i2 : (S,solsS) = randomInitialPair T
2
o2 = ({(.128627 - .0712154*ii)x1 + (.0797411 + .150698*ii)x1*x2 + (.220924 -
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2
.0789312*ii)x2 + (- .153129 + .100128*ii)x1*x3 + (- .020821 +
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2
.0410025*ii)x2*x3 + (- .0308665 - .126002*ii)x3 , (.0156975 +
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3 2
.245063*ii)x1 + (.320902 + .398022*ii)x1 x2 + (.250501 +
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2 3
.319115*ii)x1*x2 + (.15544 + .367198*ii)x2 + (.291235 -
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2
.287461*ii)x1 x3 + (.129347 - .616536*ii)x1*x2*x3 + (- .0508479 -
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2 2
.19141*ii)x2 x3 + (.371484 - .88244*ii)x1*x3 + (.154074 +
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2 3
.0323608*ii)x2*x3 + (.0757395 + .157423*ii)x3 }, {{.068936+.637191*ii,
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-.577036-.085623*ii, .344601-.36081*ii}})
o2 : Sequence
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i3 : M = track(S,T,solsS,gamma=>0.6+0.8*ii,Software=>M2)
o3 = {{{.480548+.283714*ii, -.261334-.047766*ii, .498362-.607979*ii}, #steps
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=> 13, status => REGULAR, last t => 1, cond#^{-1} => .283946}}
o3 : List
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