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repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-

May 31, 2020

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Page 1: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-
Page 2: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-
Page 3: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-
Page 4: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-
Page 5: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-
Page 6: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-
Page 7: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-
Page 8: repozytorium.amu.edu.pl · behave like contraries. But it is the gradable vs. ungradable distinction that is primary here, not the logical distinction between contraries and contradic-