ἔξεστι VERB

Count: 4,243

ShortDef

it is allowed, it is in one's power, is possible

Dictionaries

Cambridge Greek Lexicon (ἔξεστι)
LSJ (ἔξεστι)
Lexicon Thucydideum (ἔξεστι)
Middle Liddell (ἔξεστι)

Other Lemmas (only diacritic or part-of-speech differences)

ἔξεστι (ADV) 12
ἔξεστι (x-) 5
ἔξεστι (PREP) 4
ἔξεστι (NOUN) 26
ἔξεστι (ADJ) 2
ἔξεστι (INTJ) 1
ἔξεστι (PRONOUN) 1

Active

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
inest 1
decet 1
3SG  
inest 1
decet 1
decet 1
inest 1
ἐξῇ 108
decet 1
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  
Participles — Masculine
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  
Participles — Feminine
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  
Participles — Neuter
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  

Middle

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  

Active

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  

Middle

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  

Active

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  
Participles — Masculine
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  
Participles — Feminine
 SGDUPLTOTAL
NOM
ACC
GEN
DAT
VOC
TOTAL [] [] []  

Middle

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  

Middle

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  
decet 1

Aorist Passive

    PRIMARY INDICATIVE SECONDARY INDICATIVE SUBJUNCTIVE OPTATIVE IMPERATIVE
INF
1SG  
2SG  
3SG  
1DU  
2DU  
3DU  
1PL  
2PL  
3PL  

Form List

form parse count
ἐξεῖναι PRES ACT INF 471
ἐξεῖναί PRES ACT INF 21
ἐξαί PRES ACT INF 4
ἐξέμεναι PRES ACT INF 2
ἐξέμεν PRES ACT INF 2
<ἐξεῖναι> PRES ACT INF 1
ἐξεῖν PRES ACT INF 1
ἔξεῖναι PRES ACT INF 1
ἐξεἷναι PRES ACT INF 1
ἐξιόντι PRES ACT 1SG IND 1
ἔξεϲτιν PRES ACT 2SG IND 4
ἔξεϲτι PRES ACT 2SG IND 4
ἔξεσσι PRES ACT 2SG IND 4
ἔξεϲτί PRES ACT 2SG IND 1
ἐξίηϲι PRES ACT 2SG IND 1
inest PRES ACT 2SG IND 1
decet PRES ACT 2SG IND 1
ἔξεστι PRES ACT 3SG IND 775
ἔξεστιν PRES ACT 3SG IND 701
ἔξεστί PRES ACT 3SG IND 115
ἔξεστίν PRES ACT 3SG IND 18
Ἔξεστι PRES ACT 3SG IND 17
ἔξεσθʼ PRES ACT 3SG IND 6
Ἔξεστιν PRES ACT 3SG IND 6
ἔξεστʼ PRES ACT 3SG IND 5
ἒξεστιν PRES ACT 3SG IND 4
ἐξεῖναι PRES ACT 3SG IND 3
ἐξεῖ PRES ACT 3SG IND 3
ἐξεστιν PRES ACT 3SG IND 2
ἔξεστ᾿ PRES ACT 3SG IND 2
ἐξεστί PRES ACT 3SG IND 1
inest PRES ACT 3SG IND 1
ἔξεστ PRES ACT 3SG IND 1
ἔξεστι<ν PRES ACT 3SG IND 1
῾ἔξεστι PRES ACT 3SG IND 1
ἔξεστιλαμβάνειν PRES ACT 3SG IND 1
ἒξεστι PRES ACT 3SG IND 1
ἔξεστι᾿ PRES ACT 3SG IND 1
ἔξεσσι PRES ACT 3SG IND 1
σοὐνδεῖ PRES ACT 3SG IND 1
Εξεστι PRES ACT 3SG IND 1
ἒξεστί PRES ACT 3SG IND 1
decet PRES ACT 3SG IND 1
ἔξεστίμοι PRES ACT 3SG IND 1
perdunt PRES ACT 1PL IND 1
ἐξουσιν PRES ACT 3PL IND 1
ἐξουσι PRES ACT 3PL IND 1
ἐγχωροῦσιν PRES ACT 3PL IND 1
ἐξέϲται PRES MID 3SG IND 2
ἐξαί PRES MID 3SG IND 1
ἐξαί PRES MID 3PL IND 1
ἐξέστω PRES ACT 3SG IMP 104
Ἐξέστω PRES ACT 3SG IMP 2
decet PRES ACT 3SG IMP 1
ʽἐξέστω PRES ACT 3SG IMP 1
ἐξῇ PRES ACT 3SG SBJV 108
ʼξίῃ PRES ACT 3SG SBJV 2
ἐξῃ PRES ACT 3SG SBJV 1
ἐξίωσιν PRES ACT 3PL SBJV 9
ἐξίωσι PRES ACT 3PL SBJV 8
ἐξῇ PRES MID 2SG SBJV 1
ἐξείη PRES ACT 3SG OPT 53
ἐξίη PRES ACT 3SG OPT 1
ἐξεῖναι PRES - NOM.SG NEUT PTCP 1
ἐξιόντα PRES ACT ACC.SG MASC PTCP 57
ἐξεῖνια PRES ACT ACC.SG MASC PTCP 1
ἐξῆ PRES ACT ACC.SG MASC PTCP 1
ἐξιόντι PRES ACT DAT.SG MASC PTCP 50
Ἐξιόντι PRES ACT DAT.SG MASC PTCP 1
ἐξαί PRES ACT DAT.SG MASC PTCP 1
ἐξιόντας PRES ACT ACC.PL MASC PTCP 59
ἐξιόνταϲ PRES ACT ACC.PL MASC PTCP 1
ἐγχωροῦσιν PRES ACT DAT.PL MASC PTCP 1
ἐκούσης PRES ACT GEN.SG FEM PTCP 1
ἐξὸν PRES ACT NOM.SG NEUT PTCP 119
ἐξόν PRES ACT NOM.SG NEUT PTCP 32
Ἐξὸν PRES ACT NOM.SG NEUT PTCP 5
ἐξεόν PRES ACT NOM.SG NEUT PTCP 1
ἐξεὸν PRES ACT NOM.SG NEUT PTCP 1
ἐξὸν PRES ACT ACC.SG NEUT PTCP 469
ἐξόν PRES ACT ACC.SG NEUT PTCP 38
Ἐξὸν PRES ACT ACC.SG NEUT PTCP 4
ἐξεῖναι PRES ACT ACC.SG NEUT PTCP 1
ἔξὸν PRES ACT ACC.SG NEUT PTCP 1
κἀξὸν PRES ACT ACC.SG NEUT PTCP 1
ἐξεόν PRES ACT ACC.SG NEUT PTCP 1
ἐξόντοϲ PRES ACT GEN.SG NEUT PTCP 1
ἐξοντοϲ PRES ACT GEN.SG NEUT PTCP 1
ἐξιόντα PRES ACT NOM.PL NEUT PTCP 10
ἐξιόντα PRES ACT ACC.PL NEUT PTCP 13
ἐξῆν IMPRF ACT 1SG IND 8
ἐξέσται IMPRF ACT 1SG IND 1
ἐξῆν IMPRF ACT 3SG IND 558
Ἐξῆν IMPRF ACT 3SG IND 8
ἐξῆνʼ IMPRF ACT 3SG IND 3
ἐξει IMPRF ACT 3SG IND 2
decet IMPRF ACT 3SG IND 1
inest IMPRF ACT 3SG IND 1
ἐξεῖναι IMPRF ACT 3SG IND 1
ἐξείη IMPRF ACT 3SG IND 1
ἐξῆ IMPRF ACT 3SG IND 1
ἐξῄ IMPRF ACT 3SG IND 1
ἐξῆν IMPRF ACT 3PL IND 16
Ἐξῆν IMPRF ACT 3PL IND 1
ἐξῆσαν IMPRF ACT 3PL IND 1
ἐξεῖναιʼ IMPRF MID 3SG IND 1
ἐξέντο IMPRF MID 3PL IND 1
ἐξέσεσθαι FUT MID INF 2
ἔξεσθʼ FUT MID INF 1
ἔξουσι FUT ACT 3PL IND 4
ἔξουσιν FUT ACT 3PL IND 3
ἐξῇ FUT MID 2SG IND 1
ἐξέσται FUT MID 3SG IND 203
ἔξεσται FUT MID 3SG IND 3
Ἐξέσται FUT MID 3SG IND 2
ἐξέσοιτο FUT MID 3SG OPT 2
ἐξέσοιτό FUT MID 3SG OPT 1
ἐξεῖναι AOR ACT INF 30
ἐξεῖναί AOR ACT INF 6
ἀξεῖναί AOR ACT INF 1
ἐξαί AOR ACT INF 1
ἐξῆ AOR ACT 3SG IND 1
jecerat AOR ACT 3SG IND 1
ἐξῆ AOR MID 3PL IND 1
ἐξόν AOR ACT 2SG IMP 1
ἒξῇ AOR ACT 3SG SBJV 1
ἔξουσι AOR ACT 3PL SBJV 1
ἐπιχωρήσας AOR ACT NOM.SG MASC PTCP 1
ἐξουσάς AOR ACT GEN.SG FEM PTCP 1
ἐξέστωʼ PLPRF MID 3SG IND 1
ἐξέντο PLPRF MID 3SG IND 1
ἔξεστο PLPRF MID 3SG IND 1
decet PLPRF MID 3PL IND 1
ἐξέσθη AOR PASS 3SG IND 2