1:1 [] En tw triakostw etei, tw tetartw mhni, th pempth tou mhnoV, enw hmhn metaxu twn aicmalwtwn para ton potamon Cebar, hnoicqhsan oi ouranoi kai eidon oramata tou Qeou×

1:2 th pempth tou mhnoV tou etouV toutou, tou pemptou thV aicmalwsiaV tou basilewV Iwacein,

1:3 egeine rhtwV logoV Kuriou proV ton Iezekihl uion tou Bouzei ton ierea, en th gh twn Caldaiwn para ton potamon Cebar, kai ekei estaqh h ceir tou Kuriou ep' auton.

1:4 [] Kai eidon kai idou, anemostrobiloV hrceto apo borra, nefoV mega kai pur sustrefomenon× perix de toutou lamyiV kai ek mesou autou efaineto wV oyiV hlektrou, ek mesou tou puroV.

1:5 Kai ek mesou autou efaineto tessarwn zwwn omoiwma. Kai h qea autwn hto auth× eicon omoiwma anqrwpou.

1:6 Kai ekaston eice tessara proswpa kai ekaston autwn eice tessaraV pterugaV.

1:7 Kai oi podeV autwn hsan podeV orqoi, kai to icnoV tou podoV autwn omoion me icnoV podoV moscou× kai espinqhroboloun wV oyiV calkou stilbontoV.

1:8 Kai eicon ceiraV anqrwpou upokatwqen twn pterugwn autwn, eiV ta tessara autwn merh× kai ta tessara eicon ta proswpa autwn kai taV pterugaV autwn.

1:9 Ai pterugeV autwn suneiconto h mia meta thV allhV× den estrefonto enw ebadizon× katenanti tou proswpou autwn eporeuonto ekaston.

1:10 Peri de tou omoiwmatoV tou proswpou autwn, ta tessara eicon proswpon anqrwpou, kai proswpon leontoV kata to dexion meroV× kai ta tessara eicon proswpon booV kata to aristeron× eicon kai ta tessara proswpon aetou.

1:11 Kai ta proswpa autwn kai ai pterugeV autwn hsan dihrhmenai proV ta anw× duo ekastou suneiconto h mia meta thV allhV kai duo ekalupton ta swmata autwn.

1:12 Kai eporeuonto ekaston katenanti tou proswpou autou× opou to pneuma efereto, ekei ebadizon× enw ebadizon, den estrefonto.

1:13 Peri de tou omoiwmatoV twn zwwn, h qea autwn hto wV kaiomenoi anqrakeV puroV, wV qea lampadwn× touto sunestrefeto metaxu twn zwwn× kai hto to pur lampron, kai astraph exhrceto apo tou puroV.

1:14 Kai ta zwa etrecon kai epestrefon wV h qea thV astraphV.

1:15 [] Kai wV eidon ta zwa, idou, trocoV eiV epi thn ghn, plhsion twn zwwn eiV ta tessara autwn proswpa.

1:16 H qea twn trocwn kai h ergasia autwn hsan wV oyiV bhrullou× kai oi tessareV eicon to auto omoiwma× kai h qea autwn kai h ergasia autwn hsan wV ean hto trocoV en mesw trocou.

1:17 Ote ebadizon, ekinounto kata ta tessara autwn plagia× den estrefonto enw ebadizon.

1:18 Oi de kukloi autwn hsan toson uyhloi, wste ekamnon fobon× kai oi kukloi autwn plhreiV ofqalmwn kuklw twn tessarwn toutwn.

1:19 Kai ote ta zwa eporeuonto, eporeuonto oi trocoi plhsion autwn× kai ote ta zwa uyononto apo thV ghV, uyononto kai oi trocoi.

1:20 Opou hto na upagh to pneuma, ekei eporeuonto, ekei to pneuma hto na upagh× kai oi trocoi uyononto apenanti toutwn, dioti to pneuma twn zwwn hto en toiV trocoiV.

1:21 Ote ekeina eporeuonto, eporeuonto kai outoi× kai ote ekeina istanto, istanto kai outoi× ote de ekeina uyononto apo thV ghV, kai oi trocoi uyononto apenanti autwn, dioti to pneuma twn zwwn hto en toiV trocoiV.

1:22 Kai to omoiwma tou sterewmatoV tou epanwqen thV kefalhV twn zwwn hto wV oyiV foberou krustallou, exhplwmenou uper taV kefalaV autwn.

1:23 Upokatw de tou sterewmatoV hsan ektetamenai ai pterugeV autwn, h mia proV thn allhn× duo eicen ekaston, me taV opoiaV ekalupton ta swmata autwn.

1:24 Kai ote eporeuonto, hkouon ton hcon twn pterugwn autwn, wV hcon udatwn pollwn, wV fwnhn tou Pantodunamou, kai thn fwnhn thV laliaV wV fwnhn stratopedou× ote istanto, katebibazon taV pterugaV autwn.

1:25 Kai egineto fwnh anwqen ek tou sterewmatoV tou uper thn kefalhn autwn× ote istanto, katebibazon taV pterugaV autwn.

1:26 [] Uperanwqen de tou sterewmatoV tou uper thn kefalhn autwn efaineto omoiwma qronou, wV qea liqou sapfeirou× kai epi tou omoiwmatoV tou qronou omoiwma wV qea anqrwpou kaqhmenou ep' auton anwqen.

1:27 Kai eidon wV oyin hlektrou, wV qean puroV en autw kuklw, apo thV qeaV thV osfuoV autou kai epanw× kai apo thV qeaV thV osfuoV autou kai katw eidon wV qean puroV, kai eice lamyin kuklw.