983 1009 du-atgaggan 1 false true 9 50 false 43 1 g 88 true defekt.red.V.3 4 false false false hinzukommen zu Opgelet: lemma "duat-gaggan" aan Gomorph doorgeven, d.w.z. prefix strikt scheiden van stam (vermits die overschreven wordt). false true 2003-09-19T12:29:29+02:00 2002-06-11T17:55:16+02:00 48 red.V.3 Reduplicating strong verb (class 3: present stem contains -ǎCC- or -āC-) [St §211; BE §178-179] Normal Normal lemma. Verb red.V.3 2636 2 983 Suffix ACT-IND-PRET-SING-1 0 a 0 2637 2 983 Suffix ACT-IND-PRET-SING-2 0 es 0 2638 2 983 Suffix ACT-IND-PRET-SING-3 0 a 0 2639 2 983 Suffix ACT-IND-PRET-DUAL-1 0 edu 0 2640 2 983 Suffix ACT-IND-PRET-DUAL-2 0 eduts 0 2641 2 983 Suffix ACT-IND-PRET-PLUR-1 0 edum 0 2642 2 983 Suffix ACT-IND-PRET-PLUR-2 0 eduþ 0 2643 2 983 Suffix ACT-IND-PRET-PLUR-3 0 edun 0 2644 2 983 Suffix ACT-OPT-PRET-SING-1 0 edjau 0 2645 2 983 Suffix ACT-OPT-PRET-SING-2 0 edeis 0 2646 2 983 Suffix ACT-OPT-PRET-SING-3 0 edi 0 2647 2 983 Suffix ACT-OPT-PRET-DUAL-1 0 2 2648 2 983 Suffix ACT-OPT-PRET-DUAL-2 0 edeits 0 2649 2 983 Suffix ACT-OPT-PRET-PLUR-1 0 edeima 0 2650 2 983 Suffix ACT-OPT-PRET-PLUR-2 0 edeiþ 0 2651 2 983 Suffix ACT-OPT-PRET-PLUR-3 0 edeina 0 2652 2 983 Root PRET 0 iddj 0 2653 2 983 ReduplicationPrefix 0 0 2870 1 983 Lemma 0 duat-gaggan 0 1531 1 Matthew 8 5 CA 8 duatiddja 1757 1 Matthew 8 19 CA 2 duatgaggands 1848 1 Matthew 8 25 CA 2 duatgaggandans 2362 1 Matthew 9 20 CA 7 duatgaggandei 2474 1 Matthew 9 28 CA 5 duatiddjedun 3533 1 Matthew 26 69 C 8 duatiddja 18550 3 Luke 7 14 CA 2 duatgaggands 19596 3 Luke 8 24 CA 1 duatgaggandans 20972 3 Luke 9 42 CA 3 duatgaggandin 26329 4 Mark 1 31 CA 2 duatgaggands 31591 4 Mark 10 2 CA 2 duatgaggandans 33479 4 Mark 12 28 CA 2 duatgaggands