Elementow i wierzcholki (22) : [res_1] (0)->w_1b.0 (1)->vol_1.0 [res_2] (0)->w_0b.0 (1)->w_2b.0 [res_3] (0)->w_3.1 (1)->w_1.1 [res_4] (0)->vol_2.1 (1)->w_2.0 [res_5] (0)->w_2a.3 (1)->w_1a.3 [vol_1] (0)->res_1.1 (1)->w_0a.2 [vol_2] (0)->w_3.2 (1)->res_4.0 [cur_1] (0)->w_0c.3 (1)->w_3a.3 [cur_2] (0)->w_1b.3 (1)->w_0a.3 [cur_3] (0)->w_2b.2 (1)->w_0b.2 [w_0] (0)->w_0c.2 (1)->w_0b.3 (2)->w_0a.0 [w_0a] (0)->w_0.2 (2)->vol_1.1 (3)->cur_2.1 [w_0b] (0)->res_2.0 (2)->cur_3.1 (3)->w_0.1 [w_0c] (2)->w_0.0 (3)->cur_1.0 [w_1] (0)->w_1a.2 (1)->res_3.1 (3)->w_1b.1 [w_1a] (2)->w_1.0 (3)->res_5.1 [w_1b] (0)->res_1.0 (1)->w_1.3 (3)->cur_2.0 [w_2] (0)->res_4.1 (2)->w_2a.0 (3)->w_2b.1 [w_2a] (0)->w_2.2 (3)->res_5.0 [w_2b] (0)->res_2.1 (1)->w_2.3 (2)->cur_3.0 [w_3] (1)->res_3.0 (2)->vol_2.0 (3)->w_3a.0 [w_3a] (0)->w_3.3 (3)->cur_1.1 Mamy 4 rzeczywiste wierzcholki : [w_0] (0)->cur_1.0 (1)->res_2.0 (2)->cur_3.1 (3)->vol_1.1 (4)->cur_2.1 [w_1] (0)->res_5.1 (1)->res_3.1 (2)->res_1.0 (3)->cur_2.0 [w_2] (0)->res_4.1 (1)->res_5.0 (2)->res_2.1 (3)->cur_3.0 [w_3] (0)->res_3.0 (1)->vol_2.0 (2)->cur_1.1 Galezi : 8 [0] :: (w_0) (cur_1) (w_3) [1] :: (w_0) (res_2) (w_2) [2] :: (w_0) (cur_3) (w_2) [3] :: (w_0) (vol_1) (res_1) (w_1) [4] :: (w_0) (cur_2) (w_1) [5] :: (w_1) (res_5) (w_2) [6] :: (w_1) (res_3) (w_3) [7] :: (w_2) (res_4) (vol_2) (w_3) Macierz incydencji : 1 1 1 1 1 0 0 0 0 0 0 -1 -1 1 1 0 0 -1 -1 0 0 -1 0 1 -1 0 0 0 0 0 -1 -1