i2 : bruteForceRationalPoints(E)
o2 = {Point {0, 1, 0} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y =
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X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {2, 12, 1} on the
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(Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6
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over (GF 29).), Point {4, -12, 1} on the (Elliptic Curve defined by
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Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {4, 5,
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1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4
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X + 6 over (GF 29).), Point {8, -2, 1} on the (Elliptic Curve defined
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by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {8,
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-9, 1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2
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+ 4 X + 6 over (GF 29).), Point {-13, -13, 1} on the (Elliptic Curve
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defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).),
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Point {-13, -6, 1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y
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= X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {-5, -11, 1} on the
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(Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6
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over (GF 29).), Point {-5, 13, 1} on the (Elliptic Curve defined by
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Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {-11,
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-3, 1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2
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+ 4 X + 6 over (GF 29).), Point {-11, 11, 1} on the (Elliptic Curve
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defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).),
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Point {7, 1, 1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y =
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X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {7, -11, 1} on the
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(Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6
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over (GF 29).), Point {-1, 1, 1} on the (Elliptic Curve defined by Y^2
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+ 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {-1, -3, 1}
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on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X +
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6 over (GF 29).), Point {-2, 7, 1} on the (Elliptic Curve defined by
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Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {-2,
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-8, 1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2
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+ 4 X + 6 over (GF 29).), Point {-4, 12, 1} on the (Elliptic Curve
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defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).),
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Point {-4, -11, 1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y
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= X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {-8, 1, 1} on the
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(Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6
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over (GF 29).), Point {-8, 4, 1} on the (Elliptic Curve defined by Y^2
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+ 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {-6, 10, 1}
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on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X +
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6 over (GF 29).), Point {-6, -7, 1} on the (Elliptic Curve defined by
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Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {10,
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-10, 1} on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2
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X^2 + 4 X + 6 over (GF 29).), Point {10, -3, 1} on the (Elliptic
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Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF
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29).), Point {-14, 8, 1} on the (Elliptic Curve defined by Y^2 + 1 XY
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+ 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {-14, 3, 1} on
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the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6
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over (GF 29).), Point {0, 12, 1} on the (Elliptic Curve defined by Y^2
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+ 1 XY + 3 Y = X^3 + 2 X^2 + 4 X + 6 over (GF 29).), Point {0, 14, 1}
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on the (Elliptic Curve defined by Y^2 + 1 XY + 3 Y = X^3 + 2 X^2 + 4 X +
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6 over (GF 29).)}
o2 : List
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