| 41. | In all of these configurations, each point has three other points that are not collinear with it.
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| 42. | :: So it won't matter if the axes of rotation are not collinear at all.
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| 43. | These three attributes : origin, marque and performance are said to be collinear or non-orthogonal.
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| 44. | The Cauchy & ndash; Schwarz inequality is met with equality when the two vectors involved are collinear.
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| 45. | Centuries before, Pappus of Alexandria had solved a special case : when the three points are collinear.
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| 46. | If all five points are collinear, then the remaining line is free, which leaves 2 parameters free.
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| 47. | However, not all sets of four points, no three collinear, are linearly separable in two dimensions.
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| 48. | That is, the points of intersection of the pairs of opposite sides of the hexagon BEKHZG are collinear.
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| 49. | If the determinant of this matrix is 0, then the sequence is collinear-neither concave nor convex.
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| 50. | Therefore, there exist arbitrarily large finite sets of non-collinear points with integer distances from each other.
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