  4> y=x.replace(", ",",")
  5> open("data2").write(y)

2. Reorder entries of lines
awk '{ print $1"\t"$2"\t"$3"\t"$5"\t"$6"\t"$7"\t"$8"\t"$4 }' data2 > data3