ⲁϥϩⲱⲛ ⲉⲧⲟⲟⲧⲟⲩ ⲉϥϫⲱ ⲙⲙⲟⲥ ϫⲉϭⲱϣⲧ ⲛⲧⲉⲧⲛϯϩⲧⲏⲧⲛ ⲉⲣⲱⲧⲛ ⲉⲡⲉⲑⲁⲃ ⲛⲛⲉⲫⲁⲣⲓⲥⲥⲁⲓⲟⲥ ⲙⲛⲡⲉⲑⲁⲃ ⲛϩⲏⲣⲱⲇⲏⲥ
1-3	ⲁϥϩⲱⲛ	_	_	_	_	_	_	_	_
1	ⲁ	ⲁ	AUX	APST	_	3	aux	_	_
2	ϥ	ⲛⲧⲟϥ	PRON	PPERS	Definite=Def|Gender=Masc|Number=Sing|Person=3|PronType=Prs	3	nsubj	_	_
3	ϩⲱⲛ	ϩⲱⲛ	VERB	V	VerbForm=Fin	0	root	_	_
4-5	ⲉⲧⲟⲟⲧⲟⲩ	_	_	_	_	_	_	_	_
4	ⲉⲧⲟⲟⲧ	ⲉⲧⲛ	ADP	PREP	_	5	case	_	_
5	ⲟⲩ	ⲛⲧⲟⲟⲩ	PRON	PPERO	Definite=Def|Number=Plur|Person=3|PronType=Prs	3	obl	_	_
6-8	ⲉϥϫⲱ	_	_	_	_	_	_	_	_
6	ⲉ	ⲉⲣⲉ	SCONJ	CCIRC	_	8	mark	_	_
7	ϥ	ⲛⲧⲟϥ	PRON	PPERS	Definite=Def|Gender=Masc|Number=Sing|Person=3|PronType=Prs	8	nsubj	_	_
8	ϫⲱ	ϫⲱ	VERB	V	VerbForm=Fin	3	advcl	_	_
9-10	ⲙⲙⲟⲥ	_	_	_	_	_	_	_	_
9	ⲙⲙⲟ	ⲛ	ADP	PREP	_	10	case	_	_
10	ⲥ	ⲛⲧⲟⲥ	PRON	PPERO	Definite=Def|Gender=Fem|Number=Sing|Person=3|PronType=Prs	8	obj	_	_
11-12	ϫⲉϭⲱϣⲧ	_	_	_	_	_	_	_	_
11	ϫⲉ	ϫⲉ	SCONJ	CONJ	_	12	mark	_	_
12	ϭⲱϣⲧ	ϭⲱϣⲧ	VERB	V	VerbForm=Fin	8	ccomp	_	_
13-17	ⲛⲧⲉⲧⲛϯϩⲧⲏⲧⲛ	_	_	_	_	_	_	_	_
13	ⲛ	ⲛⲧⲉ	AUX	ACONJ	_	15	aux	_	_
14	ⲧⲉⲧⲛ	ⲛⲧⲱⲧⲛ	PRON	PPERS	Definite=Def|Number=Plur|Person=2|PronType=Prs	15	nsubj	_	_
15	ϯ	ϯ	VERB	V	VerbForm=Fin	12	advcl	_	_
16	ϩⲧⲏ	ϩⲏⲧ	NOUN	N	_	15	obj	_	_
17	ⲧⲛ	ⲛⲧⲱⲧⲛ	PRON	PPERO	Definite=Def|Poss=Yes|PronType=Prs	16	det	_	_
18-19	ⲉⲣⲱⲧⲛ	_	_	_	_	_	_	_	_
18	ⲉⲣⲱ	ⲉ	ADP	PREP	_	19	case	_	_
19	ⲧⲛ	ⲛⲧⲱⲧⲛ	PRON	PPERO	Definite=Def|Number=Plur|Person=2|PronType=Prs	15	obl	_	_
20-22	ⲉⲡⲉⲑⲁⲃ	_	_	_	_	_	_	_	_
20	ⲉ	ⲉ	ADP	PREP	_	22	case	_	_
21	ⲡⲉ	ⲡ	DET	ART	Definite=Def|Gender=Masc|Number=Sing|PronType=Art	22	det	_	Entity=(substance
22	ⲑⲁⲃ	ⲑⲁⲃ	NOUN	N	_	15	obl	_	_
23-25	ⲛⲛⲉⲫⲁⲣⲓⲥⲥⲁⲓⲟⲥ	_	_	_	_	_	_	_	_
23	ⲛ	ⲛ	ADP	PREP	_	25	case	_	_
24	ⲛⲉ	ⲡ	DET	ART	Definite=Def|Number=Plur|PronType=Art	25	det	_	Entity=(person
25	ⲫⲁⲣⲓⲥⲥⲁⲓⲟⲥ	ⲫⲁⲣⲓⲥⲥⲁⲓⲟⲥ	NOUN	N	Foreign=Yes	22	nmod	_	Entity=person)substance)|OrigLang=grc
26-28	ⲙⲛⲡⲉⲑⲁⲃ	_	_	_	_	_	_	_	_
26	ⲙⲛ	ⲙⲛ	ADP	PREP	_	28	cc	_	_
27	ⲡⲉ	ⲡ	DET	ART	Definite=Def|Gender=Masc|Number=Sing|PronType=Art	28	det	_	Entity=(substance
28	ⲑⲁⲃ	ⲑⲁⲃ	NOUN	N	_	22	conj	_	_
29-30	ⲛϩⲏⲣⲱⲇⲏⲥ	_	_	_	_	_	_	_	_
29	ⲛ	ⲛ	ADP	PREP	_	30	case	_	_
30	ϩⲏⲣⲱⲇⲏⲥ	ϩⲏⲣⲱⲇⲏⲥ	PROPN	NPROP	Foreign=Yes	28	nmod	_	Entity=(person-Herod_II)substance)|OrigLang=grc
