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Pappova veta: Nech p, p´ sú dve rôzne priamky, A, B, C tri navzájom rôzne<br />
body priamky p, A´, B´, C´ tri navzájom rôzne body priamky p´, všetky rôzne od<br />
priesečníka priamok p, p´. Potom body P = AB´ ∩ A´B, Q = AC´ ∩ A´C, R = BC´<br />
∩ B´C sú kolineárne.<br />
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