=+14.7. 1 Consider sets S of reals that are linearly independent over the field of rationals in

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=+14.7. 1 Consider sets S of reals that are linearly independent over the field of rationals in the sense that n1 x1 + . . . +nk X =0 for distinct points x, in S and integers n, (positive or negative) is impossible unless n; = 0.

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