reference
stringlengths 6
19
| text
stringlengths 1
20
| transliteration
stringlengths 1
21
| translation
stringlengths 1
36
| dStrongs
stringlengths 9
35
| manuscript_source
stringclasses 29
values |
---|---|---|---|---|---|
Mat.1.6.18 | Οὐρίου· | Ouriou | of Uriah; | G3774=N-GSM-P | NKO |
Mat.1.7.01 | Σολομὼν | Solomōn | Solomon | G4672G=N-NSM-P | NKO |
Mat.1.7.02 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.7.03 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.7.04 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.7.05 | Ῥοβοάμ· | Rhoboam | Rehoboam; | G4497=N-ASM-P | NKO |
Mat.1.7.06 | Ῥοβοὰμ | Rhoboam | Rehoboam | G4497=N-NSM-P | NKO |
Mat.1.7.07 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.7.08 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.7.09 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.7.10 | Ἀβιά· | Abia | Abijah; | G0007G=N-ASM-P | NKO |
Mat.1.7.11 | Ἀβιὰ | Abia | Abijah | G0007G=N-NSM-P | NKO |
Mat.1.7.12 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.7.13 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.7.14 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.7.15 | Ἀσάφ· | Asaph | Asaph; | G0760=N-ASM-P | NKO |
Mat.1.8.01 | Ἀσὰφ | Asaph | Asaph | G0760=N-NSM-P | NKO |
Mat.1.8.02 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.8.03 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.8.04 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.8.05 | Ἰωσαφάτ· | Iōsaphat | Jehoshaphat; | G2498=N-ASM-P | NKO |
Mat.1.8.06 | Ἰωσαφὰτ | Iōsaphat | Jehoshaphat | G2498=N-NSM-P | NKO |
Mat.1.8.07 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.8.08 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.8.09 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.8.10 | Ἰωράμ· | Iōram | Joram; | G2496=N-ASM-P | NKO |
Mat.1.8.11 | Ἰωρὰμ | Iōram | Joram | G2496=N-NSM-P | NKO |
Mat.1.8.12 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.8.13 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.8.14 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.8.15 | Ὀζίαν· | Ozian | Uzziah; | G3604=N-ASM-P | NKO |
Mat.1.9.01 | Ὀζίας | Ozias | Uzziah | G3604=N-NSM-P | NKO |
Mat.1.9.02 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.9.03 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.9.04 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.9.05 | Ἰωαθάμ· | Iōatham | Jotham; | G2488=N-ASM-P | NKO |
Mat.1.9.06 | Ἰωαθὰμ | Iōatham | Jotham | G2488=N-NSM-P | NKO |
Mat.1.9.07 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.9.08 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.9.09 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.9.10 | Ἀχάζ· | Achaz | Ahaz; | G0881=N-ASM-P | NKO |
Mat.1.9.11 | Ἀχὰζ | Achaz | Ahaz | G0881=N-NSM-P | NKO |
Mat.1.9.12 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.9.13 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.9.14 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.9.15 | Ἑζεκίαν· | Hezekian | Hezekiah; | G1478=N-ASM-P | NKO |
Mat.1.10.01 | Ἑζεκίας | Hezekias | Hezekiah | G1478=N-NSM-P | NKO |
Mat.1.10.02 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.10.03 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.10.04 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.10.05 | Μανασσῆ· | Manassē | Manasseh; | G3128H=N-ASM-P | NKO |
Mat.1.10.06 | Μανασσῆς | Manassēs | Manasseh | G3128H=N-NSM-P | NKO |
Mat.1.10.07 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.10.08 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.10.09 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.10.10 | Ἀμώς· | Amōs | Amos; | G0301H=N-ASM-P | N(k)O |
Mat.1.10.11 | Ἀμὼς | Amōs | Amos | G0301H=N-NSM-P | N(k)O |
Mat.1.10.12 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.10.13 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.10.14 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.10.15 | Ἰωσίαν· | Iōsian | Josiah; | G2502=N-ASM-P | NKO |
Mat.1.11.01 | Ἰωσίας | Iōsias | Josiah | G2502=N-NSM-P | NKO |
Mat.1.11.02 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.11.03 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.11.04 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.11.05 | Ἰεχονίαν | Iechonian | Jeconiah | G2423=N-ASM-P | NKO |
Mat.1.11.06 | καὶ | kai | and | G2532=CONJ | NKO |
Mat.1.11.07 | τοὺς | tous | the | G3588=T-APM | NKO |
Mat.1.11.08 | ἀδελφοὺς | adelphous | brothers | G0080=N-APM | NKO |
Mat.1.11.09 | αὐτοῦ | autou | of him | G0846=P-GSM | NKO |
Mat.1.11.10 | ἐπὶ | epi | at [the time] | G1909=PREP | NKO |
Mat.1.11.11 | τῆς | tēs | of the | G3588=T-GSF | NKO |
Mat.1.11.12 | μετοικεσίας | metoikesias | carrying away | G3350=N-GSF | NKO |
Mat.1.11.13 | Βαβυλῶνος. | Babulōnos | to Babylon. | G0897=N-GSF-L | NKO |
Mat.1.12.01 | Μετὰ | Meta | After | G3326=PREP | NKO |
Mat.1.12.02 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.12.03 | τὴν | tēn | the | G3588=T-ASF | NKO |
Mat.1.12.04 | μετοικεσίαν | metoikesian | carrying away | G3350=N-ASF | NKO |
Mat.1.12.05 | Βαβυλῶνος | Babulōnos | to Babylon | G0897=N-GSF-L | NKO |
Mat.1.12.06 | Ἰεχονίας | Iechonias | Jeconiah | G2423=N-NSM-P | NKO |
Mat.1.12.07 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.12.08 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.12.09 | Σαλαθιήλ· | Salathiēl | Shealtiel; | G4528H=N-ASM-P | NKO |
Mat.1.12.10 | Σαλαθιὴλ | Salathiēl | Shealtiel | G4528H=N-NSM-P | NKO |
Mat.1.12.11 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.12.12 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.12.13 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.12.14 | Ζοροβαβέλ· | Zorobabel | Zerubbabel; | G2216H=N-ASM-P | NKO |
Mat.1.13.01 | Ζοροβαβὲλ | Zorobabel | Zerubbabel | G2216H=N-NSM-P | NKO |
Mat.1.13.02 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.13.03 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.13.04 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.13.05 | Ἀβιούδ· | Abioud | Abiud; | G0010=N-ASM-P | NKO |
Mat.1.13.06 | Ἀβιοὺδ | Abioud | Abiud | G0010=N-NSM-P | NKO |
Mat.1.13.07 | δὲ | de | then | G1161=CONJ | NKO |
Mat.1.13.08 | ἐγέννησεν | egennēsen | begat | G1080=V-AAI-3S | NKO |
Mat.1.13.09 | τὸν | ton | <the> | G3588=T-ASM | NKO |
Mat.1.13.10 | Ἐλιακίμ· | Eliakim | Eliakim; | G1662G=N-ASM-P | NKO |
Mat.1.13.11 | Ἐλιακὶμ | Eliakim | Eliakim | G1662G=N-NSM-P | NKO |
Mat.1.13.12 | δὲ | de | then | G1161=CONJ | NKO |