4:1 [] Kai palin hrcise na didaskh plhsion thV qalasshV× kai sunhcqh proV auton ocloV poluV, wste eiselqwn eiV to ploion ekaqhto eiV thn qalassan× kai paV o ocloV hto epi thV ghV plhsion thV qalasshV.
4:2 Kai edidasken autouV dia parabolwn polla, kai elege proV autouV en th didach autou×
4:3 Akouete× idou, exhlqen o speirwn dia na speirh.
4:4 Kai enw espeiren, allo men epese para thn odon, kai hlqon ta peteina tou ouranou kai katefagon auto.
4:5 Allo de epesen epi to petrwdeV, opou den eice ghn pollhn, kai euquV anefuh, dioti den eice baqoV ghV,
4:6 kai ote aneteilen o hlioV ekaumatisqh, kai epeidh den eice rizan exhranqh.
4:7 Kai allo epesen eiV taV akanqaV, kai anebhsan ai akanqai kai sunepnixan auto, kai karpon den edwke×
4:8 kai allo epesen eiV thn ghn thn kalhn kai edide karpon anabainonta kai auxanonta, kai edwken en triakonta kai en exhkonta kai en ekaton.
4:9 Kai elege proV autouV× O ecwn wta dia na akouh, aV akouh.
4:10 Ote de emeine katamonaV, hrwthsan auton oi peri auton meta twn dwdeka peri thV parabolhV.
4:11 Kai elege proV autouV× EiV esaV edoqh na gnwrishte to musthrion thV basileiaV tou Qeou× eiV ekeinouV de touV exw dia parabolwn ta panta ginontai,
4:12 dia na blepwsi bleponteV kai na mh idwsi, kai na akouwsin akouonteV kai na mh nohswsi, mhpote epistreywsi kai sugcwrhqwsin eiV autouV ta amarthmata.
4:13 Kai legei proV autouV× Den exeurete thn parabolhn tauthn, kai pwV qelete gnwrisei pasaV taV parabolaV;
4:14 O speirwn ton logon speirei.
4:15 Oi de para thn odon einai outoi, eiV touV opoiouV speiretai o logoV, kai otan akouswsin, euquV ercetai o SatanaV, kai afairei ton logon ton esparmenon en taiV kardiaiV autwn.
4:16 Kai omoiwV oi epi ta petrwdh speiromenoi einai outoi, oitineV otan akouswsi ton logon, euquV meta caraV decontai auton,
4:17 den ecousin omwV rizan en eautoiV, all' einai proskairoi× epeita otan geinh qliyiV h diwgmoV dia ton logon, euquV skandalizontai.
4:18 Kai oi eiV taV akanqaV speiromenoi einai outoi, oitineV akouousi ton logon,
4:19 kai ai merimnai tou aiwnoV toutou kai h apath tou ploutou kai ai epiqumiai twn allwn pragmatwn eisercomenai sumpnigousi ton logon, kai ginetai akarpoV.
4:20 Kai oi eiV thn ghn thn kalhn sparenteV einai outoi, oitineV akouousi ton logon kai paradecontai kai karpoforousin en triakonta kai en exhkonta kai en ekaton.
4:21 [] Kai elege proV autouV× MhpwV o lucnoV ercetai dia na teqh upo ton modion h upo thn klinhn; ouci dia na teqh epi ton lucnostathn;
4:22 dioti den einai ti krupton, to opoion den qelei fanerwqh, oud' egeine ti apokrufon, to opoion den qelei elqei eiV to faneron.
4:23 OstiV ecei wta dia na akouh, aV akouh.
4:24 Kai elege proV autouV× Prosecete ti akouete. Me opoion metron metreite, qelei metrhqh eiV esaV, kai qelei geinei prosqhkh eiV esaV touV akouontaV.
4:25 Dioti ostiV ecei, qelei doqh eiV auton× kai ostiV den ecei, kai ekeino to opoion ecei qelei afaireqh ap' autou.
4:26 Kai elegen× OutwV einai h basileia tou Qeou, wV ean anqrwpoV riyh ton sporon epi thV ghV,
4:27 kai koimatai kai shkonhtai nukta kai hmeran, kai o sporoV blastanh kai auxanh kaqwV autoV den exeurei.
4:28 Dioti af' eauthV h gh karpoforei, prwton corton, epeita astacuon, epeita plhrh siton en tw astacuw.
4:29 Otan de wrimash o karpoV, euquV apostellei to drepanon, dioti hlqen o qerismoV.
4:30 Eti elege× Me ti na omoiwswmen thn basileian tou Qeou; h me poian parabolhn na parabalwmen authn;
4:32 afou de sparh, anabainei kai ginetai megalhteroV pantwn twn lacanwn kai kamnei kladouV megalouV, wste upo thn skian autou dunantai ta peteina tou ouranou na kataskhnwsi.
4:33 Kai dia toioutwn pollwn parabolwn elalei proV autouV ton logon, kaqwV hdunanto na akouwsi,
4:34 cwriV de parabolhV den elalei proV autouV× kat idian omwV exhgei panta eiV touV maqhtaV autou.
4:35 [] Kai legei proV autouV en ekeinh th hmera, ote egeinen espera× AV dielqwmen eiV to peran.
4:36 Kai afhsanteV ton oclon, paralambanousin auton wV hto en tw ploiw kai alla de ploiaria hsan met' autou.
4:37 Kai ginetai megaV anemostrobiloV kai ta kumata eiseballon eiV to ploion, wste auto hdh egemizeto.
4:38 Kai autoV hto epi thV prumnhV koimwmenoV epi to proskefalaion× kai exupnousin auton kai legousi proV auton× Didaskale, den se melei oti canomeqa;
4:39 Kai shkwqeiV epetimhse ton anemon kai eipe proV thn qalassan× Siwpa, hsucason. Kai epausen o anemoV, kai egeine galhnh megalh.
4:40 Kai eipe proV autouV× Dia ti eisqe outw deiloi; pwV den ecete pistin;
4:41 Kai efobhqhsan fobon megan kai elegon proV allhlouV× TiV loipon einai outoV, oti kai o anemoV kai h qalassa upakouousin eiV auton;