For u ≠ 0 with uū algebraic and numbers w₁, …, w_m with (u, w) algebraically independent over Q̄, no rank-one 2×3 configuration has its products in Q̄ + Q̄u + Q̄ū + ΣQ̄w_j

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For u ≠ 0 with uū algebraic and numbers w₁, …, w_m with (u, w) algebraically independent over Q̄, no rank-one 2×3 configuration has its products in Q̄ + Q̄u + Q̄ū + ΣQ̄w_j · Prove2Me