Treebank Statistics: UD_Bavarian-MaiBaam: Relations: nsubj:pass
This relation is a language-specific subtype of nsubj.
66 nodes (0%) are attached to their parents as nsubj:pass.
66 instances of nsubj:pass (100%) are right-to-left (child precedes parent).
Average distance between parent and child is 5.77272727272727.
The following 4 pairs of parts of speech are connected with nsubj:pass: VERB-NOUN (53; 80% instances), VERB-PRON (9; 14% instances), VERB-PROPN (3; 5% instances), VERB-ADJ (1; 2% instances).
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1 Bei _ ADP _ _ 3 case _ GermanLemma=bei
2 m _ DET _ _ 3 det _ GermanLemma=der
3 Haberertanz _ PROPN _ _ 6 obl _ GermanLemma=Haberertanz
4 wean _ AUX _ _ 6 aux:pass _ GermanLemma=werden
5 Hassgfui _ NOUN _ _ 6 nsubj:pass _ GermanLemma=Hassgefühle
6 ausdruckt _ VERB _ _ 0 root _ GermanLemma=ausdrücken|SpaceAfter=No
7 . _ PUNCT _ _ 6 punct _ GermanLemma=.
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1 Es _ PRON _ _ 2 expl _ GermanLemma=es
2 gibd _ VERB _ _ 0 root _ GermanLemma=geben
3 owa _ ADV _ _ 2 advmod _ GermanLemma=aber
4 a _ DET _ _ 5 det _ GermanLemma=auch
5 Fladnbrod _ NOUN _ _ 2 obj _ GermanLemma=Fladenbrot|SpaceAfter=No
6 , _ PUNCT _ _ 11 punct _ GermanLemma=,
7 des _ PRON _ _ 11 nsubj:pass _ GermanLemma=das
8 wos _ SCONJ _ _ 11 mark _ GermanLemma=was
9 ohne _ ADP _ _ 10 case _ GermanLemma=ohne
10 Treibmiddl _ NOUN _ _ 11 obl _ GermanLemma=Treibmittel
11 gmochd _ VERB _ _ 5 acl:relcl _ GermanLemma=machen
12 wiad _ AUX _ _ 11 aux:pass _ GermanLemma=werden|SpaceAfter=No
13 . _ PUNCT _ _ 2 punct _ GermanLemma=.
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1 Weder _ CCONJ _ _ 3 cc _ GermanLemma=weder
2 da _ DET _ _ 3 det _ GermanLemma=der
3 Schmidt _ PROPN _ _ 10 nsubj:pass _ GermanLemma=Schmidt
4 Bäda _ PROPN _ _ 3 flat _ GermanLemma=Peter
5 no _ CCONJ _ _ 7 cc _ GermanLemma=noch
6 d’ _ DET _ _ 7 det _ GermanLemma=die|SpaceAfter=No
7 Braun _ PROPN _ _ 3 conj _ GermanLemma=Braun
8 Maria _ PROPN _ _ 7 flat _ GermanLemma=Maria
9 hom _ AUX _ _ 10 aux _ GermanLemma=haben
10 ausgweid _ VERB _ _ 0 root _ GermanLemma=auswählen
11 wern _ AUX _ _ 10 aux:pass _ GermanLemma=werden
12 kinna _ AUX _ _ 10 aux _ GermanLemma=können|SpaceAfter=No
13 . _ PUNCT _ _ 10 punct _ GermanLemma=.