i2 : (S,solsS) = randomInitialPair T
2
o2 = ({(- .0323029 + .0166254*ii)x1 + (- .115568 + .112922*ii)x1*x2 +
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2
(.151087 + .111906*ii)x2 + (- .129349 + .0618405*ii)x1*x3 + (.0906911 +
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2 3
.10317*ii)x2*x3 + (.0643216 - .130253*ii)x3 , (.188426 - .382371*ii)x1
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2 2
+ (.316473 + .00435457*ii)x1 x2 + (- .200866 + .0286244*ii)x1*x2 + (-
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3 2
.197651 - .244126*ii)x2 + (.326394 - .0299224*ii)x1 x3 + (- .259444 +
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2
1.00532*ii)x1*x2*x3 + (- .261428 - .0127223*ii)x2 x3 + (.234919 +
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2 2
.309781*ii)x1*x3 + (- .489443 + .23324*ii)x2*x3 + (.312603 -
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3
.223226*ii)x3 }, {{.420366-.479096*ii, -.512322-.119757*ii,
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-.1118+.551765*ii}})
o2 : Sequence
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i3 : M = track(S,T,solsS,gamma=>0.6+0.8*ii,Software=>M2)
o3 = {{{.156365-.20712*ii, -.749304-.402282*ii, -.084643+.449667*ii}, #steps
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=> 11, status => REGULAR, last t => 1, cond#^{-1} => .49688}}
o3 : List
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