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This page pertains to UD version 2.

Treebank Statistics: UD_Slovenian-SSJ: Relations: fixed

This relation is universal.

1141 nodes (0%) are attached to their parents as fixed.

1141 instances of fixed (100%) are left-to-right (parent precedes child). Average distance between parent and child is 1.18667835232252.

The following 46 pairs of parts of speech are connected with fixed: ADV-SCONJ (239; 21% instances), DET-SCONJ (109; 10% instances), ADP-NOUN (89; 8% instances), X-X (88; 8% instances), PART-SCONJ (79; 7% instances), CCONJ-SCONJ (73; 6% instances), PART-ADV (68; 6% instances), SCONJ-SCONJ (60; 5% instances), CCONJ-CCONJ (50; 4% instances), PART-PART (35; 3% instances), PART-CCONJ (33; 3% instances), CCONJ-PART (27; 2% instances), ADV-ADJ (23; 2% instances), ADP-SCONJ (22; 2% instances), CCONJ-ADV (19; 2% instances), CCONJ-DET (16; 1% instances), ADP-DET (14; 1% instances), ADV-ADV (13; 1% instances), SCONJ-PART (13; 1% instances), DET-PART (11; 1% instances), PRON-VERB (10; 1% instances), ADV-PART (9; 1% instances), VERB-VERB (4; 0% instances), ADV-PRON (3; 0% instances), DET-VERB (3; 0% instances), SCONJ-CCONJ (3; 0% instances), SCONJ-X (3; 0% instances), ADV-DET (2; 0% instances), ADV-VERB (2; 0% instances), DET-AUX (2; 0% instances), PART-VERB (2; 0% instances), PRON-ADV (2; 0% instances), PRON-PART (2; 0% instances), ADP-ADJ (1; 0% instances), ADP-ADV (1; 0% instances), ADP-X (1; 0% instances), ADV-CCONJ (1; 0% instances), DET-NOUN (1; 0% instances), DET-PRON (1; 0% instances), NOUN-ADV (1; 0% instances), NOUN-NOUN (1; 0% instances), NOUN-PRON (1; 0% instances), NOUN-VERB (1; 0% instances), PART-DET (1; 0% instances), SYM-SYM (1; 0% instances), VERB-CCONJ (1; 0% instances).

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# visual-style 4 6 fixed	color:blue
1	Si	biti	VERB	Va-r2s-n	Mood=Ind|Number=Sing|Person=2|Polarity=Pos|Tense=Pres|VerbForm=Fin	0	root	_	NER=O|SpaceAfter=No
2	,	,	PUNCT	Z	_	3	punct	_	NER=O
3	bivaš	bivati	VERB	Vmpr2s	Aspect=Imp|Mood=Ind|Number=Sing|Person=2|Tense=Pres|VerbForm=Fin	1	parataxis	_	NER=O
4	tako	tako	ADV	Rgp	Degree=Pos	8	mark	_	NER=O|SpaceAfter=No
5	,	,	PUNCT	Z	_	4	punct	_	NER=O
6	da	da	SCONJ	Cs	_	4	fixed	_	NER=O
7	se	se	PRON	Px------y	PronType=Prs|Reflex=Yes|Variant=Short	8	expl	_	NER=O
8	razlikuješ	razlikovati	VERB	Vmpr2s	Aspect=Imp|Mood=Ind|Number=Sing|Person=2|Tense=Pres|VerbForm=Fin	3	advcl	_	NER=O
9	od	od	ADP	Sg	Case=Gen	10	case	_	NER=O
10	drugega	drug	ADJ	Mlpmsg	Case=Gen|Gender=Masc|Number=Sing	8	obl	_	NER=O|SpaceAfter=No
11	,	,	PUNCT	Z	_	13	punct	_	NER=O
12	od	od	ADP	Sg	Case=Gen	13	case	_	NER=O
13	drugih	drug	ADJ	Mlpmpg	Case=Gen|Gender=Masc|Number=Plur	8	obl	_	NER=O|SpaceAfter=No
14	.	.	PUNCT	Z	_	1	punct	_	NER=O

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# visual-style 4	bgColor:blue
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# visual-style 4 5 fixed	color:blue
1	Skupaj	skupaj	ADV	Rgp	Degree=Pos	2	advmod	_	NER=O
2	imamo	imeti	VERB	Vmpr1p-n	Aspect=Imp|Mood=Ind|Number=Plur|Person=1|Polarity=Pos|Tense=Pres|VerbForm=Fin	0	root	_	NER=O
3	že	že	PART	Q	_	4	advmod	_	NER=O
4	več	več	DET	Rgc	PronType=Ind	6	advmod	_	NER=O
5	kot	kot	SCONJ	Cs	_	4	fixed	_	NER=O
6	30	30	NUM	Mdc	NumForm=Digit|NumType=Card	7	nummod	_	NER=O
7	enot	enota	NOUN	Ncfpg	Case=Gen|Gender=Fem|Number=Plur	2	obj	_	NER=O|SpaceAfter=No
8	.	.	PUNCT	Z	_	2	punct	_	NER=O

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# visual-style 9	bgColor:blue
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# visual-style 9 10 fixed	color:blue
1	To	ta	DET	Pd-nsa	Case=Acc|Gender=Neut|Number=Sing|PronType=Dem	2	obj	_	NER=O
2	rešijo	rešiti	VERB	Vmer3p	Aspect=Perf|Mood=Ind|Number=Plur|Person=3|Tense=Pres|VerbForm=Fin	0	root	_	NER=O
3	tako	tako	ADV	Rgp	Degree=Pos	7	mark	_	NER=O|SpaceAfter=No
4	,	,	PUNCT	Z	_	3	punct	_	NER=O
5	da	da	SCONJ	Cs	_	3	fixed	_	NER=O
6	goste	gost	NOUN	Ncmpa	Case=Acc|Gender=Masc|Number=Plur	7	obj	_	NER=O
7	vozijo	voziti	VERB	Vmpr3p	Aspect=Imp|Mood=Ind|Number=Plur|Person=3|Tense=Pres|VerbForm=Fin	2	advcl	_	NER=O|SpaceAfter=No
8	,	,	PUNCT	Z	_	12	punct	_	NER=O
9	na	na	ADP	Sa	Case=Acc	12	cc	_	NER=O
10	primer	primer	NOUN	Ncmsan	Animacy=Inan|Case=Acc|Gender=Masc|Number=Sing	9	fixed	_	NER=O
11	na	na	ADP	Sa	Case=Acc	12	case	_	NER=O
12	Bled	Bled	PROPN	Npmsan	Animacy=Inan|Case=Acc|Gender=Masc|Number=Sing	7	obl	_	NER=O|SpaceAfter=No
13	.	.	PUNCT	Z	_	2	punct	_	NER=O