i2 : (S,solsS) = randomInitialPair T
2
o2 = ({(.331935 + .167892*ii)x1 + (.0739411 - .155614*ii)x1*x2 + (.168295 -
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2
.126221*ii)x2 + (- .0288817 - .186931*ii)x1*x3 + (- .266635 +
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2
.238695*ii)x2*x3 + (- .023958 - .169766*ii)x3 , (- .027215 +
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3 2
.21642*ii)x1 + (- .107574 - .148373*ii)x1 x2 + (.527934 -
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2 3
.215815*ii)x1*x2 + (.222607 + .419228*ii)x2 + (- .256898 +
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2
.0765696*ii)x1 x3 + (- .0247345 + .598495*ii)x1*x2*x3 + (.504216 +
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2 2
.0204941*ii)x2 x3 + (- .356905 + .25814*ii)x1*x3 + (.00406804 -
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2 3
.149256*ii)x2*x3 + (- .0563377 + .244869*ii)x3 },
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{{-.103505-.413672*ii, -.173425+.367095*ii, -.114847+.800086*ii}})
o2 : Sequence
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i3 : M = track(S,T,solsS,gamma=>0.6+0.8*ii,Software=>M2)
o3 = {{{.443718-.429124*ii, .360706-.11537*ii, .017030+.68939*ii}, #steps =>
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25, status => REGULAR, last t => 1, cond#^{-1} => .615668}}
o3 : List
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